{
  "experiment": "RL-v3-Grover-2026-10",
  "claim": "MEASURED",
  "hardware": "CLASSICAL CPU SIMULATION ONLY",
  "seed": 20261007,
  "workers": 1,
  "python": "3.14.7",
  "numpy": "2.5.2",
  "provenance_shake256_256": {
    "grover_rl_test.py": "58b099c87d8110e464244b0d48861a5a5eb4f7a38e9373e49b9b9ff8f9405925",
    "phase3_sat_attacks.py": "495dcfcf701da895fe4bdd6c640a99adba3f1f2032713dc6927124762ed64c5e",
    "refracting_light_v3.py": "8015e697a2eee9e222735e83f0fff767a5a7aba82f43ab760b61a3334b9bfcfe",
    "refracting-light-v3-test-vectors.json": "35f5a1169563f74ff10573a14287fb88104776ece2a781d42695a005388e15e0",
    "REFRACTING-LIGHT-SPEC.md": "607fabddb830c6eab019343a1d8c168e0df07d5e2e8f87b62422842b05bb0148",
    "CHAIN-DESIGN.md": "b7c701c0e558b83e6e2a073b463b2cf62f65734cd5b376e2a170f046868c1315",
    "e46/include/e46/rl.hpp": "d5946721e1eb6cd01abb4af8b2c24f8c462be51b02f508acc4a180168dd0a8f0",
    "e46/src/rl.cpp": "446595cf038a9551ac55153d0ef9d75a3cf83bbccc3ac0563be57ebc1bba0140",
    "e46/tools/rl_cli.cpp": "4fcfcd0114481c227a003e6d77b764b271e47dd07dc3ac373b591e5687b9e16d"
  },
  "encoding": "Unsigned integer in fixed-width big-endian bytes; unused high bits zero",
  "limitations": [
    "Table oracle does not test structural quantum attacks.",
    "Toy w<=16 loses the 65537 multiplier modulo the word size.",
    "w=2 retains reference seeds 5 and 7; these exceed a two-bit word before the first step."
  ],
  "vectors": {
    "claim": "MEASURED",
    "ordinary_vectors": 6,
    "nonce_vectors": 1,
    "passed": true
  },
  "librl_crosscheck": {
    "claim": "MEASURED",
    "library": "C++ e46::rl::rl_v3_128 via rl_cli",
    "word_width": 64,
    "exhaustive_inputs": 4096,
    "additional_messages": 37,
    "wo08_commitment_stamp_messages": 16,
    "python_references": [
      "phase3_sat_attacks.digest_w(w=64)",
      "refracting_light_v3.digest"
    ],
    "mismatches": 0,
    "passed": true
  },
  "widths": [
    {
      "claim": "MEASURED",
      "w": 2,
      "output_bits": 4,
      "input_qubits": 12,
      "N": 4096,
      "targets": [
        {
          "M": 307,
          "theta": 0.27731281141159975,
          "k_asymptotic": 2.86880261183374,
          "k_first_peak_real": 2.3321741047575553,
          "k_opt_theory": 2,
          "k_best_measured": 2,
          "peak_measured": 0.9664407462819262,
          "peak_theory": 0.966440746281926,
          "max_probability_error": 6.938893903907228e-16,
          "curve": [
            {
              "k": 0,
              "measured": 0.074951171875,
              "theory": 0.07495117187499996,
              "norm_error": 0.0
            },
            {
              "k": 1,
              "measured": 0.5464730958919972,
              "theory": 0.5464730958919971,
              "norm_error": 0.0
            },
            {
              "k": 2,
              "measured": 0.9664407462819262,
              "theory": 0.966440746281926,
              "norm_error": 0.0
            },
            {
              "k": 3,
              "measured": 0.8689689319002974,
              "theory": 0.8689689319002976,
              "norm_error": 3.552713678800501e-15
            },
            {
              "k": 4,
              "measured": 0.3621866356157263,
              "theory": 0.3621866356157264,
              "norm_error": 5.551115123125783e-15
            },
            {
              "k": 5,
              "measured": 0.008285651853249906,
              "theory": 0.00828565185324998,
              "norm_error": 2.7755575615628914e-15
            },
            {
              "k": 6,
              "measured": 0.19986104671693639,
              "theory": 0.1998610467169357,
              "norm_error": 2.220446049250313e-16
            }
          ],
          "target": 7,
          "oracle_inputs_checked": 4096
        },
        {
          "M": 257,
          "theta": 0.25318409112614076,
          "k_asymptotic": 3.1354746484581932,
          "k_first_peak_real": 2.602083388826153,
          "k_opt_theory": 3,
          "k_best_measured": 3,
          "peak_measured": 0.9599473133598003,
          "peak_theory": 0.9599473133598003,
          "max_probability_error": 1.9984014443252818e-15,
          "curve": [
            {
              "k": 0,
              "measured": 0.062744140625,
              "theory": 0.06274414062500001,
              "norm_error": 0.0
            },
            {
              "k": 1,
              "measured": 0.47416561865247786,
              "theory": 0.4741656186524779,
              "norm_error": 0.0
            },
            {
              "k": 2,
              "measured": 0.9098951056637932,
              "theory": 0.9098951056637931,
              "norm_error": 0.0
            },
            {
              "k": 3,
              "measured": 0.9599473133598003,
              "theory": 0.9599473133598003,
              "norm_error": 2.220446049250313e-15
            },
            {
              "k": 4,
              "measured": 0.5772272678772241,
              "theory": 0.577227267877224,
              "norm_error": 2.220446049250313e-15
            },
            {
              "k": 5,
              "measured": 0.12184277202115992,
              "theory": 0.12184277202115988,
              "norm_error": 4.6629367034256575e-15
            },
            {
              "k": 6,
              "measured": 0.022272846344240746,
              "theory": 0.022272846344240774,
              "norm_error": 6.661338147750939e-16
            },
            {
              "k": 7,
              "measured": 0.37220452810570026,
              "theory": 0.3722045281057009,
              "norm_error": 3.774758283725532e-15
            },
            {
              "k": 8,
              "measured": 0.8423811438221314,
              "theory": 0.8423811438221334,
              "norm_error": 1.7763568394002505e-15
            }
          ],
          "target": 13,
          "oracle_inputs_checked": 4096
        },
        {
          "M": 262,
          "theta": 0.25568967278216354,
          "k_asymptotic": 3.1054118770712607,
          "k_first_peak_real": 2.5716851206836706,
          "k_opt_theory": 3,
          "k_best_measured": 3,
          "peak_measured": 0.9527875548395563,
          "peak_theory": 0.9527875548395563,
          "max_probability_error": 3.3306690738754696e-16,
          "curve": [
            {
              "k": 0,
              "measured": 0.06396484375,
              "theory": 0.06396484375000001,
              "norm_error": 0.0
            },
            {
              "k": 1,
              "measured": 0.48167495988309383,
              "theory": 0.48167495988309383,
              "norm_error": 0.0
            },
            {
              "k": 2,
              "measured": 0.9169399784722359,
              "theory": 0.916939978472236,
              "norm_error": 0.0
            },
            {
              "k": 3,
              "measured": 0.9527875548395563,
              "theory": 0.9527875548395563,
              "norm_error": 1.7763568394002505e-15
            },
            {
              "k": 4,
              "measured": 0.5548766614948359,
              "theory": 0.5548766614948357,
              "norm_error": 8.881784197001252e-16
            },
            {
              "k": 5,
              "measured": 0.10439538175479965,
              "theory": 0.10439538175479944,
              "norm_error": 5.329070518200751e-15
            },
            {
              "k": 6,
              "measured": 0.032892834948046,
              "theory": 0.032892834948046006,
              "norm_error": 3.3306690738754696e-15
            },
            {
              "k": 7,
              "measured": 0.40886656468396354,
              "theory": 0.4088665646839639,
              "norm_error": 4.440892098500626e-15
            },
            {
              "k": 8,
              "measured": 0.8721437086144088,
              "theory": 0.8721437086144092,
              "norm_error": 3.3306690738754696e-15
            }
          ],
          "target": 14,
          "oracle_inputs_checked": 4096
        },
        {
          "M": 244,
          "theta": 0.24656088590471198,
          "k_asymptotic": 3.217917771085955,
          "k_first_peak_real": 2.6854126436785273,
          "k_opt_theory": 3,
          "k_best_measured": 3,
          "peak_measured": 0.9761271495304173,
          "peak_theory": 0.9761271495304175,
          "max_probability_error": 4.440892098500626e-16,
          "curve": [
            {
              "k": 0,
              "measured": 0.0595703125,
              "theory": 0.05957031249999999,
              "norm_error": 0.0
            },
            {
              "k": 1,
              "measured": 0.454348161816597,
              "theory": 0.454348161816597,
              "norm_error": 0.0
            },
            {
              "k": 2,
              "measured": 0.8900459014287208,
              "theory": 0.8900459014287205,
              "norm_error": 0.0
            },
            {
              "k": 3,
              "measured": 0.9761271495304173,
              "theory": 0.9761271495304175,
              "norm_error": 1.2212453270876722e-15
            },
            {
              "k": 4,
              "measured": 0.6354332336784809,
              "theory": 0.6354332336784811,
              "norm_error": 2.886579864025407e-15
            },
            {
              "k": 5,
              "measured": 0.17334413890236514,
              "theory": 0.1733441389023655,
              "norm_error": 2.7755575615628914e-15
            },
            {
              "k": 6,
              "measured": 0.004052060246524722,
              "theory": 0.004052060246524703,
              "norm_error": 1.3322676295501878e-15
            },
            {
              "k": 7,
              "measured": 0.2793014523081282,
              "theory": 0.27930145230812786,
              "norm_error": 4.218847493575595e-15
            },
            {
              "k": 8,
              "measured": 0.7523733356274163,
              "theory": 0.7523733356274158,
              "norm_error": 2.6645352591003757e-15
            }
          ],
          "target": 5,
          "oracle_inputs_checked": 4096
        },
        {
          "M": 298,
          "theta": 0.27311192216085495,
          "k_asymptotic": 2.9118012176550043,
          "k_first_peak_real": 2.3757373796918015,
          "k_opt_theory": 2,
          "k_best_measured": 2,
          "peak_measured": 0.9584660028195131,
          "peak_theory": 0.9584660028195131,
          "max_probability_error": 2.498001805406602e-16,
          "curve": [
            {
              "k": 0,
              "measured": 0.07275390625,
              "theory": 0.07275390625,
              "norm_error": 0.0
            },
            {
              "k": 1,
              "measured": 0.5339115504175425,
              "theory": 0.5339115504175426,
              "norm_error": 0.0
            },
            {
              "k": 2,
              "measured": 0.9584660028195131,
              "theory": 0.9584660028195131,
              "norm_error": 0.0
            },
            {
              "k": 3,
              "measured": 0.8881649026862968,
              "theory": 0.8881649026862967,
              "norm_error": 3.1086244689504383e-15
            },
            {
              "k": 4,
              "measured": 0.39888931761354196,
              "theory": 0.39888931761354196,
              "norm_error": 9.992007221626409e-16
            },
            {
              "k": 5,
              "measured": 0.018749813061152684,
              "theory": 0.01874981306115269,
              "norm_error": 4.218847493575595e-15
            },
            {
              "k": 6,
              "measured": 0.15805848067571657,
              "theory": 0.15805848067571682,
              "norm_error": 1.7763568394002505e-15
            }
          ],
          "target": 1,
          "oracle_inputs_checked": 4096
        }
      ],
      "oracle": "table oracle, not a gate-level circuit",
      "output_histogram": [
        260,
        298,
        277,
        265,
        284,
        244,
        204,
        307,
        229,
        267,
        213,
        272,
        238,
        257,
        262,
        219
      ],
      "seconds": 2.949287249999543,
      "passed": true
    },
    {
      "claim": "MEASURED",
      "w": 3,
      "output_bits": 6,
      "input_qubits": 12,
      "N": 4096,
      "targets": [
        {
          "M": 51,
          "theta": 0.11181768662646982,
          "k_asymptotic": 7.03857539992079,
          "k_first_peak_real": 6.523917119847894,
          "k_opt_theory": 7,
          "k_best_measured": 7,
          "peak_measured": 0.9887071254487521,
          "peak_theory": 0.9887071254487527,
          "max_probability_error": 6.661338147750939e-16,
          "curve": [
            {
              "k": 0,
              "measured": 0.012451171875,
              "theory": 0.012451171875000002,
              "norm_error": 0.0
            },
            {
              "k": 1,
              "measured": 0.10837067174725235,
              "theory": 0.10837067174725235,
              "norm_error": 0.0
            },
            {
              "k": 2,
              "measured": 0.28133863760756905,
              "theory": 0.28133863760756905,
              "norm_error": 0.0
            },
            {
              "k": 3,
              "measured": 0.497325655739487,
              "theory": 0.4973256557394869,
              "norm_error": 2.220446049250313e-16
            },
            {
              "k": 4,
              "measured": 0.713838819662671,
              "theory": 0.7138388196626708,
              "norm_error": 6.328271240363392e-15
            },
            {
              "k": 5,
              "measured": 0.8882817098981958,
              "theory": 0.8882817098981958,
              "norm_error": 4.218847493575595e-15
            },
            {
              "k": 6,
              "measured": 0.9863347386993102,
              "theory": 0.9863347386993105,
              "norm_error": 2.886579864025407e-15
            },
            {
              "k": 7,
              "measured": 0.9887071254487521,
              "theory": 0.9887071254487527,
              "norm_error": 2.3314683517128287e-15
            },
            {
              "k": 8,
              "measured": 0.8949321309454761,
              "theory": 0.8949321309454766,
              "norm_error": 4.440892098500626e-16
            },
            {
              "k": 9,
              "measured": 0.7234588828550523,
              "theory": 0.7234588828550526,
              "norm_error": 0.0
            },
            {
              "k": 10,
              "measured": 0.5080227267459602,
              "theory": 0.5080227267459606,
              "norm_error": 5.551115123125783e-16
            },
            {
              "k": 11,
              "measured": 0.29100819347197215,
              "theory": 0.2910081934719725,
              "norm_error": 3.552713678800501e-15
            },
            {
              "k": 12,
              "measured": 0.11511034103723607,
              "theory": 0.11511034103723614,
              "norm_error": 7.66053886991358e-15
            },
            {
              "k": 13,
              "measured": 0.014935003895357513,
              "theory": 0.014935003895357526,
              "norm_error": 2.220446049250313e-15
            },
            {
              "k": 14,
              "measured": 0.010190501877882976,
              "theory": 0.010190501877882964,
              "norm_error": 3.552713678800501e-15
            },
            {
              "k": 15,
              "measured": 0.10181025997612922,
              "theory": 0.1018102599761294,
              "norm_error": 1.9984014443252818e-15
            },
            {
              "k": 16,
              "measured": 0.27176916794832284,
              "theory": 0.2717691679483231,
              "norm_error": 1.1102230246251565e-16
            }
          ],
          "target": 37,
          "oracle_inputs_checked": 4096
        },
        {
          "M": 73,
          "theta": 0.13389981856077812,
          "k_asymptotic": 5.883129731185366,
          "k_first_peak_real": 5.36556555370499,
          "k_opt_theory": 5,
          "k_best_measured": 5,
          "peak_measured": 0.9904464975339374,
          "peak_theory": 0.9904464975339377,
          "max_probability_error": 3.3306690738754696e-16,
          "curve": [
            {
              "k": 0,
              "measured": 0.017822265625,
              "theory": 0.017822265624999997,
              "norm_error": 0.0
            },
            {
              "k": 1,
              "measured": 0.15286777005530894,
              "theory": 0.1528677700553089,
              "norm_error": 0.0
            },
            {
              "k": 2,
              "measured": 0.385136028161009,
              "theory": 0.38513602816100906,
              "norm_error": 0.0
            },
            {
              "k": 3,
              "measured": 0.6495747120495833,
              "theory": 0.6495747120495832,
              "norm_error": 4.440892098500626e-16
            },
            {
              "k": 4,
              "measured": 0.8721213901512525,
              "theory": 0.8721213901512523,
              "norm_error": 3.3306690738754696e-15
            },
            {
              "k": 5,
              "measured": 0.9904464975339374,
              "theory": 0.9904464975339377,
              "norm_error": 3.3306690738754696e-15
            },
            {
              "k": 6,
              "measured": 0.9714102339246588,
              "theory": 0.971410233924659,
              "norm_error": 4.440892098500626e-16
            },
            {
              "k": 7,
              "measured": 0.8203441640936473,
              "theory": 0.8203441640936475,
              "norm_error": 1.2212453270876722e-15
            },
            {
              "k": 8,
              "measured": 0.5795579845454021,
              "theory": 0.5795579845454017,
              "norm_error": 5.551115123125783e-15
            },
            {
              "k": 9,
              "measured": 0.3164896725210086,
              "theory": 0.3164896725210087,
              "norm_error": 2.220446049250313e-15
            },
            {
              "k": 10,
              "measured": 0.10481785389690562,
              "theory": 0.10481785389690572,
              "norm_error": 1.4432899320127035e-15
            },
            {
              "k": 11,
              "measured": 0.0038263269115685196,
              "theory": 0.0038263269115685074,
              "norm_error": 4.884981308350689e-15
            },
            {
              "k": 12,
              "measured": 0.04180020456923058,
              "theory": 0.04180020456923054,
              "norm_error": 1.7763568394002505e-15
            }
          ],
          "target": 12,
          "oracle_inputs_checked": 4096
        },
        {
          "M": 55,
          "theta": 0.11613901105865355,
          "k_asymptotic": 6.777796271890465,
          "k_first_peak_real": 6.262569753592955,
          "k_opt_theory": 6,
          "k_best_measured": 6,
          "peak_measured": 0.9962849292738309,
          "peak_theory": 0.9962849292738313,
          "max_probability_error": 4.440892098500626e-16,
          "curve": [
            {
              "k": 0,
              "measured": 0.013427734375,
              "theory": 0.013427734375,
              "norm_error": 0.0
            },
            {
              "k": 1,
              "measured": 0.11656104936264455,
              "theory": 0.11656104936264457,
              "norm_error": 0.0
            },
            {
              "k": 2,
              "measured": 0.3009676568669073,
              "theory": 0.30096765686690735,
              "norm_error": 0.0
            },
            {
              "k": 3,
              "measured": 0.5275609379389852,
              "theory": 0.5275609379389854,
              "norm_error": 1.2212453270876722e-15
            },
            {
              "k": 4,
              "measured": 0.7483124333306461,
              "theory": 0.7483124333306462,
              "norm_error": 2.220446049250313e-15
            },
            {
              "k": 5,
              "measured": 0.9164319021740143,
              "theory": 0.916431902174014,
              "norm_error": 3.9968028886505635e-15
            },
            {
              "k": 6,
              "measured": 0.9962849292738309,
              "theory": 0.9962849292738313,
              "norm_error": 2.6645352591003757e-15
            },
            {
              "k": 7,
              "measured": 0.9709459560267444,
              "theory": 0.9709459560267444,
              "norm_error": 1.3322676295501878e-15
            },
            {
              "k": 8,
              "measured": 0.8457858029541373,
              "theory": 0.8457858029541377,
              "norm_error": 1.7763568394002505e-15
            },
            {
              "k": 9,
              "measured": 0.64733327657185,
              "theory": 0.6473332765718501,
              "norm_error": 3.1086244689504383e-15
            },
            {
              "k": 10,
              "measured": 0.4176521531355803,
              "theory": 0.4176521531355804,
              "norm_error": 4.884981308350689e-15
            },
            {
              "k": 11,
              "measured": 0.20542538751872624,
              "theory": 0.20542538751872633,
              "norm_error": 1.2212453270876722e-15
            },
            {
              "k": 12,
              "measured": 0.055636328369524965,
              "theory": 0.05563632836952501,
              "norm_error": 2.1094237467877974e-15
            },
            {
              "k": 13,
              "measured": 3.4097679330186026e-05,
              "theory": 3.409767933018982e-05,
              "norm_error": 7.549516567451064e-15
            },
            {
              "k": 14,
              "measured": 0.0504040822794727,
              "theory": 0.0504040822794724,
              "norm_error": 5.10702591327572e-15
            }
          ],
          "target": 35,
          "oracle_inputs_checked": 4096
        },
        {
          "M": 60,
          "theta": 0.12132817968131081,
          "k_asymptotic": 6.489245881557778,
          "k_first_peak_real": 5.973336742217931,
          "k_opt_theory": 6,
          "k_best_measured": 6,
          "peak_measured": 0.9999581395668476,
          "peak_theory": 0.9999581395668475,
          "max_probability_error": 5.551115123125783e-16,
          "curve": [
            {
              "k": 0,
              "measured": 0.0146484375,
              "theory": 0.014648437500000002,
              "norm_error": 0.0
            },
            {
              "k": 1,
              "measured": 0.12673638761043549,
              "theory": 0.1267363876104355,
              "norm_error": 0.0
            },
            {
              "k": 2,
              "measured": 0.32502649796128935,
              "theory": 0.3250264979612893,
              "norm_error": 0.0
            },
            {
              "k": 3,
              "measured": 0.5637252990066604,
              "theory": 0.5637252990066606,
              "norm_error": 2.886579864025407e-15
            },
            {
              "k": 4,
              "measured": 0.7877072665488302,
              "theory": 0.7877072665488304,
              "norm_error": 3.774758283725532e-15
            },
            {
              "k": 5,
              "measured": 0.945245608004322,
              "theory": 0.9452456080043219,
              "norm_error": 1.7763568394002505e-15
            },
            {
              "k": 6,
              "measured": 0.9999581395668476,
              "theory": 0.9999581395668475,
              "norm_error": 4.3298697960381105e-15
            },
            {
              "k": 7,
              "measured": 0.9392094522215323,
              "theory": 0.9392094522215326,
              "norm_error": 2.4424906541753444e-15
            },
            {
              "k": 8,
              "measured": 0.7770289554985793,
              "theory": 0.7770289554985796,
              "norm_error": 4.884981308350689e-15
            },
            {
              "k": 9,
              "measured": 0.5508709007697818,
              "theory": 0.5508709007697824,
              "norm_error": 6.661338147750939e-16
            },
            {
              "k": 10,
              "measured": 0.3129646300505269,
              "theory": 0.3129646300505272,
              "norm_error": 5.551115123125783e-15
            },
            {
              "k": 11,
              "measured": 0.11825263918029023,
              "theory": 0.11825263918029039,
              "norm_error": 6.217248937900877e-15
            },
            {
              "k": 12,
              "measured": 0.011702060450042361,
              "theory": 0.011702060450042401,
              "norm_error": 6.661338147750939e-16
            },
            {
              "k": 13,
              "measured": 0.017919873368485436,
              "theory": 0.0179198733684854,
              "norm_error": 4.884981308350689e-15
            },
            {
              "k": 14,
              "measured": 0.13547012519940357,
              "theory": 0.13547012519940363,
              "norm_error": 3.6637359812630166e-15
            }
          ],
          "target": 16,
          "oracle_inputs_checked": 4096
        },
        {
          "M": 68,
          "theta": 0.1292062511986234,
          "k_asymptotic": 6.095585102783619,
          "k_first_peak_real": 5.5786390450264545,
          "k_opt_theory": 6,
          "k_best_measured": 6,
          "peak_measured": 0.9881908504589548,
          "peak_theory": 0.988190850458955,
          "max_probability_error": 1.1102230246251565e-15,
          "curve": [
            {
              "k": 0,
              "measured": 0.0166015625,
              "theory": 0.0166015625,
              "norm_error": 0.0
            },
            {
              "k": 1,
              "measured": 0.14287258684635162,
              "theory": 0.14287258684635162,
              "norm_error": 0.0
            },
            {
              "k": 2,
              "measured": 0.36243072340244,
              "theory": 0.36243072340244004,
              "norm_error": 0.0
            },
            {
              "k": 3,
              "measured": 0.6179240474291343,
              "theory": 0.6179240474291343,
              "norm_error": 2.6645352591003757e-15
            },
            {
              "k": 4,
              "measured": 0.8426138166471836,
              "theory": 0.8426138166471836,
              "norm_error": 3.9968028886505635e-15
            },
            {
              "k": 5,
              "measured": 0.9778076458142211,
              "theory": 0.977807645814221,
              "norm_error": 2.4424906541753444e-15
            },
            {
              "k": 6,
              "measured": 0.9881908504589548,
              "theory": 0.988190850458955,
              "norm_error": 0.0
            },
            {
              "k": 7,
              "measured": 0.8710511796000445,
              "theory": 0.8710511796000446,
              "norm_error": 1.3322676295501878e-15
            },
            {
              "k": 8,
              "measured": 0.6569872969556548,
              "theory": 0.6569872969556548,
              "norm_error": 6.661338147750939e-16
            },
            {
              "k": 9,
              "measured": 0.4019159445757941,
              "theory": 0.4019159445757942,
              "norm_error": 3.219646771412954e-15
            },
            {
              "k": 10,
              "measured": 0.17246563932738715,
              "theory": 0.17246563932738693,
              "norm_error": 7.105427357601002e-15
            },
            {
              "k": 11,
              "measured": 0.028572290871498204,
              "theory": 0.028572290871498294,
              "norm_error": 1.6653345369377348e-15
            },
            {
              "k": 12,
              "measured": 0.007823030437014685,
              "theory": 0.007823030437014744,
              "norm_error": 3.552713678800501e-15
            },
            {
              "k": 13,
              "measured": 0.11563788044486409,
              "theory": 0.11563788044486419,
              "norm_error": 8.881784197001252e-16
            },
            {
              "k": 14,
              "measured": 0.32385396221333873,
              "theory": 0.32385396221333984,
              "norm_error": 4.107825191113079e-15
            }
          ],
          "target": 13,
          "oracle_inputs_checked": 4096
        }
      ],
      "oracle": "table oracle, not a gate-level circuit",
      "output_histogram": [
        59,
        69,
        65,
        58,
        80,
        62,
        59,
        67,
        70,
        63,
        64,
        65,
        73,
        68,
        56,
        68,
        60,
        61,
        69,
        63,
        60,
        65,
        60,
        58,
        55,
        57,
        74,
        75,
        67,
        70,
        61,
        60,
        67,
        49,
        81,
        55,
        64,
        51,
        54,
        70,
        65,
        65,
        56,
        76,
        73,
        60,
        59,
        64,
        56,
        63,
        47,
        74,
        68,
        56,
        64,
        67,
        59,
        65,
        67,
        64,
        67,
        70,
        65,
        74
      ],
      "seconds": 2.9618159590008872,
      "passed": true
    },
    {
      "claim": "MEASURED",
      "w": 4,
      "output_bits": 8,
      "input_qubits": 12,
      "N": 4096,
      "targets": [
        {
          "M": 16,
          "theta": 0.06254076179649139,
          "k_asymptotic": 12.566370614359172,
          "k_first_peak_real": 12.058180310517262,
          "k_opt_theory": 12,
          "k_best_measured": 12,
          "peak_measured": 0.999947042103274,
          "peak_theory": 0.9999470421032736,
          "max_probability_error": 5.551115123125783e-16,
          "curve": [
            {
              "k": 0,
              "measured": 0.00390625,
              "theory": 0.003906249999999999,
              "norm_error": 0.0
            },
            {
              "k": 1,
              "measured": 0.034790992736816406,
              "theory": 0.034790992736816406,
              "norm_error": 0.0
            },
            {
              "k": 2,
              "measured": 0.09463772200979292,
              "theory": 0.0946377220097929,
              "norm_error": 0.0
            },
            {
              "k": 3,
              "measured": 0.17972062825725743,
              "theory": 0.17972062825725743,
              "norm_error": 0.0
            },
            {
              "k": 4,
              "measured": 0.28474280203265145,
              "theory": 0.28474280203265145,
              "norm_error": 2.9976021664879227e-15
            },
            {
              "k": 5,
              "measured": 0.4031659976541573,
              "theory": 0.40316599765415717,
              "norm_error": 4.440892098500626e-16
            },
            {
              "k": 6,
              "measured": 0.5276176773084243,
              "theory": 0.5276176773084243,
              "norm_error": 7.771561172376096e-16
            },
            {
              "k": 7,
              "measured": 0.650349994727914,
              "theory": 0.650349994727914,
              "norm_error": 4.440892098500626e-16
            },
            {
              "k": 8,
              "measured": 0.7637221440185906,
              "theory": 0.7637221440185906,
              "norm_error": 2.220446049250313e-16
            },
            {
              "k": 9,
              "measured": 0.8606760445971724,
              "theory": 0.8606760445971724,
              "norm_error": 2.6645352591003757e-15
            },
            {
              "k": 10,
              "measured": 0.9351757480633814,
              "theory": 0.9351757480633812,
              "norm_error": 2.220446049250313e-15
            },
            {
              "k": 11,
              "measured": 0.9825832113547462,
              "theory": 0.982583211354746,
              "norm_error": 3.9968028886505635e-15
            },
            {
              "k": 12,
              "measured": 0.999947042103274,
              "theory": 0.9999470421032736,
              "norm_error": 2.7755575615628914e-15
            },
            {
              "k": 13,
              "measured": 0.9861862401036732,
              "theory": 0.9861862401036727,
              "norm_error": 6.661338147750939e-16
            },
            {
              "k": 14,
              "measured": 0.942157495910118,
              "theory": 0.9421574959101178,
              "norm_error": 2.220446049250313e-15
            },
            {
              "k": 15,
              "measured": 0.8706018568295806,
              "theory": 0.8706018568295801,
              "norm_error": 2.220446049250313e-15
            },
            {
              "k": 16,
              "measured": 0.7759740806661468,
              "theory": 0.7759740806661463,
              "norm_error": 2.220446049250313e-16
            },
            {
              "k": 17,
              "measured": 0.6641653009456165,
              "theory": 0.6641653009456162,
              "norm_error": 1.7763568394002505e-15
            },
            {
              "k": 18,
              "measured": 0.5421362693351613,
              "theory": 0.5421362693351609,
              "norm_error": 1.7763568394002505e-15
            },
            {
              "k": 19,
              "measured": 0.4174840080663894,
              "theory": 0.4174840080663893,
              "norm_error": 3.1086244689504383e-15
            },
            {
              "k": 20,
              "measured": 0.297968850787625,
              "theory": 0.2979688507876245,
              "norm_error": 4.440892098500626e-16
            },
            {
              "k": 21,
              "measured": 0.19103131632359568,
              "theory": 0.19103131632359516,
              "norm_error": 2.220446049250313e-15
            },
            {
              "k": 22,
              "measured": 0.10332889278180349,
              "theory": 0.10332889278180324,
              "norm_error": 3.1086244689504383e-15
            },
            {
              "k": 23,
              "measured": 0.040321569909112905,
              "theory": 0.04032156990911266,
              "norm_error": 2.886579864025407e-15
            },
            {
              "k": 24,
              "measured": 0.005931922737881348,
              "theory": 0.005931922737881282,
              "norm_error": 5.662137425588298e-15
            },
            {
              "k": 25,
              "measured": 0.0023009083063568452,
              "theory": 0.002300908306356916,
              "norm_error": 6.8833827526759706e-15
            },
            {
              "k": 26,
              "measured": 0.02965457853837695,
              "theory": 0.02965457853837717,
              "norm_error": 1.3322676295501878e-15
            }
          ],
          "target": 52,
          "oracle_inputs_checked": 4096
        },
        {
          "M": 14,
          "theta": 0.05849675234155135,
          "k_asymptotic": 13.434015266901712,
          "k_first_peak_real": 12.926355001926579,
          "k_opt_theory": 13,
          "k_best_measured": 13,
          "peak_measured": 0.9999257666148262,
          "peak_theory": 0.9999257666148278,
          "max_probability_error": 2.220446049250313e-15,
          "curve": [
            {
              "k": 0,
              "measured": 0.00341796875,
              "theory": 0.003417968749999999,
              "norm_error": 0.0
            },
            {
              "k": 1,
              "measured": 0.03048197738826275,
              "theory": 0.030481977388262745,
              "norm_error": 0.0
            },
            {
              "k": 2,
              "measured": 0.08313499050137096,
              "theory": 0.08313499050137096,
              "norm_error": 0.0
            },
            {
              "k": 3,
              "measured": 0.15850738834465386,
              "theory": 0.15850738834465383,
              "norm_error": 4.440892098500626e-15
            },
            {
              "k": 4,
              "measured": 0.25249133153217485,
              "theory": 0.25249133153217473,
              "norm_error": 6.661338147750939e-16
            },
            {
              "k": 5,
              "measured": 0.35996464066512956,
              "theory": 0.35996464066512956,
              "norm_error": 4.440892098500626e-15
            },
            {
              "k": 6,
              "measured": 0.4750699580790951,
              "theory": 0.4750699580790952,
              "norm_error": 8.881784197001252e-16
            },
            {
              "k": 7,
              "measured": 0.5915339772330355,
              "theory": 0.5915339772330355,
              "norm_error": 2.886579864025407e-15
            },
            {
              "k": 8,
              "measured": 0.7030093415532646,
              "theory": 0.7030093415532649,
              "norm_error": 1.7763568394002505e-15
            },
            {
              "k": 9,
              "measured": 0.803420579047125,
              "theory": 0.8034205790471258,
              "norm_error": 3.9968028886505635e-15
            },
            {
              "k": 10,
              "measured": 0.8872952190493545,
              "theory": 0.8872952190493552,
              "norm_error": 3.1086244689504383e-15
            },
            {
              "k": 11,
              "measured": 0.9500620450464633,
              "theory": 0.9500620450464646,
              "norm_error": 8.992806499463768e-15
            },
            {
              "k": 12,
              "measured": 0.9883002286272714,
              "theory": 0.988300228627273,
              "norm_error": 7.882583474838611e-15
            },
            {
              "k": 13,
              "measured": 0.9999257666148262,
              "theory": 0.9999257666148278,
              "norm_error": 5.329070518200751e-15
            },
            {
              "k": 14,
              "measured": 0.9843050604479235,
              "theory": 0.9843050604479255,
              "norm_error": 5.329070518200751e-15
            },
            {
              "k": 15,
              "measured": 0.9422894476700766,
              "theory": 0.9422894476700782,
              "norm_error": 7.549516567451064e-15
            },
            {
              "k": 16,
              "measured": 0.8761688035397569,
              "theory": 0.8761688035397591,
              "norm_error": 1.4432899320127035e-15
            },
            {
              "k": 17,
              "measured": 0.7895467415010652,
              "theory": 0.7895467415010669,
              "norm_error": 5.88418203051333e-15
            },
            {
              "k": 18,
              "measured": 0.6871442141615238,
              "theory": 0.6871442141615257,
              "norm_error": 2.220446049250313e-15
            },
            {
              "k": 19,
              "measured": 0.5745422186376046,
              "theory": 0.5745422186376066,
              "norm_error": 4.440892098500626e-16
            },
            {
              "k": 20,
              "measured": 0.4578776289758239,
              "theory": 0.45787762897582557,
              "norm_error": 2.220446049250313e-15
            },
            {
              "k": 21,
              "measured": 0.3435087329588429,
              "theory": 0.3435087329588445,
              "norm_error": 1.5543122344752192e-15
            },
            {
              "k": 22,
              "measured": 0.2376687017345598,
              "theory": 0.2376687017345613,
              "norm_error": 1.7763568394002505e-15
            },
            {
              "k": 23,
              "measured": 0.14612587837434532,
              "theory": 0.14612587837434637,
              "norm_error": 2.220446049250313e-15
            },
            {
              "k": 24,
              "measured": 0.07386939983097078,
              "theory": 0.0738693998309715,
              "norm_error": 1.7763568394002505e-15
            },
            {
              "k": 25,
              "measured": 0.02483728608181208,
              "theory": 0.024837286081812474,
              "norm_error": 4.440892098500626e-16
            },
            {
              "k": 26,
              "measured": 0.0017018157566842443,
              "theory": 0.001701815756684365,
              "norm_error": 9.880984919163893e-15
            },
            {
              "k": 27,
              "measured": 0.005723885403038607,
              "theory": 0.005723885403038424,
              "norm_error": 3.1086244689504383e-15
            },
            {
              "k": 28,
              "measured": 0.03668428989301618,
              "theory": 0.03668428989301583,
              "norm_error": 4.440892098500626e-16
            }
          ],
          "target": 243,
          "oracle_inputs_checked": 4096
        },
        {
          "M": 15,
          "theta": 0.06055236143302716,
          "k_asymptotic": 12.978491763115557,
          "k_first_peak_real": 12.470562085611204,
          "k_opt_theory": 12,
          "k_best_measured": 12,
          "peak_measured": 0.9967559626759778,
          "peak_theory": 0.9967559626759791,
          "max_probability_error": 1.9984014443252818e-15,
          "curve": [
            {
              "k": 0,
              "measured": 0.003662109375,
              "theory": 0.0036621093750000004,
              "norm_error": 0.0
            },
            {
              "k": 1,
              "measured": 0.03263790509663522,
              "theory": 0.032637905096635215,
              "norm_error": 0.0
            },
            {
              "k": 2,
              "measured": 0.08889791354058096,
              "theory": 0.08889791354058094,
              "norm_error": 0.0
            },
            {
              "k": 3,
              "measured": 0.16915772192522083,
              "theory": 0.16915772192522088,
              "norm_error": 6.661338147750939e-16
            },
            {
              "k": 4,
              "measured": 0.2687318289895441,
              "theory": 0.2687318289895441,
              "norm_error": 5.329070518200751e-15
            },
            {
              "k": 5,
              "measured": 0.3818071806831598,
              "theory": 0.38180718068315983,
              "norm_error": 2.9976021664879227e-15
            },
            {
              "k": 6,
              "measured": 0.5017825314559844,
              "theory": 0.5017825314559845,
              "norm_error": 3.1086244689504383e-15
            },
            {
              "k": 7,
              "measured": 0.6216538195160648,
              "theory": 0.621653819516065,
              "norm_error": 0.0
            },
            {
              "k": 8,
              "measured": 0.734423058166588,
              "theory": 0.7344230581665884,
              "norm_error": 3.885780586188048e-15
            },
            {
              "k": 9,
              "measured": 0.8335068724838556,
              "theory": 0.8335068724838565,
              "norm_error": 3.3306690738754696e-15
            },
            {
              "k": 10,
              "measured": 0.9131208313027147,
              "theory": 0.9131208313027155,
              "norm_error": 3.9968028886505635e-15
            },
            {
              "k": 11,
              "measured": 0.9686171375258672,
              "theory": 0.9686171375258682,
              "norm_error": 7.549516567451064e-15
            },
            {
              "k": 12,
              "measured": 0.9967559626759778,
              "theory": 0.9967559626759791,
              "norm_error": 1.4432899320127035e-15
            },
            {
              "k": 13,
              "measured": 0.9958945854037453,
              "theory": 0.9958945854037473,
              "norm_error": 2.220446049250313e-16
            },
            {
              "k": 14,
              "measured": 0.9660832922022056,
              "theory": 0.9660832922022073,
              "norm_error": 7.549516567451064e-15
            },
            {
              "k": 15,
              "measured": 0.9090624417228353,
              "theory": 0.9090624417228371,
              "norm_error": 4.440892098500626e-16
            },
            {
              "k": 16,
              "measured": 0.828160864076275,
              "theory": 0.8281608640762769,
              "norm_error": 1.5543122344752192e-15
            },
            {
              "k": 17,
              "measured": 0.7281015264824824,
              "theory": 0.7281015264824838,
              "norm_error": 4.440892098500626e-16
            },
            {
              "k": 18,
              "measured": 0.6147258103490081,
              "theory": 0.6147258103490097,
              "norm_error": 8.881784197001252e-16
            },
            {
              "k": 19,
              "measured": 0.49465249625361707,
              "theory": 0.4946524962536186,
              "norm_error": 7.771561172376096e-16
            },
            {
              "k": 20,
              "measured": 0.37489136500604553,
              "theory": 0.37489136500604653,
              "norm_error": 4.440892098500626e-16
            },
            {
              "k": 21,
              "measured": 0.2624339724394611,
              "theory": 0.2624339724394621,
              "norm_error": 7.105427357601002e-15
            },
            {
              "k": 22,
              "measured": 0.16384548816099143,
              "theory": 0.1638454881609921,
              "norm_error": 1.7763568394002505e-15
            },
            {
              "k": 23,
              "measured": 0.08488142637762451,
              "theory": 0.0848814263776249,
              "norm_error": 3.774758283725532e-15
            },
            {
              "k": 24,
              "measured": 0.030151643735010104,
              "theory": 0.030151643735010256,
              "norm_error": 4.440892098500626e-16
            },
            {
              "k": 25,
              "measured": 0.0028512196975528804,
              "theory": 0.002851219697552957,
              "norm_error": 4.440892098500626e-15
            },
            {
              "k": 26,
              "measured": 0.004573930450720539,
              "theory": 0.004573930450720462,
              "norm_error": 3.1086244689504383e-15
            }
          ],
          "target": 2,
          "oracle_inputs_checked": 4096
        },
        {
          "M": 16,
          "theta": 0.06254076179649139,
          "k_asymptotic": 12.566370614359172,
          "k_first_peak_real": 12.058180310517262,
          "k_opt_theory": 12,
          "k_best_measured": 12,
          "peak_measured": 0.9999470421032738,
          "peak_theory": 0.9999470421032736,
          "max_probability_error": 3.642919299551295e-16,
          "curve": [
            {
              "k": 0,
              "measured": 0.00390625,
              "theory": 0.003906249999999999,
              "norm_error": 0.0
            },
            {
              "k": 1,
              "measured": 0.034790992736816406,
              "theory": 0.034790992736816406,
              "norm_error": 0.0
            },
            {
              "k": 2,
              "measured": 0.09463772200979292,
              "theory": 0.0946377220097929,
              "norm_error": 0.0
            },
            {
              "k": 3,
              "measured": 0.17972062825725743,
              "theory": 0.17972062825725743,
              "norm_error": 0.0
            },
            {
              "k": 4,
              "measured": 0.28474280203265145,
              "theory": 0.28474280203265145,
              "norm_error": 2.886579864025407e-15
            },
            {
              "k": 5,
              "measured": 0.4031659976541573,
              "theory": 0.40316599765415717,
              "norm_error": 1.7763568394002505e-15
            },
            {
              "k": 6,
              "measured": 0.5276176773084243,
              "theory": 0.5276176773084243,
              "norm_error": 8.881784197001252e-16
            },
            {
              "k": 7,
              "measured": 0.650349994727914,
              "theory": 0.650349994727914,
              "norm_error": 1.3322676295501878e-15
            },
            {
              "k": 8,
              "measured": 0.7637221440185906,
              "theory": 0.7637221440185906,
              "norm_error": 2.1094237467877974e-15
            },
            {
              "k": 9,
              "measured": 0.8606760445971724,
              "theory": 0.8606760445971724,
              "norm_error": 2.886579864025407e-15
            },
            {
              "k": 10,
              "measured": 0.9351757480633812,
              "theory": 0.9351757480633812,
              "norm_error": 2.220446049250313e-15
            },
            {
              "k": 11,
              "measured": 0.982583211354746,
              "theory": 0.982583211354746,
              "norm_error": 4.440892098500626e-15
            },
            {
              "k": 12,
              "measured": 0.9999470421032738,
              "theory": 0.9999470421032736,
              "norm_error": 3.4416913763379853e-15
            },
            {
              "k": 13,
              "measured": 0.986186240103673,
              "theory": 0.9861862401036727,
              "norm_error": 4.440892098500626e-16
            },
            {
              "k": 14,
              "measured": 0.9421574959101178,
              "theory": 0.9421574959101178,
              "norm_error": 2.220446049250313e-15
            },
            {
              "k": 15,
              "measured": 0.8706018568295801,
              "theory": 0.8706018568295801,
              "norm_error": 3.219646771412954e-15
            },
            {
              "k": 16,
              "measured": 0.7759740806661465,
              "theory": 0.7759740806661463,
              "norm_error": 1.3322676295501878e-15
            },
            {
              "k": 17,
              "measured": 0.6641653009456162,
              "theory": 0.6641653009456162,
              "norm_error": 4.6629367034256575e-15
            },
            {
              "k": 18,
              "measured": 0.542136269335161,
              "theory": 0.5421362693351609,
              "norm_error": 8.881784197001252e-16
            },
            {
              "k": 19,
              "measured": 0.41748400806638897,
              "theory": 0.4174840080663893,
              "norm_error": 2.886579864025407e-15
            },
            {
              "k": 20,
              "measured": 0.29796885078762436,
              "theory": 0.2979688507876245,
              "norm_error": 4.440892098500626e-16
            },
            {
              "k": 21,
              "measured": 0.19103131632359505,
              "theory": 0.19103131632359516,
              "norm_error": 6.217248937900877e-15
            },
            {
              "k": 22,
              "measured": 0.10332889278180292,
              "theory": 0.10332889278180324,
              "norm_error": 6.661338147750939e-15
            },
            {
              "k": 23,
              "measured": 0.04032156990911246,
              "theory": 0.04032156990911266,
              "norm_error": 2.1094237467877974e-15
            },
            {
              "k": 24,
              "measured": 0.005931922737881145,
              "theory": 0.005931922737881282,
              "norm_error": 8.659739592076221e-15
            },
            {
              "k": 25,
              "measured": 0.0023009083063569905,
              "theory": 0.002300908306356916,
              "norm_error": 2.6645352591003757e-15
            },
            {
              "k": 26,
              "measured": 0.029654578538377534,
              "theory": 0.02965457853837717,
              "norm_error": 2.4424906541753444e-15
            }
          ],
          "target": 97,
          "oracle_inputs_checked": 4096
        },
        {
          "M": 18,
          "theta": 0.0663399101734236,
          "k_asymptotic": 11.847687835088976,
          "k_first_peak_real": 11.338999500365412,
          "k_opt_theory": 11,
          "k_best_measured": 11,
          "peak_measured": 0.9979783080642508,
          "peak_theory": 0.9979783080642503,
          "max_probability_error": 5.551115123125783e-16,
          "curve": [
            {
              "k": 0,
              "measured": 0.00439453125,
              "theory": 0.004394531249999999,
              "norm_error": 0.0
            },
            {
              "k": 1,
              "measured": 0.03908865340054035,
              "theory": 0.03908865340054035,
              "norm_error": 0.0
            },
            {
              "k": 2,
              "measured": 0.10604818739131616,
              "theory": 0.10604818739131618,
              "norm_error": 0.0
            },
            {
              "k": 3,
              "measured": 0.20058573084705,
              "theory": 0.20058573084704998,
              "norm_error": 6.661338147750939e-16
            },
            {
              "k": 4,
              "measured": 0.3160833239443006,
              "theory": 0.3160833239443006,
              "norm_error": 3.552713678800501e-15
            },
            {
              "k": 5,
              "measured": 0.4444557298249763,
              "theory": 0.4444557298249762,
              "norm_error": 2.220446049250313e-15
            },
            {
              "k": 6,
              "measured": 0.576716429551713,
              "theory": 0.5767164295517131,
              "norm_error": 1.3322676295501878e-15
            },
            {
              "k": 7,
              "measured": 0.7036067099718721,
              "theory": 0.7036067099718721,
              "norm_error": 2.6645352591003757e-15
            },
            {
              "k": 8,
              "measured": 0.8162438061318774,
              "theory": 0.8162438061318772,
              "norm_error": 3.1086244689504383e-15
            },
            {
              "k": 9,
              "measured": 0.9067427259982194,
              "theory": 0.9067427259982188,
              "norm_error": 1.3322676295501878e-15
            },
            {
              "k": 10,
              "measured": 0.9687682275723503,
              "theory": 0.9687682275723497,
              "norm_error": 3.552713678800501e-15
            },
            {
              "k": 11,
              "measured": 0.9979783080642508,
              "theory": 0.9979783080642503,
              "norm_error": 4.440892098500626e-15
            },
            {
              "k": 12,
              "measured": 0.9923281593260826,
              "theory": 0.9923281593260825,
              "norm_error": 3.219646771412954e-15
            },
            {
              "k": 13,
              "measured": 0.9522133115988364,
              "theory": 0.9522133115988364,
              "norm_error": 4.9960036108132044e-15
            },
            {
              "k": 14,
              "measured": 0.8804419450073392,
              "theory": 0.8804419450073391,
              "norm_error": 2.220446049250313e-16
            },
            {
              "k": 15,
              "measured": 0.7820383070961484,
              "theory": 0.7820383070961485,
              "norm_error": 1.7763568394002505e-15
            },
            {
              "k": 16,
              "measured": 0.6638909978687292,
              "theory": 0.6638909978687295,
              "norm_error": 1.1102230246251565e-15
            },
            {
              "k": 17,
              "measured": 0.534270743611521,
              "theory": 0.534270743611521,
              "norm_error": 4.6629367034256575e-15
            },
            {
              "k": 18,
              "measured": 0.4022514170275954,
              "theory": 0.4022514170275952,
              "norm_error": 1.2212453270876722e-15
            },
            {
              "k": 19,
              "measured": 0.27707483430249,
              "theory": 0.27707483430249,
              "norm_error": 3.9968028886505635e-15
            },
            {
              "k": 20,
              "measured": 0.16750379553686878,
              "theory": 0.16750379553686862,
              "norm_error": 3.885780586188048e-15
            },
            {
              "k": 21,
              "measured": 0.08120865798623962,
              "theory": 0.08120865798623948,
              "norm_error": 5.551115123125783e-15
            },
            {
              "k": 22,
              "measured": 0.024230384133786007,
              "theory": 0.024230384133786,
              "norm_error": 5.329070518200751e-15
            },
            {
              "k": 23,
              "measured": 0.0005576531156558531,
              "theory": 0.0005576531156558436,
              "norm_error": 1.3322676295501878e-15
            },
            {
              "k": 24,
              "measured": 0.011847639183076346,
              "theory": 0.011847639183076446,
              "norm_error": 3.552713678800501e-15
            }
          ],
          "target": 61,
          "oracle_inputs_checked": 4096
        }
      ],
      "oracle": "table oracle, not a gate-level circuit",
      "output_histogram": [
        14,
        17,
        15,
        18,
        14,
        12,
        22,
        16,
        11,
        16,
        19,
        13,
        23,
        13,
        17,
        14,
        17,
        14,
        17,
        20,
        12,
        16,
        17,
        14,
        24,
        22,
        21,
        17,
        17,
        13,
        13,
        18,
        16,
        28,
        18,
        14,
        13,
        15,
        16,
        13,
        18,
        25,
        16,
        20,
        18,
        16,
        23,
        16,
        16,
        28,
        14,
        12,
        16,
        13,
        12,
        14,
        18,
        17,
        15,
        19,
        13,
        18,
        12,
        14,
        9,
        16,
        16,
        19,
        12,
        9,
        12,
        18,
        10,
        8,
        14,
        9,
        21,
        21,
        12,
        18,
        16,
        24,
        16,
        16,
        15,
        16,
        14,
        17,
        20,
        20,
        13,
        14,
        13,
        20,
        21,
        18,
        12,
        16,
        10,
        9,
        16,
        20,
        12,
        14,
        13,
        23,
        18,
        5,
        21,
        19,
        12,
        15,
        16,
        17,
        12,
        22,
        13,
        15,
        15,
        14,
        25,
        16,
        16,
        23,
        12,
        13,
        15,
        19,
        16,
        16,
        16,
        17,
        19,
        9,
        19,
        6,
        16,
        23,
        12,
        16,
        17,
        9,
        20,
        19,
        22,
        17,
        10,
        15,
        17,
        21,
        11,
        25,
        22,
        18,
        19,
        18,
        13,
        14,
        21,
        18,
        25,
        12,
        17,
        21,
        20,
        19,
        10,
        16,
        19,
        12,
        27,
        14,
        17,
        15,
        9,
        15,
        11,
        18,
        19,
        21,
        19,
        17,
        12,
        13,
        10,
        20,
        16,
        18,
        10,
        18,
        20,
        20,
        19,
        11,
        13,
        15,
        12,
        18,
        18,
        14,
        15,
        15,
        5,
        15,
        18,
        11,
        16,
        16,
        20,
        18,
        13,
        19,
        16,
        14,
        15,
        11,
        17,
        20,
        13,
        25,
        10,
        14,
        16,
        13,
        12,
        10,
        14,
        22,
        15,
        19,
        10,
        18,
        16,
        12,
        19,
        22,
        14,
        15,
        17,
        17,
        21,
        16,
        10,
        14,
        22,
        19,
        15,
        10,
        20,
        18,
        17,
        7,
        16,
        12,
        13,
        11
      ],
      "seconds": 3.0076699999990524,
      "passed": true
    }
  ],
  "simulator_boundary_controls": {
    "0": {
      "M": 0,
      "theta": 0.0,
      "k_asymptotic": null,
      "k_first_peak_real": null,
      "k_opt_theory": null,
      "k_best_measured": 0,
      "peak_measured": 0.0,
      "peak_theory": 0.0,
      "max_probability_error": 0.0,
      "curve": [
        {
          "k": 0,
          "measured": 0.0,
          "theory": 0.0,
          "norm_error": 0.0
        },
        {
          "k": 1,
          "measured": 0.0,
          "theory": 0.0,
          "norm_error": 0.0
        },
        {
          "k": 2,
          "measured": 0.0,
          "theory": 0.0,
          "norm_error": 0.0
        },
        {
          "k": 3,
          "measured": 0.0,
          "theory": 0.0,
          "norm_error": 0.0
        },
        {
          "k": 4,
          "measured": 0.0,
          "theory": 0.0,
          "norm_error": 0.0
        }
      ]
    },
    "1": {
      "M": 1,
      "theta": 0.25268025514207865,
      "k_asymptotic": 3.141592653589793,
      "k_first_peak_real": 2.6082688394304085,
      "k_opt_theory": 3,
      "k_best_measured": 3,
      "peak_measured": 0.9613189697265625,
      "peak_theory": 0.9613189697265625,
      "max_probability_error": 2.7755575615628914e-16,
      "curve": [
        {
          "k": 0,
          "measured": 0.0625,
          "theory": 0.0625,
          "norm_error": 0.0
        },
        {
          "k": 1,
          "measured": 0.47265625,
          "theory": 0.47265625,
          "norm_error": 0.0
        },
        {
          "k": 2,
          "measured": 0.908447265625,
          "theory": 0.908447265625,
          "norm_error": 0.0
        },
        {
          "k": 3,
          "measured": 0.9613189697265625,
          "theory": 0.9613189697265625,
          "norm_error": 0.0
        },
        {
          "k": 4,
          "measured": 0.5817041397094727,
          "theory": 0.5817041397094724,
          "norm_error": 0.0
        },
        {
          "k": 5,
          "measured": 0.1254916787147522,
          "theory": 0.1254916787147522,
          "norm_error": 0.0
        },
        {
          "k": 6,
          "measured": 0.020380768924951553,
          "theory": 0.020380768924951515,
          "norm_error": 0.0
        },
        {
          "k": 7,
          "measured": 0.36491288826800883,
          "theory": 0.36491288826800855,
          "norm_error": 0.0
        },
        {
          "k": 8,
          "measured": 0.8360891748598078,
          "theory": 0.8360891748598078,
          "norm_error": 0.0
        }
      ]
    },
    "8": {
      "M": 8,
      "theta": 0.7853981633974484,
      "k_asymptotic": 1.1107207345395915,
      "k_first_peak_real": 0.4999999999999999,
      "k_opt_theory": 0,
      "k_best_measured": 0,
      "peak_measured": 0.5,
      "peak_theory": 0.5000000000000006,
      "max_probability_error": 7.216449660063518e-16,
      "curve": [
        {
          "k": 0,
          "measured": 0.5,
          "theory": 0.5000000000000001,
          "norm_error": 0.0
        },
        {
          "k": 1,
          "measured": 0.5,
          "theory": 0.4999999999999996,
          "norm_error": 0.0
        },
        {
          "k": 2,
          "measured": 0.5,
          "theory": 0.5000000000000002,
          "norm_error": 0.0
        },
        {
          "k": 3,
          "measured": 0.5,
          "theory": 0.4999999999999993,
          "norm_error": 0.0
        },
        {
          "k": 4,
          "measured": 0.5,
          "theory": 0.5000000000000006,
          "norm_error": 0.0
        }
      ]
    },
    "16": {
      "M": 16,
      "theta": 1.5707963267948966,
      "k_asymptotic": 0.7853981633974483,
      "k_first_peak_real": 0,
      "k_opt_theory": 0,
      "k_best_measured": 0,
      "peak_measured": 1.0,
      "peak_theory": 1.0,
      "max_probability_error": 0.0,
      "curve": [
        {
          "k": 0,
          "measured": 1.0,
          "theory": 1.0,
          "norm_error": 0.0
        },
        {
          "k": 1,
          "measured": 1.0,
          "theory": 1.0,
          "norm_error": 0.0
        },
        {
          "k": 2,
          "measured": 1.0,
          "theory": 1.0,
          "norm_error": 0.0
        }
      ]
    }
  },
  "rad_and_stamp_toy_tests": [
    {
      "claim": "MEASURED",
      "w": 2,
      "output_bits": 4,
      "N": 4096,
      "oracle": "Python-only width-scaled table oracle",
      "given_rad_prefix": {
        "M": 975,
        "theta": 0.5096714365884202,
        "k_asymptotic": 1.6097837812062663,
        "k_first_peak_real": 1.0409891687371295,
        "k_opt_theory": 1,
        "k_best_measured": 1,
        "peak_measured": 0.9982552786823362,
        "peak_theory": 0.9982552786823362,
        "max_probability_error": 3.3306690738754696e-16,
        "curve": [
          {
            "k": 0,
            "measured": 0.238037109375,
            "theory": 0.23803710937499997,
            "norm_error": 0.0
          },
          {
            "k": 1,
            "measured": 0.9982552786823362,
            "theory": 0.9982552786823362,
            "norm_error": 0.0
          },
          {
            "k": 2,
            "measured": 0.3125330901630752,
            "theory": 0.3125330901630755,
            "norm_error": 0.0
          },
          {
            "k": 3,
            "measured": 0.1708412055617145,
            "theory": 0.1708412055617143,
            "norm_error": 3.3306690738754696e-15
          },
          {
            "k": 4,
            "measured": 0.9843704804240851,
            "theory": 0.9843704804240855,
            "norm_error": 1.7763568394002505e-15
          }
        ],
        "given_index": 4001,
        "target_prefix": 3,
        "z": 2
      },
      "toy_zero_prefix_stamp": {
        "M": 558,
        "theta": 0.3780341291287518,
        "k_asymptotic": 2.127907551940102,
        "k_first_peak_real": 1.577585336560857,
        "k_opt_theory": 2,
        "k_best_measured": 6,
        "peak_measured": 0.959726473535695,
        "peak_theory": 0.9597264735356953,
        "max_probability_error": 8.881784197001252e-16,
        "curve": [
          {
            "k": 0,
            "measured": 0.13623046875,
            "theory": 0.13623046874999997,
            "norm_error": 0.0
          },
          {
            "k": 1,
            "measured": 0.8211166989058256,
            "theory": 0.8211166989058256,
            "norm_error": 0.0
          },
          {
            "k": 2,
            "measured": 0.9014212187739119,
            "theory": 0.9014212187739122,
            "norm_error": 0.0
          },
          {
            "k": 3,
            "measured": 0.2259508822764778,
            "theory": 0.22595088227647794,
            "norm_error": 4.884981308350689e-15
          },
          {
            "k": 4,
            "measured": 0.06644587819772235,
            "theory": 0.06644587819772207,
            "norm_error": 3.4416913763379853e-15
          },
          {
            "k": 5,
            "measured": 0.723213878153528,
            "theory": 0.7232138781535271,
            "norm_error": 3.552713678800501e-15
          },
          {
            "k": 6,
            "measured": 0.959726473535695,
            "theory": 0.9597264735356953,
            "norm_error": 1.1102230246251565e-15
          }
        ],
        "target_prefix": 0,
        "z": 3
      }
    },
    {
      "claim": "MEASURED",
      "w": 3,
      "output_bits": 6,
      "N": 4096,
      "oracle": "Python-only width-scaled table oracle",
      "given_rad_prefix": {
        "M": 490,
        "theta": 0.3531702429810246,
        "k_asymptotic": 2.270763032181966,
        "k_first_peak_real": 1.723851468255344,
        "k_opt_theory": 2,
        "k_best_measured": 6,
        "peak_measured": 0.9853881488646205,
        "peak_theory": 0.9853881488646202,
        "max_probability_error": 2.220446049250313e-16,
        "curve": [
          {
            "k": 0,
            "measured": 0.11962890625,
            "theory": 0.11962890624999999,
            "norm_error": 0.0
          },
          {
            "k": 1,
            "measured": 0.7605866435915232,
            "theory": 0.7605866435915232,
            "norm_error": 0.0
          },
          {
            "k": 2,
            "measured": 0.9624336593185845,
            "theory": 0.9624336593185845,
            "norm_error": 0.0
          },
          {
            "k": 3,
            "measured": 0.3850405150606951,
            "theory": 0.38504051506069514,
            "norm_error": 1.2212453270876722e-15
          },
          {
            "k": 4,
            "measured": 0.0013639085822851182,
            "theory": 0.0013639085822851112,
            "norm_error": 5.329070518200751e-15
          },
          {
            "k": 5,
            "measured": 0.4579316481213476,
            "theory": 0.4579316481213474,
            "norm_error": 4.6629367034256575e-15
          },
          {
            "k": 6,
            "measured": 0.9853881488646205,
            "theory": 0.9853881488646202,
            "norm_error": 2.1094237467877974e-15
          }
        ],
        "given_index": 4061,
        "target_prefix": 4,
        "z": 3
      },
      "toy_zero_prefix_stamp": {
        "M": 519,
        "theta": 0.36394335124603955,
        "k_asymptotic": 2.2064097930163498,
        "k_first_peak_real": 1.6580231118619593,
        "k_opt_theory": 2,
        "k_best_measured": 6,
        "peak_measured": 0.9996437923130319,
        "peak_theory": 0.9996437923130324,
        "max_probability_error": 4.440892098500626e-16,
        "curve": [
          {
            "k": 0,
            "measured": 0.126708984375,
            "theory": 0.126708984375,
            "norm_error": 0.0
          },
          {
            "k": 1,
            "measured": 0.7876061999704689,
            "theory": 0.7876061999704689,
            "norm_error": 0.0
          },
          {
            "k": 2,
            "measured": 0.9393078314444467,
            "theory": 0.9393078314444467,
            "norm_error": 0.0
          },
          {
            "k": 3,
            "measured": 0.31323204412679495,
            "theory": 0.313232044126795,
            "norm_error": 1.6653345369377348e-15
          },
          {
            "k": 4,
            "measured": 0.01782165413297839,
            "theory": 0.017821654132978457,
            "norm_error": 1.1102230246251565e-15
          },
          {
            "k": 5,
            "measured": 0.576089260300936,
            "theory": 0.5760892603009358,
            "norm_error": 2.220446049250313e-15
          },
          {
            "k": 6,
            "measured": 0.9996437923130319,
            "theory": 0.9996437923130324,
            "norm_error": 1.5543122344752192e-15
          }
        ],
        "target_prefix": 0,
        "z": 3
      }
    },
    {
      "claim": "MEASURED",
      "w": 4,
      "output_bits": 8,
      "N": 4096,
      "oracle": "Python-only width-scaled table oracle",
      "given_rad_prefix": {
        "M": 271,
        "theta": 0.2601442624661427,
        "k_asymptotic": 3.0534106069456817,
        "k_first_peak_real": 2.5190870094614,
        "k_opt_theory": 3,
        "k_best_measured": 3,
        "peak_measured": 0.93868887857102,
        "peak_theory": 0.9386888785710199,
        "max_probability_error": 1.887379141862766e-15,
        "curve": [
          {
            "k": 0,
            "measured": 0.066162109375,
            "theory": 0.06616210937500001,
            "norm_error": 0.0
          },
          {
            "k": 1,
            "measured": 0.4950347056146711,
            "theory": 0.49503470561467106,
            "norm_error": 0.0
          },
          {
            "k": 2,
            "measured": 0.9288157682196532,
            "theory": 0.9288157682196533,
            "norm_error": 0.0
          },
          {
            "k": 3,
            "measured": 0.93868887857102,
            "theory": 0.9386888785710199,
            "norm_error": 2.6645352591003757e-15
          },
          {
            "k": 4,
            "measured": 0.5148939245143179,
            "theory": 0.5148939245143179,
            "norm_error": 5.329070518200751e-15
          },
          {
            "k": 5,
            "measured": 0.07637550758660898,
            "theory": 0.0763755075866089,
            "norm_error": 3.219646771412954e-15
          },
          {
            "k": 6,
            "measured": 0.05663318149390944,
            "theory": 0.05663318149390949,
            "norm_error": 3.552713678800501e-15
          },
          {
            "k": 7,
            "measured": 0.4751833205090814,
            "theory": 0.47518332050908113,
            "norm_error": 5.329070518200751e-15
          },
          {
            "k": 8,
            "measured": 0.9182661109899557,
            "theory": 0.9182661109899538,
            "norm_error": 3.9968028886505635e-15
          }
        ],
        "given_index": 1434,
        "target_prefix": 1,
        "z": 4
      },
      "toy_zero_prefix_stamp": {
        "M": 526,
        "theta": 0.366504768049727,
        "k_asymptotic": 2.1916791862138565,
        "k_first_peak_real": 1.6429411889421486,
        "k_opt_theory": 2,
        "k_best_measured": 6,
        "peak_measured": 0.9972804465320297,
        "peak_theory": 0.9972804465320301,
        "max_probability_error": 5.551115123125783e-16,
        "curve": [
          {
            "k": 0,
            "measured": 0.12841796875,
            "theory": 0.12841796875,
            "norm_error": 0.0
          },
          {
            "k": 1,
            "measured": 0.7938577365130186,
            "theory": 0.7938577365130188,
            "norm_error": 0.0
          },
          {
            "k": 2,
            "measured": 0.9330486345909819,
            "theory": 0.933048634590982,
            "norm_error": 0.0
          },
          {
            "k": 3,
            "measured": 0.2967236072542516,
            "theory": 0.2967236072542516,
            "norm_error": 3.9968028886505635e-15
          },
          {
            "k": 4,
            "measured": 0.024431779061714308,
            "theory": 0.024431779061714266,
            "norm_error": 2.886579864025407e-15
          },
          {
            "k": 5,
            "measured": 0.6038011720322893,
            "theory": 0.6038011720322888,
            "norm_error": 3.885780586188048e-15
          },
          {
            "k": 6,
            "measured": 0.9972804465320297,
            "theory": 0.9972804465320301,
            "norm_error": 2.6645352591003757e-15
          }
        ],
        "target_prefix": 0,
        "z": 3
      }
    }
  ],
  "wo14_quantum_costs": {
    "claim": "ESTIMATE",
    "model": "ideal random-function oracle queries; no quantum hardware or circuit costs",
    "z_base": 41,
    "base": {
      "z": 41,
      "bht_query_scale": 13003.989417723486,
      "fixed_prefix_grover_scale": 1482910.4003789306,
      "fixed_prefix_grover_first_peak": 1164675.1049405867,
      "ideal_expected_pairs_per_bounded_puzzle": 0.2499997615814209,
      "poisson_probability_of_any_pair": 0.2211990312479969
    },
    "collision_trigger_z": 48,
    "collision_trigger": {
      "z": 48,
      "bht_query_scale": 65536.0,
      "fixed_prefix_grover_scale": 16777216.0,
      "fixed_prefix_grover_first_peak": 13176794.633322284,
      "ideal_expected_pairs_per_bounded_puzzle": 0.0019531231373548508,
      "poisson_probability_of_any_pair": 0.0019512170335137524
    },
    "commit_stamp": {
      "z": 18,
      "grover_query_scale": 512,
      "grover_first_peak": 402.1238596594935,
      "predicate": "18 leading zero bits in the 55-byte commitment stamp hash"
    },
    "limitations": [
      "BHT scale is asymptotic and conditional on the ideal collision model; the bounded S=2^20 puzzle can contain no pair.",
      "The fixed-prefix Grover scale assumes a generic search domain with marked density 2^-Z; it is not the cost of searching an already-known WO-08 Rad pair within its bounded candidate set.",
      "The stamp estimate excludes oracle synthesis, error correction, restarts and wall-clock conversion."
    ]
  },
  "circuit": {
    "claim": "MEASURED",
    "model": "reversible X/CNOT/Toffoli Boolean circuit; classical basis-state simulation",
    "exhaustive_lane_checks": [
      {
        "i": 0,
        "lane": 0,
        "assignments": 131072,
        "passed": true
      },
      {
        "i": 0,
        "lane": 1,
        "assignments": 131072,
        "passed": true
      },
      {
        "i": 0,
        "lane": 2,
        "assignments": 131072,
        "passed": true
      },
      {
        "i": 0,
        "lane": 3,
        "assignments": 131072,
        "passed": true
      },
      {
        "i": 64,
        "lane": 0,
        "assignments": 131072,
        "passed": true
      },
      {
        "i": 64,
        "lane": 1,
        "assignments": 131072,
        "passed": true
      },
      {
        "i": 64,
        "lane": 2,
        "assignments": 131072,
        "passed": true
      },
      {
        "i": 64,
        "lane": 3,
        "assignments": 131072,
        "passed": true
      },
      {
        "i": 599,
        "lane": 0,
        "assignments": 131072,
        "passed": true
      },
      {
        "i": 599,
        "lane": 1,
        "assignments": 131072,
        "passed": true
      },
      {
        "i": 599,
        "lane": 2,
        "assignments": 131072,
        "passed": true
      },
      {
        "i": 599,
        "lane": 3,
        "assignments": 131072,
        "passed": true
      }
    ],
    "full_step_counts": [
      {
        "w": 4,
        "i": 0,
        "qubits": 1370,
        "input_qubits": 33,
        "X": 322,
        "CNOT": 2918,
        "Toffoli": 1006,
        "T_count_convention_7_per_Toffoli": 7042,
        "logical_gate_depth": 764,
        "T_depth_conservative_bound": 5348,
        "full_step_random_cases": 32,
        "full_step_boundary_cases": 18
      },
      {
        "w": 4,
        "i": 64,
        "qubits": 1366,
        "input_qubits": 33,
        "X": 314,
        "CNOT": 2910,
        "Toffoli": 1006,
        "T_count_convention_7_per_Toffoli": 7042,
        "logical_gate_depth": 764,
        "T_depth_conservative_bound": 5348,
        "full_step_random_cases": 32,
        "full_step_boundary_cases": 18
      },
      {
        "w": 4,
        "i": 599,
        "qubits": 1351,
        "input_qubits": 33,
        "X": 296,
        "CNOT": 2876,
        "Toffoli": 1002,
        "T_count_convention_7_per_Toffoli": 7014,
        "logical_gate_depth": 760,
        "T_depth_conservative_bound": 5320,
        "full_step_random_cases": 32,
        "full_step_boundary_cases": 18
      },
      {
        "w": 64,
        "i": 0,
        "qubits": 16026,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35974,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4105,
        "T_depth_conservative_bound": 28735,
        "full_step_random_cases": 32,
        "full_step_boundary_cases": 18
      },
      {
        "w": 64,
        "i": 64,
        "qubits": 16030,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35990,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4201,
        "T_depth_conservative_bound": 29407,
        "full_step_random_cases": 32,
        "full_step_boundary_cases": 18
      },
      {
        "w": 64,
        "i": 599,
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421,
        "full_step_random_cases": 32,
        "full_step_boundary_cases": 18
      }
    ],
    "full_step_exhaustive_counters": [
      0,
      64,
      599
    ],
    "scope": "Compositional exhaustive w=4 verification at three counters, not all counters. w=64 sampled only. No quantum hardware.",
    "seconds": 5.720225791999837
  },
  "resources": {
    "claim": "ESTIMATE",
    "scope": "Unoptimized logical RL-only oracle envelope; NOT a complete concatenated-address oracle or physical machine estimate",
    "domain_tag_bytes": 12,
    "input_bytes": 44,
    "steps": 600,
    "architecture": "Retain 601 state registers; clean each out-of-place step; reuse arithmetic scratch; reverse the entire history after marking.",
    "per_counter_counts": [
      {
        "qubits": 16026,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35974,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4105,
        "T_depth_conservative_bound": 28735
      },
      {
        "qubits": 16027,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35978,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4105,
        "T_depth_conservative_bound": 28735
      },
      {
        "qubits": 16028,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35982,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35986,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4105,
        "T_depth_conservative_bound": 28735
      },
      {
        "qubits": 16021,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35968,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16021,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35968,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16021,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35968,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16021,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35968,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4105,
        "T_depth_conservative_bound": 28735
      },
      {
        "qubits": 16030,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35990,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16031,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35994,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4201,
        "T_depth_conservative_bound": 29407
      },
      {
        "qubits": 16032,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35998,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36002,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4199,
        "T_depth_conservative_bound": 29393
      },
      {
        "qubits": 16016,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35962,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16015,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35958,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16014,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35954,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16013,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35950,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4105,
        "T_depth_conservative_bound": 28735
      },
      {
        "qubits": 16030,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35990,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4197,
        "T_depth_conservative_bound": 29379
      },
      {
        "qubits": 16031,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35994,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4195,
        "T_depth_conservative_bound": 29365
      },
      {
        "qubits": 16032,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35998,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36002,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4193,
        "T_depth_conservative_bound": 29351
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4191,
        "T_depth_conservative_bound": 29337
      },
      {
        "qubits": 16034,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36006,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4201,
        "T_depth_conservative_bound": 29407
      },
      {
        "qubits": 16035,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36010,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4199,
        "T_depth_conservative_bound": 29393
      },
      {
        "qubits": 16036,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36014,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36018,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4197,
        "T_depth_conservative_bound": 29379
      },
      {
        "qubits": 16011,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35956,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16009,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35948,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16007,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35940,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16005,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35932,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4117,
        "T_depth_conservative_bound": 28819
      },
      {
        "qubits": 16030,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35990,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16031,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35994,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16032,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35998,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4229,
        "T_depth_conservative_bound": 29603
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36002,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4227,
        "T_depth_conservative_bound": 29589
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4201,
        "T_depth_conservative_bound": 29407
      },
      {
        "qubits": 16034,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36006,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16035,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36010,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16036,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36014,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4227,
        "T_depth_conservative_bound": 29589
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36018,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16020,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35978,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16019,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35974,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16018,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35970,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16017,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35966,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4199,
        "T_depth_conservative_bound": 29393
      },
      {
        "qubits": 16034,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36006,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16035,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36010,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16036,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36014,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4227,
        "T_depth_conservative_bound": 29589
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36018,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16006,
        "input_qubits": 513,
        "X": 1754,
        "CNOT": 35950,
        "Toffoli": 11366,
        "T_count_convention_7_per_Toffoli": 79562,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16003,
        "input_qubits": 513,
        "X": 1754,
        "CNOT": 35938,
        "Toffoli": 11366,
        "T_count_convention_7_per_Toffoli": 79562,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16000,
        "input_qubits": 513,
        "X": 1754,
        "CNOT": 35926,
        "Toffoli": 11366,
        "T_count_convention_7_per_Toffoli": 79562,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 15997,
        "input_qubits": 513,
        "X": 1754,
        "CNOT": 35914,
        "Toffoli": 11366,
        "T_count_convention_7_per_Toffoli": 79562,
        "logical_gate_depth": 4117,
        "T_depth_conservative_bound": 28819
      },
      {
        "qubits": 16030,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35990,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4201,
        "T_depth_conservative_bound": 29407
      },
      {
        "qubits": 16031,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35994,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4199,
        "T_depth_conservative_bound": 29393
      },
      {
        "qubits": 16032,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35998,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4229,
        "T_depth_conservative_bound": 29603
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36002,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4197,
        "T_depth_conservative_bound": 29379
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4227,
        "T_depth_conservative_bound": 29589
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4195,
        "T_depth_conservative_bound": 29365
      },
      {
        "qubits": 16034,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36006,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16035,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36010,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16036,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36014,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4227,
        "T_depth_conservative_bound": 29589
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36018,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16020,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35978,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16019,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35974,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16018,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35970,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16017,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35966,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4193,
        "T_depth_conservative_bound": 29351
      },
      {
        "qubits": 16034,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36006,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16035,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36010,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16036,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36014,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4227,
        "T_depth_conservative_bound": 29589
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36018,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16015,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35972,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16013,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35964,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16011,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35956,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16009,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35948,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4191,
        "T_depth_conservative_bound": 29337
      },
      {
        "qubits": 16034,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36006,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16035,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36010,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16036,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36014,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4227,
        "T_depth_conservative_bound": 29589
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36018,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4201,
        "T_depth_conservative_bound": 29407
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4199,
        "T_depth_conservative_bound": 29393
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16024,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35994,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16023,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35990,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16022,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35986,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16021,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35982,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4197,
        "T_depth_conservative_bound": 29379
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16042,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36038,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16043,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36042,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16044,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36046,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16045,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36050,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16001,
        "input_qubits": 513,
        "X": 1752,
        "CNOT": 35944,
        "Toffoli": 11360,
        "T_count_convention_7_per_Toffoli": 79520,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 15997,
        "input_qubits": 513,
        "X": 1752,
        "CNOT": 35928,
        "Toffoli": 11360,
        "T_count_convention_7_per_Toffoli": 79520,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 15993,
        "input_qubits": 513,
        "X": 1752,
        "CNOT": 35912,
        "Toffoli": 11360,
        "T_count_convention_7_per_Toffoli": 79520,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 15989,
        "input_qubits": 513,
        "X": 1752,
        "CNOT": 35896,
        "Toffoli": 11360,
        "T_count_convention_7_per_Toffoli": 79520,
        "logical_gate_depth": 4117,
        "T_depth_conservative_bound": 28819
      },
      {
        "qubits": 16030,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35990,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4195,
        "T_depth_conservative_bound": 29365
      },
      {
        "qubits": 16031,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35994,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4193,
        "T_depth_conservative_bound": 29351
      },
      {
        "qubits": 16032,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35998,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4229,
        "T_depth_conservative_bound": 29603
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36002,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4191,
        "T_depth_conservative_bound": 29337
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4227,
        "T_depth_conservative_bound": 29589
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4189,
        "T_depth_conservative_bound": 29323
      },
      {
        "qubits": 16034,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36006,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16035,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36010,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16036,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36014,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4227,
        "T_depth_conservative_bound": 29589
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36018,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16020,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35978,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16019,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35974,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16018,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35970,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16017,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35966,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4187,
        "T_depth_conservative_bound": 29309
      },
      {
        "qubits": 16034,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36006,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16035,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36010,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16036,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36014,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4227,
        "T_depth_conservative_bound": 29589
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36018,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16015,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35972,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16013,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35964,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16011,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35956,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16009,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35948,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4185,
        "T_depth_conservative_bound": 29295
      },
      {
        "qubits": 16034,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36006,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16035,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36010,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16036,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36014,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4227,
        "T_depth_conservative_bound": 29589
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36018,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4201,
        "T_depth_conservative_bound": 29407
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4199,
        "T_depth_conservative_bound": 29393
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16024,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35994,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16023,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35990,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16022,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35986,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16021,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35982,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4197,
        "T_depth_conservative_bound": 29379
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16042,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36038,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16043,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36042,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16044,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36046,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16045,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36050,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16010,
        "input_qubits": 513,
        "X": 1754,
        "CNOT": 35966,
        "Toffoli": 11366,
        "T_count_convention_7_per_Toffoli": 79562,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16007,
        "input_qubits": 513,
        "X": 1754,
        "CNOT": 35954,
        "Toffoli": 11366,
        "T_count_convention_7_per_Toffoli": 79562,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16004,
        "input_qubits": 513,
        "X": 1754,
        "CNOT": 35942,
        "Toffoli": 11366,
        "T_count_convention_7_per_Toffoli": 79562,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16001,
        "input_qubits": 513,
        "X": 1754,
        "CNOT": 35930,
        "Toffoli": 11366,
        "T_count_convention_7_per_Toffoli": 79562,
        "logical_gate_depth": 4183,
        "T_depth_conservative_bound": 29281
      },
      {
        "qubits": 16034,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36006,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4199,
        "T_depth_conservative_bound": 29393
      },
      {
        "qubits": 16035,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36010,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4197,
        "T_depth_conservative_bound": 29379
      },
      {
        "qubits": 16036,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36014,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4227,
        "T_depth_conservative_bound": 29589
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36018,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4195,
        "T_depth_conservative_bound": 29365
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4193,
        "T_depth_conservative_bound": 29351
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16024,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35994,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16023,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35990,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16022,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35986,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16021,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35982,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4191,
        "T_depth_conservative_bound": 29337
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16042,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36038,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16043,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36042,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16044,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36046,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16045,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36050,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16019,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35988,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16017,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35980,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16015,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35972,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16013,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35964,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4189,
        "T_depth_conservative_bound": 29323
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4201,
        "T_depth_conservative_bound": 29407
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4199,
        "T_depth_conservative_bound": 29393
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4197,
        "T_depth_conservative_bound": 29379
      },
      {
        "qubits": 16042,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36038,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16043,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36042,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16044,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36046,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16045,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36050,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16028,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 36010,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16027,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 36006,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16026,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 36002,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35998,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4195,
        "T_depth_conservative_bound": 29365
      },
      {
        "qubits": 16042,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36038,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16043,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36042,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16044,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36046,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16045,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36050,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36032,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36032,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36032,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36032,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4201,
        "T_depth_conservative_bound": 29407
      },
      {
        "qubits": 16046,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36054,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16047,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36058,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16048,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36062,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16049,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36066,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 15996,
        "input_qubits": 513,
        "X": 1750,
        "CNOT": 35938,
        "Toffoli": 11354,
        "T_count_convention_7_per_Toffoli": 79478,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 15991,
        "input_qubits": 513,
        "X": 1750,
        "CNOT": 35918,
        "Toffoli": 11354,
        "T_count_convention_7_per_Toffoli": 79478,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 15986,
        "input_qubits": 513,
        "X": 1750,
        "CNOT": 35898,
        "Toffoli": 11354,
        "T_count_convention_7_per_Toffoli": 79478,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 15981,
        "input_qubits": 513,
        "X": 1750,
        "CNOT": 35878,
        "Toffoli": 11354,
        "T_count_convention_7_per_Toffoli": 79478,
        "logical_gate_depth": 4105,
        "T_depth_conservative_bound": 28735
      },
      {
        "qubits": 16030,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35990,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4177,
        "T_depth_conservative_bound": 29239
      },
      {
        "qubits": 16031,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35994,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4175,
        "T_depth_conservative_bound": 29225
      },
      {
        "qubits": 16032,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35998,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36002,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4173,
        "T_depth_conservative_bound": 29211
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4171,
        "T_depth_conservative_bound": 29197
      },
      {
        "qubits": 16034,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36006,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16035,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36010,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16036,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36014,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36018,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4201,
        "T_depth_conservative_bound": 29407
      },
      {
        "qubits": 16020,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35978,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16019,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35974,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16018,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35970,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16017,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35966,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4169,
        "T_depth_conservative_bound": 29183
      },
      {
        "qubits": 16034,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36006,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4199,
        "T_depth_conservative_bound": 29393
      },
      {
        "qubits": 16035,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36010,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4197,
        "T_depth_conservative_bound": 29379
      },
      {
        "qubits": 16036,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36014,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36018,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4195,
        "T_depth_conservative_bound": 29365
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4193,
        "T_depth_conservative_bound": 29351
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4201,
        "T_depth_conservative_bound": 29407
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4199,
        "T_depth_conservative_bound": 29393
      },
      {
        "qubits": 16015,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35972,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16013,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35964,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16011,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35956,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16009,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35948,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4175,
        "T_depth_conservative_bound": 29225
      },
      {
        "qubits": 16034,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36006,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16035,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36010,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16036,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36014,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4227,
        "T_depth_conservative_bound": 29589
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36018,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4201,
        "T_depth_conservative_bound": 29407
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4199,
        "T_depth_conservative_bound": 29393
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16024,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35994,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16023,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35990,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16022,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35986,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16021,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35982,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4197,
        "T_depth_conservative_bound": 29379
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16042,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36038,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16043,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36042,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16044,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36046,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16045,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36050,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16010,
        "input_qubits": 513,
        "X": 1754,
        "CNOT": 35966,
        "Toffoli": 11366,
        "T_count_convention_7_per_Toffoli": 79562,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16007,
        "input_qubits": 513,
        "X": 1754,
        "CNOT": 35954,
        "Toffoli": 11366,
        "T_count_convention_7_per_Toffoli": 79562,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16004,
        "input_qubits": 513,
        "X": 1754,
        "CNOT": 35942,
        "Toffoli": 11366,
        "T_count_convention_7_per_Toffoli": 79562,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16001,
        "input_qubits": 513,
        "X": 1754,
        "CNOT": 35930,
        "Toffoli": 11366,
        "T_count_convention_7_per_Toffoli": 79562,
        "logical_gate_depth": 4173,
        "T_depth_conservative_bound": 29211
      },
      {
        "qubits": 16034,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36006,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4199,
        "T_depth_conservative_bound": 29393
      },
      {
        "qubits": 16035,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36010,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4197,
        "T_depth_conservative_bound": 29379
      },
      {
        "qubits": 16036,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36014,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4227,
        "T_depth_conservative_bound": 29589
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36018,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4195,
        "T_depth_conservative_bound": 29365
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4193,
        "T_depth_conservative_bound": 29351
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16024,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35994,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16023,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35990,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16022,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35986,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16021,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35982,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4191,
        "T_depth_conservative_bound": 29337
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16042,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36038,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16043,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36042,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16044,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36046,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16045,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36050,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16019,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35988,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16017,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35980,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16015,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35972,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16013,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35964,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4189,
        "T_depth_conservative_bound": 29323
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4201,
        "T_depth_conservative_bound": 29407
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4199,
        "T_depth_conservative_bound": 29393
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4197,
        "T_depth_conservative_bound": 29379
      },
      {
        "qubits": 16042,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36038,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16043,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36042,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16044,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36046,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16045,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36050,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16028,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 36010,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16027,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 36006,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16026,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 36002,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35998,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4195,
        "T_depth_conservative_bound": 29365
      },
      {
        "qubits": 16042,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36038,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16043,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36042,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16044,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36046,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16045,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36050,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36032,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36032,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36032,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36032,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4201,
        "T_depth_conservative_bound": 29407
      },
      {
        "qubits": 16046,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36054,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16047,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36058,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16048,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36062,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16049,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36066,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16005,
        "input_qubits": 513,
        "X": 1752,
        "CNOT": 35960,
        "Toffoli": 11360,
        "T_count_convention_7_per_Toffoli": 79520,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16001,
        "input_qubits": 513,
        "X": 1752,
        "CNOT": 35944,
        "Toffoli": 11360,
        "T_count_convention_7_per_Toffoli": 79520,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 15997,
        "input_qubits": 513,
        "X": 1752,
        "CNOT": 35928,
        "Toffoli": 11360,
        "T_count_convention_7_per_Toffoli": 79520,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 15993,
        "input_qubits": 513,
        "X": 1752,
        "CNOT": 35912,
        "Toffoli": 11360,
        "T_count_convention_7_per_Toffoli": 79520,
        "logical_gate_depth": 4171,
        "T_depth_conservative_bound": 29197
      },
      {
        "qubits": 16034,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36006,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4193,
        "T_depth_conservative_bound": 29351
      },
      {
        "qubits": 16035,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36010,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4191,
        "T_depth_conservative_bound": 29337
      },
      {
        "qubits": 16036,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36014,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4227,
        "T_depth_conservative_bound": 29589
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36018,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4189,
        "T_depth_conservative_bound": 29323
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4187,
        "T_depth_conservative_bound": 29309
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16024,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35994,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16023,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35990,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16022,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35986,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16021,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35982,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4185,
        "T_depth_conservative_bound": 29295
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16042,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36038,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16043,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36042,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16044,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36046,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16045,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36050,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16019,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35988,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16017,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35980,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16015,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35972,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16013,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35964,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4183,
        "T_depth_conservative_bound": 29281
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4201,
        "T_depth_conservative_bound": 29407
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4199,
        "T_depth_conservative_bound": 29393
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4197,
        "T_depth_conservative_bound": 29379
      },
      {
        "qubits": 16042,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36038,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16043,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36042,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16044,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36046,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16045,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36050,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16028,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 36010,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16027,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 36006,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16026,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 36002,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35998,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4195,
        "T_depth_conservative_bound": 29365
      },
      {
        "qubits": 16042,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36038,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16043,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36042,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16044,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36046,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16045,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36050,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36032,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36032,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36032,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36032,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4201,
        "T_depth_conservative_bound": 29407
      },
      {
        "qubits": 16046,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36054,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16047,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36058,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16048,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36062,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16049,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36066,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16014,
        "input_qubits": 513,
        "X": 1754,
        "CNOT": 35982,
        "Toffoli": 11366,
        "T_count_convention_7_per_Toffoli": 79562,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16011,
        "input_qubits": 513,
        "X": 1754,
        "CNOT": 35970,
        "Toffoli": 11366,
        "T_count_convention_7_per_Toffoli": 79562,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16008,
        "input_qubits": 513,
        "X": 1754,
        "CNOT": 35958,
        "Toffoli": 11366,
        "T_count_convention_7_per_Toffoli": 79562,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16005,
        "input_qubits": 513,
        "X": 1754,
        "CNOT": 35946,
        "Toffoli": 11366,
        "T_count_convention_7_per_Toffoli": 79562,
        "logical_gate_depth": 4181,
        "T_depth_conservative_bound": 29267
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4197,
        "T_depth_conservative_bound": 29379
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4195,
        "T_depth_conservative_bound": 29365
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4193,
        "T_depth_conservative_bound": 29351
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4191,
        "T_depth_conservative_bound": 29337
      },
      {
        "qubits": 16042,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36038,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16043,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36042,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16044,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36046,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16045,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36050,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16028,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 36010,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16027,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 36006,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16026,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 36002,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35998,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4189,
        "T_depth_conservative_bound": 29323
      },
      {
        "qubits": 16042,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36038,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16043,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36042,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16044,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36046,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16045,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36050,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36032,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36032,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36032,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36032,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4201,
        "T_depth_conservative_bound": 29407
      },
      {
        "qubits": 16046,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36054,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16047,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36058,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16048,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36062,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16049,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36066,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16023,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 36004,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16021,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35996,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16019,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35988,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16017,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35980,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4187,
        "T_depth_conservative_bound": 29309
      },
      {
        "qubits": 16042,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36038,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4201,
        "T_depth_conservative_bound": 29407
      },
      {
        "qubits": 16043,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36042,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4199,
        "T_depth_conservative_bound": 29393
      },
      {
        "qubits": 16044,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36046,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16045,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36050,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4197,
        "T_depth_conservative_bound": 29379
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36032,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36032,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36032,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36032,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4195,
        "T_depth_conservative_bound": 29365
      },
      {
        "qubits": 16046,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36054,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16047,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36058,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16048,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36062,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16049,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36066,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16032,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 36026,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16031,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 36022,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16030,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 36018,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 36014,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4193,
        "T_depth_conservative_bound": 29351
      },
      {
        "qubits": 16046,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36054,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16047,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36058,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16048,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36062,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16049,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36066,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4201,
        "T_depth_conservative_bound": 29407
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36048,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36048,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36048,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36048,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4199,
        "T_depth_conservative_bound": 29393
      },
      {
        "qubits": 16050,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36070,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16051,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36074,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16052,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36078,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16053,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36082,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 15991,
        "input_qubits": 513,
        "X": 1748,
        "CNOT": 35932,
        "Toffoli": 11348,
        "T_count_convention_7_per_Toffoli": 79436,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 15985,
        "input_qubits": 513,
        "X": 1748,
        "CNOT": 35908,
        "Toffoli": 11348,
        "T_count_convention_7_per_Toffoli": 79436,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 15979,
        "input_qubits": 513,
        "X": 1748,
        "CNOT": 35884,
        "Toffoli": 11348,
        "T_count_convention_7_per_Toffoli": 79436,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 15973,
        "input_qubits": 513,
        "X": 1748,
        "CNOT": 35860,
        "Toffoli": 11348,
        "T_count_convention_7_per_Toffoli": 79436,
        "logical_gate_depth": 4105,
        "T_depth_conservative_bound": 28735
      },
      {
        "qubits": 16030,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35990,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4171,
        "T_depth_conservative_bound": 29197
      },
      {
        "qubits": 16031,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35994,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4169,
        "T_depth_conservative_bound": 29183
      },
      {
        "qubits": 16032,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 35998,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36002,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4167,
        "T_depth_conservative_bound": 29169
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16025,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 35984,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4165,
        "T_depth_conservative_bound": 29155
      },
      {
        "qubits": 16034,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36006,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16035,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36010,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16036,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36014,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36018,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4201,
        "T_depth_conservative_bound": 29407
      },
      {
        "qubits": 16020,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35978,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16019,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35974,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16018,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35970,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16017,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35966,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4163,
        "T_depth_conservative_bound": 29141
      },
      {
        "qubits": 16034,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36006,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4199,
        "T_depth_conservative_bound": 29393
      },
      {
        "qubits": 16035,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36010,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4197,
        "T_depth_conservative_bound": 29379
      },
      {
        "qubits": 16036,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36014,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36018,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4195,
        "T_depth_conservative_bound": 29365
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4193,
        "T_depth_conservative_bound": 29351
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4201,
        "T_depth_conservative_bound": 29407
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4199,
        "T_depth_conservative_bound": 29393
      },
      {
        "qubits": 16015,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35972,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16013,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35964,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16011,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35956,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16009,
        "input_qubits": 513,
        "X": 1756,
        "CNOT": 35948,
        "Toffoli": 11372,
        "T_count_convention_7_per_Toffoli": 79604,
        "logical_gate_depth": 4169,
        "T_depth_conservative_bound": 29183
      },
      {
        "qubits": 16034,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36006,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16035,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36010,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16036,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36014,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4227,
        "T_depth_conservative_bound": 29589
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36018,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4201,
        "T_depth_conservative_bound": 29407
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4199,
        "T_depth_conservative_bound": 29393
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16024,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35994,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16023,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35990,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16022,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35986,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16021,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35982,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4197,
        "T_depth_conservative_bound": 29379
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      },
      {
        "qubits": 16042,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36038,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16043,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36042,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16044,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36046,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16045,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36050,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16010,
        "input_qubits": 513,
        "X": 1754,
        "CNOT": 35966,
        "Toffoli": 11366,
        "T_count_convention_7_per_Toffoli": 79562,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16007,
        "input_qubits": 513,
        "X": 1754,
        "CNOT": 35954,
        "Toffoli": 11366,
        "T_count_convention_7_per_Toffoli": 79562,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16004,
        "input_qubits": 513,
        "X": 1754,
        "CNOT": 35942,
        "Toffoli": 11366,
        "T_count_convention_7_per_Toffoli": 79562,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16001,
        "input_qubits": 513,
        "X": 1754,
        "CNOT": 35930,
        "Toffoli": 11366,
        "T_count_convention_7_per_Toffoli": 79562,
        "logical_gate_depth": 4167,
        "T_depth_conservative_bound": 29169
      },
      {
        "qubits": 16034,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36006,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4199,
        "T_depth_conservative_bound": 29393
      },
      {
        "qubits": 16035,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36010,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4197,
        "T_depth_conservative_bound": 29379
      },
      {
        "qubits": 16036,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36014,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4227,
        "T_depth_conservative_bound": 29589
      },
      {
        "qubits": 16037,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36018,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4195,
        "T_depth_conservative_bound": 29365
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4221,
        "T_depth_conservative_bound": 29547
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16029,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36000,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4193,
        "T_depth_conservative_bound": 29351
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4215,
        "T_depth_conservative_bound": 29505
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4213,
        "T_depth_conservative_bound": 29491
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4211,
        "T_depth_conservative_bound": 29477
      },
      {
        "qubits": 16024,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35994,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16023,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35990,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16022,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35986,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16021,
        "input_qubits": 513,
        "X": 1758,
        "CNOT": 35982,
        "Toffoli": 11378,
        "T_count_convention_7_per_Toffoli": 79646,
        "logical_gate_depth": 4191,
        "T_depth_conservative_bound": 29337
      },
      {
        "qubits": 16038,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36022,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4209,
        "T_depth_conservative_bound": 29463
      },
      {
        "qubits": 16039,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36026,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4207,
        "T_depth_conservative_bound": 29449
      },
      {
        "qubits": 16040,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36030,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4225,
        "T_depth_conservative_bound": 29575
      },
      {
        "qubits": 16041,
        "input_qubits": 513,
        "X": 1762,
        "CNOT": 36034,
        "Toffoli": 11390,
        "T_count_convention_7_per_Toffoli": 79730,
        "logical_gate_depth": 4205,
        "T_depth_conservative_bound": 29435
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4219,
        "T_depth_conservative_bound": 29533
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4217,
        "T_depth_conservative_bound": 29519
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4223,
        "T_depth_conservative_bound": 29561
      },
      {
        "qubits": 16033,
        "input_qubits": 513,
        "X": 1760,
        "CNOT": 36016,
        "Toffoli": 11384,
        "T_count_convention_7_per_Toffoli": 79688,
        "logical_gate_depth": 4203,
        "T_depth_conservative_bound": 29421
      }
    ],
    "forward_hash_step_T_count": 47813472,
    "phase_oracle_step_T_count": 95626944,
    "phase_oracle_step_logical_depth_serial_steps": 5050688,
    "phase_oracle_step_T_depth_conservative_bound": 35354816,
    "step_history_plus_scratch_qubits": 322741,
    "step_subtotal_excludes": "Message and record encoding, folding, target comparator and diffusion.",
    "all_estimates_exclude": "SHAKE256, public-key generation, routing, error correction and magic-state factories.",
    "grover_iterations_ideal_RL128": 1.4488038916154245e+19,
    "full_search_step_T_count": 1.3854468861049026e+27,
    "full_search_step_logical_depth": 7.317456429735325e+25,
    "full_search_step_T_depth_bound": 5.122219500814728e+26,
    "rl_only_envelope": {
      "claim": "ESTIMATE",
      "scope": "Arithmetic circuits synthesized; encoding/comparator/diffusion budgeted but NOT integrated or simulated.",
      "variable_input_bits": 256,
      "fixed_tag_bits": 96,
      "encoding_forward_X_CNOT_depth_bound": 211800,
      "comparator_Toffoli": 254,
      "diffuser_Toffoli": 510,
      "logical_qubits_bound": 324076,
      "phase_oracle_T_count": 95628722,
      "iteration_including_diffuser_T_count": 95632292,
      "phase_oracle_logical_depth_bound": 5475571,
      "iteration_including_diffuser_logical_depth_bound": 5476086,
      "iteration_T_depth_bound": 35360164,
      "full_search_T_count": 1.3855243681370262e+27,
      "full_search_logical_depth_bound": 7.933774707620744e+25
    },
    "complete_concatenated_address_oracle_logical_qubits": null,
    "complete_concatenated_address_oracle_T_count": null,
    "complete_concatenated_address_oracle_depth": null,
    "ideal_joint_256_iterations": 2.6725714601624168e+38,
    "caveat": "Ideal random-function estimates are hypotheses for RL; concatenation alone does not prove 128-bit quantum preimage security."
  },
  "seconds": 36.16378708400043,
  "completed_utc": "2026-10-08T16:00:00.599250+00:00",
  "passed": true
}
