{
 "schema_version": "0.3",
 "name": "[[216,8,14]]",
 "code_type": "CSS",
 "n": 216,
 "k": 8,
 "checks": {
  "X": [
   [
    0,
    9,
    75,
    108,
    110,
    193
   ],
   [
    1,
    10,
    76,
    109,
    111,
    194
   ],
   [
    2,
    11,
    77,
    110,
    112,
    195
   ],
   [
    3,
    12,
    78,
    111,
    113,
    196
   ],
   [
    4,
    13,
    79,
    112,
    114,
    197
   ],
   [
    5,
    14,
    80,
    113,
    115,
    189
   ],
   [
    6,
    15,
    72,
    114,
    116,
    190
   ],
   [
    7,
    16,
    73,
    108,
    115,
    191
   ],
   [
    8,
    17,
    74,
    109,
    116,
    192
   ],
   [
    9,
    18,
    84,
    117,
    119,
    202
   ],
   [
    10,
    19,
    85,
    118,
    120,
    203
   ],
   [
    11,
    20,
    86,
    119,
    121,
    204
   ],
   [
    12,
    21,
    87,
    120,
    122,
    205
   ],
   [
    13,
    22,
    88,
    121,
    123,
    206
   ],
   [
    14,
    23,
    89,
    122,
    124,
    198
   ],
   [
    15,
    24,
    81,
    123,
    125,
    199
   ],
   [
    16,
    25,
    82,
    117,
    124,
    200
   ],
   [
    17,
    26,
    83,
    118,
    125,
    201
   ],
   [
    18,
    27,
    93,
    126,
    128,
    211
   ],
   [
    19,
    28,
    94,
    127,
    129,
    212
   ],
   [
    20,
    29,
    95,
    128,
    130,
    213
   ],
   [
    21,
    30,
    96,
    129,
    131,
    214
   ],
   [
    22,
    31,
    97,
    130,
    132,
    215
   ],
   [
    23,
    32,
    98,
    131,
    133,
    207
   ],
   [
    24,
    33,
    90,
    132,
    134,
    208
   ],
   [
    25,
    34,
    91,
    126,
    133,
    209
   ],
   [
    26,
    35,
    92,
    127,
    134,
    210
   ],
   [
    27,
    36,
    102,
    112,
    135,
    137
   ],
   [
    28,
    37,
    103,
    113,
    136,
    138
   ],
   [
    29,
    38,
    104,
    114,
    137,
    139
   ],
   [
    30,
    39,
    105,
    115,
    138,
    140
   ],
   [
    31,
    40,
    106,
    116,
    139,
    141
   ],
   [
    32,
    41,
    107,
    108,
    140,
    142
   ],
   [
    33,
    42,
    99,
    109,
    141,
    143
   ],
   [
    34,
    43,
    100,
    110,
    135,
    142
   ],
   [
    35,
    44,
    101,
    111,
    136,
    143
   ],
   [
    3,
    36,
    45,
    121,
    144,
    146
   ],
   [
    4,
    37,
    46,
    122,
    145,
    147
   ],
   [
    5,
    38,
    47,
    123,
    146,
    148
   ],
   [
    6,
    39,
    48,
    124,
    147,
    149
   ],
   [
    7,
    40,
    49,
    125,
    148,
    150
   ],
   [
    8,
    41,
    50,
    117,
    149,
    151
   ],
   [
    0,
    42,
    51,
    118,
    150,
    152
   ],
   [
    1,
    43,
    52,
    119,
    144,
    151
   ],
   [
    2,
    44,
    53,
    120,
    145,
    152
   ],
   [
    12,
    45,
    54,
    130,
    153,
    155
   ],
   [
    13,
    46,
    55,
    131,
    154,
    156
   ],
   [
    14,
    47,
    56,
    132,
    155,
    157
   ],
   [
    15,
    48,
    57,
    133,
    156,
    158
   ],
   [
    16,
    49,
    58,
    134,
    157,
    159
   ],
   [
    17,
    50,
    59,
    126,
    158,
    160
   ],
   [
    9,
    51,
    60,
    127,
    159,
    161
   ],
   [
    10,
    52,
    61,
    128,
    153,
    160
   ],
   [
    11,
    53,
    62,
    129,
    154,
    161
   ],
   [
    21,
    54,
    63,
    139,
    162,
    164
   ],
   [
    22,
    55,
    64,
    140,
    163,
    165
   ],
   [
    23,
    56,
    65,
    141,
    164,
    166
   ],
   [
    24,
    57,
    66,
    142,
    165,
    167
   ],
   [
    25,
    58,
    67,
    143,
    166,
    168
   ],
   [
    26,
    59,
    68,
    135,
    167,
    169
   ],
   [
    18,
    60,
    69,
    136,
    168,
    170
   ],
   [
    19,
    61,
    70,
    137,
    162,
    169
   ],
   [
    20,
    62,
    71,
    138,
    163,
    170
   ],
   [
    30,
    63,
    72,
    148,
    171,
    173
   ],
   [
    31,
    64,
    73,
    149,
    172,
    174
   ],
   [
    32,
    65,
    74,
    150,
    173,
    175
   ],
   [
    33,
    66,
    75,
    151,
    174,
    176
   ],
   [
    34,
    67,
    76,
    152,
    175,
    177
   ],
   [
    35,
    68,
    77,
    144,
    176,
    178
   ],
   [
    27,
    69,
    78,
    145,
    177,
    179
   ],
   [
    28,
    70,
    79,
    146,
    171,
    178
   ],
   [
    29,
    71,
    80,
    147,
    172,
    179
   ],
   [
    39,
    72,
    81,
    157,
    180,
    182
   ],
   [
    40,
    73,
    82,
    158,
    181,
    183
   ],
   [
    41,
    74,
    83,
    159,
    182,
    184
   ],
   [
    42,
    75,
    84,
    160,
    183,
    185
   ],
   [
    43,
    76,
    85,
    161,
    184,
    186
   ],
   [
    44,
    77,
    86,
    153,
    185,
    187
   ],
   [
    36,
    78,
    87,
    154,
    186,
    188
   ],
   [
    37,
    79,
    88,
    155,
    180,
    187
   ],
   [
    38,
    80,
    89,
    156,
    181,
    188
   ],
   [
    48,
    81,
    90,
    166,
    189,
    191
   ],
   [
    49,
    82,
    91,
    167,
    190,
    192
   ],
   [
    50,
    83,
    92,
    168,
    191,
    193
   ],
   [
    51,
    84,
    93,
    169,
    192,
    194
   ],
   [
    52,
    85,
    94,
    170,
    193,
    195
   ],
   [
    53,
    86,
    95,
    162,
    194,
    196
   ],
   [
    45,
    87,
    96,
    163,
    195,
    197
   ],
   [
    46,
    88,
    97,
    164,
    189,
    196
   ],
   [
    47,
    89,
    98,
    165,
    190,
    197
   ],
   [
    57,
    90,
    99,
    175,
    198,
    200
   ],
   [
    58,
    91,
    100,
    176,
    199,
    201
   ],
   [
    59,
    92,
    101,
    177,
    200,
    202
   ],
   [
    60,
    93,
    102,
    178,
    201,
    203
   ],
   [
    61,
    94,
    103,
    179,
    202,
    204
   ],
   [
    62,
    95,
    104,
    171,
    203,
    205
   ],
   [
    54,
    96,
    105,
    172,
    204,
    206
   ],
   [
    55,
    97,
    106,
    173,
    198,
    205
   ],
   [
    56,
    98,
    107,
    174,
    199,
    206
   ],
   [
    0,
    66,
    99,
    184,
    207,
    209
   ],
   [
    1,
    67,
    100,
    185,
    208,
    210
   ],
   [
    2,
    68,
    101,
    186,
    209,
    211
   ],
   [
    3,
    69,
    102,
    187,
    210,
    212
   ],
   [
    4,
    70,
    103,
    188,
    211,
    213
   ],
   [
    5,
    71,
    104,
    180,
    212,
    214
   ],
   [
    6,
    63,
    105,
    181,
    213,
    215
   ],
   [
    7,
    64,
    106,
    182,
    207,
    214
   ],
   [
    8,
    65,
    107,
    183,
    208,
    215
   ]
  ],
  "Z": [
   [
    0,
    7,
    32,
    108,
    150,
    207
   ],
   [
    1,
    8,
    33,
    109,
    151,
    208
   ],
   [
    0,
    2,
    34,
    110,
    152,
    209
   ],
   [
    1,
    3,
    35,
    111,
    144,
    210
   ],
   [
    2,
    4,
    27,
    112,
    145,
    211
   ],
   [
    3,
    5,
    28,
    113,
    146,
    212
   ],
   [
    4,
    6,
    29,
    114,
    147,
    213
   ],
   [
    5,
    7,
    30,
    115,
    148,
    214
   ],
   [
    6,
    8,
    31,
    116,
    149,
    215
   ],
   [
    9,
    16,
    41,
    108,
    117,
    159
   ],
   [
    10,
    17,
    42,
    109,
    118,
    160
   ],
   [
    9,
    11,
    43,
    110,
    119,
    161
   ],
   [
    10,
    12,
    44,
    111,
    120,
    153
   ],
   [
    11,
    13,
    36,
    112,
    121,
    154
   ],
   [
    12,
    14,
    37,
    113,
    122,
    155
   ],
   [
    13,
    15,
    38,
    114,
    123,
    156
   ],
   [
    14,
    16,
    39,
    115,
    124,
    157
   ],
   [
    15,
    17,
    40,
    116,
    125,
    158
   ],
   [
    18,
    25,
    50,
    117,
    126,
    168
   ],
   [
    19,
    26,
    51,
    118,
    127,
    169
   ],
   [
    18,
    20,
    52,
    119,
    128,
    170
   ],
   [
    19,
    21,
    53,
    120,
    129,
    162
   ],
   [
    20,
    22,
    45,
    121,
    130,
    163
   ],
   [
    21,
    23,
    46,
    122,
    131,
    164
   ],
   [
    22,
    24,
    47,
    123,
    132,
    165
   ],
   [
    23,
    25,
    48,
    124,
    133,
    166
   ],
   [
    24,
    26,
    49,
    125,
    134,
    167
   ],
   [
    27,
    34,
    59,
    126,
    135,
    177
   ],
   [
    28,
    35,
    60,
    127,
    136,
    178
   ],
   [
    27,
    29,
    61,
    128,
    137,
    179
   ],
   [
    28,
    30,
    62,
    129,
    138,
    171
   ],
   [
    29,
    31,
    54,
    130,
    139,
    172
   ],
   [
    30,
    32,
    55,
    131,
    140,
    173
   ],
   [
    31,
    33,
    56,
    132,
    141,
    174
   ],
   [
    32,
    34,
    57,
    133,
    142,
    175
   ],
   [
    33,
    35,
    58,
    134,
    143,
    176
   ],
   [
    36,
    43,
    68,
    135,
    144,
    186
   ],
   [
    37,
    44,
    69,
    136,
    145,
    187
   ],
   [
    36,
    38,
    70,
    137,
    146,
    188
   ],
   [
    37,
    39,
    71,
    138,
    147,
    180
   ],
   [
    38,
    40,
    63,
    139,
    148,
    181
   ],
   [
    39,
    41,
    64,
    140,
    149,
    182
   ],
   [
    40,
    42,
    65,
    141,
    150,
    183
   ],
   [
    41,
    43,
    66,
    142,
    151,
    184
   ],
   [
    42,
    44,
    67,
    143,
    152,
    185
   ],
   [
    45,
    52,
    77,
    144,
    153,
    195
   ],
   [
    46,
    53,
    78,
    145,
    154,
    196
   ],
   [
    45,
    47,
    79,
    146,
    155,
    197
   ],
   [
    46,
    48,
    80,
    147,
    156,
    189
   ],
   [
    47,
    49,
    72,
    148,
    157,
    190
   ],
   [
    48,
    50,
    73,
    149,
    158,
    191
   ],
   [
    49,
    51,
    74,
    150,
    159,
    192
   ],
   [
    50,
    52,
    75,
    151,
    160,
    193
   ],
   [
    51,
    53,
    76,
    152,
    161,
    194
   ],
   [
    54,
    61,
    86,
    153,
    162,
    204
   ],
   [
    55,
    62,
    87,
    154,
    163,
    205
   ],
   [
    54,
    56,
    88,
    155,
    164,
    206
   ],
   [
    55,
    57,
    89,
    156,
    165,
    198
   ],
   [
    56,
    58,
    81,
    157,
    166,
    199
   ],
   [
    57,
    59,
    82,
    158,
    167,
    200
   ],
   [
    58,
    60,
    83,
    159,
    168,
    201
   ],
   [
    59,
    61,
    84,
    160,
    169,
    202
   ],
   [
    60,
    62,
    85,
    161,
    170,
    203
   ],
   [
    63,
    70,
    95,
    162,
    171,
    213
   ],
   [
    64,
    71,
    96,
    163,
    172,
    214
   ],
   [
    63,
    65,
    97,
    164,
    173,
    215
   ],
   [
    64,
    66,
    98,
    165,
    174,
    207
   ],
   [
    65,
    67,
    90,
    166,
    175,
    208
   ],
   [
    66,
    68,
    91,
    167,
    176,
    209
   ],
   [
    67,
    69,
    92,
    168,
    177,
    210
   ],
   [
    68,
    70,
    93,
    169,
    178,
    211
   ],
   [
    69,
    71,
    94,
    170,
    179,
    212
   ],
   [
    72,
    79,
    104,
    114,
    171,
    180
   ],
   [
    73,
    80,
    105,
    115,
    172,
    181
   ],
   [
    72,
    74,
    106,
    116,
    173,
    182
   ],
   [
    73,
    75,
    107,
    108,
    174,
    183
   ],
   [
    74,
    76,
    99,
    109,
    175,
    184
   ],
   [
    75,
    77,
    100,
    110,
    176,
    185
   ],
   [
    76,
    78,
    101,
    111,
    177,
    186
   ],
   [
    77,
    79,
    102,
    112,
    178,
    187
   ],
   [
    78,
    80,
    103,
    113,
    179,
    188
   ],
   [
    5,
    81,
    88,
    123,
    180,
    189
   ],
   [
    6,
    82,
    89,
    124,
    181,
    190
   ],
   [
    7,
    81,
    83,
    125,
    182,
    191
   ],
   [
    8,
    82,
    84,
    117,
    183,
    192
   ],
   [
    0,
    83,
    85,
    118,
    184,
    193
   ],
   [
    1,
    84,
    86,
    119,
    185,
    194
   ],
   [
    2,
    85,
    87,
    120,
    186,
    195
   ],
   [
    3,
    86,
    88,
    121,
    187,
    196
   ],
   [
    4,
    87,
    89,
    122,
    188,
    197
   ],
   [
    14,
    90,
    97,
    132,
    189,
    198
   ],
   [
    15,
    91,
    98,
    133,
    190,
    199
   ],
   [
    16,
    90,
    92,
    134,
    191,
    200
   ],
   [
    17,
    91,
    93,
    126,
    192,
    201
   ],
   [
    9,
    92,
    94,
    127,
    193,
    202
   ],
   [
    10,
    93,
    95,
    128,
    194,
    203
   ],
   [
    11,
    94,
    96,
    129,
    195,
    204
   ],
   [
    12,
    95,
    97,
    130,
    196,
    205
   ],
   [
    13,
    96,
    98,
    131,
    197,
    206
   ],
   [
    23,
    99,
    106,
    141,
    198,
    207
   ],
   [
    24,
    100,
    107,
    142,
    199,
    208
   ],
   [
    25,
    99,
    101,
    143,
    200,
    209
   ],
   [
    26,
    100,
    102,
    135,
    201,
    210
   ],
   [
    18,
    101,
    103,
    136,
    202,
    211
   ],
   [
    19,
    102,
    104,
    137,
    203,
    212
   ],
   [
    20,
    103,
    105,
    138,
    204,
    213
   ],
   [
    21,
    104,
    106,
    139,
    205,
    214
   ],
   [
    22,
    105,
    107,
    140,
    206,
    215
   ]
  ]
 },
 "distance": {
  "d": 14,
  "X": {
   "value": 14,
   "confidence": "upper_bound",
   "witness": [
    21,
    23,
    39,
    64,
    72,
    96,
    98,
    106,
    124,
    138,
    162,
    171,
    190,
    204
   ]
  },
  "Z": {
   "value": 14,
   "confidence": "upper_bound",
   "witness": [
    6,
    13,
    17,
    22,
    31,
    50,
    55,
    63,
    74,
    83,
    114,
    139,
    149,
    173
   ]
  }
 },
 "provenance": {
  "authors": [
   "@vprusso"
  ],
  "construction": "Periodic bivariate-bicycle code on Z_12 x Z_9 (n = 2*l*m = 216): x = S_12 tensor I_9, y = I_12 tensor S_9 (cyclic shifts), qubit index i*m + j in each block; A = x^0y^0 + x^1y^0 + x^8y^3, B = x^0y^0 + x^0y^2 + x^9y^4; H_X = [A|B], H_Z = [B^T|A^T] (research/kit/bb.py build_bb(12, 9, [(0, 0), (1, 0), (8, 3)], [(0, 0), (0, 2), (9, 4)])). Layout: simulated annealing of the qubit-to-site assignment on a unit-spaced triangular grid with two layers (at most two qubits per site, research/local2d/fold_layout.py anneal), measured interaction radius 7.0000.",
  "origin": "submission",
  "date": "2026-09-22",
  "model": "Claude Fable 5.1",
  "notes": "Found by a random trinomial-pair sweep over tori Z_l x Z_m with 100 <= n <= 360 aimed at the weight-6 x local-2d-bilayer cell. Distance is a witness-backed upper bound; RIS ladder (verify/gf2_fast.cpp, pair depth 8): 200000 trials seed 101 -> 14, 1000000 trials seed 102 -> 14, 1000000 trials seed 103 -> 14. Advances the weight-6 x local-2d-bilayer board; novelty vs the literature unverified. GPU RIS pass (verify/ris_gpu.py, 300,000,000 trials per side, seed 2026): lightest logical X 14, Z 14.",
  "search_budget": {
   "candidates_screened": 29988,
   "ris_trials_per_side": 300000000,
   "wall_clock_hours": 1.0,
   "tool": "research/kit search funnel, gf2_fast RIS, verify/ris_gpu (A40)"
  }
 },
 "family": "bivariate-bicycle",
 "locality": {
  "coordinates": [
   [
    7.0,
    0.0
   ],
   [
    10.0,
    1.7320508075688772
   ],
   [
    9.5,
    2.598076211353316
   ],
   [
    10.0,
    6.928203230275509
   ],
   [
    5.0,
    5.196152422706632
   ],
   [
    5.5,
    9.526279441628825
   ],
   [
    4.0,
    5.196152422706632
   ],
   [
    3.5,
    4.330127018922193
   ],
   [
    5.5,
    2.598076211353316
   ],
   [
    8.5,
    0.8660254037844386
   ],
   [
    10.5,
    4.330127018922193
   ],
   [
    7.0,
    6.928203230275509
   ],
   [
    6.5,
    9.526279441628825
   ],
   [
    3.5,
    9.526279441628825
   ],
   [
    2.0,
    6.928203230275509
   ],
   [
    3.5,
    6.06217782649107
   ],
   [
    3.5,
    0.8660254037844386
   ],
   [
    6.0,
    0.0
   ],
   [
    10.0,
    5.196152422706632
   ],
   [
    10.5,
    6.06217782649107
   ],
   [
    9.0,
    8.660254037844386
   ],
   [
    4.5,
    9.526279441628825
   ],
   [
    5.5,
    6.06217782649107
   ],
   [
    1.5,
    6.06217782649107
   ],
   [
    5.0,
    0.0
   ],
   [
    6.5,
    2.598076211353316
   ],
   [
    7.5,
    0.8660254037844386
   ],
   [
    8.0,
    3.4641016151377544
   ],
   [
    9.5,
    7.794228634059947
   ],
   [
    6.5,
    7.794228634059947
   ],
   [
    3.5,
    7.794228634059947
   ],
   [
    1.5,
    6.06217782649107
   ],
   [
    1.0,
    1.7320508075688772
   ],
   [
    5.0,
    3.4641016151377544
   ],
   [
    5.0,
    0.0
   ],
   [
    10.0,
    1.7320508075688772
   ],
   [
    8.0,
    6.928203230275509
   ],
   [
    6.0,
    6.928203230275509
   ],
   [
    2.5,
    7.794228634059947
   ],
   [
    3.0,
    6.928203230275509
   ],
   [
    1.5,
    2.598076211353316
   ],
   [
    3.5,
    2.598076211353316
   ],
   [
    6.5,
    2.598076211353316
   ],
   [
    8.0,
    1.7320508075688772
   ],
   [
    11.0,
    5.196152422706632
   ],
   [
    9.5,
    7.794228634059947
   ],
   [
    5.0,
    8.660254037844386
   ],
   [
    5.5,
    4.330127018922193
   ],
   [
    2.0,
    6.928203230275509
   ],
   [
    3.0,
    1.7320508075688772
   ],
   [
    7.0,
    3.4641016151377544
   ],
   [
    7.0,
    1.7320508075688772
   ],
   [
    11.0,
    3.4641016151377544
   ],
   [
    9.0,
    5.196152422706632
   ],
   [
    6.0,
    8.660254037844386
   ],
   [
    3.5,
    7.794228634059947
   ],
   [
    2.5,
    4.330127018922193
   ],
   [
    2.5,
    2.598076211353316
   ],
   [
    6.0,
    0.0
   ],
   [
    8.0,
    0.0
   ],
   [
    8.5,
    2.598076211353316
   ],
   [
    10.0,
    5.196152422706632
   ],
   [
    8.5,
    6.06217782649107
   ],
   [
    3.5,
    6.06217782649107
   ],
   [
    6.0,
    5.196152422706632
   ],
   [
    1.5,
    2.598076211353316
   ],
   [
    3.0,
    0.0
   ],
   [
    6.0,
    1.7320508075688772
   ],
   [
    5.5,
    4.330127018922193
   ],
   [
    9.5,
    4.330127018922193
   ],
   [
    4.5,
    6.06217782649107
   ],
   [
    8.5,
    9.526279441628825
   ],
   [
    1.5,
    7.794228634059947
   ],
   [
    2.0,
    5.196152422706632
   ],
   [
    2.5,
    2.598076211353316
   ],
   [
    5.0,
    1.7320508075688772
   ],
   [
    6.5,
    4.330127018922193
   ],
   [
    8.0,
    5.196152422706632
   ],
   [
    8.5,
    7.794228634059947
   ],
   [
    7.0,
    8.660254037844386
   ],
   [
    4.0,
    8.660254037844386
   ],
   [
    3.0,
    3.4641016151377544
   ],
   [
    2.0,
    1.7320508075688772
   ],
   [
    7.0,
    0.0
   ],
   [
    7.0,
    5.196152422706632
   ],
   [
    7.5,
    4.330127018922193
   ],
   [
    11.5,
    7.794228634059947
   ],
   [
    7.0,
    5.196152422706632
   ],
   [
    4.5,
    7.794228634059947
   ],
   [
    4.0,
    6.928203230275509
   ],
   [
    6.5,
    4.330127018922193
   ],
   [
    4.0,
    1.7320508075688772
   ],
   [
    9.0,
    0.0
   ],
   [
    10.5,
    2.598076211353316
   ],
   [
    8.5,
    4.330127018922193
   ],
   [
    8.0,
    6.928203230275509
   ],
   [
    6.5,
    6.06217782649107
   ],
   [
    4.5,
    4.330127018922193
   ],
   [
    1.0,
    5.196152422706632
   ],
   [
    4.5,
    2.598076211353316
   ],
   [
    5.5,
    2.598076211353316
   ],
   [
    9.0,
    3.4641016151377544
   ],
   [
    7.5,
    4.330127018922193
   ],
   [
    7.5,
    9.526279441628825
   ],
   [
    6.0,
    8.660254037844386
   ],
   [
    4.5,
    4.330127018922193
   ],
   [
    1.0,
    6.928203230275509
   ],
   [
    1.0,
    1.7320508075688772
   ],
   [
    3.0,
    1.7320508075688772
   ],
   [
    6.5,
    0.8660254037844386
   ],
   [
    9.0,
    1.7320508075688772
   ],
   [
    11.0,
    5.196152422706632
   ],
   [
    9.0,
    6.928203230275509
   ],
   [
    6.5,
    9.526279441628825
   ],
   [
    4.0,
    6.928203230275509
   ],
   [
    2.5,
    6.06217782649107
   ],
   [
    0.5,
    2.598076211353316
   ],
   [
    7.5,
    2.598076211353316
   ],
   [
    10.5,
    0.8660254037844386
   ],
   [
    11.0,
    3.4641016151377544
   ],
   [
    7.5,
    6.06217782649107
   ],
   [
    7.0,
    6.928203230275509
   ],
   [
    2.5,
    7.794228634059947
   ],
   [
    3.0,
    5.196152422706632
   ],
   [
    2.0,
    5.196152422706632
   ],
   [
    5.0,
    1.7320508075688772
   ],
   [
    7.0,
    3.4641016151377544
   ],
   [
    9.0,
    3.4641016151377544
   ],
   [
    10.0,
    3.4641016151377544
   ],
   [
    7.5,
    7.794228634059947
   ],
   [
    6.0,
    6.928203230275509
   ],
   [
    3.0,
    5.196152422706632
   ],
   [
    1.5,
    4.330127018922193
   ],
   [
    2.0,
    3.4641016151377544
   ],
   [
    7.5,
    2.598076211353316
   ],
   [
    8.0,
    1.7320508075688772
   ],
   [
    9.5,
    6.06217782649107
   ],
   [
    7.5,
    7.794228634059947
   ],
   [
    5.5,
    7.794228634059947
   ],
   [
    1.5,
    7.794228634059947
   ],
   [
    1.0,
    6.928203230275509
   ],
   [
    2.0,
    1.7320508075688772
   ],
   [
    4.0,
    3.4641016151377544
   ],
   [
    8.0,
    0.0
   ],
   [
    10.5,
    4.330127018922193
   ],
   [
    6.0,
    5.196152422706632
   ],
   [
    8.0,
    8.660254037844386
   ],
   [
    2.5,
    9.526279441628825
   ],
   [
    4.0,
    5.196152422706632
   ],
   [
    1.0,
    3.4641016151377544
   ],
   [
    4.5,
    0.8660254037844386
   ],
   [
    6.5,
    0.8660254037844386
   ],
   [
    9.5,
    0.8660254037844386
   ],
   [
    9.0,
    6.928203230275509
   ],
   [
    5.5,
    6.06217782649107
   ],
   [
    4.5,
    9.526279441628825
   ],
   [
    0.0,
    6.928203230275509
   ],
   [
    5.0,
    3.4641016151377544
   ],
   [
    3.5,
    2.598076211353316
   ],
   [
    5.5,
    0.8660254037844386
   ],
   [
    9.0,
    1.7320508075688772
   ],
   [
    11.0,
    1.7320508075688772
   ],
   [
    7.0,
    8.660254037844386
   ],
   [
    6.5,
    7.794228634059947
   ],
   [
    3.0,
    6.928203230275509
   ],
   [
    2.5,
    4.330127018922193
   ],
   [
    6.0,
    3.4641016151377544
   ],
   [
    4.0,
    1.7320508075688772
   ],
   [
    10.5,
    0.8660254037844386
   ],
   [
    10.0,
    3.4641016151377544
   ],
   [
    11.5,
    6.06217782649107
   ],
   [
    4.5,
    6.06217782649107
   ],
   [
    3.0,
    8.660254037844386
   ],
   [
    1.0,
    3.4641016151377544
   ],
   [
    3.5,
    4.330127018922193
   ],
   [
    4.0,
    0.0
   ],
   [
    7.5,
    0.8660254037844386
   ],
   [
    8.0,
    3.4641016151377544
   ],
   [
    9.5,
    4.330127018922193
   ],
   [
    9.0,
    8.660254037844386
   ],
   [
    5.5,
    7.794228634059947
   ],
   [
    2.0,
    3.4641016151377544
   ],
   [
    3.0,
    3.4641016151377544
   ],
   [
    3.5,
    0.8660254037844386
   ],
   [
    6.0,
    1.7320508075688772
   ],
   [
    8.5,
    2.598076211353316
   ],
   [
    9.5,
    6.06217782649107
   ],
   [
    10.0,
    8.660254037844386
   ],
   [
    4.5,
    7.794228634059947
   ],
   [
    4.0,
    8.660254037844386
   ],
   [
    1.0,
    5.196152422706632
   ],
   [
    6.0,
    3.4641016151377544
   ],
   [
    5.5,
    0.8660254037844386
   ],
   [
    9.5,
    2.598076211353316
   ],
   [
    9.0,
    5.196152422706632
   ],
   [
    10.0,
    6.928203230275509
   ],
   [
    7.5,
    9.526279441628825
   ],
   [
    5.0,
    6.928203230275509
   ],
   [
    4.0,
    3.4641016151377544
   ],
   [
    2.5,
    0.8660254037844386
   ],
   [
    4.5,
    0.8660254037844386
   ],
   [
    9.0,
    0.0
   ],
   [
    8.5,
    4.330127018922193
   ],
   [
    11.5,
    6.06217782649107
   ],
   [
    7.5,
    6.06217782649107
   ],
   [
    5.0,
    6.928203230275509
   ],
   [
    2.5,
    6.06217782649107
   ],
   [
    5.0,
    5.196152422706632
   ],
   [
    4.5,
    2.598076211353316
   ],
   [
    7.0,
    1.7320508075688772
   ],
   [
    8.0,
    5.196152422706632
   ],
   [
    8.5,
    6.06217782649107
   ],
   [
    8.0,
    8.660254037844386
   ],
   [
    6.5,
    6.06217782649107
   ],
   [
    5.0,
    8.660254037844386
   ],
   [
    0.5,
    4.330127018922193
   ]
  ],
  "layers": 2
 }
}
