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The dataset generation failed
Error code:   DatasetGenerationError
Exception:    CastError
Message:      Couldn't cast
uid: string
par: string
net: string
mmr: string
mx: string
sg: int64
mm: double
na: int64
phys: string
acn: int64
r: double
sites: list<item: struct<el: string, cn: int64, av_shape: string, av: double, ks0: int64, ls: int64, cs: st (... 112 chars omitted)
  child 0, item: struct<el: string, cn: int64, av_shape: string, av: double, ks0: int64, ls: int64, cs: string, cb: s (... 100 chars omitted)
      child 0, el: string
      child 1, cn: int64
      child 2, av_shape: string
      child 3, av: double
      child 4, ks0: int64
      child 5, ls: int64
      child 6, cs: string
      child 7, cb: string
      child 8, cv: double
      child 9, cm: double
      child 10, CS: list<item: int64>
          child 0, item: int64
      child 11, KS: list<item: int64>
          child 0, item: int64
      child 12, H: string
      child 13, mult: int64
to
{'uid': Value('string'), 'sites': List({'cn': Value('int64'), 'csm_shape': Value('string'), 'csm': Value('float64'), 'csm_margin': Value('float64'), 'bin': Value('string'), 'el': Value('string')})}
because column names don't match
Traceback:    Traceback (most recent call last):
                File "/usr/local/lib/python3.14/site-packages/datasets/builder.py", line 1827, in _prepare_split_single
                  for key, table in generator:
                                    ^^^^^^^^^
                File "/src/services/worker/src/worker/job_runners/config/parquet_and_info.py", line 613, in wrapped
                  for item in generator(*args, **kwargs):
                              ~~~~~~~~~^^^^^^^^^^^^^^^^^
                File "/usr/local/lib/python3.14/site-packages/datasets/packaged_modules/json/json.py", line 343, in _generate_tables
                  self._cast_table(pa_table, json_field_paths=json_field_paths),
                  ~~~~~~~~~~~~~~~~^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
                File "/usr/local/lib/python3.14/site-packages/datasets/packaged_modules/json/json.py", line 132, in _cast_table
                  pa_table = table_cast(pa_table, self.info.features.arrow_schema)
                File "/usr/local/lib/python3.14/site-packages/datasets/table.py", line 2378, in table_cast
                  return cast_table_to_schema(table, schema)
                File "/usr/local/lib/python3.14/site-packages/datasets/table.py", line 2306, in cast_table_to_schema
                  raise CastError(
                  ...<3 lines>...
                  )
              datasets.table.CastError: Couldn't cast
              uid: string
              par: string
              net: string
              mmr: string
              mx: string
              sg: int64
              mm: double
              na: int64
              phys: string
              acn: int64
              r: double
              sites: list<item: struct<el: string, cn: int64, av_shape: string, av: double, ks0: int64, ls: int64, cs: st (... 112 chars omitted)
                child 0, item: struct<el: string, cn: int64, av_shape: string, av: double, ks0: int64, ls: int64, cs: string, cb: s (... 100 chars omitted)
                    child 0, el: string
                    child 1, cn: int64
                    child 2, av_shape: string
                    child 3, av: double
                    child 4, ks0: int64
                    child 5, ls: int64
                    child 6, cs: string
                    child 7, cb: string
                    child 8, cv: double
                    child 9, cm: double
                    child 10, CS: list<item: int64>
                        child 0, item: int64
                    child 11, KS: list<item: int64>
                        child 0, item: int64
                    child 12, H: string
                    child 13, mult: int64
              to
              {'uid': Value('string'), 'sites': List({'cn': Value('int64'), 'csm_shape': Value('string'), 'csm': Value('float64'), 'csm_margin': Value('float64'), 'bin': Value('string'), 'el': Value('string')})}
              because column names don't match
              
              The above exception was the direct cause of the following exception:
              
              Traceback (most recent call last):
                File "/src/services/worker/src/worker/job_runners/config/parquet_and_info.py", line 1369, in compute_config_parquet_and_info_response
                  parquet_operations, partial, estimated_dataset_info = stream_convert_to_parquet(
                                                                        ~~~~~~~~~~~~~~~~~~~~~~~~~^
                      builder, max_dataset_size_bytes=max_dataset_size_bytes
                      ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
                  )
                  ^
                File "/src/services/worker/src/worker/job_runners/config/parquet_and_info.py", line 948, in stream_convert_to_parquet
                  builder._prepare_split(split_generator=splits_generators[split], file_format="parquet")
                  ~~~~~~~~~~~~~~~~~~~~~~^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
                File "/usr/local/lib/python3.14/site-packages/datasets/builder.py", line 1694, in _prepare_split
                  for job_id, done, content in self._prepare_split_single(
                                               ~~~~~~~~~~~~~~~~~~~~~~~~~~^
                      gen_kwargs=gen_kwargs, job_id=job_id, **_prepare_split_args
                      ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
                  ):
                  ^
                File "/usr/local/lib/python3.14/site-packages/datasets/builder.py", line 1880, in _prepare_split_single
                  raise DatasetGenerationError("An error occurred while generating the dataset") from e
              datasets.exceptions.DatasetGenerationError: An error occurred while generating the dataset

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uid
string
sites
list
94c5cbe7ef71bfe3
[ { "cn": 8, "csm_shape": "SBT:8", "csm": 3.885, "csm_margin": 1.141, "bin": "ambiguous", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 0.015, "csm_margin": 3.225, "bin": "square-planar", "el": "Ca" }, { "cn": 4, "csm_shape": "S:4", "csm": 0.01...
3422ce11ccc1cf43
[ { "cn": 8, "csm_shape": "C:8", "csm": 1.377, "csm_margin": 5.484, "bin": "cube", "el": "Na" }, { "cn": 8, "csm_shape": "C:8", "csm": 3.289, "csm_margin": 5.343, "bin": "cube", "el": "Ca" } ]
7b8d18dcfb3bf4b1
[ { "cn": 6, "csm_shape": "PP:6", "csm": 28.752, "csm_margin": 5.656, "bin": "irregular", "el": "Na" } ]
065d5d538d922620
[ { "cn": 6, "csm_shape": "O:6", "csm": 33.347, "csm_margin": 6.028, "bin": "irregular", "el": "Na" } ]
4546fa8451b3a112
[ { "cn": 6, "csm_shape": "PP:6", "csm": 28.752, "csm_margin": 5.656, "bin": "irregular", "el": "Na" } ]
4984627180fc75a9
[ { "cn": 2, "csm_shape": "A:2", "csm": 0.297, "csm_margin": 13.207, "bin": "bent", "el": "Na" }, { "cn": 10, "csm_shape": "BS_1:10", "csm": 7.242, "csm_margin": 0.92, "bin": "ambiguous", "el": "Ca" }, { "cn": 4, "csm_shape": "S:4", "csm": 3.392, ...
22c4df2ecc36ada0
[ { "cn": 4, "csm_shape": "S:4", "csm": 0.471, "csm_margin": 3.211, "bin": "square-planar", "el": "Na" }, { "cn": 2, "csm_shape": "A:2", "csm": 6.782, "csm_margin": 23.73, "bin": "bent", "el": "Ca" } ]
7816b8f81ee3a1dd
[ { "cn": 8, "csm_shape": "BO_1:8", "csm": 3.694, "csm_margin": 4.289, "bin": "bicapped-octahedron", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 2.743, "csm_margin": 3.137, "bin": "square-planar", "el": "Ca" }, { "cn": 6, "csm_shape": "O:6", ...
7b9ca43e98f3121a
[ { "cn": 4, "csm_shape": "S:4", "csm": 0.015, "csm_margin": 3.225, "bin": "square-planar", "el": "Na" }, { "cn": 4, "csm_shape": "SY:4", "csm": 0.015, "csm_margin": 3.202, "bin": "square-planar", "el": "Ca" }, { "cn": 8, "csm_shape": "C:8", "csm": 1...
605a42298870178e
[ { "cn": 4, "csm_shape": "S:4", "csm": 0.066, "csm_margin": 3.224, "bin": "square-planar", "el": "Na" }, { "cn": 4, "csm_shape": "SY:4", "csm": 0.272, "csm_margin": 4.826, "bin": "square-planar", "el": "Ca" }, { "cn": 8, "csm_shape": "C:8", "csm": 0...
5d72f171a5cff651
[ { "cn": 4, "csm_shape": "S:4", "csm": 0.015, "csm_margin": 3.225, "bin": "square-planar", "el": "Na" }, { "cn": 4, "csm_shape": "SY:4", "csm": 0.41, "csm_margin": 5.417, "bin": "square-planar", "el": "Ca" }, { "cn": 8, "csm_shape": "C:8", "csm": 0....
273d8a117f783a0a
[ { "cn": 2, "csm_shape": "A:2", "csm": 3.612, "csm_margin": 20.473, "bin": "bent", "el": "Na" }, { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Ca" }, { "cn": 4, "csm_shape": "S:4", "csm": 0.015, "csm_margin":...
c09f6d0c18a3f7b3
[ { "cn": 6, "csm_shape": "O:6", "csm": 1.851, "csm_margin": 14.262, "bin": "octahedron", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 2.703, "csm_margin": 3.139, "bin": "square-planar", "el": "Ca" }, { "cn": 10, "csm_shape": "BS_1:10", "csm":...
3ca9efffa9b7ad88
[ { "cn": 6, "csm_shape": "O:6", "csm": 2.546, "csm_margin": 14.621, "bin": "octahedron", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 1.917, "csm_margin": 3.164, "bin": "square-planar", "el": "Ca" }, { "cn": 2, "csm_shape": "L:2", "csm": 0, ...
b4756eb81ff1a1cd
[ { "cn": 6, "csm_shape": "O:6", "csm": 1.278, "csm_margin": 14.664, "bin": "octahedron", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 1.917, "csm_margin": 3.164, "bin": "square-planar", "el": "Ca" }, { "cn": 10, "csm_shape": "BS_1:10", "csm":...
6bf91e9c7d1b3558
[ { "cn": 6, "csm_shape": "O:6", "csm": 0.833, "csm_margin": 15.092, "bin": "octahedron", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 1.22, "csm_margin": 3.186, "bin": "square-planar", "el": "Ca" }, { "cn": 12, "csm_shape": "C:12", "csm": 0.8...
f5183d10e065de94
[ { "cn": 6, "csm_shape": "O:6", "csm": 1.545, "csm_margin": 15.092, "bin": "octahedron", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 1.22, "csm_margin": 3.186, "bin": "square-planar", "el": "Ca" }, { "cn": 12, "csm_shape": "C:12", "csm": 1.5...
6dab5cc115375a97
[ { "cn": 4, "csm_shape": "S:4", "csm": 1.22, "csm_margin": 3.186, "bin": "square-planar", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 1.22, "csm_margin": 3.186, "bin": "square-planar", "el": "Ca" }, { "cn": 4, "csm_shape": "S:4", "csm": 1.22...
ba55fe54b9ef5f85
[ { "cn": 6, "csm_shape": "O:6", "csm": 0.046, "csm_margin": 16.385, "bin": "octahedron", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 0.066, "csm_margin": 3.224, "bin": "square-planar", "el": "Ca" }, { "cn": 12, "csm_shape": "C:12", "csm": 0....
11eae47fc961923e
[ { "cn": 6, "csm_shape": "O:6", "csm": 1.412, "csm_margin": 16.329, "bin": "octahedron", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 0.015, "csm_margin": 3.225, "bin": "square-planar", "el": "Ca" }, { "cn": 12, "csm_shape": "C:12", "csm": 1....
99b3b8f4f26b277a
[ { "cn": 6, "csm_shape": "O:6", "csm": 1.806, "csm_margin": 15.447, "bin": "octahedron", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 0.643, "csm_margin": 3.205, "bin": "square-planar", "el": "Ca" }, { "cn": 12, "csm_shape": "C:12", "csm": 1....
ff5048d8fc2ee8ca
[ { "cn": 6, "csm_shape": "O:6", "csm": 2.09, "csm_margin": 14.756, "bin": "octahedron", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 1.22, "csm_margin": 3.186, "bin": "square-planar", "el": "Ca" }, { "cn": 12, "csm_shape": "C:12", "csm": 2.09...
3d9fa9e9dc4051d2
[ { "cn": 6, "csm_shape": "O:6", "csm": 1.767, "csm_margin": 15.069, "bin": "octahedron", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 1.22, "csm_margin": 3.186, "bin": "square-planar", "el": "Ca" }, { "cn": 12, "csm_shape": "C:12", "csm": 1.7...
105aaaaa8137623c
[ { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 1.917, "csm_margin": 3.164, "bin": "square-planar", "el": "Ca" }, { "cn": 10, "csm_shape": "BS_1:10", "csm": 1.106, ...
f788d7fdd4daa63d
[ { "cn": 5, "csm_shape": "S:5", "csm": 5.476, "csm_margin": 5.997, "bin": "square-pyramid", "el": "Na" }, { "cn": 6, "csm_shape": "T:6", "csm": 4.993, "csm_margin": 10.366, "bin": "trigonal-prism", "el": "Ca" }, { "cn": 6, "csm_shape": "T:6", "csm":...
0680f09258aeeca1
[ { "cn": 3, "csm_shape": "TS:3", "csm": 1.165, "csm_margin": 5.301, "bin": "T-shaped", "el": "Na" }, { "cn": 8, "csm_shape": "BO_2:8", "csm": 7.324, "csm_margin": 2.086, "bin": "bicapped-octahedron", "el": "Ca" }, { "cn": 6, "csm_shape": "T:6", "csm...
beebe440a8d90c08
[ { "cn": 3, "csm_shape": null, "csm": null, "csm_margin": null, "bin": "cn_unavailable", "el": "Na" }, { "cn": 8, "csm_shape": "TBT:8", "csm": 9.724, "csm_margin": 7.175, "bin": "bicapped-prism", "el": "Ca" }, { "cn": 6, "csm_shape": "T:6", "csm": 1...
7e0dfe34db785d2f
[ { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Na" }, { "cn": 6, "csm_shape": null, "csm": null, "csm_margin": null, "bin": "cn_unavailable", "el": "Ca" }, { "cn": 12, "csm_shape": "HP:12", "csm": 5.549, "csm...
967006d189a0379d
[ { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Na" }, { "cn": 4, "csm_shape": "SS:4", "csm": 2.687, "csm_margin": 5.651, "bin": "seesaw", "el": "Ca" }, { "cn": 8, "csm_shape": "BO_3:8", "csm": 14.8, "csm_marg...
7a35c45e6d0c617a
[ { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Na" }, { "cn": 6, "csm_shape": "PP:6", "csm": 28.546, "csm_margin": 4.801, "bin": "irregular", "el": "Ca" } ]
011fbe39fef8d0c8
[ { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Na" }, { "cn": 6, "csm_shape": "PP:6", "csm": 28.752, "csm_margin": 5.656, "bin": "irregular", "el": "Ca" } ]
f006d9b662214cd5
[ { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 2.791, "csm_margin": 3.136, "bin": "square-planar", "el": "Ca" } ]
29f38dcb52e06bfc
[ { "cn": 3, "csm_shape": "TS:3", "csm": 1.564, "csm_margin": 3.966, "bin": "T-shaped", "el": "Na" }, { "cn": 4, "csm_shape": "T:4", "csm": 7.515, "csm_margin": 4.953, "bin": "tetrahedron", "el": "Ca" }, { "cn": 6, "csm_shape": "T:6", "csm": 2.403, ...
74dddc886830df59
[ { "cn": 4, "csm_shape": "S:4", "csm": 0.069, "csm_margin": 3.224, "bin": "square-planar", "el": "Na" }, { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Ca" }, { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_marg...
c64b6c157312e7e4
[ { "cn": 4, "csm_shape": "S:4", "csm": 0.002, "csm_margin": 3.226, "bin": "square-planar", "el": "Na" }, { "cn": 6, "csm_shape": "O:6", "csm": 5.644, "csm_margin": 11.975, "bin": "octahedron", "el": "Ca" }, { "cn": 2, "csm_shape": "L:2", "csm": 0, ...
a266f615f9257f57
[ { "cn": 4, "csm_shape": "S:4", "csm": 1.399, "csm_margin": 3.181, "bin": "square-planar", "el": "Na" }, { "cn": 6, "csm_shape": "O:6", "csm": 5.13, "csm_margin": 10.194, "bin": "octahedron", "el": "Ca" }, { "cn": 2, "csm_shape": "L:2", "csm": 0, ...
ab64dd25dbc37209
[ { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Na" }, { "cn": 4, "csm_shape": "SY:4", "csm": 1.878, "csm_margin": 2.743, "bin": "square-planar", "el": "Ca" }, { "cn": 6, "csm_shape": "O:6", "csm": 8.79, "csm_...
5f0d40e8710dbf11
[ { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Na" }, { "cn": 4, "csm_shape": "SY:4", "csm": 1.936, "csm_margin": 4.287, "bin": "square-planar", "el": "Ca" }, { "cn": 6, "csm_shape": "O:6", "csm": 8.567, "csm...
cd6fdfda03f2e301
[ { "cn": 4, "csm_shape": "S:4", "csm": 1.22, "csm_margin": 3.186, "bin": "square-planar", "el": "Na" }, { "cn": 4, "csm_shape": "SY:4", "csm": 1.2, "csm_margin": 3.761, "bin": "square-planar", "el": "Ca" }, { "cn": 6, "csm_shape": "O:6", "csm": 8.59...
df241dafadf043ef
[ { "cn": 4, "csm_shape": "S:4", "csm": 1.22, "csm_margin": 3.186, "bin": "square-planar", "el": "Na" }, { "cn": 4, "csm_shape": "SY:4", "csm": 1.19, "csm_margin": 2.92, "bin": "square-planar", "el": "Ca" }, { "cn": 6, "csm_shape": "O:6", "csm": 8.88...
bb3b5d1bae4dd6de
[ { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Na" }, { "cn": 6, "csm_shape": "O:6", "csm": 12.27, "csm_margin": 7.731, "bin": "irregular", "el": "Ca" } ]
1da209dcb19e9da7
[ { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Na" }, { "cn": 6, "csm_shape": "O:6", "csm": 12.299, "csm_margin": 8.527, "bin": "irregular", "el": "Ca" } ]
3d08d43935bec71f
[ { "cn": 3, "csm_shape": "TS:3", "csm": 1.378, "csm_margin": 13.079, "bin": "T-shaped", "el": "Na" }, { "cn": 3, "csm_shape": "TS:3", "csm": 1.695, "csm_margin": 5.355, "bin": "T-shaped", "el": "Ca" } ]
0341f10745591a82
[ { "cn": 3, "csm_shape": "TS:3", "csm": 0.012, "csm_margin": 9.868, "bin": "T-shaped", "el": "Na" }, { "cn": 3, "csm_shape": "TS:3", "csm": 0.012, "csm_margin": 9.179, "bin": "T-shaped", "el": "Ca" } ]
0783b16e0a3ec4a0
[ { "cn": 8, "csm_shape": "C:8", "csm": 3.275, "csm_margin": 2.742, "bin": "cube", "el": "Na" }, { "cn": 12, "csm_shape": "C:12", "csm": 3.797, "csm_margin": 5.078, "bin": "cuboctahedron", "el": "Ca" } ]
cef8e6298dfa32d8
[ { "cn": 8, "csm_shape": "C:8", "csm": 4.112, "csm_margin": 2.815, "bin": "cube", "el": "Na" }, { "cn": 12, "csm_shape": "C:12", "csm": 3.153, "csm_margin": 5.112, "bin": "cuboctahedron", "el": "Ca" } ]
9fd524d9f42defcc
[ { "cn": 8, "csm_shape": "C:8", "csm": 2.427, "csm_margin": 5.266, "bin": "cube", "el": "Na" }, { "cn": 12, "csm_shape": "C:12", "csm": 0.029, "csm_margin": 5.277, "bin": "cuboctahedron", "el": "Ca" } ]
93937784d886ec97
[ { "cn": 8, "csm_shape": "C:8", "csm": 0.834, "csm_margin": 4.006, "bin": "cube", "el": "Na" }, { "cn": 12, "csm_shape": "C:12", "csm": 3.493, "csm_margin": 5.094, "bin": "cuboctahedron", "el": "Ca" } ]
b62e7ceffbab606d
[ { "cn": 8, "csm_shape": "BO_1:8", "csm": 9.97, "csm_margin": 4.099, "bin": "bicapped-octahedron", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 0.467, "csm_margin": 3.211, "bin": "square-planar", "el": "Ca" }, { "cn": 6, "csm_shape": "O:6", "...
ef89d0e45dd01084
[ { "cn": 4, "csm_shape": "S:4", "csm": 7.268, "csm_margin": 2.991, "bin": "square-planar", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 2.429, "csm_margin": 3.147, "bin": "square-planar", "el": "Ca" }, { "cn": 6, "csm_shape": "O:6", "csm": 2....
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[ { "cn": 4, "csm_shape": "S:4", "csm": 3.622, "csm_margin": 3.109, "bin": "square-planar", "el": "Na" }, { "cn": 6, "csm_shape": "O:6", "csm": 14.253, "csm_margin": 8.651, "bin": "irregular", "el": "Ca" }, { "cn": 6, "csm_shape": "O:6", "csm": 3.243...
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[ { "cn": 4, "csm_shape": "S:4", "csm": 7.268, "csm_margin": 2.991, "bin": "square-planar", "el": "Na" }, { "cn": 6, "csm_shape": "O:6", "csm": 11.9, "csm_margin": 10.437, "bin": "octahedron", "el": "Ca" }, { "cn": 6, "csm_shape": "O:6", "csm": 4.168...
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[ { "cn": 4, "csm_shape": "S:4", "csm": 7.268, "csm_margin": 2.991, "bin": "square-planar", "el": "Na" }, { "cn": 6, "csm_shape": "O:6", "csm": 13.014, "csm_margin": 9.606, "bin": "irregular", "el": "Ca" }, { "cn": 6, "csm_shape": "O:6", "csm": 7.805...
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[ { "cn": 4, "csm_shape": "S:4", "csm": 0.934, "csm_margin": 3.196, "bin": "square-planar", "el": "Na" }, { "cn": 8, "csm_shape": "BO_1:8", "csm": 1.287, "csm_margin": 8.879, "bin": "bicapped-octahedron", "el": "Ca" } ]
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[ { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Na" }, { "cn": 8, "csm_shape": "BO_1:8", "csm": 1.266, "csm_margin": 5.512, "bin": "bicapped-octahedron", "el": "Ca" } ]
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[ { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Na" }, { "cn": 8, "csm_shape": "BO_1:8", "csm": 0.491, "csm_margin": 8.535, "bin": "bicapped-octahedron", "el": "Ca" } ]
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[ { "cn": 6, "csm_shape": "O:6", "csm": 0.008, "csm_margin": 16.735, "bin": "octahedron", "el": "Na" }, { "cn": 6, "csm_shape": "O:6", "csm": 0.008, "csm_margin": 16.735, "bin": "octahedron", "el": "Ca" }, { "cn": 4, "csm_shape": "S:4", "csm": 0, ...
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[ { "cn": 4, "csm_shape": "S:4", "csm": 0.009, "csm_margin": 3.226, "bin": "square-planar", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 0.009, "csm_margin": 3.226, "bin": "square-planar", "el": "Ca" }, { "cn": 4, "csm_shape": "S:4", "csm": 1....
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[ { "cn": 4, "csm_shape": "S:4", "csm": 0.198, "csm_margin": 3.219, "bin": "square-planar", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 0.198, "csm_margin": 3.219, "bin": "square-planar", "el": "Ca" }, { "cn": 4, "csm_shape": "S:4", "csm": 0....
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[ { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Na" }, { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Ca" }, { "cn": 4, "csm_shape": "S:4", "csm": 0, "csm_margin": 3.226, ...
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[ { "cn": 6, "csm_shape": "T:6", "csm": 4.138, "csm_margin": 10.69, "bin": "trigonal-prism", "el": "Na" } ]
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[ { "cn": 6, "csm_shape": "O:6", "csm": 6.3, "csm_margin": 12.947, "bin": "octahedron", "el": "Na" }, { "cn": 8, "csm_shape": "BO_2:8", "csm": 8.561, "csm_margin": 1.152, "bin": "ambiguous", "el": "Ca" }, { "cn": 6, "csm_shape": "T:6", "csm": 3.112, ...
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[ { "cn": 6, "csm_shape": "O:6", "csm": 5.48, "csm_margin": 13.829, "bin": "octahedron", "el": "Na" }, { "cn": 10, "csm_shape": "BS_2:10", "csm": 3.288, "csm_margin": 5.073, "bin": "bicapped-prism", "el": "Ca" }, { "cn": 6, "csm_shape": "T:6", "csm":...
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[ { "cn": 6, "csm_shape": "O:6", "csm": 5.274, "csm_margin": 14.22, "bin": "octahedron", "el": "Na" }, { "cn": 12, "csm_shape": "AC:12", "csm": 1.304, "csm_margin": 6.757, "bin": "anticuboctahedron", "el": "Ca" }, { "cn": 6, "csm_shape": "T:6", "csm"...
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[ { "cn": 6, "csm_shape": "O:6", "csm": 1.235, "csm_margin": 16.36, "bin": "octahedron", "el": "Na" }, { "cn": 6, "csm_shape": "O:6", "csm": 1.235, "csm_margin": 16.36, "bin": "octahedron", "el": "Ca" }, { "cn": 14, "csm_shape": null, "csm": null, ...
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[ { "cn": 6, "csm_shape": "O:6", "csm": 1.531, "csm_margin": 15.297, "bin": "octahedron", "el": "Na" }, { "cn": 6, "csm_shape": "O:6", "csm": 1.531, "csm_margin": 15.297, "bin": "octahedron", "el": "Ca" }, { "cn": 2, "csm_shape": "L:2", "csm": 0, ...
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[ { "cn": 4, "csm_shape": "S:4", "csm": 1.22, "csm_margin": 3.186, "bin": "square-planar", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 1.22, "csm_margin": 3.186, "bin": "square-planar", "el": "Ca" }, { "cn": 6, "csm_shape": "O:6", "csm": 0.94...
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[ { "cn": 4, "csm_shape": "S:4", "csm": 1.22, "csm_margin": 3.186, "bin": "square-planar", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 1.22, "csm_margin": 3.186, "bin": "square-planar", "el": "Ca" }, { "cn": 6, "csm_shape": "O:6", "csm": 1.07...
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[ { "cn": 8, "csm_shape": "HB:8", "csm": 2.676, "csm_margin": 5.353, "bin": "hexagonal-bipyramid", "el": "Na" }, { "cn": 6, "csm_shape": "O:6", "csm": 0.591, "csm_margin": 15.59, "bin": "octahedron", "el": "Ca" }, { "cn": 4, "csm_shape": "S:4", "csm"...
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[ { "cn": 4, "csm_shape": "S:4", "csm": 0.015, "csm_margin": 3.225, "bin": "square-planar", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 0.015, "csm_margin": 3.225, "bin": "square-planar", "el": "Ca" }, { "cn": 14, "csm_shape": null, "csm": nu...
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[ { "cn": 8, "csm_shape": "HB:8", "csm": 2.29, "csm_margin": 5.896, "bin": "hexagonal-bipyramid", "el": "Na" }, { "cn": 6, "csm_shape": "O:6", "csm": 2.06, "csm_margin": 15.036, "bin": "octahedron", "el": "Ca" }, { "cn": 14, "csm_shape": null, "csm":...
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[ { "cn": 4, "csm_shape": "S:4", "csm": 0.44, "csm_margin": 3.206, "bin": "square-planar", "el": "Na" } ]
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[ { "cn": 6, "csm_shape": "T:6", "csm": 12.713, "csm_margin": 7.917, "bin": "irregular", "el": "Na" }, { "cn": 3, "csm_shape": "TY:3", "csm": 9.348, "csm_margin": 7.804, "bin": "trigonal-pyramidal", "el": "Ca" } ]
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[ { "cn": 14, "csm_shape": null, "csm": null, "csm_margin": null, "bin": "cn_unavailable", "el": "Na" }, { "cn": 3, "csm_shape": "TY:3", "csm": 10.393, "csm_margin": 12.242, "bin": "trigonal-pyramidal", "el": "Ca" } ]
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[ { "cn": 3, "csm_shape": "TS:3", "csm": 1.564, "csm_margin": 3.966, "bin": "T-shaped", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 2.733, "csm_margin": 3.138, "bin": "square-planar", "el": "Ca" }, { "cn": 6, "csm_shape": "T:6", "csm": 2.138,...
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[ { "cn": 3, "csm_shape": null, "csm": null, "csm_margin": null, "bin": "cn_unavailable", "el": "Na" }, { "cn": 9, "csm_shape": "TT_1:9", "csm": 1.41, "csm_margin": 2.953, "bin": "tricapped-prism", "el": "Ca" }, { "cn": 6, "csm_shape": "T:6", "csm": ...
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[ { "cn": 5, "csm_shape": "T:5", "csm": 1.25, "csm_margin": 7.367, "bin": "trigonal-bipyramid", "el": "Na" }, { "cn": 5, "csm_shape": "PP:5", "csm": 4.834, "csm_margin": 23.483, "bin": "pentagonal-planar", "el": "Ca" }, { "cn": 6, "csm_shape": "T:6", ...
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[ { "cn": 3, "csm_shape": "TS:3", "csm": 1.564, "csm_margin": 3.966, "bin": "T-shaped", "el": "Na" }, { "cn": 5, "csm_shape": "T:5", "csm": 5.087, "csm_margin": 4.211, "bin": "trigonal-bipyramid", "el": "Ca" }, { "cn": 6, "csm_shape": "T:6", "csm": 2...
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[ { "cn": 4, "csm_shape": "S:4", "csm": 1.22, "csm_margin": 3.186, "bin": "square-planar", "el": "Na" }, { "cn": 4, "csm_shape": "SY:4", "csm": 1.402, "csm_margin": 4.91, "bin": "square-planar", "el": "Ca" }, { "cn": 6, "csm_shape": "T:6", "csm": 8.8...
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[ { "cn": 4, "csm_shape": "S:4", "csm": 1.22, "csm_margin": 3.186, "bin": "square-planar", "el": "Na" }, { "cn": 4, "csm_shape": "SY:4", "csm": 1.553, "csm_margin": 5.391, "bin": "square-planar", "el": "Ca" }, { "cn": 6, "csm_shape": "T:6", "csm": 9....
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[ { "cn": 6, "csm_shape": "T:6", "csm": 3.792, "csm_margin": 16.283, "bin": "trigonal-prism", "el": "Na" }, { "cn": 8, "csm_shape": "C:8", "csm": 4.667, "csm_margin": 5.243, "bin": "cube", "el": "Ca" }, { "cn": 8, "csm_shape": "BO_1:8", "csm": 4.401,...
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[ { "cn": 6, "csm_shape": "T:6", "csm": 6.84, "csm_margin": 15.658, "bin": "trigonal-prism", "el": "Na" }, { "cn": 8, "csm_shape": "C:8", "csm": 2.213, "csm_margin": 5.422, "bin": "cube", "el": "Ca" }, { "cn": 8, "csm_shape": "C:8", "csm": 4.73, ...
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[ { "cn": 2, "csm_shape": "A:2", "csm": 5.959, "csm_margin": 23.011, "bin": "bent", "el": "Na" }, { "cn": 8, "csm_shape": "C:8", "csm": 3.444, "csm_margin": 5.337, "bin": "cube", "el": "Ca" }, { "cn": 8, "csm_shape": "C:8", "csm": 4.422, "csm_mar...
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[ { "cn": 2, "csm_shape": "A:2", "csm": 5.959, "csm_margin": 23.011, "bin": "bent", "el": "Na" }, { "cn": 12, "csm_shape": "HP:12", "csm": 1.879, "csm_margin": 5.664, "bin": "hexagonal-prism", "el": "Ca" }, { "cn": 4, "csm_shape": "S:4", "csm": 4.989...
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[ { "cn": 6, "csm_shape": "T:6", "csm": 2.458, "csm_margin": 15.703, "bin": "trigonal-prism", "el": "Na" }, { "cn": 8, "csm_shape": "C:8", "csm": 8.975, "csm_margin": 4.932, "bin": "cube", "el": "Ca" }, { "cn": 8, "csm_shape": "BO_1:8", "csm": 6.248,...
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[ { "cn": 6, "csm_shape": "T:6", "csm": 4.015, "csm_margin": 13.77, "bin": "trigonal-prism", "el": "Na" }, { "cn": 8, "csm_shape": "C:8", "csm": 13.519, "csm_margin": 4.627, "bin": "irregular", "el": "Ca" }, { "cn": 4, "csm_shape": "S:4", "csm": 1.07...
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[ { "cn": 3, "csm_shape": "TS:3", "csm": 3.013, "csm_margin": 4.189, "bin": "T-shaped", "el": "Na" }, { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Ca" }, { "cn": 4, "csm_shape": "S:4", "csm": 0.584, "csm_marg...
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[ { "cn": 3, "csm_shape": "TY:3", "csm": 2.974, "csm_margin": 0.291, "bin": "ambiguous", "el": "Na" }, { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Ca" }, { "cn": 6, "csm_shape": "O:6", "csm": 1.212, "csm_mar...
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[ { "cn": 3, "csm_shape": "TS:3", "csm": 2.542, "csm_margin": 4.629, "bin": "T-shaped", "el": "Na" }, { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Ca" }, { "cn": 6, "csm_shape": "O:6", "csm": 0.595, "csm_marg...
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[ { "cn": 3, "csm_shape": "TS:3", "csm": 3.529, "csm_margin": 2.663, "bin": "T-shaped", "el": "Na" }, { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Ca" }, { "cn": 4, "csm_shape": "S:4", "csm": 1.285, "csm_marg...
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[ { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 0.015, "csm_margin": 3.225, "bin": "square-planar", "el": "Ca" } ]
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[ { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 1.22, "csm_margin": 3.186, "bin": "square-planar", "el": "Ca" } ]
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[ { "cn": 2, "csm_shape": "L:2", "csm": 0, "csm_margin": 10, "bin": "linear", "el": "Na" }, { "cn": 4, "csm_shape": "S:4", "csm": 1.22, "csm_margin": 3.186, "bin": "square-planar", "el": "Ca" } ]
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[ { "cn": 4, "csm_shape": "SS:4", "csm": 5.827, "csm_margin": 3.906, "bin": "seesaw", "el": "Na" }, { "cn": 8, "csm_shape": "BO_3:8", "csm": 10.39, "csm_margin": 6.857, "bin": "bicapped-octahedron", "el": "Ca" } ]
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[ { "cn": 3, "csm_shape": "TY:3", "csm": 7.885, "csm_margin": 11.783, "bin": "trigonal-pyramidal", "el": "Na" }, { "cn": 12, "csm_shape": "HA:12", "csm": 14.614, "csm_margin": 0.443, "bin": "irregular", "el": "Ca" } ]
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[ { "cn": 4, "csm_shape": "S:4", "csm": 0.429, "csm_margin": 3.212, "bin": "square-planar", "el": "Na" }, { "cn": 12, "csm_shape": null, "csm": null, "csm_margin": null, "bin": "cn_unavailable", "el": "Ca" }, { "cn": 4, "csm_shape": "T:4", "csm": 5.3...
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TopG Geometric Crystal-Framework Library

A chemistry-free library of crystal frameworks. Every structure here is a neural-network-generated net decorated with a placeholder species at interstitial Voronoi sites. No elements, charges, ionic radii, force fields or energies are used anywhere in the construction.

That constraint is the point. Because the library is built without chemistry, it supplies something otherwise unavailable: a geometric null distribution — what packing alone offers, against which real chemistry can be measured. It is what makes statements like "chemistry demands this coordination environment 5.8× beyond its geometric availability" meaningful rather than circular.

What is in it

file records contents
library_frameworks.jsonl.gz 703,763 the frameworks themselves, with CIFs
master_index.jsonl.gz 703,763 per-site descriptors, analysis-ready
d3_members.jsonl.gz 471,606 joined member table (the working set)
csm_shapes_v2.jsonl.gz 471,606 continuous-symmetry-measure shape classification
dside_index.jsonl.gz 471,606 descriptors for the decorated sublattice
library_census.jsonl.gz 423,632 frameworks at 12 additional stoichiometric ratios
library_transposed_keepn.jsonl.gz 44,652 transposed ratios, wide candidate retention
library_transposed_inv.jsonl.gz 6,095 transposed ratios, first pass
inverted_index.jsonl.gz 423,571 the census frameworks indexed in the inverted reading

All files are gzipped JSON Lines: one JSON object per line.

The T/D framing (read this before using the data)

Every framework is a T net plus a D species placed at Voronoi features of that net. T is the net-forming sublattice; D is the decorated one, whose positions are derived from T by pure distance geometry — the decorator emits only simplex circumcenters (Voronoi vertices), triangular-face circumcenters and edge midpoints.

T and D are not "cation" and "anion". Which ion type plays which role is a modelling choice, and the same framework can be read either way:

reading T D serves composition
forward cations anions M:X = m:a (the decoration label)
inverted anions cations M:X = a:m

So a framework decorated at label ratio T:D = m:a serves two stoichiometries, one per reading. inverted_index.jsonl.gz provides the second reading pre-computed for the census frameworks.

Which assignment is correct is not arbitrary. A D atom's position is fixed by equidistance from its first-shell T neighbours, giving free parameters = 3 − rank: CN ≥ 4 non-coplanar pins the position (a Voronoi vertex), CN 3 leaves a line, CN 2 leaves a plane. Decorate the higher-coordinate species. Bond counting makes that readable off the stoichiometry alone, since m·CN_T = a·CN_D implies D is the higher-CN species exactly when m > a.

Stoichiometric coverage

Forward-reading label ratios: 1:1, 1:2, 1:3, 2:1, 2:3, 2:5, 3:4, 4:7, plus transposed 3:2, 3:1, 4:3, 5:2, 7:4 and census 5:4, 5:3, 4:1, 6:5, 7:5, 8:5, 7:2, 7:3, 8:3, 8:7, 5:1, 7:6. Read in both directions these span a substantially wider composition space than any single reading suggests.

Caveats — please read

These are not relaxed structures and not predictions.

  • Only scale-invariant quantities are trustworthy. The lattice metric is unrelaxed and carries a placeholder scale. Ratios, angles, coordination numbers and counts are meaningful; absolute distances are not.
  • csm values are not comparable across coordination number. Rank on a within-CN percentile. Applying a single raw-CSM threshold across CNs is a known error mode — an earlier distortion metric (av) used that way silently removed ~69% of the library, including ~95,000 well-formed sites. The CSM v2 classification here supersedes it; treat any av field as legacy.
  • Shape metrics alone cannot certify physicality. Collapsed 1D chains pass every shape filter. Use the two-sublattice physicality field (chain_like records should normally be excluded).
  • Sampling is conditioned on the generator. This is what this net ensemble plus Voronoi decoration offers, not "all of geometry". Population-level claims inherit that conditioning.
  • uid is internal to this release. It is a content hash from this generation of the pipeline and is not comparable with identifiers from any other dataset or earlier release. Do not attempt cross-dataset joins on it: they will return nothing, silently.

Suggested entry points

  • Distribution of coordination environments offered by geometry → csm_shapes_v2.jsonl.gz
  • Framework search by stoichiometry and coordination → master_index.jsonl.gz or d3_members.jsonl.gz
  • Structures for downstream relaxation → library_frameworks.jsonl.gz (CIF per record; scale before relaxing — raw placeholder cells are far too compressed for most interatomic potentials)
  • Working in the inverted reading → inverted_index.jsonl.gz with dside_index.jsonl.gz

Citation

A paper describing the library and the crystal-chemical results derived from it is in preparation. Please check back for the citation, or contact the author.

Licence

CC-BY-4.0.

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