[
 {
  "step": 544201,
  "pos": -1247,
  "a": 168,
  "c": 217,
  "dh": "0^inf <A (10)^3 010 (01)^169 (0010111010101)^2 (01)^212 (010)^3 (10)^56 (01)^2 1 (10)^100 (01)^2 1 (10)^54 (1110)^4 (10)^5 (0101110)^2 1^3 01 0^inf"
 },
 {
  "step": 5363499,
  "pos": -3967,
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  "dh": "0^inf <A (10)^3 (010)^2 (10)^510 (0101110101010)^2 (10)^719 0010 1^4 (10)^192 (01)^97 0^2 (1011)^2 (10)^252 (01)^2 1100 (10)^30 (01)^97 0^2 (1011)^2 (10)^31 0010 1^4 (10)^11 (01)^2 1 (10)^22 (01)^3 10 1^6 0^inf"
 },
 {
  "step": 45249547,
  "pos": -12159,
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  "c": 2255,
  "dh": "0^inf <A (10)^3 (010)^2 (10)^1536 (0101110101010)^2 (10)^2251 0010 1^4 (10)^349 (01)^2 1 (10)^1187 (1110)^93 (1101)^52 (1011)^128 (01)^2 1^3 (10)^30 (01)^97 0^2 (1011)^2 (10)^31 0010 1^4 (10)^11 (01)^2 1 (10)^22 (01)^3 10 1^6 0^inf"
 },
 {
  "step": 439293481,
  "pos": -36767,
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  "c": 6865,
  "dh": "0^inf <A (10)^3 (010)^2 (10)^4614 (0101110101010)^2 (10)^6861 0010 1^4 (10)^2129 (01)^2 1 (10)^622 (01)^2 1 (10)^1918 (01)^2 1100 (10)^941 (01)^2 1 (10)^1042 (01)^2 1 (10)^153 (01)^44 0^3 (1011)^7 (10)^28 (01)^3 10 1^6 0^inf"
 },
 {
  "step": 3824945149,
  "pos": -110623,
  "a": 13848,
  "c": 20709,
  "dh": "0^inf <A (10)^3 010 (01)^13849 (0010111010101)^2 (01)^20704 (010)^3 (10)^3920 (01)^2 1 (10)^6640 (01)^2 1 (10)^4942 (01011)^2 1^2 (10)^570 (01)^3295 0^2 (1011)^2 (10)^717 (010)^2 (10)^125 (01)^283 0^2 (1011)^2 (10)^122 (01)^2 1100 (10)^14 (01)^47 0^2 (1011)^2 (10)^26 (01)^2 1 (10)^14 (01)^6 0^2 (1011)^3 (0111)^4 (011)^2 1^8 0^inf"
 },
 {
  "step": 35431165697,
  "pos": -332223,
  "a": 41550,
  "c": 62255,
  "dh": "0^inf <A (10)^3 (010)^2 (10)^41550 (0101110101010)^2 (10)^62251 0010 1^4 (10)^16848 (01)^1573 0^2 (1011)^2 (10)^21784 (01)^2 1100 (10)^1256 (01)^10361 0^2 (1011)^2 (10)^5263 0010 1^4 (10)^868 (01)^1803 0^2 (1011)^2 (10)^1355 0010 1^4 (10)^95 (01)^2 1 (10)^959 (1110)^6 (10)^44 0 (1011)^2 (10)^28 (01)^2 1^2 (01)^15 (00101)^2 (1101)^4 (1011)^5 0 1^10 0^inf"
 }
]