Maass form data - 5411b067acf7560e67f3336b

Formats: - HTML - YAML - JSON - 2023-12-02T11:17:07.626247

• maass_newforms •

  Column	Type
  conrey_index	smallint
  contributor	text
  error	numeric
  fricke_eigenvalue	smallint
  level	smallint
  maass_id	text
  spectral_parameter	numeric
  symmetry	smallint
  weight	smallint
  coefficients	numeric[]

  
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0, 'data': '0.490413585983', 'prec': 47}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.106351517842', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.89368480295', 'prec': 47}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '2.4335193024148', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.1924500897298', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.33322334266', 'prec': 47}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-1.4911587563799', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.2654359690956', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.3413296901358', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.6027114686', 'prec': 40}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.7713397910504', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.77212588606', 'prec': 44}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.7979848925', 'prec': 40}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.6176585988332', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.443783058747', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.966068063958', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.3043365048626', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-1.2069014449999', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.8519029997945', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.2831404158815', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-1.129607097', 'prec': 40}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.189218675', 'prec': 37}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.0614020774548', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '2.4755751230532', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.0210295632', 'prec': 44}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.5159691615538', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.03971435', 'prec': 34}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-1.19790634', 'prec': 37}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-1.4049930243272', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.0846885546096', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.90266817', 'prec': 34}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.111111111111', 'prec': 47}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.6453062', 'prec': 34}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.9767522552529', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.192386586585', 'prec': 47}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.161891', 'prec': 30}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.2460994726505', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.8609209094004', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.9087245051012', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.979643', 'prec': 27}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.1532495282099', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-1.74461', 'prec': 27}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '1.1291599999999', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.1970667884823', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.2139', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.51131', 'prec': 27}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.3479756286398', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.0388', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-1.6559763095662', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.4453332359996', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.0970999476806', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.7886312389307', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.4457870881649', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '2.6562765711902', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '1.629', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.4607167924941', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.67', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.0903372389742', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.3566053583036', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}], 'conrey_index': 1, 'contributor': 'Stefan Lemurell', 'error': {'__RealLiteral__': 0, 'data': '0.000000000004539629491039381', 'prec': 97}, 'fricke_eigenvalue': -1, 'level': 12, 'maass_id': '5411b067acf7560e67f3336b', 'spectral_parameter': {'__RealLiteral__': 0, 'data': '4.98315181103', 'prec': 44}, 'symmetry': -1, 'weight': 0}
• maass_portraits •

  Column	Type
  maass_id	text
  portrait	text

  
  {'maass_id': '5411b067acf7560e67f3336b', 'portrait': 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'}