Maass form data - 5411a420acf7560ce8a6f42f

Formats: - HTML - YAML - JSON - 2024-05-20T07:52:24.573668

• 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[]

  
  {'coefficients': [1, {'__RealLiteral__': 0, 'data': '-0.260688906', 'prec': 40}, {'__RealLiteral__': 0, 'data': '-0.8048581', 'prec': 34}, {'__RealLiteral__': 0, 'data': '-0.9320412942885', 'prec': 54}, {'__RealLiteral__': 0, 'data': '-0.45422074', 'prec': 37}, {'__RealLiteral__': 0, 'data': '0.2098175775742', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.5036617313548', 'prec': 50}, {'__RealLiteral__': 0, 'data': '-0.3522034388643', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.1184103077931', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.7406231', 'prec': 30}, {'__RealLiteral__': 0, 'data': '0.7501609852426', 'prec': 50}, {'__RealLiteral__': 0, 'data': '-1.1981383', 'prec': 34}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.3655832417769', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.8007422685475', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.24341', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.0918155291669', 'prec': 50}, {'__RealLiteral__': 0, 'data': '-0.641487', 'prec': 30}, {'__RealLiteral__': 0, 'data': '0.4233524864022', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.1930722256973', 'prec': 54}, {'__RealLiteral__': 0, 'data': '-0.949197', 'prec': 30}, {'__RealLiteral__': 0, 'data': '-0.405376224141', 'prec': 50}, {'__RealLiteral__': 0, 'data': '-0.7936835193538', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.3123413626636', 'prec': 50}, {'__RealLiteral__': 0, 'data': '1.0883318906178', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.7677079999999', 'prec': 54}, {'__RealLiteral__': 0, 'data': '-0.0953034953507', 'prec': 54}, {'__RealLiteral__': 0, 'data': '-0.41164', 'prec': 27}, {'__RealLiteral__': 0, 'data': '-0.7124063573305', 'prec': 54}, {'__RealLiteral__': 0, 'data': '-0.5960965010821', 'prec': 54}, {'__RealLiteral__': 0, 'data': '-0.0634542866094', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.328268149012', 'prec': 47}, {'__RealLiteral__': 0, 'data': '1.089498', 'prec': 27}, {'__RealLiteral__': 0, 'data': '0.1672285442432', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.9643313156752', 'prec': 50}, {'__RealLiteral__': 0, 'data': '-0.2287736043257', 'prec': 54}, {'__RealLiteral__': 0, 'data': '-0.62002', 'prec': 27}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.38853', 'prec': 24}, {'__RealLiteral__': 0, 'data': '-0.6902913127039', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.1599781066315', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.2474451275084', 'prec': 50}, {'__RealLiteral__': 0, 'data': '1.60503', 'prec': 24}, {'__RealLiteral__': 0, 'data': '-0.6444839008528', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.2069044883705', 'prec': 50}, {'__RealLiteral__': 0, 'data': '-0.195910510121', 'prec': 50}, {'__RealLiteral__': 0, 'data': '1.1167143718686', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.8395', 'prec': 20}, {'__RealLiteral__': 0, 'data': '-0.28371604993', 'prec': 47}, {'__RealLiteral__': 0, 'data': '-0.336406372543', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.5163060079946', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.2001329586474', 'prec': 50}, {'__RealLiteral__': 0, 'data': '-0.6704', 'prec': 24}, {'__RealLiteral__': 0, 'data': '-0.340738677836', 'prec': 50}, {'__RealLiteral__': 0, 'data': '-0.8725', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.1073099812658', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.6150258346276', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.5442192652483', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.1553957447375', 'prec': 50}, {'__RealLiteral__': 0, 'data': '-0.86', 'prec': 17}, {'__RealLiteral__': 0, 'data': '-0.2268681714427', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.7639688939457', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.5444', 'prec': 24}, {'__RealLiteral__': 0, 'data': '-0.1773913938075', 'prec': 54}, {'__RealLiteral__': 0, 'data': '-1.018', 'prec': 20}, {'__RealLiteral__': 0, 'data': '-0.2840200417091', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.6388026093884', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.5978923737492', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.2513904757049', 'prec': 54}, {'__RealLiteral__': 0, 'data': '-0.766', 'prec': 20}, {'__RealLiteral__': 0, 'data': '-0.3637137457689', 'prec': 54}, {'__RealLiteral__': 0, 'data': '-0.5237492987877', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.1616323354981', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.9', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.1105618703234', 'prec': 54}, {'__RealLiteral__': 0, 'data': '-0.1012854606481', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.6178960022348', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.3730235128274', 'prec': 50}, {'__RealLiteral__': 0, 'data': '-1.4259999999999', 'prec': 54}, {'__RealLiteral__': 0, 'data': '-0.0417045176017', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '0.8846908004147', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.331311788284', 'prec': 47}, {'__RealLiteral__': 0, 'data': '-0.4184135147971', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.2913766998403', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.5733860271889', 'prec': 50}, {'__RealLiteral__': 0, 'data': '-1.4299999999999', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.2608500027224', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.739745814634', 'prec': 47}, {'__RealLiteral__': 0, 'data': '1.73', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.0510716965573', 'prec': 50}, {'__RealLiteral__': 0, 'data': '0.6899999999999', 'prec': 50}, {'__RealLiteral__': 0, 'data': '-0.6034564105806', 'prec': 54}, {'__RealLiteral__': 0, 'data': '0.0', 'prec': 10}, {'__RealLiteral__': 0, 'data': '-0.2188483365869', 'prec': 54}], 'conrey_index': 1, 'contributor': 'Stefan Lemurell', 'error': {'__RealLiteral__': 0, 'data': '0.000000002123259627084136', 'prec': 87}, 'fricke_eigenvalue': 1, 'level': 49, 'maass_id': '5411a420acf7560ce8a6f42f', 'spectral_parameter': {'__RealLiteral__': 0, 'data': '1.50418661999', 'prec': 44}, 'symmetry': -1, 'weight': 0}
• maass_portraits •

  Column	Type
  maass_id	text
  portrait	text

  
  {'maass_id': '5411a420acf7560ce8a6f42f', 'portrait': 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'}