data:
- - Nk2: 216
    analytic_conductor: 0.4311921709149141
    cusp_dim: 52
    dim: 22
    eis_dim: 59
    eis_new_dim: 0
    hecke_orbit_dims:
    - 1
    - 1
    - 2
    - 6
    - 12
    id: 3193
    label: '54.2'
    level: 54
    level_is_prime: false
    level_is_prime_power: false
    level_is_square: false
    level_is_squarefree: false
    level_primes:
    - 2
    - 3
    level_radical: 6
    mf_dim: 111
    mf_new_dim: 22
    newspace_dims:
    - 2
    - 0
    - 2
    - 0
    - 18
    - 0
    num_forms: 5
    num_spaces: 3
    sturm_bound: 324
    trace_bound: 2
    trace_display:
    - 1
    - 0
    - -6
    - -4
    traces:
    - 22
    - 1
    - 0
    - 1
    - -6
    - -6
    - -4
    - -5
    - -12
    - -6
    - -18
    - -3
    - -10
    - -4
    - -18
    - 1
    - -6
    - 6
    - 2
    - 12
    - 24
    - 0
    - 18
    - 0
    - -5
    - 32
    - 27
    - 2
    - 36
    - 36
    - -4
    - 1
    - 27
    - -6
    - 6
    - 6
    - -4
    - -13
    - -42
    - -6
    - -6
    - -24
    - -28
    - 0
    - 0
    - 0
    - -6
    - -6
    - -27
    - -41
    - 0
    - -10
    - -48
    - -36
    - -18
    - -4
    - -9
    - -18
    - 9
    - -18
    - -10
    - -16
    - -6
    - -5
    - 6
    - 0
    - 50
    - -15
    - 18
    - 42
    - 48
    - 24
    - -10
    - 26
    - 12
    - 23
    - 36
    - 36
    - 92
    - 12
    - 0
    - 30
    - 12
    - 0
    - 72
    - 26
    - 36
    - 27
    - -15
    - 18
    - -2
    - 0
    - -6
    - 30
    - 6
    - 6
    - 20
    - -9
    - -36
    - -11
    - -102
    - -45
    - -40
    - -10
    - -90
    - -30
    - -66
    - -18
    - -28
    - -72
    - -72
    - -4
    - -30
    - -21
    - -72
    - -18
    - -42
    - -18
    - 24
    - -18
    - -47
    - 44
    - 72
    - -4
    - 24
    - 30
    - -10
    - 1
    - 42
    - -12
    - -24
    - 45
    - -56
    - 38
    - 0
    - -6
    - 18
    - 36
    - -25
    - 42
    - 54
    - -24
    - 90
    - -3
    - 36
    - 56
    - 72
    - -10
    - 54
    - -3
    - 80
    - -16
    - 45
    - -18
    - 42
    - -12
    - 50
    - -52
    - -36
    - -6
    - 0
    - -72
    - -22
    - -6
    - 18
    - -24
    - -30
    - 6
    - 51
    - 0
    - 111
    - -22
    - 12
    - 18
    - 20
    - 18
    - 18
    - -6
    - 33
    - 18
    - -4
    - 22
    - -30
    - 0
    - 60
    - 36
    - -45
    - -24
    - 0
    - -12
    - -12
    - 0
    - -58
    - 56
    - -36
    - -27
    - 12
    - 27
    - -34
    - 31
    - 30
    - -30
    - -90
    - -18
    - -108
    - -52
    - -72
    - -4
    - -27
    - -36
    - -100
    - 6
    - -90
    - -21
    - -84
    - -9
    - 10
    - -52
    - -99
    - 18
    - -120
    - -12
    - 98
    - -16
    - -66
    - 51
    - -96
    - 30
    - 104
    - 36
    - -108
    - -18
    - -12
    - -42
    - 90
    - 36
    - 6
    - 114
    - -102
    - -18
    - 68
    - -26
    - 90
    - 68
    - 72
    - 0
    - 58
    - -40
    - -72
    - 114
    - -48
    - 12
    - 126
    - -34
    - 36
    - 1
    - 24
    - 48
    - 58
    - 6
    - -18
    - 57
    - 96
    - -18
    - 90
    - -2
    - 108
    - 50
    - 204
    - 54
    - 26
    - -15
    - 126
    - -27
    - 54
    - -36
    - -82
    - 26
    - -6
    - 6
    - 108
    - -36
    - -76
    - -24
    - 18
    - -72
    - -12
    - 24
    - -59
    - 0
    - 123
    - -34
    - 54
    - -18
    - -18
    - 68
    - 0
    - -18
    - -36
    - -18
    - -50
    - -10
    - -72
    - -4
    - -48
    - 0
    - -64
    - -72
    - -24
    - -84
    - -24
    - 30
    - -103
    - -34
    - 0
    - 8
    - -66
    - -36
    - -36
    - 12
    - -9
    - -72
    - 24
    - -18
    - -52
    - 62
    - -36
    - -6
    - -84
    - 36
    - -16
    - 3
    - -114
    - -12
    - -84
    - -24
    - -115
    - -93
    - -36
    - -36
    - -126
    - 12
    - -32
    - -46
    - -72
    - -78
    - 168
    - 18
    - -76
    - -28
    - 72
    - 0
    - 45
    - 9
    - -90
    - 12
    - 54
    - -48
    - 90
    - -54
    - -75
    - 44
    - 33
    - -32
    - -12
    - -60
    - -46
    - 18
    - 45
    - -12
    - 66
    - 96
    - 80
    - 108
    - 198
    - 30
    - 36
    - 90
    - -22
    - 6
    - 72
    - 114
    - 264
    - -6
    - 90
    - 2
    - 120
    - 8
    - 42
    - 0
    - 72
    - 45
    - 63
    - 138
    - -12
    - -99
    - 80
    - -22
    - -42
    - 49
    - -6
    - -9
    - 94
    - 24
    - 18
    - -72
    - -54
    - 63
    - 164
    - -72
    - -27
    - 14
    - -36
    - 0
    - -18
    - -10
    - -150
    - 144
    - -138
    - 18
    - 86
    - 41
    - -126
    - 6
    - -24
    - 72
    - 94
    - -30
    - 54
    - 114
    - -24
    - 18
    - -64
    - 88
    - -108
    - 20
    - -18
    - 6
    - -10
    - -18
    - -36
    - -12
    - -87
    - 48
    - -144
    - -10
    - -126
    - -4
    - -90
    - -48
    - 9
    - -12
    - -156
    - -60
    - -78
    - -63
    - 8
    - -52
    - -126
    - -36
    - -198
    - -72
    - -10
    - -18
    - 36
    - -102
    - -102
    - -24
    - 46
    - -18
    - -24
    - -36
    - 45
    - -24
    - -7
    - 78
    - 54
    - -48
    - 12
    - 18
    - -26
    - 23
    - 72
    - -47
    - 96
    - 27
    - 128
    - 44
    - 90
    - -90
    - 0
    - 0
    - -18
    - 16
    - 54
    - 2
    - 24
    - 9
    - 41
    - -48
    - 36
    - -84
    - 54
    - 30
    - 36
    - -36
    - -54
    - -52
    - -132
    - -54
    - -26
    - 4
    - -36
    - -66
    - 24
    - -126
    - -54
    - -50
    - 36
    - -12
    - -96
    - -18
    - 17
    - 12
    - -96
    - 60
    - 78
    - 18
    - 49
    - 36
    - 36
    - -26
    - 6
    - 18
    - 90
    - 23
    - -54
    - 96
    - -18
    - 72
    - 32
    - 38
    - 90
    - -6
    - 132
    - 84
    - 44
    - 36
    - 12
    - 0
    - 108
    - -18
    - 46
    - -82
    - 144
    - 110
    - -6
    - -6
    - -50
    - -48
    - 9
    - 90
    - -75
    - 0
    - 126
    - 2
    - -108
    - -24
    - 60
    - -90
    - 182
    - -18
    - -90
    - 96
    - 36
    - -12
    - -28
    - -35
    - 192
    - 126
    - 222
    - -6
    - 18
    - -46
    - 162
    - 18
    - 69
    - 18
    - 16
    - 108
    - 36
    - -10
    - -42
    - 81
    - 0
    - 54
    - 126
    - 18
    - 18
    - 30
    - 143
    - 70
    - -78
    - -4
    - 102
    - 36
    - 2
    - -22
    - 90
    - -48
    - -30
    - 27
    - -118
    - -34
    - -54
    - -36
    - -33
    - -162
    - -244
    - -120
    - -18
    - -24
    - -156
    - 36
    - -191
    - -85
    - -108
    - -58
    - 42
    - -54
    - -130
    - 38
    - -24
    - -102
    - -30
    - -72
    - -126
    - 108
    - 0
    - -6
    - 18
    - 135
    - -220
    - 54
    - -72
    - -120
    - -180
    - 0
    - -144
    - 50
    - -180
    - -28
    - -72
    - 96
    - -324
    - -24
    - 111
    - -12
    - -48
    - 36
    - -94
    - 128
    - -162
    - -24
    - -6
    - -24
    - -144
    - 6
    - 60
    - -192
    - -72
    - -18
    - -142
    - -118
    - -270
    - 6
    - -102
    - -54
    - -152
    - -54
    - 72
    - 0
    - 144
    - 84
    - 90
    - -44
    - 84
    - -1
    - 12
    - 108
    - 44
    - 30
    - 126
    - 114
    - 114
    - 0
    - -9
    - -76
    - 9
    - 20
    - 240
    - -18
    - 268
    - 18
    - 54
    - 90
    - 84
    - 27
    - 92
    - 72
    - 120
    - 75
    - 18
    - 18
    - 144
    - 42
    - 72
    - 72
    - 144
    - -36
    - 172
    - -57
    - 15
    - -28
    - -108
    - -72
    - -28
    - -20
    - -45
    - 258
    - 96
    - 0
    - -58
    - -82
    - 36
    - 54
    - -108
    - -45
    - 170
    - -66
    - -48
    - 84
    - 42
    - 12
    - 144
    - 68
    - 54
    - 45
    - -132
    - 108
    - 74
    - -6
    - -153
    - 108
    - 60
    - -54
    - 260
    - 80
    - 162
    - 60
    - 42
    - -84
    - 82
    - 78
    - 144
    - 102
    - 72
    - -3
    - 134
    - 0
    - -72
    - -31
    - 54
    - -69
    - 80
    - -25
    - -186
    - 6
    - -48
    - -18
    - 36
    - -180
    - 54
    - 0
    - -138
    - -36
    - 50
    - 12
    - 36
    - -192
    - -24
    - -54
    - -140
    - -16
    - 18
    - -76
    - 114
    - 60
    - -18
    - -11
    - 36
    - -78
    - 234
    - -57
    - -36
    - -14
    - 36
    - -30
    - -114
    - 72
    - -10
    - -90
    - 72
    - -144
    - -102
    - 45
    - 4
    - -46
    - -48
    - -36
    - -66
    - -90
    - -46
    - 14
    - -126
    - -144
    - -96
    - -36
    - -124
    - -90
    - 150
    - -10
    - -18
    - -90
    - 18
    - 36
    - -216
    - -102
    - -42
    - 36
    - 97
    - 50
    - -234
    - 8
    - -108
    - 18
    - -58
    - 42
    - -69
    - 3
    - -126
    - 36
    - 188
    - -74
    - -162
    - -12
    - -6
    - -90
    - 92
    - 6
    - 0
    - 102
    - -276
    - -18
    - -126
    - -25
    - -18
    - 70
    - -234
    - 0
    - -122
    - 26
    - -150
    - 36
    - -168
    - -96
    - 110
    - -10
    - -144
    - -36
    - 33
    - 36
    - -34
    - 24
    - -54
    - 111
    - -42
    - -18
    - 100
    - -36
    - -54
    - -40
    - 78
    - 0
    - 36
    - 14
    - 54
    - 117
    - 54
    - 6
    - -72
    - 108
    - 6
    - -30
    - -48
    - 66
    - 164
    - -42
    - 198
    - -24
    - -132
    - 15
    - -27
    - 224
    - 0
    - 104
    - 168
    - 0
    - -46
    - 36
    - -81
    - 144
    - 276
    - 90
    - -58
    - -58
    - 210
    - 0
    - 102
    - 36
    - 36
    - -30
    - 72
    - 69
    - 90
    - 48
    - 77
    - 16
    - 123
    - 36
    - -108
    - 180
    - 36
    - -18
    - 216
    - -108
    - 291
    - -72
    - -200
    - 119
    - 180
    - -48
    - 54
    - 90
    - -18
    - 60
    - -54
    - -168
    - 0
    - 18
    - -177
    - 40
    - -36
    - -34
    - 78
    - 18
    - -130
    - 43
    - 216
    - -192
    - 360
    - 144
    - -32
    - 32
    - 144
    - -10
    - -9
    - 60
    - -126
    - -18
    - -330
    - -108
    - -12
    - 18
    - -198
    - 90
    - 90
    - -104
    - 36
    - 0
    - 98
    - 14
    - 60
    - -84
    - 150
    - 0
    - -208
    - 182
    - 270
    - 6
    weight: 2
    weight_parity: 1
- - id: 319022
    label: '54.2'
    level: 54
    sub_dim: 2
    sub_level: 18
    sub_mult: 2
    weight: 2
  - id: 319023
    label: '54.2'
    level: 54
    sub_dim: 13
    sub_level: 27
    sub_mult: 2
    weight: 2
  - id: 319024
    label: '54.2'
    level: 54
    sub_dim: 22
    sub_level: 54
    sub_mult: 1
    weight: 2
- - id: 2850
    label: '54.2'
    level: 54
    portrait: data:image/png;base64,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
    weight: 2
label_cols:
- label
- label
- label
labels:
- '54.2'
- '54.2'
- '54.2'
tables:
- mf_gamma1
- mf_gamma1_subspaces
- mf_gamma1_portraits
timestamp: '2024-04-25T03:43:09.063342'