View source for Tetrad 3L 1s

{{todo|review}}
{| class="wikitable"
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| style="text-align:center;" | [[Myna|Myna]]
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| style="text-align:center;" | Myna
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| | 27\103
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| | 21\80
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| | 5\19
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| style="text-align:center;" | [[Keemun|Keemun]] (start)...
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| | 24\91
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| | 19\72
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| | 316 2\3
| style="text-align:center;" | [[Hanson|Hanson]]/[[catakleismic|Catakleismic]]
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| | 33\125
| | 316.8
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| | 14\53
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| | 316 52\53
| style="text-align:center;" | Catakleismic
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| | 37\140
| | 317 1\7
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| | 317 43\121
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| | 9\34
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| | 317 11\17
| style="text-align:center;" | Hanson
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| | 31\117
| | 317 37\39
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| | 318 6\83
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| | 35\132
| | 318 2\11
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| | 13\49
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| | 318 18\49
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| | 30\113
| | 318 66\113
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| | 17\64
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| | 318.75
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| | 21\79
| | 318 78\79
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| | 4\15
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| | 320
| style="text-align:center;" | ...Keemun (end)/[[Orgone|Orgone]]
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| | 23\86
| | 320 40\43
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| | 34\127
| | 321 33\127
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| | 321 3\7
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| | 41\153
| | 321 29\51
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| | 321 63\97
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| | 37\138
| | 321 17\23
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| | 11\41
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| | 321 39\41
| style="text-align:center;" | [[Superkleismic|Superkleismic]]
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| | 40\149
| | 322 22\149
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| | 29\108
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| | 322 2\9
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| | 47\175
| | 322 2\7
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| | 18\67
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| | 322 26\67
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| | 43\160
| | 322.5
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| | 25\93
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| | 322 18\31
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| | 32\119
| | 322 82\119
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| | 7\26
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| | 323 1\13
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| | 31\115
| | 323 11\23
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| | 24\89
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| | 323 53\89
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| | 41\152
| | 323 13\19
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| | 17\63
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| | 323 17\21
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| | 44\163
| | 323 151\163
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| | 27\100
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| | 324
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| | 37\137
| | 324 12\137
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| | 10\37
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| | 324 12\37
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| | 33\122
| | 324 36\61
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| | 23\85
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| | 324 12\17
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| | 36\133
| | 324 108\133
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| | 13\48
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| | 325
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| | 29\107
| | 325 25\107
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| | 16\59
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| | 325 25\59
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| | 19\70
| | 325 5\7
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| | 3\11
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| | 327 3\11
| style="text-align:center;" | [[Dicot|Dicot]] (start).../Orgone
|-
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| | 32\73
| | 328 56\73
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| | 17\62
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| | 329 1\31
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| | 31\113
| | 329 23\113
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| | 14\51
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| | 329 7\17
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| | 39\142
| | 329 41\71
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| | 25\91
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| | 329 61\91
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| | 36\131
| | 329 101\131
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| | 11\40
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| | 330
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| | 41\149
| | 330 30\149
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| | 30\109
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| | 330 30\109
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| | 49\178
| | 330 30\89
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| | 19\69
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| | 330 10\23
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| | 46\167
| | 330 60\167
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| | 27\98
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| | 330 30\49
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| | 35\127
| | 330 90\127
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| | 8\29
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| | 331 1\29
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| | 37\134
| | 331 23\67
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| | 29\105
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| | 331 3\7
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| | 50\181
| | 331 89\181
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| | 21\76
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| | 331 11\19
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| | 55\199
| | 331 131\199
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| | 34\123
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| | 331 29\41
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| | 47\170
| | 331 13\17
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| | 13\47
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| | 331 43\47
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| | 44\159
| | 332 4\53
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| | 31\112
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| | 332 1\7
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| | 49\177
| | 332 12\59
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| | 18\65
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| | 332 4\13
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| | 41\148
| | 332 16\37
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| | 23\83
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| | 332 44\83
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| | 28\101
| | 332 68\101
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| | 5\18
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| | 333 1\3
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| | 27\97
| | 334 2\97
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| | 22\79
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| | 334 14\79
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| | 39\140
| | 334 2\7
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| | 17\61
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| | 334 26\61
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| | 46\165
| | 334 6\11
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| | 29\104
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| | 334 8\13
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| | 41\147
| | 334 34\47
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| | 12\43
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| | 334 38\43
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| | 43\154
| | 335 5\77
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| | 31\111
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| | 335 5\37
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| | 50\179
| | 335 35\179
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| | 19\68
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| | 335 5\17
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| | 45\161
| | 335 65\161
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| | 26\93
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| | 335 15\31
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| | 33\118
| | 335 35\59
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| | 7\25
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| | 336
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| | 30\107
| | 336 48\107
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| | 23\82
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| | 336 24\41
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| | 39\139
| | 336 96\139
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| | 16\57
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| | 336 16\19
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| | 41\146
| | 336 72\73
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| | 25\89
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| | 337 7\89
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| | 34\121
| | 337 23\121
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|-
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| | 9\32
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| | 337.5
| style="text-align:center;" | Sixix
|-
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| | 29\103
| | 337 89\103
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| | 20\71
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| | 338 2\71
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| | 31\110
| | 338 2\11
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| | 11\39
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| | 338 6\13
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| | 24\73
| | 338 70\73
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| | 13\46
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| | 339 3\23
| style="text-align:center;" | [[Amity|Amity]]/[[Hitchcock|Hitchcock]]
|-
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| | 15\53
| | 339 33\53
| style="text-align:center;" | Amity
|-
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| | 2\7
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| | 342 6\7
| style="text-align:center;" | 
|-
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| | 15\52
| | 346 2\13
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|-
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| | 13\45
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| | 346 2\3
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| | 24\83
| | 346 82\83
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| | 11\38
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| | 347 7\19
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| | 31\107
| | 347 71\107
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| | 20\69
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| | 347 19\23
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| | 29\100
| | 348
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| | 9\31
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| | 348 12\31
| style="text-align:center;" | [[Mohajira|Mohajira]] (meantone-style neutral thirds)
|-
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| | 34\117
| | 348 28\39
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| | 25\86
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| | 348 36\43
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| | 41\141
| | 348 44\47
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| | 16\55
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| | 349 1\11
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| | 39\134
| | 349 17\67
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| | 23\79
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| | 349 29\79
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| | 30\103
| | 249 53\103
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|-
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| | 7\24
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| | 350
| style="text-align:center;" | Neutral thirds
|-
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| | 33\113
| | 350 50\113
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| | 26\89
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| | 350 50\89
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 45\154
| | 350 50\77
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 19\65
| | 
| | 
| | 350 10\13
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 50\171
| | 350 50\57
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 31\106
| | 
| | 350 50\53
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 43\147
| | 351 1\49
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 12\41
| | 
| | 
| | 
| | 351 9\41
| style="text-align:center;" | No-5's neutral thirds / hemififths
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 41\140
| | 351 3\7
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 29\99
| | 
| | 351 17\33
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 46\157
| | 351 93\157
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 17\58
| | 
| | 
| | 351 21\29
| style="text-align:center;" | hemififths
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 39\133
| | 351 117\133
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 22\75
| | 
| | 352
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 27\92
| | 352 4\23
| | 
|-
| | 
| | 
| | 
| | 5\17
| | 
| | 
| | 
| | 
| | 
| | 352 16\17
| style="text-align:center;" | No-5's neutral thirds
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 28\95
| | 353 13\19
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 23\78
| | 
| | 353 11\13
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 41\139
| | 353 133\139
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 18\61
| | 
| | 
| | 354 6\61
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 49\166
| | 354 18\83
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 31\105
| | 
| | 354 2\7
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 44\149
| | 354 54\149
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 13\44
| | 
| | 
| | 
| | 354 6\11
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 47\159
| | 354 38\53
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 34\115
| | 
| | 354 18\23
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 55\186
| | 354 26\31
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 21\71
| | 
| | 
| | 354 66\71
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 50\169
| | 355 5\169
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 29\98
| | 
| | 355 5\49
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 37\125
| | 355.2
| | 
|-
| | 
| | 
| | 
| | 
| | 8\27
| | 
| | 
| | 
| | 
| | 355 5\9
| style="text-align:center;" | Beatles
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 35\118
| | 355 55\59
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 27\91
| | 
| | 356 4\91
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 46\155
| | 356 4\31
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 19\64
| | 
| | 
| | 356.25
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 49\165
| | 356 4\11
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 30\101
| | 
| | 356 44\101
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 41\138
| | 356 12\23
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 11\37
| | 
| | 
| | 
| | 356 28\37
| style="text-align:center;" | Huntington/Silver
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 36\121
| | 357 3\121
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 25\84
| | 
| | 357 1\7
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 39\131
| | 357 33\131
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 14\47
| | 
| | 
| | 357 21\47
| style="text-align:center;" | Silver
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 31\104
| | 357 9\13
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 17\57
| | 
| | 357 17\19
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 20\67
| | 358 14\67
| | 
|-
| | 
| | 
| | 3\10
| | 
| | 
| | 
| | 
| | 
| | 
| | 360
| style="text-align:center;" | ...[[Dicot|Dicot]] (end)
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 19\63
| | 361 19\21
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 16\53
| | 
| | 362 14\53
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 29\96
| | 362.5
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 13\43
| | 
| | 
| | 362 34\43
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 36\119
| | 363 3\119
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 23\76
| | 
| | 363 3\19
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 33\109
| | 363 33\109
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 10\33
| | 
| | 
| | 
| | 363 7\11
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 37\122
| | 363 57\61
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 27\89
| | 
| | 364 4\89
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 44\155
| | 364 4\31
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 17\56
| | 
| | 
| | 364 2\7
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 41\145
| | 364 12\29
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 24\79
| | 
| | 364 44\79
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 31\102
| | 364 12\17
| | 
|-
| | 
| | 
| | 
| | 
| | 7\23
| | 
| | 
| | 
| | 
| | 365 5\23
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 32\105
| | 365 5\7
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 25\82
| | 
| | 365 35\41
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 43\141
| | 365 45\47
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 18\59
| | 
| | 
| | 366 6\59
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 47\154
| | 366 18\77
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 29\95
| | 
| | 366 6\19
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 40\131
| | 366 54\131
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 11\36
| | 
| | 
| | 
| | 366 2\3
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 37\121
| | 366 114\121
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 26\85
| | 
| | 367 1\17
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 41\134
| | 367 11\67
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 15\49
| | 
| | 
| | 367 17\49
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 34\111
| | 367 21\37
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 19\62
| | 
| | 367 23\31
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 23\75
| | 368
| | 
|-
| | 
| | 
| | 
| | 4\13
| | 
| | 
| | 
| | 
| | 
| | 369 3\13
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 21\68
| | 370 10\17
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 17\55
| | 
| | 370 10\11
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 30\97
| | 371 13\97
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 13\42
| | 
| | 
| | 371 3\7
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 35\113
| | 371 77\113
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 22\71
| | 
| | 371 59\71
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 31\100
| | 372
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 9\29
| | 
| | 
| | 
| | 372 12\29
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 32\103
| | 372 84\103
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 23\74
| | 
| | 372 36\37
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 37\119
| | 373 13\119
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 14\45
| | 
| | 
| | 373 1\3
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 33\106
| | 373 39\53
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 19\61
| | 
| | 374 2\61
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 24\77
| | 374 18\77
| | 
|-
| | 
| | 
| | 
| | 
| | 5\16
| | 
| | 
| | 
| | 
| | 375
| style="text-align:center;" | [[Magic|Magic]]
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 21\67
| | 375 24\67
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 16\51
| | 
| | 376 8\17
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 27\86
| | 376 32\43
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 11\35
| | 
| | 
| | 377 1\7
| style="text-align:center;" | [[Muggles|Muggles]]
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 28\89
| | 377 47\89
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 17\54
| | 
| | 377 7\9
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 23\73
| | 378 6\73
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 6\19
| | 
| | 
| | 
| | 378 18\19
| style="text-align:center;" | Muggles
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 19\60
| | 380
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 13\41
| | 
| | 380 20\41
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 20\63
| | 380 20\21
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 7\22
| | 
| | 
| | 381 9\11
| style="text-align:center;" | Magic
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 15\47
| | 382 46\47
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 8\25
| | 
| | 384
| | 
|-
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 9\28
| | 385 5\7
| | 
|-
| | 1\3
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 
| | 400
| style="text-align:center;" | 
|}
[[Category:Tetrad]]
[[Category:Abstract MOS patterns]]