User:Lériendil/Hanson and cata - Revision history

Lériendil at 04:12, 21 October 2024

2024-10-21T04:12:45Z

← Older revision		Revision as of 04:12, 21 October 2024
Line 6:		Line 6:
	\| MOS scales = [[3L 1s]], [[4L 3s]], [[4L 7s]], [[4L 11s]], [[15L 4s]]		\| MOS scales = [[3L 1s]], [[4L 3s]], [[4L 7s]], [[4L 11s]], [[15L 4s]]
	\| Mapping = 1; 6 5 14		\| Mapping = 1; 6 5 14
	~~\| Ploidacot = haploid alpha-~~
	\| Odd limit 1 = 5 \| Mistuning 1 = 1.35 \| Complexity 1 = 15		\| Odd limit 1 = 5 \| Mistuning 1 = 1.35 \| Complexity 1 = 15
	\| Odd limit 2 = (2.3.5.13) 15 \| Mistuning 2 = 2.35 \| Complexity 2 = 34		\| Odd limit 2 = (2.3.5.13) 15 \| Mistuning 2 = 2.35 \| Complexity 2 = 34
Line 19:		Line 18:
	\| MOS scales = [[3L 1s]], [[3L 4s]] ... [[3L 28s]], [[31L 3s]]		\| MOS scales = [[3L 1s]], [[3L 4s]] ... [[3L 28s]], [[31L 3s]]
	\| Mapping = 1; 8 1 14		\| Mapping = 1; 8 1 14
	~~\| Ploidacot = haploid beta-~~
	\| Odd limit 1 = 5 \| Mistuning 1 = 1.43 \| Complexity 1 = 19		\| Odd limit 1 = 5 \| Mistuning 1 = 1.43 \| Complexity 1 = 19
	\| Odd limit 2 = (2.3.5.23) 25 \| Mistuning 2 = 2.86 \| Complexity 2 = 34		\| Odd limit 2 = (2.3.5.23) 25 \| Mistuning 2 = 2.86 \| Complexity 2 = 34
	}}		}}

2024-10-21T03:37:19Z

2024-10-21T03:31:56Z

does gem work

2024-10-21T03:31:43Z

← Older revision		Revision as of 03:31, 21 October 2024
Line 18:		Line 18:
	\| Generator = 5/4 \| Generator tuning = 387.734 \| Optimization method = CTE		\| Generator = 5/4 \| Generator tuning = 387.734 \| Optimization method = CTE
	\| MOS scales = [[3L 1s]], [[3L 4s]] ... [[3L 28s]], [[31L 3s]]		\| MOS scales = [[3L 1s]], [[3L 4s]] ... [[3L 28s]], [[31L 3s]]
	\| Mapping = 1; 31 1 14		\| Mapping = 1; 8 1 14
	\| Ploidacot = haploid beta-		\| Ploidacot = haploid beta-
	\| Odd limit 1 = 5 \| Mistuning 1 = 1.43 \| Complexity 1 = 19		\| Odd limit 1 = 5 \| Mistuning 1 = 1.43 \| Complexity 1 = 19
	\| Odd limit 2 = (2.3.5.23) 25 \| Mistuning 2 = 2.86 \| Complexity 2 = 34		\| Odd limit 2 = (2.3.5.23) 25 \| Mistuning 2 = 2.86 \| Complexity 2 = 34
	}}		}}

2024-10-21T03:30:22Z

see if 2 digit greek works!

← Older revision		Revision as of 03:30, 21 October 2024
Line 18:		Line 18:
	\| Generator = 5/4 \| Generator tuning = 387.734 \| Optimization method = CTE		\| Generator = 5/4 \| Generator tuning = 387.734 \| Optimization method = CTE
	\| MOS scales = [[3L 1s]], [[3L 4s]] ... [[3L 28s]], [[31L 3s]]		\| MOS scales = [[3L 1s]], [[3L 4s]] ... [[3L 28s]], [[31L 3s]]
	\| Mapping = 1; 8 1 14		\| Mapping = 1; 31 1 14
	\| Ploidacot = haploid beta-		\| Ploidacot = haploid beta-
	\| Odd limit 1 = 5 \| Mistuning 1 = 1.43 \| Complexity 1 = 19		\| Odd limit 1 = 5 \| Mistuning 1 = 1.43 \| Complexity 1 = 19
	\| Odd limit 2 = (2.3.5.23) 25 \| Mistuning 2 = 2.86 \| Complexity 2 = 34		\| Odd limit 2 = (2.3.5.23) 25 \| Mistuning 2 = 2.86 \| Complexity 2 = 34
	}}		}}

2024-10-21T03:25:19Z

← Older revision		Revision as of 03:25, 21 October 2024
Line 10:		Line 10:
	\| Odd limit 2 = (2.3.5.13) 15 \| Mistuning 2 = 2.35 \| Complexity 2 = 34		\| Odd limit 2 = (2.3.5.13) 15 \| Mistuning 2 = 2.35 \| Complexity 2 = 34
	}}		}}
			<br>
	{{Infobox RT		{{Infobox RT
	\| Title = Würschmidt		\| Title = Würschmidt

2024-10-21T03:25:09Z

added wurschmidt

@@ Line 9: / Line 9: @@
 | Odd limit 1 = 5 | Mistuning 1 = 1.35 | Complexity 1 = 15
 | Odd limit 2 = (2.3.5.13) 15 | Mistuning 2 = 2.35 | Complexity 2 = 34
 }}

2024-10-21T03:24:42Z

← Older revision		Revision as of 03:24, 21 October 2024
Line 6:		Line 6:
	\| MOS scales = [[3L 1s]], [[4L 3s]], [[4L 7s]], [[4L 11s]], [[15L 4s]]		\| MOS scales = [[3L 1s]], [[4L 3s]], [[4L 7s]], [[4L 11s]], [[15L 4s]]
	\| Mapping = 1; 6 5 14		\| Mapping = 1; 6 5 14
	\| Ploidacot = haploid alpha-~~hexacot~~		\| Ploidacot = haploid alpha-
	\| Odd limit 1 = 5 \| Mistuning 1 = 1.35 \| Complexity 1 = 15		\| Odd limit 1 = 5 \| Mistuning 1 = 1.35 \| Complexity 1 = 15
	\| Odd limit 2 = (2.3.5.13) 15 \| Mistuning 2 = 2.35 \| Complexity 2 = 34		\| Odd limit 2 = (2.3.5.13) 15 \| Mistuning 2 = 2.35 \| Complexity 2 = 34
	}}		}}

2024-10-21T03:05:23Z

suffix deployment works

2024-10-21T03:04:58Z