平均律误差

各平均律在各限的误差：

其中n限误差指的是，对于所有小于等于n的奇数形成的有理数比例中（如5限包括3/1 5/1 5/3），最大的一组的误差是多少音分。

2.3.7限误差指的是，对于列举出来的数字互相之间形成的有理数误差中，最大的一组的误差是多少音分（如2.3.7包括3/2 7/2 7/3）。

平均律	3限	5限	2.3.7	7限	9限	2.3.9.11	2.3.5.9.11	11限	2.3.5.9.13	2.3.5.7.9.13	13限	15限	17限	19限
1	498.04	884.36	498.04	884.36	884.36	1049.36	1049.36	1049.36	884.36	884.36	1049.36	1049.36	1049.36	1049.36
2	101.96	315.64	333.13	333.13	435.08	252.59	417.60	435.08	454.21	471.70	471.70	471.70	471.70	528.69
3	98.04	98.04	266.87	266.87	364.92	347.41	347.41	364.92	236.62	364.92	364.92	364.92	364.92	364.92
4	101.96	101.96	101.96	101.96	198.04	198.04	198.04	198.04	198.04	198.04	198.04	213.69	216.69	216.69
5	18.04	93.69	26.87	102.51	102.51	107.41	165.00	165.00	119.47	128.30	190.79	190.79	224.43	224.43
6	98.04	98.04	98.04	98.04	101.96	101.96	101.96	101.96	138.57	138.57	138.57	186.31	186.31	195.56
7	16.24	43.46	75.99	103.20	103.20	37.03	43.46	103.20	60.07	103.20	103.20	119.44	126.17	126.17
9	35.29	48.97	35.49	49.18	98.25	98.04	98.04	98.25	103.28	103.28	103.28	103.28	103.28	103.28
10	18.04	44.36	26.87	44.36	62.40	48.68	75.00	75.00	62.40	62.40	75.00	75.00	75.00	106.20
11	47.41	97.46	60.40	97.46	97.46	61.68	97.46	97.46	97.46	97.46	97.46	97.46	97.46	97.46
12	1.96	15.64	33.13	33.13	35.08	52.59	52.59	52.59	54.21	71.70	89.21	89.21	89.21	89.21
13	36.51	53.59	82.26	82.26	82.26	55.80	55.80	82.26	55.80	82.26	82.26	82.26	82.26	82.26
14	16.24	58.50	25.97	68.23	74.74	37.03	79.29	79.29	74.74	74.74	79.29	79.29	79.29	82.63
15	18.04	18.04	26.87	26.87	44.92	36.09	36.09	44.92	39.47	48.30	48.30	48.30	64.43	64.43
16	26.96	26.96	33.13	33.13	48.04	48.04	48.04	48.04	48.04	48.04	48.04	63.69	66.69	66.69
17	3.93	37.30	19.41	52.78	52.78	13.39	46.76	52.78	41.23	52.78	52.78	52.78	53.78	53.78
18	31.38	31.38	31.38	31.38	35.29	49.36	49.36	49.36	35.29	35.29	49.36	52.98	52.98	62.22
19	7.22	7.37	21.46	21.46	21.46	31.54	31.54	38.56	19.48	21.46	38.56	38.56	42.82	42.82
21	16.24	29.93	18.84	29.93	40.90	40.90	40.90	40.90	40.90	40.90	40.90	40.90	40.90	40.90
22	7.14	11.63	12.99	17.49	18.77	20.14	20.14	20.14	36.62	36.62	36.62	36.62	36.62	39.06
24	1.96	15.64	18.83	32.51	32.51	3.91	17.60	32.51	17.60	32.51	32.51	32.51	32.51	32.51
26	9.65	17.08	10.05	17.49	19.70	21.82	21.82	21.82	19.29	19.70	21.82	38.72	38.72	40.01
27	9.16	13.69	9.16	13.69	18.31	36.30	36.30	36.30	18.31	18.31	36.30	39.91	39.91	39.91
29	1.49	15.39	18.60	18.60	20.09	16.37	16.89	20.09	16.89	20.09	20.09	20.09	36.28	36.28
30	18.04	18.04	26.87	26.87	26.87	21.96	21.96	26.87	21.96	26.87	26.87	26.87	26.87	35.56
31	5.18	5.96	5.18	5.96	11.14	10.36	11.14	11.14	21.45	21.45	21.45	21.45	21.54	22.53
34	3.93	3.93	19.81	19.81	23.74	13.39	13.39	29.27	7.85	23.74	29.27	29.27	29.27	29.27
36	1.96	15.64	2.16	15.85	17.60	19.26	19.26	19.26	20.88	20.88	22.54	22.54	22.54	22.54
40	11.96	15.64	11.96	15.64	18.04	18.04	18.04	18.04	18.04	18.04	18.04	18.04	21.05	21.05
41	0.48	6.31	3.46	6.31	6.79	4.78	10.61	10.61	14.08	14.08	14.08	14.08	17.94	17.94
43	4.28	8.66	12.20	12.20	16.48	15.38	15.38	16.48	12.95	16.48	16.48	16.48	16.48	18.02
46	2.39	4.99	6.00	8.60	8.60	8.28	8.48	8.60	10.74	10.74	10.74	13.13	13.13	17.94
50	5.96	5.96	8.83	8.83	11.91	12.59	12.59	12.59	11.91	11.91	12.59	12.59	12.59	12.59
53	0.07	1.41	4.83	6.17	6.17	7.92	7.92	12.68	2.79	7.55	12.68	12.68	16.17	16.17
58	1.49	6.79	3.59	6.79	6.79	7.30	7.30	7.30	7.75	7.75	7.75	8.28	9.79	16.14
65	0.42	1.80	8.83	10.20	10.20	3.36	3.36	11.35	9.54	17.53	17.53	17.53	17.53	17.53
68	3.93	3.93	3.93	3.93	7.85	12.11	12.11	12.11	7.85	7.85	12.11	12.11	12.11	12.11
72	1.96	2.98	2.16	2.98	3.91	3.91	3.91	3.91	7.19	7.19	7.19	7.19	7.19	9.68
77	0.66	3.95	2.59	5.89	5.89	5.86	9.16	9.16	4.61	5.89	9.16	9.16	10.00	10.00
80	3.04	3.69	6.17	6.17	6.17	6.09	6.09	6.17	6.62	6.70	6.70	7.26	7.26	7.26
87	1.49	1.60	4.80	4.80	6.30	2.99	3.09	6.30	3.09	6.30	6.30	6.30	8.70	9.24
94	0.17	3.51	1.39	4.72	4.72	2.73	3.68	4.72	5.36	5.36	5.36	5.36	5.36	5.92
99	1.08	1.57	1.08	1.57	2.15	8.01	8.01	8.01	6.31	6.31	8.01	8.50	10.00	11.38