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An edo N is consistent with respect to a set of rational numbers s if the patent val mapping of every element of s is the nearest N-edo approximation. It is uniquely consistent if every element of s is mapped to a unique value. If the set s is the q odd limit, we say N is q-limit consistent and q-limit uniquely consistent, respectively. Below is a table of the least consistent, and least uniquely consistent, edo for every odd number up to 135.

Odd limit
Smallest consistent
Smallest uniquely consistent
1
1
1
3
1
3
5
3
9
7
4
27
9
5
41
11
22
58
13
26
87
15
29
111
17
58
149
19
80
217
21
94
282
23
94
282
25
282
388
27
282
388
29
282
1323
31
311
1600
33
311
1600
35
311
1600
37
311
1600
39
311
2554
41
311
2554
43
17461
17461
45
17461
17461
47
20567
20567
49
20567
20567
51
20567
20567
53
20567
20567
55
20567
20567
57
20567
20567
59
253389
253389
61
625534
625534
63
625534
625534
65
625534
625534
67
625534
625534
69
759630
759630
71
759630
759630
73
759630
759630
75
2157429
2157429
77
2157429
2157429
79
2901533
2901533
81
2901533
2901533
83
2901533
2901533
85
2901533
2901533
87
2901533
2901533
91
2901533
2901533
93
2901533
2901533
95
2901533
2901533
97
2901533
2901533
99
2901533
2901533
101
2901533
2901533
103
2901533
2901533
105
2901533
2901533
107
2901533
2901533
109
2901533
2901533
111
2901533
2901533
113
2901533
2901533
115
2901533
2901533
117
2901533
2901533
119
2901533
2901533
121
2901533
2901533
123
2901533
2901533
125
2901533
2901533
127
2901533
2901533
129
2901533
2901533
131
2901533
2901533
133
70910024.
70910024.
135
70910024.
70910024.

OEIS integer sequences links

http://oeis.org/A116474
http://oeis.org/A116475
http://oeis.org/A117577
http://oeis.org/A117578