Minimum monotone vals

This page lists the earliest generalized patent val, written with wart notation, that achieves diamond monotone in each odd limit from 1 to 127. Warts for primes above 101 use capital letters; for example, the wart for prime 103 is "A", and the wart for prime 107 is "B".

Odd limit	Val
1-odd-limit	1
3-odd-limit	1
5-odd-limit	2
7-odd-limit	4
9-odd-limit	5
11-odd-limit	12
13-odd-limit	14c
15-odd-limit	17c
17-odd-limit	19
19-odd-limit	34dh
21-odd-limit	41
23-odd-limit	53e
25-odd-limit	62
27-odd-limit	68e
29-odd-limit	72
31-odd-limit	99efk
33-odd-limit	130
35-odd-limit	140
37-odd-limit	152fgj
39-odd-limit	152fgj
41-odd-limit	224
43-odd-limit	236dghin
45-odd-limit	236dghin
47-odd-limit	270i
49-odd-limit	270i
51-odd-limit	270i
53-odd-limit	328hjm
55-odd-limit	400i
57-odd-limit	400i
59-odd-limit	571
61-odd-limit	581j
63-odd-limit	581jk
65-odd-limit	581jk
67-odd-limit	581jks
69-odd-limit	581jks
71-odd-limit	581jks
73-odd-limit	742i
75-odd-limit	867lnu
77-odd-limit	867lnu
79-odd-limit	867lnu
81-odd-limit	1106
83-odd-limit	1205glt
85-odd-limit	1205glt
87-odd-limit	1205glt
89-odd-limit	1395
91-odd-limit	1448
93-odd-limit	1448
95-odd-limit	1448
97-odd-limit	1718ps
99-odd-limit	1718ps
101-odd-limit	1966
103-odd-limit	2072
105-odd-limit	2072
107-odd-limit	2159
109-odd-limit	2460mrsw
111-odd-limit	2460mrsw
113-odd-limit	2460msw
115-odd-limit	2460msw
117-odd-limit	2460msw
119-odd-limit	2730
121-odd-limit	3084oruD
123-odd-limit	3084oruD
125-odd-limit	3768goqvxAC
127-odd-limit	3768goqvxAC

The last entry, the 3768goqvxAC val, is also the first to be diamond monotone in the 129-odd-limit.