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Usage of Method: Trivial Lower Bound on t for Sequences

Appears in the following modes: “Bound” (32 times).

	Incarnation	Mode
1	No (-1, 1)-sequence in base 2	Bound	[i]
2	No (-1, m, 1)-net in base 2 for arbitrarily large m	Bound	[i]
3	No (-1, 1)-sequence in base 3	Bound	[i]
4	No (-1, m, 1)-net in base 3 for arbitrarily large m	Bound	[i]
5	No (-1, 1)-sequence in base 4	Bound	[i]
6	No (-1, m, 1)-net in base 4 for arbitrarily large m	Bound	[i]
7	No (-1, 1)-sequence in base 5	Bound	[i]
8	No (-1, m, 1)-net in base 5 for arbitrarily large m	Bound	[i]
9	No (-1, 1)-sequence in base 7	Bound	[i]
10	No (-1, m, 1)-net in base 7 for arbitrarily large m	Bound	[i]
11	No (-1, 1)-sequence in base 8	Bound	[i]
12	No (-1, m, 1)-net in base 8 for arbitrarily large m	Bound	[i]
13	No (-1, 1)-sequence in base 9	Bound	[i]
14	No (-1, m, 1)-net in base 9 for arbitrarily large m	Bound	[i]
15	No (-1, 1)-sequence in base 16	Bound	[i]
16	No (-1, m, 1)-net in base 16 for arbitrarily large m	Bound	[i]
17	No (-1, 1)-sequence in base 25	Bound	[i]
18	No (-1, m, 1)-net in base 25 for arbitrarily large m	Bound	[i]
19	No (-1, 1)-sequence in base 27	Bound	[i]
20	No (-1, m, 1)-net in base 27 for arbitrarily large m	Bound	[i]
21	No (-1, 1)-sequence in base 32	Bound	[i]
22	No (-1, m, 1)-net in base 32 for arbitrarily large m	Bound	[i]
23	No (-1, 1)-sequence in base 49	Bound	[i]
24	No (-1, m, 1)-net in base 49 for arbitrarily large m	Bound	[i]
25	No (-1, 1)-sequence in base 64	Bound	[i]
26	No (-1, m, 1)-net in base 64 for arbitrarily large m	Bound	[i]
27	No (-1, 1)-sequence in base 81	Bound	[i]
28	No (-1, m, 1)-net in base 81 for arbitrarily large m	Bound	[i]
29	No (-1, 1)-sequence in base 128	Bound	[i]
30	No (-1, m, 1)-net in base 128 for arbitrarily large m	Bound	[i]
31	No (-1, 1)-sequence in base 256	Bound	[i]
32	No (-1, m, 1)-net in base 256 for arbitrarily large m	Bound	[i]