A260747 - cp's OEIS frontend

A260747 Consolidated Dragon Curve triple points. If D:[0,1] is a Dragon curve, then besides n, there are two other integers p and q with D(A(n)/(152^k)) = D(A(p)/(152^k)) = D(A(q)/(15*2^k)), where k is any integer > log_2(max(A(n),A(p),A(q))/15).

n	a(n)
1	13
2	21
3	23
4	26
5	37
6	39
7	42
8	46
9	47
10	52
11	73
12	74
13	78
14	81
15	83
16	84
17	92
18	94
19	97
20	99
21	103
22	104
23	107
24	111
25	113
26	133
27	141
28	143
29	146
30	148
31	156
32	157
33	159
34	162
35	163
36	166
37	167
38	168
39	171
40	173
41	184
42	188
43	193
44	194
45	198
46	199
47	201
48	203
49	206
50	207
51	208
52	209
53	211
54	213
55	214
56	217
57	219
58	221
59	222
60	223
61	226
62	227
63	231
64	233
65	253
66	261
67	263
68	266
69	277
70	279
71	282
72	283
73	286
74	287

[13, 21, 23, 26, 37, 39, 42, 46, 47, 52, 73, 74, 78, 81, 83, 84, 92, 94, 97, 99, 103, 104, 107, 111, 113, 133, 141, 143, 146, 148, 156, 157, 159, 162, 163, 166, 167, 168, 171, 173, 184, 188, 193, 194, 198, 199, 201, 203, 206, 207, 208, 209, 211, 213, 214, 217, 219, 221, 222, 223, 226, 227, 231, 233, 253, 261, 263, 266, 277, 279, 282, 283, 286, 287]

cp's OEIS Frontend

A260747 Consolidated Dragon Curve triple points. If D:[0,1] is a Dragon curve, then besides n, there are two other integers p and q with D(A(n)/(152^k)) = D(A(p)/(152^k)) = D(A(q)/(15*2^k)), where k is any integer > log_2(max(A(n),A(p),A(q))/15).

Table of values

List of values

n	a(n)
1	13
2	21
3	23
4	26
5	37
6	39
7	42
8	46
9	47
10	52
11	73
12	74
13	78
14	81
15	83
16	84
17	92
18	94
19	97
20	99
21	103
22	104
23	107
24	111
25	113
26	133
27	141
28	143
29	146
30	148
31	156
32	157
33	159
34	162
35	163
36	166
37	167
38	168
39	171
40	173
41	184
42	188
43	193
44	194
45	198
46	199
47	201
48	203
49	206
50	207
51	208
52	209
53	211
54	213
55	214
56	217
57	219
58	221
59	222
60	223
61	226
62	227
63	231
64	233
65	253
66	261
67	263
68	266
69	277
70	279
71	282
72	283
73	286
74	287

n	a(n)
1	13
2	21
3	23
4	26
5	37
6	39
7	42
8	46
9	47
10	52
11	73
12	74
13	78
14	81
15	83
16	84
17	92
18	94
19	97
20	99
21	103
22	104
23	107
24	111
25	113
26	133
27	141
28	143
29	146
30	148
31	156
32	157
33	159
34	162
35	163
36	166
37	167
38	168
39	171
40	173
41	184
42	188
43	193
44	194
45	198
46	199
47	201
48	203
49	206
50	207
51	208
52	209
53	211
54	213
55	214
56	217
57	219
58	221
59	222
60	223
61	226
62	227
63	231
64	233
65	253
66	261
67	263
68	266
69	277
70	279
71	282
72	283
73	286
74	287

cp's OEIS Frontend

A260747 Consolidated Dragon Curve triple points. If D:[0,1] is a Dragon curve, then besides n, there are two other integers p and q with D(A(n)/(15*2^k)) = D(A(p)/(15*2^k)) = D(A(q)/(15*2^k)), where k is any integer > log_2(max(A(n),A(p),A(q))/15).

Table of values

List of values

A260747 Consolidated Dragon Curve triple points. If D:[0,1] is a Dragon curve, then besides n, there are two other integers p and q with D(A(n)/(152^k)) = D(A(p)/(152^k)) = D(A(q)/(15*2^k)), where k is any integer > log_2(max(A(n),A(p),A(q))/15).

n	a(n)
1	13
2	21
3	23
4	26
5	37
6	39
7	42
8	46
9	47
10	52
11	73
12	74
13	78
14	81
15	83
16	84
17	92
18	94
19	97
20	99
21	103
22	104
23	107
24	111
25	113
26	133
27	141
28	143
29	146
30	148
31	156
32	157
33	159
34	162
35	163
36	166
37	167
38	168
39	171
40	173
41	184
42	188
43	193
44	194
45	198
46	199
47	201
48	203
49	206
50	207
51	208
52	209
53	211
54	213
55	214
56	217
57	219
58	221
59	222
60	223
61	226
62	227
63	231
64	233
65	253
66	261
67	263
68	266
69	277
70	279
71	282
72	283
73	286
74	287