A060409 - cp's OEIS frontend

A060409 In the '3x+1' problem, take the sequence of starting values which set new records for the highest point of the trajectory before reaching 1 (A006884); sequence gives associated "dropping time", number of steps to reach a lower value than the start.

n	a(n)
1	1
2	4
3	7
4	7
5	59
6	13
7	40
8	23
9	81
10	61
11	70
12	65
13	54
14	72
15	65
16	59
17	127
18	105
19	110
20	59
21	72
22	164
23	140
24	73
25	170
26	105
27	149
28	97
29	135
30	183
31	99
32	99
33	124
34	156
35	200
36	140
37	222
38	264
39	181
40	243
41	203
42	238
43	262
44	362
45	249
46	183
47	238
48	226
49	243
50	294
51	375
52	455
53	292
54	245
55	414

[1, 4, 7, 7, 59, 13, 40, 23, 81, 61, 70, 65, 54, 72, 65, 59, 127, 105, 110, 59, 72, 164, 140, 73, 170, 105, 149, 97, 135, 183, 99, 99, 124, 156, 200, 140, 222, 264, 181, 243, 203, 238, 262, 362, 249, 183, 238, 226, 243, 294, 375, 455, 292, 245, 414]

cp's OEIS Frontend

A060409 In the '3x+1' problem, take the sequence of starting values which set new records for the highest point of the trajectory before reaching 1 (A006884); sequence gives associated "dropping time", number of steps to reach a lower value than the start.

Table of values

List of values

n	a(n)
1	1
2	4
3	7
4	7
5	59
6	13
7	40
8	23
9	81
10	61
11	70
12	65
13	54
14	72
15	65
16	59
17	127
18	105
19	110
20	59
21	72
22	164
23	140
24	73
25	170
26	105
27	149
28	97
29	135
30	183
31	99
32	99
33	124
34	156
35	200
36	140
37	222
38	264
39	181
40	243
41	203
42	238
43	262
44	362
45	249
46	183
47	238
48	226
49	243
50	294
51	375
52	455
53	292
54	245
55	414

n	a(n)
1	1
2	4
3	7
4	7
5	59
6	13
7	40
8	23
9	81
10	61
11	70
12	65
13	54
14	72
15	65
16	59
17	127
18	105
19	110
20	59
21	72
22	164
23	140
24	73
25	170
26	105
27	149
28	97
29	135
30	183
31	99
32	99
33	124
34	156
35	200
36	140
37	222
38	264
39	181
40	243
41	203
42	238
43	262
44	362
45	249
46	183
47	238
48	226
49	243
50	294
51	375
52	455
53	292
54	245
55	414

n	a(n)
1	1
2	4
3	7
4	7
5	59
6	13
7	40
8	23
9	81
10	61
11	70
12	65
13	54
14	72
15	65
16	59
17	127
18	105
19	110
20	59
21	72
22	164
23	140
24	73
25	170
26	105
27	149
28	97
29	135
30	183
31	99
32	99
33	124
34	156
35	200
36	140
37	222
38	264
39	181
40	243
41	203
42	238
43	262
44	362
45	249
46	183
47	238
48	226
49	243
50	294
51	375
52	455
53	292
54	245
55	414