A108986 - cp's OEIS frontend

A108986 A floretion-generated sequence calculated using the rules given for A108618 with initial seed x = - .25'i + .25'j + .25'k - .25i' - .25j' - .25k' - .25'ii' + .25'jj' + .25'kk' - .25'ij' + .25'ik' - .25'ji' + .25'jk' + .25'ki' - .25'kj' + .25e; version: tes.

n	a(n)
0	1
1	-2
2	-9
3	-6
4	1
5	16
6	12
7	-8
8	-18
9	-5
10	22
11	26
12	15
13	-16
14	-20
15	-9
16	40
17	35
18	12
19	-27
20	-21
21	8
22	49
23	41
24	11
25	-36
26	-21
27	17
28	72
29	49
30	10
31	-45
32	-18
33	25
34	88
35	60
36	4
37	-62
38	-23
39	35
40	107
41	63
42	3
43	-74
44	-19
45	46
46	127
47	68
48	-2
49	-77
50	-21
51	63
52	137
53	78
54	-14
55	-88
56	-22
57	80
58	151
59	87
60	-26
61	-89
62	-23
63	100
64	162
65	94
66	-29
67	-93
68	-21
69	118
70	169

[1, -2, -9, -6, 1, 16, 12, -8, -18, -5, 22, 26, 15, -16, -20, -9, 40, 35, 12, -27, -21, 8, 49, 41, 11, -36, -21, 17, 72, 49, 10, -45, -18, 25, 88, 60, 4, -62, -23, 35, 107, 63, 3, -74, -19, 46, 127, 68, -2, -77, -21, 63, 137, 78, -14, -88, -22, 80, 151, 87, -26, -89, -23, 100, 162, 94, -29, -93, -21, 118, 169]

cp's OEIS Frontend

A108986 A floretion-generated sequence calculated using the rules given for A108618 with initial seed x = - .25'i + .25'j + .25'k - .25i' - .25j' - .25k' - .25'ii' + .25'jj' + .25'kk' - .25'ij' + .25'ik' - .25'ji' + .25'jk' + .25'ki' - .25'kj' + .25e; version: tes.

Table of values

List of values

n	a(n)
0	1
1	-2
2	-9
3	-6
4	1
5	16
6	12
7	-8
8	-18
9	-5
10	22
11	26
12	15
13	-16
14	-20
15	-9
16	40
17	35
18	12
19	-27
20	-21
21	8
22	49
23	41
24	11
25	-36
26	-21
27	17
28	72
29	49
30	10
31	-45
32	-18
33	25
34	88
35	60
36	4
37	-62
38	-23
39	35
40	107
41	63
42	3
43	-74
44	-19
45	46
46	127
47	68
48	-2
49	-77
50	-21
51	63
52	137
53	78
54	-14
55	-88
56	-22
57	80
58	151
59	87
60	-26
61	-89
62	-23
63	100
64	162
65	94
66	-29
67	-93
68	-21
69	118
70	169

n	a(n)
0	1
1	-2
2	-9
3	-6
4	1
5	16
6	12
7	-8
8	-18
9	-5
10	22
11	26
12	15
13	-16
14	-20
15	-9
16	40
17	35
18	12
19	-27
20	-21
21	8
22	49
23	41
24	11
25	-36
26	-21
27	17
28	72
29	49
30	10
31	-45
32	-18
33	25
34	88
35	60
36	4
37	-62
38	-23
39	35
40	107
41	63
42	3
43	-74
44	-19
45	46
46	127
47	68
48	-2
49	-77
50	-21
51	63
52	137
53	78
54	-14
55	-88
56	-22
57	80
58	151
59	87
60	-26
61	-89
62	-23
63	100
64	162
65	94
66	-29
67	-93
68	-21
69	118
70	169

n	a(n)
0	1
1	-2
2	-9
3	-6
4	1
5	16
6	12
7	-8
8	-18
9	-5
10	22
11	26
12	15
13	-16
14	-20
15	-9
16	40
17	35
18	12
19	-27
20	-21
21	8
22	49
23	41
24	11
25	-36
26	-21
27	17
28	72
29	49
30	10
31	-45
32	-18
33	25
34	88
35	60
36	4
37	-62
38	-23
39	35
40	107
41	63
42	3
43	-74
44	-19
45	46
46	127
47	68
48	-2
49	-77
50	-21
51	63
52	137
53	78
54	-14
55	-88
56	-22
57	80
58	151
59	87
60	-26
61	-89
62	-23
63	100
64	162
65	94
66	-29
67	-93
68	-21
69	118
70	169