Levels for Gamma-ray intensities

¹⁸⁸W(n,x)¹⁶⁴W #	1 -> 0	2 -> 1	3 -> 2	4 -> 3	5 -> 4	6 -> 5	7 -> 6	8 -> 7

¹⁸⁸W(n,x)¹⁶⁵W #	1 -> 0	2 -> 0	2 -> 1	3 -> 0	4 -> 2	5 -> 3	6 -> 0	6 -> 3	7 -> 1	7 -> 2	8 -> 0	8 -> 6	9 -> 3	9 -> 5	10 -> 2	10 -> 4

¹⁸⁸W(n,x)¹⁶⁶W #	1 -> 0	2 -> 1	3 -> 2	4 -> 2	5 -> 3	6 -> 3	6 -> 4	7 -> 4	8 -> 5	8 -> 6	9 -> 6	9 -> 7	10 -> 5

¹⁸⁸W(n,x)¹⁶⁷W #	1 -> 0

¹⁸⁸W(n,x)¹⁶⁸W #	1 -> 0	2 -> 1	3 -> 1	4 -> 2	5 -> 1	6 -> 2	6 -> 3	7 -> 2	7 -> 4	8 -> 2	9 -> 2	10 -> 4

¹⁸⁸W(n,x)¹⁶⁹W #	1 -> 0

¹⁸⁸W(n,x)¹⁷⁰W #	1 -> 0	2 -> 1	3 -> 2	4 -> 0	4 -> 1	5 -> 1	6 -> 1	6 -> 2	7 -> 1	7 -> 2	8 -> 2	8 -> 5	9 -> 1	9 -> 2	9 -> 3	10 -> 1	10 -> 2

¹⁸⁸W(n,x)¹⁷¹W #	1 -> 0	2 -> 0	3 -> 0	4 -> 0	5 -> 0	5 -> 1	6 -> 0	6 -> 1	7 -> 1	7 -> 6	8 -> 3	9 -> 4	10 -> 3	10 -> 6	10 -> 7

¹⁸⁸W(n,x)¹⁷²W #	1 -> 0	2 -> 1	3 -> 2	4 -> 3	5 -> 2	6 -> 4	7 -> 3	7 -> 5	8 -> 3	9 -> 7	10 -> 4	10 -> 8

¹⁸⁸W(n,x)¹⁷³W #	1 -> 0	2 -> 0	3 -> 1	4 -> 1	4 -> 3	5 -> 0	5 -> 2	6 -> 3	6 -> 4	7 -> 2	7 -> 5	8 -> 4	8 -> 6	9 -> 6	9 -> 8	10 -> 5	10 -> 7

¹⁸⁸W(n,x)¹⁷⁴W #	1 -> 0	2 -> 1	3 -> 2	4 -> 3	5 -> 2	6 -> 2	6 -> 3	7 -> 3	7 -> 5	8 -> 4	9 -> 3	10 -> 3	10 -> 4	10 -> 6

¹⁸⁸W(n,x)¹⁷⁵W #	1 -> 0	2 -> 0	2 -> 1	3 -> 1	3 -> 2	4 -> 3	5 -> 2	5 -> 3	5 -> 4	6 -> 1	6 -> 2	7 -> 5	8 -> 2	9 -> 3	9 -> 4	10 -> 5	10 -> 7

¹⁸⁸W(n,x)¹⁷⁶W #	1 -> 0	2 -> 1	3 -> 2	4 -> 0	4 -> 1	5 -> 1	5 -> 2	6 -> 0	6 -> 1	6 -> 2	7 -> 0	7 -> 1	7 -> 2	7 -> 3	7 -> 5	8 -> 1	8 -> 6	9 -> 3
	10 -> 1	10 -> 2

¹⁸⁸W(n,x)¹⁷⁷W #	1 -> 0	2 -> 0	2 -> 1	3 -> 0	3 -> 1	3 -> 2	4 -> 3	5 -> 3	5 -> 4	6 -> 3	7 -> 4	7 -> 6	8 -> 3	8 -> 4	9 -> 5	9 -> 7	10 -> 1	10 -> 2

¹⁸⁸W(n,x)¹⁷⁸W #	1 -> 0	2 -> 1	3 -> 2	4 -> 0	4 -> 1	5 -> 1	6 -> 1	6 -> 2	7 -> 0	7 -> 1	7 -> 2	8 -> 1	8 -> 2	8 -> 5	9 -> 3	10 -> 2	10 -> 5	10 -> 8

¹⁸⁸W(n,x)¹⁷⁹W #	1 -> 0	3 -> 0	3 -> 1	4 -> 2	5 -> 0	5 -> 1	6 -> 2	7 -> 1	7 -> 3	7 -> 5	8 -> 3	8 -> 5	9 -> 0	9 -> 1	9 -> 2	9 -> 4	9 -> 6	10 -> 1
	10 -> 3

¹⁸⁸W(n,x)¹⁸⁰W #	1 -> 0	2 -> 1	3 -> 2	4 -> 0	4 -> 1	4 -> 2	5 -> 2	5 -> 4	6 -> 0	6 -> 1	7 -> 3	8 -> 1	8 -> 2	8 -> 4	8 -> 5	9 -> 1	9 -> 2	10 -> 2
	10 -> 3	10 -> 5	10 -> 8

¹⁸⁸W(n,x)¹⁸¹W #	1 -> 0	2 -> 0	2 -> 1	3 -> 0	3 -> 1	4 -> 3	5 -> 0	5 -> 3	6 -> 1	6 -> 2	7 -> 4	8 -> 4	9 -> 0	9 -> 3	10 -> 4	10 -> 7

¹⁸⁸W(n,x)¹⁸²W #	1 -> 0	2 -> 1	3 -> 2	4 -> 1	5 -> 3	6 -> 0	6 -> 1	6 -> 2	7 -> 0	7 -> 1	7 -> 2	7 -> 4	8 -> 0	8 -> 1	8 -> 2	8 -> 6	8 -> 7	9 -> 1
	9 -> 2	10 -> 0	10 -> 1	10 -> 2	10 -> 6	10 -> 7	10 -> 8	10 -> 9

¹⁸⁸W(n,x)¹⁸³W #	1 -> 0	2 -> 0	2 -> 1	3 -> 1	3 -> 2	4 -> 0	4 -> 1	4 -> 2	5 -> 0	5 -> 1	5 -> 2	5 -> 3	5 -> 4	6 -> 2	6 -> 3	8 -> 1	8 -> 2	8 -> 3
	8 -> 4	8 -> 5	8 -> 6	9 -> 1	9 -> 2	9 -> 3	9 -> 4	9 -> 5	9 -> 6	9 -> 8	10 -> 3	10 -> 6

¹⁸⁸W(n,x)¹⁸⁴W #	1 -> 0	2 -> 1	3 -> 2	4 -> 0	4 -> 1	4 -> 2	5 -> 1	6 -> 1	6 -> 2	7 -> 0	7 -> 1	7 -> 2	8 -> 1	8 -> 4	8 -> 6	9 -> 1	9 -> 2	9 -> 3
	9 -> 4	9 -> 6	10 -> 0	10 -> 1	10 -> 2	10 -> 4	10 -> 6	10 -> 8	10 -> 9

¹⁸⁸W(n,x)¹⁸⁵W #	1 -> 0	2 -> 0	2 -> 1	3 -> 0	4 -> 0	4 -> 2	5 -> 0	5 -> 1	5 -> 2	5 -> 3	7 -> 0	7 -> 2	7 -> 3	7 -> 4	8 -> 2	8 -> 5	9 -> 0	9 -> 3
	10 -> 0

¹⁸⁸W(n,x)¹⁸⁶W #	1 -> 0	2 -> 1	3 -> 0	3 -> 1	3 -> 2	4 -> 2	5 -> 1	5 -> 2	6 -> 1	7 -> 1	7 -> 3	7 -> 5	8 -> 1	8 -> 2	8 -> 3	9 -> 1	9 -> 2	9 -> 3
	10 -> 0	10 -> 1	10 -> 2	10 -> 3

¹⁸⁸W(n,x)¹⁸⁷W #	1 -> 0	2 -> 0	3 -> 0	3 -> 1	4 -> 0	4 -> 1	5 -> 0	5 -> 1	5 -> 2	5 -> 3	5 -> 4	6 -> 1	6 -> 3	7 -> 0	7 -> 1	7 -> 3	8 -> 1	8 -> 3
	9 -> 8	10 -> 0	10 -> 1	10 -> 3	10 -> 4	10 -> 5

¹⁸⁸W(n,x)¹⁸⁸W #	1 -> 0	2 -> 1	3 -> 0	3 -> 1	4 -> 1	4 -> 2	5 -> 1	6 -> 2	7 -> 0	7 -> 1	8 -> 1	8 -> 2	8 -> 3	9 -> 3	10 -> 1	10 -> 2	10 -> 3	10 -> 9
	11 -> 9	12 -> 2	12 -> 3	12 -> 5	13 -> 2	13 -> 6	13 -> 10	14 -> 6	15 -> 0	15 -> 1	16 -> 1	16 -> 2	17 -> 6	17 -> 11	18 -> 2	18 -> 6	18 -> 8	18 -> 11
	19 -> 6	19 -> 12	20 -> 5	20 -> 9	21 -> 0	21 -> 1	22 -> 0	22 -> 1	23 -> 9	23 -> 11	24 -> 0	24 -> 1	25 -> 1	25 -> 2	26 -> 0	26 -> 1	27 -> 0	27 -> 1
	28 -> 1	28 -> 2	29 -> 2	29 -> 4	30 -> 17	30 -> 18

¹⁸⁸W(n,x)¹⁸⁹W #	1 -> 0