Az atommag szerkezete

Rohán János

Az izotópok gyűrűs atommag szerkezete és az atommag szerkezet - spin összefüggés

Az atommagban nincsenek neutronok.
A magot proton-elektron-protonpep, az atommag építőköve = Deutérium atommag hamburgerek építik fel amelyek 2, 5, 6, 8, 12 és 16 -os szimmetriával párokba rendeződnek (= alfa részecske).

A többlet neutronok a már lezárt gyűrűk elemeihez kapcsolódva dupla "BigMacpepep részecske viseli a többlet neutronokat = Trícium mag" hamburgert alkotnak

Rend-
szám Neutron
szám Vegyjel m % izotóp Előfordulás
ppm rendszám = pep hamburger + (neutron többlet) Stabil
magok Izomer
magok Refs

						.ooOOoo.
1p	0n	H1	99.985%	stable	1/2+	`1 = p - (1n)`	Proton
1p	1n	H2	0.015%	stable	1+	`1 = 1 + (0n)`	Deutérium
1p	2n	H3	e em	12.32 y	1/2+	`1 = 1 + (1n)`	Trícium
1p	3n	H4	n em	139 ys	2-	`1 = 1 + (2n)`
1p	4n	H5	2n em	>910 ys	1/2+	`1 = 1 + (3n)`
1p	5n	H6	3n em	290 ys	2-#	`1 = 1 + (4n)`

99.985

1 = p

1 , 2

						.ooOOoo.
2p	1n	He3	0.000137 %	stable	1/2+	`2 = p+1 - (1n)`
2p	2n	He4	99.999863%	stable	0+	`2 = 2`
2p	3n	He5	n em	7x10-22 s	3/2-	`2 = 1+1 + (1n)`
2p	4n	He6	e em	806.7 ms	0+	`2 = 1+1 + (2n)`
2p	5n	He7	n em	2.9x10-21 s	3/2-	`2 = 1+1 + (3n)`
2p	6n	He8	e em	119.0 ms	0+	`2 = 2 + (4n)`
2p	8n	He10	2n em	2.68 zeps	0+	`2 = 2 + (6n)`
						.ooOOoo.

99.999863

240000

2 = 2

3 , 4

						.ooOOoo.
3p	1n	Li4	p em	91 yoctos	2-	`3 = 2p+1 - (2n)`
3p	2n	Li5	p+He em	370 ys	3/2-	`3 = 1p+2 - (1n)`
3p	3n	Li6	7.59%	stable	1+	`3 = 1+2`
3p	4n	Li7	92.41%	stable	3/2-	`3 = 1+2 + (1n)`
3p	5n	Li8	e em	840.3 ms	2+	`3 = 2+1 + (2n)`
3p	6n	Li9	e em	178.3 ms	3/2-	`3 = 1+2 + (3n)`
3p	7n	Li10	n em	2.0 zs	1+	`3 = 1+2 + (4n)`
3p	8n	Li11	e em	8.59 ms	3/2-	`3 = 2+1 + (5n)`
3p	9n	Li12		<10 ns		`3 = 2+1 + (6n)`
						.ooOOoo.

92.4

0.006

3 = 1+2 + (1n)

6 , 7

						.ooOOoo.
4p	1n	Be5		nodata	1/2+	`4 = 3p+1 - (3n)`
4p	2n	Be6	He em	5x10-21 s	0+	`4 = 2p+2 - (2n)`
4p	3n	Be7	Ke	53.22 d	3/2-	`4 = 1p+3 - (1n)`
4p	4n	Be8	He em	6.7x10-17 s	0+	`4 = 2+2`
4p	5n	Be9	100%	stable	3/2-	`4 = 1+3 + (1n)`
4p	6n	Be10	e em	1.51x10+6 y	0+	`4 = 2+2 + (2n)`
4p	7n	Be11	e em	13.81 s	1/2+	`4 = 3+1 + (3n)`
4p	8n	Be12	e em	21.49 ms	0+	`4 = 2+2 + (4n)`
4p	9n	Be13		0.5 ns	1/2+	`4 = 1+3 + (5n)`
4p	10n	Be14		4.84 ms	0+	`4 = 2+2 + (6n)`
4p	11n	Be15		<200 ns		`4 = 3+1 + (7n)`
4p	12n	Be16		<200 ns	0+	`4 = 2+2 + (8n)`
						.ooOOoo.

100

0.001

4 = 1+3

+ (1n)

9 , 10

						.ooOOoo.
5p	2n	B7	p em	0.32 zeps	3/2-	`5 = 3p+2 - (3n)`
5p	3n	B8	b+	770 ms	2+	`5 = 2p+3 - (2n)`
5p	4n	B9	p+2He em	8x10-19 s	3/2-	`5 = 1p+4 - (1n)`
5p	5n	B10	19.8 %	stable	3+	`5 = 3+2`
5p	6n	B11	80.2 %	stable	3/2-	`5 = 1+4 + (1n)`
5p	7n	B12	e em, 3He em	20.20 ms	1+	`5 = 2+3 + (2n)`
5p	8n	B13	e em	17.33 ms	3/2-	`5 = 3+2 + (3n)`
5p	9n	B14	e em	12.5 ms	2-	`5 = 4+1 + (4n)`
5p	10n	B15	e em	9.87 ms	3/2-	`5 = 3+2 + (5n)`
5p	11n	B16		<190 pics	0-	`5 = 1+4 + (6n)`
5p	12n	B17	e em	5.08 ms	3/2-	`5 = 2+3 + (7n)`
5p	13n	B18		<26 ns	4-#	`5 = 3+2 + (8n)`
5p	14n	B19		2.92 ms	3/2-	`5 = 4+1 + (9n)`
						.ooOOoo.

80.1

0.001

5 = 1+4 + (1n)

10, 11

						.ooOOoo.
6p	2n	C8	2p em	1.98x10-21 s	0+	`6 = 4p+2 - (4n)`
6p	3n	C9	b+	126.5 ms	3/2-	`6 = 3p+3 - (3n)`
6p	4n	C10	b+	19.290 s	0+	`6 = 2p+4 - (2n)`
6p	5n	C11	b+	20.334 min	3/2-	`6 = 1p+5 - (1n)`
6p	6n	C12	98.89%	stable	0+	`6 = 3+3`
6p	7n	C13	1.11%	stable	1/2-	`6 = 1+5 + (1n)`
6p	8n	C14	e em	5700 y	0+	`6 = 2+4 + (2n)`
6p	9n	C15	e em	2.449 s	1/2+	`6 = 3+3 + (3n)`
6p	10n	C16	e em	0.747 s	0+	`6 = 4+2 + (4n)`
6p	11n	C17	e em	193 ms	3/2+	`6 = 5+1 + (5n)`
6p	12n	C18	e em	92 ms	0+	`6 = 3+3 + (6n)`
6p	13n	C19		46.2 ms	1/2+	`6 = 1+5 + (7n)`
6p	14n	C20	e em	14 ms	0+	`6 = 2+4 + (8n)`
6p	15n	C21		<30 ns	1/2+#	`6 = 3+3 + (9n)`
6p	16n	C22	e em	6.1 ms	0+	`6 = 4+2 + (10n)`
						.ooOOoo.

98.9

4600

6 = 3+3

12, 13

						.ooOOoo.
7p	3n	N10		200 yoctos	2-	`7 = 4p+3 - (4n)`
7p	4n	N11	p em	590 ys	1/2+	`7 = 3p+4 - (3n)`
7p	5n	N12	b+	11.000 ms	1+	`7 = 2p+5 - (2n)`
7p	6n	N13	b+	9.965 min	1/2-	`7 = 1p+6 - (1n)`
7p	7n	N14	99.634%	stable	1+	`7 = 4+3`
7p	8n	N15	0.366%	stable	1/2-	`7 = 1+6 + (1n)`
7p	9n	N16	e em	7.13 s	2-	`7 = 2+5 + (2n)`
7p	10n	N17	e em	4.173 s	1/2-	`7 = 3+4 + (3n)`
7p	11n	N18	e em	622 ms	1-	`7 = 4+3 + (4n)`
7p	12n	N19	e em	271 ms	1/2-	`7 = 5+2 + (5n)`
7p	14n	N21	e em	87 ms	1/2-	`7 = 4+3 + (7n)`
7p	16n	N23	e em	14.5 ms	1/2-#	`7 = 2+5 + (9n)`
7p	17n	N24		<52 ns		`7 = 3+4 + (10n)`
						.ooOOoo.

99.634

970

7 = 4+3

14, 15

						.ooOOoo.
8p	4n	O12	2p em	580x10-24 s	0+	`8 = 4p+4 - (4n)`
8p	5n	O13	b+	8.58 ms	3/2-	`8 = 3p+5 - (3n)`
8p	6n	O14	b+	70.606 s	0+	`8 = 2p+6 - (2n)`
8p	7n	O15	b+	122.24 s	1/2-	`8 = 1p+7 - (1n)`
8p	8n	O16	99.762%	stable	0+	`8 = 4+4`
8p	9n	O17	0.038%	stable	5/2+	`8 = 1+7 + (1n)`
8p	10n	O18	0.200%	stable	0+	`8 = 2+6 + (2n)`
8p	11n	O19	e em	26.88 s	5/2+	`8 = 3+5 + (3n)`
8p	12n	O20	e em	13.51 s	0+	`8 = 4+4 + (4n)`
8p	13n	O21		3.42 s	3/2+	`8 = 2+1 + 5 + (5n)`
8p	14n	O22		2.25 s	0+	`8 = 1+1 + 6 + (6n)`
8p	15n	O23		82 ms	1/2+	`8 = 1+1 + 6 + (7n)`
8p	16n	O24		65 ms	0+	`8 = 1+1 + 6 + (8n)`
8p	17n	O25		<50 ns	3/2+	`8 = 1+2 + 5 + (9n)`
8p	18n	O26		<40 ns	0+	`8 = 2+1 + 5 + (10n)`
8p	19n	O27		<260 ns	3/2+#	`8 = 2+1 + 5 + (11n)`
8p	20n	O28		<100 ns	0+	`8 = 1+1 + 6 + (12n)`
						.ooOOoo.

99.762

10700

8 = 4+4

16, 17, 18

10n

						.ooOOoo.
9p	5n	F14		nodata	2-	`9 = 4p+5 - (4n)`
9p	6n	F15	p em	410 ys	1/2+	`9 = 3p+6 - (3n)`
9p	7n	F16	p em	11.42 zeps	0-	`9 = 2p+7 - (2n)`
9p	8n	F17	b+	64.49 s	5/2+	`9 = 1p+8 - (1n)`
9p	9n	F18	b+	109.77 min	1+	`9 = 5+4`
9p	10n	F19	100%	stable	1/2+	`9 = 1+8 + (1n)`
9p	11n	F20	e em	11.163 s	2+	`9 = 2+2 + 5 + (2n)`
9p	12n	F21	e em	4.158 s	5/2+	`9 = 3+1 + 5 + (3n)`
9p	13n	F22	e em	4.23 s	4+	`9 = 2+2 + 5 + (4n)`
9p	14n	F23		2.23 s	3/2+	`9 = 5+4 + (5n)`
9p	15n	F24		400 ms	1,2,3+	`9 = 1+3 + 5 + (6n)`
9p	16n	F25		50 ms	5/2+	`9 = 2+2 + 5 + (7n)`
9p	17n	F26		9.6 ms	1+	`9 = 3+1 + 5 + (8n)`
9p	18n	F27		4.9 ms	5/2+	`9 = 2+2 + 5 + (9n)`
9p	19n	F28		<40 ns		`9 = 1+3 + 5 + (10n)`
9p	20n	F29		2.6 ms	5/2+	`9 = 2+2 + 5 + (11n)`
9p	21n	F30		<260 ns		`9 = 3+1 + 5 + (12n)`
9p	22n	F31		1# ms	5/2+#	`9 = 2+2 + 5 + (13n)`
						.ooOOoo.

100

0.4

9 = 1+8 + (1n)

10n

						.ooOOoo.
10p	6n	Ne16	2p em	3.74 zeps	0+	`10 = 4p+6 - (4n)`
10p	7n	Ne17	b+	109.2 ms	1/2-	`10 = 3p+7 - (3n)`
10p	8n	Ne18	b+	1672 ms	0+	`10 = 2p+8 - (2n)`
10p	9n	Ne19	b+	17.22 s	1/2+	`10 = 1p+3 + 6 - (1n)`
10p	10n	Ne20	90.48%	stable	0+	`10 = 3+2 + 5`
10p	11n	Ne21	0.27%	stable	3/2+	`10 = 1+4 + 5 + (1n)`
10p	12n	Ne22	9.25%	stable	0+	`10 = 2+2 + 6 + (2n)`
10p	13n	Ne23	e em	37.24 s	5/2+	`10 = 3+1 + 6 + (3n)`
10p	14n	Ne24	e em	3.38 min	0+	`10 = 2+2 + 6 + (4n)`
10p	15n	Ne25		602 ms	3/2+	`10 = 3+2 + 5 + (5n)`
10p	16n	Ne26		197 ms	0+	`10 = 1+4 + 5 + (6n)`
10p	17n	Ne27		32 ms	3/2+	`10 = 2+3 + 5 + (7n)`
10p	18n	Ne28		18.3 ms	0+	`10 = 3+2 + 5 + (8n)`
10p	19n	Ne29		15.6 ms	3/2+	`10 = 4+1 + 5 + (9n)`
10p	20n	Ne30		5.8 ms	0+	`10 = 2+2 + 6 + (10n)`
10p	21n	Ne31		3.4 ms	7/2-	`10 = 1+3 + 6 + (11n)`
10p	22n	Ne32		3.5 ms	0+	`10 = 2+2 + 6 + (12n)`
10p	23n	Ne33		<180 ns	7/2-	`10 = 3+1 + 6 + (13n)`
10p	24n	Ne34		1# ms	0+	`10 = 2+2 + 6 + (14n)`
						.ooOOoo.

90.48

1340

10 = 3+2 + 5

20, 21, 22

12n

						.ooOOoo.
11p	7n	Na18		1.3 zeps	1-	`11 = 4p+7 - (4n)`
11p	8n	Na19	p em	<40 ns	5/2+#	`11 = 3p+2 + 6 - (3n)`
11p	9n	Na20	b+	447.9 ms	2+	`11 = 2p+3 + 6 - (2n)`
11p	10n	Na21	b+	22.49 s	3/2+	`11 = 1p+5 + 5 - (1n)`
11p	11n	Na22	b+	2.6019 y	3+	`11 = 1+5 + 5`
11p	12n	Na23	100%	stable	3/2+	`11 = 1+5 + 5 + (1n)`
11p	13n	Na24		14.959 h	4+	`11 = 2+3 + 6 + (2n)`
11p	14n	Na25		59.1 s	5/2+	`11 = 3+2 + 6 + (3n)`
11p	15n	Na26		1.077 s	3+	`11 = 4+1 + 6 + (4n)`
11p	16n	Na27		301 ms	5/2+	`11 = 3+2 + 6 + (5n)`
11p	18n	Na29		44.9 ms	3/2+	`11 = 2+4 + 5 + (7n)`
11p	20n	Na31		17.0 ms	3/2+	`11 = 4+2 + 5 + (9n)`
11p	22n	Na33		8.4 ms	3/2+#	`11 = 3+3 + 5 + (11n)`
11p	24n	Na35		1.5 ms	3/2+#	`11 = 2+4 + 5 + (13n)`
						.ooOOoo.

100

11 = 1+5 + 5 + (1n)

12

12n

						.ooOOoo.
12p	7n	Mg19		nodata	1/2-#	`12 = 5p+7 - (5n)`
12p	8n	Mg20	b+	90.8 ms	0+	`12 = 4p+3 + 5 - (4n)`
12p	9n	Mg21	b+	122 ms	3/2+	`12 = 3p+4 + 5 - (3n)`
12p	10n	Mg22	b+	3.857 s	0+	`12 = 2p+5 + 5 - (2n)`
12p	11n	Mg23	b+	11.317 s	3/2+	`12 = 1p+6 + 5 - (1n)`
12p	12n	Mg24	78.99%	stable	0+	`12 = 3+3 + 6`
12p	13n	Mg25	10.00%	stable	5/2+	`12 = 1+5 + 6 + (1n)`
12p	14n	Mg26	11.01%	stable	0+	`12 = 2+4 + 6 + (2n)`
12p	15n	Mg27	e em	9.458 min	1/2+	`12 = 3+4 + 5 + (3n)`
12p	16n	Mg28	e em	20.915 h	0+	`12 = 4+3 + 5 + (4n)`
12p	17n	Mg29		1.30 s	3/2+	`12 = 3+4 + 5 + (5n)`
12p	18n	Mg30		335 ms	0+	`12 = 6+1 + 5 + (6n)`
12p	19n	Mg31		232 ms	1/2+	`12 = 4+3 + 5 + (7n)`
12p	20n	Mg32		95 ms	0+	`12 = 3+4 + 5 + (8n)`
12p	21n	Mg33		90.5 ms	3/2+	`12 = 4+3 + 5 + (9n)`
12p	22n	Mg34		20 ms	0+	`12 = 4+2 + 6 + (10n)`
12p	23n	Mg35		70 ms	7/2-	`12 = 5+1 + 6 + (11n)`
12p	24n	Mg36		3.9 ms	0+	`12 = 3+3 + 6 + (12n)`
12p	25n	Mg37		40# ms	7/2-	`12 = 1+5 + 6 + (13n)`
12p	26n	Mg38		1# ms	0+	`12 = 2+4 + 6 + (14n)`
12p	27n	Mg39		<180 ns	7/2-#	`12 = 3+3 + 6 + (15n)`
12p	28n	Mg40		1# ms	0+	`12 = 4+2 + 6 + (16n)`
						.ooOOoo.

78.99

580

12 = 3+3 + 6Mg24 atommag. A középső henger = C12

24, 25, 26

14n

						.ooOOoo.
13p	8n	Al21		<35 ns	1/2+	`13 = 1+2 + 5p+5 - (5n)`
13p	10n	Al23	b+	0.47 s	5/2+	`13 = 3p+4 + 6 - (3n)`
13p	12n	Al25	b+	7.183 s	5/2+	`13 = 1p+6 + 6 - (1n)`
13p	13n	Al26	b+	7.17x10+5 y	5+	`13 = 4+3 + 6`
13p	14n	Al27	100%	stable	5/2+	`13 = 1+6 + 6 + (1n)`
13p	15n	Al28		2.2414 min	3+	`13 = 2+5 + 6 + (2n)`
13p	16n	Al29		6.56 min	5/2+	`13 = 3+4 + 6 + (3n)`
13p	17n	Al30		3.60 s	3+	`13 = 4+3 + 6 + (4n)`
13p	18n	Al31		644 ms	5/2+	`13 = 5+2 + 6 + (5n)`
13p	20n	Al33		41.7 ms	5/2+	`13 = 1+6 + 6 + (7n)`
13p	22n	Al35		38.6 ms	5/2+#	`13 = 3+4 + 6 + (9n)`
13p	24n	Al37		10.7 ms	3/2+#	`13 = 1+2 + 5+5 + (11n)`
13p	26n	Al39		7.6 ms	3/2+#	`13 = 2+1 + 5+5 + (13n)`
13p	28n	Al41		2# ms	3/2+#	`13 = 2+1 + 5+5 + (15n)`
13p	29n	Al42		1 ms		`13 = 2+1 + 5+5 + (16n)`
						.ooOOoo.

100

13 = 1+6 + 6 + (1n)

14

14n

						.ooOOoo.
14p	8n	Si22	b+	29 ms	0+	`14 = 1+1 + 6p+6 - (6n)`
14p	9n	Si23	b+	42.3 ms	3/2+#	`14 = 2+2 + 5p+5 - (5n)`
14p	10n	Si24	b+	140 ms	0+	`14 = 4p+4 + 6 - (4n)`
14p	11n	Si25	b+	220 ms	5/2+	`14 = 3p+5 + 6 - (3n)`
14p	12n	Si26	b+	2.234 s	0+	`14 = 2p+6 + 6 - (2n)`
14p	13n	Si27	b+	4.16 s	5/2+	`14 = 1p+7 + 6 - (1n)`
14p	14n	Si28	92.23%	stable	0+	`14 = 4+4 + 6`
14p	15n	Si29	4.683%	stable	1/2+	`14 = 1+7 + 6 + (1n)`
14p	16n	Si30	3.087%	stable	0+	`14 = 2+6 + 6 + (2n)`
14p	17n	Si31	e em	157.3 min	3/2+	`14 = 3+1 + 5+5 + (3n)`
14p	18n	Si32	e em	132 y	0+	`14 = 2+2 + 5+5 + (4n)`
14p	19n	Si33	e em	6.18 s	3/2+	`14 = 2+2 + 5+5 + (5n)`
14p	20n	Si34	e em	2.77 s	0+	`14 = 4+4 + 6 + (6n)`
14p	21n	Si35	e em	0.78 s	7/2-#	`14 = 1+7 + 6 + (7n)`
14p	22n	Si36	e em	0.45 s	0+	`14 = 2+6 + 6 + (8n)`
14p	23n	Si37	e em	90 ms	7/2-	`14 = 3+5 + 6 + (9n)`
14p	24n	Si38	e em	90# ms	0+	`14 = 4+4 + 6 + (10n)`
14p	25n	Si39		47.5 ms	7/2-#	`14 = 5+3 + 6 + (11n)`
14p	26n	Si40		33.0 ms	0+	`14 = 6+2 + 6 + (12n)`
14p	27n	Si41		20.0 ms	7/2-#	`14 = 7+1 + 6 + (13n)`
14p	28n	Si42		13 ms	0+	`14 = 1+1 + 6+6 + (14n)`
14p	29n	Si43		15# ms	3/2-#	`14 = 1+1 + 6+6 + (15n)`
14p	30n	Si44		10# ms	0+	`14 = 1+1 + 6+6 + (16n)`
						.ooOOoo.

92.23

650

14 = 4+4 + 6

28, 29, 30

16n

						.ooOOoo.
15p	9n	P24		nodata	1+	`15 = 1+2 + 6p+6 - (6n)`
15p	10n	P25		<30 ns	1/2+#	`15 = 5p+0 + 5+5 - (5n)`
15p	11n	P26	b+	43.7 ms	3+	`15 = 4p+1 + 5+5 - (4n)`
15p	12n	P27	b+	260 ms	1/2+	`15 = 3p+2 + 5+5 - (3n)`
15p	13n	P28	b+	270.3 ms	3+	`15 = 2p+3 + 5+5 - (2n)`
15p	14n	P29	b+	4.142 s	1/2+	`15 = 1p+4 + 5+5 - (1n)`
15p	15n	P30	b+	2.498 min	1+	`15 = 3+2 + 5+5`
15p	16n	P31	100%	stable	1/2+	`15 = 1+4 + 5+5 + (1n)`
15p	17n	P32		14.263 d	1+	`15 = 2+3 + 5+5 + (2n)`
15p	18n	P33		25.34 d	1/2+	`15 = 3+2 + 5+5 + (3n)`
15p	19n	P34		12.43 s	1+	`15 = 4+1 + 5+5 + (4n)`
15p	20n	P35		47.3 s	1/2+	`15 = 3+2 + 5+5 + (5n)`
15p	21n	P36		5.6 s	4-#	`15 = 1+4 + 5+5 + (6n)`
15p	22n	P37		2.31 s	1/2+#	`15 = 2+3 + 5+5 + (7n)`
15p	23n	P38		0.64 s	p4-	`15 = 3+2 + 5+5 + (8n)`
15p	24n	P39		190 ms	1/2+#	`15 = 3+2 + 5+5 + (9n)`
15p	25n	P40		153 ms	3-	`15 = 3+2 + 5+5 + (10n)`
15p	26n	P41		100 ms	1/2+#	`15 = 1+4 + 5+5 + (11n)`
15p	28n	P43		36.5 ms	1/2+#	`15 = 3+2 + 5+5 + (13n)`
15p	30n	P45		8# ms	1/2+#	`15 = 3+2 + 5+5 + (15n)`
15p	31n	P46		4# ms		`15 = 1+2 + 6+6 + (16n)`
						.ooOOoo.

100

15 = 1+4 + 5+5 + (1n)

16

16n

						.ooOOoo.
16p	10n	S26		10 ms	0+	`16 = 3p+3p + 5+5 - (6n)`
16p	11n	S27	b+	15.5 ms	5/2+	`16 = 5p+1 + 5+5 - (5n)`
16p	12n	S28	b+	125 ms	0+	`16 = 4p+2 + 5+5 - (4n)`
16p	14n	S29	b+	187 ms	5/2+	`16 = 3p+3 + 5+5 - (3n)`
16p	14n	S30	b+	1.178 s	0+	`16 = 2p+4 + 5+5 - (2n)`
16p	15n	S31	b+	2.572 s	1/2+	`16 = 1p+3 + 2x6 - (1n)`
16p	16n	S32	95.02%	stable	0+	`16 = 3+3 + 5+5`
16p	17n	S33	0.75%	stable	3/2+	`16 = 1+5 + 5+5 + (1n)`
16p	18n	S34	4.21%	stable	0+	`16 = 2+4 + 5+5 + (2n)`
16p	19n	S35	e em	87.51 d	3/2+	`16 = 3+3 + 5+5 + (3n)`
16p	20n	S36	0.02%	stable	0+	`16 = 4+2 + 5+5 + (4n)`
16p	21n	S37		5.05 min	7/2-	`16 = 3+3 + 5+5 + (5n)`
16p	22n	S38		170.3 min	0+	`16 = 1+5 + 5+5 + (6n)`
16p	23n	S39		11.5 s	7/2-	`16 = 2+4 + 5+5 + (7n)`
16p	24n	S40		8.8 s	0+	`16 = 3+3 + 5+5 + (8n)`
16p	25n	S41		1.99 s	7/2-	`16 = 4+2 + 5+5 + (9n)`
16p	26n	S42		1.013 s	0+	`16 = 5+1 + 5+5 + (10n)`
16p	27n	S43m		480 ns	7/2-	`16 = 3+3 + 5+5 + (11n)`
16p	27n	S43		260 ms	3/2-#	`16 = 1+5 + 5+5 + (11n)`
16p	28n	S44		100 ms	0+	`16 = 2+4 + 5+5 + (12n)`
16p	29n	S45		68 ms	3/2-#	`16 = 3+3 + 5+5 + (13n)`
16p	30n	S46		50 ms	0+	`16 = 4+2 + 5+5 + (14n)`
16p	31n	S47		20# ms	3/2-#	`16 = 5+1 + 5+5 + (15n)`
16p	32n	S48		10# ms	0+	`16 = 3+3 + 5+5 + (16n)`
16p	33n	S49		<200 ns	3/2-#	`16 = 1+5 + 5+5 + (17n)`
						.ooOOoo.

95.02

440

16 = 3+3 + 5+5S32 atommag = C12 + 5 alfa részecske

32, 33, 34, 36

18n

						.ooOOoo.
17p	11n	Cl28		nodata	1+	`17 = 3+2 + 6p+6 - (6n)`
17p	12n	Cl29		<20 ns	3/2+#	`17 = 5p+2 + 5+5 - (5n)`
17p	13n	Cl30		<30 ns	3+	`17 = 4p+1 + 6+6 - (4n)`
17p	14n	Cl31	b+	150 ms	3/2+	`17 = 3p+4 + 5+5 - (3n)`
17p	15n	Cl32	b+	298 ms	1+	`17 = 2p+3 + 6+6 - (2n)`
17p	16n	Cl33	b+	2.511 s	3/2+	`17 = 1p+6 + 5+5 - (1n)`
17p	17n	Cl34	b+	1.5264 s	0+	`17 = 3+2 + 6+6`
17p	18n	Cl35	75.77%	stable	3/2+	`17 = 1+6 + 5+5 + (1n)`
17p	19n	Cl36	e em	3.01x10+5 y	2+	`17 = 2+3 + 2x6 + (2n)`
17p	20n	Cl37	24.23%	stable	3/2+	`17 = 3+4 + 5+5 + (3n)`
17p	21n	Cl38	e em	37.24 min	2-	`17 = 4+3 + 5+5 + (4n)`
17p	22n	Cl39	e em	55.6 min	3/2+	`17 = 5+2 + 5+5 + (5n)`
17p	23n	Cl40	e em	1.35 min	2-	`17 = 6+1 + 5+5 + (6n)`
17p	24n	Cl41	e em	38.4 s	3/2+	`17 = 4+3 + 5+5 + (7n)`
17p	26n	Cl43	e em	3.07 s	3/2+#	`17 = 4+3 + 5+5 + (9n)`
17p	28n	Cl45	e em	400 ms	3/2+#	`17 = 1+6 + 5+5 + (11n)`
17p	30n	Cl47	e em	101 ms	3/2+#	`17 = 3+4 + 5+5 + (13n)`
17p	32n	Cl49		170 ns	3/2+#	`17 = 5+2 + 5+5 + (15n)`
17p	34n	Cl51		2# ms	3/2+	`17 = 4+3 + 5+5 + (17n)`
						.ooOOoo.

75.77

17 = 1+6 + 5+5 + (1n)

35, 37

34, 38

18

22n

						.ooOOoo.
18p	12n	Ar30		<20 ns	0+	`18 = p+2 + 5+5p+5 - (6n)`
18p	13n	Ar31	b+	14.4 ms	5/2+#	`18 = 2+1 + 5+5p+5 - (5n)`
18p	14n	Ar32	b+	98 ms	0+	`18 = 4p+2 + 2x6 - (4n)`
18p	15n	Ar33	b+	173.0 ms	1/2+	`18 = 3p+3 + 2x6 - (3n)`
18p	16n	Ar34	b+	844.5 ms	0+	`18 = 2p+4 + 2x6 - (2n)`
18p	17n	Ar35	b+	1.775 s	3/2+	`18 = 1p+7 + 5+5 - (1n)`
18p	18n	Ar36	0.3365%	stable	0+	`18 = 3+3 + 6+6`
18p	19n	Ar37	Ke	35.04 d	3/2+	`18 = 1+7 + 5+5 + (1n)`
18p	20n	Ar38	0.0632%	stable	0+	`18 = 2+4 + 6+6 + (2n)`
18p	21n	Ar39	e em	269 y	7/2-	`18 = 3+3 + 6+6 + (3n)`
18p	22n	Ar40	99.60037%	stable	0+	`18 = 4+2 + 6+6 + (4n)`
18p	23n	Ar41	e em	109.61 min	7/2-	`18 = 5+1 + 6+6 + (5n)`
18p	24n	Ar42	e em	32.9 y	0+	`18 = 3+3 + 6+6 + (6n)`
18p	25n	Ar43		5.37 min	5/2-	`18 = 1+5 + 6+6 + (7n)`
18p	26n	Ar44		11.87 min	0+	`18 = 2+4 + 6+6 + (8n)`
18p	27n	Ar45		21.48 s	5/2-	`18 = 3+3 + 6+6 + (9n)`
18p	28n	Ar46		8.4 s	0+	`18 = 4+2 + 6+6 + (10n)`
18p	29n	Ar47		1.23 s	3/2-	`18 = 1+7 + 5+5 + (11n)`
18p	30n	Ar48		0.48 s	0+	`18 = 2+6 + 5+5 + (12n)`
18p	31n	Ar49		170 ms	3/2-#	`18 = 3+5 + 5+5 + (13n)`
18p	32n	Ar50		85 ms	0+	`18 = 4+4 + 5+5 + (14n)`
18p	33n	Ar51		60# ms	3/2-#	`18 = 5+3 + 5+5 + (15n)`
18p	34n	Ar52		10 ms	0+	`18 = 4+2 + 6+6 + (16n)`
18p	35n	Ar53		3 ms	5/2-	`18 = 5+1 + 6+6 + (17n)`
18p	36n	Ar54	pred	p1 ms	0+	`18 = 3+3 + 6+6 + (18n)`
						.ooOOoo.

99.6

220

18 = 4+2 + 2x6 + (4n)

36, 38, 40

20n

						.ooOOoo.
19p	13n	K32		nodata	1+#	`19 = 6p+1 + 6+6 - (6n)`
19p	14n	K33		<25 ns	3/2+#	`19 = 5p+4 + 5+5 - (5n)`
19p	15n	K34		<40 ns	1+#	`19 = 4p+3 + 6+6 - (4n)`
19p	16n	K35	b+	178 ms	3/2+	`19 = 3p+6 + 5+5 - (3n)`
19p	17n	K36	b+	342 ms	2+	`19 = 2p+5 + 6+6 - (2n)`
19p	18n	K37	b+	1.226 s	3/2+	`19 = 1p+8 + 5+5 - (1n)`
19p	19n	K38	b+	7.636 min	3+	`19 = 4+3 + 6+6`
19p	20n	K39	93.2581%	stable	3/2+	`19 = 1+8 + 5+5 + (1n)`
19p	21n	K40	0.0117%	1.265x10+9 y	4-	`19 = 2+5 + 6+6 + (2n)`
19p	22n	K41	6.73027%	stable	3/2+	`19 = 3+6 + 5+5 + (3n)`
19p	23n	K42		12.360 h	2-	`19 = 4+5 + 5+5 + (4n)`
19p	24n	K43		22.3 h	3/2+	`19 = 5+4 + 5+5 + (5n)`
19p	25n	K44		22.13 min	2-	`19 = 6+3 + 5+5 + (6n)`
19p	26n	K45		17.3 min	3/2+	`19 = 7+2 + 5+5 + (7n)`
19p	27n	K46		105 s	2-	`19 = 8+1 + 5+5 + (8n)`
19p	28n	K47		17.50 s	1/2+	`19 = 3+4 + 6+6 + (9n)`
19p	29n	K48		6.8 s	2-	`19 = 5+4 + 5+5 + (10n)`
19p	30n	K49		1.26 s	3/2+	`19 = 1+8 + 5+5 + (11n)`
19p	31n	K50		472 ms	2-	`19 = 2+7 + 5+5 + (12n)`
19p	32n	K51		365 ms	3/2+	`19 = 3+6 + 5+5 + (13n)`
19p	33n	K52		105 ms	2-	`19 = 4+5 + 5+5 + (14n)`
19p	34n	K53		30 ms	3/2+	`19 = 5+4 + 5+5 + (15n)`
19p	35n	K54		10 ms	2-#	`19 = 6+3 + 5+5 + (16n)`
19p	36n	K55		3 ms	3/2+	`19 = 7+2 + 5+5 + (17n)`
						.ooOOoo.

93.26

19 = 1+8 + 5+5 + (1n)

39, 41

20

20n

						.ooOOoo.
20p	14n	Ca34	p em	<35 ns	0+	`20 = 1+1 + 6+6p+6 - (6n)`
20p	13n	Ca35	b+	25.7 ms	1/2+#	`20 = 3+2 + 5+5p+5 - (5n)`
20p	16n	Ca36	b+	102 ms	0+	`20 = 4p+4 + 2x6 - (4n)`
20p	17n	Ca37	b+	181.1 ms	3/2+	`20 = 3p+2 + 5+5+5 - (3n)`
20p	18n	Ca38	b+	440 ms	0+	`20 = 2p+3 + 5+5+5 - (2n)`
20p	19n	Ca39	b+	859.6 ms	3/2+	`20 = 1p+4 + 5+5+5 - (1n)`
20p	20n	Ca40	96.94%	stable	0+	`20 = 4+4 + 6+6`
20p	21n	Ca41	Ke	1.02x10+5 y	7/2-	`20 = 1+7 + 6+6 + (1n)`
20p	22n	Ca42	0.65%	stable	0+	`20 = 2+6 + 6+6 + (2n)`
20p	23n	Ca43	0.135%	stable	7/2-	`20 = 3+5 + 6+6 + (3n)`
20p	24n	Ca44	2.09%	stable	0+	`20 = 4+4 + 6+6 + (4n)`
20p	25n	Ca45	e em	162.67 d	7/2-	`20 = 5+3 + 6+6 + (5n)`
20p	26n	Ca46	0.004%	3x10+15 y	0+	`20 = 6+2 + 6+6 + (6n)`
20p	27n	Ca47	e em	4.536 d	7/2-	`20 = 7+1 + 6+6 + (7n)`
20p	28n	Ca48	0.187%	1.9x10+19 y	0+	`20 = 4+4 + 6+6 + (8n)`
20p	29n	Ca49		8.718 min	3/2-	`20 = 3+5 + 6+6 + (9n)`
20p	30n	Ca50		13.9 s	0+	`20 = 4+4 + 6+6 + (10n)`
20p	31n	Ca51		10.0 s	3/2-	`20 = 5+3 + 6+6 + (11n)`
20p	32n	Ca52		4.6 s	0+	`20 = 6+2 + 6+6 + (12n)`
20p	33n	Ca53		90 ms	3/2-	`20 = 7+1 + 6+6 + (13n)`
20p	34n	Ca54		50# ms	0+	`20 = 2+6 + 6+6 + (14n)`
20p	35n	Ca55		30# ms	5/2-	`20 = 3+5 + 6+6 + (15n)`
20p	36n	Ca56		10 ms	0+	`20 = 4+4 + 6+6 + (16n)`
20p	37n	Ca57		5 ms	5/2-#	`20 = 5+3 + 6+6 + (17n)`
						.ooOOoo.

96.941

20 = 4+4 + 2x6Ca40 atommag = O16 + 6 alfa részecske

40, 42, 43, 44

24n

						.ooOOoo.
21p	15n	Sc36		nodata		`21 = 1+2 + 6+6p+6 - (6n)`
21p	16n	Sc37		nodata	7/2-#	`21 = 5p+0 + 5+6+5 - (5n)`
21p	17n	Sc38		<300 ns	2-#	`21 = 4p+1 + 5+6+5 - (4n)`
21p	18n	Sc39	p em	<300 ns	7/2-	`21 = 3p+2 + 5+6+5 - (3n)`
21p	19n	Sc40	b+	182.3 ms	4-	`21 = 2p+1 + 6+6+6 - (2n)`
21p	20n	Sc41	b+	596.3 ms	7/2-	`21 = 1p+4 + 5+6+5 - (1n)`
21p	21n	Sc42	b+	681.3 ms	0+	`21 = 1+2 + 6+6+6`
21p	22n	Sc43	b+	3.891 h	7/2-	`21 = 1+4 + 5+6+5 + (1n)`
21p	23n	Sc44	b+	3.97 h	2+	`21 = 2+3 + 5+6+5 + (2n)`
21p	24n	Sc45	100%	stable	7/2-	`21 = 3+2 + 5+6+5 + (3n)`
21p	25n	Sc46		83.79 d	4+	`21 = 4+1 + 5+6+5 + (4n)`
21p	26n	Sc47		3.3492 d	7/2-	`21 = 3+2 + 5+6+5 + (5n)`
21p	27n	Sc48		43.67 h	6+	`21 = 3+2 + 5+6+5 + (6n)`
21p	28n	Sc49		57.2 min	7/2-	`21 = 1+4 + 5+6+5 + (7n)`
21p	29n	Sc50		102.5 s	5+	`21 = 2+3 + 5+6+5 + (8n)`
21p	30n	Sc51		12.4 s	7/2-	`21 = 3+2 + 5+6+5 + (9n)`
21p	31n	Sc52		8.2 s	3+	`21 = 4+1 + 5+6+5 + (10n)`
21p	32n	Sc53		>3 s	7/2-	`21 = 3+2 + 5+6+5 + (11n)`
21p	33n	Sc54		260 ms	3+#	`21 = 2+3 + 5+6+5 + (12n)`
21p	34n	Sc55		0.12 s	7/2-	`21 = 3+2 + 5+6+5 + (13n)`
21p	35n	Sc56		35 ms	1+	`21 = 4+1 + 5+6+5 + (14n)`
21p	36n	Sc57		13 ms	7/2-	`21 = 3+2 + 5+6+5 + (15n)`
21p	37n	Sc58		12 ms	3+#	`21 = 3+2 + 5+6+5 + (16n)`
21p	38n	Sc59		10# ms	7/2-#	`21 = 1+4 + 5+6+5 + (17n)`
21p	39n	Sc60		3# ms	3+#	`21 = 2+3 + 5+6+5 + (18n)`
						.ooOOoo.

100

0.03

21 = 1+2 + 6+6+6 + (3n)

43, 44, 45, 46, 50

22

26n

						.ooOOoo.
22p	16n	Ti38		<120 ns	0+	`22 = 3+3 + 5+6p+5 - (6n)`
22p	17n	Ti39	b+	31 ms	3/2+#	`22 = 5p+2 + 5+5+5 - (5n)`
22p	18n	Ti40	b+	53.3 ms	0+	`22 = 4p+3 + 5+5+5 - (4n)`
22p	19n	Ti41	b+	80.4 ms	3/2+	`22 = 3p+4 + 5+5+5 - (3n)`
22p	20n	Ti42	b+	199 ms	0+	`22 = 2p+5 + 5+5+5 - (2n)`
22p	21n	Ti43m		12.6 mics	3/2+	`22 = 1p+6 + 5+5+5 - (1n)`
22p	21n	Ti43	b+	509 ms	7/2-	`22 = 1p+4 + 6+5+6 - (1n)`
22p	22n	Ti44	Ke	60.0 y	0+	`22 = 3+2 + 6+5+6`
22p	23n	Ti45	b+	184.8 min	7/2-	`22 = 1+4 + 6+5+6 + (1n)`
22p	24n	Ti46	8.25%	stable	0+	`22 = 2+3 + 6+5+6 + (2n)`
22p	25n	Ti47	7.44%	stable	5/2-	`22 = 3+3 + 5+6+5 + (3n)`
22p	26n	Ti48	73.72%	stable	0+	`22 = 4+1 + 6+5+6 + (4n)`
22p	27n	Ti49	5.41%	stable	7/2-	`22 = 3+2 + 6+5+6 + (5n)`
22p	28n	Ti50	5.18%	stable	0+	`22 = 1+4 + 6+5+6 + (6n)`
22p	29n	Ti51		5.76 min	3/2-	`22 = 1+5 + 5+6+5 + (7n)`
22p	30n	Ti52		1.7 min	0+	`22 = 2+4 + 5+6+5 + (8n)`
22p	31n	Ti53		32.7 s	3/2-	`22 = 3+3 + 5+6+5 + (9n)`
22p	32n	Ti54		1.5 s	0+	`22 = 4+2 + 5+6+5 + (10n)`
22p	33n	Ti55		490 ms	3/2-#	`22 = 5+1 + 5+6+5 + (11n)`
22p	34n	Ti56		0.164 s	0+	`22 = 3+3 + 5+6+5 + (12n)`
22p	35n	Ti57		60 ms	5/2-#	`22 = 1+3 + 6+6+6 + (13n)`
22p	36n	Ti58		54 ms	0+	`22 = 2+2 + 6+6+6 + (14n)`
22p	37n	Ti59		30 ms	5/2-	`22 = 3+1 + 6+6+6 + (15n)`
22p	38n	Ti60		22 ms	0+	`22 = 2+2 + 6+6+6 + (16n)`
22p	39n	Ti61		10# ms	1/2-#	`22 = 3+2 + 6+5+6 + (17n)`
22p	40n	Ti62		10 ms	0+	`22 = 1+4 + 6+5+6 + (18n)`
22p	41n	Ti63		3 ms	1/2-#	`22 = 2+3 + 6+5+6 + (19n)`
						.ooOOoo.

73.8

22 = 4+1 + 6+5+6 + (4n)

46, 47, 48, 49, 50

28n

						.ooOOoo.
23p	17n	V40		nodata	2-#	`23 = 6p+1 + 5+6+5 - (6n)`
23p	19n	V42		<55 ns	2-#	`23 = 4p+3 + 5+6+5 - (4n)`
23p	20n	V43		80# ms	7/2-#	`23 = 3p+2 + 6+6+6 - (3n)`
23p	21n	V44	b+	111 ms	2+	`23 = 2p+3 + 6+6+6 - (2n)`
23p	22n	V45	b+	547 ms	7/2-	`23 = 1p+4 + 6+6+6 - (1n)`
23p	23n	V46	b+	422.50 ms	0+	`23 = 1 + 6 + 8+8`
23p	24n	V47	b+	32.6 min	3/2-	`23 = 1 + 6 + 8+8 + (1n)`
23p	25n	V48	b+	15.9735 d	4+	`23 = 2+3 + 6+6+6 + (2n)`
23p	26n	V49	Ke	330 d	7/2-	`23 = 3+2 + 6+6+6 + (3n)`
23p	27n	V50	0.250%	stable	6+	`23 = 4+1 + 6+6+6 + (4n)`
23p	28n	V51	99.750%	stable	7/2-	`23 = 3+2 + 6+6+6 + (5n)`
23p	29n	V52		3.743 min	3+	`23 = 3+2 + 6+6+6 + (6n)`
23p	30n	V53		1.60 min	7/2-	`23 = 1+4 + 6+6+6 + (7n)`
23p	31n	V54		49.8 s	3+	`23 = 2+3 + 6+6+6 + (8n)`
23p	32n	V55		6.54 s	7/2-	`23 = 3+2 + 6+6+6 + (9n)`
23p	34n	V57		0.34 s	3/2-	`23 = 3+2 + 6+6+6 + (11n)`
23p	36n	V59		75 ms	5/2-,3/2-	`23 = 1+4 + 6+6+6 + (13n)`
23p	38n	V61		47 ms	3/2-	`23 = 3+2 + 6+6+6 + (15n)`
23p	40n	V63		17 ms	7/2-	`23 = 3+2 + 6+6+6 + (17n)`
23p	42n	V65		10 ms	5/2-#	`23 = 1+4 + 6+6+6 + (19n)`
						.ooOOoo.

99.75

0.7

23 = 3+2 + 6+6+6 + (5n)

50, 51

24

28n

						.ooOOoo.
24p	18n	Cr42	b+	14 ms	0+	`24 = 3+3 + 6+6p+6 - (6n)`
24p	190n	Cr43	b+	21.6 ms	3/2+	`24 = 5p+4 + 5+5+5 - (5n)`
24p	20n	Cr44	b+	54 ms	0+	`24 = 4p+2 + 6+6+6 - (4n)`
24p	21n	Cr45	b+	50 ms	7/2-#	`24 = 3p+3 + 6+6+6 - (3n)`
24p	22n	Cr46	b+	0.26 s	0+	`24 = 2p+4 + 6+6+6 - (2n)`
24p	23n	Cr47	b+	500 ms	3/2-	`24 = 1p+6 + 6+5+6 - (1n)`
24p	24n	Cr48	b+	21.56 h	0+	`24 = 1+1 + 6 + 2x8`
24p	25n	Cr49	b+	42.3 min	5/2-	`24 = 1+1 + 6 + 2x8 + (1n)`
24p	26n	Cr50	4.345%	1.8x10+17 y	0+	`24 = 2+4 + 6+6+6 + (2n)`
24p	27n	Cr51	Ke	27.7025 d	7/2-	`24 = 3+3 + 6+6+6 + (3n)`
24p	28n	Cr52	83.789%	stable	0+	`24 = 4+3 + 6+5+6 + (4n)`
24p	29n	Cr53	9.501%	stable	3/2-	`24 = 3+4 + 6+5+6 + (5n)`
24p	30n	Cr54	2.365%	stable	0+	`24 = 1+6 + 6+5+6 + (6n)`
24p	31n	Cr55	e em	3.497 min	3/2-	`24 = 2+5 + 6+5+6 + (7n)`
24p	32n	Cr56		5.94 min	0+	`24 = 3+4 + 6+5+6 + (8n)`
24p	33n	Cr57		21.1 s	3/2-	`24 = 4+3 + 6+5+6 + (9n)`
24p	34n	Cr58		7.0 s	0+	`24 = 5+2 + 6+5+6 + (10n)`
24p	35n	Cr59		0.46 s	1/2-	`24 = 1+8 + 5+5+5 + (11n)`
24p	36n	Cr60		0.56 s	0+	`24 = 2+7 + 5+5+5 + (12n)`
24p	37n	Cr61		0.261 s	p1/2-	`24 = 3+6 + 5+5+5 + (13n)`
24p	38n	Cr62		0.199 s	0+	`24 = 4+5 + 5+5+5 + (14n)`
24p	39n	Cr63		129 ms	1/2-	`24 = 5+4 + 5+5+5 + (15n)`
24p	40n	Cr64		43 ms	0+	`24 = 6+3 + 5+5+5 + (16n)`
24p	41n	Cr65		27 ms	1/2-	`24 = 7+2 + 5+5+5 + (17n)`
24p	42n	Cr66		10 ms	0+	`24 = 8+1 + 5+5+5 + (18n)`
24p	43n	Cr67		10# ms	1/2-	`24 = 5+4 + 5+5+5 + (19n)`
						.ooOOoo.

83.789

24 = 4+3 + 6+5+6 + (4n)

50, 52, 53, 54

30n

						.ooOOoo.
25p	19n	Mn44		<105 ns	2-	`25 = 3+4 + 6+6p+6 - (6n)`
25p	20n	Mn45		<70 ns	7/2-#	`25 = 5p+2 + 6+6+6 - (5n)`
25p	21n	Mn46	b+	41 ms	4+	`25 = 4p+3 + 6+6+6 - (4n)`
25p	22n	Mn47	b+	100 ms	5/2-#	`25 = 3p+4 + 6+6+6 - (3n)`
25p	23n	Mn48	b+	158.1 ms	4+	`25 = 2p+5 + 6+6+6 - (2n)`
25p	24n	Mn49	b+	382 ms	5/2-	`25 = 1p+6 + 6+6+6 - (1n)`
25p	25n	Mn50	b+	283.29 ms	0+	`25 = 3+4 + 6+6+6`
25p	26n	Mn51	b+	46.2 min	5/2-	`25 = 1+6 + 6+6+6 + (1n)`
25p	27n	Mn52	b+	5.591 d	6+	`25 = 2+1 + 6 + 8+8 + (2n)`
25p	28n	Mn53	Ke	3.74x10+6 y	7/2-	`25 = 2+1 + 6 + 8+8 + (3n)`
25p	29n	Mn54	Ke	312.03 d	3+	`25 = 4+3 + 6+6+6 + (4n)`
25p	30n	Mn55	100%	stable	5/2-	`25 = 5+2 + 6+6+6 + (5n)`
25p	31n	Mn56		2.5789 h	3+	`25 = 6+1 + 6+6+6 + (6n)`
25p	32n	Mn57		85.4 s	5/2-	`25 = 1+6 + 6+6+6 + (7n)`
25p	33n	Mn58		3.0 s	1+	`25 = 2+5 + 6+6+6 + (8n)`
25p	34n	Mn59		4.59 s	5/2-	`25 = 3+4 + 6+6+6 + (9n)`
25p	35n	Mn60		51 s	0+	`25 = 4+3 + 6+6+6 + (10n)`
25p	36n	Mn61		0.67 s	5/2-	`25 = 5+2 + 6+6+6 + (11n)`
25p	37n	Mn62		0.671 s	3+	`25 = 6+1 + 6+6+6 + (12n)`
25p	38n	Mn63		0.29 s	5/2-	`25 = 1+6 + 6+6+6 + (13n)`
25p	39n	Mn64		88.8 ms	1+	`25 = 2+5 + 6+6+6 + (14n)`
25p	40n	Mn65		88 ms	5/2-#	`25 = 3+4 + 6+6+6 + (15n)`
25p	42n	Mn67		42 ms	5/2-	`25 = 5+2 + 6+6+6 + (17n)`
25p	44n	Mn69		14 ms	5/2-	`25 = 5+2 + 6+6+6 + (19n)`
						.ooOOoo.

100

25 = 5+2 + 6+6+6 + (5n)

52, 58, 60

30n

26p	21n	Fe47	b+	21.8 ms	7/2-#	`26 = 5p + 5 + 8+8 - (5n)`
26p	23n	Fe49	b+	70 ms	7/2-	`26 = 3p+2 + 5 + 8+8 - (3n)`
26p	25n	Fe51	b+	305 ms	5/2-	`26 = 1p+6 + 5 + 7+7 - (1n)`
26p	26n	Fe52	b+	8.275 h	0+	`26 = 3+2 + 5 + 2x8`
26p	27n	Fe53	b+	8.51 min	7/2-	`26 = 1+4 + 5 + 2x8 + (1n)`
26p	28n	Fe54	5.85%	3.1x10+22 y	0+	`26 = 2+2 + 6 + 2x8 + (2n)`
26p	29n	Fe55	Ke	2.737 y	3/2-	`26 = 3+1 + 6 + 2x8 + (3n)`
26p	30n	Fe56	91.75%	stable	0+	`26 = 2+2 + 6 + 2x8 + (4n)`
26p	31n	Fe57	2.12%	stable	1/2-	`26 = 3+2 + 5 + 2x8 + (5n)`
26p	32n	Fe58	0.28%	stable	0+	`26 = 1+4 + 5 + 2x8 + (6n)`
26p	33n	Fe59	e em	44.495 d	3/2-	`26 = 1+3 + 6 + 2x8 + (7n)`
26p	34n	Fe60	e em	1.5x10+6 y	0+	`26 = 2+2 + 6 + 2x8 + (8n)`
26p	35n	Fe61	e em	5.98 min	3/2-	`26 = 3+1 + 6 + 2x8 + (9n)`
26p	36n	Fe62		68 s	0+	`26 = 2+2 + 6 + 2x8 + (10n)`
26p	37n	Fe63		6.1 s	5/2-	`26 = 6+1 + 5 + 7+7 + (11n)`
26p	38n	Fe64		2.0 s	0+	`26 = 4+3 + 5 + 7+7 + (12n)`
26p	39n	Fe65		1.3 s	1/2-#	`26 = 3+2 + 5 + 8+8 + (13n)`
26p	40n	Fe66		0.44 s	0+	`26 = 1+4 + 5 + 8+8 + (14n)`
26p	41n	Fe67		394 ms	1/2-#	`26 = 2+3 + 5 + 8+8 + (15n)`
26p	42n	Fe68		187 ms	0+	`26 = 3+2 + 5 + 8+8 + (16n)`
26p	43n	Fe69		109 ms	1/2-	`26 = 4+1 + 5 + 8+8 + (17n)`
26p	44n	Fe70		94 ms	0+	`26 = 2+3 + 5 + 8+8 + (18n)`
26p	45n	Fe71		30# ms	7/2+#	`26 = 3+2 + 5 + 8+8 + (19n)`
26p	46n	Fe72		10# ms	0+	`26 = 4+1 + 5 + 8+8 + (20n)`
						.ooOOoo.

91.72

1090

26 = 4 + 6 + 2x8Fe56 atommag = Ne24 + 8 alfa részecske + (4n)

54, 56, 57, 58

32n

						.ooOOoo.
27p	21n	Co48		nodata	0+	`27 = 2+3 + 6p + 2x8 - (6n)`
27p	23n	Co50	b+	44 ms	6+	`27 = 4p+1 + 6 + 2x8 - (4n)`
27p	24n	Co51		60# ms	7/2-#	`27 = 4p+1 + 6 + 2x8 - (3n)`
27p	25n	Co52	b+	115 ms	6+	`27 = 2p+3 + 6 + 2x8 - (2n)`
27p	26n	Co53	b+	242 ms	7/2-#	`27 = 1p+4 + 6 + 2x8 - (1n)`
27p	27n	Co54	b+	193.23 ms	0+	`27 = 1+4 + 6 + 2x8`
27p	28n	Co55	b+	17.53 h	7/2-	`27 = 1+4 + 6 + 2x8 + (1n)`
27p	29n	Co56	b+	77.233 d	4+	`27 = 2+3 + 6 + 2x8 + (2n)`
27p	30n	Co57	Ke	271.74 d	7/2-	`27 = 3+2 + 6 + 2x8 + (3n)`
27p	31n	Co58	b+	70.86 d	2+	`27 = 4+1 + 6 + 2x8 + (4n)`
27p	32n	Co59	100%	stable	7/2-	`27 = 3+2 + 6 + 2x8 + (5n)`
27p	33n	Co60		5.2713 y	5+	`27 = 3+2 + 6 + 2x8 + (6n)`
27p	34n	Co61		1.650 h	7/2-	`27 = 1+4 + 6 + 2x8 + (7n)`
27p	35n	Co62		1.50 min	2+	`27 = 2+3 + 6 + 2x8 + (8n)`
27p	36n	Co63		27.4 s	7/2-	`27 = 3+2 + 6 + 2x8 + (9n)`
27p	37n	Co64		0.30 s	1+	`27 = 4+1 + 6 + 2x8 + (10n)`
27p	38n	Co65		1.20 s	7/2-	`27 = 3+2 + 6 + 2x8 + (11n)`
27p	39n	Co66		0.18 s	3+	`27 = 4+1 + 6 + 8+8 + (12n)`
27p	40n	Co67		0.425 s	7/2-	`27 = 3+2 + 6 + 8+8 + (13n)`
27p	41n	Co68		0.199 s	7-	`27 = 4+3 + 6 + 7+7 + (14n)`
27p	42n	Co69		0.27 s	7/2-	`27 = 1+4 + 6 + 8+8 + (15n)`
27p	43n	Co70		0.119 s	6-	`27 = 2+3 + 6 + 8+8 + (16n)`
27p	44n	Co71		97 ms	7/2-#	`27 = 3+2 + 6 + 8+8 + (17n)`
27p	45n	Co72		62 ms	6-	`27 = 4+1 + 6 + 8+8 + (18n)`
27p	46n	Co73		41 ms	7/2-#	`27 = 3+2 + 6 + 8+8 + (19n)`
27p	47n	Co74		50# ms	0+	`27 = 4+1 + 6 + 8+8 + (20n)`
27p	48n	Co75		40# ms	7/2-	`27 = 3+2 + 6 + 8+8 + (21n)`
						.ooOOoo.

100

27 = 3+2 + 6 + 2x8 + (5n)

58, 60, 62

28

30n

						.ooOOoo.
28p	20n	Ni48		10# ms	0+	`28 = 2p+4 + 6p + 2x8 - (8n)`
28p	21n	Ni49		13 ms	7/2-#	`28 = 6p+p + 5 + 2x8 - (7n)`
28p	22n	Ni50		9.1 ms	0+	`28 = 6p+1 + 5 + 2x8 - (6n)`
28p	23n	Ni51		30 ms	7/2-	`28 = 5p+2 + 5 + 2x8 - (5n)`
28p	24n	Ni52		38 ms	0+	`28 = 4p+3 + 5 + 2x8 - (4n)`
28p	25n	Ni53		45 ms	7/2-	`28 = 3p+4 + 5 + 2x8 - (3n)`
28p	26n	Ni54		106 ms	0+	`28 = 2p+5 + 5 + 2x8 - (2n)`
28p	27n	Ni55		204.7 ms	7/2-	`28 = 1p+6 + 5 + 2x8 - (1n)`
28p	28n	Ni56	b+	6.075 d	0+	`28 = 3+3 + 6 + 2x8`
28p	29n	Ni57	b+	35.60 h	3/2-	`28 = 1+5 + 6 + 2x8 + (1n)`
28p	30n	Ni58	68.077%	stable	0+	`28 = 2+4 + 6 + 2x8 + (2n)`
28p	31n	Ni59	b+	7.6x10+4 y	3/2-	`28 = 3+3 + 6 + 2x8 + (3n)`
28p	32n	Ni60	26.223%	stable	0+	`28 = 4+2 + 6 + 2x8 + (4n)`
28p	33n	Ni61	1.140%	stable	3/2-	`28 = 5+1 + 6 + 2x8 + (5n)`
28p	34n	Ni62	3.634%	stable	0+	`28 = 3+3 + 6 + 2x8 + (6n)`
28p	35n	Ni63		100.1 y	1/2-	`28 = 1+5 + 6 + 2x8 + (7n)`
28p	36n	Ni64	0.926%	stable	0+	`28 = 2+4 + 6 + 2x8 + (8n)`
28p	37n	Ni65m		69 mics	1/2-	`28 = 3+3 + 6 + 2x8 + (9n)`
28p	38n	Ni66		54.6 h	0+	`28 = 4+2 + 6 + 2x8 + (10n)`
28p	39n	Ni67		21 s	1/2-	`28 = 5+1 + 6 + 2x8 + (11n)`
28p	40n	Ni68		29 s	0+	`28 = 3+3 + 6 + 2x8 + (12n)`
28p	41n	Ni69m		3.5 s	1/2-	`28 = 1+5 + 6 + 2x8 + (13n)`
28p	42n	Ni70		6.0 s	0+	`28 = 3+3 + 6 + 8+8 + (14n)`
28p	43n	Ni71		2.56 s	p9/2+	`28 = 1+5 + 6 + 8+8 + (15n)`
28p	44n	Ni72		1.57 s	0+	`28 = 2+4 + 6 + 8+8 + (16n)`
28p	45n	Ni73		0.84 s	9/2+	`28 = 3+3 + 6 + 8+8 + (17n)`
28p	46n	Ni74		0.9 s	0+	`28 = 4+2 + 6 + 8+8 + (18n)`
28p	47n	Ni75		0.6 s	7/2+	`28 = 3+3 + 6 + 8+8 + (19n)`
28p	48n	Ni76		470 ms	0+	`28 = 4+2 + 6 + 8+8 + (20n)`
28p	49n	Ni77		300# ms	9/2+#	`28 = 4+3 + 5 + 8+8 + (21n)`
28p	50n	Ni78		110 ms	0+	`28 = 3+3 + 6 + 8+8 + (22n)`
						.ooOOoo.

68.077

28 = 2+4 + 6 + 2x8 + (2n)

58, 60, 61, 62, 64

34n

						.ooOOoo.
29p	23n	Cu52		nodata	3+	`29 = 6p+2 + 5 + 2x8 - (6n)`
29p	24n	Cu53		<300 ns	3/2-#	`29 = 5p+2 + 6 + 2x8 - (5n)`
29p	25n	Cu54		>75 ns	3+	`29 = 4p+4 + 5 + 2x8 - (4n)`
29p	26n	Cu55		40# ms	3/2-#	`29 = 3p+4 + 6 + 2x8 - (3n)`
29p	27n	Cu56		78 ms	4+	`29 = 2p+1 + 5+5 + 2x8 - (2n)`
29p	28n	Cu57		196.3 ms	3/2-	`29 = 1p+6 + 6 + 2x8 - (1n)`
29p	29n	Cu58		3.204 s	1+	`29 = 4+3 + 6 + 2x8`
29p	30n	Cu59		81.5 s	3/2-	`29 = 1+6 + 6 + 2x8 + (1n)`
29p	31n	Cu60		23.7 min	2+	`29 = 2+1 + 5+5 + 2x8 + (2n)`
29p	32n	Cu61		3.333 h	3/2-	`29 = 3+4 + 6 + 2x8 + (3n)`
29p	33n	Cu62		9.673 min	1+	`29 = 4+3 + 6 + 2x8 + (4n)`
29p	34n	Cu63	69.17%	stable	3/2-	`29 = 5+2 + 6 + 2x8 + (5n)`
29p	35n	Cu64		12.700 h	1+	`29 = 3+4 + 6 + 2x8 + (6n)`
29p	36n	Cu65	30.83%	stable	3/2-	`29 = 1+6 + 6 + 2x8 + (7n)`
29p	37n	Cu66		5.120 min	1+	`29 = 2+5 + 6 + 2x8 + (8n)`
29p	38n	Cu67		61.83 h	3/2-	`29 = 3+4 + 6 + 2x8 + (9n)`
29p	39n	Cu68		31.1 s	1+	`29 = 4+3 + 6 + 2x8 + (10n)`
29p	40n	Cu69		2.85 min	3/2-	`29 = 5+2 + 6 + 2x8 + (11n)`
29p	41n	Cu70m		6.6 s	1+	`29 = 6+1 + 6 + 2x8 + (12n)`
29p	41n	Cu70		44.5 s	6-	`29 = 1 + 6+6 + 2x8 + (12n)`
29p	42n	Cu71		19.5 s	3/2-	`29 = 4+3 + 6 + 2x8 + (13n)`
29p	43n	Cu72		6.6 s	1+	`29 = 4+3 + 6 + 8+8 + (14n)`
29p	44n	Cu73		4.2 s	3/2-	`29 = 1+6 + 6 + 8+8 + (15n)`
29p	45n	Cu74		1.594 s	1+	`29 = 4+3 + 6 + 8+8 + (16n)`
29p	46n	Cu75		1.224 s	3/2-	`29 = 1+6 + 6 + 8+8 + (17n)`
29p	47n	Cu76		641 ms	5	`29 = 2+1 + 5+5 + 8+8 + (18n)`
29p	48n	Cu77		0.469 s	3/2-#	`29 = 3+4 + 6 + 8+8 + (19n)`
29p	50n	Cu79		188 ms	3/2-#	`29 = 5+2 + 6 + 8+8 + (21n)`
29p	51n	Cu80		100# ms		`29 = 6+1 + 6 + 8+8 + (22n)`
						.ooOOoo.

69.17

0.06

29 = 5+2 + 6 + 2x8 + (5n)

63, 65

30

34n

						.ooOOoo.
30p	24n	Zn54		nodata	0+	`30 = 4+4 + 6p + 2x8 - (6n)`
30p	25n	Zn55		20# ms	5/2-#	`30 = 5p+3 + 6 + 2x8 - (5n)`
30p	26n	Zn56		36 ms	0+	`30 = 4p+4 + 6 + 2x8 - (4n)`
30p	27n	Zn57		38 ms	7/2-#	`30 = 3p+3 + 10 + 7+7 - (3n)`
30p	28n	Zn58		86 ms	0+	`30 = 2p+2 + 5+5 + 2x8 - (2n)`
30p	28n	Zn59		182.0 ms	3/2-	`30 = 1p+3 + 5+5 + 2x8 - (1n)`
30p	30n	Zn60		2.38 min	0+	`30 = 2+2 + 5+5 + 2x8`
30p	31n	Zn61		89.1 s	3/2-	`30 = 1+3 + 5+5 + 2x8 + (1n)`
30p	32n	Zn62		9.186 h	0+	`30 = 2+2 + 5+5 + 2x8 + (2n)`
30p	33n	Zn63		38.47 min	3/2-	`30 = 3+1 + 5+5 + 2x8 + (3n)`
30p	34n	Zn64	48.63%	stable	0+	`30 = 4+4 + 6 + 2x8 + (4n)`
30p	35n	Zn65		244.06 d	5/2-	`30 = 5+3 + 6 + 2x8 + (5n)`
30p	36n	Zn66	27.90%	stable	0+	`30 = 6+2 + 6 + 2x8 + (6n)`
30p	37n	Zn67	4.10%	stable	5/2-	`30 = 7+1 + 6 + 2x8 + (7n)`
30p	38n	Zn68	18.75%	stable	0+	`30 = 2+6 + 6 + 2x8 + (8n)`
30p	39n	Zn69		56.4 min	1/2-	`30 = 3+5 + 6 + 2x8 + (9n)`
30p	40n	Zn70	0.62%	5x10+14 y	0+	`30 = 4+4 + 6 + 2x8 + (10n)`
30p	41n	Zn71		2.45 min	1/2-	`30 = 5+3 + 6 + 2x8 + (11n)`
30p	42n	Zn72		46.5 h	0+	`30 = 6+2 + 6 + 2x8 + (12n)`
30p	43n	Zn73		23.5 s	1/2-	`30 = 7+1 + 6 + 2x8 + (13n)`
30p	44n	Zn74		95.6 s	0+	`30 = 3+3 + 5+5 + 7+7 + (14n)`
30p	45n	Zn75		10.2 s	7/2+	`30 = 1+5 + 5+5 + 7+7 + (15n)`
30p	46n	Zn76		5.7 s	0+	`30 = 2+4 + 5+5 + 7+7 + (16n)`
30p	47n	Zn77		2.08 s	7/2+	`30 = 3+3 + 5+5 + 7+7 + (17n)`
30p	48n	Zn78		1.47 s	0+	`30 = 2+2 + 5+5 + 8+8 + (18n)`
30p	49n	Zn79		0.995 s	9/2+	`30 = 3+1 + 5+5 + 8+8 + (19n)`
30p	50n	Zn80		0.545 s	0+	`30 = 1+1 + 12 + 8+8 + (20n)`
30p	51n	Zn81		0.29 s	5/2+#	`30 = 1+1 + 12 + 8+8 + (21n)`
30p	52n	Zn82		100# ms	0+	`30 = 1+1 + 12 + 8+8 + (22n)`
30p	53n	Zn83		80# ms	5/2+	`30 = 1+1 + 12 + 8+8 + (23n)`
						.ooOOoo.

48.63

0.3

30 = 4+4 + 6 + 2x8 + (4n)

64, 66, 67, 68, 70

61, 69, 71, 73, 77

38n

						.ooOOoo.
31p	25n	Ga56		nodata	3+#	`31 = 1p+4 + 5p+5 + 8+8 - (6n)`
31p	26n	Ga57		nodata	1/2-#	`31 = 3+2 + 5p+5 + 8+8 - (5n)`
31p	27n	Ga58		nodata	2+#	`31 = 4p+1 + 5 + 7+7+7 - (4n)`
31p	28n	Ga59		nodata	3/2-#	`31 = 3p+2 + 5 + 7+7+7 - (3n)`
31p	29n	Ga60	b+	70 ms	2+	`31 = 2p+3 + 5 + 7+7+7 - (2n)`
31p	30n	Ga61	b+	168 ms	3/2-	`31 = 1p+4 + 5 + 7+7+7 - (1n)`
31p	31n	Ga62	b+	116.12 ms	0+	`31 = 3+2 + 5 + 7+7+7`
31p	32n	Ga63	b+	32.4 s	3/2-	`31 = 1+4 + 5 + 7+7+7 + (1n)`
31p	33n	Ga64	b+	2.527 min	0+#	`31 = 2+3 + 5 + 7+7+7 + (2n)`
31p	34n	Ga65	b+	15.2 min	3/2-	`31 = 3+2 + 5 + 7+7+7 + (3n)`
31p	35n	Ga66	b+	9.49 h	0+	`31 = 4+1 + 5 + 7+7+7 + (4n)`
31p	36n	Ga67	Ke	3.2612 d	3/2-	`31 = 3+2 + 5 + 7+7+7 + (5n)`
31p	37n	Ga68	b+	67.71 min	1+	`31 = 1+4 + 5 + 7+7+7 + (6n)`
31p	38n	Ga69	60.108%	stable	3/2-	`31 = 2+3 + 5 + 7+7+7 + (7n)`
31p	39n	Ga70	e em	21.14 min	1+	`31 = 3+2 + 5 + 7+7+7 + (8n)`
31p	40n	Ga71	39.892%	stable	3/2-	`31 = 4+1 + 5 + 7+7+7 + (9n)`
31p	41n	Ga72		14.095 h	3-	`31 = 3+2 + 5 + 7+7+7 + (10n)`
31p	42n	Ga73		4.86 h	3/2-	`31 = 4+1 + 5 + 7+7+7 + (11n)`
31p	43n	Ga74		8.12 min	3-	`31 = 3+2 + 5 + 7+7+7 + (12n)`
31p	44n	Ga75		126 s	3/2-	`31 = 1+4 + 5 + 7+7+7 + (13n)`
31p	45n	Ga76		32.6 s	2+,3+	`31 = 3+2 + 5 + 7+7+7 + (14n)`
31p	46n	Ga77		13.2 s	3/2-	`31 = 1+4 + 5 + 7+7+7 + (15n)`
31p	47n	Ga78		5.09 s	3+	`31 = 2+3 + 5 + 7+7+7 + (16n)`
31p	48n	Ga79		2.847 s	3/2-#	`31 = 3+2 + 5 + 7+7+7 + (17n)`
31p	49n	Ga80		1.697 s	3	`31 = 4+1 + 5 + 7+7+7 + (18n)`
31p	50n	Ga81		1.217 s	5/2-	`31 = 3+2 + 5 + 7+7+7 + (19n)`
31p	51n	Ga82		0.599 s	1,2,3	`31 = 1+4 + 5 + 7+7+7 + (20n)`
31p	52n	Ga83		308 ms	3/2-#	`31 = 2+3 + 5 + 7+7+7 + (21n)`
31p	53n	Ga84		0.085 s		`31 = 3+2 + 5 + 7+7+7 + (22n)`
31p	54n	Ga85		50# ms	3/2-#	`31 = 4+1 + 5 + 7+7+7 + (23n)`
31p	55n	Ga86		30# ms		`31 = 3+2 + 5 + 7+7+7 + (24n)`
						.ooOOoo.

60.1

0.01

31 = 2+3 + 5 + 7+7+7 + (7n)

69, 71

72, 74

42n

						.ooOOoo.
32p	26n	Ge58	2p em	nodata	0+	`32 = 1+1 + 6p + 8+8+8 - (6n)`
32p	27n	Ge59		nodata	7/2-#	`32 = 2+1 + 5p + 8+8+8 - (5n)`
32p	28n	Ge60		30 ms	0+	`32 = 2p+2p + 12 + 2x8 - (4n)`
32p	29n	Ge61		39 ms	3/2-#	`32 = 3p+1 + 12 + 2x8 - (3n)`
32p	30n	Ge62		129 ns	0+	`32 = 2p+2 + 12 + 2x8 - (2n)`
32p	31n	Ge63		142 ms	3/2-#	`32 = 1p+2 + 12 + 2x8 - (1n)`
32p	32n	Ge64		63.7 s	0+	`32 = 2+2 + 12 + 2x8`
32p	33n	Ge65		30.9 s	3/2-	`32 = 1+3 + 12 + 2x8 + (1n)`
32p	34n	Ge66		2.26 h	0+	`32 = 2+2 + 12 + 2x8 + (2n)`
32p	35n	Ge67		18.9 min	1/2-	`32 = 3+3 + 5+5 + 2x8 + (3n)`
32p	36n	Ge68	Ke	270.8 d	0+	`32 = 4+2 + 5+5 + 2x8 + (4n)`
32p	37n	Ge69		39.05 h	5/2-	`32 = 2+1 + 5 + 8+8+8 + (5n)`
32p	38n	Ge70	20.37%	stable	0+	`32 = 1+1 + 6 + 8+8+8 + (6n)`
32p	39n	Ge71	Ke	11.43 d	1/2-	`32 = 1+1 + 6 + 8+8+8 + (7n)`
32p	40n	Ge72	27.31%	stable	0+	`32 = 1+1 + 6 + 8+8+8 + (8n)`
32p	41n	Ge73	7.76%	stable	9/2+	`32 = 1+1 + 6 + 8+8+8 + (9n)`
32p	42n	Ge74	36.73%	stable	0+	`32 = 1+1 + 6 + 8+8+8 + (10n)`
32p	43n	Ge75		82.78 min	1/2-	`32 = 1+5 + 5+5 + 8+8 + (11n)`
32p	44n	Ge76	7.83%	8x10+24 y	0+	`32 = 2+4 + 5+5 + 8+8 + (12n)`
32p	45n	Ge77		11.30 h	7/2+	`32 = 1+3 + 12 + 2x8 + (13n)`
32p	46n	Ge78		88.0 min	0+	`32 = 2+2 + 12 + 2x8 + (14n)`
32p	47n	Ge79m		39.0 s	7/2+	`32 = 3+1 + 12 + 2x8 + (15n)`
32p	48n	Ge80		29.5 s	0+	`32 = 1+1 + 6 + 8+8+8 + (16n)`
32p	49n	Ge81		7.6 s	9/2+	`32 = 1+1 + 6 + 8+8+8 + (17n)`
32p	50n	Ge82		4.60 s	0+	`32 = 2+4 + 5+5 + 2x8 + (18n)`
32p	51n	Ge83		1.85 s	5/2+	`32 = 3+3 + 5+5 + 2x8 + (19n)`
32p	52n	Ge84		0.947 s	0+	`32 = 4+2 + 5+5 + 2x8 + (20n)`
32p	53n	Ge85		535 ms	5/2+#	`32 = 5+1 + 5+5 + 2x8 + (21n)`
32p	54n	Ge86		300# ms	0+	`32 = 3+3 + 5+5 + 2x8 + (22n)`
32p	55n	Ge87		0.14 s	5/2+	`32 = 1+5 + 5+5 + 2x8 + (23n)`
32p	56n	Ge88		80# ms	0+	`32 = 1+1 + 6 + 8+8+8 + (24n)`
32p	57n	Ge89		50# ms	3/2+#	`32 = 1+1 + 6 + 8+8+8 + (25n)`
						.ooOOoo.

35.94

0.2

32 = 1+1 + 6 + 8+8+8 + (10n)

70, 72, 73, 74,76

69, 73, 75, 77, 79

42n

						.ooOOoo.
33p	27n	As60		nodata	5+#	`33 = 1+2 + 6p + 8+8+8 - (6n)`
33p	28n	As61		nodata	3/2-#	`33 = 2+2 + 5p + 8+8+8 - (5n)`
33p	30n	As63		nodata	3/2-	`33 = 3p+1 + 5 + 8+8+8 - (3n)`
33p	31n	As64	b+	40 ms	0+#	`33 = 2p+3 + 12 + 2x8 - (2n)`
33p	32n	As65	b+	0.17 s	3/2-#	`33 = 1p+3 + 5 + 8+8+8 - (1n)`
33p	33n	As66	b+	95.77 ms	0+	`33 = 3+2 + 12 + 2x8`
33p	34n	As67	b+	15.2 min	5/2-	`33 = 1+4 + 12 + 2x8 + (1n)`
33p	35n	As68	b+	151.6 s	3+	`33 = 2+3 + 12 + 2x8 + (2n)`
33p	36n	As69	b+	15.2 min	5/2-	`33 = 3+2 + 12 + 2x8 + (3n)`
33p	37n	As70	b+	52.6 min	4+#	`33 = 4+1 + 12 + 2x8 + (4n)`
33p	38n	As71	b+	65.28 h	5/2-	`33 = 3+2 + 12 + 2x8 + (5n)`
33p	39n	As72	b+	26.0 h	2-	`33 = 1+3 + 5 + 8+8+8 + (6n)`
33p	40n	As73	Ke	80.30 d	3/2-	`33 = 2+2 + 5 + 8+8+8 + (7n)`
33p	41n	As74	b+, e em	17.77 d	2-	`33 = 3+1 + 5 + 8+8+8 + (8n)`
33p	42n	As75	100%	stable	3/2-	`33 = 2+2 + 5 + 8+8+8 + (9n)`
33p	43n	As76		1.0942 d	2-	`33 = 2+2 + 5 + 8+8+8 + (10n)`
33p	44n	As77		38.83 h	3/2-	`33 = 3+1 + 5 + 8+8+8 + (11n)`
33p	45n	As78		90.7 min	2-	`33 = 2+2 + 5 + 8+8+8 + (12n)`
33p	46n	As79		9.01 min	3/2-	`33 = 2+2 + 5 + 8+8+8 + (13n)`
33p	47n	As80		15.2 s	1+	`33 = 1+3 + 5 + 8+8+8 + (14n)`
33p	48n	As81		33.3 s	3/2-	`33 = 2+2 + 5 + 8+8+8 + (15n)`
33p	49n	As82		19.1 s	1+	`33 = 3+1 + 5 + 8+8+8 + (16n)`
33p	50n	As83		13.4 s	3/2-	`33 = 1+3 + 5 + 8+8+8+ (17n)`
33p	51n	As84		4.02 s	3+#	`33 = 2+2 + 5 + 8+8+8+ (18n)`
33p	52n	As85		2.021 s	3/2-	`33 = 3+1 + 5 + 8+8+8+ (19n)`
33p	54n	As87		0.56 s	3/2-	`33 = 1+3 + 5 + 8+8+8+ (21n)`
33p	56n	As89		300 ns	3/2-#	`33 = 2+2 + 5 + 8+8+8+ (23n)`
33p	58n	As91		>150 ns	3/2-#	`33 = 2+2 + 5 + 8+8+8+ (25n)`
						.ooOOoo.

100

0.008

33 = 2+2 + 5 + 8+8+8 + (9n)

46n

						.ooOOoo.
34p	31n	Se65		<50 ms	3/2-#	`34 = 3p+3 + 12 + 2x8 - (3n)`
34p	32n	Se66		33 ms	0+	`34 = 2p+4 + 12 + 2x8 - (2n)`
34p	33n	Se67		133 ms	5/2-#	`34 = 1p+5 + 12 + 2x8 - (1n)`
34p	34n	Se68		35.5 s	0+	`34 = 3+3 + 12 + 2x8`
34p	35n	Se69m		955 ns	9/2+	`34 = 1+4 + 5 + 8+8+8 + (1n)`
34p	36n	Se70		41.1 min	0+	`34 = 2+3 + 5 + 8+8+8 + (2n)`
34p	37n	Se71m		19.0 mics	9/2+	`34 = 3+2 + 5 + 8+8+8 + (3n)`
34p	38n	Se72	Ke	8.4 d	0+	`34 = 4+1 + 5 + 8+8+8 + (4n)`
34p	39n	Se73		7.15 h	9/2+	`34 = 3+2 + 5 + 8+8+8 + (5n)`
34p	40n	Se74	0.89%	stable	0+	`34 = 2+2 + 6 + 8+8+8 + (6n)`
34p	41n	Se75	Ke	119.79 d	5/2+	`34 = 1+3 + 6 + 8+8+8 + (7n)`
34p	42n	Se76	9.37%	stable	0+	`34 = 2+2 + 6 + 8+8+8 + (8n)`
34p	43n	Se77	7.63%	stable	1/2-	`34 = 4+1 + 5 + 8+8+8 + (9n)`
34p	43n	Se77m		17.36 s	7/2+	`34 = 1+4 + 5 + 8+8+8 + (9n)`
34p	44n	Se78	23.77%	stable	0+	`34 = 2+3 + 5 + 8+8+8 + (10n)`
34p	45n	Se79		2.95x10+5 y	7/2+	`34 = 3+2 + 5 + 8+8+8 + (11n)`
34p	46n	Se80	49.61%	stable	0+	`34 = 4+1 + 5 + 8+8+8 + (12n)`
34p	47n	Se81m		57.28 min	7/2+	`34 = 3+2 + 5 + 8+8+8 + (13n)`
34p	48n	Se82	8.73%	8.3x10+19 y	0+	`34 = 2+2 + 6 + 8+8+8 + (14n)`
34p	49n	Se83		22.3 min	9/2+	`34 = 1+3 + 6 + 8+8+8 + (15n)`
34p	50n	Se84		3.1 min	0+	`34 = 2+2 + 6 + 8+8+8 + (16n)`
34p	51n	Se85		31.7 s	5/2+	`34 = 1+4 + 5 + 8+8+8 + (17n)`
34p	52n	Se86		15.3 s	0+	`34 = 2+3 + 5 + 8+8+8 + (18n)`
34p	53n	Se87		5.50 s	5/2+	`34 = 3+2 + 5 + 8+8+8 + (19n)`
34p	54n	Se88		1.53 s	0+	`34 = 4+1 + 5 + 8+8+8 + (20n)`
34p	55n	Se89		0.41 s	5/2+	`34 = 3+2 + 5 + 8+8+8 + (21n)`
34p	56n	Se90		300# ms	0+	`34 = 2+2 + 6 + 8+8+8 + (22n)`
34p	57n	Se91		0.27 s	1/2+#	`34 = 1+3 + 6 + 8+8+8 + (23n)`
34p	58n	Se92		nodata	0+	`34 = 2+2 + 6 + 8+8+8 + (24n)`
34p	59n	Se93		50 ms#	1/2+#	`34 = 3+1 + 6 + 8+8+8 + (25n)`
34p	60n	Se94		20 ms#	0+	`34 = 2+2 + 6 + 8+8+8 + (26n)`
						.ooOOoo.

49.61

0.03

34 = 2+2 + 6 + 8+8+8 + (12n)

74, 76, 77, 78, 80

73, 77, 79, 81

44n

						.ooOOoo.
35p	32n	Br67		nodata	1/2-#	`35 = 3p+2 + 6 + 8+8+8 - (3n)`
35p	33n	Br68		<1.2 mics	3+#	`35 = 2p+3 + 6 + 8+8+8 - (2n)`
35p	35n	Br70	b+	79.1 ms	0+	`35 = 1+4 + 6 + 8+8+8`
35p	36n	Br71	b+	21.4 s	5/2-	`35 = 1+6 + 12 + 2x8 + (1n)`
35p	37n	Br72	b+	78.6 s	1+	`35 = 2+3 + 6 + 8+8+8 + (2n)`
35p	38n	Br73	b+	3.4 min	1/2-	`35 = 3+2 + 6 + 8+8+8 + (3n)`
35p	39n	Br74	b+	25.4 min	0-	`35 = 4+1 + 6 + 8+8+8 + (4n)`
35p	40n	Br75	b+	96.7 min	3/2-	`35 = 3+3 + 5 + 8+8+8 + (5n)`
35p	41n	Br76	b+	16.2 h	1-	`35 = 1+5 + 5 + 8+8+8 + (6n)`
35p	42n	Br77	b+	57.036 h	3/2-	`35 = 2+4 + 5 + 8+8+8 + (7n)`
35p	43n	Br78	b+	6.46 min	1+	`35 = 3+3 + 5 + 8+8+8 + (8n)`
35p	44n	Br79	50.69%	stable	3/2-	`35 = 1+5 + 5 + 8+8+8 + (9n)`
35p	45n	Br80	e em	17.68 min	1+	`35 = 2+4 + 5 + 8+8+8 + (10n)`
35p	46n	Br81	49.31%	stable	3/2-	`35 = 3+3 + 5 + 8+8+8 + (11n)`
35p	47n	Br82		35.282 h	5-	`35 = 4+2 + 5 + 8+8+8 + (12n)`
35p	48n	Br83		2.40 h	3/2-	`35 = 3+3 + 5 + 8+8+8 + (13n)`
35p	49n	Br84		31.80 min	2-	`35 = 1+5 + 5 + 8+8+8 + (14n)`
35p	50n	Br85		2.90 min	3/2-	`35 = 2+4 + 5 + 8+8+8 + (15n)`
35p	51n	Br86		55.1 s	2-	`35 = 3+3 + 5 + 8+8+8 + (16n)`
35p	52n	Br87		55.65 s	3/2-	`35 = 4+2 + 5 + 8+8+8 + (17n)`
35p	53n	Br88		16.29 s	2-	`35 = 5+1 + 5 + 8+8+8 + (18n)`
35p	54n	Br89		4.40 s	3/2-	`35 = 3+3 + 5 + 8+8+8 + (19n)`
35p	55n	Br90		1.91 s		`35 = 4+2 + 5 + 8+8+8 + (20n)`
35p	56n	Br91		0.541 s	3/2-#	`35 = 5+1 + 5 + 8+8+8 + (21n)`
35p	58n	Br93		102 ms	5/2-	`35 = 1+4 + 6 + 8+8+8 + (23n)`
35p	60n	Br95		50# ms	3/2-	`35 = 4+2 + 5 + 8+8+8 + (25n)`
35p	62n	Br97		10# ms	3/2-	`35 = 3+3 + 5 + 8+8+8 + (27n)`
						.ooOOoo.

50.69

0.007

35 = 1+4 + 6 + 8+8+8 + (9n)

79, 81

76, 77, 79, 80, 82

36

48n

						.ooOOoo.
36p	33n	Kr69		32 ms	5/2-#	`36 = 3p+3 + 6 + 8+8+8 - (3n)`
36p	34n	Kr70		52 ms	0+	`36 = 2p+4 + 6 + 8+8+8 - (2n)`
36p	35n	Kr71		100 ms	5/2-	`36 = 1p+5 + 6 + 8+8+8 - (1n)`
36p	36n	Kr72		17.2 s	0+	`36 = 3+3 + 6 + 8+8+8`
36p	37n	Kr73		27.3 s	3/2-	`36 = 1+5 + 6 + 8+8+8 + (1n)`
36p	38n	Kr74		11.50 min	0+	`36 = 2+4 + 6 + 8+8+8 + (2n)`
36p	39n	Kr75		4.29 min	5/2+	`36 = 3+3 + 6 + 8+8+8 + (3n)`
36p	40n	Kr76		14.8 h	0+	`36 = 4+2 + 6 + 8+8+8 + (4n)`
36p	41n	Kr77		74.4 min	5/2+	`36 = 5+1 + 6 + 8+8+8 + (5n)`
36p	42n	Kr78	0.35%	9x10+19 y	0+	`36 = 3+3 + 6 + 8+8+8 + (6n)`
36p	43n	Kr79		35.04 h	1/2-	`36 = 1+5 + 6 + 8+8+8 + (7n)`
36p	44n	Kr80	2.28%	stable	0+	`36 = 2+4 + 6 + 8+8+8 + (8n)`
36p	45n	Kr81	Ke	2.29x10+5 y	7/2+	`36 = 3+3 + 6 + 8+8+8 + (9n)`
36p	46n	Kr82	11.58%	stable	0+	`36 = 2+4 + 6 + 8+8+8 + (10n)`
36p	47n	Kr83	11.49%	stable	9/2+	`36 = 3+3 + 6 + 8+8+8 + (11n)`
36p	48n	Kr84	57.00%	stable	0+	`36 = 4+2 + 6 + 8+8+8 + (12n)`
36p	49n	Kr85		3916.8 d	9/2+	`36 = 5+1 + 6 + 8+8+8 + (13n)`
36p	50n	Kr86	17.30%	stable	0+	`36 = 3+3 + 6 + 8+8+8 + (14n)`
36p	51n	Kr87		76.3 min	5/2+	`36 = 1+5 + 6 + 8+8+8 + (15n)`
36p	52n	Kr88		2.84 h	0+	`36 = 2+4 + 6 + 8+8+8 + (16n)`
36p	53n	Kr89		3.15 min	3/2+	`36 = 1+5 + 6 + 8+8+8 + (17n)`
36p	54n	Kr90		32.32 s	0+	`36 = 4+2 + 6 + 8+8+8 + (18n)`
36p	55n	Kr91		8.57 s	5/2+	`36 = 5+1 + 6 + 8+8+8 + (19n)`
36p	56n	Kr92		1.840 s	0+	`36 = 4+4 + 12 + 8+8+ (20n)`
36p	57n	Kr93		1.286 s	1/2+	`36 = 5+3 + 12 + 8+8 + (21n)`
36p	58n	Kr94		0.33 s	0+	`36 = 6+2 + 12 + 8+8+ (22n)`
36p	59n	Kr95		114 ms	1/2+	`36 = 7+1 + 12 + 8+8 + (23n)`
36p	60n	Kr96		80 ms	0+	`36 = 2+4 + 6 + 8+8+8 + (24n)`
36p	61n	Kr97		63 ms	3/2+	`36 = 3+3 + 6 + 8+8+8 + (25n)`
36p	62n	Kr98		46 ms	0+	`36 = 4+2 + 6 + 8+8+8 + (26n)`
36p	63n	Kr99		40 ms	3/2+	`36 = 5+1 + 6 + 8+8+8 + (27n)`
36p	64n	Kr100		>300 ns	0+	`36 = 3+3 + 6 + 8+8+8 + (28n)`
						.ooOOoo.

57.00

0.04

36 = 4+2 + 6 + 8+8+8 + (12n)

80, 82, 83, 84, 86

73, 79, 81, 83, 85

48n

						.ooOOoo.
37p	35n	Rb72		<1.2 mics	3+	`37 = 2p+1 + 18 + 2x8 - (2n)`
37p	36n	Rb73		<30 ns	3/2-#	`37 = 1p+7 + 5 + 8+8+8 - (1n)`
37p	37n	Rb74	b+	64.76 ms	0+	`37 = 4+4 + 5 + 8+8+8`
37p	38n	Rb75	b+	19.0 s	3/2-	`37 = 1+7 + 5 + 8+8+8 + (1n)`
37p	39n	Rb76	b+	36.5 s	1-	`37 = 2+6 + 5 + 8+8+8 + (2n)`
37p	40n	Rb77	b+	3.77 min	3/2-	`37 = 3+5 + 5 + 8+8+8 + (3n)`
37p	41n	Rb78	b+	17.66 min	0+	`37 = 4+3 + 6 + 8+8+8 + (4n)`
37p	42n	Rb79	b+	22.9 min	5/2+	`37 = 5+2 + 6 + 8+8+8 + (5n)`
37p	43n	Rb80	b+	33.4 s	1+	`37 = 1+7 + 5 + 8+8+8 + (6n)`
37p	44n	Rb81	b+	4.576 h	3/2-	`37 = 2+6 + 5 + 8+8+8 + (7n)`
37p	45n	Rb82	b+	1.273 min	1+	`37 = 3+5 + 5 + 8+8+8 + (8n)`
37p	46n	Rb83	Ke	86.2 d	5/2-	`37 = 1+6 + 6 + 8+8+8 + (9n)`
37p	47n	Rb84	b+	33.1 d	2-	`37 = 2+5 + 6 + 8+8+8 + (10n)`
37p	48n	Rb85	72.17%	stable	5/2-	`37 = 3+4 + 6 + 8+8+8 + (11n)`
37p	49n	Rb86	e em	18.642 d	2-	`37 = 4+3 + 6 + 8+8+8 + (12n)`
37p	50n	Rb87	27.83%	4.81x10+10 y	3/2-	`37 = 4+4 + 5 + 8+8+8 + (13n)`
37p	51n	Rb88		17.773 min	2-	`37 = 6+1 + 6 + 8+8+8 + (14n)`
37p	52n	Rb89		15.15 min	3/2-	`37 = 2+6 + 5 + 8+8+8 + (15n)`
37p	53n	Rb90		158 s	0-	`37 = 4+4 + 5 + 8+8+8 + (16n)`
37p	54n	Rb91		58.4 s	3/2-	`37 = 1+7 + 5 + 8+8+8 + (17n)`
37p	55n	Rb92		4.492 s	0-	`37 = 2+6 + 5 + 8+8+8 + (18n)`
37p	56n	Rb93		5.84 s	5/2-	`37 = 1+2 + 18 + 2x8 + (19n)`
37p	57n	Rb94		2.702 s	3-	`37 = 2+1 + 18 + 2x8 + (20n)`
37p	58n	Rb95		377.5 ms	5/2-	`37 = 1+2 + 18 + 2x8 + (21n)`
37p	59n	Rb96		202.8 ms	2+	`37 = 1+6 + 6 + 8+8+8 + (22n)`
37p	60n	Rb97		169.9 ms	3/2+	`37 = 1+6 + 6 + 8+8+8 + (23n)`
37p	61n	Rb98		114 ms	1-#	`37 = 3+5 + 5 + 8+8+8 + (24n)`
37p	62n	Rb99		50.3 ms	5/2+	`37 = 4+4 + 5 + 8+8+8 + (25n)`
37p	63n	Rb100		51 ms	3+	`37 = 4+3 + 6 + 8+8+8 + (26n)`
37p	64n	Rb101		32 ms	3/2+	`37 = 5+2 + 6 + 8+8+8 + (27n)`
37p	66n	Rb103	pred	p10 ms		`37 = 5+2 + 6 + 8+8+8 + (29n)`
						.ooOOoo.

72.168

0.01

37 = 3+4 + 6 + 8+8+8 + (11n)

85, 87

78, 81, 82, 84, 86

38

50n

						.ooOOoo.
38p	35n	Sr73		>25 ms	1/2-#	`38 = 3p+4 + 5+10 + 2x8 - (3n)`
38p	36n	Sr74		50# ms	0+	`38 = 2p+2 + 18 + 2x8 - (2n)`
38p	37n	Sr75		88 ms	3/2-	`38 = 1p+3 + 18 + 2x8 - (1n)`
38p	38n	Sr76		8.9 s	0+	`38 = 2+2 + 18 + 2x8`
38p	39n	Sr77		9.0 s	5/2+	`38 = 1+4 + 5+12 + 2x8 + (1n)`
38p	40n	Sr78		2.5 min	0+	`38 = 2+2 + 18 + 2x8 + (2n)`
38p	41n	Sr79		2.25 min	3/2-	`38 = 3+1 + 18 + 2x8 + (3n)`
38p	42n	Sr80		106.3 min	0+	`38 = 2+2 + 18 + 2x8 + (4n)`
38p	43n	Sr81		22.3 min	1/2-	`38 = 4+3 + 5+10 + 2x8 + (5n)`
38p	44n	Sr82	Ke	25.55 d	0+	`38 = 1+6 + 5+10 + 2x8 + (6n)`
38p	45n	Sr83		32.41 h	7/2+	`38 = 1+3 + 6+12 + 2x8 + (7n)`
38p	46n	Sr84	0.56%	stable	0+	`38 = 2+4 + 6+10 + 2x8 + (8n)`
38p	47n	Sr85	Ke	64.84 d	9/2+	`38 = 3+3 + 6+10 + 2x8 + (9n)`
38p	48n	Sr86	9.86%	stable	0+	`38 = 4+2 + 6+10 + 2x8 + (10n)`
38p	49n	Sr87	7.00%	stable	9/2+	`38 = 5+1 + 6+10 + 2x8 + (11n)`
38p	50n	Sr88	82.58%	stable	0+	`38 = 3+3 + 6+10 + 2x8 + (12n)`
38p	51n	Sr89		50.57 d	5/2+	`38 = 1+4 + 12+5 + 2x8 + (13n)`
38p	52n	Sr90		28.79 y	0+	`38 = 2+3 + 12+5 + 2x8 + (14n)`
38p	53n	Sr91		9.63 h	5/2+	`38 = 3+2 + 12+5 + 2x8 + (15n)`
38p	54n	Sr92		2.71 h	0+	`38 = 4+1 + 12+5 + 2x8 + (16n)`
38p	55n	Sr93		7.423 min	5/2+	`38 = 3+2 + 12+5 + 2x8 + (17n)`
38p	56n	Sr94		75.3 s	0+	`38 = 2+2 + 18 + 2x8 + (18n)`
38p	57n	Sr95		23.90 s	1/2+	`38 = 1+3 + 18 + 2x8 + (19n)`
38p	58n	Sr96		1.07 s	0+	`38 = 2+2 + 18 + 2x8 + (20n)`
38p	59n	Sr97		429 ms	1/2+	`38 = 3+1 + 18 + 2x8 + (21n)`
38p	60n	Sr98		0.653 s	0+	`38 = 2+2 + 18 + 2x8 + (22n)`
38p	61n	Sr99		0.269 s	3/2+	`38 = 1+3 + 6+12 + 8+8 + (23n)`
38p	62n	Sr100		202 ms	0+	`38 = 1+1 + 12 + 8+8+8 + (24n)`
38p	63n	Sr101		118 ms	5/2-	`38 = 1+1 + 12 + 8+8+8 + (25n)`
38p	64n	Sr102		69 ms	0+	`38 = 1+1 + 12 + 8+8+8 + (26n)`
38p	66n	Sr104		30# ms	0+	`38 = 1+1 + 12 + 8+8+8 + (28n)`
38p	67n	Sr105		20# ms		`38 = 1+1 + 12 + 8+8+8 + (29n)`
						.ooOOoo.

82.58

0.04

38 = 3+3 + 6+10 + 2x8 + (12n)

84, 86, 87, 88

83, 85, 87

50n

						.ooOOoo.
39p	38n	Y77		63 ms	5/2+#	`39 = p+4 + 6+12 + 2x8 - (1n)`
39p	39n	Y78	b+	54 ms	0+	`39 = 3+2 + 6+12 + 2x8`
39p	40n	Y79	b+	14.8 s	5/2+	`39 = 1+4 + 6+12 + 2x8 + (1n)`
39p	41n	Y80	b+	30.1 s	4-	`39 = 2+3 + 6+12 + 2x8 + (2n)`
39p	42n	Y81	b+	70.4 s	5/2+	`39 = 3+2 + 6+12 + 2x8 + (3n)`
39p	43n	Y82	b+	8.30 s	1+	`39 = 4+2 + 5+12 + 2x8 + (4n)`
39p	44n	Y83	b+	7.08 min	9/2+	`39 = 5+1 + 5+12 + 2x8 + (5n)`
39p	45n	Y84	b+	4.6 s	1+	`39 = 3+3 + 5+12 + 2x8 + (6n)`
39p	46n	Y85	b+	2.68 h	1/2+	`39 = 1+4 + 6+12 + 2x8 + (7n)`
39p	47n	Y86	b+	14.74 h	4-	`39 = 2+3 + 6+12 + 2x8 + (8n)`
39p	48n	Y87	b+	79.8 h	1/2+	`39 = 3+2 + 6+12 + 2x8 + (9n)`
39p	49n	Y88	b+	106.616 d	4-	`39 = 4+1 + 6+12 + 2x8 + (10n)`
39p	50n	Y89	100%	stable	1/2-	`39 = 1+6 + 10+6 + 2x8 + (11n)`
39p	51n	Y90	e em	64.053 h	2-	`39 = 2+5 + 10+6 + 2x8 + (12n)`
39p	52n	Y91		58.51 d	1/2-	`39 = 3+4 + 10+6 + 2x8 + (13n)`
39p	53n	Y92		3.54 h	2-	`39 = 4+3 + 10+6 + 2x8 + (14n)`
39p	54n	Y93		10.18 h	1/2-	`39 = 5+2 + 10+6 + 2x8 + (15n)`
39p	55n	Y94		18.7 min	2-	`39 = 6+1 + 10+6 + 2x8 + (16n)`
39p	56n	Y95		10.3 min	1/2-	`39 = 4+3 + 10+6 + 2x8 + (17n)`
39p	57n	Y96		5.34 s	0-	`39 = 2+5 + 10+6 + 2x8 + (18n)`
39p	58n	Y97		3.75 s	1/2-	`39 = 3+4 + 10+6 + 2x8 + (19n)`
39p	59n	Y98		0.548 s	0-	`39 = 4+3 + 10+6 + 2x8 + (20n)`
39p	60n	Y99		1.470 s	5/2+	`39 = 3+3 + 5+12 + 8+8 + (21n)`
39p	62n	Y101		0.45 s	5/2+	`39 = 2+4 + 5+12 + 8+8 + (23n)`
39p	64n	Y103		0.23 s	5/2+	`39 = 4+2 + 5+12 + 8+8 + (25n)`
39p	66n	Y105		60# ms	5/2+#	`39 = 3+3 + 5+12 + 8+8 + (27n)`
39p	68n	Y107		30 ms	5/2+	`39 = 1+5 + 12+5 + 8+8 + (29n)`
39p	69n	Y108		20 ms		`39 = 2+4 + 12+5 + 8+8 + (30n)`
						.ooOOoo.

100

0.007

39 = 1+6 + 10+6 + 2x8 + (11n)

80, 83, 85, sok

50n

						.ooOOoo.
40p	39n	Zr79		56 ms	5/2+#	`40 = p+5 + 18 + 2x8 - (1n)`
40p	40n	Zr80		3.9 s	0+	`40 = 3+3 + 18 + 2x8`
40p	41n	Zr81		5.5 s	3/2-	`40 = 1+5 + 18 + 2x8 + (1n)`
40p	42n	Zr82		32 s	0+	`40 = 2+4 + 18 + 2x8 + (2n)`
40p	43n	Zr83		41.6 s	1/2-	`40 = 3+3 + 18 + 2x8 + (3n)`
40p	44n	Zr84		25.9 min	0+	`40 = 4+2 + 18 + 2x8 + (4n)`
40p	45n	Zr85		7.86 min	7/2+	`40 = 3+4 + 5+12 + 2x8 + (5n)`
40p	46n	Zr86		16.5 h	0+	`40 = 3+3 + 6+12 + 2x8 + (6n)`
40p	47n	Zr87		1.68 h	9/2+	`40 = 1+5 + 6+12 + 2x8 + (7n)`
40p	48n	Zr88	Ke	83.4 d	0+	`40 = 2+4 + 6+12 + 2x8 + (8n)`
40p	49n	Zr89		78.41 h	9/2+	`40 = 3+3 + 6+12 + 2x8 + (9n)`
40p	50n	Zr90	51.45%	stable	0+	`40 = 4+4 + 10+6 + 2x8 + (10n)`
40p	51n	Zr91	11.22%	stable	5/2+	`40 = 1+7 + 10+6 + 2x8 + (11n)`
40p	52n	Zr92	17.15%	stable	0+	`40 = 2+6 + 10+6 + 2x8 + (12n)`
40p	53n	Zr93		1.53x10+6 y	5/2+	`40 = 3+5 + 10+6 + 2x8 + (13n)`
40p	54n	Zr94	17.38%	stable	0+	`40 = 4+4 + 10+6 + 2x8 + (14n)`
40p	55n	Zr95		64.032 d	5/2+	`40 = 5+3 + 10+6 + 2x8 + (15n)`
40p	56n	Zr96	2.80%	2.2x10+19 y	0+	`40 = 6+2 + 10+6 + 2x8 + (16n)`
40p	57n	Zr97		16.744 h	1/2+	`40 = 5+2 + 12+5 + 2x8 + (17n)`
40p	58n	Zr98		30.7 s	0+	`40 = 6+1 + 12+5 + 2x8 + (18n)`
40p	59n	Zr99		2.1 s	1/2+	`40 = 3+4 + 12+5 + 2x8 + (19n)`
40p	60n	Zr100		7.1 s	0+	`40 = 2+4 + 12+6 + 2x8 + (20n)`
40p	61n	Zr101		2.3 s	3/2+	`40 = 3+3 + 12+6 + 2x8 + (21n)`
40p	62n	Zr102		2.9 s	0+	`40 = 4+2 + 12+6 + 2x8 + (22n)`
40p	63n	Zr103		1.3 s	5/2-	`40 = 3+1 + 12 + 8+8+8 + (23n)`
40p	64n	Zr104		1.2 s	0+	`40 = 2+2 + 12 + 8+8+8 + (24n)`
40p	65n	Zr105		0.6 s		`40 = 1+3 + 12 + 8+8+8 + (25n)`
40p	66n	Zr106		200# ms	0+	`40 = 2+2 + 12 + 8+8+8 + (26n)`
40p	67n	Zr107		150 ms		`40 = 3+1 + 12 + 8+8+8 + (27n)`
40p	68n	Zr108		80 ms	0+	`40 = 2+2 + 12 + 8+8+8 + (28n)`
40p	69n	Zr109		60# ms		`40 = 1+3 + 12 + 8+8+8 + (29n)`
40p	70n	Zr110		30# ms	0+	`40 = 2+2 + 12 + 8+8+8 + (30n)`
						.ooOOoo.

51.45

0.05

40 = 4+4 + 10+6 + 2x8 + (10n)

90, 91, 92, 94, 96

85, 87, 89, 90, 91

52n

						.ooOOoo.
41p	40n	Nb81		0.8 s	3/2-#	`41 = p+6 + 6+12 + 2x8 - (1n)`
41p	41n	Nb82		51 ms	0+	`41 = 1+6 + 6+12 + 2x8`
41p	42n	Nb83	b+	4.1 s	5/2+	`41 = 1+6 + 5+5 + 8+8+8 + (1n)`
41p	43n	Nb84	b+	9.8 s	3+	`41 = 2+5 + 5+5 + 8+8+8 + (2n)`
41p	44n	Nb85	b+	20.9 s	9/2+	`41 = 3+4 + 6+12 + 2x8 + (3n)`
41p	45n	Nb86	b+	88 s	6+	`41 = 4+3 + 6+12 + 2x8 + (4n)`
41p	46n	Nb87	b+	3.75 min	1/2-	`41 = 5+3 + 5+12 + 2x8 + (5n)`
41p	47n	Nb88	b+	14.55 min	8+	`41 = 4+3 + 6+12 + 2x8 + (6n)`
41p	48n	Nb89	b+	2.03 h	9/2+	`41 = 1+6 + 6+12 + 2x8 + (7n)`
41p	49n	Nb90	b+	14.60 h	8+	`41 = 2+5 + 6+12 + 2x8 + (8n)`
41p	50n	Nb91	Ke	680 y	9/2+	`41 = 3+4 + 6+12 + 2x8 + (9n)`
41p	51n	Nb92	b+	3.47x10+7 y	7+	`41 = 4+3 + 6+12 + 2x8 + (10n)`
41p	52n	Nb93	100%	stable	9/2+	`41 = 5+2 + 6+12 + 2x8 + (11n)`
41p	53n	Nb94	e em	2.03x10+4 y	6+	`41 = 4+3 + 12+6 + 2x8 + (12n)`
41p	54n	Nb95		34.991 d	9/2+	`41 = 1+6 + 12+6 + 2x8 + (13n)`
41p	55n	Nb96		23.35 h	6+	`41 = 2+5 + 12+6 + 2x8 + (14n)`
41p	56n	Nb97		72.1 min	9/2+	`41 = 3+4 + 12+6 + 2x8 + (15n)`
41p	57n	Nb98		2.86 s	1+	`41 = 4+3 + 5+5 + 8+8+8 + (16n)`
41p	58n	Nb99		15.0 s	9/2+	`41 = 5+2 + 12+6 + 2x8 + (17n)`
41p	59n	Nb100		1.5 s	1+	`41 = 2+5 + 5+5 + 8+8+8 + (18n)`
41p	60n	Nb101		7.1 s	5/2+	`41 = 3+4 + 5+5 + 8+8+8 + (19n)`
41p	61n	Nb102		1.3 s	1+	`41 = 4+3 + 5+5 + 8+8+8 + (20n)`
41p	60n	Nb103		1.5 s	5/2+	`41 = 5+2 + 5+5 + 8+8+8 + (21n)`
41p	61n	Nb104		4.9 s	1+	`41 = 6+1 + 5+5 + 8+8+8 + (22n)`
41p	62n	Nb105		2.95 s	5/2+	`41 = 4+3 + 5+5 + 8+8+8 + (23n)`
41p	63n	Nb106		920 ms	2+#	`41 = 4+3 + 5+5 + 8+8+8 + (24n)`
41p	64n	Nb107		300 ms	5/2+#	`41 = 1+6 + 5+5 + 8+8+8 + (25n)`
41p	65n	Nb108		0.193 s	2+	`41 = 2+5 + 5+5 + 8+8+8 + (26n)`
41p	66n	Nb109		0.19 s	5/2+#	`41 = 3+4 + 5+5 + 8+8+8 + (27n)`
41p	67n	Nb110		0.17 s	2+#	`41 = 4+3 + 5+5 + 8+8+8 + (28n)`
41p	68n	Nb111		80# ms	5/2+	`41 = 5+2 + 5+5 + 8+8+8 + (29n)`
41p	69n	Nb112		60# ms	2+#	`41 = 6+1 + 5+5 + 8+8+8 + (30n)`
41p	70n	Nb113		30# ms	5/2+#	`41 = 4+3 + 5+5 + 8+8+8 + (31n)`
						.ooOOoo.

100

0.002

41 = 5+2 + 6+12 + 2x8 + (11n)

90, 91, 93, sok

42

56n

						.ooOOoo.
42p	42n	Mo84		3.7 s	0+	`42 = 2+2 + 6 + 8 + 2x12`
42p	44n	Mo86		19.6 s	0+	`42 = 2+2 + 6 + 8 + 2x12 + (2n)`
42p	45n	Mo87		14.02 s	7/2+	`42 = 3+1 + 6 + 8 + 2x12 + (3n)`
42p	46n	Mo88		8.0 min	0+	`42 = 2+2 + 6 + 8 + 2x12 + (4n)`
42p	47n	Mo89		2.11 min	9/2+	`42 = 3+2 + 5 + 8 + 2x12 + (5n)`
42p	48n	Mo90		5.56 h	0+	`42 = 1+4 + 5 + 8 + 2x12 + (6n)`
42p	49n	Mo91		15.49 min	9/2+	`42 = 2+3 + 5 + 8 + 2x12 + (7n)`
42p	50n	Mo92	14.84%	stable	0+	`42 = 3+2 + 5 + 8 + 2x12 + (8n)`
42p	51n	Mo93	Ke	4.0x10+3 y	5/2+	`42 = 1+4 + 5 + 8 + 2x12 + (9n)`
42p	52n	Mo94	9.25%	stable	0+	`42 = 2+3 + 5 + 8 + 2x12 + (10n)`
42p	53n	Mo95	15.92%	stable	5/2+	`42 = 3+2 + 5 + 8 + 2x12 + (11n)`
42p	54n	Mo96	16.68%	stable	0+	`42 = 4+1 + 5 + 8 + 2x12 + (12n)`
42p	55n	Mo97	9.55%	stable	5/2+	`42 = 3+2 + 5 + 8 + 2x12 + (13n)`
42p	56n	Mo98	24.13%	stable	0+	`42 = 2+2 + 6 + 8 + 2x12 + (14n)`
42p	57n	Mo99		2.7489 d	1/2+	`42 = 1+3 + 6 + 8 + 2x12 + (15n)`
42p	58n	Mo100	9.63%	9.5x10+18 y	0+	`42 = 2+2 + 6 + 8 + 2x12 + (16n)`
42p	59n	Mo101		14.61 min	1/2+	`42 = 3+1 + 6 + 8 + 2x12 + (17n)`
42p	60n	Mo102		11.3 min	0+	`42 = 2+2 + 6 + 8 + 2x12 + (18n)`
42p	61n	Mo103		67.5 s	3/2+	`42 = 3+5 + 12+6 + 8+8 + (19n)`
42p	62n	Mo104		60 s	0+	`42 = 4+2 + 12 + 8+8+8 + (20n)`
42p	63n	Mo105		35.6 s	5/2-	`42 = 5+1 + 12 + 8+8+8 + (21n)`
42p	64n	Mo106		8.4 s	0+	`42 = 2+4 + 12 + 8+8+8 + (22n)`
42p	65n	Mo107		3.5 s	7/2-	`42 = 3+3 + 12 + 8+8+8 + (23n)`
42p	66n	Mo108		1.09 s	0+	`42 = 4+2 + 12 + 8+8+8 + (24n)`
42p	67n	Mo109		0.53 s	7/2-	`42 = 5+1 + 12 + 8+8+8 + (25n)`
42p	68n	Mo110		0.30 s	0+	`42 = 3+3 + 12 + 8+8+8 + (26n)`
42p	70n	Mo112		150 ns	0+	`42 = 3+3 + 12 + 8+8+8 + (28n)`
42p	72n	Mo114		80 ms	0+	`42 = 2+4 + 12 + 8+8+8 + (30n)`
42p	73n	Mo115		60 ms		`42 = 3+3 + 12 + 8+8+8 + (31n)`
						.ooOOoo.

24.13

0.005

42 = 2+2 + 6 + 8 + 2x12 + (14n)

92, 94, 95, 97, sok

89, 91, 93

55n

						.ooOOoo.
43p	43n	Tc86		54 ms	0+	`43 = 2+3 + 6 + 8 + 2x12`
43p	44n	Tc87	b+	2.18 s	1/2-#	`43 = 1+4 + 6 + 8 + 2x12 + (1n)`
43p	45n	Tc88	b+	5.8 s	3+	`43 = 2+3 + 6 + 8 + 2x12 + (2n)`
43p	46n	Tc89m	b+	12.9 s	1/2-	`43 = 3+2 + 6 + 8 + 2x12 + (3n)`
43p	47n	Tc90	b+	8.7 s	1+	`43 = 4+1 + 6 + 8 + 2x12 + (4n)`
43p	48n	Tc91m	b+	3.3 min	1/2-	`43 = 3+2 + 6 + 8 + 2x12 + (5n)`
43p	49n	Tc92	b+	4.25 min	8+	`43 = 2+3 + 6 + 8 + 2x12 + (6n)`
43p	50n	Tc93	b+	2.75 h	9/2+	`43 = 1+4 + 6 + 8 + 2x12 + (7n)`
43p	51n	Tc94	b+	293 min	7+	`43 = 2+3 + 6 + 8 + 2x12 + (8n)`
43p	52n	Tc95	b+	20.0 h	9/2+	`43 = 1+4 + 6 + 8 + 2x12 + (9n)`
43p	53n	Tc96	b+	4.28 d	7+	`43 = 2+3 + 6 + 8 + 2x12 + (10n)`
43p	54n	Tc97	Ke	2.6x10+6 y	9/2+	`43 = 3+2 + 6 + 8 + 2x12 + (11n)`
43p	55n	Tc98	e em	4.2x10+6 y	6+	`43 = 4+1 + 6 + 8 + 2x12 + (12n)`
43p	56n	Tc99	e em	2.111x10+5 y	9/2+	`43 = 3+2 + 6 + 8 + 2x12 + (13n)`
43p	57n	Tc100		15.8 s	1+	`43 = 2+3 + 6 + 8 + 2x12 + (14n)`
43p	58n	Tc101		14.22 min	9/2+	`43 = 1+4 + 6 + 8 + 2x12 + (15n)`
43p	59n	Tc102		5.28 s	1+	`43 = 2+3 + 6 + 8 + 2x12 + (16n)`
43p	60n	Tc103		54.2 s	5/2+	`43 = 3+2 + 6 + 8 + 2x12 + (17n)`
43p	61n	Tc104		18.3 min	3+	`43 = 4+1 + 6 + 8 + 2x12 + (18n)`
43p	62n	Tc105		7.6 min	3/2-	`43 = 4+1 + 6 + 8 + 2x12 + (19n)`
43p	63n	Tc106		35.6 s	1,2	`43 = 4+3 + 12 + 8+8+8 + (20n)`
43p	64n	Tc107		21.2 s	3/2-	`43 = 1+6 + 12 + 8+8+8 + (21n)`
43p	65n	Tc108		5.17 s	2+	`43 = 2+5 + 12 + 8+8+8 + (22n)`
43p	66n	Tc109		860 ms	3/2-#	`43 = 3+4 + 12 + 8+8+8 + (23n)`
43p	67n	Tc110		0.92 s	2+	`43 = 4+3 + 12 + 8+8+8 + (24n)`
43p	68n	Tc111		0.29 s	3/2-#	`43 = 5+2 + 12 + 8+8+8 + (25n)`
43p	69n	Tc112		0.29 s	2+#	`43 = 6+1 + 12 + 8+8+8 + (26n)`
43p	70n	Tc113		0.17 s	3/2-#	`43 = 4+3 + 12 + 8+8+8 + (27n)`
43p	71n	Tc114		0.15 s	2+#	`43 = 6+1 + 12 + 8+8+8 + (28n)`
43p	72n	Tc115		100 ms	3/2-#	`43 = 1+6 + 12 + 8+8+8 + (29n)`
43p	73n	Tc116		90# ms	2+#	`43 = 2+5 + 12 + 8+8+8 + (30n)`
43p	74n	Tc117		40# ms	3/2-#	`43 = 2+5 + 12 + 8+8+8 + (31n)`
43p	75n	Tc118		30# ms	2+#	`43 = 4+3 + 12 + 8+8+8 + (32n)`
43p	77n	Tc120	pred	p10 ms		`43 = 6+1 + 12 + 8+8+8 + (34n)`
						.ooOOoo.

43 = 4+1 + 6 + 8 + 2x12 + (12n)

86, 91, 93, sok

44

58n

						.ooOOoo.
44p	43n	Ru87		50# ms	1/2-#	`44 = p+5 + 6 + 8 + 2x12 - (1n)`
44p	44n	Ru88		1.2 s	0+	`44 = 3+3 + 6 + 8 + 2x12`
44p	45n	Ru89		1.5 s	9/2+	`44 = 1+5 + 6 + 8 + 2x12 + (1n)`
44p	46n	Ru90		11 s	0+	`44 = 2+4 + 6 + 8 + 2x12 + (2n)`
44p	47n	Ru91		7.9 s	9/2+	`44 = 3+3 + 6 + 8 + 2x12 + (3n)`
44p	48n	Ru92		3.65 min	0+	`44 = 4+2 + 6 + 8 + 2x12 + (4n)`
44p	49n	Ru93		59.7 s	9/2+	`44 = 5+1 + 6 + 8 + 2x12 + (5n)`
44p	50n	Ru94		51.8 min	0+	`44 = 3+3 + 6 + 8 + 2x12 + (6n)`
44p	51n	Ru95		1.643 h	5/2+	`44 = 1+6 + 6 + 7 + 2x12 + (7n)`
44p	52n	Ru96	5.54%	stable	0+	`44 = 2+5 + 6 + 7 + 2x12 + (8n)`
44p	53n	Ru97		2.791 d	5/2+	`44 = 3+4 + 6 + 7 + 2x12 + (9n)`
44p	54n	Ru98	1.87%	stable	0+	`44 = 4+3 + 6 + 7 + 2x12 + (10n)`
44p	55n	Ru99	12.76%	stable	5/2+	`44 = 5+2 + 6 + 7 + 2x12 + (11n)`
44p	56n	Ru100	12.60%	stable	0+	`44 = 6+1 + 6 + 7 + 2x12 + (12n)`
44p	57n	Ru101	17.06%	stable	5/2+	`44 = 4+3 + 6 + 7 + 2x12 + (13n)`
44p	58n	Ru102	31.55%	stable	0+	`44 = 3+3 + 6 + 8 + 2x12 + (14n)`
44p	59n	Ru103		39.26 d	3/2+	`44 = 1+5 + 6 + 8 + 2x12 + (15n)`
44p	60n	Ru104	18.62%	stable	0+	`44 = 2+4 + 6 + 8 + 2x12 + (16n)`
44p	61n	Ru105		4.44 h	3/2+	`44 = 3+3 + 6 + 8 + 2x12 + (17n)`
44p	62n	Ru106		373.59 d	0+	`44 = 2+6 + 12 + 8+8+8 + (18n)`
44p	63n	Ru107		3.75 min	5/2+	`44 = 3+5 + 12 + 8+8+8 + (19n)`
44p	64n	Ru108		4.55 min	0+	`44 = 4+4 + 12 + 8+8+8 + (20n)`
44p	65n	Ru109		34.5 s	5/2+	`44 = 5+3 + 12 + 8+8+8 + (21n)`
44p	66n	Ru110		11.6 s	0+	`44 = 6+2 + 12 + 8+8+8 + (22n)`
44p	67n	Ru111		2.12 s	5/2+	`44 = 7+1 + 12 + 8+8+8 + (23n)`
44p	68n	Ru112		1.75 s	0+	`44 = 4+4 + 12 + 8+8+8 + (24n)`
44p	69n	Ru113		0.80 s	5/2+	`44 = 1+7 + 12 + 8+8+8 + (25n)`
44p	70n	Ru114		0.53 s	0+	`44 = 2 + 12+6 + 8+8+8 + (26n)`
44p	72n	Ru116		400 ms	0+	`44 = 2 + 12+6 + 8+8+8 + (28n)`
44p	74n	Ru118		123 ms	0+	`44 = 2 + 12+6 + 8+8+8 + (30n)`
44p	76n	Ru120		150 ns	0+	`44 = 2 + 6+12 + 8+8+8 + (32n)`
						.ooOOoo.

102

31.6

0.004

44 = 3+3 + 6 + 8 + 2x12 + (14n)

100, 101, 104, sok

91, 93, 103

58n

						.ooOOoo.
45p	44n	Rh89		10# ms	7/2+#	`45 = p+2 + 6+12 + 8+8+8 - (1n)`
45p	45n	Rh90	b+	15 ms	0+#	`45 = 1+2 + 6+12 + 8+8+8`
45p	46n	Rh91	b+	1.74 s	7/2+#	`45 = 1+2 + 6+12 + 8+8+8 + (1n)`
45p	47n	Rh92	b+	4.3 s	6+	`45 = 2+1 + 6+12 + 8+8+8 + (2n)`
45p	48n	Rh93	b+	11.9 s	9/2+	`45 = 3+1 + 5+12 + 8+8+8 + (3n)`
45p	49n	Rh94	b+	70.6 s	2+	`45 = 2+2 + 5+12 + 8+8+8 + (4n)`
45p	50n	Rh95	b+	5.02 min	9/2+	`45 = 2+2 + 5+12 + 8+8+8 + (5n)`
45p	51n	Rh96	b+	9.90 min	6+	`45 = 1+3 + 5+12 + 8+8+8 + (6n)`
45p	52n	Rh97	b+	30.7 min	9/2+	`45 = 2+2 + 5+12 + 8+8+8 + (7n)`
45p	53n	Rh98	b+	8.72 min	2+	`45 = 2+1 + 6+12 + 8+8+8 + (8n)`
45p	54n	Rh99	b+	16.1 d	1/2-	`45 = 1+2 + 6+12 + 8+8+8 + (9n)`
45p	55n	Rh100m		214 ns	2+	`45 = 2+1 + 6+12 + 8+8+8 + (10n)`
45p	56n	Rh101	Ke	3.3 y	1/2-	`45 = 1+2 + 6+12 + 8+8+8 + (11n)`
45p	57n	Rh102	b+, e em	207.0 d	1-	`45 = 2+1 + 12+6 + 8+8+8 + (12n)`
45p	58n	Rh103	100%	stable	1/2-	`45 = 1+2 + 12+6 + 8+8+8 + (13n)`
45p	59n	Rh104		42.3 s	1+	`45 = 3+2 + 6+10 + 8+8+8 + (14n)`
45p	60n	Rh105		35.36 h	7/2+	`45 = 1+4 + 6+10 + 8+8+8 + (15n)`
45p	61n	Rh106		29.80 s	1+	`45 = 2+3 + 6+10 + 8+8+8 + (16n)`
45p	62n	Rh107		21.7 min	7/2+	`45 = 3+2 + 6+10 + 8+8+8 + (17n)`
45p	63n	Rh108		16.8 s	1+	`45 = 4+1 + 6+10 + 8+8+8 + (18n)`
45p	64n	Rh109		80 s	7/2+	`45 = 3+2 + 6+10 + 8+8+8 + (19n)`
45p	65n	Rh110		28.5 s	4+#	`45 = 4+1 + 6+10 + 8+8+8 + (20n)`
45p	66n	Rh111		11 s	7/2+	`45 = 3+3 + 5+10 + 8+8+8 + (21n)`
45p	67n	Rh112		3.45 s	1+	`45 = 1+5 + 5+10 + 8+8+8 + (22n)`
45p	68n	Rh113		2.80 s	7/2+	`45 = 2+4 + 5+10 + 8+8+8 + (23n)`
45p	69n	Rh114		1.85 s	1+	`45 = 3+3 + 5+10 + 8+8+8 + (24n)`
45p	70n	Rh115		0.99 s	7/2+	`45 = 4+2 + 5+10 + 8+8+8 + (25n)`
45p	71n	Rh116		0.68 s	1+	`45 = 5+1 + 5+10 + 8+8+8 + (26n)`
45p	72n	Rh117		0.44 s	7/2+	`45 = 3+3 + 5+10 + 8+8+8 + (27n)`
45p	74n	Rh119		300# ms	7/2+#	`45 = 1+2 + 12+6 + 8+8+8 + (29n)`
45p	76n	Rh121		100# ms	7/2+#	`45 = 1+2 + 12+6 + 8+8+8 + (31n)`
45p	77n	Rh122		50 ms		`45 = 2+2 + 12+5 + 8+8+8 + (32n)`
						.ooOOoo.

103

100

0.0006

45 = 1+2 + 12+6 + 8+8+8 + (13n)

103

95, 96, 97, sok

46

60n

						.ooOOoo.
46p	46n	Pd92		0.7 s	0+	`46 = 3+2 + 5+5 + 8 + 2x11`
46p	47n	Pd93		1.07 s	9/2+	`46 = 1+4 + 5+5 + 8 + 2x11 + (1n)`
46p	48n	Pd94		9.0 s	0+	`46 = 2+3 + 5+5 + 8 + 2x11 + (2n)`
46p	49n	Pd95		10# s	9/2+#	`46 = 3+2 + 5+5 + 8 + 2x11 + (3n)`
46p	50n	Pd96		122 s	0+	`46 = 4+1 + 5+5 + 8 + 2x11 + (4n)`
46p	51n	Pd97		3.10 min	5/2+#	`46 = 5+2 + 5+5 + 7 + 2x11 + (5n)`
46p	52n	Pd98		17.7 min	0+	`46 = 6+1 + 5+5 + 7 + 2x11 + (6n)`
46p	53n	Pd99		21.4 min	5/2+	`46 = 4+3 + 5+5 + 7 + 2x11 + (7n)`
46p	54n	Pd100	Ke	3.63 d	0+	`46 = 1+6 + 5+5 + 7 + 2x11 + (8n)`
46p	55n	Pd101		8.47 h	5/2+	`46 = 2+5 + 5+5 + 7 + 2x11 + (9n)`
46p	56n	Pd102	1.02%	stable	0+	`46 = 4+3 + 5+5 + 7 + 2x11 + (10n)`
46p	57n	Pd103	Ke	16.991 d	5/2+	`46 = 1+6 + 5+5 + 7 + 2x11 + (11n)`
46p	58n	Pd104	11.14%	stable	0+	`46 = 2+5 + 5+5 + 7 + 2x11 + (12n)`
46p	59n	Pd105	22.33%	stable	5/2+	`46 = 3+4 + 5+5 + 7 + 2x11 + (13n)`
46p	60n	Pd106	27.33%	stable	0+	`46 = 4+3 + 5+5 + 7 + 2x11 + (14n)`
46p	61n	Pd107		6.5x10+6 y	5/2+	`46 = 5+2 + 5+5 + 7 + 2x11 + (15n)`
46p	62n	Pd108	26.46%	stable	0+	`46 = 6+1 + 5+5 + 7 + 2x11 + (16n)`
46p	63n	Pd109		13.7012 h	5/2+	`46 = 4+3 + 5+5 + 7 + 2x11 + (17n)`
46p	64n	Pd110	11.72%	stable	0+	`46 = 1+6 + 5+5 + 7 + 2x11 + (18n)`
46p	65n	Pd111		23.4 min	5/2+	`46 = 2+5 + 5+5 + 7 + 2x11 + (19n)`
46p	66n	Pd112		21.03 h	0+	`46 = 3+4 + 5+5 + 7 + 2x11 + (20n)`
46p	67n	Pd113		93 s	5/2+	`46 = 4+3 + 5+5 + 7 + 2x11 + (21n)`
46p	68n	Pd114		2.42 min	0+	`46 = 5+2 + 5+5 + 7 + 2x11 + (22n)`
46p	69n	Pd115		25 s	5/2+#	`46 = 6+1 + 5+5 + 7 + 2x11 + (23n)`
46p	70n	Pd116		11.8 s	0+	`46 = 4+3 + 5+5 + 7 + 2x11 + (24n)`
46p	71n	Pd117		4.3 s	5/2+	`46 = 1+6 + 5+5 + 7 + 2x11 + (25n)`
46p	72n	Pd118		1.9 s	0+	`46 = 1+4 + 12+5 + 8+8+8 + (26n)`
46p	74n	Pd120		0.5 s	0+	`46 = 3+2 + 12+5 + 8+8+8 + (28n)`
46p	76n	Pd122		150 ns	0+	`46 = 2+3 + 12+5 + 8+8+8 + (30n)`
46p	78n	Pd124		0.2 s	0+	`46 = 4+1 + 12+5 + 8+8+8 + (32n)`
						.ooOOoo.

106

27.33

0.002

46 = 4+3 + 5+5 + 7 + 2x11 + (14n)

104, 105, 106, sok

93, 95, 107, sok

47

60n

						.ooOOoo.
47p	47n	Ag94	b+	37 ms	0+	`47 = 2+1 + 12 + 8 + 2x12`
47p	48n	Ag95	b+	1.74 s	9/2+	`47 = 1+6 + 5+5 + 8 + 2x11 + (1n)`
47p	49n	Ag96	b+	4.45 s	8+	`47 = 2+1 + 12 + 8 + 2x12 + (2n)`
47p	50n	Ag97	b+	25.3 s	9/2+	`47 = 3+4 + 5+5 + 8 + 2x11 + (3n)`
47p	51n	Ag98	b+	46.7 s	5+	`47 = 4+3 + 5+5 + 8 + 2x11 + (4n)`
47p	52n	Ag99	b+	124 s	9/2+	`47 = 5+2 + 5+5 + 8 + 2x11 + (5n)`
47p	53n	Ag100	b+	2.01 min	5+	`47 = 6+1 + 5+5 + 8 + 2x11 + (6n)`
47p	54n	Ag101	b+	11.1 min	9/2+	`47 = 4+3 + 5+5 + 8 + 2x11 + (7n)`
47p	55n	Ag102	b+	12.9 min	5+	`47 = 2+1 + 12 + 8 + 2x12 + (8n)`
47p	56n	Ag103	b+	65.7 min	7/2+	`47 = 1+2 + 12 + 8 + 2x12 + (9n)`
47p	57n	Ag104	b+	69.2 min	5+	`47 = 2+1 + 12 + 8 + 2x12 + (10n)`
47p	58n	Ag105	b+	41.29 d	1/2-	`47 = 1+6 + 5+5 + 8 + 2x11 + (11n)`
47p	59n	Ag106		23.96 min	1+	`47 = 2+5 + 5+5 + 8 + 2x11 + (12n)`
47p	60n	Ag107	51.839%	stable	1/2-	`47 = 3+4 + 5+5 + 8 + 2x11 + (13n)`
47p	61n	Ag108	e em	2.37 min	1+	`47 = 4+3 + 5+5 + 8 + 2x11 + (14n)`
47p	62n	Ag109	48.161%	stable	1/2-	`47 = 5+2 + 5+5 + 8 + 2x11 + (15n)`
47p	63n	Ag110		24.6 s	1+	`47 = 6+1 + 5+5 + 8 + 2x11 + (16n)`
47p	64n	Ag111		7.45 d	1/2-	`47 = 4+3 + 5+5 + 8 + 2x11 + (17n)`
47p	65n	Ag112		3.130 h	2-	`47 = 4+3 + 5+5 + 8 + 2x11 + (18n)`
47p	66n	Ag113		5.37 h	1/2-	`47 = 1+6 + 5+5 + 8 + 2x11 + (19n)`
47p	68n	Ag115		20.0 min	1/2-	`47 = 3+4 + 5+5 + 8 + 2x11 + (21n)`
47p	69n	Ag116		2.68 min	2-	`47 = 4+3 + 5+5 + 8 + 2x11 + (22n)`
47p	70n	Ag117		72.8 s	1/2-	`47 = 5+2 + 5+5 + 8 + 2x11 + (23n)`
47p	71n	Ag118		3.76 s	1-	`47 = 6+1 + 5+5 + 8 + 2x11 + (24n)`
47p	72n	Ag119		6.0 s	1/2-#	`47 = 4+3 + 5+5 + 8 + 2x11 + (25n)`
47p	73n	Ag120		1.23 s	3+	`47 = 4+1 + 6+12 + 8+8+8 + (26n)`
47p	74n	Ag121		0.79 s	7/2+#	`47 = 3+2 + 6+12 + 8+8+8 + (27n)`
47p	75n	Ag122		0.520 s	3+	`47 = 3+2 + 12+6 + 8+8+8 + (28n)`
47p	76n	Ag123		0.300 s	7/2+	`47 = 1+4 + 12+6 + 8+8+8 + (29n)`
47p	77n	Ag124		0.172 s	3+#	`47 = 2+3 + 12+6 + 8+8+8 + (30n)`
47p	78n	Ag125		0.166 s	7/2+#	`47 = 3+2 + 12+6 + 8+8+8 + (31n)`
47p	79n	Ag126		107 ms	3+#	`47 = 4+1 + 12+6 + 8+8+8 + (32n)`
47p	80n	Ag127		79 ms	7/2+#	`47 = 3+2 + 12+6 + 8+8+8 + (33n)`
47p	81n	Ag128		58 ms		`47 = 4+1 + 12+6 + 8+8+8 + (34n)`
47p	83n	Ag130		50 ms	0+	`47 = 2+3 + 12+6 + 8+8+8 + (36n)`
						.ooOOoo.

107

51.839

0.0006

47 = 3+4 + 5+5 + 8 + 2x11 + (13n)

107, 109

99, 100, 101, sok

48

66n

						.ooOOoo.
48p	47n	Cd95		5# ms	9/2+#	`48 = 1p+1 + 6 + 16 + 2x12 - (1n)`
48p	48n	Cd96		1 s	0+	`48 = 1+1 + 6 + 16 + 2x12`
48p	49n	Cd97	b+	2.8 s	9/2+#	`48 = 1+1 + 6 + 16 + 2x12 + (1n)`
48p	50n	Cd98	b+	9.2 s	0+	`48 = 2+5 + 5+5 + 7 + 2x12 + (2n)`
48p	51n	Cd99	b+	16 s	5/2+	`48 = 3+4 + 5+5 + 7 + 2x12 + (3n)`
48p	52n	Cd100	b+	49.1 s	0+	`48 = 4+3 + 5+5 + 7 + 2x12 + (4n)`
48p	53n	Cd101	b+	1.36 min	5/2+	`48 = 5+2 + 5+5 + 7 + 2x12 + (5n)`
48p	54n	Cd102	b+	5.5 min	0+	`48 = 6+1 + 5+5 + 7 + 2x12 + (6n)`
48p	55n	Cd103	b+	7.3 min	5/2+	`48 = 4+3 + 5+5 + 7 + 2x12 + (7n)`
48p	56n	Cd104	b+	57.7 min	0+	`48 = 1+6 + 5+5 + 7 + 2x12 + (8n)`
48p	57n	Cd105	b+	55.5 min	5/2+	`48 = 2+5 + 5+5 + 7 + 2x12 + (9n)`
48p	58n	Cd106	1.25%	2.6x10+17 y	0+	`48 = 3+4 + 5+5 + 7 + 2x12 + (10n)`
48p	59n	Cd107	b+	6.50 h	5/2+	`48 = 4+3 + 5+5 + 7 + 2x12 + (11n)`
48p	60n	Cd108	0.89%	stable	0+	`48 = 5+2 + 5+5 + 7 + 2x12 + (12n)`
48p	61n	Cd109	Ke	461.4 d	5/2+	`48 = 6+1 + 5+5 + 7 + 2x12 + (13n)`
48p	62n	Cd110	12.49%	stable	0+	`48 = 4+3 + 5 + 7+7 + 2x11 + (14n)`
48p	63n	Cd111	12.80%	stable	1/2+	`48 = 1+6 + 5 + 7+7 + 2x11 + (15n)`
48p	64n	Cd112	24.13%	stable	0+	`48 = 2+5 + 5 + 7+7 + 2x11 + (16n)`
48p	65n	Cd113	12.22%	stable	1/2+	`48 = 3+4 + 5 + 7+7 + 2x11 + (17n)`
48p	66n	Cd114	28.73%	stable	0+	`48 = 4+3 + 5 + 7+7 + 2x11 + (18n)`
48p	67n	Cd115	e em	53.46 h	1/2+	`48 = 5+2 + 5 + 7+7 + 2x11 + (19n)`
48p	68n	Cd116	7.49%	1.2x10+21 y	0+	`48 = 6+1 + 5 + 7+7 + 2x11 + (20n)`
48p	69n	Cd117		2.49 h	1/2+	`48 = 4+3 + 5 + 7+7 + 2x11 + (21n)`
48p	70n	Cd118		50.3 min	0+	`48 = 3+3 + 6+12 + 8+8+8 + (22n)`
48p	71n	Cd119		2.69 min	3/2+	`48 = 1+5 + 6+12 + 8+8+8 + (23n)`
48p	72n	Cd120		50.80 s	0+	`48 = 2+4 + 6+12 + 8+8+8 + (24n)`
48p	73n	Cd121		13.5 s	3/2+	`48 = 3+3 + 6+12 + 8+8+8 + (25n)`
48p	74n	Cd122		5.24 s	0+	`48 = 4+2 + 6+12 + 8+8+8 + (26n)`
48p	75n	Cd123		2.10 s	3/2+	`48 = 5+1 + 6+12 + 8+8+8 + (27n)`
48p	76n	Cd124		1.25 s	0+	`48 = 3+3 + 6+12 + 8+8+8 + (28n)`
48p	77n	Cd125		0.65 s	3/2+	`48 = 1+5 + 12+6 + 8+8+8 + (29n)`
48p	78n	Cd126		0.506 s	0+	`48 = 2+4 + 12+6 + 8+8+8 + (30n)`
48p	79n	Cd127		0.37 s	3/2+	`48 = 3+3 + 12+6 + 8+8+8 + (31n)`
48p	80n	Cd128		0.28 s	0+	`48 = 4+2 + 12+6 + 8+8+8 + (32n)`
48p	81n	Cd129		0.27 s	3/2+	`48 = 5+1 + 12+6 + 8+8+8 + (33n)`
48p	82n	Cd130		0.162 s	0+	`48 = 3+3 + 12+6 + 8+8+8 + (34n)`
48p	83n	Cd131		68 ms	7/2-	`48 = 1+5 + 12+6 + 8+8+8 + (35n)`
						.ooOOoo.

114

28.73

0.002

48 = 4+3 + 5 + 7+7 + 2x11 + (18n)

111, 112, 113, sok

111, 113, 123

49

66n

						.ooOOoo.
49p	49n	In98		32 ms	0+#	`49 = 4+3 + 6+12 + 8+8+8`
49p	50n	In99		3.1 s	9/2+#	`49 = 1+6 + 6+12 + 8+8+8 + (1n)`
49p	51n	In100		7.0 s	6+,7+	`49 = 2+5 + 6+12 + 8+8+8 + (2n)`
49p	52n	In101		15.1 s	9/2+#	`49 = 3+4 + 6+12 + 8+8+8 + (3n)`
49p	53n	In102		22 s	6+	`49 = 4+3 + 6+12 + 8+8+8 + (4n)`
49p	54n	In103		60 s	9/2+#	`49 = 5+2 + 6+12 + 8+8+8 + (5n)`
49p	55n	In104		1.80 min	5+,6+	`49 = 6+1 + 6+12 + 8+8+8 + (6n)`
49p	56n	In105		5.07 min	9/2+	`49 = 1+6 + 6+12 + 8+8+8 + (7n)`
49p	57n	In106		6.2 min	7+	`49 = 2+5 + 6+12 + 8+8+8 + (8n)`
49p	58n	In107		32.4 min	9/2+	`49 = 3+4 + 6+12 + 8+8+8 + (9n)`
49p	59n	In108		58.0 min	7+	`49 = 4+3 + 6+12 + 8+8+8 + (10n)`
49p	60n	In109		4.2 h	9/2+	`49 = 5+2 + 6+12 + 8+8+8 + (11n)`
49p	61n	In110		4.9 h	7+	`49 = 6+1 + 6+12 + 8+8+8 + (12n)`
49p	62n	In111	Ke	2.8047 d	9/2+	`49 = 4+3 + 6+12 + 8+8+8 + (13n)`
49p	63n	In112		14.97 min	1+	`49 = 4+3 + 6+12 + 8+8+8 + (14n)`
49p	64n	In113	4.29%	stable	9/2+	`49 = 1+6 + 6+12 + 8+8+8 + (15n)`
49p	65n	In114		71.9 s	1+	`49 = 2+5 + 6+12 + 8+8+8 + (16n)`
49p	66n	In115	95.71%	4.41x10+14 y	9/2+	`49 = 3+4 + 6+12 + 8+8+8 + (17n)`
49p	67n	In116		14.10 s	1+	`49 = 4+3 + 6+12 + 8+8+8 + (18n)`
49p	68n	In117		43.2 min	9/2+	`49 = 5+2 + 6+12 + 8+8+8 + (19n)`
49p	69n	In118		5.0 s	1+	`49 = 6+1 + 6+12 + 8+8+8 + (20n)`
49p	70n	In119		2.4 min	9/2+	`49 = 1+6 + 12+6 + 8+8+8 + (21n)`
49p	71n	In120		3.08 s	1+	`49 = 2+5 + 12+6 + 8+8+8 + (22n)`
49p	72n	In121		23.1 s	9/2+	`49 = 3+4 + 12+6 + 8+8+8 + (23n)`
49p	73n	In122		1.5 s	1+	`49 = 4+3 + 12+6 + 8+8+8 + (24n)`
49p	74n	In123		5.98 s	9/2+	`49 = 3+4 + 6+12 + 8+8+8 + (25n)`
49p	75n	In124		3.11 s	3+	`49 = 4+3 + 6+12 + 8+8+8 + (26n)`
49p	76n	In125		2.36 s	9/2+	`49 = 5+2 + 6+12 + 8+8+8 + (27n)`
49p	77n	In126		1.53 s	3+#	`49 = 4+3 + 12+6 + 8+8+8 + (28n)`
49p	78n	In127		1.09 s	9/2+	`49 = 1+6 + 12+6 + 8+8+8 + (29n)`
49p	79n	In128		0.84 s	3+	`49 = 2+5 + 12+6 + 8+8+8 + (30n)`
49p	80n	In129		0.61 s	9/2+	`49 = 3+4 + 12+6 + 8+8+8 + (31n)`
49p	81n	In130		0.29 s	1-	`49 = 2+5 + 6+12 + 8+8+8 + (32n)`
49p	82n	In131		0.28 s	9/2+	`49 = 3+4 + 6+12 + 8+8+8 + (33n)`
49p	83n	In132		0.205 s	7-	`49 = 4+3 + 6+12 + 8+8+8 + (34n)`
49p	84n	In133		165 ms	9/2+	`49 = 5+2 + 6+12 + 8+8+8 + (35n)`
49p	85n	In134		140 ms	7-	`49 = 6+1 + 6+12 + 8+8+8 + (36n)`
49p	86n	In135		92 ms	9/2+#	`49 = 1+6 + 12+6 + 8+8+8 + (37n)`
						.ooOOoo.

115

95.7

0.0003

49 = 3+4 + 6+12 + 8+8+8 + (17n)

113, 115

103, 104, 105, sok

50

70n

						.ooOOoo.
50p	50n	Sn100		0.94 s	0+	`50 = 3+3 + 12 + 8 + 2x12`
50p	51n	Sn101		3 s	5/2+#	`50 = 1+8 + 5+5 + 7 + 2x12 + (1n)`
50p	52n	Sn102		4.5 s	0+	`50 = 2+7 + 5+5 + 7 + 2x12 + (2n)`
50p	53n	Sn103		7.0 s	5/2+#	`50 = 3+6 + 5+5 + 7 + 2x12 + (3n)`
50p	54n	Sn104		20.8 s	0+	`50 = 4+5 + 5+5 + 7 + 2x12 + (4n)`
50p	55n	Sn105		34 s	5/2+	`50 = 5+4 + 5+5 + 7 + 2x12 + (5n)`
50p	56n	Sn106		115 s	0+	`50 = 6+3 + 5+5 + 7 + 2x12 + (6n)`
50p	57n	Sn107		2.90 min	5/2+	`50 = 7+2 + 5+5 + 7 + 2x12 + (7n)`
50p	58n	Sn108		10.30 min	0+	`50 = 4+4 + 5+5 + 7 + 2x12 + (8n)`
50p	59n	Sn109		18.0 min	5/2+	`50 = 5+4 + 5+5 + 7 + 2x12 + (9n)`
50p	60n	Sn110	Ke	4.11 h	0+	`50 = 2+4 + 12 + 8 + 2x12 + (10n)`
50p	61n	Sn111		35.3 min	7/2+	`50 = 3+3 + 12 + 8 + 2x12 + (11n)`
50p	62n	Sn112	0.97%	stable	0+	`50 = 4+3 + 12 + 7 + 2x12 + (12n)`
50p	63n	Sn113		115.09 d	1/2+	`50 = 1+6 + 12 + 7 + 2x12 + (13n)`
50p	64n	Sn114	0.66%	stable	0+	`50 = 2+5 + 12 + 7 + 2x12 + (14n)`
50p	65n	Sn115	0.34%	stable	1/2+	`50 = 3+4 + 12 + 7 + 2x12 + (15n)`
50p	66n	Sn116	14.54%	stable	0+	`50 = 4+3 + 12 + 7 + 2x12 + (16n)`
50p	67n	Sn117	7.68%	stable	1/2+	`50 = 5+2 + 12 + 7 + 2x12 + (17n)`
50p	68n	Sn118	24.22%	stable	0+	`50 = 6+1 + 12 + 7 + 2x12 + (18n)`
50p	69n	Sn119	8.59%	stable	1/2+	`50 = 4+3 + 12 + 7 + 2x12 + (19n)`
50p	70n	Sn120	32.58%	stable	0+	`50 = 4+1 + 5 + 16 + 2x12 + (20n)`
50p	71n	Sn121		27.03 h	3/2+	`50 = 3+2 + 5 + 16 + 2x12 + (21n)`
50p	72n	Sn122	4.63%	stable	0+	`50 = 3+3 + 6 + 16 + 2x11+ (22n)`
50p	73n	Sn123		129.2 d	11/2-	`50 = 1+5 + 6 + 16 + 2x11 + (23n)`
50p	74n	Sn124	5.79%	stable	0+	`50 = 2+4 + 6 + 16 + 2x11 + (24n)`
50p	75n	Sn125		9.64 d	11/2-	`50 = 3+3 + 6 + 16 + 2x11 + (25n)`
50p	76n	Sn126		1x10+5 y	0+	`50 = 4+2 + 6 + 16 + 2x11 + (26n)`
50p	77n	Sn127		2.10 h	11/2-	`50 = 5+1 + 6 + 16 + 2x11 + (27n)`
50p	78n	Sn128		59.07 min	0+	`50 = 2+6 + 12+6 + 8+8+8 + (28n)`
50p	79n	Sn129		2.23 min	3/2+	`50 = 3+5 + 12+6 + 8+8+8 + (29n)`
50p	80n	Sn130		3.72 min	0+	`50 = 4+4 + 12+6 + 8+8+8 + (30n)`
50p	81n	Sn131		56.0 s	3/2+	`50 = 5+3 + 12+6 + 8+8+8 + (31n)`
50p	82n	Sn132		39.7 s	0+	`50 = 6+2 + 12+6 + 8+8+8 + (32n)`
50p	83n	Sn133		1.45 s	7/2-	`50 = 5+3 + 12+6 + 8+8+8 + (33n)`
50p	84n	Sn134		1.12 s	0+	`50 = 6+2 + 12+6 + 8+8+8 + (34n)`
50p	85n	Sn135		530 ms	7/2-	`50 = 7+1 + 12+6 + 8+8+8 + (35n)`
50p	86n	Sn136		0.25 s	0+	`50 = 2+6 + 18 + 8+8+8 + (36n)`
50p	87n	Sn137		190 ms	5/2-#	`50 = 3+5 + 18 + 8+8+8 + (37n)`
						.ooOOoo.

120

32.58

0.004

50 = 2+2 + 6 + 16 + 2x12 + (20n)

116, 118, 120, sok

113, 117, 119, sok

70n

						.ooOOoo.
51p	52n	Sb103		100# ms	5/2+#	`51 = 1 + 6+12 + 8 + 2x12 + (1n)`
51p	54n	Sb105		1.12 s	5/2+	`51 = 3+4 + 12 + 8 + 2x12 + (3n)`
51p	56n	Sb107	b+	4.0 s	5/2+	`51 = 5+2 + 12 + 8 + 2x12 + (5n)`
51p	58n	Sb109	b+	17.3 s	5/2+	`51 = 4+3 + 12 + 8 + 2x12 + (7n)`
51p	60n	Sb111	b+	75 s	5/2+	`51 = 1+6 + 12 + 8 + 2x12 + (9n)`
51p	61n	Sb112	b+	51.4 s	3+	`51 = 2+5 + 12 + 8 + 2x12 + (10n)`
51p	62n	Sb113	b+	6.67 min	5/2+	`51 = 3+4 + 12 + 8 + 2x12 + (11n)`
51p	63n	Sb114	b+	3.49 min	3+	`51 = 4+3 + 12 + 8 + 2x12 + (12n)`
51p	64n	Sb115	b+	32.1 min	5/2+	`51 = 5+2 + 12 + 8 + 2x12 + (13n)`
51p	65n	Sb116	b+	15.8 min	3+	`51 = 6+1 + 12 + 8 + 2x12 + (14n)`
51p	66n	Sb117	b+	2.80 h	5/2+	`51 = 3+4 + 12 + 8 + 2x12 + (15n)`
51p	67n	Sb118	b+	3.6 min	1+	`51 = 3+2 + 6 + 16 + 2x12 + (16n)`
51p	68n	Sb119	Ke	38.19 h	5/2+	`51 = 1+4 + 6 + 16 + 2x12 + (17n)`
51p	69n	Sb120	b+	15.89 min	1+	`51 = 2+3 + 6 + 16 + 2x12 + (18n)`
51p	70n	Sb121	57.21%	stable	5/2+	`51 = 3+2 + 6 + 16 + 2x12 + (19n)`
51p	71n	Sb122	e em	2.7238 d	2-	`51 = 4+3 + 12 + 8 + 2x12 + (20n)`
51p	72n	Sb123	42.79%	stable	7/2+	`51 = 1+6 + 12 + 8 + 2x12 + (21n)`
51p	73n	Sb124		60.20 d	3-	`51 = 3+2 + 6 + 16 + 2x12 + (22n)`
51p	74n	Sb125		2.75856 y	7/2+	`51 = 1+4 + 6 + 16 + 2x12 + (23n)`
51p	75n	Sb126		12.35 d	8-	`51 = 4+3 + 12 + 8 + 2x12 + (24n)`
51p	76n	Sb127		3.85 d	7/2+	`51 = 5+2 + 12 + 8 + 2x12 + (25n)`
51p	77n	Sb128		9.01 h	8-	`51 = 6+1 + 12 + 8 + 2x12 + (26n)`
51p	78n	Sb129		4.40 h	7/2+	`51 = 4+3 + 12 + 8 + 2x12 + (27n)`
51p	79n	Sb130		39.5 min	8-#	`51 = 1+6 + 12 + 8 + 2x12 + (28n)`
51p	80n	Sb131		23.03 min	7/2+	`51 = 2+5 + 12 + 8 + 2x12 + (29n)`
51p	81n	Sb132		2.79 min	4+	`51 = 1 + 6 + 8 + 12+12+12 + (30n)`
51p	82n	Sb133		2.5 min	7/2+	`51 = 1 + 6 + 8 + 12+12+12 + (31n)`
51p	83n	Sb134		0.78 s	0-	`51 = 1 + 6 + 8 + 12+12+12 + (32n)`
51p	84n	Sb135		1.68 s	7/2+	`51 = 1 + 6 + 8 + 12+12+12 + (33n)`
51p	85n	Sb136		0.923 s	1-#	`51 = 1 + 5+5 + 8+8 + 12+12 + (34n)`
51p	86n	Sb137		450 ms	7/2+#	`51 = 1 + 5+5 + 8+8 + 12+12 + (35n)`
51p	87n	Sb138		500# ms	2-#	`51 = 1 + 6 + 8 + 12+12+12 + (36n)`
51p	88n	Sb139		300# ms	7/2+#	`51 = 1 + 6 + 8 + 12+12+12 + (37n)`
						.ooOOoo.

121

57.36

0.0004

51 = 3+2 + 6 + 16 + 2x12 + (19n)

121, 123

117, 119, 122, sok

52

78n

						.ooOOoo.
52p	53n	Te105		1# mics	5/2+#	`52 = 1+6 + 5 + 16 + 2x12 + (1n)`
52p	54n	Te106		60 mics	0+	`52 = 2+5 + 5 + 16 + 2x12 + (2n)`
52p	55n	Te107		3.1 s	5/2+#	`52 = 3+4 + 5 + 16 + 2x12 + (3n)`
52p	56n	Te108		2.1 s	0+	`52 = 4+3 + 5 + 16 + 2x12 + (4n)`
52p	57n	Te109		4.6 s	5/2+	`52 = 5+2 + 5 + 16 + 2x12 + (5n)`
52p	58n	Te110		18.6 s	0+	`52 = 6+1 + 5 + 16 + 2x12 + (6n)`
52p	59n	Te111		19.3 s	5/2+	`52 = 4+3 + 5 + 16 + 2x12 + (7n)`
52p	60n	Te112		2.0 min	0+	`52 = 2+4 + 6 + 16 + 2x12 + (8n)`
52p	61n	Te113		1.7 min	7/2+	`52 = 3+3 + 6 + 16 + 2x12 + (9n)`
52p	62n	Te114		15.2 min	0+	`52 = 4+2 + 6 + 16 + 2x12 + (10n)`
52p	63n	Te115		5.8 min	7/2+	`52 = 5+1 + 6 + 16 + 2x12 + (11n)`
52p	64n	Te116		2.49 h	0+	`52 = 4+4 + 12 + 8 + 2x12 + (12n)`
52p	65n	Te117		62 min	1/2+	`52 = 1+7 + 12 + 8 + 2x12 + (13n)`
52p	66n	Te118	Ke	6.00 d	0+	`52 = 2+6 + 12 + 8 + 2x12 + (14n)`
52p	67n	Te119		16.05 h	1/2+	`52 = 3+5 + 12 + 8 + 2x12 + (15n)`
52p	68n	Te120	0.09%	stable	0+	`52 = 4+4 + 12 + 8 + 2x12 + (16n)`
52p	69n	Te121		19.16 d	1/2+	`52 = 5+3 + 12 + 8 + 2x12 + (17n)`
52p	70n	Te122	2.55%	stable	0+	`52 = 6+2 + 12 + 8 + 2x12 + (18n)`
52p	71n	Te123	0.89%	stable	1/2+	`52 = 7+1 + 12 + 8 + 2x12 + (19n)`
52p	72n	Te124	4.74%	stable	0+	`52 = 4+4 + 12 + 8 + 2x12 + (20n)`
52p	73n	Te125	7.07%	stable	1/2+	`52 = 1+7 + 12 + 8 + 2x12 + (21n)`
52p	74n	Te126	18.84%	stable	0+	`52 = 3+3 + 6 + 16 + 2x12 + (22n)`
52p	75n	Te127		9.35 h	3/2+	`52 = 1+5 + 6 + 16 + 2x12 + (23n)`
52p	76n	Te128	31.74%	7.7x10+24 y	0+	`52 = 2+4 + 6 + 16 + 2x12 + (24n)`
52p	77n	Te129		69.6 min	3/2+	`52 = 3+3 + 6 + 16 + 2x12 + (25n)`
52p	78n	Te130	34.08%	7.9x10+20 y	0+	`52 = 4+2 + 6 + 16 + 2x12 + (26n)`
52p	79n	Te131		25.0 min	3/2+	`52 = 5+1 + 6 + 16 + 2x12 + (27n)`
52p	80n	Te132		3.204 d	0+	`52 = 3+3 + 6 + 16 + 2x12 + (28n)`
52p	81n	Te133		12.5 min	3/2+	`52 = 1+5 + 6 + 16 + 2x12 + (29n)`
52p	82n	Te134		41.8 min	0+	`52 = 1+1 + 6 + 8 + 12+12+12 + (30n)`
52p	83n	Te135		19.0 s	7/2-	`52 = 1+1 + 6 + 8 + 12+12+12 + (31n)`
52p	84n	Te136		17.63 s	0+	`52 = 1+1 + 6 + 8 + 12+12+12 + (32n)`
52p	85n	Te137		2.49 s	7/2-	`52 = 1+1 + 6 + 8 + 12+12+12 + (33n)`
52p	86n	Te138		1.4 s	0+	`52 = 2+1 + 5 + 8 + 12+12+12 + (34n)`
52p	87n	Te139		500 ms	5/2-#	`52 = 2+1 + 5 + 8 + 12+12+12 + (35n)`
52p	88n	Te140		300 ms	0+	`52 = 1+1 + 6 + 8 + 12+12+12 + (36n)`
52p	89n	Te141		100 ms	5/2-#	`52 = 1+1 + 6 + 8 + 12+12+12 + (37n)`
52p	90n	Te142		>150 ns	0+	`52 = 1+1 + 6 + 8 + 12+12+12 + (38n)`
						.ooOOoo.

130

34.08

0.009

52 = 4+2 + 6 + 16 + 2x12 + (26n)

122, 124, 128, sok

115, 117, 119, sok

74n

						.ooOOoo.
53p	55n	I108	He em	36 ms	1	`53 = 2+5 + 6 + 16 + 2x12 + (2n)`
53p	56n	I109	p em	103 mics	5/2+	`53 = 3+4 + 6 + 16 + 2x12 + (3n)`
53p	57n	I110	b+	0.65 s	1+#	`53 = 4+3 + 6 + 16 + 2x12 + (4n)`
53p	59n	I112	b+	3.42 s		`53 = 3 + 6+12 + 8 + 2x12 + (6n)`
53p	61n	I114	b+	2.1 s	1+	`53 = 2+1 + 18 + 8 + 2x12 + (8n)`
53p	62n	I115	b+	1.3 min	5/2+#	`53 = 1+2 + 18 + 8 + 2x12 + (9n)`
53p	63n	I116	b+	2.91 s	1+	`53 = 2+1 + 18 + 8 + 2x12 + (10n)`
53p	64n	I117	b+	2.22 min	5/2+	`53 = 2+1 + 18 + 8 + 2x12 + (11n)`
53p	65n	I118	b+	13.7 min	2-	`53 = 2+1 + 12+6 + 8 + 2x12 + (12n)`
53p	66n	I119	b+	19.1 min	5/2+	`53 = 1+2 + 12+6 + 8 + 2x12 + (13n)`
53p	67n	I120	b+	81.0 min	2-	`53 = 2+1 + 12+6 + 8 + 2x12 + (14n)`
53p	68n	I121	b+	2.12 h	5/2+	`53 = 1+2 + 6+12 + 8 + 2x12 + (15n)`
53p	69n	I122	b+	3.63 min	1+	`53 = 2+1 + 6+12 + 8 + 2x12 + (16n)`
53p	70n	I123	b+	13.27 h	5/2+	`53 = 1+6 + 6 + 16 + 2x12 + (17n)`
53p	71n	I124	b+	4.1760 d	2-	`53 = 2+5 + 6 + 16 + 2x12 + (18n)`
53p	72n	I125	Ke	59.400 d	5/2+	`53 = 3+4 + 6 + 16 + 2x12 + (19n)`
53p	73n	I126		12.93 d	2-	`53 = 4+3 + 6 + 16 + 2x12 + (20n)`
53p	74n	I127	100%	stable	5/2+	`53 = 5+2 + 6 + 16 + 2x12 + (21n)`
53p	75n	I128	e em	24.99 min	1+	`53 = 4+3 + 6 + 16 + 2x12 + (22n)`
53p	76n	I129		1.57x10+7 y	7/2+	`53 = 1+6 + 6 + 16 + 2x12 + (23n)`
53p	77n	I130		12.36 h	5+	`53 = 2+5 + 6 + 16 + 2x12 + (24n)`
53p	78n	I131		8.02070 d	7/2+	`53 = 3+4 + 6 + 16 + 2x12 + (25n)`
53p	79n	I132		2.295 h	4+	`53 = 4+3 + 6 + 16 + 2x12 + (25n)`
53p	80n	I133		20.8 h	7/2+	`53 = 5+2 + 6 + 16 + 2x12 + (27n)`
53p	81n	I134		52.5 min	4+	`53 = 6+1 + 6 + 16 + 2x12 + (28n)`
53p	82n	I135		6.57 h	7/2+	`53 = 3+4 + 6 + 16 + 2x12 + (29n)`
53p	83n	I136		83.4 s	1-	`53 = 4+3 + 6 + 16 + 12+12 + (30n)`
53p	84n	I137		24.13 s	7/2+	`53 = 1+2 + 6 + 8 + 12+12+12 + (31n)`
53p	85n	I138		6.49 s	2-	`53 = 2+1 + 6 + 8 + 12+12+12 + (32n)`
53p	86n	I139		2.282 s	7/2+#	`53 = 1+2 + 6 + 8 + 12+12+12 + (33n)`
53p	87n	I140		0.86 s	3-#	`53 = 2+1 + 6 + 8 + 12+12+12 + (34n)`
53p	88n	I141		0.43 s	7/2+#	`53 = 2+1 + 6 + 8 + 12+12+12 + (35n)`
53p	89n	I142		0.2 s	2-#	`53 = 2+1 + 6 + 8 + 12+12+12 + (36n)`
53p	90n	I143		100# ms	7/2+#	`53 = 1+2 + 6 + 8 + 12+12+12 + (37n)`
53p	91n	I144		50# ms	1-#	`53 = 2+1 + 6 + 8 + 12+12+12 + (38n)`
						.ooOOoo.

127

100

0.001

53 = 5+2 + 6 + 16 + 2x12 + (21n)

127

114, 118, 130, sok

78n

						.ooOOoo.
54p	56n	Xe110	He em	0.2 s	0+	`54 = 2+2 + 18 + 8 + 2x12 + (2n)`
54p	58n	Xe112	He em	2.7 s	0+	`54 = 2+2 + 18 + 8 + 2x12 + (4n)`
54p	60n	Xe114		10.0 s	0+	`54 = 4+4 + 6 + 16 + 2x12 + (6n)`
54p	61n	Xe115		18 s	5/2+	`54 = 1+7 + 6 + 16 + 2x12 + (7n)`
54p	62n	Xe116		59 s	0+	`54 = 2+6 + 6 + 16 + 2x12 + (8n)`
54p	63n	Xe117		61 s	5/2+	`54 = 3+5 + 6 + 16 + 2x12 + (9n)`
54p	64n	Xe118		3.8 min	0+	`54 = 4+4 + 6 + 16 + 2x12 + (10n)`
54p	65n	Xe119		5.8 min	5/2+	`54 = 5+3 + 6 + 16 + 2x12 + (11n)`
54p	66n	Xe120		40 min	0+	`54 = 6+2 + 6 + 16 + 2x12 + (12n)`
54p	67n	Xe121		40.1 min	5/2+	`54 = 7+1 + 6 + 16 + 2x12 + (13n)`
54p	68n	Xe122	Ke	20.1 h	0+	`54 = 4+4 + 6 + 16 + 2x12 + (14n)`
54p	69n	Xe123		2.08 h	1/2+	`54 = 1+7 + 5+5 + 7+7 + 2x11 + (15n)`
54p	70n	Xe124	0.095%	1.1x10+17 y	0+	`54 = 2+6 + 5+5 + 7+7 + 2x11 + (16n)`
54p	71n	Xe125		16.9 h	1/2+	`54 = 3+5 + 5+5 + 7+7 + 2x11 + (17n)`
54p	72n	Xe126	0.089%	stable	0+	`54 = 4+4 + 5+5 + 7+7 + 2x11 + (18n)`
54p	73n	Xe127	Ke	36.4 d	1/2+	`54 = 5+3 + 5+5 + 7+7 + 2x11 + (19n)`
54p	74n	Xe128	1.910%	stable	0+	`54 = 6+2 + 5+5 + 7+7 + 2x11 + (20n)`
54p	75n	Xe129	26.40%	stable	1/2+	`54 = 7+1 + 5+5 + 7+7 + 2x11 + (21n)`
54p	76n	Xe130	4.071%	stable	0+	`54 = 4+4 + 6 + 16 + 2x12 + (22n)`
54p	77n	Xe131	21.232%	stable	3/2+	`54 = 1+7 + 6 + 16 + 2x12 + (23n)`
54p	78n	Xe132	26.909%	stable	0+	`54 = 2+6 + 6 + 16 + 2x12 + (24n)`
54p	78n	Xe133		5.243 d	3/2+	`54 = 3+5 + 6 + 16 + 2x12 + (25n)`
54p	80n	Xe134	10.436%	stable	0+	`54 = 4+4 + 6 + 16 + 2x12 + (26n)`
54p	81n	Xe135		9.14 h	3/2+	`54 = 5+3 + 6 + 16 + 2x12 + (27n)`
54p	82n	Xe136	8.857%	3.6x10+20 y	0+	`54 = 1+1 + 12 + 16 + 2x12 + (28n)`
54p	83n	Xe137		3.818 min	7/2-	`54 = 1+1 + 12 + 16 + 2x12 + (29n)`
54p	84n	Xe138		14.8 min	0+	`54 = 1+1 + 12 + 16 + 2x12 + (30n)`
54p	85n	Xe139		39.68 s	3/2-	`54 = 1+3 + 6 + 8 + 12+12+12 + (31n)`
54p	86n	Xe140		13.60 s	0+	`54 = 2+2 + 6 + 8 + 12+12+12 + (32n)`
54p	87n	Xe141		1.73 s	5/2-	`54 = 1+3 + 6 + 8 + 12+12+12 + (33n)`
54p	88n	Xe142		1.22 s	0+	`54 = 2+2 + 6 + 8 + 12+12+12 + (34n)`
54p	89n	Xe143		0.511 s	5/2-	`54 = 3+1 + 6 + 8 + 12+12+12 + (35n)`
54p	90n	Xe144		1.15 s	0+	`54 = 2+2 + 6 + 8 + 12+12+12 + (36n)`
54p	91n	Xe145		188 ms	3/2-#	`54 = 3+2 + 5 + 8 + 12+12+12 + (37n)`
54p	92n	Xe146		146 ms	0+	`54 = 1+4 + 5 + 8 + 12+12+12 + (38n)`
54p	93n	Xe147		0.10 s	3/2-#	`54 = 2+3 + 5 + 8 + 12+12+12 + (39n)`
						.ooOOoo.

132

26.9

0.01

54 = 2+6 + 6 + 16 + 2x12 + (24n)

129, 131, 132, sok

125, 127, 129, sok

55

78n

						.ooOOoo.
55p	57n	Cs112	p em	0.5 ms	1+#	`55 = 2+3 + 6+12 + 8 + 2x12 + (2n)`
55p	58n	Cs113	p em	16.7 mics	3/2+	`55 = 3+2 + 6+12 + 8 + 2x12 + (3n)`
55p	59n	Cs114	b+	0.57 s	1+	`55 = 4+1 + 6+12 + 8 + 2x12 + (4n)`
55p	60n	Cs115	b+	1.4 s	9/2+#	`55 = 3+3 + 5+12 + 8 + 2x12 + (5n)`
55p	61n	Cs116	b+	0.70 s	1+	`55 = 3+2 + 6+12 + 8 + 2x12 + (6n)`
55p	62n	Cs117	b+	8.4 s	9/2+	`55 = 2+4 + 5+12 + 8 + 2x12 + (7n)`
55p	63n	Cs118	b+	14 s	2p-	`55 = 3+3 + 5+12 + 8 + 2x12 + (8n)`
55p	64n	Cs119	b+	43.0 s	9/2+	`55 = 4+2 + 5+12 + 8 + 2x12 + (9n)`
55p	65n	Cs120	b+	61.2 s	2-#	`55 = 5+1 + 5+12 + 8 + 2x12 + (10n)`
55p	66n	Cs121	b+	155 s	3/2+	`55 = 3+2 + 6+12 + 8 + 2x12 + (11n)`
55p	67n	Cs122	b+	21.18 s	1+	`55 = 4+3 + 5+12 + 7 + 2x12 + (12n)`
55p	68n	Cs123	b+	5.94 min	1/2+	`55 = 1+6 + 5+12 + 7 + 2x12 + (13n)`
55p	69n	Cs124	b+	30.9 s	1+	`55 = 2+5 + 5+12 + 7 + 2x12 + (14n)`
55p	70n	Cs125	b+	46.7 min	1/2+	`55 = 3+4 + 5+12 + 7 + 2x12 + (15n)`
55p	71n	Cs126	b+	1.64 min	1+	`55 = 4+3 + 5+12 + 7 + 2x12 + (16n)`
55p	72n	Cs127	b+	6.25 h	1/2+	`55 = 5+2 + 5+12 + 7 + 2x12 + (17n)`
55p	73n	Cs128	b+	3.640 min	1+	`55 = 6+1 + 5+12 + 7 + 2x12 + (18n)`
55p	74n	Cs129	b+	32.06 h	1/2+	`55 = 4+3 + 5+12 + 7 + 2x12 + (19n)`
55p	75n	Cs130	b+	29.21 min	1+	`55 = 1+7 + 5+12 + 7 + 2x12 + (20n)`
55p	76n	Cs131	Ke	9.689 d	5/2+	`55 = 1+4 + 12+6 + 8 + 2x12 + (21n)`
55p	77n	Cs132	b+	6.480 d	2+	`55 = 2+3 + 12+6 + 8 + 2x12 + (22n)`
55p	78n	Cs133	100%	stable	7/2+	`55 = 1+8 + 6 + 16 + 2x12 + (23n)`
55p	79n	Cs134	e em	2.0652 y	4+	`55 = 2+1 + 12 + 16 + 2x12 + (24n)`
55p	80n	Cs135		2.3x10+6 y	7/2+	`55 = 3+6 + 6 + 16 + 2x12 + (25n)`
55p	81n	Cs136		13.16 d	5+	`55 = 3+2 + 12+6 + 8 + 2x12 + (26n)`
55p	82n	Cs137		30.07 y	7/2+	`55 = 5+4 + 6 + 16 + 2x12 + (27n)`
55p	83n	Cs138		33.41 min	3-	`55 = 3+2 + 18 + 8 + 2x12 + (28n)`
55p	84n	Cs139		9.27 min	7/2+	`55 = 7+2 + 6 + 16 + 2x12 + (29n)`
55p	85n	Cs140		63.7 s	1-	`55 = 2+1 + 12 + 16 + 2x12 + (30n)`
55p	86n	Cs141		24.84 s	7/2+	`55 = 5+4 + 6 + 16 + 2x12 + (31n)`
55p	87n	Cs142		1.689 s	0-	`55 = 2+3 + 6 + 8 + 12+12+12 + (32n)`
55p	88n	Cs143		1.791 s	3/2+	`55 = 1+4 + 6 + 8 + 12+12+12 + (33n)`
55p	89n	Cs144		994 ms	1-#	`55 = 2+3 + 6 + 8 + 12+12+12 + (34n)`
55p	90n	Cs145		0.594 s	3/2+	`55 = 3+2 + 6 + 8 + 12+12+12 + (35n)`
55p	91n	Cs146		0.321 s	1-	`55 = 4+1 + 6 + 8 + 12+12+12 + (36n)`
55p	92n	Cs147		0.235 s	3/2+	`55 = 3+2 + 6 + 8 + 12+12+12 + (37n)`
55p	94n	Cs149		150# ms	3/2+#	`55 = 1+4 + 6 + 8 + 12+12+12 + (39n)`
55p	96n	Cs151		60# ms	3/2+#	`55 = 3+2 + 6 + 8 + 12+12+12 + (41n)`
						.ooOOoo.

133

100

0.0008

55 = 1+8 + 6 + 16 + 2x12 + (23n)

133

121, 122, 123, sok

82n

						.ooOOoo.
56p	58n	Ba114		0.43 s	0+	`56 = 2+4 + 6+12 + 8 + 2x12 + (2n)`
56p	59n	Ba115		0.45 s	5/2+	`56 = 3+3 + 6+12 + 8 + 2x12 + (3n)`
56p	60n	Ba116		1.35 s	0+	`56 = 4+2 + 6+12 + 8 + 2x12 + (4n)`
56p	61n	Ba117		1.75 s	3/2	`56 = 5+1 + 6+12 + 8 + 2x12 + (5n)`
56p	62n	Ba118		5.2 s	0+	`56 = 3+3 + 6+12 + 8 + 2x12 + (6n)`
56p	63n	Ba119		5.4 s	5/2+	`56 = 1+5 + 6+12 + 8 + 2x12 + (7n)`
56p	64n	Ba120		24 s	0+	`56 = 2+4 + 6+12 + 8 + 2x12 + (8n)`
56p	65n	Ba121		29.7 s	5/2+	`56 = 3+3 + 6+12 + 8 + 2x12 + (9n)`
56p	66n	Ba122		1.95 min	0+	`56 = 4+2 + 6+12 + 8 + 2x12 + (10n)`
56p	67n	Ba123		2.7 min	5/2+	`56 = 5+1 + 6+12 + 8 + 2x12 + (11n)`
56p	68n	Ba124		11.0 min	0+	`56 = 3+3 + 12+6 + 8 + 2x12 + (12n)`
56p	69n	Ba125		3.5 min	1/2+#	`56 = 1+5 + 12+6 + 8 + 2x12 + (13n)`
56p	70n	Ba126		100 min	0+	`56 = 2+4 + 12+6 + 8 + 2x12 + (14n)`
56p	71n	Ba127		12.7 min	1/2+	`56 = 3+3 + 12+6 + 8 + 2x12 + (15n)`
56p	72n	Ba128	Ke	2.43 d	0+	`56 = 4+2 + 12+6 + 8 + 2x12 + (16n)`
56p	73n	Ba129		2.23 h	1/2+	`56 = 5+1 + 12+6 + 8 + 2x12 + (17n)`
56p	74n	Ba130	0.106%	3.5x10+14 y	0+	`56 = 3+3 + 18 + 8 + 2x12 + (18n)`
56p	75n	Ba131		11.50 d	1/2+	`56 = 1+5 + 18 + 8 + 2x12 + (19n)`
56p	76n	Ba132	0.101%	stable	0+	`56 = 2+4 + 18 + 8 + 2x12 + (20n)`
56p	77n	Ba133	Ke	3841 d	1/2+	`56 = 3+3 + 18 + 8 + 2x12 + (21n)`
56p	78n	Ba134	2.417%	stable	0+	`56 = 2+4 + 12+6 + 8 + 2x12 + (22n)`
56p	79n	Ba135	6.592%	stable	3/2+	`56 = 3+3 + 12+6 + 8 + 2x12 + (23n)`
56p	80n	Ba136	7.854%	stable	0+	`56 = 4+2 + 12+6 + 8 + 2x12 + (24n)`
56p	81n	Ba137	11.232%	stable	3/2+	`56 = 5+1 + 12+6 + 8 + 2x12 + (25n)`
56p	82n	Ba138	71.698%	stable	0+	`56 = 3+3 + 12+6 + 8 + 2x12 + (26n)`
56p	83n	Ba139		83.06 min	7/2-	`56 = 2+1 + 5 + 24 + 2x12 + (27n)`
56p	84n	Ba140		12.752 d	0+	`56 = 2+4 + 12+6 + 8 + 2x12 + (28n)`
56p	85n	Ba141		18.27 min	3/2+	`56 = 3+3 + 12+6 + 8 + 2x12 + (29n)`
56p	86n	Ba142		10.6 min	0+	`56 = 1+1 + 6 + 24 + 2x12 + (30n)`
56p	87n	Ba143		14.5 s	5/2-	`56 = 1+1 + 6 + 24 + 2x12 + (31n)`
56p	88n	Ba144		10.5 s	0+	`56 = 1+1 + 6 + 24 + 2x12 + (32n)`
56p	89n	Ba145		4.31 s	5/2-	`56 = 1+1 + 6 + 24 + 2x12 + (33n)`
56p	90n	Ba146		2.22 s	0+	`56 = 2+4 + 6 + 8 + 12+12+12 + (34n)`
56p	91n	Ba147		0.893 s	3/2+	`56 = 3+3 + 6 + 8 + 12+12+12 + (35n)`
56p	92n	Ba148		0.612 s	0+	`56 = 4+2 + 6 + 8 + 12+12+12 + (36n)`
56p	93n	Ba149		0.344 s	pre 3/2+	`56 = 5+1 + 6 + 8 + 12+12+12 + (37n)`
56p	94n	Ba150		0.3 s	0+	`56 = 3+3 + 6 + 8 + 12+12+12 + (38n)`
56p	95n	Ba151		0.1 s	3/2-#	`56 = 2+4 + 6 + 8 + 12+12+12 + (39n)`
56p	96n	Ba152		0.1 s	0+	`56 = 2+4 + 6 + 8 + 12+12+12 + (40n)`
56p	97n	Ba153		0.08 s	5/2-#	`56 = 3+3 + 6 + 8 + 12+12+12 + (41n)`
						.ooOOoo.

138

71.7

0.01

56 = 3+3 + 12+6 + 8 + 2x12 + (26n)

136, 137, 138, sok

127, 129, 130, sok

82n

						.ooOOoo.
57p	60n	La117	p em	23.5 ms	3/2+,3/2-	`57 = 3+2 + 12 + 16 + 2x12 + (3n)`
57p	62n	La119		2 s	11/2-#	`57 = 4+4 + 5+12 + 8 + 2x12 + (5n)`
57p	64n	La121	b+	5.3 s	11/2-#	`57 = 2+6 + 5+12 + 8 + 2x12 + (7n)`
57p	66n	La123	b+	17 s	11/2-#	`57 = 4+4 + 5+12 + 8 + 2x12 + (9n)`
57p	68n	La125	b+	64.8 s	11/2-	`57 = 6+2 + 5+12 + 8 + 2x12 + (11n)`
57p	70n	La127	b+	5.1 min	11/2-	`57 = 4+4 + 5+12 + 8 + 2x12 + (13n)`
57p	71n	La128	b+	5.18 min	5+	`57 = 2+1 + 6 + 8+16 + 2x12 + (14n)`
57p	72n	La129	b+	11.6 min	3/2+	`57 = 3+2 + 12 + 16 + 2x12 + (15n)`
57p	73n	La130	b+	8.7 min	3+	`57 = 4+1 + 12 + 16 + 2x12 + (16n)`
57p	74n	La131	b+	59 min	3/2+	`57 = 3+2 + 12 + 16 + 2x12 + (17n)`
57p	75n	La132	b+	4.8 h	2-	`57 = 2+3 + 12 + 16 + 2x12 + (18n)`
57p	76n	La133	b+	3.912 h	5/2+	`57 = 1+6 + 12+6 + 8 + 2x12 + (19n)`
57p	77n	La134	b+	6.45 min	1+	`57 = 2+5 + 12+6 + 8 + 2x12 + (20n)`
57p	78n	La135	b+	19.5 h	5/2+	`57 = 3+4 + 12+6 + 8 + 2x12 + (21n)`
57p	79n	La136	b+	9.87 min	1+	`57 = 4+3 + 12+6 + 8 + 2x12 + (22n)`
57p	80n	La137	Ke	6x10+4 y	7/2+	`57 = 1+2 + 6 + 16+8 + 2x12 + (23n)`
57p	81n	La138	0.090%	1.05x10+11 y	5+	`57 = 2+1 + 6 + 16+8 + 2x12 + (24n)`
57p	82n	La139	99.910%	stable	7/2+	`57 = 2+1 + 6 + 16+8 + 2x12 + (25n)`
57p	83n	La140	e em	1.6781 d	3-	`57 = 2+1 + 6 + 16+8 + 2x12 + (26n)`
57p	84n	La141		3.92 h	7/2+	`57 = 2+1 + 6 + 16+8 + 2x12 + (27n)`
57p	85n	La142		91.1 min	2-	`57 = 3+2 + 12 + 16 + 2x12 + (28n)`
57p	86n	La143		14.2 min	7/2+	`57 = 1+4 + 12 + 16 + 2x12 + (29n)`
57p	87n	La144		40.8 s	3-	`57 = 4+3 + 12+6 + 8 + 2x12 + (30n)`
57p	88n	La145		24.8 s	5/2+	`57 = 5+4 + 5 + 7 + 12+12+12 + (31n)`
57p	89n	La146		6.27 s	2-	`57 = 4+1 + 12 + 16 + 2x12 + (32n)`
57p	90n	La147		4.015 s	5/2+	`57 = 2+7 + 5 + 7 + 12+12+12 + (33n)`
57p	91n	La148		1.26 s	2-	`57 = 1+4 + 12 + 16 + 2x12 + (34n)`
57p	92n	La149		1.05 s	5/2+#	`57 = 4+5 + 5 + 7 + 12+12+12 + (35n)`
57p	93n	La150		510 ms	3+	`57 = 6+1 + 6 + 8 + 12+12+12 + (36n)`
57p	94n	La151		300# ms	5/2+#	`57 = 6+3 + 5 + 7 + 12+12+12 + (37n)`
57p	96n	La153		150# ms	5/2+#	`57 = 8+1 + 5 + 7 + 12+12+12 + (39n)`
57p	98n	La155		0.06 s	5/2+#	`57 = 1+8 + 5 + 7 + 12+12+12 + (41n)`
						.ooOOoo.

139

99.91

57 = 2+1 + 6 + 16+8 + 2x12 + (25n)

138, 139

125, 127, 129, sok

58

82n

						.ooOOoo.
58p	61n	Ce119		0.2 s	5/2+#	`58 = 3+2 + 5 + 8+16 + 2x12 + (3n)`
58p	62n	Ce120		0.25 s	0+	`58 = 4+1 + 5 + 8+16 + 2x12 + (4n)`
58p	63n	Ce121	b+	1.1 s	5/2+#	`58 = 3+2 + 5 + 8+16 + 2x12 + (5n)`
58p	64n	Ce122		2 s	0+	`58 = 1+4 + 5 + 8+16 + 2x12 + (6n)`
58p	65n	Ce123	b+	3.8 s	5/2+#	`58 = 2+3 + 5 + 8+16 + 2x12 + (7n)`
58p	66n	Ce124	b+	6 s	0+	`58 = 3+2 + 5 + 8+16 + 2x12 + (8n)`
58p	67n	Ce125	b+	10.2 s	5/2+	`58 = 1+4 + 5 + 8+16 + 2x12 + (9n)`
58p	68n	Ce126	b+	50 s	0+	`58 = 2+3 + 5 + 8+16 + 2x12 + (10n)`
58p	69n	Ce127	b+	31 s	5/2+	`58 = 3+2 + 5 + 8+16 + 2x12 + (11n)`
58p	70n	Ce128	b+	3.93 min	0+	`58 = 4+1 + 5 + 8+16 + 2x12 + (12n)`
58p	71n	Ce129	b+	3.5 min	5/2+	`58 = 3+2 + 5 + 8+16 + 2x12 + (13n)`
58p	72n	Ce130	b+	22.9 min	0+	`58 = 2+2 + 6 + 8+16 + 2x12 + (14n)`
58p	73n	Ce131	b+	10.2 min	7/2+	`58 = 1+3 + 6 + 8+16 + 2x12 + (15n)`
58p	74n	Ce132	b+	3.51 h	0+	`58 = 2+2 + 6 + 8+16 + 2x12 + (16n)`
58p	75n	Ce133	b+	97 min	1/2+	`58 = 1+3 + 6 + 16+8 + 2x12 + (17n)`
58p	76n	Ce134	Ke	3.16 d	0+	`58 = 2+2 + 6 + 16+8 + 2x12 + (18n)`
58p	77n	Ce135	b+	17.7 h	1/2+	`58 = 3+1 + 6 + 16+8 + 2x12 + (19n)`
58p	78n	Ce136	0.185%	7x10+13 y	0+	`58 = 2+2 + 6 + 16+8 + 2x12 + (20n)`
58p	79n	Ce137	b+	9.0 h	3/2+	`58 = 5+1 + 12 + 16 + 2x12 + (21n)`
58p	80n	Ce138	0.251%	stable	0+	`58 = 3+3 + 12 + 16 + 2x12 + (22n)`
58p	81n	Ce139	Ke	137.641 d	3/2+	`58 = 1+5 + 12 + 16 + 2x12 + (23n)`
58p	82n	Ce140	88.450%	stable	0+	`58 = 2+2 + 6 + 16+8 + 2x12 + (24n)`
58p	83n	Ce141	e em	32.508 d	7/2-	`58 = 3+1 + 6 + 16+8 + 2x12 + (25n)`
58p	84n	Ce142	11.114%	5x10+16 y	0+	`58 = 2+2 + 6 + 16+8 + 2x12 + (26n)`
58p	85n	Ce143		33.039 h	3/2-	`58 = 3+2 + 5 + 24 + 2x12 + (27n)`
58p	86n	Ce144		284.91 d	0+	`58 = 4+1 + 5 + 24 + 2x12 + (28n)`
58p	87n	Ce145		3.01 min	3/2-	`58 = 3+2 + 5 + 24 + 2x12 + (29n)`
58p	88n	Ce146		13.52 min	0+	`58 = 2+4 + 12 + 16 + 2x12 + (30n)`
58p	89n	Ce147		56.4 s	5/2-	`58 = 3+3 + 12 + 16 + 2x12 + (31n)`
58p	90n	Ce148		56 s	0+	`58 = 4+2 + 12 + 16 + 2x12 + (32n)`
58p	91n	Ce149		5.3 s	3/2-	`58 = 1+7 + 6 + 8 + 12+12+12 + (33n)`
58p	92n	Ce150		4.0 s	0+	`58 = 2+6 + 6 + 8 + 12+12+12 + (34n)`
58p	93n	Ce151		1.02 s	3/2-#	`58 = 3+5 + 6 + 8 + 12+12+12 + (35n)`
58p	94n	Ce152		1.4 s	0+	`58 = 4+4 + 6 + 8 + 12+12+12 + (36n)`
58p	95n	Ce153		500 ms	3/2-#	`58 = 5+3 + 6 + 8 + 12+12+12 + (37n)`
58p	96n	Ce154		300# ms	0+	`58 = 6+2 + 6 + 8 + 12+12+12 + (38n)`
58p	97n	Ce155		0.15 s	5/2-#	`58 = 3+5 + 6 + 8 + 12+12+12 + (39n)`
58p	98n	Ce156		0.15 s	0+	`58 = 2+6 + 6 + 8 + 12+12+12 + (40n)`
58p	99n	Ce157		0.05 s	7/2+#	`58 = 3+5 + 6 + 8 + 12+12+12 + (41n)`
						.ooOOoo.

140

88.48

58 = 2+2 + 6 + 16+8 + 2x12 + (24n)

136, 138, 140, 142

135, 137, 139

59

82n

						.ooOOoo.
59p	62n	Pr121	p em	1.4 s	3/2-	`59 = 3+2 + 6 + 8+16 + 2x12 + (3n)`
59p	64n	Pr123		0.8 s	3/2+#	`59 = 3+3 + 5 + 8+16 + 2x12 + (5n)`
59p	66n	Pr125	b+	3.3 s	3/2+#	`59 = 2+4 + 5 + 8+16 + 2x12 + (7n)`
59p	68n	Pr127	b+	4.2 s	3/2+#	`59 = 4+2 + 5 + 8+16 + 2x12 + (9n)`
59p	70n	Pr129	b+	32 s	11/2-	`59 = 3+2 + 6 + 8+16 + 2x12 + (11n)`
59p	71n	Pr130m		10# s	2+#	`59 = 4+3 + 12 + 16 + 2x12 + (12n)`
59p	72n	Pr131	b+	94 s	3/2+	`59 = 1+6 + 12 + 16 + 2x12 + (13n)`
59p	73n	Pr132	b+	1.49 min	2+	`59 = 2+5 + 12 + 16 + 2x12 + (14n)`
59p	74n	Pr133	b+	6.5 min	3/2+	`59 = 3+4 + 12 + 16 + 2x12 + (15n)`
59p	75n	Pr134m	b+	17 min	2-	`59 = 3+2 + 6 + 16+8 + 2x12 + (16n)`
59p	76n	Pr135	b+	24 min	3/2+	`59 = 5+2 + 12 + 16 + 2x12 + (17n)`
59p	77n	Pr136	b+	13.1 min	2+	`59 = 6+1 + 12 + 16 + 2x12 + (18n)`
59p	78n	Pr137	b+	1.28 h	5/2+	`59 = 3+4 + 12 + 16 + 2x12 + (19n)`
59p	79n	Pr138	b+	1.45 min	1+	`59 = 4+3 + 12 + 16 + 2x12 + (20n)`
59p	80n	Pr139	b+	4.41 h	5/2+	`59 = 5+2 + 12 + 16 + 2x12 + (21n)`
59p	81n	Pr140	b+	3.39 min	1+	`59 = 6+1 + 12 + 16 + 2x12 + (22n)`
59p	82n	Pr141	100%	stable	5/2+	`59 = 4+3 + 12 + 16 + 2x12 + (23n)`
59p	83n	Pr142	e em	19.12 h	2-	`59 = 3+2 + 6 + 16+8 + 2x12 + (24n)`
59p	84n	Pr143		13.57 d	7/2+	`59 = 1+4 + 6 + 16+8 + 2x12 + (25n)`
59p	85n	Pr144		17.28 min	0-	`59 = 4+1 + 6 + 16+8 + 2x12 + (26n)`
59p	86n	Pr145		5.984 h	7/2+	`59 = 3+2 + 6 + 16+8 + 2x12 + (27n)`
59p	87n	Pr146		24.15 min	2-	`59 = 4+1 + 6 + 16+8 + 2x12 + (28n)`
59p	88n	Pr147		13.4 min	3/2+	`59 = 1+6 + 12 + 16 + 2x12 + (29n)`
59p	89n	Pr148		2.29 min	1-	`59 = 3+2 + 6 + 16+8 + 2x12 + (30n)`
59p	90n	Pr149		2.26 min	5/2+	`59 = 1+4 + 6 + 16+8 + 2x12 + (31n)`
59p	91n	Pr150		6.19 s	1-	`59 = 2+3 + 6 + 16+8 + 2x12 + (32n)`
59p	92n	Pr151		18.90 s	3/2-	`59 = 1+2 + 12 + 8 + 12+12+12 + (33n)`
59p	93n	Pr152		3.63 s	4+	`59 = 2+1 + 12 + 8 + 12+12+12 + (34n)`
59p	94n	Pr153		4.28 s	5/2-#	`59 = 1+6 + 5+5 + 8 + 12+10+12 + (35n)`
59p	96n	Pr155		1 s	5/2-#	`59 = 3+4 + 5+5 + 8 + 12+10+12 + (37n)`
59p	98n	Pr157		0.3 s	5/2-#	`59 = 5+2 + 5+5 + 8 + 12+10+12 + (39n)`
59p	100n	Pr159		0.1 s	5/2-#	`59 = 4+3 + 5+5 + 8 + 12+10+12 + (41n)`
						.ooOOoo.

141

100

59 = 4+3 + 12 + 16 + 2x12 + (23n)

141

131, 142, 144

60

82n

						.ooOOoo.
60p	66n	Nd126		1 s	0+	`60 = 3+3 + 6 + 24 + 2x12 + (6n)`
60p	67n	Nd127		1.8 s	5/2+#	`60 = 1+5 + 6 + 24 + 2x12 + (7n)`
60p	68n	Nd128		5 s	0+	`60 = 2+4 + 6 + 24 + 2x12 + (8n)`
60p	69n	Nd129		7 s	5/2+	`60 = 3+3 + 6 + 24 + 2x12 + (9n)`
60p	70n	Nd130		13 s	0+	`60 = 4+2 + 6 + 24 + 2x12 + (10n)`
60p	71n	Nd131		33 s	5/2+#	`60 = 5+1 + 6 + 24 + 2x12 + (11n)`
60p	72n	Nd132		80 s	0+	`60 = 1+1 + 12+6 + 16 + 2x12 + (12n)`
60p	73n	Nd133		70 s	7/2+	`60 = 1+1 + 12+6 + 16 + 2x12 + (13n)`
60p	74n	Nd134		8.5 min	0+	`60 = 1+1 + 12+6 + 16 + 2x12 + (14n)`
60p	75n	Nd135		12.4 min	9/2-	`60 = 3+5 + 12 + 16 + 2x12 + (15n)`
60p	76n	Nd136		50.65 min	0+	`60 = 1+1 + 18 + 16 + 2x12 + (16n)`
60p	77n	Nd137		38.5 min	1/2+	`60 = 1+1 + 18 + 16 + 2x12 + (17n)`
60p	78n	Nd138		5.04 h	0+	`60 = 1+1 + 18 + 16 + 2x12 + (18n)`
60p	79n	Nd139		29.7 min	3/2+	`60 = 3+5 + 12 + 16 + 2x12 + (19n)`
60p	80n	Nd140	Ke	3.37 d	0+	`60 = 4+4 + 12 + 16 + 2x12 + (20n)`
60p	81n	Nd141	b+	2.49 h	3/2+	`60 = 5+3 + 12 + 16 + 2x12 + (21n)`
60p	82n	Nd142	27.13%	stable	0+	`60 = 3+3 + 6 + 16+8 + 2x12 + (22n)`
60p	83n	Nd143	12.2%	stable	7/2-	`60 = 1+5 + 6 + 16+8 + 2x12 + (23n)`
60p	84n	Nd144	23.8%	2.29x10+15 y	0+	`60 = 2+4 + 6 + 16+8 + 2x12 + (24n)`
60p	85n	Nd145	8.3%	stable	7/2-	`60 = 3+3 + 6 + 16+8 + 2x12 + (25n)`
60p	86n	Nd146	17.2%	stable	0+	`60 = 4+2 + 6 + 16+8 + 2x12 + (26n)`
60p	87n	Nd147	e em	10.98 d	5/2-	`60 = 3+3 + 6 + 24 + 2x12 + (27n)`
60p	88n	Nd148	5.7%	stable	0+	`60 = 4+2 + 6 + 24 + 2x12 + (28n)`
60p	89n	Nd149	e em	1.728 h	5/2-	`60 = 5+1 + 6 + 24 + 2x12 + (29n)`
60p	90n	Nd150	5.6%	6.8x10+18 y	0+	`60 = 2+4 + 12 + 16 + 2x12 + (30n)`
60p	91n	Nd151		12.44 min	3/2+	`60 = 3+5 + 12 + 16 + 2x12 + (31n)`
60p	92n	Nd152		11.4 min	0+	`60 = 2+4 + 6 + 24 + 2x12 + (32n)`
60p	93n	Nd153		31.6 s	3/2-	`60 = 3+3 + 6 + 24 + 2x12 + (33n)`
60p	94n	Nd154		25.9 s	0+	`60 = 4+2 + 6 + 24 + 2x12 + (34n)`
60p	95n	Nd155		8.9 s	3/2-#	`60 = 5+1 + 6 + 24 + 2x12 + (35n)`
60p	96n	Nd156		5.49 s	0+	`60 = 1+1 + 18 + 16 + 2x12 + (36n)`
60p	97n	Nd157		2 s	5/2-#	`60 = 1+1 + 18 + 16 + 2x12 + (37n)`
60p	98n	Nd158		>300 ns	0+	`60 = 2+2 + 12 + 8 + 12+12+12 + (38n)`
60p	99n	Nd159		500 ms#	7/2+#	`60 = 3+1 + 12 + 8 + 12+12+12 + (39n)`
60p	100n	Nd160		0.3 s	0+	`60 = 1+1 + 6 + 16 + 12+12+12+ (40n)`
60p	101n	Nd161		0.2 s	1/2-#	`60 = 1+1 + 6 + 16 + 12+12+12 + (41n)`
						.ooOOoo.

142

27.13

60 = 3+3 + 6 + 16+8 + 2x12 + (22n)

142, 144, 146, sok

135, 137, 139, 141

84n

						.ooOOoo.
61p	66n	Pm127		1# s	5/2+#	`61 = 2+2 + 5+12 + 16 + 2x12 + (5n)`
61p	67n	Pm128	b+	1.0 s	6+#	`61 = 1+3 + 5+12 + 16 + 2x12 + (6n)`
61p	68n	Pm129		3# s	5/2+#	`61 = 2+2 + 5+12 + 16 + 2x12 + (7n)`
61p	69n	Pm130	b+	2.6 s	6+	`61 = 3+1 + 5+12 + 16 + 2x12 + (8n)`
61p	70n	Pm131	b+	6.3 s	5/2+#	`61 = 2+2 + 5+12 + 16 + 2x12 + (9n)`
61p	71n	Pm132	b+	6.3 s	3+	`61 = 4+3 + 6 + 8+16 + 2x12 + (10n)`
61p	72n	Pm133	b+	15 s	3/2+	`61 = 3+4 + 6 + 8+16 + 2x12 + (11n)`
61p	73n	Pm134	b+	5 s	2+	`61 = 4+3 + 6 + 8+16 + 2x12 + (12n)`
61p	74n	Pm135	b+	49 s	3/2+	`61 = 5+2 + 6 + 8+16 + 2x12 + (13n)`
61p	75n	Pm136	b+	47 s	2+	`61 = 6+1 + 6 + 8+16 + 2x12 + (14n)`
61p	76n	Pm137		2# min	5/2+#	`61 = 1+6 + 6 + 8+16 + 2x12 + (15n)`
61p	77n	Pm138	b+	10 s	1+#	`61 = 2+5 + 6 + 8+16 + 2x12 + (16n)`
61p	78n	Pm139	b+	4.15 min	5/2+	`61 = 3+4 + 6 + 8+16 + 2x12 + (17n)`
61p	79n	Pm140	b+	9.2 s	1+	`61 = 4+3 + 6 + 8+16 + 2x12 + (18n)`
61p	80n	Pm141	b+	20.90 min	5/2+	`61 = 5+2 + 6 + 8+16 + 2x12 + (19n)`
61p	81n	Pm142	b+	40.5 s	1+	`61 = 6+1 + 6 + 8+16 + 2x12 + (20n)`
61p	82n	Pm143	Ke	265 d	5/2+	`61 = 4+3 + 6 + 8+16 + 2x12 + (21n)`
61p	83n	Pm144	Ke	363 d	5-	`61 = 4+3 + 6 + 16+8 + 2x12 + (22n)`
61p	84n	Pm145	Ke	17.7 y	5/2+	`61 = 1+6 + 6 + 16+8 + 2x12 + (23n)`
61p	85n	Pm146	Ke, e em	5.53 y	3-	`61 = 2+1 + 6+12 + 16 + 2x12 + (24n)`
61p	86n	Pm147	e em	2.6234 y	7/2+	`61 = 3+4 + 6 + 16+8 + 2x12 + (25n)`
61p	87n	Pm148		5.368 d	1-	`61 = 4+3 + 6 + 16+8 + 2x12 + (26n)`
61p	88n	Pm149		53.08 h	7/2+	`61 = 5+2 + 6 + 16+8 + 2x12 + (27n)`
61p	89n	Pm150		2.68 h	1-	`61 = 6+1 + 6 + 16+8 + 2x12 + (28n)`
61p	90n	Pm151		28.40 h	5/2+	`61 = 1 + 12 + 16+8 + 2x12 + (29n)`
61p	92n	Pm153		5.25 min	5/2-	`61 = 1+5 + 6 + 24 + 2x12 + (31n)`
61p	94n	Pm155		41.5 s	5/2-	`61 = 3+4 + 6 + 24 + 2x12 + (33n)`
61p	96n	Pm157		10.56 s	5/2-	`61 = 5+2 + 6 + 24 + 2x12 + (35n)`
61p	98n	Pm159		1.47 s	5/2-#	`61 = 4+3 + 6 + 24 + 2x12 + (37n)`
61p	100n	Pm161		0.7 s		`61 = 3+2 + 12 + 8 + 12+12+12 + (39n)`
61p	102n	Pm163		0.2 s		`61 = 3+2 + 12 + 8 + 12+12+12 + (41n)`
						.ooOOoo.

145

61 = 1+6 + 6 + 16+8 + 2x12 + (23n)

139, 142, 148, 152

62

90n

						.ooOOoo.
62p	66n	Sm128		0.5 s	0+	`62 = 2+2 + 6+12 + 16 + 2x12 + (4n)`
62p	67n	Sm129		550 ms	5/2+#	`62 = 3+2 + 5+12 + 16 + 2x12 + (5n)`
62p	68n	Sm130		1 s	0+	`62 = 1+4 + 5+12 + 16 + 2x12 + (6n)`
62p	69n	Sm131		1.2 s	5/2+#	`62 = 2+3 + 5+12 + 16 + 2x12 + (7n)`
62p	70n	Sm132		4.0 s	0+	`62 = 3+2 + 5+12 + 16 + 2x12 + (8n)`
62p	71n	Sm133		3.7 s	5/2+	`62 = 4+1 + 5+12 + 16 + 2x12 + (9n)`
62p	72n	Sm134		10 s	0+	`62 = 2+6 + 6 + 8+16 + 2x12 + (10n)`
62p	73n	Sm135		10.3 s	7/2+	`62 = 3+5 + 6 + 8+16 + 2x12 + (11n)`
62p	74n	Sm136		47 s	0+	`62 = 4+4 + 6 + 8+16 + 2x12 + (12n)`
62p	75n	Sm137		45 s	9/2-	`62 = 1+3 + 12+6 + 16 + 2x12 + (13n)`
62p	76n	Sm138		3.1 min	0+	`62 = 2+2 + 12+6 + 16 + 2x12 + (14n)`
62p	77n	Sm139		2.57 min	1/2+	`62 = 1+7 + 6 + 8+16 + 2x12 + (15n)`
62p	78n	Sm140		14.82 min	0+	`62 = 2+6 + 6 + 8+16 + 2x12 + (16n)`
62p	79n	Sm141		10.2 min	1/2+	`62 = 3+5 + 6 + 8+16 + 2x12 + (17n)`
62p	80n	Sm142		72.49 min	0+	`62 = 2+2 + 18 + 16 + 2x12 + (18n)`
62p	81n	Sm143		8.75 min	3/2+	`62 = 3+1 + 18 + 16 + 2x12 + (19n)`
62p	82n	Sm144	3.07%	stable	0+	`62 = 2+2 + 18 + 16 + 2x12 + (20n)`
62p	83n	Sm145	Ke	340 d	7/2-	`62 = 2+3 + 5+12 + 16 + 2x12 + (21n)`
62p	84n	Sm146	He em	1.03x10+6 y	0+	`62 = 1+4 + 5+12 + 16 + 2x12 + (22n)`
62p	85n	Sm147	14.99%	1.06x10+11 y	7/2-	`62 = 2+3 + 5+12 + 16 + 2x12 + (23n)`
62p	86n	Sm148	11.24%	7x10+15 y	0+	`62 = 3+2 + 5+12 + 16 + 2x12 + (24n)`
62p	87n	Sm149	13.82%	2x10+15 y	7/2-	`62 = 4+1 + 5+12 + 16 + 2x12 + (25n)`
62p	88n	Sm150	7.38%	stable	0+	`62 = 2+6 + 6 + 24 + 2x12 + (26n)`
62p	89n	Sm151		90 y	5/2-	`62 = 3+5 + 6 + 24 + 2x12 + (27n)`
62p	90n	Sm152	26.75%	stable	0+	`62 = 4+4 + 6 + 24 + 2x12 + (28n)`
62p	91n	Sm153		46.284 h	3/2+	`62 = 1+3 + 12+6 + 16 + 2x12 + (29n)`
62p	92n	Sm154	22.75%	stable	0+	`62 = 2+2 + 12+6 + 16 + 2x12 + (30n)`
62p	93n	Sm155		22.3 min	3/2-	`62 = 1+7 + 6 + 24 + 2x12 + (31n)`
62p	94n	Sm156		9.4 h	0+	`62 = 2+6 + 6 + 24 + 2x12 + (32n)`
62p	95n	Sm157		8.03 min	3/2-	`62 = 3+5 + 6 + 24 + 2x12 + (33n)`
62p	96n	Sm158		5.30 min	0+	`62 = 4+4 + 6 + 24 + 2x12 + (34n)`
62p	97n	Sm159		11.37 s	5/2-	`62 = 1+3 + 18 + 16 + 2x12 + (35n)`
62p	98n	Sm160		9.6 s	0+	`62 = 2+2 + 18 + 16 + 2x12 + (36n)`
62p	99n	Sm161		4.8 s	7/2+#	`62 = 5+1 + 12 + 8 + 12+12+12 + (37n)`
62p	100n	Sm162		2 s	0+	`62 = 3+3 + 12 + 8 + 12+12+12 + (38n)`
62p	101n	Sm163		1# s	1/2-#	`62 = 3+3 + 12 + 8 + 12+12+12 + (39n)`
62p	102n	Sm164		0.5 s	0+	`62 = 4+2 + 12 + 8 + 12+12+12 + (40n)`
62p	103n	Sm165		0.2 s	5/2-#	`62 = 1+3 + 6 + 16 + 12+12+12 + (41n)`
						.ooOOoo.

152

26.75

62 = 4+4 + 6 + 24 + 2x12 + (28n)

147, 150, 154, sok

139, 141, 143, 145

90n

						.ooOOoo.
63p	68n	Eu131	p em	17.8 ms	3/2+	`63 = 3+2 + 6+12 + 16 + 2x12 + (5n)`
63p	70n	Eu133		1 s	11/2-#	`63 = 1+6 + 6+10 + 16 + 2x12 + (7n)`
63p	72n	Eu135	b+	1.5 s	11/2-#	`63 = 3+4 + 6+10 + 16 + 2x12 + (9n)`
63p	74n	Eu137	b+	11 s	11/2-	`63 = 5+2 + 6+10 + 16 + 2x12 + (11n)`
63p	76n	Eu139	b+	17.9 s	11/2-	`63 = 4+3 + 6+10 + 16 + 2x12 + (13n)`
63p	77n	Eu140	b+	1.51 s	1+	`63 = 2+3 + 12+6 + 16 + 2x12 + (14n)`
63p	78n	Eu141	b+	40.7 s	5/2+	`63 = 3+2 + 12+6 + 16 + 2x12 + (15n)`
63p	79n	Eu142	b+	2.36 s	1+	`63 = 4+1 + 12+6 + 16 + 2x12 + (16n)`
63p	80n	Eu143	b+	2.59 min	5/2+	`63 = 3+2 + 12+6 + 16 + 2x12 + (17n)`
63p	81n	Eu144	b+	10.2 s	1+	`63 = 2+3 + 6+12 + 16 + 2x12 + (18n)`
63p	82n	Eu145	b+	5.93 d	5/2+	`63 = 3+2 + 6+12 + 16 + 2x12 + (19n)`
63p	83n	Eu146	b+	4.61 d	4-	`63 = 4+1 + 6+12 + 16 + 2x12 + (20n)`
63p	84n	Eu147	b+	24.1 d	5/2+	`63 = 3+2 + 6+12 + 16 + 2x12 + (21n)`
63p	85n	Eu148	b+	54.5 d	5-	`63 = 3+2 + 6+12 + 16 + 2x12 + (22n)`
63p	86n	Eu149	Ke	93.1 d	5/2+	`63 = 1+4 + 6+12 + 16 + 2x12 + (23n)`
63p	87n	Eu150	b+	36.9 y	5-	`63 = 2+3 + 6+12 + 16 + 2x12 + (24n)`
63p	88n	Eu151	47.81%	stable	5/2+	`63 = 3+2 + 6+12 + 16 + 2x12 + (25n)`
63p	89n	Eu152	b+	13.537 y	3-	`63 = 4+3 + 6+10 + 16 + 2x12 + (26n)`
63p	90n	Eu153	52.19%	stable	5/2+	`63 = 3+2 + 6+12 + 16 + 2x12 + (27n)`
63p	91n	Eu154	e em	8.593 y	3-	`63 = 6+1 + 6+10 + 16 + 2x12 + (28n)`
63p	92n	Eu155		4.7611 y	5/2+	`63 = 1+4 + 12+6 + 16 + 2x12 + (29n)`
63p	93n	Eu156		15.19 d	0+	`63 = 2+3 + 12+6 + 16 + 2x12 + (30n)`
63p	94n	Eu157		15.18 h	5/2+	`63 = 3+2 + 12+6 + 16 + 2x12 + (31n)`
63p	95n	Eu158		45.9 min	1-	`63 = 4+1 + 12+6 + 16 + 2x12 + (32n)`
63p	96n	Eu159		18.1 min	5/2+	`63 = 3+2 + 12+6 + 16 + 2x12 + (33n)`
63p	97n	Eu160		38 s	1-	`63 = 3+2 + 12+6 + 16 + 2x12 + (34n)`
63p	98n	Eu161		26 s	5/2+#	`63 = 1+4 + 12+6 + 16 + 2x12 + (35n)`
63p	100n	Eu163		6# s	5/2+#	`63 = 3+2 + 12+6 + 16 + 2x12 + (37n)`
63p	102n	Eu165		1 s	5/2+#	`63 = 3+2 + 12+6 + 16 + 2x12 + (39n)`
63p	104n	Eu167		0.2 s	5/2+#	`63 = 1+4 + 6 + 16 + 12+12+12 + (41n)`
						.ooOOoo.

153

52.2

63 = 3+2 + 6+12 + 16 + 2x12 + (27n)

151, 153

140, 141, 150, sok

94n

						.ooOOoo.
64p	70n	Gd134		0.4 s	0+	`64 = 3+3 + 6+12 + 16 + 2x12 + (6n)`
64p	71n	Gd135		1.1 s	5/2+	`64 = 1+5 + 6+12 + 16 + 2x12 + (7n)`
64p	72n	Gd136		200 ns	0+	`64 = 2+4 + 6+12 + 16 + 2x12 + (8n)`
64p	73n	Gd137		2.2 s	7/2+#	`64 = 3+3 + 6+12 + 16 + 2x12 + (9n)`
64p	74n	Gd138		5 s	0+	`64 = 2+2 + 12 + 8+16 + 2x12 + (10n)`
64p	75n	Gd139		5.8 s	9/2-	`64 = 3+1 + 12 + 8+16 + 2x12 + (11n)`
64p	76n	Gd140		15.8 s	0+	`64 = 2+2 + 12 + 8+16 + 2x12 + (12n)`
64p	77n	Gd141		14 s	1/2+	`64 = 1+3 + 12 + 16+8 + 2x12 + (13n)`
64p	78n	Gd142		70.2 s	0+	`64 = 2+2 + 12 + 16+8 + 2x12 + (14n)`
64p	79n	Gd143		39 s	1/2+	`64 = 3+1 + 12 + 16+8 + 2x12 + (15n)`
64p	80n	Gd144		4.47 min	0+	`64 = 2+2 + 12 + 16+8 + 2x12 + (16n)`
64p	81n	Gd145		23.0 min	1/2+	`64 = 1+3 + 12 + 16+8 + 2x12 + (17n)`
64p	82n	Gd146	Ke	48.27 d	0+	`64 = 2+5 + 12+5 + 16 + 2x12 + (18n)`
64p	83n	Gd147		38.06 h	7/2-	`64 = 3+4 + 12+5 + 16 + 2x12 + (19n)`
64p	84n	Gd148	He em	74.6 y	0+	`64 = 4+3 + 12+5 + 16 + 2x12 + (20n)`
64p	85n	Gd149		9.28 d	7/2-	`64 = 5+2 + 12+5 + 16 + 2x12 + (21n)`
64p	86n	Gd150	He em	1.79x10+6 y	0+	`64 = 6+1 + 12+5 + 16 + 2x12 + (22n)`
64p	87n	Gd151	Ke	124 d	7/2-	`64 = 4+3 + 12+5 + 16 + 2x12 + (23n)`
64p	88n	Gd152	0.20%	1.08x10+14 y	0+	`64 = 2+2 + 12 + 16+8 + 2x12 + (24n)`
64p	89n	Gd153	Ke	240.4 d	3/2-	`64 = 1+3 + 12 + 16+8 + 2x12 + (25n)`
64p	90n	Gd154	2.18%	stable	0+	`64 = 2+2 + 12 + 16+8 + 2x12 + (26n)`
64p	91n	Gd155	14.80%	stable	3/2-	`64 = 3+1 + 12 + 16+8 + 2x12 + (27n)`
64p	92n	Gd156	20.47%	stable	0+	`64 = 2+2 + 12 + 16+8 + 2x12 + (28n)`
64p	93n	Gd157	15.65%	stable	3/2-	`64 = 1+3 + 12 + 16+8 + 2x12 + (29n)`
64p	94n	Gd158	24.84%	stable	0+	`64 = 2+2 + 12 + 16+8 + 2x12 + (30n)`
64p	95n	Gd159		18.479 h	3/2-	`64 = 3+1 + 12 + 16+8 + 2x12 + (31n)`
64p	96n	Gd160	21.86%	1.3x10+21 y	0+	`64 = 2+2 + 12 + 16+8 + 2x12 + (32n)`
64p	97n	Gd161		3.66 min	5/2-	`64 = 5+1 + 12+6 + 16 + 2x12 + (33n)`
64p	98n	Gd162		8.4 min	0+	`64 = 3+3 + 18 + 16 + 2x12 + (34n)`
64p	99n	Gd163		68 s	7/2+	`64 = 1+5 + 18 + 16 + 2x12 + (35n)`
64p	100n	Gd164		45 s	0+	`64 = 2+4 + 18 + 16 + 2x12 + (36n)`
64p	101n	Gd165		10.3 s	1/2-#	`64 = 1+3 + 12 + 16+8 + 2x12 + (37n)`
64p	102n	Gd166		7 s	0+	`64 = 2+2 + 12 + 16+8 + 2x12 + (38n)`
64p	103n	Gd167		3 s	5/2-#	`64 = 5+1 + 18 + 16 + 2x12 + (39n)`
64p	104n	Gd168		0.3 s	0+	`64 = 3+3 + 18 + 16 + 2x12 + (40n)`
64p	105n	Gd169		1 s	7/2-#	`64 = 1+5 + 6 + 16 + 12+12+12 + (41n)`
						.ooOOoo.

158

24.84

64 = 2+2 + 12 + 16+8 + 2x12 + (30n)

156, 157, 158, sok

141, 145

94n

						.ooOOoo.
65p	111n	Tb136		0.2 s		`65 = 3+4 + 6+12 + 16 + 2x12 + (6n)`
65p	112n	Tb137		600# ms	11/2-#	`65 = 1+6 + 6+12 + 16 + 2x12 + (7n)`
65p	113n	Tb138		0.4 s		`65 = 2+5 + 6+12 + 16 + 2x12 + (8n)`
65p	114n	Tb139		1.6 s	11/2-#	`65 = 3+4 + 6+12 + 16 + 2x12 + (9n)`
65p	115n	Tb140	b+	2.4 s	5	`65 = 4+3 + 6+12 + 16 + 2x12 + (10n)`
65p	116n	Tb141m	b+	7.9 s	11/2-#	`65 = 5+2 + 6+12 + 16 + 2x12 + (11n)`
65p	117n	Tb142m		303 ms	5-	`65 = 6+1 + 6+12 + 16 + 2x12 + (12n)`
65p	118n	Tb143	b+	12 s	11/2-	`65 = 4+3 + 6+12 + 16 + 2x12 + (13n)`
65p	119n	Tb144	b+	1 s	1+	`65 = 2+3 + 12 + 8+16 + 2x12 + (14n)`
65p	120n	Tb145		20 min	3/2+	`65 = 3+2 + 12 + 8+16 + 2x12 + (15n)`
65p	121n	Tb146	b+	8 s	1+	`65 = 4+1 + 12 + 8+16 + 2x12 + (16n)`
65p	122n	Tb147	b+	1.7 h	1/2+	`65 = 1+6 + 5+5 + 16+8 + 2x12 + (17n)`
65p	123n	Tb148	b+	60 min	2-	`65 = 2+5 + 5+5 + 16+8 + 2x12 + (18n)`
65p	124n	Tb149	b+	4.118 h	1/2+	`65 = 3+4 + 5+5 + 16+8 + 2x12 + (19n)`
65p	125n	Tb150	b+	3.48 h	2-	`65 = 4+3 + 5+5 + 16+8 + 2x12 + (20n)`
65p	126n	Tb151	b+	17.609 h	1/2+	`65 = 5+2 + 5+5 + 16+8 + 2x12 + (21n)`
65p	127n	Tb152	b+	17.5 h	2-	`65 = 6+1 + 5+5 + 16+8 + 2x12 + (22n)`
65p	128n	Tb153	b+	2.34 d	5/2+	`65 = 3+2 + 12 + 8+16 + 2x12 + (23n)`
65p	130n	Tb154	b+	21.5 h	0+#	`65 = 4+1 + 12 + 8+16 + 2x12 + (24n)`
65p	130n	Tb155	Ke	5.32 d	3/2+	`65 = 1+6 + 5+5 + 16+8 + 2x12 + (25n)`
65p	131n	Tb156	b+	5.35 d	3-	`65 = 2+5 + 5+5 + 16+8 + 2x12 + (26n)`
65p	132n	Tb157	Ke	71 y	3/2+	`65 = 3+4 + 5+5 + 16+8 + 2x12 + (27n)`
65p	133n	Tb158	b+	180 y	3-	`65 = 4+3 + 5+5 + 16+8 + 2x12 + (28n)`
65p	134n	Tb159	100%	stable	3/2+	`65 = 5+2 + 5+5 + 16+8 + 2x12 + (29n)`
65p	135n	Tb160		72.3 d	3-	`65 = 6+1 + 5+5 + 16+8 + 2x12 + (30n)`
65p	136n	Tb161		6.906 d	3/2+	`65 = 4+3 + 5+5 + 16+8 + 2x12 + (31n)`
65p	138n	Tb163		19.5 min	3/2+	`65 = 4+4 + 12+5 + 16 + 2x12 + (33n)`
65p	140n	Tb165		2.11 min	3/2+	`65 = 2+6 + 12+5 + 16 + 2x12 + (35n)`
65p	142n	Tb167		19.4 s	3/2+	`65 = 4+4 + 12+5 + 16 + 2x12 + (37n)`
65p	144n	Tb169		2 s	3/2+#	`65 = 6+2 + 12+5 + 16 + 2x12 + (39n)`
65p	146n	Tb171		0.5 s	3/2+#	`65 = 4+4 + 12+5 + 16 + 2x12 + (41n)`
						.ooOOoo.

159

100

65 = 5+2 + 5+5 + 16+8 + 2x12 + (29n)

159

142, 144, 151, sok

66

98n

						.ooOOoo.
66p	73n	Dy139		0.6 s	7/2+	`66 = 7+1 + 6+12 + 16 + 2x12 + (7n)`
66p	74n	Dy140		0.7 s	0+	`66 = 2+6 + 6+12 + 16 + 2x12 + (8n)`
66p	75n	Dy141		0.9 s	9/2-	`66 = 3+5 + 6+12 + 16 + 2x12 + (9n)`
66p	76n	Dy142		2.3 s	0+	`66 = 2+4 + 12 + 8+16 + 2x12 + (10n)`
66p	77n	Dy143		3.2 s	1/2+	`66 = 3+3 + 12 + 8+16 + 2x12 + (11n)`
66p	78n	Dy144		9.1 s	0+	`66 = 4+2 + 12 + 8+16 + 2x12 + (12n)`
66p	79n	Dy145		6 s	1/2+	`66 = 5+1 + 12 + 8+16 + 2x12 + (13n)`
66p	80n	Dy146		29 s	0+	`66 = 3+3 + 12 + 8+16 + 2x12 + (14n)`
66p	81n	Dy147		40 s	1/2+	`66 = 1+5 + 12 + 8+16 + 2x12 + (15n)`
66p	82n	Dy148		3.3 min	0+	`66 = 3+3 + 12 + 16+8 + 2x12 + (16n)`
66p	83n	Dy149		4.20 min	7/2-	`66 = 1+5 + 12 + 16+8 + 2x12 + (17n)`
66p	84n	Dy150		7.17 min	0+	`66 = 2+4 + 12 + 16+8 + 2x12 + (18n)`
66p	85n	Dy151		17.9 min	7/2-	`66 = 3+3 + 12 + 16+8 + 2x12 + (19n)`
66p	86n	Dy152	Ke	2.38 h	0+	`66 = 4+2 + 12 + 16+8 + 2x12 + (20n)`
66p	87n	Dy153		6.4 h	7/2-	`66 = 5+1 + 12 + 16+8 + 2x12 + (21n)`
66p	88n	Dy154	He em	3.0x10+6 y	0+	`66 = 2+4 + 12 + 8+16 + 2x12 + (22n)`
66p	89n	Dy155		9.9 h	3/2-	`66 = 3+3 + 12 + 8+16 + 2x12 + (23n)`
66p	90n	Dy156	0.06%	stable	0+	`66 = 4+2 + 12 + 8+16 + 2x12 + (24n)`
66p	91n	Dy157		8.14 h	3/2-	`66 = 5+1 + 12 + 8+16 + 2x12 + (25n)`
66p	92n	Dy158	0.10%	stable	0+	`66 = 3+3 + 12 + 8+16 + 2x12 + (26n)`
66p	93n	Dy159	Ke	144.4 d	3/2-	`66 = 1+5 + 12 + 8+16 + 2x12 + (27n)`
66p	94n	Dy160	2.34%	stable	0+	`66 = 3+3 + 12 + 16+8 + 2x12 + (28n)`
66p	95n	Dy161	18.91%	stable	5/2+	`66 = 7+1 + 6+12 + 16 + 2x12 + (29n)`
66p	96n	Dy162	25.51%	stable	0+	`66 = 2+4 + 12 + 16+8 + 2x12 + (30n)`
66p	97n	Dy163	24.90%	stable	5/2-	`66 = 3+3 + 12 + 16+8 + 2x12 + (31n)`
66p	98n	Dy164	28.18%	stable	0+	`66 = 4+2 + 12 + 16+8 + 2x12 + (32n)`
66p	99n	Dy165m		1.257 min	1/2-	`66 = 5+3 + 12+6 + 16 + 2x12 + (33n)`
66p	100n	Dy166		81.6 h	0+	`66 = 6+2 + 12+6 + 16 + 2x12 + (34n)`
66p	101n	Dy167		6.20 min	1/2-	`66 = 7+1 + 12+6 + 16 + 2x12 + (35n)`
66p	102n	Dy168		8.7 min	0+	`66 = 3+3 + 12 + 16+8 + 2x12 + (36n)`
66p	103n	Dy169		39 s	5/2-	`66 = 1+5 + 12 + 16+8 + 2x12 + (37n)`
66p	104n	Dy170		30 s	0+	`66 = 2+4 + 12 + 16+8 + 2x12 + (38n)`
66p	105n	Dy171		6 s	7/2-#	`66 = 5+3 + 12+6 + 16 + 2x12 + (39n)`
66p	106n	Dy172		3 s	0+	`66 = 6+2 + 12+6 + 16 + 2x12 + (40n)`
66p	107n	Dy173		2 s	9/2+#	`66 = 5+1 + 12 + 24 + 2x12 + (41n)`
66p	108n	Dy174	pred	x ms	0+	`66 = 3+3 + 12 + 24 + 2x12 + (42n)`
						.ooOOoo.

164

28.18

66 = 4+2 + 12 + 16+8 + 2x12 + (32n)

162, 163, 164, sok

146, 147, 149, 165

98n

						.ooOOoo.
67p	73n	Ho140	p em	6 ms	6-,8+	`67 = 6+1 + 12 + 16+8 + 2x12 + (6n)`
67p	74n	Ho141	p em	4.1 ms	7/2-	`67 = 3+4 + 12 + 16+8 + 2x12 + (7n)`
67p	76n	Ho143		300# ms	11/2-#	`67 = 1+6 + 12 + 8+16 + 2x12 + (9n)`
67p	78n	Ho145	b+	2.4 s	11/2-	`67 = 3+4 + 12 + 8+16 + 2x12 + (11n)`
67p	79n	Ho146	b+	3.6 s	10+	`67 = 4+3 + 12 + 8+16 + 2x12 + (12n)`
67p	80n	Ho147	b+	5.8 s	11/2-	`67 = 5+2 + 12 + 8+16 + 2x12 + (13n)`
67p	81n	Ho148	b+	2.2 s	1+	`67 = 6+1 + 12 + 8+16 + 2x12 + (14n)`
67p	82n	Ho149	b+	21.1 s	11/2-	`67 = 3+4 + 12 + 8+16 + 2x12 + (15n)`
67p	83n	Ho150	b+	76.8 s	2-	`67 = 4+3 + 12 + 16+8 + 2x12 + (16n)`
67p	84n	Ho151	Ke, He	35.2 s	11/2-	`67 = 1+6 + 12 + 16+8 + 2x12 + (17n)`
67p	85n	Ho152	b+	161.8 s	2-	`67 = 2+5 + 12 + 16+8 + 2x12 + (18n)`
67p	86n	Ho153	b+	2.01 min	11/2-	`67 = 3+4 + 12 + 16+8 + 2x12 + (19n)`
67p	87n	Ho154	b+	11.76 min	2-	`67 = 4+3 + 12 + 16+8 + 2x12 + (20n)`
67p	88n	Ho155	b+	48 min	5/2+	`67 = 1 + 12+6 + 8+16 + 2x12 + (21n)`
67p	90n	Ho157	b+	12.6 min	7/2-	`67 = 3+4 + 12 + 8+16 + 2x12 + (23n)`
67p	91n	Ho158	b+	11.3 min	5+	`67 = 4+3 + 12 + 8+16 + 2x12 + (24n)`
67p	92n	Ho159	b+	33.05 min	7/2-	`67 = 5+2 + 12 + 8+16 + 2x12 + (25n)`
67p	93n	Ho160	b+	25.6 min	5+	`67 = 6+1 + 12 + 8+16 + 2x12 + (26n)`
67p	94n	Ho161	Ke	2.48 h	7/2-	`67 = 3+4 + 12 + 8+16 + 2x12 + (27n)`
67p	95n	Ho162	b+	15.0 min	1+	`67 = 4+3 + 12 + 16+8 + 2x12 + (28n)`
67p	96n	Ho163	Ke	4570 y	7/2-	`67 = 1+6 + 12 + 16+8 + 2x12 + (29n)`
67p	97n	Ho164	Ke, e em	29 min	1+	`67 = 2+5 + 12 + 16+8 + 2x12 + (30n)`
67p	98n	Ho165	100%	stable	7/2-	`67 = 3+4 + 12 + 16+8 + 2x12 + (31n)`
67p	100n	Ho167		3.1 h	7/2-	`67 = 5+2 + 12 + 16+8 + 2x12 + (33n)`
67p	102n	Ho169		4.72 min	7/2-	`67 = 3+4 + 12 + 16+8 + 2x12 + (35n)`
67p	104n	Ho171		53 s	7/2-	`67 = 1+6 + 12 + 16+8 + 2x12 + (37n)`
67p	106n	Ho173		10 s	7/2-#	`67 = 3+4 + 12 + 16+8 + 2x12 + (39n)`
67p	108n	Ho175		5 s	7/2-#	`67 = 5+2 + 12 + 16+8 + 2x12 + (41n)`
						.ooOOoo.

165

100

67 = 3+4 + 12 + 16+8 + 2x12 + (31n)

165

148, 154, 158, sok

68

98n

						.ooOOoo.
68p	75n	Er143		0.2 s	9/2-#	`68 = 1+1 + 6+12 + 24 + 2x12 + (7n)`
68p	76n	Er144		200 ns	0+	`68 = 4+4 + 12 + 8+16 + 2x12 + (8n)`
68p	77n	Er145	b+	900 ms	1/2+	`68 = 1+7 + 12 + 8+16 + 2x12 + (9n)`
68p	78n	Er146	b+	1.7 s	0+	`68 = 2+6 + 12 + 8+16 + 2x12 + (10n)`
68p	79n	Er147	b+	2.5 s	1/2+	`68 = 3+5 + 12 + 8+16 + 2x12 + (11n)`
68p	80n	Er148	b+	4.6 s	0+	`68 = 4+4 + 12 + 8+16 + 2x12 + (12n)`
68p	81n	Er149	b+	4 s	1/2+	`68 = 5+3 + 12 + 8+16 + 2x12 + (13n)`
68p	82n	Er150	b+	18.5 s	0+	`68 = 2+6 + 12 + 8+16 + 2x12 + (14n)`
68p	83n	Er151	b+	23.5 s	7/2-	`68 = 3+5 + 12 + 8+16 + 2x12 + (15n)`
68p	84n	Er152	He em	10.3 s	0+	`68 = 4+4 + 12 + 8+16 + 2x12 + (16n)`
68p	85n	Er153	He, b+	37.1 s	7/2-	`68 = 5+3 + 12 + 8+16 + 2x12 + (17n)`
68p	86n	Er154	b+	3.73 min	0+	`68 = 6+2 + 12 + 8+16 + 2x12 + (18n)`
68p	87n	Er155	b+	5.3 min	7/2-	`68 = 7+1 + 12 + 8+16 + 2x12 + (19n)`
68p	88n	Er156	b+	19.5 min	0+	`68 = 4+4 + 12 + 8+16 + 2x12 + (20n)`
68p	89n	Er157	b+	18.65 min	3/2-	`68 = 1+7 + 12 + 8+16 + 2x12 + (21n)`
68p	90n	Er158	Ke	2.29 h	0+	`68 = 2+6 + 12 + 8+16 + 2x12 + (22n)`
68p	91n	Er159	b+	36 min	3/2-	`68 = 3+5 + 12 + 8+16 + 2x12 + (23n)`
68p	92n	Er160	Ke	28.58 h	0+	`68 = 4+4 + 12 + 8+16 + 2x12 + (24n)`
68p	93n	Er161	b+	3.21 h	3/2-	`68 = 5+3 + 12 + 8+16 + 2x12 + (25n)`
68p	94n	Er162	0.139%	stable	0+	`68 = 1+1 + 18 + 8+16 + 2x12 + (26n)`
68p	95n	Er163	b+	75.0 min	5/2-	`68 = 1+1 + 18 + 8+16 + 2x12 + (27n)`
68p	96n	Er164	1.601%	stable	0+	`68 = 1+1 + 18 + 8+16 + 2x12 + (28n)`
68p	97n	Er165	Ke	10.36 h	5/2-	`68 = 1+1 + 18 + 8+16 + 2x12 + (29n)`
68p	98n	Er166	33.503%	stable	0+	`68 = 1+1 + 6+12 + 24 + 2x12 + (30n)`
68p	99n	Er167	22.869%	stable	7/2+	`68 = 1+1 + 6+12 + 24 + 2x12 + (31n)`
68p	100n	Er168	26.978%	stable	0+	`68 = 1+1 + 6+12 + 24 + 2x12 + (32n)`
68p	101n	Er169		9.392 d	1/2-	`68 = 5+3 + 12 + 16+8 + 2x12 + (33n)`
68p	102n	Er170	14.910%	stable	0+	`68 = 1+1 + 18 + 16+8 + 2x12 + (34n)`
68p	103n	Er171		7.516 h	5/2-	`68 = 1+1 + 18 + 16+8 + 2x12 + (35n)`
68p	104n	Er172		49.3 h	0+	`68 = 1+1 + 12+6 + 24 + 2x12 + (36n)`
68p	105n	Er173		1.4 min	7/2-	`68 = 1+1 + 12+6 + 24 + 2x12 + (37n)`
68p	106n	Er174		3.2 min	0+	`68 = 1+1 + 12+6 + 24 + 2x12 + (38n)`
68p	107n	Er175		1.2 min	9/2+	`68 = 3+5 + 12 + 8+16 + 2x12 + (39n)`
68p	108n	Er176		20 s	0+	`68 = 4+4 + 12 + 8+16 + 2x12 + (40n)`

166

33.6

68 = 1+1 + 6+12 + 24 + 2x12 + (30n)

166, 167, 168, sok

151, 154, 161, 167

100n

						.ooOOoo.
69p	76n	Tm145	p em	3.1 mics	11/2-	`69 = 1+2 + 6+12 + 8+16 + 2x12 + (7n)`
69p	78n	Tm147		0.58 s	11/2-	`69 = 1+2 + 12+6 + 8+16 + 2x12 + (9n)`
69p	80n	Tm149		0.9 s	11/2-	`69 = 1+2 + 12+6 + 8+16 + 2x12 + (11n)`
69p	82n	Tm151		4.17 s	11/2-	`69 = 1+2 + 12+6 + 8+16 + 2x12 + (13n)`
69p	84n	Tm153	He em	1.48 s	11/2-	`69 = 2+1 + 12+6 + 8+16 + 2x12 + (15n)`
69p	86n	Tm155m		45 s	1/2+	`69 = 1+2 + 12+6 + 16+8 + 2x12 + (17n)`
69p	88n	Tm157		3.63 min	1/2+	`69 = 1+2 + 12+6 + 16+8 + 2x12 + (19n)`
69p	90n	Tm159		9.13 min	5/2+	`69 = 1+2 + 12+6 + 8+16 + 2x12 + (21n)`
69p	92n	Tm161		30.2 min	7/2+	`69 = 1+2 + 6+12 + 16+8 + 2x12 + (23n)`
69p	94n	Tm163		1.810 h	1/2+	`69 = 1+2 + 12+6 + 16+8 + 2x12 + (25n)`
69p	96n	Tm165		30.06 h	1/2+	`69 = 1+2 + 12+6 + 16+8 + 2x12 + (27n)`
69p	98n	Tm167	Ke	9.25 d	1/2+	`69 = 1+2 + 12+6 + 16+8 + 2x12 + (29n)`
69p	100n	Tm169	100%	stable	1/2+	`69 = 2+1 + 12+6 + 16+8 + 2x12 + (31n)`
69p	102n	Tm171		1.92 y	1/2+	`69 = 2+1 + 6+12 + 16+8 + 2x12 + (33n)`
69p	104n	Tm173		8.24 h	1/2+	`69 = 1+2 + 6+12 + 16+8 + 2x12 + (35n)`
69p	106n	Tm175		15.2 min	1/2+	`69 = 1+2 + 6+12 + 16+8 + 2x12 + (37n)`
69p	108n	Tm177		85 s	7/2-	`69 = 1+2 + 12+6 + 16+8 + 2x12 + (39n)`
69p	110n	Tm179		20 s	1/2+#	`69 = 2+1 + 12+6 + 16+8 + 2x12 + (41n)`
						.ooOOoo.

169

100

69 = 2+1 + 12+6 + 16+8 + 2x12 + (31n)

169

154, 160, 162, 164

70

104n

						.ooOOoo.
70	78n	Yb148		0.25 s	0+	`70 = 2+2 + 6+12 + 8+16 + 2x12 + (8n)`
70	79n	Yb149		0.7 s	1/2+	`70 = 1+3 + 6+12 + 8+16 + 2x12 + (9n)`
70	80n	Yb150		0.7 s	0+	`70 = 2+2 + 6+12 + 8+16 + 2x12 + (10n)`
70	81n	Yb151		1.6 s	1/2+	`70 = 3+1 + 6+12 + 8+16 + 2x12 + (11n)`
70	82n	Yb152		3.04 s	0+	`70 = 2+2 + 6+12 + 8+16 + 2x12 + (12n)`
70	83n	Yb153		4.2 s	7/2-	`70 = 1+4 + 12+5 + 8+16 + 2x12 + (13n)`
70	84n	Yb154		0.409 s	0+	`70 = 2+3 + 12+5 + 8+16 + 2x12 + (14n)`
70	85n	Yb155		1.793 s	7/2-	`70 = 3+2 + 12+5 + 8+16 + 2x12 + (15n)`
70	86n	Yb156		26.1 s	0+	`70 = 4+1 + 12+5 + 8+16 + 2x12 + (16n)`
70	87n	Yb157		38.6 s	7/2-	`70 = 3+2 + 12+5 + 8+16 + 2x12 + (17n)`
70	88n	Yb158		1.49 min	0+	`70 = 2+2 + 12+6 + 16+8 + 2x12 + (18n)`
70	89n	Yb159		1.67 min	5/2-	`70 = 3+1 + 12+6 + 16+8 + 2x12 + (19n)`
70	90n	Yb160		4.8 min	0+	`70 = 2+2 + 12+6 + 16+8 + 2x12 + (20n)`
70	91n	Yb161		4.2 min	3/2-	`70 = 1+3 + 12+6 + 8+16 + 2x12 + (21n)`
70	92n	Yb162		18.87 min	0+	`70 = 2+2 + 12+6 + 8+16 + 2x12 + (22n)`
70	93n	Yb163		11.05 min	3/2-	`70 = 3+1 + 12+6 + 8+16 + 2x12 + (23n)`
70	94n	Yb164	Ke	75.8 min	0+	`70 = 2+2 + 12+6 + 8+16 + 2x12 + (24n)`
70	95n	Yb165		9.9 min	5/2-	`70 = 1+3 + 6+12 + 24 + 2x12 + (25n)`
70	96n	Yb166	Ke	56.7 h	0+	`70 = 2+2 + 6+12 + 24 + 2x12 + (26n)`
70	97n	Yb167		17.5 min	5/2-	`70 = 3+1 + 6+12 + 24 + 2x12 + (27n)`
70	98n	Yb168	0.13%	stable	0+	`70 = 2+2 + 6+12 + 24 + 2x12 + (28n)`
70	99n	Yb169	Ke	32.026 d	7/2+	`70 = 3+1 + 12+6 + 8+16 + 2x12 + (29n)`
70	100n	Yb170	3.04%	stable	0+	`70 = 2+2 + 12+6 + 16+8 + 2x12 + (30n)`
70	101n	Yb171	14.28%	stable	1/2-	`70 = 3+1 + 12+6 + 16+8 + 2x12 + (31n)`
70	102n	Yb172	21.83%	stable	0+	`70 = 2+2 + 6+12 + 24 + 2x12 + (32n)`
70	103n	Yb173	16.13%	stable	5/2-	`70 = 3+1 + 6+12 + 24 + 2x12 + (33n)`
70	104n	Yb174	31.83%	stable	0+	`70 = 2+2 + 6+12 + 24 + 2x12 + (34n)`
70	105n	Yb175		4.185 d	7/2-	`70 = 2+3 + 12+5 + 16+8 + 2x12 + (35n)`
70	106n	Yb176	12.76%	1.6x10+17 y	0+	`70 = 3+2 + 12+5 + 16+8 + 2x12 + (36n)`
70	107n	Yb177m		6.41 s	1/2-	`70 = 1+3 + 12+6 + 24 + 2x12 + (37n)`
70	108n	Yb178		74 min	0+	`70 = 2+2 + 12+6 + 24 + 2x12 + (38n)`
70	109n	Yb179		8.0 min	1/2-	`70 = 3+1 + 12+6 + 24 + 2x12 + (39n)`
70	110n	Yb180		2.4 min	0+	`70 = 2+2 + 12+6 + 24 + 2x12 + (40n)`
70	111n	Yb181		1 min	3/2-#	`70 = 1+5 + 12 + 16 + 12+12+12 + (41n)`
						.ooOOoo.

174

31.8

70 = 2+2 + 6+12 + 24 + 2x12 + (34n)

172, 173, 174, sok

169, 176, 177

174

104n

						.ooOOoo.
71p	81n	Lu150	p em	46 ms	2+	`71 = 3+3 + 5+12 + 8+16 + 2x12 + (8n)`
71p	80n	Lu151	p em	80.6 ms	11/2-	`71 = 1+4 + 6+12 + 8+16 + 2x12 + (9n)`
71p	81n	Lu152	b+	650 ms	6-	`71 = 4+1 + 6+12 + 8+16 + 2x12 + (10n)`
71p	82n	Lu153	He em	0.9 s	11/2-	`71 = 3+2 + 6+12 + 8+16 + 2x12 + (11n)`
71p	83n	Lu154		1# s	2-	`71 = 3+3 + 12+5 + 8+16 + 2x12 + (12n)`
71p	84n	Lu155	He em	70 ms	11/2-	`71 = 3+2 + 6+12 + 8+16 + 2x12 + (13n)`
71p	85n	Lu156	He em	494 ms	2-	`71 = 2+4 + 12+5 + 8+16 + 2x12 + (14n)`
71p	86n	Lu157		6.8 s	3/2+	`71 = 1+4 + 6+12 + 8+16 + 2x12 + (15n)`
71p	87n	Lu158	b+	10.6 s	2-	`71 = 4+2 + 12+5 + 8+16 + 2x12 + (16n)`
71p	88n	Lu159	b+	12.1 s	1/2+#	`71 = 3+3 + 12+5 + 16+8 + 2x12 + (17n)`
71p	89n	Lu160	b+	36.1 s	2-#	`71 = 3+3 + 12+5 + 8+16 + 2x12 + (18n)`
71p	90n	Lu161	b+	77 s	1/2+	`71 = 2+4 + 12+5 + 16+8 + 2x12 + (19n)`
71p	91n	Lu162	b+	1.37 min	1-	`71 = 3+3 + 12+5 + 16+8 + 2x12 + (20n)`
71p	92n	Lu163	b+	9.37 min	1/2+	`71 = 4+2 + 12+5 + 16+8 + 2x12 + (21n)`
71p	93n	Lu164	b+	3.14 min	1-	`71 = 5+1 + 12+5 + 16+8 + 2x12 + (22n)`
71p	94n	Lu165	b+	10.74 min	1/2+	`71 = 3+3 + 12+5 + 16+8 + 2x12 + (23n)`
71p	95n	Lu166	b+	2.65 min	6-	`71 = 3+2 + 18 + 24 + 2x12 + (24n)`
71p	96n	Lu167	b+	51.5 min	7/2+	`71 = 1+4 + 18 + 24 + 2x12 + (25n)`
71p	97n	Lu168	b+	5.5 min	6-	`71 = 2+3 + 18 + 24 + 2x12 + (26n)`
71p	98n	Lu169	b+	34.06 h	7/2+	`71 = 3+2 + 18 + 24 + 2x12 + (27n)`
71p	99n	Lu170	b+	2.012 d	0+	`71 = 3+2 + 12+6 + 16+8 + 2x12 + (28n)`
71p	100n	Lu171	b+	8.24 d	7/2+	`71 = 3+2 + 18 + 24 + 2x12 + (29n)`
71p	101n	Lu172	b+	6.70 d	4-	`71 = 3+2 + 6+12 + 24 + 2x12 + (30n)`
71p	102n	Lu173	Ke	1.37 y	7/2+	`71 = 1+4 + 6+12 + 24 + 2x12 + (31n)`
71p	103n	Lu174	b+	3.31 y	1-	`71 = 2+3 + 6+12 + 24 + 2x12 + (32n)`
71p	104n	Lu175	97.41%	stable	7/2+	`71 = 3+2 + 6+12 + 24 + 2x12 + (33n)`
71p	105n	Lu176	2.59%	4.00x10+10 y	7-	`71 = 4+1 + 6+12 + 24 + 2x12 + (34n)`
71p	106n	Lu177		6.6475 d	7/2+	`71 = 3+2 + 6+12 + 24 + 2x12 + (35n)`
71p	107n	Lu178		28.4 min	1+	`71 = 2+3 + 12+6 + 24 + 2x12 + (36n)`
71p	108n	Lu179		4.59 h	7/2+	`71 = 1+4 + 12+6 + 24 + 2x12 + (37n)`
71p	109n	Lu180		5.7 min	5+	`71 = 2+3 + 12+6 + 24 + 2x12 + (38n)`
71p	110n	Lu181		3.5 min	7/2+	`71 = 3+2 + 12+6 + 24 + 2x12 + (39n)`
71p	111n	Lu182		2.0 min	0,1,2	`71 = 4+1 + 12+6 + 24 + 2x12 + (40n)`
71p	112n	Lu183		58 s	7/2+	`71 = 3+2 + 12+6 + 24 + 2x12 + (41n)`
71p	113n	Lu184		20 s	3+	`71 = 2+3 + 18 + 24 + 2x12 + (42n)`
						.ooOOoo.

175

97.41

0.00000

71 = 3+2 + 6+12 + 24 + 2x12 + (33n)

175, 176

161, 166, 167, sok

72

108n

						.ooOOoo.
72p	81n	Hf153		400 ms#	1/2+#	`72 = 1+5 + 12+6 + 8+16 + 2x12 + (9n)`
72p	82n	Hf154		2 s	0+	`72 = 2+4 + 12+6 + 8+16 + 2x12 + (10n)`
72p	83n	Hf155		0.89 s	1/2+?	`72 = 3+3 + 12+6 + 8+16 + 2x12 + (11n)`
72p	84n	Hf156		23 ms	0+	`72 = 3+3 + 12+6 + 8+16 + 2x12 + (12n)`
72p	85n	Hf157		110 ms	7/2-	`72 = 1+5 + 12+6 + 8+16 + 2x12 + (13n)`
72p	86n	Hf158		2.85 s	0+	`72 = 2+4 + 12+6 + 8+16 + 2x12 + (14n)`
72p	87n	Hf159		5.6 s	7/2-	`72 = 3+3 + 12+6 + 8+16 + 2x12 + (15n)`
72p	88n	Hf160		13.6 s	0+	`72 = 3+3 + 18 + 16+8 + 2x12 + (16n)`
72p	89n	Hf161		18.2 s	3/2-#	`72 = 1+5 + 18 + 16+8 + 2x12 + (17n)`
72p	90n	Hf162		39.4 s	0+	`72 = 2+4 + 18 + 16+8 + 2x12 + (18n)`
72p	91n	Hf163		40.0 s	3/2-#	`72 = 3+3 + 18 + 16+8 + 2x12 + (19n)`
72p	92n	Hf164		111 s	0+	`72 = 4+2 + 18 + 16+8 + 2x12 + (20n)`
72p	93n	Hf165		76 s	5/2-	`72 = 1+6 + 12+5 + 8+16 + 2x12 + (21n)`
72p	94n	Hf166		6.77 min	0+	`72 = 2+5 + 12+5 + 8+16 + 2x12 + (22n)`
72p	95n	Hf167		2.05 min	5/2-	`72 = 3+4 + 12+5 + 8+16 + 2x12 + (23n)`
72p	96n	Hf168	Ke	25.95 min	0+	`72 = 4+3 + 12+5 + 8+16 + 2x12 + (24n)`
72p	97n	Hf169		3.24 min	5/2-	`72 = 5+2 + 12+5 + 8+16 + 2x12 + (25n)`
72p	98n	Hf170	Ke	16.01 h	0+	`72 = 3+3 + 12+6 + 8+16 + 2x12 + (26n)`
72p	99n	Hf171		12.1 h	7/2+	`72 = 1+5 + 12+6 + 8+16 + 2x12 + (27n)`
72p	100n	Hf172	Ke	1.87 y	0+	`72 = 3+3 + 12+6 + 16+8 + 2x12 + (28n)`
72p	101n	Hf173		23.6 h	1/2-	`72 = 1+5 + 12+6 + 16+8 + 2x12 + (29n)`
72p	102n	Hf174	0.16%	2.0x10+15 y	0+	`72 = 2+4 + 12+6 + 16+8 + 2x12 + (30n)`
72p	103n	Hf175	Ke	70 d	5/2-	`72 = 4+3 + 5+12 + 16+8 + 2x12 + (31n)`
72p	104n	Hf176	5.26%	stable	0+	`72 = 3+2 + 12+6 + 16+8 + 2x12 + (32n)`
72p	105n	Hf177	18.60%	stable	7/2-	`72 = 5+1 + 12+6 + 16+8 + 2x12 + (33n)`
72p	106n	Hf178	27.28%	stable	0+	`72 = 4+2 + 6+12 + 16+8 + 2x12 + (34n)`
72p	107n	Hf179	13.62%	stable	9/2+	`72 = 5+1 + 6+12 + 16+8 + 2x12 + (35n)`
72p	107n	Hf179m		18.67 s	1/2-	`72 = 1+5 + 12+6 + 16+8 + 2x12 + (35n)`
72p	108n	Hf180	35.08%	stable	0+	`72 = 2+4 + 12+6 + 16+8 + 2x12 + (36n)`
72p	109n	Hf181		42.39 d	1/2-	`72 = 3+3 + 12+6 + 16+8 + 2x12 + (37n)`
72p	110n	Hf182		9x10+6 y	0+	`72 = 2+4 + 12+6 + 16+8 + 2x12 + (38n)`
72p	111n	Hf183		1.067 h	3/2-	`72 = 3+3 + 12+6 + 16+8 + 2x12 + (39n)`
72p	112n	Hf184		4.12 h	0+	`72 = 4+2 + 12+6 + 16+8 + 2x12 + (40n)`
72p	113n	Hf185		3.5 min	3/2-#	`72 = 5+1 + 12+6 + 16+8 + 2x12 + (41n)`
72p	114n	Hf186		2.6 min	0+	`72 = 3+3 + 12+6 + 16+8 + 2x12 + (42n)`
72p	115n	Hf187		30 s#		`72 = 1+5 + 12+6 + 24 + 2x12 + (43n)`
72p	116n	Hf188		20 s	0+	`72 = 2+4 + 12+6 + 24 + 2x12 + (44n)`
72p	118n	Hf190	pred	x ms	0+	`72 = 4+2 + 12+6 + 24 + 2x12 + (46n)`
72p	120n	Hf192	pred	x ms	0+	`72 = 3+3 + 12+6 + 24 + 2x12 + (48n)`
						.ooOOoo.

180

35.1

0.0007

72 = 2+4 + 12+6 + 16+8 + 2x12+ (36n)

177, 178, 179, sok

154, 177, 178, sok

108n

						.ooOOoo.
73p	82n	Ta155	p em	12 mics	11/2-	`73 = 1+2 + 6+12 + 8 + 12 + 2x16 + (9n)`
73p	83n	Ta156	p em	144 ms	2-	`73 = 4+3 + 10+5 + 7 + 12 + 2x16 + (10n)`
73p	84n	Ta157	He em	10.1 ms	1/2+	`73 = 1+6 + 10+5 + 7 + 12 + 2x16 + (11n)`
73p	85n	Ta158		72 ms	2-	`73 = 2+5 + 10+5 + 7 + 12 + 2x16 + (12n)`
73p	86n	Ta159	He em	1.04 s	1/2+	`73 = 3+4 + 10+5 + 7 + 12 + 2x16 + (13n)`
73p	87n	Ta160	b+	1.55 s	2-#	`73 = 4+3 + 10+5 + 7 + 12 + 2x16 + (14n)`
73p	88n	Ta161		3# s	1/2+#	`73 = 5+2 + 10+5 + 7 + 12 + 2x16 + (15n)`
73p	89n	Ta162	b+	3.57 s	3+#	`73 = 4+3 + 6 + 16 + 12 + 2x16 + (16n)`
73p	90n	Ta163	b+	10.6 s	1/2+#	`73 = 4+3 + 10+5 + 7 + 12 + 2x16 + (17n)`
73p	91n	Ta164	b+	14.2 s	3+	`73 = 2+5 + 6 + 16 + 12 + 2x16 + (18n)`
73p	92n	Ta165	b+	31.0 s	5/2-#	`73 = 3+4 + 6 + 16 + 12 + 2x16 + (19n)`
73p	93n	Ta166	b+	34.4 s	2+	`73 = 2+1 + 18 + 8 + 12 + 2x16 + (20n)`
73p	94n	Ta167	b+	1.33 min	3/2+	`73 = 1+2 + 18 + 8 + 12 + 2x16 + (21n)`
73p	95n	Ta168	b+	2.0 min	3+	`73 = 4+3 + 6 + 16 + 12 + 2x16 + (22n)`
73p	96n	Ta169	b+	4.9 min	5/2+	`73 = 4+3 + 6 + 16 + 12 + 2x16 + (23n)`
73p	97n	Ta170	b+	6.76 min	3+	`73 = 2+5 + 6 + 16 + 12 + 2x16 + (24n)`
73p	98n	Ta171	b+	23.3 min	5/2-	`73 = 3+4 + 6 + 16 + 12 + 2x16 + (25n)`
73p	99n	Ta172	b+	36.8 min	3+	`73 = 4+3 + 6 + 16 + 12 + 2x16 + (26n)`
73p	100n	Ta173	b+	3.14 h	5/2-	`73 = 5+2 + 6 + 16 + 12 + 2x16 + (27n)`
73p	101n	Ta174	b+	1.14 h	3+	`73 = 6+1 + 6 + 16 + 12 + 2x16 + (28n)`
73p	102n	Ta175	b+	10.5 h	7/2+	`73 = 1+6 + 6 + 16 + 12 + 2x16 + (29n)`
73p	103n	Ta176	b+	8.09 h	1-	`73 = 2+5 + 6 + 16 + 12 + 2x16 + (30n)`
73p	104n	Ta177	b+	56.56 h	7/2+	`73 = 3+4 + 6 + 16 + 12 + 2x16 + (31n)`
73p	105n	Ta178	b+	9.31 min	1+	`73 = 4+3 + 6 + 16 + 12 + 2x16 + (32n)`
73p	106n	Ta179	Ke	1.82 y	7/2+	`73 = 5+2 + 6 + 16 + 12 + 2x16 + (33n)`
73p	107n	Ta180	Ke	8.152 h	1+	`73 = 6+1 + 6 + 16 + 12 + 2x16 + (34n)`
73p	107n	Ta180m	0.012%	1.2x10+15 y	9-	`73 = 2+1 + 12+6 + 8 + 12 + 2x16 + (34n)`
73p	108n	Ta181	99.988%	stable	7/2+	`73 = 1+6 + 6 + 16 + 12 + 2x16 + (35n)`
73p	109n	Ta182		114.43 d	3-	`73 = 2+5 + 6 + 16 + 12 + 2x16 + (36n)`
73p	110n	Ta183		5.1 d	7/2+	`73 = 3+4 + 6 + 16 + 12 + 2x16 + (37n)`
73p	111n	Ta184		8.7 h	5-	`73 = 2+1 + 12+6 + 8 + 12 + 2x16 + (38n)`
73p	112n	Ta185		49.4 min	7/2+#	`73 = 5+2 + 6 + 16 + 12 + 2x16 + (39n)`
73p	113n	Ta186		10.5 min	3-	`73 = 6+1 + 6 + 16 + 12 + 2x16 + (40n)`
73p	114n	Ta187		2 min	7/2+#	`73 = 4+3 + 6 + 16 + 12 + 2x16 + (41n)`
73p	115n	Ta188		20 s		`73 = 1+2 + 12+6 + 8 + 12 + 2x16 + (42n)`
						.ooOOoo.

181

99.988

0.00008

73 = 1+6 + 6 + 16 + 12 + 2x16 + (35n)

180, 181

176, 182

74

110n

						.ooOOoo.
74p	84n	W158	He em	0.9 ms	0+	`74 = 2+4 + 6+10 + 8 + 12 + 2x16 + (10n)`
74p	85n	W159	He em	7.3 ms	7/2-#	`74 = 3+3 + 6+10 + 8 + 12 + 2x16 + (11n)`
74p	86n	W160	He em	91 ms	0+	`74 = 4+2 + 6+10 + 8 + 12 + 2x16 + (12n)`
74p	87n	W161	He em	409 ms	7/2-#	`74 = 5+1 + 6+10 + 8 + 12 + 2x16 + (13n)`
74p	88n	W162		1.36 s	0+	`74 = 3+3 + 6+10 + 8 + 12 + 2x16 + (14n)`
74p	89n	W163	b+	2.8 s	3/2-#	`74 = 1+5 + 6+10 + 8 + 12 + 2x16 + (15n)`
74p	90n	W164	b+	6.3 s	0+	`74 = 2+4 + 6+10 + 8 + 12 + 2x16 + (16n)`
74p	91n	W165	b+	5.1 s	3/2-#	`74 = 3+3 + 6+10 + 8 + 12 + 2x16 + (17n)`
74p	92n	W166	b+	19.2 s	0+	`74 = 4+2 + 6+10 + 8 + 12 + 2x16 + (18n)`
74p	93n	W167	b+	19.9 s	3/2-#	`74 = 5+1 + 6+10 + 8 + 12 + 2x16 + (19n)`
74p	94n	W168	b+	53 s	0+	`74 = 3+3 + 10+6 + 8 + 12 + 2x16 + (20n)`
74p	95n	W169	b+	76 s	5/2-	`74 = 1+5 + 10+6 + 8 + 12 + 2x16 + (21n)`
74p	96n	W170	b+	2.42 min	0+	`74 = 2+4 + 10+6 + 8 + 12 + 2x16 + (22n)`
74p	97n	W171	b+	2.38 min	5/2-	`74 = 3+3 + 10+6 + 8 + 12 + 2x16 + (23n)`
74p	98n	W172	b+	6.6 min	0+	`74 = 4+2 + 10+6 + 8 + 12 + 2x16 + (24n)`
74p	99n	W173	b+	7.6 min	5/2-	`74 = 5+1 + 10+6 + 8 + 12 + 2x16 + (25n)`
74p	100n	W174	b+	33.2 min	0+	`74 = 3+3 + 10+6 + 8 + 12 + 2x16 + (26n)`
74p	101n	W175	b+	35.2 min	1/2-	`74 = 1+3 + 6+12 + 8 + 12 + 2x16 + (27n)`
74p	102n	W176	Ke	2.5 h	0+	`74 = 2+2 + 6+12 + 8 + 12 + 2x16 + (28n)`
74p	103n	W177	b+	132 min	1/2-	`74 = 3+1 + 6+12 + 8 + 12 + 2x16 + (29n)`
74p	104n	W178	Ke	21.6 d	0+	`74 = 2+2 + 6+12 + 8 + 12 + 2x16 + (30n)`
74p	105n	W179	b+	37.05 min	7/2-	`74 = 1+3 + 12+6 + 8 + 12 + 2x16 + (31n)`
74p	106n	W180	0.12%	7.4x10+16 y	0+	`74 = 2+2 + 12+6 + 8 + 12 + 2x16 + (32n)`
74p	107n	W181	Ke	121.2 d	9/2+	`74 = 3+3 + 10+6 + 8 + 12 + 2x16 + (33n)`
74p	108n	W182	26.50%	8.3x10+18 y	0+	`74 = 4+2 + 10+6 + 8 + 12 + 2x16 + (34n)`
74p	109n	W183	14.31%	1.1x10+17 y	1/2-	`74 = 3+1 + 12+6 + 8 + 12 + 2x16 + (35n)`
74p	110n	W184	30.64%	4x10+18 y	0+	`74 = 2+2 + 12+6 + 8 + 12 + 2x16 + (36n)`
74p	111n	W185		75.1 d	3/2-	`74 = 3+2 + 12+5 + 8 + 12 + 2x16 + (37n)`
74p	112n	W186	28.43%	6.5x10+18 y	0+	`74 = 1+4 + 12+5 + 8 + 12 + 2x16 + (38n)`
74p	113n	W187		23.72 h	3/2-	`74 = 2+3 + 12+5 + 8 + 12 + 2x16 + (39n)`
74p	114n	W188		69.78 d	0+	`74 = 3+2 + 12+5 + 8 + 12 + 2x16 + (40n)`
74p	115n	W189		10.7 min	3/2-	`74 = 4+1 + 12+5 + 8 + 12 + 2x16 + (41n)`
74p	116n	W190		30.0 min	0+	`74 = 3+2 + 12+5 + 8 + 12 + 2x16 + (42n)`
74p	117n	W191		20# s	3/2-#	`74 = 1+4 + 12+5 + 8 + 12 + 2x16 + (43n)`
						.ooOOoo.

184

30.64

0.0005

74 = 2+2 + 12+6 + 8 + 12 + 2x16 + (36n)

182, 184, 186, sok

179, 183, 185

112n

75p	86n	Re161		0.37 ms	1/2+	`75 = 1+6 + 10+6 + 8 + 12 + 2x16 + (11n)`
75p	88n	Re163		390 ms	1/2+	`75 = 3+4 + 10+6 + 8 + 12 + 2x16 + (13n)`
75p	90n	Re165		1# s	1/2+#	`75 = 5+2 + 10+6 + 8 + 12 + 2x16 + (15n)`
75p	92n	Re167		3.4 s	9/2-	`75 = 3+3 + 5+12 + 8 + 12 + 2x16 + (17n)`
75p	94n	Re169		8.1 s	9/2-	`75 = 2+4 + 5+12 + 8 + 12 + 2x16 + (19n)`
75p	96n	Re171		15.2 s	9/2-	`75 = 4+2 + 5+12 + 8 + 12 + 2x16 + (21n)`
75p	98n	Re173		1.98 min	5/2-	`75 = 1+6 + 10+6 + 8 + 12 + 2x16 + (23n)`
75p	99n	Re174		2.40 min		`75 = 2+5 + 10+6 + 8 + 12 + 2x16 + (24n)`
75p	100n	Re175		5.89 min	5/2-	`75 = 3+4 + 10+6 + 8 + 12 + 2x16 + (25n)`
75p	101n	Re176		5.3 min	3+	`75 = 4+3 + 10+6 + 8 + 12 + 2x16 + (26n)`
75p	102n	Re177		14 min	5/2-	`75 = 5+2 + 10+6 + 8 + 12 + 2x16 + (27n)`
75p	103n	Re178		13.2 min	3+	`75 = 6+1 + 10+6 + 8 + 12 + 2x16 + (28n)`
75p	104n	Re179m		95 mics	5/2-	`75 = 4+3 + 10+6 + 8 + 12 + 2x16 + (29n)`
75p	104n	Re179		19.5 min	5/2+	`75 = 3+2 + 6+12 + 8 + 12 + 2x16 + (29n)`
75p	105n	Re180		2.44 min	1-	`75 = 4+1 + 6+12 + 8 + 12 + 2x16 + (30n)`
75p	106n	Re181		19.9 h	5/2+	`75 = 3+2 + 6+12 + 8 + 12 + 2x16 + (31n)`
75p	107n	Re182		64.0 h	7+	`75 = 2+5 + 10+6 + 8 + 12 + 2x16 + (32n)`
75p	108n	Re183	Ke	70.0 d	5/2+	`75 = 3+4 + 10+6 + 8 + 12 + 2x16 + (33n)`
75p	109n	Re184		38.0 d	3-	`75 = 2+3 + 12+6 + 8 + 12 + 2x16 + (34n)`
75p	110n	Re185	37.40%	stable	5/2+	`75 = 3+3 + 12+5 + 8 + 12 + 2x16 + (35n)`
75p	111n	Re186		3.7186 d	1-	`75 = 4+2 + 12+5 + 8 + 12 + 2x16 + (36n)`
75p	112n	Re187	62.60%	4.35x10+10 y	5/2+	`75 = 5+1 + 12+5 + 8 + 12 + 2x16 + (37n)`
75p	113n	Re188		17.0040 h	1-	`75 = 4+3 + 12+5 + 8 + 12 + 2x16 + (38n)`
75p	114n	Re189		24.3 h	5/2+	`75 = 1+4 + 12+6 + 8 + 12 + 2x16 + (39n)`
75p	115n	Re190		3.1 min	2-	`75 = 2+3 + 12+6 + 8 + 12 + 2x16 + (40n)`
75p	116n	Re191		9.8 min	3/2+,1/2+	`75 = 3+2 + 12+6 + 8 + 12 + 2x16 + (41n)`
75p	117n	Re192		16 s		`75 = 4+1 + 12+6 + 8 + 12 + 2x16 + (42n)`
75p	118n	Re193	pred	30# ms	5/2+#	`75 = 3+2 + 12+6 + 8 + 12 + 2x16 + (43n)`
						.ooOOoo.

187

62.60

0.0002

75 = 5+1 + 12+5 + 8 + 12 + 2x16 + (37n)

185, 187

184, 186, 188, 190

76

116n

						.ooOOoo.
76p	84n	Os160	pred	x ms	0+	`76 = 3+3 + 12+6 + 8 + 12 + 2x16 + (8n)`
76p	85n	Os161	pred	p1 ms	pre 7/2-	`76 = 1+5 + 12+6 + 8 + 12 + 2x16 + (9n)`
76p	86n	Os162	He em	1.87 ms	0+	`76 = 2+4 + 12+6 + 8 + 12 + 2x16 + (10n)`
76p	87n	Os163	He em	5.5 ms	7/2-#	`76 = 3+3 + 12+6 + 8 + 12 + 2x16 + (11n)`
76p	88n	Os164	He em	21 ms	0+	`76 = 4+2 + 12+6 + 8 + 12 + 2x16 + (12n)`
76p	89n	Os165	He em	71 ms	7/2-	`76 = 5+1 + 12+6 + 8 + 12 + 2x16 + (13n)`
76p	90n	Os166	He em	181 ms	0+	`76 = 2+4 + 12+6 + 8 + 12 + 2x16 + (14n)`
76p	91n	Os167	He em	0.81 s	3/2-#	`76 = 3+3 + 12+6 + 8 + 12 + 2x16 + (15n)`
76p	92n	Os168		2.1 s	0+	`76 = 4+2 + 12+6 + 8 + 12 + 2x16 + (16n)`
76p	93n	Os169	b+	3.40 s	3/2-#	`76 = 5+1 + 12+6 + 8 + 12 + 2x16 + (17n)`
76p	94n	Os170	b+	7.3 s	0+	`76 = 3+3 + 6+12 + 8 + 12 + 2x16 + (18n)`
76p	95n	Os171	b+	8.3 s	5/2-	`76 = 1+5 + 6+12 + 8 + 12 + 2x16 + (19n)`
76p	96n	Os172		19.2 s	0+	`76 = 2+4 + 6+12 + 8 + 12 + 2x16 + (20n)`
76p	97n	Os173		22.4 s	5/2-	`76 = 3+3 + 6+12 + 8 + 12 + 2x16 + (21n)`
76p	98n	Os174	b+	44 s	0+	`76 = 4+2 + 6+12 + 8 + 12 + 2x16 + (22n)`
76p	99n	Os175	b+	1.4 min	5/2-	`76 = 5+1 + 6+12 + 8 + 12 + 2x16 + (23n)`
76p	100n	Os176	b+	3.6 min	0+	`76 = 3+3 + 12+6 + 8 + 12 + 2x16 + (24n)`
76p	101n	Os177	b+	3.0 min	1/2-	`76 = 1+5 + 12+6 + 8 + 12 + 2x16 + (25n)`
76p	102n	Os178	b+	5.0 min	0+	`76 = 2+4 + 12+6 + 8 + 12 + 2x16 + (26n)`
76p	103n	Os179	b+	6.5 min	1/2-	`76 = 3+3 + 12+6 + 8 + 12 + 2x16 + (27n)`
76p	104n	Os180	b+	21.5 min	0+	`76 = 4+2 + 12+6 + 8 + 12 + 2x16 + (28n)`
76p	105n	Os181	b+	105 min	1/2-	`76 = 5+1 + 12+6 + 8 + 12 + 2x16 + (29n)`
76p	106n	Os182	Ke	22.10 h	0+	`76 = 3+3 + 12+6 + 8 + 12 + 2x16 + (30n)`
76p	107n	Os183	b+	13.0 h	9/2+	`76 = 1+5 + 12+6 + 8 + 12 + 2x16 + (31n)`
76p	108n	Os184	0.02%	5.6x10+13 y	0+	`76 = 3+3 + 12+6 + 8 + 12 + 2x16 + (32n)`
76p	109n	Os185	Ke	93.6 d	1/2-	`76 = 1+5 + 12+6 + 8 + 12 + 2x16 + (33n)`
76p	110n	Os186	1.59%	2.0x10+15 y	0+	`76 = 2+4 + 12+6 + 8 + 12 + 2x16 + (34n)`
76p	111n	Os187	1.6%	stable	1/2-	`76 = 3+3 + 12+6 + 8 + 12 + 2x16 + (35n)`
76p	112n	Os188	13.29%	stable	0+	`76 = 1+1 + 6 + 24 + 12 + 2x16 + (36n)`
76p	113n	Os189	16.21%	stable	3/2-	`76 = 1+1 + 6 + 24 + 12 + 2x16 + (37n)`
76p	114n	Os190	26.36%	stable	0+	`76 = 1+1 + 6 + 24 + 12 + 2x16 + (38n)`
76p	115n	Os191		15.4 d	9/2-	`76 = 1+5 + 12+6 + 8 + 12 + 2x16 + (39n)`
76p	116n	Os192	40.93%	stable	0+	`76 = 2+4 + 12+6 + 8 + 12 + 2x16 + (40n)`
76p	117n	Os193		30.11 h	3/2-	`76 = 1+3 + 12 + 16 + 12 + 2x16 + (41n)`
76p	118n	Os194		6.0 y	0+	`76 = 2+2 + 12 + 16 + 12 + 2x16 + (42n)`
76p	119n	Os195		9 min	pre 3/2-	`76 = 3+1 + 12 + 16 + 12 + 2x16 + (43n)`
76p	120n	Os196		34.9 min	0+	`76 = 2+2 + 12 + 16 + 12 + 2x16 + (44n)`
						.ooOOoo.

192

41.0

0.003

76 = 2+4 + 12+6 + 8 + 12 + 2x16 + (40n)

189, 190, 192, sok

183, 189, 190, sok

116n

						.ooOOoo.
77p	87n	Ir164	p em	0.11 ms	9+	`77 = 2+1 + 6 + 8+8+8 + 12 + 2x16 + (10n)`
77p	89n	Ir166	He em	10.5 ms	2-	`77 = 2+3 + 12 + 16 + 12 + 2x16 + (12n)`
77p	91n	Ir168	He em	0.161 ms		`77 = 2+1 + 6 + 8+8+8 + 12 + 2x16 + (14n)`
77p	93n	Ir170		1.05 s		`77 = 2+1 + 6 + 8+8+8 + 12 + 2x16 + (16n)`
77p	94n	Ir171		3.6 s	1/2+#	`77 = 1+2 + 6 + 8+8+8 + 12 + 2x16 + (17n)`
77p	95n	Ir172		4.4 s	3+	`77 = 2+1 + 6 + 8+8+8 + 12 + 2x16 + (18n)`
77p	96n	Ir173		9.0 s	3/2+	`77 = 1+2 + 6 + 8+8+8 + 12 + 2x16 + (19n)`
77p	97n	Ir174		7.9 s	3+	`77 = 2+1 + 6 + 8+8+8 + 12 + 2x16 + (20n)`
77p	98n	Ir175		9 s	5/2-	`77 = 1+6 + 12+6 + 8 + 12 + 2x16 + (21n)`
77p	99n	Ir176		8.3 s		`77 = 2+5 + 12+6 + 8 + 12 + 2x16 + (22n)`
77p	100n	Ir177		30 s	5/2-	`77 = 3+4 + 12+6 + 8 + 12 + 2x16 + (23n)`
77p	101n	Ir178		12 s		`77 = 4+3 + 12+6 + 8 + 12 + 2x16 + (24n)`
77p	102n	Ir179		79 s	5/2-	`77 = 5+2 + 12+6 + 8 + 12 + 2x16 + (25n)`
77p	103n	Ir180		1.5 min	4+#	`77 = 6+1 + 12+6 + 8 + 12 + 2x16 + (26n)`
77p	103n	Ir180		1.5 min	5+#	`77 = 4+3 + 6+12 + 8 + 12 + 2x16 + (26n)`
77p	104n	Ir181		4.90 min	5/2-	`77 = 1+6 + 6+12 + 8 + 12 + 2x16 + (27n)`
77p	105n	Ir182		15 min	5+	`77 = 2+5 + 6+12 + 8 + 12 + 2x16 + (28n)`
77p	106n	Ir183		57 min	5/2-	`77 = 3+4 + 6+12 + 8 + 12 + 2x16 + (29n)`
77p	107n	Ir184		3.09 h	5-	`77 = 4+3 + 12+6 + 8 + 12 + 2x16 + (30n)`
77p	108n	Ir185		14.4 h	5/2-	`77 = 5+2 + 6+12 + 8 + 12 + 2x16 + (31n)`
77p	109n	Ir186		16.64 h	5+	`77 = 6+1 + 6+12 + 8 + 12 + 2x16 + (32n)`
77p	110n	Ir187		10.5 h	3/2+	`77 = 1+6 + 12+6 + 8 + 12 + 2x16 + (33n)`
77p	111n	Ir188		41.5 h	1-	`77 = 2+5 + 12+6 + 8 + 12 + 2x16 + (34n)`
77p	112n	Ir189	Ke	13.2 d	3/2+	`77 = 3+4 + 12+6 + 8 + 12 + 2x16 + (35n)`
77p	113n	Ir190		11.78 d	4-	`77 = 4+3 + 12+6 + 8 + 12 + 2x16 + (36n)`
77p	114n	Ir191	37.3%	stable	3/2+	`77 = 5+2 + 12+6 + 8 + 12 + 2x16 + (37n)`
77p	115n	Ir192		73.827 d	4+	`77 = 4+3 + 12+6 + 8 + 12 + 2x16 + (38n)`
77p	116n	Ir193	62.7%	stable	3/2+	`77 = 1+6 + 12+6 + 8 + 12 + 2x16 + (39n)`
77p	117n	Ir194		19.28 h	1-	`77 = 2+5 + 12+6 + 8 + 12 + 2x16 + (40n)`
77p	118n	Ir195		2.5 h	3/2+	`77 = 3+4 + 12+6 + 8 + 12 + 2x16 + (41n)`
77p	119n	Ir196	izo	52 s	0-	`77 = 4+3 + 12+6 + 8 + 12 + 2x16 + (42n)`
77p	120n	Ir197	izo	5.8 min	3/2+	`77 = 5+2 + 12+6 + 8 + 12 + 2x16 + (43n)`
77p	121n	Ir198		8 s		`77 = 6+1 + 12+6 + 8 + 12 + 2x16 + (44n)`
77p	122n	Ir199		6 s	3/2+#	`77 = 4+3 + 12+6 + 8 + 12 + 2x16 + (45n)`
						.ooOOoo.

193

62.7

0.002

77 = 1+6 + 12+6 + 8 + 12 + 2x16 + (39n)

191, 193

186, 190, 191, sok

78

117n

						.ooOOoo.
78p	88n	Pt166	He em	300 mics	0+	`78 = 2+2 + 6 + 8+16 + 12 + 2x16 + (10n)`
78p	89n	Pt167	He em	0.9 ms	7/2-#	`78 = 3+1 + 6 + 8+16 + 12 + 2x16 + (11n)`
78p	90n	Pt168	He em	2.0 ms	0+	`78 = 2+2 + 6 + 8+16 + 12 + 2x16 + (12n)`
78p	91n	Pt169	He em	7.0 ms	3/2-#	`78 = 1+3 + 6 + 24 + 12 + 2x16 + (13n)`
78p	92n	Pt170	He em	13.8 ms	0+	`78 = 2+2 + 6 + 24 + 12 + 2x16 + (14n)`
78p	93n	Pt171	He em	51 ms	3/2-#	`78 = 3+1 + 6 + 24 + 12 + 2x16 + (15n)`
78p	94n	Pt172	He em	0.096 s	0+	`78 = 2+2 + 6 + 24 + 12 + 2x16 + (16n)`
78p	95n	Pt173	He em	382 ms	5/2-#	`78 = 1+5 + 12 + 16 + 12 + 2x16 + (17n)`
78p	96n	Pt174	He em	0.889 s	0+	`78 = 2+4 + 12 + 16 + 12 + 2x16 + (18n)`
78p	97n	Pt175	He em	2.53 s	7/2-	`78 = 1+3 + 6 + 8+16 + 12 + 2x16 + (19n)`
78p	98n	Pt176	b+	6.33 s	0+	`78 = 4+2 + 12 + 16 + 12 + 2x16 + (20n)`
78p	99n	Pt177	b+	10.6 s	5/2-	`78 = 5+1 + 12 + 16 + 12 + 2x16 + (21n)`
78p	100n	Pt178	b+	21.1 s	0+	`78 = 3+3 + 12 + 16 + 12 + 2x16 + (22n)`
78p	101n	Pt179	b+	21.2 s	1/2-	`78 = 3+5 + 12+6 + 8 + 12 + 2x16 + (23n)`
78p	102n	Pt180	b+	56 s	0+	`78 = 4+4 + 12+6 + 8 + 12 + 2x16 + (24n)`
78p	103n	Pt181	b+	52.0 s	1/2-	`78 = 5+3 + 12+6 + 8 + 12 + 2x16 + (25n)`
78p	104n	Pt182	b+	3.0 min	0+	`78 = 6+2 + 12+6 + 8 + 12 + 2x16 + (26n)`
78p	105n	Pt183	b+	6.5 min	1/2-	`78 = 7+1 + 12+6 + 8 + 12 + 2x16 + (27n)`
78p	106n	Pt184	b+	17.3 min	0+	`78 = 2+2 + 6 + 8+16 + 12 + 2x16 + (28n)`
78p	107n	Pt185	b+	70.9 min	9/2+	`78 = 3+1 + 6 + 8+16 + 12 + 2x16 + (29n)`
78p	108n	Pt186	b+	2.08 h	0+	`78 = 2+2 + 6 + 8+16 + 12 + 2x16 + (30n)`
78p	109n	Pt187	b+	2.35 h	3/2-	`78 = 1+3 + 6 + 24 + 12 + 2x16 + (31n)`
78p	110n	Pt188	Ke	10.2 d	0+	`78 = 2+2 + 6 + 24 + 12 + 2x16 + (32n)`
78p	111n	Pt189	b+	10.87 h	3/2-	`78 = 3+1 + 6 + 24 + 12 + 2x16 + (33n)`
78p	112n	Pt190	0.014%	6.5x10+11 y	0+	`78 = 2+2 + 6 + 24 + 12 + 2x16 + (34n)`
78p	113n	Pt191	Ke	2.862 d	3/2-	`78 = 1+3 + 6 + 24 + 12 + 2x16 + (35n)`
78p	114n	Pt192	0.7827%	stable	0+	`78 = 2+2 + 6 + 16+8 + 12 + 2x16 + (36n)`
78p	115n	Pt193	Ke	50 y	1/2-	`78 = 1+3 + 6 + 16+8 + 12 + 2x16 + (37n)`
78p	116n	Pt194	32.967%	stable	0+	`78 = 2+2 + 6 + 16+8 + 12 + 2x16 + (38n)`
78p	117n	Pt195	33.832%	stable	1/2-	`78 = 3+1 + 6 + 16+8 + 12 + 2x16 + (39n)`
78p	118n	Pt196	25.242%	stable	0+	`78 = 2+2 + 6 + 16+8 + 12 + 2x16 + (40n)`
78p	119n	Pt197		19.8915 h	1/2-	`78 = 1+3 + 6 + 16+8 + 12 + 2x16 + (41n)`
78p	120n	Pt198	7.163%	stable	0+	`78 = 2+4 + 12 + 16 + 12 + 2x16 + (42n)`
78p	121n	Pt199		30.80 min	5/2-	`78 = 3+3 + 12 + 16 + 12 + 2x16 + (43n)`
78p	122n	Pt200		12.5 h	0+	`78 = 4+2 + 12 + 16 + 12 + 2x16 + (44n)`
78p	123n	Pt201		2.5 min	5/2-	`78 = 5+1 + 12 + 16 + 12 + 2x16 + (45n)`
78p	124n	Pt202		44 h	0+	`78 = 3+3 + 12 + 16 + 12 + 2x16 + (46n)`
						.ooOOoo.

195

32.9

0.005

78 = 3+1 + 6 + 24 + 12 + 2x16 + (39n)

194, 195, 196, sok

183, 185, 193, sok

118n

						.ooOOoo.
79p	91n	Au170		286 mics	2-	`79 = 2+3 + 6 + 8+16 + 12 + 2x16 + (12n)`
79p	92n	Au171	p em	17 mics	1/2+	`79 = 1+4 + 6 + 8+16 + 12 + 2x16 + (13n)`
79p	93n	Au172	He em	4.7 ms		`79 = 2+3 + 6 + 8+16 + 12 + 2x16 + (14n)`
79p	94n	Au173	He em	25 ms	1/2+	`79 = 3+2 + 6 + 8+16 + 12 + 2x16 + (15n)`
79p	95n	Au174		120 ms		`79 = 4+1 + 6 + 8+16 + 12 + 2x16 + (16n)`
79p	96n	Au175	He em	100# ms	1/2+#	`79 = 3+2 + 6 + 8+16 + 12 + 2x16 + (17n)`
79p	97n	Au176		1.08 s	5-	`79 = 2+3 + 6 + 8+16 + 12 + 2x16 + (18n)`
79p	98n	Au177	b+	1.462 s	3/2+	`79 = 1+4 + 6 + 8+16 + 12 + 2x16 + (19n)`
79p	99n	Au178		2.6 s		`79 = 2+3 + 6 + 8+16 + 12 + 2x16 + (20n)`
79p	100n	Au179	b+	7.1 s	5/2-#	`79 = 1+4 + 6 + 8+16 + 12 + 2x16 + (21n)`
79p	101n	Au180	b+	8.1 s		`79 = 2+3 + 6 + 8+16 + 12 + 2x16 + (22n)`
79p	102n	Au181	b+	13.7 s	3/2-	`79 = 1+4 + 6 + 16+8 + 12 + 2x16 + (23n)`
79p	103n	Au182	b+	15.6 s	2+	`79 = 2+3 + 6 + 16+8 + 12 + 2x16 + (24n)`
79p	104n	Au183	b+	42.8 s	5/2-	`79 = 1+4 + 6 + 16+8 + 12 + 2x16 + (25n)`
79p	105n	Au184	b+	21 s	5+	`79 = 2+3 + 6 + 16+8 + 12 + 2x16 + (26n)`
79p	106n	Au185	b+	4.25 min	5/2-	`79 = 3+2 + 6 + 16+8 + 12 + 2x16 + (27n)`
79p	107n	Au186	b+	10.7 min	3-	`79 = 2+3 + 6 + 8+16 + 12 + 2x16 + (28n)`
79p	108n	Au187	b+	8.4 min	1/2+	`79 = 3+2 + 6 + 8+16 + 12 + 2x16 + (29n)`
79p	109n	Au188	b+	8.84 min	1-	`79 = 3+2 + 6+ 16+8 + 12 + 2x16 + (30n)`
79p	110n	Au189	b+	28.7 min	1/2+	`79 = 3+2 + 6 + 8+16 + 12 + 2x16 + (31n)`
79p	111n	Au190	b+	42.8 min	1-	`79 = 2+3 + 6+ 16+8 + 12 + 2x16 + (32n)`
79p	112n	Au191	b+	3.18 h	3/2+	`79 = 3+3 + 5 + 16+8 + 12 + 2x16 + (33n)`
79p	113n	Au192	b+	4.94 h	1-	`79 = 4+1 + 6+ 16+8 + 12 + 2x16 + (34n)`
79p	114n	Au193	b+	17.65 h	3/2+	`79 = 2+4 + 5 + 16+8 + 12 + 2x16 + (35n)`
79p	115n	Au194	b+	38.02 h	1-	`79 = 1+4 + 6+ 16+8 + 12 + 2x16 + (36n)`
79p	116n	Au195	Ke	186.098 d	3/2+	`79 = 4+2 + 5 + 16+8 + 12 + 2x16 + (37n)`
79p	117n	Au196	b+	6.183 d	2-	`79 = 2+3 + 6 + 24 + 12 + 2x16 + (38n)`
79p	118n	Au197	100%	stable	3/2+	`79 = 3+2 + 6 + 24 + 12 + 2x16 + (39n)`
79p	119n	Au198		2.69517 d	2-	`79 = 4+1 + 6 + 24 + 12 + 2x16 + (40n)`
79p	120n	Au199		3.139 d	3/2+	`79 = 2+3 + 6 + 24 + 12 + 2x16 + (41n)`
79p	121n	Au200		48.4 min	1-	`79 = 2+3 + 6 + 24 + 12 + 2x16 + (42n)`
79p	122n	Au201		26 min	3/2+	`79 = 1+4 + 6 + 24 + 12 + 2x16 + (43n)`
79p	123n	Au202		28.8 s	1-	`79 = 2+3 + 6 + 24 + 12 + 2x16 + (44n)`
79p	124n	Au203		53 s	3/2+	`79 = 2+3 + 6 + 24 + 12 + 2x16 + (45n)`
79p	125n	Au204		39.8 s	2-	`79 = 1 + 5+5 + 24 + 12 + 2x16 + (46n)`
79p	126n	Au205		31 s	3/2+	`79 = 2+3 + 6 + 24 + 12 + 2x16 + (47n)`
						.ooOOoo.

197

100

0.0006

79 = 3+2 + 6 + 24 + 12 + 2x16 + (39n)

197

184, 185, 187, sok

80

122n

						.ooOOoo.
80p	91n	Hg171		80 mics	3/2-#	`80 = 1+7 + 10+5 + 7+7 + 12 + 2x16 + (11n)`
80p	92n	Hg172		0.25 ms	0+	`80 = 2+6 + 10+5 + 7+7 + 12 + 2x16 + (12n)`
80p	93n	Hg173		1.1 ms	3/2-#	`80 = 3+5 + 10+5 + 7+7 + 12 + 2x16 + (13n)`
80p	94n	Hg174	He em	2.1 ms	0+	`80 = 2+6 + 12 + 16 + 12 + 2x16 + (14n)`
80p	95n	Hg175	He em	10.8 ms	5/2-#	`80 = 3+5 + 12 + 16 + 12 + 2x16 + (15n)`
80p	96n	Hg176	He em	34 ms	0+	`80 = 4+4 + 12 + 16 + 12 + 2x16 + (16n)`
80p	97n	Hg177	He em	127.3 ms	5/2-#	`80 = 5+3 + 12 + 16 + 12 + 2x16 + (17n)`
80p	98n	Hg178	He em	0.287 s	0+	`80 = 6+2 + 12 + 16 + 12 + 2x16 + (18n)`
80p	99n	Hg179		1.08 s	5/2-#	`80 = 7+1 + 12 + 16 + 12 + 2x16 + (19n)`
80p	100n	Hg180		2.6 s	0+	`80 = 3+3 + 6 + 8+16 + 12 + 2x16 + (20n)`
80p	101n	Hg181		3.6 s	1/2-	`80 = 1+5 + 6 + 8+16 + 12 + 2x16 + (21n)`
80p	102n	Hg182		10.83 s	0+	`80 = 2+4 + 6 + 8+16 + 12 + 2x16 + (22n)`
80p	103n	Hg183		9.4 s	1/2-	`80 = 3+3 + 6 + 8+16 + 12 + 2x16 + (23n)`
80p	104n	Hg184		30.9 s	0+	`80 = 4+2 + 6 + 8+16 + 12 + 2x16 + (24n)`
80p	105n	Hg185		49.1 s	1/2-	`80 = 5+1 + 6 + 8+16 + 12 + 2x16 + (25n)`
80p	106n	Hg186		1.38 min	0+	`80 = 3+3 + 6 + 8+16 + 12 + 2x16 + (26n)`
80p	107n	Hg187		1.9 min	3/2-	`80 = 4+3 + 10+5 + 7+7 + 12 + 2x16 + (27n)`
80p	108n	Hg188		3.25 min	0+	`80 = 1+6 + 10+5 + 7+7 + 12 + 2x16 + (28n)`
80p	109n	Hg189		7.6 min	3/2-	`80 = 2+5 + 10+5 + 7+7 + 12 + 2x16 + (29n)`
80p	110n	Hg190	Ke	20.0 min	0+	`80 = 3+4 + 10+5 + 7+7 + 12 + 2x16 + (30n)`
80p	111n	Hg191		49 min	3/2-	`80 = 4+3 + 10+5 + 7+7 + 12 + 2x16 + (31n)`
80p	112n	Hg192	Ke	4.85 h	0+	`80 = 5+2 + 10+5 + 7+7 + 12 + 2x16 + (32n)`
80p	113n	Hg193		3.80 h	3/2-	`80 = 6+1 + 10+5 + 7+7 + 12 + 2x16 + (33n)`
80p	114n	Hg194	Ke	444 y	0+	`80 = 3+3 + 6 + 16+8 + 12 + 2x16 + (34n)`
80p	115n	Hg195		10.53 h	1/2-	`80 = 1+5 + 6 + 16+8 + 12 + 2x16 + (35n)`
80p	116n	Hg196	0.15%	stable	0+	`80 = 2+4 + 6 + 16+8 + 12 + 2x16 + (36n)`
80p	117n	Hg197	Ke	64.14 h	1/2-	`80 = 3+3 + 6 + 16+8 + 12 + 2x16 + (37n)`
80p	118n	Hg198	9.97%	stable	0+	`80 = 4+2 + 6 + 16+8 + 12 + 2x16 + (38n)`
80p	119n	Hg199	16.87%	stable	1/2-	`80 = 5+1 + 6 + 16+8 + 12 + 2x16 + (39n)`
80p	120n	Hg200	23.10%	stable	0+	`80 = 3+3 + 6 + 16+8 + 12 + 2x16 + (40n)`
80p	121n	Hg201	13.18%	stable	3/2-	`80 = 5+2 + 10+5 + 7+7 + 12 + 2x16 + (41n)`
80p	122n	Hg202	29.86%	stable	0+	`80 = 2+6 + 12 + 16 + 12 + 2x16 + (42n)`
80p	123n	Hg203		46.594 d	5/2-	`80 = 3+5 + 12 + 16 + 12 + 2x16 + (43n)`
80p	124n	Hg204	6.87%	stable	0+	`80 = 3+5 + 12 + 16 + 12 + 2x16 + (44n)`
80p	125n	Hg205		5.14 min	1/2-	`80 = 2+4 + 6 + 16+8 + 12 + 2x16 + (45n)`
80p	126n	Hg206		8.15 min	0+	`80 = 2+2 + 12 + 8 + 24 + 2x16 + (46n)`
80p	127n	Hg207		2.9 min	9/2+	`80 = 3+1 + 12 + 8 + 24 + 2x16 + (47n)`
80p	128n	Hg208		41 min	0+	`80 = 2+2 + 12 + 8 + 24 + 2x16 + (48n)`
						.ooOOoo.

202

29.86

0.001

80 = 3+3 + 6 + 24 + 12 + 2x16 + (42n)

199, 200, 202, sok

185, 193, 195, sok

124n

						.ooOOoo.
81p	96n	Tl177	He em	18 ms	1/2+	`81 = 3+4 + 6 + 16+8 + 12 + 2x16 + (15n)`
81p	97n	Tl178		60 ms		`81 = 4+3 + 6 + 16+8 + 12 + 2x16 + (16n)`
81p	98n	Tl179	He em	270 ms	1/2+	`81 = 5+2 + 6 + 16+8 + 12 + 2x16 + (17n)`
81p	99n	Tl180		1.5 s		`81 = 4+3 + 6 + 16+8 + 12 + 2x16 + (18n)`
81p	100n	Tl181		3.2 s	1/2+#	`81 = 1+4 + 6 + 16+8 + 12 + 2x16 + (19n)`
81p	101n	Tl182	b+	3.1 s	2-#	`81 = 2+5 + 6 + 16+8 + 12 + 2x16 + (20n)`
81p	102n	Tl183		6.9 s	1/2+#	`81 = 3+4 + 6 + 16+8 + 12 + 2x16 + (21n)`
81p	103n	Tl184	b+	11 s	2-#	`81 = 2+5 + 6 + 8+16 + 12 + 2x16 + (22n)`
81p	104n	Tl185		19.5 s	1/2+#	`81 = 3+4 + 6 + 8+16 + 12 + 2x16 + (23n)`
81p	105n	Tl186	b+	27.5 s	2-	`81 = 4+3 + 6 + 8+16 + 12 + 2x16 + (24n)`
81p	106n	Tl187	b+	51 s	1/2+	`81 = 5+2 + 6 + 8+16 + 12 + 2x16 + (25n)`
81p	107n	Tl188	b+	71 s	2-	`81 = 4+3 + 6 + 8+16 + 12 + 2x16 + (26n)`
81p	108n	Tl189	b+	2.3 min	1/2+	`81 = 1+6 + 6 + 8+16 + 12 + 2x16 + (27n)`
81p	109n	Tl190	b+	2.6 min	2-	`81 = 2+5 + 6 + 8+16 + 12 + 2x16 + (28n)`
81p	110n	Tl191		20# min	1/2+	`81 = 3+4 + 6 + 8+16 + 12 + 2x16 + (29n)`
81p	111n	Tl192	b+	9.6 min	2-	`81 = 2+5 + 6 + 16+8 + 12 + 2x16 + (30n)`
81p	112n	Tl193	b+	21.6 min	1/2+#	`81 = 3+4 + 6 + 16+8 + 12 + 2x16 + (31n)`
81p	113n	Tl194	b+	33.0 min	2-	`81 = 4+3 + 6 + 16+8 + 12 + 2x16 + (32n)`
81p	114n	Tl195	b+	1.16 h	1/2+	`81 = 5+2 + 6 + 16+8 + 12 + 2x16 + (33n)`
81p	115n	Tl196	b+	1.84 h	2-	`81 = 4+3 + 6 + 16+8 + 12 + 2x16 + (34n)`
81p	116n	Tl197	b+	2.84 h	1/2+	`81 = 1+6 + 6 + 16+8 + 12 + 2x16 + (35n)`
81p	117n	Tl198	b+	5.3 h	2-	`81 = 2+5 + 6 + 16+8 + 12 + 2x16 + (36n)`
81p	118n	Tl199	b+	7.42 h	1/2+	`81 = 3+4 + 6 + 16+8 + 12 + 2x16 + (37n)`
81p	119n	Tl200	b+	26.1 h	2-	`81 = 2+5 + 6 + 16+8 + 12 + 2x16 + (38n)`
81p	120n	Tl201	Ke	72.912 h	1/2+	`81 = 3+4 + 6 + 16+8 + 12 + 2x16 + (39n)`
81p	121n	Tl202	b+	12.23 d	2-	`81 = 4+3 + 6 + 16+8 + 12 + 2x16 + (40n)`
81p	122n	Tl203	29.524%	stable	1/2+	`81 = 5+2 + 6 + 16+8 + 12 + 2x16 + (41n)`
81p	123n	Tl204		3.78y	2-	`81 = 6+1 + 6 + 16+8 + 12 + 2x16 + (42n)`
81p	124n	Tl205	70.476%	stable	1/2+	`81 = 1+6 + 6 + 16+8 + 12 + 2x16 + (43n)`
81p	126n	Tl207		4.77 min	1/2+	`81 = 3+4 + 6 + 16+8 + 12 + 2x16 + (45n)`
81p	127n	Tl208		3.053 min	5+	`81 = 2+1 + 10 + 24 + 12 + 2x16 + (46n)`
81p	128n	Tl209		2.161 min	1/2+	`81 = 5+2 + 6 + 16+8 + 12 + 2x16 + (47n)`
81p	129n	Tl210		1.30 min	5+#	`81 = 2+1 + 10 + 24 + 12 + 2x16 + (48n)`
81p	130n	Tl211	pred	1# min	1/2+#	`81 = 4+3 + 6 + 16+8 + 12 + 2x16 + (49n)`
						.ooOOoo.

205

70.476

0.0005

81 = 1+6 + 6 + 16+8 + 12 + 2x16 + (43n)

203, 205

179, 183, 185, sok

126n

						.ooOOoo.
82p	97n	Pb179		3 ms#	5/2-#	`82 = 3+3 + 12 + 8 + 2x12 + 2x16 + (15n)`
82p	98n	Pb180		4 ms	0+	`82 = 4+2 + 12 + 8 + 2x12 + 2x16 + (16n)`
82p	99n	Pb181		45 ms	5/2-#	`82 = 5+1 + 12 + 8 + 2x12 + 2x16 + (17n)`
82p	100n	Pb182		55 ms	0+	`82 = 1+6 + 5+10 + 16 + 12 + 2x16 + (18n)`
82p	101n	Pb183		535 ms	3/2-	`82 = 2+5 + 5+10 + 16 + 12 + 2x16 + (19n)`
82p	102n	Pb184		0.55 s	0+	`82 = 3+4 + 5+10 + 16 + 12 + 2x16 + (20n)`
82p	103n	Pb185		4.24 s	13/2+	`82 = 1+5 + 12 + 8 + 2x12 + 2x16 + (21n)`
82p	104n	Pb186		4.82 s	0+	`82 = 2+4 + 12 + 8 + 2x12 + 2x16 + (22n)`
82p	105n	Pb187m		18.3 s	13/2+	`82 = 3+3 + 12 + 8 + 2x12 + 2x16 + (23n)`
82p	105n	Pb187		15.2 s	3/2-	`82 = 1+6 + 10+5 + 16 + 12 + 2x16 + (23n)`
82p	106n	Pb188		24.2 s	0+	`82 = 2+5 + 10+5 + 16 + 12 + 2x16 + (24n)`
82p	107n	Pb189		51 s	3/2-	`82 = 3+4 + 10+5 + 16 + 12 + 2x16 + (25n)`
82p	108n	Pb190		1.2 min	0+	`82 = 4+3 + 10+5 + 16 + 12 + 2x16 + (26n)`
82p	109n	Pb191		1.33 min	3/2-	`82 = 5+2 + 10+5 + 16 + 12 + 2x16 + (27n)`
82p	110n	Pb192		3.5 min	0+	`82 = 6+1 + 10+5 + 16 + 12 + 2x16 + (28n)`
82p	111n	Pb193		5 min	3/2-	`82 = 4+3 + 10+5 + 16 + 12 + 2x16 + (29n)`
82p	112n	Pb194		12.0 min	0+	`82 = 3+4 + 10+5 + 16 + 12 + 2x16 + (30n)`
82p	113n	Pb195		15 min	3/2-	`82 = 4+3 + 10+5 + 16 + 12 + 2x16 + (31n)`
82p	114n	Pb196		37 min	0+	`82 = 5+2 + 10+5 + 16 + 12 + 2x16 + (32n)`
82p	115n	Pb197		8.1 min	3/2-	`82 = 6+1 + 10+5 + 16 + 12 + 2x16 + (33n)`
82p	116n	Pb198		2.4 h	0+	`82 = 4+3 + 10+5 + 16 + 12 + 2x16 + (34n)`
82p	117n	Pb199		90 min	3/2-	`82 = 1+6 + 10+5 + 16 + 12 + 2x16 + (35n)`
82p	118n	Pb200	Ke	21.5 h	0+	`82 = 3+3 + 12 + 8 + 2x12 + 2x16 + (36n)`
82p	119n	Pb201		9.33 h	5/2-	`82 = 1+5 + 12 + 8 + 2x12 + 2x16 + (37n)`
82p	120n	Pb202	Ke	5.25x10+4 y	0+	`82 = 2+4 + 12 + 8 + 2x12 + 2x16 + (38n)`
82p	121n	Pb203	Ke	51.92 h	5/2-	`82 = 3+3 + 12 + 8 + 2x12 + 2x16 + (39n)`
82p	122n	Pb204	1.4%	1.4x10+17 y	0+	`82 = 4+2 + 12 + 8 + 2x12 + 2x16 + (40n)`
82p	123n	Pb205	Ke	1.73x10+7 y	5/2-	`82 = 5+1 + 12 + 8 + 2x12 + 2x16 + (41n)`
82p	124n	Pb206	24.1%	stable	0+	`82 = 4+4 + 6 + 16+8 + 12 + 2x16 + (42n)`
82p	125n	Pb207	22.1%	stable	1/2-	`82 = 1+7 + 6 + 16+8 + 12 + 2x16 + (43n)`
82p	126n	Pb208	52.4%	stable	0+	`82 = 2+6 + 6 + 16+8 + 12 + 2x16 + (44n)`
82p	127n	Pb209	e em	3.253 h	9/2+	`82 = 1+5 + 12 + 8 + 2x12 + 2x16 + (45n)`
82p	128n	Pb210	e em	22.3 y	0+	`82 = 2+4 + 12 + 8 + 2x12 + 2x16 + (46n)`
82p	129n	Pb211	e em	36.1 min	9/2+	`82 = 3+3 + 12 + 8 + 2x12 + 2x16 + (47n)`
82p	130n	Pb212	e em	10.64 h	0+	`82 = 4+2 + 12 + 8 + 2x12 + 2x16 + (48n)`
82p	131n	Pb213	e em	10.2 min	9/2+	`82 = 5+1 + 12 + 8 + 2x12 + 2x16 + (49n)`
82p	132n	Pb214	e em	26.8 min	0+	`82 = 3+3 + 12 + 8 + 2x12 + 2x16 + (50n)`
						.ooOOoo.

208

52.4

0.01

82 = 2+6 + 6 + 16+8 + 12 + 2x16 + (44n)

204, 206, 207, 208

197, 199, 201, sok

126n

						.ooOOoo.
83p	101n	Bi184	pred	6.6 ms	3+#	`83 = 2+3 + 12+6 + 16 + 12 + 2x16 + (18n)`
83p	102n	Bi185		50 ms	9/2-#	`83 = 3+2 + 12+6 + 16 + 12 + 2x16 + (19n)`
83p	103n	Bi186	He em	15.0 ms	3+	`83 = 4+1 + 12+6 + 16 + 12 + 2x16 + (20n)`
83p	104n	Bi187	He em	32 ms	9/2-#	`83 = 3+2 + 12+6 + 16 + 12 + 2x16 + (21n)`
83p	105n	Bi188		44 ms	3+#	`83 = 2+3 + 6+12 + 16 + 12 + 2x16 + (22n)`
83p	106n	Bi189		674 ms	9/2-	`83 = 1+4 + 6+12 + 16 + 12 + 2x16 + (23n)`
83p	107n	Bi190		6.2 s	3+	`83 = 2+3 + 6+12 + 16 + 12 + 2x16 + (24n)`
83p	108n	Bi191		12.3 s	9/2-	`83 = 3+2 + 6+12 + 16 + 12 + 2x16 + (25n)`
83p	109n	Bi192		34.6 s	3+	`83 = 4+1 + 6+12 + 16 + 12 + 2x16 + (26n)`
83p	110n	Bi193		67 s	9/2-	`83 = 3+2 + 12+6 + 16 + 12 + 2x16 + (27n)`
83p	111n	Bi194		95 s	3+	`83 = 4+1 + 12+6 + 16 + 12 + 2x16 + (28n)`
83p	112n	Bi195		183 s	9/2-	`83 = 3+2 + 12+6 + 16 + 12 + 2x16 + (29n)`
83p	113n	Bi196		308 s	3+	`83 = 2+3 + 12+6 + 16 + 12 + 2x16 + (30n)`
83p	114n	Bi197		9.33 min	9/2-	`83 = 1+4 + 12+6 + 16 + 12 + 2x16 + (31n)`
83p	115n	Bi198		10.3 min	3+	`83 = 2+3 + 12+6 + 16 + 12 + 2x16 + (32n)`
83p	116n	Bi199		27 min	9/2-	`83 = 3+2 + 12+6 + 16 + 12 + 2x16 + (33n)`
83p	117n	Bi200		36.4 min	7+	`83 = 4+1 + 12+6 + 16 + 12 + 2x16 + (34n)`
83p	118n	Bi201		108 min	9/2-	`83 = 3+2 + 12+6 + 16 + 12 + 2x16 + (35n)`
83p	119n	Bi202		1.72 h	5+#	`83 = 2+3 + 6+12 + 16 + 12 + 2x16 + (36n)`
83p	120n	Bi203		11.76 h	9/2-	`83 = 3+2 + 6+12 + 16 + 12 + 2x16 + (37n)`
83p	121n	Bi204		11.22 h	6+	`83 = 4+1 + 6+12 + 16 + 12 + 2x16 + (38n)`
83p	122n	Bi205		15.31 d	9/2-	`83 = 3+2 + 6+12 + 16 + 12 + 2x16 + (39n)`
83p	123n	Bi206		6.243 d	6+	`83 = 2+3 + 12+6 + 16 + 12 + 2x16 + (40n)`
83p	124n	Bi207		32.9 y	9/2-	`83 = 1+4 + 12+6 + 16 + 12 + 2x16 + (41n)`
83p	125n	Bi208		3.68x10+5 y	5+	`83 = 2+3 + 12+6 + 16 + 12 + 2x16 + (42n)`
83p	126n	Bi209	100%	1.9x10+19 y	9/2-	`83 = 3+2 + 12+6 + 16 + 12 + 2x16 + (43n)`
83p	127n	Bi210		5.013 d	1-	`83 = 4+1 + 12+6 + 16 + 12 + 2x16 + (44n)`
83p	128n	Bi211	He em	2.14 min	9/2-	`83 = 3+2 + 12+6 + 16 + 12 + 2x16 + (45n)`
83p	129n	Bi212		60.55 min	1-	`83 = 2+3 + 12+6 + 16 + 12 + 2x16 + (46n)`
83p	130n	Bi213		45.59 min	9/2-	`83 = 1+4 + 12+6 + 16 + 12 + 2x16 + (47n)`
83p	131n	Bi214		19.9 min	1-	`83 = 2+3 + 12+6 + 16 + 12 + 2x16 + (48n)`
83p	132n	Bi215		7.6 min	9/2-	`83 = 3+2 + 12+6 + 16 + 12 + 2x16 + (49n)`
83p	133n	Bi216		2.17 min	1-#	`83 = 4+1 + 12+6 + 16 + 12 + 2x16 + (50n)`
83p	134n	Bi217		97 s	9/2-#	`83 = 2+3 + 12+6 + 16 + 12 + 2x16 + (51n)`
						.ooOOoo.

209

100

0.0007

83 = 3+2 + 12+6 + 16 + 12 + 2x16 + (43n)

209

196, 197, 198, sok

125n

						.ooOOoo.
84p	104n	Po188		0.40 ms	0+	`84 = 4+2 + 6 + 16 + 2x12 + 2x16 + (20n)`
84p	105n	Po189	He em	3.5 ms	7/2-	`84 = 5+1 + 6 + 16 + 2x12 + 2x16 + (21n)`
84p	106n	Po190	He em	2.53 ms	0+	`84 = 3+3 + 6 + 16 + 2x12 + 2x16 + (22n)`
84p	107n	Po191	He em	22 ms	3/2-	`84 = 1+5 + 6 + 16 + 2x12 + 2x16 + (23n)`
84p	108n	Po192	He em	33.2 ms	0+	`84 = 2+4 + 6 + 16 + 2x12 + 2x16 + (24n)`
84p	109n	Po193	He em	370 ms	3/2-	`84 = 3+3 + 6 + 16 + 2x12 + 2x16 + (25n)`
84p	110n	Po194	He em	0.392 s	0+	`84 = 4+2 + 6 + 16 + 2x12 + 2x16 + (26n)`
84p	111n	Po195	He em	4.64 s	3/2-	`84 = 5+1 + 6 + 16 + 2x12 + 2x16 + (27n)`
84p	112n	Po196	He em	5.8 s	0+	`84 = 3+3 + 6 + 16 + 2x12 + 2x16 + (28n)`
84p	113n	Po197		84 s	3/2-	`84 = 5+1 + 6 + 16 + 2x12 + 2x16 + (29n)`
84p	114n	Po198		1.77 min	0+	`84 = 3+3 + 6 + 16 + 2x12 + 2x16 + (30n)`
84p	115n	Po199		5.47 min	3/2-	`84 = 1+5 + 6 + 16 + 2x12 + 2x16 + (31n)`
84p	116n	Po200		10.9 min	0+	`84 = 2+4 + 6 + 16 + 2x12 + 2x16 + (32n)`
84p	117n	Po201		15.6 min	3/2-	`84 = 3+3 + 6 + 16 + 2x12 + 2x16 + (33n)`
84p	118n	Po202		44.7 min	0+	`84 = 2+6 + 12 + 8 + 2x12 + 2x16 + (34n)`
84p	119n	Po203		36.7 min	5/2-	`84 = 3+5 + 12 + 8 + 2x12 + 2x16 + (35n)`
84p	120n	Po204		3.53 h	0+	`84 = 4+4 + 12 + 8 + 2x12 + 2x16 + (36n)`
84p	121n	Po205		1.74 h	5/2-	`84 = 5+3 + 12 + 8 + 2x12 + 2x16 + (37n)`
84p	122n	Po206		8.8 d	0+	`84 = 6+2 + 12 + 8 + 2x12 + 2x16 + (38n)`
84p	123n	Po207		5.80 h	5/2-	`84 = 7+1 + 12 + 8 + 2x12 + 2x16 + (39n)`
84p	124n	Po208	He em	2.898 y	0+	`84 = 3+3 + 6 + 16 + 2x12 + 2x16 + (40n)`
84p	125n	Po209	He em	102 y	1/2-	`84 = 1+5 + 6 + 16 + 2x12 + 2x16 + (41n)`
84p	126n	Po210	He em	138.376 d	0+	`84 = 2+4 + 6 + 16 + 2x12 + 2x16 + (42n)`
84p	127n	Po211	He em	25.2 s	25/2+	`84 = 7+1 + 12 + 8 + 2x12 + 2x16 + (43n)`
84p	128n	Po212	He em	0.299 mics	0+	`84 = 4+4 + 12 + 8 + 2x12 + 2x16 + (44n)`
84p	129n	Po213	He em	3.72 mics	9/2+	`84 = 1+7 + 12 + 8 + 2x12 + 2x16 + (45n)`
84p	130n	Po214	He em	164.3 mics	0+	`84 = 2+6 + 12 + 8 + 2x12 + 2x16 + (46n)`
84p	131n	Po215	He em	1.781 ms	9/2+	`84 = 3+5 + 12 + 8 + 2x12 + 2x16 + (47n)`
84p	132n	Po216	He em	0.145 s	0+	`84 = 4+4 + 12 + 8 + 2x12 + 2x16 + (48n)`
84p	133n	Po217		1.53 s	9/2+	`84 = 5+3 + 12 + 8 + 2x12 + 2x16 + (49n)`
84p	134n	Po218	He em	3.10 min	0+	`84 = 4+2 + 6 + 16 + 2x12 + 2x16 + (50n)`
84p	135n	Po219		2 min	7/2+#	`84 = 5+1 + 6 + 16 + 2x12 + 2x16 + (51n)`
84p	136n	Po220	pred	x ms	0+	`84 = 3+3 + 6 + 16 + 2x12 + 2x16 + (52n)`
						.ooOOoo.

209

84 = 1+5 + 6 + 16 + 2x12 + 2x16 + (41n)

195, 197, 199, sok

125n

						.ooOOoo.
85p	106n	At191		1.7 ms	1/2+	`85 = 1+2 + 12+6 + 8 + 2x12 + 2x16 + (21n)`
85p	108n	At193		28 ms	1/2+	`85 = 1+2 + 12+6 + 8 + 2x12 + 2x16 + (23n)`
85p	109n	At194		40 ms	3+#	`85 = 4+4 + 5 + 16 + 2x12 + 2x16 + (24n)`
85p	111n	At196		0.253 s	3+#	`85 = 2+6 + 5 + 16 + 2x12 + 2x16 + (26n)`
85p	112n	At197	He em	0.390 s	9/2-	`85 = 3+5 + 5 + 16 + 2x12 + 2x16 + (27n)`
85p	113n	At198	He em	4.2 s	3+	`85 = 4+4 + 5 + 16 + 2x12 + 2x16 + (28n)`
85p	114n	At199	He em	6.92 s	9/2-	`85 = 5+3 + 5 + 16 + 2x12 + 2x16 + (29n)`
85p	115n	At200		43 s	3+	`85 = 6+2 + 5 + 16 + 2x12 + 2x16 + (30n)`
85p	116n	At201		85 s	9/2-	`85 = 7+1 + 5 + 16 + 2x12 + 2x16 + (31n)`
85p	117n	At202	b+	184 s	3+	`85 = 4+4 + 5 + 16 + 2x12 + 2x16 + (32n)`
85p	118n	At203	b+	7.37 min	9/2-	`85 = 1+2 + 18 + 8 + 2x12 + 2x16 + (33n)`
85p	119n	At204	b+	9.2 min	7+	`85 = 2+1 + 18 + 8 + 2x12 + 2x16 + (34n)`
85p	120n	At205	b+	26.2 min	9/2-	`85 = 2+1 + 18 + 8 + 2x12 + 2x16 + (35n)`
85p	121n	At206	b+	30.6 min	5+	`85 = 2+2 + 12+5 + 8 + 2x12 + 2x16 + (36n)`
85p	122n	At207	b+	1.80 h	9/2-	`85 = 1+3 + 12+5 + 8 + 2x12 + 2x16 + (37n)`
85p	123n	At208	b+	1.63 h	6+	`85 = 2+1 + 6+12 + 8 + 2x12 + 2x16 + (38n)`
85p	124n	At209	b+	5.41 h	9/2-	`85 = 3+1 + 12+5 + 8 + 2x12 + 2x16 + (39n)`
85p	125n	At210	b+	8.1 h	5+	`85 = 2+2 + 12+5 + 8 + 2x12 + 2x16 + (40n)`
85p	127n	At212	He em	0.314 s	1-	`85 = 3+3 + 10+5 + 8 + 2x12 + 2x16 + (42n)`
85p	129n	At214	He em	558 ns	1-	`85 = 2+4 + 10+5 + 8 + 2x12 + 2x16 + (44n)`
85p	131n	At216	He em	0.30 ms	1-	`85 = 4+2 + 10+5 + 8 + 2x12 + 2x16 + (46n)`
85p	133n	At218	He em	1.5 s	1-#	`85 = 3+3 + 10+5 + 8 + 2x12 + 2x16 + (48n)`
85p	135n	At220		3.71 min	3-#	`85 = 4+3 + 6 + 16 + 2x12 + 2x16 + (50n)`
85p	137n	At222		54 s		`85 = 1 + 12 + 16 + 2x12 + 2x16 + (52n)`
85p	138n	At223		50 s	3/2-#	`85 = 1 + 12 + 16 + 2x12 + 2x16 + (53n)`
						.ooOOoo.

210

85 = 2+2 + 12+5 + 8 + 2x12 + 2x16 + (40n)

200, 202, 204, 212

86

136n

						.ooOOoo.
86p	110n	Rn196		3 ms	0+	`86 = 4+4 + 6 + 16 + 2x12 + 2x16 + (24n)`
86p	111n	Rn197	He em	65 ms	3/2-	`86 = 1+7 + 6 + 16 + 2x12 + 2x16 + (25n)`
86p	112n	Rn198		65 ms	0+	`86 = 2+6 + 6 + 16 + 2x12 + 2x16 + (26n)`
86p	113n	Rn199	He em	0.59 s	3/2-	`86 = 3+5 + 6 + 16 + 2x12 + 2x16 + (27n)`
86p	114n	Rn200	He em	0.96 s	0+	`86 = 4+4 + 6 + 16 + 2x12 + 2x16 + (28n)`
86p	115n	Rn201		7 s	3/2-	`86 = 5+3 + 6 + 16 + 2x12 + 2x16 + (29n)`
86p	116n	Rn202	He em	10.0 s	0+	`86 = 6+2 + 6 + 16 + 2x12 + 2x16 + (30n)`
86p	117n	Rn203	He em	44 s	3/2-	`86 = 7+1 + 6 + 16 + 2x12 + 2x16 + (31n)`
86p	118n	Rn204	He em	1.17 min	0+	`86 = 3+2 + 12+5 + 8 + 2x12 + 2x16 + (32n)`
86p	119n	Rn205		170 s	5/2-	`86 = 1+4 + 12+5 + 8 + 2x12 + 2x16 + (33n)`
86p	120n	Rn206	He em	5.67 min	0+	`86 = 2+3 + 12+5 + 8 + 2x12 + 2x16 + (34n)`
86p	121n	Rn207		9.25 min	5/2-	`86 = 3+2 + 12+5 + 8 + 2x12 + 2x16 + (35n)`
86p	122n	Rn208	He em	24.35 min	0+	`86 = 4+1 + 12+5 + 8 + 2x12 + 2x16 + (36n)`
86p	123n	Rn209		28.5 min	5/2-	`86 = 3+2 + 12+5 + 8 + 2x12 + 2x16 + (37n)`
86p	124n	Rn210	He em	2.4 h	0+	`86 = 1+4 + 5+12 + 8 + 2x12 + 2x16 + (38n)`
86p	125n	Rn211		14.6 h	1/2-	`86 = 2+3 + 5+12 + 8 + 2x12 + 2x16 + (39n)`
86p	126n	Rn212	He em	23.9 min	0+	`86 = 4+4 + 6 + 16 + 2x12 + 2x16 + (40n)`
86p	127n	Rn213	He em	19.5 ms	9/2+	`86 = 1+7 + 6 + 16 + 2x12 + 2x16 + (41n)`
86p	128n	Rn214	He em	0.27 mics	0+	`86 = 2+6 + 6 + 16 + 2x12 + 2x16 + (42n)`
86p	129n	Rn215	He em	2.30 mics	9/2+	`86 = 3+5 + 6 + 16 + 2x12 + 2x16 + (43n)`
86p	130n	Rn216	He em	45 mics	0+	`86 = 4+4 + 6 + 16 + 2x12 + 2x16 + (44n)`
86p	131n	Rn217	He em	0.54 ms	9/2+	`86 = 5+3 + 6 + 16 + 2x12 + 2x16 + (45n)`
86p	132n	Rn218	He em	35 ms	0+	`86 = 4+4 + 6 + 16 + 2x12 + 2x16 + (46n)`
86p	133n	Rn219	He em	3.96 s	5/2+	`86 = 1+7 + 6 + 16 + 2x12 + 2x16 + (47n)`
86p	134n	Rn220	He em	55.6 s	0+	`86 = 2+6 + 6 + 16 + 2x12 + 2x16 + (48n)`
86p	135n	Rn221		25 min	7/2+	`86 = 3+2 + 12+5 + 8 + 2x12 + 2x16 + (49n)`
86p	136n	Rn222	He em	3.8235 d	0+	`86 = 1+4 + 12+5 + 8 + 2x12 + 2x16 + (50n)`
86p	137n	Rn223		24.3 min	7/2	`86 = 2+3 + 12+5 + 8 + 2x12 + 2x16 + (51n)`
86p	138n	Rn224		107 min	0+	`86 = 3+2 + 12+5 + 8 + 2x12 + 2x16 + (52n)`
86p	139n	Rn225		4.66 min	7/2-	`86 = 1+1 + 12 + 16 + 2x12 + 2x16 + (53n)`
86p	140n	Rn226		7.4 min	0+	`86 = 1+1 + 12 + 16 + 2x12 + 2x16 + (54n)`
86p	141n	Rn227		20.8 s	5/2+#	`86 = 1+7 + 6 + 16 + 2x12 + 2x16 + (55n)`
86p	142n	Rn228		65 s	0+	`86 = 2+6 + 6 + 16 + 2x12 + 2x16 + (56n)`
						.ooOOoo.

222

86 = 1+4 + 12+5 + 8 + 2x12 + 2x16 + (50n)

201, 203

						.ooOOoo.
87p	118n	Fr199		12 ms	1/2+#	`87 = 1+2 + 12 + 16 + 2x12 + 2x16 + (25n)`
87p	119n	Fr200	He em	19 ms	3+#	`87 = 2+3 + 6+12 + 8 + 2x12 + 2x16 + (26n)`
87p	120n	Fr201	He em	67 ms	9/2-	`87 = 3+2 + 6+12 + 8 + 2x12 + 2x16 + (27n)`
87p	121n	Fr202	He em	0.23 s	3+	`87 = 4+1 + 6+12 + 8 + 2x12 + 2x16 + (28n)`
87p	122n	Fr203	He em	0.55 s	9/2-#	`87 = 3+2 + 6+12 + 8 + 2x12 + 2x16 + (29n)`
87p	123n	Fr204	He em	1.7 s	3+	`87 = 2+3 + 6+12 + 8 + 2x12 + 2x16 + (30n)`
87p	124n	Fr205	He em	3.80 s	9/2-	`87 = 1+4 + 6+12 + 8 + 2x12 + 2x16 + (31n)`
87p	125n	Fr206	He em	16 s	3+	`87 = 2+3 + 6+12 + 8 + 2x12 + 2x16 + (32n)`
87p	126n	Fr207	He em	14.8 s	9/2-	`87 = 1+4 + 6+12 + 8 + 2x12 + 2x16 + (33n)`
87p	127n	Fr208	He em	59.1 s	7+	`87 = 2+3 + 6+12 + 8 + 2x12 + 2x16 + (34n)`
87p	128n	Fr209	He em	50.0 s	9/2-	`87 = 3+2 + 6+12 + 8 + 2x12 + 2x16 + (35n)`
87p	129n	Fr210		3.18 min	6+	`87 = 3+2 + 12+6 + 8 + 2x12 + 2x16 + (36n)`
87p	130n	Fr211	He em	3.10 min	9/2-	`87 = 3+2 + 6+12 + 8 + 2x12 + 2x16 + (37n)`
87p	131n	Fr212		20 min	5+	`87 = 2+3 + 6+12 + 8 + 2x12 + 2x16 + (38n)`
87p	132n	Fr213	He em	34.6 s	9/2-	`87 = 1+4 + 6+12 + 8 + 2x12 + 2x16 + (39n)`
87p	134n	Fr215	He em	86 ns	9/2-	`87 = 3+2 + 6+12 + 8 + 2x12 + 2x16 + (41n)`
87p	136n	Fr217	He em	16.8 mics	9/2-	`87 = 3+2 + 6+12 + 8 + 2x12 + 2x16 + (43n)`
87p	138n	Fr219	He em	20 ms	9/2-	`87 = 1+4 + 12+6 + 8 + 2x12 + 2x16 + (43n)`
87p	131n	Fr220	He em	27.4 s	1+	`87 = 2+3 + 12+6 + 8 + 2x12 + 2x16 + (46n)`
87p	132n	Fr221	He em	4.9 min	5/2-	`87 = 5+3 + 10+5 + 8 + 2x12 + 2x16 + (47n)`
87p	133n	Fr222		14.2 min	2-	`87 = 6+2 + 10+5 + 8 + 2x12 + 2x16 + (48n)`
87p	134n	Fr223		22.00 min	3/2-	`87 = 2+3 + 12+6 + 8 + 2x12 + 2x16 + (49n)`
87p	135n	Fr224		3.33 min	1-	`87 = 4+1 + 12+6 + 8 + 2x12 + 2x16 + (50n)`
87p	136n	Fr225		4.0 min	3/2-	`87 = 1+4 + 12+6 + 8 + 2x12 + 2x16 + (51n)`
87p	137n	Fr226		49 s	1-	`87 = 2+3 + 12+6 + 8 + 2x12 + 2x16 + (52n)`
87p	138n	Fr227		2.47 min	1/2+	`87 = 1+2 + 12 + 16 + 2x12 + 2x16 + (53n)`
87p	139n	Fr228		38 s	2-	`87 = 2+1 + 12 + 16 + 2x12 + 2x16 + (54n)`
87p	140n	Fr229		50.2 s	1/2+#	`87 = 2+1 + 12 + 16 + 2x12 + 2x16 + (55n)`
87p	141n	Fr230		19.1 s		`87 = 2+1 + 12 + 16 + 2x12 + 2x16 + (56n)`
87p	142n	Fr231		17.6 s	1/2+#	`87 = 2+1 + 12 + 16 + 2x12 + 2x16 + (57n)`
87p	143n	Fr232		5 s		`87 = 2+1 + 12 + 16 + 2x12 + 2x16 + (58n)`
						.ooOOoo.

223

87 = 2+3 + 12+6 + 8 + 2x12 + 2x16 + (49n)

204, 206, 218

88

138n

						.ooOOoo.
88p	112n	Ra200	pred	x ms	0+	`88 = 3+3 + 5+5 + 16 + 2x12 + 2x16 + (24n)`
88p	113n	Ra201	pred	x ms	pr3/2-	`88 = 1+5 + 5+5 + 16 + 2x12 + 2x16 + (25n)`
88p	114n	Ra202		0.7 ms	0+	`88 = 2+4 + 5+5 + 16 + 2x12 + 2x16 + (26n)`
88p	115n	Ra203		31 ms	3/2-	`88 = 3+3 + 5+5 + 16 + 2x12 + 2x16 + (27n)`
88p	116n	Ra204		59 ms	0+	`88 = 4+2 + 5+5 + 16 + 2x12 + 2x16 + (28n)`
88p	117n	Ra205		210 ms	3/2-	`88 = 5+1 + 5+5 + 16 + 2x12 + 2x16 + (29n)`
88p	118n	Ra206	He em	0.24 s	0+	`88 = 3+3 + 6+12 + 8 + 2x12 + 2x16 + (30n)`
88p	119n	Ra207	He em	1.3 s	5/2-	`88 = 1+5 + 6+12 + 8 + 2x12 + 2x16 + (31n)`
88p	120n	Ra208	He em	1.3 s	0+	`88 = 2+4 + 6+12 + 8 + 2x12 + 2x16 + (32n)`
88p	121n	Ra209	He em	4.6 s	5/2-	`88 = 3+3 + 6+12 + 8 + 2x12 + 2x16 + (33n)`
88p	122n	Ra210	He em	3.7 s	0+	`88 = 4+2 + 6+12 + 8 + 2x12 + 2x16 + (34n)`
88p	123n	Ra211	He em	13 s	5/2-	`88 = 5+1 + 6+12 + 8 + 2x12 + 2x16 + (35n)`
88p	124n	Ra212	He em	13.0 s	0+	`88 = 3+3 + 6+12 + 8 + 2x12 + 2x16 + (36n)`
88p	125n	Ra213	He em	2.73 min	1/2-	`88 = 1+3 + 12 + 16 + 2x12 + 2x16 + (37n)`
88p	126n	Ra214	He em	2.46 s	0+	`88 = 2+2 + 12 + 16 + 2x12 + 2x16 + (38n)`
88p	127n	Ra215	He em	1.55 ms	9/2+	`88 = 1+5 + 6+12 + 8 + 2x12 + 2x16 + (39n)`
88p	128n	Ra216	He em	182 ns	0+	`88 = 2+4 + 6+12 + 8 + 2x12 + 2x16 + (40n)`
88p	129n	Ra217	He em	1.6 mics	9/2+	`88 = 3+3 + 6+12 + 8 + 2x12 + 2x16 + (41n)`
88p	130n	Ra218	He em	25.2 mics	0+	`88 = 4+2 + 6+12 + 8 + 2x12 + 2x16 + (42n)`
88p	131n	Ra219	He em	10 ms	7/2+	`88 = 2+1 + 5 + 16+8 + 2x12 + 2x16 + (43n)`
88p	132n	Ra220	He em	18 ms	0+	`88 = 4+2 + 5+5 + 16 + 2x12 + 2x16 + (44n)`
88p	133n	Ra221	He em	28 s	5/2+	`88 = 5+1 + 5+5 + 16 + 2x12 + 2x16 + (45n)`
88p	134n	Ra222	He em	38.0 s	0+	`88 = 2+4 + 12+6 + 8 + 2x12 + 2x16 + (46n)`
88p	135n	Ra223	He em	11.43 d	3/2+	`88 = 3+3 + 12+6 + 8 + 2x12 + 2x16 + (47n)`
88p	136n	Ra224	He em	3.66 d	0+	`88 = 1+1 + 6 + 24 + 2x12 + 2x16 + (48n)`
88p	137n	Ra225		14.9 d	1/2+	`88 = 1+1 + 6 + 24 + 2x12 + 2x16 + (49n)`
88p	138n	Ra226	He em	1600 y	0+	`88 = 1+1 + 6 + 24 + 2x12 + 2x16 + (50n)`
88p	139n	Ra227		42.2 min	3/2+	`88 = 1+5 + 12+6 + 8 + 2x12 + 2x16 + (51n)`
88p	140n	Ra228		5.75 y	0+	`88 = 2+4 + 12+6 + 8 + 2x12 + 2x16 + (52n)`
88p	141n	Ra229		4.0 min	5/2+	`88 = 1+3 + 12 + 16 + 2x12 + 2x16 + (53n)`
88p	142n	Ra230		93 min	0+	`88 = 2+2 + 12 + 16 + 2x12 + 2x16 + (54n)`
88p	143n	Ra231		103 s	5/2+	`88 = 3+1 + 12 + 16 + 2x12 + 2x16 + (55n)`
88p	144n	Ra232		250 s	0+	`88 = 2+2 + 12 + 16 + 2x12 + 2x16 + (56n)`
88p	145n	Ra233		30 s	1/2+#	`88 = 1+1 + 6 + 24 + 2x12 + 2x16 + (57n)`
88p	146n	Ra234		30 s	0+	`88 = 1+1 + 6 + 24 + 2x12 + 2x16 + (58n)`
						.ooOOoo.

226

88 = 1+1 + 6 + 16+8 + 2x12 + 2x16 + (50n)

207, 213

89

138

						.ooOOoo.
89p	117n	Ac206	He em	11 ms	3+	`89 = 2+3 + 6+10 + 8+16 + 12 + 2x16 + (28n)`
89p	118n	Ac207		31 ms	9/2-#	`89 = 3+2 + 6+10 + 8+16 + 12 + 2x16 + (29n)`
89p	119n	Ac208		95 ms	3+	`89 = 4+1 + 6+10 + 8+16 + 12 + 2x16 + (30n)`
89p	120n	Ac209	He em	92 ms	9/2-	`89 = 3+2 + 6+10 + 8+16 + 12 + 2x16 + (31n)`
89p	121n	Ac210		0.35 s	7+#	`89 = 2+1 + 12+6 + 8+16 + 12 + 2x16 + (32n)`
89p	122n	Ac211	He em	213 ms	9/2-#	`89 = 3+2 + 10+6 + 8+16 + 12 + 2x16 + (33n)`
89p	123n	Ac212	He em	0.93 s	6+#	`89 = 4+1 + 10+6 + 8+16 + 12 + 2x16 + (34n)`
89p	124n	Ac213	He em	731 ms	9/2-#	`89 = 1+4 + 6+10 + 16+8 + 12 + 2x16 + (35n)`
89p	125n	Ac214	He em	8.2 s	5+#	`89 = 2+3 + 6+10 + 16+8 + 12 + 2x16 + (36n)`
89p	126n	Ac215	He em	0.17 s	9/2-	`89 = 1+4 + 10+6 + 16+8 + 12 + 2x16 + (37n)`
89p	127n	Ac216	He em	0.440 ms	1-	`89 = 2+3 + 10+6 + 16+8 + 12 + 2x16 + (38n)`
89p	128n	Ac217	He em	69 ns	9/2-	`89 = 3+2 + 10+6 + 16+8 + 12 + 2x16 + (39n)`
89p	129n	Ac218	He em	1.08 mics	1-#	`89 = 4+1 + 10+6 + 16+8 + 12 + 2x16 + (40n)`
89p	130n	Ac219	He em	11.8 mics	9/2-	`89 = 3+2 + 10+6 + 16+8 + 12 + 2x16 + (41n)`
89p	131n	Ac220	He em	26.36 ms	3-	`89 = 3+2 + 6+10 + 16+8 + 12 + 2x16 + (42n)`
89p	132n	Ac221	He em	11.8 mics	9/2-	`89 = 1+4 + 6+10 + 16+8 + 12 + 2x16 + (43n)`
89p	133n	Ac222	He em	5.0 s	1-	`89 = 4+1 + 12 + 16 + 2x12 + 2x16 + (44n)`
89p	134n	Ac223	He em	2.10 min	5/2-	`89 = 3+2 + 12 + 16 + 2x12 + 2x16 + (45n)`
89p	135n	Ac224	b+	2.78 h	0-	`89 = 2+3 + 6 + 14+8 + 2x12 + 2x16 + (46n)`
89p	136n	Ac225	He em	10.0 d	3/2-	`89 = 1+2 + 6 + 16+8 + 2x12 + 2x16 + (47n)`
89p	137n	Ac226		29.37 h	1-#	`89 = 2+1 + 6 + 16+8 + 2x12 + 2x16 + (48n)`
89p	138n	Ac227		21.772 y	3/2-	`89 = 1+2 + 6 + 16+8 + 2x12 + 2x16 + (49n)`
89p	139n	Ac228		6.15 h	3+	`89 = 2+1 + 6 + 24 + 2x12 + 2x16 + (50n)`
89p	140n	Ac229		62.7 min	3/2+	`89 = 1+2 + 6 + 24 + 2x12 + 2x16 + (51n)`
89p	141n	Ac230		122 s	1+	`89 = 2+3 + 12 + 16 + 2x12 + 2x16 + (52n)`
89p	142n	Ac231		7.5 min	1/2+	`89 = 1+4 + 12 + 16 + 2x12 + 2x16 + (53n)`
89p	143n	Ac232		119 s	1+	`89 = 2+3 + 12 + 16 + 2x12 + 2x16 + (54n)`
89p	144n	Ac233		145 s	1/2+	`89 = 3+2 + 12 + 16 + 2x12 + 2x16 + (55n)`
89p	145n	Ac234		44 s		`89 = 4+1 + 12 + 16 + 2x12 + 2x16 + (56n)`
89p	146n	Ac235		40 s	1/2+#	`89 = 2+3 + 12 + 16 + 2x12 + 2x16 + (57n)`
89p	147n	Ac236		2 min		`89 = 1+4 + 12 + 16 + 2x12 + 2x16 + (58n)`
						.ooOOoo.

227

89 = 1+2 + 6 + 16+8 + 2x12 + 2x16 + (49n)

208, 222

90

142n

						.ooOOoo.
90p	119n	Th209		3.8 ms	5/2-	`90 = 3+2 + 5 + 16+8 + 2x12 + 2x16 + (29n)`
90p	120n	Th210	He em	9 ms	0+	`90 = 1+4 + 5 + 16+8 + 2x12 + 2x16 + (30n)`
90p	121n	Th211		48 ms	5/2-#	`90 = 2+3 + 5 + 16+8 + 2x12 + 2x16 + (31n)`
90p	122n	Th212	He em	30 ms	0+	`90 = 3+2 + 5 + 16+8 + 2x12 + 2x16 + (32n)`
90p	123n	Th213	He em	144 ms	5/2-#	`90 = 4+1 + 5 + 16+8 + 2x12 + 2x16 + (33n)`
90p	124n	Th214	He em	100 ms	0+	`90 = 2+2 + 6 + 8+16 + 2x12 + 2x16 + (34n)`
90p	125n	Th215	He em	1.2 s	1/2-	`90 = 3+1 + 6 + 8+16 + 2x12 + 2x16 + (35n)`
90p	126n	Th216	He em	26.0 ms	0+	`90 = 2+2 + 6 + 8+16 + 2x12 + 2x16 + (36n)`
90p	127n	Th217	He em	0.241 ms	9/2+	`90 = 1+5 + 12 + 16 + 2x12 + 2x16 + (37n)`
90p	128n	Th218	He em	117 ns	0+	`90 = 2+4 + 12 + 16 + 2x12 + 2x16 + (38n)`
90p	129n	Th219	He em	1.05 mics	9/2+#	`90 = 3+3 + 12 + 16 + 2x12 + 2x16 + (39n)`
90p	130n	Th220	He em	9.7 mics	0+	`90 = 4+2 + 12 + 16 + 2x12 + 2x16 + (40n)`
90p	131n	Th221	He em	1.73 ms	7/2+	`90 = 3+1 + 6 + 8+16 + 2x12 + 2x16 + (41n)`
90p	132n	Th222	He em	2.8 ms	0+	`90 = 2+2 + 6 + 8+16 + 2x12 + 2x16 + (42n)`
90p	133n	Th223	He em	0.60 s	5/2+	`90 = 3+1 + 6 + 16+8 + 2x12 + 2x16 + (43n)`
90p	134n	Th224	He em	1.05 s	0+	`90 = 2+2 + 6 + 16+8 + 2x12 + 2x16 + (44n)`
90p	135n	Th225	He em	8.72 min	3/2+	`90 = 5+1 + 12 + 16 + 2x12 + 2x16 + (45n)`
90p	136n	Th226	He em	30.57 min	0+	`90 = 3+3 + 12 + 16 + 2x12 + 2x16 + (46n)`
90p	137n	Th227	He em	18.68 d	1/2+	`90 = 1+3 + 6 + 16+8 + 2x12 + 2x16 + (47n)`
90p	138n	Th228	He em	1.9116 y	0+	`90 = 2+2 + 6 + 16+8 + 2x12 + 2x16 + (48n)`
90p	139n	Th229	He em	7340 y	5/2+	`90 = 1+3 + 6 + 16+8 + 2x12 + 2x16 + (49n)`
90p	140n	Th230	He em	7.538x10+4 y	0+	`90 = 2+2 + 6 + 16+8 + 2x12 + 2x16 + (50n)`
90p	141n	Th231		25.52 h	5/2+	`90 = 3+1 + 6 + 16+8 + 2x12 + 2x16 + (51n)`
90p	142n	Th232	He em	1.405x10+10 y	0+	`90 = 3+3 + 12 + 16 + 2x12 + 2x16 + (52n)`
90p	143n	Th233		21.83 min	1/2+	`90 = 1+5 + 12 + 16 + 2x12 + 2x16 + (53n)`
90p	144n	Th234		24.10 d	0+	`90 = 2+4 + 12 + 16 + 2x12 + 2x16 + (54n)`
90p	145n	Th235		7.2 min	1/2+	`90 = 3+3 + 12 + 16 + 2x12 + 2x16 + (55n)`
90p	146n	Th236		37.5 min	0+	`90 = 2+2 + 6 + 16+8 + 2x12 + 2x16 + (56n)`
90p	147n	Th237		4.7 min	5/2+	`90 = 3+1 + 6 + 16+8 + 2x12 + 2x16 + (57n)`
90p	148n	Th238		20 min	0+	`90 = 2+2 + 6 + 16+8 + 2x12 + 2x16 + (58n)`
						.ooOOoo.

232

100

90 = 3+3 + 12 + 16 + 2x12 + 2x16 + (52n)

232

						.ooOOoo.
91p	121n	Pa212		5.1 ms	7+#	`91 = 2+3 + 6 + 8+16 + 2x12 + 2x16 + (30n)`
91p	122n	Pa213	He em	7 ms	9/2-#	`91 = 4+3 + 5 + 7+16 + 2x12 + 2x16 + (31n)`
91p	123n	Pa214	He em	17 ms		`91 = 1+6 + 5 + 7+16 + 2x12 + 2x16 + (32n)`
91p	124n	Pa215	He em	14 ms	9/2-#	`91 = 2+5 + 5 + 7+16 + 2x12 + 2x16 + (33n)`
91p	125n	Pa216	He em	105 ms		`91 = 3+4 + 5 + 7+16 + 2x12 + 2x16 + (34n)`
91p	126n	Pa217	He em	3.48 ms	9/2-#	`91 = 4+3 + 5 + 7+16 + 2x12 + 2x16 + (35n)`
91p	127n	Pa218	He em	0.11 ms		`91 = 5+2 + 5 + 7+16 + 2x12 + 2x16 + (36n)`
91p	128n	Pa219	He em	53 ns	9/2-	`91 = 6+1 + 5 + 7+16 + 2x12 + 2x16 + (37n)`
91p	129n	Pa220	He em	0.78 mics	1-#	`91 = 4+3 + 5 + 7+16 + 2x12 + 2x16 + (38n)`
91p	130n	Pa221	He em	4.9 mics	9/2-	`91 = 1+6 + 5 + 7+16 + 2x12 + 2x16 + (39n)`
91p	131n	Pa222	He em	3.3 ms		`91 = 2+3 + 6 + 16+8 + 2x12 + 2x16 + (40n)`
91p	132n	Pa223	He em	5.1 ms		`91 = 1+4 + 6 + 16+8 + 2x12 + 2x16 + (41n)`
91p	133n	Pa224	He em	844 ms	5-#	`91 = 2+3 + 6 + 16+8 + 2x12 + 2x16 + (42n)`
91p	134n	Pa225	He em	1.7 s	5/2-#	`91 = 3+2 + 6 + 16+8 + 2x12 + 2x16 + (43n)`
91p	135n	Pa226	He em	1.8 min		`91 = 4+1 + 6 + 16+8 + 2x12 + 2x16 + (44n)`
91p	136n	Pa227	He em	38.3 min	5/2-	`91 = 3+2 + 6 + 16+8 + 2x12 + 2x16 + (45n)`
91p	137n	Pa228	b+	22 h	3+	`91 = 3+2 + 6 + 16+8 + 2x12 + 2x16 + (46n)`
91p	138n	Pa229	b+	1.50 d	5/2+	`91 = 1+4 + 6 + 16+8 + 2x12 + 2x16 + (47n)`
91p	139n	Pa230	b+	17.4 d	2-	`91 = 3+2 + 6 + 24 + 2x12 + 2x16 + (48n)`
91p	140n	Pa231	He em	3.276x10+4 y	3/2-	`91 = 1+4 + 6 + 24 + 2x12 + 2x16 + (49n)`
91p	141n	Pa232		1.31 d	2-	`91 = 2+3 + 6 + 24 + 2x12 + 2x16 + (50n)`
91p	142n	Pa233		26.967 d	3/2-	`91 = 3+2 + 6 + 24 + 2x12 + 2x16 + (51n)`
91p	144n	Pa235		24.5 min	3/2-	`91 = 3+2 + 6 + 24 + 2x12 + 2x16 + (53n)`
91p	146n	Pa237		8.7 min	1/2+	`91 = 1+4 + 6 + 24 + 2x12 + 2x16 + (55n)`
91p	148n	Pa239		106 min	3/2-#	`91 = 3+2 + 6 + 24 + 2x12 + 2x16 + (57n)`
91p	149n	Pa240		2 min		`91 = 4+1 + 6 + 24 + 2x12 + 2x16 + (58n)`
91p	150n	Pa241	pred	x ms		`91 = 3+2 + 6 + 24 + 2x12 + 2x16 + (59n)`
						.ooOOoo.

231

91 = 3+2 + 6 + 16+8 + 2x12 + 2x16 + (49n)

234

92

146n

						.ooOOoo.
92p	125n	U217	He em	16 ms	1/2-#	`92 = 3+3 + 6 + 8+16 + 2x12 + 2x16 + (33n)`
92p	126n	U218	He em	1.5 ms	0+	`92 = 2+4 + 6 + 8+16 + 2x12 + 2x16 + (34n)`
92p	127n	U219	He em	42 mics	9/2+#	`92 = 3+3 + 6 + 8+16 + 2x12 + 2x16 + (35n)`
92p	128n	U220		60 ns	0+	`92 = 4+2 + 6 + 8+16 + 2x12 + 2x16 + (36n)`
92p	129n	U221		700 ns	9/2+	`92 = 5+1 + 6 + 8+16 + 2x12 + 2x16 + (37n)`
92p	130n	U222	He em	1.0 mics	0+	`92 = 2+1 + 12+5 + 16 + 2x12 + 2x16 + (38n)`
92p	131n	U223	He em	18 mics	7/2+#	`92 = 2+1 + 12+5 + 16 + 2x12 + 2x16 + (39n)`
92p	132n	U224	He em	0.9 ms	0+	`92 = 2+4 + 6 + 8+16 + 2x12 + 2x16 + (40n)`
92p	133n	U225	He em	84 ms	5/2+#	`92 = 3+3 + 6 + 8+16 + 2x12 + 2x16 + (41n)`
92p	134n	U226	He em	0.35 s	0+	`92 = 2+4 + 6 + 16+8 + 2x12 + 2x16 + (42n)`
92p	135n	U227	He em	1.1 min	3/2+	`92 = 3+3 + 6 + 16+8 + 2x12 + 2x16 + (43n)`
92p	136n	U228	He em	9.1 min	0+	`92 = 4+2 + 6 + 16+8 + 2x12 + 2x16 + (44n)`
92p	137n	U229		58 min	3/2+	`92 = 5+1 + 6 + 16+8 + 2x12 + 2x16 + (45n)`
92p	138n	U230	He em	20.8 d	0+	`92 = 3+3 + 6 + 16+8 + 2x12 + 2x16 + (46n)`
92p	139n	U231	Ke	4.2 d	5/2+#	`92 = 1+5 + 6 + 16+8 + 2x12 + 2x16 + (47n)`
92p	140n	U232	He em	68.9 y	0+	`92 = 2+4 + 6 + 16+8 + 2x12 + 2x16 + (48n)`
92p	141n	U233	He em	1.592x10+5 y	5/2+	`92 = 3+3 + 6 + 16+8 + 2x12 + 2x16 + (49n)`
92p	142n	U234	0.0054%	2.45x10+5 y	0+	`92 = 4+2 + 6 + 16+8 + 2x12 + 2x16 + (50n)`
92p	143n	U235	0.7204%	7.038x10+8 y	7/2-	`92 = 3+3 + 6 + 16+8 + 2x12 + 2x16 + (51n)`
92p	144n	U236	He em	2.342x10+7 y	0+	`92 = 1+1 + 12+6 + 16 + 2x12 + 2x16 + (52n)`
92p	145n	U237		6.75 d	1/2+	`92 = 1+1 + 12+6 + 16 + 2x12 + 2x16 + (53n)`
92p	146n	U238	99.27%	4.47x10+9 y	0+	`92 = 1+1 + 12+6 + 16 + 2x12 + 2x16 + (54n)`
92p	147n	U239		23.45 min	5/2+	`92 = 1+5 + 6 + 16+8 + 2x12 + 2x16 + (55n)`
92p	148n	U240		14.1 h	0+	`92 = 2+4 + 6 + 16+8 + 2x12 + 2x16 + (56n)`
92p	149n	U241		5 min	7/2+#	`92 = 2+1 + 12+5 + 16 + 2x12 + 2x16 + (57n)`
92p	150n	U242		16.8 min	0+	`92 = 1+2 + 12+5 + 16 + 2x12 + 2x16 + (58n)`
92p	151n	U243		4.956 h	7/2+	`92 = 2+1 + 12+5 + 16 + 2x12 + 2x16 + (59n)`
92p	152n	U244	pred	x ms	0+	`92 = 1+1 + 18 + 16 + 2x12 + 2x16 + (60n)`
						.ooOOoo.

238

99.2742

92 = 1+1 + 12+6 + 16 + 2x12 + 2x16 + (54n)

238

235

144n

						.ooOOoo.
93p	132n	Np225	He em	3# ms	9/2-#	`93 = 3 + 12+6 + 16 + 2x12 + 2x16 + (39n)`
93p	133n	Np226	He em	35 ms		`93 = 3+3 + 10+5 + 16 + 2x12 + 2x16 + (40n)`
93p	134n	Np227	He em	0.51 s	5/2-#	`93 = 1+5 + 10+5 + 16 + 2x12 + 2x16 + (41n)`
93p	135n	Np228	b+	61.4 s		`93 = 2+5 + 6 + 16+8 + 2x12 + 2x16 + (42n)`
93p	136n	Np229		4.0 min	5/2+#	`93 = 3+4 + 6 + 16+8 + 2x12 + 2x16 + (43n)`
93p	137n	Np230	b+	4.6 min		`93 = 4+3 + 6 + 16+8 + 2x12 + 2x16 + (44n)`
93p	138n	Np231	b+	48.8 min	5/2+#	`93 = 5+2 + 6 + 16+8 + 2x12 + 2x16 + (45n)`
93p	139n	Np232	b+	14.7 min	4+	`93 = 4+3 + 6 + 16+8 + 2x12 + 2x16 + (46n)`
93p	140n	Np233	b+	36.2 min	5/2+	`93 = 4+3 + 6 + 16+8 + 2x12 + 2x16 + (47n)`
93p	141n	Np234	b+	4.4 d	0+	`93 = 4+3 + 6 + 16+8 + 2x12 + 2x16 + (48n)`
93p	142n	Np235	Ke	396.1 d	5/2+	`93 = 1+6 + 6 + 16+8 + 2x12 + 2x16 + (49n)`
93p	143n	Np236	Ke	1.54x10+5 y	6-	`93 = 2+5 + 6 + 16+8 + 2x12 + 2x16 + (50n)`
93p	144n	Np237	He em	2.144x10+6 y	5/2+	`93 = 3+4 + 6 + 16+8 + 2x12 + 2x16 + (51n)`
93p	145n	Np238		2.117 d	2+	`93 = 4+3 + 6 + 16+8 + 2x12 + 2x16 + (52n)`
93p	146n	Np239		2.356 d	5/2+	`93 = 5+2 + 6 + 16+8 + 2x12 + 2x16 + (53n)`
93p	147n	Np240		61.9 min	5+	`93 = 6+1 + 6 + 16+8 + 2x12 + 2x16 + (54n)`
93p	148n	Np241		13.9 min	5/2+	`93 = 4+3 + 6 + 16+8 + 2x12 + 2x16 + (55n)`
93p	149n	Np242		2.2 min	1+	`93 = 1+5 + 10+5 + 16 + 2x12 + 2x16 + (56n)`
93p	150n	Np243		1.85 min	5/2-	`93 = 2+4 + 10+5 + 16 + 2x12 + 2x16 + (57n)`
93p	151n	Np244		2.29 min	7-	`93 = 2+1 + 12+6 + 16 + 2x12 + 2x16 + (58n)`
						.ooOOoo.

237

93 = 3+4 + 6 + 16+8 + 2x12 + 2x16 + (51n)

94

150n

						.ooOOoo.
94p	134n	Pu228		0.2 s	0+	`94 = 2+2 + 18 + 16 + 2x12 + 2x16 + (40n)`
94p	135n	Pu229		90 s	3/2+	`94 = 1+3 + 18 + 16 + 2x12 + 2x16 + (41n)`
94p	136n	Pu230		200 s	0+	`94 = 2+2 + 18 + 16 + 2x12 + 2x16 + (42n)`
94p	137n	Pu231		8.6 min	3/2+	`94 = 3+1 + 18 + 16 + 2x12 + 2x16 + (43n)`
94p	138n	Pu232		34.1 min	0+	`94 = 4+4 + 6 + 16+8 + 2x12 + 2x16 + (44n)`
94p	139n	Pu233		20.9 min	5/2+#	`94 = 5+3 + 6 + 16+8 + 2x12 + 2x16 + (45n)`
94p	140n	Pu234	Ke	8.8 h	0+	`94 = 6+2 + 6 + 16+8 + 2x12 + 2x16 + (46n)`
94p	141n	Pu235		25.3 min	5/2+	`94 = 7+1 + 6 + 16+8 + 2x12 + 2x16 + (47n)`
94p	142n	Pu236	He em	2.858 y	0+	`94 = 1+1 + 12 + 24 + 2x12 + 2x16 + (48n)`
94p	143n	Pu237	Ke	45.2 d	7/2-	`94 = 1+1 + 12 + 24 + 2x12 + 2x16 + (49n)`
94p	144n	Pu238	He em	87.7 y	0+	`94 = 1+1 + 12 + 24 + 2x12 + 2x16 + (50n)`
94p	145n	Pu239	He em	24110 y	1/2+	`94 = 3+3 + 12 + 8 + 3x12 + 2x16 + (51n)`
94p	146n	Pu240	He em	6564 y	0+	`94 = 4+4 + 6 + 16+8 + 2x12 + 2x16 + (52n)`
94p	147n	Pu241		14.290 y	5/2+	`94 = 5+3 + 6 + 16+8 + 2x12 + 2x16 + (53n)`
94p	148n	Pu242	He em	3.75x10+5 y	0+	`94 = 6+2 + 6 + 16+8 + 2x12 + 2x16 + (54n)`
94p	149n	Pu243		4.956 h	7/2+	`94 = 3+1 + 12+6 + 16 + 2x12 + 2x16 + (55n)`
94p	150n	Pu244	He em	8x10+7 y	0+	`94 = 2+2 + 12+6 + 16 + 2x12 + 2x16 + (56n)`
94p	151n	Pu245		10.5 h	9/2-	`94 = 2+3 + 12+5 + 16 + 2x12 + 2x16 + (57n)`
94p	152n	Pu246		10.84 d	0+	`94 = 2+2 + 18 + 16 + 2x12 + 2x16 + (58n)`
94p	153n	Pu247		2.27 d	1/2+#	`94 = 1+3 + 18 + 16 + 2x12 + 2x16 + (59n)`
94p	154n	Pu248	pred	x ms	0+	`94 = 2+2 + 18 + 16 + 2x12 + 2x16 + (60n)`
94p	156n	Pu250	pred	x ms	0+	`94 = 2+2 + 18 + 16 + 2x12 + 2x16 + (62n)`
						.ooOOoo.

244

94 = 2+2 + 12+6 + 16 + 2x12 + 2x16 + (56n)

237

148n

						.ooOOoo.
95p	136n	Am231		10 s		`95 = 1+2 + 12 + 16+8 + 2x12 + 2x16 + (41n)`
95p	138n	Am233		2 min		`95 = 1+2 + 12 + 16+8 + 2x12 + 2x16 + (43n)`
95p	140n	Am235		9.9 min	5/2-#	`95 = 4+4 + 5+10 + 16 + 2x12 + 2x16 + (45n)`
95p	142n	Am237		73.0 min	5/2-	`95 = 2+6 + 5+10 + 16 + 2x12 + 2x16 + (47n)`
95p	144n	Am239	Ke	11.9 h	5/2-	`95 = 4+4 + 5+10 + 16 + 2x12 + 2x16 + (49n)`
95p	146n	Am241	He em	432.2 y	5/2-	`95 = 6+2 + 5+10 + 16 + 2x12 + 2x16 + (51n)`
95p	148n	Am243	He em	7370 y	5/2-	`95 = 4+4 + 5+10 + 16 + 2x12 + 2x16 + (53n)`
95p	150n	Am245		2.05 h	5/2+	`95 = 1+2 + 12 + 16+8 + 2x12 + 2x16 + (55n)`
95p	152n	Am247		23.0 min	5/2	`95 = 1+6 + 12 + 8 + 3x12 + 2x16 + (57n)`
95p	154n	Am249		2 min		`95 = 3+4 + 12 + 8 + 3x12 + 2x16 + (59n)`
						.ooOOoo.

243

95 = 4+4 + 5+10 + 16 + 2x12 + 2x16 + (53n)

242, 246

96

151n

						.ooOOoo.
96p	136n	Cm232		1 min	0+	`96 = 2+2 + 12 + 16+8 + 2x12 + 2x16 + (40n)`
96p	137n	Cm233		1 min	3/2+#	`96 = 1+3 + 12 + 16+8 + 2x12 + 2x16 + (41n)`
96p	138n	Cm234		2 min	0+	`96 = 2+2 + 12 + 16+8 + 2x12 + 2x16 + (42n)`
96p	139n	Cm235		5 min	5/2+#	`96 = 3+3 + 12+6 + 16 + 2x12 + 2x16 + (43n)`
96p	140n	Cm236		10 min	0+	`96 = 4+2 + 12+6 + 16 + 2x12 + 2x16 + (44n)`
96p	141n	Cm237		20 min	5/2+#	`96 = 5+1 + 12+6 + 16 + 2x12 + 2x16 + (45n)`
96p	142n	Cm238		2.4 h	0+	`96 = 2+2 + 12 + 8+16 + 2x12 + 2x16 + (46n)`
96p	143n	Cm239		2.9 h	7/2-	`96 = 3+1 + 12 + 8+16 + 2x12 + 2x16 + (47n)`
96p	144n	Cm240	He em	27 d	0+	`96 = 2+2 + 12 + 8+16 + 2x12 + 2x16 + (48n)`
96p	145n	Cm241	Ke	32.8 d	1/2+	`96 = 1+3 + 12 + 24 + 2x12 + 2x16 + (49n)`
96p	146n	Cm242	He em	162.8 d	0+	`96 = 2+2 + 12 + 24 + 2x12 + 2x16 + (50n)`
96p	147n	Cm243m		1.08 mics	1/2+	`96 = 3+1 + 12 + 24 + 2x12 + 2x16 + (51n)`
96p	148n	Cm244	He em	18.10 y	0+	`96 = 3+2 + 12 + 16+7 + 2x12 + 2x16 + (52n)`
96p	149n	Cm245	He em	8500 y	7/2+	`96 = 1+4 + 12 + 16+7 + 2x12 + 2x16 + (53n)`
96p	150n	Cm246	He em	4760 y	0+	`96 = 2+3 + 12 + 16+7 + 2x12 + 2x16 + (54n)`
96p	151n	Cm247	He em	1.56x10+7 y	9/2-	`96 = 3+3 + 12+6 + 16 + 2x12 + 2x16 + (55n)`
96p	152n	Cm248	He em	3.48x10+5 y	0+	`96 = 4+2 + 12+6 + 16 + 2x12 + 2x16 + (56n)`
96p	153n	Cm249		64.15 min	1/2+	`96 = 3+4 + 12+5 + 16 + 2x12 + 2x16 + (57n)`
96p	154n	Cm250	fission	8.3x10+3 y	0+	`96 = 1+6 + 12+5 + 16 + 2x12 + 2x16 + (58n)`
96p	155n	Cm251		16.8 min	1/2+	`96 = 2+5 + 12+5 + 16 + 2x12 + 2x16 + (59n)`
96p	156n	Cm252		2 d	0+	`96 = 3+4 + 12+5 + 16 + 2x12 + 2x16 + (60n)`
						.ooOOoo.

247

96 = 3+3 + 12+6 + 16 + 2x12 + 2x16+ (55n)

242

150n

						.ooOOoo.
97p	138n	Bk235		20 s		`97 = 1+6 + 5+5 + 16+8 + 2x12 + 2x16 + (41n)`
97p	140n	Bk237		1 min	7/2+#	`97 = 3+4 + 5+5 + 16+8 + 2x12 + 2x16 + (43n)`
97p	142n	Bk239		3 min	7/2+	`97 = 5+2 + 5+5 + 16+8 + 2x12 + 2x16 + (45n)`
97p	144n	Bk241		3 min	7/2+	`97 = 4+3 + 5+5 + 16+8 + 2x12 + 2x16 + (47n)`
97p	145n	Bk242	b+	7.0 min	2-#	`97 = 3+2 + 12 + 16+8 + 2x12 + 2x16 + (48n)`
97p	146n	Bk243	b+	4.5 h	3/2-	`97 = 1+4 + 12 + 16+8 + 2x12 + 2x16 + (49n)`
97p	148n	Bk245	Ke	4.94 d	3/2-	`97 = 3+2 + 12 + 16+8 + 2x12 + 2x16 + (51n)`
97p	149n	Bk246	b+	1.80 d	2-	`97 = 4+1 + 12 + 16+8 + 2x12 + 2x16 + (52n)`
97p	150n	Bk247	He em	1380 y	3/2-	`97 = 3+2 + 12 + 16+8 + 2x12 + 2x16 + (53n)`
97p	151n	Bk248		9 y	6+#	`97 = 4+3 + 5+5 + 16+8 + 2x12 + 2x16 + (54n)`
97p	152n	Bk249		330 d	7/2+	`97 = 5+2 + 5+5 + 16+8 + 2x12 + 2x16 + (55n)`
97p	152n	Bk249m		300 mics	3/2-	`97 = 3+2 + 12 + 16+8 + 2x12 + 2x16 + (55n)`
97p	153n	Bk250		3.212 h	2-	`97 = 4+1 + 12 + 16+8 + 2x12 + 2x16 + (56n)`
97p	154n	Bk251		55.6 min	3/2-	`97 = 3+2 + 12 + 16+8 + 2x12 + 2x16 + (57n)`
97p	156n	Bk253		10 min		`97 = 1+6 + 12+6 + 16 + 2x12 + 2x16 + (59n)`
97p	157n	Bk254		2 min	0+	`97 = 2+5 + 12+6 + 16 + 2x12 + 2x16 + (60n)`
						.ooOOoo.

247

97 = 3+2 + 12 + 16+8 + 2x12 + 2x16 + (53n)

98

153n

						.ooOOoo.
98p	139n	Cf237		2.1 s	5/2+#	`98 = 1+5 + 12 + 16+8 + 2x12 + 2x16 + (41n)`
98p	140n	Cf238		21 ms	0+	`98 = 2+4 + 12 + 16+8 + 2x12 + 2x16 + (42n)`
98p	141n	Cf239		39 s	5/2+#	`98 = 3+3 + 12 + 16+8 + 2x12 + 2x16 + (43n)`
98p	142n	Cf240		1.06 min	0+	`98 = 3+3 + 12 + 8+16 + 2x12 + 2x16 + (44n)`
98p	143n	Cf241		3.78 min	7/2-	`98 = 1+5 + 12 + 8+16 + 2x12 + 2x16 + (45n)`
98p	144n	Cf242	He em	3.7 min	0+	`98 = 2+4 + 12 + 8+16 + 2x12 + 2x16 + (46n)`
98p	145n	Cf243		10.7 min	1/2+	`98 = 1+7 + 6+12 + 16 + 2x12 + 2x16 + (47n)`
98p	146n	Cf244	He em	19.4 min	0+	`98 = 2+6 + 6+12 + 16 + 2x12 + 2x16 + (48n)`
98p	147n	Cf245		45.0 min	1/2+	`98 = 3+5 + 6+12 + 16 + 2x12 + 2x16 + (49n)`
98p	148n	Cf246	He em	35.7 h	0+	`98 = 3+4 + 12 + 16+7 + 2x12 + 2x16 + (50n)`
98p	149n	Cf247	Ke	3.11 h	7/2+	`98 = 4+3 + 12 + 16+7 + 2x12 + 2x16 + (51n)`
98p	150n	Cf248	He em	333.5 d	0+	`98 = 3+3 + 12 + 16+8 + 2x12 + 2x16 + (52n)`
98p	151n	Cf249	He em	351 y	9/2-	`98 = 1+5 + 12 + 16+8 + 2x12 + 2x16 + (53n)`
98p	152n	Cf250	He em	13.08 y	0+	`98 = 2+6 + 12+6 + 16 + 2x12 + 2x16 + (54n)`
98p	153n	Cf251	He em	898 y	1/2+	`98 = 3+5 + 12+6 + 16 + 2x12 + 2x16 + (55n)`
98p	154n	Cf252	He em	2.645 y	0+	`98 = 4+3 + 12 + 16+7 + 2x12 + 2x16 + (56n)`
98p	155n	Cf253		17.81 d	7/2+	`98 = 5+2 + 12 + 16+7 + 2x12 + 2x16 + (57n)`
98p	156n	Cf254	fission	60.5 d	0+	`98 = 6+1 + 12 + 16+7 + 2x12 + 2x16 + (58n)`
98p	157n	Cf255		85 min	7/2+	`98 = 4+3 + 12 + 16+7 + 2x12 + 2x16 + (59n)`
98p	158n	Cf256	fission	12.3 min	0+	`98 = 3+3 + 12 + 16+8 + 2x12 + 2x16 + (60n)`
98p	160n	Cf258	pred	x ms	0+	`98 = 2+4 + 12 + 16+8 + 2x12 + 2x16 + (62n)`
98p	162n	Cf260	pred	x ms	0+	`98 = 4+2 + 12 + 16+8 + 2x12 + 2x16 + (64n)`
98p	164n	Cf262	pred	x ms	0+	`98 = 3+3 + 12 + 16+8 + 2x12 + 2x16 + (66n)`
						.ooOOoo.

251

98 = 3+3 + 12 + 16+8 + 2x12 + 2x16 + (55n)

99

153n

						.ooOOoo.
99p	142n	Es241		8 s	3/2-	`99 = 3+4 + 12 + 16+8 + 2x12 + 2x16 + (43n)`
99p	143n	Es242		13.5 s		`99 = 4+3 + 12 + 16+8 + 2x12 + 2x16 + (44n)`
99p	144n	Es243	b+	21 s	3/2-#	`99 = 5+2 + 12 + 16+8 + 2x12 + 2x16 + (45n)`
99p	145n	Es244	b+	37 s		`99 = 6+1 + 12 + 16+8 + 2x12 + 2x16 + (46n)`
99p	146n	Es245	b+	1.1 min	3/2-	`99 = 4+3 + 12 + 16+8 + 2x12 + 2x16 + (47n)`
99p	147n	Es246	b+	7.7 min	4-#	`99 = 2+1 + 10+6 + 16+8 + 2x12 + 2x16 + (48n)`
99p	148n	Es247	b+	4.55 min	7/2+#	`99 = 1+6 + 12 + 16+8 + 2x12 + 2x16 + (49n)`
99p	149n	Es248	b+	27 min	0+	`99 = 2+5 + 12 + 16+8 + 2x12 + 2x16 + (50n)`
99p	150n	Es249	b+	102.2 min	7/2+	`99 = 3+4 + 12 + 16+8 + 2x12 + 2x16 + (51n)`
99p	151n	Es250	b+	8.6 h	6+	`99 = 2+1 + 10+6 + 16+8 + 2x12 + 2x16 + (52n)`
99p	152n	Es251	b+	33 h	3/2-	`99 = 2+1 + 10+6 + 16+8 + 2x12 + 2x16 + (53n)`
99p	153n	Es252	He em	471.7 d	5-	`99 = 2+1 + 6+10 + 16+8 + 2x12 + 2x16 + (54n)`
99p	154n	Es253	He em	20.47 d	7/2+	`99 = 3+4 + 12 + 16+8 + 2x12 + 2x16 + (55n)`
99p	155n	Es254	He em	275.7 d	7+	`99 = 4+3 + 12 + 16+8 + 2x12 + 2x16 + (56n)`
99p	156n	Es255		39.8 d	7/2+	`99 = 5+2 + 12 + 16+8 + 2x12 + 2x16 + (57n)`
99p	157n	Es256		25.4 min	1+	`99 = 2+1 + 10+6 + 16+8 + 2x12 + 2x16 + (58n)`
99p	158n	Es257		7.7 d	7/2+#	`99 = 7+1 + 12 + 16+7 + 2x12 + 2x16 + (59n)`
99p	159n	Es258		3# min		`99 = 4+4 + 12 + 16+7 + 2x12 + 2x16 + (60n)`
						.ooOOoo.

252

99 = 2+1 + 6+10 + 16+8 + 2x12 + 2x16 + (54n)

254

100

157n

						.ooOOoo.
100p	142n	Fm242	fission	0.8 ms	0+	`100 = 1+1 + 18 + 24 + 2x12 + 2x16 + (42n)`
100p	143n	Fm243	He em	0.18 s	7/2+	`100 = 1+1 + 18 + 24 + 2x12 + 2x16 + (43n)`
100p	144n	Fm244	fission	3.3 ms	0+	`100 = 1+1 + 18 + 24 + 2x12 + 2x16 + (44n)`
100p	145n	Fm245	He em	4.2 s	1/2+#	`100 = 5+3 + 12 + 16+8 + 2x12 + 2x16 + (45n)`
100p	146n	Fm246	He em	1.1 s	0+	`100 = 6+2 + 12 + 16+8 + 2x12 + 2x16 + (46n)`
100p	147n	Fm247	He em	4.3 s	1/2+	`100 = 7+1 + 12 + 16+8 + 2x12 + 2x16 + (47n)`
100p	148n	Fm248	He em	36 s	0+	`100 = 1+1 + 18 + 24 + 2x12 + 2x16 + (48n)`
100p	149n	Fm249		2.6 min	7/2+	`100 = 1+1 + 18 + 24 + 2x12 + 2x16 + (49n)`
100p	150n	Fm250	He em	30 min	0+	`100 = 1+1 + 18 + 24 + 2x12 + 2x16 + (50n)`
100p	151n	Fm251		5.30 h	9/2-	`100 = 3+5 + 12 + 24 + 2x12 + 2x16 + (51n)`
100p	152n	Fm252	He em	25.39 h	0+	`100 = 4+4 + 12 + 24 + 2x12 + 2x16 + (52n)`
100p	153n	Fm253	Ke	3.00 d	1/2+	`100 = 1+7 + 12 + 16+8 + 2x12 + 2x16 + (53n)`
100p	154n	Fm254	He em	3.240 h	0+	`100 = 2+6 + 12 + 16+8 + 2x12 + 2x16 + (54n)`
100p	155n	Fm255	He em	20.07 h	7/2+	`100 = 1+1 + 6+12 + 24 + 2x12 + 2x16 + (55n)`
100p	156n	Fm256	fission	157.6 min	0+	`100 = 1+1 + 6+12 + 24 + 2x12 + 2x16 + (56n)`
100p	157n	Fm257	He em	100.5 d	9/2+	`100 = 5+3 + 12 + 16+8 + 2x12 + 2x16 + (57n)`
100p	158n	Fm258	fission	370 mics	0+	`100 = 6+2 + 12 + 16+8 + 2x12 + 2x16 + (58n)`
100p	159n	Fm259	fission	1.5 s	3/2+	`100 = 1+1 + 12+6 + 16+8 + 2x12 + 2x16 + (59n)`
100p	160n	Fm260	fission	4 ms	0+	`100 = 1+1 + 12+6 + 16+8 + 2x12 + 2x16 + (60n)`
						.ooOOoo.

257

100 = 5+3 + 12 + 16+8 + 2x12 + 2x16 + (57n)

250

101

157n

						.ooOOoo.
101p	144n	Md245	fission	900 mics	1/2-#	`101 = 1+6 + 10+6 + 8+14 + 2x12 + 2x16 + (43n)`
101p	145n	Md246		1.0 s		`101 = 2+5 + 10+6 + 8+14 + 2x12 + 2x16 + (44n)`
101p	146n	Md247	fission	1.12 s	1/2-#	`101 = 3+4 + 10+6 + 8+14 + 2x12 + 2x16 + (45n)`
101p	147n	Md248	b+	7 s		`101 = 4+3 + 10+6 + 8+14 + 2x12 + 2x16 + (46n)`
101p	148n	Md249m		1.9 s	1/2-	`101 = 5+2 + 10+6 + 8+14 + 2x12 + 2x16 + (47n)`
101p	148n	Md249	He em	24 s	7/2-	`101 = 3+2 + 6+10 + 16+8 + 2x12 + 2x16 + (47n)`
101p	149n	Md250		52 s		`101 = 1+4 + 6+10 + 16+8 + 2x12 + 2x16 + (48n)`
101p	150n	Md251	b+	4.0 min	7/2-#	`101 = 2+3 + 6+10 + 16+8 + 2x12 + 2x16 + (49n)`
101p	151n	Md252	b+	2.3 min		`101 = 3+2 + 6+10 + 16+8 + 2x12 + 2x16 + (50n)`
101p	152n	Md253	b+	12 min	7/2-#	`101 = 4+1 + 6+10 + 16+8 + 2x12 + 2x16 + (51n)`
101p	153n	Md254	b+	10 min	0-	`101 = 3+2 + 6+10 + 16+8 + 2x12 + 2x16 + (52n)`
101p	154n	Md255	b+	27 min	7/2-	`101 = 3+2 + 10+6 + 16+8 + 2x12 + 2x16 + (53n)`
101p	155n	Md256	b+	77 min	1-	`101 = 4+1 + 10+6 + 16+8 + 2x12 + 2x16 + (54n)`
101p	156n	Md257	Ke	5.52 h	7/2-	`101 = 1+4 + 6+10 + 16+8 + 2x12 + 2x16 + (55n)`
101p	157n	Md258	He em	51.5 d	8-#	`101 = 2+3 + 6+10 + 16+8 + 2x12 + 2x16 + (56n)`
101p	158n	Md259	fission	1.60 h	7/2-#	`101 = 3+2 + 6+10 + 16+8 + 2x12 + 2x16 + (57n)`
101p	159n	Md260		31.8 d		`101 = 2+3 + 10+6 + 16+8 + 2x12 + 2x16 + (58n)`
101p	160n	Md261		40# min	7/2-#	`101 = 3+2 + 10+6 + 16+8 + 2x12 + 2x16 + (59n)`
101p	161n	Md262	pred	3 min		`101 = 4+1 + 10+6 + 16+8 + 2x12 + 2x16 + (60n)`
						.ooOOoo.

258

101 =2+3 + 6+10 + 16+8 + 2x12 + 2x16 + (56n)

102

157n

						.ooOOoo.
102p	146n	No248		<2 mics	0+	`102 = 4+1 + 12+5 + 16+8 + 2x12 + 2x16 + (44n)`
102p	147n	No249		57 mics	5/2+#	`102 = 3+2 + 12+5 + 16+8 + 2x12 + 2x16 + (45n)`
102p	148n	No250	fission	0.25 ms	0+	`102 = 2+2 + 6+12 + 16+8 + 2x12 + 2x16 + (46n)`
102p	149n	No251m		1.7 s	9/2-	`102 = 1+3 + 6+12 + 16+8 + 2x12 + 2x16 + (47n)`
102p	150n	No252		2.27 s	0+	`102 = 2+2 + 6+12 + 16+8 + 2x12 + 2x16 + (48n)`
102p	151n	No253		1.62 min	9/2-	`102 = 3+1 + 6+12 + 16+8 + 2x12 + 2x16 + (49n)`
102p	152n	No254	He em	51 s	0+	`102 = 2+2 + 6+12 + 16+8 + 2x12 + 2x16 + (50n)`
102p	153n	No255	He em	3.1 min	1/2+	`102 = 3+1 + 6+12 + 16+8 + 2x12 + 2x16 + (51n)`
102p	154n	No256	He em	2.91 s	0+	`102 = 2+2 + 6+12 + 16+8 + 2x12 + 2x16 + (52n)`
102p	155n	No257	He em	25 s	7/2+	`102 = 1+3 + 12+6 + 16+8 + 2x12 + 2x16 + (53n)`
102p	156n	No258		1.2 ms	0+	`102 = 2+2 + 12+6 + 16+8 + 2x12 + 2x16 + (54n)`
102p	157n	No259	He em	58 min	9/2+#	`102 = 1+3 + 6+12 + 16+8 + 2x12 + 2x16 + (55n)`
102p	158n	No260	fission	106 ms	0+	`102 = 2+2 + 6+12 + 16+8 + 2x12 + 2x16 + (56n)`
102p	159n	No261		3 h	3/2+#	`102 = 2+5 + 10+5 + 16+8 + 2x12 + 2x16 + (57n)`
102p	160n	No262	fission	5 ms	0+	`102 = 3+4 + 10+5 + 16+8 + 2x12 + 2x16 + (58n)`
102p	161n	No263		20# min		`102 = 4+3 + 10+5 + 16+8 + 2x12 + 2x16 + (59n)`
102p	162n	No264		1# min	0+	`102 = 5+2 + 10+5 + 16+8 + 2x12 + 2x16 + (60n)`
						.ooOOoo.

259

102 = 1+3 + 6+12 + 16+8 + 2x12 + 2x16 + (55n)

254

103

162n

						.ooOOoo.
103p	148n	Lr251		nodata		`103 = 2+3 + 6+12 + 16+8 + 2x12 + 2x16 + (45n)`
103p	149n	Lr252	He em	0.36 s		`103 = 2+3 + 6+12 + 16+8 + 2x12 + 2x16 + (46n)`
103p	150n	Lr253	He em	580 ms	7/2-	`103 = 1+4 + 6+12 + 16+8 + 2x12 + 2x16 + (47n)`
103p	151n	Lr254	He em	13 s		`103 = 2+3 + 6+12 + 16+8 + 2x12 + 2x16 + (48n)`
103p	152n	Lr255	He em	22 s	7/2-#	`103 = 3+2 + 6+12 + 16+8 + 2x12 + 2x16 + (49n)`
103p	153n	Lr256	He em	27 s		`103 = 2+3 + 6+12 + 16+8 + 2x12 + 2x16 + (50n)`
103p	154n	Lr257	He em	646 ms	9/2+#	`103 = 3+2 + 6+12 + 16+8 + 2x12 + 2x16 + (51n)`
103p	155n	Lr258	He em	4.1 s		`103 = 4+1 + 6+12 + 16+8 + 2x12 + 2x16 + (52n)`
103p	156n	Lr259	He em	6.2 s	9/2+#	`103 = 3+2 + 6+12 + 16+8 + 2x12 + 2x16 + (53n)`
103p	157n	Lr260	He em	180 s		`103 = 2+3 + 6+12 + 16+8 + 2x12 + 2x16 + (54n)`
103p	158n	Lr261		39 min		`103 = 1+4 + 6+12 + 16+8 + 2x12 + 2x16 + (55n)`
103p	159n	Lr262		4 h		`103 = 2+3 + 6+12 + 16+8 + 2x12 + 2x16 + (56n)`
103p	160n	Lr263		5 h		`103 = 3+2 + 6+12 + 16+8 + 2x12 + 2x16 + (57n)`
103p	161n	Lr264		10# h		`103 = 4+1 + 6+12 + 16+8 + 2x12 + 2x16 + (58n)`
103p	162n	Lr265	pred	10 h		`103 = 3+2 + 6+12 + 16+8 + 2x12 + 2x16 + (59n)`
103p	163n	Lr266		1# h		`103 = 3+2 + 12+6 + 16+8 + 2x12 + 2x16 + (60n)`
						.ooOOoo.

265

103 = 3+2 + 6+12 + 16+8 + 2x12 + 2x16 + (59n)

104

161n

						.ooOOoo.
104p	149n	Rf253	fission	48 mics	7/2+#	`104 = 1+6 + 12+5 + 8+16 + 2x12 + 2x16 + (45n)`
104p	151n	Rf255		1.68 s	9/2-	`104 = 1+5 + 6+12 + 16+8 + 2x12 + 2x16 + (47n)`
104p	153n	Rf257	He em	4.7 s	1/2+	`104 = 1+5 + 6+12 + 16+8 + 2x12 + 2x16 + (49n)`
104p	155n	Rf259	He em	3.2 s	7/2+#	`104 = 4+3 + 12+5 + 8+16 + 2x12 + 2x16 + (51n)`
104p	156n	Rf260		21 ms	0+	`104 = 3+3 + 12+6 + 16+8 + 2x12 + 2x16 + (52n)`
104p	157n	Rf261		65 s	3/2+#	`104 = 1+5 + 12+6 + 16+8 + 2x12 + 2x16 + (53n)`
104p	158n	Rf262		2.3 s	0+	`104 = 2+4 + 12+6 + 16+8 + 2x12 + 2x16 + (54n)`
104p	159n	Rf263	fission	10 min	3/2+#	`104 = 3+3 + 12+6 + 16+8 + 2x12 + 2x16 + (55n)`
104p	160n	Rf264		6 h	0+	`104 = 4+2 + 12+6 + 16+8 + 2x12 + 2x16 + (56n)`
104p	161n	Rf265		13 h	3/2+#	`104 = 5+1 + 12+6 + 16+8 + 2x12 + 2x16 + (57n)`
104p	162n	Rf266		10 h	0+	`104 = 3+3 + 12+6 + 16+8 + 2x12 + 2x16 + (58n)`
104p	163n	Rf267	fission	2.3 h		`104 = 1+5 + 12+6 + 16+8 + 2x12 + 2x16 + (59n)`
104p	164n	Rf268		6 h	0+	`104 = 3+3 + 12+6 + 16+8 + 2x12 + 2x16 + (60n)`
104p	165n	Rf269	pred	x min		`104 = 3+3 + 12+6 + 16+8 + 2x12 + 2x16 + (61n)`
						.ooOOoo.

265

104 = 3+3 + 6+12 + 16+8 + 2x12 + 2x16 + (57n)

105 163n Db 268 0 105 = 1+2 + 12+6 + 16 + 12+12+12 + 2x16 + (58n) 0

106 165n Sg 271 0 106 = 1+3 + 12+6 + 16 + 12+12+12 + 2x16 + (59n) 0 263

107 Bh 272 0 0

108 169n Hs 277 0 108 = 3+3 + 12+6 + 16 + 12+12+12 + 2x16 + (61n) 0

109 Mt 276 0 0

110 Ds 281 0 0

111 Rg 280 0 0

112 Cp 285 0 0

113 Uut 284 0 0

114 182n Uuq 296 0 114 = 2+2 + 18 + 24 + 12+12+12 + 2x16 + (68n) 294

115 184n Uup 299 0 115 = 3+2 + 18 + 24 + 12+12+12 + 2x16 + (69n) 0

116 184n Uuh 300 0 116 = 2+4 + 18 + 24 + 12+12+12 + 2x16 + (68n) 0

117 Uus

118 178n Uuo 296 0 118 = 4+4 + 12+6 + 24 + 12+12+12 + 2x16 + (60n) 0

Az atommagba beépülő protonok (proton tóruszok) egy, a náluk kb 3x nagyobb átmérőjű elektrontórusz belsejében helyezkednek el, ennek hatására a protonok átmérője némileg növekszik, az elektron "magára húzza" a proton gyűrűt. A növekvő átmérőjű proton kisebb energiát jelent, ez magyarázhatja a tömegdefektus jelenséget.

Ezzel szemben az elektron átmérője csökken, energiája nő, tehát a magban ilyen értelemben aktivált elektronok vannak. A magban lévő elektronok ragasztó szerepet töltenek be, elektron tartja össze a protonpárokat.. Mivel minden protonnak több-kevesebb (mag)elektron borítása van ezért az atommag külső felszíne negatív töltésű. Ez a külső negatív töltés akadályozza meg a héjelektronok belezuhanását az atommagba, enélkül nem alakulhatnának ki stabil atomok.

Az atommag lapos, diszkoszra emlékeztet (az oxigénnél kisebb atommagok hengeresek). Az atommagot a külső alfa-részecske gyűrű abroncsként tartja össze. Az alfa-részecskék között mágneses erő lép fel ami a pozitív töltések között fellépő taszítást kompenzálja.
A mágikus számoknak nincs túl nagy jelentősége.

Az atommagban nincsenek gluonok, sem kvarkok.

Stabil izotópok, Izotópok, Isotopes, Elements, Interaktív, Elemek
Héjmodell, Modellek, J.Lucas, Atommag modell
Elmélkedés az atommagmodellekről, Nuclear properties
Foton és anyagmodell

Atommag szimmetria
Problémák a relativitáselmélet körül

További origó fórum kérdések OF OF2 OF3 és Tudomány cikkek archiv Szkept Hypog Csivar

AstrojaN atommag szerkezete

janos@biochem.szote.u-szeged.hu

Vita 1, Vita 2, Vita 3, Index Fórum 2012, 2011, 2010, 2009, 2008, 2007, 2006, 2005, Reverz 2005, 2006, 2007, 2008 2009, 2010, 2011

Az atommag szerkezete

Az izotópok gyűrűs atommag szerkezete és az atommag szerkezet - spin összefüggés

Stabil izotópok, Izotópok, Isotopes, Elements, Interaktív, Elemek Héjmodell, Modellek, J.Lucas, Atommag modell Elmélkedés az atommagmodellekről, Nuclear properties Foton és anyagmodell

Atommag szimmetria Problémák a relativitáselmélet körül

További origó fórum kérdések OF OF2 OF3 és Tudomány cikkek archiv Szkept Hypog Csivar

AstrojaN atommag szerkezete

Stabil izotópok, Izotópok, Isotopes, Elements, Interaktív, Elemek
Héjmodell, Modellek, J.Lucas, Atommag modell
Elmélkedés az atommagmodellekről, Nuclear properties
Foton és anyagmodell

Atommag szimmetria
Problémák a relativitáselmélet körül