Table 8.

The results of the Monte Carlo simulation of the ${}^{124}$I production process

Radioisotope	HalfLife	Decay mode	EOB [MBq]	EOB[%]	After72h[MBq]	After72h[%]
${}^{11}Be$	13.8 s	$\beta$-	72.483	0.87	0	0
${}^{6}He$	806.7 ms	$\beta$-	72.483	0.87	0	0
${}^{120}I$	81.6 min	EC $\beta$+	38.739	0.46	0	0
${}^{122}I$	3.6 min	EC $\beta$+	434.972	5.19	0	0
${}^{123}I$	13.2 h	EC $\beta$+	65.786	0.79	1.517	4.44
124I	4.2 d	EC β+	23.199	0.28	14.097	41.47
${}^{125}I$	59.4 d	EC	3.552	0.04	3.404	10.06
${}^{126}I$	12.9 d	EC $\beta$+ (52.7%), $\beta$- (47.3%)	14.319	0.17	12.173	35.84
${}^{128}I$	24.9 min	$\beta$- (93.1%), EC $\beta$+ (6.9%)	3326.115	39.71	0	0
${}^{130}I$	12.4 h	$\beta$-	157.916	1.89	2.775	8.19
${}^{13}N$	9.9 min	EC $\beta$+	3979.609	47.51	0	0
${}^{14}O$	70.6 s	EC $\beta$+	72.483	0.87	0	0
${}^{15}O$	122.2 s	EC $\beta$+	72.483	0.87	0	0
${}^{129}Te$	69.6 min	$\beta$-	42.92	0.51	0	0
Total			8377.059	100.00	33.966	100.00

The production parameters: natural TeO${}_2$, 18 MeV protons moderated to 14.8 MeV with 0.2 mm Havar, the proton current of 10 μA. The activity values at the end of bombardment (EOB) and the activity values after 72 hours since the end of bombardment are presented. ${}^{124}$I is highlighted in bold