Table 1: Multiplicities $\omega$ of the 13 inequivalent atoms of C₃₂H₁₄ labelled in Fig. 2 and corresponding statistical weigth, evaluated from the probabilities of p^*=0.631 and q^*=0.002 for ¹²C and H to be replaced by their most aboundant isotopes ¹³C and D, respectively.
Inequivalent Multiplicity Statistical

atom $\omega$ weight

1 2 $1/16\cdot p^*(1-q^*)$

3 4 $1/8\cdot p^*(1-q^*)$

7 4 $1/8\cdot p^*(1-q^*)$

11 4 $1/8\cdot p^*(1-q^*)$

15 4 $1/8\cdot p^*(1-q^*)$

19 4 $1/8\cdot p^*(1-q^*)$

23 4 $1/8\cdot p^*(1-q^*)$

27 2 $1/16\cdot p^*(1-q^*)$

29 4 $1/8\cdot p^*(1-q^*)$

33 2 $1/7\cdot q^*(1-p^*)$

35 4 $2/7\cdot q^*(1-p^*)$

39 4 $2/7\cdot q^*(1-p^*)$

43 4 $2/7\cdot q^*(1-p^*)$

**Table 1:** Multiplicities $\omega$ of the 13 inequivalent atoms of C₃₂H₁₄ labelled in Fig. 2 and corresponding statistical weigth, evaluated from the probabilities of p^*=0.631 and q^*=0.002 for ¹²C and H to be replaced by their most aboundant isotopes ¹³C and D, respectively.
Inequivalent	Multiplicity	Statistical
atom	$\omega$	weight
1	2	$1/16\cdot p^(1-q^)$
3	4	$1/8\cdot p^(1-q^)$
7	4	$1/8\cdot p^(1-q^)$
11	4	$1/8\cdot p^(1-q^)$
15	4	$1/8\cdot p^(1-q^)$
19	4	$1/8\cdot p^(1-q^)$
23	4	$1/8\cdot p^(1-q^)$
27	2	$1/16\cdot p^(1-q^)$
29	4	$1/8\cdot p^(1-q^)$
33	2	$1/7\cdot q^(1-p^)$
35	4	$2/7\cdot q^(1-p^)$
39	4	$2/7\cdot q^(1-p^)$
43	4	$2/7\cdot q^(1-p^)$

Source LaTeX | All tables | In the text