Genotypes | n/Study | N | % |
---|
a,b,c | Total | Total |
---|
Male |
B | 99 + 41 + 54 | 194 | 55.27 |
A | 49 + 31 + 24 | 104 | 29.63 |
A- | 27 + 12 + 14 | 53 | 15.10 |
Total | 175 + 84 + 92 | 351 | 100.00 |
Female |
BB | 55 + 40 + 38 | 133 | 34.28 |
BA | 53 + 27 + 22 | 102 | 26.29 |
AA | 18 + 10 + 5 | 33 | 8.51 |
BA-
| 35 + 26 + 12 | 73 | 18.81 |
AA-
| 15 + 6 + 9 | 30 | 7.73 |
A-A- | 6 + 7 + 4 | 17 | 4.38 |
Total | 182 + 116 + 90 | 388 | 100.00 |
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a = Carter et al., [27]; b = Ouattara et al., [14]; c = Ouattara et al., [28]. The data in this table come from these three references (a, b and c) with information allowing the calculation of the different haplotypes. The populations a, b and c from Ouagadougou with symptomatic or asymptomatic malaria as shown in Table 1, were conform to Hardy-Weinberg Equilibrium
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\( \mathbf{f}\ \left(\mathbf{B}\ \mathbf{haplotype}\right)=\frac{194+\left(133\ast 2\right)+102+73}{351+\left(388\ast 2\right)}=\mathbf{0.563} \)
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\( \mathbf{f}\ \left(\mathbf{A}\ \mathbf{haplotype}\right)=\frac{104+102+\left(33\ast 2\right)+30}{351+\left(388\ast 2\right)}=\mathbf{0.268} \)
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\( \mathbf{f}\ \left(\mathbf{A}\hbox{-} \mathbf{haplotype}\right)=\frac{53+73+30+\left(17\ast 2\right)}{351+\left(388\ast 2\right)}=\mathbf{0.169} \)