Table 2.

Stronger associations for PV in boys using imputed genotypes surrounding the association signal

SNP ID-Allele	Location	Gene	${\mathrm{\beta }}_{\mathrm{GT}}$	$P_{\mathrm{GT}}$	${\mathrm{\beta }}_{\mathrm{GTxSex}}$	$P_{\mathrm{GTxSex}}$
rs7919344-T	92021973	RN7SKP143 (98 Kb)	− 2.38	8.0E-09	2.86	4.9E-06
rs148396815-C	92012923	RN7SKP143 (89 Kb)	− 1.87	4.2E-07	2.60	6.1E-07
10:92014488-T	92014488	RN7SKP143 (91 Kb)	− 1.87	4.4E-07	2.35	9.2E-05
rs184996157-A	92018837	RN7SKP143 (95 Kb)	− 1.87	4.4E-07	2.35	9.2E-05
rs534950014-G	92011098	RN7SKP143 (87 Kb)	− 1.87	4.4E-07	2.35	9.2E-05
rs560385300-T	92013183	RN7SKP143 (89 Kb)	− 1.87	4.4E-07	2.35	9.2E-05
rs75297609-T	92021574	RN7SKP143 (98 Kb)	− 1.87	4.4E-07	2.35	9.2E-05
10:92016131-A	92016131	RN7SKP143 (92 Kb)	− 1.87	4.4E-07	2.08	1.7E-04

Shown is the SNP rs ID with the associated allele, physical location, gene, effect size of the genotype (${\beta }_{\mathit{GT}}$), association P value of the genotype (P${}_{\mathit{GT}}$), effect size of the interaction between genotype and sex (${\beta }_{\mathit{GT}\times \mathit{Sex}}$) with the corresponding association P value (P${}_{GT\times Sex}$). The effect of the SNP allele in males corresponds to the ${\beta }_{\mathit{GT}}$ column, and the effect of the SNP allele in females is the sum of the effects in the ${\beta }_{\mathit{GT}}$ and ${\beta }_{GT\times Sex}$ columns. Since these effects are opposite in sign, this leads to a non-significant effect for females. The region analyzed has physical coordinates 10:91521574-92510199