Table 1 SSR locus diversity measures for sexually derived genotypes of wild cherry in two populations: A (managed) and B (unmanaged)

Locus	n		Â		H_O		H_E		HW		P
	A	B	A	B	A	B	A	B	A	B	Allele	Genotype
EMPaS01	5	4	4.77	4	0.650	0.699	0.634	0.626	NS	NS	<0.000	<0.000
EMPaS02	8	8	7.03	8	0.810	0.855	0.737	0.751	NS	^**	0.043	NS
EMPa004	9	7	6.95	7	0.595	0.627	0.611	0.586	NS	NS	<0.000	<0.000
EMPa005	7	7	6.28	7	0.736	0.735	0.728	0.746	NS	NS	NS	NS
EMPaS06	9	6	7.77	6	0.890	0.892	0.783	0.781	NS	NS	0.018	0.007
EMPaS10	9	8	7.63	8	0.706	0.747	0.653	0.706	NS	NS	<0.000	<0.000
EMPaS11	9	7	7.80	7	0.577	0.614	0.535	0.560	NS	NS	<0.000	<0.000
EMPaS12	7	8	5.50	8	0.736	0.711	0.705	0.663	NS	NS	<0.000	<0.000
EMPaS14	5	6	4.03	6	0.626	0.578	0.593	0.595	NS	NS	NS	NS
EMPa015	13	11	10.89	11	0.687	0.566	0.650	0.592	NS	NS	NS	0.013
EMPa018	10	8	8.31	8	0.693	0.711	0.679	0.703	NS	NS	<0.000	<0.000
PceGA34	14	14	11.71	14	0.810	0.831	0.765	0.853	NS	NA	NS	NS
UDP98-412	9	7	7.78	7	0.798	0.711	0.758	0.755	^**	NS	<0.000	<0.000
Average	8.77	7.77	7.42	7.77	0.716	0.714	0.679	0.686	NA	NA	NA	NA
P-WSR	0.031		NS		NS		NS		NA		NA	NA

Abbreviations: n=actual number of alleles observed; Â=allelic richness (corrected in population A to account for smaller sample set in population B); H_O=observed heterozygosity; H_E=expected heterozygosity; HW=Hardy–Weinberg equilibrium; NS=non-significant deviation; NA=test not applied.
^**Represents significant deviation from HW at the 1% level. Average values (italicised) are given for each category where applicable. P-WSR=the probability that measures of genetic diversity are significantly different between the two populations (calculated using Wilcoxon signed rank tests). Differences between the allele and genotype frequencies of the two populations were calculated using exact Fisher's tests and the P-values given (NS: P>0.05).

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