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. 2017 Mar 21;5:e2900. doi: 10.7717/peerj.2900

Table 1. Primer details and genetic diversity estimates per locus as calculated from the captive Poicephalus robustus data set used in the current study.

The standard error for the average number of alleles is provided in parentheses. The values in superscript indicates the locus’ rank for the specific measure (1 = excellent and 16 = poor). It should be noted that Prob15 is reportedly Z-linked (Pillay et al., 2010) which could influence the null allele frequency.

Locus Primer sequence (5′–3′) Average number of alleles (NA) Allelic richness (Ar) Probability of identity (PID) Probability of exclusion (one parent known; PE2) Polymorphic information content (PIC) Null allele frequency as % (Na): Inbreeding coefficient (FIS) Hardy-Weinberg deviation (p-value) Locus rank
Prob17 F: TGAACATGACTTATTTGTCTAGTCATACCTAATCC 17 (3.559) 221 0.0181 0.6581 0.8881 0.0223 0.017 0.045 1
R: TTCCAAGGAGTAATATACAGATAATTGCTTCTACA
Prob31 F: GCTGCAGTACAGGCAGTCTTTG 5.25 (1.109) 6.9975 0.082 0.4042 0.7463 0.001 −0.058 0.096 2
R: CCCATGGCAGAAATTACAGTGA
Prob26 F: GATCCCCAAAACAGATGAGTCT 7.25 (1.436) 9.8773 0.0884 0.3704 0.7234 0.001 −0.109 0.188 3
R: GTTTCTTGATTCAGATTGGAGGCTGATG
Prob30 F: ACACTGAACCATGTCACACAAG 6 (0.707) 5.9978 0.0813 0.3973 0.7512 0.0374 0.044 0.0001* 4
R: GATCAGAAGGCTGCTTTGC
Prob23 F: CACCAGTCATGACAGATAAT 5 (1.08) 5.9977 0.1065 0.3415 0.7075 0.012 −0.091 0.034 5
R: AGTATAAATTCAGCCTAGTTATGT
Prob25 F: GATCCAGTGTGAAGCTAAAACAAGG 4.75 (0.629) 5.9469 0.1136 0.3306 0.6917 0.001 −0.028 0.695 6
R: GTTTCTTAAGGTAGATGTGGAGTGTAG
Prob18 F: GATCATTGAGAACTATTTGGAAG 4.25 (0.479) 510 0.1127 0.3277 0.6946 0.001 0.035 0.198 7
R: GTTTCTTATCAGTTGAACGCGAGAA
Prob06 F: TCCAACCCACCTGAATTATCCAT 6 (1.414) 7.9574 0.1979 0.2139 0.5669 0.001 −0.022 0.606 8
R: GTTTCTTAGCTCCAATTCCGGGCTCT
Prob09 F: GAACGTTTGTAGGGATAGTCCAC 7.25 (1.493) 10.8332 0.19910 0.19810 0.5610 0.066 0.146 0.003* 9
R: GTTTCTTACCGTGTCCACCCCTTATTCG
Prob15 F: GTGTCCCAGCCAGACCCAAT 5.5 (1.323) 66 0.1358 0.3038 0.6568 0.1869 0.439 0* 10
R: TCAGGTGTCCTGTCTCTGCTTCC
Prob01 F: TGCTCCCCATTCTACAGGTC 3 (0.408) 3.99914 0.20711 0.18611 0.55911 0.0585 0.129 0.016 11
R: TGTTTCCATAATTTGGCTTGC
Prob29 F: CAACACTGTGTATGCCCATGC 3.75 (0.629) 413 0.33813 0.10813 0.41513 0.001 −0.1 0.134 12
R: GTTTCTTGTTTGGACCCAGCAATCACC
Prob34 F: GGTGCTGGAAGGTGGCTTCT 4 (0.408) 4.99911 0.36314 0.09514 0.39214 0.001 −0.055 0.004 13
R: GCTTTGGCTGGTGGTCCATT
Prob28 F: GATCAAGGTATCATTAATAAGC 3 (0.707) 4.95712 0.2812 0.16712 0.47512 0.0817 0.14 0.001* 14
R: GAGCTCTCATTGTATGTCAA
Prob35 F: ATTGCTGTATTGTGGGTAGG 2.5 (0.5) 3.99515 0.55715 0.03415 0.24615 0.001 0.055 0.067 15
R: GATCAGCTCTTCACAGGAAT
Prob36 F: GATCAAAAGCTATCTGACTGGACA 1.75 (0.25) 216 0.5916 0.03216 0.22116 0.1258 0.471 0.001* 16
R: GTTTCTTCCATATTCTCATTTGCTTTC
Mean 6.813 (1.089) 6.910 (1.149) 0.581 (0.047) 3.62 (1.37) 0.047

Note:

*

p-value < 0.003.