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Table 2 Summary of models examining gender (g), age (a), and temporal (t) variation in (a) resighting probability, and (b) apparent annual survival of the western yellow-breasted chats breeding in south Okanagan valley, British Columbia (n = 313 individuals, 461 encounters

From: Wind conditions on migration influence the annual survival of a neotropical migrant, the western yellow-breasted chat (Icteria virens auricollis)

Model

AICC

ΔAICC

Weight

K

(a) Resighting models

 Phi(g*a*t) p(g)

774.28

0

0.51

58

 Phi(g*a*t) p(.)

774.30

0.02

0.49

57

 Phi(g*a*t) p(g + t)

794.37

20.09

0

71

 Phi(g*a*t) p(g*t)

830.29

56.01

0

84

(b) Apparent annual survival models

 Phi(.)

708.67

0

0.24

3

 Phi(g)

709.22

0.55

0.18

4

 Phi(a)

709.42

0.75

0.17

4

 Phi(g + a)

709.47

0.80

0.16

5

 Phi(g + a+ga)

709.57

0.90

0.16

6

 Phi(g + a+t)

713.22

4.55

0.02

18

 Phi(g + a+ga + t)

713.32

4.67

0.02

19

 Phi(g + t)

713.97

5.30

0.02

17

 Phi(a + t)

714.68

6.01

0.01

17

 Phi(t)

714.97

6.30

0.01

16

 Phi(g*a*t)

774.28

65.61

0

58

  1. We show all models in the resighting candidate set and all models with ΔAICC < 10 and the global Phi model in the apparent annual survival candidate set. In all apparent annual survival models resighting probability varies with gender
  2. Phi(.) null model, Phi(g*a*t) global model