Q, quick phase; Qf, quick fall phase (orange); Qs, quick spring phase (yellow); S1, slow phase, first part (light blue); S2, slow phase, second part (dark blue). (a) Change in the latitude of 43 …
(a) Quick phase (spring and fall periods together). (b) Slow phase (first and second parts together). On both (a) and (b), the bars show the percentage of all mean daily positions annotated with the …
(a) 95% minimum convex polygons (MCPs) of Rough-legged buzzards during winter. Arrows indicate the direction of the movement across months. OCT, October; NOV, November; DEC, December; JAN, January; …
(a) Residency, (b) Itinerancy, and (c) Foxtrot migration. The color bar along the y-axis corresponds to the color coding of the habitats of the chart on the right.
(a) Mid-winter counts, often used to determine winter range, may give a misleading representation of the over-wintering range for species with dynamic range. (b) Changing the conservation status of …
Phase of migration | Sub-phase of migration | Distance (km) | Duration (days) | Speed (km/day) | Direction (°) |
---|---|---|---|---|---|
Quick | 1415 ± 50 | 15 ± 3 | 104 ± 6 | ||
Spring | 1544 ± 72 | 18 ± 4 | 100 ± 8 | 7 ± 2 | |
Fall | 1334 ± 59 | 14 ± 4 | 107 ± 7 | 198 ± 3 | |
Slow | 1026 ± 55 | 100 ± 4 | 12 ± 7 | ||
First phase | 1016 ± 71 | 121 ± 4 | 8 ± 7 | 251 ± 3 | |
Second phase | 1042 ± 71 | 66 ± 6 | 17 ± 9 | 57 ± 2 |
Supplementary tables.
(a) Table S1. The relationship between latitude/longitude and the day of the year during quick and slow phases of migration. The likelihood ratio test compares two candidate models: with (‘~doy’) and without the day of the year (‘~1’) as a fixed factor. (b) Table S2. The relationship between latitude/longitude and the day of the year during quick and slow phases of migration. Linear mixed-effect model, fixed effects. The response variable – latitude/longitude. Fixed effect – the day of the year (‘doy’). Random effects – individuals and year. (c) Table S3. The relationship between latitude/longitude and the day of the year during quick and slow phases of migration. Linear mixed-effect model, random effects. The response variable – latitude/longitude. Fixed effect – the day of the year. Random effects – individuals (‘bird’) and year (‘year’). (d) Table S4. The difference between the distance of slow and quick migrations. Linear mixed-effect model, post hoc results. The response variable – distance (km). Fixed effect – the type of migrations. Results of the post hoc comparison. (e) Table S5. The difference between the duration of slow and quick migrations. Linear mixed-effect model, post hoc results. The response variable – duration (days). Fixed effect – the type of migrations. Results of the post hoc comparison. (f) Table S6. The difference between the speed of slow and quick migrations. Linear mixed-effect model, post hoc results. The response variable – speed (km/day). Fixed effect – the type of migrations. Results of the post hoc comparison. (g) Table S7. The difference between the direction of the spring and the second phase of the winter migration and between the autumn and the first phase of the winter migration (two models). Linear mixed-effect models, post hoc results. The response variable in both models – direction (deg). Fixed effect – the type of migrations. Results of the post hoc comparison. (h) Table S8. The relationship between migration distance and the sex of the birds. The likelihood ratio test compares two candidate models: with (‘~sex’) and without the sex (‘~1’) as a fixed factor. (i) Table S9. The difference between vegetation land cover types crossed during quick (fall and spring) and slow (winter) migrations. General linear mixed-effect models. Results are given on the logit scale. (j) Table S10. The difference between snow cover conditions in the real situation (‘Real’) and two and two hypothetical situations – if birds spend winter in the place where they have arrived after fall migration (‘Hyp stay’) and if birds fly directly to the Southwest and stay there all winter (‘Hyp SW’). General linear mixed-effect models. Results are given on the logit scale. Results of the post hoc comparison.