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PATA → US-6912

196 nm · 1:47 h at 110 kt · corridor 8 nm

MountainNature
Straight ↔ Explorer

Flight plan

Tick the stops you want as waypoints and download a .pln for MSFS.

Flight timeline

  1. PATA · Tanana

    Departure

  2. Mount Tatum

    Wikipedia · Mountain · 1:08 h · 125 nm

  3. Mount Carpe

    Wikipedia · Mountain · 1:09 h · 126 nm · 2 nm from the route

  4. Mount Koven (Alaska)

    Wikipedia · Mountain · 1:09 h · 127 nm · 3 nm from the route

  5. Mount Tripyramid (Alaska)

    Wikipedia · Mountain · 1:09 h · 127 nm · 3 nm from the route

  6. North Peak

    Peak · 5,920 m · 1:10 h · 128 nm · 6 nm from the route

  7. Archdeacons Tower

    Peak · 5,859 m · 1:11 h · 130 nm · 7 nm from the route

  8. Mount Silverthrone

    Wikipedia · Mountain · 1:11 h · 130 nm · 3 nm from the route

  9. South Peak

    Peak · 6,186 m · 1:11 h · 130 nm · 7 nm from the route

  10. Churchill Peaks

    Peak · 6,186 m · 1:11 h · 130 nm · 7 nm from the route

  11. Denali

    Peak · 6,194 m · 1:11 h · 130 nm · 7 nm from the route

  12. East Buttress

    Peak · 4,418 m · 1:12 h · 131 nm · 4 nm from the route

  13. Mount Barrille

    Wikipedia · Mountain · 1:15 h · 138 nm · 1 nm from the route

  14. The Moose's Tooth

    Wikipedia · Mountain · 1:16 h · 139 nm · 2 nm from the route

  15. Mount Dickey

    Wikipedia · Mountain · 1:16 h · 139 nm · 1 nm from the route

  16. London Tower (Alaska)

    Wikipedia · Mountain · 1:17 h · 141 nm

  17. Mount Church (Alaska)

    Wikipedia · Mountain · 1:18 h · 143 nm · 2 nm from the route

  18. KTNA

    Wikipedia · Landmark · 1:37 h · 179 nm · 1 nm from the route

  19. Seuss House in Talkeetna

    Landmark · 1:47 h · 196 nm

    Seuss House in Talkeetna is a distinctive architectural landmark near Y, Alaska, United States, with a recognisable footprint and roofline that stand out withi…

  20. Trapper Lake (Alaska)

    Wikipedia · Water · 1:47 h · 196 nm · 5 nm from the route

  21. US-6912 · Talkeetna

    Arrival · 1:47 h

Straight line between airports; times are estimates at constant speed.