Lee — commute flow to neighboring towns/cities (2023)
Adams — 43 (Higher)Alford — 4 (Lower)Becket — 81 (Higher)Cheshire — 26 (Upper-middle)Clarksburg — 3 (Lower)Dalton — 85 (Higher)Egremont — 8 (Lower-middle)Florida — 3 (Lower)Great Barrington — 82 (Higher)Hancock — 6 (Lower-middle)Hinsdale — 22 (Upper-middle)Lanesborough — 28 (Upper-middle)Lenox — 132 (Higher)Monterey — 13 (Middle)Mount Washington — 0 (Lower)New Ashford — 2 (Lower)New Marlborough — 15 (Middle)North Adams — 42 (Higher)Otis — 33 (Upper-middle)Peru — 6 (Lower-middle)Pittsfield — 673 (Higher)Richmond — 9 (Lower-middle)Sandisfield — 14 (Middle)Savoy — 1 (Lower)Sheffield — 19 (Middle)Stockbridge — 20 (Upper-middle)Tyringham — 7 (Lower-middle)Washington — 14 (Middle)West Stockbridge — 27 (Upper-middle)Williamstown — 13 (Middle)Windsor — 6 (Lower-middle)Lee — no data (unmeasured)
Where this is
Shading: Total Jobs
Lower (0 to 4)Lower-middle (6 to 9)Middle (13 to 19)Upper-middle (20 to 33)Higher (42 to 673)No data
Each unit is shaded by its Total Jobs value and grouped into equal-count bands (quantiles) against the other units shown — lighter = lower, darker = higher. It ranks position among the units in view; it does not grade places, and the ranges shift with which units are shown.
The map is bounded to this parent geography — it shows the selected unit among its own siblings only, the same depth rule the drill-down uses. Shading ranks position on the measure among the units shown; it does not grade places.

Click a neighboring town/city to see its own commute flow.

Town/CityTotal Jobs
Pittsfield673
Lenox132
Dalton85
Great Barrington82
Becket81
Adams43
North Adams42
Otis33
Springfield31
Lanesborough28

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