FlyFren
VFR
0ME7
SEBAGO LAKE BASIN
NORTH WINDHAM, ME
Elevation
266 ft
Control
Uncontrolled
Runway
4,000 ft
Plan flight to 0ME7
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About
Weather
Frequencies
Runways
Procedures
NOTAMs
Services
Nearby
06
Questions
01
Where is Sebago Lake Basin (0ME7) located?
Sebago Lake Basin is located in North Windham, ME.
02
Is Sebago Lake Basin a public or private airport?
Sebago Lake Basin (0ME7) is a private-use airport, so prior permission from the owner is required before landing.
03
How many runways does Sebago Lake Basin have?
Sebago Lake Basin has a single runway, 17W/35W at 4,000 feet of water.
04
What is the field elevation at Sebago Lake Basin?
Sebago Lake Basin sits at 266 feet above mean sea level.
05
Does Sebago Lake Basin have an instrument approach?
No, Sebago Lake Basin has no published instrument approach procedures; it is used under visual flight rules.
06
Does Sebago Lake Basin have an air traffic control tower?
No, Sebago Lake Basin (0ME7) is a non-towered airport; pilots self-announce on the CTAF.
Current Conditions
VFR
Visual Flight Rules
Wind
--
Steady
Visibility
10sm+
Surface Vis
Temp / Dew
--° / --°
Spread --°
Altimeter
--
Pressure
Sky Conditions
SKC
Clear
Hazards & Advisories
No active advisories within 50nm
Pilot Reports
Within 50nm
No recent pilot reports within 50nm.
17W/35W
4,000 ft
400 ft wide
WATER
No active NOTAMs
Directory
00 entities
No registered on-field services
Registry
FAA-V-2026.02
Coverage
On-Field Only
FlyFren Technical Directory
Regional Proximity
10 facilities
24ME
Uncontrolled
1
NM
SLIP KNOT LANDING
WINDHAM, ME
5ME2
Uncontrolled
3
NM
FROGG ISLAND
GRAY, ME
ME09
Uncontrolled
5
NM
PANTHER POND
RAYMOND, ME
ME28
Uncontrolled
6
NM
FOREST LAKE
CUMBERLAND, ME
ME01
Uncontrolled
7
NM
CRESCENT LAKE
EAST RAYMOND, ME
ME80
Uncontrolled
7
NM
DRY POND
GRAY, ME
67ME
Uncontrolled
9
NM
STA-KEL
WESTBROOK, ME
4ME0
Uncontrolled
9
NM
BRANDY POND
NAPLES, ME
64ME
Uncontrolled
9
NM
DAVE LIBBY
FALMOUTH, ME
ME51
Uncontrolled
9
NM
DOUGLASS
STANDISH, ME
Search Radius
50 NM
Data Source
FAA NASR
Distances calculated via haversine great-circle formula