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E
SPECIFICATIONS SUBJECT TO CHANGE WITHOUT NOTICE.
APEM
, 63 NECK ROAD, HAVERHILL, MA USA 01835-0788 TOLL FREE: (877) 246-7890 FAX: (978) 372-3534 E-mail: info@apem.com
A01 SERIES
KEYLOCK SWITCHES
Panel cut-out .630" (16mm)
Bezel: rectangular square round 'pos' - position' 'mainB' - maintained position B 'momC' - momentary position Cz
A keylock switch assembly requires:
Operator + Switchblock
To order, select desired model numbers from tables below.
Example: Rectangular keylock switch, single pole, 2 positions maintained =
A018101 and A0151B
Switches are normally shipped unassembled. Consult factory if factory assembly is required.
OPERATOR
Poles Bezel Description Part no.
Key removable
1 or 2 2 pos, maintained A018101 A - C
1 or 2 2 pos, momentary A018102 A
3 or 4 2 pos, maintained A018103 A - C
3 or 4 2 pos, momentary A018104 A
1 or 2 3 pos, maintained A018105 A - B - C
1 or 2 3 pos, momentary A018106 A
1 or 2 3 pos, mainB, momC A018107 A - B
1 or 2 3 pos, mainC, momB A018108 A - C
1 or 2 2 pos, maintained A018201 A - C
1 or 2 2 pos, momentary A018202 A
3 or 4 2 pos, maintained A018203 A - C
3 or 4 2 pos, momentary A018204 A
23 pos, maintained A018205 A - B - C
23 pos, momentary A018206 A
23 pos, mainB, momC A018207 A - B
23 pos, mainC, momB A018208 A - C
1 or 2 z2 pos, maintained A018301 A - C
1 or 2 z2 pos, momentary A018302 A
3 lor 4 z2 pos, maintained A018303 A - C
3 or 4 z2 pos, momentary A018304 A
2z3 pos, maintained A018305 A - B - C
2z3 pos, momentary A018306 A
2z3 pos, mainC, momB A018307 A -
SWITCH BLOCK
No. of poles Part no.
Single pole A0151B
Double pole A0152B
Three pole A0155B
Four pole A0153B
FOR UNSEALED
SWITCHES (IP40):
Add '01' to end of
OPERATOR model
number.
NON-REMOVABLE
KEY POSITIONS:
Contact factory.
KEY POSITIONS
Key rotation - 2 position switches
The model numbers shown are for
switches with counterclockwise key
rotation. For clockwise rotation,
replace: 01 with 25
02 with 24
03 with 27
04 with 28
at the end of model number.
2 standard keys are supplied.
20 key barrel types available from
stock.