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Q==)
SPECIFICATIONS SUBJECT TO CHANGE WITHOUT NOTICE.
U
U2
APEM
, 63 Neck Road, HAVERHILL, MA USA 01835-0788 TOLL FREE: (877) 246-7890 FAX: (978) 372-3534 E-mail: info@apem.com
42004 SERIES Straight knurl with plastic insert and line indicator on top
42005 SERIES Solid aluminum with straight knurl and arrowhead indicator on top
42006 SERIES Straight knurl with plastic insert and line indicator on top and side
42007 SERIES Serrated diamond trim with plastic insert and dot indicator on top
Notes: Dims. in inches & (millimeters). Shaft size is last 3 digits of Model No.
MODEL (Color-natural) MODEL (Color-black) ABCDEFG
420041A1/8* 420041B1/8* .500 (12.7) .480 (12.2) .378 (9.6) .480 (12.2) .788 (20) .520 (13.2) .453 (11.5)
420041A1/4* 420041B1/4* .500 (12.7) .480 (12.2) .378 (9.6) .480 (12.2) .788 (20) .520 (13.2) .453 (11.5)
420043A1/4 420043B1/4 .748 (19.0) .728 (18.5) .524 (13.3) .728 (18.5) .788 (20) .520 (13.2) .453 (11.5)
420045A1/4 420045B1/4 .929 (23.6) .870 (22.1) .720 (18.3) .870 (22.1) .788 (20) .520 (13.2) .453 (11.5)
MODEL (Color-natural) MODEL (Color-black) A BCDEFG
420051A1/8* 420051B1/8* .500 (12.7) .480(12.2) .378 (9.6) .480 (12.2) .638 (16.2) .520 (13.2) .453 (11.5)
420051A1/4* 420051B1/4* .500 (12.7) .480 (12.2) .378 (9.6) .480 (12.2) .638 (16.2) .520 (13.2) .453 (11.5)
420053A1/4 420053B1/4 .748 (19.0) .728 (18.5) .524 (13.3) .728 (18.5) .638 (16.2) .520 (13.2) .453 (11.5)
420055A1/4 420055B1/4 .929 (23.6) .870 (23.2) .720 (18.3) .870 (23.2) .638 (16.2) .520 (13.2) .453 (11.5)
MODEL (Color-natural) MODEL (Color-black) A BCDEFG
420061A1/8* 420061B1/8* .500 (12.7) .480 (12.2) .378 (9.6) .280 (7.1) .638 (16.2) .520 (13.2) .524 (13.3)
420061A1/4* 420061B1/4* .500 (12.7) .480 (12.2) .378 (9.6) .280 (7.1) .638 (16.2) .520 (13.2) .524 (13.3)
420063A1/4 420063B1/4 .748 (19.0) .728 (18.5) .524 (13.3) .280 (7.1) .638 (16.2) .520 (13.2) .524 (13.3)
420065A1/4 420065B1/4 .940 (23.9) .870 (23.2) .720 (18.3) .280 (7.1) .638 (16.2) .520(13.2) .524 (13.3)
420067A1/4 420067B1/4 1.248 (31.7) 1.220 (31.0) 1.030 (26.2) .280 (7.1) .638 (16.2) .512 (130) .531 (13.5)
MODEL (Color-natural) MODEL (Color-black) A B C D E F G
420071A1/8* 420071B1/8* .370 (9.4) .268 (6.8) .276 (7.0) .091 (2.3) .200 (5.1) .240 (6.1) .300 (7.6)
420072A1/8* 420072B1/8* .370 (9.4) .268 (6.8) .276 (7.0) .091 (2.3) .200 (5.1) .358 (9.1) .449 (11.4)
420072A1/4* 420072B1/4* .370 (9.4) .268 (6.8) .276 (7.0) .091 (2.3) .200 (5.1) .358 (9.1) .449 (11.4)
420073A1/8* 420073B1/8* .492 (12.5) .386 (9.8) .380 (9.7) .120 (3.1) .280 (7.1) .512 (13.0) .598 (15.2)
420073A1/4* 420073B1/4* .492 (12.5) .386 (9.8) .380 (9.7) .120 (3.1) .280 (7.1) .512 (13.0) .598 (15.2)
420074A1/4 420074B1/4 .748 (19.0) .650 (16.5) .587 (14.9) .120 (3.1) .280 (7.1) .512 (13.0) .598 (15.2)
* indicates solid
aluminum knob
* indicates solid
aluminum knob
* indicates solid
aluminum knob
* indicates solid aluminum knob
Note: 420041A1/8 & 420041A1/4 have only one set screw.
Note: 420051A1/8 & 420051A1/4 have only one set screw.
Note: 420061A1/8 & 420061A1/4 have only one set screw.
Note: 420071A1/8 & 420072A1/8 have only one set screw.
* indicates solid
aluminum knob