Thông số kỹ thuật:
1x Chìa khóa chữ L Đầu bi lục giác thiết kế theo inch, oxy hóa màu đen 1,27 mm 0,05" (01422).
1x Chìa khóa chữ L Đầu bi lục giác thiết kế theo inch, oxy hóa màu đen 1,59 mm 1/16" (01423)
1x Chìa khóa chữ L Đầu bi lục giác thiết kế theo inch, oxy hóa màu đen 1,98 mm 5/64" (01431)
1x Chìa khóa chữ L Đầu bi lục giác thiết kế theo inch, oxy hóa màu đen 2,38 mm 3/32" (01427)
1x Chìa khóa chữ L Đầu bi lục giác thiết kế theo inch, oxy hóa màu đen 2,78 mm 7/64" (01433)
1x Chìa khóa chữ L Đầu bi lục giác thiết kế theo inch, oxy hóa màu đen 3,18 mm 1/8" (01425)
1x Chìa khóa chữ L Đầu bi lục giác thiết kế theo inch, oxy hóa màu đen 3,57 mm 9/64" (01434)
1x Chìa khóa chữ L Đầu bi lục giác thiết kế theo inch, oxy hóa màu đen 3,97 mm 5/32" (01430)
1x Chìa khóa chữ L Đầu bi lục giác thiết kế theo inch, oxy hóa màu đen 4,76 mm 3/16" (01426)
1x Chìa khóa chữ L Đầu bi lục giác thiết kế theo inch, oxy hóa màu đen 5,56 mm 7/32" (01432)
1x Chìa khóa chữ L Đầu bi lục giác thiết kế theo inch, oxy hóa màu đen 6,35 mm 1/4" (01424)
1x Chìa khóa chữ L Đầu bi lục giác thiết kế inch, oxy hóa màu đen 7,94 mm 5/16" (01429)
1x Chìa khóa chữ L Đầu bi lục giác thiết kế inch, oxy hóa màu đen 9,53 mm 3/8" (01428)
1x Chìa khóa chữ L 1,3 mm (01391)
1x Giá đỡ ProStar
+ Kích thước sản phẩm:
342 x 30 x 130 mm (L x W x D)
+ Ứng dụng:
Dành riêng cho các vít có kích thước inch khó tiếp cận
+ Thêm:
Tiết kiệm không gian ProStar cho phép dễ dàng tháo từng chìa khóa mà không cần di chuyển bất kỳ chìa khóa nào khác
+ Lưỡi:
Thép crom-vanadi, được tôi xuyên suốt, mạ đồng
Dựa trên ASME B18.3
![](data:image/png;base64,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)