OPTIBELT OMEGA LINEAR, ZR LINEAR,
OMEGA HP LINEAR, STD LINEAR,
HTD LINEAR
Open-ended timing belts for HTD- + RPP pulleys
Profile
MXL; XL; LH; 2M; 3M; 5M; 8M; 14M; 3M HP; 5M HP; 8M HP; S8M
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)
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Va6Mq9FCWI3RoNygCnkCGkKkPtZVCUIHZrNCgDnCI2l0FRgtit0aAMcA1toK4tMEVRgiRbI0AZ4BSxvQyKEiTfGgrKAKeIzmVQlCB2aywoA5xCBkDoHROKEsRujQVlgFNExwNFCWKLEsSCMsAponMZFCWQO0dsjQZlgGswxyRXUAYAGIAyAMAAlAEABqAMADAAZQCAASgDAAxAGQBgwH8BOu5tzzK3tjYAAAAASUVORK5CYII=)
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Dimensions
on rolls measuring 30 m
optibelt LINEAR timing belts come with a glass fibre tension cord and are manufactured from sleeves using the spiral cut method.
Файлы
pdf, 137,34 KB
OMEGA HP LINEAR_eng
pdf, 60,52 KB
OMEGA HP LINEAR sortiment_eng
pdf, 66,8 KB
ZR-HTD-STD sortiment_eng
pdf, 9,11 MB
optibelt TM плоскозубчатые ремни резиновые_eng