10× více produktů za nejlepší ceny
10× více produktů za nejlepší ceny
Záruka: 24 měsíců (IČ 24 měsíců) Kód: 10698955

Lesní kladka SLR-K 180mm 180mm

Lesní kladka SLR-K 180mm 180mm

Partnerský prodej - cenu dopravy určuje partner
Vhodná pro ocelová lana. Celý popis
3 708 Kč
Zboží od: SVX
3 708 Kč
Vrácení zdarma přes Zásilkovnu
S novou kartou za

10.12.2024 - 11.12.2024 na vaší adrese

Popis

Lesní kladka SLR-K

Rozměr: 180 mm

Trhací síla: 64 kN

Určeno pro lano: 14 mm

 

Lesní kladka SRL-K je vhodná pro ocelová lana.

 

Vlastnosti:

  • Vyrobená z galvanicky pozinkované oceli.
  • Lesní kladka má poplastované boční plechy a kuličkové ložisko.
  • Díky odklápěcím bočním plechem, je montáž rychlá a jednoduchá.

Mohlo by se hodit:

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JJxlJxTY5EPYrsgq9AOlemMsdutSytST1zSC6M8c1F9zG2×oxlY4I+pxSPdh1z+lSC+D1FNuKPGOKww9+42GQfxFPoDinPdW1dQo/8Ss0heTzms7edcW21JUH57CnG+rTf7×f5Dp9alomoOXg0yY6EHITXgwg9K5×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×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×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×s2iTGkIAyW2FbXU/8qsGqmRGdbJS62ptQ4IUMEVckghj7SW18K0JcHmOKcReYziggEoX/AALG0/rUZULpsJPnk5ply3FxOFAEViUU/BYkaFmJJfbDiG0Fs9VF1IA+eaWqKWuXZ8JpPmX0msqq2+CAGvh80gfD+XSks29b5AajJWT08NO0/pxUdGJNpGoU/BbQpSrzDOP4SVfyHFS7MINxkOtxLsxMfKQpLKEqSQBnJG4DOM1mWrGhCgVFRX2bHxGrKPp51C23W0JjOoVuSvf8SVDoRj/Ghq82yykMbgUkfEnP0NV6kraxvGM9KkTI0iS4VTLm64VEkhKUoB/Ic1CXZYORu3v+XiqKsfLNT0ZU9D5nWxhCS87I3nPwtFO0Y+ZptWoLGz98zDnp8Sf6V63boTA4jI560sxmnAUtMpSvtjmotGeRDGq9PrP+yuPHklJpX9q7CkYSi6J+SU0tsJQr7oHnxT6vCI5CT9KNbMp7IidQ2V05Sbpx/dTQq5WhxRUHLkjP8aE4/nn9KeUW844wOnFS7cnxHFEIB2gZ4HB+oqOjDZMjartUWQhwyXNqU7QkMq8wev0pmRqOwzXlOG6vN/3SwrA+XNeEtq8v+gUIZaURltJ+lWlf7i2J9qeWENXgFR7bKltMl/Ph3JpWOvwq4/Sq82iC5jxIrCsdCWkk081p+3n7kVDeAAVJyOnqDUWjDZMct0tWA1MjuK8iSP5ivHINxYQVO+AUjuHAMUn+zkJWNsp9K/w7Xdw/JWQKiyLDPQjEe4×nU90vtlP/AMyTj9KNP2IcgVMUlCSpSQo5yEnJH1pxj/WMbs4PWoa4s+MpQdtSlhONxbO76jnnt5danwXWpDeUKAWOqCfiHzFY2y1STJjUAdArHpivZTiYa1ME/hBCvPNDlwj20ONgqky+P3LSc7f+JWcD1qrc1RLQXXXxBDRIyhSAsj/mNGyWyX742e/SvQ8SfgNVD2trcd3iQIspQ/8A4YKbz9c0×I1CiUAmBZltLzkLW6SPyxWORjg2aNDrh53U4lx8EHH1PA/OsciZeHEpJlIjk9QhGf5mnWYJklRlyH5RPZS8CnIzw0aRy9R2FlLspKFD8IIJPywabGq0ISosNPv+QI2/1quiw4zCv3TSUCpyGkKHAH5VlPZGUYr2J9q1JJlvKCmFRkAZJUrJPy8quvthZ6j9aoI8dDTaHQ5yXChYx93pj555/KpCiVDAOKkV8V7D8i12S5t4mW1kqH3Vtp2H16fSqA+zK2qUty3zXIryTlKV8px5dcmrFbZSeSa9S+tIxnPzrOzKTIrKNaaYTviXV6cwjjw3f3oI9ArKh36Kq3tXtpfjrQ1eLUtGeC6wFZB9Unnv2OPWlRbqtnhXIpUuTEuLRRKShaewWQMfLNTKZVRl20bqw6×tGpWgqBMbdURy0ThY+aauykrxiuBXDSDfje8×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×8napntJtSXdjU2LLX/7OSnA+pNZ+frBc4FDcyOy0fwMPJK/zBrm7Ol4RVlMRhXn+5TXq9GQFDPuLKceSetYaNuFVUfBsXHFy2yhDqVLUpIzv3E5OOTk1NaZEVoBohK0/CkkZCAOpx3J7fKsHbLBCtl0hymo7ba2XkK3pHT4hx1rfS2ESVJKkgbQRxnzzWNCUUvApxKEYJcb9PiGTTYO8YCgrPkaqbnpmGuYspjBXAJzziqKbpW2gJxGSk8/dUpP8jUm9GIxUnpM2RiOHo2SP7ozVjGguPwFgoKMEcrGB+fQVyhzTMdB/dl8DvteUn+RrxVne6In3AfKWv+pp5L3Tr3OoPBhKcpRv8yDx9D0NVEhakkBJx51hfsuZ+G53FH/xKjQqBdeNt7uCR/8Argf5imjMYJeWat5G6oioinOqenSqINXpWcX2QcfxIQf5ihT9/b4F5SfRyKkisFj17F6q3rCcggnyqvftxdWSUBSu+5OR+VRGp2oU5BnxHUnsYoH8jSjOvq+VGC4e+WlJP5BVSXcjJIFWhCCCEBpfZTZKCPlipiHbi22lCLjLQhOcJW6Vj8lZqudnXxONrFuWe+S4Kdaut3OQq3QlY/8AbKH8×VjRXrXkmpmXlJ4ktOerjCc/mMU8LjdUOELiRnwP4HFNkfXkVETdJishVraHl4cgf1Fe++S0/ftTgHo8k1B+CbcfYtLdOXKlpZfiLjbuCvelSR9c1qvBEaEAwA2Dkfu+KyFmX75cG2lwnGCoKO4qChwM84rbBxUYYWjck9cVhdjQvluRHbcbSrKAkJHRISRg+eaHnghOQM/Wm3n2MENE/D+FYwfzqKt9O4pJHHkc1LZrchpQemqfyrPhjcD3z25plch4JTuWDnpx286nwI4UzKBTuATkEev/AIVTKVtWRgnHkKzrZdHTJba1L6kVKiI3SUfI1XtPhCskEA+YxVpbLlb0pc8SSw04EnPiOBP5ZrG9dyXYhz2yia6kHODTbY6im7rd4SLg4W5kd1KgDlLqT5+RqOm9wBwZTX/VTlsmpEzwzV3ZWsxHVj8SjxWaF7hdpDZ+RJ/lWjtepbGmE20u4×m3CkkJU5zTZGRGW1tOMUpofEBUVV2iPrJbktKV/Dux/OnEz2UfjSc/30j+tPJDwTHFKCQRx51YTElsRyk5StHl5f8AjVL7+mQ4202gq8RQSVBQwM/zrTXFtbbDORwgY+dZ0Rb0VpKk9DimZDpQ2cHGe/YU846FjATj1zURbzeQS6nHzoY2kTol1ejIQhZC0pSBUx5pmcNzjYBV1KfhV+dUxuEZvjCnf+EdKmw7mqYFhLONuPxef0rBhvZ5NtKbgPCkkLQOUuEfEPrWNdskaBNeaQ0VKbVgLWn4ifPqa3JWUnLp8JHn1×XNbzaor11mOu3eS0pTpV4aZASlPoB5U1vsWV93ov0RUL5CCkj+IUhTkSGgrcmRWk9yXkj+tY93T+nhguvpfWepdlFWfnlVIbtmnGcgIgjP8S0/1JqDjo3l38mkf1jYm17F3SPx0KFb/wBE5NMJ17Yk8NyZEhR6BiI4rP5gVWNzrI1nbItyc9cKT/SnP7S2cDH2nFA7AOD+lY2WKuD7lh/b1hf/AJta7nJz0/1fZ/8AUQaaVruevAYsT4V/C88lH54ziof9orQrpc4×/wCem16jtCf/ANJR+f8Ai/wrJmVcX4Rbo1vqSWC2LVbkpPVbz6ir9AM1GN01YpwlD9tioPRKWFL/AFJFV39qrQg/+ftH6K/wqQNW2ZIO6aE/+7Uf5Cpt7RBRS7cSYh7VLpw7qNLQ7FiGgK/M5NOotlxf5k6…