FROG HAIR Freshwater Tippet-Material
Die optimale Ergänzung zu den Freshwater-Vorfächern! Knotet man es an die Spitze eines der Freshwatervorfächer, schmiegen sich die beiden Materialien im Knoten perfekt ineinander und verringern den tragkraftverlust im Knoten auf nahe Null.
Das FROG HAIR Vorfachmaterial ist extrem reiss-und tragfest, widerstandsfähig, geschmeidig und verfügt über ein intelligentes Maß an Dehnung für die Schockabsobung.
Hinweis: Die handlichen Spulen lassen sich aufeinander stecken und vermeiden so langes Rumgesuche in der Fliegenweste. Außerdem umschliesst jede Spule ein schonender Ring aus Stretchmaterial mit einer Öse, durch die sich das Schnurende führen lässt und so für ein knoten-und hedderfreies Abspulen der Schnur bis zum völligen Aufbrauchen sorgt!
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)
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Size | Diameter | Test Strength | Tippet Length | |||
FFHT3-18 | 8X | 0.003" (0.076 mm) | 1.8 lb (0.82 kg) | 32.8 yds (30 M) | |||
FFHT3-17 | 7X | 0.004" (0.102 mm) | 2.8 lb (1.27 kg) | 32.8 yds (30 M) | |||
FFHT3-16 | 6X | 0.005" (0.127 mm) | 3.7 lb (1.68 kg) | 32.8 yds (30 M) | |||
FFHT3-15 | 5X | 0.006" (0.152 mm) | 4.9 lb (2.23 kg) | 32.8 yds (30 M) | |||
FFHT3-14 | 4X | 0.007" (0.178 mm) | 6.2 lb (2.82 kg) | 32.8 yds (30 M) | |||
FFHT3-13 | 3X | 0.008" (0.203 mm) | 8.5 lb (3.86 kg) | 32.8 yds (30 M) | |||
FFHT3-12 | 2X | 0.009" (0.223 mm) | 11.1 lb (5.05 kg) | 32.8 yds (30 M) | |||
FFHT3-11 | 1X | 0.010" (0.254 mm) | 13.1 lb (5.95 kg) | 32.8 yds (30 M) | |||
FFHT3-10 | 0X | 0.011" (0.279 mm) | 15.0 lb (6.82 kg) | 32.8 yds (30 M) | |||
FFHT3-26 | 00X | 0.012" (0.305 mm) | 18.5 lb (8.5 kg) | 32.8 yds (30 M) | |||
FFHT3-19 | 13 | 0.013" (0.330 mm) | 20.0 lb (9.09 kg) | 27.3 yds (25 M) | |||
FFHT3-20 | 15 | 0.015" (0.381 mm) | 26.0 lb (12.05 kg) | 27.3 yds (25 M) | |||
FFHT3-21 | 17 | 0.017" (0.432 mm) | 35.0 lb (15.91 kg | 27.3 yds (25 M) | |||
FFHT3-22 | 19 | 0.019" (0.483 mm) | 42.0 lb (19.01 kg) | 27.3 yds (25 M) | |||
FFHT3-23 | 21 | 0.021" (0.533 mm) | 52.9 lb (24.00 kg) | 27.3 yds (25 M) | |||
FFHT3-24 | 23 | 0.023" (0.584 mm) | 62.0 lb (28.00 kg) | 27.3 yds (25 M) | |||
FFHT3-25 | 27 | 0.027" (0.686 mm) | 85.0 lb (38.6 kg) | 27.3 yds (25 M) |
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