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This simulated study performs a weakest-link accounting for handline and longline gear and derives the rule that line should be chosen by its knotted strength, not by the breaking strain printed on the spool. Each knot is assigned a stated retained-strength fraction chosen inside a published range: 0.93 for a Palomar knot, 0.82 for a Uni knot, 0.75 for an improved clinch knot, 0.65 for a blood knot join, and 0.50 for a plain overhand knot. A fighting fish is modelled as imposing a peak load of 3.0 times its body weight. On a line whose spool figure is 20 kgf, the knotted strength is 18.6 kgf with a Palomar knot, holding a fish of 6.2 kg under the load model, but only 15.0 kgf with an improved clinch knot (a fish of 5.0 kg) and only 10.0 kgf with an overhand knot (a fish of 3.33 kg). Using the spool figure in place of the knotted strength overstates the gear's capacity by 7.5 percent for the Palomar knot, 33.3 percent for the improved clinch knot, 53.8 percent for the blood knot, and 100.0 percent for the overhand knot; the spool figure promises a fish of 6.67 kg on the 20 kgf line, where the overhand-knotted gear holds 3.33 kg. The accounting also shows that the main line is often not the weakest link at all: a 20 kgf main line joined to a 12 kgf leader fails at the knotted leader, at 11.16 kgf even with Palomar knots, holding a fish of 3.72 kg. Strengthening the main line while leaving the leader and its knots unchanged adds nothing. The study is simulated, not measured.
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William Alexander Aldred (2026) studied this question.
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