M9 Bayonet | Crimson Web
Pattern & Float Guide

Why Pattern Matters More Than Float for Crimson Web

For most CS2 skins, float value is the primary price driver. M9 Bayonet Crimson Web is different — the web pattern on the blade matters as much as, or more than, the float. A triple web Factory New Crimson Web at 0.065 float can easily sell for 5–10x more than a single web FN at 0.061. This is because the spider web pattern is randomly placed by the pattern seed, and only specific seeds produce the desirable multi-web layouts that collectors prize. When evaluating any Crimson Web, always check both the float andthe pattern seed — either one alone gives an incomplete picture of the skin's true value.

Triple vs Double vs Single Web: Complete Tier Guide

The Crimson Web community classifies patterns into three tiers based on the number of visible web centers on the blade. Triple web(~45 seeds out of 1,000) is the top tier — three distinct web centers visible on the playside, with the best seeds showing all three webs large and centered. Notable triple web seeds include 72, 13, 375, 423, 469, 646, and 944. Double web (~120 seeds) shows two visible web centers and commands a moderate premium. Single webmakes up the majority of patterns and serves as the baseline price. Within each tier, centering matters — a perfectly centered triple web is worth more than one where the webs sit near the blade edges. Use our inspect tool to identify the pattern seed before buying.

Factory New Crimson Web: The 0.01 Float Window

M9 Bayonet Crimson Web has a minimum float of 0.06, which means only a tiny 0.01 range (0.06–0.07) overlaps with the Factory New threshold. Roughly 1 in 75 Crimson Web drops qualify as Factory New — making FN copies inherently rare regardless of pattern. When you combine FN condition with a desirable triple or double web pattern, you get some of the rarest and most expensive knife skins in CS2. A standard single-web MW Crimson Web trades at $450–650, while a triple-web FN can command $5,000–8,000+ — a price difference driven entirely by the combination of float rarity and pattern desirability.