StatTrak Navaja Knife (Boreal Forest) Inspect in Game
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StatTrak Navaja Knife (Boreal Forest)

Covert StatTrak StatTrak

StatTrak Navaja Knife (Boreal Forest) is a Covert-grade Navaja Knife skin in CS2. It drops from the Horizon Case.

Item facts

RarityCovertCS2 Knife Skins
Drops fromHorizon Casecase from $0.861 · tier odds 0.26%
ReleasedJun 2018with Horizon Case
Sold / day~835all markets
LiquidityMediumhow fast it sells
Fair price$33.79suggested
53d range$302 – $326lowest ask, min–max

StatTrak Navaja Knife (Boreal Forest) prices across 1 market

Selling this skin? See what you’d get →
Best Price
P2P2 offers
$325.66
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Each price is the total you pay, buyer fees included. The dot shows how well the venue fits your region. How we price →

Price history $325.66 0% · 53d

Lowest ask · 21 snapshots since Jun 17, 2026 · dashed = a gap over a week

Boreal Forest on other knives

20 models carry this finish

Cheapest way into the family: Navaja Knife (Boreal Forest) at $37.64 · Butterfly Knife (Boreal Forest) tops it at $419.74.

Navaja Knife (Boreal Forest): design, wear and market

Market read

Across 26 markets the FN floor moved 0% in 53 days: $325.66 → $325.66.

Sources: Valve item data · our 26-market price snapshot.
How much does Navaja Knife (Boreal Forest) cost?

The current floor for Navaja Knife (Boreal Forest) is $56.53, compared across 26 marketplaces with fees included. By wear: FN $325.66 · MW $60.42 · FT $56.53 · WW $73.96 · BS $61.20.

Where can I sell or cash out Navaja Knife (Boreal Forest)?

Right now DMarket pays the most: $26.41 net after its seller fee; the Sell tab holds the full ranking by take-home amount.

Does Navaja Knife (Boreal Forest) come in StatTrak or Souvenir?

It does — StatTrak (from $325.66) listings exist too. Pick a Quality pill above to see that variant priced across the same markets.

How do I get Navaja Knife (Boreal Forest)?

Two routes: open Horizon Case (trading from $0.861) and gamble on the odds, or pay $56.53 for the skin itself on the markets above. The direct buy is nearly always the cheaper path.