StatTrak G3SG1 (Digital Mesh) (Minimal Wear)
StatTrak G3SG1 (Digital Mesh) (Minimal Wear) is a G3SG1 skin in CS2 with Mil-Spec rarity. It drops from the Operation Broken Fang Case.
Item facts
Operation Broken Fang CaseStatTrak G3SG1 (Digital Mesh) (Minimal Wear) prices across 20 markets
Selling this skin? See what you’d get →No markets match this filter.
Each price is the total you pay, buyer fees included. The dot shows how well the venue fits your region. How we price →
No markets match this filter.
The number on the right is your net payout after the venue’s seller fee. Where to sell: all venues compared → · How we calculate net payouts → · Scam protection →
Lowest ask · 91 snapshots since Apr 12, 2026 · dashed = a gap over a week
Same collection (The Operation Broken Fang Collection): Printstream · Neo-Noir · Fairy Tale · Exoskeleton · Monster Mashup · Cyber Security · All 17 items →
More from G3SG1 Skins
All →
G3SG1 (Digital Mesh): design, wear and market
This + 9 more Mil-Spec from The Operation Broken Fang Collection craft into one of:
Trade-up calculator →Across 26 markets the MW floor moved -19.3% in 212 days: $1.40 → $1.13.
Cheapest venue vs Steam right now: $0.730 apart (39%).
How much does G3SG1 (Digital Mesh) cost?
G3SG1 (Digital Mesh) is listed from $1.13 on 26 marketplaces, every price with buyer fees in. Wear floors: FN $2.23 · MW $1.13 · FT $0.470 · WW $0.830 · BS $0.410. Steam asks $1.86 for the same listing.
Where can I sell or cash out G3SG1 (Digital Mesh)?
Top net quote at the moment: $1.12 via WhiteMarket, seller fee already deducted — the Sell tab compares what each venue actually pays out.
Does G3SG1 (Digital Mesh) come in StatTrak or Souvenir?
Yes — this skin also trades as StatTrak (from $1.13). Use the Quality pills above to switch; every number on the page recalculates for the selected variant.
How do I get G3SG1 (Digital Mesh)?
Two routes: open Operation Broken Fang Case (trading from $4.28) and gamble on the odds, or pay $1.13 for the skin itself on the markets above. The direct buy is nearly always the cheaper path.