Bowie Knife | Fade
- Weapon
- Bowie Knife
- Rarity
- Covert
- Value
- 583.87 to 740.50 coins
- Cases
- 9
- Variants
- StatTrak™
The Bowie Knife | Fade is a Covert Bowie Knife skin for CS2. On CSVOLT it drops from 9 cases, with the best chance in Faded at 5.00%. Knives are the special items of CS2 cases and among the rarest drops.
Wears and values
| Wear | Value (coins) | USD | Drops |
|---|---|---|---|
| Factory New | 583.87 | $389.25 | In a case |
| Minimal Wear | 647.77 | $431.85 | In a case |
| Factory New StatTrak™ | 740.50 | $493.67 | In a case |
| Minimal Wear StatTrak™ | 673.13 | $448.75 | In a case |
Cases with the Bowie Knife | Fade
| Case | Variants | Chance | Case price (coins) |
|---|---|---|---|
| Faded | MW | 5.00% | 370.73 |
| Cracked | FN | 0.750% | 73.90 |
| Plunder | MW | 0.650% | 46.94 |
| 10% Knife | FN | 0.520% | 25.45 |
| Sleepy | MW | 0.150% | 19.40 |
| Kranzz | StatTrak™ MW | 0.100% | 74.48 |
| Low Battery | StatTrak™ FN | 0.060% | 24.74 |
| 5% Faded | MW | 0.030% | 7.63 |
| Operation Wildfire | FN | 0.010% | 7.74 |
The chance is the total drop chance of this skin in that case, all wears together.
Frequently asked questions
Which case has the Bowie Knife | Fade?
You can get it from 9 cases on CSVOLT. The best chance is in the Faded case at 5.00%.
How much is the Bowie Knife | Fade worth?
On CSVOLT the Bowie Knife | Fade is worth from 583.87 to 740.50 coins ($389.25 to $493.67), depending on wear and variant.
What rarity is the Bowie Knife | Fade?
The Bowie Knife | Fade is a Covert skin. The rarity colour shows how rare a skin is in CS2.
Is there a StatTrak Bowie Knife | Fade?
Yes. StatTrak versions count kills and are usually worth more than the normal version in the same wear. The table lists their values.
Can I get the Bowie Knife | Fade on Steam?
Yes. A skin you win goes to your inventory, and you can redeem it to your Steam account through the wallet once its value is played through.
18+ only. CSVOLT uses virtual coins and every result is random. Set a budget and only play what you can afford to lose. Responsible gaming limits