Gamma 2 Case


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Frequently Asked Questions — FAQ
The Gamma 2 Case is a container in Counter-Strike 2 with varied contents: weapon skins and rare knives. You can open it on Skinopolis or other platforms by spending a key.
The current price of the Gamma 2 Case is shown on the case page at Skinopolis — it depends on the rate and market supply and may change daily.
The Gamma 2 Case drops various knives, not gloves. See the full list of all knives and their rarities in the case contents on the Skinopolis page.
This case drops weapon skins of different rarities and rare knives. The detailed contents of all possible items are available in the case description on Skinopolis.
The probability of getting a rare item (a knife) from a CS2 case is about 0.26% — a very rare drop that requires luck.
You can buy the Gamma 2 Case at competitive prices on Skinopolis, where you can also open it with a key without intermediary markups.
Opening a case is gambling: the odds of pulling a rare knife are minimal (~0.26%), but regular skins are guaranteed. The decision depends on your budget and readiness for a potential loss.
On Skinopolis, open the case page, purchase the Gamma 2 Case and a key, then press the open button — the system will automatically give you a random item from the contents.
A drop is an item received when opening a case. The drop from the Gamma 2 Case is random: you will get either a weapon skin or (very rarely) a knife.
The full list of weapon skins included in the Gamma 2 Case and their rarities is shown on the case page at Skinopolis — review the contents before opening.
The Gamma 2 Case drops knives, not gloves. The rare drop is knives of different types plus standard weapon skins.
The full contents of the Gamma 2 Case with probabilities and the rarity of each item are shown in the case description on the Skinopolis page.
The current case price is displayed at https://skinopolis.net/en/cases/gamma2_case and updates based on market fluctuations.
Rare knives drop with a probability of about 0.26% — meaning on average you can expect one roughly every 385 openings.










