Ardour UA indicators Senzu to CS2 roster

Ardour UA has signed Azbayar ‘Senzu‘ Munkhbold to its Counter-Strike 2 roster on mortgage from The MongolZ.

The signing comes after the 19-year-old rifler was positioned on the bench shortly after The MongolZ topped the Valve Regional Standings (VRS) in October 2025.

Introduced on February thirteenth, Senzu joins Ardour UA alongside Argentinian AWPer Santino ‘attempt‘ Rigal, who has changed Håkon ‘hallzerk‘ Fjærli on the beginning line-up. The organisation has but to disclose which participant will make means for Senzu.

The addition of Senzu comes after Ardour UA’s latest performances at BLAST Bounty Season 1 and IEM Krakow 2026. The organisation, owned by footballer Oleksandr Zinchenko, did not win any of its matches throughout the first two Tier 1 occasions of the season.

Senzu’s final look at a CS2 occasion got here on the Thunderpick World Championship in October 2025. The MongolZ scored a third-place end after defeating Aurora Gaming 2-1 within the occasion’s Third Place Match.

The Mongolian rifler is not any stranger to competing on the highest tier of Counter-Strike esports. Throughout his two-year stint representing The MongolZ, Senzu gained the Esports World Cup in 2025 and completed second on the BLAST.television Austin Main.

Following a tough begin to 2026, Ardour UA’s new-look line-up returns to motion at Roman Imperium Cup V, going down from February nineteenth to twenty second. The Tier 2 occasion acts as a possibility for the staff to earn VRS factors and safe a spot on the IEM Cologne Main in June.

Presently ranked seventh in the Americas VRS, Ardour UA joins the likes of Fnatic, Ninjas in Pyjamas, and Mild Mates among the many 16 groups competing on the occasion. The month of February closes out with the staff competing within the on-line stage of ESL Professional League Season 23 from February seventh to March ninth.

The arrival of Senzu has the potential so as to add a wealth of firepower to the Ardour UA roster because it appears to cement itself as one of many area’s prime groups.