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ECSTATIC vs PVISION

Esport
2025-09-08 08:29
Start: 2025-09-09 08:00

Summary

Pick: home
EV: 0.109

Current Odds

Home 2.68|Away 1.483
Best Odds

Match Info

Match key: ECSTATIC_PVISION_2025-09-09

Analysis

Summary: With limited information we conservatively estimate ECSTATIC at 42% true win probability; at 2.64 this produces positive EV (~+10.9% ROI), so we recommend a value bet on the home side.

Highlights

  • Implied market probability for ECSTATIC: ~37.9%; our estimate: 42%
  • Break-even odds for ECSTATIC: 2.381; market offers 2.64

Pros

  • + Current price (2.64) is meaningfully above our break-even threshold
  • + CS2 qualifier matches often produce variance that favors underdogs at inflated prices

Cons

  • - No external data on recent form, roster changes, or map strengths — increases uncertainty
  • - Favorite PVISION is priced as a clear market favorite; small misestimation could negate EV

Details

The market prices PVISION as a clear favorite (away 1.493, implied win probability ~67.0%) while ECSTATIC is offered at 2.64 (implied ~37.9%). With no external research available we make a conservative adjustment toward the underdog: we estimate ECSTATIC's true win probability at 42.0%, reflecting CS2 qualifier variance, map pool volatility, and the common market bias that slightly overprices heavy favorites in short-format matches. At our estimate the break-even odds for ECSTATIC are 1/0.42 = 2.381; the current price 2.64 exceeds that threshold, producing positive expected value. Calculation: EV = p * odds - 1 = 0.42 * 2.64 - 1 = 0.1088 (≈ +10.9% ROI). We acknowledge limited information on form, roster status, venue, and head-to-head, so our probability is deliberately conservative; nonetheless, at the quoted odds this represents exploitable value on the home side.

Key factors

  • Current market implies ECSTATIC win probability ~37.9% (2.64) vs our conservative estimate 42%
  • High variance in CS2 qualifiers and map pool randomness increases upset probability
  • No available data on injuries/form/H2H -> we apply a conservative uplift to the underdog probability