Dario Alexandru Ciobotaru vs Connor Robb-Wilcox
Summary
Match Info
Analysis
Summary: Market prices favor the home player at 1.53, but limited data and a weak 1-3 record lead us to estimate a substantially lower win probability (~48%), so no value exists at current odds.
Highlights
- • Home implied probability ~65.4% vs our estimate 48% (market looks overpriced)
- • Break-even odds for our view are ~2.083 — current 1.53 is far too short
Pros
- + We avoid betting into a market where the favorite appears overpriced relative to available evidence
- + Conservative stance given tiny sample sizes and missing opponent information
Cons
- - High uncertainty — the small-sample estimate could be wrong and the market may have information not in our sources
- - If additional opponent weakness exists (not in provided research), value could actually be present on the favorite
Details
We compared the market moneyline (Dario 1.53 implied ~65.4%) to our estimated true win probability for the home player. The available research shows Dario Alexandru Ciobotaru has an extremely small sample (4 career matches, 1-3 record) with recent matches on clay but no meaningful head-to-head or opponent data; this creates high uncertainty and a downward adjustment to the market-implied win rate. We estimate Dario's true probability at ~48%, well below the market-implied ~65%, which produces negative expected value at the available home price (EV = 0.48*1.53 - 1 = -0.266). To break even on our 48% view you would need at least 2.083 decimal odds for Dario; the current 1.53 is far below that. Given the lack of data on Connor Robb-Wilcox and the small-sample noise in the home player’s record, we do not find positive value on either side at the quoted prices and therefore recommend no bet.
Key factors
- • Extremely small sample for Dario (4 matches, 1-3) increases estimation uncertainty
- • Market-implied probability for the home player (~65.4%) appears materially higher than our estimate (48%)
- • No available data on the opponent (Connor Robb-Wilcox) or H2H to justify the market price