Villena Open
Tennis tournament
From Wikipedia, the free encyclopedia
The Ferrero Challenger is a professional tennis tournament played on hardcourts. It is currently part of the ATP Challenger Tour. It is held annually in Villena, Alicante, Spain since 2018.[1]
EventnameAlicante Ferrero Challenger
CategoryATP Challenger Tour
| Villena Challenger | |
|---|---|
 2025 Villena Open | |
| ATP Challenger Tour | |
| Event name | Alicante Ferrero Challenger |
| Location | Villena, Alicante, Spain |
| Venue | Ferrero Tennis Academy |
| Category | ATP Challenger Tour |
| Surface | Clay (2018-2022) Hard (2023-) |
| Draw | 32S/32Q/16D |
| Prize money | €145,250 (2025), €43,000+H |
| Website | Website |
Past finals
Singles
| Year | Champion | Runner-up | Score |
|---|---|---|---|
| 2025 |  Pablo Carreño Busta |  Hugo Grenier | 4–6, 6–1, 6–4 |
| 2024 |  Kamil Majchrzak |  Nicolas Moreno de Alboran | 6–4, 6–2 |
| 2023 | Constant Lestienne | Hugo Grenier | 6–7(10–12), 6–2, 6–4 |
| 2022 |  Lukáš Klein |  Nick Hardt | 6–3, 6–4 |
| 2021 | Constant Lestienne | Hugo Grenier | 6–4, 6–3 |
| 2020 | Carlos Alcaraz | Pedro Martínez | 7–6(8–6), 6–3 |
| 2019 | Pablo Andújar (2) | Pedro Martínez | 6–3, 3–6, 6–3 |
| 2018 | Pablo Andújar |  Alex de Minaur | 7–6(7–5), 6–1 |
Doubles
| Year | Champions | Runners-up | Score |
|---|---|---|---|
| 2025 |  Sander Gillé Sem Verbeek |  Petr Nouza Patrik Rikl | 6–3, 6–4 |
| 2024 |  Anirudh Chandrasekar Niki Kaliyanda Poonacha |  Romain Arneodo Íñigo Cervantes | 7–6(7–2), 6–4 |
| 2023 | Niki Kaliyanda Poonacha Divij Sharan | Jeevan Nedunchezhiyan John-Patrick Smith | 6–4, 3–6, [10–7] |
| 2022 | Robin Haase Albano Olivetti |  Sanjar Fayziev Sergey Fomin | 7–6(7–5), 7–5 |
| 2021 |  Denys Molchanov David Vega Hernández | Romain Arneodo Matt Reid | 6–4, 6–2 |
| 2020 | Enzo Couacaud Albano Olivetti | Íñigo Cervantes Oriol Roca Batalla | 4–6, 6–4, [10–2] |
| 2019 |  Thomaz Bellucci Guillermo Durán | Gerard Granollers Pedro Martínez | 2–6, 7–5, [10–5] |
| 2018 | Wesley Koolhof Artem Sitak | Guido Andreozzi Ariel Behar | 6–3, 6–2 |