Jordi Trilla Sugrañes

PADEL INDOOR REUS B · Tarragona 4a Cat Grup C

Season 2022-1 Obertura

You're viewing the 2022-1 Obertura season. See the current season (2026-2 Clausura) →

Team: PADEL INDOOR REUS B →Pair 2
0
Points
1
Matches
100%
Wins (1-0)
100%
Sets won (2-0)

📋 Performance report

AI analysis of all their stats: strengths, areas to improve, mental side, progress and tips for the captain.

Best partners

1.Arnau Esteban Miralles

1 matches together · 100% won · 1-0

Worst partners

No data yet

Compared with their team and division

4 of 17 in their team · 38 of 117 in their division

Points
Jordi
0Team average
1Division average
3
Wins
Jordi
100%Team average
54%Division average
49%
Sets won
Jordi
100%Team average
57%Division average
47%
Matches
Jordi
1Team average
4.9Division average
5.6

More stats

This season in their division, against their team's average and the division's. Green: better than the division average; red: worse.

JordiTeam avgTeamDivision avgDivision
Wins away100%1/140%43%
Against the top 3100%1/142%30%
Ties decided by one pointTies decided by a single point (3-2, 2-1).100%1/145%50%
Current streak1 won--
Best winning streak12.32.2
Share of team winsShare of the team's won pairs that they won.4.5%11.8%13.6%
AvailabilityTeam ties in which they played.7%1/1435%40%
Different partners12.83.7
First half100%1/151%51%

By turn and court

Win % on each court they have played.

JordiTeam avgTeamDivision avgDivision
Pareja 2100%1/186%51%

Match history · 1

VCPT RIUDOMS D
19 Mar 2022 · with Arnau Esteban Miralles
C2

All their partners · 1

PlayerW-LWin %Usually play
Arnau Esteban Miralles1-0100%C2

Teammates

Pol Benach Guitart · 11Ian Blazquez Perera · 8Carles Sanroma Masip · 4Alex Folch Yeste · 0Alberto Iñigo Cruz · 0Daniel Manzano Lazaro · 0Hector Torres Ortega · 0Julio Tahod Ponzoa Pardo de Donlebun · 0Xavier Melich Pons · 0Victor Pereda Chiapella · 0Jordi Trilla Clanchet · 0Roger Trilla Clanchet · 0Genis Jodra Perpinya · 0Jordi Domenech Abello · 0Arnau Esteban Miralles · 0Adria Llorach Joan · 0