2020 Rio Open – Doubles

Máximo González and Nicolás Jarry were the defending champions,[1] but Jarry could not compete due to a provisional suspension. González played alongside Fabrice Martin but lost in the quarterfinals to Marcel Granollers and Horacio Zeballos.

Doubles
2020 Rio Open
Champions Marcel Granollers
Horacio Zeballos
Runners-up Salvatore Caruso
Federico Gaio
Final score6–4, 5–7, [10–7]

Granollers and Zeballos went on to win the title, defeating Salvatore Caruso and Federico Gaio in the final, 6–4, 5–7, [10–7].

Seeds

Draw

Key

Draw

First Round Quarterfinals Semifinals Final
1 JS Cabal
R Farah
1 6 [8]
WC O Luz
R Matos
6 4 [10] WC O Luz
R Matos
3 67
S Gillé
J Vliegen
66 6 [3] WC F Meligeni Alves
T Monteiro
6 79
WC F Meligeni Alves
T Monteiro
78 4 [10] WC F Meligeni Alves
T Monteiro
66 4
3 M Granollers
H Zeballos
6 6 3 M Granollers
H Zeballos
78 6
JI Londero
A Ramos Viñolas
3 2 3 M Granollers
H Zeballos
6 63 [10]
M González
F Martin
6 7 M González
F Martin
4 77 [8]
P Andújar
R Carballés Baena
4 5 3 M Granollers
H Zeballos
6 5 [10]
Q S Caruso
F Gaio
6 6 Q S Caruso
F Gaio
4 7 [7]
A Behar
G Escobar
4 3 Q S Caruso
F Gaio
6 4 [10]
A Molteni
L Sonego
77 3 [9] 4 M Pavić
B Soares
4 6 [4]
4 M Pavić
B Soares
64 6 [11] Q S Caruso
F Gaio
6 3 [10]
R Jebavý
I Zelenay
5 6 [10] 2 Ł Kubot
M Melo
3 6 [4]
M Demoliner
M Middelkoop
7 3 [8] R Jebavý
I Zelenay
4 2
LL A Balázs
F Romboli
3 5 2 Ł Kubot
M Melo
6 6
2 Ł Kubot
M Melo
6 7

Qualifying

Seeds

  1. Hugo Dellien / Leonardo Mayer (First round)
  2. Attila Balázs / Fernando Romboli (Qualifying competition, Lucky losers)

Qualifiers

  1. Salvatore Caruso / Federico Gaio

Lucky losers

  1. Attila Balázs / Fernando Romboli

Qualifying Draw

First Round Qualifying Competition
          
1 Hugo Dellien
Leonardo Mayer
2 2
  Salvatore Caruso
Federico Gaio
6 6
  Salvatore Caruso
Federico Gaio
6 6
2 Attila Balázs
Fernando Romboli
3 4
WC João Menezes
Thiago Seyboth Wild
6 64 [8]
2 Attila Balázs
Fernando Romboli
1 77 [10]
gollark: See, if you ignore when I've been wrong, I'm never wrong.
gollark: Occam's Razor is just "do not multiply entities beyond necessity" or something. Nothing about probability.
gollark: In this case it seems pretty likely though.
gollark: The simplest explanation isn't always true, see.
gollark: Low probability events do happen, but they usually don't.

References

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