Razvan Baiant vs Andrei Molyak, Minsk 2018, Qualifying R1

ITF M15 · Qualifying R1 · Hard · Sun 19 Aug

Final

Razvan Baiant

WinnerRank #2108

Baiant won in 3 sets

2–1

Set 17–5

Set 25–7

Set 36–2

Andrei Molyak

LostUnranked

Venue

Republic Olympic Tennis Centre, Pobeditelei63

Minsk, BLR· Hard

Court speed

What is court speed?

How much the court helps the server, judged from aces and serve points won and adjusted for who played. 100 is the average ATP tournament court that season.

Very slow< 92Monte Carlo, Rome
Slow92–97Roland Garros, Indian Wells
Average97–103US Open, Dubai
Fast103–108Wimbledon, Shanghai
Very fast108+Basel

Challenger and ITF courts usually read lower: partly the venues, partly the balls and conditions at those levels.

How court speed works

Know how fast this court plays before the first serve

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Wind

16 km/h

Gentle

Humidity

77%

Humid

Temperature

24°C

Warm

Altitude

217 m

Low

Historical daily weather

Head to head

1Baiant

0Molyak

1 meeting

MinskQualifying R1 · 19 Aug 2018HardThis match
Razvan Baiant
Sets won: 2Set 1: 7Set 2: 5Set 3: 6
Andrei Molyak
Sets won: 1Set 1: 5Set 2: 7Set 3: 2

Form and path

Razvan Baiant

No recent matches recorded.

Andrei Molyak2–3

MinskHard

AntalyaClay

LQualifying R1
Tadas Babelis
Sets won: 2Set 1: 6Set 2: 6
Andrei Molyak
Sets won: 0Set 1: 3Set 2: 4

AntalyaClay

Match research

Pro

Everything that shapes this match: each player’s run-in and travel, records side by side, and results against similar opponents and in similar conditions. Better information, better-informed decisions.

Run-inEvery match in the last 28 days, rest days and travel between venues.
Tale of the tapeRecords and serve numbers side by side, filtered by period and surface.
Record by opponent rankingHow each player does against the top 10, top 50 or any ranking range.
Similar conditionsResults in comparable heat, humidity, wind and altitude before scheduled matches.

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Razvan Baiant vs Andrei Molyak, Minsk 2018, Qualifying R1

Final score

Venue and conditions

Head to head

Form and path

Match research