Svetlak defeated Sabalinka and competed in the 5th consecutive final.

Svetlak defeated Sabalinka and competed in the 5th consecutive final.

Rome Italy) – The best player of the moment on the women’s circuit, Polish Iga Swiatek is still undefeated and making it to the finals. This week, World No. 1 defeated Belarusian Arena Sabalinka for the 27th time in a row. In another impressive performance, he needed 1h19 to beat his opponent in straight sets, scoring a mighty 6/2 and 6/1 to reach another decision.

This will be the fifth consecutive final for Ega, who have won titles in Doha, Indian Wells, Miami and Stuttgart. Her last defeat came in Dubai, beating Latvian Jelena Ostapenko in the round of 16. In the WTA 1000 title dispute in Rome, Poland’s rivals Madrid will come out of the duel between Ounis Jabier of Tunisia and Daria Kasatkina of Russia.

The ranking leader has not lost a seat in Foro Itálico’s campaign and has left just 17 games on the road with two tires in his four matches. In terms of his wins, he lost only 5, a few sets in 27 matches.

Sabalinka’s random performance this week made things a little easier for Svetlak, as Belarus was out of balance in its highly aggressive game and made 31 unforced errors and scored just eight winning balls. The Polish player, on the other hand, was very balanced, with 15 unnecessary errors and 15 winning balls.

In the first three games of the match, the Servers performed the worst, breaking Sabalinka twice and Aiga once. Poland broke the series by confirming in the fourth game and it has not broken since then. He not only took the lead but also extended it with a new break in the seventh and final game of the first set.

The second part began as before, again with suffering for those who were in the service. Sabalinka then lost its first two serving games, but this time Svetik saved two break points starting at 4/0 on the scoreboard and faced them. Belarus still appeals for help in the spinal cord area, but nothing has changed, a new break has occurred and no opportunity has been found.

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