Currently not logged in
Home
:
Players
:
Tournaments
:
About
Semifinala CNI
EGD:
T250621F
Date:
21. 06. 2025
Type:
EGD - class A
Players:
10
Country:
Romania
City:
Curtea de Arges
Placement
Round 1
Round 2
Round 3
Round 4
Round 5
Round 6
1.
Cristian Pop 7D
WIN
Darius Dobranis 3D
WIN
Robert-Andrei Grosu 4D
WIN
Lucretiu Calota 4D
WIN
Lucian Deaconu 5D
WIN
George_Cristian Ghetu 3D
WIN
Marius Spataru 4D
2.
Lucian Deaconu 5D
WIN
Sergiu-Dan Iugulescu 3D
WIN
Marius Spataru 4D
WIN
Robert-Andrei Grosu 4D
LOSS
Cristian Pop 7D
WIN
Lucretiu Calota 4D
WIN
George_Cristian Ghetu 3D
3.
Lucretiu Calota 4D
WIN
Rares-Andrei Pituru 2D
WIN
Darius Dobranis 3D
LOSS
Cristian Pop 7D
WIN
Marius Spataru 4D
LOSS
Lucian Deaconu 5D
WIN
Sergiu-Dan Iugulescu 3D
4.
Marius Spataru 4D
WIN
George_Cristian Ghetu 2D
LOSS
Lucian Deaconu 5D
WIN
Sorin-Adrian Sora 2D
LOSS
Lucretiu Calota 4D
WIN
Robert-Andrei Grosu 4D
LOSS
Cristian Pop 7D
5.
George_Cristian Ghetu 3D
LOSS
Marius Spataru 4D
WIN
Rares-Andrei Pituru 2D
WIN
Sergiu-Dan Iugulescu 3D
WIN
Sorin-Adrian Sora 2D
LOSS
Cristian Pop 7D
LOSS
Lucian Deaconu 5D
6.
Robert-Andrei Grosu 4D
WIN
Sorin-Adrian Sora 2D
LOSS
Cristian Pop 7D
LOSS
Lucian Deaconu 5D
WIN
Darius Dobranis 3D
LOSS
Marius Spataru 4D
LOSS
Rares-Andrei Pituru 2D
7.
Darius Dobranis 3D
LOSS
Cristian Pop 7D
LOSS
Lucretiu Calota 4D
WIN
Rares-Andrei Pituru 2D
LOSS
Robert-Andrei Grosu 4D
WIN
Sergiu-Dan Iugulescu 3D
LOSS
Sorin-Adrian Sora 2D
8.
Rares-Andrei Pituru 2D
LOSS
Lucretiu Calota 4D
LOSS
George_Cristian Ghetu 2D
LOSS
Darius Dobranis 3D
LOSS
Sergiu-Dan Iugulescu 3D
WIN
Sorin-Adrian Sora 2D
WIN
Robert-Andrei Grosu 4D
9.
Sorin-Adrian Sora 2D
LOSS
Robert-Andrei Grosu 4D
WIN
Sergiu-Dan Iugulescu 3D
LOSS
Marius Spataru 4D
LOSS
George_Cristian Ghetu 3D
LOSS
Rares-Andrei Pituru 2D
WIN
Darius Dobranis 3D
10.
Sergiu-Dan Iugulescu 3D
LOSS
Lucian Deaconu 5D
LOSS
Sorin-Adrian Sora 2D
LOSS
George_Cristian Ghetu 3D
WIN
Rares-Andrei Pituru 2D
LOSS
Darius Dobranis 3D
LOSS
Lucretiu Calota 4D
Friendly go rating made by kovarex. - Page generated in 0.0307 seconds