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Torneio 1ª Fornada 25/26 - Padaria do Povo

Standings

Final standings after 6 rounds

1st place, Dmitri Adomeit, 5 points, Direct Encounter (DE): 0, Buchholz (BH): 21
2nd place, João Alexandre Henriques Carvalho, 4.5 points, Direct Encounter (DE): 1, Buchholz (BH): 21
3rd place, Eldar Emil Oglu Gasimov, 4.5 points, Direct Encounter (DE): 2, Buchholz (BH): 21
4th place, Ricardo Vicente Aleixo Alves, 4 points, Direct Encounter (DE): 1, Buchholz (BH): 23
5th place, Francisco de Medeiros Lelewell, 4 points, Direct Encounter (DE): 2, Buchholz (BH): 21
6th place, David Mendes, 4 points, Direct Encounter (DE): 2, Buchholz (BH): 20
7th place, Arthur Larrue, 3 points, Direct Encounter (DE): 0, Buchholz (BH): 21.5
8th place, Alexandre Oliveira, 3 points, Direct Encounter (DE): 0, Buchholz (BH): 19.5
9th place, Raúl Xavier, 3 points, Direct Encounter (DE): 0, Buchholz (BH): 17.5
10th place, Oliver Philip Kholodov, 3 points, Direct Encounter (DE): 0, Buchholz (BH): 16.5
11th place, Rui Manuel Cartaxo Rodrigues, 3 points, Direct Encounter (DE): 0, Buchholz (BH): 15.5
12th place, Firmino Jesus, 2 points, Direct Encounter (DE): 0, Buchholz (BH): 18.5
13th place, Diogo Costa, 2 points, Direct Encounter (DE): 0, Buchholz (BH): 16.5
14th place, Matteo Cordero, 2 points, Direct Encounter (DE): 0, Buchholz (BH): 16
15th place, José Valente, 2 points, Direct Encounter (DE): 0, Buchholz (BH): 16
16th place, João Santos, 1.5 points, Direct Encounter (DE): 0, Buchholz (BH): 16
17th place, Sasha Tom Hart, 1.5 points, Direct Encounter (DE): 0, Buchholz (BH): 15.5

Torneio 1ª Fornada 25/26 - Padaria do Povo

Tie-breaks

Players level on points are separated by these tie-breaks, in this order.

TB1Direct Encounter (DE)

The points the tied players scored against each other. It applies only to the players still level when the list reaches it.

FIDE C.07, article 6

TB2Buchholz (BH)

The sum of the opponents' final scores. C.07 counts rounds not played over the board as article 16 sets out. The program that ranked this tournament may count them differently.

FIDE C.07, article 8.1