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Giải hè Hà Nội 2018 - Môn Cờ Vua - Bảng Nam - Cờ Chậm - Lứa tuổi U9 KQBT: Có ở http://hnchess.com/

Last update 15.06.2018 04:05:26, Creator/Last Upload: Pham Viet Khoa Hanoi Vietnam

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Starting rank crosstable

No.		Name	FED	1.Rd	2.Rd	3.Rd	4.Rd	5.Rd	6.Rd	7.Rd	8.Rd	9.Rd	Pts.	Rk.	TB1	TB2	TB3
1	IM	Trần Lê Việt Anh	CGI	10w1	7b1	19w1	2b1	17w0	6b0	15w1	13b1	14w0	6	3	1	49	6
2	FM	Vũ Tiến Anh	TXU	11b1	9w1	17b0	1w0	7b1	8w1	10w0	6b0	13w1	5	6	0	45,5	5
3	FM	Nguyễn Hoàng Bách	GLA	12w-	-0	-0	-0	-0	-0	-0	-0	-0	0	19	0	27	0
4	IM	Phạm Tuấn Hùng	HMA	13b0	17w0	15b½	16w1	10b0	14b0	11w1	9b1	5w0	3,5	14	0	39,5	3
5	IM	Đình Xuân Hiền	NTL	14w1	19b0	10w0	11b1	8w½	15b0	20w1	7b0	4b1	4,5	9	0	38,5	4
6		Thân Văn Khang	DDA	15b1	13w0	9b1	10w1	20b1	1w1	17b½	2w1	19b0	6,5	2	0	44	6
7	WGM	Đinh Nho Kiệt	BTL	16w1	1w0	13b0	14b1	2w0	20w1	19b1	5w1	17b½	5,5	5	0	43	5
8	CM	Nguyễn Đức Đăng Khánh	TTR	17b0	15w1	11b1	20w0	5b½	2b0	9w0	14b0	10w1	3,5	13	0	41	3
9		Nguyễn Thanh Lâm	HMA	18w1	2b0	6w0	19b0	14w0	16b1	8b1	4w0	15w½	3,5	15	0	38,5	3
10	IM	Nguyễn Lâm	BTL	1b0	16w1	5b1	6b0	4w1	13w1	2b1	17w0	8b0	5	7	0	43	5
11		Nguyễn Đăng Minh	CTN	2w0	18b1	8w0	5w0	15b0	-1	4b0	16w1	20b1	4	12	0	30,5	3
12	FM	Nguyễn Hoàng Nam	CGI	3b-	-0	-0	-0	-0	-0	-0	-0	-0	0	20	0	27	0
13	IM	Đỗ Minh Quân	BDI	4w1	6b1	7w1	17b0	19w0	10b0	14w1	1w0	2b0	4	10	0	50,5	4
14		Đặng Hải Sơn	CTN	5b0	20w0	16b1	7w0	9b1	4w1	13b0	8w1	1b1	5	8	0	35	5
15		Nguyễn Việt Tiến	HDO	6w0	8b0	4w½	18b1	11w1	5w1	1b0	19w0	9b½	4	11	0	40	3
16	WGM	Vũ Hải Nam	UHO	7b0	10b0	14w0	4b0	18w1	9w0	-1	11b0	-0	2	17	0	34	1
17		Nguyễn Tuấn Thành	UHO	8w1	4b1	2w1	13w1	1b1	19b1	6w½	10b1	7w½	8	1	0	45	7
18	IM	Trần Phan Hoàng Việt	NTL	9b0	11w0	20b1	15w0	16b0	-0	-0	-0	-0	1	18	0	26,5	1
19		Lý Tuấn Minh	HKI	20b1	5w1	1b0	9w1	13b1	17w0	7w0	15b1	6w1	6	4	0	44,5	6
20		Bùi Gia Khánh	HKI	19w0	14b1	18w0	8b1	6w0	7b0	5b0	-1	11w0	3	16	0	40	2

Annotation:
Tie Break1: Direct Encounter (The results Of the players In the same point group)
Tie Break2: Buchholz Tie-Breaks (variabel With parameter)
Tie Break3: Greater number of victories/games variable