F15 GIRLS👑KARUR-KNIGHT RIDERS CHESS ACADEMY 2nd KARUR District Level Children & Open CHESS Tmt on 11.10.2026 (Sunday)-Call-9003786630
赛事数据更新中：起始名单、赛程、配对、棋手资料、历史排名。部分页面暂不可用，请稍后刷新。
赛事资料
- 赛事
- F15 GIRLS👑KARUR-KNIGHT RIDERS CHESS ACADEMY 2nd KARUR District Level Children & Open CHESS Tmt on 11.10.2026 (Sunday)-Call-9003786630
- 协会
- 印度 ( IND )
- 日期
- 2026-10-11
- 赛制
- 瑞士制
- 轮次
- 3
- 时限
- 快棋 · Each 15 minutes
- 总裁判
- IA SIVARAMAKRISHNAN R
- 副裁判
- SNA MANIGANDAN R (25717014)
- 赛事总监
- SA KATHIRVEL M - 9003786630
- 主办方
- KNIGHT RIDERS CHESS ACADEMY, KARUR
- 评级方式
- -
- 平均等级分 / 平均年龄
- 1159 / 13
- 参赛
- 6
主办方公告
Only Karur District Players can be participate in this Tournament Entry Fee : Rs.250 (For All) & Rs.150 (For Govt School) KDCA Reg Fee : Rs.75 pay through online INAUGURAL FUNCTION 9.00 AM ROUND 1 at 9.45 AM PD at 5.00 PM CHILDREN : 180 CUPS U07 Common-20 Cups Under 09,11,13,15 : Boys-20 & Girls-20 Cups Open Rs.6600 Cash (15 Cash Prizes) All Participants will receive Certificate
来源信息
查看源站主办方公告
Only Karur District Players can be participate in this Tournament Entry Fee : Rs.250 (For All) & Rs.150 (For Govt School) KDCA Reg Fee : Rs.75 pay through online INAUGURAL FUNCTION 9.00 AM ROUND 1 at 9.45 AM PD at 5.00 PM CHILDREN : 180 CUPS U07 Common-20 Cups Under 09,11,13,15 : Boys-20 & Girls-20 Cups Open Rs.6600 Cash (15 Cash Prizes) All Participants will receive Certificate
来源信息
查看源站3 轮后最终排名
| 名次 | 序号 | 棋手 | 协会 | FED | 等级分 | 得分 | TB1 | TB2 | TB3 |
|---|---|---|---|---|---|---|---|---|---|
| 1 | 2 | Deepika R | KDCA Paid | IND | 1439 | 3 | 2 | 2 | 0 |
| 2 | 4 | Hemaavardhini D | KDCA Paid | IND | 0 | 2 | 2 | 1 | 0 |
| 3 | 6 | Thanushiya G R | KDCA Paid | IND | 0 | 2 | 2 | 1 | 0 |
| 4 | 1 | Dhivya Prabha B | KDCA Paid | IND | 1515 | 1 | 7 | 2 | 0 |
| 5 | 3 | Hamsika V | KDCA Paid | IND | 0 | 1 | 7 | 2 | 0 |
| 6 | 5 | Jaishnave | KDCA Paid | IND | 0 | 0 | 7 | 0 | 0 |
破分项 ▾
TB1: Buchholz Tie-Breaks (variabel with parameter) · TB2: Sonneborn-Berger-Tie-Break variable · TB3: Direct Encounter (The results of the players in the same point group)