日期 | R | 主队 v 客队 | - |
---|---|---|---|
09/28 14:30 | 17 | 卡拉路夫 Dvur v 洛科维塔维恩 | 3-1 |
09/28 14:30 | 17 | FK利托梅日采 v 多马利斯 | 1-0 |
09/28 14:30 | 17 | FK Horovicko v 贝内绍夫 | 1-0 |
09/28 14:30 | 17 | 维多利亚耶勒尼 v 索史尔扎普 | 3-2 |
09/28 14:30 | 17 | SK普勒维索 v 本纳特凯 | 1-0 |
09/28 08:15 | 17 | FC 皮斯克 v 多布洛维斯 | 4-1 |
09/28 08:15 | 17 | 维谢赫拉得 v 塔波斯科B | 3-1 |
09/25 14:30 | 7 | 波夫塔夫斯卡FA v MFK赫鲁迪姆 | 1-0 |
09/25 08:30 | 8 | 辛宁II v 克罗梅瑞兹 | 3-2 |
09/25 08:30 | 8 | 奥特罗科维采 v 利森 | 2-1 |
09/25 08:15 | 8 | 斯洛瓦科II v FK布兰斯科 | 1-0 |
09/25 08:15 | 7 | SK普勒维索 v 维多利亚耶勒尼 | 7-8 |
09/25 08:15 | 7 | 塔波斯科B v FK Tachov | 0-2 |
09/24 14:30 | 7 | FK Horovicko v 卡拉路夫 Dvur | 0-4 |
09/24 14:30 | 7 | 多布洛维斯 v 本纳特凯 | 3-1 |
09/24 13:30 | 8 | 佩特科维斯 v 荷路辛 | 2-2 |
09/24 13:00 | 8 | 胡林斯巴达 v 奥林莫斯B | 0-2 |
09/24 13:00 | 8 | MFK维什科夫 v Velke Mezirici | 3-0 |
09/24 13:00 | 8 | Horacky FK Trebic v SK乌尼丘夫 | 1-1 |
09/24 13:00 | 8 | HFK奥洛穆茨 v FK莫海尔尼采 | 0-0 |
09/24 08:30 | 7 | 贝内绍夫 v 索史尔扎普 | 4-2 |
09/24 08:15 | 7 | 维谢赫拉得 v FK利托梅日采 | 1-0 |
09/24 08:15 | 7 | 洛科维塔维恩 v 多马利斯 | 3-1 |
09/24 08:15 | 7 | 奥林匹亚贺拉戴克克拉劳夫 v FC 皮斯克 | 5-1 |
09/21 15:00 | 17 | FK Tachov v MFK赫鲁迪姆 | 0-2 |
09/18 15:00 | 6 | 索史尔扎普 v 洛科维塔维恩 | 5-3 |
09/18 15:00 | 6 | 本纳特凯 v FK Horovicko | 4-5 |
09/18 08:15 | 7 | Velke Mezirici v 斯洛瓦科II | 3-0 |
09/17 15:00 | 6 | 多马利斯 v 多布洛维斯 | 4-1 |
09/17 15:00 | 6 | FK Tachov v 波夫塔夫斯卡FA | 5-3 |
The Moravian-Silesian Football League (MSFL) (Czech: Moravskoslezská fotbalová liga) is one of the third level football leagues in the Czech Republic (the other is the Bohemian Football League) headquartered in Olomouc. The league comprises teams from the historic regions of Moravia and Silesia and partially also Bohemia.
The league was formed in 1991 during the Czechoslovakia era, replacing the former II.ČNL (II. Česká národni liga; Second Czech National League) at the third tier of Czechoslovak football alongside sister league ČFL.
The winner of MSFL is promoted to the Czech National Football League. Three clubs are promoted to the MSFL - the winners of Divize D, E and F of the Czech Fourth Division.