Den 27.11. ble nybegynnerkurset avsluttet med en turnering for alle deltakere. Det ble spilt 5 runder etter sveitser system med en forenklet tidskontroll: Hvert parti varer i fem minutter. Deretter blir vinneren avgjort ved en enkel opptelling av vunnet materiell. Det gis tre poeng for vinst, to poeng for remis, og ett poeng ved tap. Vi har sett mange gode og jevne partier. Gode konsentrasjonsevner blant de unge spillerne har bidratt til det.
![](https://lh3.googleusercontent.com/YXohRFQSKL9CS3-_YLU_8EA1SqLetGaggiz6HptJyaBlgjeNpz7egAOyNCOYt3EuEzfF0BcOIU04r8h-NYMl0-Mg4A0ef_6K7pieb68S0YxUTUBIJzHOcf_CAKG-0zAy_2RDtQX2DJ0GXmAEdo5Gp-L836FCeI-hblaDlTKwBb0zOVmE2yzF1gT_RgV3pLXvYIt65W1RUR5VGRk8uBS-GocTHFXNuGWgUrLVHY0y-rzCJlPenYoKfSaV1-5zRqxDAKMZ-yF9Z34IwcY4ak-aUGEGilDsw8O9H-NQlQGWCvd6Q1atsBjPDEjqGlUJBykehaJ4Iqdm0WDE_INi5pWWHnn4svlp0r4J9-bICxu5wiZEzaj5IJOLR-d73v7jU1r2MRyujYA9xfH1Cb_8-Ee_tSeLzjYrmSgkhS2V722_ByaCRpU0aedUaqVwfIsedkYGh-UGyIR-aROUo5OoKQIDFkVQgKaqakYfVRFSO1EK0Bxsqn4aE8c2wEAyZykFfdBzddoeHNpFbB_VY2QD13gwHzeeBO39fVM06zN7FBiDVwLQaN10B2Yn-13DRvn4wtdsjKruYb71Sv3vZQB1nEpS3c39OPutUpC15Fi4_BoXCZp8ytR9BSexCktc9weKz3l6M3dxL5UG2DtG5pPFeyZ0e1x4=w1264-h948-no) |
Mathias og Eva-Marie kjemper om ledelsen i runde 4. |
Mathias oppnådde den høyeste poengsummen til slutt, men som tabellen viser var det veldig jevnt.
Kurset ble avsluttet med diplom og en liten premie for deltakerne. Vi vil starte opp igjen i 2019 og håper at mange av barna blir med videre.
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) 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Resultat |
Resultatene kan også slås opp hos
TurneringsService.