![](data:image/png;base64,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)
Vandijck - Vandebergh,Jos BELLIM-ch, 17-12-2014 14.27-22? De witspeler kon hier fraai beslissend voordeel krijgen met 14.38-33 15-20 (14...14-20? verliest eenvoudig door 15.27-22 18x29 16.42-38 23x32 17.34x5 25x34 18.39x19 13x24; Het beste lijkt nog 14...23-29 15.34x23 18x38 16.42x33 25x34 17.40x20 15x24 maar ook dan heeft zwart beslissend positioneel nadeel) 15.42-38 10-15 ![](data:image/png;base64,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)
En nu het fraaie typemanoeuvre in dit soort standen 16.28-22!! 17x28 17.33x22 12-17 (17...11-17 18.22x11 6x17 19.27-22! 17x28 20.26x17 12x21 21.34-29 24x42 22.47x38 25x34 23.40x29 23x34 24.32x1) 18.34-29!! 24x42 19.47x38 25x34 20.40x29 17x28 21.26x17 11x22 22.38-33 23x34 23.32x1 met winst voor wit. ![](data:image/png;base64,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)
Vandijck - Jans,J. BELLIM-ch, 16-12-2015 Jean stond een schijf achter en de situatie lijkt hopeloos maar hier verzuimde hij het zetje. 27.46-41 21x32 28.37x19 26x46 29.43-38 14x23 30.38-32 46x28 31.33x4 23-29 32.34x23 25x43 33.44-39 43x34 34.40x29 ![](data:image/png;base64,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)
Vanheusden,Marie-Josée – Vandijck BELLIM-ch, 26-03-2014 Ook hier miste Jean een leuk zetje met zwart: 26...20-24! 27.29x18 12x23 28.28x19 8-13 29.19x8 7-12 30.8x17 11x35 |