Coronaschaak Dag 9 (5 februari 2021)
Met een winterse week voor de boeg ging de kachel alvast een tandje hoger, waarna er weer twee rondes coronaschaak bij de Velpse SV werden gespeeld. Son won tegen Lazlo en was hiermee volgens André van de 0 af. Volgens Son en Vera was hij dat al, want vorige week had hij van Julian gewonnen. Dat stond verkeerd in de uitslag, maar was door niemand opgemerkt. Wordt het verslag wel gelezen, vraag je je dan af.
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)
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)
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)
In de 2e ronde stond André op +80 tegen Eric, maar hij vergeet de gouden regel 'altijd op pat letten'. Eric kent die regel wel, offerde zijn dame en kon toch nog het halfje bijschrijven. Hij verzuchtte 'nooit speel ik meer benoni'. Terwijl dat de keuze van André was. Vadim vond later ook dat benoni niet lekker is, vanwege de Benko-variant die vaak volgt (b5).
Vadim zelf won van Hans en nam de koppositie over. Met een half puntje tussen nr 1 en nr 3 is het bovenin ongemeen spannend.
De net 1 dag 17 jaar zijnde Lazlo verloor van Son maar nam knap revanche tegen Dries. Dries had zijn dag niet en verliest de aansluiting met de top 3. Hij vormt met André en Lazlo de middenmoot.
Geschreven op 05 februari 2021.
Reacties
Reageren kan enkel als je ingelogd bent.Nieuws
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