Week of May 9, 2016

SirIvanhoe_2

Updated: May 9, 2016, 12:12 AM | 0

Pairings for the Slow Chess League have been posted for the Week of May 9, 2016:

2016/05 League Qualifier

Round 1 - May 9 - 15

101 Bharat Karia (0.0,1882) vs. mswest46 (0.0,1858)
102 VS (0.0,1803) vs. Falcon (0.0,1815)
103 Marko (0.0,1800) vs. Jay Roy Hall (0.0,1746)
104 kalilov (0.0,1678) vs. drchessdad (0.0,1687)
105 Joseph Truelson (0.0,1619) vs. Drew (0.0,1500)
106 Mellow (0.0,1494) vs. Benny (0.0,1500)
107 chesster3145 (0.0,1473) vs. David A. Bardsley (0.0,1460)
108 Sean Clark (0.0,1343) vs. nikon (0.0,1379)
109 Darryl A. Rutledge (0.0,1290) vs. Dave (0.0,1266)
110 Mark Leonard (0.0,1080) vs. Christian Bloszies (0.0,1207)
111 Molator (0.0,1079) vs. Avi Ram (0.0,1068)
112 Andrew Eulass (0.0,956) vs. lduros (0.0,1050)

2016/05 Tournament Series

Round 1 - May 9 - 15

Traditional OTB Style

1xx – Open Swiss G/45+45
2xx – Open Swiss G/90+30

SCL Fair Play

3xx – Swiss 1-2 G/45+45
4xx – Swiss 1-2 G/90+30
5xx - Swiss 1-2 Double G/45+45
6xx - Swiss 1-2 Double G/90+30
7xx - Swiss 1-2 Double B2B G/25+10

101 Patzer8000 (0.0,1963) v Rob Megna (0.0,1487)
102 SirIvanhoe (0.0,1463) v calsal (0.0,1745)
103 David Milliern (0.0,1659) v Ehud Kisch (0.0,1447)
104 Reno Bezzina (0.0,1431) v Pouyan (0.0,1644)
105 Peter Bernsmann (0.0,1529) v Serge Ledan (0.0,1374)
106 P.C. Odio (0.0,1372) v Chessfromsquareone (0.0,1523)
107 warrior12 (0.0,1507) v kurikisaki (0.0,1218)
108 Brian Kelly (0.0,1159) v Juan Carlos Betancur (0.0,1489)
201 Gernot (0.0,1855) v AncientKnightBob (0.0,1527)
202 wmakos (0.0,1507) v onurbruno (0.0,1807)
203 dblackw2 (0.0,1793) v Rob Megna (0.0,1487)
204 SirIvanhoe (0.0,1463) v D.M. Britton (0.0,1754)
205 PaulRichardTX (0.0,1591) v JabotScrob (0.0,1416)
206 Serge Ledan (0.0,1374) v zvyaga (0.0,1573)
207 pawnslinger! (0.0,1541) v P.C. Odio (0.0,1372)
208 sully2112 (0.0,1228) v gingo (0.0,1528)
301 TheInimitableKan (0.0,1762) v Patzer8000 (0.0,1963)
302 Constantine (0.0,1668) v David Milliern (0.0,1659)
303 PegasusRider (0.0,1539) v Jules (0.0,1624)
304 Chessfromsquareone (0.0,1523) v Juan Carlos Betancur (0.0,1489)
305 Yuvaraj (0.0,1350) v Serge Ledan (0.0,1374)
306 Daimonion (0.0,1172) v Doug (0.0,991)
401 PaulRichardTX (0.0,1591) v Lavner (0.0,1634)
402 luncorl-x (0.0,1586) v PegasusRider (0.0,1539)
403 AncientKnightBob (0.0,1527) v gingo (0.0,1528)
404 k-scope (0.0,1510) v philidor_position (0.0,1501)
405 Juan Carlos Betancur (0.0,1489) v Gene Osegovic (0.0,1491)
406 JabotScrob (0.0,1416) v Serge Ledan (0.0,1374)
407 sully2112 (0.0,1228) v Tim Sawyer (0.0,1353)
501 David Milliern (0.0,1659) v Jules (0.0,1624)
501 Jules (0.0,1624) v David Milliern (0.0,1659)
502 Juan Carlos Betancur (0.0,1489) v Steven Davies-Morris (0.0,1552)
502 Steven Davies-Morris (0.0,1552) v Juan Carlos Betancur (0.0,1489)
503 drowsy80 (0.0,1450) v P.C. Odio (0.0,1372)
503 P.C. Odio (0.0,1372) v drowsy80 (0.0,1450)
601 plato (0.0,1557) v Steven Davies-Morris (0.0,1552)
601 Steven Davies-Morris (0.0,1552) v plato (0.0,1557)
602 Kostas Michailidis (0.0,1538) v PegasusRider (0.0,1539)
602 PegasusRider (0.0,1539) v Kostas Michailidis (0.0,1538)
603 Gene Osegovic (0.0,1491) v wmakos (0.0,1507)
603 wmakos (0.0,1507) v Gene Osegovic (0.0,1491)
604 JabotScrob (0.0,1416) v SirIvanhoe (0.0,1463)
604 SirIvanhoe (0.0,1463) v JabotScrob (0.0,1416)
605 Paul Postma (0.0,1362) v Tim Sawyer (0.0,1353)
605 Tim Sawyer (0.0,1353) v Paul Postma (0.0,1362)
701 B2B Constantine (0.0,1668) v D.M. Britton (0.0,1754)
702 B2B Paul (0.0,1582) v Fabio (0.0,1576)
703 B2B Juan Carlos Betancur (0.0,1489) v Steven Davies-Morris (0.0,1552)
704 B2B SirIvanhoe (0.0,1463) v Evandwood (0.0,1372)
705 B2B kurikisaki (0.0,1218) v P.C. Odio (0.0,1372)

No matter whether you are preparing for OTB tournament play or if online play is your preferred way to compete. Either way, the Slow Chess League is the original and best place for negotiated time slow live chess tournament play on Chess.com. Get up to 4 games per week. Play both White and Black against one opponent and you only need 4 total offers to make the minimum offer requirements.

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