Civil Service 1 allegro results for 2019-20
Edinburgh Allegro League
Date |
Opponent |
Venue |
Result |
Score |
10th Oct 2019 |
Musselburgh |
Away |
Loss
|
2½ - 1½ |
10th Oct 2019 |
Bank of Scotland 1 |
Home |
Loss
|
½ - 3½ |
14th Nov 2019 |
Badgers Brook |
Home |
Win
|
2½ - 1½ |
14th Nov 2019 |
Edinburgh 1 |
Away |
Loss
|
2½ - 1½ |
12th Dec 2019 |
University |
Away |
Loss
|
3 - 1 |
12th Dec 2019 |
Civil Service 2 |
Home |
Win
|
3½ - ½ |
9th Jan 2020 |
Corstorphine |
Away |
Draw
|
2 - 2 |
9th Jan 2020 |
Wandering Dragons B |
Home |
Win
|
3 - 1 |
13th Feb 2020 |
Sandy Bells |
Away |
Win
|
1 - 3 |
13th Feb 2020 |
Pentland Hills |
Home |
Loss
|
1 - 3 |
12th Mar 2020 |
Bank of Scotland 2 |
Away |
Loss
|
3 - 1 |
12th Mar 2020 |
Gorgie Dalry |
Home |
Loss
|
½ - 3½ |
Scorecards
10th Oct 2019
1 |
Steve Gibson |
1505 |
1 - 0 |
Crawford T Macnab |
1817 |
2 |
Ronald J Dunnet |
1348 |
0 - 1 |
Richard Scott |
1555 |
3 |
Iain D Hope |
1297 |
1 - 0 |
David B Watt |
1398 |
4 |
Jamie Congalton |
0 |
½ - ½ |
James B Milner |
1164 |
|
|
|
2½ - 1½ |
|
|
10th Oct 2019
1 |
Crawford T Macnab |
1817 |
0 - 1 |
Mike Chisholm |
1919 |
2 |
Richard Scott |
1555 |
½ - ½ |
Peter J Doris |
1432 |
3 |
David B Watt |
1398 |
0 - 1 |
James Turner |
1352 |
4 |
James B Milner |
1164 |
0 - 1 |
John B Prestage |
1295 |
|
|
|
½ - 3½ |
|
|
14th Nov 2019
1 |
Crawford T Macnab |
1817 |
½ - ½ |
Stuart Ward |
1785 |
2 |
Richard Scott |
1555 |
1 - 0 |
David McGilvary |
1436 |
3 |
David B Watt |
1398 |
1 - 0 |
Gordon J Walker |
1269 |
4 |
Alex Powell |
1146 |
0 - 1 |
Craig van den Heever |
979 |
|
|
|
2½ - 1½ |
|
|
14th Nov 2019
1 |
Michael Ridge |
1803 |
½ - ½ |
Crawford T Macnab |
1817 |
2 |
A David Archibald |
1798 |
1 - 0 |
Richard Scott |
1555 |
3 |
Allan W Buchan |
1355 |
0 - 1 |
David B Watt |
1398 |
4 |
Jennifer Shelley |
1024 |
1 - 0 |
Alex Powell |
1146 |
|
|
|
2½ - 1½ |
|
|
12th Dec 2019
1 |
Darima Donitova |
1649 |
1 - 0 |
Crawford T Macnab |
1817 |
2 |
Chihon Ley P. |
1447 |
1 - 0 |
Richard Scott |
1555 |
3 |
DEFAULT |
|
0 - 1 |
David B Watt |
1398 |
4 |
Murdo McLaurin |
1325 |
1 - 0 |
James B Milner |
1164 |
|
|
|
3 - 1 |
|
|
12th Dec 2019
1 |
Crawford T Macnab |
1817 |
1 - 0 |
Matt Rounds |
1764 |
2 |
Richard Scott |
1555 |
½ - ½ |
Simon Bate |
1493 |
3 |
David B Watt |
1398 |
1 - 0 |
Brian O`Donnell |
949 |
4 |
James B Milner |
1164 |
1 - 0 |
Andrew Wright |
729 |
|
|
|
3½ - ½ |
|
|
9th Jan 2020
1 |
Alistair K J MacNaughton |
1723 |
1 - 0 |
Crawford T Macnab |
1817 |
2 |
Michael Anderson |
1234 |
1 - 0 |
Richard Scott |
1555 |
3 |
David Watson |
1202 |
0 - 1 |
David B Watt |
1398 |
4 |
Palanivel Somasundaram |
0 |
0 - 1 |
James B Milner |
1164 |
|
|
|
2 - 2 |
|
|
9th Jan 2020
1 |
Crawford T Macnab |
1817 |
1 - 0 |
Richard J P Kynoch |
1822 |
2 |
Richard Scott |
1555 |
1 - 0 |
Adam Walkowiak |
1436 |
3 |
David B Watt |
1398 |
0 - 1 |
William Falconer |
1433 |
4 |
James B Milner |
1164 |
W - L |
Lee Bishop |
1276 |
|
|
|
3 - 1 |
|
|
13th Feb 2020
1 |
Chris Linskaill |
1632 |
1 - 0 |
Crawford T Macnab |
1817 |
2 |
Brian Duncan |
1386 |
0 - 1 |
Richard Scott |
1555 |
3 |
Mike Wallace |
1095 |
0 - 1 |
David B Watt |
1398 |
4 |
DEFAULT |
|
0 - 1 |
George C Anderson |
1006 |
|
|
|
1 - 3 |
|
|
13th Feb 2020
1 |
Crawford T Macnab |
1817 |
0 - 1 |
Chris Donkin |
1566 |
2 |
Richard Scott |
1555 |
0 - 1 |
Charles Nisbet |
1455 |
3 |
David B Watt |
1398 |
0 - 1 |
Andrew Clark |
1382 |
4 |
George C Anderson |
1123 |
1 - 0 |
David G Devoy |
1006 |
|
|
|
1 - 3 |
|
|
12th Mar 2020
1 |
William Bennett |
2023 |
1 - 0 |
Crawford T Macnab |
1817 |
2 |
David Stewart |
1651 |
1 - 0 |
Richard Scott |
1555 |
3 |
Graeme R Russell |
1389 |
1 - 0 |
James B Milner |
1164 |
4 |
Paul Powell |
0 |
0 - 1 |
George C Anderson |
1123 |
|
|
|
3 - 1 |
|
|
12th Mar 2020
1 |
Crawford T Macnab |
1817 |
½ - ½ |
Mike P Scott |
1693 |
2 |
Richard Scott |
1555 |
0 - 1 |
Stewart A S Good |
1515 |
3 |
James B Milner |
1164 |
0 - 1 |
William Hynd |
1394 |
4 |
George C Anderson |
1123 |
0 - 1 |
Stuart McKinney |
1381 |
|
|
|
½ - 3½ |
|
|
Grading Data
Chess Scotland official grading results can be found
here.