Chess
Scotland

Woods, Ellys

PNUM: 15624

INACTIVE PLAYER


Standard:
Grade: 452 584
Allegro:
Grade: 490 507

Standard Games

Rnd Opponent Stat Pub Adj Used Col Res
1 Lawrence, Simon 17604 J11 Ung - 236 W 1
2 Clark, Michael 16915 J10 184 184 479 B 0
3 McLean, Euan 16889 J11 104 104 224 W 1
4 Childs, Charlotte 17381 J9 279 279 399 B 1
5 Nesbitt, Gregor 16823 J11 470 470 590 W 1
1 McIntosh, Emma 17326 J10 105 105 494 B 1
2 Mason, Patrick 17308 J11 350 350 470 W 1
3 Murray, Thomas W J 16593 J10 508 508 628 B 1
4 Woods, Marc 14883 J11 785 785 852 W 0
5 Devenny, Peter 16763 J10 368 368 671 B 1
2 Carrigan, Connaire 15615 J11 216 216 336 W 1
4 Fordyce, Calum 17736 J9 Ung - 207 B 1
6 Fitzpatrick, Liam 17557 J10 Ung - 126 B 1
67 McInally, Lewis 18032 J9 Ung - 343 W 1
68 Gallagher, Mathew 15637 J10 477 477 597 B 0
15 Morrison, Christopher 16362 J11 537 537 657 W 1
57 Hayburn, David 16937 J6 104 104 224 W 1
61 Callaghan, Jack 17605 J10 Ung - 304 W 1
68 Crowe, Cameron 16993 J10 294 294 414 B 1
72 Thomson, Conor 16731 J10 273 273 393 B 0
1 Clark, Michael 16915 J10 184 184 479 - 0
3 Kirton, James 18726 J? Ung - 217 - 1
5 McCloskey, Deakyn 17260 J10 292 292 412 - 1
6 McLean, Kyle 17597 J9 277 277 397 - 0
7 McNamee, Katie 16998 J11 150 150 270 - 1
8 Milton, Lewis 16966 J11 247 247 367 - 1
9 O`Donnell, Kieran 15634 J10 Ung - 660 - 0
10 Panton, Taylor 17259 J9 569 569 689 - 0
11 Rea, Jordan 16968 J11 238 238 358 - 1
12 Sharp, Allison 17649 J11 104 104 224 - 1
13 Taylor, Josh 16967 J11 104 104 224 - 1
15 Cameron, Paul 17661 J11 104 104 224 - 1
1 Clark, Michael 16915 J10 184 184 479 - 0
3 Kirton, James 18726 J? Ung - 217 - 1
5 McCloskey, Deakyn 17260 J10 292 292 412 - 1
6 McLean, Kyle 17597 J9 277 277 397 - 0
7 McNamee, Katie 16998 J11 150 150 270 - 1
8 Milton, Lewis 16966 J11 247 247 367 - 1
9 O`Donnell, Kieran 15634 J10 Ung - 660 - 0
10 Panton, Taylor 17259 J9 569 569 689 - 0
11 Rea, Jordan 16968 J11 238 238 358 - 1
12 Sharp, Allison 17649 J11 104 104 224 - 1
13 Taylor, Josh 16967 J11 104 104 224 - 1
15 Cameron, Paul 17661 J11 104 104 224 - 1