octopus2103

Active

Rekor:

Babak Final:

Poin:

Posisi Akhir:

Nilai Imbang:

Poin yang Diberikan:

Permainan

Babak 1 - Grup 96		1	2
1	octopus2103 (1279)		1 0	1	1
2	kumar_mate (1038)	1 0		1	1

Babak 2 - Grup 89		1	2
1	octopus2103 (1289)		1 0	1	1
2	Erdem5774 (1188)	1 0		1	1

Babak 3 - Grup 79		1	2
1	octopus2103 (1291)		1 0	1	1
2	Erdem5774 (1188)	1 0		1	1

Babak 4 - Grup 80		1	2
1	octopus2103 (1269)		1 0	1	1
2	ChessManIsMe (1239)	1 0		1	1

Babak 5 - Grup 81		1	2
1	JnZach (1255)		1 0	1	1
2	octopus2103 (1253)	1 0		1	1

Babak 6 - Grup 67		1	2
1	octopus2103 (1294)		1 0	1	1
2	kumar_mate (1218)	1 0		1	1

Babak 7 - Grup 69		1	2
1	octopus2103 (1277)		1 0	1	1
2	jonhuertaball (1244)	1 0		1	1

Babak 8 - Grup 64		1	2
1	octopus2103 (1281)		1 0	1	1
2	surajyedre (1241)	1 0		1	1

Babak 9 - Grup 57		1	2
1	octopus2103 (1311)		1 0	1	1
2	sanmati8888 (1228)	1 0		1	1

Babak 10 - Grup 54		1	2
1	octopus2103 (1307)		1 0	1	1
2	sanmati8888 (1228)	1 0		1	1

Babak 11 - Grup 51		1	2
1	octopus2103 (1317)		1 ½	1.5	0.75
2	malfaisant (1224)	½ 0		0.5	0.75

Babak 12 - Grup 45		1	2
1	octopus2103 (1332)		1 0	1	1
2	ozcanfiliz (1213)	1 0		1	1

Babak 13 - Grup 55		1	2
1	octopus2103 (1300)		1 0	1	1
2	b979 (1258)	1 0		1	1

Babak 14 - Grup 49		1	2
1	octopus2103 (1313)		1 0	1	1
2	ChessManIsMe (1248)	1 0		1	1

Babak 15 - Grup 52		1	2
1	octopus2103 (1298)		1 0	1	1
2	JnZach (1255)	1 0		1	1

Babak 16 - Grup 52		1	2
1	octopus2103 (1288)		1 0	1	1
2	Salehd4games (1251)	1 0		1	1

Babak 17 - Grup 51		1	2
1	octopus2103 (1292)		1 0	1	1
2	Salehd4games (1251)	1 0		1	1

Babak 18 - Grup 49		1	2
1	octopus2103 (1295)		1 0	1	1
2	sanmati8888 (1238)	1 0		1	1

Babak 19 - Grup 47		1	2
1	octopus2103 (1296)		1 0	1	1
2	NeiMang04 (1239)	1 0		1	1

Babak 20 - Grup 44		1	2
1	octopus2103 (1292)		1 0	1	1
2	NeiMang04 (1229)	1 0		1	1

Babak 21 - Grup 47		1	2
1	octopus2103 (1250)		1 0	1	1
2	A_Lzeik (1246)	1 0		1	1

Babak 22 - Grup 42		1	2
1	DaveOakRidges (1298)		1 0	1	1
2	octopus2103 (1226)	1 0		1	1

Babak 23 - Grup 41		1	2
1	kodiakbear2020 (1290)		1 0	1	1
2	octopus2103 (1232)	1 0		1	1

Babak 24 - Grup 41		1	2
1	kodiakbear2020 (1296)		1 0	1	1
2	octopus2103 (1239)	1 0		1	1

Babak 25 - Grup 39		1	2
1	DaveOakRidges (1288)		1 0	1	1
2	octopus2103 (1238)	1 0		1	1

Babak 26 - Grup 34		1	2
1	wk_18 (1343)		1 0	1	1
2	octopus2103 (1219)	1 0		1	1

Babak 27 - Grup 37		1	2
1	kodiakbear2020 (1288)		1 0	1	1
2	octopus2103 (1235)	1 0		1	1

Babak 28 - Grup 39		1	2
1	JnZach (1255)		1 0	1	1
2	octopus2103 (1254)	1 0		1	1

Babak 29 - Grup 37		1	2
1	octopus2103 (1271)		1 0	1	1
2	kumar_mate (1252)	1 0		1	1

Babak 30 - Grup 33		1	2
1	Timo1848 (1308)		1 0	1	1
2	octopus2103 (1251)	1 0		1	1

Babak 31 - Grup 34		1	2
1	Bokokeefe7 (1301)		1 0	1	1
2	octopus2103 (1254)	1 0		1	1

Babak 32 - Grup 34		1	2
1	kumar_mate (1278)		1 0	1	1
2	octopus2103 (1262)	1 0		1	1

Babak 33 - Grup 35		1	2
1	octopus2103 (1277)		1 0	1	1
2	rohan_asif (1274)	1 0		1	1

Babak 34 - Grup 32		1	2
1	Enriquecontardo (1332)		1 0	1	1
2	octopus2103 (1256)	1 0		1	1

Babak 35 - Grup 33		1	2
1	octopus2103 (1315)		1 0	1	1
2	rohan_asif (1280)	1 0		1	1

Babak 36 - Grup 35		1	2
1	octopus2103 (1302)		1 0	1	1
2	Bokokeefe7 (1294)	1 0		1	1

Babak 37 - Grup 34		1	2
1	Bokokeefe7 (1294)		1 0	1	1
2	octopus2103 (1292)	1 0		1	1

Babak 38 - Grup 33		1	2
1	octopus2103 (1294)		1 0	1	1
2	DaveOakRidges (1289)	1 0		1	1

Babak 39 - Grup 32		1	2
1	mikurmel (1326)		1 0	1	1
2	octopus2103 (1271)	1 0		1	1

Babak 40 - Grup 29		1	2
1	Timo1848 (1352)		1 0	1	1
2	octopus2103 (1270)	1 0		1	1

Babak 41 - Grup 27		1	2
1	DroppedPieces (1360)		1 0	1	1
2	octopus2103 (1252)	1 0		1	1

Babak 42 - Grup 22		1	2
1	Evgeny555 (1414)		1 0	1	1
2	octopus2103 (1248)	1 0		1	1

Babak 43 - Grup 22		1	2
1	Evgeny555 (1412)		1 0	1	1
2	octopus2103 (1240)	1 0		1	1

Babak 44 - Grup 22		1	2
1	Evgeny555 (1393)		1 0	1	1
2	octopus2103 (1238)	1 0		1	1

Babak 45 - Grup 23		1	2
1	Timo1848 (1386)		1 0	1	1
2	octopus2103 (1251)	1 0		1	1

Babak 46 - Grup 23		1	2
1	Timo1848 (1386)		1 0	1	1
2	octopus2103 (1235)	1 0		1	1

Babak 47 - Grup 20		1	2
1	Aydindril (1462)		1 0	1	1
2	octopus2103 (1212)	1 0		1	1

Babak 48 - Grup 20		1	2
1	Aydindril (1462)		1 0	1	1
2	octopus2103 (1220)	1 0		1	1

Babak 49 - Grup 22		1	2
1	Timo1848 (1386)		1 0	1	1
2	octopus2103 (1214)	1 0		1	1

Babak 50 - Grup 20		1	2
1	ChintanLodaya (1386)		1 0	1	1
2	octopus2103 (1210)	1 0		1	1

Babak 51 - Grup 21		1	2
1	wk_18 (1367)		1 0	1	1
2	octopus2103 (1205)	1 0		1	1

Babak 52 - Grup 16		1	2
1	Aydindril (1440)		1 0	1	1
2	octopus2103 (1172)	1 0		1	1

Babak 53 - Grup 14		1	2
1	giocondo (1539)		1 0	1	1
2	octopus2103 (1167)	1 0		1	1

Babak 54 - Grup 13		1	2
1	giocondo (1547)		1 0	1	1
2	octopus2103 (1159)	1 0		1	1

Babak 55 - Grup 15		1	2
1	Aydindril (1451)		1 0	1	1
2	octopus2103 (1170)	1 0		1	1

Babak 56 - Grup 17		1	2
1	Timo1848 (1404)		1 0	1	1
2	octopus2103 (1191)	1 0		1	1

Babak 57 - Grup 16		1	2
1	alexandermatos (1410)		1 0	1	1
2	octopus2103 (1185)	1 0		1	1

Babak 58 - Grup 18		1	2
1	ChintanLodaya (1382)		1 0	1	1
2	octopus2103 (1194)	1 0		1	1

Babak 59 - Grup 18		1	2
1	ChintanLodaya (1382)		1 0	1	1
2	octopus2103 (1196)	1 0		1	1

Babak 60 - Grup 20		1	2
1	LordBarnabyIV (1359)		1 0	1	1
2	octopus2103 (1208)	1 0		1	1

Babak 61 - Grup 19		1	2
1	LordBarnabyIV (1390)		1 0	1	1
2	octopus2103 (1201)	1 0		1	1

Babak 62 - Grup 22		1	2
1	wk_18 (1338)		1 0	1	1
2	octopus2103 (1217)	1 0		1	1

Babak 63 - Grup 22		1	2
1	wk_18 (1344)		1 0	1	1
2	octopus2103 (1217)	1 0		1	1

Babak 64 - Grup 20		1	2
1	JuniorPatzer (1376)		1 0	1	1
2	octopus2103 (1207)	1 0		1	1

Babak 65 - Grup 19		1	2
1	ChintanLodaya (1392)		1 0	1	1
2	octopus2103 (1213)	1 0		1	1

Babak 66 - Grup 19		1	2
1	ChintanLodaya (1399)		1 0	1	1
2	octopus2103 (1207)	1 0		1	1

Babak 67 - Grup 23		1	2
1	DaveOakRidges (1334)		1 0	1	1
2	octopus2103 (1248)	1 0		1	1

Babak 68 - Grup 23		1	2
1	DaveOakRidges (1325)		1 0	1	1
2	octopus2103 (1245)	1 0		1	1

Babak 69 - Grup 22		1	2
1	wk_18 (1341)		1 0	1	1
2	octopus2103 (1268)	1 0		1	1

Babak 70 - Grup 21		1	2
1	Denis0179 (1352)		1 0	1	1
2	octopus2103 (1248)	1 0		1	1

Babak 71 - Grup 19		1	2
1	JuniorPatzer (1370)		1 0	1	1
2	octopus2103 (1242)	1 0		1	1

Babak 72 - Grup 18		1	2
1	ChintanLodaya (1403)		1 0	1	1
2	octopus2103 (1242)	1 0		1	1

Babak 73 - Grup 18		1	2
1	ChintanLodaya (1403)		1 0	1	1
2	octopus2103 (1238)	1 0		1	1

Babak 74 - Grup 19		1	2
1	wk_18 (1374)		1 0	1	1
2	octopus2103 (1245)	1 0		1	1

Babak 75 - Grup 19		1	2
1	wk_18 (1385)		1 0	1	1
2	octopus2103 (1239)	1 0		1	1

Babak 76 - Grup 19		1	2
1	wk_18 (1391)		1 0	1	1
2	octopus2103 (1246)	1 0		1	1

Babak 77 - Grup 19		1	2
1	wk_18 (1382)		1 0	1	1
2	octopus2103 (1232)	1 0		1	1

Babak 78 - Grup 17		1	2
1	ChintanLodaya (1403)		1 0	1	1
2	octopus2103 (1249)	1 0		1	1

Babak 79 - Grup 18		1	2
1	wk_18 (1382)		1 0	1	1
2	octopus2103 (1242)	1 0		1	1

Babak 80 - Grup 18		1	2
1	JuniorPatzer (1380)		1 0	1	1
2	octopus2103 (1233)	1 0		1	1

Babak 81 - Grup 17		1	2
1	Denis0179 (1386)		1 0	1	1
2	octopus2103 (1232)	1 0		1	1

Babak 82 - Grup 17		1	2
1	JuniorPatzer (1380)		1 0	1	1
2	octopus2103 (1247)	1 0		1	1

Babak 83 - Grup 17		1	2
1	JuniorPatzer (1380)		1 0	1	1
2	octopus2103 (1253)	1 0		1	1

Babak 84 - Grup 16		1	2
1	ChintanLodaya (1401)		1 0	1	1
2	octopus2103 (1261)	1 0		1	1

Babak 85 - Grup 16		1	2
1	ChintanLodaya (1401)		1 0	1	1
2	octopus2103 (1251)	1 0		1	1

Babak 86 - Grup 15		1	2
1	alexandermatos (1456)		1 0	1	1
2	octopus2103 (1243)	1 0		1	1

Babak 87 - Grup 14		1	2
1	alexandermatos (1455)		1 0	1	1
2	octopus2103 (1237)	1 0		1	1

Babak 88 - Grup 13		1	2
1	alexandermatos (1455)		1 0	1	1
2	octopus2103 (1232)	1 0		1	1

Babak 89 - Grup 14		1	2
1	Aydindril (1440)		1 0	1	1
2	octopus2103 (1232)	1 0		1	1

Babak 90 - Grup 14		1	2
1	Aydindril (1440)		1 0	1	1
2	octopus2103 (1240)	1 0		1	1

Babak 91 - Grup 15		1	2
1	Aydindril (1440)		1 0	1	1
2	octopus2103 (1248)	1 0		1	1

Babak 92 - Grup 15		1	2
1	Aydindril (1440)		1 0	1	1
2	octopus2103 (1257)	1 0		1	1

Babak 93 - Grup 14		1	2
1	Timo1848 (1442)		1 0	1	1
2	octopus2103 (1247)	1 0		1	1

Babak 94 - Grup 14		1	2
1	Timo1848 (1442)		1 0	1	1
2	octopus2103 (1241)	1 0		1	1

Babak 95 - Grup 14		1	2
1	Timo1848 (1442)		1 0	1	1
2	octopus2103 (1235)	1 0		1	1

Babak 96 - Grup 14		1	2
1	Timo1848 (1442)		1 0	1	1
2	octopus2103 (1237)	1 0		1	1

Babak 97 - Grup 13		1	2
1	Timo1848 (1442)		1 0	1	1
2	octopus2103 (1236)	1 0		1	1

Babak 98 - Grup 13		1	2
1	Timo1848 (1442)		1 0	1	1
2	octopus2103 (1236)	1 0		1	1

Babak 99 - Grup 12		1	2
1	alexandermatos (1480)		1 0	1	1
2	octopus2103 (1244)	1 0		1	1

Babak 100 - Grup 12		1	2
1	alexandermatos (1489)		1 0	1	1
2	octopus2103 (1244)	1 0		1	1

Babak 101 - Grup 10		1	2
1	giocondo (1562)		1 0	1	1
2	octopus2103 (1245)	1 0		1	1

Babak 102 - Grup 10		1	2
1	giocondo (1566)		1 0	1	1
2	octopus2103 (1247)	1 0		1	1

Babak 103 - Grup 9		1	2
1	exceptionalfork (1574)		1 0	1	1
2	octopus2103 (1247)	1 0		1	1

Babak 104 - Grup 9		1	2
1	exceptionalfork (1580)		1 0	1	1
2	octopus2103 (1236)	1 0		1	1

Babak 105 - Grup 9		1	2
1	exceptionalfork (1580)		1 0	1	1
2	octopus2103 (1227)	1 0		1	1

Babak 106 - Grup 9		1	2
1	exceptionalfork (1580)		1 0	1	1
2	octopus2103 (1207)	1 0		1	1

Babak 107 - Grup 9		1	2
1	exceptionalfork (1580)		1 0	1	1
2	octopus2103 (1199)	1 0		1	1

Babak 108 - Grup 9		1	2
1	exceptionalfork (1580)		1 0	1	1
2	octopus2103 (1197)	1 0		1	1

Babak 109 - Grup 10		1	2
1	giocondo (1548)		1 0	1	1
2	octopus2103 (1209)	1 0		1	1

Babak 110 - Grup 8		1	2
1	NM 3Ke31-0 (1589)		1 0	1	1
2	octopus2103 (1190)	1 0		1	1

Babak 111 - Grup 7		1	2
1	buccs4047 (1609)		1 0	1	1
2	octopus2103 (1184)	1 0		1	1

Babak 112 - Grup 8		1	2
1	NM 3Ke31-0 (1589)		1 0	1	1
2	octopus2103 (1194)	1 0		1	1

Babak 113 - Grup 8		1	2
1	exceptionalfork (1583)		1 0	1	1
2	octopus2103 (1194)	1 0		1	1

Babak 114 - Grup 9		1	2
1	buccs4047 (1559)		1 0	1	1
2	octopus2103 (1197)	1 0		1	1

Babak 115 - Grup 8		1	2
1	exceptionalfork (1583)		1 0	1	1
2	octopus2103 (1186)	1 0		1	1

Babak 116 - Grup 7		1	2
1	NM 3Ke31-0 (1589)		1 0	1	1
2	octopus2103 (1181)	1 0		1	1

Babak 117 - Grup 7		1	2
1	NM 3Ke31-0 (1589)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 118 - Grup 4		1	2
1	samuelplayer (1683)		1 0	1	1
2	octopus2103 (1168)	1 0		1	1

Babak 119 - Grup 4		1	2
1	crokodil (1723)		1 0	1	1
2	octopus2103 (1168)	1 0		1	1

Babak 120 - Grup 4		1	2
1	octopus2103 (1171)		1 ½	1.5	0.75
2	crokodil (1713)	½ 0		0.5	0.75

Babak 121 - Grup 6		1	2
1	NM 3Ke31-0 (1589)		1 0	1	1
2	octopus2103 (1179)	1 0		1	1

Babak 122 - Grup 7		1	2
1	exceptionalfork (1564)		1 0	1	1
2	octopus2103 (1181)	1 0		1	1

Babak 123 - Grup 7		1	2
1	exceptionalfork (1545)		1 0	1	1
2	octopus2103 (1207)	1 0		1	1

Babak 124 - Grup 7		1	2
1	exceptionalfork (1545)		1 0	1	1
2	octopus2103 (1200)	1 0		1	1

Babak 125 - Grup 8		1	2
1	giocondo (1531)		1 0	1	1
2	octopus2103 (1202)	1 0		1	1

Babak 126 - Grup 8		1	2
1	giocondo (1526)		1 0	1	1
2	octopus2103 (1198)	1 0		1	1

Babak 127 - Grup 8		1	2
1	giocondo (1526)		1 0	1	1
2	octopus2103 (1189)	1 0		1	1

Babak 128 - Grup 8		1	2
1	giocondo (1526)		1 0	1	1
2	octopus2103 (1181)	1 0		1	1

Babak 129 - Grup 8		1	2
1	giocondo (1514)		1 0	1	1
2	octopus2103 (1184)	1 0		1	1

Babak 130 - Grup 8		1	2
1	buccs4047 (1504)		1 0	1	1
2	octopus2103 (1180)	1 0		1	1

Babak 131 - Grup 8		1	2
1	buccs4047 (1504)		1 0	1	1
2	octopus2103 (1177)	1 0		1	1

Babak 132 - Grup 7		1	2
1	exceptionalfork (1535)		1 0	1	1
2	octopus2103 (1171)	1 0		1	1

Babak 133 - Grup 7		1	2
1	exceptionalfork (1535)		1 0	1	1
2	octopus2103 (1168)	1 0		1	1

Babak 134 - Grup 5		1	2
1	bluiten (1626)		1 0	1	1
2	octopus2103 (1165)	1 0		1	1

Babak 135 - Grup 6		1	2
1	NM 3Ke31-0 (1589)		1 0	1	1
2	octopus2103 (1170)	1 0		1	1

Babak 136 - Grup 7		1	2
1	giocondo (1539)		1 0	1	1
2	octopus2103 (1186)	1 0		1	1

Babak 137 - Grup 7		1	2
1	giocondo (1541)		1 0	1	1
2	octopus2103 (1197)	1 0		1	1

Babak 138 - Grup 8		1	2
1	exceptionalfork (1510)		1 0	1	1
2	octopus2103 (1210)	1 0		1	1

Babak 139 - Grup 8		1	2
1	exceptionalfork (1510)		1 0	1	1
2	octopus2103 (1216)	1 0		1	1

Babak 140 - Grup 9		1	2
1	buccs4047 (1503)		1 0	1	1
2	octopus2103 (1222)	1 0		1	1

Babak 141 - Grup 9		1	2
1	buccs4047 (1503)		1 0	1	1
2	octopus2103 (1222)	1 0		1	1

Babak 142 - Grup 8		1	2
1	exceptionalfork (1511)		1 0	1	1
2	octopus2103 (1211)	1 0		1	1

Babak 143 - Grup 7		1	2
1	giocondo (1518)		1 0	1	1
2	octopus2103 (1213)	1 0		1	1

Babak 144 - Grup 7		1	2
1	giocondo (1530)		1 0	1	1
2	octopus2103 (1212)	1 0		1	1

Babak 145 - Grup 7		1	2
1	giocondo (1530)		1 0	1	1
2	octopus2103 (1224)	1 0		1	1

Babak 146 - Grup 9		1	2
1	buccs4047 (1503)		1 0	1	1
2	octopus2103 (1238)	1 0		1	1

Babak 147 - Grup 9		1	2
1	buccs4047 (1503)		1 0	1	1
2	octopus2103 (1238)	1 0		1	1

Babak 148 - Grup 9		1	2
1	exceptionalfork (1511)		1 0	1	1
2	octopus2103 (1238)	1 0		1	1

Babak 149 - Grup 8		1	2
1	exceptionalfork (1511)		1 0	1	1
2	octopus2103 (1225)	1 0		1	1

Babak 150 - Grup 9		1	2
1	Timo1848 (1501)		1 0	1	1
2	octopus2103 (1234)	1 0		1	1

Babak 151 - Grup 12		1	2
1	alexandermatos (1466)		1 0	1	1
2	octopus2103 (1257)	1 0		1	1

Babak 152 - Grup 12		1	2
1	ChintanLodaya (1468)		1 0	1	1
2	octopus2103 (1255)	1 0		1	1

Babak 153 - Grup 12		1	2
1	chessbangrr (1469)		1 0	1	1
2	octopus2103 (1255)	1 0		1	1

Babak 154 - Grup 12		1	2
1	ChintanLodaya (1468)		1 0	1	1
2	octopus2103 (1263)	1 0		1	1

Babak 155 - Grup 12		1	2
1	chessbangrr (1469)		1 0	1	1
2	octopus2103 (1263)	1 0		1	1

Babak 156 - Grup 12		1	2
1	ChintanLodaya (1467)		1 0	1	1
2	octopus2103 (1257)	1 0		1	1

Babak 157 - Grup 11		1	2
1	alexandermatos (1487)		1 0	1	1
2	octopus2103 (1250)	1 0		1	1

Babak 158 - Grup 12		1	2
1	ChintanLodaya (1468)		1 0	1	1
2	octopus2103 (1256)	1 0		1	1

Babak 159 - Grup 13		1	2
1	Aydindril (1402)		1 0	1	1
2	octopus2103 (1256)	1 0		1	1

Babak 160 - Grup 11		1	2
1	alexandermatos (1482)		1 0	1	1
2	octopus2103 (1255)	1 0		1	1

Babak 161 - Grup 11		1	2
1	alexandermatos (1508)		1 0	1	1
2	octopus2103 (1255)	1 0		1	1

Babak 162 - Grup 11		1	2
1	alexandermatos (1499)		1 0	1	1
2	octopus2103 (1264)	1 0		1	1

Babak 163 - Grup 11		1	2
1	alexandermatos (1496)		1 0	1	1
2	octopus2103 (1270)	1 0		1	1

Babak 164 - Grup 11		1	2
1	alexandermatos (1490)		1 0	1	1
2	octopus2103 (1261)	1 0		1	1

Babak 165 - Grup 12		1	2
1	ChintanLodaya (1469)		1 0	1	1
2	octopus2103 (1276)	1 0		1	1

Babak 166 - Grup 12		1	2
1	ChintanLodaya (1469)		1 0	1	1
2	octopus2103 (1272)	1 0		1	1

Babak 167 - Grup 12		1	2
1	ChintanLodaya (1469)		1 0	1	1
2	octopus2103 (1272)	1 0		1	1

Babak 168 - Grup 12		1	2
1	ChintanLodaya (1469)		1 0	1	1
2	octopus2103 (1280)	1 0		1	1

Babak 169 - Grup 12		1	2
1	ChintanLodaya (1469)		1 0	1	1
2	octopus2103 (1280)	1 0		1	1

Babak 170 - Grup 10		1	2
1	exceptionalfork (1508)		1 0	1	1
2	octopus2103 (1284)	1 0		1	1

Babak 171 - Grup 10		1	2
1	exceptionalfork (1508)		1 0	1	1
2	octopus2103 (1285)	1 0		1	1

Babak 172 - Grup 10		1	2
1	exceptionalfork (1508)		1 0	1	1
2	octopus2103 (1276)	1 0		1	1

Babak 173 - Grup 10		1	2
1	exceptionalfork (1508)		1 0	1	1
2	octopus2103 (1269)	1 0		1	1

Babak 174 - Grup 10		1	2
1	exceptionalfork (1508)		1 0	1	1
2	octopus2103 (1266)	1 0		1	1

Babak 175 - Grup 10		1	2
1	exceptionalfork (1508)		1 0	1	1
2	octopus2103 (1266)	1 0		1	1

Babak 176 - Grup 10		1	2
1	exceptionalfork (1508)		1 0	1	1
2	octopus2103 (1251)	1 0		1	1

Babak 177 - Grup 10		1	2
1	exceptionalfork (1509)		1 0	1	1
2	octopus2103 (1248)	1 0		1	1

Babak 178 - Grup 9		1	2
1	exceptionalfork (1509)		1 0	1	1
2	octopus2103 (1246)	1 0		1	1

Babak 179 - Grup 9		1	2
1	exceptionalfork (1509)		1 0	1	1
2	octopus2103 (1253)	1 0		1	1

Babak 180 - Grup 9		1	2
1	exceptionalfork (1509)		1 0	1	1
2	octopus2103 (1253)	1 0		1	1

Babak 181 - Grup 9		1	2
1	exceptionalfork (1509)		1 0	1	1
2	octopus2103 (1246)	1 0		1	1

Babak 182 - Grup 9		1	2
1	alexandermatos (1511)		1 0	1	1
2	octopus2103 (1257)	1 0		1	1

Babak 183 - Grup 10		1	2
1	giocondo (1489)		1 0	1	1
2	octopus2103 (1276)	1 0		1	1

Babak 184 - Grup 10		1	2
1	giocondo (1478)		1 0	1	1
2	octopus2103 (1273)	1 0		1	1

Babak 185 - Grup 10		1	2
1	giocondo (1483)		1 0	1	1
2	octopus2103 (1282)	1 0		1	1

Babak 186 - Grup 9		1	2
1	alexandermatos (1508)		1 0	1	1
2	octopus2103 (1265)	1 0		1	1

Babak 187 - Grup 9		1	2
1	alexandermatos (1508)		1 0	1	1
2	octopus2103 (1263)	1 0		1	1

Babak 188 - Grup 9		1	2
1	alexandermatos (1510)		1 0	1	1
2	octopus2103 (1273)	1 0		1	1

Babak 189 - Grup 10		1	2
1	exceptionalfork (1469)		1 0	1	1
2	octopus2103 (1273)	1 0		1	1

Babak 190 - Grup 9		1	2
1	alexandermatos (1524)		1 0	1	1
2	octopus2103 (1267)	1 0		1	1

Babak 191 - Grup 10		1	2
1	exceptionalfork (1469)		1 0	1	1
2	octopus2103 (1272)	1 0		1	1

Babak 192 - Grup 10		1	2
1	exceptionalfork (1469)		1 0	1	1
2	octopus2103 (1260)	1 0		1	1

Babak 193 - Grup 9		1	2
1	alexandermatos (1532)		1 0	1	1
2	octopus2103 (1271)	1 0		1	1

Babak 194 - Grup 9		1	2
1	alexandermatos (1542)		1 0	1	1
2	octopus2103 (1260)	1 0		1	1

Babak 195 - Grup 9		1	2
1	alexandermatos (1542)		1 0	1	1
2	octopus2103 (1288)	1 0		1	1

Babak 196 - Grup 10		1	2
1	exceptionalfork (1476)		1 0	1	1
2	octopus2103 (1299)	1 0		1	1

Babak 197 - Grup 9		1	2
1	alexandermatos (1532)		1 0	1	1
2	octopus2103 (1290)	1 0		1	1

Babak 198 - Grup 9		1	2
1	alexandermatos (1525)		1 0	1	1
2	octopus2103 (1290)	1 0		1	1

Babak 199 - Grup 9		1	2
1	alexandermatos (1522)		1 0	1	1
2	octopus2103 (1292)	1 0		1	1

Babak 200 - Grup 8		1	2
1	Timo1848 (1545)		1 0	1	1
2	octopus2103 (1274)	1 0		1	1

Babak 201 - Grup 9		1	2
1	alexandermatos (1519)		1 0	1	1
2	octopus2103 (1286)	1 0		1	1

Babak 202 - Grup 9		1	2
1	alexandermatos (1502)		1 0	1	1
2	octopus2103 (1286)	1 0		1	1

Babak 203 - Grup 9		1	2
1	alexandermatos (1502)		1 0	1	1
2	octopus2103 (1283)	1 0		1	1

Babak 204 - Grup 9		1	2
1	alexandermatos (1504)		1 0	1	1
2	octopus2103 (1301)	1 0		1	1

Babak 205 - Grup 9		1	2
1	exceptionalfork (1508)		1 0	1	1
2	octopus2103 (1300)	1 0		1	1

Babak 206 - Grup 9		1	2
1	exceptionalfork (1523)		1 0	1	1
2	octopus2103 (1298)	1 0		1	1

Babak 207 - Grup 8		1	2
1	Timo1848 (1559)		1 0	1	1
2	octopus2103 (1292)	1 0		1	1

Babak 208 - Grup 8		1	2
1	Timo1848 (1559)		1 0	1	1
2	octopus2103 (1294)	1 0		1	1

Babak 209 - Grup 8		1	2
1	Timo1848 (1564)		1 0	1	1
2	octopus2103 (1316)	1 0		1	1

Babak 210 - Grup 11		1	2
1	Miniongolf (1359)		1 0	1	1
2	octopus2103 (1343)	1 0		1	1

Babak 211 - Grup 10		1	2
1	octopus2103 (1343)		1 0	1	1
2	DroppedPieces (1318)	1 0		1	1

Babak 212 - Grup 10		1	2
1	octopus2103 (1330)		1 0	1	1
2	DroppedPieces (1318)	1 0		1	1

Babak 213 - Grup 10		1	2
1	octopus2103 (1320)		1 0	1	1
2	DroppedPieces (1318)	1 0		1	1

Babak 214 - Grup 10		1	2
1	octopus2103 (1317)		1 0	1	1
2	DaveOakRidges (1290)	1 0		1	1

Babak 215 - Grup 10		1	2
1	octopus2103 (1303)		1 0	1	1
2	DaveOakRidges (1301)	1 0		1	1

Babak 216 - Grup 10		1	2
1	octopus2103 (1310)		1 0	1	1
2	DaveOakRidges (1301)	1 0		1	1

Babak 217 - Grup 9		1	2
1	octopus2103 (1320)		1 0	1	1
2	giocondo (1253)	1 0		1	1

Babak 218 - Grup 9		1	2
1	octopus2103 (1320)		1 0	1	1
2	giocondo (1265)	1 0		1	1

Babak 219 - Grup 9		1	2
1	octopus2103 (1318)		1 0	1	1
2	giocondo (1262)	1 0		1	1

Babak 220 - Grup 9		1	2
1	octopus2103 (1318)		1 0	1	1
2	giocondo (1274)	1 0		1	1

Babak 221 - Grup 10		1	2
1	octopus2103 (1301)		1 0	1	1
2	DaveOakRidges (1300)	1 0		1	1

Babak 222 - Grup 10		1	2
1	DaveOakRidges (1300)		1 0	1	1
2	octopus2103 (1299)	1 0		1	1

Babak 223 - Grup 10		1	2
1	octopus2103 (1305)		1 0	1	1
2	DaveOakRidges (1300)	1 0		1	1

Babak 224 - Grup 10		1	2
1	DaveOakRidges (1300)		1 0	1	1
2	octopus2103 (1291)	1 0		1	1

Babak 225 - Grup 10		1	2
1	DaveOakRidges (1300)		1 0	1	1
2	octopus2103 (1291)	1 0		1	1

Babak 226 - Grup 10		1	2
1	DaveOakRidges (1300)		1 0	1	1
2	octopus2103 (1295)	1 0		1	1

Babak 227 - Grup 10		1	2
1	DaveOakRidges (1300)		1 0	1	1
2	octopus2103 (1294)	1 0		1	1

Babak 228 - Grup 10		1	2
1	octopus2103 (1294)		1 0	1	1
2	DaveOakRidges (1290)	1 0		1	1

Babak 229 - Grup 10		1	2
1	octopus2103 (1299)		1 0	1	1
2	DaveOakRidges (1290)	1 0		1	1

Babak 230 - Grup 10		1	2
1	octopus2103 (1295)		1 0	1	1
2	DaveOakRidges (1290)	1 0		1	1

Babak 231 - Grup 10		1	2
1	DaveOakRidges (1290)		1 0	1	1
2	octopus2103 (1279)	1 0		1	1

Babak 232 - Grup 10		1	2
1	DaveOakRidges (1290)		1 0	1	1
2	octopus2103 (1283)	1 0		1	1

Babak 233 - Grup 10		1	2
1	DaveOakRidges (1290)		1 0	1	1
2	octopus2103 (1288)	1 0		1	1

Babak 234 - Grup 10		1	2
1	octopus2103 (1296)		1 0	1	1
2	DaveOakRidges (1293)	1 0		1	1

Babak 235 - Grup 10		1	2
1	octopus2103 (1296)		1 0	1	1
2	DaveOakRidges (1293)	1 0		1	1

Babak 236 - Grup 10		1	2
1	octopus2103 (1316)		1 0	1	1
2	DaveOakRidges (1293)	1 0		1	1

Babak 237 - Grup 10		1	2
1	octopus2103 (1317)		1 0	1	1
2	DaveOakRidges (1293)	1 0		1	1

Babak 238 - Grup 10		1	2
1	octopus2103 (1313)		1 0	1	1
2	DaveOakRidges (1287)	1 0		1	1

Babak 239 - Grup 10		1	2
1	octopus2103 (1313)		1 0	1	1
2	DaveOakRidges (1287)	1 0		1	1

Babak 240 - Grup 10		1	2
1	octopus2103 (1313)		1 0	1	1
2	DaveOakRidges (1286)	1 0		1	1

Babak 241 - Grup 10		1	2
1	octopus2103 (1313)		1 0	1	1
2	DaveOakRidges (1285)	1 0		1	1

Babak 242 - Grup 10		1	2
1	octopus2103 (1310)		1 0	1	1
2	DaveOakRidges (1285)	1 0		1	1

Babak 243 - Grup 10		1	2
1	octopus2103 (1306)		1 0	1	1
2	DaveOakRidges (1285)	1 0		1	1

Babak 244 - Grup 10		1	2
1	octopus2103 (1310)		1 0	1	1
2	DaveOakRidges (1276)	1 0		1	1

Babak 245 - Grup 10		1	2
1	octopus2103 (1289)		1 0	1	1
2	DaveOakRidges (1276)	1 0		1	1

Babak 246 - Grup 10		1	2
1	DaveOakRidges (1277)		1 0	1	1
2	octopus2103 (1264)	1 0		1	1

Babak 247 - Grup 8		1	2
1	Miniongolf (1363)		1 0	1	1
2	octopus2103 (1247)	1 0		1	1

Babak 248 - Grup 8		1	2
1	Miniongolf (1363)		1 0	1	1
2	octopus2103 (1247)	1 0		1	1

Babak 249 - Grup 9		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1254)	1 0		1	1

Babak 250 - Grup 9		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1267)	1 0		1	1

Babak 251 - Grup 9		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1268)	1 0		1	1

Babak 252 - Grup 9		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1274)	1 0		1	1

Babak 253 - Grup 8		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1274)	1 0		1	1

Babak 254 - Grup 9		1	2
1	DaveOakRidges (1297)		1 0	1	1
2	octopus2103 (1288)	1 0		1	1

Babak 255 - Grup 9		1	2
1	DaveOakRidges (1286)		1 0	1	1
2	octopus2103 (1281)	1 0		1	1

Babak 256 - Grup 8		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1275)	1 0		1	1

Babak 257 - Grup 8		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1274)	1 0		1	1

Babak 258 - Grup 8		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1258)	1 0		1	1

Babak 259 - Grup 8		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1248)	1 0		1	1

Babak 260 - Grup 8		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1248)	1 0		1	1

Babak 261 - Grup 8		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1247)	1 0		1	1

Babak 262 - Grup 8		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1247)	1 0		1	1

Babak 263 - Grup 8		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1238)	1 0		1	1

Babak 264 - Grup 7		1	2
1	exceptionalfork (1490)		1 0	1	1
2	octopus2103 (1226)	1 0		1	1

Babak 265 - Grup 7		1	2
1	exceptionalfork (1490)		1 0	1	1
2	octopus2103 (1225)	1 0		1	1

Babak 266 - Grup 8		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1247)	1 0		1	1

Babak 267 - Grup 6		1	2
1	buccs4047 (1550)		1 0	1	1
2	octopus2103 (1247)	1 0		1	1

Babak 268 - Grup 6		1	2
1	buccs4047 (1550)		1 0	1	1
2	octopus2103 (1247)	1 0		1	1

Babak 269 - Grup 6		1	2
1	buccs4047 (1550)		1 0	1	1
2	octopus2103 (1231)	1 0		1	1

Babak 270 - Grup 6		1	2
1	buccs4047 (1550)		1 0	1	1
2	octopus2103 (1224)	1 0		1	1

Babak 271 - Grup 6		1	2
1	buccs4047 (1550)		1 0	1	1
2	octopus2103 (1221)	1 0		1	1

Babak 272 - Grup 6		1	2
1	buccs4047 (1550)		1 0	1	1
2	octopus2103 (1221)	1 0		1	1

Babak 273 - Grup 6		1	2
1	buccs4047 (1550)		1 0	1	1
2	octopus2103 (1221)	1 0		1	1

Babak 274 - Grup 6		1	2
1	buccs4047 (1550)		1 0	1	1
2	octopus2103 (1209)	1 0		1	1

Babak 275 - Grup 5		1	2
1	samuelplayer (1606)		1 0	1	1
2	octopus2103 (1191)	1 0		1	1

Babak 276 - Grup 4		1	2
1	bluiten (1614)		1 0	1	1
2	octopus2103 (1191)	1 0		1	1

Babak 277 - Grup 4		1	2
1	bluiten (1618)		1 0	1	1
2	octopus2103 (1179)	1 0		1	1

Babak 278 - Grup 4		1	2
1	bluiten (1618)		1 0	1	1
2	octopus2103 (1183)	1 0		1	1

Babak 279 - Grup 4		1	2
1	bluiten (1618)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 280 - Grup 4		1	2
1	bluiten (1618)		1 0	1	1
2	octopus2103 (1173)	1 0		1	1

Babak 281 - Grup 4		1	2
1	Timo1848 (1623)		1 0	1	1
2	octopus2103 (1177)	1 0		1	1

Babak 282 - Grup 4		1	2
1	Timo1848 (1623)		1 0	1	1
2	octopus2103 (1185)	1 0		1	1

Babak 283 - Grup 5		1	2
1	buccs4047 (1515)		1 0	1	1
2	octopus2103 (1177)	1 0		1	1

Babak 284 - Grup 5		1	2
1	buccs4047 (1515)		1 0	1	1
2	octopus2103 (1175)	1 0		1	1

Babak 285 - Grup 5		1	2
1	buccs4047 (1515)		1 0	1	1
2	octopus2103 (1185)	1 0		1	1

Babak 286 - Grup 6		1	2
1	exceptionalfork (1474)		1 0	1	1
2	octopus2103 (1195)	1 0		1	1

Babak 287 - Grup 7		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1201)	1 0		1	1

Babak 288 - Grup 6		1	2
1	exceptionalfork (1474)		1 0	1	1
2	octopus2103 (1189)	1 0		1	1

Babak 289 - Grup 6		1	2
1	exceptionalfork (1474)		1 0	1	1
2	octopus2103 (1195)	1 0		1	1

Babak 290 - Grup 6		1	2
1	exceptionalfork (1474)		1 0	1	1
2	octopus2103 (1195)	1 0		1	1

Babak 291 - Grup 6		1	2
1	exceptionalfork (1474)		1 0	1	1
2	octopus2103 (1192)	1 0		1	1

Babak 292 - Grup 5		1	2
1	buccs4047 (1515)		1 0	1	1
2	octopus2103 (1198)	1 0		1	1

Babak 293 - Grup 6		1	2
1	exceptionalfork (1474)		1 0	1	1
2	octopus2103 (1201)	1 0		1	1

Babak 294 - Grup 6		1	2
1	exceptionalfork (1474)		1 0	1	1
2	octopus2103 (1198)	1 0		1	1

Babak 295 - Grup 6		1	2
1	exceptionalfork (1474)		1 0	1	1
2	octopus2103 (1198)	1 0		1	1

Babak 296 - Grup 6		1	2
1	exceptionalfork (1475)		1 0	1	1
2	octopus2103 (1195)	1 0		1	1

Babak 297 - Grup 6		1	2
1	exceptionalfork (1475)		1 0	1	1
2	octopus2103 (1195)	1 0		1	1

Babak 298 - Grup 6		1	2
1	exceptionalfork (1475)		1 0	1	1
2	octopus2103 (1190)	1 0		1	1

Babak 299 - Grup 6		1	2
1	exceptionalfork (1475)		1 0	1	1
2	octopus2103 (1190)	1 0		1	1

Babak 300 - Grup 6		1	2
1	exceptionalfork (1475)		1 0	1	1
2	octopus2103 (1190)	1 0		1	1

Babak 301 - Grup 6		1	2
1	exceptionalfork (1475)		1 0	1	1
2	octopus2103 (1201)	1 0		1	1

Babak 302 - Grup 6		1	2
1	exceptionalfork (1475)		1 0	1	1
2	octopus2103 (1200)	1 0		1	1

Babak 303 - Grup 6		1	2
1	exceptionalfork (1475)		1 0	1	1
2	octopus2103 (1200)	1 0		1	1

Babak 304 - Grup 6		1	2
1	exceptionalfork (1475)		1 0	1	1
2	octopus2103 (1203)	1 0		1	1

Babak 305 - Grup 6		1	2
1	exceptionalfork (1475)		1 0	1	1
2	octopus2103 (1212)	1 0		1	1

Babak 306 - Grup 6		1	2
1	exceptionalfork (1475)		1 0	1	1
2	octopus2103 (1200)	1 0		1	1

Babak 307 - Grup 6		1	2
1	exceptionalfork (1495)		1 0	1	1
2	octopus2103 (1200)	1 0		1	1

Babak 308 - Grup 6		1	2
1	exceptionalfork (1495)		1 0	1	1
2	octopus2103 (1201)	1 0		1	1

Babak 309 - Grup 6		1	2
1	exceptionalfork (1495)		1 0	1	1
2	octopus2103 (1201)	1 0		1	1

Babak 310 - Grup 7		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1196)	1 0		1	1

Babak 311 - Grup 7		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1196)	1 0		1	1

Babak 312 - Grup 6		1	2
1	exceptionalfork (1501)		1 0	1	1
2	octopus2103 (1187)	1 0		1	1

Babak 313 - Grup 6		1	2
1	exceptionalfork (1507)		1 0	1	1
2	octopus2103 (1186)	1 0		1	1

Babak 314 - Grup 6		1	2
1	exceptionalfork (1507)		1 0	1	1
2	octopus2103 (1178)	1 0		1	1

Babak 315 - Grup 6		1	2
1	buccs4047 (1504)		1 0	1	1
2	octopus2103 (1174)	1 0		1	1

Babak 316 - Grup 6		1	2
1	buccs4047 (1504)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 317 - Grup 6		1	2
1	buccs4047 (1504)		1 0	1	1
2	octopus2103 (1165)	1 0		1	1

Babak 318 - Grup 6		1	2
1	buccs4047 (1504)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 319 - Grup 6		1	2
1	buccs4047 (1504)		1 0	1	1
2	octopus2103 (1178)	1 0		1	1

Babak 320 - Grup 7		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1193)	1 0		1	1

Babak 321 - Grup 7		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1192)	1 0		1	1

Babak 322 - Grup 7		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1195)	1 0		1	1

Babak 323 - Grup 7		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1194)	1 0		1	1

Babak 324 - Grup 7		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1188)	1 0		1	1

Babak 325 - Grup 7		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1177)	1 0		1	1

Babak 326 - Grup 7		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1179)	1 0		1	1

Babak 327 - Grup 5		1	2
1	exceptionalfork (1507)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 328 - Grup 4		1	2
1	bluiten (1629)		1 0	1	1
2	octopus2103 (1184)	1 0		1	1

Babak 329 - Grup 4		1	2
1	bluiten (1629)		1 0	1	1
2	octopus2103 (1201)	1 0		1	1

Babak 330 - Grup 5		1	2
1	buccs4047 (1504)		1 0	1	1
2	octopus2103 (1179)	1 0		1	1

Babak 331 - Grup 5		1	2
1	buccs4047 (1487)		1 0	1	1
2	octopus2103 (1171)	1 0		1	1

Babak 332 - Grup 5		1	2
1	buccs4047 (1487)		1 0	1	1
2	octopus2103 (1169)	1 0		1	1

Babak 333 - Grup 5		1	2
1	buccs4047 (1487)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 334 - Grup 5		1	2
1	buccs4047 (1487)		1 0	1	1
2	octopus2103 (1173)	1 0		1	1

Babak 335 - Grup 5		1	2
1	buccs4047 (1487)		1 0	1	1
2	octopus2103 (1165)	1 0		1	1

Babak 336 - Grup 5		1	2
1	buccs4047 (1487)		1 0	1	1
2	octopus2103 (1167)	1 0		1	1

Babak 337 - Grup 4		1	2
1	buccs4047 (1505)		1 0	1	1
2	octopus2103 (1164)	1 0		1	1

Babak 338 - Grup 4		1	2
1	buccs4047 (1505)		1 0	1	1
2	octopus2103 (1164)	1 0		1	1

Babak 339 - Grup 5		1	2
1	DaveOakRidges (1275)		1 0	1	1
2	octopus2103 (1169)	1 0		1	1

Babak 340 - Grup 5		1	2
1	DaveOakRidges (1273)		1 0	1	1
2	octopus2103 (1163)	1 0		1	1

Babak 341 - Grup 5		1	2
1	DaveOakRidges (1273)		1 0	1	1
2	octopus2103 (1156)	1 0		1	1

Babak 342 - Grup 5		1	2
1	DaveOakRidges (1273)		1 0	1	1
2	octopus2103 (1164)	1 0		1	1

Babak 343 - Grup 5		1	2
1	DaveOakRidges (1264)		1 0	1	1
2	octopus2103 (1161)	1 0		1	1

Babak 344 - Grup 5		1	2
1	DaveOakRidges (1264)		1 0	1	1
2	octopus2103 (1159)	1 0		1	1

Babak 345 - Grup 5		1	2
1	DaveOakRidges (1271)		1 0	1	1
2	octopus2103 (1155)	1 0		1	1

Babak 346 - Grup 5		1	2
1	DaveOakRidges (1265)		1 0	1	1
2	octopus2103 (1153)	1 0		1	1

Babak 347 - Grup 4		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1146)	1 0		1	1

Babak 348 - Grup 4		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1149)	1 0		1	1

Babak 349 - Grup 3		1	2
1	buccs4047 (1505)		1 0	1	1
2	octopus2103 (1143)	1 0		1	1

Babak 350 - Grup 3		1	2
1	buccs4047 (1505)		1 0	1	1
2	octopus2103 (1122)	1 0		1	1

Babak 351 - Grup 3		1	2
1	buccs4047 (1505)		1 0	1	1
2	octopus2103 (1122)	1 0		1	1

Babak 352 - Grup 3		1	2
1	buccs4047 (1505)		1 0	1	1
2	octopus2103 (1122)	1 0		1	1

Babak 353 - Grup 3		1	2
1	buccs4047 (1505)		1 0	1	1
2	octopus2103 (1122)	1 0		1	1

Babak 354 - Grup 3		1	2
1	buccs4047 (1505)		1 0	1	1
2	octopus2103 (1122)	1 0		1	1

Babak 355 - Grup 3		1	2
1	buccs4047 (1505)		1 0	1	1
2	octopus2103 (1114)	1 0		1	1

Babak 356 - Grup 3		1	2
1	buccs4047 (1516)		1 0	1	1
2	octopus2103 (1112)	1 0		1	1

Babak 357 - Grup 3		1	2
1	buccs4047 (1516)		1 0	1	1
2	octopus2103 (1107)	1 0		1	1

Babak 358 - Grup 3		1	2
1	buccs4047 (1516)		1 0	1	1
2	octopus2103 (1107)	1 0		1	1

Babak 359 - Grup 3		1	2
1	buccs4047 (1516)		1 0	1	1
2	octopus2103 (1107)	1 0		1	1

Babak 360 - Grup 3		1	2
1	buccs4047 (1516)		1 0	1	1
2	octopus2103 (1105)	1 0		1	1

Babak 361 - Grup 3		1	2
1	buccs4047 (1516)		1 0	1	1
2	octopus2103 (1116)	1 0		1	1

Babak 362 - Grup 3		1	2
1	exceptionalfork (1523)		1 0	1	1
2	octopus2103 (1115)	1 0		1	1

Babak 363 - Grup 3		1	2
1	exceptionalfork (1524)		1 0	1	1
2	octopus2103 (1116)	1 0		1	1

Babak 364 - Grup 3		1	2
1	exceptionalfork (1533)		1 0	1	1
2	octopus2103 (1116)	1 0		1	1

Babak 365 - Grup 3		1	2
1	exceptionalfork (1533)		1 0	1	1
2	octopus2103 (1116)	1 0		1	1

Babak 366 - Grup 3		1	2
1	exceptionalfork (1533)		1 0	1	1
2	octopus2103 (1133)	1 0		1	1

Babak 367 - Grup 3		1	2
1	exceptionalfork (1533)		1 0	1	1
2	octopus2103 (1112)	1 0		1	1

Babak 368 - Grup 3		1	2
1	exceptionalfork (1537)		1 0	1	1
2	octopus2103 (1123)	1 0		1	1

Babak 369 - Grup 3		1	2
1	exceptionalfork (1537)		1 0	1	1
2	octopus2103 (1123)	1 0		1	1

Babak 370 - Grup 3		1	2
1	exceptionalfork (1537)		1 0	1	1
2	octopus2103 (1123)	1 0		1	1

Babak 371 - Grup 3		1	2
1	buccs4047 (1547)		1 0	1	1
2	octopus2103 (1137)	1 0		1	1

Babak 372 - Grup 3		1	2
1	buccs4047 (1547)		1 0	1	1
2	octopus2103 (1143)	1 0		1	1

Babak 373 - Grup 3		1	2
1	buccs4047 (1547)		1 0	1	1
2	octopus2103 (1163)	1 0		1	1

Babak 374 - Grup 3		1	2
1	buccs4047 (1547)		1 0	1	1
2	octopus2103 (1163)	1 0		1	1

Babak 375 - Grup 3		1	2
1	buccs4047 (1547)		1 0	1	1
2	octopus2103 (1142)	1 0		1	1

Babak 376 - Grup 3		1	2
1	buccs4047 (1547)		1 0	1	1
2	octopus2103 (1142)	1 0		1	1

Babak 377 - Grup 3		1	2
1	buccs4047 (1547)		1 0	1	1
2	octopus2103 (1163)	1 0		1	1

Babak 378 - Grup 3		1	2
1	buccs4047 (1547)		1 0	1	1
2	octopus2103 (1156)	1 0		1	1

Babak 379 - Grup 3		1	2
1	exceptionalfork (1536)		1 0	1	1
2	octopus2103 (1152)	1 0		1	1

Babak 380 - Grup 3		1	2
1	exceptionalfork (1536)		1 0	1	1
2	octopus2103 (1151)	1 0		1	1

Babak 381 - Grup 3		1	2
1	exceptionalfork (1536)		1 0	1	1
2	octopus2103 (1155)	1 0		1	1

Babak 382 - Grup 3		1	2
1	exceptionalfork (1536)		1 0	1	1
2	octopus2103 (1153)	1 0		1	1

Babak 383 - Grup 3		1	2
1	exceptionalfork (1536)		1 0	1	1
2	octopus2103 (1156)	1 0		1	1

Babak 384 - Grup 3		1	2
1	exceptionalfork (1536)		1 0	1	1
2	octopus2103 (1156)	1 0		1	1

Babak 385 - Grup 3		1	2
1	exceptionalfork (1536)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 386 - Grup 4		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1174)	1 0		1	1

Babak 387 - Grup 4		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1181)	1 0		1	1

Babak 388 - Grup 4		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1180)	1 0		1	1

Babak 389 - Grup 4		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1162)	1 0		1	1

Babak 390 - Grup 4		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 391 - Grup 4		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1166)	1 0		1	1

Babak 392 - Grup 4		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1166)	1 0		1	1

Babak 393 - Grup 4		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1162)	1 0		1	1

Babak 394 - Grup 4		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1154)	1 0		1	1

Babak 395 - Grup 4		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1152)	1 0		1	1

Babak 396 - Grup 4		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1151)	1 0		1	1

Babak 397 - Grup 4		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1144)	1 0		1	1

Babak 398 - Grup 4		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1144)	1 0		1	1

Babak 399 - Grup 4		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1138)	1 0		1	1

Babak 400 - Grup 4		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1157)	1 0		1	1

Babak 401 - Grup 4		1	2
1	DroppedPieces (1318)		1 0	1	1
2	octopus2103 (1143)	1 0		1	1

Babak 402 - Grup 4		1	2
1	octopus2103 (1140)		1 ½	1.5	0.75
2	DroppedPieces (1318)	½ 0		0.5	0.75

Babak 403 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1122)	1 0		1	1

Babak 404 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1151)	1 0		1	1

Babak 405 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1151)	1 0		1	1

Babak 406 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1147)	1 0		1	1

Babak 407 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1147)	1 0		1	1

Babak 408 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1147)	1 0		1	1

Babak 409 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1161)	1 0		1	1

Babak 410 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1161)	1 0		1	1

Babak 411 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1158)	1 0		1	1

Babak 412 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1158)	1 0		1	1

Babak 413 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1158)	1 0		1	1

Babak 414 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1153)	1 0		1	1

Babak 415 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1157)	1 0		1	1

Babak 416 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1154)	1 0		1	1

Babak 417 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1164)	1 0		1	1

Babak 418 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1164)	1 0		1	1

Babak 419 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1159)	1 0		1	1

Babak 420 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1150)	1 0		1	1

Babak 421 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1160)	1 0		1	1

Babak 422 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1162)	1 0		1	1

Babak 423 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1162)	1 0		1	1

Babak 424 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1161)	1 0		1	1

Babak 425 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1162)	1 0		1	1

Babak 426 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1161)	1 0		1	1

Babak 427 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1161)	1 0		1	1

Babak 428 - Grup 3		1	2
1	buccs4047 (1536)		1 0	1	1
2	octopus2103 (1172)	1 0		1	1

Babak 429 - Grup 3		1	2
1	buccs4047 (1553)		1 0	1	1
2	octopus2103 (1178)	1 0		1	1

Babak 430 - Grup 3		1	2
1	buccs4047 (1553)		1 0	1	1
2	octopus2103 (1181)	1 0		1	1

Babak 431 - Grup 3		1	2
1	buccs4047 (1553)		1 0	1	1
2	octopus2103 (1181)	1 0		1	1

Babak 432 - Grup 3		1	2
1	buccs4047 (1553)		1 0	1	1
2	octopus2103 (1185)	1 0		1	1

Babak 433 - Grup 3		1	2
1	buccs4047 (1553)		1 0	1	1
2	octopus2103 (1204)	1 0		1	1

Babak 434 - Grup 3		1	2
1	buccs4047 (1553)		1 0	1	1
2	octopus2103 (1204)	1 0		1	1

Babak 435 - Grup 3		1	2
1	buccs4047 (1553)		1 0	1	1
2	octopus2103 (1214)	1 0		1	1

Babak 436 - Grup 3		1	2
1	buccs4047 (1553)		1 0	1	1
2	octopus2103 (1214)	1 0		1	1

Babak 437 - Grup 3		1	2
1	buccs4047 (1555)		1 0	1	1
2	octopus2103 (1204)	1 0		1	1

Babak 438 - Grup 3		1	2
1	buccs4047 (1555)		1 0	1	1
2	octopus2103 (1211)	1 0		1	1

Babak 439 - Grup 3		1	2
1	buccs4047 (1555)		1 0	1	1
2	octopus2103 (1211)	1 0		1	1

Babak 440 - Grup 3		1	2
1	buccs4047 (1555)		1 0	1	1
2	octopus2103 (1211)	1 0		1	1

Babak 441 - Grup 3		1	2
1	buccs4047 (1555)		1 0	1	1
2	octopus2103 (1224)	1 0		1	1

Babak 442 - Grup 3		1	2
1	buccs4047 (1555)		1 0	1	1
2	octopus2103 (1234)	1 0		1	1

Babak 443 - Grup 3		1	2
1	buccs4047 (1555)		1 0	1	1
2	octopus2103 (1243)	1 0		1	1

Babak 444 - Grup 3		1	2
1	buccs4047 (1555)		1 0	1	1
2	octopus2103 (1249)	1 0		1	1

Babak 445 - Grup 3		1	2
1	buccs4047 (1555)		1 0	1	1
2	octopus2103 (1244)	1 0		1	1

Babak 446 - Grup 3		1	2
1	buccs4047 (1555)		1 0	1	1
2	octopus2103 (1244)	1 0		1	1

Babak 447 - Grup 3		1	2
1	buccs4047 (1555)		1 0	1	1
2	octopus2103 (1244)	1 0		1	1

Babak 448 - Grup 4		1	2
1	octopus2103 (1274)		1 0	1	1
2	DaveOakRidges (1268)	1 0		1	1

Babak 449 - Grup 4		1	2
1	octopus2103 (1280)		1 0	1	1
2	DaveOakRidges (1268)	1 0		1	1

Babak 450 - Grup 4		1	2
1	octopus2103 (1280)		1 0	1	1
2	chessfred66 (1265)	1 0		1	1

Babak 451 - Grup 4		1	2
1	octopus2103 (1275)		1 0	1	1
2	DaveOakRidges (1263)	1 0		1	1

Babak 452 - Grup 4		1	2
1	octopus2103 (1273)		1 0	1	1
2	DaveOakRidges (1258)	1 0		1	1

Babak 453 - Grup 4		1	2
1	octopus2103 (1273)		1 0	1	1
2	DaveOakRidges (1258)	1 0		1	1

Babak 454 - Grup 4		1	2
1	octopus2103 (1282)		1 0	1	1
2	chessfred66 (1266)	1 0		1	1

Babak 455 - Grup 4		1	2
1	octopus2103 (1282)		1 0	1	1
2	chessfred66 (1266)	1 0		1	1

Babak 456 - Grup 4		1	2
1	octopus2103 (1282)		1 0	1	1
2	chessfred66 (1266)	1 0		1	1

Babak 457 - Grup 4		1	2
1	octopus2103 (1282)		1 0	1	1
2	chessfred66 (1261)	1 0		1	1

Babak 458 - Grup 4		1	2
1	octopus2103 (1282)		1 0	1	1
2	chessfred66 (1261)	1 0		1	1

Babak 459 - Grup 4		1	2
1	octopus2103 (1273)		1 0	1	1
2	chessfred66 (1261)	1 0		1	1

Babak 460 - Grup 4		1	2
1	octopus2103 (1285)		1 0	1	1
2	DaveOakRidges (1255)	1 0		1	1

Babak 461 - Grup 4		1	2
1	octopus2103 (1289)		1 0	1	1
2	DaveOakRidges (1255)	1 0		1	1

Babak 462 - Grup 4		1	2
1	octopus2103 (1291)		1 0	1	1
2	chessfred66 (1272)	1 0		1	1

Babak 463 - Grup 4		1	2
1	octopus2103 (1291)		1 0	1	1
2	chessfred66 (1272)	1 0		1	1

Babak 464 - Grup 4		1	2
1	octopus2103 (1291)		1 0	1	1
2	chessfred66 (1272)	1 0		1	1

Babak 465 - Grup 4		1	2
1	octopus2103 (1297)		1 0	1	1
2	chessfred66 (1272)	1 0		1	1

Babak 466 - Grup 4		1	2
1	octopus2103 (1288)		1 0	1	1
2	chessfred66 (1272)	1 0		1	1

Babak 467 - Grup 4		1	2
1	octopus2103 (1288)		1 0	1	1
2	chessfred66 (1272)	1 0		1	1

Babak 468 - Grup 4		1	2
1	octopus2103 (1282)		1 0	1	1
2	chessfred66 (1272)	1 0		1	1

Babak 469 - Grup 4		1	2
1	octopus2103 (1283)		1 0	1	1
2	chessfred66 (1272)	1 0		1	1

Babak 470 - Grup 4		1	2
1	chessfred66 (1272)		1 0	1	1
2	octopus2103 (1267)	1 0		1	1

Babak 471 - Grup 3		1	2
1	exceptionalfork (1550)		1 0	1	1
2	octopus2103 (1262)	1 0		1	1

Babak 472 - Grup 3		1	2
1	exceptionalfork (1550)		1 0	1	1
2	octopus2103 (1260)	1 0		1	1

Babak 473 - Grup 3		1	2
1	exceptionalfork (1550)		1 0	1	1
2	octopus2103 (1264)	1 0		1	1

Babak 474 - Grup 3		1	2
1	exceptionalfork (1550)		1 0	1	1
2	octopus2103 (1264)	1 0		1	1

Babak 475 - Grup 3		1	2
1	exceptionalfork (1550)		1 0	1	1
2	octopus2103 (1256)	1 0		1	1

Babak 476 - Grup 3		1	2
1	exceptionalfork (1550)		1 0	1	1
2	octopus2103 (1249)	1 0		1	1

Babak 477 - Grup 3		1	2
1	exceptionalfork (1540)		1 0	1	1
2	octopus2103 (1249)	1 0		1	1

Babak 478 - Grup 3		1	2
1	exceptionalfork (1540)		1 0	1	1
2	octopus2103 (1249)	1 0		1	1

Babak 479 - Grup 3		1	2
1	exceptionalfork (1540)		1 0	1	1
2	octopus2103 (1235)	1 0		1	1

Babak 480 - Grup 3		1	2
1	exceptionalfork (1540)		1 0	1	1
2	octopus2103 (1246)	1 0		1	1

Babak 481 - Grup 3		1	2
1	exceptionalfork (1540)		1 0	1	1
2	octopus2103 (1246)	1 0		1	1

Babak 482 - Grup 3		1	2
1	exceptionalfork (1540)		1 0	1	1
2	octopus2103 (1259)	1 0		1	1

Babak 483 - Grup 3		1	2
1	buccs4047 (1540)		1 0	1	1
2	octopus2103 (1256)	1 0		1	1

Babak 484 - Grup 3		1	2
1	buccs4047 (1540)		1 0	1	1
2	octopus2103 (1247)	1 0		1	1

Babak 485 - Grup 3		1	2
1	octopus2103 (1230)		1 ½	1.5	0.75
2	buccs4047 (1540)	½ 0		0.5	0.75

Babak 486 - Grup 2		1	2
1	exceptionalfork (1541)		1 0	1	1
2	octopus2103 (1239)	1 0		1	1

Babak 487 - Grup 2		1	2
1	exceptionalfork (1541)		1 0	1	1
2	octopus2103 (1242)	1 0		1	1

Babak 488 - Grup 2		1	2
1	exceptionalfork (1541)		1 0	1	1
2	octopus2103 (1240)	1 0		1	1

Babak 489 - Grup 2		1	2
1	exceptionalfork (1541)		1 0	1	1
2	octopus2103 (1232)	1 0		1	1

Babak 490 - Grup 2		1	2
1	exceptionalfork (1541)		1 0	1	1
2	octopus2103 (1230)	1 0		1	1

Babak 491 - Grup 2		1	2
1	exceptionalfork (1541)		1 0	1	1
2	octopus2103 (1226)	1 0		1	1

Babak 492 - Grup 2		1	2
1	exceptionalfork (1541)		1 0	1	1
2	octopus2103 (1229)	1 0		1	1

Babak 493 - Grup 2		1	2
1	exceptionalfork (1541)		1 0	1	1
2	octopus2103 (1229)	1 0		1	1

Babak 494 - Grup 2		1	2
1	exceptionalfork (1541)		1 0	1	1
2	octopus2103 (1229)	1 0		1	1

Babak 495 - Grup 2		1	2
1	exceptionalfork (1541)		1 0	1	1
2	octopus2103 (1221)	1 0		1	1

Babak 496 - Grup 2		1	2
1	exceptionalfork (1541)		1 0	1	1
2	octopus2103 (1229)	1 0		1	1

Babak 497 - Grup 2		1	2
1	exceptionalfork (1541)		1 0	1	1
2	octopus2103 (1247)	1 0		1	1

Babak 498 - Grup 2		1	2
1	exceptionalfork (1541)		1 0	1	1
2	octopus2103 (1254)	1 0		1	1

Babak 499 - Grup 2		1	2
1	exceptionalfork (1541)		1 0	1	1
2	octopus2103 (1266)	1 0		1	1

Babak 500 - Grup 2		1	2
1	exceptionalfork (1543)		1 0	1	1
2	octopus2103 (1258)	1 0		1	1

Babak 501 - Grup 2		1	2
1	exceptionalfork (1543)		1 0	1	1
2	octopus2103 (1258)	1 0		1	1

Babak 502 - Grup 2		1	2
1	exceptionalfork (1543)		1 0	1	1
2	octopus2103 (1258)	1 0		1	1

Babak 503 - Grup 2		1	2
1	exceptionalfork (1559)		1 0	1	1
2	octopus2103 (1258)	1 0		1	1

Babak 504 - Grup 2		1	2
1	exceptionalfork (1559)		1 0	1	1
2	octopus2103 (1238)	1 0		1	1

Babak 505 - Grup 2		1	2
1	exceptionalfork (1559)		1 0	1	1
2	octopus2103 (1247)	1 0		1	1

Babak 506 - Grup 2		1	2
1	exceptionalfork (1559)		1 0	1	1
2	octopus2103 (1246)	1 0		1	1

Babak 507 - Grup 2		1	2
1	exceptionalfork (1559)		1 0	1	1
2	octopus2103 (1252)	1 0		1	1

Babak 508 - Grup 2		1	2
1	exceptionalfork (1559)		1 0	1	1
2	octopus2103 (1250)	1 0		1	1

Babak 509 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1249)	1 0		1	1

Babak 510 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1237)	1 0		1	1

Babak 511 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1225)	1 0		1	1

Babak 512 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1214)	1 0		1	1

Babak 513 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1216)	1 0		1	1

Babak 514 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1228)	1 0		1	1

Babak 515 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1227)	1 0		1	1

Babak 516 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1248)	1 0		1	1

Babak 517 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1243)	1 0		1	1

Babak 518 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1243)	1 0		1	1

Babak 519 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1228)	1 0		1	1

Babak 520 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1233)	1 0		1	1

Babak 521 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1233)	1 0		1	1

Babak 522 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1240)	1 0		1	1

Babak 523 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1235)	1 0		1	1

Babak 524 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1235)	1 0		1	1

Babak 525 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1222)	1 0		1	1

Babak 526 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1222)	1 0		1	1

Babak 527 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1214)	1 0		1	1

Babak 528 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1201)	1 0		1	1

Babak 529 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1199)	1 0		1	1

Babak 530 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1188)	1 0		1	1

Babak 531 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1179)	1 0		1	1

Babak 532 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1160)	1 0		1	1

Babak 533 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1191)	1 0		1	1

Babak 534 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1184)	1 0		1	1

Babak 535 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1175)	1 0		1	1

Babak 536 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 537 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1162)	1 0		1	1

Babak 538 - Grup 2		1	2
1	exceptionalfork (1552)		1 0	1	1
2	octopus2103 (1150)	1 0		1	1

Babak 539 - Grup 2		1	2
1	exceptionalfork (1524)		1 0	1	1
2	octopus2103 (1139)	1 0		1	1

Babak 540 - Grup 2		1	2
1	exceptionalfork (1514)		1 0	1	1
2	octopus2103 (1139)	1 0		1	1

Babak 541 - Grup 2		1	2
1	octopus2103 (1148)		1 ½	1.5	0.75
2	exceptionalfork (1514)	½ 0		0.5	0.75

Babak 542 - Grup 3		1	2
1	DaveOakRidges (1231)		1 0	1	1
2	octopus2103 (1139)	1 0		1	1

Babak 543 - Grup 3		1	2
1	DaveOakRidges (1231)		1 0	1	1
2	octopus2103 (1130)	1 0		1	1

Babak 544 - Grup 3		1	2
1	DaveOakRidges (1231)		1 0	1	1
2	octopus2103 (1145)	1 0		1	1

Babak 545 - Grup 3		1	2
1	DaveOakRidges (1231)		1 0	1	1
2	octopus2103 (1145)	1 0		1	1

Babak 546 - Grup 3		1	2
1	DaveOakRidges (1231)		1 0	1	1
2	octopus2103 (1130)	1 0		1	1

Babak 547 - Grup 3		1	2
1	DaveOakRidges (1231)		1 0	1	1
2	octopus2103 (1130)	1 0		1	1

Babak 548 - Grup 3		1	2
1	DaveOakRidges (1253)		1 0	1	1
2	octopus2103 (1125)	1 0		1	1

Babak 549 - Grup 3		1	2
1	DaveOakRidges (1253)		1 0	1	1
2	octopus2103 (1118)	1 0		1	1

Babak 550 - Grup 3		1	2
1	DaveOakRidges (1253)		1 0	1	1
2	octopus2103 (1118)	1 0		1	1

Babak 551 - Grup 3		1	2
1	DaveOakRidges (1253)		1 0	1	1
2	octopus2103 (1124)	1 0		1	1

Babak 552 - Grup 3		1	2
1	DaveOakRidges (1261)		1 0	1	1
2	octopus2103 (1128)	1 0		1	1

Babak 553 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1128)	1 0		1	1

Babak 554 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1137)	1 0		1	1

Babak 555 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1137)	1 0		1	1

Babak 556 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1132)	1 0		1	1

Babak 557 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1127)	1 0		1	1

Babak 558 - Grup 3		1	2
1	DaveOakRidges (1257)		1 0	1	1
2	octopus2103 (1127)	1 0		1	1

Babak 559 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1127)	1 0		1	1

Babak 560 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1127)	1 0		1	1

Babak 561 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1119)	1 0		1	1

Babak 562 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1117)	1 0		1	1

Babak 563 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1141)	1 0		1	1

Babak 564 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1141)	1 0		1	1

Babak 565 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1141)	1 0		1	1

Babak 566 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1151)	1 0		1	1

Babak 567 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1151)	1 0		1	1

Babak 568 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1154)	1 0		1	1

Babak 569 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1154)	1 0		1	1

Babak 570 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1169)	1 0		1	1

Babak 571 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1169)	1 0		1	1

Babak 572 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1166)	1 0		1	1

Babak 573 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1160)	1 0		1	1

Babak 574 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1160)	1 0		1	1

Babak 575 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1153)	1 0		1	1

Babak 576 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1153)	1 0		1	1

Babak 577 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1146)	1 0		1	1

Babak 578 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1146)	1 0		1	1

Babak 579 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1137)	1 0		1	1

Babak 580 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1130)	1 0		1	1

Babak 581 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1146)	1 0		1	1

Babak 582 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1149)	1 0		1	1

Babak 583 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1149)	1 0		1	1

Babak 584 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1141)	1 0		1	1

Babak 585 - Grup 3		1	2
1	DaveOakRidges (1255)		1 0	1	1
2	octopus2103 (1141)	1 0		1	1

Babak 586 - Grup 3		1	2
1	DaveOakRidges (1273)		1 0	1	1
2	octopus2103 (1137)	1 0		1	1

Babak 587 - Grup 3		1	2
1	DaveOakRidges (1273)		1 0	1	1
2	octopus2103 (1136)	1 0		1	1

Babak 588 - Grup 3		1	2
1	DaveOakRidges (1273)		1 0	1	1
2	octopus2103 (1129)	1 0		1	1

Babak 589 - Grup 3		1	2
1	DaveOakRidges (1273)		1 0	1	1
2	octopus2103 (1135)	1 0		1	1

Babak 590 - Grup 3		1	2
1	DaveOakRidges (1285)		1 0	1	1
2	octopus2103 (1130)	1 0		1	1

Babak 591 - Grup 3		1	2
1	DaveOakRidges (1285)		1 0	1	1
2	octopus2103 (1130)	1 0		1	1

Babak 592 - Grup 3		1	2
1	DaveOakRidges (1285)		1 0	1	1
2	octopus2103 (1141)	1 0		1	1

Babak 593 - Grup 3		1	2
1	DaveOakRidges (1285)		1 0	1	1
2	octopus2103 (1141)	1 0		1	1

Babak 594 - Grup 3		1	2
1	DaveOakRidges (1285)		1 0	1	1
2	octopus2103 (1141)	1 0		1	1

Babak 595 - Grup 3		1	2
1	DaveOakRidges (1285)		1 0	1	1
2	octopus2103 (1141)	1 0		1	1

Babak 596 - Grup 3		1	2
1	DaveOakRidges (1285)		1 0	1	1
2	octopus2103 (1134)	1 0		1	1

Babak 597 - Grup 3		1	2
1	DaveOakRidges (1281)		1 0	1	1
2	octopus2103 (1134)	1 0		1	1

Babak 598 - Grup 3		1	2
1	DaveOakRidges (1281)		1 0	1	1
2	octopus2103 (1141)	1 0		1	1

Babak 599 - Grup 3		1	2
1	DaveOakRidges (1274)		1 0	1	1
2	octopus2103 (1141)	1 0		1	1

Babak 600 - Grup 3		1	2
1	DaveOakRidges (1276)		1 0	1	1
2	octopus2103 (1140)	1 0		1	1

Babak 601 - Grup 3		1	2
1	DaveOakRidges (1275)		1 0	1	1
2	octopus2103 (1140)	1 0		1	1

Babak 602 - Grup 3		1	2
1	DaveOakRidges (1269)		1 0	1	1
2	octopus2103 (1140)	1 0		1	1

Babak 603 - Grup 3		1	2
1	DaveOakRidges (1266)		1 0	1	1
2	octopus2103 (1135)	1 0		1	1

Babak 604 - Grup 3		1	2
1	DaveOakRidges (1266)		1 0	1	1
2	octopus2103 (1135)	1 0		1	1

Babak 605 - Grup 3		1	2
1	DaveOakRidges (1263)		1 0	1	1
2	octopus2103 (1135)	1 0		1	1

Babak 606 - Grup 3		1	2
1	DaveOakRidges (1268)		1 0	1	1
2	octopus2103 (1134)	1 0		1	1

Babak 607 - Grup 3		1	2
1	DaveOakRidges (1268)		1 0	1	1
2	octopus2103 (1142)	1 0		1	1

Babak 608 - Grup 3		1	2
1	DaveOakRidges (1268)		1 0	1	1
2	octopus2103 (1152)	1 0		1	1

Babak 609 - Grup 3		1	2
1	DaveOakRidges (1268)		1 0	1	1
2	octopus2103 (1152)	1 0		1	1

Babak 610 - Grup 3		1	2
1	DaveOakRidges (1268)		1 0	1	1
2	octopus2103 (1152)	1 0		1	1

Babak 611 - Grup 3		1	2
1	chessfred66 (1266)		1 0	1	1
2	octopus2103 (1152)	1 0		1	1

Babak 612 - Grup 3		1	2
1	chessfred66 (1266)		1 0	1	1
2	octopus2103 (1152)	1 0		1	1

Babak 613 - Grup 3		1	2
1	DaveOakRidges (1269)		1 0	1	1
2	octopus2103 (1152)	1 0		1	1

Babak 614 - Grup 3		1	2
1	DaveOakRidges (1266)		1 0	1	1
2	octopus2103 (1152)	1 0		1	1

Babak 615 - Grup 3		1	2
1	DaveOakRidges (1262)		1 0	1	1
2	octopus2103 (1159)	1 0		1	1

Babak 616 - Grup 3		1	2
1	DaveOakRidges (1262)		1 0	1	1
2	octopus2103 (1164)	1 0		1	1

Babak 617 - Grup 3		1	2
1	DaveOakRidges (1262)		1 0	1	1
2	octopus2103 (1163)	1 0		1	1

Babak 618 - Grup 3		1	2
1	DaveOakRidges (1262)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 619 - Grup 3		1	2
1	DaveOakRidges (1262)		1 0	1	1
2	octopus2103 (1179)	1 0		1	1

Babak 620 - Grup 3		1	2
1	DaveOakRidges (1252)		1 0	1	1
2	octopus2103 (1173)	1 0		1	1

Babak 621 - Grup 3		1	2
1	DaveOakRidges (1256)		1 0	1	1
2	octopus2103 (1173)	1 0		1	1

Babak 622 - Grup 3		1	2
1	DaveOakRidges (1266)		1 0	1	1
2	octopus2103 (1168)	1 0		1	1

Babak 623 - Grup 3		1	2
1	DaveOakRidges (1267)		1 0	1	1
2	octopus2103 (1163)	1 0		1	1

Babak 624 - Grup 3		1	2
1	chessfred66 (1267)		1 0	1	1
2	octopus2103 (1161)	1 0		1	1

Babak 625 - Grup 3		1	2
1	DaveOakRidges (1265)		1 0	1	1
2	octopus2103 (1161)	1 0		1	1

Babak 626 - Grup 3		1	2
1	DaveOakRidges (1269)		1 0	1	1
2	octopus2103 (1160)	1 0		1	1

Babak 627 - Grup 3		1	2
1	DaveOakRidges (1254)		1 0	1	1
2	octopus2103 (1160)	1 0		1	1

Babak 628 - Grup 3		1	2
1	DaveOakRidges (1264)		1 0	1	1
2	octopus2103 (1160)	1 0		1	1

Babak 629 - Grup 3		1	2
1	DaveOakRidges (1270)		1 0	1	1
2	octopus2103 (1167)	1 0		1	1

Babak 630 - Grup 3		1	2
1	DaveOakRidges (1269)		1 0	1	1
2	octopus2103 (1167)	1 0		1	1

Babak 631 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1160)	1 0		1	1

Babak 632 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1160)	1 0		1	1

Babak 633 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1165)	1 0		1	1

Babak 634 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1168)	1 0		1	1

Babak 635 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1166)	1 0		1	1

Babak 636 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1156)	1 0		1	1

Babak 637 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1156)	1 0		1	1

Babak 638 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1152)	1 0		1	1

Babak 639 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1152)	1 0		1	1

Babak 640 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1148)	1 0		1	1

Babak 641 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1148)	1 0		1	1

Babak 642 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1143)	1 0		1	1

Babak 643 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1143)	1 0		1	1

Babak 644 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1149)	1 0		1	1

Babak 645 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1142)	1 0		1	1

Babak 646 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1135)	1 0		1	1

Babak 647 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1130)	1 0		1	1

Babak 648 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1143)	1 0		1	1

Babak 649 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1142)	1 0		1	1

Babak 650 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1141)	1 0		1	1

Babak 651 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1141)	1 0		1	1

Babak 652 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1139)	1 0		1	1

Babak 653 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1142)	1 0		1	1

Babak 654 - Grup 3		1	2
1	DaveOakRidges (1271)		1 0	1	1
2	octopus2103 (1142)	1 0		1	1

Babak 655 - Grup 3		1	2
1	DaveOakRidges (1271)		1 0	1	1
2	octopus2103 (1145)	1 0		1	1

Babak 656 - Grup 3		1	2
1	chessfred66 (1268)		1 0	1	1
2	octopus2103 (1145)	1 0		1	1

Babak 657 - Grup 3		1	2
1	DaveOakRidges (1275)		1 0	1	1
2	octopus2103 (1143)	1 0		1	1

Babak 658 - Grup 3		1	2
1	DaveOakRidges (1275)		1 0	1	1
2	octopus2103 (1148)	1 0		1	1

Babak 659 - Grup 3		1	2
1	chessfred66 (1276)		1 0	1	1
2	octopus2103 (1142)	1 0		1	1

Babak 660 - Grup 3		1	2
1	chessfred66 (1273)		1 0	1	1
2	octopus2103 (1137)	1 0		1	1

Babak 661 - Grup 3		1	2
1	chessfred66 (1273)		1 0	1	1
2	octopus2103 (1137)	1 0		1	1

Babak 662 - Grup 3		1	2
1	chessfred66 (1273)		1 0	1	1
2	octopus2103 (1137)	1 0		1	1

Babak 663 - Grup 3		1	2
1	chessfred66 (1268)		1 0	1	1
2	octopus2103 (1137)	1 0		1	1

Babak 664 - Grup 3		1	2
1	chessfred66 (1276)		1 0	1	1
2	octopus2103 (1137)	1 0		1	1

Babak 665 - Grup 3		1	2
1	chessfred66 (1276)		1 0	1	1
2	octopus2103 (1135)	1 0		1	1

Babak 666 - Grup 3		1	2
1	chessfred66 (1285)		1 0	1	1
2	octopus2103 (1127)	1 0		1	1

Babak 667 - Grup 3		1	2
1	chessfred66 (1285)		1 0	1	1
2	octopus2103 (1127)	1 0		1	1

Babak 668 - Grup 3		1	2
1	chessfred66 (1285)		1 0	1	1
2	octopus2103 (1128)	1 0		1	1

Babak 669 - Grup 3		1	2
1	chessfred66 (1285)		1 0	1	1
2	octopus2103 (1128)	1 0		1	1

Babak 670 - Grup 3		1	2
1	chessfred66 (1285)		1 0	1	1
2	octopus2103 (1128)	1 0		1	1

Babak 671 - Grup 3		1	2
1	chessfred66 (1285)		1 0	1	1
2	octopus2103 (1128)	1 0		1	1

Babak 672 - Grup 3		1	2
1	chessfred66 (1285)		1 0	1	1
2	octopus2103 (1139)	1 0		1	1

Babak 673 - Grup 3		1	2
1	chessfred66 (1285)		1 0	1	1
2	octopus2103 (1146)	1 0		1	1

Babak 674 - Grup 3		1	2
1	chessfred66 (1285)		1 0	1	1
2	octopus2103 (1145)	1 0		1	1

Babak 675 - Grup 3		1	2
1	chessfred66 (1290)		1 0	1	1
2	octopus2103 (1137)	1 0		1	1

Babak 676 - Grup 3		1	2
1	chessfred66 (1290)		1 0	1	1
2	octopus2103 (1137)	1 0		1	1

Babak 677 - Grup 3		1	2
1	chessfred66 (1280)		1 0	1	1
2	octopus2103 (1143)	1 0		1	1

Babak 678 - Grup 3		1	2
1	chessfred66 (1280)		1 0	1	1
2	octopus2103 (1134)	1 0		1	1

Babak 679 - Grup 3		1	2
1	chessfred66 (1275)		1 0	1	1
2	octopus2103 (1134)	1 0		1	1

Babak 680 - Grup 3		1	2
1	chessfred66 (1275)		1 0	1	1
2	octopus2103 (1131)	1 0		1	1

Babak 681 - Grup 3		1	2
1	chessfred66 (1275)		1 0	1	1
2	octopus2103 (1133)	1 0		1	1

Babak 682 - Grup 3		1	2
1	chessfred66 (1275)		1 0	1	1
2	octopus2103 (1133)	1 0		1	1

Babak 683 - Grup 3		1	2
1	chessfred66 (1275)		1 0	1	1
2	octopus2103 (1136)	1 0		1	1

Babak 684 - Grup 3		1	2
1	chessfred66 (1275)		1 0	1	1
2	octopus2103 (1143)	1 0		1	1

Babak 685 - Grup 3		1	2
1	chessfred66 (1275)		1 0	1	1
2	octopus2103 (1139)	1 0		1	1

Babak 686 - Grup 3		1	2
1	chessfred66 (1275)		1 0	1	1
2	octopus2103 (1139)	1 0		1	1

Babak 687 - Grup 3		1	2
1	chessfred66 (1275)		1 0	1	1
2	octopus2103 (1146)	1 0		1	1

Babak 688 - Grup 3		1	2
1	chessfred66 (1271)		1 0	1	1
2	octopus2103 (1146)	1 0		1	1

Babak 689 - Grup 3		1	2
1	chessfred66 (1271)		1 0	1	1
2	octopus2103 (1149)	1 0		1	1

Babak 690 - Grup 3		1	2
1	chessfred66 (1271)		1 0	1	1
2	octopus2103 (1149)	1 0		1	1

Babak 691 - Grup 3		1	2
1	chessfred66 (1271)		1 0	1	1
2	octopus2103 (1150)	1 0		1	1

Babak 692 - Grup 3		1	2
1	chessfred66 (1278)		1 0	1	1
2	octopus2103 (1150)	1 0		1	1

Babak 693 - Grup 3		1	2
1	chessfred66 (1278)		1 0	1	1
2	octopus2103 (1145)	1 0		1	1

Babak 694 - Grup 3		1	2
1	chessfred66 (1278)		1 0	1	1
2	octopus2103 (1145)	1 0		1	1

Babak 695 - Grup 3		1	2
1	chessfred66 (1278)		1 0	1	1
2	octopus2103 (1150)	1 0		1	1

Babak 696 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1155)	1 0		1	1

Babak 697 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1148)	1 0		1	1

Babak 698 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1148)	1 0		1	1

Babak 699 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1148)	1 0		1	1

Babak 700 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1142)	1 0		1	1

Babak 701 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1142)	1 0		1	1

Babak 702 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1141)	1 0		1	1

Babak 703 - Grup 3		1	2
1	chessfred66 (1274)		1 0	1	1
2	octopus2103 (1141)	1 0		1	1

Babak 704 - Grup 3		1	2
1	chessfred66 (1269)		1 0	1	1
2	octopus2103 (1147)	1 0		1	1

Babak 705 - Grup 3		1	2
1	chessfred66 (1269)		1 0	1	1
2	octopus2103 (1139)	1 0		1	1

Babak 706 - Grup 3		1	2
1	chessfred66 (1269)		1 0	1	1
2	octopus2103 (1139)	1 0		1	1

Babak 707 - Grup 3		1	2
1	chessfred66 (1269)		1 0	1	1
2	octopus2103 (1135)	1 0		1	1

Babak 708 - Grup 2		1	2
1	DaveOakRidges (1294)		1 0	1	1
2	octopus2103 (1127)	1 0		1	1

Babak 709 - Grup 3		1	2
1	chessfred66 (1268)		1 0	1	1
2	octopus2103 (1127)	1 0		1	1

Babak 710 - Grup 3		1	2
1	chessfred66 (1268)		1 0	1	1
2	octopus2103 (1122)	1 0		1	1

Babak 711 - Grup 3		1	2
1	chessfred66 (1263)		1 0	1	1
2	octopus2103 (1136)	1 0		1	1

Babak 712 - Grup 3		1	2
1	chessfred66 (1263)		1 0	1	1
2	octopus2103 (1126)	1 0		1	1

Babak 713 - Grup 2		1	2
1	DaveOakRidges (1304)		1 0	1	1
2	octopus2103 (1111)	1 0		1	1

Babak 714 - Grup 2		1	2
1	DaveOakRidges (1304)		1 0	1	1
2	octopus2103 (1107)	1 0		1	1

Babak 715 - Grup 2		1	2
1	DaveOakRidges (1310)		1 0	1	1
2	octopus2103 (1113)	1 0		1	1

Babak 716 - Grup 2		1	2
1	DaveOakRidges (1310)		1 0	1	1
2	octopus2103 (1112)	1 0		1	1

Babak 717 - Grup 2		1	2
1	DaveOakRidges (1310)		1 0	1	1
2	octopus2103 (1121)	1 0		1	1

Babak 718 - Grup 2		1	2
1	DaveOakRidges (1310)		1 0	1	1
2	octopus2103 (1121)	1 0		1	1

Babak 719 - Grup 2		1	2
1	DaveOakRidges (1312)		1 0	1	1
2	octopus2103 (1121)	1 0		1	1

Babak 720 - Grup 2		1	2
1	DaveOakRidges (1322)		1 0	1	1
2	octopus2103 (1115)	1 0		1	1

Babak 721 - Grup 2		1	2
1	DaveOakRidges (1328)		1 0	1	1
2	octopus2103 (1109)	1 0		1	1

Babak 722 - Grup 2		1	2
1	DaveOakRidges (1320)		1 0	1	1
2	octopus2103 (1111)	1 0		1	1

Babak 723 - Grup 2		1	2
1	DaveOakRidges (1323)		1 0	1	1
2	octopus2103 (1109)	1 0		1	1

Babak 724 - Grup 2		1	2
1	DaveOakRidges (1323)		1 0	1	1
2	octopus2103 (1105)	1 0		1	1

Babak 725 - Grup 2		1	2
1	DaveOakRidges (1335)		1 0	1	1
2	octopus2103 (1112)	1 0		1	1

Babak 726 - Grup 2		1	2
1	DaveOakRidges (1335)		1 0	1	1
2	octopus2103 (1109)	1 0		1	1

Babak 727 - Grup 2		1	2
1	DaveOakRidges (1335)		1 0	1	1
2	octopus2103 (1113)	1 0		1	1

Babak 728 - Grup 2		1	2
1	DaveOakRidges (1335)		1 0	1	1
2	octopus2103 (1113)	1 0		1	1

Babak 729 - Grup 3		1	2
1	chessfred66 (1260)		1 0	1	1
2	octopus2103 (1126)	1 0		1	1

Babak 730 - Grup 2		1	2
1	DaveOakRidges (1335)		1 0	1	1
2	octopus2103 (1119)	1 0		1	1

Babak 731 - Grup 3		1	2
1	chessfred66 (1260)		1 0	1	1
2	octopus2103 (1131)	1 0		1	1

Babak 732 - Grup 3		1	2
1	chessfred66 (1260)		1 0	1	1
2	octopus2103 (1131)	1 0		1	1

Babak 733 - Grup 3		1	2
1	chessfred66 (1260)		1 0	1	1
2	octopus2103 (1124)	1 0		1	1

Babak 734 - Grup 3		1	2
1	chessfred66 (1260)		1 0	1	1
2	octopus2103 (1124)	1 0		1	1

Babak 735 - Grup 3		1	2
1	chessfred66 (1260)		1 0	1	1
2	octopus2103 (1124)	1 0		1	1

Babak 736 - Grup 3		1	2
1	chessfred66 (1260)		1 0	1	1
2	octopus2103 (1129)	1 0		1	1

Babak 737 - Grup 3		1	2
1	chessfred66 (1260)		1 0	1	1
2	octopus2103 (1137)	1 0		1	1

Babak 738 - Grup 3		1	2
1	chessfred66 (1260)		1 0	1	1
2	octopus2103 (1134)	1 0		1	1

Babak 739 - Grup 3		1	2
1	chessfred66 (1260)		1 0	1	1
2	octopus2103 (1134)	1 0		1	1

Babak 740 - Grup 3		1	2
1	chessfred66 (1253)		1 0	1	1
2	octopus2103 (1128)	1 0		1	1

Babak 741 - Grup 3		1	2
1	chessfred66 (1253)		1 0	1	1
2	octopus2103 (1134)	1 0		1	1

Babak 742 - Grup 3		1	2
1	chessfred66 (1253)		1 0	1	1
2	octopus2103 (1134)	1 0		1	1

Babak 743 - Grup 3		1	2
1	chessfred66 (1253)		1 0	1	1
2	octopus2103 (1130)	1 0		1	1

Babak 744 - Grup 3		1	2
1	chessfred66 (1253)		1 0	1	1
2	octopus2103 (1140)	1 0		1	1

Babak 745 - Grup 3		1	2
1	chessfred66 (1253)		1 0	1	1
2	octopus2103 (1146)	1 0		1	1

Babak 746 - Grup 3		1	2
1	chessfred66 (1253)		1 0	1	1
2	octopus2103 (1137)	1 0		1	1

Babak 747 - Grup 3		1	2
1	chessfred66 (1253)		1 0	1	1
2	octopus2103 (1129)	1 0		1	1

Babak 748 - Grup 3		1	2
1	chessfred66 (1243)		1 0	1	1
2	octopus2103 (1124)	1 0		1	1

Babak 749 - Grup 2		1	2
1	DaveOakRidges (1331)		1 0	1	1
2	octopus2103 (1120)	1 0		1	1

Babak 750 - Grup 2		1	2
1	DaveOakRidges (1331)		1 0	1	1
2	octopus2103 (1120)	1 0		1	1

Babak 751 - Grup 2		1	2
1	DaveOakRidges (1331)		1 0	1	1
2	octopus2103 (1121)	1 0		1	1

Babak 752 - Grup 3		1	2
1	chessfred66 (1243)		1 0	1	1
2	octopus2103 (1128)	1 0		1	1

Babak 753 - Grup 3		1	2
1	chessfred66 (1243)		1 0	1	1
2	octopus2103 (1126)	1 0		1	1

Babak 754 - Grup 2		1	2
1	DaveOakRidges (1330)		1 0	1	1
2	octopus2103 (1120)	1 0		1	1

Babak 755 - Grup 3		1	2
1	chessfred66 (1243)		1 0	1	1
2	octopus2103 (1123)	1 0		1	1

Babak 756 - Grup 2		1	2
1	DaveOakRidges (1330)		1 0	1	1
2	octopus2103 (1118)	1 0		1	1

Babak 757 - Grup 2		1	2
1	DaveOakRidges (1335)		1 0	1	1
2	octopus2103 (1118)	1 0		1	1

Babak 758 - Grup 2		1	2
1	DaveOakRidges (1335)		1 0	1	1
2	octopus2103 (1118)	1 0		1	1

Babak 759 - Grup 2		1	2
1	DaveOakRidges (1335)		1 0	1	1
2	octopus2103 (1118)	1 0		1	1

Babak 760 - Grup 2		1	2
1	DaveOakRidges (1335)		1 0	1	1
2	octopus2103 (1106)	1 0		1	1

Babak 761 - Grup 2		1	2
1	DaveOakRidges (1335)		1 0	1	1
2	octopus2103 (1109)	1 0		1	1

Babak 762 - Grup 2		1	2
1	DaveOakRidges (1324)		1 0	1	1
2	octopus2103 (1104)	1 0		1	1

Babak 763 - Grup 2		1	2
1	DaveOakRidges (1324)		1 0	1	1
2	octopus2103 (1104)	1 0		1	1

Babak 764 - Grup 3		1	2
1	chessfred66 (1243)		1 0	1	1
2	octopus2103 (1109)	1 0		1	1

Babak 765 - Grup 3		1	2
1	chessfred66 (1243)		1 0	1	1
2	octopus2103 (1109)	1 0		1	1

Babak 766 - Grup 2		1	2
1	DaveOakRidges (1340)		1 0	1	1
2	octopus2103 (1096)	1 0		1	1

Babak 767 - Grup 2		1	2
1	DaveOakRidges (1340)		1 0	1	1
2	octopus2103 (1096)	1 0		1	1

Babak 768 - Grup 2		1	2
1	DaveOakRidges (1340)		1 0	1	1
2	octopus2103 (1100)	1 0		1	1

Babak 769 - Grup 2		1	2
1	DaveOakRidges (1340)		1 0	1	1
2	octopus2103 (1100)	1 0		1	1

Babak 770 - Grup 3		1	2
1	chessfred66 (1243)		1 0	1	1
2	octopus2103 (1110)	1 0		1	1

Babak 771 - Grup 3		1	2
1	chessfred66 (1243)		1 0	1	1
2	octopus2103 (1110)	1 0		1	1

Babak 772 - Grup 3		1	2
1	chessfred66 (1247)		1 0	1	1
2	octopus2103 (1111)	1 0		1	1

Babak 773 - Grup 1		1	2
1	bluiten (1635)		1 0	1	1
2	octopus2103 (1104)	1 0		1	1

Babak 774 - Grup 1		1	2
1	bluiten (1635)		1 0	1	1
2	octopus2103 (1104)	1 0		1	1

Babak 775 - Grup 1		1	2
1	bluiten (1635)		1 0	1	1
2	octopus2103 (1104)	1 0		1	1

Babak 776 - Grup 1		1	2
1	bluiten (1635)		1 0	1	1
2	octopus2103 (1102)	1 0		1	1

Babak 777 - Grup 1		1	2
1	bluiten (1635)		1 0	1	1
2	octopus2103 (1102)	1 0		1	1

Babak 778 - Grup 1		1	2
1	bluiten (1635)		1 0	1	1
2	octopus2103 (1102)	1 0		1	1

Babak 779 - Grup 1		1	2
1	bluiten (1635)		1 0	1	1
2	octopus2103 (1100)	1 0		1	1

Babak 780 - Grup 1		1	2
1	bluiten (1635)		1 0	1	1
2	octopus2103 (1087)	1 0		1	1

Babak 781 - Grup 1		1	2
1	bluiten (1635)		1 0	1	1
2	octopus2103 (1087)	1 0		1	1

Babak 782 - Grup 1		1	2
1	bluiten (1635)		1 0	1	1
2	octopus2103 (1078)	1 0		1	1

Babak 783 - Grup 1		1	2
1	bluiten (1635)		1 0	1	1
2	octopus2103 (1082)	1 0		1	1

Babak 784 - Grup 1		1	2
1	bluiten (1635)		1 0	1	1
2	octopus2103 (1082)	1 0		1	1

Babak 785 - Grup 1		1	2
1	bluiten (1635)		1 0	1	1
2	octopus2103 (1082)	1 0		1	1

Babak 786 - Grup 1		1	2
1	bluiten (1643)		1 0	1	1
2	octopus2103 (1089)	1 0		1	1

Babak 787 - Grup 1		1	2
1	bluiten (1643)		1 0	1	1
2	octopus2103 (1096)	1 0		1	1

Babak 788 - Grup 1		1	2
1	bluiten (1643)		1 0	1	1
2	octopus2103 (1096)	1 0		1	1

Babak 789 - Grup 1		1	2
1	bluiten (1643)		1 0	1	1
2	octopus2103 (1092)	1 0		1	1

Babak 790 - Grup 1		1	2
1	bluiten (1643)		1 0	1	1
2	octopus2103 (1092)	1 0		1	1

Babak 791 - Grup 2		1	2
1	chessfred66 (1195)		1 0	1	1
2	octopus2103 (1116)	1 0		1	1

Babak 792 - Grup 2		1	2
1	chessfred66 (1195)		1 0	1	1
2	octopus2103 (1116)	1 0		1	1

Babak 793 - Grup 2		1	2
1	chessfred66 (1195)		1 0	1	1
2	octopus2103 (1126)	1 0		1	1

Babak 794 - Grup 2		1	2
1	chessfred66 (1190)		1 0	1	1
2	octopus2103 (1126)	1 0		1	1

Babak 795 - Grup 2		1	2
1	chessfred66 (1183)		1 0	1	1
2	octopus2103 (1133)	1 0		1	1

Babak 796 - Grup 2		1	2
1	chessfred66 (1198)		1 0	1	1
2	octopus2103 (1133)	1 0		1	1

Babak 797 - Grup 2		1	2
1	chessfred66 (1193)		1 0	1	1
2	octopus2103 (1150)	1 0		1	1

Babak 798 - Grup 2		1	2
1	chessfred66 (1193)		1 0	1	1
2	octopus2103 (1159)	1 0		1	1

Babak 799 - Grup 2		1	2
1	chessfred66 (1193)		1 0	1	1
2	octopus2103 (1155)	1 0		1	1

Babak 800 - Grup 2		1	2
1	chessfred66 (1193)		1 0	1	1
2	octopus2103 (1155)	1 0		1	1

Babak 801 - Grup 2		1	2
1	chessfred66 (1185)		1 0	1	1
2	octopus2103 (1155)	1 0		1	1

Babak 802 - Grup 2		1	2
1	chessfred66 (1185)		1 0	1	1
2	octopus2103 (1155)	1 0		1	1

Babak 803 - Grup 2		1	2
1	chessfred66 (1185)		1 0	1	1
2	octopus2103 (1159)	1 0		1	1

Babak 804 - Grup 2		1	2
1	chessfred66 (1185)		1 0	1	1
2	octopus2103 (1159)	1 0		1	1

Babak 805 - Grup 2		1	2
1	chessfred66 (1185)		1 0	1	1
2	octopus2103 (1181)	1 0		1	1

Babak 806 - Grup 2		1	2
1	octopus2103 (1199)		1 0	1	1
2	chessfred66 (1185)	1 0		1	1

Babak 807 - Grup 2		1	2
1	octopus2103 (1199)		1 0	1	1
2	chessfred66 (1197)	1 0		1	1

Babak 808 - Grup 2		1	2
1	octopus2103 (1199)		1 0	1	1
2	chessfred66 (1197)	1 0		1	1

Babak 809 - Grup 2		1	2
1	octopus2103 (1199)		1 0	1	1
2	chessfred66 (1197)	1 0		1	1

Babak 810 - Grup 2		1	2
1	chessfred66 (1201)		1 0	1	1
2	octopus2103 (1194)	1 0		1	1

Babak 811 - Grup 2		1	2
1	chessfred66 (1201)		1 0	1	1
2	octopus2103 (1188)	1 0		1	1

Babak 812 - Grup 2		1	2
1	chessfred66 (1201)		1 0	1	1
2	octopus2103 (1199)	1 0		1	1

Babak 813 - Grup 2		1	2
1	chessfred66 (1201)		1 0	1	1
2	octopus2103 (1199)	1 0		1	1

Babak 814 - Grup 2		1	2
1	chessfred66 (1201)		1 0	1	1
2	octopus2103 (1183)	1 0		1	1

Babak 815 - Grup 2		1	2
1	chessfred66 (1201)		1 0	1	1
2	octopus2103 (1177)	1 0		1	1

Babak 816 - Grup 2		1	2
1	chessfred66 (1201)		1 0	1	1
2	octopus2103 (1175)	1 0		1	1

Babak 817 - Grup 2		1	2
1	chessfred66 (1194)		1 0	1	1
2	octopus2103 (1179)	1 0		1	1

Babak 818 - Grup 2		1	2
1	chessfred66 (1194)		1 0	1	1
2	octopus2103 (1179)	1 0		1	1

Babak 819 - Grup 2		1	2
1	chessfred66 (1194)		1 0	1	1
2	octopus2103 (1173)	1 0		1	1

Babak 820 - Grup 2		1	2
1	chessfred66 (1194)		1 0	1	1
2	octopus2103 (1165)	1 0		1	1

Babak 821 - Grup 2		1	2
1	chessfred66 (1194)		1 0	1	1
2	octopus2103 (1179)	1 0		1	1

Babak 822 - Grup 2		1	2
1	chessfred66 (1194)		1 0	1	1
2	octopus2103 (1181)	1 0		1	1

Babak 823 - Grup 2		1	2
1	chessfred66 (1196)		1 0	1	1
2	octopus2103 (1178)	1 0		1	1

Babak 824 - Grup 2		1	2
1	chessfred66 (1196)		1 0	1	1
2	octopus2103 (1178)	1 0		1	1

Babak 825 - Grup 2		1	2
1	chessfred66 (1196)		1 0	1	1
2	octopus2103 (1178)	1 0		1	1

Babak 826 - Grup 2		1	2
1	chessfred66 (1196)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 827 - Grup 2		1	2
1	chessfred66 (1196)		1 0	1	1
2	octopus2103 (1189)	1 0		1	1

Babak 828 - Grup 2		1	2
1	chessfred66 (1196)		1 0	1	1
2	octopus2103 (1191)	1 0		1	1

Babak 829 - Grup 2		1	2
1	chessfred66 (1196)		1 0	1	1
2	octopus2103 (1194)	1 0		1	1

Babak 830 - Grup 2		1	2
1	octopus2103 (1194)		1 0	1	1
2	chessfred66 (1189)	1 0		1	1

Babak 831 - Grup 2		1	2
1	octopus2103 (1194)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 832 - Grup 2		1	2
1	octopus2103 (1194)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 833 - Grup 2		1	2
1	octopus2103 (1194)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 834 - Grup 2		1	2
1	octopus2103 (1194)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 835 - Grup 2		1	2
1	octopus2103 (1193)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 836 - Grup 2		1	2
1	octopus2103 (1188)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 837 - Grup 2		1	2
1	octopus2103 (1198)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 838 - Grup 2		1	2
1	octopus2103 (1198)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 839 - Grup 2		1	2
1	octopus2103 (1196)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 840 - Grup 2		1	2
1	octopus2103 (1206)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 841 - Grup 2		1	2
1	octopus2103 (1204)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 842 - Grup 2		1	2
1	chessfred66 (1183)		1 0	1	1
2	octopus2103 (1182)	1 0		1	1

Babak 843 - Grup 2		1	2
1	octopus2103 (1190)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 844 - Grup 2		1	2
1	octopus2103 (1190)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 845 - Grup 2		1	2
1	octopus2103 (1190)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 846 - Grup 2		1	2
1	octopus2103 (1184)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 847 - Grup 2		1	2
1	octopus2103 (1184)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 848 - Grup 2		1	2
1	octopus2103 (1184)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 849 - Grup 2		1	2
1	chessfred66 (1183)		1 0	1	1
2	octopus2103 (1178)	1 0		1	1

Babak 850 - Grup 2		1	2
1	octopus2103 (1184)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 851 - Grup 2		1	2
1	octopus2103 (1184)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 852 - Grup 2		1	2
1	octopus2103 (1184)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 853 - Grup 2		1	2
1	octopus2103 (1184)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 854 - Grup 2		1	2
1	octopus2103 (1184)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 855 - Grup 2		1	2
1	octopus2103 (1184)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 856 - Grup 2		1	2
1	chessfred66 (1183)		1 0	1	1
2	octopus2103 (1182)	1 0		1	1

Babak 857 - Grup 2		1	2
1	chessfred66 (1192)		1 0	1	1
2	octopus2103 (1177)	1 0		1	1

Babak 858 - Grup 2		1	2
1	chessfred66 (1192)		1 0	1	1
2	octopus2103 (1188)	1 0		1	1

Babak 859 - Grup 2		1	2
1	chessfred66 (1192)		1 0	1	1
2	octopus2103 (1187)	1 0		1	1

Babak 860 - Grup 2		1	2
1	chessfred66 (1192)		1 0	1	1
2	octopus2103 (1187)	1 0		1	1

Babak 861 - Grup 2		1	2
1	chessfred66 (1192)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 862 - Grup 2		1	2
1	chessfred66 (1192)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 863 - Grup 2		1	2
1	chessfred66 (1192)		1 0	1	1
2	octopus2103 (1169)	1 0		1	1

Babak 864 - Grup 2		1	2
1	chessfred66 (1192)		1 0	1	1
2	octopus2103 (1177)	1 0		1	1

Babak 865 - Grup 2		1	2
1	chessfred66 (1192)		1 0	1	1
2	octopus2103 (1177)	1 0		1	1

Babak 866 - Grup 2		1	2
1	chessfred66 (1187)		1 0	1	1
2	octopus2103 (1185)	1 0		1	1

Babak 867 - Grup 2		1	2
1	chessfred66 (1187)		1 0	1	1
2	octopus2103 (1185)	1 0		1	1

Babak 868 - Grup 2		1	2
1	chessfred66 (1187)		1 0	1	1
2	octopus2103 (1184)	1 0		1	1

Babak 869 - Grup 2		1	2
1	chessfred66 (1187)		1 0	1	1
2	octopus2103 (1184)	1 0		1	1

Babak 870 - Grup 2		1	2
1	chessfred66 (1194)		1 0	1	1
2	octopus2103 (1184)	1 0		1	1

Babak 871 - Grup 2		1	2
1	chessfred66 (1194)		1 0	1	1
2	octopus2103 (1184)	1 0		1	1

Babak 872 - Grup 2		1	2
1	chessfred66 (1194)		1 0	1	1
2	octopus2103 (1184)	1 0		1	1

Babak 873 - Grup 2		1	2
1	chessfred66 (1194)		1 0	1	1
2	octopus2103 (1191)	1 0		1	1

Babak 874 - Grup 2		1	2
1	chessfred66 (1194)		1 0	1	1
2	octopus2103 (1188)	1 0		1	1

Babak 875 - Grup 2		1	2
1	chessfred66 (1194)		1 0	1	1
2	octopus2103 (1188)	1 0		1	1

Babak 876 - Grup 2		1	2
1	chessfred66 (1194)		1 0	1	1
2	octopus2103 (1188)	1 0		1	1

Babak 877 - Grup 2		1	2
1	chessfred66 (1190)		1 0	1	1
2	octopus2103 (1187)	1 0		1	1

Babak 878 - Grup 2		1	2
1	chessfred66 (1190)		1 0	1	1
2	octopus2103 (1187)	1 0		1	1

Babak 879 - Grup 2		1	2
1	octopus2103 (1205)		1 0	1	1
2	chessfred66 (1190)	1 0		1	1

Babak 880 - Grup 2		1	2
1	octopus2103 (1205)		1 0	1	1
2	chessfred66 (1190)	1 0		1	1

Babak 881 - Grup 2		1	2
1	chessfred66 (1190)		1 0	1	1
2	octopus2103 (1189)	1 0		1	1

Babak 882 - Grup 2		1	2
1	chessfred66 (1190)		1 0	1	1
2	octopus2103 (1179)	1 0		1	1

Babak 883 - Grup 2		1	2
1	chessfred66 (1190)		1 0	1	1
2	octopus2103 (1172)	1 0		1	1

Babak 884 - Grup 2		1	2
1	chessfred66 (1190)		1 0	1	1
2	octopus2103 (1174)	1 0		1	1

Babak 885 - Grup 2		1	2
1	chessfred66 (1190)		1 0	1	1
2	octopus2103 (1185)	1 0		1	1

Babak 886 - Grup 2		1	2
1	chessfred66 (1190)		1 0	1	1
2	octopus2103 (1183)	1 0		1	1

Babak 887 - Grup 2		1	2
1	chessfred66 (1190)		1 0	1	1
2	octopus2103 (1183)	1 0		1	1

Babak 888 - Grup 2		1	2
1	chessfred66 (1190)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 889 - Grup 2		1	2
1	chessfred66 (1191)		1 0	1	1
2	octopus2103 (1186)	1 0		1	1

Babak 890 - Grup 2		1	2
1	chessfred66 (1182)		1 0	1	1
2	octopus2103 (1179)	1 0		1	1

Babak 891 - Grup 2		1	2
1	octopus2103 (1185)		1 0	1	1
2	chessfred66 (1182)	1 0		1	1

Babak 892 - Grup 2		1	2
1	chessfred66 (1191)		1 0	1	1
2	octopus2103 (1187)	1 0		1	1

Babak 893 - Grup 2		1	2
1	chessfred66 (1191)		1 0	1	1
2	octopus2103 (1184)	1 0		1	1

Babak 894 - Grup 2		1	2
1	chessfred66 (1191)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 895 - Grup 2		1	2
1	chessfred66 (1191)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 896 - Grup 2		1	2
1	chessfred66 (1191)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 897 - Grup 2		1	2
1	chessfred66 (1191)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 898 - Grup 2		1	2
1	octopus2103 (1188)		1 0	1	1
2	chessfred66 (1187)	1 0		1	1

Babak 899 - Grup 2		1	2
1	chessfred66 (1187)		1 0	1	1
2	octopus2103 (1182)	1 0		1	1

Babak 900 - Grup 2		1	2
1	chessfred66 (1187)		1 0	1	1
2	octopus2103 (1173)	1 0		1	1

Babak 901 - Grup 2		1	2
1	chessfred66 (1182)		1 0	1	1
2	octopus2103 (1179)	1 0		1	1

Babak 902 - Grup 2		1	2
1	chessfred66 (1182)		1 0	1	1
2	octopus2103 (1179)	1 0		1	1

Babak 903 - Grup 2		1	2
1	chessfred66 (1182)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 904 - Grup 2		1	2
1	chessfred66 (1182)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 905 - Grup 2		1	2
1	chessfred66 (1182)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 906 - Grup 2		1	2
1	chessfred66 (1182)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 907 - Grup 2		1	2
1	chessfred66 (1182)		1 0	1	1
2	octopus2103 (1176)	1 0		1	1

Babak 908 - Grup 2		1	2
1	chessfred66 (1182)		1 0	1	1
2	octopus2103 (1170)	1 0		1	1

Babak 909 - Grup 2		1	2
1	chessfred66 (1182)		1 0	1	1
2	octopus2103 (1166)	1 0		1	1

Babak 910 - Grup 2		1	2
1	chessfred66 (1182)		1 0	1	1
2	octopus2103 (1156)	1 0		1	1

Babak 911 - Grup 2		1	2
1	chessfred66 (1193)		1 0	1	1
2	octopus2103 (1156)	1 0		1	1

Babak 912 - Grup 2		1	2
1	chessfred66 (1194)		1 0	1	1
2	octopus2103 (1155)	1 0		1	1

Babak 913 - Grup 2		1	2
1	chessfred66 (1194)		1 0	1	1
2	octopus2103 (1155)	1 0		1	1

Babak 914 - Grup 2		1	2
1	chessfred66 (1194)		1 0	1	1
2	octopus2103 (1155)	1 0		1	1

Babak 915 - Grup 2		1	2
1	chessfred66 (1194)		1 0	1	1
2	octopus2103 (1155)	1 0		1	1

Babak 916 - Grup 2		1	2
1	chessfred66 (1194)		1 0	1	1
2	octopus2103 (1155)	1 0		1	1

Babak 917 - Grup 2		1	2
1	chessfred66 (1194)		1 0	1	1
2	octopus2103 (1151)	1 0		1	1

Babak 918 - Grup 2		1	2
1	chessfred66 (1194)		1 0	1	1
2	octopus2103 (1151)	1 0		1	1

Babak 919 - Grup 2		1	2
1	chessfred66 (1194)		1 0	1	1
2	octopus2103 (1150)	1 0		1	1

Babak 920 - Grup 2		1	2
1	chessfred66 (1194)		1 0	1	1
2	octopus2103 (1149)	1 0		1	1

Babak 921 - Grup 2		1	2
1	chessfred66 (1186)		1 0	1	1
2	octopus2103 (1152)	1 0		1	1

Babak 922 - Grup 2		1	2
1	chessfred66 (1193)		1 0	1	1
2	octopus2103 (1154)	1 0		1	1

Babak 923 - Grup 2		1	2
1	chessfred66 (1203)		1 0	1	1
2	octopus2103 (1192)	1 0		1	1

Babak 924 - Grup 2		1	2
1	chessfred66 (1209)		1 0	1	1
2	octopus2103 (1190)	1 0		1	1

Babak 925 - Grup 2		1	2
1	chessfred66 (1209)		1 0	1	1
2	octopus2103 (1199)	1 0		1	1

Babak 926 - Grup 2		1	2
1	chessfred66 (1202)		1 0	1	1
2	octopus2103 (1197)	1 0		1	1

Babak 927 - Grup 2		1	2
1	chessfred66 (1202)		1 0	1	1
2	octopus2103 (1194)	1 0		1	1

Babak 928 - Grup 2		1	2
1	chessfred66 (1202)		1 0	1	1
2	octopus2103 (1194)	1 0		1	1

Babak 929 - Grup 2		1	2
1	chessfred66 (1203)		1 0	1	1
2	octopus2103 (1194)	1 0		1	1

Babak 930 - Grup 2		1	2
1	chessfred66 (1203)		1 0	1	1
2	octopus2103 (1194)	1 0		1	1

Babak 931 - Grup 2		1	2
1	chessfred66 (1203)		1 0	1	1
2	octopus2103 (1192)	1 0		1	1

Babak 932 - Grup 2		1	2
1	chessfred66 (1201)		1 0	1	1
2	octopus2103 (1184)	1 0		1	1

Babak 933 - Grup 2		1	2
1	chessfred66 (1201)		1 0	1	1
2	octopus2103 (1182)	1 0		1	1

Babak 934 - Grup 2		1	2
1	chessfred66 (1201)		1 0	1	1
2	octopus2103 (1182)	1 0		1	1

Babak 935 - Grup 2		1	2
1	octopus2103 (1202)		1 0	1	1
2	chessfred66 (1201)	1 0		1	1

Babak 936 - Grup 2		1	2
1	octopus2103 (1202)		1 0	1	1
2	chessfred66 (1201)	1 0		1	1

Babak 937 - Grup 2		1	2
1	octopus2103 (1204)		1 0	1	1
2	chessfred66 (1201)	1 0		1	1

Babak 938 - Grup 2		1	2
1	octopus2103 (1204)		1 0	1	1
2	chessfred66 (1187)	1 0		1	1

Babak 939 - Grup 2		1	2
1	octopus2103 (1204)		1 0	1	1
2	chessfred66 (1187)	1 0		1	1

Babak 940 - Grup 2		1	2
1	octopus2103 (1204)		1 0	1	1
2	chessfred66 (1187)	1 0		1	1

Babak 941 - Grup 2		1	2
1	octopus2103 (1204)		1 0	1	1
2	chessfred66 (1191)	1 0		1	1

Babak 942 - Grup 2		1	2
1	octopus2103 (1195)		1 0	1	1
2	chessfred66 (1194)	1 0		1	1

Babak 943 - Grup 2		1	2
1	octopus2103 (1195)		1 0	1	1
2	chessfred66 (1194)	1 0		1	1

Babak 944 - Grup 2		1	2
1	octopus2103 (1195)		1 0	1	1
2	chessfred66 (1194)	1 0		1	1

Babak 945 - Grup 2		1	2
1	octopus2103 (1195)		1 0	1	1
2	chessfred66 (1194)	1 0		1	1

Babak 946 - Grup 2		1	2
1	octopus2103 (1202)		1 0	1	1
2	chessfred66 (1194)	1 0		1	1

Babak 947 - Grup 2		1	2
1	octopus2103 (1202)		1 0	1	1
2	chessfred66 (1194)	1 0		1	1

Babak 948 - Grup 2		1	2
1	octopus2103 (1202)		1 0	1	1
2	chessfred66 (1194)	1 0		1	1

Babak 949 - Grup 2		1	2
1	octopus2103 (1202)		1 0	1	1
2	chessfred66 (1194)	1 0		1	1

Babak 950 - Grup 2		1	2
1	octopus2103 (1202)		1 0	1	1
2	chessfred66 (1194)	1 0		1	1

Babak 951 - Grup 2		1	2
1	octopus2103 (1202)		1 0	1	1
2	chessfred66 (1194)	1 0		1	1

Babak 952 - Grup 2		1	2
1	octopus2103 (1202)		1 0	1	1
2	chessfred66 (1194)	1 0		1	1

Babak 953 - Grup 2		1	2
1	octopus2103 (1202)		1 0	1	1
2	chessfred66 (1194)	1 0		1	1

Babak 954 - Grup 2		1	2
1	octopus2103 (1202)		1 0	1	1
2	chessfred66 (1194)	1 0		1	1

Babak 955 - Grup 2		1	2
1	octopus2103 (1202)		1 0	1	1
2	chessfred66 (1194)	1 0		1	1

Babak 956 - Grup 2		1	2
1	octopus2103 (1202)		1 0	1	1
2	chessfred66 (1194)	1 0		1	1

Babak 957 - Grup 2		1	2
1	octopus2103 (1202)		1 0	1	1
2	chessfred66 (1196)	1 0		1	1

Babak 958 - Grup 2		1	2
1	octopus2103 (1202)		1 0	1	1
2	chessfred66 (1196)	1 0		1	1

Babak 959 - Grup 2		1	2
1	octopus2103 (1202)		1 0	1	1
2	chessfred66 (1196)	1 0		1	1

Babak 960 - Grup 2		1	2
1	octopus2103 (1202)		1 0	1	1
2	chessfred66 (1196)	1 0		1	1

Babak 961 - Grup 2		1	2
1	octopus2103 (1202)		1 0	1	1
2	chessfred66 (1196)	1 0		1	1

Babak 962 - Grup 2		1	2
1	octopus2103 (1202)		1 0	1	1
2	chessfred66 (1196)	1 0		1	1

Babak 963 - Grup 2		1	2
1	octopus2103 (1202)		1 0	1	1
2	chessfred66 (1196)	1 0		1	1

Babak 964 - Grup 2		1	2
1	octopus2103 (1202)		1 0	1	1
2	chessfred66 (1196)	1 0		1	1

Babak 965 - Grup 2		1	2
1	octopus2103 (1202)		1 0	1	1
2	chessfred66 (1196)	1 0		1	1

Babak 966 - Grup 2		1	2
1	octopus2103 (1213)		1 0	1	1
2	chessfred66 (1196)	1 0		1	1

Babak 967 - Grup 2		1	2
1	octopus2103 (1213)		1 0	1	1
2	chessfred66 (1196)	1 0		1	1

Babak 968 - Grup 2		1	2
1	octopus2103 (1217)		1 0	1	1
2	chessfred66 (1196)	1 0		1	1

Babak 969 - Grup 2		1	2
1	octopus2103 (1216)		1 0	1	1
2	chessfred66 (1197)	1 0		1	1

Babak 970 - Grup 2		1	2
1	octopus2103 (1216)		1 0	1	1
2	chessfred66 (1197)	1 0		1	1

Babak 971 - Grup 2		1	2
1	octopus2103 (1216)		1 0	1	1
2	chessfred66 (1197)	1 0		1	1

Babak 972 - Grup 2		1	2
1	octopus2103 (1216)		1 0	1	1
2	chessfred66 (1197)	1 0		1	1

Babak 973 - Grup 2		1	2
1	octopus2103 (1216)		1 0	1	1
2	chessfred66 (1197)	1 0		1	1

Babak 974 - Grup 2		1	2
1	octopus2103 (1216)		1 0	1	1
2	chessfred66 (1197)	1 0		1	1

Babak 975 - Grup 2		1	2
1	octopus2103 (1216)		1 0	1	1
2	chessfred66 (1208)	1 0		1	1

Babak 976 - Grup 2		1	2
1	octopus2103 (1216)		1 0	1	1
2	chessfred66 (1199)	1 0		1	1

Babak 977 - Grup 2		1	2
1	octopus2103 (1217)		1 0	1	1
2	chessfred66 (1199)	1 0		1	1

Babak 978 - Grup 2		1	2
1	octopus2103 (1217)		1 0	1	1
2	chessfred66 (1199)	1 0		1	1

Babak 979 - Grup 2		1	2
1	octopus2103 (1217)		1 0	1	1
2	chessfred66 (1191)	1 0		1	1

Babak 980 - Grup 2		1	2
1	octopus2103 (1217)		1 0	1	1
2	chessfred66 (1191)	1 0		1	1

Babak 981 - Grup 2		1	2
1	octopus2103 (1217)		1 0	1	1
2	chessfred66 (1191)	1 0		1	1

Babak 982 - Grup 2		1	2
1	octopus2103 (1217)		1 0	1	1
2	chessfred66 (1189)	1 0		1	1

Babak 983 - Grup 2		1	2
1	octopus2103 (1217)		1 0	1	1
2	chessfred66 (1189)	1 0		1	1

Babak 984 - Grup 2		1	2
1	octopus2103 (1217)		1 0	1	1
2	chessfred66 (1189)	1 0		1	1

Babak 985 - Grup 2		1	2
1	octopus2103 (1217)		1 0	1	1
2	chessfred66 (1185)	1 0		1	1

Babak 986 - Grup 2		1	2
1	octopus2103 (1217)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 987 - Grup 2		1	2
1	octopus2103 (1212)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 988 - Grup 2		1	2
1	octopus2103 (1212)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 989 - Grup 2		1	2
1	octopus2103 (1214)		1 0	1	1
2	chessfred66 (1183)	1 0		1	1

Babak 990 - Grup 2		1	2
1	octopus2103 (1209)		1 0	1	1
2	chessfred66 (1204)	1 0		1	1

Babak 991 - Grup 2		1	2
1	octopus2103 (1216)		1 0	1	1
2	chessfred66 (1204)	1 0		1	1

Babak 992 - Grup 2		1	2
1	octopus2103 (1216)		1 0	1	1
2	chessfred66 (1204)	1 0		1	1

Babak 993 - Grup 2		1	2
1	octopus2103 (1216)		1 0	1	1
2	chessfred66 (1204)	1 0		1	1

Babak 994 - Grup 2		1	2
1	octopus2103 (1216)		1 0	1	1
2	chessfred66 (1204)	1 0		1	1

Babak 995 - Grup 2		1	2
1	octopus2103 (1206)		1 0	1	1
2	chessfred66 (1204)	1 0		1	1

Babak 996 - Grup 2		1	2
1	octopus2103 (1212)		1 0	1	1
2	chessfred66 (1204)	1 0		1	1

Babak 997 - Grup 2		1	2
1	octopus2103 (1212)		1 0	1	1
2	chessfred66 (1190)	1 0		1	1

Babak 998 - Grup 2		1	2
1	octopus2103 (1212)		1 0	1	1
2	chessfred66 (1190)	1 0		1	1

Babak 999 - Grup 2		1	2
1	octopus2103 (1206)		1 0	1	1
2	chessfred66 (1190)	1 0		1	1

Babak 1000 - Grup 2		1	2
1	octopus2103 (1206)		1 0	1	1
2	chessfred66 (1190)	1 0		1	1

Babak 1001 - Grup 2		1	2
1	octopus2103 (1206)		1 0	1	1
2	chessfred66 (1190)	1 0		1	1

Babak 1002 - Grup 2		1	2
1	octopus2103 (1206)		1 0	1	1
2	chessfred66 (1190)	1 0		1	1

Babak 1003 - Grup 2		1	2
1	octopus2103 (1206)		1 0	1	1
2	chessfred66 (1190)	1 0		1	1

Babak 1004 - Grup 2		1	2
1	octopus2103 (1206)		1 0	1	1
2	chessfred66 (1190)	1 0		1	1

Babak 1005 - Grup 2		1	2
1	octopus2103 (1212)		1 0	1	1
2	chessfred66 (1190)	1 0		1	1

Babak 1006 - Grup 2		1	2
1	octopus2103 (1212)		1 0	1	1
2	chessfred66 (1190)	1 0		1	1

Babak 1007 - Grup 2		1	2
1	octopus2103 (1212)		1 0	1	1
2	chessfred66 (1190)	1 0		1	1

Babak 1008 - Grup 2		1	2
1	octopus2103 (1212)		1 0	1	1
2	chessfred66 (1190)	1 0		1	1

Babak 1009 - Grup 2		1	2
1	octopus2103 (1219)		1 0	1	1
2	chessfred66 (1190)	1 0		1	1

Babak 1010 - Grup 2		1	2
1	octopus2103 (1219)		1 0	1	1
2	chessfred66 (1190)	1 0		1	1

Babak 1011 - Grup 2		1	2
1	octopus2103 (1219)		1 0	1	1
2	chessfred66 (1186)	1 0		1	1

Babak 1012 - Grup 2		1	2
1	octopus2103 (1219)		1 0	1	1
2	chessfred66 (1186)	1 0		1	1

Babak 1013 - Grup 2		1	2
1	octopus2103 (1219)		1 0	1	1
2	chessfred66 (1186)	1 0		1	1

Babak 1014 - Grup 2		1	2
1	octopus2103 (1219)		1 0	1	1
2	chessfred66 (1186)	1 0		1	1

Babak 1015 - Grup 2		1	2
1	octopus2103 (1219)		1 0	1	1
2	chessfred66 (1185)	1 0		1	1

Babak 1016 - Grup 2		1	2
1	octopus2103 (1219)		1 0	1	1
2	chessfred66 (1185)	1 0		1	1

Babak 1017 - Grup 2		1	2
1	octopus2103 (1219)		1 0	1	1
2	chessfred66 (1185)	1 0		1	1

Babak 1018 - Grup 2		1	2
1	octopus2103 (1213)		1 0	1	1
2	chessfred66 (1185)	1 0		1	1

Babak 1019 - Grup 2		1	2
1	octopus2103 (1213)		1 0	1	1
2	chessfred66 (1185)	1 0		1	1

Babak 1020 - Grup 2		1	2
1	octopus2103 (1213)		1 0	1	1
2	chessfred66 (1185)	1 0		1	1

Babak 1021 - Grup 2		1	2
1	octopus2103 (1213)		1 0	1	1
2	chessfred66 (1185)	1 0		1	1

Babak 1022 - Grup 2		1	2
1	octopus2103 (1213)		1 0	1	1
2	chessfred66 (1185)	1 0		1	1

Babak 1023 - Grup 2		1	2
1	octopus2103 (1221)		1 0	1	1
2	chessfred66 (1180)	1 0		1	1

Babak 1024 - Grup 2		1	2
1	octopus2103 (1221)		1 0	1	1
2	chessfred66 (1180)	1 0		1	1

Babak 1025 - Grup 2		1	2
1	octopus2103 (1221)		1 0	1	1
2	chessfred66 (1180)	1 0		1	1

Babak 1026 - Grup 2		1	2
1	octopus2103 (1221)		1 0	1	1
2	chessfred66 (1180)	1 0		1	1

Babak 1027 - Grup 2		1	2
1	octopus2103 (1221)		1 0	1	1
2	chessfred66 (1180)	1 0		1	1

Babak 1028 - Grup 2		1	2
1	octopus2103 (1220)		1 0	1	1
2	chessfred66 (1180)	1 0		1	1

Babak 1029 - Grup 2		1	2
1	octopus2103 (1217)		1 0	1	1
2	chessfred66 (1187)	1 0		1	1

Babak 1030 - Grup 2		1	2
1	octopus2103 (1217)		1 0	1	1
2	chessfred66 (1187)	1 0		1	1

Babak 1031 - Grup 2		1	2
1	octopus2103 (1217)		1 0	1	1
2	chessfred66 (1187)	1 0		1	1

Babak 1032 - Grup 2		1	2
1	octopus2103 (1217)		1 0	1	1
2	chessfred66 (1187)	1 0		1	1

Babak 1033 - Grup 2		1	2
1	octopus2103 (1217)		1 0	1	1
2	chessfred66 (1187)	1 0		1	1

Babak 1034 - Grup 2		1	2
1	octopus2103 (1223)		1 0	1	1
2	chessfred66 (1187)	1 0		1	1

Babak 1035 - Grup 2		1	2
1	octopus2103 (1223)		1 0	1	1
2	chessfred66 (1187)	1 0		1	1

Babak 1036 - Grup 2		1	2
1	octopus2103 (1220)		1 0	1	1
2	chessfred66 (1187)	1 0		1	1

Babak 1037 - Grup 2		1	2
1	octopus2103 (1220)		1 0	1	1
2	chessfred66 (1187)	1 0		1	1

Babak 1038 - Grup 2		1	2
1	octopus2103 (1215)		1 0	1	1
2	chessfred66 (1182)	1 0		1	1

Babak 1039 - Grup 2		1	2
1	octopus2103 (1215)		1 0	1	1
2	chessfred66 (1182)	1 0		1	1

Babak 1040 - Grup 2		1	2
1	octopus2103 (1215)		1 0	1	1
2	chessfred66 (1182)	1 0		1	1

Babak 1041 - Grup 2		1	2
1	octopus2103 (1209)		1 0	1	1
2	chessfred66 (1182)	1 0		1	1

Babak 1042 - Grup 2		1	2
1	octopus2103 (1209)		1 0	1	1
2	chessfred66 (1182)	1 0		1	1

Babak 1043 - Grup 2		1	2
1	octopus2103 (1205)		1 0	1	1
2	chessfred66 (1182)	1 0		1	1

Babak 1044 - Grup 2		1	2
1	octopus2103 (1205)		1 0	1	1
2	chessfred66 (1182)	1 0		1	1

Babak 1045 - Grup 2		1	2
1	octopus2103 (1205)		1 0	1	1
2	chessfred66 (1182)	1 0		1	1

Babak 1046 - Grup 2		1	2
1	octopus2103 (1214)		1 0	1	1
2	chessfred66 (1178)	1 0		1	1

Babak 1047 - Grup 2		1	2
1	octopus2103 (1211)		1 0	1	1
2	chessfred66 (1178)	1 0		1	1

Babak 1048 - Grup 2		1	2
1	octopus2103 (1218)		1 0	1	1
2	chessfred66 (1178)	1 0		1	1

Babak 1049 - Grup 2		1	2
1	octopus2103 (1220)		1 0	1	1
2	chessfred66 (1178)	1 0		1	1

Babak 1050 - Grup 2		1	2
1	octopus2103 (1212)		1 0	1	1
2	chessfred66 (1178)	1 0		1	1

Babak 1051 - Grup 2		1	2
1	octopus2103 (1211)		1 0	1	1
2	chessfred66 (1178)	1 0		1	1

Babak 1052 - Grup 2		1	2
1	octopus2103 (1211)		1 0	1	1
2	chessfred66 (1178)	1 0		1	1

Babak 1053 - Grup 2		1	2
1	octopus2103 (1211)		1 0	1	1
2	chessfred66 (1178)	1 0		1	1

Babak 1054 - Grup 2		1	2
1	octopus2103 (1211)		1 0	1	1
2	chessfred66 (1178)	1 0		1	1

Babak 1055 - Grup 2		1	2
1	octopus2103 (1211)		1 0	1	1
2	chessfred66 (1178)	1 0		1	1

Babak 1056 - Grup 2		1	2
1	octopus2103 (1211)		1 0	1	1
2	chessfred66 (1178)	1 0		1	1

Babak 1057 - Grup 2		1	2
1	octopus2103 (1211)		1 0	1	1
2	chessfred66 (1178)	1 0		1	1

Babak 1058 - Grup 2		1	2
1	octopus2103 (1210)		1 0	1	1
2	chessfred66 (1178)	1 0		1	1

Babak 1059 - Grup 2		1	2
1	octopus2103 (1210)		1 0	1	1
2	chessfred66 (1177)	1 0		1	1

Babak 1060 - Grup 2		1	2
1	octopus2103 (1210)		1 0	1	1
2	chessfred66 (1177)	1 0		1	1

Babak 1061 - Grup 2		1	2
1	octopus2103 (1210)		1 0	1	1
2	chessfred66 (1177)	1 0		1	1

Babak 1062 - Grup 2		1	2
1	octopus2103 (1210)		1 0	1	1
2	chessfred66 (1177)	1 0		1	1

Babak 1063 - Grup 2		1	2
1	octopus2103 (1210)		1 0	1	1
2	chessfred66 (1177)	1 0		1	1

Babak 1064 - Grup 2		1	2
1	octopus2103 (1210)		1 0	1	1
2	chessfred66 (1177)	1 0		1	1

Babak 1065 - Grup 2		1	2
1	octopus2103 (1210)		1 0	1	1
2	chessfred66 (1177)	1 0		1	1

Babak 1066 - Grup 2		1	2
1	octopus2103 (1210)		1 0	1	1
2	chessfred66 (1177)	1 0		1	1

Babak 1067 - Grup 2		1	2
1	octopus2103 (1210)		1 0	1	1
2	chessfred66 (1177)	1 0		1	1

Babak 1068 - Grup 2		1	2
1	octopus2103 (1210)		1 0	1	1
2	chessfred66 (1177)	1 0		1	1

Babak 1069 - Grup 2		1	2
1	octopus2103 (1210)		1 0	1	1
2	chessfred66 (1177)	1 0		1	1

Babak 1070 - Grup 2		1	2
1	octopus2103 (1223)		1 0	1	1
2	chessfred66 (1177)	1 0		1	1

Babak 1071 - Grup 2		1	2
1	octopus2103 (1223)		1 0	1	1
2	chessfred66 (1177)	1 0		1	1

Babak 1072 - Grup 2		1	2
1	octopus2103 (1223)		1 0	1	1
2	chessfred66 (1173)	1 0		1	1

Babak 1073 - Grup 2		1	2
1	octopus2103 (1223)		1 0	1	1
2	chessfred66 (1173)	1 0		1	1

Babak 1074 - Grup 2		1	2
1	octopus2103 (1223)		1 0	1	1
2	chessfred66 (1167)	1 0		1	1

Babak 1075 - Grup 2		1	2
1	octopus2103 (1223)		1 0	1	1
2	chessfred66 (1167)	1 0		1	1

Babak 1076 - Grup 2		1	2
1	octopus2103 (1239)		1 0	1	1
2	chessfred66 (1167)	1 0		1	1

Babak 1077 - Grup 2		1	2
1	octopus2103 (1230)		1 0	1	1
2	chessfred66 (1167)	1 0		1	1

Babak 1078 - Grup 2		1	2
1	octopus2103 (1238)		1 0	1	1
2	chessfred66 (1162)	1 0		1	1

Babak 1079 - Grup 2		1	2
1	octopus2103 (1237)		1 0	1	1
2	chessfred66 (1162)	1 0		1	1

Babak 1080 - Grup 2		1	2
1	octopus2103 (1248)		1 0	1	1
2	chessfred66 (1162)	1 0		1	1

Babak 1081 - Grup 2		1	2
1	octopus2103 (1248)		1 0	1	1
2	chessfred66 (1162)	1 0		1	1

Babak 1082 - Grup 2		1	2
1	octopus2103 (1247)		1 0	1	1
2	chessfred66 (1162)	1 0		1	1

Babak 1083 - Grup 2		1	2
1	octopus2103 (1246)		1 0	1	1
2	chessfred66 (1162)	1 0		1	1

Babak 1084 - Grup 2		1	2
1	octopus2103 (1236)		1 0	1	1
2	chessfred66 (1162)	1 0		1	1

Babak 1085 - Grup 2		1	2
1	octopus2103 (1236)		1 0	1	1
2	chessfred66 (1162)	1 0		1	1

Babak 1086 - Grup 2		1	2
1	octopus2103 (1235)		1 0	1	1
2	chessfred66 (1162)	1 0		1	1

Babak 1087 - Grup 2		1	2
1	octopus2103 (1229)		1 0	1	1
2	chessfred66 (1162)	1 0		1	1

Babak 1088 - Grup 2		1	2
1	octopus2103 (1223)		1 0	1	1
2	chessfred66 (1158)	1 0		1	1

Babak 1089 - Grup 2		1	2
1	octopus2103 (1226)		1 0	1	1
2	chessfred66 (1158)	1 0		1	1

Babak 1090 - Grup 2		1	2
1	octopus2103 (1223)		1 0	1	1
2	chessfred66 (1158)	1 0		1	1

Babak 1091 - Grup 2		1	2
1	octopus2103 (1223)		1 0	1	1
2	chessfred66 (1158)	1 0		1	1

Babak 1092 - Grup 2		1	2
1	octopus2103 (1223)		1 0	1	1
2	chessfred66 (1158)	1 0		1	1

Babak 1093 - Grup 2		1	2
1	octopus2103 (1223)		1 ½	1.5	0.75
2	chessfred66 (1158)	½ 0		0.5	0.75

Babak 1094 - Grup 1		1	2
1	bluiten (1660)		1 0	1	1
2	octopus2103 (1214)	1 0		1	1