Tribal Wars Stats: tr36: Player

Tribalwars Player Profile: Mr.Kaplan (villages)

[8] [all]
NamePointsLocationContinent
[[1000]12,154562|611K65
[[1001]12,164561|608K65
[[1002]12,154563|610K65
[[1003]12,154562|607K65
[[1004]12,154561|609K65
[[1005]12,154560|610K65
[[1006]12,154574|610K65
[[1007]12,154575|609K65
[[1008]12,154575|608K65
[[1009]12,166576|609K65
[[1010]12,154578|605K65
[[1011]12,154578|604K65
[[1012]12,154554|611K65
[[1013]12,154583|603K65
[[1014]12,154563|607K65
[[1015]12,154576|608K65
[[1016]12,154552|601K65
[[1017]12,154498|635K64
[[1018]12,154629|666K66
[[1019]12,154634|681K66
[[1020]12,154630|689K66
[[1021]12,154632|667K66
[[1022]12,154634|683K66
[[1023]12,154630|690K66
[[1024]12,154631|686K66
[[1025]12,154629|686K66
[[1026]12,164629|689K66
[[1027]12,154631|666K66
[[1028]12,154629|667K66
[[1029]12,154629|665K66
[[1030]12,154632|669K66
[[1031]12,154629|687K66
[[1032]12,154635|672K66
[[1033]12,154633|668K66
[[1034]12,154624|661K66
[[1035]12,154627|660K66
[[1036]12,154630|688K66
[[1037]12,154635|668K66
[[1038]12,154630|667K66
[[1039]12,154633|670K66
[[1040]12,154635|667K66
[[1041]12,154629|664K66
[[1042]12,154627|658K66
[[1043]12,154627|665K66
[[1044]12,154628|663K66
[[1045]12,154626|664K66
[[1046]12,154627|666K66
[[1047]12,154629|655K66
[[1048]12,154633|661K66
[[1049]12,154627|664K66
[[1050]12,154626|659K66
[[1051]12,154626|656K66
[[1052]12,154626|655K66
[[1053]12,154626|663K66
[[1054]12,154629|658K66
[[1055]12,154631|659K66
[[1056]12,154628|657K66
[[1057]12,154624|663K66
[[1058]12,154624|662K66
[[1059]12,154626|653K66
[[1060]12,154633|660K66
[[1061]12,154631|658K66
[[1062]12,154630|655K66
[[1063]12,154629|661K66
[[1064]12,154629|657K66
[[1065]12,154622|667K66
[[1066]12,154632|660K66
[[1067]12,154635|670K66
[[1068]12,154621|668K66
[[1069]12,154630|660K66
[[1070]12,154630|651K66
[[1071]12,154630|656K66
[[1072]12,164491|652K64
[[1073]12,164623|669K66
[[1074]12,154437|640K64
[[1075]12,154630|659K66
[[1076]12,164629|650K66
[[1077]12,154629|651K66
[[1078]12,164488|656K64
[[1079]12,154629|649K66
[[1080]12,154628|651K66
[[1081]12,154628|649K66
[[1082]12,154628|652K66
[[1083]12,154627|649K66
[[1084]12,154629|648K66
[[1085]12,154630|649K66
[[1086]12,154628|667K66
[[1087]12,154632|649K66
[[1088]12,154623|667K66
[[1089]12,154620|663K66
[[1090]12,154616|658K66
[[1091]12,154631|647K66
[[1092]12,154635|648K66
[[1093]12,154634|649K66
[[1094]12,154602|656K66
[[1095]12,154623|668K66
[[1096]12,154478|617K64
[[1097]12,154624|669K66
[[1098]12,154615|660K66
[[1099]12,154624|666K66
[[1100]12,154599|659K65
[[1101]12,154544|649K65
[[1102]12,154545|649K65
[[1103]12,154544|647K65
[[1104]12,154546|650K65
[[1105]12,154546|649K65
[[1106]12,154545|650K65
[[1107]12,164543|653K65
[[1108]12,154544|651K65
[[1109]12,154543|651K65
[[1110]12,154546|651K65
[[1111]12,154541|651K65
[[1112]12,154541|650K65
[[1113]12,154528|651K65
[[1114]12,154526|651K65
[[1115]12,154527|650K65
[[1116]12,154581|659K65
[[1117]12,154578|661K65
[[1118]12,154577|659K65
[[1119]12,154578|658K65
[[1120]12,154600|659K66
[[1121]12,154592|660K65
[[1122]12,154600|660K66
[[1123]12,154592|658K65
[[1124]12,154600|661K66
[[1125]12,154522|651K65
[[1126]12,154498|649K64
[[1127]12,154506|647K65
[[1128]12,154498|650K64
[[1129]12,154497|652K64
[[1130]12,154504|648K65
[[1131]12,154503|646K65
[[1132]12,154504|647K65
[[1133]12,154498|648K64
[[1134]12,154505|648K65
[[1135]12,154496|651K64
[[1136]12,154497|653K64
[[1137]12,154491|653K64
[[1138]12,154495|654K64
[[1139]12,154503|638K65
[[1140]12,154490|653K64
[[1141]12,154494|654K64
[[1142]12,154514|630K65
[[1143]12,154495|649K64
[[1144]12,154504|642K65
[[1145]12,154488|652K64
[[1146]12,154595|650K65
[[1147]12,154594|653K65
[[1148]12,154436|621K64
[[1149]12,154442|624K64
[[1150]12,154582|652K65
[[1151]12,154581|642K65
[[1152]12,154441|619K64
[[1153]12,154596|651K65
[[1154]12,154590|642K65
[[1155]12,154620|646K66
[[1156]12,154617|652K66
[[1157]12,154617|632K66
[[1158]12,154604|626K66
[[1159]12,154615|639K66
[[1160]12,154597|632K65
[[1161]12,154605|619K66
[[1162]12,154438|621K64
[[1163]12,154430|600K64
[[1164]12,154604|621K66
[[1165]12,154603|621K66
[[1166]12,154478|620K64
[[1167]12,154446|621K64
[[1168]12,154604|623K66
[[1169]12,154479|621K64
[[1170]12,154476|621K64
[[1171]12,154603|623K66
[[1172]12,154479|623K64
[[1173]12,154480|624K64
[[1174]12,154480|621K64
[[1175]12,154481|624K64
[[1176]12,154481|623K64
[[1177]12,154479|622K64
[[1178]12,154478|622K64
[[1179]12,154478|624K64
[[1180]12,154476|623K64
[[1181]12,154475|628K64
[[1182]12,154475|631K64
[[1183]12,154483|621K64
[[1184]12,154543|647K65
[[1185]12,154486|641K64
[[1186]12,154483|620K64
[[1187]12,154487|641K64
[[1188]12,154486|640K64
[[1189]12,154433|676K64
[[1190]12,154437|678K64
[[1191]12,154470|633K64
[[1192]12,164485|620K64
[[1193]12,154488|642K64
[[1194]12,154462|647K64
[[1195]12,154440|679K64
[[1196]12,154439|678K64
[[1197]12,154433|678K64
[[1198]12,164428|681K64
[[1199]12,154431|679K64
[[1200]12,154427|686K64
[[1201]12,154428|686K64
[[1202]12,154429|694K64
[[1203]12,154436|693K64
[[1204]12,166416|690K64
[[1205]12,154414|694K64
[[1206]12,168424|687K64
[[1207]12,154416|694K64
[[1208]12,154416|695K64
[[1209]12,154415|698K64
[[1210]12,154413|694K64
[[1211]12,154415|696K64
[[1212]12,154415|694K64
[[1213]12,154413|696K64
[[1214]12,168416|697K64
[[1215]12,154416|698K64
[[1216]12,154413|698K64
[[1217]12,166435|693K64
[[1218]12,154439|672K64
[[1219]12,154432|677K64
[[1220]12,154434|677K64
[[1221]12,154357|630K63
[[1222]12,154561|619K65
[[1223]12,154556|621K65
[[1224]12,154470|634K64
[[1225]12,154469|636K64
[[1226]12,154559|620K65
[[1227]12,154558|621K65
[[1228]12,154469|638K64
[[1229]12,154466|635K64
[[1230]12,154435|677K64
[[1231]12,154437|677K64
[[1232]12,154355|633K63
[[1233]12,154498|640K64
[[1234]12,154437|670K64
[[1235]12,154413|700K74
[[1236]12,154415|701K74
[[1237]12,154412|701K74
[[1238]12,154414|701K74
[[1239]12,154414|702K74
[[1240]12,154413|703K74
[[1241]12,154416|704K74
[[1242]12,154412|703K74
[[1243]12,154414|705K74
[[1244]12,154418|703K74
[[1245]12,154411|702K74
[[1246]12,154433|677K64
[[1247]12,154437|692K64
[[1248]12,154420|703K74
[[1249]12,154437|691K64
[[1250]12,154436|691K64
[[1251]12,154434|691K64
[[1252]12,154435|691K64
[[1253]12,154412|702K74
[[1254]12,154435|690K64
[[1255]12,154437|689K64
[[1256]12,164441|691K64
[[1257]12,154434|690K64
[[1258]12,154420|707K74
[[1259]12,154430|693K64
[[1260]12,154427|679K64
[[1261]12,154427|683K64
[[1262]12,154436|690K64
[[1263]12,154429|692K64
[[1264]12,154427|682K64
[[1265]12,154436|688K64
[[1266]12,154422|706K74
[[1267]12,154430|681K64
[[1268]12,154431|692K64
[[1269]12,154429|690K64
[[1270]12,154429|677K64
[[1271]12,154432|682K64
[[1272]12,154432|680K64
[[1273]12,154433|693K64
[[1274]12,154433|694K64
[[1275]12,154428|668K64
[[1276]12,154413|690K64
[[1277]12,154438|686K64
[[1278]12,154436|686K64
[[1279]12,154425|669K64
[[1280]12,154482|652K64
[[1281]12,154486|652K64
[[1282]12,154484|649K64
[[1283]12,154483|651K64
[[1284]12,154486|650K64
[[1285]12,164437|684K64
[[1286]12,154438|687K64
[[1287]12,164509|625K65
[[1288]12,154511|629K65
[[1289]12,154431|691K64
[[1290]12,154509|627K65
[[1291]12,164432|686K64
[[1292]12,154435|687K64
[[1293]12,154437|683K64
[[1294]12,154504|637K65
[[1295]12,154433|686K64
[[1296]12,154437|682K64
[[1297]12,154586|447K45
[[1298]12,154422|691K64
[[1299]12,154424|693K64
[[1300]12,154421|693K64
[[1301]12,154424|694K64
[[1302]12,154421|694K64
[[1303]12,154423|692K64
[[1304]12,154423|695K64
[[1305]12,154421|680K64
[[1306]12,154416|682K64
[[1307]12,154421|686K64
[[1308]12,154419|694K64
[[1309]12,154529|606K65
[[1310]12,154528|608K65
[[1311]12,154528|606K65
[[1312]12,154531|610K65
[[1313]12,154537|608K65
[[1314]12,154529|611K65
[[1315]12,154527|611K65
[[1316]12,154536|612K65
[[1317]12,154527|609K65
[[1318]12,154526|608K65
[[1319]12,164538|618K65
[[1320]12,154508|626K65
[[1321]12,154537|614K65
[[1322]12,154539|619K65
[[1323]12,154510|627K65
[[1324]12,154508|625K65
[[1325]12,154526|650K65
[[1326]12,154530|668K65
[[1327]12,154510|624K65
[[1328]12,154510|626K65
[[1329]12,154523|654K65
[[1330]12,154524|672K65
[[1331]12,154511|622K65
[[1332]12,154532|659K65
[[1333]12,154525|657K65
[[1334]12,164421|586K54
[[1335]12,154438|589K54
[[1336]12,154420|586K54
[[1337]12,154424|587K54
[[1338]12,154436|589K54
[[1339]12,154422|586K54
[[1340]12,154423|587K54
[[1341]12,154419|586K54
[[1342]12,164425|587K54
[[1343]12,154421|587K54
[[1344]12,154423|586K54
[[1345]12,154420|587K54
[[1346]12,154419|587K54
[[1347]12,154419|585K54
[[1348]12,154419|588K54
[[1349]12,154419|589K54
[[1350]12,164422|582K54
[[1351]12,154422|581K54
[[1352]12,154439|601K64
[[1353]12,154441|601K64
[[1354]12,154421|582K54
[[1355]12,154424|582K54
[[1356]12,154441|597K54
[[1357]12,154442|599K54
[[1358]12,164441|600K64
[[1359]12,154442|601K64
[[1360]12,154441|599K54
[[1361]12,154440|601K64
[[1362]12,154429|600K64
[[1363]12,154421|598K54
[[1364]12,154441|598K54
[[1365]12,154426|586K54
[[1366]12,154427|587K54
[[1367]12,154421|590K54
[[1368]12,154424|581K54
[[1369]12,154425|580K54
[[1370]12,154427|583K54
[[1371]12,164429|581K54
[[1372]12,154424|577K54
[[1373]12,154422|577K54
[[1374]12,154539|656K65
[[1375]12,154536|653K65
[[1376]12,154429|580K54
[[1377]12,154429|582K54
[[1378]12,154420|577K54
[[1379]12,154413|591K54
[[1380]12,164416|589K54
[[1381]12,154415|589K54
[[1382]12,154416|591K54
[[1383]12,154412|589K54
[[1384]12,154412|592K54
[[1385]12,154416|588K54
[[1386]12,164416|583K54
[[1387]12,154430|572K54
[[1388]12,154410|587K54
[[1389]12,164489|617K64
[[1390]12,154492|619K64
[[1391]12,154509|620K65
[[1392]12,154415|583K54
[[1393]12,154489|616K64
[[1394]12,164465|699K64
[[1395]12,154345|634K63
[[1396]12,154345|633K63
[[1397]12,154341|638K63
[[1398]12,154342|639K63
[[1399]12,154340|639K63
[[1400]12,164341|639K63
[[1401]12,154483|668K64
[[1402]12,164482|668K64
[[1403]12,154489|610K64
[[1404]12,154490|612K64
[[1405]12,154490|618K64
[[1406]12,164501|617K65
[[1407]12,154502|615K65
[[1408]12,164463|670K64
[[1409]12,154482|687K64
[[1410]12,154462|676K64
[[1411]12,164488|686K64
[[1412]12,154488|682K64
[[1413]12,154489|682K64
[[1414]12,154488|685K64
[[1415]12,154489|681K64
[[1416]12,154485|670K64
[[1417]12,154439|591K54
[[1418]12,154439|598K54
[[1419]12,154485|616K64
[[1420]12,154491|617K64
[[1421]12,154487|618K64
[[1422]12,154443|598K54
[[1423]12,154438|599K54
[[1424]12,154488|619K64
[[1425]12,154431|597K54
[[1426]12,154440|603K64
[[1427]12,154437|601K64
[[1428]12,154438|600K64
[[1429]12,154491|620K64
[[1430]12,154431|601K64
[[1431]12,154490|617K64
[[1432]12,154492|621K64
[[1433]12,154490|669K64
[[1434]12,164479|689K64
[[1435]12,154476|691K64
[[1436]12,154483|670K64
[[1437]12,154487|673K64
[[1438]12,154486|670K64
[[1439]12,154486|671K64
[[1440]12,154457|590K54
[[1441]12,154458|584K54
[[1442]12,154472|596K54
[[1443]12,154460|591K54
[[1444]12,154466|592K54
[[1445]12,154429|571K54
[[1446]12,154457|591K54
[[1447]12,154430|571K54
[[1448]12,154458|589K54
[[1449]12,154496|612K64
[[1450]12,154513|601K65
[[1451]12,154471|604K64
[[1452]12,154465|599K54
[[1453]12,154510|608K65
[[1454]12,154485|608K64
[[1455]12,154474|606K64
[[1456]12,154471|607K64
[[1457]12,154474|607K64
[[1458]12,154455|590K54
[[1459]12,154464|607K64
[[1460]12,154464|604K64
[[1461]12,154465|607K64
[[1462]12,154446|599K54
[[1463]12,154451|602K64
[[1464]12,154446|598K54
[[1465]12,154465|609K64
[[1466]12,154465|612K64
[[1467]12,154468|613K64
[[1468]12,154443|603K64
[[1469]12,154470|614K64
[[1470]12,154447|601K64
[[1471]12,154448|601K64
[[1472]12,154437|598K54
[[1473]12,154460|611K64
[[1474]12,154462|610K64
[[1475]12,154463|611K64
[[1476]12,154466|615K64
[[1477]12,154464|610K64
[[1478]12,154478|618K64
[[1479]12,154465|615K64
[[1480]12,154480|618K64
[[1481]12,154470|613K64
[[1482]12,154463|609K64
[[1483]12,154483|618K64
[[1484]12,154464|616K64
[[1485]12,154460|612K64
[[1486]12,154439|600K64
[[1487]12,154469|613K64
[[1488]12,154471|618K64
[[1489]12,154463|614K64
[[1490]12,154454|602K64
[[1491]12,154481|618K64
[[1492]12,154465|613K64
[[1492]12,154483|617K64
[[1493]12,154459|614K64
[[1494]12,154479|620K64
[[1495]12,154461|616K64
[[1496]12,154467|614K64
[[1497]12,154463|616K64
[[1498]12,154460|617K64
[[1499]12,154424|599K54
[[1500]12,154468|615K64
[[1501]12,154470|692K64
[[1502]12,154471|694K64
[[1503]12,154467|697K64
[[1504]12,154468|697K64
[[1505]12,164469|697K64
[[1506]12,154470|697K64
[[1507]12,154470|698K64
[[1508]12,154464|699K64
[[1509]12,154466|699K64
[[1510]12,154467|702K74
[[1511]12,154468|701K74
[[1512]12,164471|703K74
[[1513]12,154469|705K74
[[1514]12,154464|671K64
[[1515]12,154466|669K64
[[1516]12,154467|691K64
[[1517]12,154443|641K64
[[1518]12,154470|582K54
[[1519]12,154421|559K54
[[1520]12,166529|581K55
[[1521]12,164465|553K54
[[1522]12,154475|570K54
[[1523]12,154526|578K55
[[1524]12,154473|575K54
[[1525]12,154465|552K54
[[1526]12,154464|565K54
[[1527]12,154473|601K64
[[1528]12,154475|576K54
[[1529]12,154479|583K54
[[1530]12,154475|578K54
[[1531]12,154476|574K54
[[1532]12,154528|585K55
[[1533]12,154528|578K55
[[1534]12,154528|583K55
[[1535]12,154534|574K55
[[1536]12,154527|577K55
[[1537]12,154522|577K55
[[1538]12,154533|573K55
[[1539]12,164476|573K54
[[1540]12,154470|577K54
[[1541]12,154525|574K55
[[1542]12,154557|581K55
[[1543]12,154474|603K64
[[1544]12,154462|590K54
[[1545]12,154471|603K64
[[1546]12,164558|581K55
[[1547]12,154587|450K45
[[1548]12,154511|600K65
[[1549]12,154482|598K54
[[1550]12,154475|598K54
[[1551]12,154510|599K55
[001]12,164440|606K64
[002]12,154441|606K64
[003]12,154428|605K64
[004]12,164455|624K64
[005]12,164440|625K64
[006]12,154425|609K64
[007]12,164427|625K64
[008]12,164421|610K64
[009]12,166423|608K64
[010]12,164426|620K64
[011]12,164427|633K64
[012]12,164421|600K64
[013]12,164429|623K64
[014]12,164422|614K64
[015]12,164494|636K64
[016]12,154431|673K64
[017]12,154497|637K64
[018]12,154497|638K64
[019]12,154432|610K64
[020]12,164432|599K54
[021]12,154414|642K64
[022]12,154441|607K64
[023]12,154443|607K64
[024]12,164414|644K64
[025]12,154443|602K64
[026]12,154415|644K64
[027]12,154414|643K64
[028]12,154436|635K64
[029]12,154437|638K64
[030]12,164437|635K64
[031]12,164390|597K53
[032]12,154439|626K64
[033]12,154486|634K64
[034]12,154426|605K64
[035]12,154426|565K54
[036]12,154488|632K64
[037]12,164486|631K64
[038]12,164464|655K64
[039]12,164472|661K64
[040]12,166483|642K64
[041]12,164483|647K64
[042]12,154484|630K64
[043]12,164401|662K64
[044]12,164479|643K64
[045]12,154443|678K64
[046]12,154470|664K64
[047]12,154449|627K64
[048]12,154446|631K64
[049]12,164430|674K64
[050]12,154388|594K53
[051]12,154439|625K64
[052]12,164446|632K64
[053]12,154455|622K64
[054]12,154438|626K64
[055]12,154388|595K53
[056]12,164452|626K64
[057]12,154429|671K64
[058]12,164442|675K64
[059]12,164430|668K64
[060]12,154428|665K64
[061]12,164514|627K65
[062]12,164497|639K64
[063]12,164451|599K54
[064]12,164482|629K64
[065]12,164445|687K64
[066]12,164439|671K64
[067]12,154437|671K64
[068]12,154441|602K64
[069]12,164499|634K64
[070]12,154437|637K64
[071]12,164435|608K64
[072]12,154440|621K64
[073]12,154430|639K64
[074]12,164442|620K64
[075]12,164443|615K64
[076]12,164430|640K64
[077]12,154440|620K64
[078]12,154440|624K64
[079]12,154442|618K64
[080]12,154442|615K64
[081]12,154434|609K64
[082]12,154441|615K64
[083]12,164433|617K64
[084]12,164420|668K64
[085]12,154482|642K64
[086]12,154444|622K64
[087]12,154444|623K64
[088]12,164427|570K54
[089]12,154426|572K54
[090]12,164364|632K63
[091]12,154364|633K63
[092]12,154363|632K63
[093]12,154392|598K53
[094]12,154425|600K64
[095]12,154474|611K64
[096]12,164478|635K64
[097]12,164471|637K64
[098]12,154509|656K65
[099]12,154509|655K65
[100]12,164508|654K65
[101]12,154507|657K65
[102]12,154487|631K64
[103]12,154488|630K64
[104]12,154440|673K64
[105]12,164431|651K64
[106]12,154419|651K64
[107]12,154422|650K64
[108]12,164420|652K64
[109]12,154430|652K64
[110]12,154430|642K64
[111]12,164483|606K64
[112]12,154426|593K54
[113]12,154483|608K64
[114]12,164425|592K54
[115]12,154480|643K64
[116]12,154425|630K64
[117]12,154436|620K64
[118]12,154489|631K64
[119]12,154431|616K64
[120]12,154441|677K64
[121]12,164438|678K64
[122]12,154412|640K64
[123]12,154413|641K64
[124]12,154489|628K64
[125]12,164491|629K64
[126]12,154433|610K64
[127]12,154437|611K64
[128]12,154428|627K64
[129]12,154353|612K63
[130]12,154353|611K63
[131]12,154493|627K64
[132]12,154492|628K64
[133]12,154480|640K64
[134]12,154411|639K64
[135]12,154447|631K64
[136]12,154449|632K64
[137]12,154438|610K64
[138]12,164438|592K54
[139]12,154439|593K54
[140]12,154386|593K53
[141]12,154395|596K53
[142]12,154496|640K64
[143]12,154385|596K53
[144]12,166397|591K53
[145]12,164386|594K53
[146]12,154514|626K65
[147]12,154425|559K54
[148]12,164424|559K54
[149]12,164532|596K55
[150]12,154532|597K55
[151]12,164538|601K65
[152]12,164533|590K55
[153]12,154539|599K55
[154]12,154537|601K65
[155]12,154539|600K65
[156]12,164544|593K55
[157]12,154545|592K55
[158]12,154538|598K55
[159]12,154541|593K55
[160]12,154533|636K65
[161]12,164534|636K65
[162]12,164529|625K65
[163]12,154541|600K65
[164]12,154546|590K55
[165]12,154545|623K65
[166]12,164546|623K65
[167]12,164495|650K64
[168]12,154495|641K64
[169]12,164480|657K64
[170]12,154494|651K64
[171]12,166489|644K64
[172]12,164503|645K65
[173]12,164497|646K64
[174]12,154513|626K65
[175]12,154475|659K64
[176]12,154495|646K64
[177]12,154499|639K64
[178]12,154493|641K64
[179]12,154488|648K64
[180]12,154487|646K64
[181]12,154502|635K65
[182]12,154502|642K65
[183]12,154500|641K65
[184]12,164503|639K65
[185]12,164441|649K64
[186]12,154497|636K64
[187]12,154496|639K64
[188]12,154542|591K55
[189]12,154553|629K65
[190]12,154551|629K65
[191]12,156552|628K65
[192]12,154553|626K65
[193]12,154548|623K65
[194]12,154552|626K65
[195]12,154550|628K65
[196]12,154552|627K65
[197]12,154551|626K65
[198]12,154551|627K65
[199]12,154549|625K65
[200]12,154554|630K65
[201]12,164555|631K65
[202]12,164549|631K65
[203]12,154553|630K65
[204]12,154514|629K65
[205]12,164518|629K65
[206]12,154517|628K65
[207]12,164509|659K65
[208]12,164561|622K65
[209]12,164567|625K65
[210]12,164570|627K65
[211]12,164566|631K65
[212]12,164572|620K65
[213]12,154573|620K65
[214]12,154518|630K65
[215]12,154516|631K65
[216]12,154489|630K64
[217]12,154448|621K64
[218]12,154478|640K64
[219]12,154476|643K64
[220]12,154479|644K64
[221]12,154478|643K64
[222]12,154479|642K64
[223]12,154387|597K53
[224]12,154383|593K53
[225]12,154385|597K53
[226]12,154385|598K53
[227]12,154419|615K64
[228]12,154420|615K64
[229]12,154434|641K64
[230]12,154433|643K64
[231]12,154349|622K63
[232]12,154347|618K63
[233]12,154433|606K64
[234]12,168348|618K63
[235]12,154347|622K63
[236]12,154346|619K63
[237]12,154348|622K63
[238]12,154347|620K63
[239]12,154347|621K63
[240]12,154348|621K63
[241]12,154461|645K64
[242]12,154463|649K64
[243]12,164461|646K64
[244]12,154486|633K64
[245]12,164431|605K64
[246]12,154431|600K64
[247]12,154429|606K64
[248]12,164435|641K64
[249]12,154429|608K64
[250]12,164432|644K64
[251]12,154442|625K64
[252]12,154441|623K64
[253]12,154438|602K64
[254]12,154432|601K64
[255]12,154431|642K64
[256]12,164418|684K64
[257]12,154418|687K64
[258]12,154418|688K64
[259]12,154480|627K64
[260]12,154480|629K64
[261]12,164432|587K54
[262]12,154436|643K64
[263]12,154437|645K64
[264]12,154434|647K64
[265]12,164436|645K64
[266]12,154442|606K64
[267]12,154441|630K64
[268]12,164455|674K64
[269]12,154436|602K64
[270]12,154558|635K65
[271]12,154555|636K65
[272]12,154555|638K65
[273]12,164556|636K65
[274]12,164560|635K65
[275]12,154560|633K65
[276]12,154560|634K65
[277]12,154555|637K65
[278]12,154559|637K65
[279]12,154556|639K65
[280]12,154567|634K65
[281]12,154566|630K65
[282]12,154558|637K65
[283]12,154559|638K65
[284]12,154558|638K65
[285]12,154560|631K65
[286]12,164441|632K64
[287]12,164352|625K63
[288]12,154352|623K63
[289]12,166391|587K53
[290]12,154395|588K53
[291]12,154396|590K53
[292]12,154398|586K53
[293]12,154390|583K53
[294]12,164418|632K64
[295]12,154400|586K54
[296]12,154536|602K65
[297]12,154538|600K65
[298]12,154539|601K65
[299]12,166411|635K64
[300]12,154540|601K65
[301]12,154420|635K64
[302]12,154414|631K64
[303]12,154421|634K64
[304]12,154411|634K64
[305]12,154505|661K65
[306]12,166504|662K65
[307]12,164549|658K65
[308]12,164542|660K65
[309]12,164451|593K54
[310]12,154458|593K54
[311]12,154435|591K54
[312]12,154434|597K54
[313]12,154434|598K54
[314]12,164461|661K64
[315]12,154510|653K65
[316]12,164458|596K54
[317]12,154459|663K64
[318]12,154452|591K54
[319]12,154510|651K65
[320]12,164411|617K64
[321]12,154407|617K64
[322]12,164399|621K63
[323]12,154398|621K63
[324]12,154397|623K63
[325]12,154397|629K63
[326]12,164396|632K63
[327]12,164436|654K64
[328]12,154459|659K64
[329]12,154461|643K64
[330]12,164463|650K64
[331]12,154458|646K64
[332]12,154456|649K64
[333]12,154461|640K64
[334]12,154459|646K64
[335]12,164464|635K64
[336]12,154453|635K64
[337]12,154455|643K64
[338]12,154454|653K64
[339]12,164455|639K64
[340]12,164462|641K64
[341]12,154454|649K64
[342]12,154430|673K64
[343]12,154453|650K64
[344]12,154464|642K64
[345]12,164458|651K64
[346]12,154482|607K64
[347]12,154453|598K54
[348]12,154454|598K54
[349]12,154526|633K65
[350]12,154453|596K54
[351]12,164454|650K64
[352]12,154454|596K54
[353]12,154548|630K65
[354]12,164524|633K65
[355]12,154575|632K65
[356]12,164576|631K65
[357]12,154509|664K65
[358]12,154505|664K65
[359]12,154505|663K65
[360]12,154507|667K65
[361]12,154507|666K65
[362]12,164522|639K65
[363]12,154523|636K65
[364]12,154510|664K65
[365]12,154512|649K65
[366]12,164512|651K65
[367]12,154515|672K65
[368]12,154515|671K65
[369]12,154517|670K65
[370]12,164516|670K65
[371]12,164510|665K65
[372]12,154508|666K65
[373]12,154507|664K65
[374]12,154511|665K65
[375]12,154512|666K65
[376]12,154400|642K64
[377]12,164402|639K64
[378]12,154402|634K64
[379]12,154404|636K64
[380]12,154408|642K64
[381]12,164404|637K64
[382]12,154400|635K64
[383]12,154405|634K64
[384]12,154405|635K64
[385]12,154402|638K64
[386]12,154400|638K64
[387]12,154401|639K64
[388]12,164527|602K65
[389]12,154426|640K64
[390]12,164421|638K64
[391]12,154413|643K64
[392]12,154412|641K64
[393]12,154413|645K64
[394]12,154413|644K64
[395]12,154412|642K64
[396]12,154411|640K64
[397]12,154416|645K64
[398]12,154414|645K64
[399]12,154412|645K64
[400]12,154412|638K64
[401]12,154582|451K45
[402]12,154579|443K45
[403]12,154577|442K45
[404]12,164580|441K45
[405]12,154580|440K45
[406]12,154582|442K45
[407]12,164584|449K45
[408]12,164596|436K45
[409]12,154596|437K45
[410]12,154595|437K45
[411]12,154597|439K45
[412]12,164602|439K46
[413]12,154602|438K46
[414]12,154601|437K46
[415]12,166611|424K46
[416]12,164603|434K46
[417]12,154605|429K46
[418]12,154604|429K46
[419]12,164605|428K46
[420]12,154417|595K54
[421]12,166413|596K54
[422]12,164477|620K64
[423]12,154436|640K64
[424]12,154451|600K64
[425]12,164589|448K45
[426]12,164591|444K45
[427]12,154588|451K45
[428]12,154590|445K45
[429]12,154607|426K46
[430]12,154610|424K46
[431]12,154609|424K46
[432]12,154608|424K46
[433]12,154608|425K46
[434]12,164606|420K46
[435]12,154604|421K46
[436]12,154604|418K46
[437]12,164602|452K46
[438]12,154608|421K46
[439]12,154610|422K46
[440]12,154611|421K46
[441]12,154609|420K46
[442]12,168600|420K46
[443]12,154605|415K46
[444]12,154350|636K63
[445]12,164353|640K63
[446]12,154346|636K63
[447]12,164351|636K63
[448]12,154353|635K63
[449]12,154349|636K63
[450]12,154348|637K63
[451]12,154346|638K63
[452]12,154345|636K63
[453]12,164346|635K63
[454]12,154362|652K63
[455]12,154360|654K63
[456]12,154360|653K63
[457]12,154360|652K63
[458]12,154362|660K63
[459]12,154359|650K63
[460]12,154358|654K63
[461]12,154361|654K63
[462]12,154359|655K63
[463]12,154357|654K63
[464]12,154360|659K63
[465]12,154358|658K63
[466]12,154355|657K63
[467]12,154355|659K63
[468]12,154354|656K63
[469]12,154361|658K63
[470]12,154358|660K63
[471]12,168357|655K63
[472]12,154360|660K63
[473]12,154353|657K63
[474]12,154474|616K64
[475]12,154477|616K64
[476]12,154474|620K64
[477]12,154474|619K64
[478]12,154476|616K64
[479]12,164473|614K64
[480]12,164472|620K64
[481]12,154471|620K64
[482]12,154474|618K64
[483]12,154470|616K64
[484]12,154473|623K64
[485]12,154469|621K64
[486]12,154474|623K64
[487]12,154471|619K64
[488]12,154473|622K64
[489]12,154470|620K64
[490]12,154485|630K64
[491]12,154476|614K64
[492]12,154477|614K64
[493]12,154471|617K64
[494]12,154477|613K64
[495]12,154465|590K54
[496]12,166467|587K54
[497]12,154468|586K54
[498]12,154467|588K54
[499]12,154467|586K54
[500]12,154614|655K66
[501]12,154615|657K66
[502]12,166608|653K66
[503]12,154610|653K66
[504]12,164613|656K66
[505]12,154612|655K66
[506]12,154614|656K66
[507]12,154615|655K66
[508]12,154607|653K66
[509]12,154610|656K66
[510]12,154614|657K66
[511]12,154607|654K66
[512]12,154615|656K66
[513]12,154608|655K66
[514]12,166622|662K66
[515]12,154622|665K66
[516]12,154623|664K66
[517]12,154622|664K66
[518]12,166632|664K66
[519]12,154638|659K66
[520]12,154618|663K66
[521]12,168634|656K66
[522]12,154635|662K66
[523]12,154633|664K66
[524]12,154633|665K66
[525]12,154633|662K66
[526]12,154634|665K66
[527]12,154633|655K66
[528]12,154636|663K66
[529]12,154634|664K66
[530]12,154631|669K66
[531]12,154641|659K66
[532]12,154636|660K66
[533]12,154632|653K66
[534]12,164615|648K66
[535]12,154636|656K66
[536]12,154634|659K66
[537]12,154639|658K66
[538]12,154609|654K66
[539]12,154637|658K66
[540]12,154635|658K66
[541]12,154633|658K66
[542]12,154632|662K66
[543]12,154639|657K66
[544]12,154618|658K66
[545]12,154631|653K66
[546]12,154631|651K66
[547]12,154628|662K66
[548]12,154619|660K66
[549]12,154623|660K66
[550]12,154622|660K66
[551]12,154628|655K66
[552]12,166594|647K65
[553]12,154541|662K65
[554]12,166543|667K65
[555]12,168531|675K65
[556]12,164565|661K65
[557]12,154568|664K65
[558]12,164569|663K65
[559]12,166577|660K65
[560]12,164553|659K65
[561]12,154554|660K65
[562]12,164581|649K65
[563]12,154583|646K65
[564]12,154579|658K65
[565]12,164581|661K65
[566]12,154575|660K65
[567]12,154575|662K65
[568]12,164580|655K65
[569]12,154581|655K65
[570]12,154582|653K65
[571]12,164516|665K65
[572]12,154583|656K65
[573]12,164586|649K65
[574]12,154582|657K65
[575]12,164588|645K65
[576]12,154583|659K65
[577]12,154583|660K65
[578]12,154586|652K65
[579]12,154585|648K65
[580]12,154587|652K65
[581]12,154582|660K65
[582]12,154588|643K65
[583]12,166589|652K65
[584]12,154587|644K65
[585]12,154589|644K65
[586]12,164577|651K65
[587]12,154628|659K66
[588]12,154594|645K65
[589]12,154594|644K65
[590]12,164518|677K65
[591]12,154593|643K65
[592]12,164595|643K65
[593]12,154617|656K66
[594]12,154591|643K65
[595]12,154526|678K65
[596]12,154584|646K65
[597]12,154611|658K66
[598]12,164582|642K65
[599]12,154584|660K65
[600]12,154610|657K66
[601]12,154611|657K66
[602]12,154580|642K65
[603]12,154574|621K65
[604]12,154592|651K65
[605]12,154586|656K65
[606]12,154593|645K65
[607]12,154593|651K65
[608]12,154588|655K65
[609]12,154636|664K66
[610]12,154636|662K66
[611]12,154637|663K66
[612]12,154637|662K66
[613]12,154609|659K66
[614]12,154624|660K66
[615]12,154621|662K66
[616]12,154614|659K66
[617]12,164610|643K66
[618]12,154611|643K66
[619]12,164577|642K65
[620]12,154574|618K65
[621]12,154612|643K66
[622]12,154575|618K65
[623]12,154578|643K65
[624]12,154438|634K64
[625]12,154444|629K64
[626]12,164616|661K66
[627]12,154622|668K66
[628]12,154626|666K66
[629]12,154572|616K65
[630]12,154604|651K66
[631]12,154437|632K64
[632]12,164570|615K65
[633]12,154439|628K64
[634]12,154435|634K64
[635]12,164435|631K64
[636]12,164609|428K46
[637]12,154444|630K64
[638]12,154441|628K64
[639]12,154448|626K64
[640]12,168447|622K64
[641]12,154448|628K64
[642]12,154440|630K64
[643]12,154439|632K64
[644]12,154438|636K64
[645]12,154449|634K64
[646]12,154435|647K64
[647]12,154434|653K64
[648]12,154450|624K64
[649]12,154446|635K64
[650]12,164435|650K64
[651]12,166542|685K65
[652]12,154543|685K65
[653]12,154541|689K65
[654]12,154549|661K65
[655]12,154551|661K65
[656]12,154572|652K65
[657]12,154572|651K65
[658]12,164573|651K65
[659]12,154548|661K65
[660]12,154598|658K65
[661]12,154595|660K65
[662]12,168595|661K65
[663]12,164578|636K65
[664]12,154576|642K65
[665]12,154577|645K65
[666]12,154576|643K65
[667]12,154578|645K65
[668]12,154576|645K65
[669]12,154578|639K65
[670]12,154552|662K65
[671]12,154574|641K65
[672]12,154579|639K65
[673]12,154575|643K65
[674]12,154579|640K65
[675]12,154573|643K65
[676]12,154575|644K65
[677]12,154576|644K65
[678]12,154573|644K65
[679]12,164574|645K65
[680]12,164550|662K65
[681]12,154592|648K65
[682]12,154549|662K65
[683]12,154544|681K65
[684]12,154542|689K65
[685]12,154579|645K65
[686]12,154594|661K65
[687]12,166561|675K65
[688]12,154608|429K46
[689]12,154609|426K46
[690]12,154607|422K46
[691]12,154561|674K65
[692]12,154561|676K65
[693]12,154560|675K65
[694]12,154606|422K46
[695]12,154550|659K65
[696]12,154606|425K46
[697]12,154606|424K46
[698]12,154611|419K46
[699]12,154559|675K65
[700]12,154564|675K65
[701]12,154622|657K66
[702]12,154566|675K65
[703]12,154506|665K65
[704]12,154613|423K46
[705]12,154612|427K46
[706]12,164557|653K65
[707]12,164474|625K64
[708]12,154615|423K46
[709]12,154525|634K65
[710]12,154612|426K46
[711]12,154525|633K65
[712]12,164617|425K46
[713]12,154615|425K46
[714]12,154614|426K46
[715]12,164436|623K64
[716]12,154616|425K46
[717]12,154559|653K65
[718]12,154557|651K65
[719]12,154560|653K65
[720]12,154564|669K65
[721]12,154638|662K66
[722]12,154471|587K54
[723]12,154515|619K65
[724]12,164516|620K65
[725]12,154545|626K65
[726]12,154481|636K64
[727]12,154521|628K65
[728]12,154522|631K65
[729]12,154573|619K65
[730]12,154574|623K65
[731]12,154498|652K64
[732]12,154543|688K65
[733]12,164517|635K65
[734]12,154496|653K64
[735]12,154498|651K64
[736]12,164499|654K64
[737]12,154517|637K65
[738]12,154504|658K65
[739]12,154546|662K65
[740]12,154578|653K65
[741]12,164487|608K64
[742]12,154485|609K64
[743]12,164610|444K46
[744]12,154506|657K65
[745]12,154545|663K65
[746]12,154365|665K63
[747]12,164364|665K63
[748]12,154365|668K63
[749]12,154364|666K63
[750]12,166368|668K63
[751]12,154606|439K46
[752]12,164607|439K46
[753]12,154557|649K65
[754]12,154606|423K46
[755]12,154608|428K46
[756]12,154527|651K65
[757]12,154526|654K65
[758]12,154518|653K65
[759]12,154524|656K65
[760]12,154523|658K65
[761]12,154521|654K65
[762]12,168525|656K65
[763]12,154527|655K65
[764]12,154525|655K65
[765]12,154531|658K65
[766]12,164523|670K65
[767]12,154527|654K65
[768]12,154371|667K63
[769]12,154371|670K63
[770]12,154370|670K63
[771]12,154371|669K63
[772]12,154366|670K63
[773]12,154367|674K63
[774]12,154609|430K46
[775]12,164510|606K65
[776]12,154530|669K65
[777]12,168630|401K46
[778]12,164607|409K46
[779]12,154608|408K46
[780]12,164622|410K46
[781]12,154623|413K46
[782]12,154619|409K46
[783]12,154622|409K46
[784]12,154624|404K46
[785]12,154625|406K46
[786]12,154624|403K46
[787]12,154599|657K65
[788]12,154556|640K65
[789]12,164571|632K65
[790]12,154568|612K65
[791]12,154556|641K65
[792]12,154596|616K65
[793]12,164569|637K65
[794]12,154554|639K65
[795]12,164558|643K65
[796]12,154571|637K65
[797]12,154570|637K65
[798]12,154569|614K65
[799]12,154572|636K65
[800]12,154576|627K65
[801]12,164577|627K65
[802]12,154571|636K65
[803]12,154569|613K65
[804]12,154555|645K65
[805]12,154573|637K65
[806]12,164554|648K65
[807]12,154569|632K65
[808]12,154569|630K65
[809]12,154552|646K65
[810]12,154600|617K66
[811]12,164597|616K65
[812]12,154597|617K65
[813]12,154579|646K65
[814]12,154546|647K65
[815]12,154597|614K65
[816]12,166545|646K65
[817]12,154547|647K65
[818]12,154541|643K65
[819]12,154543|646K65
[820]12,154600|656K66
[821]12,154542|648K65
[822]12,154543|648K65
[823]12,154629|402K46
[824]12,154607|434K46
[825]12,154579|661K65
[826]12,154533|608K65
[827]12,154580|663K65
[828]12,154578|664K65
[829]12,154577|664K65
[830]12,154529|608K65
[831]12,154640|659K66
[832]12,154530|608K65
[833]12,166531|608K65
[834]12,154532|608K65
[835]12,154581|664K65
[836]12,154578|662K65
[837]12,154580|664K65
[838]12,154579|664K65
[839]12,154574|630K65
[840]12,154558|677K65
[841]12,154582|664K65
[842]12,154558|679K65
[843]12,154557|679K65
[844]12,154592|677K65
[845]12,154591|680K65
[846]12,154590|679K65
[847]12,154589|681K65
[848]12,154589|678K65
[849]12,154590|681K65
[850]12,154588|679K65
[851]12,154588|680K65
[852]12,154592|678K65
[853]12,168590|680K65
[854]12,154593|679K65
[855]12,154592|679K65
[856]12,154592|681K65
[857]12,154593|681K65
[858]12,154585|678K65
[859]12,154586|680K65
[860]12,154585|680K65
[861]12,154586|679K65
[862]12,154594|678K65
[863]12,154593|676K65
[864]12,154589|680K65
[865]12,154593|680K65
[866]12,154593|677K65
[867]12,154594|675K65
[868]12,154592|682K65
[869]12,154590|686K65
[870]12,154590|685K65
[871]12,154590|687K65
[872]12,154589|686K65
[873]12,154589|688K65
[874]12,154589|687K65
[875]12,154593|675K65
[876]12,154586|681K65
[877]12,166589|690K65
[878]12,154586|684K65
[879]12,154587|686K65
[880]12,154596|677K65
[881]12,154590|690K65
[882]12,154588|690K65
[883]12,154597|676K65
[884]12,168597|677K65
[885]12,154597|678K65
[886]12,154598|677K65
[887]12,154598|678K65
[888]12,154595|680K65
[889]12,154596|675K65
[890]12,154599|678K65
[891]12,154594|673K65
[892]12,154592|673K65
[893]12,154594|672K65
[894]12,154599|680K65
[895]12,154596|681K65
[896]12,154595|672K65
[897]12,154594|671K65
[898]12,154597|680K65
[899]12,154596|682K65
[900]12,154597|681K65
[901]12,154591|675K65
[902]12,154599|682K65
[903]12,154589|692K65
[904]12,154589|673K65
[905]12,164589|671K65
[906]12,164583|681K65
[907]12,154589|693K65
[908]12,154588|673K65
[909]12,154593|685K65
[910]12,154586|693K65
[911]12,154587|693K65
[912]12,154582|679K65
[913]12,154582|680K65
[914]12,154586|690K65
[915]12,154582|681K65
[916]12,154595|684K65
[917]12,154590|695K65
[918]12,154595|696K65
[919]12,154585|698K65
[920]12,154598|690K65
[921]12,154596|688K65
[922]12,154597|687K65
[923]12,168582|690K65
[924]12,154586|694K65
[925]12,166599|691K65
[926]12,154583|690K65
[927]12,154586|691K65
[928]12,154592|698K65
[929]12,168591|699K65
[930]12,154600|691K66
[931]12,154595|697K65
[932]12,154591|700K75
[933]12,154590|700K75
[934]12,154592|702K75
[935]12,154589|700K75
[936]12,154598|692K65
[937]12,154592|699K65
[938]12,154590|699K65
[939]12,154597|692K65
[940]12,154581|692K65
[941]12,164582|700K75
[942]12,154582|694K65
[943]12,154578|692K65
[944]12,154580|694K65
[945]12,154580|695K65
[946]12,154580|696K65
[947]12,168636|673K66
[948]12,154636|674K66
[949]12,154558|680K65
[950]12,154599|699K65
[951]12,164632|682K66
[952]12,154640|678K66
[953]12,166628|692K66
[954]12,154598|699K65
[955]12,154600|700K76
[956]12,154599|698K65
[957]12,154636|675K66
[958]12,154635|674K66
[959]12,154635|675K66
[960]12,154631|682K66
[961]12,154634|674K66
[962]12,154637|672K66
[963]12,154636|677K66
[964]12,154633|674K66
[965]12,154632|681K66
[966]12,154632|683K66
[967]12,154638|661K66
[968]12,154638|676K66
[969]12,154637|677K66
[970]12,154635|676K66
[971]12,154634|672K66
[972]12,154633|672K66
[973]12,154639|678K66
[974]12,154634|678K66
[975]12,154640|675K66
[976]12,154639|677K66
[977]12,154634|679K66
[978]12,154632|679K66
[979]12,154632|678K66
[980]12,154637|664K66
[981]12,154631|678K66
[982]12,154638|670K66
[983]12,164638|665K66
[984]12,164629|679K66
[985]12,154631|672K66
[986]12,154566|662K65
[987]12,154637|669K66
[988]12,154639|665K66
[989]12,154634|668K66
[990]12,154637|668K66
[991]12,154634|669K66
[992]12,154639|666K66
[993]12,154640|665K66
[994]12,154638|668K66
[995]12,154639|668K66
[996]12,154636|668K66
[997]12,154634|667K66
[998]12,154573|614K65
[999]12,154563|608K65
Barbar köyü12,154436|604K64
Barbar köyü12,154487|623K64
Barbar köyü12,154467|616K64
Barbar köyü12,154463|617K64
Barbar köyü12,154467|617K64
Barbar köyü12,154485|624K64
Barbar köyü12,154466|617K64
Barbar köyü12,154458|619K64
Barbar köyü12,154445|614K64
Barbar köyü12,154445|613K64
Barbar köyü12,154424|601K64
Barbar köyü12,154488|623K64
Barbar köyü12,154425|599K54
Barbar köyü12,154448|615K64
Barbar köyü12,154464|621K64
Barbar köyü12,154485|626K64
Barbar köyü12,154449|618K64
Barbar köyü12,154458|620K64
Barbar köyü12,154465|620K64
Barbar köyü12,154446|616K64
Barbar köyü12,154482|628K64
Barbar köyü12,154447|613K64
Barbar köyü12,154463|618K64
Barbar köyü12,154454|619K64
Barbar köyü12,154450|617K64
Barbar köyü12,154487|626K64
Barbar köyü12,154474|622K64
Barbar köyü12,154488|625K64
Barbar köyü12,154447|618K64
Barbar köyü12,154394|577K53
Barbar köyü12,154465|622K64
Barbar köyü12,154459|624K64
Barbar köyü12,154395|575K53
Barbar köyü12,154450|620K64
Barbar köyü12,154479|628K64
Barbar köyü12,154470|628K64
Barbar köyü12,154446|618K64
Barbar köyü12,154509|630K65
Barbar köyü12,154450|618K64
Barbar köyü12,154394|578K53
Barbar köyü12,154449|619K64
Barbar köyü12,154446|619K64
Barbar köyü12,154466|628K64
Barbar köyü12,154450|619K64
Barbar köyü12,154457|625K64
Barbar köyü12,154448|616K64
Barbar köyü12,154460|622K64
Barbar köyü12,154435|611K64
Barbar köyü12,154396|582K53
Barbar köyü12,154458|627K64
Barbar köyü12,154448|620K64
Barbar köyü12,154424|607K64
Barbar köyü12,154468|628K64
Barbar köyü12,154431|615K64
Barbar köyü12,154421|605K64
Barbar köyü12,154466|629K64
Barbar köyü12,154467|628K64
Barbar köyü12,154462|587K54
Barbar köyü12,154394|579K53
Barbar köyü12,154457|626K64
Barbar köyü12,154458|626K64
Barbar köyü12,154396|584K53
Barbar köyü12,154426|607K64
Barbar köyü12,154445|619K64
Barbar köyü12,154469|629K64
Barbar köyü12,154532|632K65
Barbar köyü12,154418|605K64
Barbar köyü12,154470|629K64
Barbar köyü12,154465|628K64
Barbar köyü12,154532|631K65
Barbar köyü12,154391|579K53
Barbar köyü12,154469|630K64
Barbar köyü12,154390|579K53
Barbar köyü12,154390|581K53
Barbar köyü12,154471|628K64
Barbar köyü12,154465|631K64
Barbar köyü12,154388|579K53
Barbar köyü12,154492|638K64
Barbar köyü12,154501|638K65
Barbar köyü12,154458|625K64
Barbar köyü12,154472|628K64
Barbar köyü12,154419|697K64
Barbar köyü12,154415|691K64
Barbar köyü12,154440|700K74
Barbar köyü12,154445|704K74
Barbar köyü12,154444|700K74
Barbar köyü12,154449|701K74
Barbar köyü12,154416|691K64
Barbar köyü12,154418|635K64
Barbar köyü12,154549|649K65
Barbar köyü12,154419|699K64
Barbar köyü12,154441|700K74
Barbar köyü12,154553|638K65
Barbar köyü12,154418|702K74
Barbar köyü12,154428|698K64
Barbar köyü12,154618|654K66
Barbar köyü12,154414|688K64
Barbar köyü12,154441|703K74
Barbar köyü12,154444|703K74
Barbar köyü12,154450|712K74
Barbar köyü12,154447|706K74
Barbar köyü12,154441|702K74
Barbar köyü12,154446|706K74
Barbar köyü12,154441|701K74
Barbar köyü12,154425|697K64
Barbar köyü12,154426|700K74
Barbar köyü12,154420|694K64
Barbar köyü12,154425|699K64
Barbar köyü12,154452|710K74
Barbar köyü12,154410|695K64
Barbar köyü12,154452|711K74
Barbar köyü12,154410|698K64
Barbar köyü12,154417|702K74
Barbar köyü12,154412|699K64
Barbar köyü12,154407|632K64
Barbar köyü12,154411|698K64
Barbar köyü12,154593|700K75
Barbar köyü12,154417|703K74
Barbar köyü12,154450|731K74
Barbar köyü12,154444|732K74
Barbar köyü12,154450|730K74
Barbar köyü12,154449|730K74
Barbar köyü12,154444|730K74
Barbar köyü12,154429|668K64
Barbar köyü12,075422|665K64
Barbar köyü12,154623|649K66
Barbar köyü12,154621|653K66
Barbar köyü12,154600|673K66
Barbar köyü12,154427|681K64
Barbar köyü12,154596|674K65
Barbar köyü12,154625|655K66
Barbar köyü11,922601|672K66
Barbar köyü12,154630|650K66
Barbar köyü12,154622|650K66
Barbar köyü12,154621|654K66
Barbar köyü12,154597|674K65
Barbar köyü12,154430|692K64
Barbar köyü12,154625|652K66
Barbar köyü12,154625|653K66
Barbar köyü12,154434|648K64
Barbar köyü12,164448|700K74
Barbar köyü12,111426|666K64
Barbar köyü11,899602|674K66
Barbar köyü12,154421|691K64
Barbar köyü12,154427|678K64
Barbar köyü12,154420|691K64
Barbar köyü12,154427|687K64
Barbar köyü12,154447|703K74
Barbar köyü12,154428|697K64
Barbar köyü12,154424|695K64
Barbar köyü12,154427|696K64
Barbar köyü12,154442|699K64
Barbar köyü12,154599|675K65
Barbar köyü12,154444|702K74
Barbar köyü12,154422|687K64
Barbar köyü12,154414|689K64
Barbar köyü12,164443|701K74
Barbar köyü12,154447|705K74
Barbar köyü12,154549|655K65
Barbar köyü12,154419|693K64
Barbar köyü12,154445|705K74
Barbar köyü12,154417|691K64
Barbar köyü12,154425|690K64
Barbar köyü12,154411|694K64
Barbar köyü12,154419|692K64
Barbar köyü12,154561|635K65
Barbar köyü12,154442|641K64
Barbar köyü12,154551|646K65
Barbar köyü12,154548|639K65
Barbar köyü12,154563|634K65
Barbar köyü12,154550|646K65
Barbar köyü12,154440|644K64
Barbar köyü12,154501|650K65
Barbar köyü12,154550|641K65
Barbar köyü12,154530|650K65
Barbar köyü12,154440|637K64
Barbar köyü12,154492|652K64
Barbar köyü12,154549|651K65
Barbar köyü12,154551|641K65
Barbar köyü12,154553|641K65
Barbar köyü12,154555|643K65
Barbar köyü12,154489|655K64
Barbar köyü12,154503|656K65
Barbar köyü12,154432|639K64
Barbar köyü12,154555|646K65
Barbar köyü12,154496|659K64
Barbar köyü12,154503|655K65
Barbar köyü12,154556|648K65
Barbar köyü12,154554|643K65
Barbar köyü12,154498|655K64
Barbar köyü12,154549|652K65
Barbar köyü12,154445|617K64
Barbar köyü12,154558|650K65
Barbar köyü12,154490|655K64
Barbar köyü12,154487|661K64
Barbar köyü12,154532|653K65
Barbar köyü12,154556|647K65
Barbar köyü12,154554|647K65
Barbar köyü12,154493|656K64
Barbar köyü12,154490|656K64
Barbar köyü12,154489|656K64
Barbar köyü12,154489|659K64
Barbar köyü12,154420|636K64
Barbar köyü12,154486|661K64
Barbar köyü12,154482|659K64
Barbar köyü12,154488|658K64
Barbar köyü12,154405|632K64
Barbar köyü12,154504|660K65
Barbar köyü12,154407|633K64
Barbar köyü12,154551|653K65
Barbar köyü12,154480|660K64
Barbar köyü12,154544|656K65
Barbar köyü12,154433|648K64
Barbar köyü12,154558|651K65
Barbar köyü12,154486|659K64
Barbar köyü12,154485|659K64
Barbar köyü12,154415|645K64
Barbar köyü12,154495|660K64
Barbar köyü12,154559|648K65
Barbar köyü12,154551|651K65
Barbar köyü12,154547|656K65
Barbar köyü12,154479|660K64
Barbar köyü12,154552|656K65
Barbar köyü12,154581|640K65
Barbar köyü12,154415|640K64
Barbar köyü12,154497|660K64
Barbar köyü12,154404|632K64
Barbar köyü12,154559|654K65
Barbar köyü12,154435|651K64
Barbar köyü12,154560|651K65
Barbar köyü12,154488|664K64
Barbar köyü12,154557|652K65
Barbar köyü12,154553|656K65
Barbar köyü12,154523|666K65
Barbar köyü12,154559|650K65
Barbar köyü12,154552|657K65
Barbar köyü12,154560|650K65
Barbar köyü11,927567|654K65
Barbar köyü12,154436|649K64
Barbar köyü12,154521|667K65
Barbar köyü12,154543|657K65
Barbar köyü12,154573|653K65
Barbar köyü12,154489|667K64
Barbar köyü12,154479|664K64
Barbar köyü12,154548|658K65
Barbar köyü12,154490|657K64
Barbar köyü12,154520|669K65
Barbar köyü12,154573|655K65
Barbar köyü12,154398|634K63
Barbar köyü12,164430|659K64
Barbar köyü11,927567|658K65
Barbar köyü12,154517|668K65
Barbar köyü12,154403|641K64
Barbar köyü12,154477|666K64
Barbar köyü12,154563|661K65
Barbar köyü12,154571|659K65
Barbar köyü12,154575|653K65
Barbar köyü12,154575|658K65
Barbar köyü12,154520|668K65
Barbar köyü12,154578|655K65
Barbar köyü12,154483|673K64
Barbar köyü12,154578|652K65
Barbar köyü12,154404|639K64
Barbar köyü12,154566|663K65
Barbar köyü12,154398|637K63
Barbar köyü12,154481|674K64
Barbar köyü12,154567|664K65
Barbar köyü12,154428|660K64
Barbar köyü12,154414|649K64
Barbar köyü12,154522|668K65
Barbar köyü12,154565|662K65
Barbar köyü12,075431|661K64
Barbar köyü12,154567|665K65
Barbar köyü12,154573|658K65
Barbar köyü12,154519|669K65
Barbar köyü12,154465|596K54
Barbar köyü12,154428|664K64
Barbar köyü12,154480|677K64
Barbar köyü11,674431|658K64
Barbar köyü12,154429|628K64
Barbar köyü12,154569|666K65
Barbar köyü12,154481|675K64
Barbar köyü12,154426|663K64
Barbar köyü12,154570|668K65
Barbar köyü12,154548|636K65
Barbar köyü12,154568|670K65
Barbar köyü12,154550|634K65
Barbar köyü12,154425|667K64
Barbar köyü12,154572|666K65
Barbar köyü12,075425|661K64
Barbar köyü12,154571|668K65
Barbar köyü12,154570|667K65
Barbar köyü12,164566|668K65
Barbar köyü12,075424|665K64
Barbar köyü12,154465|617K64
Barbar köyü12,154570|671K65
Barbar köyü12,154593|663K65
Barbar köyü12,154424|666K64
Barbar köyü12,154488|689K64
Barbar köyü12,154486|689K64
Barbar köyü12,154428|674K64
Barbar köyü12,154428|680K64
Barbar köyü12,154428|675K64
Barbar köyü12,154620|649K66
Barbar köyü12,154486|688K64
Barbar köyü12,154428|676K64
Barbar köyü12,154429|676K64
Barbar köyü12,154625|650K66
Barbar köyü12,154452|628K64
Barbar köyü12,154548|626K65
Barbar köyü12,154420|610K64
Barbar köyü12,154466|632K64
Barbar köyü12,154421|607K64
Barbar köyü12,154433|616K64
Barbar köyü12,075495|636K64
Barbar köyü12,154469|632K64
Barbar köyü12,154531|633K65
Barbar köyü12,154447|630K64
Barbar köyü12,154387|581K53
Barbar köyü12,154420|614K64
Barbar köyü12,154466|627K64
Barbar köyü12,154562|621K65
Barbar köyü12,154547|638K65
Barbar köyü12,154525|638K65
Barbar köyü12,154450|630K64
Barbar köyü12,154417|614K64
Barbar köyü12,154546|630K65
Barbar köyü12,154450|631K64
Barbar köyü12,154531|634K65
Barbar köyü12,154560|629K65
Barbar köyü12,154558|630K65
Barbar köyü12,154545|631K65
Barbar köyü12,154449|631K64
Barbar köyü12,154495|644K64
Barbar köyü12,154559|627K65
Barbar köyü12,154391|593K53
Barbar köyü12,154506|641K65
Barbar köyü12,154416|611K64
Barbar köyü12,154493|640K64
Barbar köyü12,154397|594K53
Barbar köyü12,154558|629K65
Barbar köyü12,154507|640K65
Barbar köyü12,154415|612K64
Barbar köyü12,154526|639K65
Barbar köyü12,154414|615K64
Barbar köyü12,154415|615K64
Barbar köyü12,154496|642K64
Barbar köyü12,154396|595K53
Barbar köyü12,154558|628K65
Barbar köyü12,154557|630K65
Barbar köyü12,154548|633K65
Barbar köyü12,154436|631K64
Barbar köyü12,154429|625K64
Barbar köyü12,154432|625K64
Barbar köyü12,154466|616K64
Barbar köyü12,154551|638K65
Barbar köyü12,154548|640K65
Barbar köyü12,154501|645K65
Barbar köyü12,154500|643K65
Barbar köyü12,154527|639K65
Barbar köyü12,154550|635K65
Barbar köyü12,154492|644K64
Barbar köyü12,154547|639K65
Barbar köyü12,154391|592K53
Barbar köyü12,154494|645K64
Barbar köyü12,154548|635K65
Barbar köyü12,154490|646K64
Barbar köyü12,164565|635K65
Barbar köyü12,154489|649K64
Barbar köyü12,154564|634K65
Barbar köyü12,154551|635K65
Barbar köyü12,154442|636K64
Barbar köyü12,154501|646K65
Barbar köyü12,154550|636K65
Barbar köyü12,154492|647K64
Barbar köyü12,154439|637K64
Barbar köyü12,154495|648K64
Barbar köyü12,154429|631K64
Barbar köyü12,154502|649K65
Barbar köyü12,154549|638K65
Barbar köyü12,154489|648K64
Barbar köyü12,154564|637K65
Barbar köyü12,154434|636K64
Barbar köyü12,154565|636K65
Barbar köyü12,154440|639K64
Barbar köyü12,154548|641K65
Barbar köyü12,154431|632K64
Barbar köyü12,154387|596K53
Barbar köyü12,154552|638K65
Barbar köyü12,154563|635K65
Barbar köyü12,154430|634K64
Barbar köyü12,154493|649K64
Barbar köyü12,154564|635K65
Barbar köyü12,154562|634K65
Barbar köyü11,922436|573K54
Barbar köyü9,880528|575K55
Barbar köyü11,337438|573K54
Barbar köyü12,154619|649K66
Barbar köyü11,927527|608K65
Barbar köyü12,154622|649K66
Barbar köyü12,154480|620K64
CESET214520|566K55
MR.KAPLAN12,154478|599K54
MR.KAPLAN12,154511|599K55
MR.KAPLAN12,154474|601K64
MR.KAPLAN12,154468|598K54
MR.KAPLAN12,154498|603K64
MR.KAPLAN12,154525|599K55
MR.KAPLAN12,154558|585K55
MR.KAPLAN12,154477|599K54
MR.KAPLAN12,154588|447K45
MR.KAPLAN12,164512|602K65
MR.KAPLAN12,154479|603K64
MR.KAPLAN12,154558|584K55
MR.KAPLAN12,154469|609K64
MR.KAPLAN12,164474|599K54
MR.KAPLAN12,154470|601K64
MR.KAPLAN12,154478|605K64
MR.KAPLAN12,154473|605K64
MR.KAPLAN12,154476|609K64
MR.KAPLAN12,154469|601K64
MR.KAPLAN12,154466|604K64
MR.KAPLAN12,154473|606K64
MR.KAPLAN12,154477|606K64
MR.KAPLAN12,154465|603K64
MR.KAPLAN12,154480|605K64
MR.KAPLAN12,154470|607K64
MR.KAPLAN12,154494|611K64
MR.KAPLAN12,154495|612K64
MR.KAPLAN12,154475|610K64
MR.KAPLAN12,154535|606K65
MR.KAPLAN12,154473|598K54
MR.KAPLAN12,154469|608K64
MR.KAPLAN12,164463|607K64
MR.KAPLAN12,154476|611K64
MR.KAPLAN12,154474|609K64
MR.KAPLAN12,154467|609K64
MR.KAPLAN12,154477|603K64
MR.KAPLAN12,154462|614K64
MR.KAPLAN12,154472|612K64
MR.KAPLAN12,154477|610K64
MR.KAPLAN12,154473|609K64
MR.KAPLAN12,154477|611K64
MR.KAPLAN12,154473|612K64
MR.KAPLAN12,154494|614K64
MR.KAPLAN12,154460|609K64
MR.KAPLAN12,154463|606K64
MR.KAPLAN12,154476|613K64
MR.KAPLAN12,154473|610K64
MR.KAPLAN12,154496|617K64
MR.KAPLAN12,154478|602K64
MR.KAPLAN12,154493|616K64
MR.KAPLAN12,154477|617K64
MR.KAPLAN12,154461|614K64
MR.KAPLAN12,154635|650K66
MR.KAPLAN12,154477|619K64
MR.KAPLAN12,164476|610K64
MR.KAPLAN12,154461|613K64
MR.KAPLAN12,154487|619K64
MR.KAPLAN12,154494|620K64
MR.KAPLAN12,154471|614K64
MR.KAPLAN12,154488|620K64
MR.KAPLAN12,154465|614K64
MR.KAPLAN12,154471|613K64
MR.KAPLAN12,154523|669K65
MR.KAPLAN12,154586|642K65
MR.KAPLAN12,154575|655K65
MR.KAPLAN12,154571|654K65
MR.KAPLAN12,154478|673K64
MR.KAPLAN12,154575|656K65
MR.KAPLAN12,154477|673K64
MR.KAPLAN12,154576|656K65
MR.KAPLAN12,154522|671K65
MR.KAPLAN12,154502|679K65
MR.KAPLAN12,154478|674K64
MR.KAPLAN12,154604|652K66
MR.KAPLAN12,154357|620K63
MR.KAPLAN12,154601|653K66
MR.KAPLAN12,154603|649K66
MR.KAPLAN12,154604|654K66
MR.KAPLAN12,154605|653K66
MR.KAPLAN12,154601|655K66
MR.KAPLAN12,154606|651K66
MR.KAPLAN12,154456|686K64
MR.KAPLAN12,154605|652K66
MR.KAPLAN12,154416|616K64
MR.KAPLAN12,154540|688K65
MR.KAPLAN12,154539|688K65
MR.KAPLAN12,154575|633K65
MR.KAPLAN12,154548|638K65
MR.KAPLAN12,164584|628K65
MR.KAPLAN12,154656|490K46
MR.KAPLAN12,154408|625K64
MR.KAPLAN12,154653|494K46
MR.KAPLAN12,154657|489K46
MR.KAPLAN12,154413|625K64
MR.KAPLAN12,154657|488K46
MR.KAPLAN12,164659|490K46
MR.KAPLAN12,154407|627K64
MR.KAPLAN12,154587|625K65
MR.KAPLAN12,154658|495K46
MR.KAPLAN12,164660|494K46
MR.KAPLAN12,154660|487K46
MR.KAPLAN12,154406|627K64
MR.KAPLAN12,154655|494K46
MR.KAPLAN12,154659|494K46
MR.KAPLAN12,154660|490K46
MR.KAPLAN12,154660|493K46
MR.KAPLAN12,154661|490K46
MR.KAPLAN12,154585|642K65
MR.KAPLAN12,154446|699K64
MR.KAPLAN12,154461|620K64
MR.KAPLAN12,154664|493K46
MR.KAPLAN12,164454|691K64
MR.KAPLAN12,154451|723K74
MR.KAPLAN12,154447|720K74
MR.KAPLAN12,154656|491K46
MR.KAPLAN12,154451|725K74
MR.KAPLAN12,154454|723K74
MR.KAPLAN12,154448|726K74
MR.KAPLAN12,154448|720K74
MR.KAPLAN12,154448|724K74
MR.KAPLAN12,154451|726K74
MR.KAPLAN12,154451|727K74
MR.KAPLAN12,168449|726K74
MR.KAPLAN12,154447|728K74
MR.KAPLAN12,154448|727K74
MR.KAPLAN12,164661|688K66
MR.KAPLAN12,154660|689K66
MR.KAPLAN12,154662|687K66
MR.KAPLAN12,154487|621K64
MR.KAPLAN12,164464|613K64
MR.KAPLAN12,154471|616K64
MR.KAPLAN12,154459|611K64
MR.KAPLAN12,154489|619K64
MR.KAPLAN12,154520|618K65
MR.KAPLAN12,154460|619K64
MR.KAPLAN12,154461|622K64
MR.KAPLAN12,154478|626K64
MR.KAPLAN12,154516|604K65
MR.KAPLAN12,154476|629K64
MR.KAPLAN12,154473|630K64
MR.KAPLAN12,154476|628K64
MR.KAPLAN12,154474|631K64
MR.KAPLAN12,154478|628K64
MR.KAPLAN12,154472|629K64
MR.KAPLAN12,154479|627K64
MR.KAPLAN12,154477|629K64
MR.KAPLAN12,154462|625K64
MR.KAPLAN12,154515|632K65
MR.KAPLAN12,154512|632K65
MR.KAPLAN12,154513|634K65
MR.KAPLAN12,154462|628K64
MR.KAPLAN12,154474|634K64
MR.KAPLAN12,154472|632K64
MR.KAPLAN12,154522|637K65
MR.KAPLAN12,154509|638K65
MR.KAPLAN12,154480|637K64
MR.KAPLAN12,154481|633K64
MR.KAPLAN12,156456|631K64
MR.KAPLAN12,154463|629K64
MR.KAPLAN12,154545|627K65
MR.KAPLAN12,154479|635K64
MR.KAPLAN12,154459|631K64
MR.KAPLAN12,154529|638K65
MR.KAPLAN12,154523|638K65
MR.KAPLAN12,154519|636K65
MR.KAPLAN12,154527|637K65
MR.KAPLAN12,154475|639K64
MR.KAPLAN12,154542|632K65
MR.KAPLAN12,154473|634K64
MR.KAPLAN12,154456|632K64
MR.KAPLAN12,154510|638K65
MR.KAPLAN12,154523|640K65
MR.KAPLAN12,154416|615K64
MR.KAPLAN12,154525|636K65
MR.KAPLAN12,154507|643K65
MR.KAPLAN12,154524|641K65
MR.KAPLAN12,154524|635K65
MR.KAPLAN12,154504|643K65
MR.KAPLAN12,154520|644K65
MR.KAPLAN12,154518|641K65
MR.KAPLAN12,154480|636K64
MR.KAPLAN12,154414|616K64
MR.KAPLAN12,154524|636K65
MR.KAPLAN12,164530|638K65
MR.KAPLAN12,154546|635K65
MR.KAPLAN12,154477|638K64
MR.KAPLAN12,154479|641K64
MR.KAPLAN12,154524|642K65
MR.KAPLAN12,154543|633K65
MR.KAPLAN12,154464|638K64
MR.KAPLAN12,154463|641K64
MR.KAPLAN12,164549|636K65
MR.KAPLAN12,154480|642K64
MR.KAPLAN12,154522|643K65
MR.KAPLAN12,154508|642K65
MR.KAPLAN12,154521|645K65
MR.KAPLAN12,154465|640K64
MR.KAPLAN12,154404|606K64
MR.KAPLAN12,154530|584K55
MR.KAPLAN12,154521|642K65
MR.KAPLAN12,154522|642K65
MR.KAPLAN12,154521|644K65
MR.KAPLAN12,154502|648K65
MR.KAPLAN12,154456|684K64
MR.KAPLAN12,154446|694K64
MR.KAPLAN12,154464|695K64
MR.KAPLAN12,154458|688K64
MR.KAPLAN12,154460|690K64
MR.KAPLAN12,154443|694K64
MR.KAPLAN12,154458|695K64
MR.KAPLAN12,154446|696K64
MR.KAPLAN12,154636|653K66
MR.KAPLAN12,154458|691K64
MR.KAPLAN12,154449|697K64
MR.KAPLAN12,154445|699K64
MR.KAPLAN12,154464|694K64
MR.KAPLAN12,164458|698K64
MR.KAPLAN12,154476|615K64
MR.KAPLAN12,164444|695K64
MR.KAPLAN12,154445|697K64
MR.KAPLAN12,154443|697K64
MR.KAPLAN12,154446|698K64
MR.KAPLAN12,154449|698K64
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