40020703

: 176 : 1-100

1-100   101-176   

³:       : 

ѻ ѻ
2017.09.1436000,0035% ѻ " "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2017.10.2714038,8025% ѻ " "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2017.11.0114038,8025% ѻ " "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2017.11.0719041,005% ѻ ˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2017.11.2119041,005% ѻ ˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2017.12.145500,0050% ѻ "" 볿 ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2018.02.14428200,0025% ѻ˲ ֲ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2018.02.14349600,8835% ѻ̲ ϲȪ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2018.02.267791,0050% ѻ̲ ϲȪ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2018.02.2612721,9050% ѻ̲ ϲȪ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2018.04.1077500,005% ѻ "² ˲˲ ²"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2018.04.1087796,8015% ѻ ²²Ͳ " Ͳ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2018.04.1177500,005% ѻ "² ˲˲ ²"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2018.04.1387796,8015% ѻ ²²Ͳ " Ͳ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2018.04.1377500,005% ѻ "² ˲˲ ²"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2018.04.2377500,005% ѻ "² ˲˲ ²"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2018.04.2387796,8015% ѻ ²²Ͳ " Ͳ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2018.05.22120000,0055% ѻ ²²Ͳ " "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2018.10.2534840,7215% ѻ ²²Ͳ " Ͳ "-1"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2018.10.2634840,7215% ѻ ²²Ͳ " Ͳ "-1"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2018.10.2629762,005% ѻ " ˲ Ѳ"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2018.10.3129762,005% ѻ " ˲ Ѳ"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2018.11.0534840,7215% ѻ ²²Ͳ " Ͳ "-1"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2018.11.0629762,005% ѻ " ˲ Ѳ"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2018.12.0759700,0025% ѻ " "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2018.12.2059700,0025% ѻ " "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2018.12.265925,0015% ѻ ²²Ͳ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2018.12.269000,0040% ѻ ²²Ͳ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.02.05146440,005% ѻ "˲ ˲"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.02.05365264,4025% ѻ " "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.02.06146440,005% ѻ "˲ ˲"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.02.09146440,005% ѻ "˲ ˲"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.02.18365264,4025% ѻ " "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.02.19258400,0030% ѻ̲ ϲȪ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.02.19146440,005% ѻ "˲ ˲"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.02.2210504,0050% ѻ̲ ϲȪ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.02.222526,0050% ѻ̳ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.03.18377200,0020% ѻ ²²Ͳ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.03.193000,0035% ѻ ²²Ͳ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.03.194135,0230% ѻ ²²Ͳ "ϲ "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.03.191578,2420% ѻ ϲȪ "ֲ"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.03.211000,0045% ѻֲ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.04.15145000,0030% ѻ "³-"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.04.16145000,0030% ѻ "³-"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.04.18145000,0030% ѻ "³-"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.04.26169999,995% ѻ "-2000"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.05.068134,6830% ѻ ϲȪ " "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.05.082895,0020% ѻ ²²Ͳ " 2018"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.05.081800,005% ѻ ³˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.05.11169999,995% ѻ "-2000"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.06.251301,2135% ѻ ϲȪ " ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.06.26212,9430% ѻ ²²Ͳ "ϲ "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.06.26635,2830% ѻ ²²Ͳ "ϲ "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.06.262047,1430% ѻ ²²Ͳ "ϲ "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.07.171059506,8810% ѻԳ ӻ - ̲Ѳ в Ҳ 188
2019.08.14270,0015% ѻ ϲȪ "IJ -Ͳ ֲ "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.09.181300,0025% ѻ ²²Ͳ " "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.09.251000,0060% ѻֲ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.09.259106,005% ѻ ˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.10.25993,0035% ѻ ²²Ͳ " Բֲ ײ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.11.082436,0020% ѻ ²²Ͳ "²"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.11.086850,0025% ѻ ϲȪ " ֲ "Ҳ"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.11.122767,7450% ѻ̲ ϲȪ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.11.124496,5050% ѻ̲ ϲȪ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.11.208509,8060% ѻ "-"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.11.218509,8060% ѻ "-"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.11.228509,8060% ѻ "-"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.11.258509,8060% ѻ "-"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.11.2811908,005% ѻ ò Բ˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.11.289780,0051% ѻ IJ ˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.12.048509,8060% ѻ "-"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.12.045904,0020% ѻ ²²Ͳ " "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.12.106156,5430% ѻ ²²Ͳ "ϲ "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.12.108689,2820% ѻ ²²Ͳ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.12.1611880,0015% ѻ ϲȪ " ֲ"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.12.2312536,1520% ѻ ²²Ͳ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.12.2320833,9230% ѻ ²²Ͳ "ϲ "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2019.12.2314152,6230% ѻ ²²Ͳ "ϲ "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2020.03.25184344,0030% ѻ̲ ϲȪ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2020.03.25119990,005% ѻ ϳ ˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2020.03.25414493,9230% ѻ " "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2020.03.26414493,9230% ѻ " "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2020.03.26119990,005% ѻ ϳ ˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2020.03.27119990,005% ѻ ϳ ˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2020.03.273198,0635% ѻ̲ ϲȪ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2020.03.277222,4435% ѻ̲ ϲȪ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2020.03.30119990,005% ѻ ϳ ˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2020.03.3142750,0050% ѻ ²²Ͳ "-"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2020.04.06119990,005% ѻ ϳ ˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2020.04.08414493,9230% ѻ " "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2020.04.09328765,7015% ѻ ²²Ͳ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2020.04.272000,0055% ѻֲ ""˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2020.05.062300,005% ѻ ò ²˲˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2020.05.181768,3215% ѻ ϲȪ "ֲ"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2020.05.2710800,0045% ѻ ϲȪ " "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2020.09.01420,0010% ѻ ²²Ͳ " "в"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2020.09.071200,0015% ѻ ϲȪ "IJ-"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2020.09.0717271,3515% ѻ ϲȪ "IJ-"˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2020.09.091500,0010% ѻ ²²Ͳ " "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")
2020.09.091200,0010% ѻ ϲȪ "IJ -Ͳ ֲ "˲ ֲ "ֲ ϲ IJͲ " (Բ˲ ˲ ֲ "ֲ ϲ IJͲ " " ò ֲ "IJ-")


2015-2016 " "