| | |
| | | 1 1 510001|520001|530001|540001 [[8,20]] 16|17|18 100|100|100
|
| | | 2 2 510002|520002|510003|520003 [[8,30]] 16|17|18 100|100|100
|
| | | 3 3 510004|510005|510006 [[8,50]] 16|17|18|22 100|100|100|20
|
| | | 4 4 520004|520005|520006 [[8,50]] 16|17|18|24 100|100|100|20
|
| | | 5 5 530004|530005|530006 [[8,50]] 16|17|18|26 100|100|100|20
|
| | | 6 1 540004|540005|540006 [[8,50]] 16|17|18|28 100|100|100|20
|
| | | 7 2 510007|520007|530007 [[1003,1]] 16|17|18|30 100|100|100|20
|
| | | 4 3 520004|520005|520006 [[8,50]] 16|17|18|24 100|100|100|20
|
| | | 5 3 530004|530005|530006 [[8,50]] 16|17|18|26 100|100|100|20
|
| | | 6 3 540004|540005|540006 [[8,50]] 16|17|18|28 100|100|100|20
|
| | | 7 3 510007|520007|530007 [[1003,1]] 16|17|18|30 100|100|100|20
|
| | | 8 3 540007|540002|540003 [[1,200]] 16|17|18|32 100|100|100|20
|
| | | 9 4 510008|510009|510010 [[8,100]] 16|17|18|21 100|100|100|40
|
| | | 10 5 520008|520009|520010 [[1001,100]] 16|17|18|23 100|100|100|40
|
| | | 11 3 530008|530009|530010 [[8,100]] 16|17|18|25 100|100|100|40
|
| | | 10 4 520008|520009|520010 [[1001,100]] 16|17|18|23 100|100|100|40
|
| | | 11 4 530008|530009|530010 [[8,100]] 16|17|18|25 100|100|100|40
|
| | | 12 4 540008|540009|540010 [[8,100]] 16|17|18|27 100|100|100|40
|
| | | 13 5 530011|540011|510011 [[8,100]] 16|17|18|29 100|100|100|40
|
| | | 14 6 520011|530002|530003 [[8,100]] 16|17|18|31 100|100|100|40
|
| | | 15 7 510012|510013|510014|510015 [[1,1000]] 16|17|18|35 100|100|100|100
|
| | | 16 8 520012|520013|520014|520015 [[1,1000]] 16|17|18|36 100|100|100|100
|
| | | 17 9 530012|530013|530014|530015 [[8,500]] 16|17|18|35 100|100|100|100
|
| | | 18 10 540012|540013|540014|540015 [[1004,1]] 16|17|18|36 100|100|100|100
|
| | | 13 4 530011|540011|510011 [[8,100]] 16|17|18|29 100|100|100|40
|
| | | 14 4 520011|530002|530003 [[8,100]] 16|17|18|31 100|100|100|40
|
| | | 15 5 510012|510013|510014|510015 [[1,1000]] 16|17|18|35 100|100|100|100
|
| | | 16 5 520012|520013|520014|520015 [[1,1000]] 16|17|18|36 100|100|100|100
|
| | | 17 5 530012|530013|530014|530015 [[8,500]] 16|17|18|35 100|100|100|100
|
| | | 18 5 540012|540013|540014|540015 [[1004,1]] 16|17|18|36 100|100|100|100
|
| | |
| | | 1 1 510001|520001|530001|540001 [[8,20]] 16|17|18 100|100|100
|
| | | 2 2 510002|520002|510003|520003 [[8,30]] 16|17|18 100|100|100
|
| | | 3 3 510004|510005|510006 [[8,50]] 16|17|18|22 100|100|100|20
|
| | | 4 4 520004|520005|520006 [[8,50]] 16|17|18|24 100|100|100|20
|
| | | 5 5 530004|530005|530006 [[8,50]] 16|17|18|26 100|100|100|20
|
| | | 6 1 540004|540005|540006 [[8,50]] 16|17|18|28 100|100|100|20
|
| | | 7 2 510007|520007|530007 [[1003,1]] 16|17|18|30 100|100|100|20
|
| | | 4 3 520004|520005|520006 [[8,50]] 16|17|18|24 100|100|100|20
|
| | | 5 3 530004|530005|530006 [[8,50]] 16|17|18|26 100|100|100|20
|
| | | 6 3 540004|540005|540006 [[8,50]] 16|17|18|28 100|100|100|20
|
| | | 7 3 510007|520007|530007 [[1003,1]] 16|17|18|30 100|100|100|20
|
| | | 8 3 540007|540002|540003 [[1,200]] 16|17|18|32 100|100|100|20
|
| | | 9 4 510008|510009|510010 [[8,100]] 16|17|18|21 100|100|100|40
|
| | | 10 5 520008|520009|520010 [[1001,100]] 16|17|18|23 100|100|100|40
|
| | | 11 3 530008|530009|530010 [[8,100]] 16|17|18|25 100|100|100|40
|
| | | 10 4 520008|520009|520010 [[1001,100]] 16|17|18|23 100|100|100|40
|
| | | 11 4 530008|530009|530010 [[8,100]] 16|17|18|25 100|100|100|40
|
| | | 12 4 540008|540009|540010 [[8,100]] 16|17|18|27 100|100|100|40
|
| | | 13 5 530011|540011|510011 [[8,100]] 16|17|18|29 100|100|100|40
|
| | | 14 6 520011|530002|530003 [[8,100]] 16|17|18|31 100|100|100|40
|
| | | 15 7 510012|510013|510014|510015 [[1,1000]] 16|17|18|35 100|100|100|100
|
| | | 16 8 520012|520013|520014|520015 [[1,1000]] 16|17|18|36 100|100|100|100
|
| | | 17 9 530012|530013|530014|530015 [[8,500]] 16|17|18|35 100|100|100|100
|
| | | 18 10 540012|540013|540014|540015 [[1004,1]] 16|17|18|36 100|100|100|100
|
| | | 13 4 530011|540011|510011 [[8,100]] 16|17|18|29 100|100|100|40
|
| | | 14 4 520011|530002|530003 [[8,100]] 16|17|18|31 100|100|100|40
|
| | | 15 5 510012|510013|510014|510015 [[1,1000]] 16|17|18|35 100|100|100|100
|
| | | 16 5 520012|520013|520014|520015 [[1,1000]] 16|17|18|36 100|100|100|100
|
| | | 17 5 530012|530013|530014|530015 [[8,500]] 16|17|18|35 100|100|100|100
|
| | | 18 5 540012|540013|540014|540015 [[1004,1]] 16|17|18|36 100|100|100|100
|