| | |
| | | 60 [[30,200000], [6,25], [5,20], [1,254]]
|
| | | 61 [[30,200000], [6,25], [5,20], [1,255]]
|
| | | 62 [[30,200000], [6,25], [5,20], [1,256]]
|
| | | 63 [[30,200000], [6,25], [5,20], [1,257]]
|
| | | 64 [[30,200000], [6,25], [5,20], [1,258]]
|
| | | 65 [[30,200000], [6,25], [5,20], [1,259]]
|
| | | 66 [[30,200000], [6,25], [5,20], [1,260]]
|
| | | 67 [[30,200000], [6,25], [5,20], [1,261]]
|
| | | 68 [[30,200000], [6,25], [5,20], [1,262]]
|
| | | 69 [[30,200000], [6,25], [5,20], [1,263]]
|
| | | 70 [[30,200000], [6,25], [5,20], [1,264]]
|
| | | 71 [[30,200000], [6,25], [5,20], [1,265]]
|
| | | 72 [[30,200000], [6,25], [5,20], [1,266]]
|
| | | 73 [[30,200000], [6,25], [5,20], [1,267]]
|
| | | 74 [[30,200000], [6,25], [5,20], [1,268]]
|
| | | 75 [[30,200000], [6,25], [5,20], [1,269]]
|
| | | 76 [[30,200000], [6,25], [5,20], [1,270]]
|
| | | 77 [[30,200000], [6,25], [5,20], [1,271]]
|
| | | 78 [[30,200000], [6,25], [5,20], [1,272]]
|
| | | 79 [[30,200000], [6,25], [5,20], [1,273]]
|
| | | 80 [[30,200000], [6,25], [5,20], [1,274]]
|
| | | 81 [[30,200000], [6,25], [5,20], [1,275]]
|
| | | 82 [[30,200000], [6,25], [5,20], [1,276]]
|
| | | 83 [[30,200000], [6,25], [5,20], [1,277]]
|
| | | 84 [[30,200000], [6,25], [5,20], [1,278]]
|
| | | 85 [[30,200000], [6,25], [5,20], [1,279]]
|
| | | 86 [[30,200000], [6,25], [5,20], [1,280]]
|
| | | 87 [[30,200000], [6,25], [5,20], [1,281]]
|
| | | 88 [[30,200000], [6,25], [5,20], [1,282]]
|
| | | 89 [[30,200000], [6,25], [5,20], [1,283]]
|
| | | 90 [[30,200000], [6,25], [5,20], [1,284]]
|
| | | 91 [[30,200000], [6,25], [5,20], [1,285]]
|
| | | 92 [[30,200000], [6,25], [5,20], [1,286]]
|
| | | 93 [[30,200000], [6,25], [5,20], [1,287]]
|
| | | 94 [[30,200000], [6,25], [5,20], [1,288]]
|
| | | 95 [[30,200000], [6,25], [5,20], [1,289]]
|
| | | 96 [[30,200000], [6,25], [5,20], [1,290]]
|
| | | 97 [[30,200000], [6,25], [5,20], [1,291]]
|
| | | 98 [[30,200000], [6,25], [5,20], [1,292]]
|
| | | 99 [[30,200000], [6,25], [5,20], [1,293]]
|
| | | 100 [[30,200000], [6,25], [5,20], [1,294]]
|
| | |
| | | 1 2 1010201|1010202 1010203|1010204 1010205|1010206 1010207|1010208 1010209 [[5,2],[3,40]] 6 1
|
| | | 1 3 1010301|1010302 1010303|1010304 1010305|1010306 1010307|1010308 1010309 [[5,2],[3,40]] 10 1
|
| | | 1 4 1010401|1010402 1010403|1010404 1010405|1010406 1010407|1010408 1010409 [[5,2],[3,40]] 12 1
|
| | | 1 5 1010501|1010502 1010503|1010504 1010505|1010506 1010507|1010508 1010509 [[5,2],[3,40]] 15 1
|
| | | 1 5 1010501|1010502 1010503|1010504 1010505|1010506 1010507|1010508 1010509 [[5,2],[3,40],[4,10]] 15 1
|
| | | 2 1 1020101|1020102 1020103|1020104 1020105|1020106 1020107|1020108 1020109 [[5,2],[3,40]] 17 1
|
| | | 2 2 1020201|1020202 1020203|1020204 1020205|1020206 1020207|1020208 1020209 [[5,2],[3,40]] 19 1
|
| | | 2 3 1020301|1020302 1020303|1020304 1020305|1020306 1020307|1020308 1020309 [[5,2],[3,40]] 22 1
|
| | | 2 4 1020401|1020402 1020403|1020404 1020405|1020406 1020407|1020408 1020409 [[5,2],[3,40]] 23 1
|
| | | 2 5 1020501|1020502 1020503|1020504 1020505|1020506 1020507|1020508 1020509 [[5,2],[3,40]] 24 1
|
| | | 2 5 1020501|1020502 1020503|1020504 1020505|1020506 1020507|1020508 1020509 [[5,2],[3,40],[4,10]] 24 1
|
| | | 3 1 1030101|1030102 1030103|1030104 1030105|1030106 1030107|1030108 1030109 [[5,2],[3,40]] 26 1
|
| | | 3 2 1030201|1030202 1030203|1030204 1030205|1030206 1030207|1030208 1030209 [[5,2],[3,40]] 28 1
|
| | | 3 3 1030301|1030302 1030303|1030304 1030305|1030306 1030307|1030308 1030309 [[5,2],[3,40]] 29 1
|
| | |
| | | 3 5 1030501|1030502 1030503|1030504 1030505|1030506 1030507|1030508 1030509 [[5,2],[3,40]] 31 1
|
| | | 3 6 1030601|1030602 1030603|1030604 1030605|1030606 1030607|1030608 1030609 [[5,2],[3,40]] 32 1
|
| | | 3 7 1030701|1030702 1030703|1030704 1030705|1030706 1030707|1030708 1030709 [[5,2],[3,40]] 33 1
|
| | | 3 8 1030801|1030802 1030803|1030804 1030805|1030806 1030807|1030808 1030809 [[5,2],[3,40]] 35 1
|
| | | 3 8 1030801|1030802 1030803|1030804 1030805|1030806 1030807|1030808 1030809 [[5,2],[3,40],[4,10]] 35 1
|
| | | 4 1 1040101|1040102 1040103|1040104 1040105|1040106 1040107|1040108 1040109|1040110 1040111 [[5,2],[3,40]] 36 1
|
| | | 4 2 1040201|1040202 1040203|1040204 1040205|1040206 1040207|1040208 1040209|1040210 1040211 [[5,2],[3,40]] 38 1
|
| | | 4 3 1040301|1040302 1040303|1040304 1040305|1040306 1040307|1040308 1040309|1040310 1040311 [[5,2],[3,40]] 40 1
|
| | |
| | | 4 7 1040701|1040702 1040703|1040704 1040705|1040706 1040707|1040708 1040709|1040710 1040711 [[5,2],[3,40]] 44 1
|
| | | 4 8 1040801|1040802 1040803|1040804 1040805|1040806 1040807|1040808 1040809|1040810 1040811 [[5,2],[3,40]] 46 1
|
| | | 4 9 1040901|1040902 1040903|1040904 1040905|1040906 1040907|1040908 1040909|1040910 1040911 [[5,2],[3,40]] 48 1
|
| | | 4 10 1041001|1041002 1041003|1041004 1041005|1041006 1041007|1041008 1041009|1041010 1041011 [[5,2],[3,40]] 49 1
|
| | | 4 10 1041001|1041002 1041003|1041004 1041005|1041006 1041007|1041008 1041009|1041010 1041011 [[5,2],[3,40],[4,10]] 49 1
|
| | | 5 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 50 1
|
| | | 5 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 51 1
|
| | | 5 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 52 1
|
| | |
| | | 5 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 56 1
|
| | | 5 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 57 1
|
| | | 5 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 58 0.96
|
| | | 5 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 58 1
|
| | | 5 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 58 1
|
| | | 6 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 59 1
|
| | | 6 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 60 0.96
|
| | | 6 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 60 1
|
| | |
| | | 6 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 63 1
|
| | | 6 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 64 0.97
|
| | | 6 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 64 1
|
| | | 6 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 65 1
|
| | | 6 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 65 1
|
| | | 7 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 66 0.98
|
| | | 7 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 66 1
|
| | | 7 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 67 1
|
| | |
| | | 7 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 70 0.95
|
| | | 7 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 70 1
|
| | | 7 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 71 1
|
| | | 7 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 72 0.96
|
| | | 7 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 72 0.96
|
| | | 8 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 72 1
|
| | | 8 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 73 1
|
| | | 8 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 74 0.99
|
| | |
| | | 8 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 76 1
|
| | | 8 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 77 1
|
| | | 8 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 78 0.99
|
| | | 8 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 78 1
|
| | | 8 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 78 1
|
| | | 9 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 79 1
|
| | | 9 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 80 0.99
|
| | | 9 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 80 1
|
| | |
| | | 9 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 83 1
|
| | | 9 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 84 0.97
|
| | | 9 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 84 1
|
| | | 9 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 85 1
|
| | | 9 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 85 1
|
| | | 10 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 86 0.98
|
| | | 10 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 86 1
|
| | | 10 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 87 1
|
| | |
| | | 10 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 90 0.99
|
| | | 10 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 90 1
|
| | | 10 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 91 1
|
| | | 10 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 92 0.99
|
| | | 10 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 92 0.99
|
| | | 11 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 92 1
|
| | | 11 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 93 1
|
| | | 11 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 94 0.99
|
| | |
| | | 11 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 96 1
|
| | | 11 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 97 1
|
| | | 11 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 98 0.99
|
| | | 11 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 98 1
|
| | | 11 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 98 1
|
| | | 12 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 99 1
|
| | | 12 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 100 0.99
|
| | | 12 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 100 1
|
| | |
| | | 12 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 103 1
|
| | | 12 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 104 0.99
|
| | | 12 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 104 1
|
| | | 12 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 105 1
|
| | | 12 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 105 1
|
| | | 13 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 106 0.99
|
| | | 13 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 106 1
|
| | | 13 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 107 1
|
| | |
| | | 13 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 110 0.99
|
| | | 13 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 110 1
|
| | | 13 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 111 1
|
| | | 13 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 112 0.99
|
| | | 13 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 112 0.99
|
| | | 14 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 112 1
|
| | | 14 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 113 1
|
| | | 14 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 114 0.99
|
| | |
| | | 14 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 116 1
|
| | | 14 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 117 0.99
|
| | | 14 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 118 1
|
| | | 14 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 118 1
|
| | | 14 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 118 1
|
| | | 15 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 119 1
|
| | | 15 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 120 1
|
| | | 15 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 120 1
|
| | |
| | | 15 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 123 1
|
| | | 15 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 124 1
|
| | | 15 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 124 1
|
| | | 15 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 125 1
|
| | | 15 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 125 1
|
| | | 16 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 126 1
|
| | | 16 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 126 1
|
| | | 16 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 127 1
|
| | |
| | | 16 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 130 1
|
| | | 16 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 130 1
|
| | | 16 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 131 1
|
| | | 16 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 132 1
|
| | | 16 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 132 1
|
| | | 17 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 132 1
|
| | | 17 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 133 1
|
| | | 17 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 134 1
|
| | |
| | | 17 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 136 1
|
| | | 17 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 137 1
|
| | | 17 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 138 0.99
|
| | | 17 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 138 1
|
| | | 17 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 138 1
|
| | | 18 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 139 1
|
| | | 18 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 140 0.99
|
| | | 18 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 140 1
|
| | |
| | | 18 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 143 1
|
| | | 18 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 144 0.99
|
| | | 18 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 144 1
|
| | | 18 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 145 1
|
| | | 18 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 145 1
|
| | | 19 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 146 0.99
|
| | | 19 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 146 1
|
| | | 19 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 147 1
|
| | |
| | | 19 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 150 0.99
|
| | | 19 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 150 1
|
| | | 19 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 151 1
|
| | | 19 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 152 0.99
|
| | | 19 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 152 0.99
|
| | | 20 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 152 1
|
| | | 20 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 153 1
|
| | | 20 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 154 0.99
|
| | |
| | | 20 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 156 1
|
| | | 20 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 157 1
|
| | | 20 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 158 0.99
|
| | | 20 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 158 1
|
| | | 20 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 158 1
|
| | | 21 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 159 1
|
| | | 21 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 160 0.99
|
| | | 21 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 160 1
|
| | |
| | | 21 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 163 1
|
| | | 21 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 164 0.99
|
| | | 21 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 164 1
|
| | | 21 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 165 1
|
| | | 21 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 165 1
|
| | | 22 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 166 0.99
|
| | | 22 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 166 1
|
| | | 22 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 167 1
|
| | |
| | | 22 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 170 0.99
|
| | | 22 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 170 1
|
| | | 22 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 171 1
|
| | | 22 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 172 0.99
|
| | | 22 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 172 0.99
|
| | | 23 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 172 1
|
| | | 23 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 173 1
|
| | | 23 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 174 0.99
|
| | |
| | | 23 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 176 1
|
| | | 23 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 177 1
|
| | | 23 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 178 0.99
|
| | | 23 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 178 1
|
| | | 23 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 178 1
|
| | | 24 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 179 1
|
| | | 24 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 180 0.99
|
| | | 24 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 180 1
|
| | |
| | | 24 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 183 1
|
| | | 24 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 184 1
|
| | | 24 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 185 0.99
|
| | | 24 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 185 1
|
| | | 24 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 185 1
|
| | | 25 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 186 1
|
| | | 25 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 187 0.99
|
| | | 25 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 187 1
|
| | |
| | | 25 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 190 1
|
| | | 25 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 191 0.99
|
| | | 25 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 191 1
|
| | | 25 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 192 1
|
| | | 25 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 192 1
|
| | | 26 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 193 0.99
|
| | | 26 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 193 1
|
| | | 26 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 194 1
|
| | |
| | | 26 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 197 0.99
|
| | | 26 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 197 1
|
| | | 26 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 198 1
|
| | | 26 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 199 0.99
|
| | | 26 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 199 0.99
|
| | | 27 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 199 1
|
| | | 27 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 200 1
|
| | | 27 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 201 0.99
|
| | |
| | | 27 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 203 1
|
| | | 27 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 204 1
|
| | | 27 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 205 0.99
|
| | | 27 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 205 1
|
| | | 27 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 205 1
|
| | | 28 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 206 1
|
| | | 28 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 207 0.99
|
| | | 28 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 207 1
|
| | |
| | | 28 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 210 1
|
| | | 28 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 211 1
|
| | | 28 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 212 0.99
|
| | | 28 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 212 1
|
| | | 28 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 212 1
|
| | | 29 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 213 1
|
| | | 29 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 214 0.99
|
| | | 29 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 214 1
|
| | |
| | | 29 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 217 1
|
| | | 29 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 218 0.99
|
| | | 29 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 218 1
|
| | | 29 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 219 1
|
| | | 29 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 219 1
|
| | | 30 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 220 0.99
|
| | | 30 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 220 1
|
| | | 30 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 221 1
|
| | |
| | | 30 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 224 0.99
|
| | | 30 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 224 1
|
| | | 30 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 225 1
|
| | | 30 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 226 0.99
|
| | | 30 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 226 0.99
|
| | | 31 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 226 1
|
| | | 31 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 227 1
|
| | | 31 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 228 0.99
|
| | |
| | | 31 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 230 1
|
| | | 31 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 231 1
|
| | | 31 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 232 0.99
|
| | | 31 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 232 1
|
| | | 31 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 232 1
|
| | | 32 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 233 1
|
| | | 32 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 234 0.99
|
| | | 32 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 234 1
|
| | |
| | | 32 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 237 1
|
| | | 32 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 238 0.99
|
| | | 32 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 238 1
|
| | | 32 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 239 1
|
| | | 32 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 239 1
|
| | | 33 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 240 0.99
|
| | | 33 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 240 1
|
| | | 33 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 241 1
|
| | |
| | | 33 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 244 0.99
|
| | | 33 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 244 1
|
| | | 33 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 245 1
|
| | | 33 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 246 0.99
|
| | | 33 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 246 0.99
|
| | | 34 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 246 1
|
| | | 34 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 247 1
|
| | | 34 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 248 0.99
|
| | |
| | | 34 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 250 1
|
| | | 34 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 251 1
|
| | | 34 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 252 0.99
|
| | | 34 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 252 1
|
| | | 34 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 252 1
|
| | | 35 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 253 1
|
| | | 35 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 254 0.99
|
| | | 35 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 254 1
|
| | |
| | | 35 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 257 1
|
| | | 35 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 258 0.99
|
| | | 35 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 258 1
|
| | | 35 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 259 1
|
| | | 35 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 259 1
|
| | | 36 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 260 0.99
|
| | | 36 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 260 1
|
| | | 36 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 261 1
|
| | |
| | | 36 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 264 0.99
|
| | | 36 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 264 1
|
| | | 36 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 265 1
|
| | | 36 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 266 0.99
|
| | | 36 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 266 0.99
|
| | | 37 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 266 1
|
| | | 37 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 267 1
|
| | | 37 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 268 0.99
|
| | |
| | | 37 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 270 1
|
| | | 37 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 271 1
|
| | | 37 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 272 0.99
|
| | | 37 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 272 1
|
| | | 37 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 272 1
|
| | | 38 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 273 1
|
| | | 38 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 274 0.99
|
| | | 38 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 274 1
|
| | |
| | | 38 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 277 1
|
| | | 38 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 278 0.99
|
| | | 38 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 278 1
|
| | | 38 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 279 1
|
| | | 38 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 279 1
|
| | | 39 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 280 0.99
|
| | | 39 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 280 1
|
| | | 39 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 281 1
|
| | |
| | | 39 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 284 0.99
|
| | | 39 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 284 1
|
| | | 39 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 285 1
|
| | | 39 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 286 0.99
|
| | | 39 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 286 0.99
|
| | | 40 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 286 1
|
| | | 40 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 287 1
|
| | | 40 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 288 0.99
|
| | |
| | | 40 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 290 1
|
| | | 40 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 291 1
|
| | | 40 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 292 0.99
|
| | | 40 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 292 1
|
| | | 40 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 292 1
|
| | | 41 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 293 1
|
| | | 41 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 294 0.99
|
| | | 41 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 294 1
|
| | |
| | | 41 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 297 1
|
| | | 41 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 298 0.99
|
| | | 41 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 298 1
|
| | | 41 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 299 1
|
| | | 41 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 299 1
|
| | | 42 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 300 0.99
|
| | | 42 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 300 1
|
| | | 42 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 301 1
|
| | |
| | | 42 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 304 0.95
|
| | | 42 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 304 1
|
| | | 42 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 305 1
|
| | | 42 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 306 0.99
|
| | | 42 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 306 0.99
|
| | | 43 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 306 1
|
| | | 43 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 307 1
|
| | | 43 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 308 0.99
|
| | |
| | | 43 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 310 1
|
| | | 43 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 311 1
|
| | | 43 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 312 0.99
|
| | | 43 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 312 1
|
| | | 43 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 312 1
|
| | | 44 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 313 1
|
| | | 44 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 314 0.99
|
| | | 44 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 314 1
|
| | |
| | | 44 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 317 1
|
| | | 44 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 318 0.99
|
| | | 44 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 318 1
|
| | | 44 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 319 1
|
| | | 44 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 319 1
|
| | | 45 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 320 0.99
|
| | | 45 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 320 1
|
| | | 45 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 321 1
|
| | |
| | | 45 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 324 0.99
|
| | | 45 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 324 1
|
| | | 45 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 325 1
|
| | | 45 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 326 0.99
|
| | | 45 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 326 0.99
|
| | | 46 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 326 1
|
| | | 46 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 327 1
|
| | | 46 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 328 0.99
|
| | |
| | | 46 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 330 1
|
| | | 46 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 331 1
|
| | | 46 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 332 0.99
|
| | | 46 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 332 1
|
| | | 46 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 332 1
|
| | | 47 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 333 1
|
| | | 47 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 334 0.99
|
| | | 47 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 334 1
|
| | |
| | | 47 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 337 1
|
| | | 47 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 338 0.99
|
| | | 47 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 338 1
|
| | | 47 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 339 1
|
| | | 47 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 339 1
|
| | | 48 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 340 0.99
|
| | | 48 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 340 1
|
| | | 48 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 341 1
|
| | |
| | | 48 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 344 0.99
|
| | | 48 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 344 1
|
| | | 48 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 345 1
|
| | | 48 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 346 0.99
|
| | | 48 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 346 0.99
|
| | | 49 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 346 1
|
| | | 49 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 347 1
|
| | | 49 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 348 0.99
|
| | |
| | | 49 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 350 1
|
| | | 49 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 351 1
|
| | | 49 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 352 0.99
|
| | | 49 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 352 1
|
| | | 49 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 352 1
|
| | | 50 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 353 1
|
| | | 50 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 354 0.99
|
| | | 50 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 354 1
|
| | |
| | | 50 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 357 1
|
| | | 50 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 358 0.99
|
| | | 50 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 358 1
|
| | | 50 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 359 1
|
| | | 50 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 359 1
|
| | | 51 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 360 0.99
|
| | | 51 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 360 1
|
| | | 51 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 361 1
|
| | |
| | | 51 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 364 0.99
|
| | | 51 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 364 1
|
| | | 51 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 365 1
|
| | | 51 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 366 0.99
|
| | | 51 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 366 0.99
|
| | | 52 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 366 1
|
| | | 52 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 367 1
|
| | | 52 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 368 0.99
|
| | |
| | | 52 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 370 1
|
| | | 52 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 371 1
|
| | | 52 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 372 0.99
|
| | | 52 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 372 1
|
| | | 52 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 372 1
|
| | | 53 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 373 1
|
| | | 53 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 374 0.99
|
| | | 53 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 374 1
|
| | |
| | | 53 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 377 1
|
| | | 53 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 378 0.99
|
| | | 53 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 378 1
|
| | | 53 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 379 1
|
| | | 53 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 379 1
|
| | | 54 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 380 0.99
|
| | | 54 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 380 1
|
| | | 54 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 381 1
|
| | |
| | | 54 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 384 0.99
|
| | | 54 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 384 1
|
| | | 54 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 385 1
|
| | | 54 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 386 0.99
|
| | | 54 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 386 0.99
|
| | | 55 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 386 1
|
| | | 55 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 387 1
|
| | | 55 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 388 0.99
|
| | |
| | | 55 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 390 1
|
| | | 55 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 391 1
|
| | | 55 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 392 0.99
|
| | | 55 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 392 1
|
| | | 55 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 392 1
|
| | | 56 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 393 1
|
| | | 56 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 394 0.99
|
| | | 56 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 394 1
|
| | |
| | | 56 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 397 1
|
| | | 56 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 398 0.99
|
| | | 56 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 398 1
|
| | | 56 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 399 1
|
| | | 56 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 399 1
|
| | | 57 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 400 0.99
|
| | | 57 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 400 1
|
| | | 57 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 401 1
|
| | |
| | | 57 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 404 0.99
|
| | | 57 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 404 1
|
| | | 57 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 405 1
|
| | | 57 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 406 0.99
|
| | | 57 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 406 0.99
|
| | | 58 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 406 1
|
| | | 58 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 407 1
|
| | | 58 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 408 0.99
|
| | |
| | | 58 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 410 1
|
| | | 58 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 411 1
|
| | | 58 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 412 0.99
|
| | | 58 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 412 1
|
| | | 58 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 412 1
|
| | | 59 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 413 1
|
| | | 59 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 414 0.99
|
| | | 59 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 414 1
|
| | |
| | | 59 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 417 1
|
| | | 59 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 418 0.99
|
| | | 59 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 418 1
|
| | | 59 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 419 1
|
| | | 59 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 419 1
|
| | | 60 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 420 0.99
|
| | | 60 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 420 1
|
| | | 60 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 421 1
|
| | |
| | | 60 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 424 0.99
|
| | | 60 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 424 1
|
| | | 60 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 425 1
|
| | | 60 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 426 0.99
|
| | | 60 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 426 0.99
|
| | | 61 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 426 1
|
| | | 61 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 427 1
|
| | | 61 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 428 0.99
|
| | |
| | | 61 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 430 1
|
| | | 61 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 431 1
|
| | | 61 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 432 0.99
|
| | | 61 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 432 1
|
| | | 61 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 432 1
|
| | | 62 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 433 1
|
| | | 62 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 434 0.99
|
| | | 62 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 434 1
|
| | |
| | | 62 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 437 1
|
| | | 62 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 438 0.99
|
| | | 62 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 438 1
|
| | | 62 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 439 1
|
| | | 62 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 439 1
|
| | | 63 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 440 0.99
|
| | | 63 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 440 1
|
| | | 63 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 441 1
|
| | | 63 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 442 0.99
|
| | | 63 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 442 1
|
| | | 63 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 443 1
|
| | | 63 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 444 0.99
|
| | | 63 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 444 1
|
| | | 63 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 445 1
|
| | | 63 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 446 0.99
|
| | | 64 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 446 1
|
| | | 64 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 447 1
|
| | | 64 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 448 0.99
|
| | | 64 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 448 1
|
| | | 64 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 449 1
|
| | | 64 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 450 0.99
|
| | | 64 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 450 1
|
| | | 64 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 451 1
|
| | | 64 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 452 0.99
|
| | | 64 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 452 1
|
| | | 65 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 453 1
|
| | | 65 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 454 0.99
|
| | | 65 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 454 1
|
| | | 65 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 455 1
|
| | | 65 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 456 0.95
|
| | | 65 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 456 1
|
| | | 65 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 457 1
|
| | | 65 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 458 0.99
|
| | | 65 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 458 1
|
| | | 65 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 459 1
|
| | | 66 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 460 0.99
|
| | | 66 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 460 1
|
| | | 66 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 461 1
|
| | | 66 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 462 0.99
|
| | | 66 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 462 1
|
| | | 66 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 463 1
|
| | | 66 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 464 0.99
|
| | | 66 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 464 1
|
| | | 66 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 465 1
|
| | | 66 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 466 0.99
|
| | | 67 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 466 1
|
| | | 67 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 467 1
|
| | | 67 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 468 0.99
|
| | | 67 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 468 1
|
| | | 67 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 469 1
|
| | | 67 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 470 0.99
|
| | | 67 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 470 1
|
| | | 67 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 471 1
|
| | | 67 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 472 0.99
|
| | | 67 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 472 1
|
| | | 68 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 473 1
|
| | | 68 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 474 0.99
|
| | | 68 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 474 1
|
| | | 68 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 475 1
|
| | | 68 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 476 0.99
|
| | | 68 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 476 1
|
| | | 68 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 477 1
|
| | | 68 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 478 0.99
|
| | | 68 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 478 1
|
| | | 68 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 479 1
|
| | | 69 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 480 0.99
|
| | | 69 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 480 1
|
| | | 69 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 481 1
|
| | | 69 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 482 0.99
|
| | | 69 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 482 1
|
| | | 69 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 483 1
|
| | | 69 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 484 0.99
|
| | | 69 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 484 1
|
| | | 69 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 485 1
|
| | | 69 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 486 0.99
|
| | | 70 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 486 1
|
| | | 70 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 487 1
|
| | | 70 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 488 0.99
|
| | | 70 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 488 1
|
| | | 70 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 489 1
|
| | | 70 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 490 0.99
|
| | | 70 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 490 1
|
| | | 70 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 491 1
|
| | | 70 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 492 0.99
|
| | | 70 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 492 1
|
| | | 71 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 493 1
|
| | | 71 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 494 0.99
|
| | | 71 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 494 1
|
| | | 71 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 495 1
|
| | | 71 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 496 0.99
|
| | | 71 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 496 1
|
| | | 71 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 497 1
|
| | | 71 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 498 0.99
|
| | | 71 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 498 1
|
| | | 71 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 499 1
|
| | | 72 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 500 0.99
|
| | | 72 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 500 1
|
| | | 72 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 501 1
|
| | | 72 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 502 0.99
|
| | | 72 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 502 1
|
| | | 72 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 503 0.95
|
| | | 72 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 503 1
|
| | | 72 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 504 1
|
| | | 72 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 505 0.99
|
| | | 72 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 505 1
|
| | | 73 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 506 1
|
| | | 73 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 507 0.99
|
| | | 73 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 507 1
|
| | | 73 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 508 1
|
| | | 73 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 509 0.99
|
| | | 73 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 509 1
|
| | | 73 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 510 1
|
| | | 73 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 511 0.99
|
| | | 73 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 511 1
|
| | | 73 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 512 1
|
| | | 74 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 513 0.99
|
| | | 74 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 513 1
|
| | | 74 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 514 1
|
| | | 74 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 515 0.99
|
| | | 74 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 515 1
|
| | | 74 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 516 1
|
| | | 74 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 517 0.99
|
| | | 74 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 517 1
|
| | | 74 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 518 1
|
| | | 74 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 519 0.99
|
| | | 75 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 519 1
|
| | | 75 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 520 1
|
| | | 75 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 521 0.99
|
| | | 75 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 521 1
|
| | | 75 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 522 1
|
| | | 75 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 523 0.99
|
| | | 75 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 523 1
|
| | | 75 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 524 1
|
| | | 75 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 525 0.99
|
| | | 75 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 525 1
|
| | | 76 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 526 1
|
| | | 76 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 527 0.99
|
| | | 76 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 527 1
|
| | | 76 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 528 1
|
| | | 76 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 529 0.99
|
| | | 76 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 529 1
|
| | | 76 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 530 1
|
| | | 76 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 531 0.99
|
| | | 76 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 531 1
|
| | | 76 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 532 1
|
| | | 77 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 533 0.99
|
| | | 77 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 533 1
|
| | | 77 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 534 1
|
| | | 77 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 535 0.99
|
| | | 77 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 535 1
|
| | | 77 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 536 1
|
| | | 77 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 537 0.99
|
| | | 77 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 537 1
|
| | | 77 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 538 1
|
| | | 77 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 539 0.99
|
| | | 78 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 539 1
|
| | | 78 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 540 1
|
| | | 78 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 541 0.99
|
| | | 78 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 541 1
|
| | | 78 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 542 1
|
| | | 78 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 543 0.99
|
| | | 78 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 543 1
|
| | | 78 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 544 1
|
| | | 78 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 545 0.99
|
| | | 78 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 545 1
|
| | | 79 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 546 1
|
| | | 79 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 547 0.99
|
| | | 79 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 547 1
|
| | | 79 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 548 1
|
| | | 79 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 549 1
|
| | | 79 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 550 0.95
|
| | | 79 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 550 1
|
| | | 79 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 551 1
|
| | | 79 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 552 0.99
|
| | | 79 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 552 1
|
| | | 80 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 553 1
|
| | | 80 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 554 0.99
|
| | | 80 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 554 1
|
| | | 80 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 555 1
|
| | | 80 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 556 0.99
|
| | | 80 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 556 1
|
| | | 80 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 557 1
|
| | | 80 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 558 0.99
|
| | | 80 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 558 1
|
| | | 80 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 559 1
|
| | | 81 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 560 0.99
|
| | | 81 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 560 1
|
| | | 81 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 561 1
|
| | | 81 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 562 0.99
|
| | | 81 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 562 1
|
| | | 81 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 563 1
|
| | | 81 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 564 0.99
|
| | | 81 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 564 1
|
| | | 81 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 565 1
|
| | | 81 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 566 0.99
|
| | | 82 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 566 1
|
| | | 82 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 567 1
|
| | | 82 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 568 0.99
|
| | | 82 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 568 1
|
| | | 82 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 569 1
|
| | | 82 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 570 0.99
|
| | | 82 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 570 1
|
| | | 82 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 571 1
|
| | | 82 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 572 0.99
|
| | | 82 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 572 1
|
| | | 83 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 573 1
|
| | | 83 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 574 0.99
|
| | | 83 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 574 1
|
| | | 83 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 575 1
|
| | | 83 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 576 0.99
|
| | | 83 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 576 1
|
| | | 83 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 577 1
|
| | | 83 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 578 0.99
|
| | | 83 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 578 1
|
| | | 83 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 579 1
|
| | | 84 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 580 0.99
|
| | | 84 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 580 1
|
| | | 84 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 581 1
|
| | | 84 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 582 0.99
|
| | | 84 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 582 1
|
| | | 84 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 583 1
|
| | | 84 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 584 0.99
|
| | | 84 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 584 1
|
| | | 84 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 585 1
|
| | | 84 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 586 0.99
|
| | | 85 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 586 1
|
| | | 85 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 587 1
|
| | | 85 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 588 0.99
|
| | | 85 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 588 1
|
| | | 85 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 589 1
|
| | | 85 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 590 0.99
|
| | | 85 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 590 1
|
| | | 85 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 591 1
|
| | | 85 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 592 0.99
|
| | | 85 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 592 1
|
| | | 86 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 593 1
|
| | | 86 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 594 0.99
|
| | | 86 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 594 1
|
| | | 86 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 595 1
|
| | | 86 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 596 0.95
|
| | | 86 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 596 1
|
| | | 86 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 597 1
|
| | | 86 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 598 0.99
|
| | | 86 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 598 1
|
| | | 86 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 599 1
|
| | | 87 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 600 0.99
|
| | | 87 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 600 1
|
| | | 87 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 601 1
|
| | | 87 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 602 0.99
|
| | | 87 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 602 1
|
| | | 87 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 603 1
|
| | | 87 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 604 0.99
|
| | | 87 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 604 1
|
| | | 87 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 605 1
|
| | | 87 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 606 0.99
|
| | | 88 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 606 1
|
| | | 88 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 607 1
|
| | | 88 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 608 0.99
|
| | | 88 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 608 1
|
| | | 88 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 609 1
|
| | | 88 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 610 0.99
|
| | | 88 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 610 1
|
| | | 88 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 611 1
|
| | | 88 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 612 0.99
|
| | | 88 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 612 1
|
| | | 89 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 613 1
|
| | | 89 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 614 0.99
|
| | | 89 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 614 1
|
| | | 89 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 615 1
|
| | | 89 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 616 0.99
|
| | | 89 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 616 1
|
| | | 89 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 617 1
|
| | | 89 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 618 0.99
|
| | | 89 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 618 1
|
| | | 89 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 619 1
|
| | | 90 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 620 0.99
|
| | | 90 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 620 1
|
| | | 90 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 621 1
|
| | | 90 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 622 0.99
|
| | | 90 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 622 1
|
| | | 90 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 623 1
|
| | | 90 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 624 0.99
|
| | | 90 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 624 1
|
| | | 90 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 625 1
|
| | | 90 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 626 0.99
|
| | | 91 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 626 1
|
| | | 91 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 627 1
|
| | | 91 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 628 0.99
|
| | | 91 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 628 1
|
| | | 91 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 629 1
|
| | | 91 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 630 0.99
|
| | | 91 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 630 1
|
| | | 91 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 631 1
|
| | | 91 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 632 0.99
|
| | | 91 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 632 1
|
| | | 92 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 633 1
|
| | | 92 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 634 0.99
|
| | | 92 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 634 1
|
| | | 92 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 635 1
|
| | | 92 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 636 0.99
|
| | | 92 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 636 1
|
| | | 92 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 637 1
|
| | | 92 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 638 0.99
|
| | | 92 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 638 1
|
| | | 92 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 639 1
|
| | | 93 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 640 0.99
|
| | | 93 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 640 1
|
| | | 93 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 641 1
|
| | | 93 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 642 0.99
|
| | | 93 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 642 1
|
| | | 93 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 643 1
|
| | | 93 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 644 0.99
|
| | | 93 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 644 1
|
| | | 93 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 645 1
|
| | | 93 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 646 0.99
|
| | | 94 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 646 1
|
| | | 94 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 647 1
|
| | | 94 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 648 0.99
|
| | | 94 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 648 1
|
| | | 94 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 649 1
|
| | | 94 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 650 0.95
|
| | | 94 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 650 1
|
| | | 94 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 651 1
|
| | | 94 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 652 0.99
|
| | | 94 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 652 1
|
| | | 95 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 653 1
|
| | | 95 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 654 0.99
|
| | | 95 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 654 1
|
| | | 95 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 655 1
|
| | | 95 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 656 0.99
|
| | | 95 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 656 1
|
| | | 95 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 657 1
|
| | | 95 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 658 0.99
|
| | | 95 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 658 1
|
| | | 95 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 659 1
|
| | | 96 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 660 0.99
|
| | | 96 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 660 1
|
| | | 96 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 661 1
|
| | | 96 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 662 0.99
|
| | | 96 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 662 1
|
| | | 96 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 663 1
|
| | | 96 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 664 0.99
|
| | | 96 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 664 1
|
| | | 96 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 665 1
|
| | | 96 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 666 0.99
|
| | | 97 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 666 1
|
| | | 97 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 667 1
|
| | | 97 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 668 0.99
|
| | | 97 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 668 1
|
| | | 97 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 669 1
|
| | | 97 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 670 0.99
|
| | | 97 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 670 1
|
| | | 97 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 671 1
|
| | | 97 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 672 0.99
|
| | | 97 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 672 1
|
| | | 98 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 673 1
|
| | | 98 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 674 0.99
|
| | | 98 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 674 1
|
| | | 98 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 675 1
|
| | | 98 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 676 0.99
|
| | | 98 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 676 1
|
| | | 98 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 677 1
|
| | | 98 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 678 0.99
|
| | | 98 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 678 1
|
| | | 98 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 679 1
|
| | | 99 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 680 0.99
|
| | | 99 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 680 1
|
| | | 99 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 681 1
|
| | | 99 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 682 0.99
|
| | | 99 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 682 1
|
| | | 99 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 683 1
|
| | | 99 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 684 0.99
|
| | | 99 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 684 1
|
| | | 99 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 685 1
|
| | | 99 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 686 0.99
|
| | | 100 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 686 1
|
| | | 100 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 687 1
|
| | | 100 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 688 0.99
|
| | | 100 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 688 1
|
| | | 100 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 689 1
|
| | | 100 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 690 0.99
|
| | | 100 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 690 1
|
| | | 100 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 691 1
|
| | | 100 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 692 0.99
|
| | | 100 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 692 1
|
| | | 101 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 693 1
|
| | | 101 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 694 0.99
|
| | | 101 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 694 1
|
| | | 101 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 695 1
|
| | | 101 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 696 0.99
|
| | | 101 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 696 1
|
| | | 101 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 697 1
|
| | | 101 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 698 0.99
|
| | | 101 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 698 1
|
| | | 101 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 699 1
|
| | |
| | | 60 [[30,200000], [6,25], [5,20], [1,254]]
|
| | | 61 [[30,200000], [6,25], [5,20], [1,255]]
|
| | | 62 [[30,200000], [6,25], [5,20], [1,256]]
|
| | | 63 [[30,200000], [6,25], [5,20], [1,257]]
|
| | | 64 [[30,200000], [6,25], [5,20], [1,258]]
|
| | | 65 [[30,200000], [6,25], [5,20], [1,259]]
|
| | | 66 [[30,200000], [6,25], [5,20], [1,260]]
|
| | | 67 [[30,200000], [6,25], [5,20], [1,261]]
|
| | | 68 [[30,200000], [6,25], [5,20], [1,262]]
|
| | | 69 [[30,200000], [6,25], [5,20], [1,263]]
|
| | | 70 [[30,200000], [6,25], [5,20], [1,264]]
|
| | | 71 [[30,200000], [6,25], [5,20], [1,265]]
|
| | | 72 [[30,200000], [6,25], [5,20], [1,266]]
|
| | | 73 [[30,200000], [6,25], [5,20], [1,267]]
|
| | | 74 [[30,200000], [6,25], [5,20], [1,268]]
|
| | | 75 [[30,200000], [6,25], [5,20], [1,269]]
|
| | | 76 [[30,200000], [6,25], [5,20], [1,270]]
|
| | | 77 [[30,200000], [6,25], [5,20], [1,271]]
|
| | | 78 [[30,200000], [6,25], [5,20], [1,272]]
|
| | | 79 [[30,200000], [6,25], [5,20], [1,273]]
|
| | | 80 [[30,200000], [6,25], [5,20], [1,274]]
|
| | | 81 [[30,200000], [6,25], [5,20], [1,275]]
|
| | | 82 [[30,200000], [6,25], [5,20], [1,276]]
|
| | | 83 [[30,200000], [6,25], [5,20], [1,277]]
|
| | | 84 [[30,200000], [6,25], [5,20], [1,278]]
|
| | | 85 [[30,200000], [6,25], [5,20], [1,279]]
|
| | | 86 [[30,200000], [6,25], [5,20], [1,280]]
|
| | | 87 [[30,200000], [6,25], [5,20], [1,281]]
|
| | | 88 [[30,200000], [6,25], [5,20], [1,282]]
|
| | | 89 [[30,200000], [6,25], [5,20], [1,283]]
|
| | | 90 [[30,200000], [6,25], [5,20], [1,284]]
|
| | | 91 [[30,200000], [6,25], [5,20], [1,285]]
|
| | | 92 [[30,200000], [6,25], [5,20], [1,286]]
|
| | | 93 [[30,200000], [6,25], [5,20], [1,287]]
|
| | | 94 [[30,200000], [6,25], [5,20], [1,288]]
|
| | | 95 [[30,200000], [6,25], [5,20], [1,289]]
|
| | | 96 [[30,200000], [6,25], [5,20], [1,290]]
|
| | | 97 [[30,200000], [6,25], [5,20], [1,291]]
|
| | | 98 [[30,200000], [6,25], [5,20], [1,292]]
|
| | | 99 [[30,200000], [6,25], [5,20], [1,293]]
|
| | | 100 [[30,200000], [6,25], [5,20], [1,294]]
|
| | |
| | | 1 2 1010201|1010202 1010203|1010204 1010205|1010206 1010207|1010208 1010209 [[5,2],[3,40]] 6 1
|
| | | 1 3 1010301|1010302 1010303|1010304 1010305|1010306 1010307|1010308 1010309 [[5,2],[3,40]] 10 1
|
| | | 1 4 1010401|1010402 1010403|1010404 1010405|1010406 1010407|1010408 1010409 [[5,2],[3,40]] 12 1
|
| | | 1 5 1010501|1010502 1010503|1010504 1010505|1010506 1010507|1010508 1010509 [[5,2],[3,40]] 15 1
|
| | | 1 5 1010501|1010502 1010503|1010504 1010505|1010506 1010507|1010508 1010509 [[5,2],[3,40],[4,10]] 15 1
|
| | | 2 1 1020101|1020102 1020103|1020104 1020105|1020106 1020107|1020108 1020109 [[5,2],[3,40]] 17 1
|
| | | 2 2 1020201|1020202 1020203|1020204 1020205|1020206 1020207|1020208 1020209 [[5,2],[3,40]] 19 1
|
| | | 2 3 1020301|1020302 1020303|1020304 1020305|1020306 1020307|1020308 1020309 [[5,2],[3,40]] 22 1
|
| | | 2 4 1020401|1020402 1020403|1020404 1020405|1020406 1020407|1020408 1020409 [[5,2],[3,40]] 23 1
|
| | | 2 5 1020501|1020502 1020503|1020504 1020505|1020506 1020507|1020508 1020509 [[5,2],[3,40]] 24 1
|
| | | 2 5 1020501|1020502 1020503|1020504 1020505|1020506 1020507|1020508 1020509 [[5,2],[3,40],[4,10]] 24 1
|
| | | 3 1 1030101|1030102 1030103|1030104 1030105|1030106 1030107|1030108 1030109 [[5,2],[3,40]] 26 1
|
| | | 3 2 1030201|1030202 1030203|1030204 1030205|1030206 1030207|1030208 1030209 [[5,2],[3,40]] 28 1
|
| | | 3 3 1030301|1030302 1030303|1030304 1030305|1030306 1030307|1030308 1030309 [[5,2],[3,40]] 29 1
|
| | |
| | | 3 5 1030501|1030502 1030503|1030504 1030505|1030506 1030507|1030508 1030509 [[5,2],[3,40]] 31 1
|
| | | 3 6 1030601|1030602 1030603|1030604 1030605|1030606 1030607|1030608 1030609 [[5,2],[3,40]] 32 1
|
| | | 3 7 1030701|1030702 1030703|1030704 1030705|1030706 1030707|1030708 1030709 [[5,2],[3,40]] 33 1
|
| | | 3 8 1030801|1030802 1030803|1030804 1030805|1030806 1030807|1030808 1030809 [[5,2],[3,40]] 35 1
|
| | | 3 8 1030801|1030802 1030803|1030804 1030805|1030806 1030807|1030808 1030809 [[5,2],[3,40],[4,10]] 35 1
|
| | | 4 1 1040101|1040102 1040103|1040104 1040105|1040106 1040107|1040108 1040109|1040110 1040111 [[5,2],[3,40]] 36 1
|
| | | 4 2 1040201|1040202 1040203|1040204 1040205|1040206 1040207|1040208 1040209|1040210 1040211 [[5,2],[3,40]] 38 1
|
| | | 4 3 1040301|1040302 1040303|1040304 1040305|1040306 1040307|1040308 1040309|1040310 1040311 [[5,2],[3,40]] 40 1
|
| | |
| | | 4 7 1040701|1040702 1040703|1040704 1040705|1040706 1040707|1040708 1040709|1040710 1040711 [[5,2],[3,40]] 44 1
|
| | | 4 8 1040801|1040802 1040803|1040804 1040805|1040806 1040807|1040808 1040809|1040810 1040811 [[5,2],[3,40]] 46 1
|
| | | 4 9 1040901|1040902 1040903|1040904 1040905|1040906 1040907|1040908 1040909|1040910 1040911 [[5,2],[3,40]] 48 1
|
| | | 4 10 1041001|1041002 1041003|1041004 1041005|1041006 1041007|1041008 1041009|1041010 1041011 [[5,2],[3,40]] 49 1
|
| | | 4 10 1041001|1041002 1041003|1041004 1041005|1041006 1041007|1041008 1041009|1041010 1041011 [[5,2],[3,40],[4,10]] 49 1
|
| | | 5 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 50 1
|
| | | 5 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 51 1
|
| | | 5 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 52 1
|
| | |
| | | 5 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 56 1
|
| | | 5 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 57 1
|
| | | 5 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 58 0.96
|
| | | 5 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 58 1
|
| | | 5 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 58 1
|
| | | 6 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 59 1
|
| | | 6 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 60 0.96
|
| | | 6 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 60 1
|
| | |
| | | 6 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 63 1
|
| | | 6 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 64 0.97
|
| | | 6 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 64 1
|
| | | 6 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 65 1
|
| | | 6 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 65 1
|
| | | 7 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 66 0.98
|
| | | 7 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 66 1
|
| | | 7 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 67 1
|
| | |
| | | 7 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 70 0.95
|
| | | 7 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 70 1
|
| | | 7 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 71 1
|
| | | 7 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 72 0.96
|
| | | 7 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 72 0.96
|
| | | 8 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 72 1
|
| | | 8 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 73 1
|
| | | 8 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 74 0.99
|
| | |
| | | 8 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 76 1
|
| | | 8 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 77 1
|
| | | 8 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 78 0.99
|
| | | 8 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 78 1
|
| | | 8 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 78 1
|
| | | 9 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 79 1
|
| | | 9 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 80 0.99
|
| | | 9 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 80 1
|
| | |
| | | 9 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 83 1
|
| | | 9 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 84 0.97
|
| | | 9 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 84 1
|
| | | 9 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 85 1
|
| | | 9 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 85 1
|
| | | 10 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 86 0.98
|
| | | 10 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 86 1
|
| | | 10 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 87 1
|
| | |
| | | 10 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 90 0.99
|
| | | 10 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 90 1
|
| | | 10 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 91 1
|
| | | 10 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 92 0.99
|
| | | 10 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 92 0.99
|
| | | 11 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 92 1
|
| | | 11 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 93 1
|
| | | 11 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 94 0.99
|
| | |
| | | 11 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 96 1
|
| | | 11 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 97 1
|
| | | 11 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 98 0.99
|
| | | 11 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 98 1
|
| | | 11 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 98 1
|
| | | 12 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 99 1
|
| | | 12 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 100 0.99
|
| | | 12 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 100 1
|
| | |
| | | 12 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 103 1
|
| | | 12 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 104 0.99
|
| | | 12 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 104 1
|
| | | 12 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 105 1
|
| | | 12 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 105 1
|
| | | 13 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 106 0.99
|
| | | 13 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 106 1
|
| | | 13 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 107 1
|
| | |
| | | 13 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 110 0.99
|
| | | 13 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 110 1
|
| | | 13 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 111 1
|
| | | 13 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 112 0.99
|
| | | 13 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 112 0.99
|
| | | 14 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 112 1
|
| | | 14 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 113 1
|
| | | 14 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 114 0.99
|
| | |
| | | 14 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 116 1
|
| | | 14 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 117 0.99
|
| | | 14 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 118 1
|
| | | 14 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 118 1
|
| | | 14 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 118 1
|
| | | 15 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 119 1
|
| | | 15 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 120 1
|
| | | 15 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 120 1
|
| | |
| | | 15 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 123 1
|
| | | 15 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 124 1
|
| | | 15 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 124 1
|
| | | 15 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 125 1
|
| | | 15 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 125 1
|
| | | 16 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 126 1
|
| | | 16 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 126 1
|
| | | 16 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 127 1
|
| | |
| | | 16 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 130 1
|
| | | 16 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 130 1
|
| | | 16 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 131 1
|
| | | 16 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 132 1
|
| | | 16 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 132 1
|
| | | 17 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 132 1
|
| | | 17 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 133 1
|
| | | 17 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 134 1
|
| | |
| | | 17 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 136 1
|
| | | 17 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 137 1
|
| | | 17 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 138 0.99
|
| | | 17 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 138 1
|
| | | 17 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 138 1
|
| | | 18 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 139 1
|
| | | 18 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 140 0.99
|
| | | 18 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 140 1
|
| | |
| | | 18 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 143 1
|
| | | 18 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 144 0.99
|
| | | 18 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 144 1
|
| | | 18 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 145 1
|
| | | 18 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 145 1
|
| | | 19 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 146 0.99
|
| | | 19 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 146 1
|
| | | 19 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 147 1
|
| | |
| | | 19 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 150 0.99
|
| | | 19 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 150 1
|
| | | 19 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 151 1
|
| | | 19 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 152 0.99
|
| | | 19 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 152 0.99
|
| | | 20 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 152 1
|
| | | 20 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 153 1
|
| | | 20 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 154 0.99
|
| | |
| | | 20 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 156 1
|
| | | 20 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 157 1
|
| | | 20 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 158 0.99
|
| | | 20 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 158 1
|
| | | 20 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 158 1
|
| | | 21 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 159 1
|
| | | 21 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 160 0.99
|
| | | 21 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 160 1
|
| | |
| | | 21 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 163 1
|
| | | 21 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 164 0.99
|
| | | 21 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 164 1
|
| | | 21 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 165 1
|
| | | 21 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 165 1
|
| | | 22 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 166 0.99
|
| | | 22 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 166 1
|
| | | 22 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 167 1
|
| | |
| | | 22 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 170 0.99
|
| | | 22 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 170 1
|
| | | 22 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 171 1
|
| | | 22 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 172 0.99
|
| | | 22 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 172 0.99
|
| | | 23 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 172 1
|
| | | 23 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 173 1
|
| | | 23 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 174 0.99
|
| | |
| | | 23 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 176 1
|
| | | 23 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 177 1
|
| | | 23 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 178 0.99
|
| | | 23 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 178 1
|
| | | 23 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 178 1
|
| | | 24 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 179 1
|
| | | 24 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 180 0.99
|
| | | 24 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 180 1
|
| | |
| | | 24 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 183 1
|
| | | 24 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 184 1
|
| | | 24 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 185 0.99
|
| | | 24 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 185 1
|
| | | 24 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 185 1
|
| | | 25 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 186 1
|
| | | 25 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 187 0.99
|
| | | 25 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 187 1
|
| | |
| | | 25 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 190 1
|
| | | 25 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 191 0.99
|
| | | 25 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 191 1
|
| | | 25 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 192 1
|
| | | 25 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 192 1
|
| | | 26 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 193 0.99
|
| | | 26 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 193 1
|
| | | 26 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 194 1
|
| | |
| | | 26 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 197 0.99
|
| | | 26 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 197 1
|
| | | 26 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 198 1
|
| | | 26 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 199 0.99
|
| | | 26 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 199 0.99
|
| | | 27 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 199 1
|
| | | 27 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 200 1
|
| | | 27 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 201 0.99
|
| | |
| | | 27 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 203 1
|
| | | 27 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 204 1
|
| | | 27 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 205 0.99
|
| | | 27 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 205 1
|
| | | 27 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 205 1
|
| | | 28 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 206 1
|
| | | 28 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 207 0.99
|
| | | 28 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 207 1
|
| | |
| | | 28 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 210 1
|
| | | 28 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 211 1
|
| | | 28 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 212 0.99
|
| | | 28 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 212 1
|
| | | 28 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 212 1
|
| | | 29 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 213 1
|
| | | 29 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 214 0.99
|
| | | 29 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 214 1
|
| | |
| | | 29 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 217 1
|
| | | 29 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 218 0.99
|
| | | 29 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 218 1
|
| | | 29 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 219 1
|
| | | 29 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 219 1
|
| | | 30 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 220 0.99
|
| | | 30 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 220 1
|
| | | 30 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 221 1
|
| | |
| | | 30 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 224 0.99
|
| | | 30 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 224 1
|
| | | 30 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 225 1
|
| | | 30 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 226 0.99
|
| | | 30 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 226 0.99
|
| | | 31 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 226 1
|
| | | 31 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 227 1
|
| | | 31 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 228 0.99
|
| | |
| | | 31 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 230 1
|
| | | 31 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 231 1
|
| | | 31 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 232 0.99
|
| | | 31 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 232 1
|
| | | 31 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 232 1
|
| | | 32 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 233 1
|
| | | 32 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 234 0.99
|
| | | 32 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 234 1
|
| | |
| | | 32 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 237 1
|
| | | 32 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 238 0.99
|
| | | 32 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 238 1
|
| | | 32 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 239 1
|
| | | 32 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 239 1
|
| | | 33 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 240 0.99
|
| | | 33 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 240 1
|
| | | 33 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 241 1
|
| | |
| | | 33 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 244 0.99
|
| | | 33 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 244 1
|
| | | 33 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 245 1
|
| | | 33 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 246 0.99
|
| | | 33 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 246 0.99
|
| | | 34 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 246 1
|
| | | 34 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 247 1
|
| | | 34 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 248 0.99
|
| | |
| | | 34 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 250 1
|
| | | 34 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 251 1
|
| | | 34 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 252 0.99
|
| | | 34 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 252 1
|
| | | 34 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 252 1
|
| | | 35 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 253 1
|
| | | 35 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 254 0.99
|
| | | 35 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 254 1
|
| | |
| | | 35 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 257 1
|
| | | 35 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 258 0.99
|
| | | 35 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 258 1
|
| | | 35 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 259 1
|
| | | 35 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 259 1
|
| | | 36 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 260 0.99
|
| | | 36 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 260 1
|
| | | 36 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 261 1
|
| | |
| | | 36 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 264 0.99
|
| | | 36 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 264 1
|
| | | 36 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 265 1
|
| | | 36 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 266 0.99
|
| | | 36 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 266 0.99
|
| | | 37 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 266 1
|
| | | 37 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 267 1
|
| | | 37 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 268 0.99
|
| | |
| | | 37 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 270 1
|
| | | 37 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 271 1
|
| | | 37 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 272 0.99
|
| | | 37 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 272 1
|
| | | 37 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 272 1
|
| | | 38 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 273 1
|
| | | 38 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 274 0.99
|
| | | 38 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 274 1
|
| | |
| | | 38 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 277 1
|
| | | 38 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 278 0.99
|
| | | 38 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 278 1
|
| | | 38 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 279 1
|
| | | 38 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 279 1
|
| | | 39 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 280 0.99
|
| | | 39 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 280 1
|
| | | 39 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 281 1
|
| | |
| | | 39 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 284 0.99
|
| | | 39 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 284 1
|
| | | 39 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 285 1
|
| | | 39 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 286 0.99
|
| | | 39 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 286 0.99
|
| | | 40 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 286 1
|
| | | 40 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 287 1
|
| | | 40 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 288 0.99
|
| | |
| | | 40 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 290 1
|
| | | 40 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 291 1
|
| | | 40 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 292 0.99
|
| | | 40 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 292 1
|
| | | 40 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 292 1
|
| | | 41 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 293 1
|
| | | 41 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 294 0.99
|
| | | 41 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 294 1
|
| | |
| | | 41 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 297 1
|
| | | 41 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 298 0.99
|
| | | 41 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 298 1
|
| | | 41 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 299 1
|
| | | 41 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 299 1
|
| | | 42 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 300 0.99
|
| | | 42 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 300 1
|
| | | 42 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 301 1
|
| | |
| | | 42 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 304 0.95
|
| | | 42 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 304 1
|
| | | 42 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 305 1
|
| | | 42 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 306 0.99
|
| | | 42 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 306 0.99
|
| | | 43 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 306 1
|
| | | 43 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 307 1
|
| | | 43 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 308 0.99
|
| | |
| | | 43 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 310 1
|
| | | 43 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 311 1
|
| | | 43 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 312 0.99
|
| | | 43 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 312 1
|
| | | 43 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 312 1
|
| | | 44 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 313 1
|
| | | 44 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 314 0.99
|
| | | 44 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 314 1
|
| | |
| | | 44 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 317 1
|
| | | 44 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 318 0.99
|
| | | 44 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 318 1
|
| | | 44 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 319 1
|
| | | 44 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 319 1
|
| | | 45 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 320 0.99
|
| | | 45 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 320 1
|
| | | 45 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 321 1
|
| | |
| | | 45 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 324 0.99
|
| | | 45 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 324 1
|
| | | 45 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 325 1
|
| | | 45 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 326 0.99
|
| | | 45 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 326 0.99
|
| | | 46 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 326 1
|
| | | 46 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 327 1
|
| | | 46 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 328 0.99
|
| | |
| | | 46 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 330 1
|
| | | 46 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 331 1
|
| | | 46 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 332 0.99
|
| | | 46 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 332 1
|
| | | 46 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 332 1
|
| | | 47 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 333 1
|
| | | 47 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 334 0.99
|
| | | 47 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 334 1
|
| | |
| | | 47 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 337 1
|
| | | 47 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 338 0.99
|
| | | 47 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 338 1
|
| | | 47 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 339 1
|
| | | 47 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 339 1
|
| | | 48 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 340 0.99
|
| | | 48 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 340 1
|
| | | 48 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 341 1
|
| | |
| | | 48 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 344 0.99
|
| | | 48 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 344 1
|
| | | 48 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 345 1
|
| | | 48 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 346 0.99
|
| | | 48 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 346 0.99
|
| | | 49 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 346 1
|
| | | 49 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 347 1
|
| | | 49 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 348 0.99
|
| | |
| | | 49 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 350 1
|
| | | 49 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 351 1
|
| | | 49 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 352 0.99
|
| | | 49 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 352 1
|
| | | 49 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 352 1
|
| | | 50 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 353 1
|
| | | 50 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 354 0.99
|
| | | 50 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 354 1
|
| | |
| | | 50 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 357 1
|
| | | 50 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 358 0.99
|
| | | 50 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 358 1
|
| | | 50 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 359 1
|
| | | 50 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 359 1
|
| | | 51 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 360 0.99
|
| | | 51 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 360 1
|
| | | 51 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 361 1
|
| | |
| | | 51 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 364 0.99
|
| | | 51 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 364 1
|
| | | 51 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 365 1
|
| | | 51 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 366 0.99
|
| | | 51 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 366 0.99
|
| | | 52 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 366 1
|
| | | 52 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 367 1
|
| | | 52 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 368 0.99
|
| | |
| | | 52 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 370 1
|
| | | 52 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 371 1
|
| | | 52 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 372 0.99
|
| | | 52 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 372 1
|
| | | 52 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 372 1
|
| | | 53 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 373 1
|
| | | 53 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 374 0.99
|
| | | 53 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 374 1
|
| | |
| | | 53 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 377 1
|
| | | 53 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 378 0.99
|
| | | 53 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 378 1
|
| | | 53 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 379 1
|
| | | 53 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 379 1
|
| | | 54 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 380 0.99
|
| | | 54 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 380 1
|
| | | 54 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 381 1
|
| | |
| | | 54 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 384 0.99
|
| | | 54 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 384 1
|
| | | 54 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 385 1
|
| | | 54 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 386 0.99
|
| | | 54 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 386 0.99
|
| | | 55 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 386 1
|
| | | 55 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 387 1
|
| | | 55 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 388 0.99
|
| | |
| | | 55 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 390 1
|
| | | 55 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 391 1
|
| | | 55 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 392 0.99
|
| | | 55 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 392 1
|
| | | 55 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 392 1
|
| | | 56 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 393 1
|
| | | 56 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 394 0.99
|
| | | 56 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 394 1
|
| | |
| | | 56 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 397 1
|
| | | 56 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 398 0.99
|
| | | 56 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 398 1
|
| | | 56 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 399 1
|
| | | 56 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 399 1
|
| | | 57 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 400 0.99
|
| | | 57 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 400 1
|
| | | 57 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 401 1
|
| | |
| | | 57 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 404 0.99
|
| | | 57 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 404 1
|
| | | 57 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 405 1
|
| | | 57 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 406 0.99
|
| | | 57 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 406 0.99
|
| | | 58 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 406 1
|
| | | 58 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 407 1
|
| | | 58 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 408 0.99
|
| | |
| | | 58 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 410 1
|
| | | 58 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 411 1
|
| | | 58 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 412 0.99
|
| | | 58 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 412 1
|
| | | 58 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 412 1
|
| | | 59 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 413 1
|
| | | 59 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 414 0.99
|
| | | 59 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 414 1
|
| | |
| | | 59 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 417 1
|
| | | 59 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 418 0.99
|
| | | 59 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 418 1
|
| | | 59 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 419 1
|
| | | 59 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 419 1
|
| | | 60 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 420 0.99
|
| | | 60 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 420 1
|
| | | 60 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 421 1
|
| | |
| | | 60 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 424 0.99
|
| | | 60 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 424 1
|
| | | 60 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 425 1
|
| | | 60 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 426 0.99
|
| | | 60 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 426 0.99
|
| | | 61 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 426 1
|
| | | 61 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 427 1
|
| | | 61 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 428 0.99
|
| | |
| | | 61 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 430 1
|
| | | 61 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 431 1
|
| | | 61 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 432 0.99
|
| | | 61 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 432 1
|
| | | 61 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 432 1
|
| | | 62 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 433 1
|
| | | 62 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 434 0.99
|
| | | 62 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 434 1
|
| | |
| | | 62 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 437 1
|
| | | 62 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 438 0.99
|
| | | 62 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 438 1
|
| | | 62 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40]] 439 1
|
| | | 62 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 439 1
|
| | | 63 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 440 0.99
|
| | | 63 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 440 1
|
| | | 63 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 441 1
|
| | | 63 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 442 0.99
|
| | | 63 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 442 1
|
| | | 63 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 443 1
|
| | | 63 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 444 0.99
|
| | | 63 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 444 1
|
| | | 63 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 445 1
|
| | | 63 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 446 0.99
|
| | | 64 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 446 1
|
| | | 64 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 447 1
|
| | | 64 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 448 0.99
|
| | | 64 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 448 1
|
| | | 64 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 449 1
|
| | | 64 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 450 0.99
|
| | | 64 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 450 1
|
| | | 64 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 451 1
|
| | | 64 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 452 0.99
|
| | | 64 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 452 1
|
| | | 65 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 453 1
|
| | | 65 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 454 0.99
|
| | | 65 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 454 1
|
| | | 65 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 455 1
|
| | | 65 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 456 0.95
|
| | | 65 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 456 1
|
| | | 65 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 457 1
|
| | | 65 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 458 0.99
|
| | | 65 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 458 1
|
| | | 65 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 459 1
|
| | | 66 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 460 0.99
|
| | | 66 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 460 1
|
| | | 66 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 461 1
|
| | | 66 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 462 0.99
|
| | | 66 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 462 1
|
| | | 66 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 463 1
|
| | | 66 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 464 0.99
|
| | | 66 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 464 1
|
| | | 66 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 465 1
|
| | | 66 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 466 0.99
|
| | | 67 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 466 1
|
| | | 67 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 467 1
|
| | | 67 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 468 0.99
|
| | | 67 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 468 1
|
| | | 67 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 469 1
|
| | | 67 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 470 0.99
|
| | | 67 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 470 1
|
| | | 67 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 471 1
|
| | | 67 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 472 0.99
|
| | | 67 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 472 1
|
| | | 68 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 473 1
|
| | | 68 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 474 0.99
|
| | | 68 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 474 1
|
| | | 68 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 475 1
|
| | | 68 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 476 0.99
|
| | | 68 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 476 1
|
| | | 68 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 477 1
|
| | | 68 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 478 0.99
|
| | | 68 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 478 1
|
| | | 68 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 479 1
|
| | | 69 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 480 0.99
|
| | | 69 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 480 1
|
| | | 69 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 481 1
|
| | | 69 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 482 0.99
|
| | | 69 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 482 1
|
| | | 69 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 483 1
|
| | | 69 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 484 0.99
|
| | | 69 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 484 1
|
| | | 69 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 485 1
|
| | | 69 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 486 0.99
|
| | | 70 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 486 1
|
| | | 70 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 487 1
|
| | | 70 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 488 0.99
|
| | | 70 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 488 1
|
| | | 70 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 489 1
|
| | | 70 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 490 0.99
|
| | | 70 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 490 1
|
| | | 70 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 491 1
|
| | | 70 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 492 0.99
|
| | | 70 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 492 1
|
| | | 71 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 493 1
|
| | | 71 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 494 0.99
|
| | | 71 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 494 1
|
| | | 71 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 495 1
|
| | | 71 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 496 0.99
|
| | | 71 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 496 1
|
| | | 71 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 497 1
|
| | | 71 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 498 0.99
|
| | | 71 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 498 1
|
| | | 71 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 499 1
|
| | | 72 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 500 0.99
|
| | | 72 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 500 1
|
| | | 72 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 501 1
|
| | | 72 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 502 0.99
|
| | | 72 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 502 1
|
| | | 72 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 503 0.95
|
| | | 72 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 503 1
|
| | | 72 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 504 1
|
| | | 72 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 505 0.99
|
| | | 72 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 505 1
|
| | | 73 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 506 1
|
| | | 73 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 507 0.99
|
| | | 73 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 507 1
|
| | | 73 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 508 1
|
| | | 73 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 509 0.99
|
| | | 73 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 509 1
|
| | | 73 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 510 1
|
| | | 73 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 511 0.99
|
| | | 73 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 511 1
|
| | | 73 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 512 1
|
| | | 74 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 513 0.99
|
| | | 74 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 513 1
|
| | | 74 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 514 1
|
| | | 74 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 515 0.99
|
| | | 74 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 515 1
|
| | | 74 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 516 1
|
| | | 74 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 517 0.99
|
| | | 74 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 517 1
|
| | | 74 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 518 1
|
| | | 74 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 519 0.99
|
| | | 75 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 519 1
|
| | | 75 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 520 1
|
| | | 75 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 521 0.99
|
| | | 75 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 521 1
|
| | | 75 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 522 1
|
| | | 75 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 523 0.99
|
| | | 75 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 523 1
|
| | | 75 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 524 1
|
| | | 75 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 525 0.99
|
| | | 75 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 525 1
|
| | | 76 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 526 1
|
| | | 76 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 527 0.99
|
| | | 76 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 527 1
|
| | | 76 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 528 1
|
| | | 76 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 529 0.99
|
| | | 76 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 529 1
|
| | | 76 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 530 1
|
| | | 76 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 531 0.99
|
| | | 76 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 531 1
|
| | | 76 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 532 1
|
| | | 77 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 533 0.99
|
| | | 77 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 533 1
|
| | | 77 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 534 1
|
| | | 77 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 535 0.99
|
| | | 77 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 535 1
|
| | | 77 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 536 1
|
| | | 77 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 537 0.99
|
| | | 77 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 537 1
|
| | | 77 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 538 1
|
| | | 77 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 539 0.99
|
| | | 78 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 539 1
|
| | | 78 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 540 1
|
| | | 78 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 541 0.99
|
| | | 78 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 541 1
|
| | | 78 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 542 1
|
| | | 78 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 543 0.99
|
| | | 78 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 543 1
|
| | | 78 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 544 1
|
| | | 78 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 545 0.99
|
| | | 78 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 545 1
|
| | | 79 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 546 1
|
| | | 79 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 547 0.99
|
| | | 79 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 547 1
|
| | | 79 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 548 1
|
| | | 79 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 549 1
|
| | | 79 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 550 0.95
|
| | | 79 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 550 1
|
| | | 79 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 551 1
|
| | | 79 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 552 0.99
|
| | | 79 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 552 1
|
| | | 80 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 553 1
|
| | | 80 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 554 0.99
|
| | | 80 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 554 1
|
| | | 80 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 555 1
|
| | | 80 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 556 0.99
|
| | | 80 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 556 1
|
| | | 80 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 557 1
|
| | | 80 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 558 0.99
|
| | | 80 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 558 1
|
| | | 80 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 559 1
|
| | | 81 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 560 0.99
|
| | | 81 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 560 1
|
| | | 81 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 561 1
|
| | | 81 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 562 0.99
|
| | | 81 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 562 1
|
| | | 81 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 563 1
|
| | | 81 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 564 0.99
|
| | | 81 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 564 1
|
| | | 81 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 565 1
|
| | | 81 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 566 0.99
|
| | | 82 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 566 1
|
| | | 82 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 567 1
|
| | | 82 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 568 0.99
|
| | | 82 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 568 1
|
| | | 82 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 569 1
|
| | | 82 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 570 0.99
|
| | | 82 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 570 1
|
| | | 82 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 571 1
|
| | | 82 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 572 0.99
|
| | | 82 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 572 1
|
| | | 83 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 573 1
|
| | | 83 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 574 0.99
|
| | | 83 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 574 1
|
| | | 83 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 575 1
|
| | | 83 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 576 0.99
|
| | | 83 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 576 1
|
| | | 83 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 577 1
|
| | | 83 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 578 0.99
|
| | | 83 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 578 1
|
| | | 83 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 579 1
|
| | | 84 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 580 0.99
|
| | | 84 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 580 1
|
| | | 84 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 581 1
|
| | | 84 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 582 0.99
|
| | | 84 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 582 1
|
| | | 84 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 583 1
|
| | | 84 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 584 0.99
|
| | | 84 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 584 1
|
| | | 84 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 585 1
|
| | | 84 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 586 0.99
|
| | | 85 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 586 1
|
| | | 85 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 587 1
|
| | | 85 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 588 0.99
|
| | | 85 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 588 1
|
| | | 85 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 589 1
|
| | | 85 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 590 0.99
|
| | | 85 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 590 1
|
| | | 85 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 591 1
|
| | | 85 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 592 0.99
|
| | | 85 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 592 1
|
| | | 86 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 593 1
|
| | | 86 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 594 0.99
|
| | | 86 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 594 1
|
| | | 86 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 595 1
|
| | | 86 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 596 0.95
|
| | | 86 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 596 1
|
| | | 86 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 597 1
|
| | | 86 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 598 0.99
|
| | | 86 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 598 1
|
| | | 86 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 599 1
|
| | | 87 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 600 0.99
|
| | | 87 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 600 1
|
| | | 87 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 601 1
|
| | | 87 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 602 0.99
|
| | | 87 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 602 1
|
| | | 87 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 603 1
|
| | | 87 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 604 0.99
|
| | | 87 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 604 1
|
| | | 87 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 605 1
|
| | | 87 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 606 0.99
|
| | | 88 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 606 1
|
| | | 88 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 607 1
|
| | | 88 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 608 0.99
|
| | | 88 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 608 1
|
| | | 88 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 609 1
|
| | | 88 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 610 0.99
|
| | | 88 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 610 1
|
| | | 88 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 611 1
|
| | | 88 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 612 0.99
|
| | | 88 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 612 1
|
| | | 89 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 613 1
|
| | | 89 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 614 0.99
|
| | | 89 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 614 1
|
| | | 89 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 615 1
|
| | | 89 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 616 0.99
|
| | | 89 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 616 1
|
| | | 89 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 617 1
|
| | | 89 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 618 0.99
|
| | | 89 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 618 1
|
| | | 89 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 619 1
|
| | | 90 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 620 0.99
|
| | | 90 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 620 1
|
| | | 90 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 621 1
|
| | | 90 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 622 0.99
|
| | | 90 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 622 1
|
| | | 90 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 623 1
|
| | | 90 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 624 0.99
|
| | | 90 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 624 1
|
| | | 90 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 625 1
|
| | | 90 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 626 0.99
|
| | | 91 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 626 1
|
| | | 91 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 627 1
|
| | | 91 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 628 0.99
|
| | | 91 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 628 1
|
| | | 91 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 629 1
|
| | | 91 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 630 0.99
|
| | | 91 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 630 1
|
| | | 91 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 631 1
|
| | | 91 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 632 0.99
|
| | | 91 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 632 1
|
| | | 92 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 633 1
|
| | | 92 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 634 0.99
|
| | | 92 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 634 1
|
| | | 92 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 635 1
|
| | | 92 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 636 0.99
|
| | | 92 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 636 1
|
| | | 92 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 637 1
|
| | | 92 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 638 0.99
|
| | | 92 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 638 1
|
| | | 92 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 639 1
|
| | | 93 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 640 0.99
|
| | | 93 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 640 1
|
| | | 93 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 641 1
|
| | | 93 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 642 0.99
|
| | | 93 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 642 1
|
| | | 93 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 643 1
|
| | | 93 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 644 0.99
|
| | | 93 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 644 1
|
| | | 93 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 645 1
|
| | | 93 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 646 0.99
|
| | | 94 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 646 1
|
| | | 94 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 647 1
|
| | | 94 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 648 0.99
|
| | | 94 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 648 1
|
| | | 94 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 649 1
|
| | | 94 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 650 0.95
|
| | | 94 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 650 1
|
| | | 94 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 651 1
|
| | | 94 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 652 0.99
|
| | | 94 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 652 1
|
| | | 95 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 653 1
|
| | | 95 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 654 0.99
|
| | | 95 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 654 1
|
| | | 95 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 655 1
|
| | | 95 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 656 0.99
|
| | | 95 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 656 1
|
| | | 95 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 657 1
|
| | | 95 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 658 0.99
|
| | | 95 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 658 1
|
| | | 95 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 659 1
|
| | | 96 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 660 0.99
|
| | | 96 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 660 1
|
| | | 96 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 661 1
|
| | | 96 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 662 0.99
|
| | | 96 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 662 1
|
| | | 96 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 663 1
|
| | | 96 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 664 0.99
|
| | | 96 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 664 1
|
| | | 96 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 665 1
|
| | | 96 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 666 0.99
|
| | | 97 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 666 1
|
| | | 97 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 667 1
|
| | | 97 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 668 0.99
|
| | | 97 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 668 1
|
| | | 97 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 669 1
|
| | | 97 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 670 0.99
|
| | | 97 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 670 1
|
| | | 97 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 671 1
|
| | | 97 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 672 0.99
|
| | | 97 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 672 1
|
| | | 98 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 673 1
|
| | | 98 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 674 0.99
|
| | | 98 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 674 1
|
| | | 98 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 675 1
|
| | | 98 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 676 0.99
|
| | | 98 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 676 1
|
| | | 98 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 677 1
|
| | | 98 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 678 0.99
|
| | | 98 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 678 1
|
| | | 98 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 679 1
|
| | | 99 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 680 0.99
|
| | | 99 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 680 1
|
| | | 99 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 681 1
|
| | | 99 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 682 0.99
|
| | | 99 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 682 1
|
| | | 99 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 683 1
|
| | | 99 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 684 0.99
|
| | | 99 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 684 1
|
| | | 99 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 685 1
|
| | | 99 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 686 0.99
|
| | | 100 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 686 1
|
| | | 100 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 687 1
|
| | | 100 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 688 0.99
|
| | | 100 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 688 1
|
| | | 100 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 689 1
|
| | | 100 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 690 0.99
|
| | | 100 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 690 1
|
| | | 100 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 691 1
|
| | | 100 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 692 0.99
|
| | | 100 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 692 1
|
| | | 101 1 1050101|1050102 1050103|1050104 1050105|1050106 1050107|1050108 1050109|1050110 1050111|1050112 1050113 [[5,2],[3,40]] 693 1
|
| | | 101 2 1050201|1050202 1050203|1050204 1050205|1050206 1050207|1050208 1050209|1050210 1050211|1050212 1050213 [[5,2],[3,40]] 694 0.99
|
| | | 101 3 1050301|1050302 1050303|1050304 1050305|1050306 1050307|1050308 1050309|1050310 1050311|1050312 1050313 [[5,2],[3,40]] 694 1
|
| | | 101 4 1050401|1050402 1050403|1050404 1050405|1050406 1050407|1050408 1050409|1050410 1050411|1050412 1050413 [[5,2],[3,40]] 695 1
|
| | | 101 5 1050501|1050502 1050503|1050504 1050505|1050506 1050507|1050508 1050509|1050510 1050511|1050512 1050513 [[5,2],[3,40]] 696 0.99
|
| | | 101 6 1050601|1050602 1050603|1050604 1050605|1050606 1050607|1050608 1050609|1050610 1050611|1050612 1050613 [[5,2],[3,40]] 696 1
|
| | | 101 7 1050701|1050702 1050703|1050704 1050705|1050706 1050707|1050708 1050709|1050710 1050711|1050712 1050713 [[5,2],[3,40]] 697 1
|
| | | 101 8 1050801|1050802 1050803|1050804 1050805|1050806 1050807|1050808 1050809|1050810 1050811|1050812 1050813 [[5,2],[3,40]] 698 0.99
|
| | | 101 9 1050901|1050902 1050903|1050904 1050905|1050906 1050907|1050908 1050909|1050910 1050911|1050912 1050913 [[5,2],[3,40]] 698 1
|
| | | 101 10 1051001|1051002 1051003|1051004 1051005|1051006 1051007|1051008 1051009|1051010 1051011|1051012 1051013 [[5,2],[3,40],[4,10]] 699 1
|