| | |
| | | 2118 1006 38 6|7|8|174 71164800|889560|296520|17650
|
| | | 2119 1006 39 6|7|8|174 72878400|910980|303660|18075
|
| | | 2120 1006 40 6|7|8|174 74592000|932400|310800|18500
|
| | | 2121 24 1 [[54,1]] 6|7 5000|125
|
| | | 2122 24 2 [[54,1]] 6|7 10000|250
|
| | | 2123 24 3 [[54,1]] 6|7 15000|375
|
| | | 2124 24 4 [[54,1]] 6|7 20000|500
|
| | | 2125 24 5 [[54,1]] 6|7 25000|625
|
| | | 2126 24 6 [[54,1]] 6|7 30000|750
|
| | | 2127 24 7 [[54,1]] 6|7 35000|875
|
| | | 2128 24 8 [[54,1]] 6|7 40000|1000
|
| | | 2129 24 9 [[54,1]] 6|7 45000|1125
|
| | | 2130 24 10 [[54,1]] 6|7 50000|1250
|
| | | 2131 24 11 [[54,2]] 6|7 59500|1487
|
| | | 2132 24 12 [[54,2]] 6|7 69000|1724
|
| | | 2133 24 13 [[54,2]] 6|7 78500|1961
|
| | | 2134 24 14 [[54,2]] 6|7 88000|2198
|
| | | 2135 24 15 [[54,2]] 6|7 97500|2435
|
| | | 2136 24 16 [[54,2]] 6|7 107000|2672
|
| | | 2137 24 17 [[54,2]] 6|7 116500|2909
|
| | | 2138 24 18 [[54,2]] 6|7 126000|3146
|
| | | 2139 24 19 [[54,2]] 6|7 135500|3383
|
| | | 2140 24 20 [[54,2]] 6|7 145000|3620
|
| | | 2141 24 21 [[54,3]] 6|7 158500|3957
|
| | | 2142 24 22 [[54,3]] 6|7 172000|4294
|
| | | 2143 24 23 [[54,3]] 6|7 185500|4631
|
| | | 2144 24 24 [[54,3]] 6|7 199000|4968
|
| | | 2145 24 25 [[54,3]] 6|7 212500|5305
|
| | | 2146 24 26 [[54,3]] 6|7 226000|5642
|
| | | 2147 24 27 [[54,3]] 6|7 239500|5979
|
| | | 2148 24 28 [[54,3]] 6|7 253000|6316
|
| | | 2149 24 29 [[54,3]] 6|7 266500|6653
|
| | | 2150 24 30 [[54,3]] 6|7 280000|6990
|
| | | 2151 24 31 [[54,4]] 6|7 297000|7415
|
| | | 2152 24 32 [[54,4]] 6|7 314000|7840
|
| | | 2153 24 33 [[54,4]] 6|7 331000|8265
|
| | | 2154 24 34 [[54,4]] 6|7 348000|8690
|
| | | 2155 24 35 [[54,4]] 6|7 365000|9115
|
| | | 2156 24 36 [[54,4]] 6|7 382000|9540
|
| | | 2157 24 37 [[54,4]] 6|7 399000|9965
|
| | | 2158 24 38 [[54,4]] 6|7 416000|10390
|
| | | 2159 24 39 [[54,4]] 6|7 433000|10815
|
| | | 2160 24 40 [[54,4]] 6|7 450000|11240
|
| | | 2161 25 1 [[55,1]] 6|7 10000|250
|
| | | 2162 25 2 [[55,1]] 6|7 20000|500
|
| | | 2163 25 3 [[55,1]] 6|7 30000|750
|
| | | 2164 25 4 [[55,1]] 6|7 40000|1000
|
| | | 2165 25 5 [[55,1]] 6|7 50000|1250
|
| | | 2166 25 6 [[55,1]] 6|7 60000|1500
|
| | | 2167 25 7 [[55,1]] 6|7 70000|1750
|
| | | 2168 25 8 [[55,1]] 6|7 80000|2000
|
| | | 2169 25 9 [[55,1]] 6|7 90000|2250
|
| | | 2170 25 10 [[55,1]] 6|7 100000|2500
|
| | | 2171 25 11 [[55,2]] 6|7 119000|2975
|
| | | 2172 25 12 [[55,2]] 6|7 138000|3450
|
| | | 2173 25 13 [[55,2]] 6|7 157000|3925
|
| | | 2174 25 14 [[55,2]] 6|7 176000|4400
|
| | | 2175 25 15 [[55,2]] 6|7 195000|4875
|
| | | 2176 25 16 [[55,2]] 6|7 214000|5350
|
| | | 2177 25 17 [[55,2]] 6|7 233000|5825
|
| | | 2178 25 18 [[55,2]] 6|7 252000|6300
|
| | | 2179 25 19 [[55,2]] 6|7 271000|6775
|
| | | 2180 25 20 [[55,2]] 6|7 290000|7250
|
| | | 2181 25 21 [[55,3]] 6|7 317000|7925
|
| | | 2182 25 22 [[55,3]] 6|7 344000|8600
|
| | | 2183 25 23 [[55,3]] 6|7 371000|9275
|
| | | 2184 25 24 [[55,3]] 6|7 398000|9950
|
| | | 2185 25 25 [[55,3]] 6|7 425000|10625
|
| | | 2186 25 26 [[55,3]] 6|7 452000|11300
|
| | | 2187 25 27 [[55,3]] 6|7 479000|11975
|
| | | 2188 25 28 [[55,3]] 6|7 506000|12650
|
| | | 2189 25 29 [[55,3]] 6|7 533000|13325
|
| | | 2190 25 30 [[55,3]] 6|7 560000|14000
|
| | | 2191 25 31 [[55,4]] 6|7 594000|14850
|
| | | 2192 25 32 [[55,4]] 6|7 628000|15700
|
| | | 2193 25 33 [[55,4]] 6|7 662000|16550
|
| | | 2194 25 34 [[55,4]] 6|7 696000|17400
|
| | | 2195 25 35 [[55,4]] 6|7 730000|18250
|
| | | 2196 25 36 [[55,4]] 6|7 764000|19100
|
| | | 2197 25 37 [[55,4]] 6|7 798000|19950
|
| | | 2198 25 38 [[55,4]] 6|7 832000|20800
|
| | | 2199 25 39 [[55,4]] 6|7 866000|21650
|
| | | 2200 25 40 [[55,4]] 6|7 900000|22500
|
| | | 2201 28 1 [[58,1]] 6|7 3000|75
|
| | | 2202 28 2 [[58,1]] 6|7 6000|150
|
| | | 2203 28 3 [[58,1]] 6|7 9000|225
|
| | | 2204 28 4 [[58,1]] 6|7 12000|300
|
| | | 2205 28 5 [[58,1]] 6|7 15000|375
|
| | | 2206 28 6 [[58,1]] 6|7 18000|450
|
| | | 2207 28 7 [[58,1]] 6|7 21000|525
|
| | | 2208 28 8 [[58,1]] 6|7 24000|600
|
| | | 2209 28 9 [[58,1]] 6|7 27000|675
|
| | | 2210 28 10 [[58,1]] 6|7 30000|750
|
| | | 2211 28 11 [[58,2]] 6|7 35700|892
|
| | | 2212 28 12 [[58,2]] 6|7 41400|1034
|
| | | 2213 28 13 [[58,2]] 6|7 47100|1176
|
| | | 2214 28 14 [[58,2]] 6|7 52800|1318
|
| | | 2215 28 15 [[58,2]] 6|7 58500|1460
|
| | | 2216 28 16 [[58,2]] 6|7 64200|1602
|
| | | 2217 28 17 [[58,2]] 6|7 69900|1744
|
| | | 2218 28 18 [[58,2]] 6|7 75600|1886
|
| | | 2219 28 19 [[58,2]] 6|7 81300|2028
|
| | | 2220 28 20 [[58,2]] 6|7 87000|2170
|
| | | 2221 28 21 [[58,3]] 6|7 95100|2372
|
| | | 2222 28 22 [[58,3]] 6|7 103200|2574
|
| | | 2223 28 23 [[58,3]] 6|7 111300|2776
|
| | | 2224 28 24 [[58,3]] 6|7 119400|2978
|
| | | 2225 28 25 [[58,3]] 6|7 127500|3180
|
| | | 2226 28 26 [[58,3]] 6|7 135600|3382
|
| | | 2227 28 27 [[58,3]] 6|7 143700|3584
|
| | | 2228 28 28 [[58,3]] 6|7 151800|3786
|
| | | 2229 28 29 [[58,3]] 6|7 159900|3988
|
| | | 2230 28 30 [[58,3]] 6|7 168000|4190
|
| | | 2231 28 31 [[58,4]] 6|7 178200|4445
|
| | | 2232 28 32 [[58,4]] 6|7 188400|4700
|
| | | 2233 28 33 [[58,4]] 6|7 198600|4955
|
| | | 2234 28 34 [[58,4]] 6|7 208800|5210
|
| | | 2235 28 35 [[58,4]] 6|7 219000|5465
|
| | | 2236 28 36 [[58,4]] 6|7 229200|5720
|
| | | 2237 28 37 [[58,4]] 6|7 239400|5975
|
| | | 2238 28 38 [[58,4]] 6|7 249600|6230
|
| | | 2239 28 39 [[58,4]] 6|7 259800|6485
|
| | | 2240 28 40 [[58,4]] 6|7 270000|6740
|
| | | 2241 29 1 [[59,1]] 6|7 25594|640
|
| | | 2242 29 2 [[59,1]] 6|7 51188|1280
|
| | | 2243 29 3 [[59,1]] 6|7 76782|1920
|
| | | 2244 29 4 [[59,1]] 6|7 102376|2560
|
| | | 2245 29 5 [[59,1]] 6|7 127970|3200
|
| | | 2246 29 6 [[59,1]] 6|7 153564|3840
|
| | | 2247 29 7 [[59,1]] 6|7 179158|4480
|
| | | 2248 29 8 [[59,1]] 6|7 204752|5120
|
| | | 2249 29 9 [[59,1]] 6|7 230346|5760
|
| | | 2250 29 10 [[59,1]] 6|7 255940|6400
|
| | | 2251 29 11 [[59,2]] 6|7 304568|7616
|
| | | 2252 29 12 [[59,2]] 6|7 353196|8832
|
| | | 2253 29 13 [[59,2]] 6|7 401824|10048
|
| | | 2254 29 14 [[59,2]] 6|7 450452|11264
|
| | | 2255 29 15 [[59,2]] 6|7 499080|12480
|
| | | 2256 29 16 [[59,2]] 6|7 547708|13696
|
| | | 2257 29 17 [[59,2]] 6|7 596336|14912
|
| | | 2258 29 18 [[59,2]] 6|7 644964|16128
|
| | | 2259 29 19 [[59,2]] 6|7 693592|17344
|
| | | 2260 29 20 [[59,2]] 6|7 742220|18560
|
| | | 2261 29 21 [[59,3]] 6|7 811323|20288
|
| | | 2262 29 22 [[59,3]] 6|7 880426|22016
|
| | | 2263 29 23 [[59,3]] 6|7 949529|23744
|
| | | 2264 29 24 [[59,3]] 6|7 1018632|25472
|
| | | 2265 29 25 [[59,3]] 6|7 1087735|27200
|
| | | 2266 29 26 [[59,3]] 6|7 1156838|28928
|
| | | 2267 29 27 [[59,3]] 6|7 1225941|30656
|
| | | 2268 29 28 [[59,3]] 6|7 1295044|32384
|
| | | 2269 29 29 [[59,3]] 6|7 1364147|34112
|
| | | 2270 29 30 [[59,3]] 6|7 1433250|35840
|
| | | 2271 29 31 [[59,4]] 6|7 1520269|38016
|
| | | 2272 29 32 [[59,4]] 6|7 1607288|40192
|
| | | 2273 29 33 [[59,4]] 6|7 1694307|42368
|
| | | 2274 29 34 [[59,4]] 6|7 1781326|44544
|
| | | 2275 29 35 [[59,4]] 6|7 1868345|46720
|
| | | 2276 29 36 [[59,4]] 6|7 1955364|48896
|
| | | 2277 29 37 [[59,4]] 6|7 2042383|51072
|
| | | 2278 29 38 [[59,4]] 6|7 2129402|53248
|
| | | 2279 29 39 [[59,4]] 6|7 2216421|55424
|
| | | 2280 29 40 [[59,4]] 6|7 2303440|57600
|
| | | 2281 30 1 [[60,1]] 6|7 7313|183
|
| | | 2282 30 2 [[60,1]] 6|7 14626|366
|
| | | 2283 30 3 [[60,1]] 6|7 21939|549
|
| | | 2284 30 4 [[60,1]] 6|7 29252|732
|
| | | 2285 30 5 [[60,1]] 6|7 36565|915
|
| | | 2286 30 6 [[60,1]] 6|7 43878|1098
|
| | | 2287 30 7 [[60,1]] 6|7 51191|1281
|
| | | 2288 30 8 [[60,1]] 6|7 58504|1464
|
| | | 2289 30 9 [[60,1]] 6|7 65817|1647
|
| | | 2290 30 10 [[60,1]] 6|7 73130|1830
|
| | | 2291 30 11 [[60,2]] 6|7 87024|2177
|
| | | 2292 30 12 [[60,2]] 6|7 100918|2524
|
| | | 2293 30 13 [[60,2]] 6|7 114812|2871
|
| | | 2294 30 14 [[60,2]] 6|7 128706|3218
|
| | | 2295 30 15 [[60,2]] 6|7 142600|3565
|
| | | 2296 30 16 [[60,2]] 6|7 156494|3912
|
| | | 2297 30 17 [[60,2]] 6|7 170388|4259
|
| | | 2298 30 18 [[60,2]] 6|7 184282|4606
|
| | | 2299 30 19 [[60,2]] 6|7 198176|4953
|
| | | 2300 30 20 [[60,2]] 6|7 212070|5300
|
| | | 2301 30 21 [[60,3]] 6|7 231815|5794
|
| | | 2302 30 22 [[60,3]] 6|7 251560|6288
|
| | | 2303 30 23 [[60,3]] 6|7 271305|6782
|
| | | 2304 30 24 [[60,3]] 6|7 291050|7276
|
| | | 2305 30 25 [[60,3]] 6|7 310795|7770
|
| | | 2306 30 26 [[60,3]] 6|7 330540|8264
|
| | | 2307 30 27 [[60,3]] 6|7 350285|8758
|
| | | 2308 30 28 [[60,3]] 6|7 370030|9252
|
| | | 2309 30 29 [[60,3]] 6|7 389775|9746
|
| | | 2310 30 30 [[60,3]] 6|7 409520|10240
|
| | | 2311 30 31 [[60,4]] 6|7 434384|10862
|
| | | 2312 30 32 [[60,4]] 6|7 459248|11484
|
| | | 2313 30 33 [[60,4]] 6|7 484112|12106
|
| | | 2314 30 34 [[60,4]] 6|7 508976|12728
|
| | | 2315 30 35 [[60,4]] 6|7 533840|13350
|
| | | 2316 30 36 [[60,4]] 6|7 558704|13972
|
| | | 2317 30 37 [[60,4]] 6|7 583568|14594
|
| | | 2318 30 38 [[60,4]] 6|7 608432|15216
|
| | | 2319 30 39 [[60,4]] 6|7 633296|15838
|
| | | 2320 30 40 [[60,4]] 6|7 658160|16460
|
| | | 2321 31 1 [[61,1]] 6|7 3656|91
|
| | | 2322 31 2 [[61,1]] 6|7 7312|182
|
| | | 2323 31 3 [[61,1]] 6|7 10968|273
|
| | | 2324 31 4 [[61,1]] 6|7 14624|364
|
| | | 2325 31 5 [[61,1]] 6|7 18280|455
|
| | | 2326 31 6 [[61,1]] 6|7 21936|546
|
| | | 2327 31 7 [[61,1]] 6|7 25592|637
|
| | | 2328 31 8 [[61,1]] 6|7 29248|728
|
| | | 2329 31 9 [[61,1]] 6|7 32904|819
|
| | | 2330 31 10 [[61,1]] 6|7 36560|910
|
| | | 2331 31 11 [[61,2]] 6|7 43506|1082
|
| | | 2332 31 12 [[61,2]] 6|7 50452|1254
|
| | | 2333 31 13 [[61,2]] 6|7 57398|1426
|
| | | 2334 31 14 [[61,2]] 6|7 64344|1598
|
| | | 2335 31 15 [[61,2]] 6|7 71290|1770
|
| | | 2336 31 16 [[61,2]] 6|7 78236|1942
|
| | | 2337 31 17 [[61,2]] 6|7 85182|2114
|
| | | 2338 31 18 [[61,2]] 6|7 92128|2286
|
| | | 2339 31 19 [[61,2]] 6|7 99074|2458
|
| | | 2340 31 20 [[61,2]] 6|7 106020|2630
|
| | | 2341 31 21 [[61,3]] 6|7 115891|2875
|
| | | 2342 31 22 [[61,3]] 6|7 125762|3120
|
| | | 2343 31 23 [[61,3]] 6|7 135633|3365
|
| | | 2344 31 24 [[61,3]] 6|7 145504|3610
|
| | | 2345 31 25 [[61,3]] 6|7 155375|3855
|
| | | 2346 31 26 [[61,3]] 6|7 165246|4100
|
| | | 2347 31 27 [[61,3]] 6|7 175117|4345
|
| | | 2348 31 28 [[61,3]] 6|7 184988|4590
|
| | | 2349 31 29 [[61,3]] 6|7 194859|4835
|
| | | 2350 31 30 [[61,3]] 6|7 204730|5080
|
| | | 2351 31 31 [[61,4]] 6|7 217160|5389
|
| | | 2352 31 32 [[61,4]] 6|7 229590|5698
|
| | | 2353 31 33 [[61,4]] 6|7 242020|6007
|
| | | 2354 31 34 [[61,4]] 6|7 254450|6316
|
| | | 2355 31 35 [[61,4]] 6|7 266880|6625
|
| | | 2356 31 36 [[61,4]] 6|7 279310|6934
|
| | | 2357 31 37 [[61,4]] 6|7 291740|7243
|
| | | 2358 31 38 [[61,4]] 6|7 304170|7552
|
| | | 2359 31 39 [[61,4]] 6|7 316600|7861
|
| | | 2360 31 40 [[61,4]] 6|7 329030|8170
|