* Objective: convex nonlinear * Constraints: linear * W The set of OD-pairs * Po The set of paths connecting OD-pair w in W * PP The set of all paths * A The set of arcs * D Number of OD-travelers * t0 Free-flow travel time * K{a} Practical capacity * p The arcs defining each path * G(a) The set of paths that use each arc Set k /k1*k1118/; Alias (k,s); set A /i1*i76/ ; Alias(A,l); set w(k) /k1*k575/; Parameter t0[a] / i1 0.060000 , i2 0.040000 , i3 0.060000 , i4 0.050000 , i5 0.040000 , i6 0.040000 , i7 0.040000 , i8 0.040000 , i9 0.020000 , i10 0.060000 ,i11 0.020000 ,i12 0.040000 , i13 0.050000 ,i14 0.050000 ,i15 0.040000 , i16 0.020000 ,i17 0.030000 ,i18 0.020000 , i19 0.020000 ,i20 0.030000 ,i21 0.100000 , i22 0.050000 ,i23 0.050000 ,i24 0.100000 , i25 0.030000 ,i26 0.030000 ,i27 0.050000 , i28 0.060000 ,i29 0.050000 ,i30 0.080000 , i31 0.060000 ,i32 0.050000 ,i33 0.060000 , i34 0.040000 ,i35 0.040000 ,i36 0.060000 , i37 0.030000 ,i38 0.030000 ,i39 0.040000 , i40 0.040000 ,i41 0.050000 ,i42 0.040000 , i43 0.060000 ,i44 0.050000 ,i45 0.040000 , i46 0.040000 ,i47 0.050000 ,i48 0.050000 , i49 0.020000 ,i50 0.030000 ,i51 0.080000 , i52 0.020000 ,i53 0.020000 ,i54 0.020000 , i55 0.030000 ,i56 0.040000 ,i57 0.040000 , i58 0.020000 ,i59 0.040000 ,i60 0.040000 , i61 0.040000 ,i62 0.060000 ,i63 0.050000 , i64 0.060000 ,i65 0.020000 ,i66 0.030000 , i67 0.040000 ,i68 0.050000 ,i69 0.020000 , i70 0.040000 ,i71 0.040000 ,i72 0.040000 , i73 0.020000 ,i74 0.040000 ,i75 0.030000 , i76 0.020000 /; Parameter KK[a] / i1 25.900200 , i2 23.403500 , i3 25.900200 , i4 4.958200 , i5 23.403500 , i6 17.110500 , i7 23.403500 , i8 17.110500 , i9 17.782800 , i10 4.908800 ,i11 17.782800 ,i12 4.948000 , i13 10.000000 ,i14 4.958200 ,i15 4.948000 , i16 4.898600 ,i17 7.841800 ,i18 23.403500 , i19 4.898600 ,i20 7.841800 ,i21 5.050200 , i22 5.045800 ,i23 10.000000 ,i24 5.050200 , i25 13.915800 ,i26 13.915800 ,i27 10.000000 , i28 13.512000 ,i29 5.133500 ,i30 4.993500 , i31 4.908800 ,i32 10.000000 ,i33 4.908800 , i34 4.876500 ,i35 23.403500 ,i36 4.908800 , i37 25.900200 ,i38 25.900200 ,i39 5.091300 , i40 4.876500 ,i41 5.127500 ,i42 4.924800 , i43 13.512000 ,i44 5.127500 ,i45 15.650800 , i46 10.315000 ,i47 5.045800 ,i48 5.133500 , i49 5.229900 ,i50 19.679900 ,i51 4.993500 , i52 5.229900 ,i53 4.824000 ,i54 23.403500 , i55 19.679900 ,i56 23.403500 ,i57 15.650800 , i58 4.824000 ,i59 5.002600 ,i60 23.403500 , i61 5.002600 ,i62 5.059900 ,i63 5.075700 , i64 5.059900 ,i65 5.229900 ,i66 4.885400 , i67 10.315000 ,i68 5.075700 ,i69 5.229900 , i70 5.000000 ,i71 4.924800 ,i72 5.000000 , i73 5.078500 ,i74 5.091300 ,i75 4.885400 , i76 5.078500 /; Parameter D[k] / k2 0.110000 , k3 0.110000 , k4 0.550000 , k5 0.220000 , k6 0.330000 , k7 0.550000 , k8 0.880000 , k9 0.550000 , k10 1.430000 , k11 0.550000 , k12 0.220000 , k13 0.550000 , k14 0.330000 , k15 0.550000 , k16 0.550000 , k17 0.440000 , k18 0.110000 , k19 0.330000 , k20 0.330000 , k21 0.110000 , k22 0.440000 , k23 0.330000 , k24 0.110000 , k25 0.110000 , k27 0.110000 , k28 0.220000 , k29 0.110000 , k30 0.440000 , k31 0.220000 , k32 0.440000 , k33 0.220000 , k34 0.660000 , k35 0.220000 , k36 0.110000 , k37 0.330000 , k38 0.110000 , k39 0.110000 , k40 0.440000 , k41 0.220000 , k42 0.000000 , k43 0.110000 , k44 0.110000 , k45 0.000000 , k46 0.110000 , k47 0.000000 , k48 0.000000 , k49 0.110000 , k50 0.110000 , k52 0.220000 , k53 0.110000 , k54 0.330000 , k55 0.110000 , k56 0.220000 , k57 0.110000 , k58 0.330000 , k59 0.330000 , k60 0.220000 , k61 0.110000 , k62 0.110000 , k63 0.110000 , k64 0.220000 , k65 0.110000 , k66 0.000000 , k67 0.000000 , k68 0.000000 , k69 0.000000 , k70 0.110000 , k71 0.110000 , k72 0.000000 , k73 0.550000 , k74 0.220000 , k75 0.220000 , k77 0.550000 , k78 0.440000 , k79 0.440000 , k80 0.770000 , k81 0.770000 , k82 1.320000 , k83 1.540000 , k84 0.660000 , k85 0.660000 , k86 0.550000 , k87 0.550000 , k88 0.880000 , k89 0.550000 , k90 0.110000 , k91 0.220000 , k92 0.330000 , k93 0.220000 , k94 0.440000 , k95 0.550000 , k96 0.220000 , k97 0.220000 , k98 0.110000 , k99 0.110000 , k100 0.550000 , k102 0.220000 ,k103 0.220000 ,k104 0.550000 , k105 0.880000 ,k106 1.100000 ,k107 0.550000 , k108 0.220000 ,k109 0.220000 ,k110 0.110000 , k111 0.220000 ,k112 0.550000 ,k113 0.220000 , k114 0.000000 ,k115 0.110000 ,k116 0.110000 , k117 0.110000 ,k118 0.220000 ,k119 0.110000 , k120 0.000000 ,k121 0.330000 ,k122 0.440000 , k123 0.330000 ,k124 0.440000 ,k125 0.220000 , k127 0.440000 ,k128 0.880000 ,k129 0.440000 , k130 0.880000 ,k131 0.440000 ,k132 0.220000 , k133 0.220000 ,k134 0.110000 ,k135 0.220000 , k136 0.990000 ,k137 0.550000 ,k138 0.110000 , k139 0.220000 ,k140 0.330000 ,k141 0.110000 , k142 0.220000 ,k143 0.110000 ,k144 0.110000 , k145 0.550000 ,k146 0.220000 ,k147 0.110000 , k148 0.440000 ,k149 0.220000 ,k150 0.440000 , k152 1.100000 ,k153 0.660000 ,k154 2.090000 , k155 0.550000 ,k156 0.770000 ,k157 0.440000 , k158 0.220000 ,k159 0.550000 ,k160 1.540000 , k161 1.100000 ,k162 0.220000 ,k163 0.440000 , k164 0.550000 ,k165 0.220000 ,k166 0.550000 , k167 0.220000 ,k168 0.110000 ,k169 0.880000 , k170 0.440000 ,k171 0.220000 ,k172 0.770000 , k173 0.550000 ,k174 0.880000 ,k175 1.100000 , k177 0.880000 ,k178 1.760000 ,k179 0.880000 , k180 0.660000 ,k181 0.660000 ,k182 0.440000 , k183 0.660000 ,k184 2.420000 ,k185 1.540000 , k186 0.330000 ,k187 0.770000 ,k188 0.990000 , k189 0.440000 ,k190 0.550000 ,k191 0.330000 , k192 0.220000 ,k193 0.550000 ,k194 0.220000 , k195 0.110000 ,k196 0.770000 ,k197 0.880000 , k198 0.440000 ,k199 0.660000 ,k200 0.880000 , k202 3.080000 ,k203 1.540000 ,k204 0.660000 , k205 0.660000 ,k206 0.660000 ,k207 0.990000 , k208 1.540000 ,k209 0.990000 ,k210 0.220000 , k211 0.440000 ,k212 0.660000 ,k213 0.330000 , k214 0.770000 ,k215 0.550000 ,k216 0.220000 , k217 1.430000 ,k218 0.660000 ,k219 0.330000 , k220 1.320000 ,k221 1.100000 ,k222 0.880000 , k223 2.090000 ,k224 1.760000 ,k225 3.080000 , k227 4.400000 ,k228 2.200000 ,k229 2.090000 , k230 2.310000 ,k231 4.400000 ,k232 4.840000 , k233 4.290000 ,k234 0.770000 ,k235 1.980000 , k236 2.750000 ,k237 1.320000 ,k238 2.860000 , k239 1.980000 ,k240 0.880000 ,k241 0.550000 , k242 0.220000 ,k243 0.330000 ,k244 1.650000 , k245 0.550000 ,k246 0.440000 ,k247 0.550000 , k248 0.880000 ,k249 1.540000 ,k250 4.290000 , k252 1.540000 ,k253 1.100000 ,k254 1.760000 , k255 1.540000 ,k256 1.540000 ,k257 1.100000 , k258 0.110000 ,k259 0.440000 ,k260 0.660000 , k261 0.440000 ,k262 1.210000 ,k263 1.430000 , k264 0.660000 ,k265 0.220000 ,k266 0.110000 , k267 0.220000 ,k268 0.660000 ,k269 0.220000 , k270 0.220000 ,k271 0.770000 ,k272 0.660000 , k273 0.660000 ,k274 2.200000 ,k275 1.540000 , k277 1.530000 ,k278 0.770000 ,k279 0.770000 , k280 0.770000 ,k281 0.660000 ,k282 0.220000 , k283 0.330000 ,k284 0.440000 ,k285 0.330000 , k286 0.770000 ,k287 0.770000 ,k288 0.550000 , k289 0.550000 ,k290 0.330000 ,k291 0.110000 , k292 0.660000 ,k293 0.220000 ,k294 0.220000 , k295 0.440000 ,k296 0.660000 ,k297 0.660000 , k298 2.090000 ,k299 1.100000 ,k300 1.430000 , k302 0.660000 ,k303 0.770000 ,k304 0.660000 , k305 0.550000 ,k306 0.110000 ,k307 0.330000 , k308 0.660000 ,k309 0.660000 ,k310 1.430000 , k311 0.880000 ,k312 0.880000 ,k313 0.330000 , k314 0.110000 ,k315 0.110000 ,k316 0.550000 , k317 0.110000 ,k318 0.110000 ,k319 0.220000 , k320 0.440000 ,k321 0.660000 ,k322 2.310000 , k323 1.760000 ,k324 0.770000 ,k325 0.660000 , k327 1.430000 ,k328 0.770000 ,k329 0.770000 , k330 0.110000 ,k331 0.330000 ,k332 0.550000 , k333 0.440000 ,k334 1.320000 ,k335 1.210000 , k336 0.440000 ,k337 0.550000 ,k338 0.110000 , k339 0.110000 ,k340 0.550000 ,k341 0.220000 , k342 0.220000 ,k343 0.550000 ,k344 0.660000 , k345 1.100000 ,k346 4.400000 ,k347 1.540000 , k348 0.770000 ,k349 0.770000 ,k350 1.430000 , k352 1.320000 ,k353 1.650000 ,k354 0.220000 , k355 0.880000 ,k356 1.210000 ,k357 0.880000 , k358 2.860000 ,k359 1.100000 ,k360 0.440000 , k361 0.550000 ,k362 0.440000 ,k363 0.220000 , k364 0.880000 ,k365 0.550000 ,k366 0.990000 , k367 1.540000 ,k368 2.420000 ,k369 1.540000 , k370 4.840000 ,k371 1.540000 ,k372 0.770000 , k373 0.660000 ,k374 0.770000 ,k375 1.320000 , k377 3.080000 ,k378 0.550000 ,k379 1.430000 , k380 1.760000 ,k381 0.660000 ,k382 1.320000 , k383 0.550000 ,k384 0.330000 ,k385 0.440000 , k386 0.220000 ,k387 0.110000 ,k388 0.550000 , k389 0.220000 ,k390 0.550000 ,k391 1.100000 , k392 1.540000 ,k393 0.990000 ,k394 4.290000 , k395 1.100000 ,k396 0.660000 ,k397 0.550000 , k398 0.770000 ,k399 1.650000 ,k400 3.080000 , k402 0.660000 ,k403 1.870000 ,k404 1.870000 , k405 0.660000 ,k406 1.870000 ,k407 0.660000 , k408 0.330000 ,k409 0.110000 ,k410 0.000000 , k411 0.000000 ,k412 0.110000 ,k413 0.000000 , k414 0.110000 ,k415 0.220000 ,k416 0.330000 , k417 0.220000 ,k418 0.770000 ,k419 0.220000 , k420 0.220000 ,k421 0.110000 ,k422 0.110000 , k423 0.220000 ,k424 0.550000 ,k425 0.660000 , k427 0.330000 ,k428 0.440000 ,k429 0.110000 , k430 0.330000 ,k431 0.110000 ,k432 0.000000 , k433 0.330000 ,k434 0.110000 ,k435 0.000000 , k436 0.220000 ,k437 0.110000 ,k438 0.220000 , k439 0.440000 ,k440 0.770000 ,k441 0.440000 , k442 1.980000 ,k443 0.440000 ,k444 0.330000 , k445 0.330000 ,k446 0.330000 ,k447 0.880000 , k448 1.430000 ,k449 1.870000 ,k450 0.330000 , k452 1.320000 ,k453 0.440000 ,k454 1.320000 , k455 0.330000 ,k456 0.110000 ,k457 0.330000 , k458 0.110000 ,k459 0.000000 ,k460 0.330000 , k461 0.110000 ,k462 0.330000 ,k463 0.550000 , k464 0.990000 ,k465 0.660000 ,k466 2.750000 , k467 0.660000 ,k468 0.550000 ,k469 0.660000 , k470 0.550000 ,k471 1.210000 ,k472 1.760000 , k473 1.870000 ,k474 0.440000 ,k475 1.320000 , k477 1.320000 ,k478 2.640000 ,k479 0.770000 , k480 0.440000 ,k481 0.110000 ,k482 0.000000 , k483 0.000000 ,k484 0.220000 ,k485 0.110000 , k486 0.110000 ,k487 0.220000 ,k488 0.440000 , k489 0.330000 ,k490 1.320000 ,k491 0.440000 , k492 0.330000 ,k493 0.660000 ,k494 0.440000 , k495 0.880000 ,k496 0.660000 ,k497 0.660000 , k498 0.110000 ,k499 0.440000 ,k500 1.320000 , k502 1.980000 ,k503 0.770000 ,k504 0.550000 , k505 0.440000 ,k506 0.110000 ,k507 0.110000 , k508 0.440000 ,k509 0.220000 ,k510 0.220000 , k511 0.550000 ,k512 0.550000 ,k513 0.770000 , k514 2.860000 ,k515 1.210000 ,k516 0.770000 , k517 1.430000 ,k518 1.320000 ,k519 2.860000 , k520 1.320000 ,k521 1.870000 ,k522 0.330000 , k523 1.320000 ,k524 2.640000 ,k525 1.980000 , k527 2.310000 ,k528 1.210000 ,k529 0.330000 , k530 0.000000 ,k531 0.110000 ,k532 0.550000 , k533 0.110000 ,k534 0.110000 ,k535 0.220000 , k536 0.330000 ,k537 0.550000 ,k538 1.980000 , k539 1.430000 ,k540 0.770000 ,k541 0.880000 , k542 1.210000 ,k543 1.100000 ,k544 0.550000 , k545 0.660000 ,k546 0.110000 ,k547 0.330000 , k548 0.770000 ,k549 0.770000 ,k550 2.310000 , k552 0.770000 ,k553 0.110000 ,k554 0.000000 , k555 0.000000 ,k556 0.220000 ,k557 0.000000 , k558 0.110000 ,k559 0.110000 ,k560 0.220000 , k561 0.220000 ,k562 0.880000 ,k563 0.660000 , k564 0.550000 ,k565 0.770000 ,k566 0.440000 , k567 0.440000 ,k568 0.330000 ,k569 0.330000 , k570 0.000000 ,k571 0.110000 ,k572 0.440000 , k573 0.550000 ,k574 1.210000 ,k575 0.770000 /; Set p[k,a] ; Set p[k,a] / k1.i1 , k2.i2 , k3.i2 , k3.i6 , k553.i1 , k553.i4 , k553.i15 , k4.i2 , k4.i6 , k4.i9 , k5.i1 , k5.i4 , k6.i1 , k6.i4 , k6.i16 , k6.i20 , k7.i1 , k7.i4 , k7.i16 , k554.i1 , k554.i4 , k554.i16 , k554.i21 , k8.i2 , k8.i6 , k8.i9 , k8.i13 , k555.i2 , k555.i6 , k555.i10 , k555.i32 , k9.i2 , k9.i6 , k9.i9 , k9.i13 , k9.i25 , k10.i2 , k10.i6 , k10.i10 , k11.i2 , k11.i7 , k12.i2 , k12.i7 , k12.i37 , k13.i2 , k13.i6 , k13.i10 , k13.i34 , k929.i2 , k929.i6 , k929.i9 , k929.i13 , k929.i25 , k929.i28 , k809.i2 , k809.i6 , k809.i10 , k809.i32 , k809.i28 , k14.i2 , k14.i6 , k14.i10 , k14.i34 , k14.i41 , k930.i1 , k930.i4 , k930.i16 , k930.i20 , k930.i18 , k930.i55 , k15.i1 , k15.i4 , k15.i16 , k15.i22 , k931.i2 , k931.i6 , k931.i9 , k931.i13 , k931.i25 , k931.i30 , k556.i2 , k556.i6 , k556.i10 , k556.i32 , k556.i30 , k16.i1 , k16.i4 , k16.i16 , k16.i22 , k16.i49 , k17.i1 , k17.i4 , k17.i16 , k17.i20 , k17.i18 , k932.i2 , k932.i6 , k932.i9 , k932.i13 , k932.i25 , k932.i28 , k932.i45 , k810.i2 , k810.i6 , k810.i10 , k810.i32 , k810.i28 , k810.i45 , k557.i2 , k557.i7 , k557.i37 , k557.i39 , k557.i75 , k557.i64 , k557.i61 , k18.i1 , k18.i4 , k18.i16 , k18.i22 , k18.i49 , k18.i53 , k558.i2 , k558.i7 , k558.i37 , k558.i39 , k558.i75 , k558.i64 , k19.i1 , k19.i4 , k19.i16 , k19.i20 , k19.i18 , k19.i56 , k933.i2 , k933.i6 , k933.i9 , k933.i13 , k933.i25 , k933.i28 , k933.i46 , k933.i69 , k20.i2 , k20.i7 , k20.i37 , k20.i39 , k20.i75 , k934.i2 , k934.i6 , k934.i9 , k934.i13 , k934.i25 , k934.i28 , k934.i46 , k559.i2 , k559.i7 , k559.i37 , k559.i39 , k559.i76 , k559.i72 , k21.i2 , k21.i7 , k21.i37 , k21.i39 , k21.i75 , k21.i65 , k22.i2 , k22.i7 , k22.i37 , k22.i39 , k22.i76 , k23.i2 , k23.i7 , k23.i37 , k23.i39 , k24.i3 , k25.i3 , k25.i2 , k560.i3 , k560.i2 , k560.i6 , k26.i4 , k26.i15 , k26.i11 , k811.i3 , k811.i2 , k811.i6 , k811.i9 , k27.i4 , k27.i15 , k28.i4 , k29.i4 , k29.i16 , k29.i20 , k30.i4 , k30.i16 , k812.i3 , k812.i2 , k812.i6 , k812.i9 , k812.i13 , k561.i4 , k561.i16, k561.i21 , k31.i4 , k31.i15 , k31.i13 , k1093.i4 , k1093.i15, k1093.i13 , k1093.i25 , k935.i3 , k935.i2 , k935.i6 , k935.i9 , k935.i13 , k935.i25 , k813.i3 , k813.i2 , k813.i6 , k813.i10 , k813.i32 , k562.i4 , k562.i16, k562.i21 , k562.i25 , k32.i4 , k32.i16 , k32.i22 , k32.i48 , k563.i3 , k563.i2 , k563.i6 , k563.i10 , k33.i4 , k33.i15 , k33.i11 , k33.i10 , k34.i3 , k34.i2 , k34.i7 , k35.i3 , k35.i2 , k35.i7 , k35.i37 , k564.i3 , k564.i2 , k564.i6 , k564.i10 , k564.i34 , k36.i4 , k36.i15 , k36.i11 , k36.i10 , k36.i34 , k1094.i4 , k1094.i15, k1094.i13 , k1094.i25 , k1094.i28 , k936.i3 , k936.i2 , k936.i6 , k936.i9 , k936.i13 , k936.i25 , k936.i28 , k814.i3 , k814.i2 , k814.i6 , k814.i10 , k814.i32 , k814.i28 , k565.i4 , k565.i16, k565.i21 , k565.i25 , k565.i28 , k37.i4 , k37.i16 , k37.i22 , k37.i49 , k37.i53 , k37.i57 , k937.i4 , k937.i16, k937.i20 , k937.i18 , k937.i55 , k38.i4 , k38.i16 , k38.i22 , k938.i3 , k938.i2 , k938.i6 , k938.i9 , k938.i13 , k938.i25 , k938.i30 , k566.i4 , k566.i16, k566.i21 , k566.i25 , k566.i30 , k39.i4 , k39.i16 , k39.i22 , k39.i49 , k40.i4 , k40.i16 , k40.i20 , k40.i18 , k939.i3 , k939.i2 , k939.i6 , k939.i9 , k939.i13 , k939.i25 , k939.i28 , k939.i45 , k815.i3 , k815.i2 , k815.i6 , k815.i10 , k815.i32 , k815.i28 , k815.i45 , k567.i4 , k567.i16, k567.i20 , k567.i18 , k567.i56 , k567.i61 , k41.i4 , k41.i16 , k41.i22 , k41.i49 , k41.i53 , k42.i4 , k42.i16 , k42.i20 , k42.i18 , k42.i56 , k568.i3 , k568.i2 , k568.i7 , k568.i37 , k568.i39 , k568.i75 , k43.i4 , k43.i16 , k43.i20 , k43.i18 , k43.i56 , k43.i62 , k569.i3 , k569.i2 , k569.i7 , k569.i37 , k569.i39 , k569.i76 , k569.i72 , k44.i4 , k44.i16 , k44.i20 , k44.i18 , k44.i56 , k44.i63 , k45.i3 , k45.i2 , k45.i7 , k45.i37 , k45.i39 , k45.i76 , k46.i3 , k46.i2 , k46.i7 , k46.i37 , k46.i39 , k47.i5 , k48.i5 , k48.i1 , k49.i6 , k50.i6 , k50.i9 , k570.i5 , k570.i1 , k570.i4 , k51.i6 , k51.i9 , k51.i12 , k940.i6 , k940.i9 , k940.i13 , k940.i24 , k940.i20 , k571.i5 , k571.i1 , k571.i4 , k571.i16 , k571.i20 , k52.i6 , k52.i9 , k52.i12 , k52.i16 , k52.i20 , k941.i6 , k941.i9 , k941.i13 , k941.i24 , k572.i5 , k572.i1 , k572.i4 , k572.i16 , k53.i6 , k53.i9 , k53.i12 , k53.i16 , k54.i6 , k54.i9 , k54.i13 , k573.i6 , k573.i10, k573.i32 , k55.i6 , k55.i9 , k55.i13 , k55.i25 , k56.i6 , k56.i10 , k57.i7 , k58.i7 , k58.i37 , k59.i6 , k59.i10 , k59.i34 , k942.i6 , k942.i9 , k942.i13 , k942.i25 , k942.i28 , k816.i6 , k816.i10, k816.i32 , k816.i28 , k60.i6 , k60.i10 , k60.i34 , k60.i41 , k1103.i5 , k1103.i1, k1103.i4 , k1103.i16 , k1103.i20 , k1103.i18 , k1103.i55 , k943.i6 , k943.i9 , k943.i13 , k943.i24 , k943.i20 , k943.i18 , k943.i55 , k574.i5 , k574.i1 , k574.i4 , k574.i16 , k574.i22 , k61.i6 , k61.i9 , k61.i12 , k61.i16 , k61.i22 , k944.i6 , k944.i9 , k944.i13 , k944.i25 , k944.i30 , k575.i6 , k575.i10, k575.i32 , k575.i30 , k62.i6 , k62.i9 , 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k1059.i57 , k1059.i43 , k1059.i26 , k771.i60 , k771.i54 , k771.i17 , k771.i21 , k446.i60 , k446.i55 , k446.i48 , k446.i26 , k1060.i61 , k1060.i57 , k1060.i43 , k907.i60 , k907.i55 , k907.i49 , k907.i51 , k772.i61 , k772.i58 , k772.i51 , k447.i60 , k447.i55 , k447.i48 , k1102.i61 , k1102.i57 , k1102.i43 , k1102.i27 , k1061.i61 , k1061.i57 , k1061.i44 , k1061.i40 , k908.i60 , k908.i55 , k908.i49 , k908.i51 , k908.i27 , k773.i63 , k773.i70 , k773.i71 , k773.i40 , k448.i60 , k448.i55 , k448.i48 , k448.i27 , k1062.i61 , k1062.i57 , k1062.i43 , k1062.i26 , k1062.i23 , k1062.i11 , k1062.i8 , k1062.i7 , k449.i62 , k449.i66 , k449.i74 , k449.i38 , k1063.i61 , k1063.i57 , k1063.i43 , k1063.i26 , k1063.i23 , k1063.i11 , k1063.i8 , k1063.i7 , k1063.i37 , k450.i62 , k450.i66 , k450.i74 , k774.i63 , k774.i70 , k774.i71 , k451.i61 , k451.i57 , k451.i44 , k909.i63 , k909.i67 , k452.i61 , k452.i57 , k453.i60 , k453.i55 , k910.i60 , k910.i55 , k910.i49 , k454.i61 , k454.i58 , k455.i60 , k456.i61 , k457.i62 , k458.i63 , k459.i63 , k459.i70 , k460.i62 , k460.i66 , k1064.i65 , k1064.i67 , k1064.i43 , k1064.i26 , k1064.i23 , k1064.i11 , k1064.i8 , k1064.i5 , k461.i66 , k461.i74 , k461.i38 , k461.i35 , k461.i5 , k775.i66 , k775.i74 , k775.i38 , k775.i35 , k775.i5 , k775.i1 , k462.i64 , k462.i60 , k462.i54 , k462.i17 , k462.i19 , k462.i14 , k1065.i65 , k1065.i67 , k1065.i43 , k1065.i26 , k1065.i23 , k1065.i11 , k1065.i8 , k463.i66 , k463.i74 , k463.i38 , k463.i35 , k1066.i65 , k1066.i67 , k1066.i43 , k1066.i26 , k1066.i23 , k1066.i11 , k464.i66 , k464.i74 , k464.i38 , k464.i35 , k464.i6 , k911.i66 , k911.i74 , k911.i38 , k911.i35 , k911.i6 , k911.i9 , k776.i64 , k776.i60 , k776.i54 , k776.i17 , k776.i21 , k776.i23 , k465.i65 , k465.i67 , k465.i43 , k465.i26 , k465.i23 , k466.i64 , k466.i60 , k466.i54 , k466.i17 , k466.i19 , k467.i64 , k467.i60 , k467.i54 , k468.i64 , k468.i60 , k468.i54 , k468.i17 , k777.i64 , k777.i60 , k777.i54 , k777.i17 , k777.i21 , k469.i65 , k469.i67 , k469.i43 , k469.i26 , k778.i64 , k778.i61 , k778.i58 , k778.i51 , k470.i65 , k470.i67 , k470.i43 , k912.i65 , k912.i67 , k912.i43 , k912.i27 , k471.i66 , k471.i76 , k471.i71 , k471.i40 , k472.i66 , k472.i74 , k472.i38 , k473.i66 , k473.i74 , k474.i66 , k474.i76 , k474.i71 , k779.i64 , k779.i61 , k779.i57 , k475.i65 , k475.i67 , k476.i64 , k476.i60 , k476.i55 , k913.i64 , k913.i60 , k913.i55 , k913.i49 , k780.i64 , k780.i61 , k780.i58 , k477.i65 , k477.i67 , k477.i45 , k477.i58 , k478.i64 , k478.i60 , k781.i64 , k781.i61 , k479.i65 , k479.i67 , k479.i45 , k480.i64 , k782.i64 , k782.i63 , k481.i65 , k482.i66 , k482.i76 , k483.i66 , k1067.i67 , k1067.i43 , k1067.i26 , k1067.i23 , k1067.i11 , k1067.i8 , k1067.i5 , k783.i70 , k783.i73 , k783.i74 , k783.i38 , k783.i35 , k783.i5 , k484.i69 , k484.i66 , k484.i74 , k484.i38 , k484.i35 , k484.i5 , k1068.i67 , k1068.i43 , k1068.i26 , k1068.i23 , k1068.i11 , k1068.i8 , k1068.i5 , k1068.i1 , k784.i70 , k784.i73 , k784.i74 , k784.i38 , k784.i35 , k784.i5 , k784.i1 , k485.i68 , k485.i60 , k485.i54 , k485.i17 , k485.i19 , k485.i14 , k1069.i67 , k1069.i43 , k1069.i26 , k1069.i23 , k1069.i11 , k1069.i8 , k785.i70 , k785.i73 , k785.i74 , k785.i38 , k785.i35 , k486.i69 , k486.i66 , k486.i74 , k486.i38 , k486.i35 , k1070.i67 , k1070.i43 , k1070.i26 , k1070.i23 , k1070.i11 , k914.i67 , k914.i43 , k914.i27 , k914.i31 , k487.i70 , k487.i71 , k487.i40 , k487.i31 , k786.i68 , k786.i60 , k786.i54 , k786.i17 , k786.i21 , k786.i23 , k488.i67 , k488.i43 , k488.i26 , k488.i23 , k489.i68 , k489.i60 , k489.i54 , k489.i17 , k489.i19 , k490.i68 , k490.i60 , k490.i54 , k491.i68 , k491.i60 , k491.i54 , k491.i17 , k787.i68 , k787.i60 , k787.i54 , k787.i17 , k787.i21 , k492.i67 , k492.i43 , k492.i26 , k493.i67 , k493.i43 , k1071.i67 , k1071.i44 , k1071.i40 , k915.i67 , k915.i43 , k915.i27 , k494.i70 , k494.i71 , k494.i40 , k1072.i67 , k1072.i43 , k1072.i26 , k1072.i23 , k1072.i11 , k1072.i8 , k1072.i7 , k788.i70 , k788.i73 , k788.i74 , k788.i38 , k495.i69 , k495.i66 , k495.i74 , k495.i38 , k789.i70 , k789.i73 , k789.i74 , k496.i69 , k496.i66 , k496.i74 , k1073.i67 , k1073.i44 , k497.i70 , k497.i71 , k498.i67 , k499.i68 , k499.i60 , k499.i55 , k916.i68 , k916.i60 , k916.i55 , k916.i49 , k790.i67 , k790.i43 , k790.i30 , k500.i67 , k500.i45 , k500.i58 , k501.i68 , k501.i60 , k791.i68 , k791.i61 , k502.i67 , k502.i45 , k503.i68 , k504.i69 , k505.i70 , k792.i70 , k792.i73 , k506.i69 , k506.i66 , k507.i73 , k507.i74 , k507.i38 , k507.i35 , k507.i5 , k508.i73 , k508.i74 , k508.i38 , k508.i35 , k508.i5 , k508.i1 , k509.i73 , k509.i74 , k509.i38 , k509.i35 , k917.i73 , k917.i74 , k917.i38 , k917.i35 , k917.i6 , k510.i71 , k510.i40 , k510.i31 , k918.i73 , k918.i74 , k918.i38 , k918.i35 , k918.i6 , k918.i9 , k511.i71 , k511.i40 , k511.i31 , k511.i9 , k1091.i71 , k1091.i40 , k1091.i31 , k1091.i9 , k1091.i12 , k1074.i73 , k1074.i74 , k1074.i38 , k1074.i35 , k1074.i6 , k1074.i9 , k1074.i12 , k793.i73 , k793.i74 , k793.i38 , k793.i35 , k793.i5 , k793.i1 , k793.i4 , k512.i72 , k512.i68 , k512.i60 , k512.i54 , k512.i17 , k512.i19 , k919.i73 , k919.i75 , k919.i64 , k919.i60 , k919.i54 , k513.i72 , k513.i68 , k513.i60 , k513.i54 , k920.i73 , k920.i75 , k920.i64 , k920.i60 , k920.i54 , k920.i17 , k794.i71 , k794.i41 , k794.i43 , k794.i26 , k794.i24 , k514.i72 , k514.i68 , k514.i60 , k514.i54 , k514.i17 , k1075.i72 , k1075.i67 , k1075.i43 , k1075.i26 , k795.i71 , k795.i41 , k795.i43 , k795.i26 , k515.i71 , k515.i40 , k515.i32 , k515.i26 , k1076.i72 , k1076.i67 , k1076.i43 , k796.i71 , k796.i41 , k796.i43 , k516.i71 , k516.i40 , k516.i32 , k517.i71 , k517.i40 , k518.i73 , k518.i74 , k518.i38 , k519.i73 , k519.i74 , k520.i71 , k797.i71 , k797.i41 , k521.i72 , k521.i67 , k921.i73 , k921.i75 , k921.i64 , k921.i60 , k921.i55 , k798.i72 , k798.i68 , k798.i60 , k798.i55 , k522.i72 , k522.i67 , k522.i45 , k522.i58 , k522.i52 , k1114.i71 , k1114.i41 , k1114.i45 , k1114.i58 , k922.i73 , k922.i75 , k922.i64 , k922.i60 , k922.i55 , k922.i49 , k799.i71 , k799.i41 , k799.i43 , k799.i30 , k523.i72 , k523.i67 , k523.i45 , k523.i58 , k923.i73 , k923.i75 , k923.i64 , k923.i60 , k524.i72 , k524.i68 , k524.i60 , k924.i71 , k924.i41 , k924.i45 , k800.i72 , k800.i68 , k800.i61 , k525.i72 , k525.i67 , k525.i45 , k925.i73 , k925.i75 , k925.i64 , k526.i72 , k526.i68 , k801.i72 , k801.i69 , k527.i73 , k527.i75 , k528.i72 , k529.i73 , k530.i74 , k530.i38 , k530.i35 , k530.i5 , k531.i74 , k531.i38 , k531.i35 , k531.i5 , k531.i1 , k532.i74 , k532.i38 , k532.i35 , k533.i74 , k533.i38 , k533.i35 , k533.i6 , k534.i74 , k534.i38 , k534.i35 , k534.i6 , k534.i9 , k1077.i74 , k1077.i38 , k1077.i35 , k1077.i6 , k1077.i9 , k1077.i12 , k802.i74 , k802.i38 , k802.i35 , k802.i5 , k802.i1 , k802.i4 , k535.i75 , k535.i64 , k535.i60 , k535.i54 , k535.i17 , k535.i19 , k536.i75 , k536.i64 , k536.i60 , k536.i54 , k537.i75 , k537.i64 , k537.i60 , k537.i54 , k537.i17 , k926.i74 , k926.i38 , k926.i35 , k926.i6 , k926.i9 , k926.i13 , k803.i76 , k803.i71 , k803.i41 , k803.i43 , k803.i26 , k538.i75 , k538.i65 , k538.i67 , k538.i43 , k538.i26 , k1118.i76 , k1118.i71 , k1118.i40 , k1118.i32 , k1078.i76 , k1078.i72 , k1078.i67 , k1078.i43 , k804.i76 , k804.i71 , k804.i41 , k804.i43 , k539.i75 , k539.i65 , k539.i67 , k539.i43 , k540.i76 , k540.i71 , k540.i40 , k541.i74 , k541.i38 , k542.i74 , k543.i76 , k543.i71 , k1079.i76 , k1079.i72 , k1079.i67 , k805.i76 , k805.i71 , k805.i41 , k544.i75 , k544.i65 , k544.i67 , k545.i75 , k545.i64 , k545.i60 , k545.i55 , k1116.i76 , k1116.i72 , k1116.i67 , k1116.i45 , k1116.i58 , k927.i75 , k927.i64 , k927.i60 , k927.i55 , k927.i49 , k806.i76 , k806.i71 , k806.i41 , k806.i43 , k806.i30 , k546.i75 , k546.i65 , k546.i67 , k546.i45 , k546.i58 , k547.i75 , k547.i64 , k547.i60 , k1092.i76 , k1092.i72 , k1092.i67 , k1092.i45 , k928.i76 , k928.i71 , k928.i41 , k928.i45 , k807.i75 , k807.i64 , k807.i61 , k548.i75 , k548.i65 , k548.i67 , k548.i45 , k549.i75 , k549.i64 , k550.i75 , k808.i76 , k808.i72 , k551.i75 , k551.i65 , k552.i76 /; Set Po[s,k] / k2.k1 , k3.k2 , k4.k3 , k5.k553 , k5.k4 , k6.k5 , k7.k6 , k8.k7 , k9.k554 , k9.k8 , k10.k555 , k10.k9 , k11.k10 , k12.k11 , k13.k12 , k14.k13 , k15.k929 , k15.k809 , k15.k14 , k16.k930 , k16.k15 , k17.k931 , k17.k556 , k17.k16 , k18.k17 , k19.k932 , k19.k810 , k19.k557 , k19.k18 , k20.k558 , k20.k19 , k21.k933 , k21.k20 , k22.k934 , k22.k559 , k22.k21 , k23.k22 , k24.k23 , k25.k24 , k27.k25 , k28.k560 , k28.k26 , k29.k811 , k29.k27 , k30.k28 , k31.k29 , k32.k30 , k33.k812 , k33.k561 , k33.k31 , k34.k1093 , k34.k935 , k34.k813 , k34.k562 , k34.k32 , k35.k563 , k35.k33 , k36.k34 , k37.k35 , k38.k564 , k38.k36 , k39.k1094 , k39.k936 , k39.k814 , k39.k565 , k39.k37 , k40.k937 , k40.k38 , k41.k938 , k41.k566 , k41.k39 , k42.k40 , k43.k939 , k43.k815 , k43.k567 , k43.k41 , k44.k42 , k45.k568 , k45.k43 , k46.k569 , k46.k44 , k47.k45 , k48.k46 , k49.k47 , k50.k48 , k52.k49 , k53.k50 , k54.k570 , k54.k51 , k55.k940 , k55.k571 , k55.k52 , k56.k941 , k56.k572 , k56.k53 , k57.k54 , k58.k573 , k58.k55 , k59.k56 , k60.k57 , k61.k58 , k62.k59 , k63.k942 , k63.k816 , k63.k60 , k64.k1103 , k64.k943 , k64.k574 , k64.k61 , k65.k944 , k65.k575 , k65.k62 , k66.k945 , k66.k576 , k66.k63 , k67.k946 , k67.k817 , k67.k577 , k67.k64 , k68.k947 , k68.k65 , k69.k948 , k69.k66 , k70.k949 , k70.k578 , k70.k67 , k71.k68 , k72.k69 , k73.k70 , k74.k579 , k74.k71 , k75.k72 , k77.k73 , k78.k74 , k79.k580 , k79.k75 , k80.k581 , k80.k76 , k81.k77 , k82.k582 , k82.k78 , k83.k79 , k84.k80 , k85.k81 , k86.k82 , k87.k950 , k87.k818 , k87.k83 , k88.k951 , k88.k583 , k88.k84 , k89.k952 , k89.k584 , k89.k85 , k90.k585 , k90.k86 , k91.k953 , k91.k819 , k91.k586 , k91.k87 , k92.k1104 , k92.k954 , k92.k820 , k92.k587 , k92.k88 , k93.k955 , k93.k89 , k94.k956 , k94.k821 , k94.k90 , k95.k822 , k95.k91 , k96.k92 , k97.k588 , k97.k93 , k98.k823 , k98.k94 , k99.k95 , k100.k96 , k102.k97 , k103.k589 , k103.k98 , k104.k590 , k104.k99 , k105.k100 , k106.k101 , k107.k102 , k108.k103 , k109.k104 , k110.k105 , k111.k106 , k112.k957 , k112.k591 , k112.k107 , k113.k592 , k113.k108 , k114.k593 , k114.k109 , k115.k824 , k115.k594 , k115.k110 , k116.k958 , k116.k595 , k116.k111 , k117.k959 , k117.k596 , k117.k112 , k118.k597 , k118.k113 , k119.k825 , k119.k114 , k120.k115 , k121.k116 , k122.k117 , k123.k598 , k123.k118 , k124.k119 , k125.k120 , k127.k121 , k128.k122 , k129.k599 , k129.k123 , k130.k600 , k130.k124 , k131.k125 , k132.k601 , k132.k126 , k133.k602 , k133.k127 , k134.k128 , k135.k826 , k135.k603 , k135.k129 , k136.k960 , k136.k130 , k137.k961 , k137.k604 , k137.k131 , k138.k132 , k139.k827 , k139.k605 , k139.k133 , k140.k134 , k141.k135 , k142.k136 , k143.k962 , k143.k606 , k143.k137 , k144.k963 , k144.k607 , k144.k138 , k145.k139 , k146.k140 , k147.k1105 , k147.k608 , k147.k141 , k148.k609 , k148.k142 , k149.k610 , k149.k143 , k150.k144 , k152.k145 , k153.k146 , k154.k964 , k154.k828 , k154.k611 , k154.k147 , k155.k965 , k155.k829 , k155.k612 , k155.k148 , k156.k1106 , k156.k613 , k156.k149 , k157.k966 , k157.k150 , k158.k967 , k158.k830 , k158.k614 , k158.k151 , k159.k968 , k159.k831 , k159.k615 , k159.k152 , k160.k616 , k160.k153 , k161.k617 , k161.k154 , k162.k155 , k163.k618 , k163.k156 , k164.k157 , k165.k158 , k166.k159 , k167.k160 , k168.k161 , k169.k162 , k170.k163 , k171.k1107 , k171.k619 , k171.k164 , k172.k620 , k172.k165 , k173.k621 , k173.k166 , k174.k167 , k175.k168 , k177.k169 , k178.k622 , k178.k170 , k179.k832 , k179.k623 , k179.k171 , k180.k1108 , k180.k624 , k180.k172 , k181.k1109 , k181.k625 , k181.k173 , k182.k969 , k182.k833 , k182.k626 , k182.k174 , k183.k970 , k183.k834 , k183.k627 , k183.k175 , k184.k971 , k184.k176 , k185.k972 , k185.k628 , k185.k177 , k186.k178 , k187.k629 , k187.k179 , k188.k180 , k189.k181 , k190.k182 , k191.k183 , k192.k184 , k193.k630 , k193.k185 , k194.k835 , k194.k631 , k194.k186 , k195.k187 , k196.k188 , k197.k189 , k198.k632 , k198.k190 , k199.k191 , k200.k192 , k202.k193 , k203.k633 , k203.k194 , k204.k634 , k204.k195 , k205.k635 , k205.k196 , k206.k636 , k206.k197 , k207.k198 , k208.k973 , k208.k637 , k208.k199 , k209.k638 , k209.k200 , k210.k639 , k210.k201 , k211.k836 , k211.k640 , k211.k202 , k212.k974 , k212.k641 , k212.k203 , k213.k642 , k213.k204 , k214.k643 , k214.k205 , k215.k975 , k215.k644 , k215.k206 , k216.k837 , k216.k645 , k216.k207 , k217.k646 , k217.k208 , k218.k976 , k218.k838 , k218.k647 , k218.k209 , k219.k648 , k219.k210 , k220.k649 , k220.k211 , k221.k212 , k222.k650 , k222.k213 , k223.k977 , k223.k839 , k223.k651 , k223.k214 , k224.k652 , k224.k215 , k225.k216 , k227.k217 , k228.k978 , k228.k218 , k229.k979 , k229.k219 , k230.k653 , k230.k220 , k231.k221 , k232.k654 , k232.k222 , k233.k655 , k233.k223 , k234.k980 , k234.k656 , k234.k224 , k235.k840 , k235.k657 , k235.k225 , k236.k981 , k236.k841 , k236.k658 , k236.k226 , k237.k659 , k237.k227 , k238.k228 , k239.k982 , k239.k660 , k239.k229 , k240.k1095 , k240.k983 , k240.k661 , k240.k230 , k241.k231 , k242.k662 , k242.k232 , k243.k233 , k244.k234 , k245.k235 , k246.k236 , k247.k984 , k247.k842 , k247.k663 , k247.k237 , k248.k843 , k248.k664 , k248.k238 , k249.k665 , k249.k239 , k250.k240 , k252.k241 , k253.k242 , k254.k243 , k255.k844 , k255.k244 , k256.k845 , k256.k666 , k256.k245 , k257.k667 , k257.k246 , k258.k985 , k258.k846 , k258.k668 , k258.k247 , k259.k847 , k259.k669 , k259.k248 , k260.k1080 , k260.k986 , k260.k848 , k260.k670 , k260.k249, k261.k987 , k261.k849 , k261.k671 , k261.k250 , k262.k850 , k262.k251 , k263.k252 , k264.k672 , k264.k253 , k265.k254 , k266.k255 , k267.k256 , k268.k257 , k269.k258 , k270.k673 , k270.k259 , k271.k988 , k271.k851 , k271.k674 , k271.k260 , k272.k989 , k272.k675 , k272.k261 , k273.k676 , k273.k262 , k274.k990 , k274.k263 , k275.k264 , k277.k265 , k278.k266 , k279.k991 , k279.k852 , k279.k267 , k280.k1115 , k280.k1081 , k280.k992 , k280.k853 , k280.k677 , k280.k268 , k281.k993 , k281.k678 , k281.k269 , k282.k1082 , k282.k994 , k282.k679 , k282.k270 , k283.k995 , k283.k854 , k283.k680 , k283.k271 , k284.k996 , k284.k272 , k285.k273 , k286.k997 , k286.k681 , k286.k274 , k287.k275 , k288.k276 , k289.k277 , k290.k278 , k291.k279 , k292.k280 , k293.k281 , k294.k682 , k294.k282 , k295.k998 , k295.k283 , k296.k999 , k296.k683 , k296.k284 , k297.k684 , k297.k285 , k298.k1000 , k298.k286 , k299.k287 , k300.k288 , k302.k1001 , k302.k289 , k303.k1096 , k303.k1002 , k303.k855 , k303.k685 , k303.k290, k304.k1003 , k304.k686 , k304.k291 , k305.k1004 , k305.k687 , k305.k292 , k306.k1005 , k306.k293 , k307.k1097 , k307.k1006 , k307.k856 , k307.k688 , k307.k294, k308.k1007 , k308.k295 , k309.k296 , k310.k689 , k310.k297 , k311.k298 , k312.k299 , k313.k300 , k314.k690 , k314.k301 , k315.k302 , k316.k303 , k317.k304 , k318.k305 , k319.k1008 , k319.k857 , k319.k691 , k319.k306 , k320.k1009 , k320.k858 , k320.k692 , k320.k307 , k321.k1010 , k321.k693 , k321.k308 , k322.k694 , k322.k309 , k323.k310 , k324.k311 , k325.k1011 , k325.k312 , k327.k313 , k328.k1012 , k328.k859 , k328.k695 , k328.k314 , k329.k696 , k329.k315 , k330.k860 , k330.k697 , k330.k316 , k331.k317 , k332.k861 , k332.k698 , k332.k318 , k333.k699 , k333.k319 , k334.k862 , k334.k320 , k335.k321 , k336.k322 , k337.k1013 , k337.k863 , k337.k323 , k338.k1083 , k338.k1014 , k338.k864 , k338.k700 , k338.k324, k339.k1015 , k339.k865 , k339.k325 , k340.k1016 , k340.k866 , k340.k326 , k341.k327 , k342.k867 , k342.k701 , k342.k328 , k343.k1017 , k343.k868 , k343.k702 , k343.k329 , k344.k1018 , k344.k869 , k344.k703 , k344.k330 , k345.k331 , k346.k332 , k347.k870 , k347.k333 , k348.k1019 , k348.k871 , k348.k334 , k349.k1098 , k349.k1020 , k349.k872 , k349.k704 , k349.k335, k350.k336 , k352.k1021 , k352.k873 , k352.k705 , k352.k337 , k353.k706 , k353.k338 , k354.k874 , k354.k707 , k354.k339 , k355.k340 , k356.k875 , k356.k341 , k357.k342 , k358.k343 , k359.k708 , k359.k344 , k360.k1099 , k360.k709 , k360.k345 , k361.k1022 , k361.k346 , k362.k1023 , k362.k347 , k363.k1110 , k363.k1024 , k363.k876 , k363.k710 , k363.k348, k364.k1025 , k364.k877 , k364.k711 , k364.k349 , k365.k1026 , k365.k712 , k365.k350 , k366.k1027 , k366.k351 , k367.k713 , k367.k352 , k368.k1028 , k368.k353 , k369.k1029 , k369.k714 , k369.k354 , k370.k715 , k370.k355 , k371.k878 , k371.k716 , k371.k356 , k372.k1111 , k372.k1100 , k372.k1030 , k372.k879 , k372.k717 , k372.k357 , k373.k1031 , k373.k718 , k373.k358 , k374.k1032 , k374.k880 , k374.k719 , k374.k359 , k375.k1033 , k375.k881 , k375.k720 , k375.k360 , k377.k361 , k378.k362 , k379.k721 , k379.k363 , k380.k364 , k381.k365 , k382.k722 , k382.k366 , k383.k723 , k383.k367 , k384.k368 , k385.k1034 , k385.k724 , k385.k369 , k386.k1035 , k386.k725 , k386.k370 , k387.k1036 , k387.k726 , k387.k371 , k388.k1037 , k388.k727 , k388.k372 , k389.k728 , k389.k373 , k390.k1038 , k390.k729 , k390.k374 , k391.k730 , k391.k375 , k392.k1039 , k392.k731 , k392.k376 , k393.k732 , k393.k377 , k394.k733 , k394.k378 , k395.k734 , k395.k379 , k396.k1040 , k396.k735 , k396.k380 , k397.k1041 , k397.k736 , k397.k381 , k398.k737 , k398.k382 , k399.k738 , k399.k383 , k400.k384 , k402.k385 , k403.k386 , k404.k882 , k404.k387 , k405.k1042 , k405.k883 , k405.k388 , k406.k884 , k406.k739 , k406.k389 , k407.k885 , k407.k740 , k407.k390 , k408.k1101 , k408.k1043 , k408.k886 , k408.k741 , k408.k391, k409.k392 , k410.k393 , k411.k1112 , k411.k742 , k411.k394 , k412.k887 , k412.k743 , k412.k395 , k413.k744 , k413.k396 , k414.k397 , k415.k398 , k416.k399 , k417.k745 , k417.k400 , k418.k1044 , k418.k888 , k418.k746 , k418.k401 , k419.k1045 , k419.k889 , k419.k747 , k419.k402 , k420.k1113 , k420.k1084 , k420.k1046 , k420.k748 , k420.k403, k421.k1047 , k421.k404 , k422.k1048 , k422.k749 , k422.k405 , k423.k890 , k423.k750 , k423.k406 , k424.k407 , k425.k751 , k425.k408 , k427.k752 , k427.k409 , k428.k410 , k429.k411 , k430.k412 , k431.k413 , k432.k414 , k433.k1049 , k433.k891 , k433.k753 , k433.k415 , k434.k1085 , k434.k1050 , k434.k892 , k434.k754 , k434.k416, k435.k1051 , k435.k893 , k435.k755 , k435.k417 , k436.k1052 , k436.k894 , k436.k756 , k436.k418 , k437.k895 , k437.k757 , k437.k419 , k438.k1086 , k438.k896 , k438.k758 , k438.k420 , k439.k759 , k439.k421 , k440.k897 , k440.k760 , k440.k422 , k441.k898 , k441.k761 , k441.k423 , k442.k899 , k442.k762 , k442.k424 , k443.k900 , k443.k425 , k444.k1053 , k444.k901 , k444.k763 , k444.k426 , k445.k1117 , k445.k1087 , k445.k1054 , k445.k902 , k445.k427, k446.k428 , k447.k429 , k448.k764 , k448.k430 , k449.k431 , k450.k765 , k450.k432 , k452.k433 , k453.k903 , k453.k434 , k454.k766 , k454.k435 , k455.k904 , k455.k767 , k455.k436 , k456.k1088 , k456.k1055 , k456.k905 , k456.k437 , k457.k768 , k457.k438 , k458.k439 , k459.k1089 , k459.k1056 , k459.k440 , k460.k1090 , k460.k1057 , k460.k906 , k460.k769 , k460.k441, k461.k1058 , k461.k770 , k461.k442 , k462.k443 , k463.k444 , k464.k445 , k465.k1059 , k465.k771 , k465.k446 , k466.k1060 , k466.k907 , k466.k772 , k466.k447 , k467.k1102 , k467.k1061 , k467.k908 , k467.k773 , k467.k448, k468.k1062 , k468.k449 , k469.k1063 , k469.k450 , k470.k774 , k470.k451 , k471.k909 , k471.k452 , k472.k453 , k473.k910 , k473.k454 , k474.k455 , k475.k456 , k477.k457 , k478.k458 , k479.k459 , k480.k460 , k481.k1064 , k481.k461 , k482.k775 , k482.k462 , k483.k1065 , k483.k463 , k484.k1066 , k484.k464 , k485.k911 , k485.k776 , k485.k465 , k486.k466 , k487.k467 , k488.k468 , k489.k777 , k489.k469 , k490.k778 , k490.k470 , k491.k912 , k491.k471 , k492.k472 , k493.k473 , k494.k474 , k495.k779 , k495.k475 , k496.k476 , k497.k913 , k497.k780 , k497.k477 , k498.k478 , k499.k781 , k499.k479 , k500.k480 , k502.k782 , k502.k481 , k503.k482 , k504.k483 , k505.k1067 , k505.k783 , k505.k484 , k506.k1068 , k506.k784 , k506.k485 , k507.k1069 , k507.k785 , k507.k486 , k508.k1070 , k508.k914 , k508.k487 , k509.k786 , k509.k488 , k510.k489 , k511.k490 , k512.k491 , k513.k787 , k513.k492 , k514.k493 , k515.k1071 , k515.k915 , k515.k494 , k516.k1072 , k516.k788 , k516.k495 , k517.k789 , k517.k496 , k518.k1073 , k518.k497 , k519.k498 , k520.k499 , k521.k916 , k521.k790 , k521.k500 , k522.k501 , k523.k791 , k523.k502 , k524.k503 , k525.k504 , k527.k505 , k528.k792 , k528.k506 , k529.k507 , k530.k508 , k531.k509 , k532.k917 , k532.k510 , k533.k918 , k533.k511 , k534.k1091 , k534.k1074 , k534.k793 , k534.k512 , k535.k919 , k535.k513 , k536.k920 , k536.k794 , k536.k514 , k537.k1075 , k537.k795 , k537.k515 , k538.k1076 , k538.k796 , k538.k516 , k539.k517 , k540.k518 , k541.k519 , k542.k520 , k543.k797 , k543.k521 , k544.k921 , k544.k798 , k544.k522 , k545.k1114 , k545.k922 , k545.k799 , k545.k523 , k546.k923 , k546.k524 , k547.k924 , k547.k800 , k547.k525 , k548.k925 , k548.k526 , k549.k801 , k549.k527 , k550.k528 , k552.k529 , k553.k530 , k554.k531 , k555.k532 , k556.k533 , k557.k534 , k558.k1077 , k558.k802 , k558.k535 , k559.k536 , k560.k537 , k561.k926 , k561.k803 , k561.k538 , k562.k1118 , k562.k1078 , k562.k804 , k562.k539 , k563.k540 , k564.k541 , k565.k542 , k566.k543 , k567.k1079 , k567.k805 , k567.k544 , k568.k545 , k569.k1116 , k569.k927 , k569.k806 , k569.k546 , k570.k547 , k571.k1092 , k571.k928 , k571.k807 , k571.k548 , k572.k549 , k573.k550 , k574.k808 , k574.k551 , k575.k552 /; Set G[a,k] / i1.k1 , i1.k553 , i1.k5 , i1.k6 , i1.k7 , i1.k554 , i1.k930, i1.k15 , i1.k16 , i1.k17 , i1.k18 , i1.k19 , i1.k48 , i1.k570, i1.k571 , i1.k572 , i1.k1103, i1.k574 , i1.k576 , i1.k579 , i1.k823, i1.k835 , i1.k976 , i1.k838 , i1.k662 , i1.k255 , i1.k673 , i1.k674, i1.k675 , i1.k677 , i1.k278 , i1.k682 , i1.k683 , i1.k690 , i1.k1014, i1.k864 , i1.k700 , i1.k1035, i1.k1050, i1.k892 , i1.k775 , i1.k1068, i1.k784 , i1.k508 , i1.k793 , i1.k531 , i1.k802 , i2.k2 , i2.k3 , i2.k4 , i2.k8 , i2.k555 , i2.k9 , i2.k10 , i2.k11 , i2.k12 , i2.k13 , i2.k929 , i2.k809 , i2.k14 , i2.k931, i2.k556 , i2.k932 , i2.k810 , i2.k557 , i2.k558 , i2.k933 , i2.k20 , i2.k934 , i2.k559 , i2.k21 , i2.k22 , i2.k23 , i2.k25 , i2.k560, i2.k811 , i2.k812 , i2.k935 , i2.k813 , i2.k563 , i2.k34 , i2.k35 , i2.k564 , i2.k936 , i2.k814 , i2.k938 , i2.k939 , i2.k815 , i2.k568, i2.k569 , i2.k45 , i2.k46 , i2.k598 , i2.k601 , i2.k602 , i2.k606, i2.k607 , i2.k608 , i2.k613 , i2.k619 , i2.k624 , i2.k625 , i2.k710, i2.k717 , i2.k742 , i2.k1084, i2.k1089 , i3.k24 , i3.k25 , i3.k560 , i3.k811 , i3.k812 , i3.k935 , i3.k813, i3.k563 , i3.k34 , i3.k35 , i3.k564 , i3.k936 , i3.k814 , i3.k938, i3.k939 , i3.k815 , i3.k568 , i3.k569 , i3.k45 , i3.k46 , i3.k588, i3.k116 , i3.k598 , i3.k601 , i3.k602 , i3.k606 , i3.k607 , i3.k139, i3.k608 , i3.k613 , i3.k162 , i3.k619 , i3.k624 , i3.k625 , i3.k630, i3.k1022, i3.k346 , i3.k710 , i3.k717 , i3.k369 , i3.k392 , i3.k742, i3.k1084, i3.k415 , i3.k438 , i3.k1089 , i4.k553 , i4.k5 , i4.k6 , i4.k7 , i4.k554 , i4.k930 , i4.k15 , i4.k16 , i4.k17 , i4.k18 , i4.k19 , i4.k26 , i4.k27 , i4.k28 , i4.k29 , i4.k30 , i4.k561 , i4.k31 , i4.k1093, i4.k562 , i4.k32 , i4.k33 , i4.k36 , i4.k1094, i4.k565 , i4.k37 , i4.k937 , i4.k38 , i4.k566 , i4.k39 , i4.k40 , i4.k567 , i4.k41 , i4.k42 , i4.k43 , i4.k44 , i4.k570 , i4.k571 , i4.k572 , i4.k1103, i4.k574 , i4.k576, i4.k673 , i4.k674 , i4.k675 , i4.k677 , i4.k682 , i4.k683 , i4.k793, i4.k802 , i5.k47 , i5.k48 , i5.k570 , i5.k571 , i5.k572 , i5.k1103, i5.k574, i5.k576 , i5.k70 , i5.k579 , i5.k93 , i5.k823 , i5.k185 , i5.k835, i5.k646 , i5.k208 , i5.k976 , i5.k838 , i5.k231 , i5.k662 , i5.k254, i5.k255 , i5.k673 , i5.k674 , i5.k675 , i5.k677 , i5.k277 , i5.k278, i5.k682 , i5.k683 , i5.k300 , i5.k690 , i5.k1013, i5.k863 , i5.k323, i5.k1014, i5.k864 , i5.k700 , i5.k1034, i5.k724 , i5.k1035, i5.k1049, i5.k891 , i5.k753 , i5.k1050, i5.k892 , i5.k768 , i5.k1064, i5.k461, i5.k775 , i5.k1067, i5.k783 , i5.k484 , i5.k1068, i5.k784 , i5.k507, i5.k508 , i5.k793 , i5.k530 , i5.k531 , i5.k802 , i6.k3 , i6.k4 , i6.k8 , i6.k555 , i6.k9 , i6.k10 , i6.k13 , i6.k929 , i6.k809 , i6.k14 , i6.k931 , i6.k556 , i6.k932 , i6.k810, i6.k933 , i6.k934 , i6.k560 , i6.k811 , i6.k812 , i6.k935 , i6.k813, i6.k563 , i6.k564 , i6.k936 , i6.k814 , i6.k938 , i6.k939 , i6.k815, i6.k49 , i6.k50 , i6.k51 , i6.k940 , i6.k52 , i6.k941 , i6.k53 , i6.k54 , i6.k573 , i6.k55 , i6.k56 , i6.k59 , i6.k942 , i6.k816, i6.k60 , i6.k943 , i6.k61 , i6.k944 , i6.k575 , i6.k62 , i6.k945, i6.k63 , i6.k946 , i6.k817 , i6.k64 , i6.k947 , i6.k948 , i6.k949, i6.k257 , i6.k258 , i6.k259 , i6.k988 , i6.k260 , i6.k989 , i6.k261, i6.k676 , i6.k990 , i6.k991 , i6.k1115, i6.k1081, i6.k992 , i6.k993, i6.k1082, i6.k994 , i6.k995 , i6.k996 , i6.k997 , i6.k280 , i6.k281, i6.k282 , i6.k998 , i6.k999 , i6.k284 , i6.k684 , i6.k1000, i6.k1002, i6.k1003, i6.k1004, i6.k1005, i6.k1006, i6.k1007, i6.k464 , i6.k911, i6.k917 , i6.k918 , i6.k1074, i6.k533 , i6.k534 , i6.k1077, i6.k926, i7.k11 , i7.k12 , i7.k557 , i7.k558 , i7.k20 , i7.k559 , i7.k21 , i7.k22 , i7.k23 , i7.k34 , i7.k35 , i7.k568 , i7.k569 , i7.k45 , i7.k46 , i7.k57 , i7.k58 , i7.k577 , i7.k65 , i7.k66 , i7.k578, i7.k67 , i7.k68 , 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