param RandomSeed := 660; param NoDemands := 250; param LoDemand := 10; param HiDemand := 80; param NoPaths := 6; set N := 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36; set L := (1,28) (1,2) (1,7) (1,20) (2,28) (2,5) (2,6) (2,20) (6,23) (7,23) (3,15) (3,18) (3,19) (4,5) (4,25) (4,7) (4,27) (4,36) (5,31) (5,27) (5,33) (5,15) (5,21) (5,22) (24,29) (24,31) (16,24) (24,36) (29,30) (7,29) (26,29) (6,30) (13,30) (6,7) (7,25) (25,31) (8,26) (8,13) (8,17) (16,26) (9,27) (9,18) (9,21) (12,27) (27,34) (21,27) (10,32) (21,32) (10,12) (10,20) (10,21) (22,33) (11,14) (11,15) (12,20) (13,35) (14,15) (14,16) (14,17) (14,35) (15,16) (15,19) (18,34) (22,34) (16,36) (17,35) (20,21); param DPMD := [1,28] 0.5 [1,2] 1.0 [1,7] 1.0 [1,20] 0.6 [2,28] 0.6 [2,5] 0.1 [2,6] 1.0 [2,20] 0.5 [6,23] 0.1 [7,23] 0.5 [3,15] 0.6 [3,18] 0.5 [3,19] 0.5 [4,5] 0.5 [4,25] 0.5 [4,7] 0.6 [4,27] 0.1 [4,36] 0.3 [5,31] 0.3 [5,27] 0.1 [5,33] 1.0 [5,15] 0.6 [5,21] 0.1 [5,22] 1.0 [24,29] 1.0 [24,31] 0.6 [16,24] 0.1 [24,36] 1.0 [29,30] 1.0 [7,29] 1.0 [26,29] 0.5 [6,30] 0.5 [13,30] 1.0 [6,7] 0.1 [7,25] 0.5 [25,31] 0.6 [8,26] 0.5 [8,13] 0.1 [8,17] 1.0 [16,26] 0.1 [9,27] 0.6 [9,18] 1.0 [9,21] 0.6 [12,27] 0.1 [27,34] 0.3 [21,27] 0.5 [10,32] 0.1 [21,32] 0.3 [10,12] 0.3 [10,20] 0.5 [10,21] 0.6 [22,33] 0.5 [11,14] 0.1 [11,15] 0.6 [12,20] 1.0 [13,35] 0.3 [14,15] 1.0 [14,16] 1.0 [14,17] 1.0 [14,35] 0.6 [15,16] 1.0 [15,19] 1.0 [18,34] 0.1 [22,34] 0.3 [16,36] 0.5 [17,35] 0.1 [20,21] 1.0; param Hut := 1 1000 2 1010 3 1020 4 1030 5 1040 6 1050 7 1060 8 1070 9 1080 10 1090 11 1095 12 1100 13 1110 14 1120 15 1130 16 1140 17 1150 18 1160 19 1170 20 1180 21 1190 22 1200 23 1210 24 1220 25 1230 26 1240 27 1250 28 1260 29 1270 30 1280 31 1290 32 1300 33 1310 34 1320 35 1330 36 1340; param TotalSpaces := 1400; param costA01To20 := 100; param costA21To40 := 150; param costA41To80 := 200; param costM01To20 := 120; param costM21To40 := 180; param costM41To80 := 240; param costTE := 75; param costR := 130; param ModA := 80; param Spaces := 1 48 2 3 3 80 4 80 5 80 6 80 7 80 8 80 9 80 10 80 11 80 12 80 13 80 14 80 15 80 16 80 17 80 18 80 19 80 20 80 21 80 22 80 23 80 24 80 25 21 26 80 27 80 28 80 29 80 30 80 31 80 32 80 33 80 34 80 35 80 36 80 37 80 38 80 39 80 40 61 41 45 42 80 43 80 44 80 45 80 46 80 47 80 48 80 49 80 50 80 51 80 52 80 53 80 54 80 55 80 56 80 57 29 58 80 59 80 60 80 61 80 62 80 63 80 64 80 65 80 66 80 67 80 68 80 69 80 70 80 71 80 72 80 73 80 74 80 75 80 76 63 77 80 78 80 79 80 80 80 81 80 82 80 83 80 84 80 85 80 86 80 87 80 88 80 89 80 90 80 91 40 92 19 93 80 94 80 95 80 96 80 97 68 98 80 99 80 100 80 101 80 102 80 103 80 104 80 105 80 106 80 107 80 108 80 109 80 110 80 111 80 112 80 113 80 114 80 115 80 116 80 117 80 118 80 119 80 120 80 121 80 122 80 123 80 124 80 125 80 126 80 127 80 128 80 129 11 130 80 131 80 132 80 133 80 134 80 135 80 136 80 137 80 138 80 139 80 140 80 141 80 142 80 143 80 144 80 145 80 146 80 147 80 148 80 149 80 150 80 151 80 152 80 153 80 154 80 155 80 156 80 157 80 158 80 159 80 160 80 161 80 162 80 163 80 164 80 165 80 166 80 167 80 168 80 169 80 170 80 171 80 172 80 173 80 174 80 175 52 176 80 177 80 178 80 179 80 180 80 181 80 182 80 183 80 184 80 185 80 186 80 187 80 188 5 189 80 190 80 191 80 192 80 193 80 194 55 195 80 196 80 197 80 198 80 199 80 200 34 201 80 202 80 203 80 204 80 205 80 206 80 207 80 208 80 209 80 210 80 211 80 212 80 213 80 214 80 215 3 216 80 217 80 218 80 219 80 220 80 221 80 222 80 223 80 224 80 225 80 226 80 227 80 228 66 229 80 230 80 231 80 232 80 233 80 234 80 235 80 236 80 237 80 238 80 239 80 240 80 241 80 242 80 243 80 244 80 245 80 246 80 247 80 248 12 249 80 250 80 251 80 252 80 253 80 254 80 255 80 256 80 257 80 258 80 259 80 260 11 261 80 262 80 263 80 264 80 265 80 266 80 267 80 268 66 269 34 270 80 271 80 272 80 273 80 274 80 275 80 276 80 277 80 278 80 279 80 280 80 281 80 282 80 283 80 284 80 285 80 286 80 287 80 288 80 289 80 290 80 291 80 292 80 293 80 294 80 295 80 296 80 297 80 298 80 299 80 300 80 301 80 302 80 303 80 304 80 305 80 306 80 307 80 308 80 309 80 310 80 311 80 312 80 313 80 314 80 315 80 316 80 317 80 318 80 319 16 320 80 321 80 322 80 323 80 324 80 325 80 326 80 327 80 328 80 329 80 330 80 331 80 332 80 333 80 334 80 335 80 336 80 337 80 338 80 339 5 340 26 341 80 342 80 343 80 344 80 345 80 346 80 347 80 348 80 349 80 350 80 351 80 352 80 353 80 354 80 355 80 356 18 357 80 358 80 359 80 360 80 361 80 362 80 363 80 364 80 365 80 366 80 367 56 368 58 369 80 370 80 371 80 372 80 373 80 374 80 375 80 376 80 377 80 378 80 379 80 380 80 381 80 382 57 383 18 384 25 385 80 386 80 387 80 388 80 389 80 390 80 391 80 392 80 393 80 394 80 395 80 396 80 397 80 398 60 399 80 400 80 401 80 402 80 403 80 404 80 405 80 406 80 407 80 408 80 409 80 410 80 411 80 412 80 413 80 414 62 415 80 416 80 417 80 418 80 419 80 420 80 421 80 422 80 423 80 424 80 425 80 426 80 427 80 428 80 429 80 430 80 431 49 432 80 433 80 434 80 435 80 436 80 437 80 438 80 439 80 440 80 441 80 442 80 443 80 444 80 445 80 446 80 447 80 448 80 449 80 450 80 451 80 452 80 453 80 454 59 455 36 456 80 457 80 458 80 459 80 460 80 461 80 462 80 463 80 464 80 465 80 466 80 467 80 468 80 469 80 470 80 471 80 472 53 473 80 474 80 475 80 476 80 477 80 478 80 479 8 480 80 481 80 482 80 483 10 484 80 485 80 486 80 487 80 488 80 489 80 490 58 491 27 492 80 493 80 494 80 495 80 496 80 497 80 498 80 499 80 500 80 501 80 502 80 503 80 504 80 505 80 506 80 507 80 508 80 509 80 510 80 511 80 512 80 513 80 514 80 515 80 516 80 517 80 518 80 519 80 520 80 521 80 522 42 523 80 524 80 525 80 526 80 527 80 528 80 529 80 530 80 531 20 532 80 533 80 534 80 535 80 536 80 537 80 538 80 539 80 540 80 541 80 542 80 543 80 544 80 545 80 546 66 547 20 548 80 549 80 550 80 551 80 552 80 553 80 554 80 555 80 556 80 557 80 558 80 559 80 560 80 561 2 562 60 563 80 564 80 565 80 566 80 567 80 568 80 569 80 570 80 571 80 572 80 573 80 574 11 575 72 576 80 577 80 578 80 579 80 580 80 581 39 582 80 583 80 584 80 585 80 586 80 587 22 588 61 589 19 590 80 591 80 592 80 593 80 594 80 595 80 596 80 597 80 598 80 599 80 600 80 601 80 602 10 603 80 604 80 605 80 606 32 607 47 608 80 609 80 610 80 611 80 612 80 613 80 614 80 615 80 616 21 617 80 618 80 619 80 620 80 621 80 622 80 623 80 624 80 625 80 626 80 627 80 628 80 629 80 630 80 631 80 632 77 633 80 634 80 635 80 636 80 637 80 638 80 639 80 640 80 641 80 642 80 643 80 644 80 645 80 646 80 647 54 648 80 649 66 650 80 651 42 652 80 653 80 654 80 655 80 656 80 657 80 658 80 659 80 660 80 661 80 662 80 663 80 664 80 665 80 666 80 667 80 668 80 669 80 670 29 671 80 672 80 673 73 674 53 675 80 676 80 677 80 678 80 679 80 680 80 681 80 682 80 683 44 684 80 685 80 686 80 687 80 688 80 689 80 690 80 691 80 692 80 693 80 694 80 695 80 696 12 697 80 698 60 699 80 700 80 701 80 702 80 703 80 704 80 705 3; param Begin := [1,28] 1 [1,2] 2 [1,7] 3 [1,20] 26 [2,28] 41 [2,5] 42 [2,6] 58 [2,20] 77 [6,23] 92 [7,23] 97 [3,15] 100 [3,18] 130 [3,19] 176 [4,5] 189 [4,25] 195 [4,7] 201 [4,27] 216 [4,36] 229 [5,31] 249 [5,27] 261 [5,33] 269 [5,15] 270 [5,21] 320 [5,22] 340 [24,29] 341 [24,31] 357 [16,24] 368 [24,36] 380 [29,30] 383 [7,29] 384 [26,29] 398 [6,30] 414 [13,30] 431 [6,7] 449 [7,25] 455 [25,31] 468 [8,26] 473 [8,13] 480 [8,17] 484 [16,26] 491 [9,27] 501 [9,18] 523 [9,21] 532 [12,27] 547 [27,34] 557 [21,27] 562 [10,32] 574 [21,32] 575 [10,12] 576 [10,20] 582 [10,21] 588 [22,33] 589 [11,14] 590 [11,15] 603 [12,20] 607 [13,35] 608 [14,15] 617 [14,16] 633 [14,17] 648 [14,35] 650 [15,16] 652 [15,19] 671 [18,34] 674 [22,34] 683 [16,36] 687 [17,35] 697 [20,21] 699; param End := [1,28] 1 [1,2] 2 [1,7] 25 [1,20] 40 [2,28] 41 [2,5] 57 [2,6] 76 [2,20] 91 [6,23] 96 [7,23] 99 [3,15] 129 [3,18] 175 [3,19] 188 [4,5] 194 [4,25] 200 [4,7] 215 [4,27] 228 [4,36] 248 [5,31] 260 [5,27] 268 [5,33] 269 [5,15] 319 [5,21] 339 [5,22] 340 [24,29] 356 [24,31] 367 [16,24] 379 [24,36] 382 [29,30] 383 [7,29] 397 [26,29] 413 [6,30] 430 [13,30] 448 [6,7] 454 [7,25] 467 [25,31] 472 [8,26] 479 [8,13] 483 [8,17] 490 [16,26] 500 [9,27] 522 [9,18] 531 [9,21] 546 [12,27] 556 [27,34] 561 [21,27] 573 [10,32] 574 [21,32] 575 [10,12] 581 [10,20] 587 [10,21] 588 [22,33] 589 [11,14] 602 [11,15] 606 [12,20] 607 [13,35] 616 [14,15] 632 [14,16] 647 [14,17] 649 [14,35] 651 [15,16] 670 [15,19] 673 [18,34] 682 [22,34] 686 [16,36] 696 [17,35] 698 [20,21] 705; param QFib := 2.55079E-06; param QReg := 6.71037E-06; param QTe := 6.71037E-06; param QMUX := 9.96306E-07; param QOXC := 3.93368E-06; param QAMP := 8.45009E-06; param NoP:= 402; # Q[i,j] Denotes the Set of Backup Paths for Link (i,j) set Q[1,28] := 1 2 3 4 5 6; set Q[1,2] := 7 8 9 10 11 12; set Q[1,7] := 13 14 15 16 17 18; set Q[1,20] := 19 20 21 22 23 24; set Q[2,28] := 25 26 27 28 29 30; set Q[2,5] := 31 32 33 34 35 36; set Q[2,6] := 37 38 39 40 41 42; set Q[2,20] := 43 44 45 46 47 48; set Q[6,23] := 49 50 51 52 53 54; set Q[7,23] := 55 56 57 58 59 60; set Q[3,15] := 61 62 63 64 65 66; set Q[3,18] := 67 68 69 70 71 72; set Q[3,19] := 73 74 75 76 77 78; set Q[4,5] := 79 80 81 82 83 84; set Q[4,25] := 85 86 87 88 89 90; set Q[4,7] := 91 92 93 94 95 96; set Q[4,27] := 97 98 99 100 101 102; set Q[4,36] := 103 104 105 106 107 108; set Q[5,31] := 109 110 111 112 113 114; set Q[5,27] := 115 116 117 118 119 120; set Q[5,33] := 121 122 123 124 125 126; set Q[5,15] := 127 128 129 130 131 132; set Q[5,21] := 133 134 135 136 137 138; set Q[5,22] := 139 140 141 142 143 144; set Q[24,29] := 145 146 147 148 149 150; set Q[24,31] := 151 152 153 154 155 156; set Q[16,24] := 157 158 159 160 161 162; set Q[24,36] := 163 164 165 166 167 168; set Q[29,30] := 169 170 171 172 173 174; set Q[7,29] := 175 176 177 178 179 180; set Q[26,29] := 181 182 183 184 185 186; set Q[6,30] := 187 188 189 190 191 192; set Q[13,30] := 193 194 195 196 197 198; set Q[6,7] := 199 200 201 202 203 204; set Q[7,25] := 205 206 207 208 209 210; set Q[25,31] := 211 212 213 214 215 216; set Q[8,26] := 217 218 219 220 221 222; set Q[8,13] := 223 224 225 226 227 228; set Q[8,17] := 229 230 231 232 233 234; set Q[16,26] := 235 236 237 238 239 240; set Q[9,27] := 241 242 243 244 245 246; set Q[9,18] := 247 248 249 250 251 252; set Q[9,21] := 253 254 255 256 257 258; set Q[12,27] := 259 260 261 262 263 264; set Q[27,34] := 265 266 267 268 269 270; set Q[21,27] := 271 272 273 274 275 276; set Q[10,32] := 277 278 279 280 281 282; set Q[21,32] := 283 284 285 286 287 288; set Q[10,12] := 289 290 291 292 293 294; set Q[10,20] := 295 296 297 298 299 300; set Q[10,21] := 301 302 303 304 305 306; set Q[22,33] := 307 308 309 310 311 312; set Q[11,14] := 313 314 315 316 317 318; set Q[11,15] := 319 320 321 322 323 324; set Q[12,20] := 325 326 327 328 329 330; set Q[13,35] := 331 332 333 334 335 336; set Q[14,15] := 337 338 339 340 341 342; set Q[14,16] := 343 344 345 346 347 348; set Q[14,17] := 349 350 351 352 353 354; set Q[14,35] := 355 356 357 358 359 360; set Q[15,16] := 361 362 363 364 365 366; set Q[15,19] := 367 368 369 370 371 372; set Q[18,34] := 373 374 375 376 377 378; set Q[22,34] := 379 380 381 382 383 384; set Q[16,36] := 385 386 387 388 389 390; set Q[17,35] := 391 392 393 394 395 396; set Q[20,21] := 397 398 399 400 401 402; # PQ[k] Denotes the Set of Links in Backup Path k set PQ[1] := (1,2) (2,28); set PQ[2] := (1,20) (2,28) (20,2); set PQ[3] := (1,7) (2,28) (6,2) (7,6); set PQ[4] := (1,20) (2,28) (5,2) (27,5) (12,27) (20,12); set PQ[5] := (1,20) (2,28) (5,2) (22,5) (12,27) (27,34) (20,12) (34,22); set PQ[6] := (1,7) (2,28) (6,2) (23,6) (7,23); set PQ[7] := (1,28) (28,2); set PQ[8] := (1,20) (20,2); set PQ[9] := (1,7) (6,2) (7,6); set PQ[10] := (1,20) (5,2) (27,5) (12,27) (20,12); set PQ[11] := (1,20) (5,2) (22,5) (12,27) (27,34) (20,12) (34,22); set PQ[12] := (1,7) (6,2) (23,6) (7,23); set PQ[13] := (1,2) (2,6) (6,7); set PQ[14] := (1,28) (28,2) (2,6) (6,7); set PQ[15] := (1,2) (2,6) (6,23) (23,7); set PQ[16] := (1,28) (28,2) (2,6) (6,23) (23,7); set PQ[17] := (1,2) (2,5) (5,4) (4,7); set PQ[18] := (1,28) (28,2) (2,5) (5,4) (4,7); set PQ[19] := (1,2) (2,20); set PQ[20] := (1,28) (28,2) (2,20); set PQ[21] := (1,2) (2,5) (5,27) (27,12) (12,20); set PQ[22] := (1,2) (2,5) (5,22) (27,12) (34,27) (12,20) (22,34); set PQ[23] := (1,2) (2,5) (5,33) (27,12) (34,27) (33,22) (12,20) (22,34); set PQ[24] := (1,28) (28,2) (2,5) (5,27) (27,12) (12,20); set PQ[25] := (1,28) (2,1); set PQ[26] := (1,28) (20,1) (2,20); set PQ[27] := (1,28) (7,1) (2,6) (6,7); set PQ[28] := (1,28) (20,1) (2,5) (5,27) (27,12) (12,20); set PQ[29] := (1,28) (20,1) (2,5) (5,22) (27,12) (34,27) (12,20) (22,34); set PQ[30] := (1,28) (7,1) (2,6) (6,23) (23,7); set PQ[31] := (2,20) (27,5) (12,27) (20,12); set PQ[32] := (2,20) (22,5) (12,27) (27,34) (20,12) (34,22); set PQ[33] := (2,1) (1,20) (27,5) (12,27) (20,12); set PQ[34] := (2,1) (1,20) (22,5) (12,27) (27,34) (20,12) (34,22); set PQ[35] := (2,20) (33,5) (12,27) (27,34) (22,33) (20,12) (34,22); set PQ[36] := (2,1) (1,20) (33,5) (12,27) (27,34) (22,33) (20,12) (34,22); set PQ[37] := (2,1) (1,7) (7,6); set PQ[38] := (28,1) (1,7) (2,28) (7,6); set PQ[39] := (2,1) (1,7) (23,6) (7,23); set PQ[40] := (28,1) (1,7) (2,28) (23,6) (7,23); set PQ[41] := (2,5) (5,4) (4,7) (7,6); set PQ[42] := (2,5) (23,6) (7,23) (5,4) (4,7); set PQ[43] := (2,1) (1,20); set PQ[44] := (28,1) (1,20) (2,28); set PQ[45] := (2,5) (5,27) (27,12) (12,20); set PQ[46] := (2,5) (5,22) (27,12) (34,27) (12,20) (22,34); set PQ[47] := (2,5) (5,33) (27,12) (34,27) (33,22) (12,20) (22,34); set PQ[48] := (2,5) (5,21) (10,20) (21,10); set PQ[49] := (7,23) (6,7); set PQ[50] := (7,23) (30,29) (29,7) (6,30); set PQ[51] := (2,1) (1,7) (6,2) (7,23); set PQ[52] := (28,1) (1,7) (2,28) (6,2) (7,23); set PQ[53] := (2,5) (6,2) (7,23) (5,4) (4,7); set PQ[54] := (2,5) (6,2) (7,23) (5,4) (4,25) (25,7); set PQ[55] := (6,23) (7,6); set PQ[56] := (6,23) (29,30) (7,29) (30,6); set PQ[57] := (1,2) (7,1) (2,6) (6,23); set PQ[58] := (1,28) (7,1) (28,2) (2,6) (6,23); set PQ[59] := (5,2) (2,6) (6,23) (4,5) (7,4); set PQ[60] := (5,2) (2,6) (6,23) (4,5) (25,4) (7,25); set PQ[61] := (3,19) (19,15); set PQ[62] := (3,18) (5,15) (22,5) (18,34) (34,22); set PQ[63] := (3,18) (33,5) (5,15) (22,33) (18,34) (34,22); set PQ[64] := (3,18) (5,31) (22,5) (31,24) (24,16) (16,15) (18,34) (34,22); set PQ[65] := (3,18) (22,5) (24,36) (18,34) (36,16) (5,31) (31,24) (16,15) (34,22); set PQ[66] := (3,18) (33,5) (24,16) (16,15) (34,22) (5,31) (31,24) (22,33) (18,34); set PQ[67] := (3,19) (15,5) (5,22) (19,15) (34,18) (22,34); set PQ[68] := (3,19) (5,33) (15,5) (33,22) (19,15) (34,18) (22,34); set PQ[69] := (3,19) (5,22) (16,24) (19,15) (22,34) (31,5) (24,31) (15,16) (34,18); set PQ[70] := (3,19) (5,22) (36,24) (19,15) (22,34) (31,5) (24,31) (15,16) (34,18) (16,36); set PQ[71] := (3,19) (5,33) (16,24) (15,16) (34,18) (31,5) (24,31) (33,22) (19,15) (22,34); set PQ[72] := (3,19) (36,4) (15,16) (34,18) (16,36) (4,5) (5,22) (19,15) (22,34); set PQ[73] := (3,15) (15,19); set PQ[74] := (3,18) (5,15) (22,5) (15,19) (18,34) (34,22); set PQ[75] := (3,18) (33,5) (5,15) (22,33) (15,19) (18,34) (34,22); set PQ[76] := (3,18) (22,5) (24,16) (15,19) (34,22) (5,31) (31,24) (16,15) (18,34); set PQ[77] := (3,18) (22,5) (24,36) (15,19) (34,22) (5,31) (31,24) (16,15) (18,34) (36,16); set PQ[78] := (3,18) (33,5) (24,16) (16,15) (18,34) (5,31) (31,24) (22,33) (15,19) (34,22); set PQ[79] := (4,27) (27,5); set PQ[80] := (4,27) (22,5) (27,34) (34,22); set PQ[81] := (4,27) (33,5) (27,34) (22,33) (34,22); set PQ[82] := (4,25) (31,5) (25,31); set PQ[83] := (4,7) (31,5) (7,25) (25,31); set PQ[84] := (4,27) (21,5) (27,21); set PQ[85] := (4,5) (5,31) (31,25); set PQ[86] := (4,7) (7,25); set PQ[87] := (4,27) (5,31) (27,5) (31,25); set PQ[88] := (4,27) (5,31) (22,5) (31,25) (27,34) (34,22); set PQ[89] := (4,27) (5,31) (33,5) (31,25) (27,34) (22,33) (34,22); set PQ[90] := (4,36) (24,31) (36,24) (31,25); set PQ[91] := (4,25) (25,7); set PQ[92] := (4,5) (5,31) (25,7) (31,25); set PQ[93] := (2,1) (1,7) (5,2) (4,5); set PQ[94] := (28,1) (1,7) (2,28) (5,2) (4,5); set PQ[95] := (5,2) (2,6) (4,5) (6,7); set PQ[96] := (5,2) (2,6) (6,23) (23,7) (4,5); set PQ[97] := (4,5) (5,27); set PQ[98] := (4,5) (5,22) (34,27) (22,34); set PQ[99] := (4,5) (5,33) (34,27) (33,22) (22,34); set PQ[100] := (4,25) (31,5) (5,27) (25,31); set PQ[101] := (4,25) (31,5) (5,22) (25,31) (34,27) (22,34); set PQ[102] := (4,25) (31,5) (5,33) (25,31) (34,27) (33,22) (22,34); set PQ[103] := (4,25) (31,24) (24,36) (25,31); set PQ[104] := (4,5) (5,31) (31,24) (24,36); set PQ[105] := (4,25) (31,24) (24,16) (25,31) (16,36); set PQ[106] := (4,7) (31,24) (24,36) (7,25) (25,31); set PQ[107] := (4,27) (5,31) (27,5) (31,24) (24,36); set PQ[108] := (4,27) (5,31) (22,5) (31,24) (24,36) (27,34) (34,22); set PQ[109] := (5,4) (4,25) (25,31); set PQ[110] := (4,25) (27,4) (5,27) (25,31); set PQ[111] := (4,25) (27,4) (5,22) (25,31) (34,27) (22,34); set PQ[112] := (4,25) (27,4) (5,33) (25,31) (34,27) (33,22) (22,34); set PQ[113] := (5,4) (4,7) (7,25) (25,31); set PQ[114] := (5,4) (4,36) (24,31) (36,24); set PQ[115] := (5,22) (34,27) (22,34); set PQ[116] := (5,33) (34,27) (33,22) (22,34); set PQ[117] := (5,4) (4,27); set PQ[118] := (5,21) (21,27); set PQ[119] := (25,4) (4,27) (5,31) (31,25); set PQ[120] := (5,21) (12,27) (10,12) (21,10); set PQ[121] := (5,22) (22,33); set PQ[122] := (5,27) (27,34) (22,33) (34,22); set PQ[123] := (5,4) (4,27) (27,34) (22,33) (34,22); set PQ[124] := (5,21) (27,34) (21,27) (22,33) (34,22); set PQ[125] := (25,4) (4,27) (5,31) (31,25) (27,34) (22,33) (34,22); set PQ[126] := (5,21) (12,27) (27,34) (10,12) (21,10) (22,33) (34,22); set PQ[127] := (5,31) (31,24) (24,16) (16,15); set PQ[128] := (5,31) (31,24) (24,36) (16,15) (36,16); set PQ[129] := (5,4) (4,36) (16,15) (36,16); set PQ[130] := (5,4) (4,25) (31,24) (24,16) (25,31) (16,15); set PQ[131] := (5,4) (4,25) (31,24) (24,36) (25,31) (16,15) (36,16); set PQ[132] := (5,4) (4,36) (24,16) (36,24) (16,15); set PQ[133] := (5,27) (27,21); set PQ[134] := (5,22) (34,27) (27,21) (22,34); set PQ[135] := (5,33) (34,27) (27,21) (33,22) (22,34); set PQ[136] := (5,27) (27,12) (12,10) (10,21); set PQ[137] := (5,22) (27,12) (34,27) (12,10) (10,21) (22,34); set PQ[138] := (5,27) (27,12) (10,32) (32,21) (12,10); set PQ[139] := (5,33) (33,22); set PQ[140] := (5,27) (27,34) (34,22); set PQ[141] := (5,4) (4,27) (27,34) (34,22); set PQ[142] := (5,21) (27,34) (21,27) (34,22); set PQ[143] := (25,4) (4,27) (5,31) (31,25) (27,34) (34,22); set PQ[144] := (5,21) (12,27) (27,34) (10,12) (21,10) (34,22); set PQ[145] := (24,16) (26,29) (16,26); set PQ[146] := (24,36) (26,29) (16,26) (36,16); set PQ[147] := (24,31) (7,29) (25,7) (31,25); set PQ[148] := (24,16) (30,29) (13,30) (26,8) (8,13) (16,26); set PQ[149] := (25,4) (4,7) (24,31) (7,29) (31,25); set PQ[150] := (24,36) (30,29) (13,30) (26,8) (8,13) (16,26) (36,16); set PQ[151] := (4,25) (36,4) (24,36) (25,31); set PQ[152] := (4,5) (36,4) (5,31) (24,36); set PQ[153] := (24,29) (29,7) (7,25) (25,31); set PQ[154] := (4,25) (36,4) (24,16) (25,31) (16,36); set PQ[155] := (4,25) (7,4) (24,29) (29,7) (25,31); set PQ[156] := (4,7) (36,4) (24,36) (7,25) (25,31); set PQ[157] := (36,24) (16,36); set PQ[158] := (29,24) (26,29) (16,26); set PQ[159] := (4,25) (36,4) (31,24) (25,31) (16,36); set PQ[160] := (29,24) (30,29) (13,30) (26,8) (8,13) (16,26); set PQ[161] := (4,5) (36,4) (5,31) (31,24) (16,36); set PQ[162] := (29,24) (30,29) (13,30) (35,13) (16,14) (14,35); set PQ[163] := (24,16) (16,36); set PQ[164] := (25,4) (4,36) (24,31) (31,25); set PQ[165] := (5,4) (4,36) (31,5) (24,31); set PQ[166] := (24,29) (29,26) (26,16) (16,36); set PQ[167] := (24,29) (29,30) (30,13) (8,26) (13,8) (26,16) (16,36); set PQ[168] := (7,4) (4,36) (24,31) (25,7) (31,25); set PQ[169] := (29,7) (6,30) (7,6); set PQ[170] := (23,6) (7,23) (29,7) (6,30); set PQ[171] := (29,26) (13,30) (26,8) (8,13); set PQ[172] := (29,26) (13,30) (26,8) (8,17) (35,13) (17,35); set PQ[173] := (29,26) (13,30) (26,8) (8,17) (35,13) (17,14) (14,35); set PQ[174] := (29,24) (24,16) (13,30) (26,8) (8,13) (16,26); set PQ[175] := (30,29) (6,30) (7,6); set PQ[176] := (23,6) (7,23) (30,29) (6,30); set PQ[177] := (24,29) (31,24) (7,25) (25,31); set PQ[178] := (4,25) (7,4) (24,29) (31,24) (25,31); set PQ[179] := (7,4) (4,36) (24,29) (36,24); set PQ[180] := (25,4) (4,36) (24,29) (36,24) (7,25); set PQ[181] := (30,29) (13,30) (26,8) (8,13); set PQ[182] := (24,29) (16,24) (26,16); set PQ[183] := (24,29) (36,24) (26,16) (16,36); set PQ[184] := (30,29) (13,30) (26,8) (8,17) (35,13) (17,35); set PQ[185] := (30,29) (13,30) (26,8) (8,17) (35,13) (17,14) (14,35); set PQ[186] := (30,29) (13,30) (26,16) (35,13) (16,14) (14,35); set PQ[187] := (29,30) (7,29) (6,7); set PQ[188] := (6,23) (23,7) (29,30) (7,29); set PQ[189] := (24,29) (31,24) (29,30) (6,7) (7,25) (25,31); set PQ[190] := (6,23) (23,7) (24,29) (31,24) (29,30) (7,25) (25,31); set PQ[191] := (2,1) (1,7) (6,2) (29,30) (7,29); set PQ[192] := (28,1) (1,7) (2,28) (6,2) (29,30) (7,29); set PQ[193] := (29,30) (26,29) (8,26) (13,8); set PQ[194] := (29,30) (26,29) (8,26) (17,8) (13,35) (35,17); set PQ[195] := (29,30) (26,29) (8,26) (17,8) (13,35) (14,17) (35,14); set PQ[196] := (24,29) (16,24) (29,30) (8,26) (13,8) (26,16); set PQ[197] := (24,29) (36,24) (29,30) (8,26) (13,8) (26,16) (16,36); set PQ[198] := (29,30) (26,29) (16,26) (13,35) (14,16) (35,14); set PQ[199] := (6,23) (23,7); set PQ[200] := (30,29) (29,7) (6,30); set PQ[201] := (2,1) (1,7) (6,2); set PQ[202] := (28,1) (1,7) (2,28) (6,2); set PQ[203] := (2,5) (6,2) (5,4) (4,7); set PQ[204] := (2,5) (6,2) (5,4) (4,25) (25,7); set PQ[205] := (4,25) (7,4); set PQ[206] := (4,5) (7,4) (5,31) (31,25); set PQ[207] := (29,24) (24,31) (7,29) (31,25); set PQ[208] := (1,2) (7,1) (2,5) (5,4) (4,25); set PQ[209] := (1,28) (7,1) (28,2) (2,5) (5,4) (4,25); set PQ[210] := (7,4) (4,27) (5,31) (27,5) (31,25); set PQ[211] := (4,5) (25,4) (5,31); set PQ[212] := (25,4) (4,27) (5,31) (27,5); set PQ[213] := (25,4) (4,27) (5,31) (22,5) (27,34) (34,22); set PQ[214] := (25,4) (4,27) (5,31) (33,5) (27,34) (22,33) (34,22); set PQ[215] := (25,4) (4,36) (24,31) (36,24); set PQ[216] := (4,5) (7,4) (5,31) (25,7); set PQ[217] := (8,17) (16,26) (14,16) (17,14); set PQ[218] := (8,17) (16,26) (14,16) (35,14) (17,35); set PQ[219] := (30,29) (29,26) (13,30) (8,13); set PQ[220] := (8,13) (16,26) (13,35) (14,16) (35,14); set PQ[221] := (8,13) (16,26) (13,35) (14,16) (17,14) (35,17); set PQ[222] := (30,29) (29,26) (13,30) (8,17) (35,13) (17,35); set PQ[223] := (8,17) (35,13) (17,35); set PQ[224] := (8,17) (35,13) (17,14) (14,35); set PQ[225] := (29,30) (26,29) (30,13) (8,26); set PQ[226] := (8,26) (26,16) (35,13) (16,14) (14,35); set PQ[227] := (8,26) (26,16) (35,13) (16,14) (14,17) (17,35); set PQ[228] := (8,26) (26,16) (11,14) (15,11) (35,13) (14,35) (16,15); set PQ[229] := (8,13) (13,35) (35,17); set PQ[230] := (8,13) (13,35) (14,17) (35,14); set PQ[231] := (8,26) (26,16) (16,14) (14,17); set PQ[232] := (8,26) (26,16) (16,14) (14,35) (35,17); set PQ[233] := (29,30) (26,29) (30,13) (8,26) (13,35) (35,17); set PQ[234] := (8,26) (26,16) (11,14) (15,11) (14,17) (16,15); set PQ[235] := (8,26) (17,8) (16,14) (14,17); set PQ[236] := (8,26) (17,8) (16,14) (14,35) (35,17); set PQ[237] := (8,26) (13,8) (35,13) (16,14) (14,35); set PQ[238] := (8,26) (13,8) (35,13) (16,14) (14,17) (17,35); set PQ[239] := (24,29) (16,24) (29,26); set PQ[240] := (24,29) (36,24) (29,26) (16,36); set PQ[241] := (9,18) (34,27) (18,34); set PQ[242] := (9,21) (21,27); set PQ[243] := (5,27) (22,5) (9,18) (18,34) (34,22); set PQ[244] := (5,27) (33,5) (9,18) (22,33) (18,34) (34,22); set PQ[245] := (9,21) (12,27) (10,12) (21,10); set PQ[246] := (9,21) (12,27) (32,10) (21,32) (10,12); set PQ[247] := (9,27) (27,34) (34,18); set PQ[248] := (9,21) (27,34) (21,27) (34,18); set PQ[249] := (27,5) (5,22) (9,27) (34,18) (22,34); set PQ[250] := (27,5) (5,33) (9,27) (33,22) (34,18) (22,34); set PQ[251] := (9,21) (12,27) (27,34) (10,12) (21,10) (34,18); set PQ[252] := (9,21) (12,27) (27,34) (32,10) (21,32) (10,12) (34,18); set PQ[253] := (9,18) (34,27) (27,21) (18,34); set PQ[254] := (9,27) (27,21); set PQ[255] := (9,18) (27,12) (34,27) (12,10) (10,21) (18,34); set PQ[256] := (9,18) (27,12) (34,27) (10,32) (32,21) (12,10) (18,34); set PQ[257] := (9,18) (27,12) (34,27) (12,20) (18,34) (20,21); set PQ[258] := (9,18) (27,12) (34,27) (20,10) (10,21) (12,20) (18,34); set PQ[259] := (21,27) (12,10) (10,21); set PQ[260] := (21,27) (10,32) (32,21) (12,10); set PQ[261] := (21,27) (12,20) (20,21); set PQ[262] := (21,27) (20,10) (10,21) (12,20); set PQ[263] := (21,27) (10,32) (32,21) (20,10) (12,20); set PQ[264] := (21,27) (12,10) (10,20) (20,21); set PQ[265] := (27,5) (5,22) (22,34); set PQ[266] := (27,5) (5,33) (33,22) (22,34); set PQ[267] := (4,5) (27,4) (5,22) (22,34); set PQ[268] := (4,5) (27,4) (5,33) (33,22) (22,34); set PQ[269] := (21,5) (5,22) (27,21) (22,34); set PQ[270] := (5,33) (21,5) (27,21) (33,22) (22,34); set PQ[271] := (12,27) (10,12) (21,10); set PQ[272] := (12,27) (32,10) (21,32) (10,12); set PQ[273] := (12,27) (20,12) (21,20); set PQ[274] := (12,27) (10,20) (21,10) (20,12); set PQ[275] := (12,27) (32,10) (21,32) (10,20) (20,12); set PQ[276] := (12,27) (10,12) (20,10) (21,20); set PQ[277] := (21,32) (10,21); set PQ[278] := (21,32) (10,20) (20,21); set PQ[279] := (21,32) (10,12) (12,20) (20,21); set PQ[280] := (12,27) (27,21) (21,32) (10,12); set PQ[281] := (12,27) (27,21) (21,32) (10,20) (20,12); set PQ[282] := (27,5) (5,21) (12,27) (21,32) (10,12); set PQ[283] := (10,32) (21,10); set PQ[284] := (10,32) (20,10) (21,20); set PQ[285] := (10,32) (12,10) (20,12) (21,20); set PQ[286] := (27,12) (21,27) (10,32) (12,10); set PQ[287] := (27,12) (21,27) (10,32) (20,10) (12,20); set PQ[288] := (5,27) (21,5) (27,12) (10,32) (12,10); set PQ[289] := (10,20) (20,12); set PQ[290] := (10,21) (20,12) (21,20); set PQ[291] := (10,32) (32,21) (20,12) (21,20); set PQ[292] := (27,12) (21,27) (10,21); set PQ[293] := (27,12) (21,27) (10,32) (32,21); set PQ[294] := (27,12) (21,27) (10,20) (20,21); set PQ[295] := (10,12) (12,20); set PQ[296] := (10,21) (21,20); set PQ[297] := (10,32) (32,21) (21,20); set PQ[298] := (27,12) (21,27) (10,21) (12,20); set PQ[299] := (27,12) (21,27) (10,32) (32,21) (12,20); set PQ[300] := (12,27) (27,21) (10,12) (21,20); set PQ[301] := (10,32) (32,21); set PQ[302] := (10,20) (20,21); set PQ[303] := (10,12) (12,20) (20,21); set PQ[304] := (12,27) (27,21) (10,12); set PQ[305] := (12,27) (27,21) (10,20) (20,12); set PQ[306] := (27,5) (5,21) (12,27) (10,12); set PQ[307] := (5,33) (22,5); set PQ[308] := (27,5) (5,33) (34,27) (22,34); set PQ[309] := (4,5) (27,4) (5,33) (34,27) (22,34); set PQ[310] := (5,33) (21,5) (34,27) (27,21) (22,34); set PQ[311] := (4,25) (27,4) (31,5) (5,33) (25,31) (34,27) (22,34); set PQ[312] := (5,33) (21,5) (27,12) (34,27) (12,10) (10,21) (22,34); set PQ[313] := (11,15) (15,14); set PQ[314] := (11,15) (16,14) (15,16); set PQ[315] := (26,8) (8,17) (16,26) (11,15) (17,14) (15,16); set PQ[316] := (26,8) (8,17) (16,26) (11,15) (35,14) (15,16) (17,35); set PQ[317] := (26,8) (8,13) (16,26) (11,15) (13,35) (35,14) (15,16); set PQ[318] := (26,8) (8,13) (16,26) (11,15) (13,35) (17,14) (15,16) (35,17); set PQ[319] := (11,14) (14,15); set PQ[320] := (11,14) (14,16) (16,15); set PQ[321] := (8,26) (17,8) (26,16) (11,14) (14,17) (16,15); set PQ[322] := (8,26) (17,8) (26,16) (11,14) (14,35) (16,15) (35,17); set PQ[323] := (8,26) (13,8) (26,16) (11,14) (35,13) (14,35) (16,15); set PQ[324] := (8,26) (13,8) (26,16) (11,14) (35,13) (14,17) (16,15) (17,35); set PQ[325] := (12,10) (10,20); set PQ[326] := (12,10) (10,21) (21,20); set PQ[327] := (10,32) (32,21) (12,10) (21,20); set PQ[328] := (12,27) (27,21) (21,20); set PQ[329] := (12,27) (27,21) (10,20) (21,10); set PQ[330] := (12,27) (27,21) (32,10) (21,32) (10,20); set PQ[331] := (13,8) (8,17) (17,35); set PQ[332] := (13,8) (8,17) (17,14) (14,35); set PQ[333] := (8,26) (13,8) (26,16) (16,14) (14,35); set PQ[334] := (8,26) (13,8) (26,16) (16,14) (14,17) (17,35); set PQ[335] := (30,29) (29,26) (13,30) (26,8) (8,17) (17,35); set PQ[336] := (30,29) (29,26) (13,30) (26,8) (8,17) (17,14) (14,35); set PQ[337] := (14,11) (11,15); set PQ[338] := (14,16) (16,15); set PQ[339] := (8,26) (17,8) (26,16) (14,17) (16,15); set PQ[340] := (8,26) (17,8) (26,16) (14,35) (16,15) (35,17); set PQ[341] := (8,26) (13,8) (26,16) (35,13) (14,35) (16,15); set PQ[342] := (8,26) (13,8) (26,16) (35,13) (14,17) (16,15) (17,35); set PQ[343] := (8,26) (17,8) (26,16) (14,17); set PQ[344] := (8,26) (17,8) (26,16) (14,35) (35,17); set PQ[345] := (8,26) (13,8) (26,16) (35,13) (14,35); set PQ[346] := (8,26) (13,8) (26,16) (35,13) (14,17) (17,35); set PQ[347] := (14,11) (11,15) (15,16); set PQ[348] := (14,15) (15,16); set PQ[349] := (14,35) (35,17); set PQ[350] := (13,8) (8,17) (35,13) (14,35); set PQ[351] := (26,8) (8,17) (16,26) (14,16); set PQ[352] := (26,8) (8,13) (16,26) (13,35) (14,16) (35,17); set PQ[353] := (26,8) (8,17) (16,26) (14,11) (11,15) (15,16); set PQ[354] := (30,29) (29,26) (13,30) (26,8) (8,17) (35,13) (14,35); set PQ[355] := (14,17) (17,35); set PQ[356] := (8,13) (17,8) (13,35) (14,17); set PQ[357] := (26,8) (8,17) (16,26) (14,16) (17,35); set PQ[358] := (26,8) (8,13) (16,26) (13,35) (14,16); set PQ[359] := (29,30) (26,29) (30,13) (8,26) (17,8) (13,35) (14,17); set PQ[360] := (26,8) (8,17) (16,26) (14,11) (11,15) (15,16) (17,35); set PQ[361] := (11,14) (15,11) (14,16); set PQ[362] := (15,14) (14,16); set PQ[363] := (8,26) (17,8) (26,16) (11,14) (15,11) (14,17); set PQ[364] := (8,26) (17,8) (26,16) (15,14) (14,17); set PQ[365] := (8,26) (17,8) (26,16) (11,14) (15,11) (14,35) (35,17); set PQ[366] := (8,26) (17,8) (26,16) (15,14) (14,35) (35,17); set PQ[367] := (15,3) (3,19); set PQ[368] := (18,3) (3,19) (15,5) (5,22) (34,18) (22,34); set PQ[369] := (18,3) (3,19) (5,33) (15,5) (33,22) (34,18) (22,34); set PQ[370] := (18,3) (31,5) (24,31) (15,16) (22,34) (3,19) (5,22) (16,24) (34,18); set PQ[371] := (18,3) (31,5) (24,31) (15,16) (22,34) (3,19) (5,22) (36,24) (34,18) (16,36); set PQ[372] := (18,3) (31,5) (24,31) (33,22) (34,18) (3,19) (5,33) (16,24) (15,16) (22,34); set PQ[373] := (9,27) (18,9) (27,34); set PQ[374] := (18,9) (9,21) (27,34) (21,27); set PQ[375] := (27,5) (5,22) (9,27) (18,9) (22,34); set PQ[376] := (27,5) (5,33) (9,27) (18,9) (33,22) (22,34); set PQ[377] := (18,9) (9,21) (12,27) (27,34) (10,12) (21,10); set PQ[378] := (18,9) (9,21) (12,27) (27,34) (32,10) (21,32) (10,12); set PQ[379] := (5,27) (22,5) (27,34); set PQ[380] := (5,27) (33,5) (27,34) (22,33); set PQ[381] := (5,4) (4,27) (22,5) (27,34); set PQ[382] := (5,4) (4,27) (33,5) (27,34) (22,33); set PQ[383] := (5,21) (22,5) (27,34) (21,27); set PQ[384] := (33,5) (5,21) (27,34) (21,27) (22,33); set PQ[385] := (16,24) (24,36); set PQ[386] := (29,24) (24,36) (26,29) (16,26); set PQ[387] := (25,4) (4,36) (24,31) (16,24) (31,25); set PQ[388] := (29,24) (24,36) (30,29) (13,30) (26,8) (8,13) (16,26); set PQ[389] := (5,4) (4,36) (31,5) (24,31) (16,24); set PQ[390] := (29,24) (24,36) (30,29) (13,30) (35,13) (16,14) (14,35); set PQ[391] := (17,14) (14,35); set PQ[392] := (8,13) (17,8) (13,35); set PQ[393] := (8,26) (17,8) (26,16) (16,14) (14,35); set PQ[394] := (26,8) (8,13) (16,26) (13,35) (14,16) (17,14); set PQ[395] := (29,30) (26,29) (30,13) (8,26) (17,8) (13,35); set PQ[396] := (8,26) (17,8) (26,16) (11,14) (15,11) (14,35) (16,15); set PQ[397] := (20,10) (10,21); set PQ[398] := (10,32) (32,21) (20,10); set PQ[399] := (12,10) (10,21) (20,12); set PQ[400] := (10,32) (32,21) (12,10) (20,12); set PQ[401] := (12,27) (27,21) (20,12); set PQ[402] := (12,27) (27,21) (10,12) (20,10); # AQ(i,j) denotes the Set of Backup Paths using Link (i,j) set AQ[1,2] := 1 13 15 17 19 21 22 23 57 208; set AQ[2,28] := 1 2 3 4 5 6 38 40 44 52 94 192 202; set AQ[1,20] := 2 4 5 8 10 11 33 34 36 43 44; set AQ[20,2] := 2 8; set AQ[1,7] := 3 6 9 12 37 38 39 40 51 52 93 94 191 192 201 202; set AQ[6,2] := 3 6 9 12 51 52 53 54 191 192 201 202 203 204; set AQ[7,6] := 3 9 37 38 41 55 169 175; set AQ[5,2] := 4 5 10 11 59 60 93 94 95 96; set AQ[27,5] := 4 31 79 107 212 250 266 306 375 10 33 87 210 249 265 282 308 376; set AQ[12,27] := 4 11 33 36 144 251 272 275 281 304 328 377 402 5 31 34 120 245 252 273 276 282 305 329 378 10 32 35 126 246 271 274 280 300 306 330 401; set AQ[20,12] := 4 10 31 33 35 273 275 285 290 305 400 5 11 32 34 36 274 281 289 291 399 401; set AQ[22,5] := 5 32 62 65 76 80 108 243 379 383 11 34 64 74 77 88 213 307 381; set AQ[27,34] := 5 34 80 89 123 126 142 213 248 373 378 381 384 11 35 81 108 124 140 143 214 251 374 379 382 32 36 88 122 125 141 144 247 252 377 380 383; set AQ[34,22] := 5 34 62 65 75 78 88 122 125 141 144 243 11 35 63 66 76 80 89 123 126 142 213 244 32 36 64 74 77 81 108 124 140 143 214; set AQ[23,6] := 6 12 39 40 42 170 176; set AQ[7,23] := 6 12 39 40 42 49 50 51 52 53 54 170 176; set AQ[1,28] := 7 14 16 18 20 24 25 26 27 28 29 30 58 209; set AQ[28,2] := 7 14 16 18 20 24 58 209; set AQ[2,6] := 13 14 15 16 27 30 57 58 59 60 95 96; set AQ[6,7] := 13 14 27 49 95 187 189; set AQ[6,23] := 15 16 30 55 56 57 58 59 60 96 188 190 199; set AQ[23,7] := 15 16 30 96 188 190 199; set AQ[2,5] := 17 21 23 28 41 45 47 53 203 208 18 22 24 29 42 46 48 54 204 209; set AQ[5,4] := 17 41 53 109 114 123 130 132 165 204 209 382 18 42 54 113 117 129 131 141 203 208 381 389; set AQ[4,7] := 17 18 41 42 53 83 86 106 113 149 156 203; set AQ[2,20] := 19 20 26 31 32 35; set AQ[5,27] := 21 28 97 110 133 138 243 288 380 24 45 100 122 136 140 244 379; set AQ[27,12] := 21 23 28 45 47 137 255 257 286 288 293 298 312 22 24 29 46 136 138 256 258 287 292 294 299; set AQ[12,20] := 21 23 28 45 47 258 262 279 295 299 22 24 29 46 257 261 263 287 298 303; set AQ[5,22] := 22 46 69 72 101 115 134 249 267 368 371 29 67 70 98 111 121 137 265 269 370 375; set AQ[34,27] := 22 46 99 111 116 137 255 258 310 23 47 101 112 134 241 256 308 311 29 98 102 115 135 253 257 309 312; set AQ[22,34] := 22 47 70 99 112 135 265 269 310 369 375 23 67 71 101 115 137 266 270 311 370 376 29 68 72 102 116 249 267 308 312 371 46 69 98 111 134 250 268 309 368 372; set AQ[5,33] := 23 68 99 112 135 250 268 307 309 311 369 376 47 71 102 116 139 266 270 308 310 312 372; set AQ[33,22] := 23 68 99 112 135 250 268 369 376 47 71 102 116 139 266 270 372; set AQ[2,1] := 25 33 34 36 37 39 43 51 93 191 201; set AQ[20,1] := 26 28 29; set AQ[7,1] := 27 30 57 58 208 209; set AQ[33,5] := 35 36 63 66 75 78 81 89 214 244 380 382 384; set AQ[22,33] := 35 63 75 81 121 123 125 214 380 384 36 66 78 89 122 124 126 244 382; set AQ[28,1] := 38 40 44 52 94 192 202; set AQ[5,21] := 48 118 120 124 126 142 144 282 306 383 384; set AQ[10,20] := 48 264 274 275 278 281 289 294 302 305 325 329 330; set AQ[21,10] := 48 120 126 144 245 251 271 274 283 329 377; set AQ[30,29] := 50 150 162 176 184 186 219 335 354 390 148 160 175 181 185 200 222 336 388; set AQ[29,7] := 50 153 155 169 170 200; set AQ[6,30] := 50 169 170 175 176 200; set AQ[4,25] := 54 91 101 103 109 111 130 151 155 178 205 209 82 100 102 105 110 112 131 154 159 204 208 311; set AQ[25,7] := 54 91 92 147 168 204 216; set AQ[29,30] := 56 187 189 191 193 195 197 225 359 167 188 190 192 194 196 198 233 395; set AQ[7,29] := 56 147 149 187 188 191 192 207; set AQ[30,6] := 56; set AQ[4,5] := 59 72 92 94 96 98 104 161 211 267 309 60 85 93 95 97 99 152 206 216 268; set AQ[7,4] := 59 155 168 178 179 205 206 210 216; set AQ[25,4] := 60 119 125 143 149 164 180 211 212 213 214 215 387; set AQ[7,25] := 60 83 86 106 113 153 156 177 180 189 190; set AQ[3,19] := 61 67 68 69 70 71 72 367 368 369 370 371 372; set AQ[19,15] := 61 67 68 69 70 71 72; set AQ[3,18] := 62 63 64 65 66 74 75 76 77 78; set AQ[5,15] := 62 63 74 75; set AQ[18,34] := 62 64 66 75 77 241 244 255 257 63 65 74 76 78 243 253 256 258; set AQ[5,31] := 64 76 85 89 107 125 143 206 212 216 65 77 87 92 108 127 152 210 213 66 78 88 104 119 128 161 211 214; set AQ[31,24] := 64 66 77 103 105 107 127 130 159 177 189 65 76 78 104 106 108 128 131 161 178 190; set AQ[24,16] := 64 66 76 78 105 127 130 132 145 148 154 163 174; set AQ[16,15] := 64 66 77 127 129 131 228 320 322 324 339 341 396 65 76 78 128 130 132 234 321 323 338 340 342; set AQ[24,36] := 65 103 106 108 131 150 152 385 388 77 104 107 128 146 151 156 386 390; set AQ[36,16] := 65 77 128 129 131 146 150; set AQ[15,5] := 67 68 368 369; set AQ[34,18] := 67 69 71 247 249 251 368 370 372 68 70 72 248 250 252 369 371; set AQ[31,5] := 69 70 71 82 83 100 101 102 165 311 370 371 372 389; set AQ[24,31] := 69 71 114 149 165 207 370 372 389 70 90 147 164 168 215 371 387; set AQ[16,24] := 69 71 182 196 239 370 372 385 387 389; set AQ[15,16] := 69 71 314 316 318 348 360 371 70 72 315 317 347 353 370 372; set AQ[36,24] := 70 90 114 132 157 179 180 183 197 215 240 371; set AQ[16,36] := 70 72 105 154 157 159 161 163 166 167 183 197 240 371; set AQ[36,4] := 72 151 152 154 156 159 161; set AQ[3,15] := 73; set AQ[15,19] := 73 74 75 76 77 78; set AQ[4,27] := 79 81 87 89 108 119 125 143 212 214 382 80 84 88 107 117 123 141 210 213 381; set AQ[25,31] := 82 100 102 105 109 111 113 131 153 155 159 178 190 83 101 103 106 110 112 130 151 154 156 177 189 311; set AQ[21,5] := 84 269 270 288 310 312; set AQ[27,21] := 84 134 253 269 280 300 305 328 330 402 133 135 254 270 281 304 310 329 401; set AQ[31,25] := 85 88 90 119 143 149 168 207 387 87 89 92 125 147 164 206 210; set AQ[4,36] := 90 114 129 132 164 165 168 179 180 215 387 389; set AQ[27,4] := 110 111 112 267 268 309 311; set AQ[21,27] := 118 142 248 260 262 264 287 293 298 374 384 124 242 259 261 263 286 292 294 299 383; set AQ[10,12] := 120 144 246 252 272 279 282 300 304 377 402 126 245 251 271 276 280 295 303 306 378; set AQ[12,10] := 136 138 256 260 285 288 325 327 400 137 255 259 264 286 312 326 399; set AQ[10,21] := 136 137 255 258 259 262 277 290 292 296 298 312 326 397 399; set AQ[10,32] := 138 260 283 285 287 291 297 301 398 256 263 284 286 288 293 299 327 400; set AQ[32,21] := 138 256 260 263 291 293 297 299 301 327 398 400; set AQ[26,29] := 145 146 158 193 194 195 198 225 233 359 386 395; set AQ[16,26] := 145 148 158 174 217 220 315 317 351 353 358 386 394 146 150 160 198 218 221 316 318 352 357 360 388; set AQ[13,30] := 148 160 171 173 181 185 219 335 354 390 150 162 172 174 184 186 222 336 388; set AQ[26,8] := 148 160 172 174 184 315 317 335 351 353 357 360 394 150 171 173 181 185 316 318 336 352 354 358 388; set AQ[8,13] := 148 160 174 219 221 230 318 356 388 394 150 171 181 220 229 317 352 358 392; set AQ[24,29] := 153 166 177 179 182 189 196 239 155 167 178 180 183 190 197 240; set AQ[29,24] := 158 160 162 174 207 386 388 390; set AQ[35,13] := 162 173 185 222 224 227 237 323 341 345 350 390 172 184 186 223 226 228 238 324 342 346 354; set AQ[16,14] := 162 186 226 227 231 232 235 236 237 238 314 333 334 390 393; set AQ[14,35] := 162 186 228 237 332 340 345 354 390 396 173 224 232 322 333 341 349 365 391 185 226 236 323 336 344 350 366 393; set AQ[29,26] := 166 171 172 173 219 222 239 240 335 336 354; set AQ[26,16] := 166 183 197 228 234 323 334 341 344 363 366 167 186 226 231 321 324 339 342 345 364 393 182 196 227 232 322 333 340 343 346 365 396; set AQ[30,13] := 167 225 233 359 395; set AQ[8,26] := 167 196 227 233 237 323 339 343 359 366 193 197 228 234 238 324 340 344 363 393 194 225 231 235 321 333 341 345 364 395 195 226 232 236 322 334 342 346 365 396; set AQ[13,8] := 167 196 237 323 331 333 341 345 350 193 197 238 324 332 334 342 346; set AQ[8,17] := 172 184 217 222 224 316 332 336 351 354 360 173 185 218 223 315 331 335 350 353 357; set AQ[17,35] := 172 218 223 238 324 334 342 355 360 184 222 227 316 331 335 346 357; set AQ[17,14] := 173 185 217 221 224 315 318 332 336 391 394; set AQ[17,8] := 194 235 321 339 343 356 363 365 392 395 195 236 322 340 344 359 364 366 393 396; set AQ[13,35] := 194 198 221 230 317 352 358 392 395 195 220 229 233 318 356 359 394; set AQ[35,17] := 194 221 229 232 233 236 318 322 340 344 349 352 365 366; set AQ[14,17] := 195 230 234 238 324 339 343 355 359 364 227 231 235 321 334 342 346 356 363; set AQ[35,14] := 195 198 218 220 230 316 317; set AQ[14,16] := 198 217 218 220 221 320 338 351 352 357 358 361 362 394; set AQ[11,14] := 228 234 319 320 321 322 323 324 361 363 365 396; set AQ[15,11] := 228 234 361 363 365 396; set AQ[9,18] := 241 243 244 253 255 256 257 258; set AQ[9,21] := 242 245 246 248 251 252 374 377 378; set AQ[32,10] := 246 252 272 275 330 378; set AQ[21,32] := 246 252 272 275 277 278 279 280 281 282 330 378; set AQ[9,27] := 247 249 250 254 373 375 376; set AQ[20,21] := 257 261 264 278 279 294 302 303; set AQ[20,10] := 258 262 263 276 284 287 397 398 402; set AQ[21,20] := 273 276 284 285 290 291 296 297 300 326 327 328; set AQ[11,15] := 313 314 315 316 317 318 337 347 353 360; set AQ[15,14] := 313 362 364 366; set AQ[14,15] := 319 348; set AQ[14,11] := 337 347 353 360; set AQ[15,3] := 367; set AQ[18,3] := 368 369 370 371 372; set AQ[18,9] := 373 374 375 376 377 378;