1 /* Generated by Parser/pgen */ 2 3 #include "../Include/pgenheaders.h" 4 #include "../Include/grammar.h" 5 extern grammar _Ta3Parser_Grammar; 6 static arc arcs_0_0[3] = { 7 {2, 1}, 8 {3, 1}, 9 {4, 2}, 10 }; 11 static arc arcs_0_1[1] = { 12 {0, 1}, 13 }; 14 static arc arcs_0_2[1] = { 15 {2, 1}, 16 }; 17 static state states_0[3] = { 18 {3, arcs_0_0}, 19 {1, arcs_0_1}, 20 {1, arcs_0_2}, 21 }; 22 static arc arcs_1_0[3] = { 23 {2, 0}, 24 {6, 0}, 25 {7, 1}, 26 }; 27 static arc arcs_1_1[1] = { 28 {0, 1}, 29 }; 30 static state states_1[2] = { 31 {3, arcs_1_0}, 32 {1, arcs_1_1}, 33 }; 34 static arc arcs_2_0[1] = { 35 {9, 1}, 36 }; 37 static arc arcs_2_1[2] = { 38 {2, 1}, 39 {7, 2}, 40 }; 41 static arc arcs_2_2[1] = { 42 {0, 2}, 43 }; 44 static state states_2[3] = { 45 {1, arcs_2_0}, 46 {2, arcs_2_1}, 47 {1, arcs_2_2}, 48 }; 49 static arc arcs_3_0[1] = { 50 {11, 1}, 51 }; 52 static arc arcs_3_1[1] = { 53 {12, 2}, 54 }; 55 static arc arcs_3_2[2] = { 56 {13, 3}, 57 {2, 4}, 58 }; 59 static arc arcs_3_3[2] = { 60 {14, 5}, 61 {15, 6}, 62 }; 63 static arc arcs_3_4[1] = { 64 {0, 4}, 65 }; 66 static arc arcs_3_5[1] = { 67 {15, 6}, 68 }; 69 static arc arcs_3_6[1] = { 70 {2, 4}, 71 }; 72 static state states_3[7] = { 73 {1, arcs_3_0}, 74 {1, arcs_3_1}, 75 {2, arcs_3_2}, 76 {2, arcs_3_3}, 77 {1, arcs_3_4}, 78 {1, arcs_3_5}, 79 {1, arcs_3_6}, 80 }; 81 static arc arcs_4_0[1] = { 82 {10, 1}, 83 }; 84 static arc arcs_4_1[2] = { 85 {10, 1}, 86 {0, 1}, 87 }; 88 static state states_4[2] = { 89 {1, arcs_4_0}, 90 {2, arcs_4_1}, 91 }; 92 static arc arcs_5_0[1] = { 93 {16, 1}, 94 }; 95 static arc arcs_5_1[3] = { 96 {18, 2}, 97 {19, 2}, 98 {20, 2}, 99 }; 100 static arc arcs_5_2[1] = { 101 {0, 2}, 102 }; 103 static state states_5[3] = { 104 {1, arcs_5_0}, 105 {3, arcs_5_1}, 106 {1, arcs_5_2}, 107 }; 108 static arc arcs_6_0[1] = { 109 {21, 1}, 110 }; 111 static arc arcs_6_1[1] = { 112 {19, 2}, 113 }; 114 static arc arcs_6_2[1] = { 115 {0, 2}, 116 }; 117 static state states_6[3] = { 118 {1, arcs_6_0}, 119 {1, arcs_6_1}, 120 {1, arcs_6_2}, 121 }; 122 static arc arcs_7_0[1] = { 123 {22, 1}, 124 }; 125 static arc arcs_7_1[1] = { 126 {23, 2}, 127 }; 128 static arc arcs_7_2[1] = { 129 {24, 3}, 130 }; 131 static arc arcs_7_3[2] = { 132 {25, 4}, 133 {27, 5}, 134 }; 135 static arc arcs_7_4[1] = { 136 {26, 6}, 137 }; 138 static arc arcs_7_5[2] = { 139 {28, 7}, 140 {29, 8}, 141 }; 142 static arc arcs_7_6[1] = { 143 {27, 5}, 144 }; 145 static arc arcs_7_7[1] = { 146 {29, 8}, 147 }; 148 static arc arcs_7_8[1] = { 149 {0, 8}, 150 }; 151 static state states_7[9] = { 152 {1, arcs_7_0}, 153 {1, arcs_7_1}, 154 {1, arcs_7_2}, 155 {2, arcs_7_3}, 156 {1, arcs_7_4}, 157 {2, arcs_7_5}, 158 {1, arcs_7_6}, 159 {1, arcs_7_7}, 160 {1, arcs_7_8}, 161 }; 162 static arc arcs_8_0[1] = { 163 {13, 1}, 164 }; 165 static arc arcs_8_1[2] = { 166 {30, 2}, 167 {15, 3}, 168 }; 169 static arc arcs_8_2[1] = { 170 {15, 3}, 171 }; 172 static arc arcs_8_3[1] = { 173 {0, 3}, 174 }; 175 static state states_8[4] = { 176 {1, arcs_8_0}, 177 {2, arcs_8_1}, 178 {1, arcs_8_2}, 179 {1, arcs_8_3}, 180 }; 181 static arc arcs_9_0[3] = { 182 {31, 1}, 183 {34, 2}, 184 {35, 3}, 185 }; 186 static arc arcs_9_1[4] = { 187 {32, 4}, 188 {33, 5}, 189 {28, 6}, 190 {0, 1}, 191 }; 192 static arc arcs_9_2[4] = { 193 {31, 7}, 194 {33, 8}, 195 {28, 6}, 196 {0, 2}, 197 }; 198 static arc arcs_9_3[1] = { 199 {31, 9}, 200 }; 201 static arc arcs_9_4[1] = { 202 {26, 10}, 203 }; 204 static arc arcs_9_5[5] = { 205 {28, 11}, 206 {31, 12}, 207 {34, 13}, 208 {35, 3}, 209 {0, 5}, 210 }; 211 static arc arcs_9_6[1] = { 212 {0, 6}, 213 }; 214 static arc arcs_9_7[3] = { 215 {33, 8}, 216 {28, 6}, 217 {0, 7}, 218 }; 219 static arc arcs_9_8[4] = { 220 {28, 14}, 221 {31, 15}, 222 {35, 3}, 223 {0, 8}, 224 }; 225 static arc arcs_9_9[3] = { 226 {33, 16}, 227 {28, 6}, 228 {0, 9}, 229 }; 230 static arc arcs_9_10[3] = { 231 {33, 5}, 232 {28, 6}, 233 {0, 10}, 234 }; 235 static arc arcs_9_11[4] = { 236 {31, 12}, 237 {34, 13}, 238 {35, 3}, 239 {0, 11}, 240 }; 241 static arc arcs_9_12[4] = { 242 {33, 5}, 243 {32, 4}, 244 {28, 6}, 245 {0, 12}, 246 }; 247 static arc arcs_9_13[4] = { 248 {31, 17}, 249 {33, 18}, 250 {28, 6}, 251 {0, 13}, 252 }; 253 static arc arcs_9_14[3] = { 254 {31, 15}, 255 {35, 3}, 256 {0, 14}, 257 }; 258 static arc arcs_9_15[4] = { 259 {33, 8}, 260 {32, 19}, 261 {28, 6}, 262 {0, 15}, 263 }; 264 static arc arcs_9_16[2] = { 265 {28, 6}, 266 {0, 16}, 267 }; 268 static arc arcs_9_17[3] = { 269 {33, 18}, 270 {28, 6}, 271 {0, 17}, 272 }; 273 static arc arcs_9_18[4] = { 274 {28, 20}, 275 {31, 21}, 276 {35, 3}, 277 {0, 18}, 278 }; 279 static arc arcs_9_19[1] = { 280 {26, 7}, 281 }; 282 static arc arcs_9_20[3] = { 283 {31, 21}, 284 {35, 3}, 285 {0, 20}, 286 }; 287 static arc arcs_9_21[4] = { 288 {33, 18}, 289 {32, 22}, 290 {28, 6}, 291 {0, 21}, 292 }; 293 static arc arcs_9_22[1] = { 294 {26, 17}, 295 }; 296 static state states_9[23] = { 297 {3, arcs_9_0}, 298 {4, arcs_9_1}, 299 {4, arcs_9_2}, 300 {1, arcs_9_3}, 301 {1, arcs_9_4}, 302 {5, arcs_9_5}, 303 {1, arcs_9_6}, 304 {3, arcs_9_7}, 305 {4, arcs_9_8}, 306 {3, arcs_9_9}, 307 {3, arcs_9_10}, 308 {4, arcs_9_11}, 309 {4, arcs_9_12}, 310 {4, arcs_9_13}, 311 {3, arcs_9_14}, 312 {4, arcs_9_15}, 313 {2, arcs_9_16}, 314 {3, arcs_9_17}, 315 {4, arcs_9_18}, 316 {1, arcs_9_19}, 317 {3, arcs_9_20}, 318 {4, arcs_9_21}, 319 {1, arcs_9_22}, 320 }; 321 static arc arcs_10_0[1] = { 322 {23, 1}, 323 }; 324 static arc arcs_10_1[2] = { 325 {27, 2}, 326 {0, 1}, 327 }; 328 static arc arcs_10_2[1] = { 329 {26, 3}, 330 }; 331 static arc arcs_10_3[1] = { 332 {0, 3}, 333 }; 334 static state states_10[4] = { 335 {1, arcs_10_0}, 336 {2, arcs_10_1}, 337 {1, arcs_10_2}, 338 {1, arcs_10_3}, 339 }; 340 static arc arcs_11_0[3] = { 341 {37, 1}, 342 {34, 2}, 343 {35, 3}, 344 }; 345 static arc arcs_11_1[3] = { 346 {32, 4}, 347 {33, 5}, 348 {0, 1}, 349 }; 350 static arc arcs_11_2[3] = { 351 {37, 6}, 352 {33, 7}, 353 {0, 2}, 354 }; 355 static arc arcs_11_3[1] = { 356 {37, 8}, 357 }; 358 static arc arcs_11_4[1] = { 359 {26, 9}, 360 }; 361 static arc arcs_11_5[4] = { 362 {37, 10}, 363 {34, 11}, 364 {35, 3}, 365 {0, 5}, 366 }; 367 static arc arcs_11_6[2] = { 368 {33, 7}, 369 {0, 6}, 370 }; 371 static arc arcs_11_7[3] = { 372 {37, 12}, 373 {35, 3}, 374 {0, 7}, 375 }; 376 static arc arcs_11_8[2] = { 377 {33, 13}, 378 {0, 8}, 379 }; 380 static arc arcs_11_9[2] = { 381 {33, 5}, 382 {0, 9}, 383 }; 384 static arc arcs_11_10[3] = { 385 {33, 5}, 386 {32, 4}, 387 {0, 10}, 388 }; 389 static arc arcs_11_11[3] = { 390 {37, 14}, 391 {33, 15}, 392 {0, 11}, 393 }; 394 static arc arcs_11_12[3] = { 395 {33, 7}, 396 {32, 16}, 397 {0, 12}, 398 }; 399 static arc arcs_11_13[1] = { 400 {0, 13}, 401 }; 402 static arc arcs_11_14[2] = { 403 {33, 15}, 404 {0, 14}, 405 }; 406 static arc arcs_11_15[3] = { 407 {37, 17}, 408 {35, 3}, 409 {0, 15}, 410 }; 411 static arc arcs_11_16[1] = { 412 {26, 6}, 413 }; 414 static arc arcs_11_17[3] = { 415 {33, 15}, 416 {32, 18}, 417 {0, 17}, 418 }; 419 static arc arcs_11_18[1] = { 420 {26, 14}, 421 }; 422 static state states_11[19] = { 423 {3, arcs_11_0}, 424 {3, arcs_11_1}, 425 {3, arcs_11_2}, 426 {1, arcs_11_3}, 427 {1, arcs_11_4}, 428 {4, arcs_11_5}, 429 {2, arcs_11_6}, 430 {3, arcs_11_7}, 431 {2, arcs_11_8}, 432 {2, arcs_11_9}, 433 {3, arcs_11_10}, 434 {3, arcs_11_11}, 435 {3, arcs_11_12}, 436 {1, arcs_11_13}, 437 {2, arcs_11_14}, 438 {3, arcs_11_15}, 439 {1, arcs_11_16}, 440 {3, arcs_11_17}, 441 {1, arcs_11_18}, 442 }; 443 static arc arcs_12_0[1] = { 444 {23, 1}, 445 }; 446 static arc arcs_12_1[1] = { 447 {0, 1}, 448 }; 449 static state states_12[2] = { 450 {1, arcs_12_0}, 451 {1, arcs_12_1}, 452 }; 453 static arc arcs_13_0[2] = { 454 {3, 1}, 455 {4, 1}, 456 }; 457 static arc arcs_13_1[1] = { 458 {0, 1}, 459 }; 460 static state states_13[2] = { 461 {2, arcs_13_0}, 462 {1, arcs_13_1}, 463 }; 464 static arc arcs_14_0[1] = { 465 {38, 1}, 466 }; 467 static arc arcs_14_1[2] = { 468 {39, 2}, 469 {2, 3}, 470 }; 471 static arc arcs_14_2[2] = { 472 {38, 1}, 473 {2, 3}, 474 }; 475 static arc arcs_14_3[1] = { 476 {0, 3}, 477 }; 478 static state states_14[4] = { 479 {1, arcs_14_0}, 480 {2, arcs_14_1}, 481 {2, arcs_14_2}, 482 {1, arcs_14_3}, 483 }; 484 static arc arcs_15_0[8] = { 485 {40, 1}, 486 {41, 1}, 487 {42, 1}, 488 {43, 1}, 489 {44, 1}, 490 {45, 1}, 491 {46, 1}, 492 {47, 1}, 493 }; 494 static arc arcs_15_1[1] = { 495 {0, 1}, 496 }; 497 static state states_15[2] = { 498 {8, arcs_15_0}, 499 {1, arcs_15_1}, 500 }; 501 static arc arcs_16_0[1] = { 502 {48, 1}, 503 }; 504 static arc arcs_16_1[5] = { 505 {49, 2}, 506 {50, 3}, 507 {32, 4}, 508 {28, 2}, 509 {0, 1}, 510 }; 511 static arc arcs_16_2[1] = { 512 {0, 2}, 513 }; 514 static arc arcs_16_3[2] = { 515 {51, 2}, 516 {9, 2}, 517 }; 518 static arc arcs_16_4[2] = { 519 {51, 5}, 520 {48, 5}, 521 }; 522 static arc arcs_16_5[3] = { 523 {32, 4}, 524 {28, 2}, 525 {0, 5}, 526 }; 527 static state states_16[6] = { 528 {1, arcs_16_0}, 529 {5, arcs_16_1}, 530 {1, arcs_16_2}, 531 {2, arcs_16_3}, 532 {2, arcs_16_4}, 533 {3, arcs_16_5}, 534 }; 535 static arc arcs_17_0[1] = { 536 {27, 1}, 537 }; 538 static arc arcs_17_1[1] = { 539 {26, 2}, 540 }; 541 static arc arcs_17_2[2] = { 542 {32, 3}, 543 {0, 2}, 544 }; 545 static arc arcs_17_3[1] = { 546 {26, 4}, 547 }; 548 static arc arcs_17_4[1] = { 549 {0, 4}, 550 }; 551 static state states_17[5] = { 552 {1, arcs_17_0}, 553 {1, arcs_17_1}, 554 {2, arcs_17_2}, 555 {1, arcs_17_3}, 556 {1, arcs_17_4}, 557 }; 558 static arc arcs_18_0[2] = { 559 {26, 1}, 560 {52, 1}, 561 }; 562 static arc arcs_18_1[2] = { 563 {33, 2}, 564 {0, 1}, 565 }; 566 static arc arcs_18_2[3] = { 567 {26, 1}, 568 {52, 1}, 569 {0, 2}, 570 }; 571 static state states_18[3] = { 572 {2, arcs_18_0}, 573 {2, arcs_18_1}, 574 {3, arcs_18_2}, 575 }; 576 static arc arcs_19_0[13] = { 577 {53, 1}, 578 {54, 1}, 579 {55, 1}, 580 {56, 1}, 581 {57, 1}, 582 {58, 1}, 583 {59, 1}, 584 {60, 1}, 585 {61, 1}, 586 {62, 1}, 587 {63, 1}, 588 {64, 1}, 589 {65, 1}, 590 }; 591 static arc arcs_19_1[1] = { 592 {0, 1}, 593 }; 594 static state states_19[2] = { 595 {13, arcs_19_0}, 596 {1, arcs_19_1}, 597 }; 598 static arc arcs_20_0[1] = { 599 {66, 1}, 600 }; 601 static arc arcs_20_1[1] = { 602 {67, 2}, 603 }; 604 static arc arcs_20_2[1] = { 605 {0, 2}, 606 }; 607 static state states_20[3] = { 608 {1, arcs_20_0}, 609 {1, arcs_20_1}, 610 {1, arcs_20_2}, 611 }; 612 static arc arcs_21_0[1] = { 613 {68, 1}, 614 }; 615 static arc arcs_21_1[1] = { 616 {0, 1}, 617 }; 618 static state states_21[2] = { 619 {1, arcs_21_0}, 620 {1, arcs_21_1}, 621 }; 622 static arc arcs_22_0[5] = { 623 {69, 1}, 624 {70, 1}, 625 {71, 1}, 626 {72, 1}, 627 {73, 1}, 628 }; 629 static arc arcs_22_1[1] = { 630 {0, 1}, 631 }; 632 static state states_22[2] = { 633 {5, arcs_22_0}, 634 {1, arcs_22_1}, 635 }; 636 static arc arcs_23_0[1] = { 637 {74, 1}, 638 }; 639 static arc arcs_23_1[1] = { 640 {0, 1}, 641 }; 642 static state states_23[2] = { 643 {1, arcs_23_0}, 644 {1, arcs_23_1}, 645 }; 646 static arc arcs_24_0[1] = { 647 {75, 1}, 648 }; 649 static arc arcs_24_1[1] = { 650 {0, 1}, 651 }; 652 static state states_24[2] = { 653 {1, arcs_24_0}, 654 {1, arcs_24_1}, 655 }; 656 static arc arcs_25_0[1] = { 657 {76, 1}, 658 }; 659 static arc arcs_25_1[2] = { 660 {9, 2}, 661 {0, 1}, 662 }; 663 static arc arcs_25_2[1] = { 664 {0, 2}, 665 }; 666 static state states_25[3] = { 667 {1, arcs_25_0}, 668 {2, arcs_25_1}, 669 {1, arcs_25_2}, 670 }; 671 static arc arcs_26_0[1] = { 672 {51, 1}, 673 }; 674 static arc arcs_26_1[1] = { 675 {0, 1}, 676 }; 677 static state states_26[2] = { 678 {1, arcs_26_0}, 679 {1, arcs_26_1}, 680 }; 681 static arc arcs_27_0[1] = { 682 {77, 1}, 683 }; 684 static arc arcs_27_1[2] = { 685 {26, 2}, 686 {0, 1}, 687 }; 688 static arc arcs_27_2[2] = { 689 {78, 3}, 690 {0, 2}, 691 }; 692 static arc arcs_27_3[1] = { 693 {26, 4}, 694 }; 695 static arc arcs_27_4[1] = { 696 {0, 4}, 697 }; 698 static state states_27[5] = { 699 {1, arcs_27_0}, 700 {2, arcs_27_1}, 701 {2, arcs_27_2}, 702 {1, arcs_27_3}, 703 {1, arcs_27_4}, 704 }; 705 static arc arcs_28_0[2] = { 706 {79, 1}, 707 {80, 1}, 708 }; 709 static arc arcs_28_1[1] = { 710 {0, 1}, 711 }; 712 static state states_28[2] = { 713 {2, arcs_28_0}, 714 {1, arcs_28_1}, 715 }; 716 static arc arcs_29_0[1] = { 717 {81, 1}, 718 }; 719 static arc arcs_29_1[1] = { 720 {82, 2}, 721 }; 722 static arc arcs_29_2[1] = { 723 {0, 2}, 724 }; 725 static state states_29[3] = { 726 {1, arcs_29_0}, 727 {1, arcs_29_1}, 728 {1, arcs_29_2}, 729 }; 730 static arc arcs_30_0[1] = { 731 {78, 1}, 732 }; 733 static arc arcs_30_1[3] = { 734 {83, 2}, 735 {84, 2}, 736 {12, 3}, 737 }; 738 static arc arcs_30_2[4] = { 739 {83, 2}, 740 {84, 2}, 741 {12, 3}, 742 {81, 4}, 743 }; 744 static arc arcs_30_3[1] = { 745 {81, 4}, 746 }; 747 static arc arcs_30_4[3] = { 748 {34, 5}, 749 {13, 6}, 750 {85, 5}, 751 }; 752 static arc arcs_30_5[1] = { 753 {0, 5}, 754 }; 755 static arc arcs_30_6[1] = { 756 {85, 7}, 757 }; 758 static arc arcs_30_7[1] = { 759 {15, 5}, 760 }; 761 static state states_30[8] = { 762 {1, arcs_30_0}, 763 {3, arcs_30_1}, 764 {4, arcs_30_2}, 765 {1, arcs_30_3}, 766 {3, arcs_30_4}, 767 {1, arcs_30_5}, 768 {1, arcs_30_6}, 769 {1, arcs_30_7}, 770 }; 771 static arc arcs_31_0[1] = { 772 {23, 1}, 773 }; 774 static arc arcs_31_1[2] = { 775 {87, 2}, 776 {0, 1}, 777 }; 778 static arc arcs_31_2[1] = { 779 {23, 3}, 780 }; 781 static arc arcs_31_3[1] = { 782 {0, 3}, 783 }; 784 static state states_31[4] = { 785 {1, arcs_31_0}, 786 {2, arcs_31_1}, 787 {1, arcs_31_2}, 788 {1, arcs_31_3}, 789 }; 790 static arc arcs_32_0[1] = { 791 {12, 1}, 792 }; 793 static arc arcs_32_1[2] = { 794 {87, 2}, 795 {0, 1}, 796 }; 797 static arc arcs_32_2[1] = { 798 {23, 3}, 799 }; 800 static arc arcs_32_3[1] = { 801 {0, 3}, 802 }; 803 static state states_32[4] = { 804 {1, arcs_32_0}, 805 {2, arcs_32_1}, 806 {1, arcs_32_2}, 807 {1, arcs_32_3}, 808 }; 809 static arc arcs_33_0[1] = { 810 {86, 1}, 811 }; 812 static arc arcs_33_1[2] = { 813 {33, 2}, 814 {0, 1}, 815 }; 816 static arc arcs_33_2[2] = { 817 {86, 1}, 818 {0, 2}, 819 }; 820 static state states_33[3] = { 821 {1, arcs_33_0}, 822 {2, arcs_33_1}, 823 {2, arcs_33_2}, 824 }; 825 static arc arcs_34_0[1] = { 826 {88, 1}, 827 }; 828 static arc arcs_34_1[2] = { 829 {33, 0}, 830 {0, 1}, 831 }; 832 static state states_34[2] = { 833 {1, arcs_34_0}, 834 {2, arcs_34_1}, 835 }; 836 static arc arcs_35_0[1] = { 837 {23, 1}, 838 }; 839 static arc arcs_35_1[2] = { 840 {83, 0}, 841 {0, 1}, 842 }; 843 static state states_35[2] = { 844 {1, arcs_35_0}, 845 {2, arcs_35_1}, 846 }; 847 static arc arcs_36_0[1] = { 848 {89, 1}, 849 }; 850 static arc arcs_36_1[1] = { 851 {23, 2}, 852 }; 853 static arc arcs_36_2[2] = { 854 {33, 1}, 855 {0, 2}, 856 }; 857 static state states_36[3] = { 858 {1, arcs_36_0}, 859 {1, arcs_36_1}, 860 {2, arcs_36_2}, 861 }; 862 static arc arcs_37_0[1] = { 863 {90, 1}, 864 }; 865 static arc arcs_37_1[1] = { 866 {23, 2}, 867 }; 868 static arc arcs_37_2[2] = { 869 {33, 1}, 870 {0, 2}, 871 }; 872 static state states_37[3] = { 873 {1, arcs_37_0}, 874 {1, arcs_37_1}, 875 {2, arcs_37_2}, 876 }; 877 static arc arcs_38_0[1] = { 878 {91, 1}, 879 }; 880 static arc arcs_38_1[1] = { 881 {26, 2}, 882 }; 883 static arc arcs_38_2[2] = { 884 {33, 3}, 885 {0, 2}, 886 }; 887 static arc arcs_38_3[1] = { 888 {26, 4}, 889 }; 890 static arc arcs_38_4[1] = { 891 {0, 4}, 892 }; 893 static state states_38[5] = { 894 {1, arcs_38_0}, 895 {1, arcs_38_1}, 896 {2, arcs_38_2}, 897 {1, arcs_38_3}, 898 {1, arcs_38_4}, 899 }; 900 static arc arcs_39_0[9] = { 901 {92, 1}, 902 {93, 1}, 903 {94, 1}, 904 {95, 1}, 905 {96, 1}, 906 {19, 1}, 907 {18, 1}, 908 {17, 1}, 909 {97, 1}, 910 }; 911 static arc arcs_39_1[1] = { 912 {0, 1}, 913 }; 914 static state states_39[2] = { 915 {9, arcs_39_0}, 916 {1, arcs_39_1}, 917 }; 918 static arc arcs_40_0[1] = { 919 {21, 1}, 920 }; 921 static arc arcs_40_1[3] = { 922 {19, 2}, 923 {96, 2}, 924 {94, 2}, 925 }; 926 static arc arcs_40_2[1] = { 927 {0, 2}, 928 }; 929 static state states_40[3] = { 930 {1, arcs_40_0}, 931 {3, arcs_40_1}, 932 {1, arcs_40_2}, 933 }; 934 static arc arcs_41_0[1] = { 935 {98, 1}, 936 }; 937 static arc arcs_41_1[1] = { 938 {26, 2}, 939 }; 940 static arc arcs_41_2[1] = { 941 {27, 3}, 942 }; 943 static arc arcs_41_3[1] = { 944 {29, 4}, 945 }; 946 static arc arcs_41_4[3] = { 947 {99, 1}, 948 {100, 5}, 949 {0, 4}, 950 }; 951 static arc arcs_41_5[1] = { 952 {27, 6}, 953 }; 954 static arc arcs_41_6[1] = { 955 {29, 7}, 956 }; 957 static arc arcs_41_7[1] = { 958 {0, 7}, 959 }; 960 static state states_41[8] = { 961 {1, arcs_41_0}, 962 {1, arcs_41_1}, 963 {1, arcs_41_2}, 964 {1, arcs_41_3}, 965 {3, arcs_41_4}, 966 {1, arcs_41_5}, 967 {1, arcs_41_6}, 968 {1, arcs_41_7}, 969 }; 970 static arc arcs_42_0[1] = { 971 {101, 1}, 972 }; 973 static arc arcs_42_1[1] = { 974 {26, 2}, 975 }; 976 static arc arcs_42_2[1] = { 977 {27, 3}, 978 }; 979 static arc arcs_42_3[1] = { 980 {29, 4}, 981 }; 982 static arc arcs_42_4[2] = { 983 {100, 5}, 984 {0, 4}, 985 }; 986 static arc arcs_42_5[1] = { 987 {27, 6}, 988 }; 989 static arc arcs_42_6[1] = { 990 {29, 7}, 991 }; 992 static arc arcs_42_7[1] = { 993 {0, 7}, 994 }; 995 static state states_42[8] = { 996 {1, arcs_42_0}, 997 {1, arcs_42_1}, 998 {1, arcs_42_2}, 999 {1, arcs_42_3}, 1000 {2, arcs_42_4}, 1001 {1, arcs_42_5}, 1002 {1, arcs_42_6}, 1003 {1, arcs_42_7}, 1004 }; 1005 static arc arcs_43_0[1] = { 1006 {102, 1}, 1007 }; 1008 static arc arcs_43_1[1] = { 1009 {67, 2}, 1010 }; 1011 static arc arcs_43_2[1] = { 1012 {103, 3}, 1013 }; 1014 static arc arcs_43_3[1] = { 1015 {9, 4}, 1016 }; 1017 static arc arcs_43_4[1] = { 1018 {27, 5}, 1019 }; 1020 static arc arcs_43_5[2] = { 1021 {28, 6}, 1022 {29, 7}, 1023 }; 1024 static arc arcs_43_6[1] = { 1025 {29, 7}, 1026 }; 1027 static arc arcs_43_7[2] = { 1028 {100, 8}, 1029 {0, 7}, 1030 }; 1031 static arc arcs_43_8[1] = { 1032 {27, 9}, 1033 }; 1034 static arc arcs_43_9[1] = { 1035 {29, 10}, 1036 }; 1037 static arc arcs_43_10[1] = { 1038 {0, 10}, 1039 }; 1040 static state states_43[11] = { 1041 {1, arcs_43_0}, 1042 {1, arcs_43_1}, 1043 {1, arcs_43_2}, 1044 {1, arcs_43_3}, 1045 {1, arcs_43_4}, 1046 {2, arcs_43_5}, 1047 {1, arcs_43_6}, 1048 {2, arcs_43_7}, 1049 {1, arcs_43_8}, 1050 {1, arcs_43_9}, 1051 {1, arcs_43_10}, 1052 }; 1053 static arc arcs_44_0[1] = { 1054 {104, 1}, 1055 }; 1056 static arc arcs_44_1[1] = { 1057 {27, 2}, 1058 }; 1059 static arc arcs_44_2[1] = { 1060 {29, 3}, 1061 }; 1062 static arc arcs_44_3[2] = { 1063 {105, 4}, 1064 {106, 5}, 1065 }; 1066 static arc arcs_44_4[1] = { 1067 {27, 6}, 1068 }; 1069 static arc arcs_44_5[1] = { 1070 {27, 7}, 1071 }; 1072 static arc arcs_44_6[1] = { 1073 {29, 8}, 1074 }; 1075 static arc arcs_44_7[1] = { 1076 {29, 9}, 1077 }; 1078 static arc arcs_44_8[4] = { 1079 {105, 4}, 1080 {100, 10}, 1081 {106, 5}, 1082 {0, 8}, 1083 }; 1084 static arc arcs_44_9[1] = { 1085 {0, 9}, 1086 }; 1087 static arc arcs_44_10[1] = { 1088 {27, 11}, 1089 }; 1090 static arc arcs_44_11[1] = { 1091 {29, 12}, 1092 }; 1093 static arc arcs_44_12[2] = { 1094 {106, 5}, 1095 {0, 12}, 1096 }; 1097 static state states_44[13] = { 1098 {1, arcs_44_0}, 1099 {1, arcs_44_1}, 1100 {1, arcs_44_2}, 1101 {2, arcs_44_3}, 1102 {1, arcs_44_4}, 1103 {1, arcs_44_5}, 1104 {1, arcs_44_6}, 1105 {1, arcs_44_7}, 1106 {4, arcs_44_8}, 1107 {1, arcs_44_9}, 1108 {1, arcs_44_10}, 1109 {1, arcs_44_11}, 1110 {2, arcs_44_12}, 1111 }; 1112 static arc arcs_45_0[1] = { 1113 {107, 1}, 1114 }; 1115 static arc arcs_45_1[1] = { 1116 {108, 2}, 1117 }; 1118 static arc arcs_45_2[2] = { 1119 {33, 1}, 1120 {27, 3}, 1121 }; 1122 static arc arcs_45_3[2] = { 1123 {28, 4}, 1124 {29, 5}, 1125 }; 1126 static arc arcs_45_4[1] = { 1127 {29, 5}, 1128 }; 1129 static arc arcs_45_5[1] = { 1130 {0, 5}, 1131 }; 1132 static state states_45[6] = { 1133 {1, arcs_45_0}, 1134 {1, arcs_45_1}, 1135 {2, arcs_45_2}, 1136 {2, arcs_45_3}, 1137 {1, arcs_45_4}, 1138 {1, arcs_45_5}, 1139 }; 1140 static arc arcs_46_0[1] = { 1141 {26, 1}, 1142 }; 1143 static arc arcs_46_1[2] = { 1144 {87, 2}, 1145 {0, 1}, 1146 }; 1147 static arc arcs_46_2[1] = { 1148 {109, 3}, 1149 }; 1150 static arc arcs_46_3[1] = { 1151 {0, 3}, 1152 }; 1153 static state states_46[4] = { 1154 {1, arcs_46_0}, 1155 {2, arcs_46_1}, 1156 {1, arcs_46_2}, 1157 {1, arcs_46_3}, 1158 }; 1159 static arc arcs_47_0[1] = { 1160 {110, 1}, 1161 }; 1162 static arc arcs_47_1[2] = { 1163 {26, 2}, 1164 {0, 1}, 1165 }; 1166 static arc arcs_47_2[2] = { 1167 {87, 3}, 1168 {0, 2}, 1169 }; 1170 static arc arcs_47_3[1] = { 1171 {23, 4}, 1172 }; 1173 static arc arcs_47_4[1] = { 1174 {0, 4}, 1175 }; 1176 static state states_47[5] = { 1177 {1, arcs_47_0}, 1178 {2, arcs_47_1}, 1179 {2, arcs_47_2}, 1180 {1, arcs_47_3}, 1181 {1, arcs_47_4}, 1182 }; 1183 static arc arcs_48_0[2] = { 1184 {3, 1}, 1185 {2, 2}, 1186 }; 1187 static arc arcs_48_1[1] = { 1188 {0, 1}, 1189 }; 1190 static arc arcs_48_2[2] = { 1191 {28, 3}, 1192 {111, 4}, 1193 }; 1194 static arc arcs_48_3[1] = { 1195 {2, 5}, 1196 }; 1197 static arc arcs_48_4[1] = { 1198 {6, 6}, 1199 }; 1200 static arc arcs_48_5[1] = { 1201 {111, 4}, 1202 }; 1203 static arc arcs_48_6[2] = { 1204 {6, 6}, 1205 {112, 1}, 1206 }; 1207 static state states_48[7] = { 1208 {2, arcs_48_0}, 1209 {1, arcs_48_1}, 1210 {2, arcs_48_2}, 1211 {1, arcs_48_3}, 1212 {1, arcs_48_4}, 1213 {1, arcs_48_5}, 1214 {2, arcs_48_6}, 1215 }; 1216 static arc arcs_49_0[2] = { 1217 {113, 1}, 1218 {114, 2}, 1219 }; 1220 static arc arcs_49_1[2] = { 1221 {98, 3}, 1222 {0, 1}, 1223 }; 1224 static arc arcs_49_2[1] = { 1225 {0, 2}, 1226 }; 1227 static arc arcs_49_3[1] = { 1228 {113, 4}, 1229 }; 1230 static arc arcs_49_4[1] = { 1231 {100, 5}, 1232 }; 1233 static arc arcs_49_5[1] = { 1234 {26, 2}, 1235 }; 1236 static state states_49[6] = { 1237 {2, arcs_49_0}, 1238 {2, arcs_49_1}, 1239 {1, arcs_49_2}, 1240 {1, arcs_49_3}, 1241 {1, arcs_49_4}, 1242 {1, arcs_49_5}, 1243 }; 1244 static arc arcs_50_0[2] = { 1245 {113, 1}, 1246 {116, 1}, 1247 }; 1248 static arc arcs_50_1[1] = { 1249 {0, 1}, 1250 }; 1251 static state states_50[2] = { 1252 {2, arcs_50_0}, 1253 {1, arcs_50_1}, 1254 }; 1255 static arc arcs_51_0[1] = { 1256 {117, 1}, 1257 }; 1258 static arc arcs_51_1[2] = { 1259 {36, 2}, 1260 {27, 3}, 1261 }; 1262 static arc arcs_51_2[1] = { 1263 {27, 3}, 1264 }; 1265 static arc arcs_51_3[1] = { 1266 {26, 4}, 1267 }; 1268 static arc arcs_51_4[1] = { 1269 {0, 4}, 1270 }; 1271 static state states_51[5] = { 1272 {1, arcs_51_0}, 1273 {2, arcs_51_1}, 1274 {1, arcs_51_2}, 1275 {1, arcs_51_3}, 1276 {1, arcs_51_4}, 1277 }; 1278 static arc arcs_52_0[1] = { 1279 {117, 1}, 1280 }; 1281 static arc arcs_52_1[2] = { 1282 {36, 2}, 1283 {27, 3}, 1284 }; 1285 static arc arcs_52_2[1] = { 1286 {27, 3}, 1287 }; 1288 static arc arcs_52_3[1] = { 1289 {115, 4}, 1290 }; 1291 static arc arcs_52_4[1] = { 1292 {0, 4}, 1293 }; 1294 static state states_52[5] = { 1295 {1, arcs_52_0}, 1296 {2, arcs_52_1}, 1297 {1, arcs_52_2}, 1298 {1, arcs_52_3}, 1299 {1, arcs_52_4}, 1300 }; 1301 static arc arcs_53_0[1] = { 1302 {118, 1}, 1303 }; 1304 static arc arcs_53_1[2] = { 1305 {119, 0}, 1306 {0, 1}, 1307 }; 1308 static state states_53[2] = { 1309 {1, arcs_53_0}, 1310 {2, arcs_53_1}, 1311 }; 1312 static arc arcs_54_0[1] = { 1313 {120, 1}, 1314 }; 1315 static arc arcs_54_1[2] = { 1316 {121, 0}, 1317 {0, 1}, 1318 }; 1319 static state states_54[2] = { 1320 {1, arcs_54_0}, 1321 {2, arcs_54_1}, 1322 }; 1323 static arc arcs_55_0[2] = { 1324 {122, 1}, 1325 {123, 2}, 1326 }; 1327 static arc arcs_55_1[1] = { 1328 {120, 2}, 1329 }; 1330 static arc arcs_55_2[1] = { 1331 {0, 2}, 1332 }; 1333 static state states_55[3] = { 1334 {2, arcs_55_0}, 1335 {1, arcs_55_1}, 1336 {1, arcs_55_2}, 1337 }; 1338 static arc arcs_56_0[1] = { 1339 {109, 1}, 1340 }; 1341 static arc arcs_56_1[2] = { 1342 {124, 0}, 1343 {0, 1}, 1344 }; 1345 static state states_56[2] = { 1346 {1, arcs_56_0}, 1347 {2, arcs_56_1}, 1348 }; 1349 static arc arcs_57_0[10] = { 1350 {125, 1}, 1351 {126, 1}, 1352 {127, 1}, 1353 {128, 1}, 1354 {129, 1}, 1355 {130, 1}, 1356 {131, 1}, 1357 {103, 1}, 1358 {122, 2}, 1359 {132, 3}, 1360 }; 1361 static arc arcs_57_1[1] = { 1362 {0, 1}, 1363 }; 1364 static arc arcs_57_2[1] = { 1365 {103, 1}, 1366 }; 1367 static arc arcs_57_3[2] = { 1368 {122, 1}, 1369 {0, 3}, 1370 }; 1371 static state states_57[4] = { 1372 {10, arcs_57_0}, 1373 {1, arcs_57_1}, 1374 {1, arcs_57_2}, 1375 {2, arcs_57_3}, 1376 }; 1377 static arc arcs_58_0[1] = { 1378 {34, 1}, 1379 }; 1380 static arc arcs_58_1[1] = { 1381 {109, 2}, 1382 }; 1383 static arc arcs_58_2[1] = { 1384 {0, 2}, 1385 }; 1386 static state states_58[3] = { 1387 {1, arcs_58_0}, 1388 {1, arcs_58_1}, 1389 {1, arcs_58_2}, 1390 }; 1391 static arc arcs_59_0[1] = { 1392 {133, 1}, 1393 }; 1394 static arc arcs_59_1[2] = { 1395 {134, 0}, 1396 {0, 1}, 1397 }; 1398 static state states_59[2] = { 1399 {1, arcs_59_0}, 1400 {2, arcs_59_1}, 1401 }; 1402 static arc arcs_60_0[1] = { 1403 {135, 1}, 1404 }; 1405 static arc arcs_60_1[2] = { 1406 {136, 0}, 1407 {0, 1}, 1408 }; 1409 static state states_60[2] = { 1410 {1, arcs_60_0}, 1411 {2, arcs_60_1}, 1412 }; 1413 static arc arcs_61_0[1] = { 1414 {137, 1}, 1415 }; 1416 static arc arcs_61_1[2] = { 1417 {138, 0}, 1418 {0, 1}, 1419 }; 1420 static state states_61[2] = { 1421 {1, arcs_61_0}, 1422 {2, arcs_61_1}, 1423 }; 1424 static arc arcs_62_0[1] = { 1425 {139, 1}, 1426 }; 1427 static arc arcs_62_1[3] = { 1428 {140, 0}, 1429 {141, 0}, 1430 {0, 1}, 1431 }; 1432 static state states_62[2] = { 1433 {1, arcs_62_0}, 1434 {3, arcs_62_1}, 1435 }; 1436 static arc arcs_63_0[1] = { 1437 {142, 1}, 1438 }; 1439 static arc arcs_63_1[3] = { 1440 {143, 0}, 1441 {144, 0}, 1442 {0, 1}, 1443 }; 1444 static state states_63[2] = { 1445 {1, arcs_63_0}, 1446 {3, arcs_63_1}, 1447 }; 1448 static arc arcs_64_0[1] = { 1449 {145, 1}, 1450 }; 1451 static arc arcs_64_1[6] = { 1452 {34, 0}, 1453 {11, 0}, 1454 {146, 0}, 1455 {147, 0}, 1456 {148, 0}, 1457 {0, 1}, 1458 }; 1459 static state states_64[2] = { 1460 {1, arcs_64_0}, 1461 {6, arcs_64_1}, 1462 }; 1463 static arc arcs_65_0[4] = { 1464 {143, 1}, 1465 {144, 1}, 1466 {149, 1}, 1467 {150, 2}, 1468 }; 1469 static arc arcs_65_1[1] = { 1470 {145, 2}, 1471 }; 1472 static arc arcs_65_2[1] = { 1473 {0, 2}, 1474 }; 1475 static state states_65[3] = { 1476 {4, arcs_65_0}, 1477 {1, arcs_65_1}, 1478 {1, arcs_65_2}, 1479 }; 1480 static arc arcs_66_0[1] = { 1481 {151, 1}, 1482 }; 1483 static arc arcs_66_1[2] = { 1484 {35, 2}, 1485 {0, 1}, 1486 }; 1487 static arc arcs_66_2[1] = { 1488 {145, 3}, 1489 }; 1490 static arc arcs_66_3[1] = { 1491 {0, 3}, 1492 }; 1493 static state states_66[4] = { 1494 {1, arcs_66_0}, 1495 {2, arcs_66_1}, 1496 {1, arcs_66_2}, 1497 {1, arcs_66_3}, 1498 }; 1499 static arc arcs_67_0[2] = { 1500 {152, 1}, 1501 {153, 2}, 1502 }; 1503 static arc arcs_67_1[1] = { 1504 {153, 2}, 1505 }; 1506 static arc arcs_67_2[2] = { 1507 {154, 2}, 1508 {0, 2}, 1509 }; 1510 static state states_67[3] = { 1511 {2, arcs_67_0}, 1512 {1, arcs_67_1}, 1513 {2, arcs_67_2}, 1514 }; 1515 static arc arcs_68_0[10] = { 1516 {13, 1}, 1517 {156, 2}, 1518 {158, 3}, 1519 {23, 4}, 1520 {161, 4}, 1521 {162, 5}, 1522 {84, 4}, 1523 {163, 4}, 1524 {164, 4}, 1525 {165, 4}, 1526 }; 1527 static arc arcs_68_1[3] = { 1528 {51, 6}, 1529 {155, 6}, 1530 {15, 4}, 1531 }; 1532 static arc arcs_68_2[2] = { 1533 {155, 7}, 1534 {157, 4}, 1535 }; 1536 static arc arcs_68_3[2] = { 1537 {159, 8}, 1538 {160, 4}, 1539 }; 1540 static arc arcs_68_4[1] = { 1541 {0, 4}, 1542 }; 1543 static arc arcs_68_5[2] = { 1544 {162, 5}, 1545 {0, 5}, 1546 }; 1547 static arc arcs_68_6[1] = { 1548 {15, 4}, 1549 }; 1550 static arc arcs_68_7[1] = { 1551 {157, 4}, 1552 }; 1553 static arc arcs_68_8[1] = { 1554 {160, 4}, 1555 }; 1556 static state states_68[9] = { 1557 {10, arcs_68_0}, 1558 {3, arcs_68_1}, 1559 {2, arcs_68_2}, 1560 {2, arcs_68_3}, 1561 {1, arcs_68_4}, 1562 {2, arcs_68_5}, 1563 {1, arcs_68_6}, 1564 {1, arcs_68_7}, 1565 {1, arcs_68_8}, 1566 }; 1567 static arc arcs_69_0[2] = { 1568 {26, 1}, 1569 {52, 1}, 1570 }; 1571 static arc arcs_69_1[3] = { 1572 {166, 2}, 1573 {33, 3}, 1574 {0, 1}, 1575 }; 1576 static arc arcs_69_2[1] = { 1577 {0, 2}, 1578 }; 1579 static arc arcs_69_3[3] = { 1580 {26, 4}, 1581 {52, 4}, 1582 {0, 3}, 1583 }; 1584 static arc arcs_69_4[2] = { 1585 {33, 3}, 1586 {0, 4}, 1587 }; 1588 static state states_69[5] = { 1589 {2, arcs_69_0}, 1590 {3, arcs_69_1}, 1591 {1, arcs_69_2}, 1592 {3, arcs_69_3}, 1593 {2, arcs_69_4}, 1594 }; 1595 static arc arcs_70_0[3] = { 1596 {13, 1}, 1597 {156, 2}, 1598 {83, 3}, 1599 }; 1600 static arc arcs_70_1[2] = { 1601 {14, 4}, 1602 {15, 5}, 1603 }; 1604 static arc arcs_70_2[1] = { 1605 {167, 6}, 1606 }; 1607 static arc arcs_70_3[1] = { 1608 {23, 5}, 1609 }; 1610 static arc arcs_70_4[1] = { 1611 {15, 5}, 1612 }; 1613 static arc arcs_70_5[1] = { 1614 {0, 5}, 1615 }; 1616 static arc arcs_70_6[1] = { 1617 {157, 5}, 1618 }; 1619 static state states_70[7] = { 1620 {3, arcs_70_0}, 1621 {2, arcs_70_1}, 1622 {1, arcs_70_2}, 1623 {1, arcs_70_3}, 1624 {1, arcs_70_4}, 1625 {1, arcs_70_5}, 1626 {1, arcs_70_6}, 1627 }; 1628 static arc arcs_71_0[1] = { 1629 {168, 1}, 1630 }; 1631 static arc arcs_71_1[2] = { 1632 {33, 2}, 1633 {0, 1}, 1634 }; 1635 static arc arcs_71_2[2] = { 1636 {168, 1}, 1637 {0, 2}, 1638 }; 1639 static state states_71[3] = { 1640 {1, arcs_71_0}, 1641 {2, arcs_71_1}, 1642 {2, arcs_71_2}, 1643 }; 1644 static arc arcs_72_0[2] = { 1645 {26, 1}, 1646 {27, 2}, 1647 }; 1648 static arc arcs_72_1[2] = { 1649 {27, 2}, 1650 {0, 1}, 1651 }; 1652 static arc arcs_72_2[3] = { 1653 {26, 3}, 1654 {169, 4}, 1655 {0, 2}, 1656 }; 1657 static arc arcs_72_3[2] = { 1658 {169, 4}, 1659 {0, 3}, 1660 }; 1661 static arc arcs_72_4[1] = { 1662 {0, 4}, 1663 }; 1664 static state states_72[5] = { 1665 {2, arcs_72_0}, 1666 {2, arcs_72_1}, 1667 {3, arcs_72_2}, 1668 {2, arcs_72_3}, 1669 {1, arcs_72_4}, 1670 }; 1671 static arc arcs_73_0[1] = { 1672 {27, 1}, 1673 }; 1674 static arc arcs_73_1[2] = { 1675 {26, 2}, 1676 {0, 1}, 1677 }; 1678 static arc arcs_73_2[1] = { 1679 {0, 2}, 1680 }; 1681 static state states_73[3] = { 1682 {1, arcs_73_0}, 1683 {2, arcs_73_1}, 1684 {1, arcs_73_2}, 1685 }; 1686 static arc arcs_74_0[2] = { 1687 {109, 1}, 1688 {52, 1}, 1689 }; 1690 static arc arcs_74_1[2] = { 1691 {33, 2}, 1692 {0, 1}, 1693 }; 1694 static arc arcs_74_2[3] = { 1695 {109, 1}, 1696 {52, 1}, 1697 {0, 2}, 1698 }; 1699 static state states_74[3] = { 1700 {2, arcs_74_0}, 1701 {2, arcs_74_1}, 1702 {3, arcs_74_2}, 1703 }; 1704 static arc arcs_75_0[1] = { 1705 {26, 1}, 1706 }; 1707 static arc arcs_75_1[2] = { 1708 {33, 2}, 1709 {0, 1}, 1710 }; 1711 static arc arcs_75_2[2] = { 1712 {26, 1}, 1713 {0, 2}, 1714 }; 1715 static state states_75[3] = { 1716 {1, arcs_75_0}, 1717 {2, arcs_75_1}, 1718 {2, arcs_75_2}, 1719 }; 1720 static arc arcs_76_0[3] = { 1721 {26, 1}, 1722 {35, 2}, 1723 {52, 3}, 1724 }; 1725 static arc arcs_76_1[4] = { 1726 {27, 4}, 1727 {166, 5}, 1728 {33, 6}, 1729 {0, 1}, 1730 }; 1731 static arc arcs_76_2[1] = { 1732 {109, 7}, 1733 }; 1734 static arc arcs_76_3[3] = { 1735 {166, 5}, 1736 {33, 6}, 1737 {0, 3}, 1738 }; 1739 static arc arcs_76_4[1] = { 1740 {26, 7}, 1741 }; 1742 static arc arcs_76_5[1] = { 1743 {0, 5}, 1744 }; 1745 static arc arcs_76_6[3] = { 1746 {26, 8}, 1747 {52, 8}, 1748 {0, 6}, 1749 }; 1750 static arc arcs_76_7[3] = { 1751 {166, 5}, 1752 {33, 9}, 1753 {0, 7}, 1754 }; 1755 static arc arcs_76_8[2] = { 1756 {33, 6}, 1757 {0, 8}, 1758 }; 1759 static arc arcs_76_9[3] = { 1760 {26, 10}, 1761 {35, 11}, 1762 {0, 9}, 1763 }; 1764 static arc arcs_76_10[1] = { 1765 {27, 12}, 1766 }; 1767 static arc arcs_76_11[1] = { 1768 {109, 13}, 1769 }; 1770 static arc arcs_76_12[1] = { 1771 {26, 13}, 1772 }; 1773 static arc arcs_76_13[2] = { 1774 {33, 9}, 1775 {0, 13}, 1776 }; 1777 static state states_76[14] = { 1778 {3, arcs_76_0}, 1779 {4, arcs_76_1}, 1780 {1, arcs_76_2}, 1781 {3, arcs_76_3}, 1782 {1, arcs_76_4}, 1783 {1, arcs_76_5}, 1784 {3, arcs_76_6}, 1785 {3, arcs_76_7}, 1786 {2, arcs_76_8}, 1787 {3, arcs_76_9}, 1788 {1, arcs_76_10}, 1789 {1, arcs_76_11}, 1790 {1, arcs_76_12}, 1791 {2, arcs_76_13}, 1792 }; 1793 static arc arcs_77_0[1] = { 1794 {170, 1}, 1795 }; 1796 static arc arcs_77_1[1] = { 1797 {23, 2}, 1798 }; 1799 static arc arcs_77_2[2] = { 1800 {13, 3}, 1801 {27, 4}, 1802 }; 1803 static arc arcs_77_3[2] = { 1804 {14, 5}, 1805 {15, 6}, 1806 }; 1807 static arc arcs_77_4[1] = { 1808 {29, 7}, 1809 }; 1810 static arc arcs_77_5[1] = { 1811 {15, 6}, 1812 }; 1813 static arc arcs_77_6[1] = { 1814 {27, 4}, 1815 }; 1816 static arc arcs_77_7[1] = { 1817 {0, 7}, 1818 }; 1819 static state states_77[8] = { 1820 {1, arcs_77_0}, 1821 {1, arcs_77_1}, 1822 {2, arcs_77_2}, 1823 {2, arcs_77_3}, 1824 {1, arcs_77_4}, 1825 {1, arcs_77_5}, 1826 {1, arcs_77_6}, 1827 {1, arcs_77_7}, 1828 }; 1829 static arc arcs_78_0[1] = { 1830 {171, 1}, 1831 }; 1832 static arc arcs_78_1[2] = { 1833 {33, 2}, 1834 {0, 1}, 1835 }; 1836 static arc arcs_78_2[2] = { 1837 {171, 1}, 1838 {0, 2}, 1839 }; 1840 static state states_78[3] = { 1841 {1, arcs_78_0}, 1842 {2, arcs_78_1}, 1843 {2, arcs_78_2}, 1844 }; 1845 static arc arcs_79_0[3] = { 1846 {26, 1}, 1847 {35, 2}, 1848 {34, 2}, 1849 }; 1850 static arc arcs_79_1[3] = { 1851 {166, 3}, 1852 {32, 2}, 1853 {0, 1}, 1854 }; 1855 static arc arcs_79_2[1] = { 1856 {26, 3}, 1857 }; 1858 static arc arcs_79_3[1] = { 1859 {0, 3}, 1860 }; 1861 static state states_79[4] = { 1862 {3, arcs_79_0}, 1863 {3, arcs_79_1}, 1864 {1, arcs_79_2}, 1865 {1, arcs_79_3}, 1866 }; 1867 static arc arcs_80_0[2] = { 1868 {166, 1}, 1869 {173, 1}, 1870 }; 1871 static arc arcs_80_1[1] = { 1872 {0, 1}, 1873 }; 1874 static state states_80[2] = { 1875 {2, arcs_80_0}, 1876 {1, arcs_80_1}, 1877 }; 1878 static arc arcs_81_0[1] = { 1879 {102, 1}, 1880 }; 1881 static arc arcs_81_1[1] = { 1882 {67, 2}, 1883 }; 1884 static arc arcs_81_2[1] = { 1885 {103, 3}, 1886 }; 1887 static arc arcs_81_3[1] = { 1888 {113, 4}, 1889 }; 1890 static arc arcs_81_4[2] = { 1891 {172, 5}, 1892 {0, 4}, 1893 }; 1894 static arc arcs_81_5[1] = { 1895 {0, 5}, 1896 }; 1897 static state states_81[6] = { 1898 {1, arcs_81_0}, 1899 {1, arcs_81_1}, 1900 {1, arcs_81_2}, 1901 {1, arcs_81_3}, 1902 {2, arcs_81_4}, 1903 {1, arcs_81_5}, 1904 }; 1905 static arc arcs_82_0[2] = { 1906 {21, 1}, 1907 {174, 2}, 1908 }; 1909 static arc arcs_82_1[1] = { 1910 {174, 2}, 1911 }; 1912 static arc arcs_82_2[1] = { 1913 {0, 2}, 1914 }; 1915 static state states_82[3] = { 1916 {2, arcs_82_0}, 1917 {1, arcs_82_1}, 1918 {1, arcs_82_2}, 1919 }; 1920 static arc arcs_83_0[1] = { 1921 {98, 1}, 1922 }; 1923 static arc arcs_83_1[1] = { 1924 {115, 2}, 1925 }; 1926 static arc arcs_83_2[2] = { 1927 {172, 3}, 1928 {0, 2}, 1929 }; 1930 static arc arcs_83_3[1] = { 1931 {0, 3}, 1932 }; 1933 static state states_83[4] = { 1934 {1, arcs_83_0}, 1935 {1, arcs_83_1}, 1936 {2, arcs_83_2}, 1937 {1, arcs_83_3}, 1938 }; 1939 static arc arcs_84_0[1] = { 1940 {23, 1}, 1941 }; 1942 static arc arcs_84_1[1] = { 1943 {0, 1}, 1944 }; 1945 static state states_84[2] = { 1946 {1, arcs_84_0}, 1947 {1, arcs_84_1}, 1948 }; 1949 static arc arcs_85_0[1] = { 1950 {176, 1}, 1951 }; 1952 static arc arcs_85_1[2] = { 1953 {177, 2}, 1954 {0, 1}, 1955 }; 1956 static arc arcs_85_2[1] = { 1957 {0, 2}, 1958 }; 1959 static state states_85[3] = { 1960 {1, arcs_85_0}, 1961 {2, arcs_85_1}, 1962 {1, arcs_85_2}, 1963 }; 1964 static arc arcs_86_0[2] = { 1965 {78, 1}, 1966 {9, 2}, 1967 }; 1968 static arc arcs_86_1[1] = { 1969 {26, 2}, 1970 }; 1971 static arc arcs_86_2[1] = { 1972 {0, 2}, 1973 }; 1974 static state states_86[3] = { 1975 {2, arcs_86_0}, 1976 {1, arcs_86_1}, 1977 {1, arcs_86_2}, 1978 }; 1979 static arc arcs_87_0[1] = { 1980 {179, 1}, 1981 }; 1982 static arc arcs_87_1[2] = { 1983 {2, 1}, 1984 {7, 2}, 1985 }; 1986 static arc arcs_87_2[1] = { 1987 {0, 2}, 1988 }; 1989 static state states_87[3] = { 1990 {1, arcs_87_0}, 1991 {2, arcs_87_1}, 1992 {1, arcs_87_2}, 1993 }; 1994 static arc arcs_88_0[1] = { 1995 {13, 1}, 1996 }; 1997 static arc arcs_88_1[2] = { 1998 {180, 2}, 1999 {15, 3}, 2000 }; 2001 static arc arcs_88_2[1] = { 2002 {15, 3}, 2003 }; 2004 static arc arcs_88_3[1] = { 2005 {25, 4}, 2006 }; 2007 static arc arcs_88_4[1] = { 2008 {26, 5}, 2009 }; 2010 static arc arcs_88_5[1] = { 2011 {0, 5}, 2012 }; 2013 static state states_88[6] = { 2014 {1, arcs_88_0}, 2015 {2, arcs_88_1}, 2016 {1, arcs_88_2}, 2017 {1, arcs_88_3}, 2018 {1, arcs_88_4}, 2019 {1, arcs_88_5}, 2020 }; 2021 static arc arcs_89_0[3] = { 2022 {26, 1}, 2023 {34, 2}, 2024 {35, 3}, 2025 }; 2026 static arc arcs_89_1[2] = { 2027 {33, 4}, 2028 {0, 1}, 2029 }; 2030 static arc arcs_89_2[3] = { 2031 {26, 5}, 2032 {33, 6}, 2033 {0, 2}, 2034 }; 2035 static arc arcs_89_3[1] = { 2036 {26, 7}, 2037 }; 2038 static arc arcs_89_4[4] = { 2039 {26, 1}, 2040 {34, 8}, 2041 {35, 3}, 2042 {0, 4}, 2043 }; 2044 static arc arcs_89_5[2] = { 2045 {33, 6}, 2046 {0, 5}, 2047 }; 2048 static arc arcs_89_6[2] = { 2049 {26, 5}, 2050 {35, 3}, 2051 }; 2052 static arc arcs_89_7[1] = { 2053 {0, 7}, 2054 }; 2055 static arc arcs_89_8[3] = { 2056 {26, 9}, 2057 {33, 10}, 2058 {0, 8}, 2059 }; 2060 static arc arcs_89_9[2] = { 2061 {33, 10}, 2062 {0, 9}, 2063 }; 2064 static arc arcs_89_10[2] = { 2065 {26, 9}, 2066 {35, 3}, 2067 }; 2068 static state states_89[11] = { 2069 {3, arcs_89_0}, 2070 {2, arcs_89_1}, 2071 {3, arcs_89_2}, 2072 {1, arcs_89_3}, 2073 {4, arcs_89_4}, 2074 {2, arcs_89_5}, 2075 {2, arcs_89_6}, 2076 {1, arcs_89_7}, 2077 {3, arcs_89_8}, 2078 {2, arcs_89_9}, 2079 {2, arcs_89_10}, 2080 }; 2081 static dfa dfas[90] = { 2082 {256, "single_input", 0, 3, states_0, 2083 "\004\050\340\000\004\000\000\000\024\174\022\016\144\011\040\004\000\200\041\121\076\004\001"}, 2084 {257, "file_input", 0, 2, states_1, 2085 "\204\050\340\000\004\000\000\000\024\174\022\016\144\011\040\004\000\200\041\121\076\004\001"}, 2086 {258, "eval_input", 0, 3, states_2, 2087 "\000\040\200\000\000\000\000\000\000\000\020\000\000\000\040\004\000\200\041\121\076\000\000"}, 2088 {259, "decorator", 0, 7, states_3, 2089 "\000\010\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2090 {260, "decorators", 0, 2, states_4, 2091 "\000\010\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2092 {261, "decorated", 0, 3, states_5, 2093 "\000\010\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2094 {262, "async_funcdef", 0, 3, states_6, 2095 "\000\000\040\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2096 {263, "funcdef", 0, 9, states_7, 2097 "\000\000\100\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2098 {264, "parameters", 0, 4, states_8, 2099 "\000\040\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2100 {265, "typedargslist", 0, 23, states_9, 2101 "\000\000\200\000\014\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2102 {266, "tfpdef", 0, 4, states_10, 2103 "\000\000\200\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2104 {267, "varargslist", 0, 19, states_11, 2105 "\000\000\200\000\014\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2106 {268, "vfpdef", 0, 2, states_12, 2107 "\000\000\200\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2108 {269, "stmt", 0, 2, states_13, 2109 "\000\050\340\000\004\000\000\000\024\174\022\016\144\011\040\004\000\200\041\121\076\004\001"}, 2110 {270, "simple_stmt", 0, 4, states_14, 2111 "\000\040\200\000\004\000\000\000\024\174\022\016\000\000\040\004\000\200\041\121\076\000\001"}, 2112 {271, "small_stmt", 0, 2, states_15, 2113 "\000\040\200\000\004\000\000\000\024\174\022\016\000\000\040\004\000\200\041\121\076\000\001"}, 2114 {272, "expr_stmt", 0, 6, states_16, 2115 "\000\040\200\000\004\000\000\000\000\000\020\000\000\000\040\004\000\200\041\121\076\000\000"}, 2116 {273, "annassign", 0, 5, states_17, 2117 "\000\000\000\010\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2118 {274, "testlist_star_expr", 0, 3, states_18, 2119 "\000\040\200\000\004\000\000\000\000\000\020\000\000\000\040\004\000\200\041\121\076\000\000"}, 2120 {275, "augassign", 0, 2, states_19, 2121 "\000\000\000\000\000\000\340\377\003\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2122 {276, "del_stmt", 0, 3, states_20, 2123 "\000\000\000\000\000\000\000\000\004\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2124 {277, "pass_stmt", 0, 2, states_21, 2125 "\000\000\000\000\000\000\000\000\020\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2126 {278, "flow_stmt", 0, 2, states_22, 2127 "\000\000\000\000\000\000\000\000\000\074\000\000\000\000\000\000\000\000\000\000\000\000\001"}, 2128 {279, "break_stmt", 0, 2, states_23, 2129 "\000\000\000\000\000\000\000\000\000\004\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2130 {280, "continue_stmt", 0, 2, states_24, 2131 "\000\000\000\000\000\000\000\000\000\010\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2132 {281, "return_stmt", 0, 3, states_25, 2133 "\000\000\000\000\000\000\000\000\000\020\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2134 {282, "yield_stmt", 0, 2, states_26, 2135 "\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\001"}, 2136 {283, "raise_stmt", 0, 5, states_27, 2137 "\000\000\000\000\000\000\000\000\000\040\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2138 {284, "import_stmt", 0, 2, states_28, 2139 "\000\000\000\000\000\000\000\000\000\100\002\000\000\000\000\000\000\000\000\000\000\000\000"}, 2140 {285, "import_name", 0, 3, states_29, 2141 "\000\000\000\000\000\000\000\000\000\000\002\000\000\000\000\000\000\000\000\000\000\000\000"}, 2142 {286, "import_from", 0, 8, states_30, 2143 "\000\000\000\000\000\000\000\000\000\100\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2144 {287, "import_as_name", 0, 4, states_31, 2145 "\000\000\200\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2146 {288, "dotted_as_name", 0, 4, states_32, 2147 "\000\000\200\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2148 {289, "import_as_names", 0, 3, states_33, 2149 "\000\000\200\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2150 {290, "dotted_as_names", 0, 2, states_34, 2151 "\000\000\200\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2152 {291, "dotted_name", 0, 2, states_35, 2153 "\000\000\200\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2154 {292, "global_stmt", 0, 3, states_36, 2155 "\000\000\000\000\000\000\000\000\000\000\000\002\000\000\000\000\000\000\000\000\000\000\000"}, 2156 {293, "nonlocal_stmt", 0, 3, states_37, 2157 "\000\000\000\000\000\000\000\000\000\000\000\004\000\000\000\000\000\000\000\000\000\000\000"}, 2158 {294, "assert_stmt", 0, 5, states_38, 2159 "\000\000\000\000\000\000\000\000\000\000\000\010\000\000\000\000\000\000\000\000\000\000\000"}, 2160 {295, "compound_stmt", 0, 2, states_39, 2161 "\000\010\140\000\000\000\000\000\000\000\000\000\144\011\000\000\000\000\000\000\000\004\000"}, 2162 {296, "async_stmt", 0, 3, states_40, 2163 "\000\000\040\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2164 {297, "if_stmt", 0, 8, states_41, 2165 "\000\000\000\000\000\000\000\000\000\000\000\000\004\000\000\000\000\000\000\000\000\000\000"}, 2166 {298, "while_stmt", 0, 8, states_42, 2167 "\000\000\000\000\000\000\000\000\000\000\000\000\040\000\000\000\000\000\000\000\000\000\000"}, 2168 {299, "for_stmt", 0, 11, states_43, 2169 "\000\000\000\000\000\000\000\000\000\000\000\000\100\000\000\000\000\000\000\000\000\000\000"}, 2170 {300, "try_stmt", 0, 13, states_44, 2171 "\000\000\000\000\000\000\000\000\000\000\000\000\000\001\000\000\000\000\000\000\000\000\000"}, 2172 {301, "with_stmt", 0, 6, states_45, 2173 "\000\000\000\000\000\000\000\000\000\000\000\000\000\010\000\000\000\000\000\000\000\000\000"}, 2174 {302, "with_item", 0, 4, states_46, 2175 "\000\040\200\000\000\000\000\000\000\000\020\000\000\000\040\004\000\200\041\121\076\000\000"}, 2176 {303, "except_clause", 0, 5, states_47, 2177 "\000\000\000\000\000\000\000\000\000\000\000\000\000\100\000\000\000\000\000\000\000\000\000"}, 2178 {304, "suite", 0, 7, states_48, 2179 "\004\040\200\000\004\000\000\000\024\174\022\016\000\000\040\004\000\200\041\121\076\000\001"}, 2180 {305, "test", 0, 6, states_49, 2181 "\000\040\200\000\000\000\000\000\000\000\020\000\000\000\040\004\000\200\041\121\076\000\000"}, 2182 {306, "test_nocond", 0, 2, states_50, 2183 "\000\040\200\000\000\000\000\000\000\000\020\000\000\000\040\004\000\200\041\121\076\000\000"}, 2184 {307, "lambdef", 0, 5, states_51, 2185 "\000\000\000\000\000\000\000\000\000\000\000\000\000\000\040\000\000\000\000\000\000\000\000"}, 2186 {308, "lambdef_nocond", 0, 5, states_52, 2187 "\000\000\000\000\000\000\000\000\000\000\000\000\000\000\040\000\000\000\000\000\000\000\000"}, 2188 {309, "or_test", 0, 2, states_53, 2189 "\000\040\200\000\000\000\000\000\000\000\020\000\000\000\000\004\000\200\041\121\076\000\000"}, 2190 {310, "and_test", 0, 2, states_54, 2191 "\000\040\200\000\000\000\000\000\000\000\020\000\000\000\000\004\000\200\041\121\076\000\000"}, 2192 {311, "not_test", 0, 3, states_55, 2193 "\000\040\200\000\000\000\000\000\000\000\020\000\000\000\000\004\000\200\041\121\076\000\000"}, 2194 {312, "comparison", 0, 2, states_56, 2195 "\000\040\200\000\000\000\000\000\000\000\020\000\000\000\000\000\000\200\041\121\076\000\000"}, 2196 {313, "comp_op", 0, 4, states_57, 2197 "\000\000\000\000\000\000\000\000\000\000\000\000\200\000\000\344\037\000\000\000\000\000\000"}, 2198 {314, "star_expr", 0, 3, states_58, 2199 "\000\000\000\000\004\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2200 {315, "expr", 0, 2, states_59, 2201 "\000\040\200\000\000\000\000\000\000\000\020\000\000\000\000\000\000\200\041\121\076\000\000"}, 2202 {316, "xor_expr", 0, 2, states_60, 2203 "\000\040\200\000\000\000\000\000\000\000\020\000\000\000\000\000\000\200\041\121\076\000\000"}, 2204 {317, "and_expr", 0, 2, states_61, 2205 "\000\040\200\000\000\000\000\000\000\000\020\000\000\000\000\000\000\200\041\121\076\000\000"}, 2206 {318, "shift_expr", 0, 2, states_62, 2207 "\000\040\200\000\000\000\000\000\000\000\020\000\000\000\000\000\000\200\041\121\076\000\000"}, 2208 {319, "arith_expr", 0, 2, states_63, 2209 "\000\040\200\000\000\000\000\000\000\000\020\000\000\000\000\000\000\200\041\121\076\000\000"}, 2210 {320, "term", 0, 2, states_64, 2211 "\000\040\200\000\000\000\000\000\000\000\020\000\000\000\000\000\000\200\041\121\076\000\000"}, 2212 {321, "factor", 0, 3, states_65, 2213 "\000\040\200\000\000\000\000\000\000\000\020\000\000\000\000\000\000\200\041\121\076\000\000"}, 2214 {322, "power", 0, 4, states_66, 2215 "\000\040\200\000\000\000\000\000\000\000\020\000\000\000\000\000\000\000\000\121\076\000\000"}, 2216 {323, "atom_expr", 0, 3, states_67, 2217 "\000\040\200\000\000\000\000\000\000\000\020\000\000\000\000\000\000\000\000\121\076\000\000"}, 2218 {324, "atom", 0, 9, states_68, 2219 "\000\040\200\000\000\000\000\000\000\000\020\000\000\000\000\000\000\000\000\120\076\000\000"}, 2220 {325, "testlist_comp", 0, 5, states_69, 2221 "\000\040\200\000\004\000\000\000\000\000\020\000\000\000\040\004\000\200\041\121\076\000\000"}, 2222 {326, "trailer", 0, 7, states_70, 2223 "\000\040\000\000\000\000\000\000\000\000\010\000\000\000\000\000\000\000\000\020\000\000\000"}, 2224 {327, "subscriptlist", 0, 3, states_71, 2225 "\000\040\200\010\000\000\000\000\000\000\020\000\000\000\040\004\000\200\041\121\076\000\000"}, 2226 {328, "subscript", 0, 5, states_72, 2227 "\000\040\200\010\000\000\000\000\000\000\020\000\000\000\040\004\000\200\041\121\076\000\000"}, 2228 {329, "sliceop", 0, 3, states_73, 2229 "\000\000\000\010\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2230 {330, "exprlist", 0, 3, states_74, 2231 "\000\040\200\000\004\000\000\000\000\000\020\000\000\000\000\000\000\200\041\121\076\000\000"}, 2232 {331, "testlist", 0, 3, states_75, 2233 "\000\040\200\000\000\000\000\000\000\000\020\000\000\000\040\004\000\200\041\121\076\000\000"}, 2234 {332, "dictorsetmaker", 0, 14, states_76, 2235 "\000\040\200\000\014\000\000\000\000\000\020\000\000\000\040\004\000\200\041\121\076\000\000"}, 2236 {333, "classdef", 0, 8, states_77, 2237 "\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\004\000"}, 2238 {334, "arglist", 0, 3, states_78, 2239 "\000\040\200\000\014\000\000\000\000\000\020\000\000\000\040\004\000\200\041\121\076\000\000"}, 2240 {335, "argument", 0, 4, states_79, 2241 "\000\040\200\000\014\000\000\000\000\000\020\000\000\000\040\004\000\200\041\121\076\000\000"}, 2242 {336, "comp_iter", 0, 2, states_80, 2243 "\000\000\040\000\000\000\000\000\000\000\000\000\104\000\000\000\000\000\000\000\000\000\000"}, 2244 {337, "sync_comp_for", 0, 6, states_81, 2245 "\000\000\000\000\000\000\000\000\000\000\000\000\100\000\000\000\000\000\000\000\000\000\000"}, 2246 {338, "comp_for", 0, 3, states_82, 2247 "\000\000\040\000\000\000\000\000\000\000\000\000\100\000\000\000\000\000\000\000\000\000\000"}, 2248 {339, "comp_if", 0, 4, states_83, 2249 "\000\000\000\000\000\000\000\000\000\000\000\000\004\000\000\000\000\000\000\000\000\000\000"}, 2250 {340, "encoding_decl", 0, 2, states_84, 2251 "\000\000\200\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2252 {341, "yield_expr", 0, 3, states_85, 2253 "\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\001"}, 2254 {342, "yield_arg", 0, 3, states_86, 2255 "\000\040\200\000\000\000\000\000\000\100\020\000\000\000\040\004\000\200\041\121\076\000\000"}, 2256 {343, "func_type_input", 0, 3, states_87, 2257 "\000\040\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2258 {344, "func_type", 0, 6, states_88, 2259 "\000\040\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000\000"}, 2260 {345, "typelist", 0, 11, states_89, 2261 "\000\040\200\000\014\000\000\000\000\000\020\000\000\000\040\004\000\200\041\121\076\000\000"}, 2262 }; 2263 static label labels[181] = { 2264 {0, "EMPTY"}, 2265 {256, 0}, 2266 {4, 0}, 2267 {270, 0}, 2268 {295, 0}, 2269 {257, 0}, 2270 {269, 0}, 2271 {0, 0}, 2272 {258, 0}, 2273 {331, 0}, 2274 {259, 0}, 2275 {49, 0}, 2276 {291, 0}, 2277 {7, 0}, 2278 {334, 0}, 2279 {8, 0}, 2280 {260, 0}, 2281 {261, 0}, 2282 {333, 0}, 2283 {263, 0}, 2284 {262, 0}, 2285 {55, 0}, 2286 {1, "def"}, 2287 {1, 0}, 2288 {264, 0}, 2289 {51, 0}, 2290 {305, 0}, 2291 {11, 0}, 2292 {57, 0}, 2293 {304, 0}, 2294 {265, 0}, 2295 {266, 0}, 2296 {22, 0}, 2297 {12, 0}, 2298 {16, 0}, 2299 {35, 0}, 2300 {267, 0}, 2301 {268, 0}, 2302 {271, 0}, 2303 {13, 0}, 2304 {272, 0}, 2305 {276, 0}, 2306 {277, 0}, 2307 {278, 0}, 2308 {284, 0}, 2309 {292, 0}, 2310 {293, 0}, 2311 {294, 0}, 2312 {274, 0}, 2313 {273, 0}, 2314 {275, 0}, 2315 {341, 0}, 2316 {314, 0}, 2317 {36, 0}, 2318 {37, 0}, 2319 {38, 0}, 2320 {50, 0}, 2321 {39, 0}, 2322 {40, 0}, 2323 {41, 0}, 2324 {42, 0}, 2325 {43, 0}, 2326 {44, 0}, 2327 {45, 0}, 2328 {46, 0}, 2329 {48, 0}, 2330 {1, "del"}, 2331 {330, 0}, 2332 {1, "pass"}, 2333 {279, 0}, 2334 {280, 0}, 2335 {281, 0}, 2336 {283, 0}, 2337 {282, 0}, 2338 {1, "break"}, 2339 {1, "continue"}, 2340 {1, "return"}, 2341 {1, "raise"}, 2342 {1, "from"}, 2343 {285, 0}, 2344 {286, 0}, 2345 {1, "import"}, 2346 {290, 0}, 2347 {23, 0}, 2348 {52, 0}, 2349 {289, 0}, 2350 {287, 0}, 2351 {1, "as"}, 2352 {288, 0}, 2353 {1, "global"}, 2354 {1, "nonlocal"}, 2355 {1, "assert"}, 2356 {297, 0}, 2357 {298, 0}, 2358 {299, 0}, 2359 {300, 0}, 2360 {301, 0}, 2361 {296, 0}, 2362 {1, "if"}, 2363 {1, "elif"}, 2364 {1, "else"}, 2365 {1, "while"}, 2366 {1, "for"}, 2367 {1, "in"}, 2368 {1, "try"}, 2369 {303, 0}, 2370 {1, "finally"}, 2371 {1, "with"}, 2372 {302, 0}, 2373 {315, 0}, 2374 {1, "except"}, 2375 {5, 0}, 2376 {6, 0}, 2377 {309, 0}, 2378 {307, 0}, 2379 {306, 0}, 2380 {308, 0}, 2381 {1, "lambda"}, 2382 {310, 0}, 2383 {1, "or"}, 2384 {311, 0}, 2385 {1, "and"}, 2386 {1, "not"}, 2387 {312, 0}, 2388 {313, 0}, 2389 {20, 0}, 2390 {21, 0}, 2391 {27, 0}, 2392 {30, 0}, 2393 {29, 0}, 2394 {28, 0}, 2395 {28, 0}, 2396 {1, "is"}, 2397 {316, 0}, 2398 {18, 0}, 2399 {317, 0}, 2400 {32, 0}, 2401 {318, 0}, 2402 {19, 0}, 2403 {319, 0}, 2404 {33, 0}, 2405 {34, 0}, 2406 {320, 0}, 2407 {14, 0}, 2408 {15, 0}, 2409 {321, 0}, 2410 {17, 0}, 2411 {24, 0}, 2412 {47, 0}, 2413 {31, 0}, 2414 {322, 0}, 2415 {323, 0}, 2416 {54, 0}, 2417 {324, 0}, 2418 {326, 0}, 2419 {325, 0}, 2420 {9, 0}, 2421 {10, 0}, 2422 {25, 0}, 2423 {332, 0}, 2424 {26, 0}, 2425 {2, 0}, 2426 {3, 0}, 2427 {1, "None"}, 2428 {1, "True"}, 2429 {1, "False"}, 2430 {338, 0}, 2431 {327, 0}, 2432 {328, 0}, 2433 {329, 0}, 2434 {1, "class"}, 2435 {335, 0}, 2436 {336, 0}, 2437 {339, 0}, 2438 {337, 0}, 2439 {340, 0}, 2440 {1, "yield"}, 2441 {342, 0}, 2442 {343, 0}, 2443 {344, 0}, 2444 {345, 0}, 2445 }; 2446 grammar _Ta3Parser_Grammar = { 2447 90, 2448 dfas, 2449 {181, labels}, 2450 256 2451 }; 2452