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https://github.com/Doctorado-ML/Stree_datasets.git
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Commit Inicial
This commit is contained in:
2
data/tanveer/tic-tac-toe/conxuntos.dat
Executable file
2
data/tanveer/tic-tac-toe/conxuntos.dat
Executable file
@@ -0,0 +1,2 @@
|
||||
727 888 813 947 897 803 715 930 917 628 796 783 929 687 786 860 899 656 725 843 812 778 674 779 640 853 693 873 909 951 788 858 705 946 797 647 709 749 864 854 697 926 771 880 654 699 841 795 939 753 937 642 661 652 716 920 855 681 915 663 667 686 871 773 638 748 627 782 700 844 629 839 836 746 903 822 768 889 683 835 756 815 837 882 752 922 633 877 802 830 648 787 711 945 740 868 678 763 670 790 742 869 708 904 934 893 805 632 825 898 894 811 662 925 827 646 824 908 901 840 875 861 717 847 704 935 838 626 675 953 884 643 943 655 938 921 732 679 809 870 892 744 762 735 770 874 676 738 850 635 666 924 940 891 684 631 867 829 721 936 673 745 774 694 698 702 266 118 598 12 536 31 457 289 477 506 327 119 334 137 595 169 39 288 445 45 114 303 366 63 313 378 485 185 76 391 13 559 382 284 28 21 170 510 193 236 111 257 386 251 87 460 95 282 542 298 410 442 112 27 83 422 46 597 57 521 548 86 573 141 30 176 447 14 583 122 376 300 22 389 276 109 499 287 600 297 369 421 152 181 525 476 99 461 302 50 117 304 34 254 346 18 294 230 279 423 229 554 455 24 126 88 443 587 0 147 105 53 71 35 380 441 127 73 381 444 153 134 202 362 247 482 234 538 440 576 51 258 512 97 420 175 272 223 360 324 464 471 2 82 469 244 212 466 135 68 208 462 214 468 585 533 495 405 613 1 478 308 560 270 94 168 167 273 356 78 550 253 149 271 293 217 371 551 199 200 158 321 64 372 265 364 335 314 567 379 218 365 66 546 449 210 513 438 523 338 494 48 584 592 115 60 463 143 326 70 239 527 516 350 206 426 228 348 23 428 359 625 336 343 618 615 395 41 368 553 470 261 577 220 219 163 256 222 80 490 259 492 235 299 133 388 502 580 571 404 621 387 40 213 47 394 204 396 458 98 211 42 342 408 318 619 530 197 131 110 19 504 414 392 406 316 285 616 489 225 383 549 596 268 417 430 49 511 216 400 427 209 519 568 54 59 242 446 570 286 459 589 448 452 36 358 77 330 339 532 572 156 101
|
||||
944 856 689 846 818 872 876 890 759 933 863 682 895 692 650 734 916 862 823 720 726 820 659 902 932 769 695 751 866 703 776 718 832 739 808 800 728 747 807 741 910 724 911 879 819 733 789 834 701 691 881 636 758 707 714 651 900 906 918 883 785 730 912 942 743 913 634 723 712 816 637 857 765 821 817 737 736 760 919 766 907 755 641 845 645 750 952 665 706 842 793 794 826 671 777 887 798 722 653 931 950 859 639 885 672 806 781 710 928 719 865 848 833 886 956 660 814 923 729 668 831 680 688 664 914 792 905 828 649 849 630 896 941 949 713 685 690 696 791 767 927 657 804 772 784 669 731 754 852 658 677 644 761 801 955 954 851 775 780 810 878 948 757 764 799 957 5 191 474 522 432 520 290 479 624 562 505 402 3 240 221 606 306 415 215 524 367 103 129 269 341 493 484 544 113 555 89 296 116 128 590 508 419 301 569 249 238 514 620 29 602 102 582 226 155 509 601 194 277 183 7 594 333 201 55 160 139 349 467 142 323 481 171 224 159 96 599 337 515 437 603 26 65 196 574 586 177 44 563 190 172 399 309 424 278 252 537 401 354 250 353 320 315 69 434 345 375 32 500 106 529 72 275 74 186 144 130 411 450 245 10 370 352 377 501 579 184 325 332 496 205 361 61 237 578 612 162 120 52 124 233 248 100 465 412 93 15 84 473 614 37 173 292 38 322 480 151 588 4 164 547 227 575 207 403 317 531 436 25 539 145 545 85 79 483 497 503 264 305 6 528 535 319 203 20 307 123 623 104 246 281 107 187 16 188 263 418 565 385 150 566 232 374 312 435 486 9 192 92 138 491 608 507 622 472 329 564 451 456 75 91 90 166 409 561 161 241 557 518 67 609 43 487 56 433 310 552 498 331 340 146 58 591 517 125 543 198 607 174 17 33 157 255 243 178 398 397 617 534 556 429 62 182 81 593 11 355 384 540 454 180 439 280 526 605 260 393 328 165 148 344 136 390 295 541 611 189 132 488 291 425 581 610 407 431 363 231 311 140 475 283 154 121 274 416 453 604 558 357 179 267 347 373 195 262 108 351 8 413
|
8
data/tanveer/tic-tac-toe/conxuntos_kfold.dat
Executable file
8
data/tanveer/tic-tac-toe/conxuntos_kfold.dat
Executable file
@@ -0,0 +1,8 @@
|
||||
954 697 762 915 797 937 914 786 643 833 737 857 772 822 879 821 638 771 702 659 788 796 799 633 746 868 900 916 634 866 830 848 667 734 828 881 719 875 863 817 891 713 837 869 946 648 791 689 712 806 691 710 872 757 911 925 673 935 685 841 740 721 767 859 725 795 742 816 654 695 686 766 690 711 732 805 883 836 751 827 693 745 941 933 698 903 675 720 885 665 913 655 931 653 844 773 681 854 756 662 651 761 728 781 829 860 793 820 704 639 950 705 818 895 727 631 904 845 630 629 668 947 678 753 730 798 789 813 945 929 940 708 672 804 865 777 687 825 943 930 748 894 692 923 637 807 842 688 893 910 709 640 664 765 714 764 851 852 715 928 853 785 924 855 779 722 780 738 741 826 917 770 628 731 754 901 856 800 642 671 735 794 942 763 908 661 890 723 750 808 632 724 877 850 832 676 696 812 680 658 897 787 666 656 847 878 674 769 906 647 644 641 726 635 774 919 646 783 858 834 792 679 824 948 755 775 886 760 801 652 953 846 864 819 694 703 744 809 887 861 636 802 660 938 902 892 739 790 814 288 101 583 285 352 267 462 77 40 334 144 357 481 290 131 408 509 418 367 134 360 547 597 373 556 375 561 502 100 69 205 195 402 199 599 187 575 247 16 10 316 472 422 512 151 95 529 132 118 257 409 18 48 510 450 469 477 31 74 113 242 431 200 326 362 397 407 208 1 406 254 165 467 27 202 163 307 320 161 463 594 259 210 372 72 393 281 358 21 447 528 252 65 381 239 305 386 221 444 501 379 548 160 573 277 231 179 392 301 125 581 43 567 511 536 310 401 260 430 85 614 605 517 34 383 253 282 19 177 110 38 311 117 121 552 214 361 111 490 347 299 249 315 562 229 175 604 303 451 147 339 232 218 62 186 574 54 236 369 456 55 483 324 286 3 533 298 563 217 114 255 78 515 98 240 325 6 302 262 485 314 468 333 266 417 514 558 568 332 191 525 141 52 293 404 162 474 86 91 532 263 506 237 385 518 453 492 523 488 382 557 338 621 349 596 411 560 188 73 145 606 394 146 503 57 45 527 223 351 4 609 64 15 617 297 432 50 66 505 265 49 173 245 96 278 519 508 504 219 180 534 355 500 75 104 587 287 128 291 423 155 460 137 295 356 513 537 368 559 346 348 226 51 227 363 215 497 441 306 216 420 328 211 476 225 88 530 494 343 112 555 300 439 336 35 344 153 496 396 248 572 507 442 272 387 526 345 207 598 426 489 166 491 296 238 471 105 487 615 327 554 152 400 455 376 593 424 531 220 570 542 244 115 371 380 82 619 592 436 193 579 571 479 322 625 209 120 192 427 370 159 9 142 276 457 2 524 466 318 337 374 623 359 135 33 39 138 46 172 425 486 294 440 116 197 445 499 190 11 230 586 415 22 340 321 576 92 12 553 388 313 243 228 23 213 0 182 212 391 28 378 620 94 398 458 194 540 624 577 354 565 618 434 421 482 203 308 126 611 44 32 25 341 428 154 365 258 63 170 68 136 541 178 156 475 171 550 470 438 71 183 150 90 7 273 443 304 122 480 56 585 601 549 433 119 264 452 97 246 551 269 350 37 610 366 484 545 8 164 76
|
||||
717 899 645 747 778 880 699 729 876 677 905 898 626 803 926 743 920 815 627 918 784 701 838 912 718 759 882 670 657 716 776 839 683 949 663 733 934 889 843 706 831 768 932 752 944 682 650 749 669 849 952 684 835 867 862 758 707 896 870 884 871 782 909 874 927 936 873 955 939 649 956 823 888 810 700 922 736 840 951 921 811 907 957 584 403 81 102 478 521 384 280 588 449 189 289 543 80 603 174 5 602 323 335 516 224 416 70 582 20 538 546 84 47 168 279 204 600 127 198 520 389 184 149 268 465 405 133 566 87 448 201 185 342 176 41 222 30 461 13 58 61 319 67 234 413 235 206 493 591 459 251 292 36 395 564 595 143 106 473 569 99 410 42 26 578 495 158 60 616 364 139 274 429 59 435 330 309 89 196 608 390 167 544 140 329 622 612 157 103 233 613 124 412 419 130 79 29 271 539 414 250 589 317 283 580 24 275 169 454 109 399 241 312 148 522 270 93 331 464 53 123 284 590 353 17 107 181 108 377 14 256 261 607 498 446 437 83 535 129
|
||||
870 729 684 703 898 839 710 868 908 792 863 753 763 840 695 879 663 641 658 956 669 951 857 813 630 653 783 945 733 708 858 678 932 700 946 877 918 889 723 628 800 732 874 754 779 851 808 943 789 864 721 780 907 765 637 933 738 643 937 823 814 697 746 922 849 806 936 815 855 831 809 782 715 680 846 931 844 847 705 893 661 821 642 676 725 654 707 900 756 824 842 925 764 646 662 775 769 634 948 761 717 876 938 632 915 905 807 718 668 773 657 906 944 682 799 730 675 793 757 671 928 845 919 866 835 739 767 856 692 891 719 829 667 909 912 816 685 670 820 873 880 704 745 749 645 674 878 854 801 660 656 687 720 627 884 727 899 803 841 804 890 636 664 865 861 693 895 953 771 750 698 748 762 817 942 691 798 755 737 659 689 740 644 742 713 665 679 650 648 776 872 690 759 743 639 774 699 706 640 837 686 728 752 631 760 797 805 786 796 649 785 726 838 766 850 694 921 902 626 833 751 871 939 758 696 681 709 904 787 954 914 768 941 852 784 812 860 957 930 903 677 722 926 848 794 901 911 916 741 539 11 117 195 378 262 138 341 161 71 4 79 318 292 128 574 394 190 301 66 349 210 133 459 353 405 200 142 17 564 26 59 315 568 6 251 448 364 212 156 367 606 194 363 235 340 77 488 426 468 476 610 513 167 576 211 390 403 21 65 599 547 555 249 586 207 270 50 247 339 219 168 503 622 114 436 456 5 3 417 180 297 563 192 34 432 144 465 188 413 442 619 361 183 12 559 623 145 261 423 159 598 125 483 551 569 450 163 348 374 415 80 31 511 345 498 382 223 98 528 196 217 490 377 228 97 328 455 371 337 253 518 406 548 43 514 201 287 312 254 554 91 314 411 310 82 93 75 170 365 429 49 624 259 467 431 356 18 15 83 550 320 238 113 255 307 300 127 327 240 199 58 321 226 279 222 241 572 153 111 501 529 112 607 422 397 152 69 587 9 507 99 375 466 392 2 359 461 177 271 435 527 182 74 280 52 480 360 449 541 290 443 103 122 335 51 198 104 545 40 552 178 439 625 421 86 13 369 96 202 418 64 134 497 560 463 123 100 617 484 437 479 311 146 620 524 140 352 478 595 575 33 108 137 446 521 474 166 416 256 246 504 267 477 591 573 248 603 233 561 577 372 68 129 305 131 244 302 381 407 334 546 53 618 191 492 583 63 232 216 540 533 596 276 485 48 489 37 562 440 42 294 231 87 571 419 567 613 285 164 174 472 25 495 608 383 609 594 566 286 70 505 486 457 538 175 425 204 338 158 462 121 444 57 115 266 203 588 193 517 621 398 534 366 41 326 516 593 614 23 239 543 358 284 322 530 342 532 172 354 616 242 536 67 402 589 88 181 605 264 281 525 154 143 55 215 502 592 102 278 151 471 258 325 343 229 323 116 332 208 61 557 473 173 293 535 273 234 260 209 62 580 132 350 130 453 24 408 76 44 162 553 213 434 275 319 171 470 187 579 512 368 106 387 508 291 581 101 109 427 139 469 224 36 124 84 16 336 22 119 237 243 265 72 380 458 308 355 526 509 324 445 141 313 277 30 126 331 523 558 73 27 601 35 245 433 537 46 400 214
|
||||
744 734 735 927 869 886 683 781 810 651 716 822 881 778 950 747 888 788 724 834 826 862 947 836 770 910 952 672 828 827 832 647 701 935 635 633 859 731 712 955 825 875 795 652 673 736 655 818 882 923 702 896 843 883 666 714 887 949 629 853 917 934 790 924 777 892 940 897 867 688 638 802 772 811 885 894 913 711 791 819 830 920 929 45 135 263 317 298 357 186 206 150 330 29 531 510 185 404 491 393 268 299 14 218 544 90 346 604 578 105 1 306 347 252 7 389 602 499 438 39 269 179 81 412 333 10 493 396 430 549 236 329 482 414 169 32 384 370 295 424 136 282 451 78 460 373 410 304 227 391 54 94 590 565 225 376 582 428 522 85 584 89 612 197 148 441 157 283 316 362 289 189 520 519 107 585 118 556 611 452 19 615 56 515 496 475 160 409 344 60 205 155 288 95 386 309 351 399 274 184 542 221 149 20 481 28 272 38 296 8 454 500 120 494 464 110 165 420 303 257 250 92 600 220 395 570 388 385 597 147 176 506 47 447 0 401 230 487 379
|
||||
928 703 805 918 803 810 809 734 659 661 772 783 706 694 885 864 739 817 906 723 956 909 776 898 789 714 870 787 628 840 764 629 754 700 923 784 791 642 638 680 873 681 708 931 895 932 865 729 664 765 738 636 750 945 777 913 820 927 758 710 819 890 925 744 832 900 688 797 673 946 633 921 751 715 725 741 748 782 716 752 920 687 709 626 886 933 894 879 668 796 651 897 940 696 717 770 855 847 731 930 707 867 655 957 842 798 871 769 724 753 773 705 892 639 904 861 888 704 788 637 674 852 712 689 790 644 883 828 678 640 881 719 658 935 826 686 802 747 807 830 942 652 759 670 822 954 780 838 907 914 818 634 726 844 785 663 924 896 728 768 683 808 952 910 653 760 860 684 654 693 874 836 793 902 665 837 833 827 801 682 779 762 746 676 699 899 901 857 755 850 812 794 701 936 778 749 763 711 671 632 786 666 866 948 846 843 745 761 648 903 851 806 876 635 737 878 677 771 862 816 938 849 841 845 854 781 735 939 858 730 868 718 804 821 887 669 848 834 911 884 929 641 882 950 835 863 647 922 656 490 269 610 178 131 521 246 576 132 443 288 324 207 227 502 77 226 491 516 276 63 581 391 535 370 474 181 225 247 621 110 341 163 42 107 245 395 306 200 401 392 423 228 414 44 476 147 329 444 261 438 273 359 262 316 524 339 312 434 575 331 141 589 492 211 38 518 537 418 167 462 73 364 143 529 526 146 182 334 613 8 209 374 571 72 33 139 185 135 156 398 437 570 328 299 412 127 274 257 478 353 548 309 402 604 268 620 486 536 430 224 180 109 496 65 217 278 234 447 17 419 343 307 365 522 572 335 100 39 609 415 400 202 562 166 372 92 68 99 619 286 263 541 169 511 354 315 61 411 122 36 389 197 291 114 327 457 241 317 212 515 310 32 356 445 500 196 162 451 595 456 223 267 158 426 393 320 138 125 460 256 11 194 622 376 323 213 424 369 561 367 15 527 487 198 305 428 89 592 582 407 118 130 16 375 337 583 506 115 83 136 230 46 243 348 495 183 533 215 373 388 578 484 410 319 284 569 128 542 86 270 623 587 470 564 171 88 531 58 275 512 314 600 557 382 82 525 206 48 501 237 425 64 277 483 266 22 219 574 514 6 255 280 189 186 497 596 271 577 174 120 111 552 405 607 579 41 349 493 105 503 157 406 69 78 50 258 553 539 240 124 239 295 119 590 242 116 76 47 448 350 28 296 383 466 51 321 148 585 532 560 481 220 588 534 377 435 594 214 417 87 387 113 289 311 555 333 195 399 294 617 285 149 467 201 104 477 12 121 29 510 95 133 421 450 523 360 190 279 408 236 52 556 37 265 298 380 488 455 547 193 362 282 599 142 2 103 504 210 244 565 145 432 568 272 454 302 545 384 308 0 56 71 396 344 469 489 446 517 45 584 152 173 161 422 409 471 24 439 177 303 235 505 598 608 625 60 155 580 480 140 259 253 403 70 318 222 170 326 390 338 293 7 101 30 117 366 93 75 34 10 563 546 508 55 346 304 509 554 192 4 218 1 538 79 530 413 53 363 336 485 43 84 238 98 378 322 427 340 551 549 252 112 281 23 184 26 332 352 31
|
||||
756 627 919 944 727 872 951 875 736 774 631 767 955 643 792 732 650 690 691 915 831 869 926 649 721 743 795 893 702 675 891 646 692 630 800 679 877 775 766 908 947 813 698 941 657 917 905 814 880 695 856 824 949 953 742 825 937 713 757 660 943 916 815 853 811 823 740 912 645 889 672 685 667 722 934 829 839 720 799 697 662 859 733 191 159 175 586 507 5 464 21 416 624 618 90 601 357 205 540 436 468 260 27 567 459 254 62 566 475 199 9 123 603 151 233 19 472 216 154 81 429 559 188 232 612 461 160 106 18 248 13 385 358 108 528 187 74 54 397 498 550 591 473 386 558 97 67 20 264 463 300 605 153 229 172 250 368 543 208 49 313 544 453 102 66 442 404 59 179 615 458 482 204 96 40 597 249 371 330 203 441 606 3 251 452 165 290 614 602 94 593 292 431 342 231 440 85 35 449 126 465 433 129 325 420 164 283 176 513 150 221 379 345 616 499 519 25 611 57 479 287 355 91 80 301 361 14 394 520 137 297 494 168 573 381 347 134 144 351
|
||||
738 683 701 889 886 884 846 706 694 630 876 802 947 838 792 937 695 804 920 875 878 778 686 632 750 785 740 668 759 927 950 863 753 646 904 671 721 949 760 783 689 719 814 647 627 649 710 789 666 770 787 765 793 655 806 900 636 812 930 771 893 902 735 822 633 724 737 952 821 717 955 745 808 839 823 906 629 653 691 924 708 680 669 779 697 934 637 774 816 715 860 736 711 869 729 741 834 773 665 713 843 727 914 663 749 848 712 685 881 723 948 855 918 755 913 652 890 915 943 868 699 811 797 670 628 675 926 836 725 815 873 754 824 767 940 928 946 910 845 758 716 899 782 852 667 654 692 642 660 810 761 743 690 772 931 885 747 841 728 945 696 872 862 887 850 828 818 676 803 768 645 929 650 722 891 766 746 777 639 677 857 923 932 870 956 702 693 756 954 657 916 844 763 935 800 867 659 858 919 678 688 705 871 912 813 687 730 643 831 726 700 634 788 895 826 851 679 641 880 864 640 917 651 733 903 631 720 854 672 809 707 921 714 933 840 953 861 764 939 894 775 799 682 842 769 909 849 718 757 612 582 579 32 342 221 253 12 397 9 614 233 154 137 124 292 216 37 335 272 117 460 31 503 516 293 96 466 207 226 357 140 258 331 222 585 237 408 412 217 56 141 435 177 571 52 506 64 361 33 362 573 402 245 410 176 512 422 150 61 374 218 455 40 95 108 465 364 470 366 382 380 88 611 166 445 230 153 520 433 494 167 79 622 70 181 51 472 304 227 107 596 178 120 316 623 17 534 136 149 6 11 594 91 303 195 531 554 604 267 396 262 416 356 513 187 532 273 72 69 277 184 165 131 260 278 437 358 105 94 321 191 413 564 171 123 528 294 326 244 279 555 291 161 377 240 202 296 232 288 7 112 424 425 243 299 375 313 180 275 499 575 212 540 99 247 605 574 328 344 27 618 417 80 535 305 85 452 20 510 295 254 284 334 2 373 263 324 624 201 122 74 164 231 401 341 48 238 276 427 429 111 5 428 530 469 129 404 545 590 329 315 600 593 476 197 330 388 220 308 289 73 592 378 170 175 608 508 440 127 463 41 348 561 249 215 135 252 206 489 319 280 90 306 581 157 39 269 109 317 297 363 116 314 423 323 587 544 62 106 3 446 97 13 1 283 101 471 415 562 537 193 208 617 431 426 421 586 38 83 158 168 23 45 599 501 152 300 487 147 102 485 603 436 538 444 625 59 481 484 307 211 126 188 556 583 504 270 346 372 360 186 110 367 204 223 569 411 182 354 86 493 18 290 517 21 311 24 578 509 16 505 58 442 8 488 519 490 162 255 259 459 250 44 522 518 550 613 391 387 496 467 333 256 234 310 55 251 318 92 615 589 547 210 68 132 200 620 100 602 185 390 553 500 104 53 577 225 507 301 282 172 198 369 601 143 22 473 539 266 274 398 453 450 419 65 529 557 409 483 113 49 621 515 281 151 349 379 370 541 383 205 228 439 447 320 449 533 246 77 10 443 26 169 43 355 118 224 173 0 338 405 309 343 66 560 28 570 568 93 29 588 121 451 381 214 523 432 464 521 57 548 30 268 400 559 477 183 525 389 312 609 14 50 502 241 115 125 103 325
|
||||
658 908 820 942 896 796 938 865 748 731 832 819 901 888 664 833 856 835 798 897 661 825 936 807 635 644 684 859 744 698 827 944 829 922 780 837 638 882 898 883 784 847 877 853 742 674 795 662 892 911 626 703 762 794 751 791 752 790 951 817 732 941 734 681 781 776 874 805 925 739 879 656 801 830 709 866 648 673 907 905 786 704 957 430 4 478 616 580 552 386 87 351 536 219 567 60 406 352 549 47 332 265 138 194 482 461 420 392 479 76 336 159 527 418 542 347 457 148 189 491 492 199 438 610 563 480 365 566 597 591 359 345 353 340 144 67 229 36 130 89 458 565 399 434 98 145 261 242 486 155 526 475 385 15 19 468 119 82 257 81 441 235 543 35 286 393 339 46 511 248 414 133 595 368 576 454 394 322 236 403 209 498 524 174 71 54 298 34 376 448 462 163 271 139 264 407 606 572 546 598 142 196 25 327 384 146 395 619 192 63 287 514 160 42 78 128 75 551 474 179 456 607 84 558 190 156 203 213 134 350 371 495 584 114 239 285 337 302 497
|
38
data/tanveer/tic-tac-toe/le_datos.m
Executable file
38
data/tanveer/tic-tac-toe/le_datos.m
Executable file
@@ -0,0 +1,38 @@
|
||||
printf('lendo problema %s ...\n', problema);
|
||||
|
||||
n_entradas= 9; n_clases= 2; n_fich= 1; fich{1}= 'tic-tac-toe.data'; n_patrons(1)= 958;
|
||||
|
||||
n_max= max(n_patrons);
|
||||
x = zeros(n_fich, n_max, n_entradas); cl= zeros(n_fich, n_max);
|
||||
n_patrons_total = sum(n_patrons); n_iter=0;
|
||||
|
||||
for i_fich=1:n_fich
|
||||
f=fopen(fich{i_fich}, 'r');
|
||||
if -1==f
|
||||
error('erro en fopen abrindo %s\n', fich{i_fich});
|
||||
end
|
||||
for i=1:n_patrons(i_fich)
|
||||
fprintf(2,'%5.1f%%\r', 100*n_iter++/n_patrons_total);
|
||||
for j = 1:n_entradas
|
||||
t = fscanf(f,'%s',1);
|
||||
if t=='x'
|
||||
x(i_fich,i,j)= -1;
|
||||
elseif t=='b'
|
||||
x(i_fich,i,j)= 0;
|
||||
elseif t=='o'
|
||||
x(i_fich,i,j)= 1;
|
||||
else
|
||||
error('entrada %s descoñecida', t)
|
||||
end
|
||||
end
|
||||
t = fscanf(f,'%s',1); % lectura da clase
|
||||
if strcmp(t, 'negative')
|
||||
cl(i_fich,i)= 0;
|
||||
elseif strcmp(t, 'positive')
|
||||
cl(i_fich,i)= 1;
|
||||
else
|
||||
error('clase %s descoñecida', t)
|
||||
end
|
||||
end
|
||||
fclose(f);
|
||||
end
|
970
data/tanveer/tic-tac-toe/tic-tac-toe.arff
Executable file
970
data/tanveer/tic-tac-toe/tic-tac-toe.arff
Executable file
@@ -0,0 +1,970 @@
|
||||
@relation tic-tac-toe
|
||||
@attribute 'f1' real
|
||||
@attribute 'f2' real
|
||||
@attribute 'f3' real
|
||||
@attribute 'f4' real
|
||||
@attribute 'f5' real
|
||||
@attribute 'f6' real
|
||||
@attribute 'f7' real
|
||||
@attribute 'f8' real
|
||||
@attribute 'f9' real
|
||||
@attribute 'clase' {0,1}
|
||||
@data
|
||||
-1.03463,-1.10625,-1.03463,-1.10625,1.24135,1.22296,-1.03463,1.22296,1.23091,1
|
||||
-1.03463,-1.10625,-1.03463,-1.10625,1.24135,1.22296,1.23091,-1.10625,1.23091,1
|
||||
-1.03463,-1.10625,-1.03463,-1.10625,1.24135,1.22296,1.23091,1.22296,-1.03463,1
|
||||
-1.03463,-1.10625,-1.03463,-1.10625,1.24135,1.22296,1.23091,0.0583518,0.098142,1
|
||||
-1.03463,-1.10625,-1.03463,-1.10625,1.24135,1.22296,0.098142,1.22296,0.098142,1
|
||||
-1.03463,-1.10625,-1.03463,-1.10625,1.24135,1.22296,0.098142,0.0583518,1.23091,1
|
||||
-1.03463,-1.10625,-1.03463,-1.10625,1.24135,0.0583518,1.23091,1.22296,0.098142,1
|
||||
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
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|
||||
0.098142,-1.10625,1.23091,-1.10625,1.24135,-1.10625,1.23091,-1.10625,1.23091,0
|
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|
||||
0.098142,-1.10625,1.23091,-1.10625,1.24135,-1.10625,1.23091,0.0583518,0.098142,0
|
||||
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|
||||
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|
||||
0.098142,-1.10625,1.23091,-1.10625,1.24135,0.0583518,1.23091,-1.10625,0.098142,0
|
||||
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|
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|
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|
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|
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|
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|
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|
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|
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|
||||
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|
||||
0.098142,1.22296,0.098142,-1.10625,1.24135,-1.10625,-1.03463,1.22296,0.098142,0
|
||||
0.098142,1.22296,0.098142,-1.10625,1.24135,-1.10625,0.098142,1.22296,-1.03463,0
|
||||
0.098142,1.22296,0.098142,-1.10625,1.24135,0.0583518,-1.03463,1.22296,-1.03463,0
|
||||
0.098142,1.22296,0.098142,0.0583518,1.24135,-1.10625,-1.03463,1.22296,-1.03463,0
|
||||
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|
||||
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|
||||
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|
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
-1.03463,1.22296,-1.03463,-1.10625,-0.96908,1.22296,1.23091,-1.10625,1.23091,0
|
||||
-1.03463,1.22296,-1.03463,-1.10625,1.24135,-1.10625,1.23091,-1.10625,1.23091,0
|
||||
-1.03463,1.22296,-1.03463,-1.10625,1.24135,1.22296,1.23091,-1.10625,-1.03463,0
|
||||
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|
||||
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|
||||
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|
||||
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|
||||
1.23091,-1.10625,-1.03463,-1.10625,1.24135,1.22296,-1.03463,1.22296,-1.03463,0
|
||||
1.23091,-1.10625,-1.03463,-1.10625,1.24135,1.22296,1.23091,-1.10625,-1.03463,0
|
||||
1.23091,-1.10625,1.23091,-1.10625,-0.96908,1.22296,-1.03463,1.22296,-1.03463,0
|
||||
1.23091,-1.10625,1.23091,-1.10625,1.24135,-1.10625,-1.03463,1.22296,-1.03463,0
|
||||
1.23091,-1.10625,1.23091,1.22296,-0.96908,-1.10625,-1.03463,1.22296,-1.03463,0
|
||||
1.23091,1.22296,-1.03463,-1.10625,-0.96908,1.22296,1.23091,-1.10625,-1.03463,0
|
5
data/tanveer/tic-tac-toe/tic-tac-toe.cost
Executable file
5
data/tanveer/tic-tac-toe/tic-tac-toe.cost
Executable file
@@ -0,0 +1,5 @@
|
||||
% Rows Columns
|
||||
2 2
|
||||
% Matrix elements
|
||||
0.0 1.0
|
||||
1.0 0.0
|
958
data/tanveer/tic-tac-toe/tic-tac-toe.data
Executable file
958
data/tanveer/tic-tac-toe/tic-tac-toe.data
Executable file
@@ -0,0 +1,958 @@
|
||||
x x x x o o x o o positive
|
||||
x x x x o o o x o positive
|
||||
x x x x o o o o x positive
|
||||
x x x x o o o b b positive
|
||||
x x x x o o b o b positive
|
||||
x x x x o o b b o positive
|
||||
x x x x o b o o b positive
|
||||
x x x x o b o b o positive
|
||||
x x x x o b b o o positive
|
||||
x x x x b o o o b positive
|
||||
x x x x b o o b o positive
|
||||
x x x x b o b o o positive
|
||||
x x x o x o x o o positive
|
||||
x x x o x o o x o positive
|
||||
x x x o x o o o x positive
|
||||
x x x o x o o b b positive
|
||||
x x x o x o b o b positive
|
||||
x x x o x o b b o positive
|
||||
x x x o x b o o b positive
|
||||
x x x o x b o b o positive
|
||||
x x x o x b b o o positive
|
||||
x x x o o x x o o positive
|
||||
x x x o o x o x o positive
|
||||
x x x o o x o o x positive
|
||||
x x x o o x o b b positive
|
||||
x x x o o x b o b positive
|
||||
x x x o o x b b o positive
|
||||
x x x o o b x o b positive
|
||||
x x x o o b x b o positive
|
||||
x x x o o b o x b positive
|
||||
x x x o o b o b x positive
|
||||
x x x o o b b x o positive
|
||||
x x x o o b b o x positive
|
||||
x x x o o b b b b positive
|
||||
x x x o b x o o b positive
|
||||
x x x o b x o b o positive
|
||||
x x x o b x b o o positive
|
||||
x x x o b o x o b positive
|
||||
x x x o b o x b o positive
|
||||
x x x o b o o x b positive
|
||||
x x x o b o o b x positive
|
||||
x x x o b o b x o positive
|
||||
x x x o b o b o x positive
|
||||
x x x o b o b b b positive
|
||||
x x x o b b x o o positive
|
||||
x x x o b b o x o positive
|
||||
x x x o b b o o x positive
|
||||
x x x o b b o b b positive
|
||||
x x x o b b b o b positive
|
||||
x x x o b b b b o positive
|
||||
x x x b x o o o b positive
|
||||
x x x b x o o b o positive
|
||||
x x x b x o b o o positive
|
||||
x x x b o x o o b positive
|
||||
x x x b o x o b o positive
|
||||
x x x b o x b o o positive
|
||||
x x x b o o x o b positive
|
||||
x x x b o o x b o positive
|
||||
x x x b o o o x b positive
|
||||
x x x b o o o b x positive
|
||||
x x x b o o b x o positive
|
||||
x x x b o o b o x positive
|
||||
x x x b o o b b b positive
|
||||
x x x b o b x o o positive
|
||||
x x x b o b o x o positive
|
||||
x x x b o b o o x positive
|
||||
x x x b o b o b b positive
|
||||
x x x b o b b o b positive
|
||||
x x x b o b b b o positive
|
||||
x x x b b o x o o positive
|
||||
x x x b b o o x o positive
|
||||
x x x b b o o o x positive
|
||||
x x x b b o o b b positive
|
||||
x x x b b o b o b positive
|
||||
x x x b b o b b o positive
|
||||
x x x b b b o o b positive
|
||||
x x x b b b o b o positive
|
||||
x x x b b b b o o positive
|
||||
x x o x x o o o x positive
|
||||
x x o x o x x o o positive
|
||||
x x o x o o x o x positive
|
||||
x x o x o o x b b positive
|
||||
x x o x o b x o b positive
|
||||
x x o x o b x b o positive
|
||||
x x o x b o x o b positive
|
||||
x x o x b b x o o positive
|
||||
x x o o x x o x o positive
|
||||
x x o o x x o o x positive
|
||||
x x o o x o x o x positive
|
||||
x x o o x o o x x positive
|
||||
x x o o x o b x b positive
|
||||
x x o o x o b b x positive
|
||||
x x o o x b o x b positive
|
||||
x x o o x b o b x positive
|
||||
x x o o x b b x o positive
|
||||
x x o o x b b o x positive
|
||||
x x o b x o o x b positive
|
||||
x x o b x o o b x positive
|
||||
x x o b x o b o x positive
|
||||
x x o b x b o x o positive
|
||||
x x o b x b o o x positive
|
||||
x x b x o o x o b positive
|
||||
x x b x o o x b o positive
|
||||
x x b x o b x o o positive
|
||||
x x b x b o x o o positive
|
||||
x x b o x o o x b positive
|
||||
x x b o x o o b x positive
|
||||
x x b o x o b x o positive
|
||||
x x b o x o b o x positive
|
||||
x x b o x b o x o positive
|
||||
x x b o x b o o x positive
|
||||
x x b b x o o x o positive
|
||||
x x b b x o o o x positive
|
||||
x o x x x o x o o positive
|
||||
x o x x x o o o x positive
|
||||
x o x x o o x x o positive
|
||||
x o x x o o x b b positive
|
||||
x o x x o b x b o positive
|
||||
x o x x b o x o b positive
|
||||
x o x x b o x b o positive
|
||||
x o x x b b x o o positive
|
||||
x o x o x x x o o positive
|
||||
x o x o x x o o x positive
|
||||
x o x o x o x x o positive
|
||||
x o x o x o x o x positive
|
||||
x o x o x o x b b positive
|
||||
x o x o x o o x x positive
|
||||
x o x o x o b b x positive
|
||||
x o x o x b x o b positive
|
||||
x o x o x b x b o positive
|
||||
x o x o x b o b x positive
|
||||
x o x o x b b o x positive
|
||||
x o x o o x o x x positive
|
||||
x o x o o x b b x positive
|
||||
x o x o b x o b x positive
|
||||
x o x o b x b o x positive
|
||||
x o x b x o x o b positive
|
||||
x o x b x o x b o positive
|
||||
x o x b x o o b x positive
|
||||
x o x b x o b o x positive
|
||||
x o x b x b x o o positive
|
||||
x o x b x b o o x positive
|
||||
x o x b o x o b x positive
|
||||
x o x b b x o o x positive
|
||||
x o o x x x x o o positive
|
||||
x o o x x x o x o positive
|
||||
x o o x x x o o x positive
|
||||
x o o x x x o b b positive
|
||||
x o o x x x b o b positive
|
||||
x o o x x x b b o positive
|
||||
x o o x x o x o x positive
|
||||
x o o x x o x b b positive
|
||||
x o o x x o o x x positive
|
||||
x o o x x o b b x positive
|
||||
x o o x x b x o b positive
|
||||
x o o x x b x b o positive
|
||||
x o o x x b o b x positive
|
||||
x o o x x b b o x positive
|
||||
x o o x o x x x o positive
|
||||
x o o x o x x b b positive
|
||||
x o o x o o x x x positive
|
||||
x o o x o b x x b positive
|
||||
x o o x o b x b x positive
|
||||
x o o x b x x o b positive
|
||||
x o o x b x x b o positive
|
||||
x o o x b o x x b positive
|
||||
x o o x b o x b x positive
|
||||
x o o x b b x x o positive
|
||||
x o o x b b x o x positive
|
||||
x o o x b b x b b positive
|
||||
x o o o x x x o x positive
|
||||
x o o o x x o x x positive
|
||||
x o o o x x b b x positive
|
||||
x o o o x o x x x positive
|
||||
x o o o x b x b x positive
|
||||
x o o o x b b x x positive
|
||||
x o o o o x x x x positive
|
||||
x o o o b b x x x positive
|
||||
x o o b x x o b x positive
|
||||
x o o b x x b o x positive
|
||||
x o o b x o x b x positive
|
||||
x o o b x o b x x positive
|
||||
x o o b x b x o x positive
|
||||
x o o b x b o x x positive
|
||||
x o o b x b b b x positive
|
||||
x o o b o b x x x positive
|
||||
x o o b b o x x x positive
|
||||
x o b x x x o o b positive
|
||||
x o b x x x o b o positive
|
||||
x o b x x x b o o positive
|
||||
x o b x x o x o b positive
|
||||
x o b x x o x b o positive
|
||||
x o b x x o o b x positive
|
||||
x o b x x o b o x positive
|
||||
x o b x x b x o o positive
|
||||
x o b x x b o o x positive
|
||||
x o b x o x x b o positive
|
||||
x o b x o o x x b positive
|
||||
x o b x o o x b x positive
|
||||
x o b x o b x x o positive
|
||||
x o b x o b x b b positive
|
||||
x o b x b x x o o positive
|
||||
x o b x b o x x o positive
|
||||
x o b x b o x o x positive
|
||||
x o b x b o x b b positive
|
||||
x o b x b b x o b positive
|
||||
x o b x b b x b o positive
|
||||
x o b o x x o b x positive
|
||||
x o b o x x b o x positive
|
||||
x o b o x o x b x positive
|
||||
x o b o x o b x x positive
|
||||
x o b o x b x o x positive
|
||||
x o b o x b o x x positive
|
||||
x o b o x b b b x positive
|
||||
x o b o o b x x x positive
|
||||
x o b o b o x x x positive
|
||||
x o b b x x o o x positive
|
||||
x o b b x o x o x positive
|
||||
x o b b x o o x x positive
|
||||
x o b b x o b b x positive
|
||||
x o b b x b o b x positive
|
||||
x o b b x b b o x positive
|
||||
x o b b o o x x x positive
|
||||
x b x x o o x o b positive
|
||||
x b x x o o x b o positive
|
||||
x b x x o b x o o positive
|
||||
x b x x b o x o o positive
|
||||
x b x o x o x o b positive
|
||||
x b x o x o x b o positive
|
||||
x b x o x o o b x positive
|
||||
x b x o x o b o x positive
|
||||
x b x o x b x o o positive
|
||||
x b x o x b o o x positive
|
||||
x b x o o x o b x positive
|
||||
x b x o o x b o x positive
|
||||
x b x o b x o o x positive
|
||||
x b x b x o x o o positive
|
||||
x b x b x o o o x positive
|
||||
x b x b o x o o x positive
|
||||
x b o x x x o o b positive
|
||||
x b o x x x o b o positive
|
||||
x b o x x x b o o positive
|
||||
x b o x x o x o b positive
|
||||
x b o x x o o b x positive
|
||||
x b o x x o b o x positive
|
||||
x b o x x b x o o positive
|
||||
x b o x x b o o x positive
|
||||
x b o x o x x o b positive
|
||||
x b o x o x x b o positive
|
||||
x b o x o o x x b positive
|
||||
x b o x o o x b x positive
|
||||
x b o x o b x x o positive
|
||||
x b o x o b x o x positive
|
||||
x b o x o b x b b positive
|
||||
x b o x b x x o o positive
|
||||
x b o x b o x o x positive
|
||||
x b o x b o x b b positive
|
||||
x b o x b b x o b positive
|
||||
x b o x b b x b o positive
|
||||
x b o o x x o b x positive
|
||||
x b o o x x b o x positive
|
||||
x b o o x o x b x positive
|
||||
x b o o x o b x x positive
|
||||
x b o o x b x o x positive
|
||||
x b o o x b o x x positive
|
||||
x b o o x b b b x positive
|
||||
x b o o o b x x x positive
|
||||
x b o o b o x x x positive
|
||||
x b o b x x o o x positive
|
||||
x b o b x o x o x positive
|
||||
x b o b x o o x x positive
|
||||
x b o b x o b b x positive
|
||||
x b o b x b o b x positive
|
||||
x b o b x b b o x positive
|
||||
x b o b o o x x x positive
|
||||
x b b x x o x o o positive
|
||||
x b b x x o o o x positive
|
||||
x b b x o x x o o positive
|
||||
x b b x o o x x o positive
|
||||
x b b x o o x o x positive
|
||||
x b b x o o x b b positive
|
||||
x b b x o b x o b positive
|
||||
x b b x o b x b o positive
|
||||
x b b x b o x o b positive
|
||||
x b b x b o x b o positive
|
||||
x b b x b b x o o positive
|
||||
x b b o x x o o x positive
|
||||
x b b o x o x o x positive
|
||||
x b b o x o o x x positive
|
||||
x b b o x o b b x positive
|
||||
x b b o x b o b x positive
|
||||
x b b o x b b o x positive
|
||||
x b b b x o o b x positive
|
||||
x b b b x o b o x positive
|
||||
x b b b x b o o x positive
|
||||
o x x x x o x o o positive
|
||||
o x x x x o o x o positive
|
||||
o x x x o x o o x positive
|
||||
o x x o x x x o o positive
|
||||
o x x o x o x x o positive
|
||||
o x x o x o x o x positive
|
||||
o x x o x o x b b positive
|
||||
o x x o x o b x b positive
|
||||
o x x o x b x o b positive
|
||||
o x x o x b x b o positive
|
||||
o x x o x b b x o positive
|
||||
o x x o o x x o x positive
|
||||
o x x o o x b b x positive
|
||||
o x x o b x b o x positive
|
||||
o x x b x o x o b positive
|
||||
o x x b x o x b o positive
|
||||
o x x b x o o x b positive
|
||||
o x x b x o b x o positive
|
||||
o x x b x b x o o positive
|
||||
o x x b x b o x o positive
|
||||
o x x b o x o b x positive
|
||||
o x x b o x b o x positive
|
||||
o x x b b x o o x positive
|
||||
o x o x x x x o o positive
|
||||
o x o x x x o x o positive
|
||||
o x o x x x o o x positive
|
||||
o x o x x x o b b positive
|
||||
o x o x x x b o b positive
|
||||
o x o x x x b b o positive
|
||||
o x o x x o o x x positive
|
||||
o x o x x o b x b positive
|
||||
o x o x x b o x b positive
|
||||
o x o x x b b x o positive
|
||||
o x o x o o x x x positive
|
||||
o x o o x x x x o positive
|
||||
o x o o x x b x b positive
|
||||
o x o o x o x x x positive
|
||||
o x o o x b x x b positive
|
||||
o x o o x b b x x positive
|
||||
o x o o o x x x x positive
|
||||
o x o o b b x x x positive
|
||||
o x o b x x o x b positive
|
||||
o x o b x x b x o positive
|
||||
o x o b x o x x b positive
|
||||
o x o b x o b x x positive
|
||||
o x o b x b x x o positive
|
||||
o x o b x b o x x positive
|
||||
o x o b x b b x b positive
|
||||
o x o b o b x x x positive
|
||||
o x o b b o x x x positive
|
||||
o x b x x x o o b positive
|
||||
o x b x x x o b o positive
|
||||
o x b x x x b o o positive
|
||||
o x b x x o o x b positive
|
||||
o x b x x o b x o positive
|
||||
o x b x x b o x o positive
|
||||
o x b o x x b x o positive
|
||||
o x b o x o x x b positive
|
||||
o x b o x o b x x positive
|
||||
o x b o x b x x o positive
|
||||
o x b o x b b x b positive
|
||||
o x b o o b x x x positive
|
||||
o x b o b o x x x positive
|
||||
o x b b x x o x o positive
|
||||
o x b b x o x x o positive
|
||||
o x b b x o o x x positive
|
||||
o x b b x o b x b positive
|
||||
o x b b x b o x b positive
|
||||
o x b b x b b x o positive
|
||||
o x b b o o x x x positive
|
||||
o o x x x x x o o positive
|
||||
o o x x x x o x o positive
|
||||
o o x x x x o o x positive
|
||||
o o x x x x o b b positive
|
||||
o o x x x x b o b positive
|
||||
o o x x x x b b o positive
|
||||
o o x x x o x x o positive
|
||||
o o x x x o x o x positive
|
||||
o o x x x o x b b positive
|
||||
o o x x x b x o b positive
|
||||
o o x x x b x b o positive
|
||||
o o x x o x o x x positive
|
||||
o o x x o x b b x positive
|
||||
o o x x o o x x x positive
|
||||
o o x x b x o b x positive
|
||||
o o x x b x b o x positive
|
||||
o o x o x x x x o positive
|
||||
o o x o x x x o x positive
|
||||
o o x o x x x b b positive
|
||||
o o x o x x b b x positive
|
||||
o o x o x o x x x positive
|
||||
o o x o x b x x b positive
|
||||
o o x o x b x b x positive
|
||||
o o x o o x x x x positive
|
||||
o o x o b x x b x positive
|
||||
o o x o b x b x x positive
|
||||
o o x o b b x x x positive
|
||||
o o x b x x x o b positive
|
||||
o o x b x x x b o positive
|
||||
o o x b x x o b x positive
|
||||
o o x b x x b o x positive
|
||||
o o x b x o x x b positive
|
||||
o o x b x o x b x positive
|
||||
o o x b x b x x o positive
|
||||
o o x b x b x o x positive
|
||||
o o x b x b x b b positive
|
||||
o o x b o x x b x positive
|
||||
o o x b o x b x x positive
|
||||
o o x b o b x x x positive
|
||||
o o x b b x x o x positive
|
||||
o o x b b x o x x positive
|
||||
o o x b b x b b x positive
|
||||
o o x b b o x x x positive
|
||||
o o b x x x x o b positive
|
||||
o o b x x x x b o positive
|
||||
o o b x x x o x b positive
|
||||
o o b x x x o b x positive
|
||||
o o b x x x b x o positive
|
||||
o o b x x x b o x positive
|
||||
o o b x x x b b b positive
|
||||
o o b x o b x x x positive
|
||||
o o b x b o x x x positive
|
||||
o o b o x b x x x positive
|
||||
o o b o b x x x x positive
|
||||
o o b b x o x x x positive
|
||||
o o b b o x x x x positive
|
||||
o o b b b b x x x positive
|
||||
o b x x x x o o b positive
|
||||
o b x x x x o b o positive
|
||||
o b x x x x b o o positive
|
||||
o b x x x o x o b positive
|
||||
o b x x x o x b o positive
|
||||
o b x x x b x o o positive
|
||||
o b x x o x o b x positive
|
||||
o b x x o x b o x positive
|
||||
o b x x b x o o x positive
|
||||
o b x o x x x o b positive
|
||||
o b x o x x x b o positive
|
||||
o b x o x x b o x positive
|
||||
o b x o x o x x b positive
|
||||
o b x o x o x b x positive
|
||||
o b x o x b x x o positive
|
||||
o b x o x b x o x positive
|
||||
o b x o x b x b b positive
|
||||
o b x o o x x b x positive
|
||||
o b x o o x b x x positive
|
||||
o b x o o b x x x positive
|
||||
o b x o b x x o x positive
|
||||
o b x o b x b b x positive
|
||||
o b x o b o x x x positive
|
||||
o b x b x x x o o positive
|
||||
o b x b x x o o x positive
|
||||
o b x b x o x x o positive
|
||||
o b x b x o x o x positive
|
||||
o b x b x o x b b positive
|
||||
o b x b x b x o b positive
|
||||
o b x b x b x b o positive
|
||||
o b x b o x x o x positive
|
||||
o b x b o x o x x positive
|
||||
o b x b o x b b x positive
|
||||
o b x b o o x x x positive
|
||||
o b x b b x o b x positive
|
||||
o b x b b x b o x positive
|
||||
o b o x x x x o b positive
|
||||
o b o x x x x b o positive
|
||||
o b o x x x o x b positive
|
||||
o b o x x x o b x positive
|
||||
o b o x x x b x o positive
|
||||
o b o x x x b o x positive
|
||||
o b o x x x b b b positive
|
||||
o b o x o b x x x positive
|
||||
o b o x b o x x x positive
|
||||
o b o o x b x x x positive
|
||||
o b o o b x x x x positive
|
||||
o b o b x o x x x positive
|
||||
o b o b o x x x x positive
|
||||
o b o b b b x x x positive
|
||||
o b b x x x x o o positive
|
||||
o b b x x x o x o positive
|
||||
o b b x x x o o x positive
|
||||
o b b x x x o b b positive
|
||||
o b b x x x b o b positive
|
||||
o b b x x x b b o positive
|
||||
o b b x o o x x x positive
|
||||
o b b o x o x x x positive
|
||||
o b b o o x x x x positive
|
||||
o b b o b b x x x positive
|
||||
o b b b o b x x x positive
|
||||
o b b b b o x x x positive
|
||||
b x x o x o x o b positive
|
||||
b x x o x o x b o positive
|
||||
b x x o x o o x b positive
|
||||
b x x o x o b x o positive
|
||||
b x x o x b x o o positive
|
||||
b x x o x b o x o positive
|
||||
b x x o o x o b x positive
|
||||
b x x o o x b o x positive
|
||||
b x x o b x o o x positive
|
||||
b x x b x o x o o positive
|
||||
b x x b x o o x o positive
|
||||
b x x b o x o o x positive
|
||||
b x o x x x o o b positive
|
||||
b x o x x x o b o positive
|
||||
b x o x x x b o o positive
|
||||
b x o x x o o x b positive
|
||||
b x o x x b o x o positive
|
||||
b x o o x x o x b positive
|
||||
b x o o x x b x o positive
|
||||
b x o o x o x x b positive
|
||||
b x o o x o b x x positive
|
||||
b x o o x b x x o positive
|
||||
b x o o x b o x x positive
|
||||
b x o o x b b x b positive
|
||||
b x o o o b x x x positive
|
||||
b x o o b o x x x positive
|
||||
b x o b x x o x o positive
|
||||
b x o b x o o x x positive
|
||||
b x o b x o b x b positive
|
||||
b x o b x b o x b positive
|
||||
b x o b x b b x o positive
|
||||
b x o b o o x x x positive
|
||||
b x b x x o o x o positive
|
||||
b x b o x x o x o positive
|
||||
b x b o x o x x o positive
|
||||
b x b o x o o x x positive
|
||||
b x b o x o b x b positive
|
||||
b x b o x b o x b positive
|
||||
b x b o x b b x o positive
|
||||
b x b b x o o x b positive
|
||||
b x b b x o b x o positive
|
||||
b x b b x b o x o positive
|
||||
b o x x x x o o b positive
|
||||
b o x x x x o b o positive
|
||||
b o x x x x b o o positive
|
||||
b o x x x o x o b positive
|
||||
b o x x x o x b o positive
|
||||
b o x x x b x o o positive
|
||||
b o x x o x o b x positive
|
||||
b o x x b x o o x positive
|
||||
b o x o x x x o b positive
|
||||
b o x o x x x b o positive
|
||||
b o x o x x o b x positive
|
||||
b o x o x x b o x positive
|
||||
b o x o x o x x b positive
|
||||
b o x o x o x b x positive
|
||||
b o x o x b x x o positive
|
||||
b o x o x b x o x positive
|
||||
b o x o x b x b b positive
|
||||
b o x o o x x b x positive
|
||||
b o x o o x b x x positive
|
||||
b o x o o b x x x positive
|
||||
b o x o b x x o x positive
|
||||
b o x o b x o x x positive
|
||||
b o x o b x b b x positive
|
||||
b o x o b o x x x positive
|
||||
b o x b x x x o o positive
|
||||
b o x b x x o o x positive
|
||||
b o x b x o x x o positive
|
||||
b o x b x o x o x positive
|
||||
b o x b x o x b b positive
|
||||
b o x b x b x o b positive
|
||||
b o x b x b x b o positive
|
||||
b o x b o x o x x positive
|
||||
b o x b o x b b x positive
|
||||
b o x b o o x x x positive
|
||||
b o x b b x o b x positive
|
||||
b o x b b x b o x positive
|
||||
b o o x x x x o b positive
|
||||
b o o x x x x b o positive
|
||||
b o o x x x o x b positive
|
||||
b o o x x x o b x positive
|
||||
b o o x x x b x o positive
|
||||
b o o x x x b o x positive
|
||||
b o o x x x b b b positive
|
||||
b o o x o b x x x positive
|
||||
b o o x b o x x x positive
|
||||
b o o o x b x x x positive
|
||||
b o o o b x x x x positive
|
||||
b o o b x o x x x positive
|
||||
b o o b o x x x x positive
|
||||
b o o b b b x x x positive
|
||||
b o b x x x x o o positive
|
||||
b o b x x x o x o positive
|
||||
b o b x x x o o x positive
|
||||
b o b x x x o b b positive
|
||||
b o b x x x b o b positive
|
||||
b o b x x x b b o positive
|
||||
b o b x o o x x x positive
|
||||
b o b o x o x x x positive
|
||||
b o b o o x x x x positive
|
||||
b o b o b b x x x positive
|
||||
b o b b o b x x x positive
|
||||
b o b b b o x x x positive
|
||||
b b x x x o x o o positive
|
||||
b b x x o x o o x positive
|
||||
b b x o x x x o o positive
|
||||
b b x o x x o o x positive
|
||||
b b x o x o x x o positive
|
||||
b b x o x o x o x positive
|
||||
b b x o x o x b b positive
|
||||
b b x o x b x o b positive
|
||||
b b x o x b x b o positive
|
||||
b b x o o x x o x positive
|
||||
b b x o o x o x x positive
|
||||
b b x o o x b b x positive
|
||||
b b x o b x o b x positive
|
||||
b b x o b x b o x positive
|
||||
b b x b x o x o b positive
|
||||
b b x b x o x b o positive
|
||||
b b x b x b x o o positive
|
||||
b b x b o x o b x positive
|
||||
b b x b o x b o x positive
|
||||
b b x b b x o o x positive
|
||||
b b o x x x x o o positive
|
||||
b b o x x x o x o positive
|
||||
b b o x x x o o x positive
|
||||
b b o x x x o b b positive
|
||||
b b o x x x b o b positive
|
||||
b b o x x x b b o positive
|
||||
b b o x o o x x x positive
|
||||
b b o o x o x x x positive
|
||||
b b o o o x x x x positive
|
||||
b b o o b b x x x positive
|
||||
b b o b o b x x x positive
|
||||
b b o b b o x x x positive
|
||||
b b b x x x o o b positive
|
||||
b b b x x x o b o positive
|
||||
b b b x x x b o o positive
|
||||
b b b o o b x x x positive
|
||||
b b b o b o x x x positive
|
||||
b b b b o o x x x positive
|
||||
x x o x x o o b o negative
|
||||
x x o x x o b o o negative
|
||||
x x o x x b o o o negative
|
||||
x x o x o x o o b negative
|
||||
x x o x o x o b o negative
|
||||
x x o x o o o x b negative
|
||||
x x o x o o o b x negative
|
||||
x x o x o o b x o negative
|
||||
x x o x o b o x o negative
|
||||
x x o x o b o o x negative
|
||||
x x o x o b o b b negative
|
||||
x x o x b x o o o negative
|
||||
x x o x b o o x o negative
|
||||
x x o x b o b b o negative
|
||||
x x o o x o x b o negative
|
||||
x x o o o x o x b negative
|
||||
x x o o o x o b x negative
|
||||
x x o o o o x x b negative
|
||||
x x o o o o x b x negative
|
||||
x x o o o o b x x negative
|
||||
x x o o o b o x x negative
|
||||
x x o o b o x x o negative
|
||||
x x o b x x o o o negative
|
||||
x x o b x o x o o negative
|
||||
x x o b x o b b o negative
|
||||
x x o b o x o x o negative
|
||||
x x o b o x o o x negative
|
||||
x x o b o x o b b negative
|
||||
x x o b o o x x o negative
|
||||
x x o b o o o x x negative
|
||||
x x o b o b o x b negative
|
||||
x x o b o b o b x negative
|
||||
x x o b b o x b o negative
|
||||
x x o b b o b x o negative
|
||||
x x b x x o o o o negative
|
||||
x x b x o x o o o negative
|
||||
x x b x b b o o o negative
|
||||
x x b o x x o o o negative
|
||||
x x b o o o x x o negative
|
||||
x x b o o o x o x negative
|
||||
x x b o o o x b b negative
|
||||
x x b o o o o x x negative
|
||||
x x b o o o b x b negative
|
||||
x x b o o o b b x negative
|
||||
x x b b x b o o o negative
|
||||
x x b b b x o o o negative
|
||||
x o x x x b o o o negative
|
||||
x o x x o x o o b negative
|
||||
x o x x o x b o o negative
|
||||
x o x x o o b o x negative
|
||||
x o x x o b o o x negative
|
||||
x o x x o b b o b negative
|
||||
x o x x b x o o o negative
|
||||
x o x o o x x o b negative
|
||||
x o x o o o x x b negative
|
||||
x o x o o o x b x negative
|
||||
x o x o o o b x x negative
|
||||
x o x o o b x o x negative
|
||||
x o x b x x o o o negative
|
||||
x o x b o x x o o negative
|
||||
x o x b o x b o b negative
|
||||
x o x b o o x o x negative
|
||||
x o x b o b x o b negative
|
||||
x o x b o b b o x negative
|
||||
x o o x x o b x o negative
|
||||
x o o x o x o x b negative
|
||||
x o o x o x o b x negative
|
||||
x o o x o x b o x negative
|
||||
x o o x o b o x x negative
|
||||
x o o b x o x x o negative
|
||||
x o o b o x x o x negative
|
||||
x o o b o x o x x negative
|
||||
x o b x o x o o x negative
|
||||
x o b x o x b o b negative
|
||||
x o b x o b b o x negative
|
||||
x o b o o x x o x negative
|
||||
x o b b o x x o b negative
|
||||
x o b b o x b o x negative
|
||||
x o b b o b x o x negative
|
||||
x b x x x o o o o negative
|
||||
x b x x o x o o o negative
|
||||
x b x x b b o o o negative
|
||||
x b x o x x o o o negative
|
||||
x b x o o o x x o negative
|
||||
x b x o o o x o x negative
|
||||
x b x o o o x b b negative
|
||||
x b x o o o o x x negative
|
||||
x b x o o o b x b negative
|
||||
x b x o o o b b x negative
|
||||
x b x b x b o o o negative
|
||||
x b x b b x o o o negative
|
||||
x b o x x o o x o negative
|
||||
x b o x x o b b o negative
|
||||
x b o x o x o x o negative
|
||||
x b o x o x o o x negative
|
||||
x b o x o x o b b negative
|
||||
x b o x o o o x x negative
|
||||
x b o x o b o x b negative
|
||||
x b o x o b o b x negative
|
||||
x b o x b o b x o negative
|
||||
x b o o x o x x o negative
|
||||
x b o o o x o x x negative
|
||||
x b o b x o x b o negative
|
||||
x b o b x o b x o negative
|
||||
x b o b o x o x b negative
|
||||
x b o b o x o b x negative
|
||||
x b o b o b o x x negative
|
||||
x b o b b o x x o negative
|
||||
x b b x x b o o o negative
|
||||
x b b x b x o o o negative
|
||||
x b b o o o x x b negative
|
||||
x b b o o o x b x negative
|
||||
x b b o o o b x x negative
|
||||
x b b b x x o o o negative
|
||||
o x x x x b o o o negative
|
||||
o x x x o x o b o negative
|
||||
o x x x o x b o o negative
|
||||
o x x x o o x b o negative
|
||||
o x x x o o b x o negative
|
||||
o x x x o b x o o negative
|
||||
o x x x o b o x o negative
|
||||
o x x x o b b b o negative
|
||||
o x x x b x o o o negative
|
||||
o x x o x x o o b negative
|
||||
o x x o x x o b o negative
|
||||
o x x o x o o b x negative
|
||||
o x x o x b o o x negative
|
||||
o x x o x b o b b negative
|
||||
o x x o o x x b o negative
|
||||
o x x o o x o x b negative
|
||||
o x x o o x b x o negative
|
||||
o x x o o o x x b negative
|
||||
o x x o o o x b x negative
|
||||
o x x o o o b x x negative
|
||||
o x x o o b x x o negative
|
||||
o x x o o b o x x negative
|
||||
o x x o b x o x o negative
|
||||
o x x o b x o b b negative
|
||||
o x x o b o o x x negative
|
||||
o x x o b b o x b negative
|
||||
o x x o b b o b x negative
|
||||
o x x b x x o o o negative
|
||||
o x x b o x x o o negative
|
||||
o x x b o x o x o negative
|
||||
o x x b o x b b o negative
|
||||
o x x b o o x x o negative
|
||||
o x x b o b x b o negative
|
||||
o x x b o b b x o negative
|
||||
o x o x x o x b o negative
|
||||
o x o x o x x b o negative
|
||||
o x o x o x o x b negative
|
||||
o x o x o x o b x negative
|
||||
o x o x o x b x o negative
|
||||
o x o x o b x x o negative
|
||||
o x o x o b o x x negative
|
||||
o x o x b o x x o negative
|
||||
o x o o x x o b x negative
|
||||
o x o o b x o x x negative
|
||||
o x o b o x x x o negative
|
||||
o x o b o x o x x negative
|
||||
o x b x o x x o o negative
|
||||
o x b x o x o x o negative
|
||||
o x b x o x b b o negative
|
||||
o x b x o o x x o negative
|
||||
o x b x o b x b o negative
|
||||
o x b x o b b x o negative
|
||||
o x b o x x o o x negative
|
||||
o x b o x x o b b negative
|
||||
o x b o x b o b x negative
|
||||
o x b o o x x x o negative
|
||||
o x b o o x o x x negative
|
||||
o x b o b x o x b negative
|
||||
o x b o b x o b x negative
|
||||
o x b o b b o x x negative
|
||||
o x b b o x x b o negative
|
||||
o x b b o x b x o negative
|
||||
o x b b o b x x o negative
|
||||
o o x x o x x o b negative
|
||||
o o x x o x x b o negative
|
||||
o o x x o x b x o negative
|
||||
o o x x o b x x o negative
|
||||
o o x x o b x o x negative
|
||||
o o x o x x o x b negative
|
||||
o o x o x b o x x negative
|
||||
o o x b o x x x o negative
|
||||
o o o x x o x x b negative
|
||||
o o o x x o x b x negative
|
||||
o o o x x o b x x negative
|
||||
o o o x x b x x o negative
|
||||
o o o x x b x o x negative
|
||||
o o o x x b x b b negative
|
||||
o o o x x b o x x negative
|
||||
o o o x x b b x b negative
|
||||
o o o x x b b b x negative
|
||||
o o o x o x x x b negative
|
||||
o o o x o x x b x negative
|
||||
o o o x o x b x x negative
|
||||
o o o x b x x x o negative
|
||||
o o o x b x x o x negative
|
||||
o o o x b x x b b negative
|
||||
o o o x b x o x x negative
|
||||
o o o x b x b x b negative
|
||||
o o o x b x b b x negative
|
||||
o o o x b b x x b negative
|
||||
o o o x b b x b x negative
|
||||
o o o x b b b x x negative
|
||||
o o o o x x x x b negative
|
||||
o o o o x x x b x negative
|
||||
o o o o x x b x x negative
|
||||
o o o b x x x x o negative
|
||||
o o o b x x x o x negative
|
||||
o o o b x x x b b negative
|
||||
o o o b x x o x x negative
|
||||
o o o b x x b x b negative
|
||||
o o o b x x b b x negative
|
||||
o o o b x b x x b negative
|
||||
o o o b x b x b x negative
|
||||
o o o b x b b x x negative
|
||||
o o o b b x x x b negative
|
||||
o o o b b x x b x negative
|
||||
o o o b b x b x x negative
|
||||
o o b x o x x x o negative
|
||||
o o b x o x x o x negative
|
||||
o o b o x x o x x negative
|
||||
o b x x o x x o o negative
|
||||
o b x x o x o x o negative
|
||||
o b x x o x b b o negative
|
||||
o b x x o o x x o negative
|
||||
o b x x o b x b o negative
|
||||
o b x x o b b x o negative
|
||||
o b x o x x o x o negative
|
||||
o b x o x x o b b negative
|
||||
o b x o x o o x x negative
|
||||
o b x o x b o x b negative
|
||||
o b x o x b o b x negative
|
||||
o b x o o x x x o negative
|
||||
o b x o b x o x b negative
|
||||
o b x o b b o x x negative
|
||||
o b x b o x x b o negative
|
||||
o b x b o x b x o negative
|
||||
o b x b o b x x o negative
|
||||
o b o x x o x x o negative
|
||||
o b o x o x x x o negative
|
||||
o b o x o x o x x negative
|
||||
o b o o x x o x x negative
|
||||
o b b x o x x b o negative
|
||||
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|
||||
o b b x o b x x o negative
|
||||
o b b o x x o x b negative
|
||||
o b b o x x o b x negative
|
||||
o b b o x b o x x negative
|
||||
o b b o b x o x x negative
|
||||
o b b b o x x x o negative
|
||||
b x x x x o o o o negative
|
||||
b x x x o x o o o negative
|
||||
b x x x b b o o o negative
|
||||
b x x o x x o o o negative
|
||||
b x x o o o x x o negative
|
||||
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|
||||
b x x o o o x b b negative
|
||||
b x x o o o o x x negative
|
||||
b x x o o o b x b negative
|
||||
b x x o o o b b x negative
|
||||
b x x b x b o o o negative
|
||||
b x x b b x o o o negative
|
||||
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|
||||
b x o x x o b b o negative
|
||||
b x o x o x o x o negative
|
||||
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|
||||
b x o x o x o b b negative
|
||||
b x o x o o x x o negative
|
||||
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|
||||
b x o x o b o x b negative
|
||||
b x o x o b o b x negative
|
||||
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|
||||
b x o x b o b x o negative
|
||||
b x o o o x o x x negative
|
||||
b x o b x o x b o negative
|
||||
b x o b o x o x b negative
|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
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|
||||
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|
||||
b o x x o x x o o negative
|
||||
b o x x o x b o b negative
|
||||
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|
||||
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|
||||
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|
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
b o b b o x x o x negative
|
||||
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|
||||
b b x x b x o o o negative
|
||||
b b x o o o x x b negative
|
||||
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|
||||
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|
||||
b b x b x x o o o negative
|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
x x o o x x x o o negative
|
||||
x x o o o x x x o negative
|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
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|
||||
o x o x x o x o x negative
|
||||
o x o x o x x o x negative
|
||||
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|
||||
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|
73
data/tanveer/tic-tac-toe/tic-tac-toe.names
Executable file
73
data/tanveer/tic-tac-toe/tic-tac-toe.names
Executable file
@@ -0,0 +1,73 @@
|
||||
1. Title: Tic-Tac-Toe Endgame database
|
||||
|
||||
2. Source Information
|
||||
-- Creator: David W. Aha (aha@cs.jhu.edu)
|
||||
-- Donor: David W. Aha (aha@cs.jhu.edu)
|
||||
-- Date: 19 August 1991
|
||||
|
||||
3. Known Past Usage:
|
||||
1. Matheus,~C.~J., \& Rendell,~L.~A. (1989). Constructive
|
||||
induction on decision trees. In {\it Proceedings of the
|
||||
Eleventh International Joint Conference on Artificial Intelligence}
|
||||
(pp. 645--650). Detroit, MI: Morgan Kaufmann.
|
||||
-- CITRE was applied to 100-instance training and 200-instance test
|
||||
sets. In a study using various amounts of domain-specific
|
||||
knowledge, its highest average accuracy was 76.7% (using the
|
||||
final decision tree created for testing).
|
||||
|
||||
2. Matheus,~C.~J. (1990). Adding domain knowledge to SBL through
|
||||
feature construction. In {\it Proceedings of the Eighth National
|
||||
Conference on Artificial Intelligence} (pp. 803--808).
|
||||
Boston, MA: AAAI Press.
|
||||
-- Similar experiments with CITRE, includes learning curves up
|
||||
to 500-instance training sets but used _all_ instances in the
|
||||
database for testing. Accuracies reached above 90%, but specific
|
||||
values are not given (see Chris's dissertation for more details).
|
||||
|
||||
3. Aha,~D.~W. (1991). Incremental constructive induction: An instance-based
|
||||
approach. In {\it Proceedings of the Eighth International Workshop
|
||||
on Machine Learning} (pp. 117--121). Evanston, ILL: Morgan Kaufmann.
|
||||
-- Used 70% for training, 30% of the instances for testing, evaluated
|
||||
over 10 trials. Results reported for six algorithms:
|
||||
-- NewID: 84.0%
|
||||
-- CN2: 98.1%
|
||||
-- MBRtalk: 88.4%
|
||||
-- IB1: 98.1%
|
||||
-- IB3: 82.0%
|
||||
-- IB3-CI: 99.1%
|
||||
-- Results also reported when adding an additional 10 irrelevant
|
||||
ternary-valued attributes; similar _relative_ results except that
|
||||
IB1's performance degraded more quickly than the others.
|
||||
|
||||
4. Relevant Information:
|
||||
|
||||
This database encodes the complete set of possible board configurations
|
||||
at the end of tic-tac-toe games, where "x" is assumed to have played
|
||||
first. The target concept is "win for x" (i.e., true when "x" has one
|
||||
of 8 possible ways to create a "three-in-a-row").
|
||||
|
||||
Interestingly, this raw database gives a stripped-down decision tree
|
||||
algorithm (e.g., ID3) fits. However, the rule-based CN2 algorithm, the
|
||||
simple IB1 instance-based learning algorithm, and the CITRE
|
||||
feature-constructing decision tree algorithm perform well on it.
|
||||
|
||||
5. Number of Instances: 958 (legal tic-tac-toe endgame boards)
|
||||
|
||||
6. Number of Attributes: 9, each corresponding to one tic-tac-toe square
|
||||
|
||||
7. Attribute Information: (x=player x has taken, o=player o has taken, b=blank)
|
||||
|
||||
1. top-left-square: {x,o,b}
|
||||
2. top-middle-square: {x,o,b}
|
||||
3. top-right-square: {x,o,b}
|
||||
4. middle-left-square: {x,o,b}
|
||||
5. middle-middle-square: {x,o,b}
|
||||
6. middle-right-square: {x,o,b}
|
||||
7. bottom-left-square: {x,o,b}
|
||||
8. bottom-middle-square: {x,o,b}
|
||||
9. bottom-right-square: {x,o,b}
|
||||
10. Class: {positive,negative}
|
||||
|
||||
8. Missing Attribute Values: None
|
||||
|
||||
9. Class Distribution: About 65.3% are positive (i.e., wins for "x")
|
8
data/tanveer/tic-tac-toe/tic-tac-toe.txt
Executable file
8
data/tanveer/tic-tac-toe/tic-tac-toe.txt
Executable file
@@ -0,0 +1,8 @@
|
||||
n_entradas= 9
|
||||
n_clases= 2
|
||||
n_arquivos= 1
|
||||
fich1= tic-tac-toe_R.dat
|
||||
n_patrons1= 958
|
||||
n_patrons_entrena= 479
|
||||
n_patrons_valida= 479
|
||||
n_conxuntos= 1
|
959
data/tanveer/tic-tac-toe/tic-tac-toe_R.dat
Executable file
959
data/tanveer/tic-tac-toe/tic-tac-toe_R.dat
Executable file
@@ -0,0 +1,959 @@
|
||||
f1 f2 f3 f4 f5 f6 f7 f8 f9 clase
|
||||
1 -1.03463 -1.10625 -1.03463 -1.10625 1.24135 1.22296 -1.03463 1.22296 1.23091 1
|
||||
2 -1.03463 -1.10625 -1.03463 -1.10625 1.24135 1.22296 1.23091 -1.10625 1.23091 1
|
||||
3 -1.03463 -1.10625 -1.03463 -1.10625 1.24135 1.22296 1.23091 1.22296 -1.03463 1
|
||||
4 -1.03463 -1.10625 -1.03463 -1.10625 1.24135 1.22296 1.23091 0.0583518 0.098142 1
|
||||
5 -1.03463 -1.10625 -1.03463 -1.10625 1.24135 1.22296 0.098142 1.22296 0.098142 1
|
||||
6 -1.03463 -1.10625 -1.03463 -1.10625 1.24135 1.22296 0.098142 0.0583518 1.23091 1
|
||||
7 -1.03463 -1.10625 -1.03463 -1.10625 1.24135 0.0583518 1.23091 1.22296 0.098142 1
|
||||
8 -1.03463 -1.10625 -1.03463 -1.10625 1.24135 0.0583518 1.23091 0.0583518 1.23091 1
|
||||
9 -1.03463 -1.10625 -1.03463 -1.10625 1.24135 0.0583518 0.098142 1.22296 1.23091 1
|
||||
10 -1.03463 -1.10625 -1.03463 -1.10625 0.136133 1.22296 1.23091 1.22296 0.098142 1
|
||||
11 -1.03463 -1.10625 -1.03463 -1.10625 0.136133 1.22296 1.23091 0.0583518 1.23091 1
|
||||
12 -1.03463 -1.10625 -1.03463 -1.10625 0.136133 1.22296 0.098142 1.22296 1.23091 1
|
||||
13 -1.03463 -1.10625 -1.03463 1.22296 -0.96908 1.22296 -1.03463 1.22296 1.23091 1
|
||||
14 -1.03463 -1.10625 -1.03463 1.22296 -0.96908 1.22296 1.23091 -1.10625 1.23091 1
|
||||
15 -1.03463 -1.10625 -1.03463 1.22296 -0.96908 1.22296 1.23091 1.22296 -1.03463 1
|
||||
16 -1.03463 -1.10625 -1.03463 1.22296 -0.96908 1.22296 1.23091 0.0583518 0.098142 1
|
||||
17 -1.03463 -1.10625 -1.03463 1.22296 -0.96908 1.22296 0.098142 1.22296 0.098142 1
|
||||
18 -1.03463 -1.10625 -1.03463 1.22296 -0.96908 1.22296 0.098142 0.0583518 1.23091 1
|
||||
19 -1.03463 -1.10625 -1.03463 1.22296 -0.96908 0.0583518 1.23091 1.22296 0.098142 1
|
||||
20 -1.03463 -1.10625 -1.03463 1.22296 -0.96908 0.0583518 1.23091 0.0583518 1.23091 1
|
||||
21 -1.03463 -1.10625 -1.03463 1.22296 -0.96908 0.0583518 0.098142 1.22296 1.23091 1
|
||||
22 -1.03463 -1.10625 -1.03463 1.22296 1.24135 -1.10625 -1.03463 1.22296 1.23091 1
|
||||
23 -1.03463 -1.10625 -1.03463 1.22296 1.24135 -1.10625 1.23091 -1.10625 1.23091 1
|
||||
24 -1.03463 -1.10625 -1.03463 1.22296 1.24135 -1.10625 1.23091 1.22296 -1.03463 1
|
||||
25 -1.03463 -1.10625 -1.03463 1.22296 1.24135 -1.10625 1.23091 0.0583518 0.098142 1
|
||||
26 -1.03463 -1.10625 -1.03463 1.22296 1.24135 -1.10625 0.098142 1.22296 0.098142 1
|
||||
27 -1.03463 -1.10625 -1.03463 1.22296 1.24135 -1.10625 0.098142 0.0583518 1.23091 1
|
||||
28 -1.03463 -1.10625 -1.03463 1.22296 1.24135 0.0583518 -1.03463 1.22296 0.098142 1
|
||||
29 -1.03463 -1.10625 -1.03463 1.22296 1.24135 0.0583518 -1.03463 0.0583518 1.23091 1
|
||||
30 -1.03463 -1.10625 -1.03463 1.22296 1.24135 0.0583518 1.23091 -1.10625 0.098142 1
|
||||
31 -1.03463 -1.10625 -1.03463 1.22296 1.24135 0.0583518 1.23091 0.0583518 -1.03463 1
|
||||
32 -1.03463 -1.10625 -1.03463 1.22296 1.24135 0.0583518 0.098142 -1.10625 1.23091 1
|
||||
33 -1.03463 -1.10625 -1.03463 1.22296 1.24135 0.0583518 0.098142 1.22296 -1.03463 1
|
||||
34 -1.03463 -1.10625 -1.03463 1.22296 1.24135 0.0583518 0.098142 0.0583518 0.098142 1
|
||||
35 -1.03463 -1.10625 -1.03463 1.22296 0.136133 -1.10625 1.23091 1.22296 0.098142 1
|
||||
36 -1.03463 -1.10625 -1.03463 1.22296 0.136133 -1.10625 1.23091 0.0583518 1.23091 1
|
||||
37 -1.03463 -1.10625 -1.03463 1.22296 0.136133 -1.10625 0.098142 1.22296 1.23091 1
|
||||
38 -1.03463 -1.10625 -1.03463 1.22296 0.136133 1.22296 -1.03463 1.22296 0.098142 1
|
||||
39 -1.03463 -1.10625 -1.03463 1.22296 0.136133 1.22296 -1.03463 0.0583518 1.23091 1
|
||||
40 -1.03463 -1.10625 -1.03463 1.22296 0.136133 1.22296 1.23091 -1.10625 0.098142 1
|
||||
41 -1.03463 -1.10625 -1.03463 1.22296 0.136133 1.22296 1.23091 0.0583518 -1.03463 1
|
||||
42 -1.03463 -1.10625 -1.03463 1.22296 0.136133 1.22296 0.098142 -1.10625 1.23091 1
|
||||
43 -1.03463 -1.10625 -1.03463 1.22296 0.136133 1.22296 0.098142 1.22296 -1.03463 1
|
||||
44 -1.03463 -1.10625 -1.03463 1.22296 0.136133 1.22296 0.098142 0.0583518 0.098142 1
|
||||
45 -1.03463 -1.10625 -1.03463 1.22296 0.136133 0.0583518 -1.03463 1.22296 1.23091 1
|
||||
46 -1.03463 -1.10625 -1.03463 1.22296 0.136133 0.0583518 1.23091 -1.10625 1.23091 1
|
||||
47 -1.03463 -1.10625 -1.03463 1.22296 0.136133 0.0583518 1.23091 1.22296 -1.03463 1
|
||||
48 -1.03463 -1.10625 -1.03463 1.22296 0.136133 0.0583518 1.23091 0.0583518 0.098142 1
|
||||
49 -1.03463 -1.10625 -1.03463 1.22296 0.136133 0.0583518 0.098142 1.22296 0.098142 1
|
||||
50 -1.03463 -1.10625 -1.03463 1.22296 0.136133 0.0583518 0.098142 0.0583518 1.23091 1
|
||||
51 -1.03463 -1.10625 -1.03463 0.0583518 -0.96908 1.22296 1.23091 1.22296 0.098142 1
|
||||
52 -1.03463 -1.10625 -1.03463 0.0583518 -0.96908 1.22296 1.23091 0.0583518 1.23091 1
|
||||
53 -1.03463 -1.10625 -1.03463 0.0583518 -0.96908 1.22296 0.098142 1.22296 1.23091 1
|
||||
54 -1.03463 -1.10625 -1.03463 0.0583518 1.24135 -1.10625 1.23091 1.22296 0.098142 1
|
||||
55 -1.03463 -1.10625 -1.03463 0.0583518 1.24135 -1.10625 1.23091 0.0583518 1.23091 1
|
||||
56 -1.03463 -1.10625 -1.03463 0.0583518 1.24135 -1.10625 0.098142 1.22296 1.23091 1
|
||||
57 -1.03463 -1.10625 -1.03463 0.0583518 1.24135 1.22296 -1.03463 1.22296 0.098142 1
|
||||
58 -1.03463 -1.10625 -1.03463 0.0583518 1.24135 1.22296 -1.03463 0.0583518 1.23091 1
|
||||
59 -1.03463 -1.10625 -1.03463 0.0583518 1.24135 1.22296 1.23091 -1.10625 0.098142 1
|
||||
60 -1.03463 -1.10625 -1.03463 0.0583518 1.24135 1.22296 1.23091 0.0583518 -1.03463 1
|
||||
61 -1.03463 -1.10625 -1.03463 0.0583518 1.24135 1.22296 0.098142 -1.10625 1.23091 1
|
||||
62 -1.03463 -1.10625 -1.03463 0.0583518 1.24135 1.22296 0.098142 1.22296 -1.03463 1
|
||||
63 -1.03463 -1.10625 -1.03463 0.0583518 1.24135 1.22296 0.098142 0.0583518 0.098142 1
|
||||
64 -1.03463 -1.10625 -1.03463 0.0583518 1.24135 0.0583518 -1.03463 1.22296 1.23091 1
|
||||
65 -1.03463 -1.10625 -1.03463 0.0583518 1.24135 0.0583518 1.23091 -1.10625 1.23091 1
|
||||
66 -1.03463 -1.10625 -1.03463 0.0583518 1.24135 0.0583518 1.23091 1.22296 -1.03463 1
|
||||
67 -1.03463 -1.10625 -1.03463 0.0583518 1.24135 0.0583518 1.23091 0.0583518 0.098142 1
|
||||
68 -1.03463 -1.10625 -1.03463 0.0583518 1.24135 0.0583518 0.098142 1.22296 0.098142 1
|
||||
69 -1.03463 -1.10625 -1.03463 0.0583518 1.24135 0.0583518 0.098142 0.0583518 1.23091 1
|
||||
70 -1.03463 -1.10625 -1.03463 0.0583518 0.136133 1.22296 -1.03463 1.22296 1.23091 1
|
||||
71 -1.03463 -1.10625 -1.03463 0.0583518 0.136133 1.22296 1.23091 -1.10625 1.23091 1
|
||||
72 -1.03463 -1.10625 -1.03463 0.0583518 0.136133 1.22296 1.23091 1.22296 -1.03463 1
|
||||
73 -1.03463 -1.10625 -1.03463 0.0583518 0.136133 1.22296 1.23091 0.0583518 0.098142 1
|
||||
74 -1.03463 -1.10625 -1.03463 0.0583518 0.136133 1.22296 0.098142 1.22296 0.098142 1
|
||||
75 -1.03463 -1.10625 -1.03463 0.0583518 0.136133 1.22296 0.098142 0.0583518 1.23091 1
|
||||
76 -1.03463 -1.10625 -1.03463 0.0583518 0.136133 0.0583518 1.23091 1.22296 0.098142 1
|
||||
77 -1.03463 -1.10625 -1.03463 0.0583518 0.136133 0.0583518 1.23091 0.0583518 1.23091 1
|
||||
78 -1.03463 -1.10625 -1.03463 0.0583518 0.136133 0.0583518 0.098142 1.22296 1.23091 1
|
||||
79 -1.03463 -1.10625 1.23091 -1.10625 -0.96908 1.22296 1.23091 1.22296 -1.03463 1
|
||||
80 -1.03463 -1.10625 1.23091 -1.10625 1.24135 -1.10625 -1.03463 1.22296 1.23091 1
|
||||
81 -1.03463 -1.10625 1.23091 -1.10625 1.24135 1.22296 -1.03463 1.22296 -1.03463 1
|
||||
82 -1.03463 -1.10625 1.23091 -1.10625 1.24135 1.22296 -1.03463 0.0583518 0.098142 1
|
||||
83 -1.03463 -1.10625 1.23091 -1.10625 1.24135 0.0583518 -1.03463 1.22296 0.098142 1
|
||||
84 -1.03463 -1.10625 1.23091 -1.10625 1.24135 0.0583518 -1.03463 0.0583518 1.23091 1
|
||||
85 -1.03463 -1.10625 1.23091 -1.10625 0.136133 1.22296 -1.03463 1.22296 0.098142 1
|
||||
86 -1.03463 -1.10625 1.23091 -1.10625 0.136133 0.0583518 -1.03463 1.22296 1.23091 1
|
||||
87 -1.03463 -1.10625 1.23091 1.22296 -0.96908 -1.10625 1.23091 -1.10625 1.23091 1
|
||||
88 -1.03463 -1.10625 1.23091 1.22296 -0.96908 -1.10625 1.23091 1.22296 -1.03463 1
|
||||
89 -1.03463 -1.10625 1.23091 1.22296 -0.96908 1.22296 -1.03463 1.22296 -1.03463 1
|
||||
90 -1.03463 -1.10625 1.23091 1.22296 -0.96908 1.22296 1.23091 -1.10625 -1.03463 1
|
||||
91 -1.03463 -1.10625 1.23091 1.22296 -0.96908 1.22296 0.098142 -1.10625 0.098142 1
|
||||
92 -1.03463 -1.10625 1.23091 1.22296 -0.96908 1.22296 0.098142 0.0583518 -1.03463 1
|
||||
93 -1.03463 -1.10625 1.23091 1.22296 -0.96908 0.0583518 1.23091 -1.10625 0.098142 1
|
||||
94 -1.03463 -1.10625 1.23091 1.22296 -0.96908 0.0583518 1.23091 0.0583518 -1.03463 1
|
||||
95 -1.03463 -1.10625 1.23091 1.22296 -0.96908 0.0583518 0.098142 -1.10625 1.23091 1
|
||||
96 -1.03463 -1.10625 1.23091 1.22296 -0.96908 0.0583518 0.098142 1.22296 -1.03463 1
|
||||
97 -1.03463 -1.10625 1.23091 0.0583518 -0.96908 1.22296 1.23091 -1.10625 0.098142 1
|
||||
98 -1.03463 -1.10625 1.23091 0.0583518 -0.96908 1.22296 1.23091 0.0583518 -1.03463 1
|
||||
99 -1.03463 -1.10625 1.23091 0.0583518 -0.96908 1.22296 0.098142 1.22296 -1.03463 1
|
||||
100 -1.03463 -1.10625 1.23091 0.0583518 -0.96908 0.0583518 1.23091 -1.10625 1.23091 1
|
||||
101 -1.03463 -1.10625 1.23091 0.0583518 -0.96908 0.0583518 1.23091 1.22296 -1.03463 1
|
||||
102 -1.03463 -1.10625 0.098142 -1.10625 1.24135 1.22296 -1.03463 1.22296 0.098142 1
|
||||
103 -1.03463 -1.10625 0.098142 -1.10625 1.24135 1.22296 -1.03463 0.0583518 1.23091 1
|
||||
104 -1.03463 -1.10625 0.098142 -1.10625 1.24135 0.0583518 -1.03463 1.22296 1.23091 1
|
||||
105 -1.03463 -1.10625 0.098142 -1.10625 0.136133 1.22296 -1.03463 1.22296 1.23091 1
|
||||
106 -1.03463 -1.10625 0.098142 1.22296 -0.96908 1.22296 1.23091 -1.10625 0.098142 1
|
||||
107 -1.03463 -1.10625 0.098142 1.22296 -0.96908 1.22296 1.23091 0.0583518 -1.03463 1
|
||||
108 -1.03463 -1.10625 0.098142 1.22296 -0.96908 1.22296 0.098142 -1.10625 1.23091 1
|
||||
109 -1.03463 -1.10625 0.098142 1.22296 -0.96908 1.22296 0.098142 1.22296 -1.03463 1
|
||||
110 -1.03463 -1.10625 0.098142 1.22296 -0.96908 0.0583518 1.23091 -1.10625 1.23091 1
|
||||
111 -1.03463 -1.10625 0.098142 1.22296 -0.96908 0.0583518 1.23091 1.22296 -1.03463 1
|
||||
112 -1.03463 -1.10625 0.098142 0.0583518 -0.96908 1.22296 1.23091 -1.10625 1.23091 1
|
||||
113 -1.03463 -1.10625 0.098142 0.0583518 -0.96908 1.22296 1.23091 1.22296 -1.03463 1
|
||||
114 -1.03463 1.22296 -1.03463 -1.10625 -0.96908 1.22296 -1.03463 1.22296 1.23091 1
|
||||
115 -1.03463 1.22296 -1.03463 -1.10625 -0.96908 1.22296 1.23091 1.22296 -1.03463 1
|
||||
116 -1.03463 1.22296 -1.03463 -1.10625 1.24135 1.22296 -1.03463 -1.10625 1.23091 1
|
||||
117 -1.03463 1.22296 -1.03463 -1.10625 1.24135 1.22296 -1.03463 0.0583518 0.098142 1
|
||||
118 -1.03463 1.22296 -1.03463 -1.10625 1.24135 0.0583518 -1.03463 0.0583518 1.23091 1
|
||||
119 -1.03463 1.22296 -1.03463 -1.10625 0.136133 1.22296 -1.03463 1.22296 0.098142 1
|
||||
120 -1.03463 1.22296 -1.03463 -1.10625 0.136133 1.22296 -1.03463 0.0583518 1.23091 1
|
||||
121 -1.03463 1.22296 -1.03463 -1.10625 0.136133 0.0583518 -1.03463 1.22296 1.23091 1
|
||||
122 -1.03463 1.22296 -1.03463 1.22296 -0.96908 -1.10625 -1.03463 1.22296 1.23091 1
|
||||
123 -1.03463 1.22296 -1.03463 1.22296 -0.96908 -1.10625 1.23091 1.22296 -1.03463 1
|
||||
124 -1.03463 1.22296 -1.03463 1.22296 -0.96908 1.22296 -1.03463 -1.10625 1.23091 1
|
||||
125 -1.03463 1.22296 -1.03463 1.22296 -0.96908 1.22296 -1.03463 1.22296 -1.03463 1
|
||||
126 -1.03463 1.22296 -1.03463 1.22296 -0.96908 1.22296 -1.03463 0.0583518 0.098142 1
|
||||
127 -1.03463 1.22296 -1.03463 1.22296 -0.96908 1.22296 1.23091 -1.10625 -1.03463 1
|
||||
128 -1.03463 1.22296 -1.03463 1.22296 -0.96908 1.22296 0.098142 0.0583518 -1.03463 1
|
||||
129 -1.03463 1.22296 -1.03463 1.22296 -0.96908 0.0583518 -1.03463 1.22296 0.098142 1
|
||||
130 -1.03463 1.22296 -1.03463 1.22296 -0.96908 0.0583518 -1.03463 0.0583518 1.23091 1
|
||||
131 -1.03463 1.22296 -1.03463 1.22296 -0.96908 0.0583518 1.23091 0.0583518 -1.03463 1
|
||||
132 -1.03463 1.22296 -1.03463 1.22296 -0.96908 0.0583518 0.098142 1.22296 -1.03463 1
|
||||
133 -1.03463 1.22296 -1.03463 1.22296 1.24135 -1.10625 1.23091 -1.10625 -1.03463 1
|
||||
134 -1.03463 1.22296 -1.03463 1.22296 1.24135 -1.10625 0.098142 0.0583518 -1.03463 1
|
||||
135 -1.03463 1.22296 -1.03463 1.22296 0.136133 -1.10625 1.23091 0.0583518 -1.03463 1
|
||||
136 -1.03463 1.22296 -1.03463 1.22296 0.136133 -1.10625 0.098142 1.22296 -1.03463 1
|
||||
137 -1.03463 1.22296 -1.03463 0.0583518 -0.96908 1.22296 -1.03463 1.22296 0.098142 1
|
||||
138 -1.03463 1.22296 -1.03463 0.0583518 -0.96908 1.22296 -1.03463 0.0583518 1.23091 1
|
||||
139 -1.03463 1.22296 -1.03463 0.0583518 -0.96908 1.22296 1.23091 0.0583518 -1.03463 1
|
||||
140 -1.03463 1.22296 -1.03463 0.0583518 -0.96908 1.22296 0.098142 1.22296 -1.03463 1
|
||||
141 -1.03463 1.22296 -1.03463 0.0583518 -0.96908 0.0583518 -1.03463 1.22296 1.23091 1
|
||||
142 -1.03463 1.22296 -1.03463 0.0583518 -0.96908 0.0583518 1.23091 1.22296 -1.03463 1
|
||||
143 -1.03463 1.22296 -1.03463 0.0583518 1.24135 -1.10625 1.23091 0.0583518 -1.03463 1
|
||||
144 -1.03463 1.22296 -1.03463 0.0583518 0.136133 -1.10625 1.23091 1.22296 -1.03463 1
|
||||
145 -1.03463 1.22296 1.23091 -1.10625 -0.96908 -1.10625 -1.03463 1.22296 1.23091 1
|
||||
146 -1.03463 1.22296 1.23091 -1.10625 -0.96908 -1.10625 1.23091 -1.10625 1.23091 1
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|
||||
776 1.23091 -1.10625 1.23091 -1.10625 1.24135 -1.10625 -1.03463 0.0583518 1.23091 0
|
||||
777 1.23091 -1.10625 1.23091 -1.10625 1.24135 -1.10625 1.23091 -1.10625 0.098142 0
|
||||
778 1.23091 -1.10625 1.23091 -1.10625 1.24135 -1.10625 1.23091 0.0583518 -1.03463 0
|
||||
779 1.23091 -1.10625 1.23091 -1.10625 1.24135 -1.10625 0.098142 -1.10625 1.23091 0
|
||||
780 1.23091 -1.10625 1.23091 -1.10625 1.24135 0.0583518 -1.03463 -1.10625 1.23091 0
|
||||
781 1.23091 -1.10625 1.23091 -1.10625 1.24135 0.0583518 1.23091 -1.10625 -1.03463 0
|
||||
782 1.23091 -1.10625 1.23091 -1.10625 0.136133 1.22296 -1.03463 -1.10625 1.23091 0
|
||||
783 1.23091 -1.10625 1.23091 1.22296 -0.96908 -1.10625 1.23091 0.0583518 -1.03463 0
|
||||
784 1.23091 -1.10625 1.23091 1.22296 0.136133 -1.10625 1.23091 -1.10625 -1.03463 0
|
||||
785 1.23091 -1.10625 1.23091 0.0583518 1.24135 -1.10625 -1.03463 -1.10625 1.23091 0
|
||||
786 1.23091 -1.10625 1.23091 0.0583518 1.24135 -1.10625 1.23091 -1.10625 -1.03463 0
|
||||
787 1.23091 -1.10625 0.098142 -1.10625 1.24135 -1.10625 -1.03463 1.22296 1.23091 0
|
||||
788 1.23091 -1.10625 0.098142 -1.10625 1.24135 -1.10625 1.23091 -1.10625 1.23091 0
|
||||
789 1.23091 -1.10625 0.098142 -1.10625 1.24135 -1.10625 0.098142 0.0583518 1.23091 0
|
||||
790 1.23091 -1.10625 0.098142 -1.10625 1.24135 1.22296 -1.03463 -1.10625 1.23091 0
|
||||
791 1.23091 -1.10625 0.098142 -1.10625 1.24135 0.0583518 -1.03463 0.0583518 1.23091 0
|
||||
792 1.23091 -1.10625 0.098142 -1.10625 1.24135 0.0583518 0.098142 -1.10625 1.23091 0
|
||||
793 1.23091 -1.10625 0.098142 1.22296 -0.96908 -1.10625 1.23091 1.22296 -1.03463 0
|
||||
794 1.23091 -1.10625 0.098142 1.22296 -0.96908 -1.10625 1.23091 0.0583518 0.098142 0
|
||||
795 1.23091 -1.10625 0.098142 1.22296 -0.96908 0.0583518 1.23091 0.0583518 -1.03463 0
|
||||
796 1.23091 -1.10625 0.098142 1.22296 1.24135 -1.10625 -1.03463 -1.10625 1.23091 0
|
||||
797 1.23091 -1.10625 0.098142 1.22296 1.24135 -1.10625 1.23091 -1.10625 -1.03463 0
|
||||
798 1.23091 -1.10625 0.098142 1.22296 0.136133 -1.10625 1.23091 -1.10625 0.098142 0
|
||||
799 1.23091 -1.10625 0.098142 1.22296 0.136133 -1.10625 1.23091 0.0583518 -1.03463 0
|
||||
800 1.23091 -1.10625 0.098142 1.22296 0.136133 0.0583518 1.23091 -1.10625 -1.03463 0
|
||||
801 1.23091 -1.10625 0.098142 0.0583518 1.24135 -1.10625 -1.03463 0.0583518 1.23091 0
|
||||
802 1.23091 -1.10625 0.098142 0.0583518 1.24135 -1.10625 0.098142 -1.10625 1.23091 0
|
||||
803 1.23091 -1.10625 0.098142 0.0583518 1.24135 0.0583518 -1.03463 -1.10625 1.23091 0
|
||||
804 1.23091 1.22296 -1.03463 -1.10625 1.24135 -1.10625 -1.03463 1.22296 0.098142 0
|
||||
805 1.23091 1.22296 -1.03463 -1.10625 1.24135 -1.10625 -1.03463 0.0583518 1.23091 0
|
||||
806 1.23091 1.22296 -1.03463 -1.10625 1.24135 -1.10625 0.098142 -1.10625 1.23091 0
|
||||
807 1.23091 1.22296 -1.03463 -1.10625 1.24135 0.0583518 -1.03463 -1.10625 1.23091 0
|
||||
808 1.23091 1.22296 -1.03463 -1.10625 1.24135 0.0583518 -1.03463 1.22296 -1.03463 0
|
||||
809 1.23091 1.22296 -1.03463 1.22296 -0.96908 -1.10625 1.23091 -1.10625 0.098142 0
|
||||
810 1.23091 1.22296 -1.03463 1.22296 -0.96908 0.0583518 1.23091 -1.10625 -1.03463 0
|
||||
811 1.23091 1.22296 -1.03463 0.0583518 1.24135 -1.10625 -1.03463 -1.10625 1.23091 0
|
||||
812 1.23091 1.22296 1.23091 -1.10625 -0.96908 1.22296 -1.03463 -1.10625 0.098142 0
|
||||
813 1.23091 1.22296 1.23091 -1.10625 -0.96908 1.22296 -1.03463 0.0583518 -1.03463 0
|
||||
814 1.23091 1.22296 1.23091 -1.10625 -0.96908 1.22296 0.098142 -1.10625 -1.03463 0
|
||||
815 1.23091 1.22296 1.23091 -1.10625 -0.96908 0.0583518 -1.03463 -1.10625 1.23091 0
|
||||
816 1.23091 1.22296 1.23091 -1.10625 -0.96908 0.0583518 -1.03463 1.22296 -1.03463 0
|
||||
817 1.23091 1.22296 1.23091 -1.10625 -0.96908 0.0583518 -1.03463 0.0583518 0.098142 0
|
||||
818 1.23091 1.22296 1.23091 -1.10625 -0.96908 0.0583518 1.23091 -1.10625 -1.03463 0
|
||||
819 1.23091 1.22296 1.23091 -1.10625 -0.96908 0.0583518 0.098142 -1.10625 0.098142 0
|
||||
820 1.23091 1.22296 1.23091 -1.10625 -0.96908 0.0583518 0.098142 0.0583518 -1.03463 0
|
||||
821 1.23091 1.22296 1.23091 -1.10625 1.24135 -1.10625 -1.03463 -1.10625 0.098142 0
|
||||
822 1.23091 1.22296 1.23091 -1.10625 1.24135 -1.10625 -1.03463 0.0583518 -1.03463 0
|
||||
823 1.23091 1.22296 1.23091 -1.10625 1.24135 -1.10625 0.098142 -1.10625 -1.03463 0
|
||||
824 1.23091 1.22296 1.23091 -1.10625 0.136133 -1.10625 -1.03463 -1.10625 1.23091 0
|
||||
825 1.23091 1.22296 1.23091 -1.10625 0.136133 -1.10625 -1.03463 1.22296 -1.03463 0
|
||||
826 1.23091 1.22296 1.23091 -1.10625 0.136133 -1.10625 -1.03463 0.0583518 0.098142 0
|
||||
827 1.23091 1.22296 1.23091 -1.10625 0.136133 -1.10625 1.23091 -1.10625 -1.03463 0
|
||||
828 1.23091 1.22296 1.23091 -1.10625 0.136133 -1.10625 0.098142 -1.10625 0.098142 0
|
||||
829 1.23091 1.22296 1.23091 -1.10625 0.136133 -1.10625 0.098142 0.0583518 -1.03463 0
|
||||
830 1.23091 1.22296 1.23091 -1.10625 0.136133 0.0583518 -1.03463 -1.10625 0.098142 0
|
||||
831 1.23091 1.22296 1.23091 -1.10625 0.136133 0.0583518 -1.03463 0.0583518 -1.03463 0
|
||||
832 1.23091 1.22296 1.23091 -1.10625 0.136133 0.0583518 0.098142 -1.10625 -1.03463 0
|
||||
833 1.23091 1.22296 1.23091 1.22296 -0.96908 -1.10625 -1.03463 -1.10625 0.098142 0
|
||||
834 1.23091 1.22296 1.23091 1.22296 -0.96908 -1.10625 -1.03463 0.0583518 -1.03463 0
|
||||
835 1.23091 1.22296 1.23091 1.22296 -0.96908 -1.10625 0.098142 -1.10625 -1.03463 0
|
||||
836 1.23091 1.22296 1.23091 0.0583518 -0.96908 -1.10625 -1.03463 -1.10625 1.23091 0
|
||||
837 1.23091 1.22296 1.23091 0.0583518 -0.96908 -1.10625 -1.03463 1.22296 -1.03463 0
|
||||
838 1.23091 1.22296 1.23091 0.0583518 -0.96908 -1.10625 -1.03463 0.0583518 0.098142 0
|
||||
839 1.23091 1.22296 1.23091 0.0583518 -0.96908 -1.10625 1.23091 -1.10625 -1.03463 0
|
||||
840 1.23091 1.22296 1.23091 0.0583518 -0.96908 -1.10625 0.098142 -1.10625 0.098142 0
|
||||
841 1.23091 1.22296 1.23091 0.0583518 -0.96908 -1.10625 0.098142 0.0583518 -1.03463 0
|
||||
842 1.23091 1.22296 1.23091 0.0583518 -0.96908 0.0583518 -1.03463 -1.10625 0.098142 0
|
||||
843 1.23091 1.22296 1.23091 0.0583518 -0.96908 0.0583518 -1.03463 0.0583518 -1.03463 0
|
||||
844 1.23091 1.22296 1.23091 0.0583518 -0.96908 0.0583518 0.098142 -1.10625 -1.03463 0
|
||||
845 1.23091 1.22296 1.23091 0.0583518 0.136133 -1.10625 -1.03463 -1.10625 0.098142 0
|
||||
846 1.23091 1.22296 1.23091 0.0583518 0.136133 -1.10625 -1.03463 0.0583518 -1.03463 0
|
||||
847 1.23091 1.22296 1.23091 0.0583518 0.136133 -1.10625 0.098142 -1.10625 -1.03463 0
|
||||
848 1.23091 1.22296 0.098142 -1.10625 1.24135 -1.10625 -1.03463 -1.10625 1.23091 0
|
||||
849 1.23091 1.22296 0.098142 -1.10625 1.24135 -1.10625 -1.03463 1.22296 -1.03463 0
|
||||
850 1.23091 1.22296 0.098142 1.22296 -0.96908 -1.10625 1.23091 -1.10625 -1.03463 0
|
||||
851 1.23091 0.0583518 -1.03463 -1.10625 1.24135 -1.10625 -1.03463 1.22296 1.23091 0
|
||||
852 1.23091 0.0583518 -1.03463 -1.10625 1.24135 -1.10625 1.23091 -1.10625 1.23091 0
|
||||
853 1.23091 0.0583518 -1.03463 -1.10625 1.24135 -1.10625 0.098142 0.0583518 1.23091 0
|
||||
854 1.23091 0.0583518 -1.03463 -1.10625 1.24135 1.22296 -1.03463 -1.10625 1.23091 0
|
||||
855 1.23091 0.0583518 -1.03463 -1.10625 1.24135 0.0583518 -1.03463 0.0583518 1.23091 0
|
||||
856 1.23091 0.0583518 -1.03463 -1.10625 1.24135 0.0583518 0.098142 -1.10625 1.23091 0
|
||||
857 1.23091 0.0583518 -1.03463 1.22296 -0.96908 -1.10625 1.23091 -1.10625 1.23091 0
|
||||
858 1.23091 0.0583518 -1.03463 1.22296 -0.96908 -1.10625 1.23091 0.0583518 0.098142 0
|
||||
859 1.23091 0.0583518 -1.03463 1.22296 -0.96908 1.22296 1.23091 -1.10625 -1.03463 0
|
||||
860 1.23091 0.0583518 -1.03463 1.22296 -0.96908 0.0583518 1.23091 -1.10625 0.098142 0
|
||||
861 1.23091 0.0583518 -1.03463 1.22296 -0.96908 0.0583518 1.23091 0.0583518 -1.03463 0
|
||||
862 1.23091 0.0583518 -1.03463 1.22296 1.24135 -1.10625 -1.03463 -1.10625 1.23091 0
|
||||
863 1.23091 0.0583518 -1.03463 1.22296 0.136133 -1.10625 1.23091 -1.10625 0.098142 0
|
||||
864 1.23091 0.0583518 -1.03463 1.22296 0.136133 0.0583518 1.23091 -1.10625 -1.03463 0
|
||||
865 1.23091 0.0583518 -1.03463 0.0583518 1.24135 -1.10625 -1.03463 0.0583518 1.23091 0
|
||||
866 1.23091 0.0583518 -1.03463 0.0583518 1.24135 -1.10625 0.098142 -1.10625 1.23091 0
|
||||
867 1.23091 0.0583518 -1.03463 0.0583518 1.24135 0.0583518 -1.03463 -1.10625 1.23091 0
|
||||
868 1.23091 0.0583518 1.23091 -1.10625 -0.96908 1.22296 -1.03463 -1.10625 1.23091 0
|
||||
869 1.23091 0.0583518 1.23091 -1.10625 1.24135 -1.10625 -1.03463 -1.10625 1.23091 0
|
||||
870 1.23091 0.0583518 1.23091 -1.10625 1.24135 -1.10625 1.23091 -1.10625 -1.03463 0
|
||||
871 1.23091 0.0583518 1.23091 1.22296 -0.96908 -1.10625 1.23091 -1.10625 -1.03463 0
|
||||
872 1.23091 0.0583518 0.098142 -1.10625 1.24135 -1.10625 -1.03463 0.0583518 1.23091 0
|
||||
873 1.23091 0.0583518 0.098142 -1.10625 1.24135 -1.10625 0.098142 -1.10625 1.23091 0
|
||||
874 1.23091 0.0583518 0.098142 -1.10625 1.24135 0.0583518 -1.03463 -1.10625 1.23091 0
|
||||
875 1.23091 0.0583518 0.098142 1.22296 -0.96908 -1.10625 1.23091 -1.10625 0.098142 0
|
||||
876 1.23091 0.0583518 0.098142 1.22296 -0.96908 -1.10625 1.23091 0.0583518 -1.03463 0
|
||||
877 1.23091 0.0583518 0.098142 1.22296 -0.96908 0.0583518 1.23091 -1.10625 -1.03463 0
|
||||
878 1.23091 0.0583518 0.098142 1.22296 0.136133 -1.10625 1.23091 -1.10625 -1.03463 0
|
||||
879 1.23091 0.0583518 0.098142 0.0583518 1.24135 -1.10625 -1.03463 -1.10625 1.23091 0
|
||||
880 0.098142 -1.10625 -1.03463 -1.10625 -0.96908 1.22296 1.23091 1.22296 1.23091 0
|
||||
881 0.098142 -1.10625 -1.03463 -1.10625 1.24135 -1.10625 1.23091 1.22296 1.23091 0
|
||||
882 0.098142 -1.10625 -1.03463 -1.10625 0.136133 0.0583518 1.23091 1.22296 1.23091 0
|
||||
883 0.098142 -1.10625 -1.03463 1.22296 -0.96908 -1.10625 1.23091 1.22296 1.23091 0
|
||||
884 0.098142 -1.10625 -1.03463 1.22296 1.24135 1.22296 -1.03463 -1.10625 1.23091 0
|
||||
885 0.098142 -1.10625 -1.03463 1.22296 1.24135 1.22296 -1.03463 1.22296 -1.03463 0
|
||||
886 0.098142 -1.10625 -1.03463 1.22296 1.24135 1.22296 -1.03463 0.0583518 0.098142 0
|
||||
887 0.098142 -1.10625 -1.03463 1.22296 1.24135 1.22296 1.23091 -1.10625 -1.03463 0
|
||||
888 0.098142 -1.10625 -1.03463 1.22296 1.24135 1.22296 0.098142 -1.10625 0.098142 0
|
||||
889 0.098142 -1.10625 -1.03463 1.22296 1.24135 1.22296 0.098142 0.0583518 -1.03463 0
|
||||
890 0.098142 -1.10625 -1.03463 0.0583518 -0.96908 0.0583518 1.23091 1.22296 1.23091 0
|
||||
891 0.098142 -1.10625 -1.03463 0.0583518 0.136133 -1.10625 1.23091 1.22296 1.23091 0
|
||||
892 0.098142 -1.10625 1.23091 -1.10625 -0.96908 1.22296 -1.03463 1.22296 1.23091 0
|
||||
893 0.098142 -1.10625 1.23091 -1.10625 -0.96908 1.22296 0.098142 0.0583518 1.23091 0
|
||||
894 0.098142 -1.10625 1.23091 -1.10625 1.24135 -1.10625 1.23091 -1.10625 1.23091 0
|
||||
895 0.098142 -1.10625 1.23091 -1.10625 1.24135 -1.10625 1.23091 1.22296 -1.03463 0
|
||||
896 0.098142 -1.10625 1.23091 -1.10625 1.24135 -1.10625 1.23091 0.0583518 0.098142 0
|
||||
897 0.098142 -1.10625 1.23091 -1.10625 1.24135 1.22296 -1.03463 -1.10625 1.23091 0
|
||||
898 0.098142 -1.10625 1.23091 -1.10625 1.24135 1.22296 1.23091 -1.10625 -1.03463 0
|
||||
899 0.098142 -1.10625 1.23091 -1.10625 1.24135 0.0583518 1.23091 -1.10625 0.098142 0
|
||||
900 0.098142 -1.10625 1.23091 -1.10625 1.24135 0.0583518 1.23091 0.0583518 -1.03463 0
|
||||
901 0.098142 -1.10625 1.23091 -1.10625 0.136133 1.22296 -1.03463 0.0583518 1.23091 0
|
||||
902 0.098142 -1.10625 1.23091 -1.10625 0.136133 1.22296 0.098142 -1.10625 1.23091 0
|
||||
903 0.098142 -1.10625 1.23091 1.22296 1.24135 -1.10625 1.23091 -1.10625 -1.03463 0
|
||||
904 0.098142 -1.10625 1.23091 0.0583518 -0.96908 1.22296 -1.03463 0.0583518 1.23091 0
|
||||
905 0.098142 -1.10625 1.23091 0.0583518 1.24135 -1.10625 1.23091 -1.10625 0.098142 0
|
||||
906 0.098142 -1.10625 1.23091 0.0583518 1.24135 -1.10625 1.23091 0.0583518 -1.03463 0
|
||||
907 0.098142 -1.10625 1.23091 0.0583518 1.24135 0.0583518 1.23091 -1.10625 -1.03463 0
|
||||
908 0.098142 -1.10625 1.23091 0.0583518 0.136133 1.22296 -1.03463 -1.10625 1.23091 0
|
||||
909 0.098142 -1.10625 0.098142 -1.10625 -0.96908 0.0583518 1.23091 1.22296 1.23091 0
|
||||
910 0.098142 -1.10625 0.098142 -1.10625 0.136133 -1.10625 1.23091 1.22296 1.23091 0
|
||||
911 0.098142 -1.10625 0.098142 1.22296 1.24135 1.22296 -1.03463 -1.10625 0.098142 0
|
||||
912 0.098142 -1.10625 0.098142 1.22296 1.24135 1.22296 -1.03463 0.0583518 -1.03463 0
|
||||
913 0.098142 -1.10625 0.098142 1.22296 1.24135 1.22296 0.098142 -1.10625 -1.03463 0
|
||||
914 0.098142 -1.10625 0.098142 0.0583518 -0.96908 -1.10625 1.23091 1.22296 1.23091 0
|
||||
915 0.098142 1.22296 -1.03463 -1.10625 1.24135 -1.10625 -1.03463 1.22296 1.23091 0
|
||||
916 0.098142 1.22296 -1.03463 -1.10625 1.24135 -1.10625 0.098142 1.22296 0.098142 0
|
||||
917 0.098142 1.22296 -1.03463 -1.10625 1.24135 1.22296 -1.03463 1.22296 -1.03463 0
|
||||
918 0.098142 1.22296 -1.03463 -1.10625 1.24135 0.0583518 -1.03463 1.22296 0.098142 0
|
||||
919 0.098142 1.22296 -1.03463 -1.10625 1.24135 0.0583518 0.098142 1.22296 -1.03463 0
|
||||
920 0.098142 1.22296 -1.03463 0.0583518 1.24135 -1.10625 -1.03463 1.22296 0.098142 0
|
||||
921 0.098142 1.22296 -1.03463 0.0583518 1.24135 0.0583518 -1.03463 1.22296 -1.03463 0
|
||||
922 0.098142 1.22296 1.23091 -1.10625 -0.96908 1.22296 -1.03463 -1.10625 1.23091 0
|
||||
923 0.098142 1.22296 1.23091 -1.10625 1.24135 -1.10625 -1.03463 1.22296 -1.03463 0
|
||||
924 0.098142 1.22296 1.23091 -1.10625 1.24135 -1.10625 1.23091 -1.10625 -1.03463 0
|
||||
925 0.098142 1.22296 0.098142 -1.10625 1.24135 -1.10625 -1.03463 1.22296 0.098142 0
|
||||
926 0.098142 1.22296 0.098142 -1.10625 1.24135 -1.10625 0.098142 1.22296 -1.03463 0
|
||||
927 0.098142 1.22296 0.098142 -1.10625 1.24135 0.0583518 -1.03463 1.22296 -1.03463 0
|
||||
928 0.098142 1.22296 0.098142 0.0583518 1.24135 -1.10625 -1.03463 1.22296 -1.03463 0
|
||||
929 0.098142 0.0583518 -1.03463 -1.10625 -0.96908 0.0583518 1.23091 1.22296 1.23091 0
|
||||
930 0.098142 0.0583518 -1.03463 -1.10625 0.136133 -1.10625 1.23091 1.22296 1.23091 0
|
||||
931 0.098142 0.0583518 -1.03463 1.22296 1.24135 1.22296 -1.03463 -1.10625 0.098142 0
|
||||
932 0.098142 0.0583518 -1.03463 1.22296 1.24135 1.22296 -1.03463 0.0583518 -1.03463 0
|
||||
933 0.098142 0.0583518 -1.03463 1.22296 1.24135 1.22296 0.098142 -1.10625 -1.03463 0
|
||||
934 0.098142 0.0583518 -1.03463 0.0583518 -0.96908 -1.10625 1.23091 1.22296 1.23091 0
|
||||
935 0.098142 0.0583518 1.23091 -1.10625 -0.96908 1.22296 -1.03463 0.0583518 1.23091 0
|
||||
936 0.098142 0.0583518 1.23091 -1.10625 -0.96908 1.22296 0.098142 -1.10625 1.23091 0
|
||||
937 0.098142 0.0583518 1.23091 -1.10625 1.24135 -1.10625 1.23091 -1.10625 0.098142 0
|
||||
938 0.098142 0.0583518 1.23091 -1.10625 1.24135 -1.10625 1.23091 0.0583518 -1.03463 0
|
||||
939 0.098142 0.0583518 1.23091 -1.10625 1.24135 0.0583518 1.23091 -1.10625 -1.03463 0
|
||||
940 0.098142 0.0583518 1.23091 -1.10625 0.136133 1.22296 -1.03463 -1.10625 1.23091 0
|
||||
941 0.098142 0.0583518 1.23091 0.0583518 -0.96908 1.22296 -1.03463 -1.10625 1.23091 0
|
||||
942 0.098142 0.0583518 1.23091 0.0583518 1.24135 -1.10625 1.23091 -1.10625 -1.03463 0
|
||||
943 -1.03463 -1.10625 1.23091 1.22296 -0.96908 -1.10625 -1.03463 1.22296 1.23091 0
|
||||
944 -1.03463 -1.10625 1.23091 1.22296 1.24135 -1.10625 -1.03463 -1.10625 1.23091 0
|
||||
945 -1.03463 -1.10625 1.23091 1.22296 1.24135 -1.10625 -1.03463 1.22296 -1.03463 0
|
||||
946 -1.03463 1.22296 -1.03463 -1.10625 -0.96908 1.22296 1.23091 -1.10625 1.23091 0
|
||||
947 -1.03463 1.22296 -1.03463 -1.10625 1.24135 -1.10625 1.23091 -1.10625 1.23091 0
|
||||
948 -1.03463 1.22296 -1.03463 -1.10625 1.24135 1.22296 1.23091 -1.10625 -1.03463 0
|
||||
949 -1.03463 1.22296 -1.03463 1.22296 -0.96908 -1.10625 1.23091 -1.10625 1.23091 0
|
||||
950 -1.03463 1.22296 -1.03463 1.22296 1.24135 -1.10625 -1.03463 -1.10625 1.23091 0
|
||||
951 -1.03463 1.22296 1.23091 1.22296 -0.96908 -1.10625 -1.03463 -1.10625 1.23091 0
|
||||
952 1.23091 -1.10625 -1.03463 -1.10625 -0.96908 1.22296 1.23091 1.22296 -1.03463 0
|
||||
953 1.23091 -1.10625 -1.03463 -1.10625 1.24135 1.22296 -1.03463 1.22296 -1.03463 0
|
||||
954 1.23091 -1.10625 -1.03463 -1.10625 1.24135 1.22296 1.23091 -1.10625 -1.03463 0
|
||||
955 1.23091 -1.10625 1.23091 -1.10625 -0.96908 1.22296 -1.03463 1.22296 -1.03463 0
|
||||
956 1.23091 -1.10625 1.23091 -1.10625 1.24135 -1.10625 -1.03463 1.22296 -1.03463 0
|
||||
957 1.23091 -1.10625 1.23091 1.22296 -0.96908 -1.10625 -1.03463 1.22296 -1.03463 0
|
||||
958 1.23091 1.22296 -1.03463 -1.10625 -0.96908 1.22296 1.23091 -1.10625 -1.03463 0
|
Reference in New Issue
Block a user