Advertisement
Not a member of Pastebin yet?
Sign Up,
it unlocks many cool features!
- k vs resto da divisão de 2^(k-1) por k
- 1 -> 0
- 2 -> 0
- 3 -> 1
- 4 -> 0
- 5 -> 1
- 6 -> 2
- 7 -> 1
- 8 -> 0
- 9 -> 4
- 10 -> 2
- 11 -> 1
- 12 -> 8
- 13 -> 1
- 14 -> 2
- 15 -> 4
- 16 -> 0
- 17 -> 1
- 18 -> 14
- 19 -> 1
- 20 -> 8
- 21 -> 4
- 22 -> 2
- 23 -> 1
- 24 -> 8
- 25 -> 16
- 26 -> 2
- 27 -> 13
- 28 -> 8
- 29 -> 1
- 30 -> 2
- 31 -> 1
- 32 -> 0
- 33 -> 4
- 34 -> 2
- 35 -> 9
- 36 -> 32
- 37 -> 1
- 38 -> 2
- 39 -> 4
- 40 -> 8
- 41 -> 1
- 42 -> 32
- 43 -> 1
- 44 -> 8
- 45 -> 31
- 46 -> 2
- 47 -> 1
- 48 -> 32
- 49 -> 15
- 50 -> 12
- 51 -> 4
- 52 -> 8
- 53 -> 1
- 54 -> 14
- 55 -> 49
- 56 -> 16
- 57 -> 4
- 58 -> 2
- 59 -> 1
- 60 -> 8
- 61 -> 1
- 62 -> 2
- 63 -> 4
- 64 -> 0
- 65 -> 16
- 66 -> 32
- 67 -> 1
- 68 -> 8
- 69 -> 4
- 70 -> 22
- 71 -> 1
- 72 -> 32
- 73 -> 1
- 74 -> 2
- 75 -> 34
- 76 -> 8
- 77 -> 9
- 78 -> 32
- 79 -> 1
- 80 -> 48
- 81 -> 40
- 82 -> 2
- 83 -> 1
- 84 -> 32
- 85 -> 16
- 86 -> 2
- 87 -> 4
- 88 -> 40
- 89 -> 1
- 90 -> 32
- 91 -> 64
- 92 -> 8
- 93 -> 4
- 94 -> 2
- 95 -> 54
- 96 -> 32
- 97 -> 1
- 98 -> 58
- 99 -> 58
- 100 -> 88
- 101 -> 1
- 102 -> 32
- 103 -> 1
- 104 -> 24
- 105 -> 46
- 106 -> 2
- 107 -> 1
- 108 -> 68
- 109 -> 1
- 110 -> 72
- 111 -> 4
- 112 -> 64
- 113 -> 1
- 114 -> 32
- 115 -> 39
- 116 -> 8
- 117 -> 22
- 118 -> 2
- 119 -> 30
- 120 -> 8
- 121 -> 56
- 122 -> 2
- 123 -> 4
- 124 -> 8
- 125 -> 91
- 126 -> 32
- 127 -> 1
- 128 -> 0
- 129 -> 4
- 130 -> 122
- 131 -> 1
- 132 -> 68
- 133 -> 64
- 134 -> 2
- 135 -> 94
- 136 -> 128
- 137 -> 1
- 138 -> 32
- 139 -> 1
- 140 -> 128
- 141 -> 4
- 142 -> 2
- 143 -> 114
- 144 -> 32
- 145 -> 16
- 146 -> 2
- 147 -> 25
- 148 -> 8
- 149 -> 1
- 150 -> 62
- 151 -> 1
- 152 -> 128
- 153 -> 103
- 154 -> 8
- 155 -> 109
- 156 -> 20
- 157 -> 1
- 158 -> 2
- 159 -> 4
- 160 -> 128
- 161 -> 156
- 162 -> 122
- 163 -> 1
- 164 -> 8
- 165 -> 16
- 166 -> 2
- 167 -> 1
- 168 -> 32
- 169 -> 40
- 170 -> 2
- 171 -> 85
- 172 -> 8
- 173 -> 1
- 174 -> 32
- 175 -> 134
- 176 -> 32
- 177 -> 4
- 178 -> 2
- 179 -> 1
- 180 -> 68
- 181 -> 1
- 182 -> 2
- 183 -> 4
- 184 -> 128
- 185 -> 16
- 186 -> 32
- 187 -> 174
- 188 -> 8
- 189 -> 67
- 190 -> 132
- 191 -> 1
- 192 -> 128
- 193 -> 1
- 194 -> 2
- 195 -> 4
- 196 -> 64
- 197 -> 1
- 198 -> 194
- 199 -> 1
- 200 -> 88
- 201 -> 4
- 202 -> 2
- 203 -> 93
- 204 -> 8
- 205 -> 16
- 206 -> 2
- 207 -> 49
- 208 -> 112
- 209 -> 36
- 210 -> 32
- 211 -> 1
- 212 -> 8
- 213 -> 4
- 214 -> 2
- 215 -> 59
- 216 -> 176
- 217 -> 64
- 218 -> 2
- 219 -> 4
- 220 -> 28
- 221 -> 16
- 222 -> 32
- 223 -> 1
- 224 -> 128
- 225 -> 166
- 226 -> 2
- 227 -> 1
- 228 -> 224
- 229 -> 1
- 230 -> 52
- 231 -> 67
- 232 -> 128
- 233 -> 1
- 234 -> 32
- 235 -> 204
- 236 -> 8
- 237 -> 4
- 238 -> 134
- 239 -> 1
- 240 -> 128
- 241 -> 1
- 242 -> 222
- 243 -> 121
- 244 -> 8
- 245 -> 156
- 246 -> 32
- 247 -> 220
- 248 -> 128
- 249 -> 4
- 250 -> 62
- 251 -> 1
- 252 -> 32
- 253 -> 81
- 254 -> 2
- 255 -> 64
- 256 -> 0
- 257 -> 1
- 258 -> 32
- 259 -> 64
- 260 -> 128
- 261 -> 256
- 262 -> 2
- 263 -> 1
- 264 -> 8
- 265 -> 16
- 266 -> 212
- 267 -> 4
- 268 -> 8
- 269 -> 1
- 270 -> 122
- 271 -> 1
- 272 -> 128
- 273 -> 256
- 274 -> 2
- 275 -> 159
- 276 -> 116
- 277 -> 1
- 278 -> 2
- 279 -> 256
- 280 -> 8
- 281 -> 1
- 282 -> 32
- 283 -> 1
- 284 -> 8
- 285 -> 196
- 286 -> 252
- 287 -> 23
- 288 -> 32
- 289 -> 222
- 290 -> 222
- 291 -> 4
- 292 -> 8
- 293 -> 1
- 294 -> 74
- 295 -> 134
- 296 -> 128
- 297 -> 229
- 298 -> 2
- 299 -> 140
- 300 -> 188
- 301 -> 64
- 302 -> 2
- 303 -> 4
- 304 -> 240
- 305 -> 16
- 306 -> 104
- 307 -> 1
- 308 -> 128
- 309 -> 4
- 310 -> 202
- 311 -> 1
- 312 -> 176
- 313 -> 1
- 314 -> 2
- 315 -> 4
- 316 -> 8
- 317 -> 1
- 318 -> 32
- 319 -> 212
- 320 -> 128
- 321 -> 4
- 322 -> 50
- 323 -> 157
- 324 -> 284
- 325 -> 66
- 326 -> 2
- 327 -> 4
- 328 -> 128
- 329 -> 205
- 330 -> 182
- 331 -> 1
- 332 -> 8
- 333 -> 256
- 334 -> 2
- 335 -> 284
- 336 -> 32
- 337 -> 1
- 338 -> 158
- 339 -> 4
- 340 -> 8
- 341 -> 1
- 342 -> 86
- 343 -> 162
- 344 -> 128
- 345 -> 31
- 346 -> 2
- 347 -> 1
- 348 -> 308
- 349 -> 1
- 350 -> 212
- 351 -> 121
- 352 -> 288
- 353 -> 1
- 354 -> 32
- 355 -> 229
- 356 -> 8
- 357 -> 67
- 358 -> 2
- 359 -> 1
- 360 -> 248
- 361 -> 58
- 362 -> 2
- 363 -> 301
- 364 -> 8
- 365 -> 16
- 366 -> 32
- 367 -> 1
- 368 -> 16
- 369 -> 256
- 370 -> 142
- 371 -> 170
- 372 -> 188
- 373 -> 1
- 374 -> 338
- 375 -> 34
- 376 -> 128
- 377 -> 94
- 378 -> 284
- 379 -> 1
- 380 -> 268
- 381 -> 4
- 382 -> 2
- 383 -> 1
- 384 -> 128
- 385 -> 71
- 386 -> 2
- 387 -> 256
- 388 -> 8
- 389 -> 1
- 390 -> 32
- 391 -> 285
- 392 -> 352
- 393 -> 4
- 394 -> 2
- 395 -> 174
- 396 -> 32
- 397 -> 1
- 398 -> 2
- 399 -> 4
- 400 -> 288
- 401 -> 1
- 402 -> 32
- 403 -> 376
- 404 -> 8
- 405 -> 121
- 406 -> 246
- 407 -> 284
- 408 -> 128
- 409 -> 1
- 410 -> 102
- 411 -> 4
- 412 -> 8
- 413 -> 359
- 414 -> 248
- 415 -> 99
- 416 -> 128
- 417 -> 4
- 418 -> 84
- 419 -> 1
- 420 -> 368
- 421 -> 1
- 422 -> 2
- 423 -> 256
- 424 -> 128
- 425 -> 341
- 426 -> 32
- 427 -> 64
- 428 -> 8
- 429 -> 256
- 430 -> 82
- 431 -> 1
- 432 -> 176
- 433 -> 1
- 434 -> 380
- 435 -> 289
- 436 -> 8
- 437 -> 358
- 438 -> 32
- 439 -> 1
- 440 -> 248
- 441 -> 319
- 442 -> 70
- 443 -> 1
- 444 -> 272
- 445 -> 16
- 446 -> 2
- 447 -> 4
- 448 -> 64
- 449 -> 1
- 450 -> 212
- 451 -> 122
- 452 -> 8
- 453 -> 4
- 454 -> 2
- 455 -> 114
- 456 -> 32
- 457 -> 1
- 458 -> 2
- 459 -> 310
- 460 -> 348
- 461 -> 1
- 462 -> 200
- 463 -> 1
- 464 -> 288
- 465 -> 16
- 466 -> 2
- 467 -> 1
- 468 -> 176
- 469 -> 64
- 470 -> 42
- 471 -> 4
- 472 -> 128
- 473 -> 422
- 474 -> 32
- 475 -> 159
- 476 -> 212
- 477 -> 256
- 478 -> 2
- 479 -> 1
- 480 -> 128
- 481 -> 248
- 482 -> 2
- 483 -> 466
- 484 -> 316
- 485 -> 16
- 486 -> 122
- 487 -> 1
- 488 -> 128
- 489 -> 4
- 490 -> 162
- 491 -> 1
- 492 -> 80
- 493 -> 373
- 494 -> 470
- 495 -> 49
- 496 -> 32
- 497 -> 135
- 498 -> 32
- 499 -> 1
- 500 -> 188
- 501 -> 4
- 502 -> 2
- 503 -> 1
- 504 -> 32
- 505 -> 16
- 506 -> 472
- 507 -> 472
- 508 -> 8
- 509 -> 1
- 510 -> 32
- 511 -> 64
- 512 -> 0
- 513 -> 256
- 514 -> 2
- 515 -> 119
- 516 -> 500
- 517 -> 460
- 518 -> 422
- 519 -> 4
- 520 -> 8
- 521 -> 1
- 522 -> 50
- 523 -> 1
- 524 -> 8
- 525 -> 466
- 526 -> 2
- 527 -> 64
- 528 -> 128
- 529 -> 392
- 530 -> 512
- 531 -> 256
- 532 -> 512
- 533 -> 406
- 534 -> 32
- 535 -> 444
- 536 -> 128
- 537 -> 4
- 538 -> 2
- 539 -> 58
- 540 -> 68
- 541 -> 1
- 542 -> 2
- 543 -> 4
- 544 -> 128
- 545 -> 16
- 546 -> 32
- 547 -> 1
- 548 -> 8
- 549 -> 256
- 550 -> 512
- 551 -> 245
- 552 -> 416
- 553 -> 64
- 554 -> 2
- 555 -> 289
- 556 -> 8
- 557 -> 1
- 558 -> 500
- 559 -> 441
- 560 -> 128
- 561 -> 1
- 562 -> 2
- 563 -> 1
- 564 -> 356
- 565 -> 16
- 566 -> 2
- 567 -> 445
- 568 -> 128
- 569 -> 1
- 570 -> 452
- 571 -> 1
- 572 -> 24
- 573 -> 4
- 574 -> 484
- 575 -> 234
- 576 -> 320
- 577 -> 1
- 578 -> 308
- 579 -> 4
- 580 -> 548
- 581 -> 562
- 582 -> 32
- 583 -> 70
- 584 -> 128
- 585 -> 256
- 586 -> 2
- 587 -> 1
- 588 -> 368
- 589 -> 163
- 590 -> 512
- 591 -> 4
- 592 -> 208
- 593 -> 1
- 594 -> 338
- 595 -> 344
- 596 -> 8
- 597 -> 4
- 598 -> 330
- 599 -> 1
- 600 -> 488
- 601 -> 1
- 602 -> 366
- 603 -> 256
- 604 -> 8
- 605 -> 181
- 606 -> 32
- 607 -> 1
- 608 -> 288
- 609 -> 487
- 610 -> 512
- 611 -> 101
- 612 -> 212
- 613 -> 1
- 614 -> 2
- 615 -> 394
- 616 -> 120
- 617 -> 1
- 618 -> 32
- 619 -> 1
- 620 -> 388
- 621 -> 499
- 622 -> 2
- 623 -> 331
- 624 -> 176
- 625 -> 91
- 626 -> 2
- 627 -> 196
- 628 -> 8
- 629 -> 305
- 630 -> 32
- 631 -> 1
- 632 -> 128
- 633 -> 4
- 634 -> 2
- 635 -> 524
- 636 -> 140
- 637 -> 456
- 638 -> 568
- 639 -> 256
- 640 -> 128
- 641 -> 1
- 642 -> 32
- 643 -> 1
- 644 -> 492
- 645 -> 1
- 646 -> 202
- 647 -> 1
- 648 -> 608
- 649 -> 80
- 650 -> 262
- 651 -> 466
- 652 -> 8
- 653 -> 1
- 654 -> 32
- 655 -> 409
- 656 -> 624
- 657 -> 256
- 658 -> 484
- 659 -> 1
- 660 -> 248
- 661 -> 1
- 662 -> 2
- 663 -> 472
- 664 -> 128
- 665 -> 366
- 666 -> 536
- 667 -> 179
- 668 -> 8
- 669 -> 4
- 670 -> 512
- 671 -> 353
- 672 -> 32
- 673 -> 1
- 674 -> 2
- 675 -> 634
- 676 -> 580
- 677 -> 1
- 678 -> 32
- 679 -> 64
- 680 -> 128
- 681 -> 4
- 682 -> 2
- 683 -> 1
- 684 -> 428
- 685 -> 16
- 686 -> 352
- 687 -> 4
- 688 -> 432
- 689 -> 68
- 690 -> 542
- 691 -> 1
- 692 -> 8
- 693 -> 4
- 694 -> 2
- 695 -> 294
- 696 -> 416
- 697 -> 18
- 698 -> 2
- 699 -> 4
- 700 -> 288
- 701 -> 1
- 702 -> 500
- 703 -> 628
- 704 -> 448
- 705 -> 451
- 706 -> 2
- 707 -> 569
- 708 -> 632
- 709 -> 1
- 710 -> 512
- 711 -> 256
- 712 -> 128
- 713 -> 624
- 714 -> 410
- 715 -> 324
- 716 -> 8
- 717 -> 4
- 718 -> 2
- 719 -> 1
- 720 -> 608
- 721 -> 64
- 722 -> 230
- 723 -> 4
- 724 -> 8
- 725 -> 716
- 726 -> 428
- 727 -> 1
- 728 -> 128
- 729 -> 364
- 730 -> 512
- 731 -> 4
- 732 -> 584
- 733 -> 1
- 734 -> 2
- 735 -> 319
- 736 -> 512
- 737 -> 86
- 738 -> 446
- 739 -> 1
- 740 -> 368
- 741 -> 61
- 742 -> 666
- 743 -> 1
- 744 -> 8
- 745 -> 16
- 746 -> 2
- 747 -> 256
- 748 -> 348
- 749 -> 492
- 750 -> 62
- 751 -> 1
- 752 -> 432
- 753 -> 4
- 754 -> 330
- 755 -> 469
- 756 -> 284
- 757 -> 1
- 758 -> 2
- 759 -> 58
- 760 -> 8
- 761 -> 1
- 762 -> 32
- 763 -> 64
- 764 -> 8
- 765 -> 526
- 766 -> 2
- 767 -> 556
- 768 -> 512
- 769 -> 1
- 770 -> 72
- 771 -> 4
- 772 -> 8
- 773 -> 1
- 774 -> 266
- 775 -> 109
- 776 -> 128
- 777 -> 403
- 778 -> 2
- 779 -> 605
- 780 -> 488
- 781 -> 243
- 782 -> 576
- 783 -> 283
- 784 -> 64
- 785 -> 16
- 786 -> 32
- 787 -> 1
- 788 -> 8
- 789 -> 4
- 790 -> 512
- 791 -> 177
- 792 -> 464
- 793 -> 131
- 794 -> 2
- 795 -> 484
- 796 -> 8
- 797 -> 1
- 798 -> 32
- 799 -> 676
- 800 -> 288
- 801 -> 256
- 802 -> 2
- 803 -> 367
- 804 -> 440
- 805 -> 71
- 806 -> 652
- 807 -> 4
- 808 -> 128
- 809 -> 1
- 810 -> 122
- 811 -> 1
- 812 -> 44
- 813 -> 4
- 814 -> 140
- 815 -> 179
- 816 -> 128
- 817 -> 102
- 818 -> 2
- 819 -> 4
- 820 -> 308
- 821 -> 1
- 822 -> 32
- 823 -> 1
- 824 -> 128
- 825 -> 16
- 826 -> 50
- 827 -> 1
- 828 -> 464
- 829 -> 1
- 830 -> 512
- 831 -> 4
- 832 -> 320
- 833 -> 205
- 834 -> 32
- 835 -> 684
- 836 -> 736
- 837 -> 715
- 838 -> 2
- 839 -> 1
- 840 -> 368
- 841 -> 30
- 842 -> 2
- 843 -> 4
- 844 -> 8
- 845 -> 601
- 846 -> 788
- 847 -> 141
- 848 -> 544
- 849 -> 4
- 850 -> 512
- 851 -> 169
- 852 -> 344
- 853 -> 1
- 854 -> 506
- 855 -> 769
- 856 -> 128
- 857 -> 1
- 858 -> 656
- 859 -> 1
- 860 -> 548
- 861 -> 739
- 862 -> 2
- 863 -> 1
- 864 -> 608
- 865 -> 16
- 866 -> 2
- 867 -> 55
- 868 -> 624
- 869 -> 234
- 870 -> 2
- 871 -> 545
- 872 -> 128
- 873 -> 256
- 874 -> 246
- 875 -> 534
- 876 -> 296
- 877 -> 1
- 878 -> 2
- 879 -> 4
- 880 -> 688
- 881 -> 1
- 882 -> 662
- 883 -> 1
- 884 -> 76
- 885 -> 631
- 886 -> 2
- 887 -> 1
- 888 -> 560
- 889 -> 64
- 890 -> 512
- 891 -> 364
- 892 -> 8
- 893 -> 777
- 894 -> 32
- 895 -> 374
- 896 -> 128
- 897 -> 607
- 898 -> 2
- 899 -> 845
- 900 -> 788
- 901 -> 611
- 902 -> 2
- 903 -> 193
- 904 -> 128
- 905 -> 16
- 906 -> 32
- 907 -> 1
- 908 -> 8
- 909 -> 256
- 910 -> 512
- 911 -> 1
- 912 -> 224
- 913 -> 609
- 914 -> 2
- 915 -> 829
- 916 -> 8
- 917 -> 457
- 918 -> 338
- 919 -> 1
- 920 -> 248
- 921 -> 4
- 922 -> 2
- 923 -> 49
- 924 -> 536
- 925 -> 491
- 926 -> 2
- 927 -> 256
- 928 -> 704
- 929 -> 1
- 930 -> 512
- 931 -> 505
- 932 -> 8
- 933 -> 4
- 934 -> 2
- 935 -> 489
- 936 -> 176
- 937 -> 1
- 938 -> 688
- 939 -> 4
- 940 -> 708
- 941 -> 1
- 942 -> 32
- 943 -> 496
- 944 -> 672
- 945 -> 256
- 946 -> 472
- 947 -> 1
- 948 -> 152
- 949 -> 300
- 950 -> 212
- 951 -> 4
- 952 -> 400
- 953 -> 1
- 954 -> 374
- 955 -> 589
- 956 -> 8
- 957 -> 625
- 958 -> 2
- 959 -> 338
- 960 -> 128
- 961 -> 187
- 962 -> 834
- 963 -> 256
- 964 -> 8
- 965 -> 16
- 966 -> 578
- 967 -> 1
- 968 -> 304
- 969 -> 766
- 970 -> 512
- 971 -> 1
- 972 -> 608
- 973 -> 64
- 974 -> 2
- 975 -> 784
- 976 -> 560
- 977 -> 1
- 978 -> 32
- 979 -> 223
- 980 -> 548
- 981 -> 256
- 982 -> 2
- 983 -> 1
- 984 -> 8
- 985 -> 16
- 986 -> 206
- 987 -> 382
- 988 -> 164
- 989 -> 213
- 990 -> 842
- 991 -> 1
- 992 -> 64
- 993 -> 4
- 994 -> 666
- 995 -> 414
- 996 -> 56
- 997 -> 1
- 998 -> 2
- 999 -> 40
- 1000 -> 688
Advertisement
Add Comment
Please, Sign In to add comment
Advertisement