Для перевода числа 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 из шестнадцатеричной в двоичную систему счисления, необходимо сначала перевести его в десятичную систему, а полученное число в двоичную. Для перевода шестнадцатеричного числа 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 в десятичное необходимо записать его в виде многочлена, состоящего из произведений цифр вида:
A16 = an-1 ∙ 16n-1 + an-2 ∙ 16n-2 + ∙∙∙ + a0 ∙ 160
В результате преобразований получим:
7b0ece060079d0a85cb4ffa3dfd4d676dbe80d5e39e650d96796525d33bdd32b2ddcefda1419a993e58e85e5e0c6e2402561f80ed132d10be83b2ef235f48f0b700d2351056081e787969ddc381629b32eb9c7f4ecb34d923e2e12841506b9b63d80f2fee3e09bff17b0ecc762733c5a4586884717104124d2385a86bbe49efeaaa1311935d15cb2bc02eb7d794f2de2b85a486162f9131ee6acebf17af03022a963972ea0f34f9c8fc83f937ef8bc47a4fa2d4dfac49c98c79108ef32849a6d732110f2bf8c506d02b3cc277a516e54c2a24bacf4decf27d53434759d0efba80c1355b762e71cb92a2ec63670ef50d9ba5de58132353163833e66f628ab6fde6c9a0ca2ee04e1c12685471a4f498f6530df6aa059f6e4e15e32e171a742cfae13186386d1e90b2ddfa1d69817fdc7d194203d5c25d93677c4232b61c6ee27d4bc8153aca76cfc3de889b0817475cc7a99647464dfe7198875be92f654103d281353ad241be761077fb0cc67b2fedf178b97ef445764808834d27f10aa5e88347ea5b66ddc8bce99c7dde119e6bf44e1d946cf74a82dcbb4e3fee5b1c02d7934d9f7aaa0a73adc00f8d1e85a04708f9aec485f003a89ea354a74ccad559601664167d49aa993cf7fa9e3d66d24c6d865fefa905c405e2a656b3e91f9b3dc0a8f28607901e6ef5a2e90be0f31fea96b53ce1766571e897e1ea50ad6627c68d6fe094dc6c2090a515fd1e799161e7e9f7f3d88c1bfac83c2489193eb4403897d6795dd5ac8464ad1fa7cf9caee16dc1528ee9b9603e2232c495e15c8be3295a85176de0484447d233f557e62da0195b584ea7fd6018c8ce90f04da57c2ba9a3ed546be9f3ff0be043c4edcc946105958fda899710ec6128673e50d9a9b03f73e542c253caacd2039325ff8ceb163408d4f8de45bd827852cf1aa46988d0511acdc1316dafeefc516e539cf746dcf79dc736d6b9317b226e1e60c8edf33460d7e15406a95e06326daa4350e468e3cd21f086fccbb98d1dd63740ec0b1c2906bffbb9c6667bc78144b43c00f03f71b2acec43068ac1b1ffa98c3140689a930f52acfa3e5602fb75c27af2ae999b5e1c7b0f104b940bf1c901db99369a6651e96a0ea58461a78e75a2cd2ff1ec61b256f8d77ce57576b741b82873d762c9f5b03035c6897153615d1f4e990e0abefc7d059150a500a148df7501248645c951081258201bd5be7d851d61958d8b8b6c58dc35f46a18cab53195145ae83415480b876484cfe12e2493afa44005f83f070e0b8b94dba798ba77f118fd9d42c2004a77ba1ef2d3b6f8acde98216=7 ∙ 161871 + b ∙ 161870 + 0 ∙ 161869 + e ∙ 161868 + c ∙ 161867 + e ∙ 161866 + 0 ∙ 161865 + 6 ∙ 161864 + 0 ∙ 161863 + 0 ∙ 161862 + 7 ∙ 161861 + 9 ∙ 161860 + d ∙ 161859 + 0 ∙ 161858 + a ∙ 161857 + 8 ∙ 161856 + 5 ∙ 161855 + c ∙ 161854 + b ∙ 161853 + 4 ∙ 161852 + f ∙ 161851 + f ∙ 161850 + a ∙ 161849 + 3 ∙ 161848 + d ∙ 161847 + f ∙ 161846 + d ∙ 161845 + 4 ∙ 161844 + d ∙ 161843 + 6 ∙ 161842 + 7 ∙ 161841 + 6 ∙ 161840 + d ∙ 161839 + b ∙ 161838 + e ∙ 161837 + 8 ∙ 161836 + 0 ∙ 161835 + d ∙ 161834 + 5 ∙ 161833 + e ∙ 161832 + 3 ∙ 161831 + 9 ∙ 161830 + e ∙ 161829 + 6 ∙ 161828 + 5 ∙ 161827 + 0 ∙ 161826 + d ∙ 161825 + 9 ∙ 161824 + 6 ∙ 161823 + 7 ∙ 161822 + 9 ∙ 161821 + 6 ∙ 161820 + 5 ∙ 161819 + 2 ∙ 161818 + 5 ∙ 161817 + d ∙ 161816 + 3 ∙ 161815 + 3 ∙ 161814 + b ∙ 161813 + d ∙ 161812 + d ∙ 161811 + 3 ∙ 161810 + 2 ∙ 161809 + b ∙ 161808 + 2 ∙ 161807 + d ∙ 161806 + d ∙ 161805 + c ∙ 161804 + e ∙ 161803 + f ∙ 161802 + d ∙ 161801 + a ∙ 161800 + 1 ∙ 161799 + 4 ∙ 161798 + 1 ∙ 161797 + 9 ∙ 161796 + a ∙ 161795 + 9 ∙ 161794 + 9 ∙ 161793 + 3 ∙ 161792 + e ∙ 161791 + 5 ∙ 161790 + 8 ∙ 161789 + e ∙ 161788 + 8 ∙ 161787 + 5 ∙ 161786 + e ∙ 161785 + 5 ∙ 161784 + e ∙ 161783 + 0 ∙ 161782 + c ∙ 161781 + 6 ∙ 161780 + e ∙ 161779 + 2 ∙ 161778 + 4 ∙ 161777 + 0 ∙ 161776 + 2 ∙ 161775 + 5 ∙ 161774 + 6 ∙ 161773 + 1 ∙ 161772 + f ∙ 161771 + 8 ∙ 161770 + 0 ∙ 161769 + e ∙ 161768 + d ∙ 161767 + 1 ∙ 161766 + 3 ∙ 161765 + 2 ∙ 161764 + d ∙ 161763 + 1 ∙ 161762 + 0 ∙ 161761 + b ∙ 161760 + e ∙ 161759 + 8 ∙ 161758 + 3 ∙ 161757 + b ∙ 161756 + 2 ∙ 161755 + e ∙ 161754 + f ∙ 161753 + 2 ∙ 161752 + 3 ∙ 161751 + 5 ∙ 161750 + f ∙ 161749 + 4 ∙ 161748 + 8 ∙ 161747 + f ∙ 161746 + 0 ∙ 161745 + b ∙ 161744 + 7 ∙ 161743 + 0 ∙ 161742 + 0 ∙ 161741 + d ∙ 161740 + 2 ∙ 161739 + 3 ∙ 161738 + 5 ∙ 161737 + 1 ∙ 161736 + 0 ∙ 161735 + 5 ∙ 161734 + 6 ∙ 161733 + 0 ∙ 161732 + 8 ∙ 161731 + 1 ∙ 161730 + e ∙ 161729 + 7 ∙ 161728 + 8 ∙ 161727 + 7 ∙ 161726 + 9 ∙ 161725 + 6 ∙ 161724 + 9 ∙ 161723 + d ∙ 161722 + d ∙ 161721 + c ∙ 161720 + 3 ∙ 161719 + 8 ∙ 161718 + 1 ∙ 161717 + 6 ∙ 161716 + 2 ∙ 161715 + 9 ∙ 161714 + b ∙ 161713 + 3 ∙ 161712 + 2 ∙ 161711 + e ∙ 161710 + b ∙ 161709 + 9 ∙ 161708 + c ∙ 161707 + 7 ∙ 161706 + f ∙ 161705 + 4 ∙ 161704 + e ∙ 161703 + c ∙ 161702 + b ∙ 161701 + 3 ∙ 161700 + 4 ∙ 161699 + d ∙ 161698 + 9 ∙ 161697 + 2 ∙ 161696 + 3 ∙ 161695 + e ∙ 161694 + 2 ∙ 161693 + e ∙ 161692 + 1 ∙ 161691 + 2 ∙ 161690 + 8 ∙ 161689 + 4 ∙ 161688 + 1 ∙ 161687 + 5 ∙ 161686 + 0 ∙ 161685 + 6 ∙ 161684 + b ∙ 161683 + 9 ∙ 161682 + b ∙ 161681 + 6 ∙ 161680 + 3 ∙ 161679 + d ∙ 161678 + 8 ∙ 161677 + 0 ∙ 161676 + f ∙ 161675 + 2 ∙ 161674 + f ∙ 161673 + e ∙ 161672 + e ∙ 161671 + 3 ∙ 161670 + e ∙ 161669 + 0 ∙ 161668 + 9 ∙ 161667 + b ∙ 161666 + f ∙ 161665 + f ∙ 161664 + 1 ∙ 161663 + 7 ∙ 161662 + b ∙ 161661 + 0 ∙ 161660 + e ∙ 161659 + c ∙ 161658 + c ∙ 161657 + 7 ∙ 161656 + 6 ∙ 161655 + 2 ∙ 161654 + 7 ∙ 161653 + 3 ∙ 161652 + 3 ∙ 161651 + c ∙ 161650 + 5 ∙ 161649 + a ∙ 161648 + 4 ∙ 161647 + 5 ∙ 161646 + 8 ∙ 161645 + 6 ∙ 161644 + 8 ∙ 161643 + 8 ∙ 161642 + 4 ∙ 161641 + 7 ∙ 161640 + 1 ∙ 161639 + 7 ∙ 161638 + 1 ∙ 161637 + 0 ∙ 161636 + 4 ∙ 161635 + 1 ∙ 161634 + 2 ∙ 161633 + 4 ∙ 161632 + d ∙ 161631 + 2 ∙ 161630 + 3 ∙ 161629 + 8 ∙ 161628 + 5 ∙ 161627 + a ∙ 161626 + 8 ∙ 161625 + 6 ∙ 161624 + b ∙ 161623 + b ∙ 161622 + e ∙ 161621 + 4 ∙ 161620 + 9 ∙ 161619 + e ∙ 161618 + f ∙ 161617 + e ∙ 161616 + a ∙ 161615 + a ∙ 161614 + a ∙ 161613 + 1 ∙ 161612 + 3 ∙ 161611 + 1 ∙ 161610 + 1 ∙ 161609 + 9 ∙ 161608 + 3 ∙ 161607 + 5 ∙ 161606 + d ∙ 161605 + 1 ∙ 161604 + 5 ∙ 161603 + c ∙ 161602 + b ∙ 161601 + 2 ∙ 161600 + b ∙ 161599 + c ∙ 161598 + 0 ∙ 161597 + 2 ∙ 161596 + e ∙ 161595 + b ∙ 161594 + 7 ∙ 161593 + d ∙ 161592 + 7 ∙ 161591 + 9 ∙ 161590 + 4 ∙ 161589 + f ∙ 161588 + 2 ∙ 161587 + d ∙ 161586 + e ∙ 161585 + 2 ∙ 161584 + b ∙ 161583 + 8 ∙ 161582 + 5 ∙ 161581 + a ∙ 161580 + 4 ∙ 161579 + 8 ∙ 161578 + 6 ∙ 161577 + 1 ∙ 161576 + 6 ∙ 161575 + 2 ∙ 161574 + f ∙ 161573 + 9 ∙ 161572 + 1 ∙ 161571 + 3 ∙ 161570 + 1 ∙ 161569 + e ∙ 161568 + e ∙ 161567 + 6 ∙ 161566 + a ∙ 161565 + c ∙ 161564 + e ∙ 161563 + b ∙ 161562 + f ∙ 161561 + 1 ∙ 161560 + 7 ∙ 161559 + a ∙ 161558 + f ∙ 161557 + 0 ∙ 161556 + 3 ∙ 161555 + 0 ∙ 161554 + 2 ∙ 161553 + 2 ∙ 161552 + a ∙ 161551 + 9 ∙ 161550 + 6 ∙ 161549 + 3 ∙ 161548 + 9 ∙ 161547 + 7 ∙ 161546 + 2 ∙ 161545 + e ∙ 161544 + a ∙ 161543 + 0 ∙ 161542 + f ∙ 161541 + 3 ∙ 161540 + 4 ∙ 161539 + f ∙ 161538 + 9 ∙ 161537 + c ∙ 161536 + 8 ∙ 161535 + f ∙ 161534 + c ∙ 161533 + 8 ∙ 161532 + 3 ∙ 161531 + f ∙ 161530 + 9 ∙ 161529 + 3 ∙ 161528 + 7 ∙ 161527 + e ∙ 161526 + f ∙ 161525 + 8 ∙ 161524 + b ∙ 161523 + c ∙ 161522 + 4 ∙ 161521 + 7 ∙ 161520 + a ∙ 161519 + 4 ∙ 161518 + f ∙ 161517 + a ∙ 161516 + 2 ∙ 161515 + d ∙ 161514 + 4 ∙ 161513 + d ∙ 161512 + f ∙ 161511 + a ∙ 161510 + c ∙ 161509 + 4 ∙ 161508 + 9 ∙ 161507 + c ∙ 161506 + 9 ∙ 161505 + 8 ∙ 161504 + c ∙ 161503 + 7 ∙ 161502 + 9 ∙ 161501 + 1 ∙ 161500 + 0 ∙ 161499 + 8 ∙ 161498 + e ∙ 161497 + f ∙ 161496 + 3 ∙ 161495 + 2 ∙ 161494 + 8 ∙ 161493 + 4 ∙ 161492 + 9 ∙ 161491 + a ∙ 161490 + 6 ∙ 161489 + d ∙ 161488 + 7 ∙ 161487 + 3 ∙ 161486 + 2 ∙ 161485 + 1 ∙ 161484 + 1 ∙ 161483 + 0 ∙ 161482 + f ∙ 161481 + 2 ∙ 161480 + b ∙ 161479 + f ∙ 161478 + 8 ∙ 161477 + c ∙ 161476 + 5 ∙ 161475 + 0 ∙ 161474 + 6 ∙ 161473 + d ∙ 161472 + 0 ∙ 161471 + 2 ∙ 161470 + b ∙ 161469 + 3 ∙ 161468 + c ∙ 161467 + c ∙ 161466 + 2 ∙ 161465 + 7 ∙ 161464 + 7 ∙ 161463 + a ∙ 161462 + 5 ∙ 161461 + 1 ∙ 161460 + 6 ∙ 161459 + e ∙ 161458 + 5 ∙ 161457 + 4 ∙ 161456 + c ∙ 161455 + 2 ∙ 161454 + a ∙ 161453 + 2 ∙ 161452 + 4 ∙ 161451 + b ∙ 161450 + a ∙ 161449 + c ∙ 161448 + f ∙ 161447 + 4 ∙ 161446 + d ∙ 161445 + e ∙ 161444 + c ∙ 161443 + f ∙ 161442 + 2 ∙ 161441 + 7 ∙ 161440 + d ∙ 161439 + 5 ∙ 161438 + 3 ∙ 161437 + 4 ∙ 161436 + 3 ∙ 161435 + 4 ∙ 161434 + 7 ∙ 161433 + 5 ∙ 161432 + 9 ∙ 161431 + d ∙ 161430 + 0 ∙ 161429 + e ∙ 161428 + f ∙ 161427 + b ∙ 161426 + a ∙ 161425 + 8 ∙ 161424 + 0 ∙ 161423 + c ∙ 161422 + 1 ∙ 161421 + 3 ∙ 161420 + 5 ∙ 161419 + 5 ∙ 161418 + b ∙ 161417 + 7 ∙ 161416 + 6 ∙ 161415 + 2 ∙ 161414 + e ∙ 161413 + 7 ∙ 161412 + 1 ∙ 161411 + c ∙ 161410 + b 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16196 + f ∙ 16195 + 4 ∙ 16194 + e ∙ 16193 + 9 ∙ 16192 + 9 ∙ 16191 + 0 ∙ 16190 + e ∙ 16189 + 0 ∙ 16188 + a ∙ 16187 + b ∙ 16186 + e ∙ 16185 + f ∙ 16184 + c ∙ 16183 + 7 ∙ 16182 + d ∙ 16181 + 0 ∙ 16180 + 5 ∙ 16179 + 9 ∙ 16178 + 1 ∙ 16177 + 5 ∙ 16176 + 0 ∙ 16175 + a ∙ 16174 + 5 ∙ 16173 + 0 ∙ 16172 + 0 ∙ 16171 + a ∙ 16170 + 1 ∙ 16169 + 4 ∙ 16168 + 8 ∙ 16167 + d ∙ 16166 + f ∙ 16165 + 7 ∙ 16164 + 5 ∙ 16163 + 0 ∙ 16162 + 1 ∙ 16161 + 2 ∙ 16160 + 4 ∙ 16159 + 8 ∙ 16158 + 6 ∙ 16157 + 4 ∙ 16156 + 5 ∙ 16155 + c ∙ 16154 + 9 ∙ 16153 + 5 ∙ 16152 + 1 ∙ 16151 + 0 ∙ 16150 + 8 ∙ 16149 + 1 ∙ 16148 + 2 ∙ 16147 + 5 ∙ 16146 + 8 ∙ 16145 + 2 ∙ 16144 + 0 ∙ 16143 + 1 ∙ 16142 + b ∙ 16141 + d ∙ 16140 + 5 ∙ 16139 + b ∙ 16138 + e ∙ 16137 + 7 ∙ 16136 + d ∙ 16135 + 8 ∙ 16134 + 5 ∙ 16133 + 1 ∙ 16132 + d ∙ 16131 + 6 ∙ 16130 + 1 ∙ 16129 + 9 ∙ 16128 + 5 ∙ 16127 + 8 ∙ 16126 + d ∙ 16125 + 8 ∙ 16124 + b ∙ 16123 + 8 ∙ 16122 + b ∙ 16121 + 6 ∙ 16120 + c ∙ 16119 + 5 ∙ 16118 + 8 ∙ 16117 + d ∙ 16116 + c ∙ 16115 + 3 ∙ 16114 + 5 ∙ 16113 + f ∙ 16112 + 4 ∙ 16111 + 6 ∙ 16110 + a ∙ 16109 + 1 ∙ 16108 + 8 ∙ 16107 + c ∙ 16106 + a ∙ 16105 + b ∙ 16104 + 5 ∙ 16103 + 3 ∙ 16102 + 1 ∙ 16101 + 9 ∙ 16100 + 5 ∙ 1699 + 1 ∙ 1698 + 4 ∙ 1697 + 5 ∙ 1696 + a ∙ 1695 + e ∙ 1694 + 8 ∙ 1693 + 3 ∙ 1692 + 4 ∙ 1691 + 1 ∙ 1690 + 5 ∙ 1689 + 4 ∙ 1688 + 8 ∙ 1687 + 0 ∙ 1686 + b ∙ 1685 + 8 ∙ 1684 + 7 ∙ 1683 + 6 ∙ 1682 + 4 ∙ 1681 + 8 ∙ 1680 + 4 ∙ 1679 + c ∙ 1678 + f ∙ 1677 + e ∙ 1676 + 1 ∙ 1675 + 2 ∙ 1674 + e ∙ 1673 + 2 ∙ 1672 + 4 ∙ 1671 + 9 ∙ 1670 + 3 ∙ 1669 + a ∙ 1668 + f ∙ 1667 + a ∙ 1666 + 4 ∙ 1665 + 4 ∙ 1664 + 0 ∙ 1663 + 0 ∙ 1662 + 5 ∙ 1661 + f ∙ 1660 + 8 ∙ 1659 + 3 ∙ 1658 + f ∙ 1657 + 0 ∙ 1656 + 7 ∙ 1655 + 0 ∙ 1654 + e ∙ 1653 + 0 ∙ 1652 + b ∙ 1651 + 8 ∙ 1650 + b ∙ 1649 + 9 ∙ 1648 + 4 ∙ 1647 + d ∙ 1646 + b ∙ 1645 + a ∙ 1644 + 7 ∙ 1643 + 9 ∙ 1642 + 8 ∙ 1641 + b ∙ 1640 + a ∙ 1639 + 7 ∙ 1638 + 7 ∙ 1637 + f ∙ 1636 + 1 ∙ 1635 + 1 ∙ 1634 + 8 ∙ 1633 + f ∙ 1632 + d ∙ 1631 + 9 ∙ 1630 + d ∙ 1629 + 4 ∙ 1628 + 2 ∙ 1627 + c ∙ 1626 + 2 ∙ 1625 + 0 ∙ 1624 + 0 ∙ 1623 + 4 ∙ 1622 + a ∙ 1621 + 7 ∙ 1620 + 7 ∙ 1619 + b ∙ 1618 + a ∙ 1617 + 1 ∙ 1616 + e ∙ 1615 + f ∙ 1614 + 2 ∙ 1613 + d ∙ 1612 + 3 ∙ 1611 + b ∙ 1610 + 6 ∙ 169 + f ∙ 168 + 8 ∙ 167 + a ∙ 166 + c ∙ 165 + d ∙ 164 + e ∙ 163 + 9 ∙ 162 + 8 ∙ 161 + 2 ∙ 160 = 7 ∙ INF + 11 ∙ INF + 0 ∙ INF + 14 ∙ INF + 12 ∙ INF + 14 ∙ INF + 0 ∙ INF + 6 ∙ INF + 0 ∙ INF + 0 ∙ INF + 7 ∙ INF + 9 ∙ INF + 13 ∙ INF + 0 ∙ INF + 10 ∙ INF + 8 ∙ INF + 5 ∙ INF + 12 ∙ INF + 11 ∙ INF + 4 ∙ INF + 15 ∙ INF + 15 ∙ INF + 10 ∙ INF + 3 ∙ INF + 13 ∙ INF + 15 ∙ INF + 13 ∙ INF + 4 ∙ INF + 13 ∙ INF + 6 ∙ INF + 7 ∙ INF + 6 ∙ INF + 13 ∙ INF + 11 ∙ INF + 14 ∙ INF + 8 ∙ INF + 0 ∙ INF + 13 ∙ INF + 5 ∙ INF + 14 ∙ INF + 3 ∙ INF + 9 ∙ INF + 14 ∙ INF + 6 ∙ INF + 5 ∙ INF + 0 ∙ INF + 13 ∙ INF + 9 ∙ INF + 6 ∙ INF + 7 ∙ INF + 9 ∙ INF + 6 ∙ INF + 5 ∙ INF + 2 ∙ INF + 5 ∙ INF + 13 ∙ INF + 3 ∙ INF + 3 ∙ INF + 11 ∙ INF + 13 ∙ INF + 13 ∙ INF + 3 ∙ INF + 2 ∙ INF + 11 ∙ INF + 2 ∙ INF + 13 ∙ INF + 13 ∙ INF + 12 ∙ INF + 14 ∙ INF + 15 ∙ INF + 13 ∙ INF + 10 ∙ INF + 1 ∙ INF + 4 ∙ INF + 1 ∙ INF + 9 ∙ INF + 10 ∙ INF + 9 ∙ INF + 9 ∙ INF + 3 ∙ INF + 14 ∙ INF + 5 ∙ INF + 8 ∙ INF + 14 ∙ INF + 8 ∙ INF + 5 ∙ INF + 14 ∙ INF + 5 ∙ INF + 14 ∙ INF + 0 ∙ INF + 12 ∙ INF + 6 ∙ INF + 14 ∙ INF + 2 ∙ INF + 4 ∙ INF + 0 ∙ INF + 2 ∙ INF + 5 ∙ INF + 6 ∙ INF + 1 ∙ INF + 15 ∙ INF + 8 ∙ INF + 0 ∙ INF + 14 ∙ INF + 13 ∙ INF + 1 ∙ INF + 3 ∙ INF + 2 ∙ INF + 13 ∙ INF + 1 ∙ INF + 0 ∙ INF + 11 ∙ INF + 14 ∙ INF + 8 ∙ INF + 3 ∙ INF + 11 ∙ INF + 2 ∙ INF + 14 ∙ INF + 15 ∙ INF + 2 ∙ INF + 3 ∙ INF + 5 ∙ INF + 15 ∙ INF + 4 ∙ INF + 8 ∙ INF + 15 ∙ INF + 0 ∙ INF + 11 ∙ INF + 7 ∙ INF + 0 ∙ INF + 0 ∙ INF + 13 ∙ INF + 2 ∙ INF + 3 ∙ INF + 5 ∙ INF + 1 ∙ INF + 0 ∙ INF + 5 ∙ INF + 6 ∙ INF + 0 ∙ INF + 8 ∙ INF + 1 ∙ INF + 14 ∙ INF + 7 ∙ INF + 8 ∙ INF + 7 ∙ INF + 9 ∙ INF + 6 ∙ INF + 9 ∙ INF + 13 ∙ INF + 13 ∙ INF + 12 ∙ INF + 3 ∙ INF + 8 ∙ INF + 1 ∙ INF + 6 ∙ INF + 2 ∙ INF + 9 ∙ INF + 11 ∙ INF + 3 ∙ INF + 2 ∙ INF + 14 ∙ INF + 11 ∙ INF + 9 ∙ INF + 12 ∙ INF + 7 ∙ INF + 15 ∙ INF + 4 ∙ INF + 14 ∙ INF + 12 ∙ INF + 11 ∙ INF + 3 ∙ INF + 4 ∙ INF + 13 ∙ INF + 9 ∙ INF + 2 ∙ INF + 3 ∙ INF + 14 ∙ INF + 2 ∙ INF + 14 ∙ INF + 1 ∙ INF + 2 ∙ INF + 8 ∙ INF + 4 ∙ INF + 1 ∙ INF + 5 ∙ INF + 0 ∙ INF + 6 ∙ INF + 11 ∙ INF + 9 ∙ INF + 11 ∙ INF + 6 ∙ INF + 3 ∙ INF + 13 ∙ INF + 8 ∙ INF + 0 ∙ INF + 15 ∙ INF + 2 ∙ INF + 15 ∙ INF + 14 ∙ INF + 14 ∙ INF + 3 ∙ INF + 14 ∙ INF + 0 ∙ INF + 9 ∙ INF + 11 ∙ INF + 15 ∙ INF + 15 ∙ INF + 1 ∙ INF + 7 ∙ INF + 11 ∙ INF + 0 ∙ INF + 14 ∙ INF + 12 ∙ INF + 12 ∙ INF + 7 ∙ INF + 6 ∙ INF + 2 ∙ INF + 7 ∙ INF + 3 ∙ INF + 3 ∙ INF + 12 ∙ INF + 5 ∙ INF + 10 ∙ INF + 4 ∙ INF + 5 ∙ INF + 8 ∙ INF + 6 ∙ INF + 8 ∙ INF + 8 ∙ INF + 4 ∙ INF + 7 ∙ INF + 1 ∙ INF + 7 ∙ INF + 1 ∙ INF + 0 ∙ INF + 4 ∙ INF + 1 ∙ INF + 2 ∙ INF + 4 ∙ INF + 13 ∙ INF + 2 ∙ INF + 3 ∙ INF + 8 ∙ INF + 5 ∙ INF + 10 ∙ INF + 8 ∙ INF + 6 ∙ INF + 11 ∙ INF + 11 ∙ INF + 14 ∙ INF + 4 ∙ INF + 9 ∙ INF + 14 ∙ INF + 15 ∙ INF + 14 ∙ INF + 10 ∙ INF + 10 ∙ INF + 10 ∙ INF + 1 ∙ INF + 3 ∙ INF + 1 ∙ INF + 1 ∙ INF + 9 ∙ INF + 3 ∙ INF + 5 ∙ INF + 13 ∙ INF + 1 ∙ INF + 5 ∙ INF + 12 ∙ INF + 11 ∙ INF + 2 ∙ INF + 11 ∙ INF + 12 ∙ INF + 0 ∙ INF + 2 ∙ INF + 14 ∙ INF + 11 ∙ INF + 7 ∙ INF + 13 ∙ INF + 7 ∙ INF + 9 ∙ INF + 4 ∙ INF + 15 ∙ INF + 2 ∙ INF + 13 ∙ INF + 14 ∙ INF + 2 ∙ INF + 11 ∙ INF + 8 ∙ INF + 5 ∙ INF + 10 ∙ INF + 4 ∙ INF + 8 ∙ INF + 6 ∙ INF + 1 ∙ INF + 6 ∙ INF + 2 ∙ INF + 15 ∙ INF + 9 ∙ INF + 1 ∙ INF + 3 ∙ INF + 1 ∙ INF + 14 ∙ INF + 14 ∙ INF + 6 ∙ INF + 10 ∙ INF + 12 ∙ INF + 14 ∙ INF + 11 ∙ INF + 15 ∙ INF + 1 ∙ INF + 7 ∙ INF + 10 ∙ INF + 15 ∙ INF + 0 ∙ INF + 3 ∙ INF + 0 ∙ INF + 2 ∙ INF + 2 ∙ INF + 10 ∙ INF + 9 ∙ INF + 6 ∙ INF + 3 ∙ INF + 9 ∙ INF + 7 ∙ INF + 2 ∙ INF + 14 ∙ INF + 10 ∙ INF + 0 ∙ INF + 15 ∙ INF + 3 ∙ INF + 4 ∙ INF + 15 ∙ INF + 9 ∙ INF + 12 ∙ INF + 8 ∙ INF + 15 ∙ INF + 12 ∙ INF + 8 ∙ INF + 3 ∙ INF + 15 ∙ INF + 9 ∙ INF + 3 ∙ INF + 7 ∙ INF + 14 ∙ INF + 15 ∙ INF + 8 ∙ INF + 11 ∙ INF + 12 ∙ INF + 4 ∙ INF + 7 ∙ INF + 10 ∙ INF + 4 ∙ INF + 15 ∙ INF + 10 ∙ INF + 2 ∙ INF + 13 ∙ INF + 4 ∙ INF + 13 ∙ INF + 15 ∙ INF + 10 ∙ INF + 12 ∙ INF + 4 ∙ INF + 9 ∙ INF + 12 ∙ INF + 9 ∙ INF + 8 ∙ INF + 12 ∙ INF + 7 ∙ INF + 9 ∙ INF + 1 ∙ INF + 0 ∙ INF + 8 ∙ INF + 14 ∙ INF + 15 ∙ INF + 3 ∙ INF + 2 ∙ INF + 8 ∙ INF + 4 ∙ INF + 9 ∙ INF + 10 ∙ INF + 6 ∙ INF + 13 ∙ INF + 7 ∙ INF + 3 ∙ INF + 2 ∙ INF + 1 ∙ INF + 1 ∙ INF + 0 ∙ INF + 15 ∙ INF + 2 ∙ INF + 11 ∙ INF + 15 ∙ INF + 8 ∙ INF + 12 ∙ INF + 5 ∙ INF + 0 ∙ INF + 6 ∙ INF + 13 ∙ INF + 0 ∙ INF + 2 ∙ INF + 11 ∙ INF + 3 ∙ INF + 12 ∙ INF + 12 ∙ INF + 2 ∙ INF + 7 ∙ INF + 7 ∙ INF + 10 ∙ INF + 5 ∙ INF + 1 ∙ INF + 6 ∙ INF + 14 ∙ INF + 5 ∙ INF + 4 ∙ INF + 12 ∙ INF + 2 ∙ INF + 10 ∙ INF + 2 ∙ INF + 4 ∙ INF + 11 ∙ INF + 10 ∙ INF + 12 ∙ INF + 15 ∙ INF + 4 ∙ INF + 13 ∙ INF + 14 ∙ INF + 12 ∙ INF + 15 ∙ INF + 2 ∙ INF + 7 ∙ INF + 13 ∙ INF + 5 ∙ INF + 3 ∙ INF + 4 ∙ INF + 3 ∙ INF + 4 ∙ INF + 7 ∙ INF + 5 ∙ INF + 9 ∙ INF + 13 ∙ INF + 0 ∙ INF + 14 ∙ INF + 15 ∙ INF + 11 ∙ INF + 10 ∙ INF + 8 ∙ INF + 0 ∙ INF + 12 ∙ INF + 1 ∙ INF + 3 ∙ INF + 5 ∙ INF + 5 ∙ INF + 11 ∙ INF + 7 ∙ INF + 6 ∙ INF + 2 ∙ INF + 14 ∙ INF + 7 ∙ INF + 1 ∙ INF + 12 ∙ INF + 11 ∙ INF + 9 ∙ INF + 2 ∙ INF + 10 ∙ INF + 2 ∙ INF + 14 ∙ INF + 12 ∙ INF + 6 ∙ INF + 3 ∙ INF + 6 ∙ INF + 7 ∙ INF + 0 ∙ INF + 14 ∙ INF + 15 ∙ INF + 5 ∙ INF + 0 ∙ INF + 13 ∙ INF + 9 ∙ INF + 11 ∙ INF + 10 ∙ INF + 5 ∙ INF + 13 ∙ INF + 14 ∙ INF + 5 ∙ INF + 8 ∙ INF + 1 ∙ INF + 3 ∙ INF + 2 ∙ INF + 3 ∙ INF + 5 ∙ INF + 3 ∙ INF + 1 ∙ INF + 6 ∙ INF + 3 ∙ INF + 8 ∙ INF + 3 ∙ INF + 3 ∙ INF + 14 ∙ INF + 6 ∙ INF + 6 ∙ INF + 15 ∙ INF + 6 ∙ INF + 2 ∙ INF + 8 ∙ INF + 10 ∙ INF + 11 ∙ INF + 6 ∙ INF + 15 ∙ INF + 13 ∙ INF + 14 ∙ INF + 6 ∙ INF + 12 ∙ INF + 9 ∙ INF + 10 ∙ INF + 0 ∙ INF + 12 ∙ INF + 10 ∙ INF + 2 ∙ INF + 14 ∙ INF + 14 ∙ INF + 0 ∙ INF + 4 ∙ INF + 14 ∙ INF + 1 ∙ INF + 12 ∙ INF + 1 ∙ INF + 2 ∙ INF + 6 ∙ INF + 8 ∙ INF + 5 ∙ INF + 4 ∙ INF + 7 ∙ INF + 1 ∙ INF + 10 ∙ INF + 4 ∙ INF + 15 ∙ INF + 4 ∙ INF + 9 ∙ INF + 8 ∙ INF + 15 ∙ INF + 6 ∙ INF + 5 ∙ INF + 3 ∙ INF + 0 ∙ INF + 13 ∙ INF + 15 ∙ INF + 6 ∙ INF + 10 ∙ INF + 10 ∙ INF + 0 ∙ INF + 5 ∙ INF + 9 ∙ INF + 15 ∙ INF + 6 ∙ INF + 14 ∙ INF + 4 ∙ INF + 14 ∙ INF + 1 ∙ INF + 5 ∙ INF + 14 ∙ INF + 3 ∙ INF + 2 ∙ INF + 14 ∙ INF + 1 ∙ INF + 7 ∙ INF + 1 ∙ INF + 10 ∙ INF + 7 ∙ INF + 4 ∙ INF + 2 ∙ INF + 12 ∙ INF + 15 ∙ INF + 10 ∙ INF + 14 ∙ INF + 1 ∙ INF + 3 ∙ INF + 1 ∙ INF + 8 ∙ INF + 6 ∙ INF + 3 ∙ INF + 8 ∙ INF + 6 ∙ INF + 13 ∙ INF + 1 ∙ INF + 14 ∙ INF + 9 ∙ INF + 0 ∙ INF + 11 ∙ INF + 2 ∙ INF + 13 ∙ INF + 13 ∙ INF + 15 ∙ INF + 10 ∙ INF + 1 ∙ INF + 13 ∙ INF + 6 ∙ INF + 9 ∙ INF + 8 ∙ INF + 1 ∙ INF + 7 ∙ INF + 15 ∙ INF + 13 ∙ INF + 12 ∙ INF + 7 ∙ INF + 13 ∙ INF + 1 ∙ INF + 9 ∙ INF + 4 ∙ INF + 2 ∙ INF + 0 ∙ INF + 3 ∙ INF + 13 ∙ INF + 5 ∙ INF + 12 ∙ INF + 2 ∙ INF + 5 ∙ INF + 13 ∙ INF + 9 ∙ INF + 3 ∙ INF + 6 ∙ INF + 7 ∙ INF + 7 ∙ INF + 12 ∙ INF + 4 ∙ INF + 2 ∙ INF + 3 ∙ INF + 2 ∙ INF + 11 ∙ INF + 6 ∙ INF + 1 ∙ INF + 12 ∙ INF + 6 ∙ INF + 14 ∙ INF + 14 ∙ INF + 2 ∙ INF + 7 ∙ INF + 13 ∙ INF + 4 ∙ INF + 11 ∙ INF + 12 ∙ INF + 8 ∙ INF + 1 ∙ INF + 5 ∙ INF + 3 ∙ INF + 10 ∙ INF + 12 ∙ INF + 10 ∙ INF + 7 ∙ INF + 6 ∙ INF + 12 ∙ INF + 15 ∙ INF + 12 ∙ INF + 3 ∙ INF + 13 ∙ INF + 14 ∙ INF + 8 ∙ INF + 8 ∙ INF + 9 ∙ INF + 11 ∙ INF + 0 ∙ INF + 8 ∙ INF + 1 ∙ INF + 7 ∙ INF + 4 ∙ INF + 7 ∙ INF + 5 ∙ INF + 12 ∙ INF + 12 ∙ INF + 7 ∙ INF + 10 ∙ INF + 9 ∙ INF + 9 ∙ INF + 6 ∙ INF + 4 ∙ INF + 7 ∙ INF + 4 ∙ INF + 6 ∙ INF + 4 ∙ INF + 13 ∙ INF + 15 ∙ INF + 14 ∙ INF + 7 ∙ INF + 1 ∙ INF + 9 ∙ INF + 8 ∙ INF + 8 ∙ INF + 7 ∙ INF + 5 ∙ INF + 11 ∙ INF + 14 ∙ INF + 9 ∙ INF + 2 ∙ INF + 15 ∙ INF + 6 ∙ INF + 5 ∙ INF + 4 ∙ INF + 1 ∙ INF + 0 ∙ INF + 3 ∙ INF + 13 ∙ INF + 2 ∙ INF + 8 ∙ INF + 1 ∙ INF + 3 ∙ INF + 5 ∙ INF + 3 ∙ INF + 10 ∙ INF + 13 ∙ INF + 2 ∙ INF + 4 ∙ INF + 1 ∙ INF + 11 ∙ INF + 14 ∙ INF + 7 ∙ INF + 6 ∙ INF + 1 ∙ INF + 0 ∙ INF + 7 ∙ INF + 7 ∙ INF + 15 ∙ INF + 11 ∙ INF + 0 ∙ INF + 12 ∙ INF + 12 ∙ INF + 6 ∙ INF + 7 ∙ INF + 11 ∙ INF + 2 ∙ INF + 15 ∙ INF + 14 ∙ INF + 13 ∙ INF + 15 ∙ INF + 1 ∙ INF + 7 ∙ INF + 8 ∙ INF + 11 ∙ INF + 9 ∙ INF + 7 ∙ INF + 14 ∙ INF + 15 ∙ INF + 4 ∙ INF + 4 ∙ INF + 5 ∙ INF + 7 ∙ INF + 6 ∙ INF + 4 ∙ INF + 8 ∙ INF + 0 ∙ INF + 8 ∙ INF + 8 ∙ INF + 3 ∙ INF + 4 ∙ INF + 13 ∙ INF + 2 ∙ INF + 7 ∙ INF + 15 ∙ INF + 1 ∙ INF + 0 ∙ INF + 10 ∙ INF + 10 ∙ INF + 5 ∙ INF + 14 ∙ INF + 8 ∙ INF + 8 ∙ INF + 3 ∙ INF + 4 ∙ INF + 7 ∙ INF + 14 ∙ INF + 10 ∙ INF + 5 ∙ INF + 11 ∙ INF + 6 ∙ INF + 6 ∙ INF + 13 ∙ INF + 13 ∙ INF + 12 ∙ INF + 8 ∙ INF + 11 ∙ INF + 12 ∙ INF + 14 ∙ INF + 9 ∙ INF + 9 ∙ INF + 12 ∙ INF + 7 ∙ INF + 13 ∙ INF + 13 ∙ INF + 14 ∙ INF + 1 ∙ INF + 1 ∙ INF + 9 ∙ INF + 14 ∙ INF + 6 ∙ INF + 11 ∙ INF + 15 ∙ INF + 4 ∙ INF + 4 ∙ INF + 14 ∙ INF + 1 ∙ INF + 13 ∙ INF + 9 ∙ INF + 4 ∙ INF + 6 ∙ INF + 12 ∙ INF + 15 ∙ INF + 7 ∙ INF + 4 ∙ INF + 10 ∙ INF + 8 ∙ INF + 2 ∙ INF + 13 ∙ INF + 12 ∙ INF + 11 ∙ INF + 11 ∙ INF + 4 ∙ INF + 14 ∙ INF + 3 ∙ INF + 15 ∙ INF + 14 ∙ INF + 14 ∙ INF + 5 ∙ INF + 11 ∙ INF + 1 ∙ INF + 12 ∙ INF + 0 ∙ INF + 2 ∙ INF + 13 ∙ INF + 7 ∙ INF + 9 ∙ INF + 3 ∙ INF + 4 ∙ INF + 13 ∙ INF + 9 ∙ INF + 15 ∙ INF + 7 ∙ INF + 10 ∙ INF + 10 ∙ INF + 10 ∙ INF + 0 ∙ INF + 10 ∙ INF + 7 ∙ INF + 3 ∙ INF + 10 ∙ INF + 13 ∙ INF + 12 ∙ INF + 0 ∙ INF + 0 ∙ INF + 15 ∙ INF + 8 ∙ INF + 13 ∙ INF + 1 ∙ INF + 14 ∙ INF + 8 ∙ INF + 5 ∙ INF + 10 ∙ INF + 0 ∙ INF + 4 ∙ INF + 7 ∙ INF + 0 ∙ INF + 8 ∙ INF + 15 ∙ INF + 9 ∙ INF + 10 ∙ INF + 14 ∙ INF + 12 ∙ INF + 4 ∙ INF + 8 ∙ INF + 5 ∙ INF + 15 ∙ INF + 0 ∙ INF + 0 ∙ INF + 3 ∙ INF + 10 ∙ INF + 8 ∙ INF + 9 ∙ INF + 14 ∙ INF + 10 ∙ INF + 3 ∙ INF + 5 ∙ INF + 4 ∙ INF + 10 ∙ INF + 7 ∙ INF + 4 ∙ INF + 12 ∙ INF + 12 ∙ INF + 10 ∙ INF + 13 ∙ INF + 5 ∙ INF + 5 ∙ INF + 9 ∙ INF + 6 ∙ INF + 0 ∙ INF + 1 ∙ INF + 6 ∙ INF + 6 ∙ INF + 4 ∙ INF + 1 ∙ INF + 6 ∙ INF + 7 ∙ INF + 13 ∙ INF + 4 ∙ INF + 9 ∙ INF + 10 ∙ INF + 10 ∙ INF + 9 ∙ INF + 9 ∙ INF + 3 ∙ INF + 12 ∙ INF + 15 ∙ INF + 7 ∙ INF + 15 ∙ INF + 10 ∙ INF + 9 ∙ INF + 14 ∙ INF + 3 ∙ INF + 13 ∙ INF + 6 ∙ INF + 6 ∙ INF + 13 ∙ INF + 2 ∙ INF + 4 ∙ INF + 12 ∙ INF + 6 ∙ INF + 13 ∙ INF + 8 ∙ INF + 6 ∙ INF + 5 ∙ INF + 15 ∙ INF + 14 ∙ INF + 15 ∙ INF + 10 ∙ INF + 9 ∙ INF + 0 ∙ INF + 5 ∙ INF + 12 ∙ INF + 4 ∙ INF + 0 ∙ INF + 5 ∙ INF + 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1.2899285631714E+166 + 4.0310267599107E+164 + 4.6788703463249E+163 + 1.7995655178173E+162 + 7.0295528039737E+160 + 8.7869410049672E+158 + 7.1393895665358E+158 + 2.0594392980392E+157 + 2.1452492687908E+155 + 1.2067027136948E+155 + 4.1899399781071E+153 + 4.1899399781071E+152 + 4.255407790265E+151 + 1.6366953039481E+150 + 1.4065350268304E+149 + 6.3933410310472E+147 + 5.4942774485561E+146 + 1.8730491301896E+145 + 2.341311412737E+144 + 6.0971651373359E+142 + 6.0971651373359E+141 + 6.1924333426068E+140 + 3.5725576976578E+139 + 5.5821214025903E+137 + 5.8147097943649E+136 + 1.0902580864434E+136 + 1.817096810739E+134 + 1.7035282600678E+133 + 1.7745086042373E+132 + 1.1090678776483E+130 + 5.5453393882416E+129 + 5.1987556764765E+128 + 2.7076852481649E+127 + 1.8615336081133E+126 + 5.288447750322E+124 + 1.9831679063707E+123 + 4.1315998049391E+121 + 2.3240248902782E+121 + 8.0695308690216E+119 + 1.0086913586277E+118 + 2.5217283965692E+117 + 1.9701003098197E+116 + 2.4626253872747E+115 + 2.1547972138653E+114 + 7.6957043352333E+112 + 1.8036807035703E+111 + 1.5030672529753E+110 + 2.3485425827738E+108 + 7.3391955711682E+107 + 3.6695977855841E+106 + 4.5869972319801E+105 + 0 + 2.4637192163956E+103 + 1.1198723710889E+102 + 6.1243020293924E+100 + 3.2808760871745E+99 + 1.3670317029894E+98 + 1.7087896287367E+97 + 5.3399675898023E+95 + 1.0012439230879E+95 + 7.8222181491244E+93 + 4.5629605869892E+92 + 2.0370359763345E+90 + 2.5462949704181E+89 + 1.1140040495579E+89 + 9.9464647281957E+86 + 1.2433080910245E+86 + 1.7484020030032E+85 + 3.6425041729232E+83 + 7.5885503602568E+82 + 7.1142659627407E+81 + 2.9642774844753E+80 + 7.4106937111882E+78 + 4.6316835694926E+77 + 0 + 0 + 1.4134776518227E+74 + 2.6502705971676E+73 + 8.8342353238919E+71 + 2.0705239040372E+70 + 6.4703872001162E+69 + 0 + 1.1794976666878E+67 + 0 + 9.2148255209988E+64 + 0 + 2.8282109578958E+62 + 1.2855504354072E+61 + 1.1047699054281E+60 + 5.649391561848E+58 + 1.5692754338467E+57 + 3.187590725001E+56 + 1.6857450949525E+55 + 9.5780971304118E+53 + 4.1904174945552E+52 + 3.3672997724104E+51 + 1.8707220957836E+50 + 1.607651801064E+49 + 9.1343852333181E+47 + 3.9962935395767E+46 + 2.4976834622354E+45 + 3.3451117797796E+44 + 1.3937965749082E+42 + 8.711228593176E+40 + 4.355614296588E+40 + 5.1042355038141E+39 + 2.7647942312326E+38 + 1.1963051962064E+37 + 1.0799977465752E+36 + 2.0769187434139E+34 + 6.4903710731685E+32 + 2.4338891524382E+32 + 2.5353012004565E+30 + 0 + 0 + 1.2379400392854E+27 + 1.9342813113834E+26 + 8.4624807373024E+24 + 5.289050460814E+23 + 5.1946031311566E+22 + 2.9514790517935E+21 + 1.844674407371E+19 + 1.6140901064496E+19 + 1080863910568919040 + 9007199254740992 + 3659174697238528 + 52776558133248 + 12094627905536 + 412316860416 + 64424509440 + 2147483648 + 167772160 + 12582912 + 851968 + 57344 + 2304 + 128 + 2 = NAN10
Таким образом:
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 = NAN10.
Для перевода десятичного числа NAN в двоичную систему счисления, необходимо его последовательно делить на 2 до тех пор, пока остаток не станет меньше чем 2.
| 0 | |
Ответом будет являться обратная последовательность результатов деления:
010=02
Окончательный ответ будет выглядеть так:
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02