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用n=4的排列码技术对明文为4096个b低四位进行加密后的密文

来源:动视网 责编:小OO 时间:2025-09-30 08:38:03
文档

用n=4的排列码技术对明文为4096个b低四位进行加密后的密文

事实证明密码学界的错误结论“分组密码加密强度不大于2的n次方”已经过时!在密码学中“2的n次方的一亿对应的信息空间”已经太小!密码学要进入“2进制信息有了下标的多对多的客观真实的信息空间”!以下是用n=4的排列码技术对明文为4096个b低四位进行加密后的密文,密钥为1988:@F@EDKBI@ABMOIAAABANEFBIAIBGGDDCEHNJIFDBOHMJKDLJLMDA@NJOKHAHGKFDNIBBOECA@GAKIKMGNKA@EIIHAJLEKDHBIKOOGBGNDGMK@MI
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导读事实证明密码学界的错误结论“分组密码加密强度不大于2的n次方”已经过时!在密码学中“2的n次方的一亿对应的信息空间”已经太小!密码学要进入“2进制信息有了下标的多对多的客观真实的信息空间”!以下是用n=4的排列码技术对明文为4096个b低四位进行加密后的密文,密钥为1988:@F@EDKBI@ABMOIAAABANEFBIAIBGGDDCEHNJIFDBOHMJKDLJLMDA@NJOKHAHGKFDNIBBOECA@GAKIKMGNKA@EIIHAJLEKDHBIKOOGBGNDGMK@MI
     事实证明密码学界的错误结论“分组密码加密强度不大于2的n次方”已经过时!

     在密码学中“2的n次方的一亿对应的信息空间”已经太小!

     密码学要进入“2进制信息有了下标的多对多的客观真实的信息空间”!

     以下是用n=4的排列码技术对明文为4096个b低四位进行加密后的密文,密钥为1988:

@F@EDKBI@ABMOIAAABANEFBIAIBGGDDCEHNJIFDBOHMJKDLJLMDA@NJOKHAHGKFDNIBBOECA@GAKIKMGNKA@EIIHAJLEKDHBIKOOGBGNDGMK@MI@KJO@@MKKKDLIB@BEIGALGNHEOIICJJCLGMLILOKKDDANI@BOOMKBCHADLJHABLGKENGO@DMKHJJGIFNANCI@DAIMF@CCDBCNLLHDAEMEHHADNCAGJACJMFC@JFNBDEFIFFDDBNAEGHKBMDOBNAFC@FAMMEDHCIOEJFJKCJJAICIDFKKKEKLB@JGOJLDOAID@GDKFFLHFOHDCIAG@GNABIDMAKGFKGIAFBJFGEDCDMIMAANDBGBODMKACDEBNMBBGIBCKFALKDDKJELMFFCD@ABNLMOCNA@CMCFAONJMKLLBNMFDMMLMLGAKDELGMBNJIJEJFNDCEKKOJKAJHA@KJMJDCNCGCKBDNEOFKELHFCEIACCJCFHIINOHKJHMGEOMBDKNLJB@IADOIAIKCBFOJBBMC@DALFDALACJEBBNEJKNEOJNGA@OIJ@LKJFJMJFHHMNALNAGMFKHINMDLBGKAILOHGBABAGFOGMCKCNNBJAHGBDJOOJFB@GCBIOJNNCGDKLD@MEAONGHKGMOEKDKG@IDEGOKABDECJBMIOAKHHIN@HDF@GLGGEKOKMIO@JAH@NCF@KEFMOCIDOHMKJDBCKBMOBAD@FN@H@JKBCDJMBAAGICEJKAOMELHNMKILMKJEAGO@DKFJBKDIGEL@ONI@IIFKEECHJNCLFAHNGBBIGIDMKEONIGILNIDINOKOFINNGG@A@OHKBHLEHEDEOGFKCCJNMKEFDANJHFC@JDNGLDDBNBOKDH@JLIKDNEAJBFNKIEOHLKCGNBDAINFCMNNIADFELFCGMCIABG@GMIJEICBBAKMCDO@ABEJKEINLIAEAHCCAFAOLEJDMOONMFFHCNFEGOEJBOAJMBJJALBIAHGGHDAAEC@AEEGIGJLCGKOFFACIEGKBMEIDFDGDFCCBBEFHGHJ@KNJ@EAHAIGMB@BGMGCF@EJKNEKKIHECNJHL@BDNNJEIDHLM@HGOKIODGJ@LBCKBLDBKF@JGNAHFCKGFCICNEEAEOFGCBOJEAFKEMDOOA@IDOKGAAEJBKNDMD@GHCOMCDELBDLAHGINFMFCG@LIOGADBBFHLMIKHHONDNJOMAHONKLBAJKFMDHMHDLBNAGAGHAENGKHHGOHDOENDHDKF@BJDLDNIMJGLDBNBJEFMLFMKBAIGC@DIKLCBMFHKGMJGJDENI@BGBOCEHLGHAEJKLCHDBJJI@OOGCNKABCKHJDGCIEEEDENNAFMHNBGAHOAHEOFHH@BFDAKHBNMNNHGNJHHLEFMBKN@NCDMICANMDDKHOFEANLADBNDHOJMFKMNFD@GIIIIDIBBLJJKJKJ@HBIGDDNA@KGNCDIEIGKCOGIEOLHKJOKEOB@EABCHANEKDDCHHB@JEFBFKJOGADHJBHCIBC@KLO@MOLKAGAIJMLINLOKMFMDLODCBIONADNHCD@FNLNOGMBM@JDDNLGMLGFDDIJ@LKCDK@DNCENNGIJEOLHAKIJLNGIDMBEM@KEAFLO@FE@JHOCAEJ@G@K@JHMEOACBJIIMLF@BEIIIFJDIOG@HAMKN@KLAENOLMMAKIHNDJKF@IEJNGIMBB@GBH@HOKLFAAGCLJEDNFIHMG@AJBEJEFGNFBGILFGG@GIGGF@BIFFECIOGJK@OKHJIBBGH@NOM@IBIMG@CCHNDLGHAE@FLIJIOBFGLGMJAMFFBOAD@EDFOBDIMDIAAFHBJDBHHBBEMHKKBDJALABLMOMHJ@GNHENHDFG@JI@NLIDELBKNMJLGJAOFCJKBLAJLOFLEA@FOKJGCNJFI@LKNCC@ONOHIEAKDLEI@ED@NN@GLIGFHEFINI@FJHFCHBFN@MOHBECJDHNAMMNAIBJKOBMGEEDADDDCFEHELIHI@ABEDMAL@BNKNECLDBDAJFLHHMIMOFFK@KDMIKDBIA@LEH@AEDBCL@HLOCGKEEAOGOFLFIGHMIGMLBAEBJBODBHOECALIKDBO@GMFKADDAKOJJCNMKKOALHBICLHGGAKAELHIMMDGACCJHKNCDEFG@CIKFHNFEDBOIIIAKOIDLBGAO@HGFEFCOEOHBAFJACINEJFEJ@IFDAKLOIOGFDLIMNCMFANMKLHCIDGGGA@OKCHIKCIBJ@MEABKDJKIKAHHIECEOI@FMNJKBEIDMJNDFDEECMNDAGA@AG@GDAEEDNIBFM@BIJLNDAHJODEHAHGFNHGLNGICBA@ENDGGJI@EAAIDC@@GHKJOBHC@DJAJDFJKDJCBKDJL@KBAOODMDAJEEMEBCDJ@BMLBIAEJMNIIDDJLABCEIHOHLCIHK@LO@HCEOAEGJBMBGGOEAHGDHMNCELAIKLKABFM@OAIDELIJAFGGLH@DNJM@MDHOBGDJJOCLIJNCOBNKAJOGFBGIL@@CIKCFGMBIFFJKEHEC@DINFHAF@DCIKBEANNGOM@KAOKMH@IANGE@JHBL@GL@NDDKFKEGBBCNOJCCGMICDDCHFCAKEOGOIOGEJJKONCL@GBNGOJJHLKJHOJEFMAHHBBKKDIMHKOHJIMLMNFDK@OBL@OLCIDDBJNEDLFGJKBAB@NOMMC@EALHENFGIDIOBDDIINLLAMKMEMFCLCELKFKCCMLCIOFOOBLHNCGAIGKAIMEINHBCGDHNHIOCHEMCNGKHGGCNJOFGOHECDGLICFHELANLCDOHJBDIKKIBMMCOCELGD@DNJ@GLHA@OEOFBCEGAFGLDNHAAHG@LEJOEBAIKBFCGJCBKLA@GIMHEB@AONNEAHEGLGIGKKEKNKFEKKNMIBJMAKIDMIDMLJLELJHAAJFBDIAMGNGCICFFHOEONHH@DODBHONMLFNADBHGIGCCMKODJJEIFGBIDMDKEOLHGMFDG@LIANA@LHMDKOMOIBNK@NDNNDIG@LFEMGJEOJNMLOMANDGGJOENF@JAGKAACAFMDOAMHILDHGHGMB@MHC@LIIFMMHOED@NJOLHNAAKGF@ICAL@@KHMEHKGMGFHHKMMBEHBIBGFKJGGEJ@LJKLBIGODNOBKJMMID@BGMAMDCGJCHAEEJBABBLNHDNJFDDHHJMEJBGEKICF@K@BN@LBLO@LCFDJCJLGBA@BHJKBHJEFC@KDKLCBFA@OGGOFEHIBKBIJDINNHGGDJJBIGGAONO@NDCD@OGJKIJDLOCHDNDHOJNJFGCNNLKIMOMKIEJEGHJC@NGLOKNMJOHMMNINOBHEBIEJCHOCJ@MJOLAEOJIIJNCOHDL@JHLFNNNBNCGEJE@HOEI@DF@LCBGKHKLKLIIJFEA@MDAMHBOIBLG@BAIAKI@FGBFCHKIAHOHBNABDEAHGLHCGIILFIDALDE@OMFHDG@HJMKOIKGLLFIFKOLJHOFFIOHGLJMMBODM@KMAHEL@IMDHDLEN@CAFEABMFCFAJCMCNANCLGHKBLFLJF@@JBENINLJKLGGNKFABCKI@MEKNGGCGBBMEFCKE@EEAADDC@@MDLAMDGJEKIHIAAJH@AALGMDECNBMGDCNJOOGHCMFKNOB@GOCFNLKALKAH@FOLNFLEBOBDHMLAOGICKNKDOGEDFNBGCCFCKEBDCAIGBCIJDLLL@HNOHJO@KB@IKIOH@DBHGCBGHG@IEGMKICME@@MNLEBBH@KMKFGEFGBLEFL@LGAOMMFIC@MEKEHKIIDHOFHOCKBFFBLNNDFE@MKEDB@KMAO@LJLJNKECID@INDABANJ@D@ECMGMDKDNFBJJFNFBDCCG@EFAGODIFJNHLJBCOBLCADF@HBLEBGOIOKKLLNNMKANM@NKGGEMCBADEG@AEFF@I@@MACNKCOG@MCLKEJGIKIOEOGLKLCOFNI@@HGFGJBHAJAFJAEJMAINKM@IOMICHLLCNAKCJDEAGICKMJKCDNOFIDEOLFABA@BCKFDMDBNCIJNCBDNKOIIDHCDOHGCEEKNNHDN@OOJDELJFDBNBNKBGMCIMKDFMD@KJIKMNDJIEENGBIHJFJFACIGNLCEDH@AMBDLHLCLEBMOJDO

文档

用n=4的排列码技术对明文为4096个b低四位进行加密后的密文

事实证明密码学界的错误结论“分组密码加密强度不大于2的n次方”已经过时!在密码学中“2的n次方的一亿对应的信息空间”已经太小!密码学要进入“2进制信息有了下标的多对多的客观真实的信息空间”!以下是用n=4的排列码技术对明文为4096个b低四位进行加密后的密文,密钥为1988:@F@EDKBI@ABMOIAAABANEFBIAIBGGDDCEHNJIFDBOHMJKDLJLMDA@NJOKHAHGKFDNIBBOECA@GAKIKMGNKA@EIIHAJLEKDHBIKOOGBGNDGMK@MI
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