[SOLVED] CS代考计算机代写 DNA 

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7 keeW – 1202 retniW
11-20-1202 erutcel 131 SC ALCU / 6 keeW / 1-131ICSMOC-W12 / setis yM ELCC
”.detros si tsil ytpme ehT“ .)][(detros .noitatnemelpmi sugoB %
”.detros si P DNA ,L fo noitatumrep a si P FI L fo noisrev detros eht si P ,P tsil yreve dna ,L tsil yreve roF“
.)P(detros ,)P ,L(etumrep -: )P ,L(tros
.)sesac lla rof eurt era sesualc eht ,.e.i( deifitnauq yllasrevinu ylticilpmi era dna ,rettel latipac a htiw nigeb selbairav lacigol ,sesualc eseht nI .reterpretni golorP eht gnillet erʼew taht ”tcaf“ a dna ”.“ ni sdne hcae ,*sesualc* fo seires a si margorp golorP A .)ycneiciffe ro – lortnoc tuoba yrrow ton( cigol sehsup taht elpmaxE
.)retal erom( )tuc( ”!“ ,gniredro tuoba ecivda erom si lortnoC .cigol eht fo trap sʼtaht ,on
,margorp golorP a ni esualc a fo daeh snaem ”redaeh dohtem“ fI .A redaeh dohtem eht ekil sgniht edulcni lortnoc eht seoD .Q
.smelborp gnivlos nehw snrecnoc fo noitarapeS
.yltneiciffe mhtirogla eht gnitucexe tuoba og ot woh retupmoc eht sllet lortnoC
.tnaw uoy tahw fo cigol ni noitacificeps a etirw uoY .tnaw uoy tahw si mhtirogla eht rehtehw uoy sllet cigoL
lortnoC + cigoL = mhtiroglA :)siht ot pu evil syawla tʼnod ew( artnam gnimmargorp cigoL
ti od ot woh yas – :larudecorP tnaw uoy tahw yas – :evitaralceD
gnikniht larudecorp naht rehtar evitaralced egaruocnE
.sixa tnednepedni na sʼtI .A siht otni llaf gnimmargorp detneiro tcejbo seod erehw .Q
… ,golorP ro/dna setaciderp cigol … ,alacS ,#F ,lmaCO sllac snoitcnuf lanoitcnuf … ,avaJ ,nohtyP ++C gnicneuqes sdnammoc evitarepmi
…. yhcraeser mutnauq
segaugnal gnimmargorp fo sdnik rojam eerht golorP dna gnimmargorp cigoL 11-20-1202 erutcel 131 SC ALCU
TREGGE-1-131ICSMOC- 1202retniW segaugnaL gnimmargorP

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.)P(detros ,)P ,L(etumrep -: )P ,L(tros
.ereh taht gnisu ton erʼew tub ,etaciderp lacigolatem a rof gniksa erʼuoy seY .A ?lmaCO ni did ew sa esu ot gniht gra noitcnuf fo dnik emos ereht sI ?<= naht rehto gnihtemos ot gnidrocca gnitros erʼew fi tahW .Q.KO skrow ti dna ,esle-neht-fi rof )c : b ? a( sesu ++C .A .tneinevnocni yllaer smees ,-: fi ekam golorp fo srotaerc eht dluow yhW .Q.ffuts nwo rieht rof -< esu nac elpoep PLN eht yaw siht os ,stcurtsnoc lacitammarg tneserper ot sworra sevol ytinummoc PLN eht dna ,gnisrap egaugnal larutan troppus ot depoleved yllanigiro saw golorP .”-<“ ot noitamixorppa na fo tros sa ”-:“ .”b&a- – b & a“ nettirw eb thgim ”c seilpmi b dna a“
.”dna“ snaem level pot eht ta ”,“ .noitacilpmi esrever sa ti fo kniht nac uoy dna ,”fi“ snaem ”-:“
.)ML ,M ,L(dneppa -: )]ML|X[ ,M ,]L|X[(dneppa .)L ,L ,][(dneppa
.)P ,]2R|X[ ,1R(dneppa ,)R ,2R ,1R(dneppa -: )P ,R ,X(ecilps
.)P,R,X(ecilps ,)R,L(etumrep -: )P ,]L|X[(etumrep .)][ ,][(etumrep .noisrev tneiciffe ,tnagele erom %
.)P,R,X(ecilps ,)R,L(etumrep -: )P ,]L|X[(etumrep .)]X,Y[ ,]Y,X[(etumrep .)]Y,X[ ,]Y,X[(etumrep .)]Y[,]X[(etumrep ot tnelaviuqe si )]_[ ,]_[(etumrep % .)]X[ ,]X[(etumrep .)][ ,][(etumrep .noisrev tneiciffeni ,esobrev %
LM ni )Z::Y(::X snaem ]Z|Y,X[
”.detros si ]Z|Y[ dna Y =< X fi detros si ]Z | Y,X[ tsil eht ,Z ,Y ,X lla roF“.)]Z|Y[(detros ,Y <= X -: )]Z|Y,X[(detros ”.detros si tsil notelgnis ynA“ .)]_[(detros ”.detros si tsil ytpme ehT“ .)][(detros noisrev detcerroc %”.detros si Z dna Y =< X fi detros si ]Z | Y,X[ tsil eht ,Z ,Y ,X lla roF“.)Z(detros ,Y <= X -: )]Z|Y,X[(detros ”….tub ,aedi eht teg I ,KO“ .Z <= Y ,Y <= X -: )]Z,Y,X[(detros ”.Y=<X fi detros si ]Y,X[ tsil eEhTL“ .CY <C= X -: )]Y,X[(detros ”.detros si tsil notelgnis ynA“ .)]_[(detros)elbairav euqinu a syawla()”_” htiw gnitrats selbairav setareneg metsys( 32_ wzY X_ elbairav.))r ,q(‘,’ ,p(‘-:’ … .r ,q -: p ))2 ,2(‘+’ ,X(‘=’ .. 2+2 = X .)5,X(‘=’ rof ragus citcatnys si 5 = Xsevlesmeht ylno lauqe 92-e2 4211 sevlesmeht ylno lauqe ‘kcolc”o’ ‘c b a’ ihg fedcbarebmun mota.gniwollof eht fo eno si mret golorP A .”.“ yb dewollof mret a si hcae ;sesualc fo seires a si margorp golorP A ”xatnys hgrubnidE“ .xatnys golorP.golorP UNG fo retnemelpmi )ylno( eht si zaiD ,oN .A ?nosrep eno tsuj yb detaerc golorp saW .nosrep eno yb syas yllacificeps egaugnal rehto yna ro lmaco kniht tʼnod I ,zaiD leinaD yb syas yllacificeps golorp taht deciton I .Q… ,= ,* ,- ,+ :srotarepo .smret golorP ni ragus citcatnyS.seert yraidisbus htiw eert a si erutcurts A .eert )etareneged( a si mota nA.golorP ni sllac noitcnuf on era erehT llac a ton ,eert a tsuj si ))3(nis(socselbairav ro ,srebmun ,smota era sevael eht mota na yb delebal si eert eht fo edon lanretni hcaeseert era taht serutcurts atad tsuj erʼyeht ,ton erʼyeht tub ,sllac noitcnuf ekil kool serutcurts”2 ytira htiw g rotcnuf“ nsaem taht noitaton si ”2/g“mret golorP a si tnemugra hcae ytira + erutcurts fo trats ta mota = *rotcnuf*stnemugra fo rebmun eht si *ytira*))V(h ,a(g )72(f erutcurts.)!N(O sʼti tub ,skrow sihT.)ML ,M ,L(dneppa -: )]ML|X[ ,M ,]L|X[(dneppa .)L ,L ,][(dneppa.)P ,]2R|X[ ,1R(dneppa ,)R ,2R ,1R(dneppa -: )P ,R ,X(ecilps.)P,R,X(ecilps ,)R,L(etumrep -: )P ,]L|X[(etumrep .)][ ,][(etumrep.)]Z|Y[(detros ,Y <= X -: )]Z|Y,X[(detros .)]_[(detrosELCC.)][(detrosxatnys tsil)2ML ,]c[ ,][(dneppa laogbusbus a evah ew won os]2ML|b[=1ML ,]c[=2M ,][=2L ,b=2X htiw sdeeccus esualc dn2 tsniaga hctam sliaf esualc ts1 tsniaga hctam.)1ML ,]c[ ,]b[(dneppa laogbus a evah ew won os]1ML|1X[=L ,]c[=1M ,]b[=1L ,a=1X htiw sdeeccus daeh esualc dn2 tsniaga hctam sliaf esualc ts1 tsniaga hctam.)ML ,M ,L(dneppa -: )]ML|X[ ,M ,]L|X[(dneppa .)L ,L ,][(dneppa).ni sraeppa ti taht esualc eht si elbairav lacigol a fo epocS( .selbairav lacigol sti fo ypoc hserf asteg ti ,ssecorp siht ni desu si esualc a emit hcaE.esrucer ew os ,)ydob eht evorp ot evah ew( laog tnemecalper a sehsilbatse ydob taht,ydob a htiw esualc a ni dnuof si hctam a fI * .ydob on htiw esualc a ni dnuof si hctam a fi sdeeccus laoG *.)lareneg erom tub ,hctam lmaCO na ekil( sehctam taht eno rof gnikool ,margorp ruoy ni esualc hcae ta skooL *:swollof sa stca dna laog ruoy sekat reterpretni golorP.)ML ,M ,L(dneppa -: )]ML|X[ ,M ,]L|X[(dneppa .)L ,L ,][(dneppa.ti esu ot ton yrT .ralupop taht ton si citemhtirA.2/. sesu sihT )))’][‘ ,Z(‘.’ ,Y(‘.’ ,X(‘.’]Z,Y,X[ ] [.)L ,]c[ ,]b,a[(dneppa -?; ][=Y ,][=X .)Y ,][ ,X(dneppa -?.)L,X(rebmem -: )]L|_[ ,X(rebmem .)]_|X[ ,X(rebmem.L tsil eht fo rebmem a si X fi eurt eb lliw )L,X(rebmem .stsil dna golorPon .2+2 si 3 -? .4 = N .2+2 si N -? .))2 ,2(‘+’ ,N(si -? .)2+2 ,N(si -? citemhtira seod 2/si %E L ‘C ] [ ‘C.2+2 = N .2+2 = N -?citemhtira golorPzaiD leinaD yB ccg htiw 054102 ,0202 32 beF delipmoC )stib 46( 5.4.1 golorP UNG golorpg $ yad-105,laog taht evorp ot syaw rof gnikool ,detneiro laog( gniniahc drawkcab aiv ,laog taht ot snoitulos rof sehcraes—– tpircsnart llehs —–pool etinifni na otni og nac ti ,ralucitrap ni yrwa og nac siht woh ees llʼew emit txeNeruliaf no gnikcartkcab htiw )sah ti taht hcnarb tsomtfel eht gnidnapxe syawlathgir ot tfel nwod pot ecaps hcraes eht gnirolpxe( hcraes tsrif-htped )stcaf ot teg ew litnu ,.cte ,slaogbus fo slaogbus ,slaogbus gnitareneg,laog a morf strats reterpretni golorP.)891ecnad ,101ecnad(deriuqer -? .reterpretni golorP eht ksa uoy taht snoitseuQ .)seireuQ( slaoG .3.)B ,Q(deriuqer ,)Q,A(qererp -: )B ,A(deriuqer .)B,A(qererp -: )B ,A(deriuqer”.dehcatta sgnirts htiw stcaF“ .seluR .2 .)X ,X(lauqe.ydob a tuohtiw sesualC .stcaF .1 .eerht era ereht tuB .golorP ni sesualc fo sdnik owt nees evʼew raf oS.)R ,][ ,L(ppaver -: )R,L(esrever .)R ,]A|X[ ,L(ppaver -: )R ,A ,]L|X[(ppaver .)A ,A ,][(ppaver .)N(O si etaciderp sihT % .R sdleiy ,A gnidneppa dna ,L gnisrever fi eurt si )R,A,L(ppaver % .lmaCO ekil tsuj ,rotalumucca na gnisu yb pu siht deeps nac eW %.)XR ,]X[ ,R(dneppa ,)R,L(esrever -: )XR ,]L|X[(esrever .)][ ,][(esrever .tnemugra tsrif sti ni )N(O si dneppa esuaceb )2**N(O ,noitatnemelpmi evian %.)231sc ,131sc(qererp .)131sc ,13sc(qererp.tsil a fo esrever eht rof cigol eht eviG.)]c,b,a[ ,]c[ ,X(dneppa -?on liaf sehctam rehto lla; ]c ,b ,a[ = L EL .2CMLC=3L ,]c[=3Lhtiw sdeeccus esualc tsrif eht tsniaga hctam]b ,a[ = X ….)]Z|Y[(detros ,Y <= X -: )]Z|Y,X[(detros .)]_[(detros .)][(detros.)P(detros ,)P ,L(etumrep -: )P ,L(tros.)ML ,M ,L(dneppa -: )]ML|X[ ,M ,]L|X[(dneppa .)L ,L ,][(dneppa.)P ,]2R|X[ ,1R(dneppa ,)R ,2R ,1R(dneppa -: )P ,R ,X(ecilps.)P,R,X(ecilps ,)R,L(etumrep -: )P ,]L|X[(etumrep .)][ ,][(etumrep.)]Z|Y[(detros ,Y <= X -: )]Z|Y,X[(detros .)]_[(detros .)][(detros.)P(detros ,)P ,L(etumrep -: )P ,L(tros …edoc etyb rof resu gnilipmoc .]resu[ .]resu[ -? | detroba noitucexe a a ? )pleh rof h( noitpurretni golorPc-C c-C 0 .)ML ,M ,L(dneppa -: )]ML|X[ ,M ,]L|X[(dneppa .)L ,L ,][(dneppa.)P ,]2R|X[ ,1R(dneppa ,)R ,2R ,1R(dneppa -: )P ,R ,X(ecilps.)P,R,X(ecilps ,)R,L(etumrep -: )P ,]L|X[(etumrep .)][ ,][(etumrepdetcepxe noisserpxe :rorre xatnys :814:resu .)]Z|Y[(detros ,Y <= X -: )]Z|Y,X[(detrosdetcepxe noisserpxe :rorre xatnys :813:resu ”.detros si tsil notelgnis ynA“ .)]_[(detros ”.detros si tsil ytpme ehT“ .)][(detros.)P(detros ,)P ,L(etumrep -: )P ,L(tros .)ML ,M ,L(dneppa -: )]ML|X[ ,M ,]L|X[(dneppa .)L ,L ,][(dneppa.)P ,]2R|X[ ,1R(dneppa ,)R ,2R ,1R(dneppa -: )P ,R ,X(ecilps.)P,R,X(ecilps ,)R,L(etumrep -: )P ,]L|X[(etumrep .)][ ,][(etumrep.)]Z|Y[(detros ,Y <= X -: )]Z|Y,X[(detros ”.detros si tsil notelgnis ynA“ .)]_[(detros ”.detros si tsil ytpme ehT“ .)][(detros.)P(detros ,)P ,L(etumrep -: )P ,L(tros …edoc etyb rof resu gnilipmoc .]resu[ .]resu[ -? | zaiD leinaD 0202-9991 )C( thgirypoCELCC.b = a .b = a -? | zaiD leinaD 0202-9991 )C( thgirypoC zaiD leinaD yB ccg htiw 054102 ,0202 32 beF delipmoC )stib 46( 5.4.1 golorP UNG golorpg $ yad-305 $ yad-305 ))lin( :sserdda dab( noitaloiV noitatnemgeS :rorrE lataFa a ? )pleh rof h( noitpurretni golorPc-C c-C ?b = a ?b = a -? | zaiD leinaD 0202-9991 )C( thgirypoC zaiD leinaD yB ccg htiw 054102 ,0202 32 beF delipmoC )stib 46( 5.4.1 golorP UNG golorpg $ yad-205-? | detroba noitucexe a a ? )pleh rof h( noitpurretni golorP c-C c-C .krow t’ndid sihT -? | sey.)R,]32,32,23,32,23,2,32,32,34,32,32,32,432,3,2,34,1,3[(tros .)R,]32,32,23,32,23,2,32,32,34,32,32,32,432,3,2,34,1,3[(tros -? | sey]432,34,23,32,3,2,1[ = R-? | detroba noitucexe a a ? )pleh rof h( noitpurretni golorP.)ML ,M ,L(dneppa -: )]ML|X[ ,M ,]L|X[(dneppa .)L ,L ,][(dneppa.)P ,]2R|X[ ,1R(dneppa ,)R ,2R ,1R(dneppa -: )P ,R ,X(ecilps.)P,R,X(ecilps ,)R,L(etumrep -: )P ,]L|X[(etumrepELCC.)][ ,][(etumrep.a = a -? | on]5,4,3[ = R.)R ,]4,5,3[(tros .)R ,]4,5,3[(trosc-C c-Cccg htiw 054102 ,0202 32 beF delipmoC )stib 46( 5.4.1 golorP UNG golorpg $ yad-105sm 36332 ,nettirw setyb 353 – daer senil 2 ,delipmoc resu—– 2 tpircsnart llehs —–.)]3,5,4[ ,X(mem .)]3,5,4[ ,X(mem -? | sey.)]3,5,4[ ,X(mem .)]3,5,4[ ,X(mem -? | on.)]3,5,4[ ,2(mem .)]3,5,4[ ,2(mem -? | sey.)]3,5,4[ ,3(mem .)]3,5,4[ ,3(mem -? | sey )sm 2(.)L,X(mem -: )]L|_[ ,X(mem .)L,X(mem -: )]L|_[ ,X(mem .)]_|X[ ,X(mem .)]_|X[ ,X(mem …edoc etyb rof resu gnilipmoc .]resu[ .]resu[ -? | seyELCC.a = a?5=X; ;?4=X?4=X’@a # %a’ = X.X = ‘@a # %a’ .X = ‘@a # %a’ -? | on-? | sey? eurt.1 = a .1 = a -? | seysm 53101 ,nettirw setyb 353 – daer senil 2 ,delipmoc resu[]resu[ -? | )0/level_pot,)2/mem,erudecorp(rorre_ecnetsixe(rorre :noitpecxe thguacnu .)B,A(mem -? | detroba noitucexe a ? )pleh rof h( noitpurretni golorP.)]c,b,a[ ,]c[ ,X(dneppa -? | on.)]3,5,4[ ,3(mem -? | on.)]5,4,3[,X(mem -? | sey.)L ,X(mem -: )]L|_[ ,X(mem .)]_|X[ ,X(mem …edoc etyb rof resu gnilipmoc .]resu[ -? | detroba noitucexe a ? )pleh rof h( noitpurretni golorPecart t tixe e kaerb bpleh ?/h gubed d eunitnoc c troba a? )pleh rof h( noitpurretni golorPecart t tixe e kaerb bpleh ?/h gubed d eunitnoc c troba a? )pleh rof h( noitpurretni golorP.)L ,X(mem -: )]L|_[ ,X(mem .)]_|X[ ,X(mem …edoc etyb rof resu gnilipmoc .]resu[ -? | sey.1 = X -? | zaiD leinEaDL 0C202C-9991 )C( thgirypoC zaiD leinaD yBsey ]b,a[ = X; ? eurt;?5=X ;?4=X ;?3=X1=X  0:00 / 1:43:56 1x 40-20-1202 erutcel 131 SC ALCU ◀ELCC…ot pmuJ.)]c,b,a[ ,]_|X[ ,_(dneppa -? | sey;?c=X ;?b=X ;?a=X][ ]c,b,a[= Y = X; ? ]c[ ]b,a[= Y = X; ? ]c,b[ ]a[= Y = X; ? ]c,b,a[ ][= Y = X.)]c,b,a[ ,Y ,X(dneppa -? |-? | on )SPAC( cvShcysP/snuoC ytilibisseccA ALCUyM rartsigeR ALCU |sknil ALCUthgirypoCycavirPtuobAtcatnoC stnegeR CU 1202 ©▶ kniL mooZ C1 noissucsiDELCCppa elibom eht teG