PNG  IHDRX cHRMz&u0`:pQ<bKGD pHYsodtIME MeqIDATxw]Wug^Qd˶ 6`!N:!@xI~)%7%@Bh&`lnjVF29gΨ4E$|>cɚ{gk= %,a KX%,a KX%,a KX%,a KX%,a KX%,a KX%, b` ǟzeאfp]<!SJmɤY޲ڿ,%c ~ع9VH.!Ͳz&QynֺTkRR.BLHi٪:l;@(!MԴ=žI,:o&N'Kù\vRmJ雵֫AWic H@" !: Cé||]k-Ha oݜ:y F())u]aG7*JV@J415p=sZH!=!DRʯvɱh~V\}v/GKY$n]"X"}t@ xS76^[bw4dsce)2dU0 CkMa-U5tvLƀ~mlMwfGE/-]7XAƟ`׮g ewxwC4\[~7@O-Q( a*XGƒ{ ՟}$_y3tĐƤatgvێi|K=uVyrŲlLӪuܿzwk$m87k( `múcE)"@rK( z4$D; 2kW=Xb$V[Ru819קR~qloѱDyįݎ*mxw]y5e4K@ЃI0A D@"BDk_)N\8͜9dz"fK0zɿvM /.:2O{ Nb=M=7>??Zuo32 DLD@D| &+֎C #B8ַ`bOb $D#ͮҪtx]%`ES`Ru[=¾!@Od37LJ0!OIR4m]GZRJu$‡c=%~s@6SKy?CeIh:[vR@Lh | (BhAMy=݃  G"'wzn޺~8ԽSh ~T*A:xR[ܹ?X[uKL_=fDȊ؂p0}7=D$Ekq!/t.*2ʼnDbŞ}DijYaȲ(""6HA;:LzxQ‘(SQQ}*PL*fc\s `/d'QXW, e`#kPGZuŞuO{{wm[&NBTiiI0bukcA9<4@SӊH*؎4U/'2U5.(9JuDfrޱtycU%j(:RUbArLֺN)udA':uGQN"-"Is.*+k@ `Ojs@yU/ H:l;@yyTn}_yw!VkRJ4P)~y#)r,D =ě"Q]ci'%HI4ZL0"MJy 8A{ aN<8D"1#IJi >XjX֔#@>-{vN!8tRݻ^)N_╗FJEk]CT՟ YP:_|H1@ CBk]yKYp|og?*dGvzنzӴzjֺNkC~AbZƷ`.H)=!QͷVTT(| u78y֮}|[8-Vjp%2JPk[}ԉaH8Wpqhwr:vWª<}l77_~{s۴V+RCģ%WRZ\AqHifɤL36: #F:p]Bq/z{0CU6ݳEv_^k7'>sq*+kH%a`0ԣisqにtү04gVgW΂iJiS'3w.w}l6MC2uԯ|>JF5`fV5m`Y**Db1FKNttu]4ccsQNnex/87+}xaUW9y>ͯ骵G{䩓Գ3+vU}~jJ.NFRD7<aJDB1#ҳgSb,+CS?/ VG J?|?,2#M9}B)MiE+G`-wo߫V`fio(}S^4e~V4bHOYb"b#E)dda:'?}׮4繏`{7Z"uny-?ǹ;0MKx{:_pÚmFמ:F " .LFQLG)Q8qN q¯¯3wOvxDb\. BKD9_NN &L:4D{mm o^tֽ:q!ƥ}K+<"m78N< ywsard5+вz~mnG)=}lYݧNj'QJS{S :UYS-952?&O-:W}(!6Mk4+>A>j+i|<<|;ر^߉=HE|V#F)Emm#}/"y GII웻Jі94+v뾧xu~5C95~ūH>c@덉pʃ1/4-A2G%7>m;–Y,cyyaln" ?ƻ!ʪ<{~h~i y.zZB̃/,雋SiC/JFMmBH&&FAbϓO^tubbb_hZ{_QZ-sύodFgO(6]TJA˯#`۶ɟ( %$&+V'~hiYy>922 Wp74Zkq+Ovn錄c>8~GqܲcWꂎz@"1A.}T)uiW4="jJ2W7mU/N0gcqܗOO}?9/wìXžΏ0 >֩(V^Rh32!Hj5`;O28؇2#ݕf3 ?sJd8NJ@7O0 b־?lldщ̡&|9C.8RTWwxWy46ah嘦mh٤&l zCy!PY?: CJyв]dm4ǜҐR޻RլhX{FƯanшQI@x' ao(kUUuxW_Ñ줮[w8 FRJ(8˼)_mQ _!RJhm=!cVmm ?sFOnll6Qk}alY}; "baӌ~M0w,Ggw2W:G/k2%R,_=u`WU R.9T"v,<\Ik޽/2110Ӿxc0gyC&Ny޽JҢrV6N ``یeA16"J³+Rj*;BϜkZPJaÍ<Jyw:NP8/D$ 011z֊Ⱳ3ι֘k1V_"h!JPIΣ'ɜ* aEAd:ݺ>y<}Lp&PlRfTb1]o .2EW\ͮ]38؋rTJsǏP@芎sF\> P^+dYJLbJ C-xϐn> ι$nj,;Ǖa FU *择|h ~izť3ᤓ`K'-f tL7JK+vf2)V'-sFuB4i+m+@My=O҈0"|Yxoj,3]:cо3 $#uŘ%Y"y죯LebqtҢVzq¼X)~>4L׶m~[1_k?kxֺQ`\ |ٛY4Ѯr!)N9{56(iNq}O()Em]=F&u?$HypWUeB\k]JɩSع9 Zqg4ZĊo oMcjZBU]B\TUd34ݝ~:7ڶSUsB0Z3srx 7`:5xcx !qZA!;%͚7&P H<WL!džOb5kF)xor^aujƍ7 Ǡ8/p^(L>ὴ-B,{ۇWzֺ^k]3\EE@7>lYBȝR.oHnXO/}sB|.i@ɥDB4tcm,@ӣgdtJ!lH$_vN166L__'Z)y&kH;:,Y7=J 9cG) V\hjiE;gya~%ks_nC~Er er)muuMg2;֫R)Md) ,¶ 2-wr#F7<-BBn~_(o=KO㭇[Xv eN_SMgSҐ BS헃D%g_N:/pe -wkG*9yYSZS.9cREL !k}<4_Xs#FmҶ:7R$i,fi!~' # !6/S6y@kZkZcX)%5V4P]VGYq%H1!;e1MV<!ϐHO021Dp= HMs~~a)ަu7G^];git!Frl]H/L$=AeUvZE4P\.,xi {-~p?2b#amXAHq)MWǾI_r`S Hz&|{ +ʖ_= (YS(_g0a03M`I&'9vl?MM+m~}*xT۲(fY*V4x@29s{DaY"toGNTO+xCAO~4Ϳ;p`Ѫ:>Ҵ7K 3}+0 387x\)a"/E>qpWB=1 ¨"MP(\xp߫́A3+J] n[ʼnӼaTbZUWb={~2ooKױӰp(CS\S筐R*JغV&&"FA}J>G֐p1ٸbk7 ŘH$JoN <8s^yk_[;gy-;߉DV{c B yce% aJhDȶ 2IdйIB/^n0tNtџdcKj4϶v~- CBcgqx9= PJ) dMsjpYB] GD4RDWX +h{y`,3ꊕ$`zj*N^TP4L:Iz9~6s) Ga:?y*J~?OrMwP\](21sZUD ?ܟQ5Q%ggW6QdO+\@ ̪X'GxN @'4=ˋ+*VwN ne_|(/BDfj5(Dq<*tNt1х!MV.C0 32b#?n0pzj#!38}޴o1KovCJ`8ŗ_"]] rDUy޲@ Ȗ-;xџ'^Y`zEd?0„ DAL18IS]VGq\4o !swV7ˣι%4FѮ~}6)OgS[~Q vcYbL!wG3 7띸*E Pql8=jT\꘿I(z<[6OrR8ºC~ډ]=rNl[g|v TMTղb-o}OrP^Q]<98S¤!k)G(Vkwyqyr޽Nv`N/e p/~NAOk \I:G6]4+K;j$R:Mi #*[AȚT,ʰ,;N{HZTGMoּy) ]%dHء9Պ䠬|<45,\=[bƟ8QXeB3- &dҩ^{>/86bXmZ]]yޚN[(WAHL$YAgDKp=5GHjU&99v簪C0vygln*P)9^͞}lMuiH!̍#DoRBn9l@ xA/_v=ȺT{7Yt2N"4!YN`ae >Q<XMydEB`VU}u]嫇.%e^ánE87Mu\t`cP=AD/G)sI"@MP;)]%fH9'FNsj1pVhY&9=0pfuJ&gޤx+k:!r˭wkl03׼Ku C &ѓYt{.O.zҏ z}/tf_wEp2gvX)GN#I ݭ߽v/ .& и(ZF{e"=V!{zW`, ]+LGz"(UJp|j( #V4, 8B 0 9OkRrlɱl94)'VH9=9W|>PS['G(*I1==C<5"Pg+x'K5EMd؞Af8lG ?D FtoB[je?{k3zQ vZ;%Ɠ,]E>KZ+T/ EJxOZ1i #T<@ I}q9/t'zi(EMqw`mYkU6;[t4DPeckeM;H}_g pMww}k6#H㶏+b8雡Sxp)&C $@'b,fPߑt$RbJ'vznuS ~8='72_`{q纶|Q)Xk}cPz9p7O:'|G~8wx(a 0QCko|0ASD>Ip=4Q, d|F8RcU"/KM opKle M3#i0c%<7׿p&pZq[TR"BpqauIp$ 8~Ĩ!8Սx\ւdT>>Z40ks7 z2IQ}ItԀ<-%S⍤};zIb$I 5K}Q͙D8UguWE$Jh )cu4N tZl+[]M4k8֦Zeq֮M7uIqG 1==tLtR,ƜSrHYt&QP윯Lg' I,3@P'}'R˪e/%-Auv·ñ\> vDJzlӾNv5:|K/Jb6KI9)Zh*ZAi`?S {aiVDԲuy5W7pWeQJk֤#5&V<̺@/GH?^τZL|IJNvI:'P=Ϛt"¨=cud S Q.Ki0 !cJy;LJR;G{BJy޺[^8fK6)=yʊ+(k|&xQ2`L?Ȓ2@Mf 0C`6-%pKpm')c$׻K5[J*U[/#hH!6acB JA _|uMvDyk y)6OPYjœ50VT K}cǻP[ $:]4MEA.y)|B)cf-A?(e|lɉ#P9V)[9t.EiQPDѠ3ϴ;E:+Օ t ȥ~|_N2,ZJLt4! %ա]u {+=p.GhNcŞQI?Nd'yeh n7zi1DB)1S | S#ًZs2|Ɛy$F SxeX{7Vl.Src3E℃Q>b6G ўYCmtկ~=K0f(=LrAS GN'ɹ9<\!a`)֕y[uՍ[09` 9 +57ts6}b4{oqd+J5fa/,97J#6yν99mRWxJyѡyu_TJc`~W>l^q#Ts#2"nD1%fS)FU w{ܯ R{ ˎ󅃏џDsZSQS;LV;7 Od1&1n$ N /.q3~eNɪ]E#oM~}v֯FڦwyZ=<<>Xo稯lfMFV6p02|*=tV!c~]fa5Y^Q_WN|Vs 0ҘދU97OI'N2'8N֭fgg-}V%y]U4 峧p*91#9U kCac_AFңĪy뚇Y_AiuYyTTYЗ-(!JFLt›17uTozc. S;7A&&<ԋ5y;Ro+:' *eYJkWR[@F %SHWP 72k4 qLd'J "zB6{AC0ƁA6U.'F3:Ȅ(9ΜL;D]m8ڥ9}dU "v!;*13Rg^fJyShyy5auA?ɩGHRjo^]׽S)Fm\toy 4WQS@mE#%5ʈfFYDX ~D5Ϡ9tE9So_aU4?Ѽm%&c{n>.KW1Tlb}:j uGi(JgcYj0qn+>) %\!4{LaJso d||u//P_y7iRJ߬nHOy) l+@$($VFIQ9%EeKʈU. ia&FY̒mZ=)+qqoQn >L!qCiDB;Y<%} OgBxB!ØuG)WG9y(Ą{_yesuZmZZey'Wg#C~1Cev@0D $a@˲(.._GimA:uyw֬%;@!JkQVM_Ow:P.s\)ot- ˹"`B,e CRtaEUP<0'}r3[>?G8xU~Nqu;Wm8\RIkբ^5@k+5(By'L&'gBJ3ݶ!/㮻w҅ yqPWUg<e"Qy*167΃sJ\oz]T*UQ<\FԎ`HaNmڜ6DysCask8wP8y9``GJ9lF\G g's Nn͵MLN֪u$| /|7=]O)6s !ĴAKh]q_ap $HH'\1jB^s\|- W1:=6lJBqjY^LsPk""`]w)󭃈,(HC ?䔨Y$Sʣ{4Z+0NvQkhol6C.婧/u]FwiVjZka&%6\F*Ny#8O,22+|Db~d ~Çwc N:FuuCe&oZ(l;@ee-+Wn`44AMK➝2BRՈt7g*1gph9N) *"TF*R(#'88pm=}X]u[i7bEc|\~EMn}P瘊J)K.0i1M6=7'_\kaZ(Th{K*GJyytw"IO-PWJk)..axӝ47"89Cc7ĐBiZx 7m!fy|ϿF9CbȩV 9V-՛^pV̌ɄS#Bv4-@]Vxt-Z, &ֺ*diؠ2^VXbs֔Ìl.jQ]Y[47gj=幽ex)A0ip׳ W2[ᎇhuE^~q흙L} #-b۸oFJ_QP3r6jr+"nfzRJTUqoaۍ /$d8Mx'ݓ= OՃ| )$2mcM*cЙj}f };n YG w0Ia!1Q.oYfr]DyISaP}"dIӗթO67jqR ҊƐƈaɤGG|h;t]䗖oSv|iZqX)oalv;۩meEJ\!8=$4QU4Xo&VEĊ YS^E#d,yX_> ۘ-e\ "Wa6uLĜZi`aD9.% w~mB(02G[6y.773a7 /=o7D)$Z 66 $bY^\CuP. (x'"J60׿Y:Oi;F{w佩b+\Yi`TDWa~|VH)8q/=9!g߆2Y)?ND)%?Ǐ`k/sn:;O299yB=a[Ng 3˲N}vLNy;*?x?~L&=xyӴ~}q{qE*IQ^^ͧvü{Huu=R|>JyUlZV, B~/YF!Y\u_ݼF{_C)LD]m {H 0ihhadd nUkf3oٺCvE\)QJi+֥@tDJkB$1!Đr0XQ|q?d2) Ӣ_}qv-< FŊ߫%roppVBwü~JidY4:}L6M7f٬F "?71<2#?Jyy4뷢<_a7_=Q E=S1И/9{+93֮E{ǂw{))?maÆm(uLE#lïZ  ~d];+]h j?!|$F}*"4(v'8s<ŏUkm7^7no1w2ؗ}TrͿEk>p'8OB7d7R(A 9.*Mi^ͳ; eeUwS+C)uO@ =Sy]` }l8^ZzRXj[^iUɺ$tj))<sbDJfg=Pk_{xaKo1:-uyG0M ԃ\0Lvuy'ȱc2Ji AdyVgVh!{]/&}}ċJ#%d !+87<;qN޼Nفl|1N:8ya  8}k¾+-$4FiZYÔXk*I&'@iI99)HSh4+2G:tGhS^繿 Kتm0 вDk}֚+QT4;sC}rՅE,8CX-e~>G&'9xpW,%Fh,Ry56Y–hW-(v_,? ; qrBk4-V7HQ;ˇ^Gv1JVV%,ik;D_W!))+BoS4QsTM;gt+ndS-~:11Sgv!0qRVh!"Ȋ(̦Yl.]PQWgٳE'`%W1{ndΗBk|Ž7ʒR~,lnoa&:ü$ 3<a[CBݮwt"o\ePJ=Hz"_c^Z.#ˆ*x z̝grY]tdkP*:97YľXyBkD4N.C_[;F9`8& !AMO c `@BA& Ost\-\NX+Xp < !bj3C&QL+*&kAQ=04}cC!9~820G'PC9xa!w&bo_1 Sw"ܱ V )Yl3+ס2KoXOx]"`^WOy :3GO0g;%Yv㐫(R/r (s } u B &FeYZh0y> =2<Ϟc/ -u= c&׭,.0"g"7 6T!vl#sc>{u/Oh Bᾈ)۴74]x7 gMӒ"d]U)}" v4co[ ɡs 5Gg=XR14?5A}D "b{0$L .\4y{_fe:kVS\\O]c^W52LSBDM! C3Dhr̦RtArx4&agaN3Cf<Ԉp4~ B'"1@.b_/xQ} _߃҉/gٓ2Qkqp0շpZ2fԫYz< 4L.Cyυι1t@鎫Fe sYfsF}^ V}N<_`p)alٶ "(XEAVZ<)2},:Ir*#m_YӼ R%a||EƼIJ,,+f"96r/}0jE/)s)cjW#w'Sʯ5<66lj$a~3Kʛy 2:cZ:Yh))+a߭K::N,Q F'qB]={.]h85C9cr=}*rk?vwV렵ٸW Rs%}rNAkDv|uFLBkWY YkX מ|)1!$#3%y?pF<@<Rr0}: }\J [5FRxY<9"SQdE(Q*Qʻ)q1E0B_O24[U'],lOb ]~WjHޏTQ5Syu wq)xnw8~)c 쫬gٲߠ H% k5dƝk> kEj,0% b"vi2Wس_CuK)K{n|>t{P1򨾜j>'kEkƗBg*H%'_aY6Bn!TL&ɌOb{c`'d^{t\i^[uɐ[}q0lM˕G:‚4kb祔c^:?bpg… +37stH:0}en6x˟%/<]BL&* 5&fK9Mq)/iyqtA%kUe[ڛKN]Ě^,"`/ s[EQQm?|XJ߅92m]G.E΃ח U*Cn.j_)Tѧj̿30ڇ!A0=͜ar I3$C^-9#|pk!)?7.x9 @OO;WƝZBFU keZ75F6Tc6"ZȚs2y/1 ʵ:u4xa`C>6Rb/Yм)^=+~uRd`/|_8xbB0?Ft||Z\##|K 0>>zxv8۴吅q 8ĥ)"6>~\8:qM}#͚'ĉ#p\׶ l#bA?)|g g9|8jP(cr,BwV (WliVxxᡁ@0Okn;ɥh$_ckCgriv}>=wGzβ KkBɛ[˪ !J)h&k2%07δt}!d<9;I&0wV/ v 0<H}L&8ob%Hi|޶o&h1L|u֦y~󛱢8fٲUsւ)0oiFx2}X[zVYr_;N(w]_4B@OanC?gĦx>мgx>ΛToZoOMp>40>V Oy V9iq!4 LN,ˢu{jsz]|"R޻&'ƚ{53ўFu(<٪9:΋]B;)B>1::8;~)Yt|0(pw2N%&X,URBK)3\zz&}ax4;ǟ(tLNg{N|Ǽ\G#C9g$^\}p?556]/RP.90 k,U8/u776s ʪ_01چ|\N 0VV*3H鴃J7iI!wG_^ypl}r*jɤSR 5QN@ iZ#1ٰy;_\3\BQQ x:WJv츟ٯ$"@6 S#qe딇(/P( Dy~TOϻ<4:-+F`0||;Xl-"uw$Цi󼕝mKʩorz"mϺ$F:~E'ҐvD\y?Rr8_He@ e~O,T.(ފR*cY^m|cVR[8 JҡSm!ΆԨb)RHG{?MpqrmN>߶Y)\p,d#xۆWY*,l6]v0h15M˙MS8+EdI='LBJIH7_9{Caз*Lq,dt >+~ّeʏ?xԕ4bBAŚjﵫ!'\Ը$WNvKO}ӽmSşذqsOy?\[,d@'73'j%kOe`1.g2"e =YIzS2|zŐƄa\U,dP;jhhhaxǶ?КZ՚.q SE+XrbOu%\GتX(H,N^~]JyEZQKceTQ]VGYqnah;y$cQahT&QPZ*iZ8UQQM.qo/T\7X"u?Mttl2Xq(IoW{R^ ux*SYJ! 4S.Jy~ BROS[V|žKNɛP(L6V^|cR7i7nZW1Fd@ Ara{詑|(T*dN]Ko?s=@ |_EvF]׍kR)eBJc" MUUbY6`~V޴dJKß&~'d3i WWWWWW
Current Directory: /opt/saltstack/salt/lib/python3.10/site-packages/Cryptodome/SelfTest/PublicKey
Viewing File: /opt/saltstack/salt/lib/python3.10/site-packages/Cryptodome/SelfTest/PublicKey/test_ECC_25519.py
# =================================================================== # # Copyright (c) 2022, Legrandin <helderijs@gmail.com> # All rights reserved. # # Redistribution and use in source and binary forms, with or without # modification, are permitted provided that the following conditions # are met: # # 1. Redistributions of source code must retain the above copyright # notice, this list of conditions and the following disclaimer. # 2. Redistributions in binary form must reproduce the above copyright # notice, this list of conditions and the following disclaimer in # the documentation and/or other materials provided with the # distribution. # # THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS # "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT # LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS # FOR A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE # COPYRIGHT HOLDER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, # INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, # BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; # LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER # CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT # LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN # ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE # POSSIBILITY OF SUCH DAMAGE. # =================================================================== import unittest from binascii import unhexlify from Cryptodome.SelfTest.st_common import list_test_cases from Cryptodome.SelfTest.loader import load_test_vectors from Cryptodome.PublicKey import ECC from Cryptodome.PublicKey.ECC import EccPoint, _curves, EccKey from Cryptodome.Math.Numbers import Integer from Cryptodome.Hash import SHAKE128 class TestEccPoint_Ed25519(unittest.TestCase): Gxy = {"x": 15112221349535400772501151409588531511454012693041857206046113283949847762202, "y": 46316835694926478169428394003475163141307993866256225615783033603165251855960} G2xy = {"x": 24727413235106541002554574571675588834622768167397638456726423682521233608206, "y": 15549675580280190176352668710449542251549572066445060580507079593062643049417} G3xy = {"x": 46896733464454938657123544595386787789046198280132665686241321779790909858396, "y": 8324843778533443976490377120369201138301417226297555316741202210403726505172} pointG = EccPoint(Gxy['x'], Gxy['y'], curve="Ed25519") pointG2 = EccPoint(G2xy['x'], G2xy['y'], curve="Ed25519") pointG3 = EccPoint(G3xy['x'], G3xy['y'], curve="Ed25519") def test_init_xy(self): EccPoint(self.Gxy['x'], self.Gxy['y'], curve="Ed25519") # Neutral point pai = EccPoint(0, 1, curve="Ed25519") self.assertEqual(pai.x, 0) self.assertEqual(pai.y, 1) self.assertEqual(pai.xy, (0, 1)) # G bp = self.pointG.copy() self.assertEqual(bp.x, 15112221349535400772501151409588531511454012693041857206046113283949847762202) self.assertEqual(bp.y, 46316835694926478169428394003475163141307993866256225615783033603165251855960) self.assertEqual(bp.xy, (bp.x, bp.y)) # 2G bp2 = self.pointG2.copy() self.assertEqual(bp2.x, 24727413235106541002554574571675588834622768167397638456726423682521233608206) self.assertEqual(bp2.y, 15549675580280190176352668710449542251549572066445060580507079593062643049417) self.assertEqual(bp2.xy, (bp2.x, bp2.y)) # 5G EccPoint(x=33467004535436536005251147249499675200073690106659565782908757308821616914995, y=43097193783671926753355113395909008640284023746042808659097434958891230611693, curve="Ed25519") # Catch if point is not on the curve self.assertRaises(ValueError, EccPoint, 34, 35, curve="Ed25519") def test_set(self): pointW = EccPoint(0, 1, curve="Ed25519") pointW.set(self.pointG) self.assertEqual(pointW.x, self.pointG.x) self.assertEqual(pointW.y, self.pointG.y) def test_copy(self): pointW = self.pointG.copy() self.assertEqual(pointW.x, self.pointG.x) self.assertEqual(pointW.y, self.pointG.y) def test_equal(self): pointH = self.pointG.copy() pointI = self.pointG2.copy() self.assertEqual(self.pointG, pointH) self.assertNotEqual(self.pointG, pointI) def test_pai(self): pai = EccPoint(0, 1, curve="Ed25519") self.assertTrue(pai.is_point_at_infinity()) self.assertEqual(pai, pai.point_at_infinity()) def test_negate(self): negG = -self.pointG sum = self.pointG + negG self.assertTrue(sum.is_point_at_infinity()) def test_addition(self): self.assertEqual(self.pointG + self.pointG2, self.pointG3) self.assertEqual(self.pointG2 + self.pointG, self.pointG3) self.assertEqual(self.pointG2 + self.pointG.point_at_infinity(), self.pointG2) self.assertEqual(self.pointG.point_at_infinity() + self.pointG2, self.pointG2) G5 = self.pointG2 + self.pointG3 self.assertEqual(G5.x, 33467004535436536005251147249499675200073690106659565782908757308821616914995) self.assertEqual(G5.y, 43097193783671926753355113395909008640284023746042808659097434958891230611693) def test_inplace_addition(self): pointH = self.pointG.copy() pointH += self.pointG self.assertEqual(pointH, self.pointG2) pointH += self.pointG self.assertEqual(pointH, self.pointG3) pointH += self.pointG.point_at_infinity() self.assertEqual(pointH, self.pointG3) def test_doubling(self): pointH = self.pointG.copy() pointH.double() self.assertEqual(pointH.x, self.pointG2.x) self.assertEqual(pointH.y, self.pointG2.y) # 2*0 pai = self.pointG.point_at_infinity() pointR = pai.copy() pointR.double() self.assertEqual(pointR, pai) def test_scalar_multiply(self): d = 0 pointH = d * self.pointG self.assertEqual(pointH.x, 0) self.assertEqual(pointH.y, 1) d = 1 pointH = d * self.pointG self.assertEqual(pointH.x, self.pointG.x) self.assertEqual(pointH.y, self.pointG.y) d = 2 pointH = d * self.pointG self.assertEqual(pointH.x, self.pointG2.x) self.assertEqual(pointH.y, self.pointG2.y) d = 3 pointH = d * self.pointG self.assertEqual(pointH.x, self.pointG3.x) self.assertEqual(pointH.y, self.pointG3.y) d = 4 pointH = d * self.pointG self.assertEqual(pointH.x, 14582954232372986451776170844943001818709880559417862259286374126315108956272) self.assertEqual(pointH.y, 32483318716863467900234833297694612235682047836132991208333042722294373421359) d = 5 pointH = d * self.pointG self.assertEqual(pointH.x, 33467004535436536005251147249499675200073690106659565782908757308821616914995) self.assertEqual(pointH.y, 43097193783671926753355113395909008640284023746042808659097434958891230611693) d = 10 pointH = d * self.pointG self.assertEqual(pointH.x, 43500613248243327786121022071801015118933854441360174117148262713429272820047) self.assertEqual(pointH.y, 45005105423099817237495816771148012388779685712352441364231470781391834741548) d = 20 pointH = d * self.pointG self.assertEqual(pointH.x, 46694936775300686710656303283485882876784402425210400817529601134760286812591) self.assertEqual(pointH.y, 8786390172762935853260670851718824721296437982862763585171334833968259029560) d = 255 pointH = d * self.pointG self.assertEqual(pointH.x, 36843863416400016952258312492144504209624961884991522125275155377549541182230) self.assertEqual(pointH.y, 22327030283879720808995671630924669697661065034121040761798775626517750047180) d = 256 pointH = d * self.pointG self.assertEqual(pointH.x, 42740085206947573681423002599456489563927820004573071834350074001818321593686) self.assertEqual(pointH.y, 6935684722522267618220753829624209639984359598320562595061366101608187623111) def test_sizes(self): self.assertEqual(self.pointG.size_in_bits(), 255) self.assertEqual(self.pointG.size_in_bytes(), 32) class TestEccKey_Ed25519(unittest.TestCase): def test_private_key(self): seed = unhexlify("9d61b19deffd5a60ba844af492ec2cc44449c5697b326919703bac031cae7f60") Px = 38815646466658113194383306759739515082307681141926459231621296960732224964046 Py = 11903303657706407974989296177215005343713679411332034699907763981919547054807 key = EccKey(curve="Ed25519", seed=seed) self.assertEqual(key.seed, seed) self.assertEqual(key.d, 36144925721603087658594284515452164870581325872720374094707712194495455132720) self.assertTrue(key.has_private()) self.assertEqual(key.pointQ.x, Px) self.assertEqual(key.pointQ.y, Py) point = EccPoint(Px, Py, "ed25519") key = EccKey(curve="Ed25519", seed=seed, point=point) self.assertEqual(key.d, 36144925721603087658594284515452164870581325872720374094707712194495455132720) self.assertTrue(key.has_private()) self.assertEqual(key.pointQ, point) # Other names key = EccKey(curve="ed25519", seed=seed) # Must not accept d parameter self.assertRaises(ValueError, EccKey, curve="ed25519", d=1) def test_public_key(self): point = EccPoint(_curves['ed25519'].Gx, _curves['ed25519'].Gy, curve='ed25519') key = EccKey(curve="ed25519", point=point) self.assertFalse(key.has_private()) self.assertEqual(key.pointQ, point) def test_public_key_derived(self): priv_key = EccKey(curve="ed25519", seed=b'H'*32) pub_key = priv_key.public_key() self.assertFalse(pub_key.has_private()) self.assertEqual(priv_key.pointQ, pub_key.pointQ) def test_invalid_seed(self): self.assertRaises(ValueError, lambda: EccKey(curve="ed25519", seed=b'H' * 31)) def test_equality(self): private_key = ECC.construct(seed=b'H'*32, curve="Ed25519") private_key2 = ECC.construct(seed=b'H'*32, curve="ed25519") private_key3 = ECC.construct(seed=b'C'*32, curve="Ed25519") public_key = private_key.public_key() public_key2 = private_key2.public_key() public_key3 = private_key3.public_key() self.assertEqual(private_key, private_key2) self.assertNotEqual(private_key, private_key3) self.assertEqual(public_key, public_key2) self.assertNotEqual(public_key, public_key3) self.assertNotEqual(public_key, private_key) def test_name_consistency(self): key = ECC.generate(curve='ed25519') self.assertIn("curve='Ed25519'", repr(key)) self.assertEqual(key.curve, 'Ed25519') self.assertEqual(key.public_key().curve, 'Ed25519') class TestEccModule_Ed25519(unittest.TestCase): def test_generate(self): key = ECC.generate(curve="Ed25519") self.assertTrue(key.has_private()) point = EccPoint(_curves['Ed25519'].Gx, _curves['Ed25519'].Gy, curve="Ed25519") * key.d self.assertEqual(key.pointQ, point) # Always random key2 = ECC.generate(curve="Ed25519") self.assertNotEqual(key, key2) # Other names ECC.generate(curve="Ed25519") # Random source key1 = ECC.generate(curve="Ed25519", randfunc=SHAKE128.new().read) key2 = ECC.generate(curve="Ed25519", randfunc=SHAKE128.new().read) self.assertEqual(key1, key2) def test_construct(self): seed = unhexlify("9d61b19deffd5a60ba844af492ec2cc44449c5697b326919703bac031cae7f60") Px = 38815646466658113194383306759739515082307681141926459231621296960732224964046 Py = 11903303657706407974989296177215005343713679411332034699907763981919547054807 d = 36144925721603087658594284515452164870581325872720374094707712194495455132720 point = EccPoint(Px, Py, curve="Ed25519") # Private key only key = ECC.construct(curve="Ed25519", seed=seed) self.assertEqual(key.pointQ, point) self.assertTrue(key.has_private()) # Public key only key = ECC.construct(curve="Ed25519", point_x=Px, point_y=Py) self.assertEqual(key.pointQ, point) self.assertFalse(key.has_private()) # Private and public key key = ECC.construct(curve="Ed25519", seed=seed, point_x=Px, point_y=Py) self.assertEqual(key.pointQ, point) self.assertTrue(key.has_private()) # Other names key = ECC.construct(curve="ed25519", seed=seed) def test_negative_construct(self): coord = dict(point_x=10, point_y=4) coordG = dict(point_x=_curves['ed25519'].Gx, point_y=_curves['ed25519'].Gy) self.assertRaises(ValueError, ECC.construct, curve="Ed25519", **coord) self.assertRaises(ValueError, ECC.construct, curve="Ed25519", d=2, **coordG) self.assertRaises(ValueError, ECC.construct, curve="Ed25519", seed=b'H'*31) def get_tests(config={}): tests = [] tests += list_test_cases(TestEccPoint_Ed25519) tests += list_test_cases(TestEccKey_Ed25519) tests += list_test_cases(TestEccModule_Ed25519) return tests if __name__ == '__main__': def suite(): return unittest.TestSuite(get_tests()) unittest.main(defaultTest='suite')