debian-python-cryptography-.../cryptography_vectors/asymmetric/DH/vec.txt

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# This vectors are taken from https://raw.githubusercontent.com/randombit/botan/master/src/tests/data/pubkey/dh.vec.
# converted to fit NIST format.
COUNT = 0
P = 58458002095536094658683755258523362961421200751439456159756164191494576279467
G = 2
X = 46205663093589612668746163860870963912226379131190812163519349848291472898748
Y = 26821400572298074358375073922715498403273583367617402781946773132088456286733
K = 5D9A64F9E54B011381308CF462C207CB0DB7630EAB026E06E5B893041207DBD8
COUNT = 1
P = 7080941971697125115953429172307253449997092375902849066092516886443770423993013931939664664691599157495586618571486777257251370592538466283944520569755243
G = 2
X = 558545918073450953822828294657166871085534488182588754070944297274702844791239790350137385125663944726718987047123606999344398260535747142299581818644894
Y = 5414004572904348025296832268296927639985617596751048805496391472266617693297043686410755975231136915922983393130810278045355076974349430254905203521469281
K = 65F79BCC47862E02DDE775B8FC7B1D0CBA094B753E502D49A4468687681F178CEE98016210E136E80255FC8FDECC4D38D91EBC82C94B17652BDC7569AC383F39
COUNT = 2
P = 13136945886549419892672364204240698856868140920222753719410945199521492957942501101571382423757107983263697942121022398653040312294171805755003420937008819
G = 2
X = 7234683127321298509925294581253140833264699266098978220501763131351358687985896274862103003239800546011982186510097828911316488529426006616714526458066271
Y = 2279687933022692843565305738851942847753122181957871349712298819158246913703861338250576252594546190393887657989733709994119777023140405518896999362296894
K = 290BF0265BAAD40A5853BAF3CC18B315982FF282C82D7332DA6A8826E789330D875F29F57D9A622DB7DDF156CF4440EDB8455BC32859FA2A178D42528FA64136
COUNT = 3
P = 7837101158566379575244981793821373232935960937791570311529087011989828139360157566031864344629391921990623396775060696298931110532512473525227009216442663
G = 5
X = 2271743810121848480269660476736588602223609425319496369070326649477151605521404690612976189919437998885287608828699462183553427369647044489290359586354073
Y = 5553605535786829473948867606958960228544449485744361474243970893441441245322015477973193059017330938119851955120496598438033407790780406867070511553809237
K = 4ED3B2ED6B3E8446D8E1C3D2BCA00FB939464874BB6750BDE5F5DACFE9F819597E96F6B1DBA27C785553383AE87188019734A160B6BA5396760B88EC1F2A0E92
COUNT = 4
P = 94601366105683233785857165617633883930888659900865798821537131281240413334589084848277586190796291421413056657355624982032535320546697702506255545831695999765620345337665948695835489391652130862575428732385880123143529399201847515289798598538556585982541405034303884158851145992650670977252891826481077576283
G = 2
X = 23484534159498465809072519330053257189446469650913804186985945596423260246286292600333967669376208639922768407894768298151128017428601886623219847603288857771541399565808620552396892534905511436715248032341612931260211253869255846963169818664325386727815821240629227196043893200670349600641190073530521475769
Y = 5432307605192951130143195594341230106472453193740817014833299044466758796406314885816769577417181043800208414512454882219387455875605089197474590288847925182956692434090736024405561167965732783350054200615740891235826401928590081691818434389717991597889828540215480852496077254876423767132564403274562077989
K = 2B6D9504C1D7ACAD9652CF79A6A0630EA9D19C197E908E992BC318BE2867FAE3C1AD5BE83E6E4AA1CBE0347774038F20ACD790DEA82B2A5862BF21FA4A1AB464AE985CA8AC4E5076AD0843E144C1305759BA047446A3A7F2426BE0C724F269009B54447B6A970876E5E4C613356805014D6060039C081AFB046863CA9BE9C848