# Created by Octave 8.3.0, Wed Feb 11 12:35:34 2026 GMT # name: A # type: matrix # rows: 4 # columns: 6 -0.40437815379404457 -0.29192501550926941 -1.2963774596941302 -0.92328485083812151 -0.30099317618173071 0.81411085689587337 1.245516030867158 -2.828248615824613 -0.022756236688333664 -0.029905956866107867 0.23396952493087078 0.2522071290481499 -1.1381940335263618 1.1688688180180546 -0.50156630599431817 1.4553966001007257 -0.11478379926238373 -0.95660343166700335 0.72784657335752723 0.42062768466339245 0.19231263786937355 -0.7709335933481295 0.054363953580827594 -0.42162996178456436 # name: B # type: matrix # rows: 4 # columns: 7 0.011269466012866158 0.31233259088879628 0.37816112363313803 0.50534042221943543 0.61024413444953296 0.098825549345334163 0.47079335331909644 0.51926658465296949 0.56261654608661427 0.98013045499865925 0.011636634279332814 0.48368117702448488 0.29806450638624693 0.26783517775205246 0.10192653469097457 0.75956118592292132 0.73135293863561468 0.45464626337978076 0.50035725041924672 0.71748339618150303 0.27350974402414041 0.75075623239790146 0.81413443471865221 0.60693206715352876 0.17223485216898671 0.17848373501821446 0.71091297917748619 0.38861356380351975 # name: B1 # type: matrix # rows: 4 # columns: 7 0.84129687267562026 0.23032800107727022 0.99515632733942172 0.70065114978003917 0.9855067988907189 0.89112535009324634 0.84477476653073102 0.3890868357596276 0.32289475312892341 0.665935068164766 0.68786206388067506 0.94474609685698685 0.62169666969252879 0.71424067078599462 0.65242302831154531 0.47239323706235731 0.82028649515655694 0.61721065014999554 0.83881716555353225 0.36356776461461832 0.58383069891246397 0.96383083699604943 0.93958052974191397 0.95711505287464005 0.92164114022124155 0.8499223906280009 0.58355909967125008 0.36649381809795023 # name: B1D # type: matrix # rows: 4 # columns: 1 0.84129687267562026 0.32289475312892341 0.82028649515655694 0.92164114022124155 # name: B2 # type: matrix # rows: 4 # columns: 7 -0.3456213633692034 -2.9365017886431746 -0.0097108825210850697 -0.71149032469629436 -0.029198506976052616 -0.23054035335564912 -0.33737047127933267 -1.8879054642030848 -2.2608577011270867 -0.81312621688563547 -0.74833389938967776 -0.11367813632820718 -0.95060594899384498 -0.67307059901848498 -0.85412422203422889 -1.4998870217736286 -0.39620323081413722 -0.96508980610450845 -0.35152503149221315 -2.0235791535688428 -1.0762884746105534 -0.073678960129228532 -0.12464349654081815 -0.087663344631561682 -0.1631987000796768 -0.32522047761974326 -1.0772190952017007 -2.0075472503951 # name: B3 # type: matrix # rows: 4 # columns: 7 0.65014892796904378 0.053026107066766005 0.83621035472791883 0.47143040961618327 0.82557682475088601 0.71323613638320227 0.65459321487700739 0.1508109616301945 0.10407223175411286 0.42907594461767623 0.45569622938160403 0.77867120051022187 0.37695516261517042 0.48829919577259773 0.41291815940636917 0.22130784953212376 0.62323294312355548 0.37180159260919782 0.64697779471563543 0.13179694401164124 0.33429612139046483 0.80100367633607383 0.77252722645395755 0.79321413669174323 0.75089906786096117 0.66116315013551852 0.33399728360141923 0.13391420628893583 # name: BS1 # type: matrix # rows: 4 # columns: 7 0.15138856576143944 0.053050988080250994 0.44346951501161147 0.38094898665858024 0.70361423722726202 0.13218151946687051 0.13431771870401343 0.42565580787120749 0.1042610215981884 0.67286993413622809 0.47315421892618192 0.72236807009081616 0.34054122280912003 0.34085828499261617 0.70778042797377871 0.22315537042225253 0.916069224439225 0.49091203368809089 0.89254518752651113 0.38650674910678129 0.51013973580482763 0.92896988234450528 0.88281157187009573 0.9903361158436863 0.84942239134831021 0.97122365065983185 0.79410438957881091 0.71364440616705105 # name: BS2 # type: matrix # rows: 4 # columns: 7 0.70778042797377871 0.053050988080250994 0.9903361158436863 0.49091203368809089 0.97122365065983185 0.79410438957881091 0.71364440616705105 0.15138856576143944 0.1042610215981884 0.44346951501161147 0.47315421892618192 0.89254518752651113 0.38650674910678129 0.51013973580482763 0.42565580787120749 0.22315537042225253 0.67286993413622809 0.38094898665858024 0.70361423722726202 0.13218151946687051 0.34085828499261617 0.92896988234450528 0.88281157187009573 0.916069224439225 0.84942239134831021 0.72236807009081616 0.34054122280912003 0.13431771870401343 # name: C # type: double_range # base, limit, increment 4 27 1 # name: D # type: matrix # rows: 4 # columns: 6 4 8 12 16 20 24 5 9 13 17 21 25 6 10 14 18 22 26 7 11 15 19 23 27 # name: D1 # type: scalar 22 # name: D2 # type: matrix # rows: 1 # columns: 3 18 22 26 # name: D3 # type: matrix # rows: 2 # columns: 3 13 17 21 14 18 22 # name: D4 # type: matrix # rows: 1 # columns: 5 19 20 21 22 23 # name: D5 # type: matrix # rows: 2 # columns: 3 6 14 26 7 15 27 # name: DB # type: diagonal matrix # rows: 4 # columns: 4 0.84129687267562026 0.32289475312892341 0.82028649515655694 0.92164114022124155 # name: DDD # type: matrix # rows: 4 # columns: 6 64 512 1728 4096 8000 13824 125 729 2197 4913 9261 15625 216 1000 2744 5832 10648 17576 343 1331 3375 6859 12167 19683 # name: DL # type: bool matrix # rows: 4 # columns: 6 0 0 0 0 1 1 0 0 0 0 1 1 0 0 0 0 1 1 0 0 0 0 1 1 # name: DP1 # type: matrix # rows: 1 # columns: 6 840 7920 32760 93024 212520 421200 # name: DS1 # type: matrix # rows: 1 # columns: 6 22 38 54 70 86 102 # name: DS2 # type: matrix # rows: 4 # columns: 1 84 90 96 102 # name: Dstolb # type: matrix # rows: 24 # columns: 1 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 # name: Dsum # type: scalar 22.547300573537278 # name: Dsum2 # type: scalar -0.057010896737607175 # name: E # type: matrix # rows: 7 # columns: 6 -0.92517810753540253 1.3621625185353694 -0.99342588408790089 -0.62697383766476866 0.29229702852545225 0.6552707490793459 -0.83937561508086944 1.91088690918501 -0.98901615743043458 0.038738811776505316 0.10881031595543142 -0.45825707627261786 -0.91468137209996492 1.3704774496980128 -0.74097145935959552 -1.0242713266108721 0.39329615894892861 1.5271647021020902 -0.65786851956529202 1.5457941771455885 -0.6462845015391685 -0.53541206892953652 0.44140070851959634 0.73069289679673777 -0.51395049869550635 1.2020011770866486 -0.15003920997674014 -1.194525529713681 0.6316164374711134 2.179197479231012 -0.025744822216673291 -0.22067490657173527 -0.088307303562579931 -0.8688620893386676 0.66815664323217128 1.447090723536905 0.011778128310276109 -0.14673748507607098 0.25657768823882016 -0.87928463285262182 0.43599684935834437 1.7058764295464639 # name: F # type: matrix # rows: 4 # columns: 12 0.16405131455695141 -1.4421276350974324 0.024054678389216915 -0.98305661822403645 0.5396954435200968 1.5703873292525032 4 8 12 16 20 24 0.61592728519316897 0.26012861066981408 0.79398458747804546 -0.34736781147672741 0.74564665640062955 1.1346372663933315 5 9 13 17 21 25 -0.9146179120146033 1.471057962997957 -0.0077098420955499913 -0.064726121478049195 -1.0749508659184648 0.34783265279470343 6 10 14 18 22 26 -0.8022029060491086 1.848636218447921 -1.2135697668443461 0.16034207721313143 0.27448452609555374 -0.83538420233076749 7 11 15 19 23 27 # name: FF # type: matrix # rows: 2 # columns: 4 1 1 1 1 1 1 1 1 # name: GG # type: matrix # rows: 5 # columns: 5 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 # name: H # type: sq_string # elements: 1 # length: 24 This is a symbols vector # name: L # type: complex matrix # rows: 1 # columns: 2 (-2,23.100000000000001) (3,-5.5999999999999996) # name: M # type: matrix # rows: 4 # columns: 6 -0.065485100485552894 0.012309226255255219 -0.11172608435892806 -0.43466682232543113 0.072974293218844091 -0.031300005484428427 -0.052306356945670943 -0.032903537214427091 -0.44933587689380861 0.096507771822953503 0.18572725376521607 0.12696642333086014 -0.14469546885156126 -0.021271486448729601 0.10526805700158132 -0.1273566390601274 0.20343766561237137 -0.19226188192337193 -0.19017912110171209 -0.0089988757159431415 0.22355586904851166 -0.093199679337739053 0.19484931195349284 0.071695054851578843 # name: MM # type: matrix # rows: 5 # columns: 7 14.636103873475587 9.2372217093871889 -9.9370253031777942 -1.7621854777043406 15.444180958989691 1.4665820975887929 7.6576141617747702 9.6989481010297407 20.897960154513026 -7.165963046964265 8.8974790442869072 8.7257571759253789 -2.0030826543949729 5.4442460110014546 9.9614552675311998 5.1292410686279508 22.025688939882642 16.71228979454758 26.004263622307057 6.7223820113469941 12.830255886602188 21.940449002730411 -2.7303871552959098 2.4200818557092729 16.492221438335903 -5.334566620483292 1.5417453467638378 9.5997484605851504 19.832797027802346 6.6981594437285903 1.3281361689954529 1.9102971621240812 9.5002120872807119 7.4352015173571999 9.1057035139837694 # name: NN # type: matrix # rows: 1 # columns: 20 11.5 12.689473684210526 13.878947368421052 15.06842105263158 16.257894736842104 17.44736842105263 18.63684210526316 19.826315789473686 21.015789473684212 22.205263157894738 23.394736842105264 24.58421052631579 25.773684210526316 26.963157894736842 28.152631578947371 29.342105263157897 30.531578947368423 31.721052631578949 32.910526315789475 34.100000000000001 # name: dinv # type: matrix # rows: 4 # columns: 4 0.39087521984861928 -0.17582188938294732 0.061428429310727992 0.1789321785707671 -0.17582188938294732 0.47505163460170874 -0.058496289925165791 0.044511784911366453 0.061428429310727992 -0.058496289925165791 0.34720787893168314 -0.13332958431568367 0.1789321785707671 0.044511784911366453 -0.13332958431568367 0.34795223475475057 # name: dt # type: scalar 122.08294078510691 # name: elem # type: scalar 28 # name: i # type: scalar 19 # name: k # type: scalar 7 # name: mu # type: scalar 10 # name: nm # type: matrix # rows: 1 # columns: 2 4 7 # name: sigma # type: scalar 8