# Created by Octave 10.3.0, Sun Feb 22 19:22:33 2026 UTC # name: A # type: matrix # rows: 4 # columns: 6 -0.15982161061842087 0.26846341615516361 0.60270611927804241 0.712672703978255 0.19204634944294763 0.19913155797960744 0.5643676089968257 0.064164160291927494 1.2690513832431134 0.62978389802746793 -0.2464804874499302 1.1841028927369184 1.4443758833884563 -0.86736261235335377 0.99873748711338073 0.45664782767794176 0.87605971248693149 0.22645936613104439 2.1487318577243668 2.2850753349852959 0.44033697967814373 0.50283268514264023 1.9515071924823917 -0.71998073354315639 # name: B # type: matrix # rows: 4 # columns: 7 0.44800575729054604 0.44449480329475854 0.89841568133174066 0.10612599244181442 0.31733160756937207 0.48856288506078005 0.94991924341112299 0.82932009442546706 0.20325055382820134 0.67060153182347737 0.29069865787967708 0.08668169130459813 0.70050638986256641 0.48650511617030578 0.56839773831590967 0.63621145328402962 0.58111676338220364 0.40383780372326072 0.22757913961278153 0.65675792010746226 0.97516297950272668 0.94106403564792362 0.86848676978462569 0.35065643505474398 0.82830765764549918 0.075934317820851138 0.83807893330600725 0.30281993872137847 # name: B1 # type: matrix # rows: 4 # columns: 7 0.6693323220124261 0.66670443473458207 0.94784792099352133 0.32576984581421042 0.56332193954201004 0.69897273556325501 0.97463800634446995 0.91067013480484083 0.45083317738183526 0.81890263879381742 0.53916477804069984 0.29441754585044372 0.83696259764852476 0.69749918721838366 0.75392157305379559 0.79762864372089193 0.76231014907464245 0.63548233942672294 0.47705255435096616 0.81040602176159959 0.98750340733727426 0.97008455077272704 0.93192637573180948 0.59216250730246678 0.91011409045542147 0.27556182213951763 0.91546651129683998 0.55029077651854064 # name: B1D # type: matrix # rows: 4 # columns: 1 0.6693323220124261 0.45083317738183526 0.76231014907464245 0.91011409045542147 # name: B2 # type: matrix # rows: 4 # columns: 7 -0.80294919555475763 -0.81081691522192212 -0.10712242097766596 -2.2431282827635917 -1.1478079712054798 -0.71628708485139558 -0.051378304936504866 -0.1871490772319353 -1.5933158056959302 -0.39958016069452451 -1.2354680882849405 -2.4455125904531352 -0.35595179138719829 -0.72050786113119669 -0.56493386180315697 -0.45222429718212609 -0.54280357264515566 -0.90674195756654896 -1.4802572346528213 -0.4204397909422492 -0.025150663489374205 -0.060744091076683875 -0.14100292682561297 -1.047948352378806 -0.18837062640616697 -2.5778865515651388 -0.17664299044661919 -1.1946169117618204 # name: B3 # type: matrix # rows: 4 # columns: 7 0.43316896030282748 0.4300018294545041 0.78234109866159751 0.10592689326100709 0.31203251111116942 0.46935738888356959 0.81336852739491616 0.73747234879157786 0.20185403477228037 0.62145736833513643 0.28662163989474743 0.08657318181528792 0.64460491295264988 0.46753936944909325 0.53828241095382889 0.59415238558856232 0.54895772571885659 0.39295031712674033 0.22561974739326354 0.61055241627335477 0.82779333606432581 0.80818519862281391 0.76335229127780801 0.34351437071082191 0.7367881940965183 0.07586136571577104 0.74335950610407342 0.29821301845291232 # name: BS1 # type: matrix # rows: 4 # columns: 7 0.44800575729054604 0.20325055382820134 0.35065643505474398 0.10612599244181442 0.075934317820851138 0.48856288506078005 0.30281993872137847 0.56839773831590967 0.44449480329475854 0.58111676338220364 0.29069865787967708 0.08668169130459813 0.65675792010746226 0.48650511617030578 0.82932009442546706 0.63621145328402962 0.67060153182347737 0.40383780372326072 0.22757913961278153 0.70050638986256641 0.94991924341112299 0.94106403564792362 0.86848676978462569 0.89841568133174066 0.82830765764549918 0.31733160756937207 0.83807893330600725 0.97516297950272668 # name: BS2 # type: matrix # rows: 4 # columns: 7 0.82932009442546706 0.20325055382820134 0.67060153182347737 0.29069865787967708 0.08668169130459813 0.70050638986256641 0.48650511617030578 0.44800575729054604 0.44449480329475854 0.89841568133174066 0.10612599244181442 0.31733160756937207 0.48856288506078005 0.94991924341112299 0.56839773831590967 0.63621145328402962 0.58111676338220364 0.40383780372326072 0.22757913961278153 0.65675792010746226 0.97516297950272668 0.94106403564792362 0.86848676978462569 0.35065643505474398 0.82830765764549918 0.075934317820851138 0.83807893330600725 0.30281993872137847 # 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 0.6693323220124261 0.45083317738183526 0.76231014907464245 0.91011409045542147 # 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 3.2395146560388177 1.8308810528708013 2.3045310483602459 1.574329264620888 2.2160702424517482 0.52238342407961502 2.8287418238245432 1.5651036627373256 1.5436702036366816 1.1720113519821642 2.2874837093924723 -0.15203518771377095 1.8276972334897346 0.58145774394557659 2.1272985218560407 1.5042976040729812 1.2006487991830559 0.85209758459420337 2.5102043159239815 1.5896149676153528 1.2009367644521107 0.85962225132925518 1.9189639442388249 -0.13956254597296144 0.49007619885873338 0.066875785037017535 0.56198972815380022 0.42285008491497927 0.38713631427164968 0.16269696068816905 3.0666724134647922 1.521534899414881 2.2084043444977817 1.5106736350835748 2.1320417829916232 0.47208822821047935 2.1819308451900974 0.1323812209566885 2.297196772332073 1.5809484233586946 1.5077707926750763 0.76804128288437279 # 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name: FF # type: matrix # rows: 2 # columns: 4 1 1 1 1 1 1 1 1 # name: G # type: matrix # rows: 4 # columns: 6 -0.63928644247368349 2.1477073292413089 7.2324734313365084 11.40276326365208 3.8409269888589526 4.7791573915105783 2.8218380449841285 0.57747744262734746 16.497667982160475 10.706326266466954 -5.1760902364485339 29.602572318422958 8.6662553003307377 -8.6736261235335377 13.98232481958733 8.2196608982029513 19.273313674712494 5.8879435194071545 15.041123004070567 25.135828684838255 6.6050546951721563 9.553821017710165 44.884665427095008 -19.439479805665222 # 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 -0.14206365388304076 0.47726829538695753 1.6072163180747796 2.5339473919226845 0.85353933085754496 1.0620349758912395 0.62707512110758412 0.12832832058385499 3.6661484404801055 2.3791836147704344 -1.1502422747663408 6.5783494040939905 1.9258345111846085 -1.9274724718963416 3.1071832932416288 1.8265913107117671 4.2829585943805544 1.3084318932015899 3.3424717786823481 5.5857397077418343 1.4677899322604793 2.1230713372689256 9.974370094910002 -4.3198844012589381 # 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: ans # type: scalar 0 # name: dinv # type: matrix # rows: 4 # columns: 4 1.997544696857219 -0.7983350998512504 0.21607731557912829 -0.15393575877440541 -0.7983350998512504 0.7039176138116332 -0.28914829532949571 0.084104520076889025 0.21607731557912829 -0.28914829532949571 0.37407452282192627 -0.084248003608083558 -0.15393575877440541 0.084104520076889025 -0.084248003608083558 0.094346054472364549 # name: dt # type: scalar 77.947787455975757 # name: elem # type: scalar 28 # name: i # type: scalar 19 # name: k # type: scalar 7 # name: nm # type: matrix # rows: 1 # columns: 2 4 7