1 (lfun(2+2*I)): 0.86735182963599306498433134373508012832 - 0.27512723880785
764861866064309963878366*I
1 (lfun): 1.6449340668482264364724151666460251892
1 (lfuncreate): 1.6449340668482264364724151666460251892
1 (lfunderiv): 1.9892802342989010234208586874215163815
1 (lfunlambda): 0.52359877559829887307710723054658381403
1 (lfunderivlambda): 1.7505408751756119544313430121943867084
1 (lfuncheckfeq): -125
1 (lfuncheckfeq(lfundual)): -125
1 (lfunhardy): -0.96200848724404057880841099553380466848
1 (lfunorderzero): 0
1 (lfuntheta): 6.9746847124179912793574557227733860848 E-6
1 (lfunan): [1, 1, 1, 1, 1, 1, 1, 1, 1, 1]
2 (lfun(2+2*I)): 1.1233314114077833561582504428550435835 - 0.205723934240089
57916898605857624221327*I
2 (lfun): 1.1266824413000205751592654900629088681
2 (lfuncreate): 1.1266824413000205751592654900629088681
2 (lfunderiv): -0.073966539477079629182643885150638146660
2 (lfunlambda): 307.34947482475061378201159711485734531
2 (lfunderivlambda): 2028.4436121153168471302904406930171615
2 (lfuncheckfeq): -124
2 (lfuncheckfeq(lfundual)): -124
2 (lfunhardy): -32.018714245905908906772024097979947352
2 (lfunorderzero): 0
2 (lfuntheta): 0.64488044392253325202054921399500268290
2 (lfunan): [1, 1, -1, 1, -1, -1, -1, 1, 1, -1]
3 (lfun(2+2*I)): 0.86735182963599306498433134373508012832 - 0.27512723880785
764861866064309963878366*I
3 (lfun): 1.6449340668482264364724151666460251892
3 (lfuncreate): 1.6449340668482264364724151666460251892
3 (lfunderiv): 1.9892802342989010234208586874215163815
3 (lfunlambda): 0.52359877559829887307710723054658381403
3 (lfunderivlambda): 1.7505408751756119544313430121943867084
3 (lfuncheckfeq): -125
3 (lfuncheckfeq(lfundual)): -125
3 (lfunhardy): -0.96200848724404057880841099553380466848
3 (lfunorderzero): 0
3 (lfuntheta): 6.9746847124179912793574557227733860848 E-6
3 (lfunan): [1, 1, 1, 1, 1, 1, 1, 1, 1, 1]
4 (lfun(2+2*I)): 0.86735182963599306498433134373508012832 - 0.27512723880785
764861866064309963878366*I
4 (lfun): 1.6449340668482264364724151666460251892
4 (lfuncreate): 1.6449340668482264364724151666460251892
4 (lfunderiv): 1.9892802342989010234208586874215163815
4 (lfunlambda): 0.52359877559829887307710723054658381403
4 (lfunderivlambda): 1.7505408751756119544313430121943867084
4 (lfuncheckfeq): -125
4 (lfuncheckfeq(lfundual)): -125
4 (lfunhardy): -0.96200848724404057880841099553380466848
4 (lfunorderzero): 0
4 (lfuntheta): 6.9746847124179912793574557227733860848 E-6
4 (lfunan): [1, 1, 1, 1, 1, 1, 1, 1, 1, 1]
5 (lfun(2+2*I)): 0.94991647591129072043581963833883739774 + 0.03585105823427
7443293287918437084238482*I
5 (lfun): 1.1100010060250153929372222560595385375
5 (lfuncreate): 1.1100010060250153929372222560595385375
5 (lfunderiv): 0.66985260944239582916060974832249875294
5 (lfunlambda): 0.41169121016707136240079852448689476625
5 (lfunderivlambda): 1.0217697192872996687480118838767986988
5 (lfuncheckfeq): -125
5 (lfuncheckfeq(lfundual)): -126
5 (lfunhardy): -3.6466012956392990113851960814374302626
5 (lfunorderzero): 0
5 (lfuntheta): 0.015798831739815398531916606977185172991
5 (lfunan): [1, 0, 0, 0, 1, 0, 1, 1, 0, 0]
6 (lfun(2+2*I)): 0.96046911396271941245734106936390276916 - 0.19913331853054
320497393259062063479029*I
6 (lfun): 1.4401597158776080801495064365138846123
6 (lfuncreate): 1.4401597158776080801495064365138846123
6 (lfunderiv): 1.2079049332895341520216765453021425233
6 (lfunlambda): 15.139485785201416763757736219721592777
6 (lfunderivlambda): 33.440587260542738156400195687111808794
6 (lfuncheckfeq): -125
6 (lfuncheckfeq(lfundual)): -126
6 (lfunhardy): -4.0882933850254632425733862599048558633
6 (lfunorderzero): 0
6 (lfuntheta): 1.1375713725509771962438425200438560306
6 (lfunan): [1, 1, 0, 1, 0, 0, 2, 1, 2, 0]
7 (lfun(2+2*I)): 0.88705172216113322480409469919534965610 - 0.09990678085842
8073943765393502858953806*I
7 (lfun): 1.2199870868057000148286320542635728879
7 (lfuncreate): 1.2199870868057000148286320542635728879
7 (lfunderiv): 0.76279628494731231763615969761776115935
7 (lfunlambda): 5.5505341159944627753280928032151833524
7 (lfunderivlambda): 16.424727310701215600165088962170900302
7 (lfuncheckfeq): -125
7 (lfuncheckfeq(lfundual)): -126
7 (lfunhardy): -33.351091907649273629818419728456878713
7 (lfunorderzero): 0
7 (lfuntheta): 0.36149966339864669981432842318357647719
7 (lfunan): [1, 0, 1, 1, 0, 0, 0, 0, 1, 0]
8 (lfun(2+2*I)): 1.0101495968934043412732800200854418054 + 0.004609503326023
2147701632196287121437638*I
8 (lfun): 1.0252001241345418724140560939356526952
8 (lfuncreate): 1.0252001241345418724140560939356526952
8 (lfunderiv): 0.29024384665957598438544288826949641279
8 (lfunlambda): 49.048985289902361654934745411419681479
8 (lfunderivlambda): 122.70316145654544382956158595378438704
8 (lfuncheckfeq): -125
8 (lfuncheckfeq(lfundual)): -117
8 (lfunhardy): -416.09983196508983799680981895045379214
8 (lfunorderzero): 0
8 (lfuntheta): 3.4408766070486585094477767051533947306
8 (lfunan): [1, 0, 0, 0, 0, 0, 0, 0, 0, 0]
9 (lfun(2+2*I)): 0.94991647591129072043581963833883739774 + 0.03585105823427
7443293287918437084238482*I
9 (lfun): 1.1100010060250153929372222560595385375
9 (lfuncreate): 1.1100010060250153929372222560595385375
9 (lfunderiv): 0.66985260944239582916060974832249875294
9 (lfunlambda): 0.41169121016707136240079852448689476625
9 (lfunderivlambda): 1.0217697192872996687480118838767986988
9 (lfuncheckfeq): -125
9 (lfuncheckfeq(lfundual)): -126
9 (lfunhardy): -3.6466012956392990113851960814374302626
9 (lfunorderzero): 0
9 (lfuntheta): 0.015798831739815398531916606977185172991
9 (lfunan): [1, 0, 0, 0, 1, 0, 1, 1, 0, 0]
10 (lfun(2+2*I)): 0.96046911396271941245734106936390276916 - 0.1991333185305
4320497393259062063479029*I
10 (lfun): 1.4401597158776080801495064365138846123
10 (lfuncreate): 1.4401597158776080801495064365138846123
10 (lfunderiv): 1.2079049332895341520216765453021425233
10 (lfunlambda): 15.139485785201416763757736219721592777
10 (lfunderivlambda): 33.440587260542738156400195687111808794
10 (lfuncheckfeq): -125
10 (lfuncheckfeq(lfundual)): -126
10 (lfunhardy): -4.0882933850254632425733862599048558633
10 (lfunorderzero): 0
10 (lfuntheta): 1.1375713725509771962438425200438560306
10 (lfunan): [1, 1, 0, 1, 0, 0, 2, 1, 2, 0]
11 (lfun(2+2*I)): 1.0101495968934043412732800200854418054 + 0.00460950332602
32147701632196287121437638*I
11 (lfun): 1.0252001241345418724140560939356526952
11 (lfuncreate): 1.0252001241345418724140560939356526952
11 (lfunderiv): 0.29024384665957598438544288826949641279
11 (lfunlambda): 49.048985289902361654934745411419681479
11 (lfunderivlambda): 122.70316145654544382956158595378438704
11 (lfuncheckfeq): -125
11 (lfuncheckfeq(lfundual)): -117
11 (lfunhardy): -416.09983196508983799680981895045379214
11 (lfunorderzero): 0
11 (lfuntheta): 3.4408766070486585094477767051533947306
11 (lfunan): [1, 0, 0, 0, 0, 0, 0, 0, 0, 0]
12 (lfun(2+2*I)): 1.1253218963557071550693052856154296376 - 0.19811927124022
079554887193782410084230*I
12 (lfun): 1.1264614928374354582658928874128263889
12 (lfuncreate): 1.1264614928374354582658928874128263889
12 (lfunderiv): -0.10664330325574414917137228626962922305
12 (lfunlambda): 6.0955851027836191952110423376698748409
12 (lfunderivlambda): 3.7433308797907653080501083741412594803
12 (lfuncheckfeq): -127
12 (lfuncheckfeq(lfundual)): -127
12 (lfunhardy): 7.7257057464347992184653892456526767355
12 (lfunorderzero): 0
12 (lfuntheta): 1.0563976349426781093403848049102677979
12 (lfunan): [1, 1, -1, 1, -1, -1, -1, 1, 1, -1]
13 (lfun(2+2*I)): 1.0366273282049135932270814089727935794 + 0.08598041394827
8313963891368691632639062*I
13 (lfun): 0.91596559417721901505460351493238411078
13 (lfuncreate): 0.91596559417721901505460351493238411078
13 (lfunderiv): -0.074415212435678234968463235419624378155
13 (lfunlambda): 0.58312180806163756027676891293678983773
13 (lfunderivlambda): 0.11461361270605074146108788204186899939
13 (lfuncheckfeq): -127
13 (lfuncheckfeq(lfundual)): -127
13 (lfunhardy): 1.1188781062286078283093507637195622642
13 (lfunorderzero): 0
13 (lfuntheta): 0.086427836524391208443231605210323282841
13 (lfunan): [1, 0, -1, 0, 1, 0, -1, 0, 1, 0]
14 (lfun(2+2*I)): 1.1233314114077833561582504428550435835 - 0.20572393424008
957916898605857624221327*I
14 (lfun): 1.1266824413000205751592654900629088681
14 (lfuncreate): 1.1266824413000205751592654900629088681
14 (lfunderiv): -0.073966539477079629182643885150638146660
14 (lfunlambda): 307.34947482475061378201159711485734531
14 (lfunderivlambda): 2028.4436121153168471302904406930171615
14 (lfuncheckfeq): -124
14 (lfuncheckfeq(lfundual)): -124
14 (lfunhardy): -32.018714245905908906772024097979947352
14 (lfunorderzero): 0
14 (lfuntheta): 0.64488044392253325202054921399500268290
14 (lfunan): [1, 1, -1, 1, -1, -1, -1, 1, 1, -1]
15 (lfun(2+2*I)): 1.1899347435430418620272738925933102302 + 0.13284931798399
008158139344550778717503*I
15 (lfun): 0.95871612271688315539193642933117852641 + 0.14556587678508959046
170451181198645372*I
15 (lfuncreate): 0.95871612271688315539193642933117852641 + 0.14556587678508
959046170451181198645372*I
15 (lfunderiv): -0.059141321804795456439850793792381255732 + 0.0061186575828
237615678208745373111870024*I
15 (lfunlambda): 0.76292204976144041869087066615444364971 + 0.11583764417926
391071741847670955038937*I
15 (lfunderivlambda): 0.19928889238023943688189401030203636553 + 0.014134398
189618376193588831806358170666*I
15 (lfuncheckfeq): -126
15 (lfuncheckfeq(lfundual)): -127
15 (lfunhardy): 1.5591777703301761172588208954327252551
15 (lfunorderzero): 0
15 (lfuntheta): 0.14490184193508174938690941658301401010 + 0.000154027540511
12997934085459682226059462*I
15 (lfunan): [1, I, -I, -1, 0, 1, I, -I, -1, 0]
16 (lfun(2+2*I)): 0.81260447883761526408104144169608149511 + 0.5144166513337
4637809100837010866265632*I
16 (lfun): 0.54604803621501351833412666043344433859
16 (lfuncreate): 0.54604803621501351833412666043344433859
16 (lfunderiv): -0.095957311923813606000713880504095971497
16 (lfunlambda): 0.30429428345183609897245459495726899126
16 (lfunderivlambda): 0.095266257729556417098633725894681176014
16 (lfuncheckfeq): -127
16 (lfuncheckfeq(lfundual)): -127
16 (lfunhardy): 0.97613504532230008589418374710889823825
16 (lfunorderzero): 0
16 (lfuntheta): 0.043171973528082749943827357182478083529
16 (lfunan): [1, -2, -1, 2, 1, 2, -2, 0, -2, -2]
17 (lfun(2+2*I)): 1.0544108896702584763970017458267826847 - 0.04379652183085
4397224379011005489686309*I
17 (lfun): 0.85415099058271070490531884226581179146
17 (lfuncreate): 0.85415099058271070490531884226581179146
17 (lfunderiv): -0.56368025436957145796165019177868545252
17 (lfunlambda): 21.462810165028656830342316601064230458
17 (lfunderivlambda): 84.686002725623067381430447870497647113
17 (lfuncheckfeq): -124
17 (lfuncheckfeq(lfundual)): -124
17 (lfunhardy): 7.7431197030007111287831790642229368607
17 (lfunorderzero): 1
17 (lfuntheta): 0.84521747322794073828148208807828496968
17 (lfunan): [1, 0, 0, 0, -3, 0, 3, 0, -3, 0]
18 (lfun(2+2*I)): 0.98312302696660097223527176346483215204 - 0.1427950673893
8341065723807966678967162*I
18 (lfun): 0.82757526074455562700765359269996549955
18 (lfuncreate): 0.82757526074455562700765359269996549955
18 (lfunderiv): -0.87512118124347393325952081941890290949
18 (lfunlambda): 378.67068685244416028912739442353179344
18 (lfunderivlambda): 4720.9665435827617633763166279999891270
18 (lfuncheckfeq): -127
18 (lfuncheckfeq(lfundual)): -127
18 (lfunhardy): -15.149647103802510158707354941231055482
18 (lfunorderzero): 2
18 (lfuntheta): -7.6688743804622365519219315981408517165
18 (lfunan): [1, 0, 0, 0, 1, 0, -5, 0, -3, 0]
19 (lfun(2+2*I)): 0.98627253010480952593175189385314157899 + 0.3801943625589
2826912755460379882393982*I
19 (lfun): 0.66147518792106974272752063397962688979
19 (lfuncreate): 0.66147518792106974272752063397962688979
19 (lfunderiv): -0.14384139549317635426356865639499369618
19 (lfunlambda): 0.50266086742650446274974513333867258927
19 (lfunderivlambda): 0.19442331022115954163350803417532382469
19 (lfuncheckfeq): -127
19 (lfuncheckfeq(lfundual)): -127
19 (lfunhardy): 1.4076935244557198875463930525207828840
19 (lfunorderzero): 0
19 (lfuntheta): 0.074804214825265387726031644781601219253
19 (lfunan): [1, -1, -1, -1, 1, 1, 0, 3, 1, -1]
20 (lfun(2+2*I)): 0.94255444322004905127830492051658000648 + 0.3126778218091
7321626495545838012354813*I
20 (lfun): 0.71564612886082497549611412954606651956
20 (lfuncreate): 0.71564612886082497549611412954606651956
20 (lfunderiv): -0.10407894584023904016468453592994890960
20 (lfunlambda): 0.21753033853570730528434199705036653995
20 (lfunderivlambda): 0.089237881186363955097754401634415704592
20 (lfuncheckfeq): -128
20 (lfuncheckfeq(lfundual)): -128
20 (lfunhardy): 0.91836381109207465259393909159615943678
20 (lfunorderzero): 0
20 (lfuntheta): 0.037630673702661307416849865951733658142
20 (lfunan): [1, -1, -1, 1, 0, 1, 0, -1, 1, 0]
21 (lfun(2+2*I)): 0.98315688287807993848728217136059188364 + 0.3531949622611
9600256485776532890264370*I
21 (lfun): 0.67479969464784155829709087304704402380
21 (lfuncreate): 0.67479969464784155829709087304704402380
21 (lfunderiv): -0.14445905207331063984929465902657559947
21 (lfunlambda): 0.78627229350688518181479057787879442122
21 (lfunderivlambda): 0.43960077502814326043064320757682369479
21 (lfuncheckfeq): -127
21 (lfuncheckfeq(lfundual)): -127
21 (lfunhardy): 3.7906123947888162118912745573290423840
21 (lfunorderzero): 0
21 (lfuntheta): 0.13420087505683188828132600694374189569
21 (lfunan): [1, -1, -1, 0, 0, 1, 0, 1, 0, 0]
22 (lfun(2+2*I)): 0.96298216848967988043139203558640711798 - 0.2342009590489
5188293534871602747646966*I
22 (lfun): 1.4318824514464387465676045965741854843
22 (lfuncreate): 1.4318824514464387465676045965741854843
22 (lfunderiv): 1.1422304123026129533330985802463952102
22 (lfunlambda): 1.1759743869874435481612945489432475212
22 (lfunderivlambda): 2.4084264843810884136659888848787984212
22 (lfuncheckfeq): -125
22 (lfuncheckfeq(lfundual)): -126
22 (lfunhardy): -7.5183989759241169055381813793310826092
22 (lfunorderzero): 0
22 (lfuntheta): 0.082926332933319155259202716459188391631
22 (lfunan): [1, 1, 0, 1, 1, 0, 0, 1, 0, 1]
23 (lfun(2+2*I)): 1.0554498431937466016399059838514723665 - 0.02784638539565
8970273799631703681748408*I
23 (lfun): 0.93316836286939013447125902611036854752
23 (lfuncreate): 0.93316836286939013447125902611036854752
23 (lfunderiv): -0.20133842629482530350224118884420836659
23 (lfunlambda): 22.150738128072135257046224387043103356
23 (lfunderivlambda): 67.856243754653225347348872059210166995
23 (lfuncheckfeq): -129
23 (lfuncheckfeq(lfundual)): -129
23 (lfunhardy): 34.264753605661655413113407773581100347
23 (lfunorderzero): 0
23 (lfuntheta): 1.4615812546350410806241912565112410208
23 (lfunan): [1, 0, 0, 0, -1, 0, -1, 0, 0, 0]
24 (lfun(2+2*I)): 0.31472576404209958223490432211550805736 - 0.2316796487505
2068322446450582306984884*I
24 (lfun): -0.50000000000000000000000000000000000000
24 (lfuncreate): -0.50000000000000000000000000000000000000
24 (lfunderiv): -2.0063564559085848512101000267299604382
24 (lfunlambda): -1.0000000000000000000000000000000000000*x^-1 + O(x^0)
24 (lfunderivlambda): -2.0000000000000000000000000000000000000*x^-3 + O(x^0)
24 (lfuncheckfeq): -126
24 (lfuncheckfeq(lfundual)): -126
  *** lfunhardy: Warning: lfuninit: insufficient initialization.
24 (lfunhardy): -0.56003058147354490789526675361134629435
  *** lfunorderzero: Warning: lfuninit: insufficient initialization.
24 (lfunorderzero): 0
24 (lfuntheta): 1.7436711781044978198393639306933465212 E-6
24 (lfunan): [1, 4, 9, 16, 25, 36, 49, 64, 81, 100]
25 (lfun(2+2*I)): 4.5022051938493762630318608209969624314 - 4.32986359287055
56420242996824232187809*I
25 (lfun): 9.8696044010893586188344909998761511354*x^-1 + O(x^0)
25 (lfuncreate): 9.8696044010893586188344909998761511354*x^-1 + O(x^0)
25 (lfunderiv): 19.739208802178717237668981999752302271*x^-3 + O(x^0)
25 (lfunlambda): 2*x^-1 + O(x^0)
25 (lfunderivlambda): 4.0000000000000000000000000000000000000*x^-3 + O(x^0)
25 (lfuncheckfeq): -127
25 (lfuncheckfeq(lfundual)): -127
25 (lfunhardy): -2.5469113466196770062933385045593301523
25 (lfunorderzero): 0
25 (lfuntheta): 0.030046893520745694160538411115727227082
25 (lfunan): [8, 24, 32, 24, 48, 96, 64, 24, 104, 144]
26 (lfun(2+2*I)): 1.0524106447704187331819351953723618488 - 0.16089557470379
850303874135108164140543*I
26 (lfun): 2.0146245621496746305832568735923972175*x^-1 + O(x^0)
26 (lfuncreate): 2.0146245621496746305832568735923972175*x^-1 + O(x^0)
26 (lfunderiv): 4.0292491242993492611665137471847944349*x^-3 + O(x^0)
26 (lfunlambda): 4.8989794855663561963945681494117827839*x^-1 + O(x^0)
26 (lfunderivlambda): 9.7979589711327123927891362988235655679*x^-3 + O(x^0)
26 (lfuncheckfeq): -126
26 (lfuncheckfeq(lfundual)): -126
26 (lfunhardy): -0.36466842410981896568466950765779840745 + 1.38307889933471
27324520029043839243324*I
26 (lfunorderzero): 0
26 (lfuntheta): 0.82431888141964267810269311237633779885
26 (lfunan): [2, 2, 6, 8, 8, 16, 16, 14, 22, 24]
27 (lfun(2+2*I)): 1.1880469326252707442140202415265756569 + 0.01694679050176
8770099808695642642617468*I
27 (lfun): 0.93105766066370458950111047246090696916
27 (lfuncreate): 0.93105766066370458950111047246090696916
27 (lfunderiv): -0.19875301303842881461288412642672936245
27 (lfunlambda): 2.2168928091162464996705548722606546078
27 (lfunderivlambda): 1.8835751442729164002985938822801004139
27 (lfuncheckfeq): -127
27 (lfuncheckfeq(lfundual)): -127
27 (lfunhardy): 7.1739599307895241834661105153799234554
27 (lfunorderzero): 0
27 (lfuntheta): 0.33740734290941194013785615355015968564
27 (lfunan): [1, 0.61803398874989484820458683436563811772, -1.61803398874989
48482045868343656381177, -0.61803398874989484820458683436563811772, 0, -1, 0
.61803398874989484820458683436563811772, -1, 1.61803398874989484820458683436
56381177, 0]
28 (lfun(2+2*I)): 1.1880469326252707442140202415265756569 + 0.01694679050176
8770099808695642642617468*I
28 (lfun): 0.93105766066370458950111047246090696916
28 (lfuncreate): 0.93105766066370458950111047246090696916
28 (lfunderiv): -0.19875301303842881461288412642672936245
28 (lfunlambda): 2.2168928091162464996705548722606546078
28 (lfunderivlambda): 1.8835751442729164002985938822801004139
28 (lfuncheckfeq): -127
28 (lfuncheckfeq(lfundual)): -127
28 (lfunhardy): 7.1739599307895241834661105153799234554
28 (lfunorderzero): 0
28 (lfuntheta): 0.33740734290941194013785615355015968564
28 (lfunan): [1, 0.61803398874989484820458683436563811772, -1.61803398874989
48482045868343656381177, -0.61803398874989484820458683436563811772, 0, -1, 0
.61803398874989484820458683436563811772, -1, 1.61803398874989484820458683436
56381177, 0]
29 (lfun(2+2*I)): 1.9709547810947362615140933407643026874 + 0.72125054242112
098881193565176429637104*I
29 (lfun): 1.3421676621839102797814972773640152026
29 (lfuncreate): 1.3421676621839102797814972773640152026
29 (lfunderiv): -0.28946712907827258818400985023033597032
29 (lfunlambda): 2.5158152993104480556746720628152471027
29 (lfunderivlambda): 2.1502397959728439200455523877452901447
29 (lfuncheckfeq): -126
29 (lfuncheckfeq(lfundual)): -127
29 (lfunhardy): 2.8845771022027583283290641748300159470 + 3.3202488042440264
704057081842186911048*I
29 (lfunorderzero): 0
29 (lfuntheta): 0.43438208556947019708203926615081402208
29 (lfunan): [2, -2, -2, 0, -2, 6, -2, 0, 4, 4]
30 (lfun(2+2*I)): 1.0521576652554627042407515608421088843 + 0.14805527106487
078431325175340697023645*I
30 (lfun): 0.80975110660967140814479315394793589558
30 (lfuncreate): 0.80975110660967140814479315394793589558
30 (lfunderiv): -0.23055349934262096841259422808073776704
30 (lfunlambda): 2.8450867706015258379523360911003279317
30 (lfunderivlambda): 5.7204259750670336214223157097792822772
30 (lfuncheckfeq): -127
30 (lfuncheckfeq(lfundual)): -127
30 (lfunhardy): 4.8275994526484248940007934411523183648
30 (lfunorderzero): 0
30 (lfuntheta): 0.25552955884387935277949460024860170847
30 (lfunan): [1, 0, -2, 0, 0, 0, 6, 0, -3, 0]
31 (lfun(2+2*I)): 0.89253352046148531026753260212060664878 + 0.3697591309493
4705287751044283901184888*I
31 (lfun): 0.66175089770929725476564677769939622855
31 (lfuncreate): 0.66175089770929725476564677769939622855
31 (lfunderiv): -0.10019890783843543927935189577270339065
31 (lfunlambda): 0.19557068134325499033294643094375330160
31 (lfunderivlambda): 0.074923901241117305308856177568943698543
31 (lfuncheckfeq): -127
31 (lfuncheckfeq(lfundual)): -127
31 (lfunhardy): 0.86445110850417919069718227732914939116
31 (lfunorderzero): 0
31 (lfuntheta): 0.033524995531193573780800227953209178608
31 (lfunan): [1.0000000000000000000000000000000000000, -1.414213562373095048
8016887242096980786, -0.57735026918962576450914878050195745565, 1.0000000000
000000000000000000000000000, 0.44721359549995793928183473374625524709, 0.816
49658092772603273242802490196379732, -0.755928946018454454429033072468360121
63, 0, -0.66666666666666666666666666666666666667, -0.63245553203367586639977
870888654370674]
32 (lfun(2+2*I)): 0.71683178219623482123876107149063323080 - 0.0670150707037
18642997575342076561776938*I
32 (lfun): 0.92706368000081250207056652952022500618 - 0.46364938145483682270
246750309170364992*I
32 (lfuncreate): 0.92706368000081250207056652952022500618 - 0.46364938145483
682270246750309170364992*I
32 (lfunderiv): -0.14325687414515242351441502322514384979 - 0.39616475368926
266017359177755101860384*I
32 (lfunlambda): 12.915538538306770007023725703267817117 - 6.459406817055752
7749411446673463446509*I
32 (lfunderivlambda): 35.119341345499317617173671937045221290 - 7.6130893486
359329343104104880084980135*I
32 (lfuncheckfeq): -127
32 (lfuncheckfeq(lfundual)): -127
32 (lfunhardy): -6.0689473021581631216399042218295179710
32 (lfunorderzero): 0
32 (lfuntheta): 0.79138040414598215782025151996013400677 - 0.693572792187828
34814370540240036393563*I
32 (lfunan): [1, -2*I, I, -2, 0, 2, -2*I, 0, 2, 0]
33 (lfun(2+2*I)): 1.5440136714872304773986991780907589211 - 0.30661960725519
029288002589339018937061*I
33 (lfun): 1.0575992445909578493475116523231674725
33 (lfuncreate): 1.0575992445909578493475116523231674725
33 (lfunderiv): -0.40874788643585924772279469406166841139
33 (lfunlambda): 2.0636065064337882642106195341697561190
33 (lfunderivlambda): 1.5118482678149543000643643698970410347
33 (lfuncheckfeq): -125
33 (lfuncheckfeq(lfundual)): -125
33 (lfunhardy): 2.5141116494240547692059934356337208455
33 (lfunorderzero): 0
33 (lfuntheta): 0.23289067751256198570325301650715050858
33 (lfunan): [1, 2, -2, 0, -4, -4, -3, 0, 10, -8]
34 (lfun(2+2*I)): 0.30340585010904366530335696337431398949 - 0.8007738353880
8323710294579089327329218*I
34 (lfun): 1.1402308683647332165019665302206510242
34 (lfuncreate): 1.1402308683647332165019665302206510242
34 (lfunderiv): -1.1167497502735277462260515370661007526
34 (lfunlambda): 24.473226847609759135198967167899023747
34 (lfunderivlambda): 30.738683436715312670539707545652132287
34 (lfuncheckfeq): -127
34 (lfuncheckfeq(lfundual)): -127
34 (lfunhardy): 2.7897642304056560145420743528588027342
34 (lfunorderzero): 0
34 (lfuntheta): 1.7720013953042806303430908084396944474
34 (lfunan): [1, 0, 5, 0, -9, 0, 20, 0, -5, 0]
35 (lfun(2+2*I)): 0.91673035030331810308748633408160225704 + 0.0800009210635
23127009639958438790240026*I
35 (lfun): 0.79921874363828629008917129529621684333 - 0.10184729711946994015
173540667599101707*I
35 (lfuncreate): 0.79921874363828629008917129529621684333 - 0.10184729711946
994015173540667599101707*I
35 (lfunderiv): -0.14264428696267351253800531350521303207 + 0.02398185287686
8081448499767261014439555*I
35 (lfunlambda): 1.7807945912641855868274898533630165783 - 0.226933010879576
31713413745580533348830*I
35 (lfunderivlambda): 0.52081003542624615533195834024597669200 - 0.029375838
961809596501348902603430873705*I
35 (lfuncheckfeq): -126
35 (lfuncheckfeq(lfundual)): -127
35 (lfunhardy): 3.3945174411529004850500531435606288502
35 (lfunorderzero): 0
35 (lfuntheta): 0.33142868713174619542675563090594092429 - 0.001318047923982
0115987802664578727253737*I
35 (lfunan): [1, -1/2 - 0.86602540378443864676372317075293618347*I, -1/2 + 0
.86602540378443864676372317075293618347*I, -1/2 + 0.866025403784438646763723
17075293618347*I, -1/2 - 0.86602540378443864676372317075293618347*I, 1, 0, 1
, -1/2 - 0.86602540378443864676372317075293618347*I, -1/2 + 0.86602540378443
864676372317075293618347*I]
36 (lfun(2+2*I)): [1.1880469326252707442140202415265756569 + 0.0169467905017
68770099808695642642617468*I, 0.85881508230561895060611401193238080222 + 0.2
7138686857073670439807289114676381045*I]
36 (lfun): [0.93105766066370458950111047246090696916, 0.70138142074939520441
644806296021333400]
36 (lfuncreate): [0.93105766066370458950111047246090696916, 0.70138142074939
520441644806296021333400]
36 (lfunderiv): [-0.19875301303842881461288412642672936245, -0.1095933605535
1544688219795383657860537]
36 (lfunlambda): [2.2168928091162464996705548722606546078, 1.670022699774221
3134842806794699059347]
36 (lfunderivlambda): [1.8835751442729164002985938822801004139, 1.6813033526
691147654492798337764777073]
36 (lfuncheckfeq): -127
36 (lfuncheckfeq(lfundual)): -127
36 (lfunhardy): [7.1739599307895241834661105153799234554, 3.6230834364100961
464915708492723350363]
36 (lfunorderzero): error("incorrect type in lfunorderzero [vector-valued] (
t_VEC).")
36 (lfuntheta): [0.33740734290941194013785615355015968564, 0.244223971996100
32051543258265938559842]
36 (lfunan): [[1, 1], [0.61803398874989484820458683436563811772 + 0.E-38*I, 
-1.6180339887498948482045868343656381177 + 0.E-38*I], [-1.618033988749894848
2045868343656381177 + 0.E-38*I, 0.61803398874989484820458683436563811772 + 0
.E-38*I], [-0.61803398874989484820458683436563811772 + 0.E-38*I, 1.618033988
7498948482045868343656381177 + 0.E-38*I], [0, 0], [-1.0000000000000000000000
000000000000000 + 0.E-38*I, -1.0000000000000000000000000000000000000 + 0.E-3
8*I], [0.61803398874989484820458683436563811772 + 0.E-38*I, -1.6180339887498
948482045868343656381177 + 0.E-38*I], [-1.0000000000000000000000000000000000
000 + 0.E-38*I, -1.0000000000000000000000000000000000000 + 0.E-38*I], [1.618
0339887498948482045868343656381177 + 0.E-38*I, -0.61803398874989484820458683
436563811772 + 0.E-38*I], [0, 0]]
37 (lfun(2+2*I)): [1.3483205026938327010553930525605803459 + 0.2078762618774
5564995113405360074567615*I, 0.93381617574732307362188489901165066821 - 0.27
699630623555753943003276340006196536*I]
37 (lfun): [0.80997029123410977860339310872223766187 + 0.2748683812569493376
9780812234474840637*I, 1.2260985850616064239100198350646394922 - 0.097943275
553695013940974111309594973263*I]
37 (lfuncreate): [0.80997029123410977860339310872223766187 + 0.2748683812569
4933769780812234474840637*I, 1.2260985850616064239100198350646394922 - 0.097
943275553695013940974111309594973263*I]
37 (lfunderiv): [-0.15172535126523835401277823411512633497 + 0.1212786263833
9663983024186827850588934*I, 0.086003944693668606121491657733355052398 - 0.0
32972739731251911164160504336734138622*I]
37 (lfunlambda): [1.4180185316823969667965921081091188526 + 0.48121327734382
278621343250696981757639*I, 2.1465361558358669935040492191881107340 - 0.1714
6972091680368934118152963510530909*I]
37 (lfunderivlambda): [1.0440902290755600567189106717118629633 + 0.090231021
951898171871017932754996114827*I, 1.1988007101249872464418248949851604475 - 
0.036891804725574719370444706322397354993*I]
37 (lfuncheckfeq): -125
37 (lfuncheckfeq(lfundual)): -125
37 (lfunhardy): [3.1567083262256877198860463836387331346, 1.7473101037515900
279009592791717467746]
37 (lfunorderzero): error("incorrect type in lfunorderzero [vector-valued] (
t_VEC).")
37 (lfuntheta): [0.37696859117738045822505944199722589529 + 0.02384410323867
6898690644429102665506293*I, 0.40505205004811831147427855967151576448 - 0.01
4573625906179829869141857483972196055*I]
37 (lfunan): [[1, 1], [-0.30901699437494742410229341718281905886 + 0.9510565
1629515357211643933337938214341*I, 0.80901699437494742410229341718281905886 
- 0.58778525229247312916870595463907276860*I], [-0.8090169943749474241022934
1718281905886 + 0.58778525229247312916870595463907276860*I, 0.30901699437494
742410229341718281905886 + 0.95105651629515357211643933337938214341*I], [-0.
80901699437494742410229341718281905886 - 0.587785252292473129168705954639072
76860*I, 0.30901699437494742410229341718281905886 - 0.9510565162951535721164
3933337938214341*I], [0.30901699437494742410229341718281905886 + 0.951056516
29515357211643933337938214341*I, -0.80901699437494742410229341718281905886 -
 0.58778525229247312916870595463907276860*I], [-0.30901699437494742410229341
718281905886 - 0.95105651629515357211643933337938214341*I, 0.809016994374947
42410229341718281905886 + 0.58778525229247312916870595463907276860*I], [0.80
901699437494742410229341718281905886 + 0.58778525229247312916870595463907276
860*I, -0.30901699437494742410229341718281905886 + 0.95105651629515357211643
933337938214341*I], [0.80901699437494742410229341718281905886 - 0.5877852522
9247312916870595463907276860*I, -0.30901699437494742410229341718281905886 - 
0.95105651629515357211643933337938214341*I], [0.3090169943749474241022934171
8281905886 - 0.95105651629515357211643933337938214341*I, -0.8090169943749474
2410229341718281905886 + 0.58778525229247312916870595463907276860*I], [-1.00
00000000000000000000000000000000000 + 0.E-38*I, -1.0000000000000000000000000
000000000000 + 0.E-38*I]]
38 (lfun(2+2*I)): 0.72548989481303783216227417079245424438 - 0.2308205673493
9106433365440335307054690*I
38 (lfun): 0.78539816339744830961566084581987572105*x^-1 + O(x^0)
38 (lfuncreate): 0.78539816339744830961566084581987572105*x^-1 + O(x^0)
38 (lfunderiv): 1.5707963267948966192313216916397514421*x^-3 + O(x^0)
38 (lfunlambda): 1.0000000000000000000000000000000000000*x^-1 + O(x^0)
38 (lfunderivlambda): 2.0000000000000000000000000000000000000*x^-3 + O(x^0)
38 (lfuncheckfeq): -126
38 (lfuncheckfeq(lfundual)): -126
38 (lfunhardy): -0.97015131557059479318247051718915637096
38 (lfunorderzero): 0
38 (lfuntheta): 0.0037418601725423530816919183393838490569
38 (lfunan): [1, 2, 0, 4, 10, 0, 0, 8, 9, 20]
39 (lfun(2+2*I)): 0.96988491230440641238657342364061570565 - 0.1643915517658
5914023446789239531500694*I
39 (lfun): 1.2725645584163707364143503829855104713
39 (lfuncreate): 1.2725645584163707364143503829855104713
39 (lfunderiv): 0.44714108719078457970225656221901906249
39 (lfunlambda): 0.13675913322137212158503856141594714368
39 (lfunderivlambda): 0.17013636341135599774663836705641169284
39 (lfuncheckfeq): -126
39 (lfuncheckfeq(lfundual)): -126
39 (lfunhardy): -1.2423170473203508839664397185125926678
39 (lfunorderzero): 0
39 (lfuntheta): 0.0037418601725423530816919183393838490569
39 (lfunan): [1, 0.70710678118654752440084436210484903928, 0, 0.500000000000
00000000000000000000000000, 0.89442719099991587856366946749251049418, 0, 0, 
0.35355339059327376220042218105242451964, 0.33333333333333333333333333333333
333333, 0.63245553203367586639977870888654370674]
40 (lfun(2+2*I)): 0.62084724312324229581202824184597976777 - 0.3658050339758
3431771968485708441503846*I
40 (lfun): 1.1833617767789197791215251204689209789*x^-1 + O(x^0)
40 (lfuncreate): 1.1833617767789197791215251204689209789*x^-1 + O(x^0)
40 (lfunderiv): 2.3667235535578395582430502409378419577*x^-3 - 0.41889578932
793628666135018794514905994 + O(x)
40 (lfunlambda): 0.30532186472573967168486783831079470359*x^-1 - 0.641774823
24885002637443620939161877186 + O(x)
40 (lfunderivlambda): 0.61064372945147934336973567662158940718*x^-3 - 3.0747
443460097747453020429310868696302 + O(x)
40 (lfuncheckfeq): -123
40 (lfuncheckfeq(lfundual)): -124
40 (lfunhardy): 0.92406364860702089035467361162064280827
40 (lfunorderzero): 0
40 (lfuntheta): 0.00071568351627807464942396068632337922743
40 (lfunan): [1, 3, 0, 7, 12, 0, 0, 15, 10, 36]
Total time spent: 4343
