%
%
%  32-digit values of the first 100 beta coefficients 
%      for orthogonal polynomials relative to the 
%         Freud weight function w(x)=exp(-x^6)
%              computed by the routine
%                sr_freud(100,0,6,32)
%
%    Reference: W. Gautschi, Variable-precision recurrence
%     coefficients for nonstandard orthogonal polynomials,
%             Numer. Algorithms 52 (2009), 409-418
%
         1.8554386672600784014166989650692
         0.31842494215898715332644386316102
         0.31842494215898715332644386316102
         0.37004579017960222143808288869766
         0.40754977625568361677423056139242
         0.43749931370470873508351411976787
         0.46491366573027865817818727916279
         0.48917867905534082855148794746811
         0.51131057835120135847492449718205
         0.53169267572267303287018299830081
         0.55062516305235292814880883335530
         0.56834545380428840974784201051015
         0.58502840888707010626956106980885
         0.60081351627379746119107926636703
         0.61581231795696452797331718993638
         0.63011573303675743929486383007436
         0.64379900642489478259722286484551
         0.65692515774362785889752262009554
         0.66954756323057918674569980357303
         0.68171187060331518454574307003807
         0.69345745692971958172023644558482
         0.70481855413735030339937495879771
         0.71582512941122411527158566025684
         0.72650358262017123911470403177028
         0.73687730486853795346883297462361
         0.74696713037004328088731970468702
         0.75679170539752032807462902132536
         0.76636779207672406569897378968424
         0.77571052048029790051878040380778
         0.78483359932458853377908180467948
         0.79374949323978626675149896923594
         0.80246957283850572029426434423360
         0.81100424248793560109839494585567
         0.81936304968254682822448550283010
         0.82755477913727899446834694699374
         0.83558753411701640176949557020537
         0.84346880704473792437502026056200
         0.85120554105690926639654678473391
         0.85880418387742869706270286726248
         0.86627073514347938346377438125565
         0.87361078812495284076331242491739
         0.88082956662377245139405863218230
         0.88793195771285986696255349682704
         0.89492254087077849412504854143973
         0.90180561398269188683397772281119
         0.90858521660761850100750951621479
         0.91526515085323568776580295624051
         0.92184900015045823417442491473338
         0.92834014617891725434201084958178
         0.93474178415987472517957049882556
         0.94105693670388591900654491007201
         0.94728846637574371431270879520111
         0.95343908711815602250205530237903
         0.95951137465760927217574909326016
         0.96550777600045654339051542613297
         0.97143061811402695056665241299431
         0.97728211587614344007006493761869
         0.98306437936657772699880732828803
         0.98877942056542948381648468201971
         0.99442915951599670184777135047371
         1.0000154300032417613545980644959
         1.0055399847933157348498554870614
         1.0110045004746660138889840964124
         1.0164105819369216313043239510954
         1.0217597665199437080528712419282
         1.0270535278620747949283378811968
         1.0322932794736604316494544118321
         1.0374803780592976819779851668113
         1.0426161266099447577355307605068
         1.0477017772839653646680724581955
         1.0527385340943485954799073009817
         1.0577275554177120283656629493699
         1.0626699563392379267074192920645
         1.0675668108463890771672967091962
         1.0724191538830836149942685895986
         1.0772279832749613021342914768333
         1.0819942615354333150038478438152
         1.0867189175613615840279604045242
         1.0914028482264515346715124544837
         1.0960469198797544417613060397362
         1.1006519697560543859536292829569
         1.1052188073043528325615279990083
         1.1097482154401548284279418099748
         1.1142409517267991623160638056721
         1.1186977494906556342739462811213
         1.1231193188746314695781101115283
         1.1275063478340820267443380459570
         1.1318595030789048529513812896088
         1.1361794309653077801472136071560
         1.1404667583404784112030350945610
         1.1447220933431415920078311055296
         1.1489460261627711360577415546645
         1.1531391297600202257508357198633
         1.1573019605507498248110963367793
         1.1614350590558645441453989684350
         1.1655389505190093133506047360803
         1.1696141454940366678483197814321
         1.1736611404040223388394874594288
         1.1776804180734851135615873935020
         1.1816724482353547001896642821901