15 integer(IK) ,
parameter :: MAX_NPG
= 30_IK
16 real(RKG) :: nodeK(MAX_NPG
+1), weightK(MAX_NPG
+1), weightG(MAX_NPG
+1)
17 real(RKG) ,
allocatable :: refNodeK(:), refWeightK(:), refWeightG(:)
19 type(display_type) :: disp
23 call disp%show(
"!%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%")
24 call disp%show(
"! Compute the 7-15 Gauss-Kronrod nodes and weights.")
25 call disp%show(
"!%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%")
31 call setNodeWeight(npg
= 7)
34 call disp%show(
"!%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%")
35 call disp%show(
"! Compute the 10-21 Gauss-Kronrod nodes and weights.")
36 call disp%show(
"!%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%")
42 call setNodeWeight(npg
= 10)
45 call disp%show(
"!%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%")
46 call disp%show(
"! Compute the 15-31 Gauss-Kronrod nodes and weights.")
47 call disp%show(
"!%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%")
53 call setNodeWeight(npg
= 15)
56 call disp%show(
"!%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%")
57 call disp%show(
"! Compute the 20-41 Gauss-Kronrod nodes and weights.")
58 call disp%show(
"!%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%")
64 call setNodeWeight(npg
= 20)
67 call disp%show(
"!%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%")
68 call disp%show(
"! Compute the 25-51 Gauss-Kronrod nodes and weights.")
69 call disp%show(
"!%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%")
75 call setNodeWeight(npg
= 25)
78 call disp%show(
"!%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%")
79 call disp%show(
"! Compute the 30-61 Gauss-Kronrod nodes and weights.")
80 call disp%show(
"!%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%")
86 call setNodeWeight(npg
= 30)
90 subroutine setNodeWeight(npg)
92 integer(IK) ,
intent(in) :: npg
98 call disp%show(
"call setNodeWeightGK(nodeK(1:npk), weightK(1:npk), weightG(1:npk/2))")
100 call disp%show(
"[nodeK, weightK, weightG]")
102 if (
mod(i,
2_IK)
== 0_IK)
then
103 call disp%show( [nodeK(i), weightK(i), weightG(i
/2)] )
105 call disp%show( [nodeK(i), weightK(i)] )
109 call disp%show(
"[nodeK - exact, weightK - exact, weightG - exact]")
112 if (
mod(i,
2_IK)
== 0_IK)
then
113 call disp%show( [nodeK(i)
- refNodeK(j), weightK(i)
- refWeightK(j), weightG(i
/2)
- refWeightG(
size(refWeightG)
- i
/2 + 1)] )
115 call disp%show( [nodeK(i)
- refNodeK(j), weightK(i)
- refWeightK(j)] )
119 deallocate(refNodeK, refWeightG, refWeightK)
This is a generic method of the derived type display_type with pass attribute.
This is a generic method of the derived type display_type with pass attribute.
Generate and return the conversion of the input value to an output Fortran string,...
This module contains classes and procedures for input/output (IO) or generic display operations on st...
type(display_type) disp
This is a scalar module variable an object of type display_type for general display.
This module defines the relevant Fortran kind type-parameters frequently used in the ParaMonte librar...
integer, parameter IK
The default integer kind in the ParaMonte library: int32 in Fortran, c_int32_t in C-Fortran Interoper...
integer, parameter SK
The default character kind in the ParaMonte library: kind("a") in Fortran, c_char in C-Fortran Intero...
integer, parameter RKH
The scalar integer constant of intrinsic default kind, representing the highest-precision real kind t...
real(RKB), dimension(15), parameter weightG30
A vector of type real of the highest-precision kind available by the processor, containing the weight...
real(RKB), dimension(21), parameter weightK41
A vector of type real of the highest-precision kind available by the processor, containing the weight...
real(RKB), dimension(16), parameter weightK31
A vector of type real of the highest-precision kind available by the processor, containing the weight...
real(RKB), dimension(21), parameter nodeK41
A vector of type real of the highest-precision kind available by the processor, containing the abscis...
real(RKB), dimension(8), parameter nodeK15
A vector of type real of the highest-precision kind available by the processor, containing the abscis...
real(RKB), dimension(11), parameter weightK21
A vector of type real of the highest-precision kind available by the processor, containing the weight...
real(RKB), dimension(31), parameter nodeK61
A vector of type real of the highest-precision kind available by the processor, containing the abscis...
real(RKB), dimension(16), parameter nodeK31
A vector of type real of the highest-precision kind available by the processor, containing the abscis...
real(RKB), dimension(5), parameter weightG10
A vector of type real of the highest-precision kind available by the processor, containing the weight...
real(RKB), dimension(13), parameter weightG25
A vector of type real of the highest-precision kind available by the processor, containing the weight...
real(RKB), dimension(11), parameter nodeK21
A vector of type real of the highest-precision kind available by the processor, containing the abscis...
real(RKB), dimension(8), parameter weightK15
A vector of type real of the highest-precision kind available by the processor, containing the weight...
real(RKB), dimension(4), parameter weightG7
A vector of type real of the highest-precision kind available by the processor, containing the weight...
real(RKB), dimension(26), parameter weightK51
A vector of type real of the highest-precision kind available by the processor, containing the weight...
real(RKB), dimension(10), parameter weightG20
A vector of type real of the highest-precision kind available by the processor, containing the weight...
real(RKB), dimension(26), parameter nodeK51
A vector of type real of the highest-precision kind available by the processor, containing the abscis...
real(RKB), dimension(31), parameter weightK61
A vector of type real of the highest-precision kind available by the processor, containing the weight...
real(RKB), dimension(8), parameter weightG15
A vector of type real of the highest-precision kind available by the processor, containing the weight...
This module contains the generic procedures for converting values of different types and kinds to For...
Generate and return an object of type display_type.
9[nodeK, weightK, weightG]
10+0.991455371120812639206854697526328534,
+0.229353220105292249637320080589695566E-1
11+0.949107912342758524526189684047851219,
+0.630920926299785532907006631892035206E-1,
+0.129484966168869693270611432679081161
12+0.864864423359769072789712788640926167,
+0.104790010322250183839876322541518041
13+0.741531185599394439863864773280788426,
+0.140653259715525918745189590510237726,
+0.279705391489276667901467771423779330
14+0.586087235467691130294144838258729596,
+0.169004726639267902826583426598550208
15+0.405845151377397166906606412076961454,
+0.190350578064785409913256402421013653,
+0.381830050505118944950369775488975074
16+0.207784955007898467600689403773244930,
+0.204432940075298892414161999234648970
17+0.00000000000000000000000000000000000,
+0.209482141084727828012999174891714262,
+0.417959183673469387755102040816326510
19[nodeK
- exact, weightK
- exact, weightG
- exact]
20+0.00000000000000000000000000000000000,
-0.361111864572606722447995864234673872E-34
21+0.00000000000000000000000000000000000,
-0.770371977754894341222391177033970927E-33,
-0.866668474974256133875190074163217293E-33
22+0.00000000000000000000000000000000000,
+0.240741243048404481631997242823115915E-34
23+0.00000000000000000000000000000000000,
-0.192592994438723585305597794258492732E-33,
-0.240741243048404481631997242823115915E-33
24+0.00000000000000000000000000000000000,
-0.722223729145213444895991728469347744E-34
25+0.00000000000000000000000000000000000,
-0.240741243048404481631997242823115915E-34,
-0.481482486096808963263994485646231830E-34
26+0.240741243048404481631997242823115915E-34,
-0.120370621524202240815998621411557957E-33
27+0.00000000000000000000000000000000000,
+0.00000000000000000000000000000000000,
+0.00000000000000000000000000000000000
37[nodeK, weightK, weightG]
38+0.995657163025808080735527280689002850,
+0.116946388673718742780643960621920455E-1
39+0.973906528517171720077964012084452104,
+0.325581623079647274788189724593892905E-1,
+0.666713443086881375935688098933313063E-1
40+0.930157491355708226001207180059508367,
+0.547558965743519960313813002445801872E-1
41+0.865063366688984510732096688423493068,
+0.750396748109199527670431409161898610E-1,
+0.149451349150580593145776339657697151
42+0.780817726586416897063717578345042409,
+0.931254545836976055350654650833663122E-1
43+0.679409568299024406234327365114873548,
+0.109387158802297641899210590325804986,
+0.219086362515982043995534934228163250
44+0.562757134668604683339000099272694155,
+0.123491976262065851077958109831074157
45+0.433395394129247190799265943165784184,
+0.134709217311473325928054001771706780,
+0.269266719309996355091226921569469300
46+0.294392862701460198131126603103865508,
+0.142775938577060080797094273138717120
47+0.148874338981631210884826001129719980,
+0.147739104901338491374841515972067985,
+0.295524224714752870173892994651338306
48+0.00000000000000000000000000000000000,
+0.149445554002916905664936468389821279
50[nodeK
- exact, weightK
- exact, weightG
- exact]
51+0.00000000000000000000000000000000000,
-0.300926553810505602039996553528894894E-35
52+0.962964972193617926527988971292463659E-34,
-0.469445423944388739182394623505076034E-33,
-0.481482486096808963263994485646231830E-33
53+0.00000000000000000000000000000000000,
+0.120370621524202240815998621411557957E-34
54+0.00000000000000000000000000000000000,
-0.144444745829042688979198345693869549E-33,
-0.192592994438723585305597794258492732E-33
55+0.00000000000000000000000000000000000,
-0.361111864572606722447995864234673872E-34
56+0.00000000000000000000000000000000000,
+0.240741243048404481631997242823115915E-34,
+0.481482486096808963263994485646231830E-34
57+0.00000000000000000000000000000000000,
+0.00000000000000000000000000000000000
58+0.00000000000000000000000000000000000,
-0.481482486096808963263994485646231830E-34,
-0.481482486096808963263994485646231830E-34
59-0.481482486096808963263994485646231830E-34,
+0.481482486096808963263994485646231830E-34
60+0.00000000000000000000000000000000000,
-0.722223729145213444895991728469347744E-34,
+0.00000000000000000000000000000000000
61+0.00000000000000000000000000000000000,
+0.722223729145213444895991728469347744E-34
71[nodeK, weightK, weightG]
72+0.998002298693397060285172840152271212,
+0.537747987292334898779205143012766868E-2
73+0.987992518020485428489565718586612614,
+0.150079473293161225383747630758065355E-1,
+0.307532419961172683546283935772036556E-1
74+0.967739075679139134257347978784337170,
+0.254608473267153201868740010196533869E-1
75+0.937273392400705904307758947710209522,
+0.353463607913758462220379484783596456E-1,
+0.703660474881081247092674164506669230E-1
76+0.897264532344081900882509656454495847,
+0.445897513247648766082272993732796876E-1
77+0.848206583410427216200648320774216849,
+0.534815246909280872653431472394303324E-1,
+0.107159220467171935011869546685869334
78+0.790418501442465932967649294817947367,
+0.620095678006706402851392309608029347E-1
79+0.724417731360170047416186054613938033,
+0.698541213187282587095200770991473795E-1,
+0.139570677926154314447804794511028232
80+0.650996741297416970533735895313274663,
+0.768496807577203788944327774826590358E-1
81+0.570972172608538847537226737253910681,
+0.830805028231330210382892472861039900E-1,
+0.166269205816993933553200860481209062
82+0.485081863640239680693655740232350637,
+0.885644430562117706472754436937743237E-1
83+0.394151347077563369897207370981045485,
+0.931265981708253212254868727473457423E-1,
+0.186161000015562211026800561866422892
84+0.299180007153168812166780024266388908,
+0.966427269836236785051799076275893564E-1
85+0.201194093997434522300628303394596212,
+0.991735987217919593323931734846031084E-1,
+0.198431485327111576456118326443839338
86+0.101142066918717499027074231447392276,
+0.100769845523875595044946662617569744
87+0.00000000000000000000000000000000000,
+0.101330007014791549017374792767492326,
+0.202578241925561272880620199967519315
89[nodeK
- exact, weightK
- exact, weightG
- exact]
90+0.00000000000000000000000000000000000,
+0.188079096131566001274997845955559308E-34
91+0.00000000000000000000000000000000000,
-0.732756158528581140967391607842859066E-33,
-0.761344181140579173161191280428104081E-33
92-0.962964972193617926527988971292463659E-34,
+0.270833898429455041835996898176005404E-34
93+0.962964972193617926527988971292463659E-34,
-0.403241582106077506733595381728719157E-33,
-0.421297175334707842855995174940452851E-33
94+0.00000000000000000000000000000000000,
+0.00000000000000000000000000000000000
95+0.00000000000000000000000000000000000,
+0.361111864572606722447995864234673872E-34,
+0.361111864572606722447995864234673872E-34
96+0.00000000000000000000000000000000000,
+0.00000000000000000000000000000000000
97+0.00000000000000000000000000000000000,
-0.962964972193617926527988971292463659E-34,
-0.962964972193617926527988971292463659E-34
98+0.00000000000000000000000000000000000,
+0.240741243048404481631997242823115915E-34
99+0.00000000000000000000000000000000000,
+0.204630056591143809387197656399648528E-33,
+0.240741243048404481631997242823115915E-33
100+0.00000000000000000000000000000000000,
+0.240741243048404481631997242823115915E-34
101+0.00000000000000000000000000000000000,
+0.240741243048404481631997242823115915E-34,
+0.722223729145213444895991728469347744E-34
102-0.481482486096808963263994485646231830E-34,
+0.240741243048404481631997242823115915E-34
103+0.00000000000000000000000000000000000,
-0.240741243048404481631997242823115915E-34,
+0.240741243048404481631997242823115915E-34
104-0.601853107621011204079993107057789787E-34,
+0.240741243048404481631997242823115915E-34
105+0.00000000000000000000000000000000000,
-0.216667118743564033468797518540804323E-33,
+0.00000000000000000000000000000000000
115[nodeK, weightK, weightG]
116+0.998859031588277663838315576545863027,
+0.307358371852053150121829324603096036E-2
117+0.993128599185094924786122388471320311,
+0.860026985564294219866178795010156739E-2,
+0.176140071391521183118619623518520174E-1
118+0.981507877450250259193342994720216953,
+0.146261692569712529837879603088683438E-1
119+0.963971927277913791267666131197277245,
+0.203883734612665235980102314327544473E-1,
+0.406014298003869413310399522749318474E-1
120+0.940822633831754753519982722212443384,
+0.258821336049511588345050670961531257E-1
121+0.912234428251325905867752441203298155,
+0.312873067770327989585431193238004526E-1,
+0.626720483341090635695065351870413037E-1
122+0.878276811252281976077442995113078476,
+0.366001697582007980305572407072109909E-1
123+0.839116971822218823394529061701520649,
+0.416688733279736862637883059368949448E-1,
+0.832767415767047487247581432220464148E-1
124+0.795041428837551198350638833272787951,
+0.464348218674976747202318809261075123E-1
125+0.746331906460150792614305070355641587,
+0.509445739237286919327076700503450663E-1,
+0.101930119817240435036750135480350030
126+0.693237656334751384805490711845931522,
+0.551951053482859947448323724197773487E-1
127+0.636053680726515025452836696226285966,
+0.591114008806395723749672206485942313E-1,
+0.118194531961518417312377377711382301
128+0.575140446819710315342946036586425083,
+0.626532375547811680258701221742549883E-1
129+0.510867001950827098004364050955250976,
+0.658345971336184221115635569693980091E-1,
+0.131688638449176626898494499748163180
130+0.443593175238725103199992213492640121,
+0.686486729285216193456234118853677711E-1
131+0.373706088715419560672548177024927261,
+0.710544235534440683057903617232102466E-1,
+0.142096109318382051329298325067165001
132+0.301627868114913004320555356858592298,
+0.730306903327866674951894176589131234E-1
133+0.227785851141645078080496195368574615,
+0.745828754004991889865814183624874938E-1,
+0.149172986472603746787828737001969411
134+0.152605465240922675505220241022677516,
+0.757044976845566746595427753766165649E-1
135+0.765265211334973337546404093988382039E-1,
+0.763778676720807367055028350380610118E-1,
+0.152753387130725850698084331955097591
136+0.00000000000000000000000000000000000,
+0.766007119179996564450499015301016947E-1
138[nodeK
- exact, weightK
- exact, weightG
- exact]
139+0.00000000000000000000000000000000000,
-0.270833898429455041835996898176005404E-34
140+0.00000000000000000000000000000000000,
-0.779399774369209509283591073639837774E-33,
-0.800464633135944901426390832386860417E-33
141+0.00000000000000000000000000000000000,
-0.120370621524202240815998621411557957E-34
142+0.00000000000000000000000000000000000,
-0.258796836277034817754397036034849608E-33,
-0.264815367353244929795196967105427506E-33
143+0.00000000000000000000000000000000000,
-0.180555932286303361223997932117336936E-34
144+0.00000000000000000000000000000000000,
-0.282870960581875265917596760317161200E-33,
-0.300926553810505602039996553528894894E-33
145+0.00000000000000000000000000000000000,
-0.180555932286303361223997932117336936E-34
146+0.00000000000000000000000000000000000,
+0.204630056591143809387197656399648528E-33,
+0.204630056591143809387197656399648528E-33
147+0.00000000000000000000000000000000000,
-0.601853107621011204079993107057789787E-35
148+0.00000000000000000000000000000000000,
+0.120370621524202240815998621411557957E-33,
+0.156481807981462913060798207835025345E-33
149+0.00000000000000000000000000000000000,
+0.180555932286303361223997932117336936E-34
150+0.00000000000000000000000000000000000,
+0.120370621524202240815998621411557957E-34,
+0.120370621524202240815998621411557957E-34
151-0.962964972193617926527988971292463659E-34,
+0.120370621524202240815998621411557957E-34
152+0.00000000000000000000000000000000000,
+0.601853107621011204079993107057789787E-34,
+0.481482486096808963263994485646231830E-34
153+0.00000000000000000000000000000000000,
-0.361111864572606722447995864234673872E-34
154+0.00000000000000000000000000000000000,
+0.842594350669415685711990349880905702E-34,
+0.722223729145213444895991728469347744E-34
155+0.481482486096808963263994485646231830E-34,
+0.120370621524202240815998621411557957E-34
156+0.00000000000000000000000000000000000,
-0.361111864572606722447995864234673872E-34,
-0.240741243048404481631997242823115915E-34
157+0.00000000000000000000000000000000000,
+0.120370621524202240815998621411557957E-34
158-0.120370621524202240815998621411557957E-34,
+0.120370621524202240815998621411557957E-34,
+0.00000000000000000000000000000000000
159+0.00000000000000000000000000000000000,
-0.481482486096808963263994485646231830E-34
169[nodeK, weightK, weightG]
170+0.999262104992609834193457486540340575,
+0.198738389233031592650785188284342961E-2
171+0.995556969790498097908784946893901581,
+0.556193213535671375804023690106697115E-2,
+0.113937985010262879479029641132362507E-1
172+0.988035794534077247637331014577406252,
+0.947397338617415160720771052365532276E-2
173+0.976663921459517511498315386479594089,
+0.132362291955716748136564058469761715E-1,
+0.263549866150321372619018152952990694E-1
174+0.961614986425842512418130033660167235,
+0.168478177091282982315166675363363170E-1
175+0.942974571228974339414011169658470471,
+0.204353711458828354565682922359383611E-1,
+0.409391567013063126556234877116453113E-1
176+0.920747115281701561746346084546330642,
+0.240099456069532162200924891648810722E-1
177+0.894991997878275368851042006782804903,
+0.274753175878517378029484555178113998E-1,
+0.549046959758351919259368915404736655E-1
178+0.865847065293275595448996969588340103,
+0.307923001673874888911090202152285800E-1
179+0.833442628760834001421021108693569617,
+0.340021302743293378367487952295509730E-1,
+0.680383338123569172071871856567077122E-1
180+0.797873797998500059410410904994306606,
+0.371162714834155435603306253676198537E-1
181+0.759259263037357630577282865204360970,
+0.400838255040323820748392844670756497E-1,
+0.801407003350010180132349596691112771E-1
182+0.717766406813084388186654079773297739,
+0.428728450201700494768957924394951466E-1
183+0.673566368473468364485120633247622169,
+0.455029130499217889098705847526603955E-1,
+0.910282619829636498114972207028916491E-1
184+0.626810099010317412788122681624517907,
+0.479825371388367139063922557569147330E-1
185+0.577662930241222967723689841612654042,
+0.502776790807156719633252594334401640E-1,
+0.100535949067050644202206890392685890
186+0.526325284334719182599623778158010128,
+0.523628858064074758643667121378726962E-1
187+0.473002731445714960522182115009192053,
+0.542511298885454901445433704598754928E-1,
+0.108519624474263653116093957050116445
188+0.417885382193037748851814394594572502,
+0.559508112204123173082406863827473103E-1
189+0.361172305809387837735821730127640676,
+0.574371163615678328535826939395064512E-1,
+0.114858259145711648339325545869555739
190+0.303089538931107830167478909980339298,
+0.586896800223942079619741758567877471E-1
191+0.243866883720988432045190362797451579,
+0.597203403241740599790992919325618536E-1,
+0.119455763535784772228178126512901034
192+0.183718939421048892015969888759528396,
+0.605394553760458629453602675175654328E-1
193+0.122864692610710396387359818808036808,
+0.611285097170530483058590304162927646E-1,
+0.122242442990310041688959518945851523
194+0.615444830056850788865463923667968797E-1,
+0.614711898714253166615441319652640920E-1
195+0.00000000000000000000000000000000000,
+0.615808180678329350787598242400646323E-1,
+0.123176053726715451203902873079050139
197[nodeK
- exact, weightK
- exact, weightG
- exact]
198+0.00000000000000000000000000000000000,
+0.195602259976828641325997759793781681E-34
199+0.00000000000000000000000000000000000,
+0.144896135659758447382258340524162891E-32,
+0.147754937920958250601638307782687393E-32
200+0.00000000000000000000000000000000000,
-0.150463276905252801019998276764447447E-35
201+0.00000000000000000000000000000000000,
-0.662038418383112324487992417763568766E-34,
-0.752316384526264005099991383822237234E-34
202+0.00000000000000000000000000000000000,
+0.00000000000000000000000000000000000
203-0.962964972193617926527988971292463659E-34,
-0.613890169773431428161592969198945583E-33,
-0.643982825154481988365592624551835072E-33
204+0.00000000000000000000000000000000000,
-0.902779661431516806119989660586684681E-35
205-0.962964972193617926527988971292463659E-34,
+0.321991412577240994182796312275917536E-33,
+0.343056271343976386325596071022940179E-33
206+0.00000000000000000000000000000000000,
-0.601853107621011204079993107057789787E-35
207+0.00000000000000000000000000000000000,
-0.228704180895984257550397380681960119E-33,
-0.252778305200824705713597104964271711E-33
208+0.00000000000000000000000000000000000,
-0.240741243048404481631997242823115915E-34
209+0.00000000000000000000000000000000000,
+0.601853107621011204079993107057789787E-35,
-0.240741243048404481631997242823115915E-34
210+0.00000000000000000000000000000000000,
-0.120370621524202240815998621411557957E-34
211+0.00000000000000000000000000000000000,
+0.00000000000000000000000000000000000,
+0.00000000000000000000000000000000000
212+0.00000000000000000000000000000000000,
-0.240741243048404481631997242823115915E-34
213+0.00000000000000000000000000000000000,
+0.782409039907314565303991039175126723E-34,
+0.601853107621011204079993107057789787E-34
214-0.962964972193617926527988971292463659E-34,
-0.180555932286303361223997932117336936E-34
215+0.00000000000000000000000000000000000,
-0.114352090447992128775198690340980060E-33,
-0.180555932286303361223997932117336936E-33
216+0.00000000000000000000000000000000000,
-0.361111864572606722447995864234673872E-34
217+0.00000000000000000000000000000000000,
-0.180555932286303361223997932117336936E-34,
-0.722223729145213444895991728469347744E-34
218-0.481482486096808963263994485646231830E-34,
-0.180555932286303361223997932117336936E-34
219+0.00000000000000000000000000000000000,
+0.00000000000000000000000000000000000,
-0.120370621524202240815998621411557957E-34
220-0.240741243048404481631997242823115915E-34,
+0.601853107621011204079993107057789787E-35
221+0.00000000000000000000000000000000000,
+0.541667796858910083671993796352010808E-34,
+0.120370621524202240815998621411557957E-34
222+0.246759774124614593672797173893693813E-33,
-0.842594350669415685711990349880905702E-34
223+0.00000000000000000000000000000000000,
+0.782409039907314565303991039175126723E-34,
+0.00000000000000000000000000000000000
233[nodeK, weightK, weightG]
234+0.999484410050490637571325895705810795,
+0.138901369867700762455159122675971330E-2
235+0.996893484074649540271630050918695337,
+0.389046112709988405126720184451370613E-2,
+0.796819249616660561546588347467177800E-2
236+0.991630996870404594858628366109485771,
+0.663070391593129217331982636975016474E-2
237+0.983668123279747209970032581605662842,
+0.927327965951776342844114689202402568E-2,
+0.184664683110909591423021319120469131E-1
238+0.973116322501126268374693868423706846,
+0.118230152534963417422328988532505948E-1
239+0.960021864968307512216871025581797646,
+0.143697295070458048124514324435803472E-1,
+0.287847078833233693497191796112923870E-1
240+0.944374444748559979415831324037439150,
+0.169208891890532726275722894203221015E-1
241+0.926200047429274325879324277080474015,
+0.194141411939423811734089510501285067E-1,
+0.387991925696270495968019364463477550E-1
242+0.905573307699907798546522558925958353,
+0.218280358216091922971674857383390032E-1
243+0.882560535792052681543116462530225587,
+0.241911620780806013656863707252321658E-1,
+0.484026728305940529029381404228076481E-1
244+0.857205233546061098958658510658943894,
+0.265099548823331016106017093350754069E-1
245+0.829565762382768397442898119732501916,
+0.287540487650412928439787853543341362E-1,
+0.574931562176190664817216894020560505E-1
246+0.799727835821839083013668942322683280,
+0.309072575623877624728842529430922737E-1
247+0.767777432104826194917977340974503127,
+0.329814470574837260318141910168538974E-1,
+0.659742298821804951281285151159623159E-1
248+0.733790062453226804726171131369527600,
+0.349793380280600241374996707314678867E-1
249+0.697850494793315796932292388026640086,
+0.368823646518212292239110656171359459E-1,
+0.737559747377052062682438500221907194E-1
250+0.660061064126626961370053668149270727,
+0.386789456247275929503486515322810469E-1
251+0.620526182989242861140477556431189339,
+0.403745389515359591119952797524682789E-1,
+0.807558952294202153546949384605298969E-1
252+0.579345235826361691756024932172540529,
+0.419698102151642461471475412859697542E-1
253+0.536624148142019899264169793311072772,
+0.434525397013560693168317281170732828E-1,
+0.868997872010829798023875307151257365E-1
254+0.492480467861778574993693061207708789,
+0.448148001331626631923555516167232373E-1
255+0.447033769538089176780609900322854008,
+0.460592382710069881162717355593735825E-1,
+0.921225222377861287176327070876187637E-1
256+0.400401254830394392535476211542660634,
+0.471855465692991539452614781810994885E-1
257+0.352704725530878113471037207089373868,
+0.481858617570871291407794922983045484E-1,
+0.963687371746442596394686263518098187E-1
258+0.304073202273625077372677107199256562,
+0.490554345550297788875281653672381693E-1
259+0.254636926167889846439805129817805114,
+0.497956834270742063578115693799423231E-1,
+0.995934205867952670627802821035694751E-1
260+0.204525116682309891438957671002024697,
+0.504059214027823468408930856535850308E-1
261+0.153869913608583546963794672743255924,
+0.508817958987496064922974730498046820E-1,
+0.101762389748405504596428952168553985
262+0.102806937966737030147096751318000567,
+0.512215478492587721706562826049441894E-1
263+0.514718425553176958330252131667225730E-1,
+0.514261285374590259338628792157814533E-1,
+0.102852652893558840341285636705415001
264+0.00000000000000000000000000000000000,
+0.514947294294515675583404336470992344E-1
266[nodeK
- exact, weightK
- exact, weightG
- exact]
267+0.00000000000000000000000000000000000,
+0.135416949214727520917998449088002702E-34
268+0.962964972193617926527988971292463659E-34,
-0.179728384263324470818387941595132475E-32,
-0.184467977485839934050517887313212570E-32
269+0.00000000000000000000000000000000000,
-0.376158192263132002549995691911118617E-35
270+0.00000000000000000000000000000000000,
-0.334028474729661218264396174417073332E-33,
-0.355093333496396610407195933164095974E-33
271+0.00000000000000000000000000000000000,
+0.150463276905252801019998276764447447E-35
272+0.00000000000000000000000000000000000,
+0.337037740267766274284796139952362281E-33,
+0.343056271343976386325596071022940179E-33
273+0.00000000000000000000000000000000000,
+0.902779661431516806119989660586684681E-35
274+0.00000000000000000000000000000000000,
+0.511575141477859523467994140999121319E-34,
+0.601853107621011204079993107057789787E-34
275+0.00000000000000000000000000000000000,
+0.902779661431516806119989660586684681E-35
276+0.00000000000000000000000000000000000,
+0.138426214752832576938398414623291651E-33,
+0.132407683676622464897598483552713753E-33
277+0.00000000000000000000000000000000000,
-0.601853107621011204079993107057789787E-35
278+0.00000000000000000000000000000000000,
-0.752316384526264005099991383822237234E-34,
-0.782409039907314565303991039175126723E-34
279+0.00000000000000000000000000000000000,
+0.00000000000000000000000000000000000
280+0.00000000000000000000000000000000000,
-0.300926553810505602039996553528894894E-34,
-0.481482486096808963263994485646231830E-34
281+0.00000000000000000000000000000000000,
+0.120370621524202240815998621411557957E-34
282+0.00000000000000000000000000000000000,
-0.240741243048404481631997242823115915E-34,
-0.120370621524202240815998621411557957E-34
283+0.00000000000000000000000000000000000,
-0.601853107621011204079993107057789787E-35
284+0.00000000000000000000000000000000000,
+0.162500339057673025101598138905603243E-33,
+0.168518870133883137142398069976181140E-33
285+0.00000000000000000000000000000000000,
-0.601853107621011204079993107057789787E-35
286+0.00000000000000000000000000000000000,
+0.240741243048404481631997242823115915E-34,
+0.361111864572606722447995864234673872E-34
287+0.00000000000000000000000000000000000,
-0.601853107621011204079993107057789787E-35
288+0.00000000000000000000000000000000000,
+0.00000000000000000000000