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[u/mrichter/AliRoot.git] / PDF / npdf / eks98.F
1 #include "pdf/pilot.h"
2 C***************************************************************************
3 C
4 C                       eks98.f
5 C
6 C An interface for calculating the SCALE DEPENDENT NUCLEAR RATIOS
7 C               R_f^A(x,Q) = f_A(x,Q)/f_p(x,Q) 
8 C where f_A is the distribution of parton flavour f in a proton of a 
9 C nucleus A, and f_p is the corresponding parton distribution in the 
10 C free proton.
11 C  
12 C When you are using this interface, please REFER TO:
13 C K.J. Eskola, V.J. Kolhinen and C.A. Salgado, 
14 C "The scale dependent nuclear effects in parton distributions for 
15 C practical applications", Eur. Phys. J. C9 (1999) 61,
16 C JYFL-8/98, US-FT/14-98, hep-ph/9807297.
17 C
18 C The detailed formulation of our approach is given in 
19 C K.J. Eskola, V.J. Kolhinen and P.V. Ruuskanen,
20 C "Scale evolution of nuclear parton distributions"
21 C Nucl. Phys. B535 (1998) 351, CERN-TH/97-345, JYFL-2/98, hep-ph/9802350,
22 C so please refer also to this paper.
23 C
24 C The ratios R_f^A are to a good approximation independent of the choice
25 C of the parton distribution set for the free proton, so the absolute
26 C distributions of parton flavour f in a proton of a nucleus A can be 
27 C obtained simply by:
28 C f_A(x,Q) = R_f^A(x,Q) * f_p(x,Q), 
29 C where f_p is from any modern (lowest order) set of parton distributions.
30 C The corresponding distributions in a neutron of the nucleus can be 
31 C obtained through the isospin symmetry (=an approximation for non-isoscalar 
32 C nuclei)
33 C
34 C Questions & comments to:
35 C       salgado@fpaxp1.usc.es
36 C       vesa.kolhinen@phys.jyu.fi
37 C       kari.eskola@phys.jyu.fi
38
39 C August 4, 1998 
40 C April 12, 2000 Modified for PDFLIB: common areas removed,
41 C                unnecessary functions eksar0, eksara removed
42 C                and code inserted in the main program.
43 C
44 C-------------------------------------------------------------------
45 C
46 C INSTRUCTIONS:
47 C
48 C call eks98(x,Q,A,ruv,rdv,ru,rd,rs,rc,rb,rt,rg)
49 C
50 C Returns the nuclear corrections R_f^A(x,Q) in double precision for f=
51 C       
52 C       u_valence: ruv
53 C       d_valence: rdv (=ruv)
54 C       u_sea: ru
55 C       d_sea: rd (=ru)
56 C       s: rs
57 C       c: rc
58 C       b: rb
59 C       t: rt (always set to 1)
60 C       glue: rg
61 C
62 C For x, Q (Q is in GeV) and atomic number A. 
63 C x, Q and A are in DOUBLE PRECISION
64
65 C No initialization is needed.
66 C
67 C This program needs data files par0.all and parxQA.all.
68 C They must be located in current working directory.
69 C
70 C This parametrization should only be applied at
71 C 1e-6 < x < almost 1,     1.5 < Q< 100 GeV
72 C Warning: No warning is given if the above kinematic region
73 C           in x&Q is exceeded.
74 C If A<=2, the function returns 1.
75 C
76 C
77 C
78 C-------------------------------------------------------------------
79
80       subroutine eks98(x,q,a,ruv,rdv,ru,rd,rs,rc,rb,rt,rg)
81 #include "pdf/impdp.inc"
82       dimension pqq(3),r(5),qq0(3),ptm(10)
83       dimension pa(3,10,3,8)
84       dimension pk0(3,180,8)
85       dimension nm(5), kpt(5)
86
87        data qq0 /2.25d0, 2.54958d0, 21.3474d0/, 
88      #     x1 /1.d-6/, x116 /.263553d-01/,
89      #     aa1 /4.d0/, aa8 /208.d0/  
90       data nm/1, 1, 2, 3, 1/,
91      #     kpt/1, 3, 6, 7, 8/
92  
93       data ((pa(l,k, 1, 1),l=1,3),k=1,10)/
94      #     0.14090000E-04,0.35210931E-04,-.10411635E-05,
95      #     -.23558300E-04,-.47985653E-04,0.16458061E-06,
96      #     0.13239300E-04,0.29205666E-04,-.45352667E-06,
97      #     -.64469800E-02,-.17417529E-01,0.49554572E-02,
98      #     -.30124100E+00,-.12625918E+01,-.11011743E+00,
99      #     -.29042100E-02,0.17355629E-01,0.18402482E-02,
100      #     0.80649600E-03,-.29284958E-01,-.32113722E-02,
101      #     0.14213800E-01,0.29406779E-01,0.17581578E-02,
102      #     -.29676000E-01,-.29727508E-01,-.62500264E-04,
103      #     -.77003800E-03,-.23781571E-02,-.10994586E-03/
104       data ((pa(l,k, 2, 1),l=1,3),k=1,10)/
105      #     0.17000000E-06,0.18985118E-06,0.82013212E-08,
106      #     0.16474400E-05,0.36813732E-05,-.59321277E-07,
107      #     -.55010200E-06,-.12540454E-05,0.27720641E-07,
108      #     -.13804600E-02,-.30966872E-02,-.18530724E-03,
109      #     0.40170100E-01,0.12539375E+00,0.21618396E-02,
110      #     0.15982700E-03,-.11026677E-02,-.12710860E-03,
111      #     0.90663000E-04,0.19106476E-02,0.21070340E-03,
112      #     -.79382100E-03,-.17157888E-02,-.11568196E-03,
113      #     0.13137200E-02,0.13618002E-02,0.11352389E-04,
114      #     0.35091800E-04,0.14286549E-03,0.86585471E-05/
115       data ((pa(l,k, 3, 1),l=1,3),k=1,10)/
116      #     -.16400000E-05,-.50839329E-05,-.15011569E-07,
117      #     -.13462100E-04,-.31763817E-04,0.81732900E-06,
118      #     0.32475600E-05,0.79437036E-05,-.27370123E-06,
119      #     0.43531300E-01,0.99797852E-01,-.33765052E-05,
120      #     -.76361300E+00,-.20805721E+01,0.72384172E-01,
121      #     -.71183400E-02,0.16229048E-01,0.22778774E-02,
122      #     0.71346100E-02,-.25258922E-01,-.35348045E-02,
123      #     0.47070800E-02,0.20942318E-01,0.18750739E-02,
124      #     -.28156400E-01,-.30653515E-01,-.34157177E-03,
125      #     -.17631200E-03,-.23306961E-02,-.17336719E-03/
126       data ((pa(l,k, 1, 2),l=1,3),k=1,10)/
127      #     0.61380000E-04,0.14853900E-03,-.36750639E-05,
128      #     0.15968100E-04,0.41020319E-04,-.16392288E-05,
129      #     0.88363500E-05,0.19033020E-04,-.16968139E-06,
130      #     -.16496400E-01,-.40413725E-01,0.43192710E-02,
131      #     0.10657600E+00,-.27029148E+00,-.93432786E-01,
132      #     -.28217000E-02,0.17181617E-01,0.18454212E-02,
133      #     -.86241900E-03,-.30223559E-01,-.31258007E-02,
134      #     0.13956700E-01,0.28853854E-01,0.16995086E-02,
135      #     -.24456600E-01,-.25064682E-01,-.10377551E-03,
136      #     -.62888900E-03,-.22721641E-02,-.11715903E-03/
137       data ((pa(l,k, 2, 2),l=1,3),k=1,10)/
138      #     -.19000000E-06,-.10044773E-05,0.61298878E-07,
139      #     0.33967100E-06,0.73940302E-06,0.31650756E-07,
140      #     -.53868400E-06,-.12281937E-05,0.18049452E-07,
141      #     0.21490200E-03,0.63825136E-03,-.19376196E-03,
142      #     0.31242300E-02,0.30844484E-01,0.23502040E-02,
143      #     0.14637900E-03,-.10280021E-02,-.11516974E-03,
144      #     0.13515000E-03,0.18142272E-02,0.18674764E-03,
145      #     -.72518000E-03,-.15785224E-02,-.10146757E-03,
146      #     0.10602500E-02,0.11233630E-02,0.10292593E-04,
147      #     0.27129200E-04,0.13007019E-03,0.81434799E-05/
148       data ((pa(l,k, 3, 2),l=1,3),k=1,10)/
149      #     -.90700000E-05,-.26248056E-04,0.49314368E-06,
150      #     -.23052500E-04,-.49923281E-04,0.27354603E-06,
151      #     0.80499500E-05,0.18679598E-04,-.33424836E-06,
152      #     0.12089900E-01,0.25464894E-01,0.11934209E-02,
153      #     -.28895900E+00,-.83762649E+00,0.42726650E-01,
154      #     -.48770900E-02,0.13994036E-01,0.18830252E-02,
155      #     0.33748500E-02,-.22264470E-01,-.28819285E-02,
156      #     0.54743100E-02,0.18101633E-01,0.15213690E-02,
157      #     -.22589700E-01,-.24105648E-01,-.33008792E-03,
158      #     -.17070800E-03,-.19670336E-02,-.14766491E-03/
159       data ((pa(l,k, 1, 3),l=1,3),k=1,10)/
160      #     0.44222800E-02,0.74796930E-02,-.48653299E-03,
161      #     0.59383000E-03,0.10192475E-02,-.71331775E-04,
162      #     -.39855500E-04,-.61655017E-04,0.11503163E-04,
163      #     -.22521400E+00,-.40590456E+00,0.16937813E-01,
164      #     0.37195900E+01,0.60005449E+01,-.48930655E+00,
165      #     0.30258700E-02,-.54273565E-03,0.76587657E-04,
166      #     -.42620500E-02,0.43944658E-02,-.25228842E-03,
167      #     0.14056100E-01,0.70383618E-02,-.33994041E-04,
168      #     -.26556200E-01,-.21355055E-01,0.49703670E-03,
169      #     -.20423500E-02,-.24351757E-02,-.39484822E-05/
170       data ((pa(l,k, 2, 3),l=1,3),k=1,10)/
171      #     -.16147000E-03,-.26895650E-03,0.20678351E-04,
172      #     -.33956600E-04,-.56432821E-04,0.47413027E-05,
173      #     0.89641200E-06,0.97071095E-06,-.51137705E-06,
174      #     0.14154800E-01,0.25838370E-01,-.18537242E-02,
175      #     -.23950500E+00,-.42226853E+00,0.41208339E-01,
176      #     0.10307600E-03,-.76253410E-03,-.42040028E-04,
177      #     0.29854600E-03,0.19112958E-02,0.99559330E-04,
178      #     -.10087600E-02,-.20066724E-02,-.55885278E-04,
179      #     0.14489900E-02,0.16363993E-02,-.10654975E-04,
180      #     0.88101000E-04,0.18509813E-03,0.14169991E-05/
181       data ((pa(l,k, 3, 3),l=1,3),k=1,10)/
182      #     -.20939400E-02,-.36074626E-02,0.19156847E-03,
183      #     -.11838200E-03,-.27260062E-03,-.93137551E-05,
184      #     0.84978700E-04,0.14943069E-03,-.10654041E-04,
185      #     -.16893400E+00,-.23871983E+00,0.69182509E-01,
186      #     0.32437100E+01,0.41987821E+01,-.11809893E+01,
187      #     0.22920000E-02,0.19368165E-01,0.11864272E-02,
188      #     -.40666100E-01,-.80447246E-01,-.31240079E-02,
189      #     0.50270100E-01,0.76175679E-01,0.18308670E-02,
190      #     -.44848100E-01,-.57740531E-01,0.23954032E-03,
191      #     -.52800800E-03,-.17673218E-02,0.20697993E-04/
192       data ((pa(l,k, 1, 4),l=1,3),k=1,10)/
193      #     0.44222800E-02,0.74796930E-02,-.48653299E-03,
194      #     0.59383000E-03,0.10192475E-02,-.71331775E-04,
195      #     -.39855500E-04,-.61655017E-04,0.11503163E-04,
196      #     -.22521400E+00,-.40590456E+00,0.16937813E-01,
197      #     0.37195900E+01,0.60005449E+01,-.48930655E+00,
198      #     0.30258700E-02,-.54273565E-03,0.76587657E-04,
199      #     -.42620500E-02,0.43944658E-02,-.25228842E-03,
200      #     0.14056100E-01,0.70383618E-02,-.33994041E-04,
201      #     -.26556200E-01,-.21355055E-01,0.49703670E-03,
202      #     -.20423500E-02,-.24351757E-02,-.39484822E-05/
203       data ((pa(l,k, 2, 4),l=1,3),k=1,10)/
204      #     -.16147000E-03,-.26895650E-03,0.20678351E-04,
205      #     -.33956600E-04,-.56432821E-04,0.47413027E-05,
206      #     0.89641200E-06,0.97071095E-06,-.51137705E-06,
207      #     0.14154800E-01,0.25838370E-01,-.18537242E-02,
208      #     -.23950500E+00,-.42226853E+00,0.41208339E-01,
209      #     0.10307600E-03,-.76253410E-03,-.42040028E-04,
210      #     0.29854600E-03,0.19112958E-02,0.99559330E-04,
211      #     -.10087600E-02,-.20066724E-02,-.55885278E-04,
212      #     0.14489900E-02,0.16363993E-02,-.10654975E-04,
213      #     0.88101000E-04,0.18509813E-03,0.14169991E-05/
214       data ((pa(l,k, 3, 4),l=1,3),k=1,10)/
215      #     -.20939400E-02,-.36074626E-02,0.19156847E-03,
216      #     -.11838200E-03,-.27260062E-03,-.93137551E-05,
217      #     0.84978700E-04,0.14943069E-03,-.10654041E-04,
218      #     -.16893400E+00,-.23871983E+00,0.69182509E-01,
219      #     0.32437100E+01,0.41987821E+01,-.11809893E+01,
220      #     0.22920000E-02,0.19368165E-01,0.11864272E-02,
221      #     -.40666100E-01,-.80447246E-01,-.31240079E-02,
222      #     0.50270100E-01,0.76175679E-01,0.18308670E-02,
223      #     -.44848100E-01,-.57740531E-01,0.23954032E-03,
224      #     -.52800800E-03,-.17673218E-02,0.20697993E-04/
225       data ((pa(l,k, 1, 5),l=1,3),k=1,10)/
226      #     0.44845800E-02,0.75813459E-02,-.49633111E-03,
227      #     0.62746000E-03,0.10650655E-02,-.79101830E-04,
228      #     -.50490100E-04,-.76547625E-04,0.13978409E-04,
229      #     -.26483700E+00,-.50371666E+00,0.11914335E-01,
230      #     0.33268000E+01,0.63907392E+01,-.49536068E+00,
231      #     0.15007800E-01,0.37291585E-01,0.22229452E-02,
232      #     -.22978200E-01,-.61596530E-01,-.37776891E-02,
233      #     0.23703900E-01,0.46152502E-01,0.20695893E-02,
234      #     -.25386800E-01,-.28920674E-01,-.54551888E-04,
235      #     -.21454100E-02,-.37248798E-02,-.16659417E-03/
236       data ((pa(l,k, 2, 5),l=1,3),k=1,10)/
237      #     -.16048000E-03,-.26724915E-03,0.20709354E-04,
238      #     -.33396500E-04,-.55088829E-04,0.49309457E-05,
239      #     0.56120600E-06,0.29620983E-06,-.54778567E-06,
240      #     0.12460300E-01,0.23127396E-01,-.20231139E-02,
241      #     -.15550600E+00,-.28039359E+00,0.45451576E-01,
242      #     0.11876200E-03,-.58939849E-03,-.62714393E-04,
243      #     -.33678900E-04,0.13657628E-02,0.13448844E-03,
244      #     -.67097200E-03,-.15695610E-02,-.78462377E-04,
245      #     0.13328300E-02,0.15163247E-02,-.52430392E-05,
246      #     0.10240500E-03,0.18954366E-03,0.40054816E-05/
247       data ((pa(l,k, 3, 5),l=1,3),k=1,10)/
248      #     -.23352600E-02,-.40041989E-02,0.22280333E-03,
249      #     -.28523500E-03,-.56130916E-03,0.11583071E-04,
250      #     0.14209200E-03,0.24635266E-03,-.18223806E-04,
251      #     0.13243600E+00,0.30806831E+00,0.95226565E-01,
252      #     -.13163400E+01,-.39408794E+01,-.12402760E+01,
253      #     -.68116000E-01,-.98238919E-01,-.34258159E-02,
254      #     0.96171400E-01,0.13422345E+00,0.33947152E-02,
255      #     -.36353500E-01,-.52689855E-01,-.14904227E-02,
256      #     -.41063700E-01,-.38415039E-01,0.14310422E-02,
257      #     0.37885100E-03,-.51323741E-04,0.34237799E-03/
258       data ((pa(l,k, 1, 6),l=1,3),k=1,10)/
259      #     0.35266000E-02,0.59933727E-02,-.36692786E-03,
260      #     0.36285000E-03,0.63679303E-03,-.36104798E-04,
261      #     -.36462300E-04,-.60025589E-04,0.81293376E-05,
262      #     -.18853200E+00,-.32876665E+00,0.79975149E-02,
263      #     0.22463800E+01,0.33126946E+01,-.38302624E+00,
264      #     0.10597500E-01,0.11040625E-01,0.28139630E-03,
265      #     -.19728000E-02,0.69755582E-02,-.13699242E-03,
266      #     0.72868300E-02,-.33399200E-02,-.23761882E-03,
267      #     -.26059800E-01,-.16839722E-01,0.58515148E-03,
268      #     -.20515600E-02,-.23252028E-02,-.34962122E-04/
269       data ((pa(l,k, 2, 6),l=1,3),k=1,10)/
270      #     -.13317000E-03,-.22276611E-03,0.16454499E-04,
271      #     -.25562000E-04,-.42991824E-04,0.35028592E-05,
272      #     0.96007200E-06,0.12213552E-05,-.48153415E-06,
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502      #     0.10141200E+01,0.15920406E-01,-.52615496E-03/
503       data ((pk0(l,k, 1),l=1,3),k=136,150)/
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505      #     0.10131700E+01,0.13975559E-01,-.59192299E-03,
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510      #     0.10035300E+01,0.42762699E-02,-.17404487E-04,
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512      #     0.99611500E+00,-.27586838E-02,0.24273533E-03,
513      #     0.99174800E+00,-.71635519E-02,0.38513059E-03,
514      #     0.98678000E+00,-.11857106E-01,0.47076429E-03,
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517      #     0.96939000E+00,-.27132384E-01,0.61156658E-03,
518      #     0.96369400E+00,-.32215089E-01,0.67535930E-03/
519       data ((pk0(l,k, 1),l=1,3),k=151,165)/
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521      #     0.96123000E+00,-.34423853E-01,0.69963768E-03,
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534      #     0.97185600E+00,-.25008112E-01,0.47536361E-03/
535       data ((pk0(l,k, 1),l=1,3),k=166,180)/
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547      #     0.11688600E+01,0.15005424E+00,-.28529975E-02,
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549      #     0.12235900E+01,0.19867996E+00,-.37770251E-02,
550      #     0.10000000E+01,-.23134272E-13,-.64878658E-14/
551       data ((pk0(l,k, 2),l=1,3),k=  1, 15)/
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553      #     0.98805600E+00,-.29577255E-01,0.41912607E-03,
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567       data ((pk0(l,k, 2),l=1,3),k= 16, 30)/
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583       data ((pk0(l,k, 2),l=1,3),k= 31, 45)/
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598      #     0.98824300E+00,-.29122463E-01,0.40102918E-03/
599       data ((pk0(l,k, 2),l=1,3),k= 46, 60)/
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614      #     0.98854600E+00,-.28387063E-01,0.37230645E-03/
615       data ((pk0(l,k, 2),l=1,3),k= 61, 75)/
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630      #     0.98927000E+00,-.26623148E-01,0.30776191E-03/
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646      #     0.99092000E+00,-.22577449E-01,0.17688179E-03/
647       data ((pk0(l,k, 2),l=1,3),k= 91,105)/
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663       data ((pk0(l,k, 2),l=1,3),k=106,120)/
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678      #     0.10038400E+01,0.80714467E-02,0.75584238E-04/
679       data ((pk0(l,k, 2),l=1,3),k=121,135)/
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694      #     0.10141300E+01,0.15911342E-01,-.52439906E-03/
695       data ((pk0(l,k, 2),l=1,3),k=136,150)/
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710      #     0.96369600E+00,-.32216511E-01,0.67564928E-03/
711       data ((pk0(l,k, 2),l=1,3),k=151,165)/
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725      #     0.96560200E+00,-.30566472E-01,0.58115604E-03,
726      #     0.97185600E+00,-.25007680E-01,0.47515663E-03/
727       data ((pk0(l,k, 2),l=1,3),k=166,180)/
728      #     0.97967500E+00,-.18061875E-01,0.34342023E-03,
729      #     0.98905800E+00,-.97255699E-02,0.18481515E-03,
730      #     0.10000000E+01,-.23134272E-13,-.64878658E-14,
731      #     0.10125100E+01,0.11112990E-01,-.21100754E-03,
732      #     0.10265800E+01,0.23621096E-01,-.44945784E-03,
733      #     0.10422100E+01,0.37517055E-01,-.71369353E-03,
734      #     0.10594100E+01,0.52801676E-01,-.10049392E-02,
735      #     0.10781800E+01,0.69469519E-01,-.13207875E-02,
736      #     0.10985000E+01,0.87532718E-01,-.16641203E-02,
737      #     0.11203900E+01,0.10697980E+00,-.20330527E-02,
738      #     0.11438400E+01,0.12783116E+00,-.24319791E-02,
739      #     0.11688600E+01,0.15005237E+00,-.28525840E-02,
740      #     0.11954400E+01,0.17367747E+00,-.33030503E-02,
741      #     0.12235900E+01,0.19867522E+00,-.37759426E-02,
742      #     0.10000000E+01,-.23134272E-13,-.64878658E-14/
743       data ((pk0(l,k, 3),l=1,3),k=  1, 15)/
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745      #     0.94051700E+00,-.10489404E+00,0.48710030E-02,
746      #     0.94051900E+00,-.10489153E+00,0.48704553E-02,
747      #     0.94051900E+00,-.10488780E+00,0.48696017E-02,
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749      #     0.94052600E+00,-.10487964E+00,0.48676979E-02,
750      #     0.94052900E+00,-.10487553E+00,0.48667815E-02,
751      #     0.94053300E+00,-.10487066E+00,0.48656727E-02,
752      #     0.94053600E+00,-.10486555E+00,0.48645820E-02,
753      #     0.94054100E+00,-.10486048E+00,0.48635400E-02,
754      #     0.94054400E+00,-.10485316E+00,0.48619598E-02,
755      #     0.94054900E+00,-.10484693E+00,0.48607066E-02,
756      #     0.94055300E+00,-.10483849E+00,0.48589269E-02,
757      #     0.94055800E+00,-.10483053E+00,0.48573568E-02,
758      #     0.94056500E+00,-.10482288E+00,0.48557996E-02/
759       data ((pk0(l,k, 3),l=1,3),k= 16, 30)/
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761      #     0.94057800E+00,-.10480329E+00,0.48520071E-02,
762      #     0.94058500E+00,-.10479213E+00,0.48498371E-02,
763      #     0.94059300E+00,-.10478051E+00,0.48476639E-02,
764      #     0.94060300E+00,-.10476852E+00,0.48453988E-02,
765      #     0.94061100E+00,-.10475352E+00,0.48426394E-02,
766      #     0.94062000E+00,-.10473818E+00,0.48398114E-02,
767      #     0.94063200E+00,-.10472289E+00,0.48369962E-02,
768      #     0.94064300E+00,-.10470517E+00,0.48337586E-02,
769      #     0.94065600E+00,-.10468669E+00,0.48305374E-02,
770      #     0.94066900E+00,-.10466632E+00,0.48268946E-02,
771      #     0.94068400E+00,-.10464439E+00,0.48229787E-02,
772      #     0.94070000E+00,-.10462153E+00,0.48190192E-02,
773      #     0.94071600E+00,-.10459559E+00,0.48145052E-02,
774      #     0.94073400E+00,-.10456954E+00,0.48101036E-02/
775       data ((pk0(l,k, 3),l=1,3),k= 31, 45)/
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777      #     0.94077400E+00,-.10450802E+00,0.47996399E-02,
778      #     0.94079600E+00,-.10447371E+00,0.47938437E-02,
779      #     0.94082100E+00,-.10443845E+00,0.47879584E-02,
780      #     0.94084600E+00,-.10439889E+00,0.47814248E-02,
781      #     0.94087300E+00,-.10435708E+00,0.47746171E-02,
782      #     0.94090300E+00,-.10431131E+00,0.47669746E-02,
783      #     0.94093500E+00,-.10426349E+00,0.47593740E-02,
784      #     0.94097000E+00,-.10421115E+00,0.47507777E-02,
785      #     0.94100800E+00,-.10415626E+00,0.47420034E-02,
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789      #     0.94118100E+00,-.10388976E+00,0.47000362E-02,
790      #     0.94123300E+00,-.10381108E+00,0.46878408E-02/
791       data ((pk0(l,k, 3),l=1,3),k= 46, 60)/
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793      #     0.94134700E+00,-.10363695E+00,0.46610886E-02,
794      #     0.94141100E+00,-.10354017E+00,0.46463506E-02,
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796      #     0.94155000E+00,-.10332211E+00,0.46130279E-02,
797      #     0.94162700E+00,-.10320533E+00,0.45957277E-02,
798      #     0.94171000E+00,-.10307847E+00,0.45767402E-02,
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800      #     0.94189300E+00,-.10279733E+00,0.45350974E-02,
801      #     0.94199300E+00,-.10264231E+00,0.45124000E-02,
802      #     0.94210100E+00,-.10247579E+00,0.44879939E-02,
803      #     0.94221400E+00,-.10229881E+00,0.44622560E-02,
804      #     0.94233800E+00,-.10211028E+00,0.44350670E-02,
805      #     0.94246700E+00,-.10190857E+00,0.44060822E-02,
806      #     0.94260500E+00,-.10169310E+00,0.43754108E-02/
807       data ((pk0(l,k, 3),l=1,3),k= 61, 75)/
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809      #     0.94290900E+00,-.10121892E+00,0.43083875E-02,
810      #     0.94307500E+00,-.10095816E+00,0.42718661E-02,
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812      #     0.94344100E+00,-.10038444E+00,0.41922240E-02,
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814      #     0.94385600E+00,-.99736735E-01,0.41035380E-02,
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816      #     0.94432300E+00,-.99002645E-01,0.40042297E-02,
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818      #     0.94484400E+00,-.98170855E-01,0.38930944E-02,
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822      #     0.94608600E+00,-.96189509E-01,0.36350707E-02/
823       data ((pk0(l,k, 3),l=1,3),k= 76, 90)/
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825      #     0.94681500E+00,-.95014272E-01,0.34855445E-02,
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830      #     0.94900600E+00,-.91447332E-01,0.30476655E-02,
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833      #     0.95060100E+00,-.88816909E-01,0.27388927E-02,
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838      #     0.95378300E+00,-.83496408E-01,0.21474545E-02/
839       data ((pk0(l,k, 3),l=1,3),k= 91,105)/
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841      #     0.95524600E+00,-.81015982E-01,0.18872765E-02,
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846      #     0.95939800E+00,-.73865930E-01,0.11887084E-02,
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853      #     0.96638200E+00,-.61601483E-01,0.17865032E-03,
854      #     0.96748400E+00,-.59644723E-01,0.39548326E-04/
855       data ((pk0(l,k, 3),l=1,3),k=106,120)/
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857      #     0.96976400E+00,-.55598945E-01,-.22688480E-03,
858      #     0.97094000E+00,-.53515509E-01,-.35296675E-03,
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861      #     0.97460000E+00,-.47079449E-01,-.69450336E-03,
862      #     0.97585400E+00,-.44894291E-01,-.79329273E-03,
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866      #     0.98098500E+00,-.36257763E-01,-.11003177E-02,
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870      #     0.98629400E+00,-.28122503E-01,-.12598669E-02/
871       data ((pk0(l,k, 3),l=1,3),k=121,135)/
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873      #     0.98904300E+00,-.24317995E-01,-.12895868E-02,
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875      #     0.99185100E+00,-.20757308E-01,-.12987447E-02,
876      #     0.99327300E+00,-.19085296E-01,-.12984059E-02,
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881      #     0.99751800E+00,-.14575385E-01,-.13203117E-02,
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883      #     0.99751800E+00,-.14574988E-01,-.13204144E-02,
884      #     0.99751900E+00,-.14575169E-01,-.13204198E-02,
885      #     0.99751900E+00,-.14575643E-01,-.13203115E-02,
886      #     0.99751800E+00,-.14574669E-01,-.13205369E-02/
887       data ((pk0(l,k, 3),l=1,3),k=136,150)/
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889      #     0.99752000E+00,-.14576291E-01,-.13201361E-02,
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893      #     0.99751800E+00,-.14576127E-01,-.13201530E-02,
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896      #     0.99611100E+00,-.13299123E-01,-.15676561E-02,
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898      #     0.98677800E+00,-.77463430E-02,-.23593058E-02,
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901      #     0.96938700E+00,-.27131873E-01,0.61159911E-03,
902      #     0.96369600E+00,-.32215883E-01,0.67548543E-03/
903       data ((pk0(l,k, 3),l=1,3),k=151,165)/
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912      #     0.95620600E+00,-.38910023E-01,0.74069082E-03,
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915      #     0.95778300E+00,-.37513059E-01,0.71322236E-03,
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918      #     0.97185800E+00,-.25009451E-01,0.47546715E-03/
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930      #     0.11438500E+01,0.12782210E+00,-.24302232E-02,
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934      #     0.10000000E+01,-.23134272E-13,-.64878658E-14/
935       data ((pk0(l,k, 4),l=1,3),k=  1, 15)/
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937      #     0.94051700E+00,-.10489404E+00,0.48710030E-02,
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940      #     0.94052300E+00,-.10488456E+00,0.48688296E-02,
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949      #     0.94055800E+00,-.10483053E+00,0.48573568E-02,
950      #     0.94056500E+00,-.10482288E+00,0.48557996E-02/
951       data ((pk0(l,k, 4),l=1,3),k= 16, 30)/
952      #     0.94057100E+00,-.10481312E+00,0.48539251E-02,
953      #     0.94057800E+00,-.10480329E+00,0.48520071E-02,
954      #     0.94058500E+00,-.10479213E+00,0.48498371E-02,
955      #     0.94059300E+00,-.10478051E+00,0.48476639E-02,
956      #     0.94060300E+00,-.10476852E+00,0.48453988E-02,
957      #     0.94061100E+00,-.10475352E+00,0.48426394E-02,
958      #     0.94062000E+00,-.10473818E+00,0.48398114E-02,
959      #     0.94063200E+00,-.10472289E+00,0.48369962E-02,
960      #     0.94064300E+00,-.10470517E+00,0.48337586E-02,
961      #     0.94065600E+00,-.10468669E+00,0.48305374E-02,
962      #     0.94066900E+00,-.10466632E+00,0.48268946E-02,
963      #     0.94068400E+00,-.10464439E+00,0.48229787E-02,
964      #     0.94070000E+00,-.10462153E+00,0.48190192E-02,
965      #     0.94071600E+00,-.10459559E+00,0.48145052E-02,
966      #     0.94073400E+00,-.10456954E+00,0.48101036E-02/
967       data ((pk0(l,k, 4),l=1,3),k= 31, 45)/
968      #     0.94075400E+00,-.10454042E+00,0.48051454E-02,
969      #     0.94077400E+00,-.10450802E+00,0.47996399E-02,
970      #     0.94079600E+00,-.10447371E+00,0.47938437E-02,
971      #     0.94082100E+00,-.10443845E+00,0.47879584E-02,
972      #     0.94084600E+00,-.10439889E+00,0.47814248E-02,
973      #     0.94087300E+00,-.10435708E+00,0.47746171E-02,
974      #     0.94090300E+00,-.10431131E+00,0.47669746E-02,
975      #     0.94093500E+00,-.10426349E+00,0.47593740E-02,
976      #     0.94097000E+00,-.10421115E+00,0.47507777E-02,
977      #     0.94100800E+00,-.10415626E+00,0.47420034E-02,
978      #     0.94104400E+00,-.10409522E+00,0.47322911E-02,
979      #     0.94108700E+00,-.10403239E+00,0.47224022E-02,
980      #     0.94113300E+00,-.10396366E+00,0.47116258E-02,
981      #     0.94118100E+00,-.10388976E+00,0.47000362E-02,
982      #     0.94123300E+00,-.10381108E+00,0.46878408E-02/
983       data ((pk0(l,k, 4),l=1,3),k= 46, 60)/
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985      #     0.94134700E+00,-.10363695E+00,0.46610886E-02,
986      #     0.94141100E+00,-.10354017E+00,0.46463506E-02,
987      #     0.94147900E+00,-.10343543E+00,0.46302788E-02,
988      #     0.94155000E+00,-.10332211E+00,0.46130279E-02,
989      #     0.94162700E+00,-.10320533E+00,0.45957277E-02,
990      #     0.94171000E+00,-.10307847E+00,0.45767402E-02,
991      #     0.94179900E+00,-.10294307E+00,0.45566523E-02,
992      #     0.94189300E+00,-.10279733E+00,0.45350974E-02,
993      #     0.94199300E+00,-.10264231E+00,0.45124000E-02,
994      #     0.94210100E+00,-.10247579E+00,0.44879939E-02,
995      #     0.94221400E+00,-.10229881E+00,0.44622560E-02,
996      #     0.94233800E+00,-.10211028E+00,0.44350670E-02,
997      #     0.94246700E+00,-.10190857E+00,0.44060822E-02,
998      #     0.94260500E+00,-.10169310E+00,0.43754108E-02/
999       data ((pk0(l,k, 4),l=1,3),k= 61, 75)/
1000      #     0.94275300E+00,-.10146313E+00,0.43427253E-02,
1001      #     0.94290900E+00,-.10121892E+00,0.43083875E-02,
1002      #     0.94307500E+00,-.10095816E+00,0.42718661E-02,
1003      #     0.94325500E+00,-.10068124E+00,0.42332193E-02,
1004      #     0.94344100E+00,-.10038444E+00,0.41922240E-02,
1005      #     0.94364300E+00,-.10007120E+00,0.41492262E-02,
1006      #     0.94385600E+00,-.99736735E-01,0.41035380E-02,
1007      #     0.94408200E+00,-.99378942E-01,0.40548772E-02,
1008      #     0.94432300E+00,-.99002645E-01,0.40042297E-02,
1009      #     0.94457500E+00,-.98598802E-01,0.39501093E-02,
1010      #     0.94484400E+00,-.98170855E-01,0.38930944E-02,
1011      #     0.94513000E+00,-.97719666E-01,0.38336228E-02,
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1013      #     0.94575100E+00,-.96730771E-01,0.37049429E-02,
1014      #     0.94608600E+00,-.96189509E-01,0.36350707E-02/
1015       data ((pk0(l,k, 4),l=1,3),k= 76, 90)/
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1017      #     0.94681500E+00,-.95014272E-01,0.34855445E-02,
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1021      #     0.94852300E+00,-.92237194E-01,0.31425553E-02,
1022      #     0.94900600E+00,-.91447332E-01,0.30476655E-02,
1023      #     0.94951500E+00,-.90613643E-01,0.29484184E-02,
1024      #     0.95004500E+00,-.89737513E-01,0.28454922E-02,
1025      #     0.95060100E+00,-.88816909E-01,0.27388927E-02,
1026      #     0.95118300E+00,-.87847995E-01,0.26274728E-02,
1027      #     0.95179600E+00,-.86836954E-01,0.25136794E-02,
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1030      #     0.95378300E+00,-.83496408E-01,0.21474545E-02/
1031       data ((pk0(l,k, 4),l=1,3),k= 91,105)/
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1033      #     0.95524600E+00,-.81015982E-01,0.18872765E-02,
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1035      #     0.95682000E+00,-.78317905E-01,0.16141570E-02,
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1038      #     0.95939800E+00,-.73865930E-01,0.11887084E-02,
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1046      #     0.96748400E+00,-.59644723E-01,0.39548326E-04/
1047       data ((pk0(l,k, 4),l=1,3),k=106,120)/
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1062      #     0.98629400E+00,-.28122503E-01,-.12598669E-02/
1063       data ((pk0(l,k, 4),l=1,3),k=121,135)/
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1065      #     0.98904300E+00,-.24317995E-01,-.12895868E-02,
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1078      #     0.99751800E+00,-.14574669E-01,-.13205369E-02/
1079       data ((pk0(l,k, 4),l=1,3),k=136,150)/
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1094      #     0.96369600E+00,-.32215883E-01,0.67548543E-03/
1095       data ((pk0(l,k, 4),l=1,3),k=151,165)/
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1097      #     0.96122600E+00,-.34423292E-01,0.69962733E-03,
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1100      #     0.95831200E+00,-.37028908E-01,0.72532537E-03,
1101      #     0.95758000E+00,-.37683966E-01,0.73126832E-03,
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1103      #     0.95652200E+00,-.38632504E-01,0.73928543E-03,
1104      #     0.95620600E+00,-.38910023E-01,0.74069082E-03,
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1109      #     0.96560000E+00,-.30564832E-01,0.58082345E-03,
1110      #     0.97185800E+00,-.25009451E-01,0.47546715E-03/
1111       data ((pk0(l,k, 4),l=1,3),k=166,180)/
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1120      #     0.10985000E+01,0.87535210E-01,-.16652030E-02,
1121      #     0.11203900E+01,0.10698480E+00,-.20348630E-02,
1122      #     0.11438500E+01,0.12782210E+00,-.24302232E-02,
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1124      #     0.11954500E+01,0.17366628E+00,-.33006994E-02,
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1126      #     0.10000000E+01,-.23134272E-13,-.64878658E-14/
1127       data ((pk0(l,k, 5),l=1,3),k=  1, 15)/
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1129      #     0.94051700E+00,-.10489526E+00,0.48714084E-02,
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1142      #     0.94056500E+00,-.10482224E+00,0.48556709E-02/
1143       data ((pk0(l,k, 5),l=1,3),k= 16, 30)/
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1145      #     0.94057800E+00,-.10480381E+00,0.48521380E-02,
1146      #     0.94058500E+00,-.10479209E+00,0.48498370E-02,
1147      #     0.94059300E+00,-.10478057E+00,0.48477216E-02,
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1152      #     0.94064200E+00,-.10470454E+00,0.48336412E-02,
1153      #     0.94065500E+00,-.10468596E+00,0.48303564E-02,
1154      #     0.94066900E+00,-.10466609E+00,0.48268063E-02,
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1156      #     0.94069900E+00,-.10462042E+00,0.48187997E-02,
1157      #     0.94071600E+00,-.10459605E+00,0.48145867E-02,
1158      #     0.94073400E+00,-.10456829E+00,0.48097527E-02/
1159       data ((pk0(l,k, 5),l=1,3),k= 31, 45)/
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1161      #     0.94077400E+00,-.10450777E+00,0.47995672E-02,
1162      #     0.94079700E+00,-.10447440E+00,0.47939405E-02,
1163      #     0.94082100E+00,-.10443896E+00,0.47881241E-02,
1164      #     0.94084600E+00,-.10439823E+00,0.47812577E-02,
1165      #     0.94087400E+00,-.10435734E+00,0.47745992E-02,
1166      #     0.94090300E+00,-.10431171E+00,0.47670973E-02,
1167      #     0.94093500E+00,-.10426349E+00,0.47593560E-02,
1168      #     0.94097000E+00,-.10421141E+00,0.47509147E-02,
1169      #     0.94100800E+00,-.10415763E+00,0.47424216E-02,
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1173      #     0.94118300E+00,-.10389106E+00,0.47002677E-02,
1174      #     0.94123200E+00,-.10380917E+00,0.46873355E-02/
1175       data ((pk0(l,k, 5),l=1,3),k= 46, 60)/
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1177      #     0.94134600E+00,-.10363545E+00,0.46608132E-02,
1178      #     0.94141100E+00,-.10353955E+00,0.46462155E-02,
1179      #     0.94147800E+00,-.10343542E+00,0.46303638E-02,
1180      #     0.94155100E+00,-.10332462E+00,0.46135086E-02,
1181      #     0.94162700E+00,-.10320559E+00,0.45957125E-02,
1182      #     0.94171100E+00,-.10307817E+00,0.45765917E-02,
1183      #     0.94179900E+00,-.10294294E+00,0.45565872E-02,
1184      #     0.94189200E+00,-.10279643E+00,0.45349311E-02,
1185      #     0.94199400E+00,-.10264394E+00,0.45128139E-02,
1186      #     0.94210200E+00,-.10247802E+00,0.44884585E-02,
1187      #     0.94221600E+00,-.10230034E+00,0.44626258E-02,
1188      #     0.94233500E+00,-.10210978E+00,0.44350482E-02,
1189      #     0.94246500E+00,-.10190818E+00,0.44061459E-02,
1190      #     0.94260500E+00,-.10169206E+00,0.43752241E-02/
1191       data ((pk0(l,k, 5),l=1,3),k= 61, 75)/
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1193      #     0.94290800E+00,-.10121846E+00,0.43081910E-02,
1194      #     0.94307600E+00,-.10095842E+00,0.42718863E-02,
1195      #     0.94325400E+00,-.10068134E+00,0.42332605E-02,
1196      #     0.94344200E+00,-.10038417E+00,0.41921131E-02,
1197      #     0.94364200E+00,-.10006989E+00,0.41489387E-02,
1198      #     0.94385500E+00,-.99733574E-01,0.41028285E-02,
1199      #     0.94408200E+00,-.99379297E-01,0.40547561E-02,
1200      #     0.94432000E+00,-.99000000E-01,0.40036563E-02,
1201      #     0.94457500E+00,-.98599499E-01,0.39501051E-02,
1202      #     0.94484300E+00,-.98172777E-01,0.38935760E-02,
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1206      #     0.94608400E+00,-.96188368E-01,0.36348208E-02/
1207       data ((pk0(l,k, 5),l=1,3),k= 76, 90)/
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1209      #     0.94681400E+00,-.95011393E-01,0.34849301E-02,
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1211      #     0.94762200E+00,-.93700380E-01,0.33217959E-02,
1212      #     0.94806300E+00,-.92988322E-01,0.32342508E-02,
1213      #     0.94852800E+00,-.92240573E-01,0.31432276E-02,
1214      #     0.94901000E+00,-.91448018E-01,0.30478539E-02,
1215      #     0.94951100E+00,-.90611102E-01,0.29478617E-02,
1216      #     0.95004800E+00,-.89738838E-01,0.28456873E-02,
1217      #     0.95060300E+00,-.88819151E-01,0.27394469E-02,
1218      #     0.95119000E+00,-.87852205E-01,0.26283834E-02,
1219      #     0.95179000E+00,-.86834794E-01,0.25131843E-02,
1220      #     0.95242800E+00,-.85771806E-01,0.23948526E-02,
1221      #     0.95309300E+00,-.84661131E-01,0.22732222E-02,
1222      #     0.95377700E+00,-.83494651E-01,0.21472670E-02/
1223       data ((pk0(l,k, 5),l=1,3),k= 91,105)/
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1225      #     0.95524900E+00,-.81018000E-01,0.18877668E-02,
1226      #     0.95602300E+00,-.79695230E-01,0.17523131E-02,
1227      #     0.95681700E+00,-.78314658E-01,0.16135400E-02,
1228      #     0.95765500E+00,-.76892606E-01,0.14751914E-02,
1229      #     0.95850500E+00,-.75404417E-01,0.13324193E-02,
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1231      #     0.96031600E+00,-.72276656E-01,0.10446806E-02,
1232      #     0.96126000E+00,-.70628157E-01,0.89896085E-03,
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1234      #     0.96322600E+00,-.67171332E-01,0.60731316E-03,
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1237      #     0.96638100E+00,-.61597972E-01,0.17767399E-03,
1238      #     0.96748400E+00,-.59642946E-01,0.39211281E-04/
1239       data ((pk0(l,k, 5),l=1,3),k=106,120)/
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1241      #     0.96976400E+00,-.55598255E-01,-.22700177E-03,
1242      #     0.97094000E+00,-.53515378E-01,-.35308858E-03,
1243      #     0.97213700E+00,-.51396959E-01,-.47359298E-03,
1244      #     0.97335700E+00,-.49250448E-01,-.58736734E-03,
1245      #     0.97459600E+00,-.47079175E-01,-.69427829E-03,
1246      #     0.97585100E+00,-.44893476E-01,-.79324535E-03,
1247      #     0.97712300E+00,-.42703523E-01,-.88369229E-03,
1248      #     0.97840600E+00,-.40523717E-01,-.96483373E-03,
1249      #     0.97969400E+00,-.38368184E-01,-.10370794E-02,
1250      #     0.98098500E+00,-.36258308E-01,-.11002307E-02,
1251      #     0.98229100E+00,-.34179213E-01,-.11535924E-02,
1252      #     0.98360800E+00,-.32123194E-01,-.11983136E-02,
1253      #     0.98494300E+00,-.30102757E-01,-.12332308E-02,
1254      #     0.98629300E+00,-.28121962E-01,-.12599465E-02/
1255       data ((pk0(l,k, 5),l=1,3),k=121,135)/
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1257      #     0.98904100E+00,-.24317305E-01,-.12895695E-02,
1258      #     0.99043900E+00,-.22506077E-01,-.12953099E-02,
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1263      #     0.99751800E+00,-.14575165E-01,-.13203890E-02,
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1265      #     0.99752000E+00,-.14576742E-01,-.13199577E-02,
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1270      #     0.99752100E+00,-.14576566E-01,-.13200389E-02/
1271       data ((pk0(l,k, 5),l=1,3),k=136,150)/
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1273      #     0.99752200E+00,-.14576311E-01,-.13201008E-02,
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1286      #     0.96369600E+00,-.32215883E-01,0.67548543E-03/
1287       data ((pk0(l,k, 5),l=1,3),k=151,165)/
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1289      #     0.96122700E+00,-.34423495E-01,0.69964192E-03,
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1301      #     0.96560200E+00,-.30566980E-01,0.58125515E-03,
1302      #     0.97185500E+00,-.25006518E-01,0.47484624E-03/
1303       data ((pk0(l,k, 5),l=1,3),k=166,180)/
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1305      #     0.98905600E+00,-.97270665E-02,0.18524243E-03,
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1318      #     0.10000000E+01,-.23134272E-13,-.64878658E-14/
1319       data ((pk0(l,k, 6),l=1,3),k=  1, 15)/
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1321      #     0.94111600E+00,-.10391988E+00,0.47890616E-02,
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1334      #     0.94149300E+00,-.10330704E+00,0.47259639E-02/
1335       data ((pk0(l,k, 6),l=1,3),k= 16, 30)/
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1337      #     0.94158000E+00,-.10317885E+00,0.47129443E-02,
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1345      #     0.94201000E+00,-.10250060E+00,0.46417847E-02,
1346      #     0.94207700E+00,-.10239536E+00,0.46306538E-02,
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1348      #     0.94222000E+00,-.10216867E+00,0.46067870E-02,
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1350      #     0.94237700E+00,-.10191830E+00,0.45804342E-02/
1351       data ((pk0(l,k, 6),l=1,3),k= 31, 45)/
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1353      #     0.94255100E+00,-.10164072E+00,0.45510736E-02,
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1365      #     0.94405500E+00,-.99248926E-01,0.42999677E-02,
1366      #     0.94422500E+00,-.98978445E-01,0.42718677E-02/
1367       data ((pk0(l,k, 6),l=1,3),k= 46, 60)/
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1369      #     0.94459100E+00,-.98393170E-01,0.42110451E-02,
1370      #     0.94478800E+00,-.98078577E-01,0.41785450E-02,
1371      #     0.94499500E+00,-.97748812E-01,0.41444943E-02,
1372      #     0.94520900E+00,-.97401236E-01,0.41088161E-02,
1373      #     0.94543700E+00,-.97036701E-01,0.40712695E-02,
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1375      #     0.94592300E+00,-.96254511E-01,0.39916373E-02,
1376      #     0.94618400E+00,-.95832967E-01,0.39488176E-02,
1377      #     0.94645800E+00,-.95393111E-01,0.39045521E-02,
1378      #     0.94674400E+00,-.94930433E-01,0.38580018E-02,
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1381      #     0.94768500E+00,-.93403800E-01,0.37059738E-02,
1382      #     0.94803100E+00,-.92848365E-01,0.36516533E-02/
1383       data ((pk0(l,k, 6),l=1,3),k= 61, 75)/
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1385      #     0.94876400E+00,-.91651946E-01,0.35347517E-02,
1386      #     0.94915500E+00,-.91014061E-01,0.34734450E-02,
1387      #     0.94956500E+00,-.90344269E-01,0.34090305E-02,
1388      #     0.94999200E+00,-.89644425E-01,0.33423585E-02,
1389      #     0.95043500E+00,-.88911916E-01,0.32732158E-02,
1390      #     0.95090200E+00,-.88149314E-01,0.32020915E-02,
1391      #     0.95138400E+00,-.87352144E-01,0.31284930E-02,
1392      #     0.95188900E+00,-.86516565E-01,0.30513966E-02,
1393      #     0.95241400E+00,-.85649275E-01,0.29730470E-02,
1394      #     0.95296200E+00,-.84741321E-01,0.28915217E-02,
1395      #     0.95353400E+00,-.83798337E-01,0.28084985E-02,
1396      #     0.95412000E+00,-.82808267E-01,0.27214881E-02,
1397      #     0.95473300E+00,-.81780062E-01,0.26328031E-02,
1398      #     0.95537800E+00,-.80711421E-01,0.25417395E-02/
1399       data ((pk0(l,k, 6),l=1,3),k= 76, 90)/
1400      #     0.95603600E+00,-.79593530E-01,0.24478547E-02,
1401      #     0.95672700E+00,-.78434382E-01,0.23524147E-02,
1402      #     0.95744000E+00,-.77224264E-01,0.22539632E-02,
1403      #     0.95818600E+00,-.75968720E-01,0.21537520E-02,
1404      #     0.95895400E+00,-.74667204E-01,0.20528775E-02,
1405      #     0.95974900E+00,-.73306289E-01,0.19481479E-02,
1406      #     0.96057700E+00,-.71897916E-01,0.18428588E-02,
1407      #     0.96143900E+00,-.70436031E-01,0.17360222E-02,
1408      #     0.96232100E+00,-.68916103E-01,0.16275994E-02,
1409      #     0.96323600E+00,-.67339680E-01,0.15182472E-02,
1410      #     0.96419000E+00,-.65703864E-01,0.14074898E-02,
1411      #     0.96516400E+00,-.64000186E-01,0.12948368E-02,
1412      #     0.96618400E+00,-.62243056E-01,0.11835809E-02,
1413      #     0.96723700E+00,-.60418894E-01,0.10715517E-02,
1414      #     0.96832300E+00,-.58528666E-01,0.95975299E-03/
1415       data ((pk0(l,k, 6),l=1,3),k= 91,105)/
1416      #     0.96944000E+00,-.56568291E-01,0.84819515E-03,
1417      #     0.97060600E+00,-.54535797E-01,0.73685940E-03,
1418      #     0.97180300E+00,-.52428747E-01,0.62645033E-03,
1419      #     0.97305000E+00,-.50246146E-01,0.51758060E-03,
1420      #     0.97433000E+00,-.47978109E-01,0.40938247E-03,
1421      #     0.97566000E+00,-.45626773E-01,0.30340512E-03,
1422      #     0.97704100E+00,-.43186961E-01,0.19984400E-03,
1423      #     0.97847300E+00,-.40649938E-01,0.98336265E-04,
1424      #     0.97996200E+00,-.38010099E-01,-.71780752E-06,
1425      #     0.98151100E+00,-.35262685E-01,-.96433306E-04,
1426      #     0.98312500E+00,-.32397444E-01,-.18909779E-03,
1427      #     0.98481000E+00,-.29409098E-01,-.27775771E-03,
1428      #     0.98656600E+00,-.26286570E-01,-.36275705E-03,
1429      #     0.98840100E+00,-.23024771E-01,-.44325990E-03,
1430      #     0.99031800E+00,-.19619179E-01,-.51846068E-03/
1431       data ((pk0(l,k, 6),l=1,3),k=106,120)/
1432      #     0.99231600E+00,-.16069022E-01,-.58730401E-03,
1433      #     0.99439600E+00,-.12375506E-01,-.64927423E-03,
1434      #     0.99655500E+00,-.85483897E-02,-.70260403E-03,
1435      #     0.99878100E+00,-.45980707E-02,-.74696629E-03,
1436      #     0.10010700E+01,-.55627421E-03,-.77892348E-03,
1437      #     0.10033900E+01,0.35574767E-02,-.79964143E-03,
1438      #     0.10057400E+01,0.76933230E-02,-.80483551E-03,
1439      #     0.10080700E+01,0.11822733E-01,-.79688409E-03,
1440      #     0.10103800E+01,0.15871931E-01,-.77083835E-03,
1441      #     0.10126200E+01,0.19807879E-01,-.73006473E-03,
1442      #     0.10147800E+01,0.23559271E-01,-.67160095E-03,
1443      #     0.10168200E+01,0.27090433E-01,-.59922858E-03,
1444      #     0.10187200E+01,0.30362805E-01,-.51513320E-03,
1445      #     0.10204700E+01,0.33328592E-01,-.42031855E-03,
1446      #     0.10220600E+01,0.35975702E-01,-.31912734E-03/
1447       data ((pk0(l,k, 6),l=1,3),k=121,135)/
1448      #     0.10234700E+01,0.38298332E-01,-.21695143E-03,
1449      #     0.10247200E+01,0.40279467E-01,-.11534940E-03,
1450      #     0.10258000E+01,0.41933013E-01,-.18748739E-04,
1451      #     0.10267300E+01,0.43276457E-01,0.64478314E-04,
1452      #     0.10274900E+01,0.44311601E-01,0.13449307E-03,
1453      #     0.10281000E+01,0.45057082E-01,0.18392936E-03,
1454      #     0.10285600E+01,0.45496509E-01,0.21359471E-03,
1455      #     0.10288400E+01,0.45647847E-01,0.22030041E-03,
1456      #     0.10289600E+01,0.45501819E-01,0.20784383E-03,
1457      #     0.10288700E+01,0.45063295E-01,0.17848282E-03,
1458      #     0.10285900E+01,0.44313589E-01,0.13993585E-03,
1459      #     0.10280600E+01,0.43256417E-01,0.95886597E-04,
1460      #     0.10272500E+01,0.41854750E-01,0.57740914E-04,
1461      #     0.10261400E+01,0.40086701E-01,0.32009573E-04,
1462      #     0.10246900E+01,0.37927772E-01,0.24160248E-04/
1463       data ((pk0(l,k, 6),l=1,3),k=136,150)/
1464      #     0.10228600E+01,0.35345170E-01,0.37875655E-04,
1465      #     0.10206200E+01,0.32335860E-01,0.66964384E-04,
1466      #     0.10179600E+01,0.28873036E-01,0.11139332E-03,
1467      #     0.10148700E+01,0.24965690E-01,0.16272753E-03,
1468      #     0.10113600E+01,0.20636723E-01,0.21484270E-03,
1469      #     0.10074400E+01,0.15928527E-01,0.26248359E-03,
1470      #     0.10031200E+01,0.10902477E-01,0.30147539E-03,
1471      #     0.99844600E+00,0.55939282E-02,0.33817677E-03,
1472      #     0.99344100E+00,0.71209519E-04,0.37253025E-03,
1473      #     0.98814900E+00,-.56070352E-02,0.40939211E-03,
1474      #     0.98266000E+00,-.11371452E-01,0.45183488E-03,
1475      #     0.97708000E+00,-.17115286E-01,0.49946980E-03,
1476      #     0.97160200E+00,-.22658282E-01,0.54818223E-03,
1477      #     0.96651500E+00,-.27748597E-01,0.59393420E-03,
1478      #     0.96237200E+00,-.31906542E-01,0.63167611E-03/
1479       data ((pk0(l,k, 6),l=1,3),k=151,165)/
1480      #     0.96159200E+00,-.32697322E-01,0.63793026E-03,
1481      #     0.96095700E+00,-.33358719E-01,0.64369653E-03,
1482      #     0.96047900E+00,-.33865188E-01,0.64727459E-03,
1483      #     0.96019500E+00,-.34198309E-01,0.64869250E-03,
1484      #     0.96012800E+00,-.34328429E-01,0.64729839E-03,
1485      #     0.96032800E+00,-.34220553E-01,0.64318452E-03,
1486      #     0.96085300E+00,-.33814103E-01,0.63415387E-03,
1487      #     0.96179500E+00,-.33034937E-01,0.61977710E-03,
1488      #     0.96329200E+00,-.31758265E-01,0.59746312E-03,
1489      #     0.96550700E+00,-.29826762E-01,0.56313247E-03,
1490      #     0.96879200E+00,-.26962929E-01,0.51406263E-03,
1491      #     0.97326400E+00,-.23019555E-01,0.44520254E-03,
1492      #     0.97895400E+00,-.17995214E-01,0.35652278E-03,
1493      #     0.98585100E+00,-.11896730E-01,0.24863867E-03,
1494      #     0.99394700E+00,-.47271855E-02,0.11999481E-03/
1495       data ((pk0(l,k, 6),l=1,3),k=166,180)/
1496      #     0.10032300E+01,0.35038488E-02,-.27903889E-04,
1497      #     0.10137100E+01,0.12782894E-01,-.19415889E-03,
1498      #     0.10253600E+01,0.23118512E-01,-.38226199E-03,
1499      #     0.10381800E+01,0.34487196E-01,-.58823893E-03,
1500      #     0.10521600E+01,0.46900639E-01,-.81611719E-03,
1501      #     0.10672900E+01,0.60337415E-01,-.10624948E-02,
1502      #     0.10835700E+01,0.74797213E-01,-.13302408E-02,
1503      #     0.11009900E+01,0.90259372E-01,-.16148269E-02,
1504      #     0.11195300E+01,0.10672487E+00,-.19197944E-02,
1505      #     0.11391800E+01,0.12417862E+00,-.22441098E-02,
1506      #     0.11599900E+01,0.14264489E+00,-.25864390E-02,
1507      #     0.11791300E+01,0.15965863E+00,-.29047314E-02,
1508      #     0.12012500E+01,0.17929509E+00,-.32693768E-02,
1509      #     0.10000000E+01,-.23134272E-13,-.64878658E-14,
1510      #     0.10000000E+01,-.23134272E-13,-.64878658E-14/
1511       data ((pk0(l,k, 7),l=1,3),k=  1, 15)/
1512      #     0.95235500E+00,-.84969702E-01,0.35149944E-02,
1513      #     0.95251700E+00,-.84706057E-01,0.34979614E-02,
1514      #     0.95267400E+00,-.84437382E-01,0.34807445E-02,
1515      #     0.95283100E+00,-.84156997E-01,0.34617001E-02,
1516      #     0.95300100E+00,-.83879612E-01,0.34439024E-02,
1517      #     0.95316200E+00,-.83595425E-01,0.34255485E-02,
1518      #     0.95333500E+00,-.83306528E-01,0.34066974E-02,
1519      #     0.95351200E+00,-.83011412E-01,0.33874157E-02,
1520      #     0.95369000E+00,-.82711461E-01,0.33676825E-02,
1521      #     0.95387000E+00,-.82412887E-01,0.33493170E-02,
1522      #     0.95404900E+00,-.82099306E-01,0.33284042E-02,
1523      #     0.95423500E+00,-.81783494E-01,0.33079002E-02,
1524      #     0.95442800E+00,-.81467020E-01,0.32880563E-02,
1525      #     0.95462100E+00,-.81138360E-01,0.32664744E-02,
1526      #     0.95481800E+00,-.80806913E-01,0.32452840E-02/
1527       data ((pk0(l,k, 7),l=1,3),k= 16, 30)/
1528      #     0.95501700E+00,-.80467541E-01,0.32232046E-02,
1529      #     0.95522200E+00,-.80124110E-01,0.32012545E-02,
1530      #     0.95542900E+00,-.79773259E-01,0.31785793E-02,
1531      #     0.95563900E+00,-.79416131E-01,0.31556583E-02,
1532      #     0.95585400E+00,-.79053186E-01,0.31324654E-02,
1533      #     0.95607200E+00,-.78682049E-01,0.31085271E-02,
1534      #     0.95629600E+00,-.78306082E-01,0.30846056E-02,
1535      #     0.95652200E+00,-.77922231E-01,0.30600955E-02,
1536      #     0.95675400E+00,-.77531230E-01,0.30350288E-02,
1537      #     0.95698800E+00,-.77131678E-01,0.30094643E-02,
1538      #     0.95722700E+00,-.76726668E-01,0.29838369E-02,
1539      #     0.95747300E+00,-.76313793E-01,0.29576618E-02,
1540      #     0.95772000E+00,-.75891596E-01,0.29307972E-02,
1541      #     0.95797500E+00,-.75463072E-01,0.29036189E-02,
1542      #     0.95823200E+00,-.75024948E-01,0.28759136E-02/
1543       data ((pk0(l,k, 7),l=1,3),k= 31, 45)/
1544      #     0.95849500E+00,-.74578981E-01,0.28476505E-02,
1545      #     0.95876400E+00,-.74124729E-01,0.28190553E-02,
1546      #     0.95903700E+00,-.73661106E-01,0.27898110E-02,
1547      #     0.95931600E+00,-.73188778E-01,0.27601523E-02,
1548      #     0.95960000E+00,-.72706668E-01,0.27297733E-02,
1549      #     0.95988900E+00,-.72215548E-01,0.26989749E-02,
1550      #     0.96018500E+00,-.71713730E-01,0.26674301E-02,
1551      #     0.96048500E+00,-.71202768E-01,0.26355387E-02,
1552      #     0.96079200E+00,-.70682302E-01,0.26032425E-02,
1553      #     0.96110700E+00,-.70150527E-01,0.25699181E-02,
1554      #     0.96142500E+00,-.69608719E-01,0.25364422E-02,
1555      #     0.96175300E+00,-.69055212E-01,0.25019906E-02,
1556      #     0.96208500E+00,-.68489747E-01,0.24667335E-02,
1557      #     0.96242500E+00,-.67915394E-01,0.24316973E-02,
1558      #     0.96277000E+00,-.67326497E-01,0.23951902E-02/
1559       data ((pk0(l,k, 7),l=1,3),k= 46, 60)/
1560      #     0.96312300E+00,-.66726618E-01,0.23583250E-02,
1561      #     0.96348400E+00,-.66114006E-01,0.23206868E-02,
1562      #     0.96384800E+00,-.65487373E-01,0.22821726E-02,
1563      #     0.96422800E+00,-.64852726E-01,0.22439985E-02,
1564      #     0.96461000E+00,-.64201268E-01,0.22044071E-02,
1565      #     0.96499800E+00,-.63533171E-01,0.21634454E-02,
1566      #     0.96539900E+00,-.62855868E-01,0.21228206E-02,
1567      #     0.96580300E+00,-.62160127E-01,0.20806175E-02,
1568      #     0.96621900E+00,-.61451477E-01,0.20380220E-02,
1569      #     0.96664300E+00,-.60728208E-01,0.19946205E-02,
1570      #     0.96708000E+00,-.59991088E-01,0.19509104E-02,
1571      #     0.96752000E+00,-.59235444E-01,0.19060071E-02,
1572      #     0.96797500E+00,-.58467816E-01,0.18611045E-02,
1573      #     0.96843300E+00,-.57676646E-01,0.18137332E-02,
1574      #     0.96890700E+00,-.56876568E-01,0.17677014E-02/
1575       data ((pk0(l,k, 7),l=1,3),k= 61, 75)/
1576      #     0.96938500E+00,-.56053732E-01,0.17197571E-02,
1577      #     0.96987500E+00,-.55212823E-01,0.16706444E-02,
1578      #     0.97037500E+00,-.54355281E-01,0.16210886E-02,
1579      #     0.97089000E+00,-.53483096E-01,0.15717470E-02,
1580      #     0.97141000E+00,-.52589322E-01,0.15212875E-02,
1581      #     0.97194100E+00,-.51671177E-01,0.14687000E-02,
1582      #     0.97248500E+00,-.50739993E-01,0.14172029E-02,
1583      #     0.97304200E+00,-.49790263E-01,0.13649320E-02,
1584      #     0.97360800E+00,-.48814300E-01,0.13109817E-02,
1585      #     0.97419000E+00,-.47821546E-01,0.12571509E-02,
1586      #     0.97477700E+00,-.46802078E-01,0.12018895E-02,
1587      #     0.97538200E+00,-.45766116E-01,0.11468533E-02,
1588      #     0.97599500E+00,-.44706196E-01,0.10911307E-02,
1589      #     0.97661300E+00,-.43615582E-01,0.10331017E-02,
1590      #     0.97725100E+00,-.42510802E-01,0.97659144E-03/
1591       data ((pk0(l,k, 7),l=1,3),k= 76, 90)/
1592      #     0.97791700E+00,-.41387934E-01,0.92062648E-03,
1593      #     0.97857600E+00,-.40233816E-01,0.86304621E-03,
1594      #     0.97925500E+00,-.39054834E-01,0.80492862E-03,
1595      #     0.97994800E+00,-.37852703E-01,0.74700356E-03,
1596      #     0.98065400E+00,-.36626264E-01,0.68922457E-03,
1597      #     0.98137200E+00,-.35371450E-01,0.63072983E-03,
1598      #     0.98210700E+00,-.34093341E-01,0.57303390E-03,
1599      #     0.98285500E+00,-.32787501E-01,0.51521225E-03,
1600      #     0.98361700E+00,-.31454463E-01,0.45763494E-03,
1601      #     0.98439400E+00,-.30092948E-01,0.40015672E-03,
1602      #     0.98518700E+00,-.28705090E-01,0.34368706E-03,
1603      #     0.98599600E+00,-.27287726E-01,0.28749764E-03,
1604      #     0.98681800E+00,-.25840584E-01,0.23203107E-03,
1605      #     0.98765800E+00,-.24363425E-01,0.17743863E-03,
1606      #     0.98851500E+00,-.22856529E-01,0.12405703E-03/
1607       data ((pk0(l,k, 7),l=1,3),k= 91,105)/
1608      #     0.98938700E+00,-.21317350E-01,0.71621853E-04,
1609      #     0.99027700E+00,-.19746121E-01,0.20574717E-04,
1610      #     0.99118600E+00,-.18141116E-01,-.29149398E-04,
1611      #     0.99211300E+00,-.16501155E-01,-.77354445E-04,
1612      #     0.99305900E+00,-.14825134E-01,-.12398274E-03,
1613      #     0.99402400E+00,-.13113789E-01,-.16823268E-03,
1614      #     0.99501300E+00,-.11361227E-01,-.21127706E-03,
1615      #     0.99602300E+00,-.95723810E-02,-.25127040E-03,
1616      #     0.99705300E+00,-.77404123E-02,-.28912585E-03,
1617      #     0.99810800E+00,-.58640576E-02,-.32512970E-03,
1618      #     0.99919100E+00,-.39498867E-02,-.35676633E-03,
1619      #     0.10002900E+01,-.19841359E-02,-.38755957E-03,
1620      #     0.10014200E+01,0.18816645E-04,-.41395543E-03,
1621      #     0.10025700E+01,0.20640567E-02,-.43693906E-03,
1622      #     0.10037400E+01,0.41406020E-02,-.45424312E-03/
1623       data ((pk0(l,k, 7),l=1,3),k=106,120)/
1624      #     0.10049300E+01,0.62600592E-02,-.47007478E-03,
1625      #     0.10061400E+01,0.83833077E-02,-.47614257E-03,
1626      #     0.10073500E+01,0.10540248E-01,-.48187632E-03,
1627      #     0.10085700E+01,0.12680000E-01,-.47802504E-03,
1628      #     0.10097700E+01,0.14820217E-01,-.47103719E-03,
1629      #     0.10109600E+01,0.16913123E-01,-.45525503E-03,
1630      #     0.10121200E+01,0.18962367E-01,-.43507382E-03,
1631      #     0.10132400E+01,0.20928863E-01,-.40610649E-03,
1632      #     0.10143100E+01,0.22806127E-01,-.37325332E-03,
1633      #     0.10153100E+01,0.24557237E-01,-.33265757E-03,
1634      #     0.10162400E+01,0.26175089E-01,-.28791124E-03,
1635      #     0.10170900E+01,0.27644659E-01,-.23988125E-03,
1636      #     0.10178600E+01,0.28930035E-01,-.18522098E-03,
1637      #     0.10185200E+01,0.30060834E-01,-.13363398E-03,
1638      #     0.10191000E+01,0.31002247E-01,-.81774481E-04/
1639       data ((pk0(l,k, 7),l=1,3),k=121,135)/
1640      #     0.10195700E+01,0.31772549E-01,-.34136782E-04,
1641      #     0.10199500E+01,0.32353657E-01,0.11376809E-04,
1642      #     0.10202200E+01,0.32769581E-01,0.48089795E-04,
1643      #     0.10204000E+01,0.32996418E-01,0.79940644E-04,
1644      #     0.10204700E+01,0.33055045E-01,0.10215330E-03,
1645      #     0.10204400E+01,0.32935182E-01,0.11465650E-03,
1646      #     0.10202800E+01,0.32640638E-01,0.11788856E-03,
1647      #     0.10200000E+01,0.32155419E-01,0.11476627E-03,
1648      #     0.10195800E+01,0.31486051E-01,0.10494415E-03,
1649      #     0.10190100E+01,0.30613851E-01,0.92830537E-04,
1650      #     0.10182700E+01,0.29524648E-01,0.82989383E-04,
1651      #     0.10173300E+01,0.28211722E-01,0.75886340E-04,
1652      #     0.10161700E+01,0.26667821E-01,0.73121772E-04,
1653      #     0.10147800E+01,0.24841298E-01,0.83874034E-04,
1654      #     0.10131300E+01,0.22729400E-01,0.10631839E-03/
1655       data ((pk0(l,k, 7),l=1,3),k=136,150)/
1656      #     0.10112000E+01,0.20324338E-01,0.13677618E-03,
1657      #     0.10089700E+01,0.17622056E-01,0.17265905E-03,
1658      #     0.10064400E+01,0.14594168E-01,0.21523796E-03,
1659      #     0.10036000E+01,0.11265273E-01,0.25833683E-03,
1660      #     0.10004500E+01,0.76518006E-02,0.29879656E-03,
1661      #     0.99700000E+00,0.37718292E-02,0.33645387E-03,
1662      #     0.99326900E+00,-.33719714E-03,0.37001506E-03,
1663      #     0.98927900E+00,-.46480833E-02,0.40351736E-03,
1664      #     0.98506800E+00,-.91117258E-02,0.43753516E-03,
1665      #     0.98068400E+00,-.13666612E-01,0.47319156E-03,
1666      #     0.97622300E+00,-.18234828E-01,0.51177388E-03,
1667      #     0.97182000E+00,-.22680858E-01,0.54996382E-03,
1668      #     0.96771200E+00,-.26798407E-01,0.58585926E-03,
1669      #     0.96419000E+00,-.30338349E-01,0.61541498E-03,
1670      #     0.96231600E+00,-.32320355E-01,0.62598807E-03/
1671       data ((pk0(l,k, 7),l=1,3),k=151,165)/
1672      #     0.96218700E+00,-.32507812E-01,0.62453556E-03,
1673      #     0.96224700E+00,-.32520835E-01,0.62052235E-03,
1674      #     0.96254200E+00,-.32322598E-01,0.61355606E-03,
1675      #     0.96310800E+00,-.31878689E-01,0.60306541E-03,
1676      #     0.96399500E+00,-.31143393E-01,0.58788873E-03,
1677      #     0.96526600E+00,-.30060220E-01,0.56702265E-03,
1678      #     0.96700600E+00,-.28558116E-01,0.53946958E-03,
1679      #     0.96931600E+00,-.26543174E-01,0.50282005E-03,
1680      #     0.97233200E+00,-.23909194E-01,0.45569054E-03,
1681      #     0.97617400E+00,-.20521797E-01,0.39532538E-03,
1682      #     0.98100600E+00,-.16260262E-01,0.31933515E-03,
1683      #     0.98685400E+00,-.11088106E-01,0.22618120E-03,
1684      #     0.99371600E+00,-.50167195E-02,0.11702011E-03,
1685      #     0.10015800E+01,0.19481780E-02,-.87074678E-05,
1686      #     0.10104400E+01,0.97992347E-02,-.15146582E-03/
1687       data ((pk0(l,k, 7),l=1,3),k=166,180)/
1688      #     0.10202900E+01,0.18529139E-01,-.31108955E-03,
1689      #     0.10311100E+01,0.28137513E-01,-.48756304E-03,
1690      #     0.10429100E+01,0.38603323E-01,-.67888754E-03,
1691      #     0.10556800E+01,0.49931095E-01,-.88739298E-03,
1692      #     0.10694000E+01,0.62128210E-01,-.11141357E-02,
1693      #     0.10840900E+01,0.75165728E-01,-.13551184E-02,
1694      #     0.10997600E+01,0.89063308E-01,-.16132238E-02,
1695      #     0.11164100E+01,0.10383650E+00,-.18867012E-02,
1696      #     0.11340800E+01,0.11954941E+00,-.21822401E-02,
1697      #     0.11529300E+01,0.13627364E+00,-.24936969E-02,
1698      #     0.11737100E+01,0.15473172E+00,-.28409284E-02,
1699      #     0.11938700E+01,0.17264047E+00,-.31782963E-02,
1700      #     0.12194500E+01,0.19534615E+00,-.36048393E-02,
1701      #     0.10000000E+01,-.23134272E-13,-.64878658E-14,
1702      #     0.10000000E+01,-.23134272E-13,-.64878658E-14/
1703       data ((pk0(l,k, 8),l=1,3),k=  1, 15)/
1704      #     0.94059400E+00,-.10476988E+00,0.48643361E-02,
1705      #     0.94060100E+00,-.10476099E+00,0.48632393E-02,
1706      #     0.94060700E+00,-.10475064E+00,0.48619364E-02,
1707      #     0.94061300E+00,-.10474016E+00,0.48607408E-02,
1708      #     0.94062100E+00,-.10473029E+00,0.48597003E-02,
1709      #     0.94062800E+00,-.10471820E+00,0.48582348E-02,
1710      #     0.94063700E+00,-.10470636E+00,0.48568392E-02,
1711      #     0.94064500E+00,-.10469233E+00,0.48552050E-02,
1712      #     0.94065400E+00,-.10467871E+00,0.48536152E-02,
1713      #     0.94066300E+00,-.10466187E+00,0.48513824E-02,
1714      #     0.94067500E+00,-.10464700E+00,0.48497764E-02,
1715      #     0.94068500E+00,-.10462972E+00,0.48477851E-02,
1716      #     0.94069600E+00,-.10461140E+00,0.48455879E-02,
1717      #     0.94070900E+00,-.10459227E+00,0.48433507E-02,
1718      #     0.94072400E+00,-.10457256E+00,0.48410537E-02/
1719       data ((pk0(l,k, 8),l=1,3),k= 16, 30)/
1720      #     0.94073700E+00,-.10455020E+00,0.48384892E-02,
1721      #     0.94075200E+00,-.10452675E+00,0.48356810E-02,
1722      #     0.94076800E+00,-.10450248E+00,0.48328497E-02,
1723      #     0.94078500E+00,-.10447613E+00,0.48297833E-02,
1724      #     0.94080400E+00,-.10444845E+00,0.48265332E-02,
1725      #     0.94082200E+00,-.10441679E+00,0.48225828E-02,
1726      #     0.94084400E+00,-.10438656E+00,0.48192181E-02,
1727      #     0.94086600E+00,-.10435269E+00,0.48151522E-02,
1728      #     0.94088700E+00,-.10431577E+00,0.48107455E-02,
1729      #     0.94091300E+00,-.10427942E+00,0.48067624E-02,
1730      #     0.94093900E+00,-.10423732E+00,0.48015096E-02,
1731      #     0.94096800E+00,-.10419414E+00,0.47964666E-02,
1732      #     0.94099700E+00,-.10414840E+00,0.47911822E-02,
1733      #     0.94102900E+00,-.10409932E+00,0.47853797E-02,
1734      #     0.94106300E+00,-.10404835E+00,0.47794833E-02/
1735       data ((pk0(l,k, 8),l=1,3),k= 31, 45)/
1736      #     0.94109800E+00,-.10399371E+00,0.47731849E-02,
1737      #     0.94113600E+00,-.10393298E+00,0.47658114E-02,
1738      #     0.94117700E+00,-.10387088E+00,0.47585283E-02,
1739      #     0.94121800E+00,-.10380443E+00,0.47508709E-02,
1740      #     0.94126400E+00,-.10373366E+00,0.47426432E-02,
1741      #     0.94131400E+00,-.10365936E+00,0.47339752E-02,
1742      #     0.94136800E+00,-.10358047E+00,0.47247561E-02,
1743      #     0.94142000E+00,-.10349462E+00,0.47147789E-02,
1744      #     0.94147700E+00,-.10340367E+00,0.47041375E-02,
1745      #     0.94154100E+00,-.10330931E+00,0.46931457E-02,
1746      #     0.94160600E+00,-.10320691E+00,0.46812216E-02,
1747      #     0.94167700E+00,-.10309859E+00,0.46685599E-02,
1748      #     0.94175200E+00,-.10298326E+00,0.46551571E-02,
1749      #     0.94183100E+00,-.10286179E+00,0.46411490E-02,
1750      #     0.94191400E+00,-.10273271E+00,0.46263089E-02/
1751       data ((pk0(l,k, 8),l=1,3),k= 46, 60)/
1752      #     0.94200000E+00,-.10259278E+00,0.46099730E-02,
1753      #     0.94209300E+00,-.10244492E+00,0.45925330E-02,
1754      #     0.94219600E+00,-.10229236E+00,0.45752111E-02,
1755      #     0.94230000E+00,-.10212512E+00,0.45557262E-02,
1756      #     0.94241400E+00,-.10195003E+00,0.45354007E-02,
1757      #     0.94253300E+00,-.10176549E+00,0.45142722E-02,
1758      #     0.94266100E+00,-.10156755E+00,0.44913309E-02,
1759      #     0.94279300E+00,-.10135852E+00,0.44674797E-02,
1760      #     0.94293400E+00,-.10113628E+00,0.44420964E-02,
1761      #     0.94308200E+00,-.10089829E+00,0.44144396E-02,
1762      #     0.94324300E+00,-.10064968E+00,0.43862502E-02,
1763      #     0.94341200E+00,-.10038681E+00,0.43563187E-02,
1764      #     0.94359200E+00,-.10010720E+00,0.43244509E-02,
1765      #     0.94378500E+00,-.99813361E-01,0.42914732E-02,
1766      #     0.94397900E+00,-.99495217E-01,0.42552498E-02/
1767       data ((pk0(l,k, 8),l=1,3),k= 61, 75)/
1768      #     0.94419000E+00,-.99163800E-01,0.42180893E-02,
1769      #     0.94441300E+00,-.98809822E-01,0.41779865E-02,
1770      #     0.94465300E+00,-.98442285E-01,0.41372470E-02,
1771      #     0.94490300E+00,-.98047247E-01,0.40928755E-02,
1772      #     0.94516000E+00,-.97628433E-01,0.40461149E-02,
1773      #     0.94543900E+00,-.97188052E-01,0.39968478E-02,
1774      #     0.94573500E+00,-.96728565E-01,0.39466602E-02,
1775      #     0.94604200E+00,-.96237153E-01,0.38924908E-02,
1776      #     0.94637300E+00,-.95719600E-01,0.38355202E-02,
1777      #     0.94670800E+00,-.95172401E-01,0.37760094E-02,
1778      #     0.94707300E+00,-.94597221E-01,0.37133254E-02,
1779      #     0.94745000E+00,-.93994737E-01,0.36488318E-02,
1780      #     0.94785100E+00,-.93358011E-01,0.35806935E-02,
1781      #     0.94826900E+00,-.92686001E-01,0.35090527E-02,
1782      #     0.94869700E+00,-.91974440E-01,0.34331870E-02/
1783       data ((pk0(l,k, 8),l=1,3),k= 76, 90)/
1784      #     0.94915800E+00,-.91233372E-01,0.33554379E-02,
1785      #     0.94964600E+00,-.90457384E-01,0.32746954E-02,
1786      #     0.95014200E+00,-.89635725E-01,0.31893927E-02,
1787      #     0.95067600E+00,-.88777216E-01,0.31011247E-02,
1788      #     0.95122200E+00,-.87876987E-01,0.30095449E-02,
1789      #     0.95179700E+00,-.86935232E-01,0.29147022E-02,
1790      #     0.95239600E+00,-.85949021E-01,0.28162863E-02,
1791      #     0.95302000E+00,-.84918086E-01,0.27145995E-02,
1792      #     0.95367200E+00,-.83841511E-01,0.26095746E-02,
1793      #     0.95434800E+00,-.82717814E-01,0.25014191E-02,
1794      #     0.95505000E+00,-.81546426E-01,0.23902002E-02,
1795      #     0.95578000E+00,-.80325984E-01,0.22758707E-02,
1796      #     0.95653700E+00,-.79056682E-01,0.21588993E-02,
1797      #     0.95731900E+00,-.77735808E-01,0.20390305E-02,
1798      #     0.95813000E+00,-.76364019E-01,0.19167679E-02/
1799       data ((pk0(l,k, 8),l=1,3),k= 91,105)/
1800      #     0.95896800E+00,-.74941013E-01,0.17924232E-02,
1801      #     0.95983300E+00,-.73465361E-01,0.16659918E-02,
1802      #     0.96072400E+00,-.71935499E-01,0.15377731E-02,
1803      #     0.96164600E+00,-.70351924E-01,0.14081479E-02,
1804      #     0.96259500E+00,-.68711470E-01,0.12772577E-02,
1805      #     0.96357300E+00,-.67013233E-01,0.11455719E-02,
1806      #     0.96458200E+00,-.65253582E-01,0.10134026E-02,
1807      #     0.96562700E+00,-.63427563E-01,0.88060944E-03,
1808      #     0.96670800E+00,-.61529750E-01,0.74806344E-03,
1809      #     0.96783100E+00,-.59546608E-01,0.61469288E-03,
1810      #     0.96900500E+00,-.57470271E-01,0.48181574E-03,
1811      #     0.97023800E+00,-.55280169E-01,0.34829552E-03,
1812      #     0.97154400E+00,-.52958541E-01,0.21496190E-03,
1813      #     0.97293400E+00,-.50477316E-01,0.81241477E-04,
1814      #     0.97442900E+00,-.47810235E-01,-.52358496E-04/
1815       data ((pk0(l,k, 8),l=1,3),k=106,120)/
1816      #     0.97604500E+00,-.44919547E-01,-.18680518E-03,
1817      #     0.97779800E+00,-.41772983E-01,-.32071742E-03,
1818      #     0.97971300E+00,-.38337767E-01,-.45363222E-03,
1819      #     0.98180700E+00,-.34587716E-01,-.58334172E-03,
1820      #     0.98408600E+00,-.30494651E-01,-.70966769E-03,
1821      #     0.98655800E+00,-.26059426E-01,-.82746422E-03,
1822      #     0.98922000E+00,-.21284059E-01,-.93517401E-03,
1823      #     0.99205000E+00,-.16195871E-01,-.10283596E-02,
1824      #     0.99502900E+00,-.10852597E-01,-.11009720E-02,
1825      #     0.99811500E+00,-.53117183E-02,-.11512421E-02,
1826      #     0.10012600E+01,0.32997879E-03,-.11732838E-02,
1827      #     0.10044100E+01,0.59838560E-02,-.11663937E-02,
1828      #     0.10075200E+01,0.11519301E-01,-.11224844E-02,
1829      #     0.10105200E+01,0.16867585E-01,-.10501179E-02,
1830      #     0.10133700E+01,0.21918561E-01,-.94570631E-03/
1831       data ((pk0(l,k, 8),l=1,3),k=121,135)/
1832      #     0.10160300E+01,0.26613762E-01,-.81694804E-03,
1833      #     0.10185000E+01,0.30879617E-01,-.66237422E-03,
1834      #     0.10207400E+01,0.34717135E-01,-.49503916E-03,
1835      #     0.10227800E+01,0.38115411E-01,-.32040593E-03,
1836      #     0.10246300E+01,0.41096209E-01,-.14762822E-03,
1837      #     0.10263000E+01,0.43680602E-01,0.15774997E-04,
1838      #     0.10278300E+01,0.45886991E-01,0.16252758E-03,
1839      #     0.10291900E+01,0.47706552E-01,0.27037782E-03,
1840      #     0.10303700E+01,0.49140868E-01,0.33614823E-03,
1841      #     0.10313900E+01,0.50209897E-01,0.35489836E-03,
1842      #     0.10322400E+01,0.50904549E-01,0.33125458E-03,
1843      #     0.10328700E+01,0.51246626E-01,0.26516534E-03,
1844      #     0.10332800E+01,0.51180433E-01,0.17686697E-03,
1845      #     0.10333800E+01,0.50690926E-01,0.78870717E-04,
1846      #     0.10331200E+01,0.49727997E-01,-.84494076E-05/
1847       data ((pk0(l,k, 8),l=1,3),k=136,150)/
1848      #     0.10324200E+01,0.48238686E-01,-.68915230E-04,
1849      #     0.10312100E+01,0.46160489E-01,-.90709546E-04,
1850      #     0.10294200E+01,0.43425857E-01,-.70895804E-04,
1851      #     0.10270100E+01,0.39987526E-01,-.17389344E-04,
1852      #     0.10239500E+01,0.35831762E-01,0.56501292E-04,
1853      #     0.10202400E+01,0.31000964E-01,0.13221232E-03,
1854      #     0.10159000E+01,0.25570795E-01,0.19550358E-03,
1855      #     0.10109900E+01,0.19604510E-01,0.24918183E-03,
1856      #     0.10055300E+01,0.13229129E-01,0.28817197E-03,
1857      #     0.99956200E+00,0.65055762E-02,0.32514379E-03,
1858      #     0.99314400E+00,-.48405797E-03,0.36750779E-03,
1859      #     0.98636200E+00,-.76450544E-02,0.41828283E-03,
1860      #     0.97937700E+00,-.14839168E-01,0.47858660E-03,
1861      #     0.97244500E+00,-.21814878E-01,0.53925043E-03,
1862      #     0.96599800E+00,-.28222181E-01,0.59900754E-03/
1863       data ((pk0(l,k, 8),l=1,3),k=151,165)/
1864      #     0.96455600E+00,-.29650458E-01,0.61246712E-03,
1865      #     0.96321700E+00,-.30971286E-01,0.62491475E-03,
1866      #     0.96199600E+00,-.32179818E-01,0.63623776E-03,
1867      #     0.96089300E+00,-.33273659E-01,0.64734500E-03,
1868      #     0.95992400E+00,-.34245951E-01,0.65723720E-03,
1869      #     0.95908200E+00,-.35089686E-01,0.66585983E-03,
1870      #     0.95837900E+00,-.35798879E-01,0.67301379E-03,
1871      #     0.95782900E+00,-.36373251E-01,0.67929856E-03,
1872      #     0.95743100E+00,-.36809421E-01,0.68623596E-03,
1873      #     0.95718700E+00,-.37086794E-01,0.68972774E-03,
1874      #     0.95728800E+00,-.37058557E-01,0.69023751E-03,
1875      #     0.95878500E+00,-.35784004E-01,0.66952880E-03,
1876      #     0.96185100E+00,-.33108007E-01,0.62414454E-03,
1877      #     0.96648500E+00,-.29030736E-01,0.55347105E-03,
1878      #     0.97268800E+00,-.23556955E-01,0.45798312E-03/
1879       data ((pk0(l,k, 8),l=1,3),k=166,180)/
1880      #     0.98045800E+00,-.16680459E-01,0.33540170E-03,
1881      #     0.98979800E+00,-.84135625E-02,0.18878148E-03,
1882      #     0.10007100E+01,0.12484545E-02,0.16020231E-04,
1883      #     0.10131800E+01,0.12310747E-01,-.18421235E-03,
1884      #     0.10272200E+01,0.24762793E-01,-.40958970E-03,
1885      #     0.10428200E+01,0.38616849E-01,-.66323716E-03,
1886      #     0.10599900E+01,0.53861952E-01,-.94418186E-03,
1887      #     0.10787300E+01,0.70498191E-01,-.12502559E-02,
1888      #     0.10990300E+01,0.88524884E-01,-.15826029E-02,
1889      #     0.11209100E+01,0.10793378E+00,-.19400499E-02,
1890      #     0.11443400E+01,0.12874635E+00,-.23266218E-02,
1891      #     0.11693300E+01,0.15095911E+00,-.27419202E-02,
1892      #     0.11959000E+01,0.17454826E+00,-.31816023E-02,
1893      #     0.12240200E+01,0.19953275E+00,-.36480860E-02,
1894      #     0.10000000E+01,-.23134272E-13,-.64878658E-14/
1895
1896       rt=1.d0
1897       if ((a.le.2.d0).or.(1.d0.le.x)) then
1898          ruv=1.d0
1899          rdv=1.d0
1900          ru=1.d0
1901          rd=1.d0
1902          rs=1.d0
1903          rc=1.d0
1904          rb=1.d0
1905          rg=1.d0
1906          return
1907       endif
1908       v1= log(a/aa1)
1909       v2= log(x/x1)
1910       if (x.le.0.6d0) then
1911          vtem= log10(0.6d0)+6.d0
1912          aindx= aint(( log10(x)+6.d0)/vtem*
1913      #        149.d0+1.d-7)
1914          indx=1+ int(aindx)
1915          if (indx.lt.2) indx=2
1916       else 
1917          aindx= aint(75.d0*(x-0.6d0)+1.d-7)
1918          indx=150+ int(aindx)
1919       endif
1920       do 33 inum=1,5
1921          aqq=q*q
1922          nmin=nm(inum)
1923          ikpt=kpt(inum)
1924          if (aqq.lt.qq0(nmin)) aqq=qq0(nmin)
1925          qlq= log(aqq/qq0(nmin))
1926          q1=pk0(1,indx,ikpt)+pk0(2,indx,ikpt)*v1
1927      #        +pk0(3,indx,ikpt)*v1*v1
1928          indx=indx+1
1929          q2=pk0(1,indx,ikpt)+pk0(2,indx,ikpt)*v1
1930      #        +pk0(3,indx,ikpt)*v1*v1
1931          indx=indx-1
1932          if (x.le.0.6d0) then
1933             xxp=10.d0**(-6.d0+(indx-1)*vtem/149.d0)
1934             xxu=10.d0**(-6.d0+(indx)*vtem/149.d0)
1935          else
1936             xxp=0.6d0+(indx-150)*0.4d0/30.d0
1937             xxu=0.6d0+(indx+1-150)*0.4d0/30.d0
1938          endif
1939          r0=q1+(q2-q1)/(xxp-xxu)*(xxp-x)
1940          do 32 jk=1,3
1941             indpi=jk
1942             do 31 kl=1,10
1943                p0=pa(1,kl,indpi,ikpt)
1944                p1=pa(2,kl,indpi,ikpt)
1945                p2=pa(3,kl,indpi,ikpt)
1946                ptm(kl)=p0+p1*v1+p2*v1*v1
1947  31         continue
1948             pqq(jk)=eksarp(x,v2,x1,x116,ptm,indpi)
1949  32      continue
1950          r(inum)=r0+pqq(1)*qlq+pqq(2)*qlq*qlq+pqq(3)*dsqrt(qlq)
1951          if (inum.eq.2) then
1952             do 34 jk=1,3
1953                indpi=jk
1954                do 35 kl=1,10
1955                   p0=pa(1,kl,indpi,5)
1956                   p1=pa(2,kl,indpi,5)
1957                   p2=pa(3,kl,indpi,5)
1958                   ptm(kl)=p0+p1*v1+p2*v1*v1
1959  35            continue
1960                pqq(jk)=eksarp(x,v2,x1,x116,ptm,indpi)
1961  34         continue
1962             rs=r0+pqq(1)*qlq+pqq(2)*qlq*qlq+pqq(3)*dsqrt(qlq)
1963          endif
1964  33   continue
1965       ruv=r(1)
1966       rdv=ruv
1967       ru=r(2)
1968       rd=ru
1969       rc=r(3)
1970       rb=r(4)
1971       rg=r(5)
1972
1973       return
1974       end
1975
1976