23 p.
weight(1,1) = -0.0205350853090964; p.
center(1,1) = 0.0346425746754636;
24 p.
weight(1,2) = -0.0568130413313418; p.
center(1,2) = 0.0642312366176096;
25 p.
weight(1,3) = 0.0772295158965721; p.
center(1,3) = 0.105223063220729;
26 p.
weight(1,4) = 0.00476531876870035; p.
center(1,4) = 0.141376571318337;
27 p.
weight(1,5) = 0.0875587112499142; p.
center(1,5) = 0.191997914358503;
28 p.
weight(1,6) = 0.0967848145145932; p.
center(1,6) = 0.238054467934148;
29 p.
weight(1,7) = -0.0426472364637204; p.
center(1,7) = 0.290051052304443;
30 p.
weight(1,8) = -0.114897462521805; p.
center(1,8) = 0.338038141426501;
31 p.
weight(1,9) = -0.00846031347865159; p.
center(1,9) = 0.390987049569835;
32 p.
weight(1,10) = 0.0435208593934505; p.
center(1,10) = 0.462134139745088;
33 p.
weight(1,11) = 0.0225657462176644; p.
center(1,11) = 0.53639914212427;
34 p.
weight(1,12) = -0.0146380870725785; p.
center(1,12) = 0.6230269703983;
35 p.
weight(1,13) = 0.00252055064602503; p.
center(1,13) = 0.709532760594796;
36 p.
weight(1,14) = -0.0481905961023548; p.
center(1,14) = 0.815104542857143;
37 p.
weight(1,15) = -0.0197252064327465; p.
center(1,15) = 0.91331254370685;
38 p.
weight(1,16) = 0.0328245555565883; p.
center(1,16) = 1.11140363972384;
39 p.
weight(1,17) = -0.0276654903378683; p.
center(1,17) = 1.24487394912374;
40 p.
weight(1,18) = 0.0602636724783941; p.
center(1,18) = 1.40074440169942;
41 p.
weight(1,19) = -0.0130092130976903; p.
center(1,19) = 1.6180723637812;
42 p.
weight(1,20) = -0.0168063272846134; p.
center(1,20) = 1.84971006818906;
43 p.
weight(1,21) = 0.00674554433698151; p.
center(1,21) = 2.20463712958046;
44 p.
weight(1,22) = -0.0100659216055898; p.
center(1,22) = 2.64251461465746;
45 p.
weight(1,23) = -0.00723770034705824; p.
center(1,23) = 3.14094836962294;
46 p.
weight(1,24) = 0.00357290124070290; p.
center(1,24) = 3.73503193340414;
47 p.
weight(1,25) = 0.0173836588383956; p.
center(1,25) = 4.56912720679766;
48 p.
weight(1,26) = -7.84019090797033e-05; p.
center(1,26) = 5.54667488465215;
49 p.
weight(1,27) = 0.0063483103563975; p.
center(1,27) = 6.77124725735528;
50 p.
weight(1,28) = 0.0159107717370337; p.
center(1,28) = 8.04892101380775;
51 p.
weight(1,29) = -0.0258938221390993; p.
center(1,29) = 9.58177690047796;
52 p.
weight(1,30) = -0.0164662410803039; p.
center(1,30) = 10.9728966889007;
53 p.
weight(2,1) = -0.0461904269579675; p.
center(2,1) = 0.111986190494635;
54 p.
weight(2,2) = 0.0309358788524633; p.
center(2,2) = 0.247238297046592;
55 p.
weight(2,3) = -0.0171214012562708; p.
center(2,3) = 0.369434315219822;
56 p.
weight(2,4) = 0.00105336782548451; p.
center(2,4) = 0.510416453004177;
57 p.
weight(2,5) = -0.00414897698935789; p.
center(2,5) = 0.702848980320715;
58 p.
weight(2,6) = 0.00537469221755291; p.
center(2,6) = 0.859319539934983;
59 p.
weight(2,7) = 0.00505473504546837; p.
center(2,7) = 1.03645172152658;
60 p.
weight(2,8) = 0.0231503247885576; p.
center(2,8) = 1.22623956666954;
61 p.
weight(2,9) = 0.00491977604033907; p.
center(2,9) = 1.41721148230507;
62 p.
weight(2,10) = -0.0312544440705087; p.
center(2,10) = 1.64564199281997;
63 p.
weight(2,11) = 0.0109550660235326; p.
center(2,11) = 1.89653517511418;
64 p.
weight(2,12) = -0.00282810389288761; p.
center(2,12) = 2.209390802045;
65 p.
weight(2,13) = 0.0331439784753431; p.
center(2,13) = 2.50718090603293;
66 p.
weight(2,14) = 0.0342584401056391; p.
center(2,14) = 2.84872390281466;
67 p.
weight(2,15) = -0.0349079962777661; p.
center(2,15) = 3.21614611906532;
68 p.
weight(2,16) = 0.00364978423815465; p.
center(2,16) = 3.81533914009559;
69 p.
weight(2,17) = -0.0118471694728953; p.
center(2,17) = 4.31243033659055;
70 p.
weight(2,18) = 0.0114389038304917; p.
center(2,18) = 4.85870053165162;
71 p.
weight(2,19) = 0.0115990696652575; p.
center(2,19) = 5.56207055878917;
72 p.
weight(2,20) = 0.00410659661212522; p.
center(2,20) = 6.36351592707382;
73 p.
weight(2,21) = -0.0221391149746385; p.
center(2,21) = 7.43936634476899;
74 p.
weight(2,22) = -0.00107963419639649; p.
center(2,22) = 8.85438458635157;
75 p.
weight(2,23) = 0.00379395103556337; p.
center(2,23) = 10.4102114486458;
76 p.
weight(2,24) = 0.00478783616183086; p.
center(2,24) = 12.3331713010090;
77 p.
weight(2,25) = -0.00257716915535124; p.
center(2,25) = 14.9896582689326;
78 p.
weight(2,26) = -0.00104576331141849; p.
center(2,26) = 18.1770918269782;
79 p.
weight(2,27) = 0.0154106511849653; p.
center(2,27) = 21.9542758827403;
80 p.
weight(2,28) = -0.0078113041460221; p.
center(2,28) = 26.2427164316516;
81 p.
weight(2,29) = -0.00356114456848374; p.
center(2,29) = 31.2837185395645;
82 p.
weight(2,30) = -0.01545174162679; p.
center(2,30) = 36.2150084724376;
83 p.
weight(3,1) = 0.0216923616680708; p.
center(3,1) = 0.148847119545876;
84 p.
weight(3,2) = 0.0128563169397628; p.
center(3,2) = 0.266877044839059;
85 p.
weight(3,3) = -0.04002997442929; p.
center(3,3) = 0.425315758065331;
86 p.
weight(3,4) = -0.00363418789558793; p.
center(3,4) = 0.60226787790841;
87 p.
weight(3,5) = -0.0099406387305009; p.
center(3,5) = 0.78266527175332;
88 p.
weight(3,6) = -0.0207734582370000; p.
center(3,6) = 0.960145940573967;
89 p.
weight(3,7) = 0.049501422304366; p.
center(3,7) = 1.16618011460808;
90 p.
weight(3,8) = 0.00256971642695844; p.
center(3,8) = 1.39309388635359;
91 p.
weight(3,9) = 0.00598720160154388; p.
center(3,9) = 1.62850729560466;
92 p.
weight(3,10) = -0.0100941979606583; p.
center(3,10) = 1.89299317839193;
93 p.
weight(3,11) = -0.0118343947153879; p.
center(3,11) = 2.19311819305364;
94 p.
weight(3,12) = 0.0335955146908684; p.
center(3,12) = 2.50337970727244;
95 p.
weight(3,13) = -0.0176775317465374; p.
center(3,13) = 2.86430308775358;
96 p.
weight(3,14) = -0.0196363330351686; p.
center(3,14) = 3.26770722062454;
97 p.
weight(3,15) = 0.0234013134545708; p.
center(3,15) = 3.70969171817313;
98 p.
weight(3,16) = 0.00201813613146955; p.
center(3,16) = 4.29483585416888;
99 p.
weight(3,17) = 0.0114848523654107; p.
center(3,17) = 4.88055202577801;
100 p.
weight(3,18) = 0.0098801099289819; p.
center(3,18) = 5.54198026128518;
101 p.
weight(3,19) = -0.0165773942243868; p.
center(3,19) = 6.33382928921933;
102 p.
weight(3,20) = 0.0101698833264242; p.
center(3,20) = 7.339004837812;
103 p.
weight(3,21) = -0.00941003625997696; p.
center(3,21) = 8.5804214703027;
104 p.
weight(3,22) = 0.0051714199960632; p.
center(3,22) = 10.1711650061604;
105 p.
weight(3,23) = -0.00545715514759326; p.
center(3,23) = 12.0568466429102;
106 p.
weight(3,24) = -0.00218832373126487; p.
center(3,24) = 14.3958215072756;
107 p.
weight(3,25) = -0.0137422311296301; p.
center(3,25) = 17.5974539329793;
108 p.
weight(3,26) = -0.007309167801733; p.
center(3,26) = 21.3622475104620;
109 p.
weight(3,27) = 0.0215788449259795; p.
center(3,27) = 25.9128067922464;
110 p.
weight(3,28) = 0.00284369587788238; p.
center(3,28) = 31.3235863871482;
111 p.
weight(3,29) = -0.00421815305981177; p.
center(3,29) = 37.347821013914;
112 p.
weight(3,30) = -0.0097875358968026; p.
center(3,30) = 43.921075501009;
113 p.
weight(4,1) = -0.0642107694262119; p.
center(4,1) = 0.097607291884047;
114 p.
weight(4,2) = 0.0332734165343255; p.
center(4,2) = 0.207159649856548;
115 p.
weight(4,3) = -0.00549440055493261; p.
center(4,3) = 0.316900621260645;
116 p.
weight(4,4) = 0.0307106026602042; p.
center(4,4) = 0.478998171890672;
117 p.
weight(4,5) = 0.00681305558119545; p.
center(4,5) = 0.612726453763319;
118 p.
weight(4,6) = -0.033884450368115; p.
center(4,6) = 0.765017507028147;
119 p.
weight(4,7) = 0.0384584954948849; p.
center(4,7) = 0.928435002736559;
120 p.
weight(4,8) = -0.00364378031442256; p.
center(4,8) = 1.12969130595634;
121 p.
weight(4,9) = 0.0154461035682996; p.
center(4,9) = 1.32945556381189;
122 p.
weight(4,10) = -0.0344255552098591; p.
center(4,10) = 1.55953420854163;
123 p.
weight(4,11) = 0.045919930827108; p.
center(4,11) = 1.79418204108550;
124 p.
weight(4,12) = -0.0293379909845186; p.
center(4,12) = 2.04829818812958;
125 p.
weight(4,13) = 0.0337159493250635; p.
center(4,13) = 2.34344194405736;
126 p.
weight(4,14) = 0.00942695542315156; p.
center(4,14) = 2.67575131154541;
127 p.
weight(4,15) = -0.0164236910140914; p.
center(4,15) = 3.03145988875199;
128 p.
weight(4,16) = -0.0134873112349606; p.
center(4,16) = 3.51826841943707;
129 p.
weight(4,17) = -0.0268916362416787; p.
center(4,17) = 4.01449744208178;
130 p.
weight(4,18) = -0.0123220518613573; p.
center(4,18) = 4.56639844588423;
131 p.
weight(4,19) = -0.0038960816092392; p.
center(4,19) = 5.22879918746681;
132 p.
weight(4,20) = -0.0122920679807827; p.
center(4,20) = 6.11867738757302;
133 p.
weight(4,21) = -0.00711674271035674; p.
center(4,21) = 7.17439747073818;
134 p.
weight(4,22) = 0.0121214896086449; p.
center(4,22) = 8.57069334774296;
135 p.
weight(4,23) = 0.0146572565640258; p.
center(4,23) = 10.2859563684546;
136 p.
weight(4,24) = -0.000308142790555118; p.
center(4,24) = 12.4683017267127;
137 p.
weight(4,25) = 0.00387171814190663; p.
center(4,25) = 15.559416037812;
138 p.
weight(4,26) = 0.00485541454921585; p.
center(4,26) = 19.3368100695698;
139 p.
weight(4,27) = 0.0197921535601784; p.
center(4,27) = 24.2798566900690;
140 p.
weight(4,28) = 0.00202577065486056; p.
center(4,28) = 30.2295788493893;
141 p.
weight(4,29) = -0.00638077555729929; p.
center(4,29) = 37.1666186793415;
142 p.
weight(4,30) = -0.0136586610559694; p.
center(4,30) = 45.0916587457249;
143 p.
weight(5,1) = -0.0210214072235853; p.
center(5,1) = 0.253831949430215;
144 p.
weight(5,2) = -0.00869009474371829; p.
center(5,2) = 0.551811847945486;
145 p.
weight(5,3) = 0.0109517813233247; p.
center(5,3) = 0.829777411159545;
146 p.
weight(5,4) = -0.00381447756533726; p.
center(5,4) = 1.19189502748701;
147 p.
weight(5,5) = 0.0441785340505078; p.
center(5,5) = 1.58885492386386;
148 p.
weight(5,6) = 0.000271369681501530; p.
center(5,6) = 1.97924385276769;
149 p.
weight(5,7) = 0.0283972675919617; p.
center(5,7) = 2.39867937469033;
150 p.
weight(5,8) = -0.0161358227270039; p.
center(5,8) = 2.87894196029564;
151 p.
weight(5,9) = 0.00570472381464053; p.
center(5,9) = 3.36580081600181;
152 p.
weight(5,10) = 0.00355699973107907; p.
center(5,10) = 3.95152937507902;
153 p.
weight(5,11) = -0.00741005888668559; p.
center(5,11) = 4.61033168190122;
154 p.
weight(5,12) = 0.0128257351091021; p.
center(5,12) = 5.30642417258384;
155 p.
weight(5,13) = -0.000307202068164756; p.
center(5,13) = 6.1131141517897;
156 p.
weight(5,14) = -0.00809764630530148; p.
center(5,14) = 7.02187588890069;
157 p.
weight(5,15) = -0.0117399035459325; p.
center(5,15) = 8.00599133414764;
158 p.
weight(5,16) = 8.87366244123271e-05; p.
center(5,16) = 9.49800337907594;
159 p.
weight(5,17) = -0.00357062974083948; p.
center(5,17) = 10.8836336592671;
160 p.
weight(5,18) = 0.00239483759286841; p.
center(5,18) = 12.4405028225173;
161 p.
weight(5,19) = -0.0198857568607802; p.
center(5,19) = 14.4492024441848;
162 p.
weight(5,20) = -0.00809076412954378; p.
center(5,20) = 16.9581590275093;
163 p.
weight(5,21) = -0.00138232069192421; p.
center(5,21) = 20.3322850169942;
164 p.
weight(5,22) = 0.0126641519786451; p.
center(5,22) = 24.8266007456187;
165 p.
weight(5,23) = 0.00727252611806893; p.
center(5,23) = 30.1975158082847;
166 p.
weight(5,24) = 0.00583314245925166; p.
center(5,24) = 37.2035221819437;
167 p.
weight(5,25) = 0.00656294428376847; p.
center(5,25) = 47.0255790783856;
168 p.
weight(5,26) = -0.00258968772129212; p.
center(5,26) = 59.0495730568242;
169 p.
weight(5,27) = 0.0115805851444163; p.
center(5,27) = 73.7643519768455;
170 p.
weight(5,28) = -0.00227774174352426; p.
center(5,28) = 90.3686304693574;
171 p.
weight(5,29) = -0.0080617700875174; p.
center(5,29) = 109.246840616144;
172 p.
weight(5,30) = -0.000360993297210105; p.
center(5,30) = 128.421134758364;
173 p.
weight(6,1) = -0.00601151201036689; p.
center(6,1) = 0.463741861310393;
174 p.
weight(6,2) = -0.0238985359783085; p.
center(6,2) = 0.964432095270142;
175 p.
weight(6,3) = 0.0190796375460681; p.
center(6,3) = 1.44046699865274;
176 p.
weight(6,4) = -0.0103169091142014; p.
center(6,4) = 2.04727957289932;
177 p.
weight(6,5) = 0.00362539478752022; p.
center(6,5) = 2.70631310127056;
178 p.
weight(6,6) = 0.00586955331987545; p.
center(6,6) = 3.37433495891309;
179 p.
weight(6,7) = 0.0104639396890289; p.
center(6,7) = 4.08201538054481;
180 p.
weight(6,8) = -0.00203447480062628; p.
center(6,8) = 4.90381732815914;
181 p.
weight(6,9) = 0.0222833409863394; p.
center(6,9) = 5.73870283690537;
182 p.
weight(6,10) = -0.00811561650938854; p.
center(6,10) = 6.68087933593521;
183 p.
weight(6,11) = 0.00352661894676020; p.
center(6,11) = 7.8026112264684;
184 p.
weight(6,12) = -0.0129734577259982; p.
center(6,12) = 8.99093465381837;
185 p.
weight(6,13) = 0.00260122987560852; p.
center(6,13) = 10.3450675431152;
186 p.
weight(6,14) = -0.00697374354132526; p.
center(6,14) = 11.8537604725438;
187 p.
weight(6,15) = -0.0138186236823479; p.
center(6,15) = 13.5191060295274;
188 p.
weight(6,16) = 0.00296681922317524; p.
center(6,16) = 15.9686841387148;
189 p.
weight(6,17) = -0.0114561135439026; p.
center(6,17) = 18.2588353683484;
190 p.
weight(6,18) = 0.0071678224149737; p.
center(6,18) = 20.8840801859798;
191 p.
weight(6,19) = -0.0114628260763035; p.
center(6,19) = 24.3518273773765;
192 p.
weight(6,20) = -0.0072915352150025; p.
center(6,20) = 28.5207211074881;
193 p.
weight(6,21) = 0.000479435649559112; p.
center(6,21) = 34.2327602848646;
194 p.
weight(6,22) = 0.00500205576835128; p.
center(6,22) = 41.848005195008;
195 p.
weight(6,23) = 0.00932061463832225; p.
center(6,23) = 50.9103259093999;
196 p.
weight(6,24) = 0.00983749378168578; p.
center(6,24) = 62.2564698737122;
197 p.
weight(6,25) = 0.00415206446548306; p.
center(6,25) = 77.7366019381838;
198 p.
weight(6,26) = -0.00257131432406963; p.
center(6,26) = 96.1957365756771;
199 p.
weight(6,27) = 0.00966093842459331; p.
center(6,27) = 118.175018187679;
200 p.
weight(6,28) = 0.000322353530958577; p.
center(6,28) = 142.511480984599;
201 p.
weight(6,29) = -0.00472827966596358; p.
center(6,29) = 170.221703158789;
202 p.
weight(6,30) = -0.00378617938182206; p.
center(6,30) = 197.607103539033;
203 p.
weight(7,1) = -0.0245940387588079; p.
center(7,1) = 0.55355680164876;
204 p.
weight(7,2) = -0.0177151244769077; p.
center(7,2) = 1.18621277696587;
205 p.
weight(7,3) = 0.0113696297583339; p.
center(7,3) = 1.78349998299513;
206 p.
weight(7,4) = 0.0324448292351698; p.
center(7,4) = 2.56753349369612;
207 p.
weight(7,5) = 0.0101130324529947; p.
center(7,5) = 3.36994275974485;
208 p.
weight(7,6) = -0.0093870287898322; p.
center(7,6) = 4.15341614517611;
209 p.
weight(7,7) = 0.0157028808812226; p.
center(7,7) = 5.06031378736038;
210 p.
weight(7,8) = 0.00646856146965499; p.
center(7,8) = 6.06729594835447;
211 p.
weight(7,9) = 0.0207559835961230; p.
center(7,9) = 7.09667572642022;
212 p.
weight(7,10) = -0.0122503967583893; p.
center(7,10) = 8.30752778494526;
213 p.
weight(7,11) = -0.0157124365910149; p.
center(7,11) = 9.64413516557833;
214 p.
weight(7,12) = -0.0157724037736404; p.
center(7,12) = 11.1502688091981;
215 p.
weight(7,13) = 0.00326962310498114; p.
center(7,13) = 12.7655071187467;
216 p.
weight(7,14) = 0.0059587224174852; p.
center(7,14) = 14.6118472720127;
217 p.
weight(7,15) = -0.0116116260997525; p.
center(7,15) = 16.5933967000531;
218 p.
weight(7,16) = -0.0122141298088698; p.
center(7,16) = 19.5792595451938;
219 p.
weight(7,17) = -0.00417078500727161; p.
center(7,17) = 22.3659458783856;
220 p.
weight(7,18) = -0.00354420747607325; p.
center(7,18) = 25.5371543371216;
221 p.
weight(7,19) = 0.00171121298694268; p.
center(7,19) = 29.6757992228359;
222 p.
weight(7,20) = -0.0117711294681937; p.
center(7,20) = 34.6145841653744;
223 p.
weight(7,21) = -0.00162672243331867; p.
center(7,21) = 41.3525404983537;
224 p.
weight(7,22) = 0.0190533240812826; p.
center(7,22) = 50.0796854479023;
225 p.
weight(7,23) = 0.00502979983690116; p.
center(7,23) = 60.4704954606479;
226 p.
weight(7,24) = 0.00697641831123135; p.
center(7,24) = 73.3028566356877;
227 p.
weight(7,25) = 0.00464645772080152; p.
center(7,25) = 90.6083496382369;
228 p.
weight(7,26) = 0.000110850454570522; p.
center(7,26) = 111.155902490600;
229 p.
weight(7,27) = 0.00643723892156589; p.
center(7,27) = 135.408733785767;
230 p.
weight(7,28) = -0.00220797948516739; p.
center(7,28) = 161.862207820499;
231 p.
weight(7,29) = -0.00572167843562703; p.
center(7,29) = 191.870137971535;
232 p.
weight(7,30) = -0.00159512824789008; p.
center(7,30) = 221.256027488051;
233 p.
rho() = 0.0140673607831624;
235 p.
probA() = 1.007288;
236 p.
probB() = 2.040815;
241 p.
weight(1,1) = -0.087291423449629; p.
center(1,1) = 0.0389039534663405;
242 p.
weight(1,2) = -0.103669472768846; p.
center(1,2) = 0.0899715583627291;
243 p.
weight(1,3) = 0.0956577140976008; p.
center(1,3) = 0.136877468527231;
244 p.
weight(1,4) = 0.174709005854082; p.
center(1,4) = 0.194666531701134;
245 p.
weight(1,5) = 0.0104046049485668; p.
center(1,5) = 0.234040786333392;
246 p.
weight(1,6) = -0.104409788159902; p.
center(1,6) = 0.309773468087904;
247 p.
weight(1,7) = 0.0788758884640946; p.
center(1,7) = 0.357713734259955;
248 p.
weight(1,8) = -0.0214237302947243; p.
center(1,8) = 0.441992963204358;
249 p.
weight(1,9) = -0.0423378098221035; p.
center(1,9) = 0.519815186739294;
250 p.
weight(1,10) = -0.0171514521410377; p.
center(1,10) = 0.582627667505635;
251 p.
weight(1,11) = 0.0165490166609910; p.
center(1,11) = 0.680206425582269;
252 p.
weight(1,12) = -0.103874338313117; p.
center(1,12) = 0.779765814350113;
253 p.
weight(1,13) = -0.0777278200118299; p.
center(1,13) = 0.889450449192337;
254 p.
weight(1,14) = -0.0450453274827926; p.
center(1,14) = 1.01845239706987;
255 p.
weight(1,15) = -0.0225725976482894; p.
center(1,15) = 1.16134922314050;
256 p.
weight(1,16) = 0.099117760448016; p.
center(1,16) = 1.41546116228400;
257 p.
weight(1,17) = -0.0236841156017453; p.
center(1,17) = 1.56507456160781;
258 p.
weight(1,18) = -0.143901824335328; p.
center(1,18) = 1.78615589500376;
259 p.
weight(1,19) = 0.0534934746209668; p.
center(1,19) = 2.08351694646882;
260 p.
weight(1,20) = 0.0411539889171709; p.
center(1,20) = 2.3763989973704;
261 p.
weight(1,21) = 0.00175115556502397; p.
center(1,21) = 2.87925648441022;
262 p.
weight(1,22) = 0.0733686196538193; p.
center(1,22) = 3.46948099361382;
263 p.
weight(1,23) = -0.00222099291142864; p.
center(1,23) = 4.09735376389932;
264 p.
weight(1,24) = -0.0109890286426793; p.
center(1,24) = 4.82971741979715;
265 p.
weight(1,25) = -0.00152222971829121; p.
center(1,25) = 5.87802323966942;
266 p.
weight(1,26) = 0.020822882199806; p.
center(1,26) = 6.97970829827198;
267 p.
weight(1,27) = 0.0118532948170428; p.
center(1,27) = 8.34068354338843;
268 p.
weight(1,28) = -0.0148295315184253; p.
center(1,28) = 9.73254536025545;
269 p.
weight(1,29) = -0.00778317496279655; p.
center(1,29) = 11.4289206183321;
270 p.
weight(1,30) = -0.00455491233863827; p.
center(1,30) = 12.810612527423;
271 p.
weight(2,1) = 0.119903720450494; p.
center(2,1) = 0.0885957563145919;
272 p.
weight(2,2) = 0.111168455716461; p.
center(2,2) = 0.232820876074497;
273 p.
weight(2,3) = -0.00943290173265303; p.
center(2,3) = 0.360861267822873;
274 p.
weight(2,4) = -0.0389027645864570; p.
center(2,4) = 0.499091340086497;
275 p.
weight(2,5) = 0.00261464485162758; p.
center(2,5) = 0.670745078775357;
276 p.
weight(2,6) = 0.0124706689382828; p.
center(2,6) = 0.829570620774545;
277 p.
weight(2,7) = -0.040168871912922; p.
center(2,7) = 0.996238905461465;
278 p.
weight(2,8) = -0.0821163866577605; p.
center(2,8) = 1.18984100304201;
279 p.
weight(2,9) = 0.0301058858173572; p.
center(2,9) = 1.37224776330579;
280 p.
weight(2,10) = 0.0238963282788775; p.
center(2,10) = 1.56941054078769;
281 p.
weight(2,11) = -0.00796970312184383; p.
center(2,11) = 1.84540709971826;
282 p.
weight(2,12) = -0.00152169786513013; p.
center(2,12) = 2.08548082468504;
283 p.
weight(2,13) = -0.074600127471289; p.
center(2,13) = 2.4062995073441;
284 p.
weight(2,14) = 0.0235118270300133; p.
center(2,14) = 2.73768279611195;
285 p.
weight(2,15) = -0.0513418389471852; p.
center(2,15) = 3.09729264822295;
286 p.
weight(2,16) = 0.0145167602257996; p.
center(2,16) = 3.70686741280992;
287 p.
weight(2,17) = -0.00726675325948962; p.
center(2,17) = 4.19032574906086;
288 p.
weight(2,18) = -0.0123572081120729; p.
center(2,18) = 4.76782016810669;
289 p.
weight(2,19) = -0.0392504702153425; p.
center(2,19) = 5.53411044778362;
290 p.
weight(2,20) = 0.0515215413844134; p.
center(2,20) = 6.37396451258452;
291 p.
weight(2,21) = 0.00221829740672553; p.
center(2,21) = 7.54682783677686;
292 p.
weight(2,22) = -0.0308416555918915; p.
center(2,22) = 9.01052148178062;
293 p.
weight(2,23) = -0.0424730058673411; p.
center(2,23) = 10.6733947638993;
294 p.
weight(2,24) = 0.0316674016929672; p.
center(2,24) = 12.7285519483471;
295 p.
weight(2,25) = 0.0102264687440108; p.
center(2,25) = 15.4776276611570;
296 p.
weight(2,26) = 0.00416686069966421; p.
center(2,26) = 18.5701894532307;
297 p.
weight(2,27) = 0.049126399986889; p.
center(2,27) = 22.2675985227273;
298 p.
weight(2,28) = 0.0615089588648521; p.
center(2,28) = 26.3379113641999;
299 p.
weight(2,29) = 0.0049034329055783; p.
center(2,29) = 30.9546733225019;
300 p.
weight(2,30) = -0.0863655564134028; p.
center(2,30) = 35.1248644182945;
301 p.
weight(3,1) = 0.149608063774147; p.
center(3,1) = 0.127213029259688;
302 p.
weight(3,2) = -0.0193164630082715; p.
center(3,2) = 0.291167260748939;
303 p.
weight(3,3) = -0.0939015618433615; p.
center(3,3) = 0.443518111277361;
304 p.
weight(3,4) = 0.116890626885625; p.
center(3,4) = 0.608728048327687;
305 p.
weight(3,5) = -0.0118914453596611; p.
center(3,5) = 0.813930204476072;
306 p.
weight(3,6) = 0.0147974025335520; p.
center(3,6) = 0.981946726354838;
307 p.
weight(3,7) = -0.0991958720501176; p.
center(3,7) = 1.19131078230297;
308 p.
weight(3,8) = 0.0331914948871107; p.
center(3,8) = 1.44770829732028;
309 p.
weight(3,9) = -0.00190262500097773; p.
center(3,9) = 1.68323324827504;
310 p.
weight(3,10) = 0.0458080217680494; p.
center(3,10) = 1.96867798933133;
311 p.
weight(3,11) = 0.0116706396296108; p.
center(3,11) = 2.25716870594685;
312 p.
weight(3,12) = -0.0215243802152768; p.
center(3,12) = 2.55595092186326;
313 p.
weight(3,13) = 0.00199410282252443; p.
center(3,13) = 2.911279583253;
314 p.
weight(3,14) = -0.0447621380390968; p.
center(3,14) = 3.33266807438017;
315 p.
weight(3,15) = -0.0308054550754495; p.
center(3,15) = 3.775689446713;
316 p.
weight(3,16) = 0.0284180723498516; p.
center(3,16) = 4.33742970760706;
317 p.
weight(3,17) = -0.0279414397032362; p.
center(3,17) = 4.93029453418482;
318 p.
weight(3,18) = 0.0153166362993958; p.
center(3,18) = 5.58666487227648;
319 p.
weight(3,19) = 0.0148396368644485; p.
center(3,19) = 6.43255708677686;
320 p.
weight(3,20) = 0.00230237711501049; p.
center(3,20) = 7.41517304489106;
321 p.
weight(3,21) = 0.00668173391763417; p.
center(3,21) = 8.70573557757325;
322 p.
weight(3,22) = 0.0219305801227054; p.
center(3,22) = 10.3320808809166;
323 p.
weight(3,23) = -0.00563201390232959; p.
center(3,23) = 12.1324169611195;
324 p.
weight(3,24) = 0.00258063657436468; p.
center(3,24) = 14.3528962667168;
325 p.
weight(3,25) = -0.0452767663807646; p.
center(3,25) = 17.3791250439519;
326 p.
weight(3,26) = -0.00924959812367247; p.
center(3,26) = 20.8049499887303;
327 p.
weight(3,27) = -0.00371332833004227; p.
center(3,27) = 24.8192584776484;
328 p.
weight(3,28) = 0.0350395126320318; p.
center(3,28) = 29.6662792402329;
329 p.
weight(3,29) = 0.0182143165855934; p.
center(3,29) = 35.1888240255447;
330 p.
weight(3,30) = -0.0492179972791834; p.
center(3,30) = 41.0466893082269;
331 p.
weight(4,1) = -0.0331785847132777; p.
center(4,1) = 0.112712712988372;
332 p.
weight(4,2) = 0.111824264905041; p.
center(4,2) = 0.226088078245628;
333 p.
weight(4,3) = -0.0340215104463712; p.
center(4,3) = 0.369781398227684;
334 p.
weight(4,4) = -0.0102473518299741; p.
center(4,4) = 0.532397370918832;
335 p.
weight(4,5) = 0.0221019907883519; p.
center(4,5) = 0.696147227336894;
336 p.
weight(4,6) = 0.114980194001040; p.
center(4,6) = 0.8373984763812;
337 p.
weight(4,7) = 0.0845774206411779; p.
center(4,7) = 1.00842577983584;
338 p.
weight(4,8) = -0.0175745639493128; p.
center(4,8) = 1.22695563694591;
339 p.
weight(4,9) = -0.161350809126542; p.
center(4,9) = 1.44509282083020;
340 p.
weight(4,10) = -0.016891369584624; p.
center(4,10) = 1.69668432833959;
341 p.
weight(4,11) = 0.0646301970583586; p.
center(4,11) = 1.94060743322690;
342 p.
weight(4,12) = -0.0571056174459502; p.
center(4,12) = 2.19470516771225;
343 p.
weight(4,13) = -0.0323140021452519; p.
center(4,13) = 2.49908043382795;
344 p.
weight(4,14) = 0.0544161647358304; p.
center(4,14) = 2.84150221374906;
345 p.
weight(4,15) = 0.0125974831373485; p.
center(4,15) = 3.23738520343726;
346 p.
weight(4,16) = -0.0349421440601213; p.
center(4,16) = 3.72910849564237;
347 p.
weight(4,17) = -0.0543455591339154; p.
center(4,17) = 4.26173824943651;
348 p.
weight(4,18) = 0.05837511328612; p.
center(4,18) = 4.85570648797896;
349 p.
weight(4,19) = -0.0345644556767941; p.
center(4,19) = 5.56580538974455;
350 p.
weight(4,20) = 0.00963993828013545; p.
center(4,20) = 6.45705195567243;
351 p.
weight(4,21) = -0.00467942423844487; p.
center(4,21) = 7.59530465852742;
352 p.
weight(4,22) = 0.0114806594797470; p.
center(4,22) = 9.01179733170548;
353 p.
weight(4,23) = 0.0246902239987398; p.
center(4,23) = 10.7563801485725;
354 p.
weight(4,24) = -0.0450242589430835; p.
center(4,24) = 12.9785588416604;
355 p.
weight(4,25) = -0.0162524176545044; p.
center(4,25) = 16.0520889737040;
356 p.
weight(4,26) = 0.0197463471900981; p.
center(4,26) = 19.7682573551841;
357 p.
weight(4,27) = -0.0226189659742351; p.
center(4,27) = 24.5756463886176;
358 p.
weight(4,28) = 0.0689382669094295; p.
center(4,28) = 30.4492542345980;
359 p.
weight(4,29) = -0.0194804886928916; p.
center(4,29) = 37.432035161157;
360 p.
weight(4,30) = -0.0212868934327188; p.
center(4,30) = 45.1294387329076;
361 p.
weight(5,1) = 0.00146649286912319; p.
center(5,1) = 0.215716363423462;
362 p.
weight(5,2) = 0.0386822560607923; p.
center(5,2) = 0.498170964960989;
363 p.
weight(5,3) = 0.0333827325800067; p.
center(5,3) = 0.767616499337318;
364 p.
weight(5,4) = 0.0393266118904775; p.
center(5,4) = 1.10745177139368;
365 p.
weight(5,5) = -0.0546550253319436; p.
center(5,5) = 1.41388157992622;
366 p.
weight(5,6) = -0.00289098715078124; p.
center(5,6) = 1.78991064472436;
367 p.
weight(5,7) = -0.032652531561496; p.
center(5,7) = 2.14645940501581;
368 p.
weight(5,8) = -0.00389298190649676; p.
center(5,8) = 2.60414449250292;
369 p.
weight(5,9) = -0.00536578628463557; p.
center(5,9) = 3.05273993636211;
370 p.
weight(5,10) = 0.0103044684806081; p.
center(5,10) = 3.54685609573629;
371 p.
weight(5,11) = 0.00803518837041865; p.
center(5,11) = 4.12730620694966;
372 p.
weight(5,12) = -0.0116940285130662; p.
center(5,12) = 4.7262861768595;
373 p.
weight(5,13) = 0.0113390799763157; p.
center(5,13) = 5.46387107868144;
374 p.
weight(5,14) = -0.0415344609314615; p.
center(5,14) = 6.23661396617205;
375 p.
weight(5,15) = -0.0187397229516954; p.
center(5,15) = 7.176148412284;
376 p.
weight(5,16) = 0.0234077850930250; p.
center(5,16) = 8.52884705879038;
377 p.
weight(5,17) = -0.0486998917024317; p.
center(5,17) = 9.77595022201352;
378 p.
weight(5,18) = 0.00478763852742411; p.
center(5,18) = 11.3227868822314;
379 p.
weight(5,19) = -0.0425045430768362; p.
center(5,19) = 13.3316467868144;
380 p.
weight(5,20) = 0.00491662548180224; p.
center(5,20) = 15.7136916515778;
381 p.
weight(5,21) = -0.00255116690876599; p.
center(5,21) = 19.0941436818182;
382 p.
weight(5,22) = 0.0651875444865682; p.
center(5,22) = 23.5263386061232;
383 p.
weight(5,23) = 0.00441802485434744; p.
center(5,23) = 28.7999108846732;
384 p.
weight(5,24) = 0.00784391031935686; p.
center(5,24) = 35.6398553660781;
385 p.
weight(5,25) = -0.0229567778477255; p.
center(5,25) = 45.1453800886551;
386 p.
weight(5,26) = 0.0104905768428507; p.
center(5,26) = 56.2125188700225;
387 p.
weight(5,27) = -0.00951686459364568; p.
center(5,27) = 69.5653422261458;
388 p.
weight(5,28) = 0.0137644983755210; p.
center(5,28) = 84.89590634861;
389 p.
weight(5,29) = 0.013831225305854; p.
center(5,29) = 102.250813377536;
390 p.
weight(5,30) = -0.0215717881552955; p.
center(5,30) = 118.849563247558;
391 p.
weight(6,1) = -0.0315997144761596; p.
center(6,1) = 0.440687478563694;
392 p.
weight(6,2) = 0.0586229356873679; p.
center(6,2) = 0.996201047964807;
393 p.
weight(6,3) = 0.0106862642910468; p.
center(6,3) = 1.51799973204623;
394 p.
weight(6,4) = 0.0138972620129917; p.
center(6,4) = 2.14708881521477;
395 p.
weight(6,5) = 0.0228863989578296; p.
center(6,5) = 2.79390851392334;
396 p.
weight(6,6) = -0.0521770295756789; p.
center(6,6) = 3.50537619177267;
397 p.
weight(6,7) = 0.00479111863981399; p.
center(6,7) = 4.22316347406518;
398 p.
weight(6,8) = 0.0143014844295748; p.
center(6,8) = 5.08000687256595;
399 p.
weight(6,9) = 0.0314529902057466; p.
center(6,9) = 5.90666591496995;
400 p.
weight(6,10) = -0.00262079519052664; p.
center(6,10) = 6.90243640398197;
401 p.
weight(6,11) = 0.0135720332838870; p.
center(6,11) = 8.00022035835838;
402 p.
weight(6,12) = -0.0248240366078623; p.
center(6,12) = 9.21529161551465;
403 p.
weight(6,13) = -0.0193446598897998; p.
center(6,13) = 10.5949557511270;
404 p.
weight(6,14) = -0.0437622688722857; p.
center(6,14) = 12.1871860856499;
405 p.
weight(6,15) = -0.0377620884723665; p.
center(6,15) = 13.9387404222389;
406 p.
weight(6,16) = -0.0159450323244293; p.
center(6,16) = 16.6090887747934;
407 p.
weight(6,17) = -0.0432896621602305; p.
center(6,17) = 18.9867375634861;
408 p.
weight(6,18) = -0.0061290295620058; p.
center(6,18) = 21.9294100482720;
409 p.
weight(6,19) = 0.0307681989530886; p.
center(6,19) = 25.8629593935011;
410 p.
weight(6,20) = 0.0261349628034076; p.
center(6,20) = 30.3712431408715;
411 p.
weight(6,21) = 4.09990578203553e-05; p.
center(6,21) = 36.8917675869647;
412 p.
weight(6,22) = 0.0175721915498764; p.
center(6,22) = 45.2077872674681;
413 p.
weight(6,23) = 0.0149793330604685; p.
center(6,23) = 54.8356931716754;
414 p.
weight(6,24) = 0.0170971198972041; p.
center(6,24) = 67.0393886018032;
415 p.
weight(6,25) = -0.0101915313500849; p.
center(6,25) = 83.3167431542074;
416 p.
weight(6,26) = 0.0154546537703155; p.
center(6,26) = 101.849690758077;
417 p.
weight(6,27) = -0.0088831012052684; p.
center(6,27) = 123.123158064425;
418 p.
weight(6,28) = 0.000886057088345707; p.
center(6,28) = 147.214453652329;
419 p.
weight(6,29) = -0.0078058220862887; p.
center(6,29) = 174.620697784936;
420 p.
weight(6,30) = -0.00327166719661832; p.
center(6,30) = 200.477714243050;
421 p.
weight(7,1) = -0.021059123161574; p.
center(7,1) = 0.57012188457691;
422 p.
weight(7,2) = 0.00482192797972319; p.
center(7,2) = 1.24076595992245;
423 p.
weight(7,3) = 0.0426183228609406; p.
center(7,3) = 1.89415213539095;
424 p.
weight(7,4) = -0.0165830908553718; p.
center(7,4) = 2.72022571341176;
425 p.
weight(7,5) = -0.0152630299808813; p.
center(7,5) = 3.52150684162878;
426 p.
weight(7,6) = -0.0293722056145659; p.
center(7,6) = 4.37458264360809;
427 p.
weight(7,7) = 0.0292606296210293; p.
center(7,7) = 5.33566371563674;
428 p.
weight(7,8) = -0.00333320275317019; p.
center(7,8) = 6.40649296470975;
429 p.
weight(7,9) = 0.0235242153980704; p.
center(7,9) = 7.45980498719512;
430 p.
weight(7,10) = -0.0361909967288744; p.
center(7,10) = 8.64294212997746;
431 p.
weight(7,11) = -0.0107299087018900; p.
center(7,11) = 10.0530181341097;
432 p.
weight(7,12) = -0.0415873884856096; p.
center(7,12) = 11.4609296421488;
433 p.
weight(7,13) = -0.0587403174738457; p.
center(7,13) = 13.1755305251690;
434 p.
weight(7,14) = -0.00508244300715933; p.
center(7,14) = 15.030882966003;
435 p.
weight(7,15) = 0.00268987973058922; p.
center(7,15) = 17.2529142915101;
436 p.
weight(7,16) = -0.00583852198932374; p.
center(7,16) = 20.3774041205860;
437 p.
weight(7,17) = -0.0233090643952086; p.
center(7,17) = 23.2158919077761;
438 p.
weight(7,18) = -0.00799385034835478; p.
center(7,18) = 26.6817887751690;
439 p.
weight(7,19) = 0.00911065122130065; p.
center(7,19) = 31.3617223929376;
440 p.
weight(7,20) = 0.038536600417957; p.
center(7,20) = 36.6415774410218;
441 p.
weight(7,21) = 0.0348210114407393; p.
center(7,21) = 44.0694981235913;
442 p.
weight(7,22) = 0.0166400673723888; p.
center(7,22) = 53.4885057858753;
443 p.
weight(7,23) = -0.00729725592559465; p.
center(7,23) = 64.2711796682945;
444 p.
weight(7,24) = 0.0188534811732146; p.
center(7,24) = 77.6393756835086;
445 p.
weight(7,25) = -0.00210718392613743; p.
center(7,25) = 95.355219511082;
446 p.
weight(7,26) = 0.0110808993644642; p.
center(7,26) = 115.488836589594;
447 p.
weight(7,27) = -0.0134028501206606; p.
center(7,27) = 138.803569368520;
448 p.
weight(7,28) = -0.0165660586378803; p.
center(7,28) = 164.571557299023;
449 p.
weight(7,29) = 0.00190363704428198; p.
center(7,29) = 193.924418215627;
450 p.
weight(7,30) = 0.00071037537317955; p.
center(7,30) = 221.567099408340;
451 p.
rho() = -0.0333513312638952;
452 p.
probA() = -0.866678867514068;
453 p.
probB() = -0.00345929525338531;