[[[[[[[[[[[[[[[ vysledek ]]]]]]]]]]]]]]]
0-13.91864642727-5.448002139759-8.08166646680990.28965150352777288.806676556420.118795588820923636.577036780096
1-22.01169907901-8.0458930745849-3.47163378809230.2887016407629561.386881508540.394207823598863636.577385739521
2-24.764819743019-8.0984549757243-3.06573926730.28869444181441688.363371633850.107331735292253636.577388726575
3-25.12635332496-8.1005258634563-3.020855703540.28869437757593706.161064300520.012845044324133636.577388753716
4-25.164905630282-8.1043029191126-3.01482206854490.2886943769888708.124697734050.00138939283869573636.577388753964
5-25.168915530171-8.1052487159116-3.01399000675420.28869437698341708.336845915790.000149784561499543636.577388753967
6-25.169331513457-8.1054240655541-3.01387499094620.28869437698336708.359935021111.6297978358312E-53636.577388753967
7-25.169374655401-8.1054529379069-3.01385908929310.28869437698336708.362478925991.7956285133503E-63636.577388753967
8-25.169379129559-8.1054574097798-3.01385689076370.28869437698336708.362763390522.0079020552662E-73636.577388753967
9-25.169379593562-8.105458077834-3.01385658679950.28869437698336708.362795745452.2837828773104E-83636.577388753967
10-25.169379641683-8.1054581753605-3.01385654477410.28869437698336708.362799495462.6469572386131E-93636.577388753967
11-25.169379646673-8.1054581893797-3.01385653896370.28869437698336708.362799938923.1301528971328E-103636.577388753967
12-25.169379647191-8.1054581913735-3.01385653816040.28869437698336708.362799992453.7785721067884E-113636.577388753967
13-25.169379647245-8.105458191655-3.01385653804930.28869437698336708.362799999054.6547540345298E-123636.577388753967
14-25.16937964725-8.1054581916945-3.0138565380340.28869437698336708.362799999875.8399669929091E-133636.577388753967
15-25.169379647251-8.1054581917-3.01385653803180.28869437698336708.362799999987.3817182790327E-143636.577388753967
16-25.169379647251-8.1054581917008-3.01385653803150.28869437698336708.362799999999.3439471886484E-153636.577388753967
17-25.169379647251-8.1054581917009-3.01385653803150.28869437698336708.362799999991.4683345582162E-153636.577388753967
18-25.169379647251-8.1054581917009-3.01385653803150.28869437698336708.362799999991.3348495983783E-163636.577388753967
19-25.169379647251-8.1054581917009-3.01385653803150.28869437698336708.3627999999903636.577388753967
20-25.169379647251-8.1054581917009-3.01385653803150.28869437698336708.3627999999903636.577388753967

Pro lambda=25.169379647251 je vlastni vektor:
vlvek[0]Array
(
    [0] => -0.13208835908586
    [1] => -0.012707839583738
    [2] => -0.88390437656417
    [3] => 0.44844646201953
)

Norma rezidua=4.8849813083507E-15


Pro lambda=8.1054581917009 je vlastni vektor:
vlvek[1]Array
(
    [0] => 0.7596416358186
    [1] => 0.30070394127503
    [2] => 0.16281459594833
    [3] => 0.55318453718329
)

Norma rezidua=1.5565409952967E-15


Pro lambda=3.0138565380315 je vlastni vektor:
vlvek[2]Array
(
    [0] => -0.013785843212652
    [1] => -0.87448844387102
    [2] => 0.230927145636
    [3] => 0.42632448378128
)

Norma rezidua=2.4912465244909E-16


Pro lambda=-0.28869437698336 je vlastni vektor:
vlvek[3]Array
(
    [0] => -0.63663741725708
    [1] => 0.38037561968511
    [2] => 0.37266219803637
    [3] => 0.5577903486545
)

Norma rezidua=1.679008159753E-14