[Graphics:../Images/FourieA_gr_67.gif]

[Graphics:../Images/FourieA_gr_68.gif]

[Graphics:../Images/FourieA_gr_69.gif]

[Graphics:../Images/FourieA_gr_70.gif]

[Graphics:../Images/FourieA_gr_71.gif]

[Graphics:../Images/FourieA_gr_72.gif]

[Graphics:../Images/FourieA_gr_73.gif]

[Graphics:../Images/FourieA_gr_74.gif]

[Graphics:../Images/FourieA_gr_75.gif]

[Graphics:../Images/FourieA_gr_76.gif]

[Graphics:../Images/FourieA_gr_77.gif]

[Graphics:../Images/FourieA_gr_78.gif]

[Graphics:../Images/FourieA_gr_79.gif]

[Graphics:../Images/FourieA_gr_80.gif]

[Graphics:../Images/FourieA_gr_81.gif]

[Graphics:../Images/FourieA_gr_82.gif]

[Graphics:../Images/FourieA_gr_83.gif]

[Graphics:../Images/FourieA_gr_84.gif]

[Graphics:../Images/FourieA_gr_85.gif]

[Graphics:../Images/FourieA_gr_86.gif]

[Graphics:../Images/FourieA_gr_87.gif]

[Graphics:../Images/FourieA_gr_88.gif]

[Graphics:../Images/FourieA_gr_89.gif]

[Graphics:../Images/FourieA_gr_90.gif]

[Graphics:../Images/FourieA_gr_91.gif]

[Graphics:../Images/FourieA_gr_92.gif]

[Graphics:../Images/FourieA_gr_93.gif]

[Graphics:../Images/FourieA_gr_94.gif]

[Graphics:../Images/FourieA_gr_95.gif]

[Graphics:../Images/FourieA_gr_96.gif]

[Graphics:../Images/FourieA_gr_97.gif]

[Graphics:../Images/FourieA_gr_98.gif]

[Graphics:../Images/FourieA_gr_99.gif]

[Graphics:../Images/FourieA_gr_100.gif]

[Graphics:../Images/FourieA_gr_101.gif]

[Graphics:../Images/FourieA_gr_102.gif]

[Graphics:../Images/FourieA_gr_103.gif]

[Graphics:../Images/FourieA_gr_104.gif]

[Graphics:../Images/FourieA_gr_105.gif]

[Graphics:../Images/FourieA_gr_106.gif]

[Graphics:../Images/FourieA_gr_107.gif]

[Graphics:../Images/FourieA_gr_108.gif]

[Graphics:../Images/FourieA_gr_109.gif]

[Graphics:../Images/FourieA_gr_110.gif]

[Graphics:../Images/FourieA_gr_111.gif]

[Graphics:../Images/FourieA_gr_112.gif]

[Graphics:../Images/FourieA_gr_113.gif]

[Graphics:../Images/FourieA_gr_114.gif]


Converted by Mathematica      February 22, 2001