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%  \def\laetitia{{\bf Footnotes:}\smallskip \# \fcyl \noA  }
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\def\Footnotes{{\bf Footnotes:}\medskip
               \a \# \m \sy \ch \ri \asp \rcyl \fcyl \cplx \Jc \Oct
               \Cut \poly \FAM \noA \SH \Spt \Sps \Spc \fl \Ful \LV \MV \Det
               \Space \Mich \T \DE \R \K \J \D \Bla \Req \al \HD \A \I
              }
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\def\Super#1{$^{#1}$}
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% Footnotes:
\def\a{\Super{1}\Foot{Assumed value.}} 
\def\#{\Super{2}\Foot{Mean value of two significantly different solutions.}}
\def\m{\Super{3}\Foot{Different spin axis solutions for different 
       apparitions was interpreted as indicating a precessing motion.}}
\def\sy{\Super{4}\Foot{Symmetric solution obtained, but quantitative
       specification is missing.}}
\def\ch{\Super{5}\Foot{Consistency check of previous spin vector 
       determinations.}}
\def\ri{\Super{6}\Foot{Based on a radar experiment giving constraints 
       on the aspect angle at the time of observation.}}
\def\asp{\Super{7}\Foot{Based on two radar experiments giving an aspect 
       circle at the time of observation.}}
\def\rcyl{\Super{8}\Foot{Modelled as a cylinder with hemispherical ends.}}
\def\fcyl{\Super{9}\Foot{Modelled as a cylinder cut out of a sphere.}}
\def\cplx{\Super{10}\Foot{Complex shape.}} 
\def\Jc{\Super{11}\Foot{Modelled as a Jocobi ellipsoid.}}
\def\Oct{\Super{12}\Foot{Modelled as 8 octants of ellipsoids put together
       to form a continous surface.}}
\def\Cut{\Super{13}\Foot{Modelled as an ellipsoid with a piece removed
       by a plane cut.}}
\def\poly{\Super{14}\Foot{Modelled as an irregular polyhedron.}}
\def\FAM{\Super{15}\Foot{Modelled as a sphere with free albedo facets.}}
\def\noA{\Super{16}\Foot{Results show that there is no significant 
       albedo variegation.}}
\def\SH{\Super{17}\Foot{Modelled using a spherical harmonics expansion of 
       the shape.}}
\def\Spt{\Super{18}\Foot{Albedo model with a single big spot.}}
\def\Sps{\Super{19}\Foot{Modelled as a sphere with 2 dark regions.}}
\def\Spc{\Super{20}\Foot{Speckle images showing albedo variegation.}}
\def\fl{\Super{21}\Foot{Bi-axial ellipsoid (a/b=1.15) with a flat region
       just off the South Pole.}}
\def\Ful{\Super{22}\Foot{Also presented in Ful+91.}}
\def\LV{\Super{23}\Foot{Also presented in English in Lup+90.}}
\def\MV{\Super{24}\Foot{Also presented in Mi+90c.}}
\def\Det{\Super{25}\Foot{Also presented in Det+94.}}
\def\Space{\Super{26}\Foot{Detailed model from space images.}}
\def\Mich{\Super{27}\Foot{Also presented in Mic94.}}
\def\T{\Super{28}\Foot{The spin axis is not aligned with the c-axis of the ellipsoid model.}} 
\def\DE{\Super{29}\Foot{DEEVE - dynamicaly equivalent equal volume ellipsoid adopted for the complex shape.}}
\def\R{\Super{30}\Foot{Complex radar model.}}
\def\K{\Super{31}\Foot{Convex shape obtained with lightcurve inversion.}}
\def\J{\Super{32}\Foot{Pole coordinates calculated for J2000.}}
\def\D{\Super{33}\Foot{Values for pole coordinates in the paper are 17.238, 11.351}} 
\def\Bla{\Super{34}\Foot{Also presented in Bla+98.}}
\def\Req{\Super{35}\Foot{Model requires albedo variegation}}
\def\al{\Super{36}\Foot{Suggested albedo variegations of 4\%}}
\def\HD{\Super{37}\Foot{Values for pole coordinates in the paper are 128.5, -89.66}} 
\def\A{\Super{38}\Foot{Because of latitude close to 90 deg, longitude is ambiguous}}
\def\I{\Super{39}\Foot{Crude approximation of the spin axis orientation}}

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\def\Mil{\J,\D}
\def\Bar{\Cut,\Oct,\SH}
\def\H{\DE,\R}
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\def\nEll#1{\Mspan2       \hfil shape#1\hfil}
\def\rej#1{\Mspan2        \hfil -----#1-----\hfil}
\def\reject{\Mspan2       \hfil ------------\hfil}
\def\sym#1{\Mspan2        \hfil ?\sy\hfil}
\def\/{\Mspan2            \hfil \hfil}
\def\moving{\Mspan2       \hfil moving\m\hfil}
\def\prograde{\MMspan4    \hfil Prograde rotation\hfil}
\def\retrograde{\MMspan4  \hfil Retrograde rotation\hfil}
\def\ring{\MMMspan8       \hfil Concentric ring region\ri\hfil}
\def\circle{\MMMspan8     \hfil Aspect circle\asp\hfil}
\def\curve{\MMMspan8      \hfil Solution curve\hfil}
\def\check{\MMMspan8      \hfil check\ch\hfil}
\def\precessing{\MMMspan8 \hfil Precessing\hfil}
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