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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
              }
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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 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\%}}

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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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