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\head \rm A Very Lotharingien Paper:\endhead

\head\bf A TENTATIVE ANSWER\\to the\\
CASTEL-SAN PIETRO PROBLEM\endhead

\head \rm by \smc Bagarret KREWERLIENCO \rm(Univ\. of Adelaidelberg)\\
\rm and \smc Peter Paul Roman BARNABHOFER \rm(Univ\. of K\"onigfeld)\endhead

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{\bf Summary}. The authors give a simple but unuseful algorithm for
quasi $g$-circulant embedding of skew trideterminants in the theory of
patroids over chaotic sets, with applications to the
breakfast-lunch-dinner problem.

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{\bf Acknowledgments}: The authors wish to thank:

\roster 
\item "" prof\. Andr\`e {\smc Numbers} (Penntransylvania St\. Univ\.) and
\item "" prof\. Jacob {\smc Polynomials} (Summer School of Cocumbinatorics)
\endroster

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for suggestions, straightenings and decompositions. 

\noindent
They wish
to thank also:
\roster
\item "" for Tableaux: {\smc Young \& Yang} Inc.
\item "" for Animals: the {\smc Zoo ``G.~Viennot"}, Bordeaux.
\item "" for various numbers: {\smc Euler \& Genocchi} ltd.
\endroster

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{\bf Editor's Note}: This paper is not large enough to contain
statements, proofs and mistakes of the paper. Interested people can
ask authors, or directly Mr.~{\smc Lothaire}, if they do not exist.


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