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 [1] 1. Covering Spaces 
[2] [3] [4] [5]
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[]\tenrm Moreover, the free group in the uni-formi-a-tion cross of $\teni A[]$ 
\tenrm is $^^@[] = \teni Hom\tenrm (\teni T; \tenbf G[]\tenrm )$,|

\hbox(7.51782+2.5)x346.89621, glue set - 1.0
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.\tenrm M
.\tenrm o
.\tenrm r
.\tenrm e
.etc.

2. Grothendieck's and Raynaud's Pairings  [6] [7]
3. Statement of $p$-adic Picard-Lefshetz  [8] [9] 4. Residues  [10] [11]
[12] [13] [14] [15] 5. Toric Jacobians  [16] [17] [18] 6. The Key Lemma 
[19] [20] [21] [22] [23] 7. The non-toric case  [24] [25] References  [26]
[27] [28] )
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Output written on mopa.dvi (28 pages, 76328 bytes).