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Figure 1:
The first level hexagonal flexagon has 6 vertices.
![\begin{figure}
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\put(0,0){\epsfxsize=250pt \epsffile{1sthessmap.eps}}
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Figure 2:
Permutation of the hexagons along the strip for a first level hexagonal flexagon.
![\begin{figure}
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\put(0,0){\epsfxsize=200pt \epsffile{hex1levper.eps}}
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Figure 3:
Top side of a hexagonal flexagon consisting of a single cycle.
![\begin{figure}
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\put(0,0){\epsfxsize=400pt \epsffile{phlextop.eps}}
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Figure 4:
Bottom side of a hexagonal flexagon consisting of a single cycle.
![\begin{figure}
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\begin{picture}
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\put(0,0){\epsfxsize=400pt \epsffile{phlexbot.eps}}
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Figure 5:
Top side of a hexagonal flexagon whose hexagon has been squared up.
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\put(0,0){\epsfxsize=400pt \epsffile{sqhexatop.eps}}
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Figure 6:
Bottom side of a hexagonal flexagon whose gexagon has been squared up.
![\begin{figure}
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\begin{picture}
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\put(0,0){\epsfxsize=400pt \epsffile{sqhexabot.eps}}
\end{picture}
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Microcomputadoras
2000-11-02