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**manual
(./manual.tex (../../../doc/gapmacro.tex
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\makelabel{grape:Contents}{{\setbox 0=\hbox {1}\vrule width 0pt height\ht 0}}
Chapter `Contents' .
(./manual.toc [2.1
\chapcontents {\tocstrut }{Contents}{2}
]) [3.1] (./manual.lab)
\openout3 = `manual.toc'.

\openout0 = `manual.lab'.

\openout1 = `manual.idx'.

\openout2 = `manual.six'.

\openout4 = `manual.aux'.

 [4.1] (./grape.tex
Chapter `Grape' .
Label `Reference:Installing a GAP Package' undefined.
Label `Reference:GAP Root Directories' undefined.
[5.1]
Overfull \hbox (5.4364pt too wide) in paragraph at lines 155--160
[]\tenrm In \sf GRAPE\tenrm , a graph \tenit gamma \tenrm is stored as a record
, with manda-tory com-po-nents \tentt is-Graph\tenrm , \tentt or-der\tenrm , \t
entt group\tenrm , \tentt schreierVec-|

\hbox(7.37+2.22223)x468.0, glue set - 1.0
.\hbox(0.0+0.0)x0.0
.\tenrm I
.\tenrm n
.\glue 2.5 plus 1.49998 minus 0.59998
.\sf G
.etc.


Overfull \hbox (16.77689pt too wide) in paragraph at lines 161--177
[]\tenrm The \tentt or-der \tenrm com-po-nent con-tains the num-ber of ver-tice
s of \tenit gamma\tenrm . The ver-tices of \tenit gamma \tenrm are al-ways 1,2,
...,\tenit gamma\tentt .order\tenrm ,|

\hbox(6.81989+2.16492)x468.0, glue set - 1.0
.\hbox(0.0+0.0)x0.0
.\tenrm T
.\tenrm h
.\tenrm e
.\glue 2.5 plus 1.49998 minus 0.59998
.etc.

[6.1]
\openout6 = `manual.example-1.tst'.

 [7.1]) (./consmod.tex [8.1]
Chapter `Functions to construct and modify graphs' .
\openout6 = `manual.example-2.tst'.

[9.2] [10.2] [11.2] [12.2] [13.2]) (./inspect.tex [14.2]
Chapter `Functions to inspect graphs, vertices and edges' .
\openout6 = `manual.example-3.tst'.

[15.3] [16.3] [17.3] [18.3] [19.3]) (./determin.tex [20.3]
Chapter `Functions to determine regularity properties of graphs' .
\openout6 = `manual.example-4.tst'.

[21.4]
Overfull \hbox (30.11299pt too wide) in paragraph at lines 84--88
[]\tenrm The func-tion \tentt Glob-al-Pa-ram-e-ters \tenrm re-turns a list of l
ength \tentt Di-am-e-ter\tenrm (\tenit gamma\tenrm )+1, whose $\tenit i$\tenrm 
-th el-e-ment is the list $\tenr [\tenit c[]\teni ; \tenit a[]\teni ; \tenit b[
]\tenr ]$\tenrm ,|

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.\hbox(0.0+0.0)x0.0
.\tenrm T
.\tenrm h
.\tenrm e
.\glue 2.5 plus 1.49998 minus 0.59998
.etc.

[22.4] [23.4]) (./special.tex [24.4]
Chapter `Some special vertex subsets of a graph' .
\openout6 = `manual.example-5.tst'.

[25.5]) (./constr.tex [26.5]
Chapter `Functions to construct new graphs from old' .
\openout6 = `manual.example-6.tst'.

[27.6] [28.6] [29.6] [30.6] [31.6] [32.6] [33.6]) (./colour.tex [34.6]
Chapter `Vertex-Colouring and Complete Subgraphs' .
\openout6 = `manual.example-7.tst'.

[35.7]
Overfull \hbox (2.7456pt too wide) in paragraph at lines 147--153
\tenit gamma\tentt .group \tenrm orbit-representatives of the size \tenit k \te
nrm com-plete sub-graphs of \tenit gamma\tenrm . If \tenit alls\tenrm =1 (the d
e-fault) and \tenit maxi\tenrm =\tentt true\tenrm ,|

\hbox(6.8449+2.22223)x468.0, glue set - 1.0
.\tenit g
.\tenit a
.\tenit m
.\tenit m
.\tenit a
.etc.

[36.7]) (./cnauty.tex [37.7]
Chapter `Automorphism groups and isomorphism testing for graphs' .
\openout6 = `manual.example-8.tst'.

[38.8] [39.8] [40.8]) (./partlin.tex [41.8]
Chapter `Partial Linear Spaces' .
\openout6 = `manual.example-9.tst'.

[42.9] [43.9] [44.9]) [45.9]
Chapter `Bibliography' .
(./manual.bbl) [46.10]
Chapter `Index' .
(./manual.ind [47.11]) [48.11]
##
## Citations for BibTeX written on manual.aux.
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