Checking if your kit is complete...
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Writing Makefile for Graph
cp lib/Graph/Directed.pm blib/lib/Graph/Directed.pm
cp lib/Graph/UnionFind.pm blib/lib/Graph/UnionFind.pm
cp lib/Graph/Undirected.pm blib/lib/Graph/Undirected.pm
cp lib/Graph/AdjacencyMap/Vertex.pm blib/lib/Graph/AdjacencyMap/Vertex.pm
cp lib/Graph/AdjacencyMap/Light.pm blib/lib/Graph/AdjacencyMap/Light.pm
cp lib/Graph/Matrix.pm blib/lib/Graph/Matrix.pm
cp lib/Graph/Attribute.pm blib/lib/Graph/Attribute.pm
cp lib/Graph/AdjacencyMatrix.pm blib/lib/Graph/AdjacencyMatrix.pm
cp lib/Graph/SPTHeapElem.pm blib/lib/Graph/SPTHeapElem.pm
cp lib/Graph/AdjacencyMap.pm blib/lib/Graph/AdjacencyMap.pm
cp lib/Heap071/Fibonacci.pm blib/lib/Heap071/Fibonacci.pm
AutoSplitting blib/lib/Heap071/Fibonacci.pm (blib/lib/auto/Heap071/Fibonacci)
cp lib/Graph.pm blib/lib/Graph.pm
cp lib/Graph/MSTHeapElem.pm blib/lib/Graph/MSTHeapElem.pm
cp lib/Graph/AdjacencyMap/Heavy.pm blib/lib/Graph/AdjacencyMap/Heavy.pm
cp lib/Graph/TransitiveClosure/Matrix.pm blib/lib/Graph/TransitiveClosure/Matrix.pm
cp lib/Graph/TransitiveClosure.pm blib/lib/Graph/TransitiveClosure.pm
cp lib/Graph/Traversal/BFS.pm blib/lib/Graph/Traversal/BFS.pm
cp lib/Graph/Traversal/DFS.pm blib/lib/Graph/Traversal/DFS.pm
cp lib/Graph/Traversal.pm blib/lib/Graph/Traversal.pm
cp lib/Graph/BitMatrix.pm blib/lib/Graph/BitMatrix.pm
cp lib/Graph.pod blib/lib/Graph.pod
cp lib/Heap071/Elem.pm blib/lib/Heap071/Elem.pm
AutoSplitting blib/lib/Heap071/Elem.pm (blib/lib/auto/Heap071/Elem)
Manifying blib/man3/Graph::UnionFind.3
Manifying blib/man3/Graph::Directed.3
Manifying blib/man3/Graph::AdjacencyMap::Vertex.3
Manifying blib/man3/Graph::Undirected.3
Manifying blib/man3/Graph::Matrix.3
Manifying blib/man3/Graph::AdjacencyMatrix.3
Manifying blib/man3/Heap071::Fibonacci.3
Manifying blib/man3/Graph::AdjacencyMap.3
Manifying blib/man3/Graph::TransitiveClosure::Matrix.3
Manifying blib/man3/Graph::TransitiveClosure.3
Manifying blib/man3/Graph::Traversal::BFS.3
Manifying blib/man3/Graph::Traversal::DFS.3
Manifying blib/man3/Graph::Traversal.3
Manifying blib/man3/Graph::BitMatrix.3
Manifying blib/man3/Heap071::Elem.3
Manifying blib/man3/Graph.3
PERL_DL_NONLAZY=1 /home/cpanrun/pa-risc1.1/build/5.8.2/bin/perl "-MExtUtils::Command::MM" "-e" "test_harness(1, 'blib/lib', 'blib/arch')" t/*.t
t/00_use.......................1..1
ok 1 - use Graph;
ok
t/01_isa.......................1..2
ok 1 - The object isa Graph
ok 2 - The object isa Graph
ok
t/02_trap......................1..2
ok 1 - $SIG{__DIE__}
ok 2 - $SIG{__WARN__}
ok
t/03_derived...................1..4
ok 1 - The object isa MyGraph
ok 2 - The object isa Graph
ok 3 - The object isa MyGraph
ok 4 - The object isa Graph
ok
t/04_dgraph....................1..1
ok 1 - DGraph
ok
t/05_ugraph....................1..1
ok 1 - UGraph
ok
t/06_new.......................1..49
ok 1
ok 2
ok 3
ok 4
ok 5
ok 6
ok 7
ok 8
ok 9
ok 10
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ok 38
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ok 40
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ok 48
ok 49
ok
t/07_gen.......................1..15
ok 1
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ok 6
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ok 15
ok
t/08_stringify.................1..20
ok 1
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ok
t/09_eq........................1..14
ok 1
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ok 6
ok 7
ok 8
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ok 11
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ok 13
ok 14
ok
t/10_has_vertices..............1..3
ok 1
ok 2
ok 3
ok
t/11_vertices..................1..7
ok 1
ok 2
ok 3
ok 4
ok 5
ok 6
ok 7
ok
t/12_has_vertex................1..7
ok 1
ok 2
ok 3
ok 4
ok 5
ok 6
ok 7
ok
t/13_add_vertex................1..5
ok 1
ok 2
ok 3
ok 4
ok 5
ok
t/14_delete_vertex.............1..34
ok 1
ok 2
ok 3
ok 4
ok 5
ok 6
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ok 12
ok 13
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ok 30
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ok 32
ok 33
ok 34
ok
t/15_has_edges.................1..3
ok 1
ok 2
ok 3
ok
t/16_edges.....................1..8
ok 1
ok 2
ok 3
ok 4
ok 5
ok 6
ok 7
ok 8
ok
t/17_has_edge..................1..16
ok 1
ok 2
ok 3
ok 4
ok 5
ok 6
ok 7
ok 8
ok 9
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ok 11
ok 12
ok 13
ok 14
ok 15
ok 16
ok
t/18_add_edge..................1..5
ok 1
ok 2
ok 3
ok 4
ok 5
ok
t/19_delete_edge...............1..32
ok 1
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ok
t/20_countvertexed.............1..28
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ok
t/21_multivertexed.............1..57
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ok 57
ok
t/22_refvertexed...............1..2
ok 1
ok 2
ok
t/23_hypervertexed.............1..2
ok 1
ok 2
ok
t/24_mixvertexed...............1..128
# m = 0, c = 0, h = 0
ok 1
ok 2
ok 3
ok 4
ok 5
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# m = 0, c = 0, h = 1
ok 15
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ok 21
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ok 28
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ok 32
# m = 0, c = 1, h = 0
ok 33
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ok 35
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# m = 0, c = 1, h = 1
ok 47
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ok 52
ok 53
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ok 55
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# m = 1, c = 0, h = 0
ok 65
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# m = 1, c = 0, h = 1
ok 79
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# m = 1, c = 1, h = 0
ok 97
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# m = 1, c = 1, h = 1
ok 111
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ok
t/25_countedged................1..28
ok 1
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ok 28
ok
t/26_multiedged................1..57
ok 1
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ok
t/27_omnidirected..............1..2
ok 1
ok 2
ok
t/28_hyperedged................1..2
ok 1
ok 2
ok
t/29_uniqedged.................1..8
ok 1
ok 2
ok 3
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ok 5
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ok 8
ok
t/30_mixedged..................1..96
# m = 0, c = 0, h = 0
ok 1
ok 2
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ok 10
# m = 0, c = 0, h = 1
ok 11
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# m = 0, c = 1, h = 0
ok 25
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# m = 0, c = 1, h = 1
ok 35
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# m = 1, c = 0, h = 0
ok 49
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# m = 1, c = 0, h = 1
ok 59
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# m = 1, c = 1, h = 0
ok 73
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# m = 1, c = 1, h = 1
ok 83
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ok
t/31_hypervertex...............1..13
ok 1
ok 2
ok 3
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ok
t/32_hypervertex_edges.........1..5
ok 1
ok 2
ok 3
ok 4
ok 5
ok
t/33_hyperedge.................1..15
ok 1
ok 2
ok 3
ok 4
ok 5
ok 6
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ok 15
ok
t/34_omnivertexed..............1..16
ok 1
ok 2
ok 3
ok 4
ok 5
ok 6
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ok 11
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ok 14
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ok 16
ok
t/35_uniqvertexed..............1..10
ok 1
ok 2
ok 3
ok 4
ok 5
ok 6
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ok 8
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ok 10
ok
t/36_omniuniqvertexed..........1..28
ok 1
ok 2
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ok 6
ok 7
ok 8
ok 9
ok 10
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ok 28
ok
t/37_hypervertex_implicit......1..18
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ok
t/38_vertices_at...............1..12
ok 1
ok 2
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ok
t/39_edges_at..................1..20
ok 1
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ok
t/40_edges_from................1..16
ok 1
ok 2
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ok
t/41_edges_to..................1..16
ok 1
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ok
t/42_add_path..................1..12
ok 1
ok 2
ok 3
ok 4
ok 5
ok 6
ok 7
ok 8
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ok 11
ok 12
ok
t/43_has_path..................1..12
ok 1
ok 2
ok 3
ok 4
ok 5
ok 6
ok 7
ok 8
ok 9
ok 10
ok 11
ok 12
ok
t/44_delete_path...............1..8
ok 1
ok 2
ok 3
ok 4
ok 5
ok 6
ok 7
ok 8
ok
t/45_add_cycle.................1..12
ok 1
ok 2
ok 3
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ok 12
ok
t/46_has_cycle.................1..13
ok 1
ok 2
ok 3
ok 4
ok 5
ok 6
ok 7
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ok 13
ok
t/47_delete_cycle..............1..10
ok 1
ok 2
ok 3
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ok 5
ok 6
ok 7
ok 8
ok 9
ok 10
ok
t/48_get_vertex_count..........1..12
ok 1
ok 2
ok 3
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ok
t/49_get_edge_count............1..12
ok 1
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ok
t/50_vertex_attributes.........1..85
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ok
t/51_multivertex_attributes....1..69
ok 1
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ok 55
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ok 65
ok 66
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ok 68
ok 69
ok
t/52_edge_attributes...........1..101
ok 1
ok 2
ok 3
ok 4
ok 5
ok 6
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ok 15
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ok 51
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ok 53
ok 54
ok 55
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ok 84
ok 85 - b=f,c=d,c=f,d=f,e=g,f=g
ok 86
ok 87
ok 88
ok 89
ok 90
ok 91
ok 92
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ok 97
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ok 99
ok 100
ok 101
ok
t/53_multiedge_attributes......1..74
ok 1
ok 2
ok 3
ok 4
ok 5
ok 6
ok 7
ok 8
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ok 10
ok 11
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ok 13
ok 14
ok 15
ok 16
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ok 25
ok 26
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ok 35
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ok 49
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ok 51
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ok 55
ok 56
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ok 64
ok 65
ok 66
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ok 69
ok 70
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ok 73
ok 74
ok
t/54_graph_attributes..........1..70
ok 1
ok 2
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ok 49
ok 50
ok 51
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ok 56
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ok 59
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ok 69
ok 70
ok
t/55_attributes................1..35
ok 1
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ok
t/56_neighbourhood.............1..92
ok 1
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ok 15
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ok
t/57_degree....................1..38
ok 1
ok 2
ok 3
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ok 24
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ok 33
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ok 35
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ok 37
ok 38
ok
t/58_connections...............1..24
ok 1
ok 2
ok 3
ok 4
ok 5
ok 6
ok 7
ok 8
ok 9
ok 10
ok 11
ok 12
ok 13
ok 14
ok 15
ok 16
ok 17
ok 18
ok 19
ok 20
ok 21
ok 22
ok 23
ok 24
ok
t/59_dfs.......................1..272
ok 1 - fresh traversal
ok 2
ok 3
ok 4 - vertices
ok 5 - ... once
ok 6 - vertices
ok 7 - ... once
ok 8 - vertices
ok 9 - ... once
ok 10 - graph
ok 11 - vertices
ok 12 - ... once
ok 13 - vertices
ok 14 - ... once
ok 15 - vertices
ok 16 - ... once
ok 17 - pre
ok 18 - post
ok 19 - t0
ok 20 - t1
ok 21 - t2
ok 22 - unseen none
ok 23 - seen all
ok 24 - seeing none
ok 25 - seen all
ok 26 - roots
ok 27
ok 28
ok 29
ok 30 - vertices
ok 31 - ... once
ok 32 - vertices
ok 33 - ... once
ok 34 - vertices
ok 35 - ... once
ok 36 - pre
ok 37 - post
ok 38 - t0
ok 39 - t1
ok 40 - t2
ok 41 - unseen none
ok 42 - seen all
ok 43 - seeing none
ok 44 - seen all
ok 45 - roots
ok 46
ok 47
ok 48
ok 49 - scalar next
ok 50 - terminate
ok 51 - after reset scalar next
ok 52 - vertices
ok 53 - ... once
ok 54 - vertices
ok 55 - ... once
ok 56 - vertices
ok 57 - ... once
ok 58 - pre
ok 59 - post
ok 60 - t0
ok 61 - t1
ok 62 - t2
ok 63 - unseen none
ok 64 - seen all
ok 65 - seeing none
ok 66 - seen all
ok 67 - roots
ok 68 - vertices
ok 69 - ... once
ok 70 - vertices
ok 71 - ... once
ok 72 - vertices
ok 73 - ... once
ok 74 - pre
ok 75 - post
ok 76 - t0
ok 77 - t1
ok 78 - t2
ok 79 - unseen none
ok 80 - seen all
ok 81 - seeing none
ok 82 - seen all
ok 83 - roots
ok 84 - pre
ok 85 - post
ok 86 - t0
ok 87 - t1
ok 88 - t2
ok 89 - unseen none
ok 90 - seen all
ok 91 - seeing none
ok 92 - seen all
ok 93 - roots
ok 94 - cycle
ok 95 - pre
ok 96 - post
ok 97 - t0
ok 98 - t1
ok 99 - t2
ok 100 - unseen none
ok 101 - seen all
ok 102 - seeing one
ok 103 - seen all
ok 104 - roots
ok 105 - cycle
ok 106 - pre
ok 107 - post
ok 108 - t0
ok 109 - t1
ok 110 - t2
ok 111 - unseen none
ok 112 - seen all
ok 113 - seeing one
ok 114 - seen all
ok 115 - roots
ok 116 - cycle
ok 117 - find_a_cycle
ok 118 - find_a_cycle
ok 119 - is_dag true for dag
ok 120 - is_dag false for undirected
ok 121 - topological_sort
ok 122 - topological_sort
ok 123 - directed acyclic is dag
ok 124 - directed cyclic is not dag
ok 125 - undirected is not dag
ok 126 - topological_sort not for undirected
ok 127 - topological_sort not for cyclic
ok 128 - is_connected
ok 129 - directed cannot be tested for connectedness/
ok 130 - ... directed is weakly connected
ok 131 - ... cyclic undirected
ok 132 - ... undirected unconnected
ok 133 - ... cyclic loop
ok 134 - ... cyclic loop weakly connected
ok 135 - ... cyclic directed
ok 136 - ... cyclic directed weakly connected
ok 137 - ... directed unconnected
ok 138 - ... directed unconnected is not weakly connected
ok 139 - empty graph
ok 140
ok 141
ok 142 - vertices
ok 143 - ... once
ok 144 - vertices
ok 145 - ... once
ok 146 - vertices
ok 147 - ... once
ok 148 - only vertices
ok 149
ok 150
ok 151 - vertices
ok 152 - ... once
ok 153 - vertices
ok 154 - ... once
ok 155 - vertices
ok 156 - ... once
ok 157 - pre
ok 158 - post
ok 159 - t0
ok 160 - t1
ok 161 - t2
ok 162 - unseen half
ok 163 - seen half
ok 164 - seeing none
ok 165 - seen half
ok 166 - roots
ok 167 - pre
ok 168 - post
ok 169 - t0
ok 170 - t1
ok 171 - t2
ok 172 - unseen half
ok 173 - seen half
ok 174 - seeing none
ok 175 - seen half
ok 176 - roots
ok 177 - pre
ok 178 - post
ok 179 - unseen none
ok 180 - seen all
ok 181 - seeing none
ok 182 - seen all
ok 183 - roots
ok 184 - pre_edge
ok 185 - pre_edge
ok 186 - post_edge
ok 187 - non_tree_edge
ok 188 - back_edge
ok 189 - post_edge
ok 190 - pre_edge
ok 191 - post_edge
ok 192 - non_tree_edge
ok 193 - cross_edge
ok 194 - non_tree_edge
ok 195 - down_edge
ok 196
ok 197 - tree edge
ok 198 - tree edge
ok 199 - tree edge
ok 200 - non_tree edge
ok 201 - non_tree edge
ok 202 - non_tree edge
ok 203 - tree
ok 204 - preorder of a
ok 205 - preorder of b
ok 206 - preorder of c
ok 207 - preorder of d
ok 208 - preorder of a
ok 209 - preorder of b
ok 210 - preorder of c
ok 211 - preorder of d
ok 212 - postorder of a
ok 213 - postorder of b
ok 214 - postorder of c
ok 215 - postorder of d
ok 216 - postorder of a
ok 217 - postorder of b
ok 218 - postorder of c
ok 219 - postorder of d
ok 220 - preorder of a
ok 221 - preorder of b
ok 222 - preorder of c
ok 223 - preorder of d
ok 224
ok 225 - postorder of a
ok 226 - postorder of b
ok 227 - postorder of c
ok 228 - postorder of d
ok 229
ok 230 - pre_edge
ok 231 - post_edge
ok 232 - seen_edge
ok 233
ok 234 - next_numeric
ok 235 - next_alphabetic
ok 236 - sane args
ok 237 - zetic
ok 238 - has_state
ok 239 - get_state
ok 240 - set_state
ok 241 - has_state
ok 242 - get_state
ok 243 - delete_state
ok 244 - has_state
ok 245 - get_state
ok 246 - rt.cpan.org 4420
ok 247
ok 248
ok 249
ok 250
ok 251 - rt.cpan.org 5168
ok 252 - rt.cpan.org 5167
ok 253
ok 254 - vertices
ok 255 - ... once
ok 256 - vertices
ok 257 - ... once
ok 258 - vertices
ok 259 - ... once
ok 260 - pre
ok 261 - post
ok 262 - t0
ok 263 - t1
ok 264 - t2
ok 265 - unseen none
ok 266 - seen all
ok 267 - seeing none
ok 268 - seen all
ok 269 - roots
ok 270
ok 271
ok 272
ok
t/60_bfs.......................1..93
ok 1 - fresh traversal
ok 2
ok 3
ok 4 - vertices
ok 5 - ... once
ok 6 - vertices
ok 7 - ... once
ok 8 - vertices
ok 9 - ... once
ok 10 - graph
ok 11 - vertices
ok 12 - ... once
ok 13 - vertices
ok 14 - ... once
ok 15 - vertices
ok 16 - ... once
ok 17 - pre
ok 18 - post
ok 19 - t0
ok 20 - t1
ok 21 - t2
ok 22 - unseen none
ok 23 - seen all
ok 24 - seeing none
ok 25 - seen all
ok 26 - roots
ok 27 - vertices
ok 28 - ... once
ok 29 - vertices
ok 30 - ... once
ok 31 - vertices
ok 32 - ... once
ok 33 - pre
ok 34 - post
ok 35 - t0
ok 36 - t1
ok 37 - t2
ok 38 - unseen none
ok 39 - seen all
ok 40 - seeing none
ok 41 - seen all
ok 42 - roots
ok 43 - scalar next
ok 44 - terminate
ok 45 - after reset scalar next
ok 46 - vertices
ok 47 - ... once
ok 48 - vertices
ok 49 - ... once
ok 50 - vertices
ok 51 - ... once
ok 52 - pre
ok 53 - post
ok 54 - t0
ok 55 - t1
ok 56 - t2
ok 57 - unseen none
ok 58 - seen all
ok 59 - seeing none
ok 60 - seen all
ok 61 - roots
ok 62 - vertices
ok 63 - ... once
ok 64 - vertices
ok 65 - ... once
ok 66 - vertices
ok 67 - ... once
ok 68 - pre
ok 69 - post
ok 70 - t0
ok 71 - t1
ok 72 - t2
ok 73 - unseen none
ok 74 - seen all
ok 75 - seeing none
ok 76 - seen all
ok 77 - roots
ok 78 - vertices
ok 79 - ... once
ok 80 - vertices
ok 81 - ... once
ok 82 - vertices
ok 83 - ... once
ok 84 - pre
ok 85 - post
ok 86 - t0
ok 87 - t1
ok 88 - t2
ok 89 - unseen none
ok 90 - seen all
ok 91 - seeing none
ok 92 - seen all
ok 93 - roots
ok
t/61_connected.................1..209
ok 1
ok 2
ok 3
ok 4
ok 5
ok 6
ok 7
ok 8
ok 9
ok 10
ok 11
ok 12
ok 13
ok 14
ok 15
ok 16
ok 17
ok 18
ok 19
ok 20
ok 21
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ok 23
ok 24
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ok 26
ok 27
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ok 29
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ok 31
ok 32
ok 33
ok 34
ok 35
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ok 37
ok 38
ok 39
ok 40
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ok 45
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ok 51
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ok 54
ok 55
ok 56
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ok 59
ok 60
ok 61
ok 62
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ok 65
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ok 75
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ok 89
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ok 92
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ok 95
ok 96
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ok 98
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ok 100
ok 101
ok 102
ok 103
ok 104
ok 105
ok 106
ok 107
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ok 109
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ok 111
ok 112
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ok 114
ok 115
ok 116
ok 117
ok 118
ok 119
ok 120
ok 121
ok 122
ok 123
ok 124
ok 125
ok 126
ok 127
ok 128
ok 129
ok 130
ok 131
ok 132
ok 133
ok 134
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ok 136
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ok 139
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ok 141
ok 142
ok 143
ok 144
ok 145
ok 146
ok 147
ok 148
ok 149
ok 150
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ok 153
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ok 155
ok 156
ok 157
ok 158
ok 159
ok 160
ok 161
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ok 163
ok 164
ok 165
ok 166
ok 167
ok 168
ok 169
ok 170
ok 171
ok 172
ok 173
ok 174
ok 175
ok 176
ok 177
ok 178
ok 179
ok 180
ok 181
ok 182
ok 183
ok 184
ok 185
ok 186
ok 187
ok 188
ok 189
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ok 191
ok 192
ok 193
ok 194
ok 195
ok 196
ok 197
ok 198
ok 199
ok 200
ok 201
ok 202
ok 203
ok 204
ok 205
ok 206
ok 207
ok 208
ok 209
ok
t/62_bcc.......................1..385
ok 1
ok 2
ok 3
ok 4
ok 5
ok 6
ok 7
ok 8
ok 9
ok 10
ok 11
ok 12
ok 13
ok 14
ok 15
ok 16
ok 17
ok 18
ok 19
ok 20
ok 21
ok 22
ok 23
ok 24
ok 25
ok 26
ok 27
ok 28
ok 29
ok 30
ok 31
ok 32
ok 33
ok 34
ok 35
ok 36
ok 37
ok 38
ok 39
ok 40
ok 41
ok 42
ok 43
ok 44
ok 45
ok 46
ok 47
ok 48
ok 49
ok 50
ok 51
ok 52
ok 53
ok 54
ok 55
ok 56
ok 57
ok 58
ok 59
ok 60
ok 61
ok 62
ok 63
ok 64
ok 65
ok 66
ok 67
ok 68
ok 69
ok 70
ok 71
ok 72
ok 73
ok 74
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ok 76
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ok 78
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ok 81
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ok 83
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ok 86
ok 87
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ok 142
ok 143
ok 144
ok 145
ok 146
ok 147
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ok 149
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ok 152
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ok 155
ok 156
ok 157
ok 158
ok 159
ok 160
ok 161
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ok 163
ok 164
ok 165
ok 166
ok 167
ok 168
ok 169
ok 170
ok 171
ok 172
ok 173
ok 174
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ok 176
ok 177
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ok 183
ok 184
ok 185
ok 186
ok 187
ok 188
ok 189
ok 190
ok 191
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ok 193
ok 194
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ok 201
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ok 210
ok 211
ok 212
ok 213
ok 214
ok 215
ok 216
ok 217
ok 218
ok 219
ok 220
ok 221
ok 222
ok 223
ok 224
ok 225
ok 226
ok 227
ok 228
ok 229
ok 230
ok 231
ok 232
ok 233
ok 234
ok 235
ok 236
ok 237
ok 238
ok 239
ok 240
ok 241
ok 242
ok 243
ok 244
ok 245
ok 246
ok 247
ok 248
ok 249
ok 250
ok 251
ok 252
ok 253
ok 254
ok 255
ok 256
ok 257
ok 258
ok 259
ok 260
ok 261
ok 262
ok 263
ok 264
ok 265
ok 266
ok 267
ok 268
ok 269
ok 270
ok 271
ok 272
ok 273
ok 274
ok 275
ok 276
ok 277
ok 278
ok 279
ok 280
ok 281
ok 282
ok 283
ok 284
ok 285
ok 286
ok 287
ok 288
ok 289
ok 290
ok 291
ok 292
ok 293
ok 294
ok 295
ok 296
ok 297
ok 298
ok 299
ok 300
ok 301
ok 302
ok 303
ok 304
ok 305
ok 306
ok 307
ok 308
ok 309
ok 310
ok 311
ok 312
ok 313
ok 314
ok 315
ok 316
ok 317
ok 318
ok 319
ok 320
ok 321
ok 322
ok 323
ok 324
ok 325
ok 326
ok 327
ok 328
ok 329
ok 330
ok 331
ok 332
ok 333
ok 334
ok 335
ok 336
ok 337
ok 338
ok 339
ok 340
ok 341
ok 342
ok 343
ok 344
ok 345
ok 346
ok 347
ok 348
ok 349
ok 350
ok 351
ok 352
ok 353
ok 354
ok 355
ok 356
ok 357
ok 358
ok 359
ok 360
ok 361
ok 362
ok 363
ok 364
ok 365
ok 366
ok 367
ok 368
ok 369
ok 370
ok 371
ok 372
ok 373
ok 374
ok 375
ok 376
ok 377
ok 378
ok 379
ok 380
ok 381
ok 382
ok 383
ok 384
ok 385
ok
t/63_scc.......................1..57
ok 1
ok 2
ok 3
ok 4
ok 5
ok 6
ok 7
ok 8
ok 9
ok 10
ok 11
ok 12
ok 13
ok 14
ok 15
ok 16
ok 17
ok 18
ok 19
ok 20
ok 21
ok 22
ok 23
ok 24
ok 25
ok 26
ok 27
ok 28
ok 29
ok 30
ok 31
ok 32
ok 33
ok 34
ok 35
ok 36
ok 37
ok 38
ok 39
ok 40
ok 41
ok 42
ok 43
ok 44
ok 45
ok 46
ok 47
ok 48
ok 49
ok 50
ok 51
ok 52
ok 53
ok 54
ok 55
ok 56
ok 57
ok
t/64_mst.......................1..22
ok 1
ok 2
ok 3
ok 4
ok 5
ok 6
ok 7
ok 8
ok 9
ok 10
ok 11
ok 12
ok 13
ok 14
ok 15
ok 16
ok 17
ok 18
ok 19
ok 20
ok 21
ok 22
ok
t/65_ref.......................1..886
ok 1
ok 2
ok 3
ok 4
ok 5
ok 6
ok 7
ok 8
ok 9
ok 10
ok 11
ok 12
ok 13
ok 14
ok 15
ok 16
ok 17
ok 18
ok 19
ok 20
ok 21
ok 22
# i = s, j = s
ok 23
# g1 = s-s
ok 24
ok 25
ok 26
ok 27
# g1 = s
ok 28
ok 29
ok 30
ok 31
# g1 = 
ok 32
ok 33
ok 34
ok 35
# g2 = s=s
ok 36
ok 37
ok 38
ok 39
# g2 = s
ok 40
ok 41
ok 42
ok 43
# g2 = 
ok 44
ok 45
ok 46
# i = s, j = a
ok 47
# g1 = s-a
ok 48
ok 49
ok 50
ok 51
# g1 = a
ok 52
ok 53
ok 54
ok 55
# g1 = 
ok 56
ok 57
ok 58
ok 59
# g2 = a=s
ok 60
ok 61
ok 62
ok 63
# g2 = a
ok 64
ok 65
ok 66
ok 67
# g2 = 
ok 68
ok 69
ok 70
# i = s, j = h
ok 71
# g1 = s-h
ok 72
ok 73
ok 74
ok 75
# g1 = h
ok 76
ok 77
ok 78
ok 79
# g1 = 
ok 80
ok 81
ok 82
ok 83
# g2 = h=s
ok 84
ok 85
ok 86
ok 87
# g2 = h
ok 88
ok 89
ok 90
ok 91
# g2 = 
ok 92
ok 93
ok 94
# i = s, j = c
ok 95
# g1 = s-c
ok 96
ok 97
ok 98
ok 99
# g1 = c
ok 100
ok 101
ok 102
ok 103
# g1 = 
ok 104
ok 105
ok 106
ok 107
# g2 = c=s
ok 108
ok 109
ok 110
ok 111
# g2 = c
ok 112
ok 113
ok 114
ok 115
# g2 = 
ok 116
ok 117
ok 118
# i = s, j = i
ok 119
# g1 = s-i
ok 120
ok 121
ok 122
ok 123
# g1 = i
ok 124
ok 125
ok 126
ok 127
# g1 = 
ok 128
ok 129
ok 130
ok 131
# g2 = i=s
ok 132
ok 133
ok 134
ok 135
# g2 = i
ok 136
ok 137
ok 138
ok 139
# g2 = 
ok 140
ok 141
ok 142
# i = s, j = g
ok 143
# g1 = s-g
ok 144
ok 145
ok 146
ok 147
# g1 = g
ok 148
ok 149
ok 150
ok 151
# g1 = 
ok 152
ok 153
ok 154
ok 155
# g2 = g=s
ok 156
ok 157
ok 158
ok 159
# g2 = g
ok 160
ok 161
ok 162
ok 163
# g2 = 
ok 164
ok 165
ok 166
# i = a, j = s
ok 167
# g1 = a-s
ok 168
ok 169
ok 170
ok 171
# g1 = s
ok 172
ok 173
ok 174
ok 175
# g1 = 
ok 176
ok 177
ok 178
ok 179
# g2 = a=s
ok 180
ok 181
ok 182
ok 183
# g2 = s
ok 184
ok 185
ok 186
ok 187
# g2 = 
ok 188
ok 189
ok 190
# i = a, j = a
ok 191
# g1 = a-a
ok 192
ok 193
ok 194
ok 195
# g1 = a
ok 196
ok 197
ok 198
ok 199
# g1 = 
ok 200
ok 201
ok 202
ok 203
# g2 = a=a
ok 204
ok 205
ok 206
ok 207
# g2 = a
ok 208
ok 209
ok 210
ok 211
# g2 = 
ok 212
ok 213
ok 214
# i = a, j = h
ok 215
# g1 = a-h
ok 216
ok 217
ok 218
ok 219
# g1 = h
ok 220
ok 221
ok 222
ok 223
# g1 = 
ok 224
ok 225
ok 226
ok 227
# g2 = a=h
ok 228
ok 229
ok 230
ok 231
# g2 = h
ok 232
ok 233
ok 234
ok 235
# g2 = 
ok 236
ok 237
ok 238
# i = a, j = c
ok 239
# g1 = a-c
ok 240
ok 241
ok 242
ok 243
# g1 = c
ok 244
ok 245
ok 246
ok 247
# g1 = 
ok 248
ok 249
ok 250
ok 251
# g2 = a=c
ok 252
ok 253
ok 254
ok 255
# g2 = c
ok 256
ok 257
ok 258
ok 259
# g2 = 
ok 260
ok 261
ok 262
# i = a, j = i
ok 263
# g1 = a-i
ok 264
ok 265
ok 266
ok 267
# g1 = i
ok 268
ok 269
ok 270
ok 271
# g1 = 
ok 272
ok 273
ok 274
ok 275
# g2 = a=i
ok 276
ok 277
ok 278
ok 279
# g2 = i
ok 280
ok 281
ok 282
ok 283
# g2 = 
ok 284
ok 285
ok 286
# i = a, j = g
ok 287
# g1 = a-g
ok 288
ok 289
ok 290
ok 291
# g1 = g
ok 292
ok 293
ok 294
ok 295
# g1 = 
ok 296
ok 297
ok 298
ok 299
# g2 = a=g
ok 300
ok 301
ok 302
ok 303
# g2 = g
ok 304
ok 305
ok 306
ok 307
# g2 = 
ok 308
ok 309
ok 310
# i = h, j = s
ok 311
# g1 = h-s
ok 312
ok 313
ok 314
ok 315
# g1 = s
ok 316
ok 317
ok 318
ok 319
# g1 = 
ok 320
ok 321
ok 322
ok 323
# g2 = h=s
ok 324
ok 325
ok 326
ok 327
# g2 = s
ok 328
ok 329
ok 330
ok 331
# g2 = 
ok 332
ok 333
ok 334
# i = h, j = a
ok 335
# g1 = h-a
ok 336
ok 337
ok 338
ok 339
# g1 = a
ok 340
ok 341
ok 342
ok 343
# g1 = 
ok 344
ok 345
ok 346
ok 347
# g2 = a=h
ok 348
ok 349
ok 350
ok 351
# g2 = a
ok 352
ok 353
ok 354
ok 355
# g2 = 
ok 356
ok 357
ok 358
# i = h, j = h
ok 359
# g1 = h-h
ok 360
ok 361
ok 362
ok 363
# g1 = h
ok 364
ok 365
ok 366
ok 367
# g1 = 
ok 368
ok 369
ok 370
ok 371
# g2 = h=h
ok 372
ok 373
ok 374
ok 375
# g2 = h
ok 376
ok 377
ok 378
ok 379
# g2 = 
ok 380
ok 381
ok 382
# i = h, j = c
ok 383
# g1 = h-c
ok 384
ok 385
ok 386
ok 387
# g1 = c
ok 388
ok 389
ok 390
ok 391
# g1 = 
ok 392
ok 393
ok 394
ok 395
# g2 = c=h
ok 396
ok 397
ok 398
ok 399
# g2 = c
ok 400
ok 401
ok 402
ok 403
# g2 = 
ok 404
ok 405
ok 406
# i = h, j = i
ok 407
# g1 = h-i
ok 408
ok 409
ok 410
ok 411
# g1 = i
ok 412
ok 413
ok 414
ok 415
# g1 = 
ok 416
ok 417
ok 418
ok 419
# g2 = h=i
ok 420
ok 421
ok 422
ok 423
# g2 = i
ok 424
ok 425
ok 426
ok 427
# g2 = 
ok 428
ok 429
ok 430
# i = h, j = g
ok 431
# g1 = h-g
ok 432
ok 433
ok 434
ok 435
# g1 = g
ok 436
ok 437
ok 438
ok 439
# g1 = 
ok 440
ok 441
ok 442
ok 443
# g2 = g=h
ok 444
ok 445
ok 446
ok 447
# g2 = g
ok 448
ok 449
ok 450
ok 451
# g2 = 
ok 452
ok 453
ok 454
# i = c, j = s
ok 455
# g1 = c-s
ok 456
ok 457
ok 458
ok 459
# g1 = s
ok 460
ok 461
ok 462
ok 463
# g1 = 
ok 464
ok 465
ok 466
ok 467
# g2 = c=s
ok 468
ok 469
ok 470
ok 471
# g2 = s
ok 472
ok 473
ok 474
ok 475
# g2 = 
ok 476
ok 477
ok 478
# i = c, j = a
ok 479
# g1 = c-a
ok 480
ok 481
ok 482
ok 483
# g1 = a
ok 484
ok 485
ok 486
ok 487
# g1 = 
ok 488
ok 489
ok 490
ok 491
# g2 = a=c
ok 492
ok 493
ok 494
ok 495
# g2 = a
ok 496
ok 497
ok 498
ok 499
# g2 = 
ok 500
ok 501
ok 502
# i = c, j = h
ok 503
# g1 = c-h
ok 504
ok 505
ok 506
ok 507
# g1 = h
ok 508
ok 509
ok 510
ok 511
# g1 = 
ok 512
ok 513
ok 514
ok 515
# g2 = c=h
ok 516
ok 517
ok 518
ok 519
# g2 = h
ok 520
ok 521
ok 522
ok 523
# g2 = 
ok 524
ok 525
ok 526
# i = c, j = c
ok 527
# g1 = c-c
ok 528
ok 529
ok 530
ok 531
# g1 = c
ok 532
ok 533
ok 534
ok 535
# g1 = 
ok 536
ok 537
ok 538
ok 539
# g2 = c=c
ok 540
ok 541
ok 542
ok 543
# g2 = c
ok 544
ok 545
ok 546
ok 547
# g2 = 
ok 548
ok 549
ok 550
# i = c, j = i
ok 551
# g1 = c-i
ok 552
ok 553
ok 554
ok 555
# g1 = i
ok 556
ok 557
ok 558
ok 559
# g1 = 
ok 560
ok 561
ok 562
ok 563
# g2 = c=i
ok 564
ok 565
ok 566
ok 567
# g2 = i
ok 568
ok 569
ok 570
ok 571
# g2 = 
ok 572
ok 573
ok 574
# i = c, j = g
ok 575
# g1 = c-g
ok 576
ok 577
ok 578
ok 579
# g1 = g
ok 580
ok 581
ok 582
ok 583
# g1 = 
ok 584
ok 585
ok 586
ok 587
# g2 = c=g
ok 588
ok 589
ok 590
ok 591
# g2 = g
ok 592
ok 593
ok 594
ok 595
# g2 = 
ok 596
ok 597
ok 598
# i = i, j = s
ok 599
# g1 = i-s
ok 600
ok 601
ok 602
ok 603
# g1 = s
ok 604
ok 605
ok 606
ok 607
# g1 = 
ok 608
ok 609
ok 610
ok 611
# g2 = i=s
ok 612
ok 613
ok 614
ok 615
# g2 = s
ok 616
ok 617
ok 618
ok 619
# g2 = 
ok 620
ok 621
ok 622
# i = i, j = a
ok 623
# g1 = i-a
ok 624
ok 625
ok 626
ok 627
# g1 = a
ok 628
ok 629
ok 630
ok 631
# g1 = 
ok 632
ok 633
ok 634
ok 635
# g2 = a=i
ok 636
ok 637
ok 638
ok 639
# g2 = a
ok 640
ok 641
ok 642
ok 643
# g2 = 
ok 644
ok 645
ok 646
# i = i, j = h
ok 647
# g1 = i-h
ok 648
ok 649
ok 650
ok 651
# g1 = h
ok 652
ok 653
ok 654
ok 655
# g1 = 
ok 656
ok 657
ok 658
ok 659
# g2 = h=i
ok 660
ok 661
ok 662
ok 663
# g2 = h
ok 664
ok 665
ok 666
ok 667
# g2 = 
ok 668
ok 669
ok 670
# i = i, j = c
ok 671
# g1 = i-c
ok 672
ok 673
ok 674
ok 675
# g1 = c
ok 676
ok 677
ok 678
ok 679
# g1 = 
ok 680
ok 681
ok 682
ok 683
# g2 = c=i
ok 684
ok 685
ok 686
ok 687
# g2 = c
ok 688
ok 689
ok 690
ok 691
# g2 = 
ok 692
ok 693
ok 694
# i = i, j = i
ok 695
# g1 = i-i
ok 696
ok 697
ok 698
ok 699
# g1 = i
ok 700
ok 701
ok 702
ok 703
# g1 = 
ok 704
ok 705
ok 706
ok 707
# g2 = i=i
ok 708
ok 709
ok 710
ok 711
# g2 = i
ok 712
ok 713
ok 714
ok 715
# g2 = 
ok 716
ok 717
ok 718
# i = i, j = g
ok 719
# g1 = i-g
ok 720
ok 721
ok 722
ok 723
# g1 = g
ok 724
ok 725
ok 726
ok 727
# g1 = 
ok 728
ok 729
ok 730
ok 731
# g2 = g=i
ok 732
ok 733
ok 734
ok 735
# g2 = g
ok 736
ok 737
ok 738
ok 739
# g2 = 
ok 740
ok 741
ok 742
# i = g, j = s
ok 743
# g1 = g-s
ok 744
ok 745
ok 746
ok 747
# g1 = s
ok 748
ok 749
ok 750
ok 751
# g1 = 
ok 752
ok 753
ok 754
ok 755
# g2 = g=s
ok 756
ok 757
ok 758
ok 759
# g2 = s
ok 760
ok 761
ok 762
ok 763
# g2 = 
ok 764
ok 765
ok 766
# i = g, j = a
ok 767
# g1 = g-a
ok 768
ok 769
ok 770
ok 771
# g1 = a
ok 772
ok 773
ok 774
ok 775
# g1 = 
ok 776
ok 777
ok 778
ok 779
# g2 = a=g
ok 780
ok 781
ok 782
ok 783
# g2 = a
ok 784
ok 785
ok 786
ok 787
# g2 = 
ok 788
ok 789
ok 790
# i = g, j = h
ok 791
# g1 = g-h
ok 792
ok 793
ok 794
ok 795
# g1 = h
ok 796
ok 797
ok 798
ok 799
# g1 = 
ok 800
ok 801
ok 802
ok 803
# g2 = g=h
ok 804
ok 805
ok 806
ok 807
# g2 = h
ok 808
ok 809
ok 810
ok 811
# g2 = 
ok 812
ok 813
ok 814
# i = g, j = c
ok 815
# g1 = g-c
ok 816
ok 817
ok 818
ok 819
# g1 = c
ok 820
ok 821
ok 822
ok 823
# g1 = 
ok 824
ok 825
ok 826
ok 827
# g2 = c=g
ok 828
ok 829
ok 830
ok 831
# g2 = c
ok 832
ok 833
ok 834
ok 835
# g2 = 
ok 836
ok 837
ok 838
# i = g, j = i
ok 839
# g1 = g-i
ok 840
ok 841
ok 842
ok 843
# g1 = i
ok 844
ok 845
ok 846
ok 847
# g1 = 
ok 848
ok 849
ok 850
ok 851
# g2 = g=i
ok 852
ok 853
ok 854
ok 855
# g2 = i
ok 856
ok 857
ok 858
ok 859
# g2 = 
ok 860
ok 861
ok 862
# i = g, j = g
ok 863
# g1 = g-g
ok 864
ok 865
ok 866
ok 867
# g1 = g
ok 868
ok 869
ok 870
ok 871
# g1 = 
ok 872
ok 873
ok 874
ok 875
# g2 = g=g
ok 876
ok 877
ok 878
ok 879
# g2 = g
ok 880
ok 881
ok 882
ok 883
# g2 = 
ok 884
ok 885
ok 886
ok
t/66_simple....................1..96
make: *** [test_dynamic] Hangup