[Gmsh] Bug report
EXT-Steffens-Jr, Alfred P
alfred.p.steffens-jr at boeing.com
Tue Nov 29 20:18:08 CET 2005
Info : -------------------------------------------------------
Info : Gmsh version : 1.61.0
Info : Build OS : CYGWIN_NT-5.1
Info : Build options : GSL TRIANGLE NETGEN TETGEN JPEG PNG ZLIB
MATHEVAL METIS ANN
Info : Build date : Thu Nov 24 22:24:46 PST 2005
Info : Build host : geuz
Info : Packager : geuzaine
Info : Home directory : /cygdrive/c/work/
Info : Launch date : Tue Nov 29 11:08:51 2005
Info : Command line : /cygdrive/c/altres/apps/Gmsh/gmsh
Info : -------------------------------------------------------
Info : Parsing file
'/cygdrive/c/altres/miscinfo/projects/ansys/blades1/blades1.geo'
Info : Parsed file
'/cygdrive/c/altres/miscinfo/projects/ansys/blades1/blades1.geo'
Info : Mesh 1D...
Info : Meshing curve 1
Info : Meshing curve 2
Info : Meshing curve 3
Info : Meshing curve 4
Info : Meshing curve 5
Info : Meshing curve 6
Info : Meshing curve 7
Info : Meshing curve 8
Info : Meshing curve 9
Info : Meshing curve 10
Info : Meshing curve 11
Info : Meshing curve 12
Info : Meshing curve 13
Info : Meshing curve 14
Info : Meshing curve 15
Info : Meshing curve 16
Info : Meshing curve 17
Info : Meshing curve 18
Info : Meshing curve 19
Info : Meshing curve 20
Info : Meshing curve 21
Info : Meshing curve 22
Info : Meshing curve 23
Info : Meshing curve 24
Info : Meshing curve 25
Info : Meshing curve 26
Info : Meshing curve 27
Info : Meshing curve 28
Info : Meshing curve 29
Info : Meshing curve 30
Info : Meshing curve 31
Info : Meshing curve 32
Info : Meshing curve 33
Info : Meshing curve 34
Info : Meshing curve 35
Info : Meshing curve 36
Info : Meshing curve 37
Info : Meshing curve 38
Info : Meshing curve 39
Info : Meshing curve 40
Info : Meshing curve 41
Info : Meshing curve 42
Info : Meshing curve 43
Info : Meshing curve 44
Info : Meshing curve 45
Info : Meshing curve 46
Info : Meshing curve 47
Info : Meshing curve 48
Info : Meshing curve 49
Info : Meshing curve 50
Info : Meshing curve 51
Info : Meshing curve 52
Info : Meshing curve 53
Info : Meshing curve 54
Info : Meshing curve 55
Info : Meshing curve 56
Info : Meshing curve 57
Info : Meshing curve 58
Info : Meshing curve 59
Info : Meshing curve 60
Info : Meshing curve 61
Info : Meshing curve 62
Info : Meshing curve 63
Info : Meshing curve 64
Info : Meshing curve 65
Info : Meshing curve 66
Info : Meshing curve 67
Info : Meshing curve 68
Info : Meshing curve 69
Info : Meshing curve 70
Info : Meshing curve 71
Info : Meshing curve 72
Info : Meshing curve 73
Info : Meshing curve 74
Info : Meshing curve 75
Info : Meshing curve 76
Info : Meshing curve 77
Info : Meshing curve 78
Info : Meshing curve 79
Info : Meshing curve 80
Info : Meshing curve 81
Info : Meshing curve 82
Info : Meshing curve 83
Info : Meshing curve 84
Info : Meshing curve 85
Info : Meshing curve 86
Info : Meshing curve 87
Info : Meshing curve 88
Info : Meshing curve 89
Info : Meshing curve 90
Info : Meshing curve 91
Info : Meshing curve 92
Info : Meshing curve 93
Info : Meshing curve 94
Info : Meshing curve 95
Info : Meshing curve 96
Info : Meshing curve 97
Info : Meshing curve 98
Info : Meshing curve 99
Info : Meshing curve 100
Info : Meshing curve 101
Info : Meshing curve 102
Info : Meshing curve 103
Info : Meshing curve 104
Info : Meshing curve 105
Info : Meshing curve 106
Info : Meshing curve 107
Info : Meshing curve 108
Info : Meshing curve 109
Info : Meshing curve 110
Info : Meshing curve 111
Info : Meshing curve 112
Info : Meshing curve 113
Info : Meshing curve 114
Info : Meshing curve 115
Info : Meshing curve 116
Info : Meshing curve 117
Info : Meshing curve 118
Info : Meshing curve 119
Info : Meshing curve 120
Info : Meshing curve 121
Info : Meshing curve 122
Info : Meshing curve 123
Info : Meshing curve 124
Info : Meshing curve 125
Info : Meshing curve 126
Info : Meshing curve 127
Info : Meshing curve 128
Info : Meshing curve 129
Info : Meshing curve 130
Info : Meshing curve 131
Info : Meshing curve 132
Info : Meshing curve 133
Info : Meshing curve 134
Info : Meshing curve 135
Info : Meshing curve 136
Info : Meshing curve 137
Info : Meshing curve 138
Info : Meshing curve 139
Info : Meshing curve 140
Info : Meshing curve 141
Info : Meshing curve 142
Info : Meshing curve 143
Info : Meshing curve 144
Info : Meshing curve 145
Info : Meshing curve 146
Info : Meshing curve 147
Info : Meshing curve 148
Info : Meshing curve 149
Info : Meshing curve 150
Info : Meshing curve 151
Info : Meshing curve 152
Info : Meshing curve 153
Info : Meshing curve 154
Info : Meshing curve 155
Info : Meshing curve 156
Info : Meshing curve 157
Info : Meshing curve 158
Info : Meshing curve 159
Info : Meshing curve 160
Info : Meshing curve 161
Info : Meshing curve 162
Info : Meshing curve 163
Info : Meshing curve 164
Info : Meshing curve 165
Info : Meshing curve 166
Info : Meshing curve 167
Info : Meshing curve 168
Info : Meshing curve 169
Info : Meshing curve 170
Info : Meshing curve 171
Info : Meshing curve 172
Info : Meshing curve 173
Info : Meshing curve 174
Info : Meshing curve 175
Info : Meshing curve 176
Info : Meshing curve 177
Info : Meshing curve 178
Info : Meshing curve 179
Info : Meshing curve 180
Info : Meshing curve 181
Info : Meshing curve 182
Info : Meshing curve 183
Info : Meshing curve 184
Info : Meshing curve 185
Info : Meshing curve 186
Info : Meshing curve 187
Info : Meshing curve 188
Info : Meshing curve 189
Info : Meshing curve 190
Info : Meshing curve 191
Info : Meshing curve 192
Info : Meshing curve 193
Info : Meshing curve 194
Info : Meshing curve 195
Info : Meshing curve 196
Info : Meshing curve 197
Info : Meshing curve 198
Info : Meshing curve 199
Info : Meshing curve 200
Info : Meshing curve 201
Info : Meshing curve 202
Info : Mesh 1D complete (0.406 s)
Info : Mesh 2D...
Info : Meshing surface 204
Warning : Colinear points in circum circle computation
Warning : Colinear points in circum circle computation
Error : 3 identical points in Qtest
Warning : Colinear points in circum circle computation
Error : 3 identical points in Qtest
Warning : Almost colinear points in circum circle computation (d =
1.05245e-09)
Fatal : Segmentation violation (invalid memory reference)
: ------------------------------------------------------
: You have discovered a bug in Gmsh! You may report it
: by e-mail (together with any helpful data permitting to
: reproduce it) to <gmsh at geuz.org>
Info : Writing log file '/cygdrive/c/work/.gmsh-errors'
//
// GEO file
//
scale = 0.01;
//
// points for blades
//
Point(1) = {-5.42978, 0.876043, 0, scale};
Point(2) = {-6.54042, 1.05523, 0, scale};
Point(3) = {-6.51085, 1.22452, 0, scale};
Point(4) = {-5.40524, 1.01658, 0, scale};
Point(5) = {-5.37029, 1.18741, 0, scale};
Point(6) = {-6.46876, 1.43029, 0, scale};
Point(7) = {-6.42949, 1.59759, 0, scale};
Point(8) = {-5.33769, 1.3263, 0, scale};
Point(9) = {-5.29297, 1.49483, 0, scale};
Point(10) = {-6.37562, 1.80059, 0, scale};
Point(11) = {-6.32677, 1.96535, 0, scale};
Point(12) = {-5.25241, 1.63161, 0, scale};
Point(13) = {-5.19805, 1.79728, 0, scale};
Point(14) = {-6.26129, 2.16491, 0, scale};
Point(15) = {-6.20304, 2.32658, 0, scale};
Point(16) = {-5.14969, 1.9315, 0, scale};
Point(17) = {-5.08588, 2.09377, 0, scale};
Point(18) = {-6.12617, 2.52204, 0, scale};
Point(19) = {-6.05869, 2.68009, 0, scale};
Point(20) = {-5.02986, 2.22498, 0, scale};
Point(21) = {-4.9568, 2.3833, 0, scale};
Point(22) = {-5.97069, 2.87079, 0, scale};
Point(23) = {-5.89422, 3.02469, 0, scale};
Point(24) = {-4.89332, 2.51106, 0, scale};
Point(25) = {-4.81126, 2.66491, 0, scale};
Point(26) = {-5.79538, 3.21001, 0, scale};
Point(27) = {-5.71018, 3.35924, 0, scale};
Point(28) = {-4.74052, 2.7888, 0, scale};
Point(29) = {-4.64974, 2.93767, 0, scale};
Point(30) = {-5.60082, 3.53856, 0, scale};
Point(31) = {-5.50716, 3.68264, 0, scale};
Point(32) = {-4.57198, 3.05728, 0, scale};
Point(33) = {-4.47277, 3.20067, 0, scale};
Point(34) = {-5.38766, 3.85536, 0, scale};
Point(35) = {-5.28585, 3.9938, 0, scale};
Point(36) = {-4.38825, 3.31561, 0, scale};
Point(37) = {-4.28095, 3.45304, 0, scale};
Point(38) = {-5.15659, 4.15935, 0, scale};
Point(39) = {-5.04698, 4.29169, 0, scale};
Point(40) = {-4.18994, 3.56292, 0, scale};
Point(41) = {-4.0749, 3.69394, 0, scale};
Point(42) = {-4.9084, 4.44952, 0, scale};
Point(43) = {-4.79134, 4.57533, 0, scale};
Point(44) = {-3.97772, 3.79839, 0, scale};
Point(45) = {-3.85532, 3.92257, 0, scale};
Point(46) = {-4.6439, 4.72491, 0, scale};
Point(47) = {-4.51979, 4.84377, 0, scale};
Point(48) = {-3.75228, 4.02124, 0, scale};
Point(49) = {-3.62292, 4.13817, 0, scale};
Point(50) = {-4.36398, 4.98461, 0, scale};
Point(51) = {-4.23322, 5.09612, 0, scale};
Point(52) = {-3.51437, 4.23074, 0, scale};
Point(53) = {-3.3785, 4.34002, 0, scale};
Point(54) = {-4.06956, 5.22775, 0, scale};
Point(55) = {-3.9326, 5.33154, 0, scale};
Point(56) = {-3.2648, 4.42618, 0, scale};
Point(57) = {-3.12285, 4.52745, 0, scale};
Point(58) = {-3.76162, 5.45352, 0, scale};
Point(59) = {-3.6189, 5.54925, 0, scale};
Point(60) = {-3.00437, 4.60692, 0, scale};
Point(61) = {-2.85683, 4.69984, 0, scale};
Point(62) = {-3.44118, 5.66118, 0, scale};
Point(63) = {-3.29319, 5.74852, 0, scale};
Point(64) = {-2.73397, 4.77236, 0, scale};
Point(65) = {-2.58132, 4.85663, 0, scale};
Point(66) = {-3.10931, 5.85003, 0, scale};
Point(67) = {-2.95654, 5.9287, 0, scale};
Point(68) = {-2.45448, 4.92194, 0, scale};
Point(69) = {-2.29723, 4.99727, 0, scale};
Point(70) = {-2.76712, 6.01944, 0, scale};
Point(71) = {-2.61006, 6.08919, 0, scale};
Point(72) = {-2.16684, 5.05517, 0, scale};
Point(73) = {-2.00551, 5.12132, 0, scale};
Point(74) = {-2.41573, 6.16886, 0, scale};
Point(75) = {-2.25491, 6.22944, 0, scale};
Point(76) = {-1.872, 5.17161, 0, scale};
Point(77) = {-1.70713, 5.22836, 0, scale};
Point(78) = {-2.05632, 6.29779, 0, scale};
Point(79) = {-1.89228, 6.34901, 0, scale};
Point(80) = {-1.57095, 5.27087, 0, scale};
Point(81) = {-1.40308, 5.31802, 0, scale};
Point(82) = {-1.69007, 6.4058, 0, scale};
Point(83) = {-1.52336, 6.44748, 0, scale};
Point(84) = {-1.26467, 5.35263, 0, scale};
Point(85) = {-1.09437, 5.39002, 0, scale};
Point(86) = {-1.31821, 6.49253, 0, scale};
Point(87) = {-1.14937, 6.52454, 0, scale};
Point(88) = {-0.954198, 5.4166, 0, scale};
Point(89) = {-0.782018, 5.44412, 0, scale};
Point(90) = {-0.941977, 6.55769, 0, scale};
Point(91) = {-0.771574, 6.57992, 0, scale};
Point(92) = {-0.640552, 5.46257, 0, scale};
Point(93) = {-0.467073, 5.48013, 0, scale};
Point(94) = {-0.562611, 6.60107, 0, scale};
Point(95) = {-0.39121, 6.61344, 0, scale};
Point(96) = {-0.324778, 5.4904, 0, scale};
Point(97) = {-0.150576, 5.49794, 0, scale};
Point(98) = {-0.181375, 6.62252, 0, scale};
Point(99) = {-0.00954727, 6.62499, 0, scale};
Point(100) = {-0.00792603, 5.49999, 0, scale};
Point(101) = {0.166421, 5.49748, 0, scale};
Point(102) = {0.200462, 6.62197, 0, scale};
Point(103) = {0.372148, 6.61454, 0, scale};
Point(104) = {0.308953, 5.49132, 0, scale};
Point(105) = {0.482866, 5.47876, 0, scale};
Point(106) = {0.581634, 6.59942, 0, scale};
Point(107) = {0.752606, 6.58211, 0, scale};
Point(108) = {0.624805, 5.4644, 0, scale};
Point(109) = {0.797706, 5.44184, 0, scale};
Point(110) = {0.960873, 6.55495, 0, scale};
Point(111) = {1.13056, 6.52782, 0, scale};
Point(112) = {0.938582, 5.41932, 0, scale};
Point(113) = {1.1099, 5.38685, 0, scale};
Point(114) = {1.33692, 6.4887, 0, scale};
Point(115) = {1.50477, 6.45184, 0, scale};
Point(116) = {1.24924, 5.35625, 0, scale};
Point(117) = {1.4184, 5.31396, 0, scale};
Point(118) = {1.70853, 6.4009, 0, scale};
Point(119) = {1.87397, 6.35444, 0, scale};
Point(120) = {1.55575, 5.27538, 0, scale};
Point(121) = {1.72219, 5.22341, 0, scale};
Point(122) = {2.07446, 6.29184, 0, scale};
Point(123) = {2.23695, 6.23592, 0, scale};
Point(124) = {1.85709, 5.17699, 0, scale};
Point(125) = {2.02026, 5.11552, 0, scale};
Point(126) = {2.4335, 6.16188, 0, scale};
Point(127) = {2.5925, 6.09669, 0, scale};
Point(128) = {2.15226, 5.0614, 0, scale};
Point(129) = {2.31162, 4.99063, 0, scale};
Point(130) = {2.78445, 6.01144, 0, scale};
Point(131) = {2.93944, 5.9372, 0, scale};
Point(132) = {2.44029, 4.929, 0, scale};
Point(133) = {2.5953, 4.84917, 0, scale};
Point(134) = {3.12616, 5.84104, 0, scale};
Point(135) = {3.27661, 5.75799, 0, scale};
Point(136) = {2.7202, 4.78022, 0, scale};
Point(137) = {2.87036, 4.69159, 0, scale};
Point(138) = {3.45748, 5.65123, 0, scale};
Point(139) = {3.60289, 5.55966, 0, scale};
Point(140) = {2.99108, 4.61556, 0, scale};
Point(141) = {3.13589, 4.51843, 0, scale};
Point(142) = {3.77732, 5.44266, 0, scale};
Point(143) = {3.91721, 5.34285, 0, scale};
Point(144) = {3.25203, 4.43558, 0, scale};
Point(145) = {3.39099, 4.33026, 0, scale};
Point(146) = {4.08461, 5.216, 0, scale};
Point(147) = {4.21852, 5.1083, 0, scale};
Point(148) = {3.50217, 4.24085, 0, scale};
Point(149) = {3.63484, 4.12771, 0, scale};
Point(150) = {4.37833, 4.97201, 0, scale};
Point(151) = {4.50581, 4.85678, 0, scale};
Point(152) = {3.74067, 4.03204, 0, scale};
Point(153) = {3.8666, 3.91144, 0, scale};
Point(154) = {4.6575, 4.71151, 0, scale};
Point(155) = {4.77814, 4.58912, 0, scale};
Point(156) = {3.96675, 3.80984, 0, scale};
Point(157) = {4.08553, 3.68218, 0, scale};
Point(158) = {4.9212, 4.43535, 0, scale};
Point(159) = {5.03459, 4.30622, 0, scale};
Point(160) = {4.17966, 3.57498, 0, scale};
Point(161) = {4.29088, 3.44069, 0, scale};
Point(162) = {5.16856, 4.14447, 0, scale};
Point(163) = {5.27432, 4.00902, 0, scale};
Point(164) = {4.37868, 3.32824, 0, scale};
Point(165) = {4.48198, 3.18777, 0, scale};
Point(166) = {5.39875, 3.83981, 0, scale};
Point(167) = {5.49652, 3.69849, 0, scale};
Point(168) = {4.56315, 3.07045, 0, scale};
Point(169) = {4.65819, 2.92426, 0, scale};
Point(170) = {5.611, 3.5224, 0, scale};
Point(171) = {5.70047, 3.37569, 0, scale};
Point(172) = {4.73247, 2.80246, 0, scale};
Point(173) = {4.81892, 2.65103, 0, scale};
Point(174) = {5.80461, 3.19329, 0, scale};
Point(175) = {5.88548, 3.04166, 0, scale};
Point(176) = {4.88606, 2.52515, 0, scale};
Point(177) = {4.96365, 2.369, 0, scale};
Point(178) = {5.97894, 2.85357, 0, scale};
Point(179) = {6.05094, 2.69754, 0, scale};
Point(180) = {5.02342, 2.23946, 0, scale};
Point(181) = {5.09189, 2.0791, 0, scale};
Point(182) = {6.13341, 2.50437, 0, scale};
Point(183) = {6.1963, 2.34445, 0, scale};
Point(184) = {5.1441, 1.94634, 0, scale};
Point(185) = {5.20321, 1.7823, 0, scale};
Point(186) = {6.26751, 2.14686, 0, scale};
Point(187) = {6.32108, 1.98357, 0, scale};
Point(188) = {5.24769, 1.64674, 0, scale};
Point(189) = {5.29725, 1.47957, 0, scale};
Point(190) = {6.38078, 1.78221, 0, scale};
Point(191) = {6.42486, 1.61611, 0, scale};
Point(192) = {5.33385, 1.34168, 0, scale};
Point(193) = {5.37369, 1.17193, 0, scale};
Point(194) = {6.47286, 1.41164, 0, scale};
Point(195) = {6.50729, 1.24328, 0, scale};
Point(196) = {5.40228, 1.03215, 0, scale};
//
// points for frame
//
Point(197) = {-5.42978, 0, 0, scale};
Point(198) = {-25.4298, 0, 0, scale};
Point(199) = {-25.4298, 30, 0, scale};
Point(200) = {25.4023, 30, 0, scale};
Point(201) = {25.4023, 0, 0, scale};
Point(202) = {5.40228, 0, 0, scale};
//
// lines for blades
//
Line(1) = {1, 2};
Line(2) = {2, 3};
Line(3) = {3, 4};
Line(4) = {4, 5};
Line(5) = {5, 6};
Line(6) = {6, 7};
Line(7) = {7, 8};
Line(8) = {8, 9};
Line(9) = {9, 10};
Line(10) = {10, 11};
Line(11) = {11, 12};
Line(12) = {12, 13};
Line(13) = {13, 14};
Line(14) = {14, 15};
Line(15) = {15, 16};
Line(16) = {16, 17};
Line(17) = {17, 18};
Line(18) = {18, 19};
Line(19) = {19, 20};
Line(20) = {20, 21};
Line(21) = {21, 22};
Line(22) = {22, 23};
Line(23) = {23, 24};
Line(24) = {24, 25};
Line(25) = {25, 26};
Line(26) = {26, 27};
Line(27) = {27, 28};
Line(28) = {28, 29};
Line(29) = {29, 30};
Line(30) = {30, 31};
Line(31) = {31, 32};
Line(32) = {32, 33};
Line(33) = {33, 34};
Line(34) = {34, 35};
Line(35) = {35, 36};
Line(36) = {36, 37};
Line(37) = {37, 38};
Line(38) = {38, 39};
Line(39) = {39, 40};
Line(40) = {40, 41};
Line(41) = {41, 42};
Line(42) = {42, 43};
Line(43) = {43, 44};
Line(44) = {44, 45};
Line(45) = {45, 46};
Line(46) = {46, 47};
Line(47) = {47, 48};
Line(48) = {48, 49};
Line(49) = {49, 50};
Line(50) = {50, 51};
Line(51) = {51, 52};
Line(52) = {52, 53};
Line(53) = {53, 54};
Line(54) = {54, 55};
Line(55) = {55, 56};
Line(56) = {56, 57};
Line(57) = {57, 58};
Line(58) = {58, 59};
Line(59) = {59, 60};
Line(60) = {60, 61};
Line(61) = {61, 62};
Line(62) = {62, 63};
Line(63) = {63, 64};
Line(64) = {64, 65};
Line(65) = {65, 66};
Line(66) = {66, 67};
Line(67) = {67, 68};
Line(68) = {68, 69};
Line(69) = {69, 70};
Line(70) = {70, 71};
Line(71) = {71, 72};
Line(72) = {72, 73};
Line(73) = {73, 74};
Line(74) = {74, 75};
Line(75) = {75, 76};
Line(76) = {76, 77};
Line(77) = {77, 78};
Line(78) = {78, 79};
Line(79) = {79, 80};
Line(80) = {80, 81};
Line(81) = {81, 82};
Line(82) = {82, 83};
Line(83) = {83, 84};
Line(84) = {84, 85};
Line(85) = {85, 86};
Line(86) = {86, 87};
Line(87) = {87, 88};
Line(88) = {88, 89};
Line(89) = {89, 90};
Line(90) = {90, 91};
Line(91) = {91, 92};
Line(92) = {92, 93};
Line(93) = {93, 94};
Line(94) = {94, 95};
Line(95) = {95, 96};
Line(96) = {96, 97};
Line(97) = {97, 98};
Line(98) = {98, 99};
Line(99) = {99, 100};
Line(100) = {100, 101};
Line(101) = {101, 102};
Line(102) = {102, 103};
Line(103) = {103, 104};
Line(104) = {104, 105};
Line(105) = {105, 106};
Line(106) = {106, 107};
Line(107) = {107, 108};
Line(108) = {108, 109};
Line(109) = {109, 110};
Line(110) = {110, 111};
Line(111) = {111, 112};
Line(112) = {112, 113};
Line(113) = {113, 114};
Line(114) = {114, 115};
Line(115) = {115, 116};
Line(116) = {116, 117};
Line(117) = {117, 118};
Line(118) = {118, 119};
Line(119) = {119, 120};
Line(120) = {120, 121};
Line(121) = {121, 122};
Line(122) = {122, 123};
Line(123) = {123, 124};
Line(124) = {124, 125};
Line(125) = {125, 126};
Line(126) = {126, 127};
Line(127) = {127, 128};
Line(128) = {128, 129};
Line(129) = {129, 130};
Line(130) = {130, 131};
Line(131) = {131, 132};
Line(132) = {132, 133};
Line(133) = {133, 134};
Line(134) = {134, 135};
Line(135) = {135, 136};
Line(136) = {136, 137};
Line(137) = {137, 138};
Line(138) = {138, 139};
Line(139) = {139, 140};
Line(140) = {140, 141};
Line(141) = {141, 142};
Line(142) = {142, 143};
Line(143) = {143, 144};
Line(144) = {144, 145};
Line(145) = {145, 146};
Line(146) = {146, 147};
Line(147) = {147, 148};
Line(148) = {148, 149};
Line(149) = {149, 150};
Line(150) = {150, 151};
Line(151) = {151, 152};
Line(152) = {152, 153};
Line(153) = {153, 154};
Line(154) = {154, 155};
Line(155) = {155, 156};
Line(156) = {156, 157};
Line(157) = {157, 158};
Line(158) = {158, 159};
Line(159) = {159, 160};
Line(160) = {160, 161};
Line(161) = {161, 162};
Line(162) = {162, 163};
Line(163) = {163, 164};
Line(164) = {164, 165};
Line(165) = {165, 166};
Line(166) = {166, 167};
Line(167) = {167, 168};
Line(168) = {168, 169};
Line(169) = {169, 170};
Line(170) = {170, 171};
Line(171) = {171, 172};
Line(172) = {172, 173};
Line(173) = {173, 174};
Line(174) = {174, 175};
Line(175) = {175, 176};
Line(176) = {176, 177};
Line(177) = {177, 178};
Line(178) = {178, 179};
Line(179) = {179, 180};
Line(180) = {180, 181};
Line(181) = {181, 182};
Line(182) = {182, 183};
Line(183) = {183, 184};
Line(184) = {184, 185};
Line(185) = {185, 186};
Line(186) = {186, 187};
Line(187) = {187, 188};
Line(188) = {188, 189};
Line(189) = {189, 190};
Line(190) = {190, 191};
Line(191) = {191, 192};
Line(192) = {192, 193};
Line(193) = {193, 194};
Line(194) = {194, 195};
Line(195) = {195, 196};
//
// lines for frame
//
Line(196) = {1, 197};
Line(197) = {197, 198};
Line(198) = {198, 199};
Line(199) = {199, 200};
Line(200) = {200, 201};
Line(201) = {201, 202};
Line(202) = {202, 196};
Line Loop(203) =
{198,199,200,201,202,-195,-194,-193,-192,-191,-190,-189,-188,-187,-186,-
185,-184,-183,-182,-181,-180,-179,-178,-177,-176,-175,-174,-173,-172,-17
1,-170,-169,-168,-167,-166,-165,-164,-163,-162,-161,-160,-159,-158,-157,
-156,-155,-154,-153,-152,-151,-150,-149,-148,-147,-146,-145,-144,-143,-1
42,-141,-140,-139,-138,-137,-136,-135,-134,-133,-132,-131,-130,-129,-128
,-127,-126,-125,-124,-123,-122,-121,-120,-119,-118,-117,-116,-115,-114,-
113,-112,-111,-110,-109,-108,-107,-106,-105,-104,-103,-102,-101,-100,-99
,-98,-97,-96,-95,-94,-93,-92,-91,-90,-89,-88,-87,-86,-85,-84,-83,-82,-81
,-80,-79,-78,-77,-76,-75,-74,-73,-72,-71,-70,-69,-68,-67,-66,-65,-64,-63
,-62,-61,-60,-59,-58,-57,-56,-55,-54,-53,-52,-51,-50,-49,-48,-47,-46,-45
,-44,-43,-42,-41,-40,-39,-38,-37,-36,-35,-34,-33,-32,-31,-30,-29,-28,-27
,-26,-25,-24,-23,-22,-21,-20,-19,-18,-17,-16,-15,-14,-13,-12,-11,-10,-9,
-8,-7,-6,-5,-4,-3,-2,-1,196,197};
Plane Surface(204) = {203};
Physical Line(1) =
{1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27
,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51
,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75
,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99
,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117
,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135
,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152,153
,154,155,156,157,158,159,160,161,162,163,164,165,166,167,168,169,170,171
,172,173,174,175,176,177,178,179,180,181,182,183,184,185,186,187,188,189
,190,191,192,193,194,195};
Physical Line(2) = {196,197,198,199,200,201,202};
Physical Surface(3) = {204};
//
// End GEO file
//
Al Steffens
apsteffe at netwood.net