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[Getfem-commits] (no subject)
|
From: |
Yves Renard |
|
Subject: |
[Getfem-commits] (no subject) |
|
Date: |
Wed, 20 Jun 2018 09:47:53 -0400 (EDT) |
branch: master
commit b6c2f772c0dac83a4faa4e71a42e4b8a04b5e5c5
Author: Yves Renard <address@hidden>
Date: Tue Jun 19 21:08:51 2018 +0200
Adding a test for mixed mesh and inter-element computation
---
interface/tests/meshes/Makefile.am | 3 +-
interface/tests/meshes/mixed_mesh.gmf | 2442 ++++++++++++++++++++++++++++
interface/tests/python/Makefile.am | 4 +-
interface/tests/python/check_mixed_mesh.py | 193 +++
4 files changed, 2640 insertions(+), 2 deletions(-)
diff --git a/interface/tests/meshes/Makefile.am
b/interface/tests/meshes/Makefile.am
index 1ab0c63..bdd51cc 100644
--- a/interface/tests/meshes/Makefile.am
+++ b/interface/tests/meshes/Makefile.am
@@ -19,7 +19,8 @@ EXTRA_DIST= \
tank_quadratic_2500.GiD.msh \
holed_disc_with_quadratic_2D_triangles.msh \
tube_2D_spline.GiD.msh \
- tripod.GiD.msh
+ tripod.GiD.msh \
+ mixed_mesh.gmf
address@hidden@/meshes
meshes_SCRIPTS=$(EXTRA_DIST)
diff --git a/interface/tests/meshes/mixed_mesh.gmf
b/interface/tests/meshes/mixed_mesh.gmf
new file mode 100644
index 0000000..2a5b8d7
--- /dev/null
+++ b/interface/tests/meshes/mixed_mesh.gmf
@@ -0,0 +1,2442 @@
+% GETFEM MESH FILE
+% GETFEM VERSION 5.1
+
+
+
+BEGIN POINTS LIST
+
+ POINT 0 -7.07000000E-02 -7.07000000E-02 -4.24200000E-01
+ POINT 1 -7.07000000E-02 -7.07000000E-02 -4.15362500E-01
+ POINT 2 -6.18625000E-02 -7.07000000E-02 -4.15362500E-01
+ POINT 3 -6.18625000E-02 -7.07000000E-02 -4.24200000E-01
+ POINT 4 -7.07000000E-02 -6.18625000E-02 -4.24200000E-01
+ POINT 5 -7.07000000E-02 -6.18625000E-02 -4.15362500E-01
+ POINT 6 -6.18625000E-02 -6.18625000E-02 -4.15362500E-01
+ POINT 7 -6.18625000E-02 -6.18625000E-02 -4.24200000E-01
+ POINT 8 -7.07000000E-02 -7.07000000E-02 -4.06525000E-01
+ POINT 9 -6.18625000E-02 -7.07000000E-02 -4.06525000E-01
+ POINT 10 -7.07000000E-02 -6.18625000E-02 -4.06525000E-01
+ POINT 11 -6.18625000E-02 -6.18625000E-02 -4.06525000E-01
+ POINT 12 -5.30250000E-02 -7.07000000E-02 -4.06525000E-01
+ POINT 13 -5.30250000E-02 -7.07000000E-02 -4.15362500E-01
+ POINT 14 -5.30250000E-02 -6.18625000E-02 -4.06525000E-01
+ POINT 15 -5.30250000E-02 -6.18625000E-02 -4.15362500E-01
+ POINT 16 -5.30250000E-02 -7.07000000E-02 -4.24200000E-01
+ POINT 17 -5.30250000E-02 -6.18625000E-02 -4.24200000E-01
+ POINT 18 -7.07000000E-02 -5.30250000E-02 -4.24200000E-01
+ POINT 19 -7.07000000E-02 -5.30250000E-02 -4.15362500E-01
+ POINT 20 -6.18625000E-02 -5.30250000E-02 -4.15362500E-01
+ POINT 21 -6.18625000E-02 -5.30250000E-02 -4.24200000E-01
+ POINT 22 -7.07000000E-02 -5.30250000E-02 -4.06525000E-01
+ POINT 23 -6.18625000E-02 -5.30250000E-02 -4.06525000E-01
+ POINT 24 -5.30250000E-02 -5.30250000E-02 -4.06525000E-01
+ POINT 25 -5.30250000E-02 -5.30250000E-02 -4.15362500E-01
+ POINT 26 -5.30250000E-02 -5.30250000E-02 -4.24200000E-01
+ POINT 27 -7.07000000E-02 -5.30250000E-02 -3.88850000E-01
+ POINT 28 -5.30250000E-02 -5.30250000E-02 -3.88850000E-01
+ POINT 29 -5.30250000E-02 -7.07000000E-02 -3.88850000E-01
+ POINT 30 -7.07000000E-02 -7.07000000E-02 -3.88850000E-01
+ POINT 31 -3.53500000E-02 -5.30250000E-02 -4.06525000E-01
+ POINT 32 -3.53500000E-02 -5.30250000E-02 -3.88850000E-01
+ POINT 33 -3.53500000E-02 -7.07000000E-02 -3.88850000E-01
+ POINT 34 -3.53500000E-02 -7.07000000E-02 -4.06525000E-01
+ POINT 35 -3.53500000E-02 -5.30250000E-02 -4.24200000E-01
+ POINT 36 -3.53500000E-02 -7.07000000E-02 -4.24200000E-01
+ POINT 37 -7.07000000E-02 -3.53500000E-02 -4.06525000E-01
+ POINT 38 -7.07000000E-02 -3.53500000E-02 -4.24200000E-01
+ POINT 39 -5.30250000E-02 -3.53500000E-02 -4.24200000E-01
+ POINT 40 -5.30250000E-02 -3.53500000E-02 -4.06525000E-01
+ POINT 41 -7.07000000E-02 -3.53500000E-02 -3.88850000E-01
+ POINT 42 -5.30250000E-02 -3.53500000E-02 -3.88850000E-01
+ POINT 43 -3.53500000E-02 -3.53500000E-02 -3.88850000E-01
+ POINT 44 -3.53500000E-02 -3.53500000E-02 -4.06525000E-01
+ POINT 45 -3.53500000E-02 -3.53500000E-02 -4.24200000E-01
+ POINT 46 -3.53500000E-02 -7.07000000E-02 -3.53500000E-01
+ POINT 47 -7.07000000E-02 -7.07000000E-02 -3.53500000E-01
+ POINT 48 -7.07000000E-02 -3.53500000E-02 -3.53500000E-01
+ POINT 49 -3.53500000E-02 -3.53500000E-02 -3.71175000E-01
+ POINT 50 -3.53500000E-02 -3.53500000E-02 -3.53500000E-01
+ POINT 51 +0.00000000E+00 -7.07000000E-02 -3.53500000E-01
+ POINT 52 -1.76750000E-02 -3.53500000E-02 -3.71175000E-01
+ POINT 53 -1.76750000E-02 -3.53500000E-02 -3.53500000E-01
+ POINT 54 -1.76750000E-02 -5.30250000E-02 -3.88850000E-01
+ POINT 55 -1.76750000E-02 -7.07000000E-02 -3.88850000E-01
+ POINT 56 +0.00000000E+00 -5.30250000E-02 -3.88850000E-01
+ POINT 57 +0.00000000E+00 -7.07000000E-02 -3.88850000E-01
+ POINT 58 +0.00000000E+00 -3.53500000E-02 -3.71175000E-01
+ POINT 59 +0.00000000E+00 -3.53500000E-02 -3.53500000E-01
+ POINT 60 -1.76750000E-02 -3.53500000E-02 -3.88850000E-01
+ POINT 61 +0.00000000E+00 -3.53500000E-02 -3.88850000E-01
+ POINT 62 -1.76750000E-02 -7.07000000E-02 -4.06525000E-01
+ POINT 63 -1.76750000E-02 -7.07000000E-02 -4.24200000E-01
+ POINT 64 -1.76750000E-02 -5.30250000E-02 -4.06525000E-01
+ POINT 65 -1.76750000E-02 -5.30250000E-02 -4.24200000E-01
+ POINT 66 +0.00000000E+00 -7.07000000E-02 -4.06525000E-01
+ POINT 67 +0.00000000E+00 -5.30250000E-02 -4.06525000E-01
+ POINT 68 +0.00000000E+00 -7.07000000E-02 -4.24200000E-01
+ POINT 69 +0.00000000E+00 -5.30250000E-02 -4.24200000E-01
+ POINT 70 -1.76750000E-02 -3.53500000E-02 -4.06525000E-01
+ POINT 71 -1.76750000E-02 -3.53500000E-02 -4.24200000E-01
+ POINT 72 +0.00000000E+00 -3.53500000E-02 -4.06525000E-01
+ POINT 73 +0.00000000E+00 -3.53500000E-02 -4.24200000E-01
+ POINT 74 -7.07000000E-02 -1.76750000E-02 -4.24200000E-01
+ POINT 75 -7.07000000E-02 -1.76750000E-02 -4.06525000E-01
+ POINT 76 -5.30250000E-02 -1.76750000E-02 -4.06525000E-01
+ POINT 77 -5.30250000E-02 -1.76750000E-02 -4.24200000E-01
+ POINT 78 -7.07000000E-02 -1.76750000E-02 -3.88850000E-01
+ POINT 79 -5.30250000E-02 -1.76750000E-02 -3.88850000E-01
+ POINT 80 -3.53500000E-02 -1.76750000E-02 -3.88850000E-01
+ POINT 81 -3.53500000E-02 -1.76750000E-02 -4.06525000E-01
+ POINT 82 -3.53500000E-02 -1.76750000E-02 -4.24200000E-01
+ POINT 83 -7.07000000E-02 +0.00000000E+00 -4.24200000E-01
+ POINT 84 -7.07000000E-02 +0.00000000E+00 -4.06525000E-01
+ POINT 85 -5.30250000E-02 +0.00000000E+00 -4.06525000E-01
+ POINT 86 -5.30250000E-02 +0.00000000E+00 -4.24200000E-01
+ POINT 87 -7.07000000E-02 +0.00000000E+00 -3.88850000E-01
+ POINT 88 -5.30250000E-02 +0.00000000E+00 -3.88850000E-01
+ POINT 89 -3.53500000E-02 +0.00000000E+00 -3.88850000E-01
+ POINT 90 -3.53500000E-02 +0.00000000E+00 -4.06525000E-01
+ POINT 91 -3.53500000E-02 +0.00000000E+00 -4.24200000E-01
+ POINT 92 -3.53500000E-02 -1.76750000E-02 -3.71175000E-01
+ POINT 93 -7.07000000E-02 +0.00000000E+00 -3.53500000E-01
+ POINT 94 -3.53500000E-02 -1.76750000E-02 -3.53500000E-01
+ POINT 95 -3.53500000E-02 +0.00000000E+00 -3.53500000E-01
+ POINT 96 -3.53500000E-02 +0.00000000E+00 -3.71175000E-01
+ POINT 97 -1.76750000E-02 -1.76750000E-02 -3.71175000E-01
+ POINT 98 -1.76750000E-02 -1.76750000E-02 -3.88850000E-01
+ POINT 99 -1.76750000E-02 -1.76750000E-02 -3.53500000E-01
+ POINT 100 +0.00000000E+00 -1.76750000E-02 -3.53500000E-01
+ POINT 101 +0.00000000E+00 -1.76750000E-02 -3.71175000E-01
+ POINT 102 +0.00000000E+00 -1.76750000E-02 -3.88850000E-01
+ POINT 103 -1.76750000E-02 +0.00000000E+00 -3.71175000E-01
+ POINT 104 -1.76750000E-02 +0.00000000E+00 -3.88850000E-01
+ POINT 105 -1.76750000E-02 +0.00000000E+00 -3.53500000E-01
+ POINT 106 +0.00000000E+00 +0.00000000E+00 -3.53500000E-01
+ POINT 107 +0.00000000E+00 +0.00000000E+00 -3.71175000E-01
+ POINT 108 +0.00000000E+00 +0.00000000E+00 -3.88850000E-01
+ POINT 109 +0.00000000E+00 +0.00000000E+00 -4.06525000E-01
+ POINT 110 -1.76750000E-02 -1.76750000E-02 -4.06525000E-01
+ POINT 111 +0.00000000E+00 -1.76750000E-02 -4.24200000E-01
+ POINT 112 +0.00000000E+00 +0.00000000E+00 -4.24200000E-01
+ POINT 113 +0.00000000E+00 -1.76750000E-02 -4.06525000E-01
+ POINT 114 -7.07000000E-02 -7.07000000E-02 -3.18150000E-01
+ POINT 115 -3.53500000E-02 -7.07000000E-02 -3.18150000E-01
+ POINT 116 -7.07000000E-02 -3.53500000E-02 -3.18150000E-01
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+ POINT 118 -7.07000000E-02 -7.07000000E-02 -2.82800000E-01
+ POINT 119 -3.53500000E-02 -7.07000000E-02 -2.82800000E-01
+ POINT 120 -7.07000000E-02 -3.53500000E-02 -2.82800000E-01
+ POINT 121 -3.53500000E-02 -3.53500000E-02 -2.82800000E-01
+ POINT 122 +0.00000000E+00 -7.07000000E-02 -2.82800000E-01
+ POINT 123 +0.00000000E+00 -7.07000000E-02 -3.18150000E-01
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+ POINT 125 +0.00000000E+00 -3.53500000E-02 -3.18150000E-01
+ POINT 126 -7.07000000E-02 +0.00000000E+00 -3.18150000E-01
+ POINT 127 -3.53500000E-02 +0.00000000E+00 -3.18150000E-01
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+ POINT 130 +0.00000000E+00 +0.00000000E+00 -2.82800000E-01
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+ POINT 1012 +0.00000000E+00 -3.53500000E-02 +2.47450000E-01
+ POINT 1013 -7.07000000E-02 +0.00000000E+00 +2.47450000E-01
+ POINT 1014 -3.53500000E-02 +0.00000000E+00 +2.47450000E-01
+ POINT 1015 -7.07000000E-02 +0.00000000E+00 +2.82800000E-01
+ POINT 1016 -3.53500000E-02 +0.00000000E+00 +2.82800000E-01
+ POINT 1017 +0.00000000E+00 +0.00000000E+00 +2.82800000E-01
+ POINT 1018 +0.00000000E+00 +0.00000000E+00 +2.47450000E-01
+ POINT 1019 +3.53500000E-02 -7.07000000E-02 +2.47450000E-01
+ POINT 1020 +3.53500000E-02 -7.07000000E-02 +2.12100000E-01
+ POINT 1021 +3.53500000E-02 -3.53500000E-02 +2.47450000E-01
+ POINT 1022 +3.53500000E-02 -3.53500000E-02 +2.12100000E-01
+ POINT 1023 +3.53500000E-02 -7.07000000E-02 +2.82800000E-01
+ POINT 1024 +3.53500000E-02 -3.53500000E-02 +2.82800000E-01
+ POINT 1025 +7.07000000E-02 -7.07000000E-02 +2.82800000E-01
+ POINT 1026 +7.07000000E-02 -7.07000000E-02 +2.47450000E-01
+ POINT 1027 +7.07000000E-02 -3.53500000E-02 +2.82800000E-01
+ POINT 1028 +7.07000000E-02 -3.53500000E-02 +2.47450000E-01
+ POINT 1029 +7.07000000E-02 -7.07000000E-02 +2.12100000E-01
+ POINT 1030 +7.07000000E-02 -3.53500000E-02 +2.12100000E-01
+ POINT 1031 +3.53500000E-02 +0.00000000E+00 +2.47450000E-01
+ POINT 1032 +3.53500000E-02 +0.00000000E+00 +2.12100000E-01
+ POINT 1033 +3.53500000E-02 +0.00000000E+00 +2.82800000E-01
+ POINT 1034 +7.07000000E-02 +0.00000000E+00 +2.82800000E-01
+ POINT 1035 +7.07000000E-02 +0.00000000E+00 +2.47450000E-01
+ POINT 1036 +7.07000000E-02 +0.00000000E+00 +2.12100000E-01
+ POINT 1037 +3.53500000E-02 -7.07000000E-02 +1.76750000E-01
+ POINT 1038 +3.53500000E-02 -3.53500000E-02 +1.76750000E-01
+ POINT 1039 +7.07000000E-02 -7.07000000E-02 +1.76750000E-01
+ POINT 1040 +7.07000000E-02 -3.53500000E-02 +1.76750000E-01
+ POINT 1041 +3.53500000E-02 +0.00000000E+00 +1.76750000E-01
+ POINT 1042 +7.07000000E-02 +0.00000000E+00 +1.76750000E-01
+ POINT 1043 -7.07000000E-02 +3.53500000E-02 +1.76750000E-01
+ POINT 1044 -3.53500000E-02 +3.53500000E-02 +1.76750000E-01
+ POINT 1045 -7.07000000E-02 +3.53500000E-02 +2.12100000E-01
+ POINT 1046 -3.53500000E-02 +3.53500000E-02 +2.12100000E-01
+ POINT 1047 +0.00000000E+00 +3.53500000E-02 +2.12100000E-01
+ POINT 1048 +0.00000000E+00 +3.53500000E-02 +1.76750000E-01
+ POINT 1049 -7.07000000E-02 +7.07000000E-02 +1.76750000E-01
+ POINT 1050 -3.53500000E-02 +7.07000000E-02 +1.76750000E-01
+ POINT 1051 -7.07000000E-02 +7.07000000E-02 +2.12100000E-01
+ POINT 1052 -3.53500000E-02 +7.07000000E-02 +2.12100000E-01
+ POINT 1053 +0.00000000E+00 +7.07000000E-02 +2.12100000E-01
+ POINT 1054 +0.00000000E+00 +7.07000000E-02 +1.76750000E-01
+ POINT 1055 -7.07000000E-02 +3.53500000E-02 +2.47450000E-01
+ POINT 1056 -3.53500000E-02 +3.53500000E-02 +2.47450000E-01
+ POINT 1057 -7.07000000E-02 +3.53500000E-02 +2.82800000E-01
+ POINT 1058 -3.53500000E-02 +3.53500000E-02 +2.82800000E-01
+ POINT 1059 +0.00000000E+00 +3.53500000E-02 +2.82800000E-01
+ POINT 1060 +0.00000000E+00 +3.53500000E-02 +2.47450000E-01
+ POINT 1061 -7.07000000E-02 +7.07000000E-02 +2.47450000E-01
+ POINT 1062 -3.53500000E-02 +7.07000000E-02 +2.47450000E-01
+ POINT 1063 -7.07000000E-02 +7.07000000E-02 +2.82800000E-01
+ POINT 1064 -3.53500000E-02 +7.07000000E-02 +2.82800000E-01
+ POINT 1065 +0.00000000E+00 +7.07000000E-02 +2.82800000E-01
+ POINT 1066 +0.00000000E+00 +7.07000000E-02 +2.47450000E-01
+ POINT 1067 +3.53500000E-02 +3.53500000E-02 +2.47450000E-01
+ POINT 1068 +3.53500000E-02 +3.53500000E-02 +2.12100000E-01
+ POINT 1069 +3.53500000E-02 +3.53500000E-02 +2.82800000E-01
+ POINT 1070 +7.07000000E-02 +3.53500000E-02 +2.82800000E-01
+ POINT 1071 +7.07000000E-02 +3.53500000E-02 +2.47450000E-01
+ POINT 1072 +7.07000000E-02 +3.53500000E-02 +2.12100000E-01
+ POINT 1073 +3.53500000E-02 +7.07000000E-02 +2.47450000E-01
+ POINT 1074 +3.53500000E-02 +7.07000000E-02 +2.12100000E-01
+ POINT 1075 +3.53500000E-02 +7.07000000E-02 +2.82800000E-01
+ POINT 1076 +7.07000000E-02 +7.07000000E-02 +2.82800000E-01
+ POINT 1077 +7.07000000E-02 +7.07000000E-02 +2.47450000E-01
+ POINT 1078 +7.07000000E-02 +7.07000000E-02 +2.12100000E-01
+ POINT 1079 +3.53500000E-02 +3.53500000E-02 +1.76750000E-01
+ POINT 1080 +7.07000000E-02 +3.53500000E-02 +1.76750000E-01
+ POINT 1081 +3.53500000E-02 +7.07000000E-02 +1.76750000E-01
+ POINT 1082 +7.07000000E-02 +7.07000000E-02 +1.76750000E-01
+ POINT 1083 -7.07000000E-02 -7.07000000E-02 +3.18150000E-01
+ POINT 1084 -3.53500000E-02 -7.07000000E-02 +3.18150000E-01
+ POINT 1085 -7.07000000E-02 -3.53500000E-02 +3.18150000E-01
+ POINT 1086 -3.53500000E-02 -3.53500000E-02 +3.18150000E-01
+ POINT 1087 -7.07000000E-02 -7.07000000E-02 +3.53500000E-01
+ POINT 1088 -3.53500000E-02 -7.07000000E-02 +3.53500000E-01
+ POINT 1089 -7.07000000E-02 -3.53500000E-02 +3.53500000E-01
+ POINT 1090 -3.53500000E-02 -3.53500000E-02 +3.53500000E-01
+ POINT 1091 +0.00000000E+00 -7.07000000E-02 +3.53500000E-01
+ POINT 1092 +0.00000000E+00 -7.07000000E-02 +3.18150000E-01
+ POINT 1093 +0.00000000E+00 -3.53500000E-02 +3.53500000E-01
+ POINT 1094 +0.00000000E+00 -3.53500000E-02 +3.18150000E-01
+ POINT 1095 -7.07000000E-02 +0.00000000E+00 +3.18150000E-01
+ POINT 1096 -3.53500000E-02 +0.00000000E+00 +3.18150000E-01
+ POINT 1097 -7.07000000E-02 +0.00000000E+00 +3.53500000E-01
+ POINT 1098 -3.53500000E-02 +0.00000000E+00 +3.53500000E-01
+ POINT 1099 +0.00000000E+00 +0.00000000E+00 +3.53500000E-01
+ POINT 1100 +0.00000000E+00 +0.00000000E+00 +3.18150000E-01
+ POINT 1101 -7.07000000E-02 -7.07000000E-02 +3.88850000E-01
+ POINT 1102 -3.53500000E-02 -7.07000000E-02 +3.88850000E-01
+ POINT 1103 -7.07000000E-02 -3.53500000E-02 +3.88850000E-01
+ POINT 1104 -3.53500000E-02 -3.53500000E-02 +3.88850000E-01
+ POINT 1105 -7.07000000E-02 -7.07000000E-02 +4.24200000E-01
+ POINT 1106 -3.53500000E-02 -7.07000000E-02 +4.24200000E-01
+ POINT 1107 -7.07000000E-02 -3.53500000E-02 +4.24200000E-01
+ POINT 1108 -3.53500000E-02 -3.53500000E-02 +4.24200000E-01
+ POINT 1109 +0.00000000E+00 -7.07000000E-02 +4.24200000E-01
+ POINT 1110 +0.00000000E+00 -7.07000000E-02 +3.88850000E-01
+ POINT 1111 +0.00000000E+00 -3.53500000E-02 +4.24200000E-01
+ POINT 1112 +0.00000000E+00 -3.53500000E-02 +3.88850000E-01
+ POINT 1113 -7.07000000E-02 +0.00000000E+00 +3.88850000E-01
+ POINT 1114 -3.53500000E-02 +0.00000000E+00 +3.88850000E-01
+ POINT 1115 -7.07000000E-02 +0.00000000E+00 +4.24200000E-01
+ POINT 1116 -3.53500000E-02 +0.00000000E+00 +4.24200000E-01
+ POINT 1117 +0.00000000E+00 +0.00000000E+00 +4.24200000E-01
+ POINT 1118 +0.00000000E+00 +0.00000000E+00 +3.88850000E-01
+ POINT 1119 +3.53500000E-02 -7.07000000E-02 +3.88850000E-01
+ POINT 1120 +3.53500000E-02 -7.07000000E-02 +3.53500000E-01
+ POINT 1121 +3.53500000E-02 -3.53500000E-02 +3.88850000E-01
+ POINT 1122 +3.53500000E-02 -3.53500000E-02 +3.53500000E-01
+ POINT 1123 +3.53500000E-02 -7.07000000E-02 +4.24200000E-01
+ POINT 1124 +3.53500000E-02 -3.53500000E-02 +4.24200000E-01
+ POINT 1125 +7.07000000E-02 -7.07000000E-02 +4.24200000E-01
+ POINT 1126 +7.07000000E-02 -7.07000000E-02 +3.88850000E-01
+ POINT 1127 +7.07000000E-02 -3.53500000E-02 +4.24200000E-01
+ POINT 1128 +7.07000000E-02 -3.53500000E-02 +3.88850000E-01
+ POINT 1129 +7.07000000E-02 -7.07000000E-02 +3.53500000E-01
+ POINT 1130 +7.07000000E-02 -3.53500000E-02 +3.53500000E-01
+ POINT 1131 +3.53500000E-02 +0.00000000E+00 +3.88850000E-01
+ POINT 1132 +3.53500000E-02 +0.00000000E+00 +3.53500000E-01
+ POINT 1133 +3.53500000E-02 +0.00000000E+00 +4.24200000E-01
+ POINT 1134 +7.07000000E-02 +0.00000000E+00 +4.24200000E-01
+ POINT 1135 +7.07000000E-02 +0.00000000E+00 +3.88850000E-01
+ POINT 1136 +7.07000000E-02 +0.00000000E+00 +3.53500000E-01
+ POINT 1137 +3.53500000E-02 -7.07000000E-02 +3.18150000E-01
+ POINT 1138 +3.53500000E-02 -3.53500000E-02 +3.18150000E-01
+ POINT 1139 +7.07000000E-02 -7.07000000E-02 +3.18150000E-01
+ POINT 1140 +7.07000000E-02 -3.53500000E-02 +3.18150000E-01
+ POINT 1141 +3.53500000E-02 +0.00000000E+00 +3.18150000E-01
+ POINT 1142 +7.07000000E-02 +0.00000000E+00 +3.18150000E-01
+ POINT 1143 -7.07000000E-02 +3.53500000E-02 +3.18150000E-01
+ POINT 1144 -3.53500000E-02 +3.53500000E-02 +3.18150000E-01
+ POINT 1145 -7.07000000E-02 +3.53500000E-02 +3.53500000E-01
+ POINT 1146 -3.53500000E-02 +3.53500000E-02 +3.53500000E-01
+ POINT 1147 +0.00000000E+00 +3.53500000E-02 +3.53500000E-01
+ POINT 1148 +0.00000000E+00 +3.53500000E-02 +3.18150000E-01
+ POINT 1149 -7.07000000E-02 +7.07000000E-02 +3.18150000E-01
+ POINT 1150 -3.53500000E-02 +7.07000000E-02 +3.18150000E-01
+ POINT 1151 -7.07000000E-02 +7.07000000E-02 +3.53500000E-01
+ POINT 1152 -3.53500000E-02 +7.07000000E-02 +3.53500000E-01
+ POINT 1153 +0.00000000E+00 +7.07000000E-02 +3.53500000E-01
+ POINT 1154 +0.00000000E+00 +7.07000000E-02 +3.18150000E-01
+ POINT 1155 -7.07000000E-02 +3.53500000E-02 +3.88850000E-01
+ POINT 1156 -3.53500000E-02 +3.53500000E-02 +3.88850000E-01
+ POINT 1157 -7.07000000E-02 +3.53500000E-02 +4.24200000E-01
+ POINT 1158 -3.53500000E-02 +3.53500000E-02 +4.24200000E-01
+ POINT 1159 +0.00000000E+00 +3.53500000E-02 +4.24200000E-01
+ POINT 1160 +0.00000000E+00 +3.53500000E-02 +3.88850000E-01
+ POINT 1161 -7.07000000E-02 +7.07000000E-02 +3.88850000E-01
+ POINT 1162 -3.53500000E-02 +7.07000000E-02 +3.88850000E-01
+ POINT 1163 -7.07000000E-02 +7.07000000E-02 +4.24200000E-01
+ POINT 1164 -3.53500000E-02 +7.07000000E-02 +4.24200000E-01
+ POINT 1165 +0.00000000E+00 +7.07000000E-02 +4.24200000E-01
+ POINT 1166 +0.00000000E+00 +7.07000000E-02 +3.88850000E-01
+ POINT 1167 +3.53500000E-02 +3.53500000E-02 +3.88850000E-01
+ POINT 1168 +3.53500000E-02 +3.53500000E-02 +3.53500000E-01
+ POINT 1169 +3.53500000E-02 +3.53500000E-02 +4.24200000E-01
+ POINT 1170 +7.07000000E-02 +3.53500000E-02 +4.24200000E-01
+ POINT 1171 +7.07000000E-02 +3.53500000E-02 +3.88850000E-01
+ POINT 1172 +7.07000000E-02 +3.53500000E-02 +3.53500000E-01
+ POINT 1173 +3.53500000E-02 +7.07000000E-02 +3.88850000E-01
+ POINT 1174 +3.53500000E-02 +7.07000000E-02 +3.53500000E-01
+ POINT 1175 +3.53500000E-02 +7.07000000E-02 +4.24200000E-01
+ POINT 1176 +7.07000000E-02 +7.07000000E-02 +4.24200000E-01
+ POINT 1177 +7.07000000E-02 +7.07000000E-02 +3.88850000E-01
+ POINT 1178 +7.07000000E-02 +7.07000000E-02 +3.53500000E-01
+ POINT 1179 +3.53500000E-02 +3.53500000E-02 +3.18150000E-01
+ POINT 1180 +7.07000000E-02 +3.53500000E-02 +3.18150000E-01
+ POINT 1181 +3.53500000E-02 +7.07000000E-02 +3.18150000E-01
+ POINT 1182 +7.07000000E-02 +7.07000000E-02 +3.18150000E-01
+
+END POINTS LIST
+
+
+
+BEGIN MESH STRUCTURE DESCRIPTION
+
+CONVEX 0 'GT_QK(3,1)' 0 3 4 7 1 2 5 6
+CONVEX 1 'GT_QK(3,1)' 1 2 5 6 8 9 10 11
+CONVEX 2 'GT_QK(3,1)' 2 13 6 15 9 12 11 14
+CONVEX 3 'GT_QK(3,1)' 3 16 7 17 2 13 6 15
+CONVEX 4 'GT_QK(3,1)' 4 7 18 21 5 6 19 20
+CONVEX 5 'GT_QK(3,1)' 5 6 19 20 10 11 22 23
+CONVEX 6 'GT_QK(3,1)' 6 15 20 25 11 14 23 24
+CONVEX 7 'GT_QK(3,1)' 7 17 21 26 6 15 20 25
+CONVEX 8 'GT_PK(3,1)' 27 23 11 28
+CONVEX 9 'GT_PK(3,1)' 29 9 11 30
+CONVEX 10 'GT_PK(3,1)' 29 11 14 28
+CONVEX 11 'GT_PK(3,1)' 30 10 11 27
+CONVEX 12 'GT_PYRAMID(1)' 22 10 23 11 27
+CONVEX 13 'GT_PYRAMID(1)' 10 8 11 9 30
+CONVEX 14 'GT_PYRAMID(1)' 9 12 11 14 29
+CONVEX 15 'GT_PYRAMID(1)' 23 11 24 14 28
+CONVEX 16 'GT_PYRAMID(1)' 27 28 30 29 11
+CONVEX 17 'GT_PYRAMID(1)' 31 32 24 28 14
+CONVEX 18 'GT_PYRAMID(1)' 32 33 28 29 14
+CONVEX 19 'GT_PYRAMID(1)' 33 34 29 12 14
+CONVEX 20 'GT_PYRAMID(1)' 31 34 32 33 14
+CONVEX 21 'GT_PK(3,1)' 34 14 15 31
+CONVEX 22 'GT_PK(3,1)' 35 17 15 36
+CONVEX 23 'GT_PK(3,1)' 35 15 25 31
+CONVEX 24 'GT_PK(3,1)' 36 13 15 34
+CONVEX 25 'GT_PYRAMID(1)' 12 13 14 15 34
+CONVEX 26 'GT_PYRAMID(1)' 13 16 15 17 36
+CONVEX 27 'GT_PYRAMID(1)' 17 26 15 25 35
+CONVEX 28 'GT_PYRAMID(1)' 14 15 24 25 31
+CONVEX 29 'GT_PYRAMID(1)' 34 31 36 35 15
+CONVEX 30 'GT_PK(3,1)' 37 19 20 38
+CONVEX 31 'GT_PK(3,1)' 39 25 20 40
+CONVEX 32 'GT_PK(3,1)' 39 20 21 38
+CONVEX 33 'GT_PK(3,1)' 40 23 20 37
+CONVEX 34 'GT_PYRAMID(1)' 22 23 19 20 37
+CONVEX 35 'GT_PYRAMID(1)' 23 24 20 25 40
+CONVEX 36 'GT_PYRAMID(1)' 25 26 20 21 39
+CONVEX 37 'GT_PYRAMID(1)' 19 20 18 21 38
+CONVEX 38 'GT_PYRAMID(1)' 37 38 40 39 20
+CONVEX 39 'GT_PYRAMID(1)' 37 41 22 27 23
+CONVEX 40 'GT_PYRAMID(1)' 41 42 27 28 23
+CONVEX 41 'GT_PYRAMID(1)' 42 40 28 24 23
+CONVEX 42 'GT_PYRAMID(1)' 37 40 41 42 23
+CONVEX 43 'GT_QK(3,1)' 24 31 40 44 28 32 42 43
+CONVEX 44 'GT_PYRAMID(1)' 40 44 24 31 25
+CONVEX 45 'GT_PYRAMID(1)' 44 45 31 35 25
+CONVEX 46 'GT_PYRAMID(1)' 45 39 35 26 25
+CONVEX 47 'GT_PYRAMID(1)' 40 39 44 45 25
+CONVEX 48 'GT_PK(3,1)' 46 47 29 28
+CONVEX 49 'GT_PK(3,1)' 47 48 27 28
+CONVEX 50 'GT_PK(3,1)' 46 49 28 32
+CONVEX 51 'GT_PK(3,1)' 46 49 50 28
+CONVEX 52 'GT_PK(3,1)' 48 49 42 28
+CONVEX 53 'GT_PK(3,1)' 50 49 48 28
+CONVEX 54 'GT_PYRAMID(1)' 27 30 28 29 47
+CONVEX 55 'GT_PYRAMID(1)' 32 28 33 29 46
+CONVEX 56 'GT_PYRAMID(1)' 27 28 41 42 48
+CONVEX 57 'GT_PYRAMID(1)' 43 42 32 28 49
+CONVEX 58 'GT_PYRAMID(1)' 50 46 48 47 28
+CONVEX 59 'GT_PK(3,1)' 51 46 52 53
+CONVEX 60 'GT_PK(3,1)' 46 51 54 55
+CONVEX 61 'GT_PK(3,1)' 51 46 54 52
+CONVEX 62 'GT_PYRAMID(1)' 56 54 57 55 51
+CONVEX 63 'GT_PYRAMID(1)' 54 32 55 33 46
+CONVEX 64 'GT_PYRAMID(1)' 53 52 59 58 51
+CONVEX 65 'GT_PYRAMID(1)' 53 50 52 49 46
+CONVEX 66 'GT_PYRAMID(1)' 56 58 54 52 51
+CONVEX 67 'GT_PYRAMID(1)' 54 52 32 49 46
+CONVEX 68 'GT_PRISM(3,1)' 60 52 54 61 58 56
+CONVEX 69 'GT_PRISM(3,1)' 32 43 49 54 60 52
+CONVEX 70 'GT_QK(3,1)' 36 63 35 65 34 62 31 64
+CONVEX 71 'GT_QK(3,1)' 34 62 31 64 33 55 32 54
+CONVEX 72 'GT_QK(3,1)' 62 66 64 67 55 57 54 56
+CONVEX 73 'GT_QK(3,1)' 63 68 65 69 62 66 64 67
+CONVEX 74 'GT_QK(3,1)' 35 65 45 71 31 64 44 70
+CONVEX 75 'GT_QK(3,1)' 31 64 44 70 32 54 43 60
+CONVEX 76 'GT_QK(3,1)' 64 67 70 72 54 56 60 61
+CONVEX 77 'GT_QK(3,1)' 65 69 71 73 64 67 70 72
+CONVEX 78 'GT_QK(3,1)' 38 39 74 77 37 40 75 76
+CONVEX 79 'GT_QK(3,1)' 37 40 75 76 41 42 78 79
+CONVEX 80 'GT_QK(3,1)' 40 44 76 81 42 43 79 80
+CONVEX 81 'GT_QK(3,1)' 39 45 77 82 40 44 76 81
+CONVEX 82 'GT_QK(3,1)' 74 77 83 86 75 76 84 85
+CONVEX 83 'GT_QK(3,1)' 75 76 84 85 78 79 87 88
+CONVEX 84 'GT_QK(3,1)' 76 81 85 90 79 80 88 89
+CONVEX 85 'GT_QK(3,1)' 77 82 86 91 76 81 85 90
+CONVEX 86 'GT_PK(3,1)' 48 93 92 94
+CONVEX 87 'GT_PK(3,1)' 93 48 79 78
+CONVEX 88 'GT_PK(3,1)' 48 93 79 92
+CONVEX 89 'GT_PYRAMID(1)' 42 79 41 78 48
+CONVEX 90 'GT_PYRAMID(1)' 79 88 78 87 93
+CONVEX 91 'GT_PYRAMID(1)' 94 92 50 49 48
+CONVEX 92 'GT_PYRAMID(1)' 94 95 92 96 93
+CONVEX 93 'GT_PYRAMID(1)' 42 49 79 92 48
+CONVEX 94 'GT_PYRAMID(1)' 79 92 88 96 93
+CONVEX 95 'GT_PRISM(3,1)' 80 92 79 43 49 42
+CONVEX 96 'GT_PRISM(3,1)' 88 89 96 79 80 92
+CONVEX 97 'GT_QK(3,1)' 43 60 80 98 49 52 92 97
+CONVEX 98 'GT_QK(3,1)' 49 52 92 97 50 53 94 99
+CONVEX 99 'GT_QK(3,1)' 52 58 97 101 53 59 99 100
+CONVEX 100 'GT_QK(3,1)' 60 61 98 102 52 58 97 101
+CONVEX 101 'GT_QK(3,1)' 80 98 89 104 92 97 96 103
+CONVEX 102 'GT_QK(3,1)' 92 97 96 103 94 99 95 105
+CONVEX 103 'GT_QK(3,1)' 97 101 103 107 99 100 105 106
+CONVEX 104 'GT_QK(3,1)' 98 102 104 108 97 101 103 107
+CONVEX 105 'GT_PK(3,1)' 109 90 104 110
+CONVEX 106 'GT_PK(3,1)' 104 90 89 110
+CONVEX 107 'GT_PK(3,1)' 108 109 104 110
+CONVEX 108 'GT_PK(3,1)' 111 71 82 110
+CONVEX 109 'GT_PK(3,1)' 71 45 82 110
+CONVEX 110 'GT_PK(3,1)' 73 71 111 110
+CONVEX 111 'GT_PYRAMID(1)' 109 90 112 91 110
+CONVEX 112 'GT_PYRAMID(1)' 112 91 111 82 110
+CONVEX 113 'GT_PYRAMID(1)' 90 81 91 82 110
+CONVEX 114 'GT_PYRAMID(1)' 89 80 90 81 110
+CONVEX 115 'GT_PYRAMID(1)' 104 98 89 80 110
+CONVEX 116 'GT_PYRAMID(1)' 102 98 108 104 110
+CONVEX 117 'GT_PYRAMID(1)' 108 109 102 113 110
+CONVEX 118 'GT_PYRAMID(1)' 112 111 109 113 110
+CONVEX 119 'GT_PYRAMID(1)' 81 44 82 45 110
+CONVEX 120 'GT_PYRAMID(1)' 71 45 70 44 110
+CONVEX 121 'GT_PYRAMID(1)' 80 43 81 44 110
+CONVEX 122 'GT_PYRAMID(1)' 43 60 44 70 110
+CONVEX 123 'GT_PYRAMID(1)' 60 43 98 80 110
+CONVEX 124 'GT_PYRAMID(1)' 70 72 71 73 110
+CONVEX 125 'GT_PYRAMID(1)' 72 113 73 111 110
+CONVEX 126 'GT_PYRAMID(1)' 60 61 70 72 110
+CONVEX 127 'GT_PYRAMID(1)' 72 61 113 102 110
+CONVEX 128 'GT_PYRAMID(1)' 102 61 98 60 110
+CONVEX 129 'GT_QK(3,1)' 47 46 48 50 114 115 116 117
+CONVEX 130 'GT_QK(3,1)' 114 115 116 117 118 119 120 121
+CONVEX 131 'GT_QK(3,1)' 115 123 117 125 119 122 121 124
+CONVEX 132 'GT_PYRAMID(1)' 51 123 59 125 53
+CONVEX 133 'GT_PYRAMID(1)' 123 115 125 117 53
+CONVEX 134 'GT_PYRAMID(1)' 115 46 117 50 53
+CONVEX 135 'GT_PYRAMID(1)' 51 46 123 115 53
+CONVEX 136 'GT_PYRAMID(1)' 48 116 50 117 94
+CONVEX 137 'GT_PYRAMID(1)' 116 126 117 127 94
+CONVEX 138 'GT_PYRAMID(1)' 126 93 127 95 94
+CONVEX 139 'GT_PYRAMID(1)' 48 93 116 126 94
+CONVEX 140 'GT_QK(3,1)' 116 117 126 127 120 121 128 129
+CONVEX 141 'GT_QK(3,1)' 117 125 127 131 121 124 129 130
+CONVEX 142 'GT_PK(3,1)' 127 105 99 131
+CONVEX 143 'GT_PK(3,1)' 125 53 99 117
+CONVEX 144 'GT_PK(3,1)' 125 99 100 131
+CONVEX 145 'GT_PK(3,1)' 117 94 99 127
+CONVEX 146 'GT_PYRAMID(1)' 95 94 105 99 127
+CONVEX 147 'GT_PYRAMID(1)' 94 50 99 53 117
+CONVEX 148 'GT_PYRAMID(1)' 53 59 99 100 125
+CONVEX 149 'GT_PYRAMID(1)' 105 99 106 100 131
+CONVEX 150 'GT_PYRAMID(1)' 127 131 117 125 99
+CONVEX 151 'GT_QK(3,1)' 51 133 59 135 123 132 125 134
+CONVEX 152 'GT_QK(3,1)' 123 132 125 134 122 136 124 137
+CONVEX 153 'GT_QK(3,1)' 132 139 134 141 136 138 137 140
+CONVEX 154 'GT_QK(3,1)' 133 142 135 143 132 139 134 141
+CONVEX 155 'GT_PYRAMID(1)' 144 145 106 131 100
+CONVEX 156 'GT_PYRAMID(1)' 145 134 131 125 100
+CONVEX 157 'GT_PYRAMID(1)' 134 135 125 59 100
+CONVEX 158 'GT_PYRAMID(1)' 144 135 145 134 100
+CONVEX 159 'GT_QK(3,1)' 125 134 131 145 124 137 130 146
+CONVEX 160 'GT_QK(3,1)' 134 141 145 148 137 140 146 147
+CONVEX 161 'GT_QK(3,1)' 135 143 144 149 134 141 145 148
+CONVEX 162 'GT_QK(3,1)' 68 151 69 153 66 150 67 152
+CONVEX 163 'GT_QK(3,1)' 66 150 67 152 57 154 56 155
+CONVEX 164 'GT_QK(3,1)' 150 157 152 159 154 156 155 158
+CONVEX 165 'GT_QK(3,1)' 151 160 153 161 150 157 152 159
+CONVEX 166 'GT_QK(3,1)' 69 153 73 163 67 152 72 162
+CONVEX 167 'GT_QK(3,1)' 67 152 72 162 56 155 61 164
+CONVEX 168 'GT_QK(3,1)' 152 159 162 166 155 158 164 165
+CONVEX 169 'GT_QK(3,1)' 153 161 163 167 152 159 162 166
+CONVEX 170 'GT_PK(3,1)' 135 133 158 155
+CONVEX 171 'GT_PK(3,1)' 133 51 154 155
+CONVEX 172 'GT_PK(3,1)' 135 58 155 164
+CONVEX 173 'GT_PK(3,1)' 135 58 59 155
+CONVEX 174 'GT_PK(3,1)' 51 58 56 155
+CONVEX 175 'GT_PK(3,1)' 59 58 51 155
+CONVEX 176 'GT_PYRAMID(1)' 154 156 155 158 133
+CONVEX 177 'GT_PYRAMID(1)' 164 155 165 158 135
+CONVEX 178 'GT_PYRAMID(1)' 154 155 57 56 51
+CONVEX 179 'GT_PYRAMID(1)' 61 56 164 155 58
+CONVEX 180 'GT_PYRAMID(1)' 59 135 51 133 155
+CONVEX 181 'GT_PK(3,1)' 135 169 168 143
+CONVEX 182 'GT_PK(3,1)' 142 170 168 133
+CONVEX 183 'GT_PK(3,1)' 142 168 171 143
+CONVEX 184 'GT_PK(3,1)' 133 158 168 135
+CONVEX 185 'GT_PYRAMID(1)' 165 158 169 168 135
+CONVEX 186 'GT_PYRAMID(1)' 158 156 168 170 133
+CONVEX 187 'GT_PYRAMID(1)' 170 172 168 171 142
+CONVEX 188 'GT_PYRAMID(1)' 169 168 173 171 143
+CONVEX 189 'GT_PYRAMID(1)' 135 143 133 142 168
+CONVEX 190 'GT_QK(3,1)' 160 175 161 177 157 174 159 176
+CONVEX 191 'GT_QK(3,1)' 157 174 159 176 156 170 158 168
+CONVEX 192 'GT_QK(3,1)' 174 178 176 179 170 172 168 171
+CONVEX 193 'GT_QK(3,1)' 175 180 177 181 174 178 176 179
+CONVEX 194 'GT_QK(3,1)' 161 177 167 183 159 176 166 182
+CONVEX 195 'GT_QK(3,1)' 159 176 166 182 158 168 165 169
+CONVEX 196 'GT_QK(3,1)' 176 179 182 184 168 171 169 173
+CONVEX 197 'GT_QK(3,1)' 177 181 183 185 176 179 182 184
+CONVEX 198 'GT_QK(3,1)' 73 163 111 187 72 162 113 186
+CONVEX 199 'GT_QK(3,1)' 72 162 113 186 61 164 102 188
+CONVEX 200 'GT_QK(3,1)' 162 166 186 190 164 165 188 189
+CONVEX 201 'GT_QK(3,1)' 163 167 187 191 162 166 186 190
+CONVEX 202 'GT_QK(3,1)' 111 187 112 193 113 186 109 192
+CONVEX 203 'GT_QK(3,1)' 113 186 109 192 102 188 108 194
+CONVEX 204 'GT_QK(3,1)' 186 190 192 196 188 189 194 195
+CONVEX 205 'GT_QK(3,1)' 187 191 193 197 186 190 192 196
+CONVEX 206 'GT_PK(3,1)' 144 135 101 100
+CONVEX 207 'GT_PK(3,1)' 135 144 188 189
+CONVEX 208 'GT_PK(3,1)' 144 135 188 101
+CONVEX 209 'GT_PYRAMID(1)' 194 188 195 189 144
+CONVEX 210 'GT_PYRAMID(1)' 188 164 189 165 135
+CONVEX 211 'GT_PYRAMID(1)' 100 101 106 107 144
+CONVEX 212 'GT_PYRAMID(1)' 100 59 101 58 135
+CONVEX 213 'GT_PYRAMID(1)' 194 107 188 101 144
+CONVEX 214 'GT_PYRAMID(1)' 188 101 164 58 135
+CONVEX 215 'GT_PRISM(3,1)' 102 101 188 108 107 194
+CONVEX 216 'GT_PRISM(3,1)' 164 61 58 188 102 101
+CONVEX 217 'GT_PK(3,1)' 144 199 198 149
+CONVEX 218 'GT_PK(3,1)' 143 169 198 135
+CONVEX 219 'GT_PK(3,1)' 143 198 200 149
+CONVEX 220 'GT_PK(3,1)' 135 189 198 144
+CONVEX 221 'GT_PYRAMID(1)' 195 189 199 198 144
+CONVEX 222 'GT_PYRAMID(1)' 189 165 198 169 135
+CONVEX 223 'GT_PYRAMID(1)' 169 173 198 200 143
+CONVEX 224 'GT_PYRAMID(1)' 199 198 201 200 149
+CONVEX 225 'GT_PYRAMID(1)' 144 149 135 143 198
+CONVEX 226 'GT_QK(3,1)' 167 183 191 203 166 182 190 202
+CONVEX 227 'GT_QK(3,1)' 166 182 190 202 165 169 189 198
+CONVEX 228 'GT_QK(3,1)' 182 184 202 204 169 173 198 200
+CONVEX 229 'GT_QK(3,1)' 183 185 203 205 182 184 202 204
+CONVEX 230 'GT_QK(3,1)' 191 203 197 207 190 202 196 206
+CONVEX 231 'GT_QK(3,1)' 190 202 196 206 189 198 195 199
+CONVEX 232 'GT_QK(3,1)' 202 204 206 208 198 200 199 201
+CONVEX 233 'GT_QK(3,1)' 203 205 207 209 202 204 206 208
+CONVEX 234 'GT_QK(3,1)' 83 86 210 213 84 85 211 212
+CONVEX 235 'GT_QK(3,1)' 84 85 211 212 87 88 214 215
+CONVEX 236 'GT_QK(3,1)' 85 90 212 217 88 89 215 216
+CONVEX 237 'GT_QK(3,1)' 86 91 213 218 85 90 212 217
+CONVEX 238 'GT_QK(3,1)' 210 213 219 222 211 212 220 221
+CONVEX 239 'GT_QK(3,1)' 211 212 220 221 214 215 223 224
+CONVEX 240 'GT_QK(3,1)' 212 217 221 226 215 216 224 225
+CONVEX 241 'GT_QK(3,1)' 213 218 222 227 212 217 221 226
+CONVEX 242 'GT_PK(3,1)' 93 229 228 230
+CONVEX 243 'GT_PK(3,1)' 229 93 215 214
+CONVEX 244 'GT_PK(3,1)' 93 229 215 228
+CONVEX 245 'GT_PYRAMID(1)' 88 215 87 214 93
+CONVEX 246 'GT_PYRAMID(1)' 215 224 214 223 229
+CONVEX 247 'GT_PYRAMID(1)' 230 228 95 96 93
+CONVEX 248 'GT_PYRAMID(1)' 230 231 228 232 229
+CONVEX 249 'GT_PYRAMID(1)' 88 96 215 228 93
+CONVEX 250 'GT_PYRAMID(1)' 215 228 224 232 229
+CONVEX 251 'GT_PRISM(3,1)' 216 228 215 89 96 88
+CONVEX 252 'GT_PRISM(3,1)' 224 225 232 215 216 228
+CONVEX 253 'GT_QK(3,1)' 89 104 216 234 96 103 228 233
+CONVEX 254 'GT_QK(3,1)' 96 103 228 233 95 105 230 235
+CONVEX 255 'GT_QK(3,1)' 103 107 233 237 105 106 235 236
+CONVEX 256 'GT_QK(3,1)' 104 108 234 238 103 107 233 237
+CONVEX 257 'GT_QK(3,1)' 216 234 225 240 228 233 232 239
+CONVEX 258 'GT_QK(3,1)' 228 233 232 239 230 235 231 241
+CONVEX 259 'GT_QK(3,1)' 233 237 239 243 235 236 241 242
+CONVEX 260 'GT_QK(3,1)' 234 238 240 244 233 237 239 243
+CONVEX 261 'GT_PYRAMID(1)' 244 240 246 245 247
+CONVEX 262 'GT_PYRAMID(1)' 238 234 244 240 247
+CONVEX 263 'GT_PK(3,1)' 246 244 238 247
+CONVEX 264 'GT_PYRAMID(1)' 108 104 238 234 109
+CONVEX 265 'GT_PK(3,1)' 247 238 109 234
+CONVEX 266 'GT_PK(3,1)' 238 109 246 247
+CONVEX 267 'GT_PK(3,1)' 247 104 234 109
+CONVEX 268 'GT_PYRAMID(1)' 89 216 104 234 247
+CONVEX 269 'GT_PYRAMID(1)' 90 217 89 216 247
+CONVEX 270 'GT_PK(3,1)' 90 104 89 247
+CONVEX 271 'GT_PK(3,1)' 104 90 109 247
+CONVEX 272 'GT_PYRAMID(1)' 226 245 225 240 247
+CONVEX 273 'GT_PYRAMID(1)' 225 240 216 234 247
+CONVEX 274 'GT_PYRAMID(1)' 225 216 226 217 247
+CONVEX 275 'GT_PYRAMID(1)' 112 91 109 90 247
+CONVEX 276 'GT_PYRAMID(1)' 91 218 90 217 247
+CONVEX 277 'GT_PK(3,1)' 218 112 91 247
+CONVEX 278 'GT_PYRAMID(1)' 227 226 218 217 247
+CONVEX 279 'GT_PK(3,1)' 218 227 248 247
+CONVEX 280 'GT_PYRAMID(1)' 248 245 227 226 247
+CONVEX 281 'GT_PK(3,1)' 248 112 218 247
+CONVEX 282 'GT_PYRAMID(1)' 249 246 248 245 247
+CONVEX 283 'GT_PK(3,1)' 248 249 112 247
+CONVEX 284 'GT_PYRAMID(1)' 249 112 246 109 247
+CONVEX 285 'GT_QK(3,1)' 219 222 250 253 220 221 251 252
+CONVEX 286 'GT_QK(3,1)' 220 221 251 252 223 224 254 255
+CONVEX 287 'GT_QK(3,1)' 221 226 252 257 224 225 255 256
+CONVEX 288 'GT_QK(3,1)' 222 227 253 258 221 226 252 257
+CONVEX 289 'GT_QK(3,1)' 250 253 259 262 251 252 260 261
+CONVEX 290 'GT_QK(3,1)' 251 252 260 261 254 255 263 264
+CONVEX 291 'GT_QK(3,1)' 252 257 261 266 255 256 264 265
+CONVEX 292 'GT_QK(3,1)' 253 258 262 267 252 257 261 266
+CONVEX 293 'GT_PK(3,1)' 229 268 254 255
+CONVEX 294 'GT_PK(3,1)' 268 269 264 255
+CONVEX 295 'GT_PK(3,1)' 229 232 255 224
+CONVEX 296 'GT_PK(3,1)' 229 232 231 255
+CONVEX 297 'GT_PK(3,1)' 269 232 256 255
+CONVEX 298 'GT_PK(3,1)' 231 232 269 255
+CONVEX 299 'GT_PYRAMID(1)' 264 263 255 254 268
+CONVEX 300 'GT_PYRAMID(1)' 224 255 223 254 229
+CONVEX 301 'GT_PYRAMID(1)' 264 255 265 256 269
+CONVEX 302 'GT_PYRAMID(1)' 225 256 224 255 232
+CONVEX 303 'GT_PYRAMID(1)' 231 229 269 268 255
+CONVEX 304 'GT_PK(3,1)' 269 270 239 241
+CONVEX 305 'GT_PK(3,1)' 270 269 271 272
+CONVEX 306 'GT_PK(3,1)' 269 270 271 239
+CONVEX 307 'GT_PYRAMID(1)' 256 271 265 272 269
+CONVEX 308 'GT_PYRAMID(1)' 271 273 272 274 270
+CONVEX 309 'GT_PYRAMID(1)' 241 239 231 232 269
+CONVEX 310 'GT_PYRAMID(1)' 241 242 239 243 270
+CONVEX 311 'GT_PYRAMID(1)' 256 232 271 239 269
+CONVEX 312 'GT_PYRAMID(1)' 271 239 273 243 270
+CONVEX 313 'GT_PRISM(3,1)' 240 239 271 225 232 256
+CONVEX 314 'GT_PRISM(3,1)' 273 244 243 271 240 239
+CONVEX 315 'GT_QK(3,1)' 227 248 258 276 226 245 257 275
+CONVEX 316 'GT_QK(3,1)' 226 245 257 275 225 240 256 271
+CONVEX 317 'GT_QK(3,1)' 245 246 275 277 240 244 271 273
+CONVEX 318 'GT_QK(3,1)' 248 249 276 278 245 246 275 277
+CONVEX 319 'GT_QK(3,1)' 258 276 267 280 257 275 266 279
+CONVEX 320 'GT_QK(3,1)' 257 275 266 279 256 271 265 272
+CONVEX 321 'GT_QK(3,1)' 275 277 279 281 271 273 272 274
+CONVEX 322 'GT_QK(3,1)' 276 278 280 282 275 277 279 281
+CONVEX 323 'GT_PYRAMID(1)' 93 126 95 127 230
+CONVEX 324 'GT_PYRAMID(1)' 126 283 127 284 230
+CONVEX 325 'GT_PYRAMID(1)' 283 229 284 231 230
+CONVEX 326 'GT_PYRAMID(1)' 93 229 126 283 230
+CONVEX 327 'GT_QK(3,1)' 126 127 283 284 128 129 285 286
+CONVEX 328 'GT_QK(3,1)' 127 131 284 288 129 130 286 287
+CONVEX 329 'GT_PK(3,1)' 284 241 235 288
+CONVEX 330 'GT_PK(3,1)' 131 105 235 127
+CONVEX 331 'GT_PK(3,1)' 131 235 236 288
+CONVEX 332 'GT_PK(3,1)' 127 230 235 284
+CONVEX 333 'GT_PYRAMID(1)' 231 230 241 235 284
+CONVEX 334 'GT_PYRAMID(1)' 230 95 235 105 127
+CONVEX 335 'GT_PYRAMID(1)' 105 106 235 236 131
+CONVEX 336 'GT_PYRAMID(1)' 241 235 242 236 288
+CONVEX 337 'GT_PYRAMID(1)' 284 288 127 131 235
+CONVEX 338 'GT_QK(3,1)' 229 231 268 269 283 284 289 290
+CONVEX 339 'GT_QK(3,1)' 283 284 289 290 285 286 291 292
+CONVEX 340 'GT_QK(3,1)' 284 288 290 294 286 287 292 293
+CONVEX 341 'GT_PYRAMID(1)' 269 290 231 284 241
+CONVEX 342 'GT_PYRAMID(1)' 290 294 284 288 241
+CONVEX 343 'GT_PYRAMID(1)' 294 270 288 242 241
+CONVEX 344 'GT_PYRAMID(1)' 269 270 290 294 241
+CONVEX 345 'GT_PYRAMID(1)' 295 296 242 288 236
+CONVEX 346 'GT_PYRAMID(1)' 296 145 288 131 236
+CONVEX 347 'GT_PYRAMID(1)' 145 144 131 106 236
+CONVEX 348 'GT_PYRAMID(1)' 295 144 296 145 236
+CONVEX 349 'GT_QK(3,1)' 131 145 288 296 130 146 287 297
+CONVEX 350 'GT_QK(3,1)' 145 148 296 299 146 147 297 298
+CONVEX 351 'GT_QK(3,1)' 144 149 295 300 145 148 296 299
+CONVEX 352 'GT_QK(3,1)' 242 295 270 302 288 296 294 301
+CONVEX 353 'GT_QK(3,1)' 288 296 294 301 287 297 293 303
+CONVEX 354 'GT_QK(3,1)' 296 299 301 305 297 298 303 304
+CONVEX 355 'GT_QK(3,1)' 295 300 302 306 296 299 301 305
+CONVEX 356 'GT_PYRAMID(1)' 244 246 308 307 238
+CONVEX 357 'GT_PYRAMID(1)' 249 309 246 307 310
+CONVEX 358 'GT_PRISM(3,1)' 311 307 312 313 308 314
+CONVEX 359 'GT_PRISM(3,1)' 315 309 316 311 307 312
+CONVEX 360 'GT_PK(3,1)' 310 246 307 238
+CONVEX 361 'GT_PYRAMID(1)' 112 249 109 246 310
+CONVEX 362 'GT_PK(3,1)' 238 246 109 310
+CONVEX 363 'GT_PYRAMID(1)' 193 309 112 249 310
+CONVEX 364 'GT_PYRAMID(1)' 109 192 112 193 310
+CONVEX 365 'GT_PK(3,1)' 310 194 192 238
+CONVEX 366 'GT_PK(3,1)' 109 310 192 238
+CONVEX 367 'GT_PK(3,1)' 308 310 307 238
+CONVEX 368 'GT_PYRAMID(1)' 194 192 108 109 238
+CONVEX 369 'GT_PYRAMID(1)' 308 307 314 312 310
+CONVEX 370 'GT_PYRAMID(1)' 309 316 307 312 310
+CONVEX 371 'GT_PK(3,1)' 316 193 309 310
+CONVEX 372 'GT_PYRAMID(1)' 192 312 193 316 310
+CONVEX 373 'GT_PYRAMID(1)' 194 314 192 312 310
+CONVEX 374 'GT_PYRAMID(1)' 238 308 194 314 310
+CONVEX 375 'GT_PRISM(3,1)' 195 194 314 196 192 312
+CONVEX 376 'GT_PRISM(3,1)' 196 192 312 197 193 316
+CONVEX 377 'GT_PK(3,1)' 314 195 194 144
+CONVEX 378 'GT_PK(3,1)' 308 313 314 295
+CONVEX 379 'GT_PYRAMID(1)' 107 237 106 236 144
+CONVEX 380 'GT_PK(3,1)' 236 144 295 237
+CONVEX 381 'GT_PK(3,1)' 194 144 107 237
+CONVEX 382 'GT_PYRAMID(1)' 236 237 242 243 295
+CONVEX 383 'GT_PK(3,1)' 194 237 314 144
+CONVEX 384 'GT_PK(3,1)' 144 314 295 237
+CONVEX 385 'GT_PYRAMID(1)' 238 237 108 107 194
+CONVEX 386 'GT_PK(3,1)' 314 237 308 295
+CONVEX 387 'GT_PK(3,1)' 243 295 308 237
+CONVEX 388 'GT_PYRAMID(1)' 243 237 244 238 308
+CONVEX 389 'GT_PYRAMID(1)' 194 314 238 308 237
+CONVEX 390 'GT_PK(3,1)' 295 318 317 300
+CONVEX 391 'GT_PK(3,1)' 149 199 317 144
+CONVEX 392 'GT_PK(3,1)' 149 317 319 300
+CONVEX 393 'GT_PK(3,1)' 144 314 317 295
+CONVEX 394 'GT_PYRAMID(1)' 313 314 318 317 295
+CONVEX 395 'GT_PYRAMID(1)' 314 195 317 199 144
+CONVEX 396 'GT_PYRAMID(1)' 199 201 317 319 149
+CONVEX 397 'GT_PYRAMID(1)' 318 317 320 319 300
+CONVEX 398 'GT_PYRAMID(1)' 295 300 144 149 317
+CONVEX 399 'GT_QK(3,1)' 197 207 316 322 196 206 312 321
+CONVEX 400 'GT_QK(3,1)' 196 206 312 321 195 199 314 317
+CONVEX 401 'GT_QK(3,1)' 206 208 321 323 199 201 317 319
+CONVEX 402 'GT_QK(3,1)' 207 209 322 324 206 208 321 323
+CONVEX 403 'GT_QK(3,1)' 316 322 315 326 312 321 311 325
+CONVEX 404 'GT_QK(3,1)' 312 321 311 325 314 317 313 318
+CONVEX 405 'GT_QK(3,1)' 321 323 325 327 317 319 318 320
+CONVEX 406 'GT_QK(3,1)' 322 324 326 328 321 323 325 327
+CONVEX 407 'GT_QK(3,1)' 249 309 278 330 246 307 277 329
+CONVEX 408 'GT_QK(3,1)' 246 307 277 329 244 308 273 331
+CONVEX 409 'GT_QK(3,1)' 307 311 329 333 308 313 331 332
+CONVEX 410 'GT_QK(3,1)' 309 315 330 334 307 311 329 333
+CONVEX 411 'GT_QK(3,1)' 278 330 282 336 277 329 281 335
+CONVEX 412 'GT_QK(3,1)' 277 329 281 335 273 331 274 337
+CONVEX 413 'GT_QK(3,1)' 329 333 335 339 331 332 337 338
+CONVEX 414 'GT_QK(3,1)' 330 334 336 340 329 333 335 339
+CONVEX 415 'GT_PK(3,1)' 270 302 337 331
+CONVEX 416 'GT_PK(3,1)' 302 295 332 331
+CONVEX 417 'GT_PK(3,1)' 270 243 331 273
+CONVEX 418 'GT_PK(3,1)' 270 243 242 331
+CONVEX 419 'GT_PK(3,1)' 295 243 308 331
+CONVEX 420 'GT_PK(3,1)' 242 243 295 331
+CONVEX 421 'GT_PYRAMID(1)' 332 338 331 337 302
+CONVEX 422 'GT_PYRAMID(1)' 273 331 274 337 270
+CONVEX 423 'GT_PYRAMID(1)' 332 331 313 308 295
+CONVEX 424 'GT_PYRAMID(1)' 244 308 273 331 243
+CONVEX 425 'GT_PYRAMID(1)' 242 270 295 302 331
+CONVEX 426 'GT_PK(3,1)' 302 342 341 306
+CONVEX 427 'GT_PK(3,1)' 300 318 341 295
+CONVEX 428 'GT_PK(3,1)' 300 341 343 306
+CONVEX 429 'GT_PK(3,1)' 295 332 341 302
+CONVEX 430 'GT_PYRAMID(1)' 338 332 342 341 302
+CONVEX 431 'GT_PYRAMID(1)' 332 313 341 318 295
+CONVEX 432 'GT_PYRAMID(1)' 318 320 341 343 300
+CONVEX 433 'GT_PYRAMID(1)' 342 341 344 343 306
+CONVEX 434 'GT_PYRAMID(1)' 302 306 295 300 341
+CONVEX 435 'GT_QK(3,1)' 315 326 334 346 311 325 333 345
+CONVEX 436 'GT_QK(3,1)' 311 325 333 345 313 318 332 341
+CONVEX 437 'GT_QK(3,1)' 325 327 345 347 318 320 341 343
+CONVEX 438 'GT_QK(3,1)' 326 328 346 348 325 327 345 347
+CONVEX 439 'GT_QK(3,1)' 334 346 340 350 333 345 339 349
+CONVEX 440 'GT_QK(3,1)' 333 345 339 349 332 341 338 342
+CONVEX 441 'GT_QK(3,1)' 345 347 349 351 341 343 342 344
+CONVEX 442 'GT_QK(3,1)' 346 348 350 352 345 347 349 351
+CONVEX 443 'GT_PK(3,1)' 119 354 353 121
+CONVEX 444 'GT_PK(3,1)' 120 355 353 118
+CONVEX 445 'GT_PK(3,1)' 120 353 356 121
+CONVEX 446 'GT_PK(3,1)' 118 357 353 119
+CONVEX 447 'GT_PYRAMID(1)' 358 357 354 353 119
+CONVEX 448 'GT_PYRAMID(1)' 357 359 353 355 118
+CONVEX 449 'GT_PYRAMID(1)' 355 360 353 356 120
+CONVEX 450 'GT_PYRAMID(1)' 354 353 361 356 121
+CONVEX 451 'GT_PYRAMID(1)' 119 121 118 120 353
+CONVEX 452 'GT_QK(3,1)' 359 357 355 353 362 363 364 365
+CONVEX 453 'GT_QK(3,1)' 362 363 364 365 366 367 368 369
+CONVEX 454 'GT_QK(3,1)' 363 371 365 373 367 370 369 372
+CONVEX 455 'GT_QK(3,1)' 357 358 353 354 363 371 365 373
+CONVEX 456 'GT_QK(3,1)' 355 353 360 356 364 365 374 375
+CONVEX 457 'GT_QK(3,1)' 364 365 374 375 368 369 376 377
+CONVEX 458 'GT_QK(3,1)' 365 373 375 379 369 372 377 378
+CONVEX 459 'GT_QK(3,1)' 353 354 356 361 365 373 375 379
+CONVEX 460 'GT_QK(3,1)' 358 381 354 383 371 380 373 382
+CONVEX 461 'GT_QK(3,1)' 371 380 373 382 370 384 372 385
+CONVEX 462 'GT_QK(3,1)' 380 387 382 389 384 386 385 388
+CONVEX 463 'GT_QK(3,1)' 381 390 383 391 380 387 382 389
+CONVEX 464 'GT_QK(3,1)' 354 383 361 393 373 382 379 392
+CONVEX 465 'GT_QK(3,1)' 373 382 379 392 372 385 378 394
+CONVEX 466 'GT_QK(3,1)' 382 389 392 396 385 388 394 395
+CONVEX 467 'GT_QK(3,1)' 383 391 393 397 382 389 392 396
+CONVEX 468 'GT_PK(3,1)' 122 391 383 124
+CONVEX 469 'GT_PK(3,1)' 121 354 383 119
+CONVEX 470 'GT_PK(3,1)' 121 383 393 124
+CONVEX 471 'GT_PK(3,1)' 119 381 383 122
+CONVEX 472 'GT_PYRAMID(1)' 390 381 391 383 122
+CONVEX 473 'GT_PYRAMID(1)' 381 358 383 354 119
+CONVEX 474 'GT_PYRAMID(1)' 354 361 383 393 121
+CONVEX 475 'GT_PYRAMID(1)' 391 383 397 393 124
+CONVEX 476 'GT_PYRAMID(1)' 122 124 119 121 383
+CONVEX 477 'GT_PK(3,1)' 121 399 398 129
+CONVEX 478 'GT_PK(3,1)' 128 400 398 120
+CONVEX 479 'GT_PK(3,1)' 128 398 401 129
+CONVEX 480 'GT_PK(3,1)' 120 356 398 121
+CONVEX 481 'GT_PYRAMID(1)' 361 356 399 398 121
+CONVEX 482 'GT_PYRAMID(1)' 356 360 398 400 120
+CONVEX 483 'GT_PYRAMID(1)' 400 402 398 401 128
+CONVEX 484 'GT_PYRAMID(1)' 399 398 403 401 129
+CONVEX 485 'GT_PYRAMID(1)' 121 129 120 128 398
+CONVEX 486 'GT_QK(3,1)' 360 356 400 398 374 375 404 405
+CONVEX 487 'GT_QK(3,1)' 374 375 404 405 376 377 406 407
+CONVEX 488 'GT_QK(3,1)' 375 379 405 409 377 378 407 408
+CONVEX 489 'GT_QK(3,1)' 356 361 398 399 375 379 405 409
+CONVEX 490 'GT_QK(3,1)' 400 398 402 401 404 405 410 411
+CONVEX 491 'GT_QK(3,1)' 404 405 410 411 406 407 412 413
+CONVEX 492 'GT_QK(3,1)' 405 409 411 415 407 408 413 414
+CONVEX 493 'GT_QK(3,1)' 398 399 401 403 405 409 411 415
+CONVEX 494 'GT_QK(3,1)' 361 393 399 417 379 392 409 416
+CONVEX 495 'GT_QK(3,1)' 379 392 409 416 378 394 408 418
+CONVEX 496 'GT_QK(3,1)' 392 396 416 420 394 395 418 419
+CONVEX 497 'GT_QK(3,1)' 393 397 417 421 392 396 416 420
+CONVEX 498 'GT_QK(3,1)' 399 417 403 423 409 416 415 422
+CONVEX 499 'GT_QK(3,1)' 409 416 415 422 408 418 414 424
+CONVEX 500 'GT_QK(3,1)' 416 420 422 426 418 419 424 425
+CONVEX 501 'GT_QK(3,1)' 417 421 423 427 416 420 422 426
+CONVEX 502 'GT_PK(3,1)' 124 421 417 130
+CONVEX 503 'GT_PK(3,1)' 129 399 417 121
+CONVEX 504 'GT_PK(3,1)' 129 417 423 130
+CONVEX 505 'GT_PK(3,1)' 121 393 417 124
+CONVEX 506 'GT_PYRAMID(1)' 397 393 421 417 124
+CONVEX 507 'GT_PYRAMID(1)' 393 361 417 399 121
+CONVEX 508 'GT_PYRAMID(1)' 399 403 417 423 129
+CONVEX 509 'GT_PYRAMID(1)' 421 417 427 423 130
+CONVEX 510 'GT_PYRAMID(1)' 124 130 121 129 417
+CONVEX 511 'GT_QK(3,1)' 366 367 368 369 428 429 430 431
+CONVEX 512 'GT_QK(3,1)' 428 429 430 431 432 433 434 435
+CONVEX 513 'GT_QK(3,1)' 429 437 431 439 433 436 435 438
+CONVEX 514 'GT_QK(3,1)' 367 370 369 372 429 437 431 439
+CONVEX 515 'GT_QK(3,1)' 368 369 376 377 430 431 440 441
+CONVEX 516 'GT_QK(3,1)' 430 431 440 441 434 435 442 443
+CONVEX 517 'GT_QK(3,1)' 431 439 441 445 435 438 443 444
+CONVEX 518 'GT_QK(3,1)' 369 372 377 378 431 439 441 445
+CONVEX 519 'GT_PK(3,1)' 446 443 435 447
+CONVEX 520 'GT_PK(3,1)' 448 433 435 449
+CONVEX 521 'GT_PK(3,1)' 448 435 438 447
+CONVEX 522 'GT_PK(3,1)' 449 434 435 446
+CONVEX 523 'GT_PYRAMID(1)' 442 434 443 435 446
+CONVEX 524 'GT_PYRAMID(1)' 434 432 435 433 449
+CONVEX 525 'GT_PYRAMID(1)' 433 436 435 438 448
+CONVEX 526 'GT_PYRAMID(1)' 443 435 444 438 447
+CONVEX 527 'GT_PYRAMID(1)' 446 447 449 448 435
+CONVEX 528 'GT_PK(3,1)' 447 451 450 452
+CONVEX 529 'GT_PK(3,1)' 453 454 450 448
+CONVEX 530 'GT_PK(3,1)' 453 450 455 452
+CONVEX 531 'GT_PK(3,1)' 448 438 450 447
+CONVEX 532 'GT_PYRAMID(1)' 444 438 451 450 447
+CONVEX 533 'GT_PYRAMID(1)' 438 436 450 454 448
+CONVEX 534 'GT_PYRAMID(1)' 454 456 450 455 453
+CONVEX 535 'GT_PYRAMID(1)' 451 450 457 455 452
+CONVEX 536 'GT_PYRAMID(1)' 447 452 448 453 450
+CONVEX 537 'GT_QK(3,1)' 370 384 372 385 437 458 439 459
+CONVEX 538 'GT_QK(3,1)' 437 458 439 459 436 454 438 450
+CONVEX 539 'GT_QK(3,1)' 458 460 459 461 454 456 450 455
+CONVEX 540 'GT_QK(3,1)' 384 386 385 388 458 460 459 461
+CONVEX 541 'GT_QK(3,1)' 372 385 378 394 439 459 445 462
+CONVEX 542 'GT_QK(3,1)' 439 459 445 462 438 450 444 451
+CONVEX 543 'GT_QK(3,1)' 459 461 462 463 450 455 451 457
+CONVEX 544 'GT_QK(3,1)' 385 388 394 395 459 461 462 463
+CONVEX 545 'GT_QK(3,1)' 376 377 406 407 440 441 464 465
+CONVEX 546 'GT_QK(3,1)' 440 441 464 465 442 443 466 467
+CONVEX 547 'GT_QK(3,1)' 441 445 465 469 443 444 467 468
+CONVEX 548 'GT_QK(3,1)' 377 378 407 408 441 445 465 469
+CONVEX 549 'GT_QK(3,1)' 406 407 412 413 464 465 470 471
+CONVEX 550 'GT_QK(3,1)' 464 465 470 471 466 467 472 473
+CONVEX 551 'GT_QK(3,1)' 465 469 471 475 467 468 473 474
+CONVEX 552 'GT_QK(3,1)' 407 408 413 414 465 469 471 475
+CONVEX 553 'GT_PK(3,1)' 476 473 467 477
+CONVEX 554 'GT_PK(3,1)' 447 443 467 446
+CONVEX 555 'GT_PK(3,1)' 447 467 468 477
+CONVEX 556 'GT_PK(3,1)' 446 466 467 476
+CONVEX 557 'GT_PYRAMID(1)' 472 466 473 467 476
+CONVEX 558 'GT_PYRAMID(1)' 466 442 467 443 446
+CONVEX 559 'GT_PYRAMID(1)' 443 444 467 468 447
+CONVEX 560 'GT_PYRAMID(1)' 473 467 474 468 477
+CONVEX 561 'GT_PYRAMID(1)' 476 477 446 447 467
+CONVEX 562 'GT_PK(3,1)' 477 479 478 480
+CONVEX 563 'GT_PK(3,1)' 452 451 478 447
+CONVEX 564 'GT_PK(3,1)' 452 478 481 480
+CONVEX 565 'GT_PK(3,1)' 447 468 478 477
+CONVEX 566 'GT_PYRAMID(1)' 474 468 479 478 477
+CONVEX 567 'GT_PYRAMID(1)' 468 444 478 451 447
+CONVEX 568 'GT_PYRAMID(1)' 451 457 478 481 452
+CONVEX 569 'GT_PYRAMID(1)' 479 478 482 481 480
+CONVEX 570 'GT_PYRAMID(1)' 477 480 447 452 478
+CONVEX 571 'GT_QK(3,1)' 378 394 408 418 445 462 469 483
+CONVEX 572 'GT_QK(3,1)' 445 462 469 483 444 451 468 478
+CONVEX 573 'GT_QK(3,1)' 462 463 483 484 451 457 478 481
+CONVEX 574 'GT_QK(3,1)' 394 395 418 419 462 463 483 484
+CONVEX 575 'GT_QK(3,1)' 408 418 414 424 469 483 475 485
+CONVEX 576 'GT_QK(3,1)' 469 483 475 485 468 478 474 479
+CONVEX 577 'GT_QK(3,1)' 483 484 485 486 478 481 479 482
+CONVEX 578 'GT_QK(3,1)' 418 419 424 425 483 484 485 486
+CONVEX 579 'GT_QK(3,1)' 386 488 388 490 460 487 461 489
+CONVEX 580 'GT_QK(3,1)' 460 487 461 489 456 491 455 492
+CONVEX 581 'GT_QK(3,1)' 487 494 489 496 491 493 492 495
+CONVEX 582 'GT_QK(3,1)' 488 497 490 498 487 494 489 496
+CONVEX 583 'GT_QK(3,1)' 388 490 395 500 461 489 463 499
+CONVEX 584 'GT_QK(3,1)' 461 489 463 499 455 492 457 501
+CONVEX 585 'GT_QK(3,1)' 489 496 499 503 492 495 501 502
+CONVEX 586 'GT_QK(3,1)' 490 498 500 504 489 496 499 503
+CONVEX 587 'GT_PK(3,1)' 452 501 492 505
+CONVEX 588 'GT_PK(3,1)' 506 491 492 453
+CONVEX 589 'GT_PK(3,1)' 506 492 495 505
+CONVEX 590 'GT_PK(3,1)' 453 455 492 452
+CONVEX 591 'GT_PYRAMID(1)' 457 455 501 492 452
+CONVEX 592 'GT_PYRAMID(1)' 455 456 492 491 453
+CONVEX 593 'GT_PYRAMID(1)' 491 493 492 495 506
+CONVEX 594 'GT_PYRAMID(1)' 501 492 502 495 505
+CONVEX 595 'GT_PYRAMID(1)' 452 505 453 506 492
+CONVEX 596 'GT_PK(3,1)' 505 508 507 509
+CONVEX 597 'GT_PK(3,1)' 510 511 507 506
+CONVEX 598 'GT_PK(3,1)' 510 507 512 509
+CONVEX 599 'GT_PK(3,1)' 506 495 507 505
+CONVEX 600 'GT_PYRAMID(1)' 502 495 508 507 505
+CONVEX 601 'GT_PYRAMID(1)' 495 493 507 511 506
+CONVEX 602 'GT_PYRAMID(1)' 511 513 507 512 510
+CONVEX 603 'GT_PYRAMID(1)' 508 507 514 512 509
+CONVEX 604 'GT_PYRAMID(1)' 505 509 506 510 507
+CONVEX 605 'GT_QK(3,1)' 497 516 498 518 494 515 496 517
+CONVEX 606 'GT_QK(3,1)' 494 515 496 517 493 511 495 507
+CONVEX 607 'GT_QK(3,1)' 515 519 517 520 511 513 507 512
+CONVEX 608 'GT_QK(3,1)' 516 521 518 522 515 519 517 520
+CONVEX 609 'GT_QK(3,1)' 498 518 504 524 496 517 503 523
+CONVEX 610 'GT_QK(3,1)' 496 517 503 523 495 507 502 508
+CONVEX 611 'GT_QK(3,1)' 517 520 523 525 507 512 508 514
+CONVEX 612 'GT_QK(3,1)' 518 522 524 526 517 520 523 525
+CONVEX 613 'GT_QK(3,1)' 395 500 419 528 463 499 484 527
+CONVEX 614 'GT_QK(3,1)' 463 499 484 527 457 501 481 529
+CONVEX 615 'GT_QK(3,1)' 499 503 527 531 501 502 529 530
+CONVEX 616 'GT_QK(3,1)' 500 504 528 532 499 503 527 531
+CONVEX 617 'GT_QK(3,1)' 419 528 425 534 484 527 486 533
+CONVEX 618 'GT_QK(3,1)' 484 527 486 533 481 529 482 535
+CONVEX 619 'GT_QK(3,1)' 527 531 533 537 529 530 535 536
+CONVEX 620 'GT_QK(3,1)' 528 532 534 538 527 531 533 537
+CONVEX 621 'GT_PK(3,1)' 480 535 529 539
+CONVEX 622 'GT_PK(3,1)' 505 501 529 452
+CONVEX 623 'GT_PK(3,1)' 505 529 530 539
+CONVEX 624 'GT_PK(3,1)' 452 481 529 480
+CONVEX 625 'GT_PYRAMID(1)' 482 481 535 529 480
+CONVEX 626 'GT_PYRAMID(1)' 481 457 529 501 452
+CONVEX 627 'GT_PYRAMID(1)' 501 502 529 530 505
+CONVEX 628 'GT_PYRAMID(1)' 535 529 536 530 539
+CONVEX 629 'GT_PYRAMID(1)' 480 539 452 505 529
+CONVEX 630 'GT_PK(3,1)' 539 541 540 542
+CONVEX 631 'GT_PK(3,1)' 509 508 540 505
+CONVEX 632 'GT_PK(3,1)' 509 540 543 542
+CONVEX 633 'GT_PK(3,1)' 505 530 540 539
+CONVEX 634 'GT_PYRAMID(1)' 536 530 541 540 539
+CONVEX 635 'GT_PYRAMID(1)' 530 502 540 508 505
+CONVEX 636 'GT_PYRAMID(1)' 508 514 540 543 509
+CONVEX 637 'GT_PYRAMID(1)' 541 540 544 543 542
+CONVEX 638 'GT_PYRAMID(1)' 539 542 505 509 540
+CONVEX 639 'GT_QK(3,1)' 504 524 532 546 503 523 531 545
+CONVEX 640 'GT_QK(3,1)' 503 523 531 545 502 508 530 540
+CONVEX 641 'GT_QK(3,1)' 523 525 545 547 508 514 540 543
+CONVEX 642 'GT_QK(3,1)' 524 526 546 548 523 525 545 547
+CONVEX 643 'GT_QK(3,1)' 532 546 538 550 531 545 537 549
+CONVEX 644 'GT_QK(3,1)' 531 545 537 549 530 540 536 541
+CONVEX 645 'GT_QK(3,1)' 545 547 549 551 540 543 541 544
+CONVEX 646 'GT_QK(3,1)' 546 548 550 552 545 547 549 551
+CONVEX 647 'GT_PK(3,1)' 136 554 553 137
+CONVEX 648 'GT_PK(3,1)' 124 391 553 122
+CONVEX 649 'GT_PK(3,1)' 124 553 555 137
+CONVEX 650 'GT_PK(3,1)' 122 556 553 136
+CONVEX 651 'GT_PYRAMID(1)' 557 556 554 553 136
+CONVEX 652 'GT_PYRAMID(1)' 556 390 553 391 122
+CONVEX 653 'GT_PYRAMID(1)' 391 397 553 555 124
+CONVEX 654 'GT_PYRAMID(1)' 554 553 558 555 137
+CONVEX 655 'GT_PYRAMID(1)' 136 137 122 124 553
+CONVEX 656 'GT_QK(3,1)' 390 556 391 553 387 559 389 560
+CONVEX 657 'GT_QK(3,1)' 387 559 389 560 386 488 388 490
+CONVEX 658 'GT_QK(3,1)' 559 561 560 562 488 497 490 498
+CONVEX 659 'GT_QK(3,1)' 556 557 553 554 559 561 560 562
+CONVEX 660 'GT_QK(3,1)' 391 553 397 555 389 560 396 563
+CONVEX 661 'GT_QK(3,1)' 389 560 396 563 388 490 395 500
+CONVEX 662 'GT_QK(3,1)' 560 562 563 564 490 498 500 504
+CONVEX 663 'GT_QK(3,1)' 553 554 555 558 560 562 563 564
+CONVEX 664 'GT_QK(3,1)' 557 566 554 568 561 565 562 567
+CONVEX 665 'GT_QK(3,1)' 561 565 562 567 497 516 498 518
+CONVEX 666 'GT_QK(3,1)' 565 569 567 570 516 521 518 522
+CONVEX 667 'GT_QK(3,1)' 566 571 568 572 565 569 567 570
+CONVEX 668 'GT_QK(3,1)' 554 568 558 574 562 567 564 573
+CONVEX 669 'GT_QK(3,1)' 562 567 564 573 498 518 504 524
+CONVEX 670 'GT_QK(3,1)' 567 570 573 575 518 522 524 526
+CONVEX 671 'GT_QK(3,1)' 568 572 574 576 567 570 573 575
+CONVEX 672 'GT_PK(3,1)' 138 572 568 140
+CONVEX 673 'GT_PK(3,1)' 137 554 568 136
+CONVEX 674 'GT_PK(3,1)' 137 568 574 140
+CONVEX 675 'GT_PK(3,1)' 136 566 568 138
+CONVEX 676 'GT_PYRAMID(1)' 571 566 572 568 138
+CONVEX 677 'GT_PYRAMID(1)' 566 557 568 554 136
+CONVEX 678 'GT_PYRAMID(1)' 554 558 568 574 137
+CONVEX 679 'GT_PYRAMID(1)' 572 568 576 574 140
+CONVEX 680 'GT_PYRAMID(1)' 138 140 136 137 568
+CONVEX 681 'GT_PK(3,1)' 137 578 577 146
+CONVEX 682 'GT_PK(3,1)' 130 421 577 124
+CONVEX 683 'GT_PK(3,1)' 130 577 579 146
+CONVEX 684 'GT_PK(3,1)' 124 555 577 137
+CONVEX 685 'GT_PYRAMID(1)' 558 555 578 577 137
+CONVEX 686 'GT_PYRAMID(1)' 555 397 577 421 124
+CONVEX 687 'GT_PYRAMID(1)' 421 427 577 579 130
+CONVEX 688 'GT_PYRAMID(1)' 578 577 580 579 146
+CONVEX 689 'GT_PYRAMID(1)' 137 146 124 130 577
+CONVEX 690 'GT_QK(3,1)' 397 555 421 577 396 563 420 581
+CONVEX 691 'GT_QK(3,1)' 396 563 420 581 395 500 419 528
+CONVEX 692 'GT_QK(3,1)' 563 564 581 582 500 504 528 532
+CONVEX 693 'GT_QK(3,1)' 555 558 577 578 563 564 581 582
+CONVEX 694 'GT_QK(3,1)' 421 577 427 579 420 581 426 583
+CONVEX 695 'GT_QK(3,1)' 420 581 426 583 419 528 425 534
+CONVEX 696 'GT_QK(3,1)' 581 582 583 584 528 532 534 538
+CONVEX 697 'GT_QK(3,1)' 577 578 579 580 581 582 583 584
+CONVEX 698 'GT_QK(3,1)' 558 574 578 586 564 573 582 585
+CONVEX 699 'GT_QK(3,1)' 564 573 582 585 504 524 532 546
+CONVEX 700 'GT_QK(3,1)' 573 575 585 587 524 526 546 548
+CONVEX 701 'GT_QK(3,1)' 574 576 586 588 573 575 585 587
+CONVEX 702 'GT_QK(3,1)' 578 586 580 590 582 585 584 589
+CONVEX 703 'GT_QK(3,1)' 582 585 584 589 532 546 538 550
+CONVEX 704 'GT_QK(3,1)' 585 587 589 591 546 548 550 552
+CONVEX 705 'GT_QK(3,1)' 586 588 590 592 585 587 589 591
+CONVEX 706 'GT_PK(3,1)' 140 588 586 147
+CONVEX 707 'GT_PK(3,1)' 146 578 586 137
+CONVEX 708 'GT_PK(3,1)' 146 586 590 147
+CONVEX 709 'GT_PK(3,1)' 137 574 586 140
+CONVEX 710 'GT_PYRAMID(1)' 576 574 588 586 140
+CONVEX 711 'GT_PYRAMID(1)' 574 558 586 578 137
+CONVEX 712 'GT_PYRAMID(1)' 578 580 586 590 146
+CONVEX 713 'GT_PYRAMID(1)' 588 586 592 590 147
+CONVEX 714 'GT_PYRAMID(1)' 140 147 137 146 586
+CONVEX 715 'GT_PK(3,1)' 129 594 593 286
+CONVEX 716 'GT_PK(3,1)' 285 595 593 128
+CONVEX 717 'GT_PK(3,1)' 285 593 596 286
+CONVEX 718 'GT_PK(3,1)' 128 401 593 129
+CONVEX 719 'GT_PYRAMID(1)' 403 401 594 593 129
+CONVEX 720 'GT_PYRAMID(1)' 401 402 593 595 128
+CONVEX 721 'GT_PYRAMID(1)' 595 597 593 596 285
+CONVEX 722 'GT_PYRAMID(1)' 594 593 598 596 286
+CONVEX 723 'GT_PYRAMID(1)' 129 286 128 285 593
+CONVEX 724 'GT_QK(3,1)' 402 401 595 593 410 411 599 600
+CONVEX 725 'GT_QK(3,1)' 410 411 599 600 412 413 601 602
+CONVEX 726 'GT_QK(3,1)' 411 415 600 604 413 414 602 603
+CONVEX 727 'GT_QK(3,1)' 401 403 593 594 411 415 600 604
+CONVEX 728 'GT_QK(3,1)' 595 593 597 596 599 600 605 606
+CONVEX 729 'GT_QK(3,1)' 599 600 605 606 601 602 607 608
+CONVEX 730 'GT_QK(3,1)' 600 604 606 610 602 603 608 609
+CONVEX 731 'GT_QK(3,1)' 593 594 596 598 600 604 606 610
+CONVEX 732 'GT_QK(3,1)' 403 423 594 612 415 422 604 611
+CONVEX 733 'GT_QK(3,1)' 415 422 604 611 414 424 603 613
+CONVEX 734 'GT_QK(3,1)' 422 426 611 615 424 425 613 614
+CONVEX 735 'GT_QK(3,1)' 423 427 612 616 422 426 611 615
+CONVEX 736 'GT_QK(3,1)' 594 612 598 618 604 611 610 617
+CONVEX 737 'GT_QK(3,1)' 604 611 610 617 603 613 609 619
+CONVEX 738 'GT_QK(3,1)' 611 615 617 621 613 614 619 620
+CONVEX 739 'GT_QK(3,1)' 612 616 618 622 611 615 617 621
+CONVEX 740 'GT_PK(3,1)' 130 616 612 287
+CONVEX 741 'GT_PK(3,1)' 286 594 612 129
+CONVEX 742 'GT_PK(3,1)' 286 612 618 287
+CONVEX 743 'GT_PK(3,1)' 129 423 612 130
+CONVEX 744 'GT_PYRAMID(1)' 427 423 616 612 130
+CONVEX 745 'GT_PYRAMID(1)' 423 403 612 594 129
+CONVEX 746 'GT_PYRAMID(1)' 594 598 612 618 286
+CONVEX 747 'GT_PYRAMID(1)' 616 612 622 618 287
+CONVEX 748 'GT_PYRAMID(1)' 130 287 129 286 612
+CONVEX 749 'GT_PK(3,1)' 286 624 623 292
+CONVEX 750 'GT_PK(3,1)' 291 625 623 285
+CONVEX 751 'GT_PK(3,1)' 291 623 626 292
+CONVEX 752 'GT_PK(3,1)' 285 596 623 286
+CONVEX 753 'GT_PYRAMID(1)' 598 596 624 623 286
+CONVEX 754 'GT_PYRAMID(1)' 596 597 623 625 285
+CONVEX 755 'GT_PYRAMID(1)' 625 627 623 626 291
+CONVEX 756 'GT_PYRAMID(1)' 624 623 628 626 292
+CONVEX 757 'GT_PYRAMID(1)' 286 292 285 291 623
+CONVEX 758 'GT_QK(3,1)' 597 596 625 623 605 606 629 630
+CONVEX 759 'GT_QK(3,1)' 605 606 629 630 607 608 631 632
+CONVEX 760 'GT_QK(3,1)' 606 610 630 634 608 609 632 633
+CONVEX 761 'GT_QK(3,1)' 596 598 623 624 606 610 630 634
+CONVEX 762 'GT_QK(3,1)' 625 623 627 626 629 630 635 636
+CONVEX 763 'GT_QK(3,1)' 629 630 635 636 631 632 637 638
+CONVEX 764 'GT_QK(3,1)' 630 634 636 640 632 633 638 639
+CONVEX 765 'GT_QK(3,1)' 623 624 626 628 630 634 636 640
+CONVEX 766 'GT_QK(3,1)' 598 618 624 642 610 617 634 641
+CONVEX 767 'GT_QK(3,1)' 610 617 634 641 609 619 633 643
+CONVEX 768 'GT_QK(3,1)' 617 621 641 645 619 620 643 644
+CONVEX 769 'GT_QK(3,1)' 618 622 642 646 617 621 641 645
+CONVEX 770 'GT_QK(3,1)' 624 642 628 648 634 641 640 647
+CONVEX 771 'GT_QK(3,1)' 634 641 640 647 633 643 639 649
+CONVEX 772 'GT_QK(3,1)' 641 645 647 651 643 644 649 650
+CONVEX 773 'GT_QK(3,1)' 642 646 648 652 641 645 647 651
+CONVEX 774 'GT_PK(3,1)' 287 646 642 293
+CONVEX 775 'GT_PK(3,1)' 292 624 642 286
+CONVEX 776 'GT_PK(3,1)' 292 642 648 293
+CONVEX 777 'GT_PK(3,1)' 286 618 642 287
+CONVEX 778 'GT_PYRAMID(1)' 622 618 646 642 287
+CONVEX 779 'GT_PYRAMID(1)' 618 598 642 624 286
+CONVEX 780 'GT_PYRAMID(1)' 624 628 642 648 292
+CONVEX 781 'GT_PYRAMID(1)' 646 642 652 648 293
+CONVEX 782 'GT_PYRAMID(1)' 287 293 286 292 642
+CONVEX 783 'GT_QK(3,1)' 412 413 601 602 470 471 653 654
+CONVEX 784 'GT_QK(3,1)' 470 471 653 654 472 473 655 656
+CONVEX 785 'GT_QK(3,1)' 471 475 654 658 473 474 656 657
+CONVEX 786 'GT_QK(3,1)' 413 414 602 603 471 475 654 658
+CONVEX 787 'GT_QK(3,1)' 601 602 607 608 653 654 659 660
+CONVEX 788 'GT_QK(3,1)' 653 654 659 660 655 656 661 662
+CONVEX 789 'GT_QK(3,1)' 654 658 660 664 656 657 662 663
+CONVEX 790 'GT_QK(3,1)' 602 603 608 609 654 658 660 664
+CONVEX 791 'GT_PK(3,1)' 665 662 656 666
+CONVEX 792 'GT_PK(3,1)' 477 473 656 476
+CONVEX 793 'GT_PK(3,1)' 477 656 657 666
+CONVEX 794 'GT_PK(3,1)' 476 655 656 665
+CONVEX 795 'GT_PYRAMID(1)' 661 655 662 656 665
+CONVEX 796 'GT_PYRAMID(1)' 655 472 656 473 476
+CONVEX 797 'GT_PYRAMID(1)' 473 474 656 657 477
+CONVEX 798 'GT_PYRAMID(1)' 662 656 663 657 666
+CONVEX 799 'GT_PYRAMID(1)' 665 666 476 477 656
+CONVEX 800 'GT_PK(3,1)' 666 668 667 669
+CONVEX 801 'GT_PK(3,1)' 480 479 667 477
+CONVEX 802 'GT_PK(3,1)' 480 667 670 669
+CONVEX 803 'GT_PK(3,1)' 477 657 667 666
+CONVEX 804 'GT_PYRAMID(1)' 663 657 668 667 666
+CONVEX 805 'GT_PYRAMID(1)' 657 474 667 479 477
+CONVEX 806 'GT_PYRAMID(1)' 479 482 667 670 480
+CONVEX 807 'GT_PYRAMID(1)' 668 667 671 670 669
+CONVEX 808 'GT_PYRAMID(1)' 666 669 477 480 667
+CONVEX 809 'GT_QK(3,1)' 414 424 603 613 475 485 658 672
+CONVEX 810 'GT_QK(3,1)' 475 485 658 672 474 479 657 667
+CONVEX 811 'GT_QK(3,1)' 485 486 672 673 479 482 667 670
+CONVEX 812 'GT_QK(3,1)' 424 425 613 614 485 486 672 673
+CONVEX 813 'GT_QK(3,1)' 603 613 609 619 658 672 664 674
+CONVEX 814 'GT_QK(3,1)' 658 672 664 674 657 667 663 668
+CONVEX 815 'GT_QK(3,1)' 672 673 674 675 667 670 668 671
+CONVEX 816 'GT_QK(3,1)' 613 614 619 620 672 673 674 675
+CONVEX 817 'GT_QK(3,1)' 607 608 631 632 659 660 676 677
+CONVEX 818 'GT_QK(3,1)' 659 660 676 677 661 662 678 679
+CONVEX 819 'GT_QK(3,1)' 660 664 677 681 662 663 679 680
+CONVEX 820 'GT_QK(3,1)' 608 609 632 633 660 664 677 681
+CONVEX 821 'GT_QK(3,1)' 631 632 637 638 676 677 682 683
+CONVEX 822 'GT_QK(3,1)' 676 677 682 683 678 679 684 685
+CONVEX 823 'GT_QK(3,1)' 677 681 683 687 679 680 685 686
+CONVEX 824 'GT_QK(3,1)' 632 633 638 639 677 681 683 687
+CONVEX 825 'GT_PK(3,1)' 688 685 679 689
+CONVEX 826 'GT_PK(3,1)' 666 662 679 665
+CONVEX 827 'GT_PK(3,1)' 666 679 680 689
+CONVEX 828 'GT_PK(3,1)' 665 678 679 688
+CONVEX 829 'GT_PYRAMID(1)' 684 678 685 679 688
+CONVEX 830 'GT_PYRAMID(1)' 678 661 679 662 665
+CONVEX 831 'GT_PYRAMID(1)' 662 663 679 680 666
+CONVEX 832 'GT_PYRAMID(1)' 685 679 686 680 689
+CONVEX 833 'GT_PYRAMID(1)' 688 689 665 666 679
+CONVEX 834 'GT_PK(3,1)' 689 691 690 692
+CONVEX 835 'GT_PK(3,1)' 669 668 690 666
+CONVEX 836 'GT_PK(3,1)' 669 690 693 692
+CONVEX 837 'GT_PK(3,1)' 666 680 690 689
+CONVEX 838 'GT_PYRAMID(1)' 686 680 691 690 689
+CONVEX 839 'GT_PYRAMID(1)' 680 663 690 668 666
+CONVEX 840 'GT_PYRAMID(1)' 668 671 690 693 669
+CONVEX 841 'GT_PYRAMID(1)' 691 690 694 693 692
+CONVEX 842 'GT_PYRAMID(1)' 689 692 666 669 690
+CONVEX 843 'GT_QK(3,1)' 609 619 633 643 664 674 681 695
+CONVEX 844 'GT_QK(3,1)' 664 674 681 695 663 668 680 690
+CONVEX 845 'GT_QK(3,1)' 674 675 695 696 668 671 690 693
+CONVEX 846 'GT_QK(3,1)' 619 620 643 644 674 675 695 696
+CONVEX 847 'GT_QK(3,1)' 633 643 639 649 681 695 687 697
+CONVEX 848 'GT_QK(3,1)' 681 695 687 697 680 690 686 691
+CONVEX 849 'GT_QK(3,1)' 695 696 697 698 690 693 691 694
+CONVEX 850 'GT_QK(3,1)' 643 644 649 650 695 696 697 698
+CONVEX 851 'GT_QK(3,1)' 425 534 614 700 486 533 673 699
+CONVEX 852 'GT_QK(3,1)' 486 533 673 699 482 535 670 701
+CONVEX 853 'GT_QK(3,1)' 533 537 699 703 535 536 701 702
+CONVEX 854 'GT_QK(3,1)' 534 538 700 704 533 537 699 703
+CONVEX 855 'GT_QK(3,1)' 614 700 620 706 673 699 675 705
+CONVEX 856 'GT_QK(3,1)' 673 699 675 705 670 701 671 707
+CONVEX 857 'GT_QK(3,1)' 699 703 705 709 701 702 707 708
+CONVEX 858 'GT_QK(3,1)' 700 704 706 710 699 703 705 709
+CONVEX 859 'GT_PK(3,1)' 669 707 701 711
+CONVEX 860 'GT_PK(3,1)' 539 535 701 480
+CONVEX 861 'GT_PK(3,1)' 539 701 702 711
+CONVEX 862 'GT_PK(3,1)' 480 670 701 669
+CONVEX 863 'GT_PYRAMID(1)' 671 670 707 701 669
+CONVEX 864 'GT_PYRAMID(1)' 670 482 701 535 480
+CONVEX 865 'GT_PYRAMID(1)' 535 536 701 702 539
+CONVEX 866 'GT_PYRAMID(1)' 707 701 708 702 711
+CONVEX 867 'GT_PYRAMID(1)' 669 711 480 539 701
+CONVEX 868 'GT_PK(3,1)' 711 713 712 714
+CONVEX 869 'GT_PK(3,1)' 542 541 712 539
+CONVEX 870 'GT_PK(3,1)' 542 712 715 714
+CONVEX 871 'GT_PK(3,1)' 539 702 712 711
+CONVEX 872 'GT_PYRAMID(1)' 708 702 713 712 711
+CONVEX 873 'GT_PYRAMID(1)' 702 536 712 541 539
+CONVEX 874 'GT_PYRAMID(1)' 541 544 712 715 542
+CONVEX 875 'GT_PYRAMID(1)' 713 712 716 715 714
+CONVEX 876 'GT_PYRAMID(1)' 711 714 539 542 712
+CONVEX 877 'GT_QK(3,1)' 538 550 704 718 537 549 703 717
+CONVEX 878 'GT_QK(3,1)' 537 549 703 717 536 541 702 712
+CONVEX 879 'GT_QK(3,1)' 549 551 717 719 541 544 712 715
+CONVEX 880 'GT_QK(3,1)' 550 552 718 720 549 551 717 719
+CONVEX 881 'GT_QK(3,1)' 704 718 710 722 703 717 709 721
+CONVEX 882 'GT_QK(3,1)' 703 717 709 721 702 712 708 713
+CONVEX 883 'GT_QK(3,1)' 717 719 721 723 712 715 713 716
+CONVEX 884 'GT_QK(3,1)' 718 720 722 724 717 719 721 723
+CONVEX 885 'GT_QK(3,1)' 620 706 644 726 675 705 696 725
+CONVEX 886 'GT_QK(3,1)' 675 705 696 725 671 707 693 727
+CONVEX 887 'GT_QK(3,1)' 705 709 725 729 707 708 727 728
+CONVEX 888 'GT_QK(3,1)' 706 710 726 730 705 709 725 729
+CONVEX 889 'GT_QK(3,1)' 644 726 650 732 696 725 698 731
+CONVEX 890 'GT_QK(3,1)' 696 725 698 731 693 727 694 733
+CONVEX 891 'GT_QK(3,1)' 725 729 731 735 727 728 733 734
+CONVEX 892 'GT_QK(3,1)' 726 730 732 736 725 729 731 735
+CONVEX 893 'GT_PK(3,1)' 692 733 727 737
+CONVEX 894 'GT_PK(3,1)' 711 707 727 669
+CONVEX 895 'GT_PK(3,1)' 711 727 728 737
+CONVEX 896 'GT_PK(3,1)' 669 693 727 692
+CONVEX 897 'GT_PYRAMID(1)' 694 693 733 727 692
+CONVEX 898 'GT_PYRAMID(1)' 693 671 727 707 669
+CONVEX 899 'GT_PYRAMID(1)' 707 708 727 728 711
+CONVEX 900 'GT_PYRAMID(1)' 733 727 734 728 737
+CONVEX 901 'GT_PYRAMID(1)' 692 737 669 711 727
+CONVEX 902 'GT_PK(3,1)' 737 739 738 740
+CONVEX 903 'GT_PK(3,1)' 714 713 738 711
+CONVEX 904 'GT_PK(3,1)' 714 738 741 740
+CONVEX 905 'GT_PK(3,1)' 711 728 738 737
+CONVEX 906 'GT_PYRAMID(1)' 734 728 739 738 737
+CONVEX 907 'GT_PYRAMID(1)' 728 708 738 713 711
+CONVEX 908 'GT_PYRAMID(1)' 713 716 738 741 714
+CONVEX 909 'GT_PYRAMID(1)' 739 738 742 741 740
+CONVEX 910 'GT_PYRAMID(1)' 737 740 711 714 738
+CONVEX 911 'GT_QK(3,1)' 710 722 730 744 709 721 729 743
+CONVEX 912 'GT_QK(3,1)' 709 721 729 743 708 713 728 738
+CONVEX 913 'GT_QK(3,1)' 721 723 743 745 713 716 738 741
+CONVEX 914 'GT_QK(3,1)' 722 724 744 746 721 723 743 745
+CONVEX 915 'GT_QK(3,1)' 730 744 736 748 729 743 735 747
+CONVEX 916 'GT_QK(3,1)' 729 743 735 747 728 738 734 739
+CONVEX 917 'GT_QK(3,1)' 743 745 747 749 738 741 739 742
+CONVEX 918 'GT_QK(3,1)' 744 746 748 750 743 745 747 749
+CONVEX 919 'GT_PK(3,1)' 146 752 751 297
+CONVEX 920 'GT_PK(3,1)' 287 616 751 130
+CONVEX 921 'GT_PK(3,1)' 287 751 753 297
+CONVEX 922 'GT_PK(3,1)' 130 579 751 146
+CONVEX 923 'GT_PYRAMID(1)' 580 579 752 751 146
+CONVEX 924 'GT_PYRAMID(1)' 579 427 751 616 130
+CONVEX 925 'GT_PYRAMID(1)' 616 622 751 753 287
+CONVEX 926 'GT_PYRAMID(1)' 752 751 754 753 297
+CONVEX 927 'GT_PYRAMID(1)' 146 297 130 287 751
+CONVEX 928 'GT_QK(3,1)' 427 579 616 751 426 583 615 755
+CONVEX 929 'GT_QK(3,1)' 426 583 615 755 425 534 614 700
+CONVEX 930 'GT_QK(3,1)' 583 584 755 756 534 538 700 704
+CONVEX 931 'GT_QK(3,1)' 579 580 751 752 583 584 755 756
+CONVEX 932 'GT_QK(3,1)' 616 751 622 753 615 755 621 757
+CONVEX 933 'GT_QK(3,1)' 615 755 621 757 614 700 620 706
+CONVEX 934 'GT_QK(3,1)' 755 756 757 758 700 704 706 710
+CONVEX 935 'GT_QK(3,1)' 751 752 753 754 755 756 757 758
+CONVEX 936 'GT_QK(3,1)' 580 590 752 760 584 589 756 759
+CONVEX 937 'GT_QK(3,1)' 584 589 756 759 538 550 704 718
+CONVEX 938 'GT_QK(3,1)' 589 591 759 761 550 552 718 720
+CONVEX 939 'GT_QK(3,1)' 590 592 760 762 589 591 759 761
+CONVEX 940 'GT_QK(3,1)' 752 760 754 764 756 759 758 763
+CONVEX 941 'GT_QK(3,1)' 756 759 758 763 704 718 710 722
+CONVEX 942 'GT_QK(3,1)' 759 761 763 765 718 720 722 724
+CONVEX 943 'GT_QK(3,1)' 760 762 764 766 759 761 763 765
+CONVEX 944 'GT_PK(3,1)' 147 762 760 298
+CONVEX 945 'GT_PK(3,1)' 297 752 760 146
+CONVEX 946 'GT_PK(3,1)' 297 760 764 298
+CONVEX 947 'GT_PK(3,1)' 146 590 760 147
+CONVEX 948 'GT_PYRAMID(1)' 592 590 762 760 147
+CONVEX 949 'GT_PYRAMID(1)' 590 580 760 752 146
+CONVEX 950 'GT_PYRAMID(1)' 752 754 760 764 297
+CONVEX 951 'GT_PYRAMID(1)' 762 760 766 764 298
+CONVEX 952 'GT_PYRAMID(1)' 147 298 146 297 760
+CONVEX 953 'GT_PK(3,1)' 297 768 767 303
+CONVEX 954 'GT_PK(3,1)' 293 646 767 287
+CONVEX 955 'GT_PK(3,1)' 293 767 769 303
+CONVEX 956 'GT_PK(3,1)' 287 753 767 297
+CONVEX 957 'GT_PYRAMID(1)' 754 753 768 767 297
+CONVEX 958 'GT_PYRAMID(1)' 753 622 767 646 287
+CONVEX 959 'GT_PYRAMID(1)' 646 652 767 769 293
+CONVEX 960 'GT_PYRAMID(1)' 768 767 770 769 303
+CONVEX 961 'GT_PYRAMID(1)' 297 303 287 293 767
+CONVEX 962 'GT_QK(3,1)' 622 753 646 767 621 757 645 771
+CONVEX 963 'GT_QK(3,1)' 621 757 645 771 620 706 644 726
+CONVEX 964 'GT_QK(3,1)' 757 758 771 772 706 710 726 730
+CONVEX 965 'GT_QK(3,1)' 753 754 767 768 757 758 771 772
+CONVEX 966 'GT_QK(3,1)' 646 767 652 769 645 771 651 773
+CONVEX 967 'GT_QK(3,1)' 645 771 651 773 644 726 650 732
+CONVEX 968 'GT_QK(3,1)' 771 772 773 774 726 730 732 736
+CONVEX 969 'GT_QK(3,1)' 767 768 769 770 771 772 773 774
+CONVEX 970 'GT_QK(3,1)' 754 764 768 776 758 763 772 775
+CONVEX 971 'GT_QK(3,1)' 758 763 772 775 710 722 730 744
+CONVEX 972 'GT_QK(3,1)' 763 765 775 777 722 724 744 746
+CONVEX 973 'GT_QK(3,1)' 764 766 776 778 763 765 775 777
+CONVEX 974 'GT_QK(3,1)' 768 776 770 780 772 775 774 779
+CONVEX 975 'GT_QK(3,1)' 772 775 774 779 730 744 736 748
+CONVEX 976 'GT_QK(3,1)' 775 777 779 781 744 746 748 750
+CONVEX 977 'GT_QK(3,1)' 776 778 780 782 775 777 779 781
+CONVEX 978 'GT_PK(3,1)' 298 778 776 304
+CONVEX 979 'GT_PK(3,1)' 303 768 776 297
+CONVEX 980 'GT_PK(3,1)' 303 776 780 304
+CONVEX 981 'GT_PK(3,1)' 297 764 776 298
+CONVEX 982 'GT_PYRAMID(1)' 766 764 778 776 298
+CONVEX 983 'GT_PYRAMID(1)' 764 754 776 768 297
+CONVEX 984 'GT_PYRAMID(1)' 768 770 776 780 303
+CONVEX 985 'GT_PYRAMID(1)' 778 776 782 780 304
+CONVEX 986 'GT_PYRAMID(1)' 298 304 297 303 776
+CONVEX 987 'GT_QK(3,1)' 449 448 446 447 783 784 785 786
+CONVEX 988 'GT_QK(3,1)' 783 784 785 786 787 788 789 790
+CONVEX 989 'GT_QK(3,1)' 784 792 786 794 788 791 790 793
+CONVEX 990 'GT_QK(3,1)' 448 453 447 452 784 792 786 794
+CONVEX 991 'GT_QK(3,1)' 446 447 476 477 785 786 795 796
+CONVEX 992 'GT_QK(3,1)' 785 786 795 796 789 790 797 798
+CONVEX 993 'GT_QK(3,1)' 786 794 796 800 790 793 798 799
+CONVEX 994 'GT_QK(3,1)' 447 452 477 480 786 794 796 800
+CONVEX 995 'GT_QK(3,1)' 787 788 789 790 801 802 803 804
+CONVEX 996 'GT_QK(3,1)' 801 802 803 804 805 806 807 808
+CONVEX 997 'GT_QK(3,1)' 802 810 804 812 806 809 808 811
+CONVEX 998 'GT_QK(3,1)' 788 791 790 793 802 810 804 812
+CONVEX 999 'GT_QK(3,1)' 789 790 797 798 803 804 813 814
+CONVEX 1000 'GT_QK(3,1)' 803 804 813 814 807 808 815 816
+CONVEX 1001 'GT_QK(3,1)' 804 812 814 818 808 811 816 817
+CONVEX 1002 'GT_QK(3,1)' 790 793 798 799 804 812 814 818
+CONVEX 1003 'GT_QK(3,1)' 791 820 793 822 810 819 812 821
+CONVEX 1004 'GT_QK(3,1)' 810 819 812 821 809 823 811 824
+CONVEX 1005 'GT_QK(3,1)' 819 826 821 828 823 825 824 827
+CONVEX 1006 'GT_QK(3,1)' 820 829 822 830 819 826 821 828
+CONVEX 1007 'GT_QK(3,1)' 793 822 799 832 812 821 818 831
+CONVEX 1008 'GT_QK(3,1)' 812 821 818 831 811 824 817 833
+CONVEX 1009 'GT_QK(3,1)' 821 828 831 835 824 827 833 834
+CONVEX 1010 'GT_QK(3,1)' 822 830 832 836 821 828 831 835
+CONVEX 1011 'GT_QK(3,1)' 453 506 452 505 792 837 794 838
+CONVEX 1012 'GT_QK(3,1)' 792 837 794 838 791 820 793 822
+CONVEX 1013 'GT_QK(3,1)' 837 839 838 840 820 829 822 830
+CONVEX 1014 'GT_QK(3,1)' 506 510 505 509 837 839 838 840
+CONVEX 1015 'GT_QK(3,1)' 452 505 480 539 794 838 800 841
+CONVEX 1016 'GT_QK(3,1)' 794 838 800 841 793 822 799 832
+CONVEX 1017 'GT_QK(3,1)' 838 840 841 842 822 830 832 836
+CONVEX 1018 'GT_QK(3,1)' 505 509 539 542 838 840 841 842
+CONVEX 1019 'GT_QK(3,1)' 476 477 665 666 795 796 843 844
+CONVEX 1020 'GT_QK(3,1)' 795 796 843 844 797 798 845 846
+CONVEX 1021 'GT_QK(3,1)' 796 800 844 848 798 799 846 847
+CONVEX 1022 'GT_QK(3,1)' 477 480 666 669 796 800 844 848
+CONVEX 1023 'GT_QK(3,1)' 665 666 688 689 843 844 849 850
+CONVEX 1024 'GT_QK(3,1)' 843 844 849 850 845 846 851 852
+CONVEX 1025 'GT_QK(3,1)' 844 848 850 854 846 847 852 853
+CONVEX 1026 'GT_QK(3,1)' 666 669 689 692 844 848 850 854
+CONVEX 1027 'GT_QK(3,1)' 797 798 845 846 813 814 855 856
+CONVEX 1028 'GT_QK(3,1)' 813 814 855 856 815 816 857 858
+CONVEX 1029 'GT_QK(3,1)' 814 818 856 860 816 817 858 859
+CONVEX 1030 'GT_QK(3,1)' 798 799 846 847 814 818 856 860
+CONVEX 1031 'GT_QK(3,1)' 845 846 851 852 855 856 861 862
+CONVEX 1032 'GT_QK(3,1)' 855 856 861 862 857 858 863 864
+CONVEX 1033 'GT_QK(3,1)' 856 860 862 866 858 859 864 865
+CONVEX 1034 'GT_QK(3,1)' 846 847 852 853 856 860 862 866
+CONVEX 1035 'GT_QK(3,1)' 799 832 847 868 818 831 860 867
+CONVEX 1036 'GT_QK(3,1)' 818 831 860 867 817 833 859 869
+CONVEX 1037 'GT_QK(3,1)' 831 835 867 871 833 834 869 870
+CONVEX 1038 'GT_QK(3,1)' 832 836 868 872 831 835 867 871
+CONVEX 1039 'GT_QK(3,1)' 847 868 853 874 860 867 866 873
+CONVEX 1040 'GT_QK(3,1)' 860 867 866 873 859 869 865 875
+CONVEX 1041 'GT_QK(3,1)' 867 871 873 877 869 870 875 876
+CONVEX 1042 'GT_QK(3,1)' 868 872 874 878 867 871 873 877
+CONVEX 1043 'GT_QK(3,1)' 480 539 669 711 800 841 848 879
+CONVEX 1044 'GT_QK(3,1)' 800 841 848 879 799 832 847 868
+CONVEX 1045 'GT_QK(3,1)' 841 842 879 880 832 836 868 872
+CONVEX 1046 'GT_QK(3,1)' 539 542 711 714 841 842 879 880
+CONVEX 1047 'GT_QK(3,1)' 669 711 692 737 848 879 854 881
+CONVEX 1048 'GT_QK(3,1)' 848 879 854 881 847 868 853 874
+CONVEX 1049 'GT_QK(3,1)' 879 880 881 882 868 872 874 878
+CONVEX 1050 'GT_QK(3,1)' 711 714 737 740 879 880 881 882
+CONVEX 1051 'GT_QK(3,1)' 805 806 807 808 883 884 885 886
+CONVEX 1052 'GT_QK(3,1)' 883 884 885 886 887 888 889 890
+CONVEX 1053 'GT_QK(3,1)' 884 892 886 894 888 891 890 893
+CONVEX 1054 'GT_QK(3,1)' 806 809 808 811 884 892 886 894
+CONVEX 1055 'GT_QK(3,1)' 807 808 815 816 885 886 895 896
+CONVEX 1056 'GT_QK(3,1)' 885 886 895 896 889 890 897 898
+CONVEX 1057 'GT_QK(3,1)' 886 894 896 900 890 893 898 899
+CONVEX 1058 'GT_QK(3,1)' 808 811 816 817 886 894 896 900
+CONVEX 1059 'GT_QK(3,1)' 887 888 889 890 901 902 903 904
+CONVEX 1060 'GT_QK(3,1)' 901 902 903 904 905 906 907 908
+CONVEX 1061 'GT_QK(3,1)' 902 910 904 912 906 909 908 911
+CONVEX 1062 'GT_QK(3,1)' 888 891 890 893 902 910 904 912
+CONVEX 1063 'GT_QK(3,1)' 889 890 897 898 903 904 913 914
+CONVEX 1064 'GT_QK(3,1)' 903 904 913 914 907 908 915 916
+CONVEX 1065 'GT_QK(3,1)' 904 912 914 918 908 911 916 917
+CONVEX 1066 'GT_QK(3,1)' 890 893 898 899 904 912 914 918
+CONVEX 1067 'GT_QK(3,1)' 891 920 893 922 910 919 912 921
+CONVEX 1068 'GT_QK(3,1)' 910 919 912 921 909 923 911 924
+CONVEX 1069 'GT_QK(3,1)' 919 926 921 928 923 925 924 927
+CONVEX 1070 'GT_QK(3,1)' 920 929 922 930 919 926 921 928
+CONVEX 1071 'GT_QK(3,1)' 893 922 899 932 912 921 918 931
+CONVEX 1072 'GT_QK(3,1)' 912 921 918 931 911 924 917 933
+CONVEX 1073 'GT_QK(3,1)' 921 928 931 935 924 927 933 934
+CONVEX 1074 'GT_QK(3,1)' 922 930 932 936 921 928 931 935
+CONVEX 1075 'GT_QK(3,1)' 809 823 811 824 892 937 894 938
+CONVEX 1076 'GT_QK(3,1)' 892 937 894 938 891 920 893 922
+CONVEX 1077 'GT_QK(3,1)' 937 939 938 940 920 929 922 930
+CONVEX 1078 'GT_QK(3,1)' 823 825 824 827 937 939 938 940
+CONVEX 1079 'GT_QK(3,1)' 811 824 817 833 894 938 900 941
+CONVEX 1080 'GT_QK(3,1)' 894 938 900 941 893 922 899 932
+CONVEX 1081 'GT_QK(3,1)' 938 940 941 942 922 930 932 936
+CONVEX 1082 'GT_QK(3,1)' 824 827 833 834 938 940 941 942
+CONVEX 1083 'GT_QK(3,1)' 815 816 857 858 895 896 943 944
+CONVEX 1084 'GT_QK(3,1)' 895 896 943 944 897 898 945 946
+CONVEX 1085 'GT_QK(3,1)' 896 900 944 948 898 899 946 947
+CONVEX 1086 'GT_QK(3,1)' 816 817 858 859 896 900 944 948
+CONVEX 1087 'GT_QK(3,1)' 857 858 863 864 943 944 949 950
+CONVEX 1088 'GT_QK(3,1)' 943 944 949 950 945 946 951 952
+CONVEX 1089 'GT_QK(3,1)' 944 948 950 954 946 947 952 953
+CONVEX 1090 'GT_QK(3,1)' 858 859 864 865 944 948 950 954
+CONVEX 1091 'GT_QK(3,1)' 897 898 945 946 913 914 955 956
+CONVEX 1092 'GT_QK(3,1)' 913 914 955 956 915 916 957 958
+CONVEX 1093 'GT_QK(3,1)' 914 918 956 960 916 917 958 959
+CONVEX 1094 'GT_QK(3,1)' 898 899 946 947 914 918 956 960
+CONVEX 1095 'GT_QK(3,1)' 945 946 951 952 955 956 961 962
+CONVEX 1096 'GT_QK(3,1)' 955 956 961 962 957 958 963 964
+CONVEX 1097 'GT_QK(3,1)' 956 960 962 966 958 959 964 965
+CONVEX 1098 'GT_QK(3,1)' 946 947 952 953 956 960 962 966
+CONVEX 1099 'GT_QK(3,1)' 899 932 947 968 918 931 960 967
+CONVEX 1100 'GT_QK(3,1)' 918 931 960 967 917 933 959 969
+CONVEX 1101 'GT_QK(3,1)' 931 935 967 971 933 934 969 970
+CONVEX 1102 'GT_QK(3,1)' 932 936 968 972 931 935 967 971
+CONVEX 1103 'GT_QK(3,1)' 947 968 953 974 960 967 966 973
+CONVEX 1104 'GT_QK(3,1)' 960 967 966 973 959 969 965 975
+CONVEX 1105 'GT_QK(3,1)' 967 971 973 977 969 970 975 976
+CONVEX 1106 'GT_QK(3,1)' 968 972 974 978 967 971 973 977
+CONVEX 1107 'GT_QK(3,1)' 817 833 859 869 900 941 948 979
+CONVEX 1108 'GT_QK(3,1)' 900 941 948 979 899 932 947 968
+CONVEX 1109 'GT_QK(3,1)' 941 942 979 980 932 936 968 972
+CONVEX 1110 'GT_QK(3,1)' 833 834 869 870 941 942 979 980
+CONVEX 1111 'GT_QK(3,1)' 859 869 865 875 948 979 954 981
+CONVEX 1112 'GT_QK(3,1)' 948 979 954 981 947 968 953 974
+CONVEX 1113 'GT_QK(3,1)' 979 980 981 982 968 972 974 978
+CONVEX 1114 'GT_QK(3,1)' 869 870 875 876 979 980 981 982
+CONVEX 1115 'GT_QK(3,1)' 905 906 907 908 983 984 985 986
+CONVEX 1116 'GT_QK(3,1)' 983 984 985 986 987 988 989 990
+CONVEX 1117 'GT_QK(3,1)' 984 992 986 994 988 991 990 993
+CONVEX 1118 'GT_QK(3,1)' 906 909 908 911 984 992 986 994
+CONVEX 1119 'GT_QK(3,1)' 907 908 915 916 985 986 995 996
+CONVEX 1120 'GT_QK(3,1)' 985 986 995 996 989 990 997 998
+CONVEX 1121 'GT_QK(3,1)' 986 994 996 1000 990 993 998 999
+CONVEX 1122 'GT_QK(3,1)' 908 911 916 917 986 994 996 1000
+CONVEX 1123 'GT_QK(3,1)' 987 988 989 990 1001 1002 1003 1004
+CONVEX 1124 'GT_QK(3,1)' 1001 1002 1003 1004 1005 1006 1007 1008
+CONVEX 1125 'GT_QK(3,1)' 1002 1010 1004 1012 1006 1009 1008 1011
+CONVEX 1126 'GT_QK(3,1)' 988 991 990 993 1002 1010 1004 1012
+CONVEX 1127 'GT_QK(3,1)' 989 990 997 998 1003 1004 1013 1014
+CONVEX 1128 'GT_QK(3,1)' 1003 1004 1013 1014 1007 1008 1015 1016
+CONVEX 1129 'GT_QK(3,1)' 1004 1012 1014 1018 1008 1011 1016 1017
+CONVEX 1130 'GT_QK(3,1)' 990 993 998 999 1004 1012 1014 1018
+CONVEX 1131 'GT_QK(3,1)' 991 1020 993 1022 1010 1019 1012 1021
+CONVEX 1132 'GT_QK(3,1)' 1010 1019 1012 1021 1009 1023 1011 1024
+CONVEX 1133 'GT_QK(3,1)' 1019 1026 1021 1028 1023 1025 1024 1027
+CONVEX 1134 'GT_QK(3,1)' 1020 1029 1022 1030 1019 1026 1021 1028
+CONVEX 1135 'GT_QK(3,1)' 993 1022 999 1032 1012 1021 1018 1031
+CONVEX 1136 'GT_QK(3,1)' 1012 1021 1018 1031 1011 1024 1017 1033
+CONVEX 1137 'GT_QK(3,1)' 1021 1028 1031 1035 1024 1027 1033 1034
+CONVEX 1138 'GT_QK(3,1)' 1022 1030 1032 1036 1021 1028 1031 1035
+CONVEX 1139 'GT_QK(3,1)' 909 923 911 924 992 1037 994 1038
+CONVEX 1140 'GT_QK(3,1)' 992 1037 994 1038 991 1020 993 1022
+CONVEX 1141 'GT_QK(3,1)' 1037 1039 1038 1040 1020 1029 1022 1030
+CONVEX 1142 'GT_QK(3,1)' 923 925 924 927 1037 1039 1038 1040
+CONVEX 1143 'GT_QK(3,1)' 911 924 917 933 994 1038 1000 1041
+CONVEX 1144 'GT_QK(3,1)' 994 1038 1000 1041 993 1022 999 1032
+CONVEX 1145 'GT_QK(3,1)' 1038 1040 1041 1042 1022 1030 1032 1036
+CONVEX 1146 'GT_QK(3,1)' 924 927 933 934 1038 1040 1041 1042
+CONVEX 1147 'GT_QK(3,1)' 915 916 957 958 995 996 1043 1044
+CONVEX 1148 'GT_QK(3,1)' 995 996 1043 1044 997 998 1045 1046
+CONVEX 1149 'GT_QK(3,1)' 996 1000 1044 1048 998 999 1046 1047
+CONVEX 1150 'GT_QK(3,1)' 916 917 958 959 996 1000 1044 1048
+CONVEX 1151 'GT_QK(3,1)' 957 958 963 964 1043 1044 1049 1050
+CONVEX 1152 'GT_QK(3,1)' 1043 1044 1049 1050 1045 1046 1051 1052
+CONVEX 1153 'GT_QK(3,1)' 1044 1048 1050 1054 1046 1047 1052 1053
+CONVEX 1154 'GT_QK(3,1)' 958 959 964 965 1044 1048 1050 1054
+CONVEX 1155 'GT_QK(3,1)' 997 998 1045 1046 1013 1014 1055 1056
+CONVEX 1156 'GT_QK(3,1)' 1013 1014 1055 1056 1015 1016 1057 1058
+CONVEX 1157 'GT_QK(3,1)' 1014 1018 1056 1060 1016 1017 1058 1059
+CONVEX 1158 'GT_QK(3,1)' 998 999 1046 1047 1014 1018 1056 1060
+CONVEX 1159 'GT_QK(3,1)' 1045 1046 1051 1052 1055 1056 1061 1062
+CONVEX 1160 'GT_QK(3,1)' 1055 1056 1061 1062 1057 1058 1063 1064
+CONVEX 1161 'GT_QK(3,1)' 1056 1060 1062 1066 1058 1059 1064 1065
+CONVEX 1162 'GT_QK(3,1)' 1046 1047 1052 1053 1056 1060 1062 1066
+CONVEX 1163 'GT_QK(3,1)' 999 1032 1047 1068 1018 1031 1060 1067
+CONVEX 1164 'GT_QK(3,1)' 1018 1031 1060 1067 1017 1033 1059 1069
+CONVEX 1165 'GT_QK(3,1)' 1031 1035 1067 1071 1033 1034 1069 1070
+CONVEX 1166 'GT_QK(3,1)' 1032 1036 1068 1072 1031 1035 1067 1071
+CONVEX 1167 'GT_QK(3,1)' 1047 1068 1053 1074 1060 1067 1066 1073
+CONVEX 1168 'GT_QK(3,1)' 1060 1067 1066 1073 1059 1069 1065 1075
+CONVEX 1169 'GT_QK(3,1)' 1067 1071 1073 1077 1069 1070 1075 1076
+CONVEX 1170 'GT_QK(3,1)' 1068 1072 1074 1078 1067 1071 1073 1077
+CONVEX 1171 'GT_QK(3,1)' 917 933 959 969 1000 1041 1048 1079
+CONVEX 1172 'GT_QK(3,1)' 1000 1041 1048 1079 999 1032 1047 1068
+CONVEX 1173 'GT_QK(3,1)' 1041 1042 1079 1080 1032 1036 1068 1072
+CONVEX 1174 'GT_QK(3,1)' 933 934 969 970 1041 1042 1079 1080
+CONVEX 1175 'GT_QK(3,1)' 959 969 965 975 1048 1079 1054 1081
+CONVEX 1176 'GT_QK(3,1)' 1048 1079 1054 1081 1047 1068 1053 1074
+CONVEX 1177 'GT_QK(3,1)' 1079 1080 1081 1082 1068 1072 1074 1078
+CONVEX 1178 'GT_QK(3,1)' 969 970 975 976 1079 1080 1081 1082
+CONVEX 1179 'GT_QK(3,1)' 1005 1006 1007 1008 1083 1084 1085 1086
+CONVEX 1180 'GT_QK(3,1)' 1083 1084 1085 1086 1087 1088 1089 1090
+CONVEX 1181 'GT_QK(3,1)' 1084 1092 1086 1094 1088 1091 1090 1093
+CONVEX 1182 'GT_QK(3,1)' 1006 1009 1008 1011 1084 1092 1086 1094
+CONVEX 1183 'GT_QK(3,1)' 1007 1008 1015 1016 1085 1086 1095 1096
+CONVEX 1184 'GT_QK(3,1)' 1085 1086 1095 1096 1089 1090 1097 1098
+CONVEX 1185 'GT_QK(3,1)' 1086 1094 1096 1100 1090 1093 1098 1099
+CONVEX 1186 'GT_QK(3,1)' 1008 1011 1016 1017 1086 1094 1096 1100
+CONVEX 1187 'GT_QK(3,1)' 1087 1088 1089 1090 1101 1102 1103 1104
+CONVEX 1188 'GT_QK(3,1)' 1101 1102 1103 1104 1105 1106 1107 1108
+CONVEX 1189 'GT_QK(3,1)' 1102 1110 1104 1112 1106 1109 1108 1111
+CONVEX 1190 'GT_QK(3,1)' 1088 1091 1090 1093 1102 1110 1104 1112
+CONVEX 1191 'GT_QK(3,1)' 1089 1090 1097 1098 1103 1104 1113 1114
+CONVEX 1192 'GT_QK(3,1)' 1103 1104 1113 1114 1107 1108 1115 1116
+CONVEX 1193 'GT_QK(3,1)' 1104 1112 1114 1118 1108 1111 1116 1117
+CONVEX 1194 'GT_QK(3,1)' 1090 1093 1098 1099 1104 1112 1114 1118
+CONVEX 1195 'GT_QK(3,1)' 1091 1120 1093 1122 1110 1119 1112 1121
+CONVEX 1196 'GT_QK(3,1)' 1110 1119 1112 1121 1109 1123 1111 1124
+CONVEX 1197 'GT_QK(3,1)' 1119 1126 1121 1128 1123 1125 1124 1127
+CONVEX 1198 'GT_QK(3,1)' 1120 1129 1122 1130 1119 1126 1121 1128
+CONVEX 1199 'GT_QK(3,1)' 1093 1122 1099 1132 1112 1121 1118 1131
+CONVEX 1200 'GT_QK(3,1)' 1112 1121 1118 1131 1111 1124 1117 1133
+CONVEX 1201 'GT_QK(3,1)' 1121 1128 1131 1135 1124 1127 1133 1134
+CONVEX 1202 'GT_QK(3,1)' 1122 1130 1132 1136 1121 1128 1131 1135
+CONVEX 1203 'GT_QK(3,1)' 1009 1023 1011 1024 1092 1137 1094 1138
+CONVEX 1204 'GT_QK(3,1)' 1092 1137 1094 1138 1091 1120 1093 1122
+CONVEX 1205 'GT_QK(3,1)' 1137 1139 1138 1140 1120 1129 1122 1130
+CONVEX 1206 'GT_QK(3,1)' 1023 1025 1024 1027 1137 1139 1138 1140
+CONVEX 1207 'GT_QK(3,1)' 1011 1024 1017 1033 1094 1138 1100 1141
+CONVEX 1208 'GT_QK(3,1)' 1094 1138 1100 1141 1093 1122 1099 1132
+CONVEX 1209 'GT_QK(3,1)' 1138 1140 1141 1142 1122 1130 1132 1136
+CONVEX 1210 'GT_QK(3,1)' 1024 1027 1033 1034 1138 1140 1141 1142
+CONVEX 1211 'GT_QK(3,1)' 1015 1016 1057 1058 1095 1096 1143 1144
+CONVEX 1212 'GT_QK(3,1)' 1095 1096 1143 1144 1097 1098 1145 1146
+CONVEX 1213 'GT_QK(3,1)' 1096 1100 1144 1148 1098 1099 1146 1147
+CONVEX 1214 'GT_QK(3,1)' 1016 1017 1058 1059 1096 1100 1144 1148
+CONVEX 1215 'GT_QK(3,1)' 1057 1058 1063 1064 1143 1144 1149 1150
+CONVEX 1216 'GT_QK(3,1)' 1143 1144 1149 1150 1145 1146 1151 1152
+CONVEX 1217 'GT_QK(3,1)' 1144 1148 1150 1154 1146 1147 1152 1153
+CONVEX 1218 'GT_QK(3,1)' 1058 1059 1064 1065 1144 1148 1150 1154
+CONVEX 1219 'GT_QK(3,1)' 1097 1098 1145 1146 1113 1114 1155 1156
+CONVEX 1220 'GT_QK(3,1)' 1113 1114 1155 1156 1115 1116 1157 1158
+CONVEX 1221 'GT_QK(3,1)' 1114 1118 1156 1160 1116 1117 1158 1159
+CONVEX 1222 'GT_QK(3,1)' 1098 1099 1146 1147 1114 1118 1156 1160
+CONVEX 1223 'GT_QK(3,1)' 1145 1146 1151 1152 1155 1156 1161 1162
+CONVEX 1224 'GT_QK(3,1)' 1155 1156 1161 1162 1157 1158 1163 1164
+CONVEX 1225 'GT_QK(3,1)' 1156 1160 1162 1166 1158 1159 1164 1165
+CONVEX 1226 'GT_QK(3,1)' 1146 1147 1152 1153 1156 1160 1162 1166
+CONVEX 1227 'GT_QK(3,1)' 1099 1132 1147 1168 1118 1131 1160 1167
+CONVEX 1228 'GT_QK(3,1)' 1118 1131 1160 1167 1117 1133 1159 1169
+CONVEX 1229 'GT_QK(3,1)' 1131 1135 1167 1171 1133 1134 1169 1170
+CONVEX 1230 'GT_QK(3,1)' 1132 1136 1168 1172 1131 1135 1167 1171
+CONVEX 1231 'GT_QK(3,1)' 1147 1168 1153 1174 1160 1167 1166 1173
+CONVEX 1232 'GT_QK(3,1)' 1160 1167 1166 1173 1159 1169 1165 1175
+CONVEX 1233 'GT_QK(3,1)' 1167 1171 1173 1177 1169 1170 1175 1176
+CONVEX 1234 'GT_QK(3,1)' 1168 1172 1174 1178 1167 1171 1173 1177
+CONVEX 1235 'GT_QK(3,1)' 1017 1033 1059 1069 1100 1141 1148 1179
+CONVEX 1236 'GT_QK(3,1)' 1100 1141 1148 1179 1099 1132 1147 1168
+CONVEX 1237 'GT_QK(3,1)' 1141 1142 1179 1180 1132 1136 1168 1172
+CONVEX 1238 'GT_QK(3,1)' 1033 1034 1069 1070 1141 1142 1179 1180
+CONVEX 1239 'GT_QK(3,1)' 1059 1069 1065 1075 1148 1179 1154 1181
+CONVEX 1240 'GT_QK(3,1)' 1148 1179 1154 1181 1147 1168 1153 1174
+CONVEX 1241 'GT_QK(3,1)' 1179 1180 1181 1182 1168 1172 1174 1178
+CONVEX 1242 'GT_QK(3,1)' 1069 1070 1075 1076 1179 1180 1181 1182
+
+END MESH STRUCTURE DESCRIPTION
diff --git a/interface/tests/python/Makefile.am
b/interface/tests/python/Makefile.am
index 1741506..8319e8d 100644
--- a/interface/tests/python/Makefile.am
+++ b/interface/tests/python/Makefile.am
@@ -1,4 +1,4 @@
-# Copyright (C) 1999-2017 Yves Renard
+# Copyright (C) 1999-2018 Yves Renard
#
# This file is a part of GetFEM++
#
@@ -27,6 +27,7 @@ EXTRA_DIST= \
check_global_functions.py \
check_levelset.py \
check_asm.py \
+ check_mixed_mesh.py \
demo_crack.py \
demo_fictitious_domains.py \
demo_laplacian.py \
@@ -57,6 +58,7 @@ TESTS = \
check_export.py \
check_global_functions.py \
check_asm.py \
+ check_mixed_mesh.py \
demo_wave.py \
demo_laplacian.py \
$(optpy)
diff --git a/interface/tests/python/check_mixed_mesh.py
b/interface/tests/python/check_mixed_mesh.py
new file mode 100644
index 0000000..4d40bb5
--- /dev/null
+++ b/interface/tests/python/check_mixed_mesh.py
@@ -0,0 +1,193 @@
+#!/usr/bin/env python
+# -*- coding: utf-8 -*-
+# Python GetFEM++ interface
+#
+# Copyright (C) 2018-2018 Huu Phuc Bui
+#
+# This file is a part of GetFEM++
+#
+# GetFEM++ is free software; you can redistribute it and/or modify it
+# under the terms of the GNU Lesser General Public License as published
+# by the Free Software Foundation; either version 2.1 of the License, or
+# (at your option) any later version.
+# This program is distributed in the hope that it will be useful, but
+# WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY
+# or FITNESS FOR A PARTICULAR PURPOSE. See the GNU Lesser General Public
+# License for more details.
+# You should have received a copy of the GNU Lesser General Public License
+# along with this program; if not, write to the Free Software Foundation,
+# Inc., 51 Franklin St, Fifth Floor, Boston, MA 02110-1301, USA.
+#
+############################################################################
+""" Test of computation of inter-element terms on a mixed 3D mesh with
+ hexaedrons, prims, pyramids and tetrahedrons.
+
+ This program is used to check that Python-GetFEM interface, and more
+ generally GetFEM are working.
+
+ $Id$
+"""
+
+import getfem as gf
+import numpy as np
+import os
+
+# parameters
+E = 1.0e3
+Nu = 0.25
+Lambda = E*Nu/((1.0+Nu)*(1.0-2.0*Nu))
+Mu = E/(2*(1+Nu))
+
+
+# define constants
+NEUMANN_BOUNDARY = 1
+NEUMANN_BOUNDARY_NO_LOAD = 2
+DIRICHLET_BOUNDARY = 3
+OMEGA = 4
+INNER_FACES=6
+
+degree = 1
+
+make_check=('srcdir' in os.environ);
+filename='../meshes/mixed_mesh.gmf'
+if (make_check):
+ filename=os.environ['srcdir']+'/'+filename
+
+m = gf.Mesh('load', filename)
+
+#--------------- boundary condtions
+# detect some boundary of the mesh
+
+face_left = m.outer_faces_with_direction([0, 0., -1.0], 0.01)
+face_right = m.outer_faces_with_direction([0., 0., 1.0], 0.01)
+
+face_top = m.outer_faces_with_direction([0., 1., 0], 0.01)
+face_bottom = m.outer_faces_with_direction([0., -1., 0], 0.01)
+face_top1 = m.outer_faces_with_direction([1., 0., 0], 0.01)
+face_bottom1 = m.outer_faces_with_direction([-1., 0., 0], 0.01)
+face_top_bottom =
np.append(np.append(np.append(face_top,face_bottom,axis=1),face_top1 , axis=1),
face_bottom1, axis=1)
+
+# create boundary regions
+m.set_region(NEUMANN_BOUNDARY,face_right)
+m.set_region(NEUMANN_BOUNDARY_NO_LOAD,face_top_bottom)
+m.set_region(DIRICHLET_BOUNDARY,face_left)
+
+in_faces = m.inner_faces()
+m.set_region(INNER_FACES, in_faces)
+
+
+listTetra = [];
+listHexa = [];
+listPrism = [];
+listPyramid = [];
+
+for i in range(m.nbcvs()):
+ gt = m.geotrans(i) # id of element
+ if str(gt[0])=='GT_PK(3,1)':
+ #print 'index of TETRA: ', i
+ listTetra.append(i)
+ elif str(gt[0])=='GT_PYRAMID(1)':
+ #print 'index of PYRAMID: ', i
+ listPyramid.append(i)
+ elif str(gt[0])=='GT_PRISM(3,1)':
+ #print 'index of PRISM: ', i
+ listPrism.append(i)
+ elif str(gt[0])=='GT_QK(3,1)':
+ #print 'index of HEXA: ', i
+ listHexa.append(i)
+ else:
+ print 'Geometric transformation: ', gt[0]
+
+print 'num Tetra: ', len(listTetra)
+print 'num Hexa: ', len(listHexa)
+print 'num Hexa: ', len(listHexa)
+print 'num Hexa: ', len(listHexa)
+
+
+mfu = gf.MeshFem(m, 3)
+
+mfu.set_fem(gf.Fem('FEM_QK(3,{d})'.format(d=degree)),listHexa)
+mfu.set_fem(gf.Fem('FEM_PYRAMID_LAGRANGE({d})'.format(d=degree)),listPyramid)
+mfu.set_fem(gf.Fem('FEM_PK_PRISM(3,{d})'.format(d=degree)),listPrism)
+mfu.set_fem(gf.Fem('FEM_PK(3,{d})'.format(d=degree)),listTetra)
+
+mim = gf.MeshIm(m, 3)
+
+
+# Model
+md = gf.Model('real')
+md.add_fem_variable('u',mfu)
+md.add_initialized_data('mu_para', Mu)
+md.add_initialized_data('lambda_para', Lambda)
+md.add_linear_generic_assembly_brick(mim,"lambda_para*Div_u*Div_Test_u +
2*mu_para*Sym(Grad_u):Grad_Test_u")
+md.add_initialized_data('Fdata',[0.0,-1.0, 0.0])
+md.add_source_term_brick(mim, 'u', 'Fdata', NEUMANN_BOUNDARY)
+md.add_initialized_data('DirichletData', [0, 0, 0])
+md.add_Dirichlet_condition_with_simplification('u',
DIRICHLET_BOUNDARY,'DirichletData')
+
+md.solve('max_res', 1E-9, 'max_iter', 100, 'noisy', 'lsolver', 'mumps',
'lsearch', 'simplest', 'alpha min', 0.8)
+U = md.variable('u');
+
+
+mfer = gf.MeshFem(m,1)
+mfer.set_fem(gf.Fem('FEM_PK(3,{d})'.format(d=0)),listTetra)
+mfer.set_fem(gf.Fem('FEM_QK(3,{d})'.format(d=0)),listHexa)
+mfer.set_fem(gf.Fem('FEM_PYRAMID_LAGRANGE({d})'.format(d=0)),listPyramid)
+mfer.set_fem(gf.Fem('FEM_PK_PRISM(3,{d})'.format(d=0)),listPrism)
+
+divsigma = '(lambda_para+ mu_para)*(Hess_u(1,1,:) + Hess_u(2,2,:) +
Hess_u(3,3,:) ) + mu_para*(Hess_u:Id( qdim(u) ))'
+# 1a) interior residual
+bulkresidual =
'sqr(element_size)*Norm_sqr({divsigma})*Test_psi'.format(divsigma=divsigma)
+
+ETA1tmp = gf.asm_generic(mim,1,bulkresidual,-1
+ ,md
+ ,'psi',True,mfer,np.zeros(mfer.nbdof()))
+ETA1 = ETA1tmp [ ETA1tmp.size - mfer.nbdof() : ETA1tmp.size ]
+
+
+# 1b) jump at inner faces
+sig_u = "(lambda_para*Trace(Grad_u)*Id(qdim(u)) + mu_para*(Grad_u + Grad_u'))"
+grad_u_neighbor = "Interpolate(Grad_u,neighbour_elt)"
+sig_u_neighbor = "(lambda_para*Trace({Grad_u})*Id(qdim(u)) +
mu_para*(({Grad_u}) + ({Grad_u})'))".format(Grad_u=grad_u_neighbor)
+
+stress_jump_inner = "((({sig_u}) - ({sig_u_neighbor}))*Normal
)".format(sig_u=sig_u,sig_u_neighbor=sig_u_neighbor)
+edgeresidual =
"0.5*(element_size*Norm_sqr({stress_jump_inner})*2*0.5*(Test_psi +
Interpolate(Test_psi,neighbour_elt)))".format(stress_jump_inner=stress_jump_inner)
+
+ETA2tmp = gf.asm_generic(mim,1,edgeresidual,INNER_FACES
+ ,md
+ ,'psi',True,mfer,np.zeros(mfer.nbdof()))
+ETA2 = ETA2tmp [ ETA2tmp.size - mfer.nbdof() : ETA2tmp.size ]
+
+
+# 1c) jump at NEUMANN_BOUNDARY
+
+g = "[0; -1.0; 0]"
+stress_jump_at_Neumann = "(({g}) - ({Lambda}*Trace(Grad_u)*Id(qdim(u)) +
{Mu}*(Grad_u+Grad_u'))*Normal )".format(g = g, Lambda= Lambda, Mu = Mu)
+
+edgeresidual_Neumann =
"(element_size*Norm_sqr({stress_jump_at_Neumann})*Test_psi)".format(stress_jump_at_Neumann=stress_jump_at_Neumann)
+
+ETA3tmp = gf.asm_generic(mim,1,edgeresidual_Neumann,NEUMANN_BOUNDARY
+ ,md
+ ,'psi',True,mfer,np.zeros(mfer.nbdof()))
+
+ETA3 = ETA3tmp [ ETA3tmp.size - mfer.nbdof() : ETA3tmp.size ]
+
+print 'sum(ETA3): ', sum(ETA3)
+
+# 1d) jump at NEUMANN_BOUNDARY_NO_LOAD
+g = "[0; 0; 0]"
+stress_jump_at_Neumann = "(({g}) - ({Lambda}*Trace(Grad_u)*Id(qdim(u)) +
{Mu}*(Grad_u+Grad_u'))*Normal )".format(g = g, Lambda= Lambda, Mu = Mu)
+
+edgeresidual_Neumann =
"(element_size*Norm_sqr({stress_jump_at_Neumann})*Test_psi)".format(stress_jump_at_Neumann=stress_jump_at_Neumann)
+
+ETA4tmp = gf.asm_generic(mim,1,edgeresidual_Neumann,NEUMANN_BOUNDARY_NO_LOAD
+ ,md ,'psi',True,mfer,np.zeros(mfer.nbdof()))
+
+ETA4 = ETA4tmp [ ETA4tmp.size - mfer.nbdof() : ETA4tmp.size ]
+
+print 'sum(ETA4): ', sum(ETA4)
+
+
+ETA_square = ETA1 + ETA2 + ETA3 + ETA4 # element wise
+
+ETA = np.sqrt( ETA_square )# element wise