// GMSH Automatically generated file 
// --------------------------------- 
lc = 100.000000 ;
// Node Data 
Point(1) = {0.000000, 0.000000, 2.109000, lc};
Point(2) = {1.000000, 0.000000, 1.992000, lc};
Point(3) = {2.000000, 0.000000, 1.875000, lc};
Point(4) = {3.000000, 0.000000, 1.758000, lc};
Point(5) = {3.500000, 0.000000, 1.700000, lc};
Point(6) = {4.500000, 0.000000, 1.700000, lc};
Point(7) = {5.500000, 0.000000, 1.700000, lc};
Point(8) = {6.500000, 0.000000, 1.700000, lc};
Point(9) = {7.500000, 0.000000, 1.700000, lc};
Point(10) = {8.500000, 0.000000, 1.700000, lc};
Point(11) = {9.500000, 0.000000, 1.700000, lc};
Point(12) = {10.500000, 0.000000, 1.700000, lc};
Point(13) = {11.500000, 0.000000, 1.700000, lc};
Point(14) = {12.500000, 0.000000, 1.700000, lc};
Point(15) = {13.500000, 0.000000, 1.700000, lc};
Point(16) = {14.500000, 0.000000, 1.700000, lc};
Point(17) = {15.500000, 0.000000, 1.700000, lc};
Point(18) = {16.500000, 0.000000, 1.700000, lc};
Point(19) = {17.500000, 0.000000, 1.700000, lc};
Point(20) = {18.500000, 0.000000, 1.700000, lc};
Point(21) = {19.500000, 0.000000, 1.700000, lc};
Point(22) = {20.500000, 0.000000, 1.700000, lc};
Point(23) = {21.500000, 0.000000, 1.700000, lc};
Point(24) = {22.500000, 0.000000, 1.700000, lc};
Point(25) = {23.500000, 0.000000, 1.700000, lc};
Point(26) = {24.368000, 0.076000, 1.700000, lc};
Point(27) = {25.210000, 0.302000, 1.700000, lc};
Point(28) = {26.000000, 0.670000, 1.700000, lc};
Point(29) = {26.714000, 1.170000, 1.700000, lc};
Point(30) = {27.330000, 1.786000, 1.700000, lc};
Point(31) = {27.830000, 2.500000, 1.700000, lc};
Point(32) = {28.198000, 3.290000, 1.700000, lc};
Point(33) = {28.424000, 4.132000, 1.700000, lc};
Point(34) = {28.500000, 5.000000, 1.700000, lc};
Point(35) = {28.500000, 6.000000, 1.700000, lc};
Point(36) = {28.500000, 7.000000, 1.700000, lc};
Point(37) = {28.500000, 8.000000, 1.700000, lc};
Point(38) = {28.500000, 9.000000, 1.700000, lc};
Point(39) = {28.500000, 10.000000, 1.700000, lc};
Point(40) = {28.500000, 11.000000, 1.700000, lc};
Point(41) = {28.500000, 12.000000, 1.700000, lc};
Point(42) = {28.500000, 13.000000, 1.700000, lc};
Point(43) = {28.500000, 14.000000, 1.700000, lc};
Point(44) = {28.500000, 15.000000, 1.700000, lc};
Point(45) = {28.500000, 16.000000, 1.700000, lc};
Point(46) = {28.500000, 17.000000, 1.700000, lc};
Point(47) = {28.500000, 18.000000, 1.700000, lc};
Point(48) = {28.500000, 19.000000, 1.700000, lc};
Point(49) = {28.500000, 20.000000, 1.700000, lc};
Point(50) = {28.500000, 20.830000, 1.639000, lc};
Point(51) = {28.500000, 21.638000, 1.441000, lc};
Point(52) = {28.500000, 22.402000, 1.112000, lc};
Point(53) = {28.500000, 23.101000, 0.661000, lc};
Point(54) = {28.500000, 23.715000, 0.100000, lc};
Point(55) = {28.500000, 24.329000, -0.461000, lc};
Point(56) = {28.500000, 25.028000, -0.912000, lc};
Point(57) = {28.500000, 25.792000, -1.241000, lc};
Point(58) = {28.500000, 26.600000, -1.439000, lc};
Point(59) = {28.500000, 27.430000, -1.500000, lc};
Point(60) = {28.500000, 28.430000, -1.500000, lc};
Point(61) = {28.500000, 29.430000, -1.500000, lc};
Point(62) = {28.500000, 30.430000, -1.500000, lc};
Point(63) = {28.500000, 31.430000, -1.500000, lc};
Point(64) = {28.500000, 32.430000, -1.500000, lc};
Point(65) = {28.500000, 33.430000, -1.500000, lc};
Point(66) = {28.500000, 34.430000, -1.500000, lc};
Point(67) = {28.500000, 35.430000, -1.500000, lc};
Point(68) = {28.500000, 36.430000, -1.500000, lc};
Point(69) = {28.500000, 37.430000, -1.500000, lc};
Point(70) = {28.500000, 38.430000, -1.500000, lc};
Point(71) = {28.500000, 39.430000, -1.500000, lc};
Point(72) = {28.500000, 40.430000, -1.500000, lc};
Point(73) = {28.500000, 41.430000, -1.500000, lc};
Point(74) = {28.500000, 42.430000, -1.500000, lc};
Point(75) = {28.500000, 43.430000, -1.500000, lc};
Point(76) = {28.500000, 44.430000, -1.500000, lc};
Point(77) = {28.500000, 45.430000, -1.500000, lc};
Point(78) = {28.500000, 46.430000, -1.500000, lc};
Point(79) = {28.500000, 47.430000, -1.500000, lc};
Point(80) = {28.500000, 48.430000, -1.500000, lc};
Point(81) = {28.500000, 49.430000, -1.500000, lc};
Point(82) = {28.500000, 50.430000, -1.500000, lc};
Point(83) = {28.500000, 51.430000, -1.500000, lc};
Point(84) = {28.500000, 52.430000, -1.500000, lc};
Point(85) = {28.500000, 53.430000, -1.500000, lc};
Point(86) = {28.500000, 54.430000, -1.500000, lc};
Point(87) = {28.500000, 55.430000, -1.500000, lc};
Point(88) = {28.500000, 56.430000, -1.500000, lc};
Point(89) = {28.500000, 57.430000, -1.500000, lc};
Point(90) = {28.500000, 58.430000, -1.500000, lc};
Point(91) = {28.500000, 59.430000, -1.500000, lc};
Point(92) = {28.500000, 60.430000, -1.500000, lc};
Point(93) = {28.500000, 61.430000, -1.500000, lc};
Point(94) = {28.500000, 62.430000, -1.500000, lc};
Point(95) = {28.500000, 63.430000, -1.500000, lc};
Point(96) = {28.500000, 64.430000, -1.500000, lc};
Point(97) = {28.500000, 65.430000, -1.500000, lc};
Point(98) = {28.500000, 66.430000, -1.500000, lc};
Point(99) = {28.500000, 67.430000, -1.500000, lc};
Point(100) = {28.500000, 68.430000, -1.500000, lc};
Point(101) = {28.500000, 69.430000, -1.500000, lc};
Point(102) = {28.500000, 70.430000, -1.500000, lc};
Point(103) = {28.500000, 71.430000, -1.500000, lc};
Point(104) = {28.500000, 72.430000, -1.500000, lc};
Point(105) = {28.500000, 73.430000, -1.500000, lc};
Point(106) = {28.500000, 74.430000, -1.500000, lc};
// Line Data 
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};
// Beam Type Data 
Physical Line("ID = 1 - (* Pig Receiver Section 1 *)") = {1,2,3,4,5};
Physical Line("ID = 2 - (* Pig Receiver Section 2 *)") = {6,7,8,9};
Physical Line("ID = 3 - (* 20  pipeline above ground *)") = {10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,35,36,37,38,39,40,41,42,43,44,45,46,47,48};
Physical Line("ID = 4 - (* 20  pipeline below ground *)") = {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};
Physical Line("ID = 5 - (* 20  pipeline during Bend 1 *)") = {25,26,27,28,29,30,31,32,33,34};
Physical Line("ID = 6 - (* 20  pipeline during Bend 2 *)") = {49,50,51,52,53,54,55,56,57,58,59};
// Display beam types group
Solver.ShowInvisibleParameters=1 ;
View "Beam Types" { 
SL(0.000000,0.000000,2.109000,1.000000,0.000000,1.992000){1.000000,1.000000} ;
SL(1.000000,0.000000,1.992000,2.000000,0.000000,1.875000){1.000000,1.000000} ;
SL(2.000000,0.000000,1.875000,3.000000,0.000000,1.758000){1.000000,1.000000} ;
SL(3.000000,0.000000,1.758000,3.500000,0.000000,1.700000){1.000000,1.000000} ;
SL(3.500000,0.000000,1.700000,4.500000,0.000000,1.700000){1.000000,1.000000} ;
SL(4.500000,0.000000,1.700000,5.500000,0.000000,1.700000){2.000000,2.000000} ;
SL(5.500000,0.000000,1.700000,6.500000,0.000000,1.700000){2.000000,2.000000} ;
SL(6.500000,0.000000,1.700000,7.500000,0.000000,1.700000){2.000000,2.000000} ;
SL(7.500000,0.000000,1.700000,8.500000,0.000000,1.700000){2.000000,2.000000} ;
SL(8.500000,0.000000,1.700000,9.500000,0.000000,1.700000){3.000000,3.000000} ;
SL(9.500000,0.000000,1.700000,10.500000,0.000000,1.700000){3.000000,3.000000} ;
SL(10.500000,0.000000,1.700000,11.500000,0.000000,1.700000){3.000000,3.000000} ;
SL(11.500000,0.000000,1.700000,12.500000,0.000000,1.700000){3.000000,3.000000} ;
SL(12.500000,0.000000,1.700000,13.500000,0.000000,1.700000){3.000000,3.000000} ;
SL(13.500000,0.000000,1.700000,14.500000,0.000000,1.700000){3.000000,3.000000} ;
SL(14.500000,0.000000,1.700000,15.500000,0.000000,1.700000){3.000000,3.000000} ;
SL(15.500000,0.000000,1.700000,16.500000,0.000000,1.700000){3.000000,3.000000} ;
SL(16.500000,0.000000,1.700000,17.500000,0.000000,1.700000){3.000000,3.000000} ;
SL(17.500000,0.000000,1.700000,18.500000,0.000000,1.700000){3.000000,3.000000} ;
SL(18.500000,0.000000,1.700000,19.500000,0.000000,1.700000){3.000000,3.000000} ;
SL(19.500000,0.000000,1.700000,20.500000,0.000000,1.700000){3.000000,3.000000} ;
SL(20.500000,0.000000,1.700000,21.500000,0.000000,1.700000){3.000000,3.000000} ;
SL(21.500000,0.000000,1.700000,22.500000,0.000000,1.700000){3.000000,3.000000} ;
SL(22.500000,0.000000,1.700000,23.500000,0.000000,1.700000){3.000000,3.000000} ;
SL(28.500000,6.000000,1.700000,28.500000,7.000000,1.700000){3.000000,3.000000} ;
SL(28.500000,7.000000,1.700000,28.500000,8.000000,1.700000){3.000000,3.000000} ;
SL(28.500000,8.000000,1.700000,28.500000,9.000000,1.700000){3.000000,3.000000} ;
SL(28.500000,9.000000,1.700000,28.500000,10.000000,1.700000){3.000000,3.000000} ;
SL(28.500000,10.000000,1.700000,28.500000,11.000000,1.700000){3.000000,3.000000} ;
SL(28.500000,11.000000,1.700000,28.500000,12.000000,1.700000){3.000000,3.000000} ;
SL(28.500000,12.000000,1.700000,28.500000,13.000000,1.700000){3.000000,3.000000} ;
SL(28.500000,13.000000,1.700000,28.500000,14.000000,1.700000){3.000000,3.000000} ;
SL(28.500000,14.000000,1.700000,28.500000,15.000000,1.700000){3.000000,3.000000} ;
SL(28.500000,15.000000,1.700000,28.500000,16.000000,1.700000){3.000000,3.000000} ;
SL(28.500000,16.000000,1.700000,28.500000,17.000000,1.700000){3.000000,3.000000} ;
SL(28.500000,17.000000,1.700000,28.500000,18.000000,1.700000){3.000000,3.000000} ;
SL(28.500000,18.000000,1.700000,28.500000,19.000000,1.700000){3.000000,3.000000} ;
SL(28.500000,19.000000,1.700000,28.500000,20.000000,1.700000){3.000000,3.000000} ;
SL(28.500000,28.430000,-1.500000,28.500000,29.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,29.430000,-1.500000,28.500000,30.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,30.430000,-1.500000,28.500000,31.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,31.430000,-1.500000,28.500000,32.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,32.430000,-1.500000,28.500000,33.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,33.430000,-1.500000,28.500000,34.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,34.430000,-1.500000,28.500000,35.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,35.430000,-1.500000,28.500000,36.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,36.430000,-1.500000,28.500000,37.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,37.430000,-1.500000,28.500000,38.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,38.430000,-1.500000,28.500000,39.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,39.430000,-1.500000,28.500000,40.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,40.430000,-1.500000,28.500000,41.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,41.430000,-1.500000,28.500000,42.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,42.430000,-1.500000,28.500000,43.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,43.430000,-1.500000,28.500000,44.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,44.430000,-1.500000,28.500000,45.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,45.430000,-1.500000,28.500000,46.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,46.430000,-1.500000,28.500000,47.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,47.430000,-1.500000,28.500000,48.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,48.430000,-1.500000,28.500000,49.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,49.430000,-1.500000,28.500000,50.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,50.430000,-1.500000,28.500000,51.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,51.430000,-1.500000,28.500000,52.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,52.430000,-1.500000,28.500000,53.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,53.430000,-1.500000,28.500000,54.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,54.430000,-1.500000,28.500000,55.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,55.430000,-1.500000,28.500000,56.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,56.430000,-1.500000,28.500000,57.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,57.430000,-1.500000,28.500000,58.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,58.430000,-1.500000,28.500000,59.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,59.430000,-1.500000,28.500000,60.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,60.430000,-1.500000,28.500000,61.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,61.430000,-1.500000,28.500000,62.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,62.430000,-1.500000,28.500000,63.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,63.430000,-1.500000,28.500000,64.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,64.430000,-1.500000,28.500000,65.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,65.430000,-1.500000,28.500000,66.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,66.430000,-1.500000,28.500000,67.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,67.430000,-1.500000,28.500000,68.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,68.430000,-1.500000,28.500000,69.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,69.430000,-1.500000,28.500000,70.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,70.430000,-1.500000,28.500000,71.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,71.430000,-1.500000,28.500000,72.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,72.430000,-1.500000,28.500000,73.430000,-1.500000){4.000000,4.000000} ;
SL(28.500000,73.430000,-1.500000,28.500000,74.430000,-1.500000){4.000000,4.000000} ;
SL(23.500000,0.000000,1.700000,24.368000,0.076000,1.700000){5.000000,5.000000} ;
SL(24.368000,0.076000,1.700000,25.210000,0.302000,1.700000){5.000000,5.000000} ;
SL(25.210000,0.302000,1.700000,26.000000,0.670000,1.700000){5.000000,5.000000} ;
SL(26.000000,0.670000,1.700000,26.714000,1.170000,1.700000){5.000000,5.000000} ;
SL(26.714000,1.170000,1.700000,27.330000,1.786000,1.700000){5.000000,5.000000} ;
SL(27.330000,1.786000,1.700000,27.830000,2.500000,1.700000){5.000000,5.000000} ;
SL(27.830000,2.500000,1.700000,28.198000,3.290000,1.700000){5.000000,5.000000} ;
SL(28.198000,3.290000,1.700000,28.424000,4.132000,1.700000){5.000000,5.000000} ;
SL(28.424000,4.132000,1.700000,28.500000,5.000000,1.700000){5.000000,5.000000} ;
SL(28.500000,5.000000,1.700000,28.500000,6.000000,1.700000){5.000000,5.000000} ;
SL(28.500000,20.000000,1.700000,28.500000,20.830000,1.639000){6.000000,6.000000} ;
SL(28.500000,20.830000,1.639000,28.500000,21.638000,1.441000){6.000000,6.000000} ;
SL(28.500000,21.638000,1.441000,28.500000,22.402000,1.112000){6.000000,6.000000} ;
SL(28.500000,22.402000,1.112000,28.500000,23.101000,0.661000){6.000000,6.000000} ;
SL(28.500000,23.101000,0.661000,28.500000,23.715000,0.100000){6.000000,6.000000} ;
SL(28.500000,23.715000,0.100000,28.500000,24.329000,-0.461000){6.000000,6.000000} ;
SL(28.500000,24.329000,-0.461000,28.500000,25.028000,-0.912000){6.000000,6.000000} ;
SL(28.500000,25.028000,-0.912000,28.500000,25.792000,-1.241000){6.000000,6.000000} ;
SL(28.500000,25.792000,-1.241000,28.500000,26.600000,-1.439000){6.000000,6.000000} ;
SL(28.500000,26.600000,-1.439000,28.500000,27.430000,-1.500000){6.000000,6.000000} ;
SL(28.500000,27.430000,-1.500000,28.500000,28.430000,-1.500000){6.000000,6.000000} ;
};
// Highlight Lines
View[0].LineType=1 ;
View[0].LineWidth=3 ;
// NONLINEAR spring Type Data 
DefineConstant[ Dx1 = {1, Name "NonLinearSprings/ID - 1/ DOF 1 - ID 1 - Dx [m]", Choices {-1.000000,-0.002000,0.002000,1.000000},Closed 1}];
DefineConstant[ Fx1 = {1, Name "NonLinearSprings/ID - 1/ DOF 1 - ID 1 - Fx [-]", Choices {-0.500000,-0.500000,0.500000,0.500000},Closed 1}];
DefineConstant[ Dy1 = {1, Name "NonLinearSprings/ID - 1/ DOF 2 - ID 1 - Dy [m]", Choices {-1.000000,-0.002000,0.002000,1.000000},Closed 1}];
DefineConstant[ Fy1 = {1, Name "NonLinearSprings/ID - 1/ DOF 2 - ID 1 - Fy [-]", Choices {-0.500000,-0.500000,0.500000,0.500000},Closed 1}];
DefineConstant[ Dz1 = {1, Name "NonLinearSprings/ID - 1/ DOF 3 - ID 1 - Dz [m]", Choices {-1.000000,-0.002000,0.000010,1.000000},Closed 1}];
DefineConstant[ Fz1 = {1, Name "NonLinearSprings/ID - 1/ DOF 3 - ID 1 - Fz [N]", Choices {-27700.000000,-27700.000000,0.000000,0.000000},Closed 1}];
DefineConstant[ DMx1 = {1, Name "NonLinearSprings/ID - 1/ DOF 4 - ID 1 - DMx [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ Mx1 = {1, Name "NonLinearSprings/ID - 1/ DOF 4 - ID 1 - Mx [Nm]", Choices {0.000000,0.000000},Closed 1}];
DefineConstant[ DMy1 = {1, Name "NonLinearSprings/ID - 1/ DOF 5 - ID 1 - DMy [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ My1 = {1, Name "NonLinearSprings/ID - 1/ DOF 5 - ID 1 - My [Nm]", Choices {0.000000,0.000000},Closed 1}];
DefineConstant[ DMz1 = {1, Name "NonLinearSprings/ID - 1/ DOF 6 - ID 1 - DMz [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ Mz1 = {1, Name "NonLinearSprings/ID - 1/ DOF 6 - ID 1 - Mz [Nm]", Choices {0.000000,0.000000},Closed 1}];
DefineConstant[ Dx2 = {1, Name "NonLinearSprings/ID - 2/ DOF 1 - ID 2 - Dx [m]", Choices {-1.000000,-0.002000,0.002000,1.000000},Closed 1}];
DefineConstant[ Fx2 = {1, Name "NonLinearSprings/ID - 2/ DOF 1 - ID 2 - Fx [-]", Choices {-0.500000,-0.500000,0.500000,0.500000},Closed 1}];
DefineConstant[ Dy2 = {1, Name "NonLinearSprings/ID - 2/ DOF 2 - ID 2 - Dy [m]", Choices {-1.000000,-0.002000,0.002000,1.000000},Closed 1}];
DefineConstant[ Fy2 = {1, Name "NonLinearSprings/ID - 2/ DOF 2 - ID 2 - Fy [-]", Choices {-0.500000,-0.500000,0.500000,0.500000},Closed 1}];
DefineConstant[ Dz2 = {1, Name "NonLinearSprings/ID - 2/ DOF 3 - ID 2 - Dz [m]", Choices {-1.000000,-0.002000,0.000010,1.000000},Closed 1}];
DefineConstant[ Fz2 = {1, Name "NonLinearSprings/ID - 2/ DOF 3 - ID 2 - Fz [N]", Choices {-19300.000000,-19300.000000,0.000000,0.000000},Closed 1}];
DefineConstant[ DMx2 = {1, Name "NonLinearSprings/ID - 2/ DOF 4 - ID 2 - DMx [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ Mx2 = {1, Name "NonLinearSprings/ID - 2/ DOF 4 - ID 2 - Mx [Nm]", Choices {0.000000,0.000000},Closed 1}];
DefineConstant[ DMy2 = {1, Name "NonLinearSprings/ID - 2/ DOF 5 - ID 2 - DMy [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ My2 = {1, Name "NonLinearSprings/ID - 2/ DOF 5 - ID 2 - My [Nm]", Choices {0.000000,0.000000},Closed 1}];
DefineConstant[ DMz2 = {1, Name "NonLinearSprings/ID - 2/ DOF 6 - ID 2 - DMz [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ Mz2 = {1, Name "NonLinearSprings/ID - 2/ DOF 6 - ID 2 - Mz [Nm]", Choices {0.000000,0.000000},Closed 1}];
DefineConstant[ Dx3 = {1, Name "NonLinearSprings/ID - 3/ DOF 1 - ID 3 - Dx [m]", Choices {-1.000000,-0.002000,0.002000,1.000000},Closed 1}];
DefineConstant[ Fx3 = {1, Name "NonLinearSprings/ID - 3/ DOF 1 - ID 3 - Fx [-]", Choices {-0.500000,-0.500000,0.500000,0.500000},Closed 1}];
DefineConstant[ Dy3 = {1, Name "NonLinearSprings/ID - 3/ DOF 2 - ID 3 - Dy [m]", Choices {-1.000000,-0.002000,0.002000,1.000000},Closed 1}];
DefineConstant[ Fy3 = {1, Name "NonLinearSprings/ID - 3/ DOF 2 - ID 3 - Fy [-]", Choices {-0.500000,-0.500000,0.500000,0.500000},Closed 1}];
DefineConstant[ Dz3 = {1, Name "NonLinearSprings/ID - 3/ DOF 3 - ID 3 - Dz [m]", Choices {-1.000000,-0.002000,0.000010,1.000000},Closed 1}];
DefineConstant[ Fz3 = {1, Name "NonLinearSprings/ID - 3/ DOF 3 - ID 3 - Fz [N]", Choices {-22800.000000,-22800.000000,0.000000,0.000000},Closed 1}];
DefineConstant[ DMx3 = {1, Name "NonLinearSprings/ID - 3/ DOF 4 - ID 3 - DMx [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ Mx3 = {1, Name "NonLinearSprings/ID - 3/ DOF 4 - ID 3 - Mx [Nm]", Choices {0.000000,0.000000},Closed 1}];
DefineConstant[ DMy3 = {1, Name "NonLinearSprings/ID - 3/ DOF 5 - ID 3 - DMy [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ My3 = {1, Name "NonLinearSprings/ID - 3/ DOF 5 - ID 3 - My [Nm]", Choices {0.000000,0.000000},Closed 1}];
DefineConstant[ DMz3 = {1, Name "NonLinearSprings/ID - 3/ DOF 6 - ID 3 - DMz [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ Mz3 = {1, Name "NonLinearSprings/ID - 3/ DOF 6 - ID 3 - Mz [Nm]", Choices {0.000000,0.000000},Closed 1}];
DefineConstant[ Dx4 = {1, Name "NonLinearSprings/ID - 4/ DOF 1 - ID 4 - Dx [m]", Choices {-1.000000,-0.002000,0.002000,1.000000},Closed 1}];
DefineConstant[ Fx4 = {1, Name "NonLinearSprings/ID - 4/ DOF 1 - ID 4 - Fx [-]", Choices {-0.500000,-0.500000,0.500000,0.500000},Closed 1}];
DefineConstant[ Dy4 = {1, Name "NonLinearSprings/ID - 4/ DOF 2 - ID 4 - Dy [m]", Choices {-1.000000,-0.002000,0.002000,1.000000},Closed 1}];
DefineConstant[ Fy4 = {1, Name "NonLinearSprings/ID - 4/ DOF 2 - ID 4 - Fy [-]", Choices {-0.500000,-0.500000,0.500000,0.500000},Closed 1}];
DefineConstant[ Dz4 = {1, Name "NonLinearSprings/ID - 4/ DOF 3 - ID 4 - Dz [m]", Choices {-1.000000,-0.002000,0.000010,1.000000},Closed 1}];
DefineConstant[ Fz4 = {1, Name "NonLinearSprings/ID - 4/ DOF 3 - ID 4 - Fz [N]", Choices {-26700.000000,-26700.000000,0.000000,0.000000},Closed 1}];
DefineConstant[ DMx4 = {1, Name "NonLinearSprings/ID - 4/ DOF 4 - ID 4 - DMx [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ Mx4 = {1, Name "NonLinearSprings/ID - 4/ DOF 4 - ID 4 - Mx [Nm]", Choices {0.000000,0.000000},Closed 1}];
DefineConstant[ DMy4 = {1, Name "NonLinearSprings/ID - 4/ DOF 5 - ID 4 - DMy [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ My4 = {1, Name "NonLinearSprings/ID - 4/ DOF 5 - ID 4 - My [Nm]", Choices {0.000000,0.000000},Closed 1}];
DefineConstant[ DMz4 = {1, Name "NonLinearSprings/ID - 4/ DOF 6 - ID 4 - DMz [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ Mz4 = {1, Name "NonLinearSprings/ID - 4/ DOF 6 - ID 4 - Mz [Nm]", Choices {0.000000,0.000000},Closed 1}];
DefineConstant[ Dx5 = {1, Name "NonLinearSprings/ID - 5/ DOF 1 - ID 5 - Dx [m]", Choices {-1.000000,-0.002000,0.002000,1.000000},Closed 1}];
DefineConstant[ Fx5 = {1, Name "NonLinearSprings/ID - 5/ DOF 1 - ID 5 - Fx [-]", Choices {-0.500000,-0.500000,0.500000,0.500000},Closed 1}];
DefineConstant[ Dy5 = {1, Name "NonLinearSprings/ID - 5/ DOF 2 - ID 5 - Dy [m]", Choices {-1.000000,-0.002000,0.002000,1.000000},Closed 1}];
DefineConstant[ Fy5 = {1, Name "NonLinearSprings/ID - 5/ DOF 2 - ID 5 - Fy [-]", Choices {-0.500000,-0.500000,0.500000,0.500000},Closed 1}];
DefineConstant[ Dz5 = {1, Name "NonLinearSprings/ID - 5/ DOF 3 - ID 5 - Dz [m]", Choices {-1.000000,-0.002000,0.000010,1.000000},Closed 1}];
DefineConstant[ Fz5 = {1, Name "NonLinearSprings/ID - 5/ DOF 3 - ID 5 - Fz [N]", Choices {-20400.000000,-20400.000000,0.000000,0.000000},Closed 1}];
DefineConstant[ DMx5 = {1, Name "NonLinearSprings/ID - 5/ DOF 4 - ID 5 - DMx [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ Mx5 = {1, Name "NonLinearSprings/ID - 5/ DOF 4 - ID 5 - Mx [Nm]", Choices {0.000000,0.000000},Closed 1}];
DefineConstant[ DMy5 = {1, Name "NonLinearSprings/ID - 5/ DOF 5 - ID 5 - DMy [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ My5 = {1, Name "NonLinearSprings/ID - 5/ DOF 5 - ID 5 - My [Nm]", Choices {0.000000,0.000000},Closed 1}];
DefineConstant[ DMz5 = {1, Name "NonLinearSprings/ID - 5/ DOF 6 - ID 5 - DMz [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ Mz5 = {1, Name "NonLinearSprings/ID - 5/ DOF 6 - ID 5 - Mz [Nm]", Choices {0.000000,0.000000},Closed 1}];
DefineConstant[ Dx6 = {1, Name "NonLinearSprings/ID - 6/ DOF 1 - ID 6 - Dx [m]", Choices {-1.000000,-0.002000,0.002000,1.000000},Closed 1}];
DefineConstant[ Fx6 = {1, Name "NonLinearSprings/ID - 6/ DOF 1 - ID 6 - Fx [-]", Choices {-0.500000,-0.500000,0.500000,0.500000},Closed 1}];
DefineConstant[ Dy6 = {1, Name "NonLinearSprings/ID - 6/ DOF 2 - ID 6 - Dy [m]", Choices {-1.000000,-0.002000,0.002000,1.000000},Closed 1}];
DefineConstant[ Fy6 = {1, Name "NonLinearSprings/ID - 6/ DOF 2 - ID 6 - Fy [-]", Choices {-0.500000,-0.500000,0.500000,0.500000},Closed 1}];
DefineConstant[ Dz6 = {1, Name "NonLinearSprings/ID - 6/ DOF 3 - ID 6 - Dz [m]", Choices {-1.000000,-0.002000,0.000010,1.000000},Closed 1}];
DefineConstant[ Fz6 = {1, Name "NonLinearSprings/ID - 6/ DOF 3 - ID 6 - Fz [N]", Choices {-15300.000000,-15300.000000,0.000000,0.000000},Closed 1}];
DefineConstant[ DMx6 = {1, Name "NonLinearSprings/ID - 6/ DOF 4 - ID 6 - DMx [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ Mx6 = {1, Name "NonLinearSprings/ID - 6/ DOF 4 - ID 6 - Mx [Nm]", Choices {0.000000,0.000000},Closed 1}];
DefineConstant[ DMy6 = {1, Name "NonLinearSprings/ID - 6/ DOF 5 - ID 6 - DMy [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ My6 = {1, Name "NonLinearSprings/ID - 6/ DOF 5 - ID 6 - My [Nm]", Choices {0.000000,0.000000},Closed 1}];
DefineConstant[ DMz6 = {1, Name "NonLinearSprings/ID - 6/ DOF 6 - ID 6 - DMz [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ Mz6 = {1, Name "NonLinearSprings/ID - 6/ DOF 6 - ID 6 - Mz [Nm]", Choices {0.000000,0.000000},Closed 1}];
DefineConstant[ Dx7 = {1, Name "NonLinearSprings/ID - 7/ DOF 1 - ID 7 - Dx [m]", Choices {-1.000000,-0.002500,0.002500,1.000000},Closed 1}];
DefineConstant[ Fx7 = {1, Name "NonLinearSprings/ID - 7/ DOF 1 - ID 7 - Fx [N]", Choices {-9080.000000,-9080.000000,9080.000000,9080.000000},Closed 1}];
DefineConstant[ Dy7 = {1, Name "NonLinearSprings/ID - 7/ DOF 2 - ID 7 - Dy [m]", Choices {-1.000000,-0.040300,0.040300,1.000000},Closed 1}];
DefineConstant[ Fy7 = {1, Name "NonLinearSprings/ID - 7/ DOF 2 - ID 7 - Fy [N]", Choices {-74300.000000,-74300.000000,74300.000000,74300.000000},Closed 1}];
DefineConstant[ Dz7 = {1, Name "NonLinearSprings/ID - 7/ DOF 3 - ID 7 - Dz [m]", Choices {-1.000000,-0.051400,0.000000,0.024300,1.760000,1.000000},Closed 1}];
DefineConstant[ Fz7 = {1, Name "NonLinearSprings/ID - 7/ DOF 3 - ID 7 - Fz [N]", Choices {-776000.000000,-776000.000000,9780.000000,35700.000000,1780.000000,1780.000000},Closed 1}];
DefineConstant[ DMx7 = {1, Name "NonLinearSprings/ID - 7/ DOF 4 - ID 7 - DMx [m]", Choices {-1.000000,-0.000000,0.000000,1.000000},Closed 1}];
DefineConstant[ Mx7 = {1, Name "NonLinearSprings/ID - 7/ DOF 4 - ID 7 - Mx [Nm]", Choices {-1.000000,-1.000000,1.000000,1.000000},Closed 1}];
DefineConstant[ DMy7 = {1, Name "NonLinearSprings/ID - 7/ DOF 5 - ID 7 - DMy [m]", Choices {-1.000000,-0.000000,0.000000,1.000000},Closed 1}];
DefineConstant[ My7 = {1, Name "NonLinearSprings/ID - 7/ DOF 5 - ID 7 - My [Nm]", Choices {-1.000000,-1.000000,1.000000,1.000000},Closed 1}];
DefineConstant[ DMz7 = {1, Name "NonLinearSprings/ID - 7/ DOF 6 - ID 7 - DMz [m]", Choices {-1.000000,-0.000000,0.000000,1.000000},Closed 1}];
DefineConstant[ Mz7 = {1, Name "NonLinearSprings/ID - 7/ DOF 6 - ID 7 - Mz [Nm]", Choices {-1.000000,-1.000000,1.000000,1.000000},Closed 1}];
DefineConstant[ Dx8 = {1, Name "NonLinearSprings/ID - 8/ DOF 1 - ID 8 - Dx [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ Fx8 = {1, Name "NonLinearSprings/ID - 8/ DOF 1 - ID 8 - Fx [N]", Choices {-10000000000.000000,10000000000.000000},Closed 1}];
DefineConstant[ Dy8 = {1, Name "NonLinearSprings/ID - 8/ DOF 2 - ID 8 - Dy [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ Fy8 = {1, Name "NonLinearSprings/ID - 8/ DOF 2 - ID 8 - Fy [N]", Choices {-10000000000.000000,10000000000.000000},Closed 1}];
DefineConstant[ Dz8 = {1, Name "NonLinearSprings/ID - 8/ DOF 3 - ID 8 - Dz [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ Fz8 = {1, Name "NonLinearSprings/ID - 8/ DOF 3 - ID 8 - Fz [N]", Choices {-10000000000.000000,10000000000.000000},Closed 1}];
DefineConstant[ DMx8 = {1, Name "NonLinearSprings/ID - 8/ DOF 4 - ID 8 - DMx [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ Mx8 = {1, Name "NonLinearSprings/ID - 8/ DOF 4 - ID 8 - Mx [Nm]", Choices {-10000000000.000000,10000000000.000000},Closed 1}];
DefineConstant[ DMy8 = {1, Name "NonLinearSprings/ID - 8/ DOF 5 - ID 8 - DMy [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ My8 = {1, Name "NonLinearSprings/ID - 8/ DOF 5 - ID 8 - My [Nm]", Choices {-10000000000.000000,10000000000.000000},Closed 1}];
DefineConstant[ DMz8 = {1, Name "NonLinearSprings/ID - 8/ DOF 6 - ID 8 - DMz [m]", Choices {-1.000000,1.000000},Closed 1}];
DefineConstant[ Mz8 = {1, Name "NonLinearSprings/ID - 8/ DOF 6 - ID 8 - Mz [Nm]", Choices {-10000000000.000000,10000000000.000000},Closed 1}];
View "NL. Spring Types" { 
SP(19.500000,0.000000,1.700000){1.000000};
T3(19.500000,0.000000,1.700000,18){"  1"};
SP(23.500000,0.000000,1.700000){2.000000};
T3(23.500000,0.000000,1.700000,18){"  2"};
SP(28.500000,5.000000,1.700000){3.000000};
T3(28.500000,5.000000,1.700000,18){"  3"};
SP(28.500000,11.000000,1.700000){4.000000};
T3(28.500000,11.000000,1.700000,18){"  4"};
SP(28.500000,20.000000,1.700000){5.000000};
T3(28.500000,20.000000,1.700000,18){"  5"};
SP(4.500000,0.000000,1.700000){6.000000};
T3(4.500000,0.000000,1.700000,18){"  6"};
SP(5.500000,0.000000,1.700000){6.000000};
T3(5.500000,0.000000,1.700000,18){"  6"};
SP(6.500000,0.000000,1.700000){6.000000};
T3(6.500000,0.000000,1.700000,18){"  6"};
SP(7.500000,0.000000,1.700000){6.000000};
T3(7.500000,0.000000,1.700000,18){"  6"};
SP(28.500000,28.430000,-1.500000){7.000000};
T3(28.500000,28.430000,-1.500000,18){"  7"};
SP(28.500000,29.430000,-1.500000){7.000000};
T3(28.500000,29.430000,-1.500000,18){"  7"};
SP(28.500000,30.430000,-1.500000){7.000000};
T3(28.500000,30.430000,-1.500000,18){"  7"};
SP(28.500000,31.430000,-1.500000){7.000000};
T3(28.500000,31.430000,-1.500000,18){"  7"};
SP(28.500000,32.430000,-1.500000){7.000000};
T3(28.500000,32.430000,-1.500000,18){"  7"};
SP(28.500000,33.430000,-1.500000){7.000000};
T3(28.500000,33.430000,-1.500000,18){"  7"};
SP(28.500000,34.430000,-1.500000){7.000000};
T3(28.500000,34.430000,-1.500000,18){"  7"};
SP(28.500000,35.430000,-1.500000){7.000000};
T3(28.500000,35.430000,-1.500000,18){"  7"};
SP(28.500000,36.430000,-1.500000){7.000000};
T3(28.500000,36.430000,-1.500000,18){"  7"};
SP(28.500000,37.430000,-1.500000){7.000000};
T3(28.500000,37.430000,-1.500000,18){"  7"};
SP(28.500000,38.430000,-1.500000){7.000000};
T3(28.500000,38.430000,-1.500000,18){"  7"};
SP(28.500000,39.430000,-1.500000){7.000000};
T3(28.500000,39.430000,-1.500000,18){"  7"};
SP(28.500000,40.430000,-1.500000){7.000000};
T3(28.500000,40.430000,-1.500000,18){"  7"};
SP(28.500000,41.430000,-1.500000){7.000000};
T3(28.500000,41.430000,-1.500000,18){"  7"};
SP(28.500000,42.430000,-1.500000){7.000000};
T3(28.500000,42.430000,-1.500000,18){"  7"};
SP(28.500000,43.430000,-1.500000){7.000000};
T3(28.500000,43.430000,-1.500000,18){"  7"};
SP(28.500000,44.430000,-1.500000){7.000000};
T3(28.500000,44.430000,-1.500000,18){"  7"};
SP(28.500000,45.430000,-1.500000){7.000000};
T3(28.500000,45.430000,-1.500000,18){"  7"};
SP(28.500000,46.430000,-1.500000){7.000000};
T3(28.500000,46.430000,-1.500000,18){"  7"};
SP(28.500000,47.430000,-1.500000){7.000000};
T3(28.500000,47.430000,-1.500000,18){"  7"};
SP(28.500000,48.430000,-1.500000){7.000000};
T3(28.500000,48.430000,-1.500000,18){"  7"};
SP(28.500000,49.430000,-1.500000){7.000000};
T3(28.500000,49.430000,-1.500000,18){"  7"};
SP(28.500000,50.430000,-1.500000){7.000000};
T3(28.500000,50.430000,-1.500000,18){"  7"};
SP(28.500000,51.430000,-1.500000){7.000000};
T3(28.500000,51.430000,-1.500000,18){"  7"};
SP(28.500000,52.430000,-1.500000){7.000000};
T3(28.500000,52.430000,-1.500000,18){"  7"};
SP(28.500000,53.430000,-1.500000){7.000000};
T3(28.500000,53.430000,-1.500000,18){"  7"};
SP(28.500000,54.430000,-1.500000){7.000000};
T3(28.500000,54.430000,-1.500000,18){"  7"};
SP(28.500000,55.430000,-1.500000){7.000000};
T3(28.500000,55.430000,-1.500000,18){"  7"};
SP(28.500000,56.430000,-1.500000){7.000000};
T3(28.500000,56.430000,-1.500000,18){"  7"};
SP(28.500000,57.430000,-1.500000){7.000000};
T3(28.500000,57.430000,-1.500000,18){"  7"};
SP(28.500000,58.430000,-1.500000){7.000000};
T3(28.500000,58.430000,-1.500000,18){"  7"};
SP(28.500000,59.430000,-1.500000){7.000000};
T3(28.500000,59.430000,-1.500000,18){"  7"};
SP(28.500000,60.430000,-1.500000){7.000000};
T3(28.500000,60.430000,-1.500000,18){"  7"};
SP(28.500000,61.430000,-1.500000){7.000000};
T3(28.500000,61.430000,-1.500000,18){"  7"};
SP(28.500000,62.430000,-1.500000){7.000000};
T3(28.500000,62.430000,-1.500000,18){"  7"};
SP(28.500000,63.430000,-1.500000){7.000000};
T3(28.500000,63.430000,-1.500000,18){"  7"};
SP(28.500000,64.430000,-1.500000){7.000000};
T3(28.500000,64.430000,-1.500000,18){"  7"};
SP(28.500000,65.430000,-1.500000){7.000000};
T3(28.500000,65.430000,-1.500000,18){"  7"};
SP(28.500000,66.430000,-1.500000){7.000000};
T3(28.500000,66.430000,-1.500000,18){"  7"};
SP(28.500000,67.430000,-1.500000){7.000000};
T3(28.500000,67.430000,-1.500000,18){"  7"};
SP(28.500000,68.430000,-1.500000){7.000000};
T3(28.500000,68.430000,-1.500000,18){"  7"};
SP(28.500000,69.430000,-1.500000){7.000000};
T3(28.500000,69.430000,-1.500000,18){"  7"};
SP(28.500000,70.430000,-1.500000){7.000000};
T3(28.500000,70.430000,-1.500000,18){"  7"};
SP(28.500000,71.430000,-1.500000){7.000000};
T3(28.500000,71.430000,-1.500000,18){"  7"};
SP(28.500000,72.430000,-1.500000){7.000000};
T3(28.500000,72.430000,-1.500000,18){"  7"};
SP(28.500000,73.430000,-1.500000){7.000000};
T3(28.500000,73.430000,-1.500000,18){"  7"};
SP(28.500000,74.430000,-1.500000){8.000000};
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View[1].PointSize= 7 ;
View[1].Color.Text3D= Brown ;
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VP(1.000000,0.000000,1.992000){-0.000000,-0.000000,-10789.000000} ;
VP(2.000000,0.000000,1.875000){-0.000000,-0.000000,-10789.000000} ;
VP(3.000000,0.000000,1.758000){-0.000000,-0.000000,-10789.000000} ;
VP(3.500000,0.000000,1.700000){-0.000000,-0.000000,-10789.000000} ;
VP(4.500000,0.000000,1.700000){-0.000000,-0.000000,-4234.000000} ;
VP(5.500000,0.000000,1.700000){-0.000000,-0.000000,-4234.000000} ;
VP(6.500000,0.000000,1.700000){-0.000000,-0.000000,-4234.000000} ;
VP(7.500000,0.000000,1.700000){-0.000000,-0.000000,-4234.000000} ;
VP(8.500000,0.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(9.500000,0.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(10.500000,0.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(11.500000,0.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(12.500000,0.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(13.500000,0.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(14.500000,0.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(15.500000,0.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(16.500000,0.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(17.500000,0.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(18.500000,0.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(19.500000,0.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(20.500000,0.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(21.500000,0.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(22.500000,0.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(23.500000,0.000000,1.700000){-0.000000,-0.000000,-2817.000000} ;
VP(24.368000,0.076000,1.700000){-0.000000,-0.000000,-2817.000000} ;
VP(25.210000,0.302000,1.700000){-0.000000,-0.000000,-2817.000000} ;
VP(26.000000,0.670000,1.700000){-0.000000,-0.000000,-2817.000000} ;
VP(26.714000,1.170000,1.700000){-0.000000,-0.000000,-2817.000000} ;
VP(27.330000,1.786000,1.700000){-0.000000,-0.000000,-2817.000000} ;
VP(27.830000,2.500000,1.700000){-0.000000,-0.000000,-2817.000000} ;
VP(28.198000,3.290000,1.700000){-0.000000,-0.000000,-2817.000000} ;
VP(28.424000,4.132000,1.700000){-0.000000,-0.000000,-2817.000000} ;
VP(28.500000,5.000000,1.700000){-0.000000,-0.000000,-2817.000000} ;
VP(28.500000,6.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,7.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,8.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,9.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,10.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,11.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,12.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,13.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,14.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,15.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,16.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,17.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,18.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,19.000000,1.700000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,20.000000,1.700000){-0.000000,-0.000000,-2689.000000} ;
VP(28.500000,20.830000,1.639000){-0.000000,-0.000000,-2689.000000} ;
VP(28.500000,21.638000,1.441000){-0.000000,-0.000000,-2689.000000} ;
VP(28.500000,22.402000,1.112000){-0.000000,-0.000000,-2689.000000} ;
VP(28.500000,23.101000,0.661000){-0.000000,-0.000000,-2689.000000} ;
VP(28.500000,23.715000,0.100000){-0.000000,-0.000000,-2689.000000} ;
VP(28.500000,24.329000,-0.461000){-0.000000,-0.000000,-2689.000000} ;
VP(28.500000,25.028000,-0.912000){-0.000000,-0.000000,-2689.000000} ;
VP(28.500000,25.792000,-1.241000){-0.000000,-0.000000,-2689.000000} ;
VP(28.500000,26.600000,-1.439000){-0.000000,-0.000000,-2689.000000} ;
VP(28.500000,27.430000,-1.500000){-0.000000,-0.000000,-2689.000000} ;
VP(28.500000,28.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,29.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,30.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,31.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,32.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,33.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,34.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,35.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,36.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,37.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,38.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,39.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,40.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,41.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,42.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,43.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,44.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,45.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,46.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,47.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,48.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,49.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,50.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,51.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,52.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,53.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,54.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,55.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,56.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,57.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,58.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,59.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,60.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,61.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,62.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,63.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,64.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,65.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,66.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,67.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,68.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,69.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,70.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,71.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,72.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
VP(28.500000,73.430000,-1.500000){-0.000000,-0.000000,-3232.000000} ;
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View[2].ArrowSizeMin=  60 ;
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View "LC Number: 2. Type: Pressure [Pa]" { 
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SL(1.000000,0.000000,1.992000,2.000000,0.000000,1.875000){10900000.000000,10900000.000000} ;
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SL(3.000000,0.000000,1.758000,3.500000,0.000000,1.700000){10900000.000000,10900000.000000} ;
SL(3.500000,0.000000,1.700000,4.500000,0.000000,1.700000){10900000.000000,10900000.000000} ;
SL(4.500000,0.000000,1.700000,5.500000,0.000000,1.700000){10900000.000000,10900000.000000} ;
SL(5.500000,0.000000,1.700000,6.500000,0.000000,1.700000){10900000.000000,10900000.000000} ;
SL(6.500000,0.000000,1.700000,7.500000,0.000000,1.700000){10900000.000000,10900000.000000} ;
SL(7.500000,0.000000,1.700000,8.500000,0.000000,1.700000){10900000.000000,10900000.000000} ;
SL(8.500000,0.000000,1.700000,9.500000,0.000000,1.700000){10900000.000000,10900000.000000} ;
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