Lc = 1e+06;

Point (1) = {1201.184655405291, 4665.091465949381, -3323.717047227375, Lc};
Point (2) = {1743.417621379529, 4479.530428246961, -3323.717047227375, Lc};
Point (3) = {927.9678756168497, 3866.717266855942, -3065.732380342704, Lc};
Point (4) = {1439.593734621267, 3591.718367641069, -3036.831650665608, Lc};
Point (5) = {1439.593734621267, 3591.718367641069, 2236.831650665608, Lc};
Point (6) = {927.9678756168497, 3866.717266855942, 2265.732380342705, Lc};
Point (7) = {1439.593734621266, 3591.718367641069, -400, Lc};
Point (8) = {927.9678756168489, 3866.717266855942, -400, Lc};
Point (9) = {1480, 3570, -3800, Lc};
Point (10) = {1480, 3570, 3147.853736089015, Lc};
Point (11) = {1280.000000000001, 3677.499999999999, -3999.999999999999, Lc};
Point (12) = {679.999999999994, 4000, -4000, Lc};
Point (13) = {679.9999999999956, 4000, 3147.853736089015, Lc};
Point (14) = {1743.417621379529, 4479.530428246961, 2523.717047227375, Lc};
Point (15) = {1201.184655405291, 4665.091465949381, 2523.717047227375, Lc};
Point (16) = {1884.894890130908, 4892.945011409723, -400, Lc};
Point (17) = {1342.661924156671, 5078.506049112142, -400, Lc};
Point (18) = {1480, 430.0000000000004, 3800.000000000002, Lc};
Point (19) = {1480, 430.0000000000006, -3800.000000000001, Lc};
Point (20) = {1480, 3570, 3800.000000000002, Lc};
Point (21) = {-1298.443806898103, 4829.246779356801, 2230, Lc};
Point (22) = {-1830.427939966235, 4543.305307832682, 2230, Lc};
Point (23) = {-1345.992066534064, 3642.02926423794, 2230, Lc};
Point (24) = {-814.0079334659315, 3927.970735762059, 2230, Lc};
Point (25) = {-814.0079334659318, 3927.970735762059, -2330, Lc};
Point (26) = {-1345.992066534064, 3642.02926423794, -2330, Lc};
Point (27) = {-814.0079334659317, 3927.970735762059, 400, Lc};
Point (28) = {-1345.992066534064, 3642.02926423794, 400.0000000000001, Lc};
Point (29) = {-1280.000000000001, 3677.499999999998, -3999.999999999999, Lc};
Point (30) = {-679.9999999999963, 4000, -4000, Lc};
Point (31) = {-1480.000000000001, 3569.999999999999, -3800, Lc};
Point (32) = {-1480, 3570, 3147.853736089015, Lc};
Point (33) = {-679.9999999999956, 4000, 3147.853736089015, Lc};
Point (34) = {-1298.443806898104, 4829.246779356801, -2330, Lc};
Point (35) = {-1830.427939966236, 4543.305307832682, -2330, Lc};
Point (36) = {-1298.443806898103, 4829.246779356801, 400, Lc};
Point (37) = {-1830.427939966235, 4543.305307832682, 400.0000000000001, Lc};
Point (38) = {-1049.999999999997, -8.326672684688675e-014, -4000, Lc};
Point (39) = {-1279.999999999999, 230.0000000000012, -4000, Lc};
Point (40) = {1049.999999999998, 0, -4000, Lc};
Point (41) = {1280.000000000001, 230.0000000000019, -4000, Lc};
Point (42) = {-1049.999999999997, 0, 4000, Lc};
Point (43) = {1049.999999999998, -8.326672684688675e-014, 4000, Lc};
Point (44) = {-1280, 3570, 4000, Lc};
Point (45) = {1280, 3570, 4000, Lc};
Point (46) = {1280, 230.0000000000008, 4000, Lc};
Point (47) = {-1280.000000000002, 230.0000000000048, 3999.999999999999, Lc};
Point (48) = {-1480, 3570, 3799.999999999999, Lc};
Point (49) = {-1480, 430.0000000000014, 3799.999999999999, Lc};
Point (50) = {-1480, 430.0000000000014, -3800, Lc};
p1 = newp;
Point (p1 + 1) = {1208.766052834676, 4676.349241426514, -3280.84906361567, Lc};
Point (p1 + 2) = {1222.8365586933, 4685.04524881398, -3239.036632031167, Lc};
Point (p1 + 3) = {1243.049710429589, 4690.965363549505, -3199.309313306979, Lc};
Point (p1 + 4) = {1268.907793164192, 4693.963812760568, -3162.645325877509, Lc};
Point (p1 + 5) = {1299.774095082126, 4693.966764676308, -3129.947458794068, Lc};
Point (p1 + 6) = {1334.888585390787, 4690.974146610765, -3102.020842062249, Lc};
Point (p1 + 7) = {1373.386628800466, 4685.059646752641, -3079.553121669117, Lc};
Point (p1 + 8) = {1414.320275714735, 4676.368899717543, -3063.09752745684, Lc};
Point (p1 + 9) = {1456.681603895579, 4665.115900540411, -3053.05925076791, Lc};
Point (p1 + 10) = {1499.427536853998, 4651.577735407549, -3049.685467289539, Lc};
Point (p1 + 11) = {1541.505527854938, 4636.087758875123, -3053.05925076791, Lc};
Point (p1 + 12) = {1581.87947711111, 4619.027385573644, -3063.09752745684, Lc};
Point (p1 + 13) = {1619.555243998371, 4600.81669851393, -3079.553121669117, Lc};
Point (p1 + 14) = {1653.605126097255, 4581.904105249194, -3102.020842062248, Lc};
Point (p1 + 15) = {1683.190702305409, 4562.755296592913, -3129.947458794067, Lc};
Point (p1 + 16) = {1707.58347754769, 4543.841779765457, -3162.645325877509, Lc};
Point (p1 + 17) = {1726.182820742652, 4525.629268321483, -3199.309313306979, Lc};
Point (p1 + 18) = {1738.530754333155, 4508.5662147366, -3239.036632031166, Lc};
Point (p1 + 19) = {1744.323231213758, 4493.072768019097, -3280.849063615669, Lc};
CatmullRom (1) = {1, p1 + 1, p1 + 2, p1 + 3, p1 + 4, p1 + 5, p1 + 6, p1 + 7, p1 + 8, p1 + 9, p1 + 10, p1 + 11, p1 + 12, p1 + 13, p1 + 14, p1 + 15, p1 + 16, p1 + 17, p1 + 18, p1 + 19, 2};
Line (2) = {1, 3};
p3 = newp;
Point (p3 + 1) = {929.3812067190715, 3865.957601388495, -3034.198027892391, Lc};
Point (p3 + 2) = {934.207215360806, 3863.363621743562, -2999.604057120694, Lc};
Point (p3 + 3) = {943.4196633049022, 3858.411930973611, -2962.296261921842, Lc};
Point (p3 + 4) = {958.063514381815, 3850.540861019772, -2923.02261782503, Lc};
Point (p3 + 5) = {979.1304615172908, 3839.217376934452, -2883.054914890742, Lc};
Point (p3 + 6) = {1007.358095117534, 3824.045023874321, -2844.263000325608, Lc};
Point (p3 + 7) = {1042.966348512338, 3804.905587674617, -2809.073459206309, Lc};
Point (p3 + 8) = {1085.391216848977, 3782.102220943672, -2780.243859697056, Lc};
Point (p3 + 9) = {1133.124779475057, 3756.445431032155, -2760.431397057319, Lc};
Point (p3 + 10) = {1183.780805119058, 3729.217817248505, -2751.636361363736, Lc};
Point (p3 + 11) = {1234.43683076306, 3701.990203464854, -2754.708480289577, Lc};
Point (p3 + 12) = {1282.170393389138, 3676.333413553336, -2769.128194436634, Lc};
Point (p3 + 13) = {1324.595261725779, 3653.530046822392, -2793.164800668457, Lc};
Point (p3 + 14) = {1360.203515120581, 3634.390610622686, -2824.331462617267, Lc};
Point (p3 + 15) = {1388.431148720825, 3619.218257562556, -2859.934331149067, Lc};
Point (p3 + 16) = {1409.498095856301, 3607.894773477237, -2897.521973992298, Lc};
Point (p3 + 17) = {1424.141946933214, 3600.023703523397, -2935.141213903095, Lc};
Point (p3 + 18) = {1433.35439487731, 3595.072012753445, -2971.408223289383, Lc};
Point (p3 + 19) = {1438.180403519045, 3592.478033108514, -3005.456970754949, Lc};
CatmullRom (3) = {3, p3 + 1, p3 + 2, p3 + 3, p3 + 4, p3 + 5, p3 + 6, p3 + 7, p3 + 8, p3 + 9, p3 + 10, p3 + 11, p3 + 12, p3 + 13, p3 + 14, p3 + 15, p3 + 16, p3 + 17, p3 + 18, p3 + 19, 4};
Line (4) = {2, 4};
p5 = newp;
Point (p5 + 1) = {1438.180403519045, 3592.478033108513, -3068.366003115921, Lc};
Point (p5 + 2) = {1433.35439487731, 3595.072012753444, -3102.959973887616, Lc};
Point (p5 + 3) = {1424.141946933214, 3600.023703523397, -3140.267769086471, Lc};
Point (p5 + 4) = {1409.498095856301, 3607.894773477237, -3179.541413183283, Lc};
Point (p5 + 5) = {1388.431148720825, 3619.218257562554, -3219.50911611757, Lc};
Point (p5 + 6) = {1360.203515120581, 3634.390610622686, -3258.301030682704, Lc};
Point (p5 + 7) = {1324.595261725779, 3653.530046822393, -3293.490571802005, Lc};
Point (p5 + 8) = {1282.170393389138, 3676.333413553337, -3322.320171311258, Lc};
Point (p5 + 9) = {1234.43683076306, 3701.990203464854, -3342.132633950995, Lc};
Point (p5 + 10) = {1183.780805119058, 3729.217817248506, -3350.927669644577, Lc};
Point (p5 + 11) = {1133.124779475056, 3756.445431032155, -3347.855550718736, Lc};
Point (p5 + 12) = {1085.391216848978, 3782.102220943673, -3333.435836571679, Lc};
Point (p5 + 13) = {1042.966348512338, 3804.905587674617, -3309.399230339855, Lc};
Point (p5 + 14) = {1007.358095117535, 3824.045023874324, -3278.232568391046, Lc};
Point (p5 + 15) = {979.1304615172913, 3839.217376934455, -3242.629699859247, Lc};
Point (p5 + 16) = {958.0635143818156, 3850.540861019773, -3205.042057016015, Lc};
Point (p5 + 17) = {943.4196633049025, 3858.411930973613, -3167.422817105219, Lc};
Point (p5 + 18) = {934.2072153608059, 3863.363621743565, -3131.15580771893, Lc};
Point (p5 + 19) = {929.3812067190719, 3865.957601388498, -3097.107060253365, Lc};
CatmullRom (5) = {4, p5 + 1, p5 + 2, p5 + 3, p5 + 4, p5 + 5, p5 + 6, p5 + 7, p5 + 8, p5 + 9, p5 + 10, p5 + 11, p5 + 12, p5 + 13, p5 + 14, p5 + 15, p5 + 16, p5 + 17, p5 + 18, p5 + 19, 3};
p6 = newp;
Point (p6 + 1) = {1438.180403519044, 3592.478033108512, 2205.456970754947, Lc};
Point (p6 + 2) = {1433.35439487731, 3595.072012753444, 2171.408223289382, Lc};
Point (p6 + 3) = {1424.141946933214, 3600.023703523396, 2135.141213903094, Lc};
Point (p6 + 4) = {1409.498095856301, 3607.894773477237, 2097.521973992298, Lc};
Point (p6 + 5) = {1388.431148720825, 3619.218257562555, 2059.934331149064, Lc};
Point (p6 + 6) = {1360.203515120581, 3634.390610622687, 2024.331462617266, Lc};
Point (p6 + 7) = {1324.595261725778, 3653.530046822392, 1993.164800668456, Lc};
Point (p6 + 8) = {1282.170393389138, 3676.333413553337, 1969.128194436633, Lc};
Point (p6 + 9) = {1234.43683076306, 3701.990203464855, 1954.708480289575, Lc};
Point (p6 + 10) = {1183.780805119058, 3729.217817248505, 1951.636361363735, Lc};
Point (p6 + 11) = {1133.124779475057, 3756.445431032157, 1960.431397057317, Lc};
Point (p6 + 12) = {1085.391216848978, 3782.102220943674, 1980.243859697055, Lc};
Point (p6 + 13) = {1042.966348512338, 3804.905587674617, 2009.073459206308, Lc};
Point (p6 + 14) = {1007.358095117535, 3824.045023874324, 2044.263000325608, Lc};
Point (p6 + 15) = {979.1304615172916, 3839.217376934455, 2083.054914890742, Lc};
Point (p6 + 16) = {958.0635143818155, 3850.540861019773, 2123.02261782503, Lc};
Point (p6 + 17) = {943.4196633049025, 3858.411930973613, 2162.296261921842, Lc};
Point (p6 + 18) = {934.2072153608061, 3863.363621743565, 2199.604057120696, Lc};
Point (p6 + 19) = {929.3812067190723, 3865.957601388498, 2234.198027892392, Lc};
CatmullRom (6) = {5, p6 + 1, p6 + 2, p6 + 3, p6 + 4, p6 + 5, p6 + 6, p6 + 7, p6 + 8, p6 + 9, p6 + 10, p6 + 11, p6 + 12, p6 + 13, p6 + 14, p6 + 15, p6 + 16, p6 + 17, p6 + 18, p6 + 19, 6};
p7 = newp;
Point (p7 + 1) = {929.381206719072, 3865.957601388496, 2297.107060253365, Lc};
Point (p7 + 2) = {934.2072153608061, 3863.363621743563, 2331.15580771893, Lc};
Point (p7 + 3) = {943.4196633049029, 3858.411930973611, 2367.422817105218, Lc};
Point (p7 + 4) = {958.0635143818157, 3850.540861019771, 2405.042057016014, Lc};
Point (p7 + 5) = {979.130461517292, 3839.217376934453, 2442.629699859247, Lc};
Point (p7 + 6) = {1007.358095117536, 3824.045023874322, 2478.232568391046, Lc};
Point (p7 + 7) = {1042.966348512338, 3804.905587674616, 2509.399230339855, Lc};
Point (p7 + 8) = {1085.391216848979, 3782.102220943671, 2533.435836571679, Lc};
Point (p7 + 9) = {1133.124779475057, 3756.445431032155, 2547.855550718736, Lc};
Point (p7 + 10) = {1183.780805119059, 3729.217817248505, 2550.927669644576, Lc};
Point (p7 + 11) = {1234.436830763061, 3701.990203464854, 2542.132633950994, Lc};
Point (p7 + 12) = {1282.170393389139, 3676.333413553336, 2522.320171311257, Lc};
Point (p7 + 13) = {1324.595261725779, 3653.530046822393, 2493.490571802003, Lc};
Point (p7 + 14) = {1360.203515120582, 3634.390610622686, 2458.301030682704, Lc};
Point (p7 + 15) = {1388.431148720825, 3619.218257562556, 2419.50911611757, Lc};
Point (p7 + 16) = {1409.498095856302, 3607.894773477237, 2379.541413183283, Lc};
Point (p7 + 17) = {1424.141946933214, 3600.023703523398, 2340.26776908647, Lc};
Point (p7 + 18) = {1433.354394877311, 3595.072012753446, 2302.959973887617, Lc};
Point (p7 + 19) = {1438.180403519045, 3592.478033108514, 2268.366003115921, Lc};
CatmullRom (7) = {6, p7 + 1, p7 + 2, p7 + 3, p7 + 4, p7 + 5, p7 + 6, p7 + 7, p7 + 8, p7 + 9, p7 + 10, p7 + 11, p7 + 12, p7 + 13, p7 + 14, p7 + 15, p7 + 16, p7 + 17, p7 + 18, p7 + 19, 5};
p8 = newp;
Point (p8 + 1) = {1438.180403519044, 3592.478033108514, -430.0801034199151, Lc};
Point (p8 + 2) = {1433.35439487731, 3595.072012753446, -462.9017823761767, Lc};
Point (p8 + 3) = {1424.141946933213, 3600.023703523397, -498.0817501480877, Lc};
Point (p8 + 4) = {1409.4980958563, 3607.894773477238, -534.848265486183, Lc};
Point (p8 + 5) = {1388.431148720824, 3619.218257562556, -571.9315384948832, Lc};
Point (p8 + 6) = {1360.20351512058, 3634.390610622687, -607.5035809421003, Lc};
Point (p8 + 7) = {1324.595261725778, 3653.530046822393, -639.2319572329413, Lc};
Point (p8 + 8) = {1282.170393389137, 3676.333413553336, -664.510059222897, Lc};
Point (p8 + 9) = {1234.436830763059, 3701.990203464853, -680.8782559569872, Lc};
Point (p8 + 10) = {1183.780805119057, 3729.217817248504, -686.5525641581385, Lc};
Point (p8 + 11) = {1133.124779475055, 3756.445431032154, -680.8782559569871, Lc};
Point (p8 + 12) = {1085.391216848977, 3782.102220943672, -664.510059222897, Lc};
Point (p8 + 13) = {1042.966348512337, 3804.905587674616, -639.2319572329412, Lc};
Point (p8 + 14) = {1007.358095117534, 3824.045023874322, -607.5035809421001, Lc};
Point (p8 + 15) = {979.1304615172907, 3839.217376934453, -571.9315384948831, Lc};
Point (p8 + 16) = {958.0635143818146, 3850.540861019771, -534.8482654861826, Lc};
Point (p8 + 17) = {943.4196633049018, 3858.411930973612, -498.0817501480876, Lc};
Point (p8 + 18) = {934.2072153608051, 3863.363621743563, -462.9017823761765, Lc};
Point (p8 + 19) = {929.3812067190711, 3865.957601388496, -430.080103419915, Lc};
CatmullRom (8) = {7, p8 + 1, p8 + 2, p8 + 3, p8 + 4, p8 + 5, p8 + 6, p8 + 7, p8 + 8, p8 + 9, p8 + 10, p8 + 11, p8 + 12, p8 + 13, p8 + 14, p8 + 15, p8 + 16, p8 + 17, p8 + 18, p8 + 19, 8};
p9 = newp;
Point (p9 + 1) = {929.3812067190712, 3865.957601388498, -369.9198965800845, Lc};
Point (p9 + 2) = {934.2072153608058, 3863.363621743566, -337.098217623823, Lc};
Point (p9 + 3) = {943.4196633049018, 3858.411930973613, -301.9182498519119, Lc};
Point (p9 + 4) = {958.0635143818148, 3850.540861019774, -265.1517345138168, Lc};
Point (p9 + 5) = {979.1304615172907, 3839.217376934454, -228.0684615051163, Lc};
Point (p9 + 6) = {1007.358095117534, 3824.045023874323, -192.4964190578993, Lc};
Point (p9 + 7) = {1042.966348512337, 3804.905587674617, -160.7680427670584, Lc};
Point (p9 + 8) = {1085.391216848978, 3782.102220943672, -135.4899407771025, Lc};
Point (p9 + 9) = {1133.124779475055, 3756.445431032155, -119.1217440430125, Lc};
Point (p9 + 10) = {1183.780805119057, 3729.217817248504, -113.4474358418613, Lc};
Point (p9 + 11) = {1234.436830763059, 3701.990203464853, -119.1217440430125, Lc};
Point (p9 + 12) = {1282.170393389137, 3676.333413553336, -135.4899407771027, Lc};
Point (p9 + 13) = {1324.595261725777, 3653.530046822391, -160.7680427670586, Lc};
Point (p9 + 14) = {1360.20351512058, 3634.390610622685, -192.4964190578997, Lc};
Point (p9 + 15) = {1388.431148720824, 3619.218257562554, -228.0684615051169, Lc};
Point (p9 + 16) = {1409.4980958563, 3607.894773477236, -265.1517345138175, Lc};
Point (p9 + 17) = {1424.141946933213, 3600.023703523395, -301.9182498519124, Lc};
Point (p9 + 18) = {1433.354394877309, 3595.072012753443, -337.0982176238233, Lc};
Point (p9 + 19) = {1438.180403519044, 3592.478033108512, -369.919896580085, Lc};
CatmullRom (9) = {8, p9 + 1, p9 + 2, p9 + 3, p9 + 4, p9 + 5, p9 + 6, p9 + 7, p9 + 8, p9 + 9, p9 + 10, p9 + 11, p9 + 12, p9 + 13, p9 + 14, p9 + 15, p9 + 16, p9 + 17, p9 + 18, p9 + 19, 7};
Line (10) = {9, 10};
Line (11) = {9, 11};
Line (12) = {12, 11};
Line (13) = {13, 12};
Line (14) = {10, 13};
p15 = newp;
Point (p15 + 1) = {1735.836223950144, 4468.272652769827, 2566.585030839079, Lc};
Point (p15 + 2) = {1721.76571809152, 4459.576645382362, 2608.397462423582, Lc};
Point (p15 + 3) = {1701.55256635523, 4453.656530646837, 2648.12478114777, Lc};
Point (p15 + 4) = {1675.694483620628, 4450.658081435774, 2684.78876857724, Lc};
Point (p15 + 5) = {1644.828181702694, 4450.655129520033, 2717.486635660681, Lc};
Point (p15 + 6) = {1609.713691394032, 4453.647747585576, 2745.4132523925, Lc};
Point (p15 + 7) = {1571.215647984353, 4459.562247443701, 2767.880972785632, Lc};
Point (p15 + 8) = {1530.282001070085, 4468.252994478798, 2784.336566997908, Lc};
Point (p15 + 9) = {1487.92067288924, 4479.505993655931, 2794.374843686838, Lc};
Point (p15 + 10) = {1445.174739930822, 4493.044158788793, 2797.748627165209, Lc};
Point (p15 + 11) = {1403.096748929882, 4508.534135321219, 2794.374843686839, Lc};
Point (p15 + 12) = {1362.72279967371, 4525.594508622698, 2784.336566997909, Lc};
Point (p15 + 13) = {1325.047032786449, 4543.805195682412, 2767.880972785632, Lc};
Point (p15 + 14) = {1290.997150687565, 4562.717788947148, 2745.4132523925, Lc};
Point (p15 + 15) = {1261.411574479411, 4581.866597603429, 2717.486635660681, Lc};
Point (p15 + 16) = {1237.018799237131, 4600.780114430884, 2684.78876857724, Lc};
Point (p15 + 17) = {1218.419456042168, 4618.992625874858, 2648.12478114777, Lc};
Point (p15 + 18) = {1206.071522451665, 4636.055679459741, 2608.397462423583, Lc};
Point (p15 + 19) = {1200.279045571062, 4651.549126177245, 2566.585030839079, Lc};
CatmullRom (15) = {14, p15 + 1, p15 + 2, p15 + 3, p15 + 4, p15 + 5, p15 + 6, p15 + 7, p15 + 8, p15 + 9, p15 + 10, p15 + 11, p15 + 12, p15 + 13, p15 + 14, p15 + 15, p15 + 16, p15 + 17, p15 + 18, p15 + 19, 15};
Line (16) = {15, 6};
Line (17) = {14, 5};
p18 = newp;
Point (p18 + 1) = {1881.556996333331, 4894.087293557223, -355.1733029200145, Lc};
Point (p18 + 2) = {1871.625504963717, 4897.486013222242, -311.4503878934164, Lc};
Point (p18 + 3) = {1855.34496230032, 4903.057482646921, -269.9078581961961, Lc};
Point (p18 + 4) = {1833.116249335538, 4910.664513763377, -231.5686287812508, Lc};
Point (p18 + 5) = {1805.486710755431, 4920.119796219235, -197.3767387173838, Lc};
Point (p18 + 6) = {1773.136677497023, 4931.190509580146, -168.1741058143448, Lc};
Point (p18 + 7) = {1736.862714742742, 4943.604056141576, -144.6797958121886, Lc};
Point (p18 + 8) = {1697.558007841977, 4957.054773188983, -127.4723165963129, Lc};
Point (p18 + 9) = {1656.190369123469, 4971.211459428288, -116.9753734133619, Lc};
Point (p18 + 10) = {1613.77840714379, 4985.725530260932, -113.4474358418568, Lc};
Point (p18 + 11) = {1571.36644516411, 5000.239601093576, -116.9753734133618, Lc};
Point (p18 + 12) = {1529.998806445602, 5014.396287332881, -127.4723165963128, Lc};
Point (p18 + 13) = {1490.694099544837, 5027.847004380287, -144.6797958121884, Lc};
Point (p18 + 14) = {1454.420136790556, 5040.260550941717, -168.1741058143446, Lc};
Point (p18 + 15) = {1422.070103532148, 5051.331264302629, -197.3767387173835, Lc};
Point (p18 + 16) = {1394.440564952041, 5060.786546758487, -231.5686287812505, Lc};
Point (p18 + 17) = {1372.211851987259, 5068.393577874943, -269.9078581961957, Lc};
Point (p18 + 18) = {1355.931309323862, 5073.965047299622, -311.4503878934159, Lc};
Point (p18 + 19) = {1345.999817954248, 5077.363766964641, -355.173302920014, Lc};
CatmullRom (18) = {16, p18 + 1, p18 + 2, p18 + 3, p18 + 4, p18 + 5, p18 + 6, p18 + 7, p18 + 8, p18 + 9, p18 + 10, p18 + 11, p18 + 12, p18 + 13, p18 + 14, p18 + 15, p18 + 16, p18 + 17, p18 + 18, p18 + 19, 17};
Line (19) = {17, 8};
Line (20) = {16, 7};
Line (21) = {18, 19};
Line (22) = {20, 18};
Line (23) = {20, 10};
Line (24) = {19, 9};
p25 = newp;
Point (p25 + 1) = {-1301.718610625667, 4827.486572353236, 2277.240206758786, Lc};
Point (p25 + 2) = {-1311.462385272133, 4822.249293480761, 2323.317202845912, Lc};
Point (p25 + 3) = {-1327.435206767971, 4813.663901926748, 2367.096419696932, Lc};
Point (p25 + 4) = {-1349.243771237199, 4801.941798524537, 2407.499867698083, Lc};
Point (p25 + 5) = {-1376.351079444108, 4787.371620363323, 2443.53267986822, Lc};
Point (p25 + 6) = {-1408.089659496647, 4770.312133585084, 2474.307608785666, Lc};
Point (p25 + 7) = {-1443.678002219614, 4751.183399371489, 2499.066873564342, Lc};
Point (p25 + 8) = {-1482.239804504231, 4730.456430643508, 2517.200818934108, Lc};
Point (p25 + 9) = {-1522.825546798967, 4708.641594160087, 2528.262926976844, Lc};
Point (p25 + 10) = {-1564.435873432169, 4686.276043594741, 2531.980811879509, Lc};
Point (p25 + 11) = {-1606.046200065371, 4663.910493029395, 2528.262926976845, Lc};
Point (p25 + 12) = {-1646.631942360107, 4642.095656545975, 2517.200818934108, Lc};
Point (p25 + 13) = {-1685.193744644724, 4621.368687817993, 2499.066873564342, Lc};
Point (p25 + 14) = {-1720.782087367691, 4602.239953604399, 2474.307608785667, Lc};
Point (p25 + 15) = {-1752.52066742023, 4585.180466826159, 2443.53267986822, Lc};
Point (p25 + 16) = {-1779.627975627139, 4570.610288664945, 2407.499867698083, Lc};
Point (p25 + 17) = {-1801.436540096368, 4558.888185262736, 2367.096419696933, Lc};
Point (p25 + 18) = {-1817.409361592206, 4550.302793708722, 2323.317202845913, Lc};
Point (p25 + 19) = {-1827.153136238671, 4545.065514836247, 2277.240206758786, Lc};
CatmullRom (25) = {21, p25 + 1, p25 + 2, p25 + 3, p25 + 4, p25 + 5, p25 + 6, p25 + 7, p25 + 8, p25 + 9, p25 + 10, p25 + 11, p25 + 12, p25 + 13, p25 + 14, p25 + 15, p25 + 16, p25 + 17, p25 + 18, p25 + 19, 22};
Line (26) = {22, 23};
p27 = newp;
Point (p27 + 1) = {-1342.717262806501, 3643.789471241505, 2277.240206758786, Lc};
Point (p27 + 2) = {-1332.973488160035, 3649.026750113981, 2323.317202845913, Lc};
Point (p27 + 3) = {-1317.000666664197, 3657.612141667994, 2367.096419696933, Lc};
Point (p27 + 4) = {-1295.192102194968, 3669.334245070204, 2407.499867698083, Lc};
Point (p27 + 5) = {-1268.084793988059, 3683.904423231417, 2443.53267986822, Lc};
Point (p27 + 6) = {-1236.34621393552, 3700.963910009657, 2474.307608785667, Lc};
Point (p27 + 7) = {-1200.757871212553, 3720.092644223252, 2499.066873564343, Lc};
Point (p27 + 8) = {-1162.196068927936, 3740.819612951234, 2517.200818934108, Lc};
Point (p27 + 9) = {-1121.6103266332, 3762.634449434654, 2528.262926976845, Lc};
Point (p27 + 10) = {-1079.999999999998, 3785, 2531.98081187951, Lc};
Point (p27 + 11) = {-1038.389673366796, 3807.365550565346, 2528.262926976845, Lc};
Point (p27 + 12) = {-997.8039310720596, 3829.180387048767, 2517.200818934108, Lc};
Point (p27 + 13) = {-959.2421287874422, 3849.907355776748, 2499.066873564343, Lc};
Point (p27 + 14) = {-923.6537860644755, 3869.036089990343, 2474.307608785667, Lc};
Point (p27 + 15) = {-891.9152060119363, 3886.095576768582, 2443.53267986822, Lc};
Point (p27 + 16) = {-864.8078978050265, 3900.665754929797, 2407.499867698083, Lc};
Point (p27 + 17) = {-842.9993333357985, 3912.387858332007, 2367.096419696933, Lc};
Point (p27 + 18) = {-827.0265118399602, 3920.973249886019, 2323.317202845913, Lc};
Point (p27 + 19) = {-817.2827371934945, 3926.210528758495, 2277.240206758786, Lc};
CatmullRom (27) = {23, p27 + 1, p27 + 2, p27 + 3, p27 + 4, p27 + 5, p27 + 6, p27 + 7, p27 + 8, p27 + 9, p27 + 10, p27 + 11, p27 + 12, p27 + 13, p27 + 14, p27 + 15, p27 + 16, p27 + 17, p27 + 18, p27 + 19, 24};
Line (28) = {21, 24};
p29 = newp;
Point (p29 + 1) = {-817.2827371934945, 3926.210528758495, 2182.759793241215, Lc};
Point (p29 + 2) = {-827.0265118399602, 3920.973249886019, 2136.682797154088, Lc};
Point (p29 + 3) = {-842.9993333357984, 3912.387858332007, 2092.903580303067, Lc};
Point (p29 + 4) = {-864.8078978050264, 3900.665754929797, 2052.500132301917, Lc};
Point (p29 + 5) = {-891.9152060119361, 3886.095576768583, 2016.46732013178, Lc};
Point (p29 + 6) = {-923.6537860644753, 3869.036089990343, 1985.692391214333, Lc};
Point (p29 + 7) = {-959.242128787442, 3849.907355776748, 1960.933126435657, Lc};
Point (p29 + 8) = {-997.8039310720594, 3829.180387048767, 1942.799181065892, Lc};
Point (p29 + 9) = {-1038.389673366796, 3807.365550565346, 1931.737073023155, Lc};
Point (p29 + 10) = {-1079.999999999998, 3785, 1928.019188120491, Lc};
Point (p29 + 11) = {-1121.6103266332, 3762.634449434654, 1931.737073023155, Lc};
Point (p29 + 12) = {-1162.196068927936, 3740.819612951234, 1942.799181065892, Lc};
Point (p29 + 13) = {-1200.757871212553, 3720.092644223252, 1960.933126435657, Lc};
Point (p29 + 14) = {-1236.34621393552, 3700.963910009657, 1985.692391214333, Lc};
Point (p29 + 15) = {-1268.084793988059, 3683.904423231417, 2016.46732013178, Lc};
Point (p29 + 16) = {-1295.192102194968, 3669.334245070204, 2052.500132301917, Lc};
Point (p29 + 17) = {-1317.000666664197, 3657.612141667994, 2092.903580303067, Lc};
Point (p29 + 18) = {-1332.973488160035, 3649.026750113981, 2136.682797154087, Lc};
Point (p29 + 19) = {-1342.717262806501, 3643.789471241505, 2182.759793241214, Lc};
CatmullRom (29) = {24, p29 + 1, p29 + 2, p29 + 3, p29 + 4, p29 + 5, p29 + 6, p29 + 7, p29 + 8, p29 + 9, p29 + 10, p29 + 11, p29 + 12, p29 + 13, p29 + 14, p29 + 15, p29 + 16, p29 + 17, p29 + 18, p29 + 19, 23};
p30 = newp;
Point (p30 + 1) = {-817.282737193495, 3926.210528758495, -2377.240206758786, Lc};
Point (p30 + 2) = {-827.0265118399607, 3920.973249886019, -2423.317202845913, Lc};
Point (p30 + 3) = {-842.999333335799, 3912.387858332007, -2467.096419696933, Lc};
Point (p30 + 4) = {-864.8078978050271, 3900.665754929797, -2507.499867698083, Lc};
Point (p30 + 5) = {-891.9152060119368, 3886.095576768582, -2543.53267986822, Lc};
Point (p30 + 6) = {-923.6537860644758, 3869.036089990343, -2574.307608785667, Lc};
Point (p30 + 7) = {-959.2421287874427, 3849.907355776748, -2599.066873564343, Lc};
Point (p30 + 8) = {-997.8039310720599, 3829.180387048767, -2617.200818934108, Lc};
Point (p30 + 9) = {-1038.389673366796, 3807.365550565346, -2628.262926976845, Lc};
Point (p30 + 10) = {-1079.999999999998, 3785, -2631.98081187951, Lc};
Point (p30 + 11) = {-1121.6103266332, 3762.634449434654, -2628.262926976845, Lc};
Point (p30 + 12) = {-1162.196068927936, 3740.819612951234, -2617.200818934108, Lc};
Point (p30 + 13) = {-1200.757871212554, 3720.092644223252, -2599.066873564343, Lc};
Point (p30 + 14) = {-1236.34621393552, 3700.963910009657, -2574.307608785667, Lc};
Point (p30 + 15) = {-1268.084793988059, 3683.904423231417, -2543.53267986822, Lc};
Point (p30 + 16) = {-1295.192102194969, 3669.334245070204, -2507.499867698083, Lc};
Point (p30 + 17) = {-1317.000666664197, 3657.612141667994, -2467.096419696933, Lc};
Point (p30 + 18) = {-1332.973488160035, 3649.026750113981, -2423.317202845913, Lc};
Point (p30 + 19) = {-1342.717262806501, 3643.789471241505, -2377.240206758786, Lc};
CatmullRom (30) = {25, p30 + 1, p30 + 2, p30 + 3, p30 + 4, p30 + 5, p30 + 6, p30 + 7, p30 + 8, p30 + 9, p30 + 10, p30 + 11, p30 + 12, p30 + 13, p30 + 14, p30 + 15, p30 + 16, p30 + 17, p30 + 18, p30 + 19, 26};
p31 = newp;
Point (p31 + 1) = {-1342.717262806501, 3643.789471241505, -2282.759793241215, Lc};
Point (p31 + 2) = {-1332.973488160035, 3649.026750113981, -2236.682797154087, Lc};
Point (p31 + 3) = {-1317.000666664197, 3657.612141667994, -2192.903580303067, Lc};
Point (p31 + 4) = {-1295.192102194969, 3669.334245070204, -2152.500132301917, Lc};
Point (p31 + 5) = {-1268.084793988059, 3683.904423231417, -2116.46732013178, Lc};
Point (p31 + 6) = {-1236.34621393552, 3700.963910009657, -2085.692391214333, Lc};
Point (p31 + 7) = {-1200.757871212553, 3720.092644223252, -2060.933126435657, Lc};
Point (p31 + 8) = {-1162.196068927936, 3740.819612951234, -2042.799181065892, Lc};
Point (p31 + 9) = {-1121.6103266332, 3762.634449434654, -2031.737073023155, Lc};
Point (p31 + 10) = {-1079.999999999998, 3785, -2028.019188120491, Lc};
Point (p31 + 11) = {-1038.389673366796, 3807.365550565346, -2031.737073023155, Lc};
Point (p31 + 12) = {-997.8039310720599, 3829.180387048767, -2042.799181065892, Lc};
Point (p31 + 13) = {-959.2421287874425, 3849.907355776748, -2060.933126435657, Lc};
Point (p31 + 14) = {-923.6537860644758, 3869.036089990343, -2085.692391214333, Lc};
Point (p31 + 15) = {-891.9152060119367, 3886.095576768583, -2116.46732013178, Lc};
Point (p31 + 16) = {-864.807897805027, 3900.665754929797, -2152.500132301917, Lc};
Point (p31 + 17) = {-842.9993333357988, 3912.387858332007, -2192.903580303067, Lc};
Point (p31 + 18) = {-827.0265118399607, 3920.973249886019, -2236.682797154088, Lc};
Point (p31 + 19) = {-817.282737193495, 3926.210528758495, -2282.759793241215, Lc};
CatmullRom (31) = {26, p31 + 1, p31 + 2, p31 + 3, p31 + 4, p31 + 5, p31 + 6, p31 + 7, p31 + 8, p31 + 9, p31 + 10, p31 + 11, p31 + 12, p31 + 13, p31 + 14, p31 + 15, p31 + 16, p31 + 17, p31 + 18, p31 + 19, 25};
p32 = newp;
Point (p32 + 1) = {-817.2827371934945, 3926.210528758495, 352.7597932412144, Lc};
Point (p32 + 2) = {-827.0265118399602, 3920.973249886019, 306.6827971540877, Lc};
Point (p32 + 3) = {-842.9993333357984, 3912.387858332007, 262.9035803030675, Lc};
Point (p32 + 4) = {-864.8078978050265, 3900.665754929797, 222.5001323019168, Lc};
Point (p32 + 5) = {-891.9152060119362, 3886.095576768583, 186.4673201317798, Lc};
Point (p32 + 6) = {-923.6537860644753, 3869.036089990343, 155.692391214333, Lc};
Point (p32 + 7) = {-959.2421287874422, 3849.907355776748, 130.933126435657, Lc};
Point (p32 + 8) = {-997.8039310720594, 3829.180387048767, 112.7991810658917, Lc};
Point (p32 + 9) = {-1038.389673366796, 3807.365550565346, 101.737073023155, Lc};
Point (p32 + 10) = {-1079.999999999998, 3785, 98.01918812049064, Lc};
Point (p32 + 11) = {-1121.6103266332, 3762.634449434654, 101.737073023155, Lc};
Point (p32 + 12) = {-1162.196068927936, 3740.819612951234, 112.7991810658917, Lc};
Point (p32 + 13) = {-1200.757871212553, 3720.092644223252, 130.933126435657, Lc};
Point (p32 + 14) = {-1236.34621393552, 3700.963910009657, 155.6923912143329, Lc};
Point (p32 + 15) = {-1268.084793988059, 3683.904423231417, 186.4673201317798, Lc};
Point (p32 + 16) = {-1295.192102194968, 3669.334245070204, 222.5001323019167, Lc};
Point (p32 + 17) = {-1317.000666664197, 3657.612141667994, 262.9035803030674, Lc};
Point (p32 + 18) = {-1332.973488160035, 3649.026750113981, 306.6827971540876, Lc};
Point (p32 + 19) = {-1342.717262806501, 3643.789471241505, 352.7597932412143, Lc};
CatmullRom (32) = {27, p32 + 1, p32 + 2, p32 + 3, p32 + 4, p32 + 5, p32 + 6, p32 + 7, p32 + 8, p32 + 9, p32 + 10, p32 + 11, p32 + 12, p32 + 13, p32 + 14, p32 + 15, p32 + 16, p32 + 17, p32 + 18, p32 + 19, 28};
p33 = newp;
Point (p33 + 1) = {-1342.717262806501, 3643.789471241505, 447.2402067587856, Lc};
Point (p33 + 2) = {-1332.973488160035, 3649.026750113981, 493.3172028459124, Lc};
Point (p33 + 3) = {-1317.000666664197, 3657.612141667994, 537.0964196969326, Lc};
Point (p33 + 4) = {-1295.192102194968, 3669.334245070204, 577.4998676980833, Lc};
Point (p33 + 5) = {-1268.084793988059, 3683.904423231417, 613.5326798682202, Lc};
Point (p33 + 6) = {-1236.34621393552, 3700.963910009657, 644.3076087856671, Lc};
Point (p33 + 7) = {-1200.757871212553, 3720.092644223252, 669.066873564343, Lc};
Point (p33 + 8) = {-1162.196068927936, 3740.819612951234, 687.2008189341083, Lc};
Point (p33 + 9) = {-1121.6103266332, 3762.634449434654, 698.2629269768451, Lc};
Point (p33 + 10) = {-1079.999999999998, 3785, 701.9808118795094, Lc};
Point (p33 + 11) = {-1038.389673366796, 3807.365550565346, 698.2629269768451, Lc};
Point (p33 + 12) = {-997.8039310720594, 3829.180387048767, 687.2008189341084, Lc};
Point (p33 + 13) = {-959.2421287874422, 3849.907355776748, 669.066873564343, Lc};
Point (p33 + 14) = {-923.6537860644753, 3869.036089990343, 644.3076087856671, Lc};
Point (p33 + 15) = {-891.9152060119362, 3886.095576768583, 613.5326798682202, Lc};
Point (p33 + 16) = {-864.8078978050265, 3900.665754929797, 577.4998676980833, Lc};
Point (p33 + 17) = {-842.9993333357985, 3912.387858332007, 537.0964196969326, Lc};
Point (p33 + 18) = {-827.0265118399602, 3920.973249886019, 493.3172028459125, Lc};
Point (p33 + 19) = {-817.2827371934945, 3926.210528758495, 447.2402067587857, Lc};
CatmullRom (33) = {28, p33 + 1, p33 + 2, p33 + 3, p33 + 4, p33 + 5, p33 + 6, p33 + 7, p33 + 8, p33 + 9, p33 + 10, p33 + 11, p33 + 12, p33 + 13, p33 + 14, p33 + 15, p33 + 16, p33 + 17, p33 + 18, p33 + 19, 27};
Line (34) = {29, 30};
Line (35) = {29, 31};
Line (36) = {32, 31};
Line (37) = {33, 32};
Line (38) = {30, 33};
p39 = newp;
Point (p39 + 1) = {-1301.718610625667, 4827.486572353236, -2282.759793241215, Lc};
Point (p39 + 2) = {-1311.462385272133, 4822.249293480761, -2236.682797154088, Lc};
Point (p39 + 3) = {-1327.435206767971, 4813.663901926748, -2192.903580303068, Lc};
Point (p39 + 4) = {-1349.243771237199, 4801.941798524537, -2152.500132301917, Lc};
Point (p39 + 5) = {-1376.351079444109, 4787.371620363323, -2116.467320131781, Lc};
Point (p39 + 6) = {-1408.089659496648, 4770.312133585084, -2085.692391214334, Lc};
Point (p39 + 7) = {-1443.678002219614, 4751.183399371489, -2060.933126435658, Lc};
Point (p39 + 8) = {-1482.239804504232, 4730.456430643508, -2042.799181065893, Lc};
Point (p39 + 9) = {-1522.825546798968, 4708.641594160087, -2031.737073023156, Lc};
Point (p39 + 10) = {-1564.435873432169, 4686.276043594741, -2028.019188120491, Lc};
Point (p39 + 11) = {-1606.046200065371, 4663.910493029395, -2031.737073023156, Lc};
Point (p39 + 12) = {-1646.631942360107, 4642.095656545975, -2042.799181065892, Lc};
Point (p39 + 13) = {-1685.193744644724, 4621.368687817993, -2060.933126435658, Lc};
Point (p39 + 14) = {-1720.782087367691, 4602.239953604399, -2085.692391214333, Lc};
Point (p39 + 15) = {-1752.52066742023, 4585.180466826159, -2116.46732013178, Lc};
Point (p39 + 16) = {-1779.62797562714, 4570.610288664945, -2152.500132301917, Lc};
Point (p39 + 17) = {-1801.436540096368, 4558.888185262736, -2192.903580303067, Lc};
Point (p39 + 18) = {-1817.409361592206, 4550.302793708722, -2236.682797154087, Lc};
Point (p39 + 19) = {-1827.153136238672, 4545.065514836247, -2282.759793241214, Lc};
CatmullRom (39) = {34, p39 + 1, p39 + 2, p39 + 3, p39 + 4, p39 + 5, p39 + 6, p39 + 7, p39 + 8, p39 + 9, p39 + 10, p39 + 11, p39 + 12, p39 + 13, p39 + 14, p39 + 15, p39 + 16, p39 + 17, p39 + 18, p39 + 19, 35};
Line (40) = {35, 26};
Line (41) = {34, 25};
p42 = newp;
Point (p42 + 1) = {-1301.718610625667, 4827.486572353236, 447.2402067587855, Lc};
Point (p42 + 2) = {-1311.462385272133, 4822.249293480761, 493.3172028459121, Lc};
Point (p42 + 3) = {-1327.435206767971, 4813.663901926748, 537.0964196969321, Lc};
Point (p42 + 4) = {-1349.243771237199, 4801.941798524537, 577.4998676980828, Lc};
Point (p42 + 5) = {-1376.351079444108, 4787.371620363323, 613.5326798682196, Lc};
Point (p42 + 6) = {-1408.089659496647, 4770.312133585084, 644.3076087856664, Lc};
Point (p42 + 7) = {-1443.678002219614, 4751.183399371489, 669.0668735643423, Lc};
Point (p42 + 8) = {-1482.239804504231, 4730.456430643508, 687.2008189341075, Lc};
Point (p42 + 9) = {-1522.825546798967, 4708.641594160087, 698.2629269768443, Lc};
Point (p42 + 10) = {-1564.435873432169, 4686.276043594741, 701.9808118795086, Lc};
Point (p42 + 11) = {-1606.046200065371, 4663.910493029395, 698.2629269768443, Lc};
Point (p42 + 12) = {-1646.631942360107, 4642.095656545975, 687.2008189341077, Lc};
Point (p42 + 13) = {-1685.193744644724, 4621.368687817993, 669.0668735643425, Lc};
Point (p42 + 14) = {-1720.782087367691, 4602.239953604399, 644.3076087856666, Lc};
Point (p42 + 15) = {-1752.52066742023, 4585.180466826159, 613.5326798682198, Lc};
Point (p42 + 16) = {-1779.627975627139, 4570.610288664945, 577.4998676980831, Lc};
Point (p42 + 17) = {-1801.436540096368, 4558.888185262736, 537.0964196969326, Lc};
Point (p42 + 18) = {-1817.409361592206, 4550.302793708722, 493.3172028459126, Lc};
Point (p42 + 19) = {-1827.153136238671, 4545.065514836247, 447.240206758786, Lc};
CatmullRom (42) = {36, p42 + 1, p42 + 2, p42 + 3, p42 + 4, p42 + 5, p42 + 6, p42 + 7, p42 + 8, p42 + 9, p42 + 10, p42 + 11, p42 + 12, p42 + 13, p42 + 14, p42 + 15, p42 + 16, p42 + 17, p42 + 18, p42 + 19, 37};
Line (43) = {37, 28};
Line (44) = {36, 27};
Line (45) = {38, 39};
Line (46) = {40, 38};
Line (47) = {41, 40};
Line (48) = {11, 41};
Line (49) = {12, 30};
Line (50) = {39, 29};
Line (51) = {13, 33};
Line (52) = {42, 38};
Line (53) = {42, 43};
Line (54) = {40, 43};
Line (55) = {44, 45};
Line (56) = {46, 45};
Line (57) = {43, 46};
Line (58) = {47, 42};
Line (59) = {44, 47};
Line (60) = {48, 32};
Line (61) = {49, 48};
Line (62) = {50, 49};
Line (63) = {31, 50};
Line (64) = {18, 46};
Line (65) = {41, 19};
Line (66) = {47, 49};
Line (67) = {50, 39};
Line (68) = {10, 32};
Line (69) = {45, 20};
Line (70) = {48, 44};
p71 = newp;
Point (p71 + 1) = {-1827.153136238672, 4545.065514836247, 352.7597932412149, Lc};
Point (p71 + 2) = {-1817.409361592206, 4550.302793708722, 306.6827971540882, Lc};
Point (p71 + 3) = {-1801.436540096368, 4558.888185262735, 262.9035803030682, Lc};
Point (p71 + 4) = {-1779.62797562714, 4570.610288664945, 222.5001323019174, Lc};
Point (p71 + 5) = {-1752.52066742023, 4585.180466826158, 186.4673201317806, Lc};
Point (p71 + 6) = {-1720.782087367691, 4602.239953604399, 155.6923912143338, Lc};
Point (p71 + 7) = {-1685.193744644725, 4621.368687817993, 130.9331264356578, Lc};
Point (p71 + 8) = {-1646.631942360107, 4642.095656545975, 112.7991810658926, Lc};
Point (p71 + 9) = {-1606.046200065372, 4663.910493029395, 101.7370730231558, Lc};
Point (p71 + 10) = {-1564.43587343217, 4686.276043594741, 98.01918812049144, Lc};
Point (p71 + 11) = {-1522.825546798968, 4708.641594160087, 101.7370730231557, Lc};
Point (p71 + 12) = {-1482.239804504232, 4730.456430643508, 112.7991810658924, Lc};
Point (p71 + 13) = {-1443.678002219614, 4751.183399371489, 130.9331264356575, Lc};
Point (p71 + 14) = {-1408.089659496648, 4770.312133585084, 155.6923912143335, Lc};
Point (p71 + 15) = {-1376.351079444109, 4787.371620363323, 186.4673201317801, Lc};
Point (p71 + 16) = {-1349.243771237199, 4801.941798524537, 222.5001323019172, Lc};
Point (p71 + 17) = {-1327.435206767971, 4813.663901926747, 262.9035803030675, Lc};
Point (p71 + 18) = {-1311.462385272133, 4822.249293480761, 306.6827971540878, Lc};
Point (p71 + 19) = {-1301.718610625667, 4827.486572353236, 352.7597932412144, Lc};
CatmullRom (71) = {37, p71 + 1, p71 + 2, p71 + 3, p71 + 4, p71 + 5, p71 + 6, p71 + 7, p71 + 8, p71 + 9, p71 + 10, p71 + 11, p71 + 12, p71 + 13, p71 + 14, p71 + 15, p71 + 16, p71 + 17, p71 + 18, p71 + 19, 36};
p72 = newp;
Point (p72 + 1) = {-1827.153136238672, 4545.065514836247, -2377.240206758785, Lc};
Point (p72 + 2) = {-1817.409361592206, 4550.302793708722, -2423.317202845912, Lc};
Point (p72 + 3) = {-1801.436540096368, 4558.888185262735, -2467.096419696932, Lc};
Point (p72 + 4) = {-1779.62797562714, 4570.610288664945, -2507.499867698083, Lc};
Point (p72 + 5) = {-1752.52066742023, 4585.180466826158, -2543.53267986822, Lc};
Point (p72 + 6) = {-1720.782087367692, 4602.239953604399, -2574.307608785666, Lc};
Point (p72 + 7) = {-1685.193744644725, 4621.368687817993, -2599.066873564342, Lc};
Point (p72 + 8) = {-1646.631942360107, 4642.095656545975, -2617.200818934108, Lc};
Point (p72 + 9) = {-1606.046200065372, 4663.910493029395, -2628.262926976844, Lc};
Point (p72 + 10) = {-1564.43587343217, 4686.276043594741, -2631.980811879509, Lc};
Point (p72 + 11) = {-1522.825546798968, 4708.641594160087, -2628.262926976844, Lc};
Point (p72 + 12) = {-1482.239804504232, 4730.456430643508, -2617.200818934108, Lc};
Point (p72 + 13) = {-1443.678002219615, 4751.183399371489, -2599.066873564343, Lc};
Point (p72 + 14) = {-1408.089659496648, 4770.312133585084, -2574.307608785667, Lc};
Point (p72 + 15) = {-1376.351079444109, 4787.371620363323, -2543.53267986822, Lc};
Point (p72 + 16) = {-1349.243771237199, 4801.941798524537, -2507.499867698083, Lc};
Point (p72 + 17) = {-1327.435206767971, 4813.663901926748, -2467.096419696932, Lc};
Point (p72 + 18) = {-1311.462385272133, 4822.249293480761, -2423.317202845912, Lc};
Point (p72 + 19) = {-1301.718610625667, 4827.486572353236, -2377.240206758786, Lc};
CatmullRom (72) = {35, p72 + 1, p72 + 2, p72 + 3, p72 + 4, p72 + 5, p72 + 6, p72 + 7, p72 + 8, p72 + 9, p72 + 10, p72 + 11, p72 + 12, p72 + 13, p72 + 14, p72 + 15, p72 + 16, p72 + 17, p72 + 18, p72 + 19, 34};
p73 = newp;
Point (p73 + 1) = {-1827.153136238671, 4545.065514836247, 2182.759793241215, Lc};
Point (p73 + 2) = {-1817.409361592206, 4550.302793708722, 2136.682797154088, Lc};
Point (p73 + 3) = {-1801.436540096368, 4558.888185262735, 2092.903580303068, Lc};
Point (p73 + 4) = {-1779.62797562714, 4570.610288664945, 2052.500132301917, Lc};
Point (p73 + 5) = {-1752.52066742023, 4585.180466826158, 2016.467320131781, Lc};
Point (p73 + 6) = {-1720.782087367691, 4602.239953604399, 1985.692391214334, Lc};
Point (p73 + 7) = {-1685.193744644724, 4621.368687817993, 1960.933126435658, Lc};
Point (p73 + 8) = {-1646.631942360107, 4642.095656545975, 1942.799181065893, Lc};
Point (p73 + 9) = {-1606.046200065371, 4663.910493029395, 1931.737073023156, Lc};
Point (p73 + 10) = {-1564.435873432169, 4686.276043594741, 1928.019188120491, Lc};
Point (p73 + 11) = {-1522.825546798967, 4708.641594160087, 1931.737073023156, Lc};
Point (p73 + 12) = {-1482.239804504231, 4730.456430643508, 1942.799181065892, Lc};
Point (p73 + 13) = {-1443.678002219614, 4751.183399371489, 1960.933126435657, Lc};
Point (p73 + 14) = {-1408.089659496647, 4770.312133585084, 1985.692391214334, Lc};
Point (p73 + 15) = {-1376.351079444108, 4787.371620363323, 2016.46732013178, Lc};
Point (p73 + 16) = {-1349.243771237199, 4801.941798524537, 2052.500132301917, Lc};
Point (p73 + 17) = {-1327.435206767971, 4813.663901926748, 2092.903580303068, Lc};
Point (p73 + 18) = {-1311.462385272133, 4822.249293480761, 2136.682797154088, Lc};
Point (p73 + 19) = {-1301.718610625667, 4827.486572353236, 2182.759793241215, Lc};
CatmullRom (73) = {22, p73 + 1, p73 + 2, p73 + 3, p73 + 4, p73 + 5, p73 + 6, p73 + 7, p73 + 8, p73 + 9, p73 + 10, p73 + 11, p73 + 12, p73 + 13, p73 + 14, p73 + 15, p73 + 16, p73 + 17, p73 + 18, p73 + 19, 21};
p74 = newp;
Point (p74 + 1) = {1345.999817954248, 5077.363766964641, -444.8266970799851, Lc};
Point (p74 + 2) = {1355.931309323862, 5073.965047299622, -488.5496121065833, Lc};
Point (p74 + 3) = {1372.211851987258, 5068.393577874943, -530.0921418038035, Lc};
Point (p74 + 4) = {1394.44056495204, 5060.786546758487, -568.4313712187491, Lc};
Point (p74 + 5) = {1422.070103532147, 5051.331264302629, -602.6232612826161, Lc};
Point (p74 + 6) = {1454.420136790555, 5040.260550941718, -631.8258941856551, Lc};
Point (p74 + 7) = {1490.694099544837, 5027.847004380288, -655.3202041878113, Lc};
Point (p74 + 8) = {1529.998806445602, 5014.396287332881, -672.527683403687, Lc};
Point (p74 + 9) = {1571.36644516411, 5000.239601093576, -683.0246265866381, Lc};
Point (p74 + 10) = {1613.778407143789, 4985.725530260932, -686.5525641581432, Lc};
Point (p74 + 11) = {1656.190369123468, 4971.211459428288, -683.0246265866383, Lc};
Point (p74 + 12) = {1697.558007841976, 4957.054773188983, -672.5276834036872, Lc};
Point (p74 + 13) = {1736.862714742741, 4943.604056141577, -655.3202041878116, Lc};
Point (p74 + 14) = {1773.136677497023, 4931.190509580146, -631.8258941856553, Lc};
Point (p74 + 15) = {1805.486710755431, 4920.119796219235, -602.6232612826166, Lc};
Point (p74 + 16) = {1833.116249335538, 4910.664513763377, -568.4313712187493, Lc};
Point (p74 + 17) = {1855.34496230032, 4903.057482646921, -530.0921418038042, Lc};
Point (p74 + 18) = {1871.625504963717, 4897.486013222242, -488.5496121065838, Lc};
Point (p74 + 19) = {1881.556996333331, 4894.087293557223, -444.8266970799857, Lc};
CatmullRom (74) = {17, p74 + 1, p74 + 2, p74 + 3, p74 + 4, p74 + 5, p74 + 6, p74 + 7, p74 + 8, p74 + 9, p74 + 10, p74 + 11, p74 + 12, p74 + 13, p74 + 14, p74 + 15, p74 + 16, p74 + 17, p74 + 18, p74 + 19, 16};
p75 = newp;
Point (p75 + 1) = {1208.766052834676, 4676.349241426514, 2480.84906361567, Lc};
Point (p75 + 2) = {1222.8365586933, 4685.04524881398, 2439.036632031167, Lc};
Point (p75 + 3) = {1243.049710429589, 4690.965363549505, 2399.309313306979, Lc};
Point (p75 + 4) = {1268.907793164192, 4693.963812760568, 2362.645325877509, Lc};
Point (p75 + 5) = {1299.774095082126, 4693.966764676308, 2329.947458794068, Lc};
Point (p75 + 6) = {1334.888585390787, 4690.974146610765, 2302.020842062249, Lc};
Point (p75 + 7) = {1373.386628800466, 4685.059646752641, 2279.553121669117, Lc};
Point (p75 + 8) = {1414.320275714735, 4676.368899717543, 2263.09752745684, Lc};
Point (p75 + 9) = {1456.681603895579, 4665.115900540411, 2253.05925076791, Lc};
Point (p75 + 10) = {1499.427536853998, 4651.577735407549, 2249.685467289539, Lc};
Point (p75 + 11) = {1541.505527854938, 4636.087758875123, 2253.05925076791, Lc};
Point (p75 + 12) = {1581.87947711111, 4619.027385573644, 2263.09752745684, Lc};
Point (p75 + 13) = {1619.555243998371, 4600.81669851393, 2279.553121669117, Lc};
Point (p75 + 14) = {1653.605126097255, 4581.904105249194, 2302.020842062248, Lc};
Point (p75 + 15) = {1683.190702305409, 4562.755296592913, 2329.947458794067, Lc};
Point (p75 + 16) = {1707.58347754769, 4543.841779765457, 2362.645325877509, Lc};
Point (p75 + 17) = {1726.182820742652, 4525.629268321483, 2399.309313306979, Lc};
Point (p75 + 18) = {1738.530754333155, 4508.5662147366, 2439.036632031166, Lc};
Point (p75 + 19) = {1744.323231213758, 4493.072768019097, 2480.849063615669, Lc};
CatmullRom (75) = {15, p75 + 1, p75 + 2, p75 + 3, p75 + 4, p75 + 5, p75 + 6, p75 + 7, p75 + 8, p75 + 9, p75 + 10, p75 + 11, p75 + 12, p75 + 13, p75 + 14, p75 + 15, p75 + 16, p75 + 17, p75 + 18, p75 + 19, 14};
p76 = newp;
Point (p76 + 1) = {1735.836223950144, 4468.272652769827, -3366.585030839079, Lc};
Point (p76 + 2) = {1721.76571809152, 4459.576645382362, -3408.397462423582, Lc};
Point (p76 + 3) = {1701.55256635523, 4453.656530646837, -3448.12478114777, Lc};
Point (p76 + 4) = {1675.694483620628, 4450.658081435774, -3484.78876857724, Lc};
Point (p76 + 5) = {1644.828181702694, 4450.655129520033, -3517.486635660681, Lc};
Point (p76 + 6) = {1609.713691394032, 4453.647747585576, -3545.4132523925, Lc};
Point (p76 + 7) = {1571.215647984353, 4459.562247443701, -3567.880972785632, Lc};
Point (p76 + 8) = {1530.282001070085, 4468.252994478798, -3584.336566997908, Lc};
Point (p76 + 9) = {1487.92067288924, 4479.505993655931, -3594.374843686838, Lc};
Point (p76 + 10) = {1445.174739930822, 4493.044158788793, -3597.748627165209, Lc};
Point (p76 + 11) = {1403.096748929882, 4508.534135321219, -3594.374843686839, Lc};
Point (p76 + 12) = {1362.72279967371, 4525.594508622698, -3584.336566997909, Lc};
Point (p76 + 13) = {1325.047032786449, 4543.805195682412, -3567.880972785632, Lc};
Point (p76 + 14) = {1290.997150687565, 4562.717788947148, -3545.4132523925, Lc};
Point (p76 + 15) = {1261.411574479411, 4581.866597603429, -3517.486635660681, Lc};
Point (p76 + 16) = {1237.018799237131, 4600.780114430884, -3484.78876857724, Lc};
Point (p76 + 17) = {1218.419456042168, 4618.992625874858, -3448.12478114777, Lc};
Point (p76 + 18) = {1206.071522451665, 4636.055679459741, -3408.397462423583, Lc};
Point (p76 + 19) = {1200.279045571062, 4651.549126177245, -3366.585030839079, Lc};
CatmullRom (76) = {2, p76 + 1, p76 + 2, p76 + 3, p76 + 4, p76 + 5, p76 + 6, p76 + 7, p76 + 8, p76 + 9, p76 + 10, p76 + 11, p76 + 12, p76 + 13, p76 + 14, p76 + 15, p76 + 16, p76 + 17, p76 + 18, p76 + 19, 1};
Line Loop (1) = {1, 4, -3, -2};
Ruled Surface (1) = {1};
Line Loop (2) = {5, 3, 6, 7, 8, 9, 10, 14, 13, 12, -11};
Plane Surface (2) = {2};
Line Loop (3) = {15, 16, 7, -17};
Ruled Surface (3) = {3};
Line Loop (4) = {18, 19, 9, -20};
Ruled Surface (4) = {4};
Line Loop (5) = {21, 24, 10, -23, 22};
Plane Surface (5) = {5};
Line Loop (6) = {25, 26, 27, -28};
Ruled Surface (6) = {6};
Line Loop (7) = {29, 27, 30, 31, 32, 33, 34, 38, 37, 36, -35};
Plane Surface (7) = {7};
Line Loop (8) = {39, 40, 31, -41};
Ruled Surface (8) = {8};
Line Loop (9) = {42, 43, 33, -44};
Ruled Surface (9) = {9};
Line Loop (10) = {45, 50, 34, -49, 12, 48, 47, 46};
Plane Surface (10) = {10};
Line Loop (11) = {51, -38, -49, -13};
Plane Surface (11) = {11};
Line Loop (12) = {46, -52, 53, -54};
Plane Surface (12) = {12};
Line Loop (13) = {55, -56, -57, -53, -58, -59};
Plane Surface (13) = {13};
Line Loop (14) = {36, 63, 62, 61, 60};
Plane Surface (14) = {14};
Line Loop (15) = {47, 54, 57, -64, 21, -65};
Plane Surface (15) = {15};
Line Loop (16) = {62, -66, 58, 52, 45, -67};
Plane Surface (16) = {16};
Line Loop (17) = {37, -68, 14, 51};
Plane Surface (17) = {17};
Line Loop (18) = {60, -68, -23, -69, -55, -70};
Plane Surface (18) = {18};
Line Loop (19) = {35, 63, 67, 50};
Plane Surface (19) = {19};
Line Loop (20) = {11, 48, 65, 24};
Plane Surface (20) = {20};
Line Loop (21) = {70, 59, 66, 61};
Plane Surface (21) = {21};
Line Loop (22) = {69, 22, 64, 56};
Plane Surface (22) = {22};
Line Loop (23) = {42, 71};
Plane Surface (23) = {23};
Line Loop (24) = {43, -32, -44, -71};
Ruled Surface (24) = {24};
Line Loop (25) = {39, 72};
Plane Surface (25) = {25};
Line Loop (26) = {40, -30, -41, -72};
Ruled Surface (26) = {26};
Line Loop (27) = {25, 73};
Plane Surface (27) = {27};
Line Loop (28) = {26, -29, -28, -73};
Ruled Surface (28) = {28};
Line Loop (29) = {18, 74};
Plane Surface (29) = {29};
Line Loop (30) = {19, -8, -20, -74};
Ruled Surface (30) = {30};
Line Loop (31) = {15, 75};
Plane Surface (31) = {31};
Line Loop (32) = {16, -6, -17, -75};
Ruled Surface (32) = {32};
Line Loop (33) = {76, 1};
Plane Surface (33) = {33};
Line Loop (34) = {2, -5, -4, 76};
Ruled Surface (34) = {34};
