Point (1) = {439.42, 304.8, 254, 1e+22};
Point (2) = {439.42, 304.8, 0, 1e+22};
Point (3) = {304.8, 391.16, 0, 1e+22};
Point (4) = {170.18, 304.8, 0, 1e+22};
Point (5) = {170.18, 304.8, 254, 1e+22};
Point (6) = {304.8, 391.16, 254, 1e+22};
Point (7) = {304.8, 218.44, 254, 1e+22};
Point (8) = {304.8, 218.44, 0, 1e+22};
Point (9) = {434.34, 304.8, 0, 1e+22};
Point (10) = {304.8, 386.08, 0, 1e+22};
Point (11) = {175.26, 304.8, 0, 1e+22};
Point (12) = {304.8, 223.52, 0, 1e+22};
Point (13) = {434.34, 304.8, 254, 1e+22};
Point (14) = {304.8, 386.08, 254, 1e+22};
Point (15) = {175.26, 304.8, 254, 1e+22};
Point (16) = {304.8, 223.52, 254, 1e+22};
Line (1) = {1, 2};
p2 = newp;
Point (p2 + 1) = {439.0738175224871, 310.9893636039042, 0, 1.e+22};
Point (p2 + 2) = {437.9988773038556, 317.3152470720401, 0, 1.e+22};
Point (p2 + 3) = {436.1465643915564, 323.7285989757511, 0, 1.e+22};
Point (p2 + 4) = {433.4783101909209, 330.1735989407724, 0, 1.e+22};
Point (p2 + 5) = {429.9681010890245, 336.588659117763, 0, 1.e+22};
Point (p2 + 6) = {425.6047100023772, 342.9078550607129, 0, 1.e+22};
Point (p2 + 7) = {420.3934498846835, 349.0627504957217, 0, 1.e+22};
Point (p2 + 8) = {414.3572609731959, 354.9845370650841, 0, 1.e+22};
Point (p2 + 9) = {407.5369816667719, 360.6063691071739, 0, 1.e+22};
Point (p2 + 10) = {399.9907148833332, 365.86574162327, 0, 1.e+22};
Point (p2 + 11) = {391.7922812553012, 370.7067429560421, 0, 1.e+22};
Point (p2 + 12) = {383.0288371896906, 375.0820164733707, 0, 1.e+22};
Point (p2 + 13) = {373.7978169492141, 378.9542886052684, 0, 1.e+22};
Point (p2 + 14) = {364.2034211240531, 382.2973611336003, 0, 1.e+22};
Point (p2 + 15) = {354.3529098012195, 385.0965176797515, 0, 1.e+22};
Point (p2 + 16) = {344.3529630547342, 387.3483499337983, 0, 1.e+22};
Point (p2 + 17) = {334.3063454622008, 389.0600601757154, 0, 1.e+22};
Point (p2 + 18) = {324.3090616122981, 390.2483363836054, 0, 1.e+22};
Point (p2 + 19) = {314.4481256178509, 390.937920674803, 0, 1.e+22};
CatmullRom (2) = {2, p2 + 1, p2 + 2, p2 + 3, p2 + 4, p2 + 5, p2 + 6, p2 + 7, p2 + 8, p2 + 9, p2 + 10, p2 + 11, p2 + 12, p2 + 13, p2 + 14, p2 + 15, p2 + 16, p2 + 17, p2 + 18, p2 + 19, 3};
p3 = newp;
Point (p3 + 1) = {170.5261824775129, 310.9893636039042, 0, 1.e+22};
Point (p3 + 2) = {171.6011226961444, 317.3152470720401, 0, 1.e+22};
Point (p3 + 3) = {173.4534356084435, 323.7285989757511, 0, 1.e+22};
Point (p3 + 4) = {176.121689809079, 330.1735989407724, 0, 1.e+22};
Point (p3 + 5) = {179.6318989109755, 336.588659117763, 0, 1.e+22};
Point (p3 + 6) = {183.9952899976228, 342.9078550607129, 0, 1.e+22};
Point (p3 + 7) = {189.2065501153165, 349.0627504957217, 0, 1.e+22};
Point (p3 + 8) = {195.242739026804, 354.9845370650841, 0, 1.e+22};
Point (p3 + 9) = {202.0630183332279, 360.6063691071739, 0, 1.e+22};
Point (p3 + 10) = {209.6092851166667, 365.86574162327, 0, 1.e+22};
Point (p3 + 11) = {217.8077187446986, 370.706742956042, 0, 1.e+22};
Point (p3 + 12) = {226.5711628103093, 375.0820164733707, 0, 1.e+22};
Point (p3 + 13) = {235.8021830507859, 378.9542886052684, 0, 1.e+22};
Point (p3 + 14) = {245.3965788759467, 382.2973611336003, 0, 1.e+22};
Point (p3 + 15) = {255.2470901987803, 385.0965176797515, 0, 1.e+22};
Point (p3 + 16) = {265.2470369452657, 387.3483499337983, 0, 1.e+22};
Point (p3 + 17) = {275.2936545377991, 389.0600601757154, 0, 1.e+22};
Point (p3 + 18) = {285.2909383877017, 390.2483363836054, 0, 1.e+22};
Point (p3 + 19) = {295.1518743821489, 390.937920674803, 0, 1.e+22};
CatmullRom (3) = {4, 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, 3};
Line (4) = {4, 5};
p5 = newp;
Point (p5 + 1) = {170.5261824775129, 310.9893636039043, 254, 1.e+22};
Point (p5 + 2) = {171.6011226961445, 317.3152470720403, 254, 1.e+22};
Point (p5 + 3) = {173.4534356084436, 323.7285989757514, 254, 1.e+22};
Point (p5 + 4) = {176.1216898090791, 330.1735989407728, 253.9999999999999, 1.e+22};
Point (p5 + 5) = {179.6318989109757, 336.5886591177635, 254, 1.e+22};
Point (p5 + 6) = {183.995289997623, 342.9078550607134, 254, 1.e+22};
Point (p5 + 7) = {189.2065501153169, 349.0627504957222, 254, 1.e+22};
Point (p5 + 8) = {195.2427390268044, 354.9845370650845, 253.9999999999999, 1.e+22};
Point (p5 + 9) = {202.0630183332285, 360.6063691071744, 254, 1.e+22};
Point (p5 + 10) = {209.6092851166673, 365.8657416232704, 254, 1.e+22};
Point (p5 + 11) = {217.8077187446993, 370.7067429560424, 254, 1.e+22};
Point (p5 + 12) = {226.5711628103101, 375.082016473371, 254, 1.e+22};
Point (p5 + 13) = {235.8021830507867, 378.9542886052687, 254, 1.e+22};
Point (p5 + 14) = {245.3965788759476, 382.2973611336005, 254, 1.e+22};
Point (p5 + 15) = {255.2470901987809, 385.0965176797515, 254, 1.e+22};
Point (p5 + 16) = {265.2470369452662, 387.3483499337983, 253.9999999999999, 1.e+22};
Point (p5 + 17) = {275.2936545377996, 389.0600601757154, 254, 1.e+22};
Point (p5 + 18) = {285.2909383877021, 390.2483363836054, 254, 1.e+22};
Point (p5 + 19) = {295.1518743821491, 390.937920674803, 254, 1.e+22};
CatmullRom (5) = {5, 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, 6};
p6 = newp;
Point (p6 + 1) = {439.0738175224871, 310.9893636039043, 254, 1.e+22};
Point (p6 + 2) = {437.9988773038555, 317.3152470720403, 254, 1.e+22};
Point (p6 + 3) = {436.1465643915564, 323.7285989757515, 254, 1.e+22};
Point (p6 + 4) = {433.4783101909208, 330.1735989407729, 254, 1.e+22};
Point (p6 + 5) = {429.9681010890243, 336.5886591177634, 254, 1.e+22};
Point (p6 + 6) = {425.604710002377, 342.9078550607132, 254, 1.e+22};
Point (p6 + 7) = {420.3934498846831, 349.0627504957221, 254, 1.e+22};
Point (p6 + 8) = {414.3572609731954, 354.9845370650845, 253.9999999999999, 1.e+22};
Point (p6 + 9) = {407.5369816667715, 360.6063691071744, 254, 1.e+22};
Point (p6 + 10) = {399.9907148833326, 365.8657416232704, 254, 1.e+22};
Point (p6 + 11) = {391.7922812553005, 370.7067429560423, 254, 1.e+22};
Point (p6 + 12) = {383.0288371896898, 375.0820164733709, 254, 1.e+22};
Point (p6 + 13) = {373.7978169492133, 378.9542886052686, 254, 1.e+22};
Point (p6 + 14) = {364.2034211240523, 382.2973611336004, 254, 1.e+22};
Point (p6 + 15) = {354.3529098012187, 385.0965176797515, 254, 1.e+22};
Point (p6 + 16) = {344.3529630547337, 387.3483499337983, 254, 1.e+22};
Point (p6 + 17) = {334.3063454622003, 389.0600601757154, 254, 1.e+22};
Point (p6 + 18) = {324.3090616122979, 390.2483363836054, 254, 1.e+22};
Point (p6 + 19) = {314.4481256178507, 390.937920674803, 254, 1.e+22};
CatmullRom (6) = {1, 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) = {314.4481256178507, 218.6620793251969, 254, 1.e+22};
Point (p7 + 2) = {324.3090616122978, 219.3516636163945, 254, 1.e+22};
Point (p7 + 3) = {334.3063454622002, 220.5399398242845, 254, 1.e+22};
Point (p7 + 4) = {344.3529630547335, 222.2516500662016, 253.9999999999999, 1.e+22};
Point (p7 + 5) = {354.3529098012188, 224.5034823202484, 254, 1.e+22};
Point (p7 + 6) = {364.2034211240524, 227.3026388663995, 254, 1.e+22};
Point (p7 + 7) = {373.7978169492133, 230.6457113947313, 254, 1.e+22};
Point (p7 + 8) = {383.0288371896898, 234.517983526629, 254, 1.e+22};
Point (p7 + 9) = {391.7922812553005, 238.8932570439575, 254, 1.e+22};
Point (p7 + 10) = {399.9907148833326, 243.7342583767295, 254, 1.e+22};
Point (p7 + 11) = {407.5369816667714, 248.9936308928255, 254, 1.e+22};
Point (p7 + 12) = {414.3572609731955, 254.6154629349154, 254, 1.e+22};
Point (p7 + 13) = {420.3934498846831, 260.5372495042778, 254, 1.e+22};
Point (p7 + 14) = {425.6047100023769, 266.6921449392865, 254, 1.e+22};
Point (p7 + 15) = {429.9681010890243, 273.0113408822365, 254, 1.e+22};
Point (p7 + 16) = {433.4783101909208, 279.426401059227, 254, 1.e+22};
Point (p7 + 17) = {436.1465643915564, 285.8714010242485, 254, 1.e+22};
Point (p7 + 18) = {437.9988773038555, 292.2847529279596, 254, 1.e+22};
Point (p7 + 19) = {439.0738175224871, 298.6106363960955, 254, 1.e+22};
CatmullRom (7) = {7, 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, 1};
p8 = newp;
Point (p8 + 1) = {295.1518743821491, 218.6620793251969, 254, 1.e+22};
Point (p8 + 2) = {285.2909383877021, 219.3516636163945, 254, 1.e+22};
Point (p8 + 3) = {275.2936545377996, 220.5399398242845, 254, 1.e+22};
Point (p8 + 4) = {265.2470369452664, 222.2516500662016, 253.9999999999999, 1.e+22};
Point (p8 + 5) = {255.2470901987811, 224.5034823202484, 254, 1.e+22};
Point (p8 + 6) = {245.3965788759475, 227.3026388663995, 254, 1.e+22};
Point (p8 + 7) = {235.8021830507867, 230.6457113947313, 254, 1.e+22};
Point (p8 + 8) = {226.57116281031, 234.517983526629, 254, 1.e+22};
Point (p8 + 9) = {217.8077187446993, 238.8932570439575, 254, 1.e+22};
Point (p8 + 10) = {209.6092851166673, 243.7342583767295, 254, 1.e+22};
Point (p8 + 11) = {202.0630183332285, 248.9936308928255, 254, 1.e+22};
Point (p8 + 12) = {195.2427390268045, 254.6154629349154, 254, 1.e+22};
Point (p8 + 13) = {189.2065501153169, 260.5372495042778, 254, 1.e+22};
Point (p8 + 14) = {183.9952899976231, 266.6921449392865, 254, 1.e+22};
Point (p8 + 15) = {179.6318989109757, 273.0113408822365, 254, 1.e+22};
Point (p8 + 16) = {176.1216898090792, 279.426401059227, 254, 1.e+22};
Point (p8 + 17) = {173.4534356084436, 285.8714010242485, 254, 1.e+22};
Point (p8 + 18) = {171.6011226961445, 292.2847529279596, 254, 1.e+22};
Point (p8 + 19) = {170.5261824775129, 298.6106363960955, 254, 1.e+22};
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, 5};
p9 = newp;
Point (p9 + 1) = {170.5261824775129, 298.6106363960955, 0, 1.e+22};
Point (p9 + 2) = {171.6011226961445, 292.2847529279596, 0, 1.e+22};
Point (p9 + 3) = {173.4534356084436, 285.8714010242485, 0, 1.e+22};
Point (p9 + 4) = {176.1216898090791, 279.426401059227, 0, 1.e+22};
Point (p9 + 5) = {179.6318989109757, 273.0113408822364, 0, 1.e+22};
Point (p9 + 6) = {183.995289997623, 266.6921449392865, 0, 1.e+22};
Point (p9 + 7) = {189.2065501153169, 260.5372495042777, 0, 1.e+22};
Point (p9 + 8) = {195.2427390268044, 254.6154629349153, 0, 1.e+22};
Point (p9 + 9) = {202.0630183332285, 248.9936308928255, 0, 1.e+22};
Point (p9 + 10) = {209.6092851166673, 243.7342583767296, 0, 1.e+22};
Point (p9 + 11) = {217.8077187446993, 238.8932570439575, 0, 1.e+22};
Point (p9 + 12) = {226.5711628103101, 234.517983526629, 0, 1.e+22};
Point (p9 + 13) = {235.8021830507867, 230.6457113947313, 0, 1.e+22};
Point (p9 + 14) = {245.3965788759476, 227.3026388663995, 0, 1.e+22};
Point (p9 + 15) = {255.2470901987809, 224.5034823202485, 0, 1.e+22};
Point (p9 + 16) = {265.2470369452662, 222.2516500662016, 0, 1.e+22};
Point (p9 + 17) = {275.2936545377996, 220.5399398242845, 0, 1.e+22};
Point (p9 + 18) = {285.2909383877021, 219.3516636163945, 0, 1.e+22};
Point (p9 + 19) = {295.1518743821491, 218.6620793251969, 0, 1.e+22};
CatmullRom (9) = {4, 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, 8};
p10 = newp;
Point (p10 + 1) = {314.4481256178509, 218.6620793251969, 0, 1.e+22};
Point (p10 + 2) = {324.3090616122983, 219.3516636163946, 0, 1.e+22};
Point (p10 + 3) = {334.3063454622008, 220.5399398242845, 0, 1.e+22};
Point (p10 + 4) = {344.3529630547342, 222.2516500662017, 0, 1.e+22};
Point (p10 + 5) = {354.3529098012197, 224.5034823202486, 0, 1.e+22};
Point (p10 + 6) = {364.203421124053, 227.3026388663996, 0, 1.e+22};
Point (p10 + 7) = {373.7978169492139, 230.6457113947315, 0, 1.e+22};
Point (p10 + 8) = {383.0288371896905, 234.5179835266293, 0, 1.e+22};
Point (p10 + 9) = {391.7922812553012, 238.8932570439579, 0, 1.e+22};
Point (p10 + 10) = {399.9907148833332, 243.7342583767299, 0, 1.e+22};
Point (p10 + 11) = {407.536981666772, 248.993630892826, 0, 1.e+22};
Point (p10 + 12) = {414.3572609731959, 254.6154629349159, 0, 1.e+22};
Point (p10 + 13) = {420.3934498846835, 260.5372495042782, 0, 1.e+22};
Point (p10 + 14) = {425.6047100023772, 266.6921449392871, 0, 1.e+22};
Point (p10 + 15) = {429.9681010890244, 273.0113408822368, 0, 1.e+22};
Point (p10 + 16) = {433.478310190921, 279.4264010592274, 0, 1.e+22};
Point (p10 + 17) = {436.1465643915565, 285.8714010242488, 0, 1.e+22};
Point (p10 + 18) = {437.9988773038556, 292.2847529279599, 0, 1.e+22};
Point (p10 + 19) = {439.0738175224871, 298.6106363960956, 0, 1.e+22};
CatmullRom (10) = {8, p10 + 1, p10 + 2, p10 + 3, p10 + 4, p10 + 5, p10 + 6, p10 + 7, p10 + 8, p10 + 9, p10 + 10, p10 + 11, p10 + 12, p10 + 13, p10 + 14, p10 + 15, p10 + 16, p10 + 17, p10 + 18, p10 + 19, 2};
p11 = newp;
Point (p11 + 1) = {434.0068810122046, 310.6252833919098, 0, 1.e+22};
Point (p11 + 2) = {432.9725045754082, 316.5790560678024, 0, 1.e+22};
Point (p11 + 3) = {431.1900902635732, 322.6151519771774, 0, 1.e+22};
Point (p11 + 4) = {428.6225249006975, 328.6810342971975, 0, 1.e+22};
Point (p11 + 5) = {425.2447765196274, 334.7187379931887, 0, 1.e+22};
Point (p11 + 6) = {421.0460417004007, 340.6662165277298, 0, 1.e+22};
Point (p11 + 7) = {416.031432907903, 346.459059290091, 0, 1.e+22};
Point (p11 + 8) = {410.2230247100564, 352.0325054730203, 0, 1.e+22};
Point (p11 + 9) = {403.6601144340636, 357.3236415126343, 0, 1.e+22};
Point (p11 + 10) = {396.3986124349055, 362.2736391748423, 0, 1.e+22};
Point (p11 + 11) = {388.5095536607616, 366.8298757233337, 0, 1.e+22};
Point (p11 + 12) = {380.0768055976268, 370.9477802102313, 0, 1.e+22};
Point (p11 + 13) = {371.1941257435833, 374.5922716284879, 0, 1.e+22};
Point (p11 + 14) = {361.96178259107, 377.7386928316238, 0, 1.e+22};
Point (p11 + 15) = {352.4829886766452, 380.3731931103542, 0, 1.e+22};
Point (p11 + 16) = {342.8603984111593, 382.4925646435748, 0, 1.e+22};
Point (p11 + 17) = {333.1928984636272, 384.1035860477322, 0, 1.e+22};
Point (p11 + 18) = {323.5728706080605, 385.2219636551579, 0, 1.e+22};
Point (p11 + 19) = {314.0840454058566, 385.8709841645205, 0, 1.e+22};
CatmullRom (11) = {9, p11 + 1, p11 + 2, p11 + 3, p11 + 4, p11 + 5, p11 + 6, p11 + 7, p11 + 8, p11 + 9, p11 + 10, p11 + 11, p11 + 12, p11 + 13, p11 + 14, p11 + 15, p11 + 16, p11 + 17, p11 + 18, p11 + 19, 10};
p12 = newp;
Point (p12 + 1) = {175.5931189877954, 310.6252833919098, 0, 1.e+22};
Point (p12 + 2) = {176.6274954245918, 316.5790560678024, 0, 1.e+22};
Point (p12 + 3) = {178.4099097364268, 322.6151519771774, 0, 1.e+22};
Point (p12 + 4) = {180.9774750993025, 328.6810342971975, 0, 1.e+22};
Point (p12 + 5) = {184.3552234803726, 334.7187379931887, 0, 1.e+22};
Point (p12 + 6) = {188.5539582995993, 340.6662165277298, 0, 1.e+22};
Point (p12 + 7) = {193.568567092097, 346.459059290091, 0, 1.e+22};
Point (p12 + 8) = {199.3769752899435, 352.0325054730203, 0, 1.e+22};
Point (p12 + 9) = {205.9398855659363, 357.3236415126343, 0, 1.e+22};
Point (p12 + 10) = {213.2013875650944, 362.2736391748423, 0, 1.e+22};
Point (p12 + 11) = {221.0904463392383, 366.8298757233337, 0, 1.e+22};
Point (p12 + 12) = {229.5231944023731, 370.9477802102312, 0, 1.e+22};
Point (p12 + 13) = {238.4058742564166, 374.5922716284879, 0, 1.e+22};
Point (p12 + 14) = {247.6382174089299, 377.7386928316238, 0, 1.e+22};
Point (p12 + 15) = {257.1170113233547, 380.3731931103542, 0, 1.e+22};
Point (p12 + 16) = {266.7396015888406, 382.4925646435748, 0, 1.e+22};
Point (p12 + 17) = {276.4071015363727, 384.1035860477321, 0, 1.e+22};
Point (p12 + 18) = {286.0271293919394, 385.221963655158, 0, 1.e+22};
Point (p12 + 19) = {295.5159545941433, 385.8709841645205, 0, 1.e+22};
CatmullRom (12) = {11, p12 + 1, p12 + 2, p12 + 3, p12 + 4, p12 + 5, p12 + 6, p12 + 7, p12 + 8, p12 + 9, p12 + 10, p12 + 11, p12 + 12, p12 + 13, p12 + 14, p12 + 15, p12 + 16, p12 + 17, p12 + 18, p12 + 19, 10};
p13 = newp;
Point (p13 + 1) = {175.5931189877954, 298.9747166080898, 0, 1.e+22};
Point (p13 + 2) = {176.6274954245918, 293.0209439321972, 0, 1.e+22};
Point (p13 + 3) = {178.4099097364268, 286.984848022822, 0, 1.e+22};
Point (p13 + 4) = {180.9774750993026, 280.9189657028018, 0, 1.e+22};
Point (p13 + 5) = {184.3552234803728, 274.8812620068106, 0, 1.e+22};
Point (p13 + 6) = {188.5539582995995, 268.9337834722696, 0, 1.e+22};
Point (p13 + 7) = {193.5685670920974, 263.1409407099083, 0, 1.e+22};
Point (p13 + 8) = {199.3769752899439, 257.5674945269791, 0, 1.e+22};
Point (p13 + 9) = {205.9398855659368, 252.2763584873651, 0, 1.e+22};
Point (p13 + 10) = {213.2013875650949, 247.3263608251572, 0, 1.e+22};
Point (p13 + 11) = {221.090446339239, 242.7701242766659, 0, 1.e+22};
Point (p13 + 12) = {229.5231944023738, 238.6522197897685, 0, 1.e+22};
Point (p13 + 13) = {238.4058742564174, 235.0077283715118, 0, 1.e+22};
Point (p13 + 14) = {247.6382174089307, 231.861307168376, 0, 1.e+22};
Point (p13 + 15) = {257.1170113233553, 229.2268068896456, 0, 1.e+22};
Point (p13 + 16) = {266.7396015888411, 227.1074353564251, 0, 1.e+22};
Point (p13 + 17) = {276.4071015363732, 225.4964139522678, 0, 1.e+22};
Point (p13 + 18) = {286.0271293919398, 224.378036344842, 0, 1.e+22};
Point (p13 + 19) = {295.5159545941435, 223.7290158354795, 0, 1.e+22};
CatmullRom (13) = {11, p13 + 1, p13 + 2, p13 + 3, p13 + 4, p13 + 5, p13 + 6, p13 + 7, p13 + 8, p13 + 9, p13 + 10, p13 + 11, p13 + 12, p13 + 13, p13 + 14, p13 + 15, p13 + 16, p13 + 17, p13 + 18, p13 + 19, 12};
p14 = newp;
Point (p14 + 1) = {434.0068810122045, 298.9747166080898, 0, 1.e+22};
Point (p14 + 2) = {432.9725045754081, 293.0209439321972, 0, 1.e+22};
Point (p14 + 3) = {431.190090263573, 286.984848022822, 0, 1.e+22};
Point (p14 + 4) = {428.6225249006972, 280.9189657028018, 0, 1.e+22};
Point (p14 + 5) = {425.2447765196271, 274.8812620068107, 0, 1.e+22};
Point (p14 + 6) = {421.0460417004004, 268.9337834722696, 0, 1.e+22};
Point (p14 + 7) = {416.0314329079025, 263.1409407099084, 0, 1.e+22};
Point (p14 + 8) = {410.223024710056, 257.5674945269791, 0, 1.e+22};
Point (p14 + 9) = {403.6601144340631, 252.2763584873651, 0, 1.e+22};
Point (p14 + 10) = {396.398612434905, 247.3263608251572, 0, 1.e+22};
Point (p14 + 11) = {388.509553660761, 242.7701242766659, 0, 1.e+22};
Point (p14 + 12) = {380.0768055976261, 238.6522197897685, 0, 1.e+22};
Point (p14 + 13) = {371.1941257435826, 235.0077283715118, 0, 1.e+22};
Point (p14 + 14) = {361.9617825910693, 231.8613071683759, 0, 1.e+22};
Point (p14 + 15) = {352.4829886766445, 229.2268068896456, 0, 1.e+22};
Point (p14 + 16) = {342.8603984111589, 227.1074353564251, 0, 1.e+22};
Point (p14 + 17) = {333.1928984636267, 225.4964139522678, 0, 1.e+22};
Point (p14 + 18) = {323.5728706080602, 224.3780363448419, 0, 1.e+22};
Point (p14 + 19) = {314.0840454058564, 223.7290158354795, 0, 1.e+22};
CatmullRom (14) = {9, p14 + 1, p14 + 2, p14 + 3, p14 + 4, p14 + 5, p14 + 6, p14 + 7, p14 + 8, p14 + 9, p14 + 10, p14 + 11, p14 + 12, p14 + 13, p14 + 14, p14 + 15, p14 + 16, p14 + 17, p14 + 18, p14 + 19, 12};
Line (15) = {9, 13};
p16 = newp;
Point (p16 + 1) = {434.0068810122045, 310.62528339191, 254, 1.e+22};
Point (p16 + 2) = {432.9725045754081, 316.5790560678026, 254, 1.e+22};
Point (p16 + 3) = {431.190090263573, 322.6151519771778, 254, 1.e+22};
Point (p16 + 4) = {428.6225249006972, 328.681034297198, 254, 1.e+22};
Point (p16 + 5) = {425.2447765196271, 334.7187379931891, 254, 1.e+22};
Point (p16 + 6) = {421.0460417004004, 340.6662165277301, 254, 1.e+22};
Point (p16 + 7) = {416.0314329079025, 346.4590592900914, 254, 1.e+22};
Point (p16 + 8) = {410.223024710056, 352.0325054730207, 253.9999999999999, 1.e+22};
Point (p16 + 9) = {403.6601144340631, 357.3236415126347, 254, 1.e+22};
Point (p16 + 10) = {396.398612434905, 362.2736391748427, 254, 1.e+22};
Point (p16 + 11) = {388.509553660761, 366.829875723334, 254, 1.e+22};
Point (p16 + 12) = {380.0768055976261, 370.9477802102314, 254, 1.e+22};
Point (p16 + 13) = {371.1941257435826, 374.5922716284882, 254, 1.e+22};
Point (p16 + 14) = {361.9617825910693, 377.7386928316239, 254, 1.e+22};
Point (p16 + 15) = {352.4829886766445, 380.3731931103544, 254, 1.e+22};
Point (p16 + 16) = {342.8603984111589, 382.4925646435749, 254, 1.e+22};
Point (p16 + 17) = {333.1928984636267, 384.1035860477322, 254, 1.e+22};
Point (p16 + 18) = {323.5728706080602, 385.221963655158, 254, 1.e+22};
Point (p16 + 19) = {314.0840454058564, 385.8709841645205, 254, 1.e+22};
CatmullRom (16) = {13, p16 + 1, p16 + 2, p16 + 3, p16 + 4, p16 + 5, p16 + 6, p16 + 7, p16 + 8, p16 + 9, p16 + 10, p16 + 11, p16 + 12, p16 + 13, p16 + 14, p16 + 15, p16 + 16, p16 + 17, p16 + 18, p16 + 19, 14};
p17 = newp;
Point (p17 + 1) = {175.5931189877954, 310.62528339191, 254, 1.e+22};
Point (p17 + 2) = {176.6274954245918, 316.5790560678026, 254, 1.e+22};
Point (p17 + 3) = {178.4099097364268, 322.6151519771777, 254, 1.e+22};
Point (p17 + 4) = {180.9774750993026, 328.681034297198, 253.9999999999999, 1.e+22};
Point (p17 + 5) = {184.3552234803728, 334.7187379931891, 254, 1.e+22};
Point (p17 + 6) = {188.5539582995995, 340.6662165277302, 254, 1.e+22};
Point (p17 + 7) = {193.5685670920974, 346.4590592900915, 254, 1.e+22};
Point (p17 + 8) = {199.3769752899439, 352.0325054730207, 253.9999999999999, 1.e+22};
Point (p17 + 9) = {205.9398855659368, 357.3236415126347, 254, 1.e+22};
Point (p17 + 10) = {213.2013875650949, 362.2736391748427, 254, 1.e+22};
Point (p17 + 11) = {221.090446339239, 366.8298757233341, 254, 1.e+22};
Point (p17 + 12) = {229.5231944023738, 370.9477802102315, 254, 1.e+22};
Point (p17 + 13) = {238.4058742564174, 374.5922716284882, 254, 1.e+22};
Point (p17 + 14) = {247.6382174089307, 377.738692831624, 254, 1.e+22};
Point (p17 + 15) = {257.1170113233553, 380.3731931103544, 254, 1.e+22};
Point (p17 + 16) = {266.7396015888411, 382.4925646435748, 253.9999999999999, 1.e+22};
Point (p17 + 17) = {276.4071015363732, 384.1035860477322, 254, 1.e+22};
Point (p17 + 18) = {286.0271293919398, 385.221963655158, 254, 1.e+22};
Point (p17 + 19) = {295.5159545941435, 385.8709841645205, 254, 1.e+22};
CatmullRom (17) = {15, p17 + 1, p17 + 2, p17 + 3, p17 + 4, p17 + 5, p17 + 6, p17 + 7, p17 + 8, p17 + 9, p17 + 10, p17 + 11, p17 + 12, p17 + 13, p17 + 14, p17 + 15, p17 + 16, p17 + 17, p17 + 18, p17 + 19, 14};
Line (18) = {15, 11};
p19 = newp;
Point (p19 + 1) = {175.5931189877954, 298.97471660809, 254, 1.e+22};
Point (p19 + 2) = {176.6274954245918, 293.0209439321974, 254, 1.e+22};
Point (p19 + 3) = {178.4099097364268, 286.9848480228223, 254, 1.e+22};
Point (p19 + 4) = {180.9774750993025, 280.9189657028023, 254, 1.e+22};
Point (p19 + 5) = {184.3552234803726, 274.8812620068111, 254, 1.e+22};
Point (p19 + 6) = {188.5539582995993, 268.9337834722701, 254, 1.e+22};
Point (p19 + 7) = {193.568567092097, 263.1409407099088, 254, 1.e+22};
Point (p19 + 8) = {199.3769752899435, 257.5674945269795, 254, 1.e+22};
Point (p19 + 9) = {205.9398855659363, 252.2763584873655, 254, 1.e+22};
Point (p19 + 10) = {213.2013875650944, 247.3263608251575, 254, 1.e+22};
Point (p19 + 11) = {221.0904463392383, 242.7701242766662, 254, 1.e+22};
Point (p19 + 12) = {229.5231944023731, 238.6522197897687, 254, 1.e+22};
Point (p19 + 13) = {238.4058742564166, 235.0077283715121, 254, 1.e+22};
Point (p19 + 14) = {247.6382174089299, 231.8613071683762, 254, 1.e+22};
Point (p19 + 15) = {257.1170113233547, 229.2268068896457, 254, 1.e+22};
Point (p19 + 16) = {266.7396015888406, 227.1074353564251, 253.9999999999999, 1.e+22};
Point (p19 + 17) = {276.4071015363727, 225.4964139522679, 254, 1.e+22};
Point (p19 + 18) = {286.0271293919394, 224.3780363448419, 254, 1.e+22};
Point (p19 + 19) = {295.5159545941433, 223.7290158354795, 254, 1.e+22};
CatmullRom (19) = {15, p19 + 1, p19 + 2, p19 + 3, p19 + 4, p19 + 5, p19 + 6, p19 + 7, p19 + 8, p19 + 9, p19 + 10, p19 + 11, p19 + 12, p19 + 13, p19 + 14, p19 + 15, p19 + 16, p19 + 17, p19 + 18, p19 + 19, 16};
p20 = newp;
Point (p20 + 1) = {314.0840454058564, 223.7290158354795, 254, 1.e+22};
Point (p20 + 2) = {323.5728706080601, 224.3780363448419, 254, 1.e+22};
Point (p20 + 3) = {333.1928984636266, 225.4964139522678, 254, 1.e+22};
Point (p20 + 4) = {342.8603984111587, 227.1074353564251, 253.9999999999999, 1.e+22};
Point (p20 + 5) = {352.4829886766445, 229.2268068896456, 254, 1.e+22};
Point (p20 + 6) = {361.9617825910693, 231.861307168376, 254, 1.e+22};
Point (p20 + 7) = {371.1941257435826, 235.0077283715118, 254, 1.e+22};
Point (p20 + 8) = {380.0768055976261, 238.6522197897685, 254, 1.e+22};
Point (p20 + 9) = {388.5095536607609, 242.7701242766659, 254, 1.e+22};
Point (p20 + 10) = {396.398612434905, 247.3263608251572, 254, 1.e+22};
Point (p20 + 11) = {403.6601144340631, 252.2763584873651, 254, 1.e+22};
Point (p20 + 12) = {410.223024710056, 257.5674945269791, 254, 1.e+22};
Point (p20 + 13) = {416.0314329079026, 263.1409407099083, 254, 1.e+22};
Point (p20 + 14) = {421.0460417004003, 268.9337834722696, 254, 1.e+22};
Point (p20 + 15) = {425.2447765196271, 274.8812620068106, 254, 1.e+22};
Point (p20 + 16) = {428.6225249006973, 280.9189657028018, 254, 1.e+22};
Point (p20 + 17) = {431.1900902635731, 286.984848022822, 254, 1.e+22};
Point (p20 + 18) = {432.972504575408, 293.0209439321972, 254, 1.e+22};
Point (p20 + 19) = {434.0068810122045, 298.9747166080898, 254, 1.e+22};
CatmullRom (20) = {16, p20 + 1, p20 + 2, p20 + 3, p20 + 4, p20 + 5, p20 + 6, p20 + 7, p20 + 8, p20 + 9, p20 + 10, p20 + 11, p20 + 12, p20 + 13, p20 + 14, p20 + 15, p20 + 16, p20 + 17, p20 + 18, p20 + 19, 13};
Line Loop (1) = {1, 2, -3, 4, 5, -6};
Line Loop (2) = {1, -10, -9, 4, -8, 7};
Line Loop (3) = {3, -2, -10, -9, 11, -12, 13, -14};
Line Loop (4) = {15, 16, -17, 18, 12, -11};
Line Loop (5) = {15, -20, -19, 18, 13, -14};
Line Loop (6) = {8, 5, -6, -7, 20, 16, -17, 19};
Line Loop(21) = {11,-12,13,-14};
Plane Surface(22) = {21};
Line Loop(23) = {2,-3,9,10};
Plane Surface(24) = {23,21};
Line Loop(25) = {17,-16,-20,-19};
Plane Surface(26) = {25};
Line Loop(27) = {7,6,-5,-8};
Plane Surface(28) = {27,25};
Line Loop(29) = {3,-2,-10,-9,3,-2,-10,-9,3,-2,-10,-9,3,-2,-10,-9};
Delete {
  Line{15,1,18,4};
}
Delete {
  Surface{22};
}
Delete {
  Surface{26};
}
Plane Surface(32) = {23,21};
Plane Surface(33) = {27,25};
Surface Loop(34) = {28,33};
Surface Loop(35) = {24,32};
Volume(36) = {34,35};
