Point (1) = {3.024777693941272e-015, 0, -24.7, 1e+022};
Point (2) = {3.024777693941272e-015, 50, -24.7, 1e+022};
Point (3) = {0, 0, 24.7, 1e+022};
Point (4) = {0, 50, 24.7, 1e+022};
Line (1) = {1, 2};
p2 = newp;
Point (p2 + 1) = {-3.863931286493699, 0, -24.3959020126999, 1.e+22};
Point (p2 + 2) = {-7.632719761061198, 0, -23.49109595249029, 1.e+22};
Point (p2 + 3) = {-11.2135653435668, 0, -22.00786114745269, 1.e+22};
Point (p2 + 4) = {-14.51829573162408, 0, -19.98271976106121, 1.e+22};
Point (p2 + 5) = {-17.46553749530772, 0, -17.46553749530773, 1.e+22};
Point (p2 + 6) = {-19.9827197610612, 0, -14.51829573162409, 1.e+22};
Point (p2 + 7) = {-22.00786114745268, 0, -11.21356534356681, 1.e+22};
Point (p2 + 8) = {-23.49109595249029, 0, -7.632719761061205, 1.e+22};
Point (p2 + 9) = {-24.3959020126999, 0, -3.863931286493707, 1.e+22};
Point (p2 + 10) = {-24.7, 0, -4.537166540911908e-015, 1.e+22};
Point (p2 + 11) = {-24.3959020126999, 0, 3.863931286493698, 1.e+22};
Point (p2 + 12) = {-23.49109595249029, 0, 7.632719761061196, 1.e+22};
Point (p2 + 13) = {-22.00786114745269, 0, 11.2135653435668, 1.e+22};
Point (p2 + 14) = {-19.98271976106121, 0, 14.51829573162408, 1.e+22};
Point (p2 + 15) = {-17.46553749530773, 0, 17.46553749530772, 1.e+22};
Point (p2 + 16) = {-14.51829573162409, 0, 19.9827197610612, 1.e+22};
Point (p2 + 17) = {-11.21356534356681, 0, 22.00786114745268, 1.e+22};
Point (p2 + 18) = {-7.632719761061206, 0, 23.49109595249029, 1.e+22};
Point (p2 + 19) = {-3.863931286493708, 0, 24.3959020126999, 1.e+22};
CatmullRom (2) = {1, 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};
Line (3) = {3, 4};
p4 = newp;
Point (p4 + 1) = {-3.863931286493699, 50, -24.3959020126999, 1.e+22};
Point (p4 + 2) = {-7.632719761061198, 50, -23.49109595249029, 1.e+22};
Point (p4 + 3) = {-11.2135653435668, 50, -22.00786114745269, 1.e+22};
Point (p4 + 4) = {-14.51829573162408, 50, -19.98271976106121, 1.e+22};
Point (p4 + 5) = {-17.46553749530772, 50, -17.46553749530773, 1.e+22};
Point (p4 + 6) = {-19.9827197610612, 50, -14.51829573162409, 1.e+22};
Point (p4 + 7) = {-22.00786114745268, 50, -11.21356534356681, 1.e+22};
Point (p4 + 8) = {-23.49109595249029, 50, -7.632719761061205, 1.e+22};
Point (p4 + 9) = {-24.3959020126999, 50, -3.863931286493707, 1.e+22};
Point (p4 + 10) = {-24.7, 50, -4.537166540911908e-015, 1.e+22};
Point (p4 + 11) = {-24.3959020126999, 50, 3.863931286493698, 1.e+22};
Point (p4 + 12) = {-23.49109595249029, 50, 7.632719761061196, 1.e+22};
Point (p4 + 13) = {-22.00786114745269, 50, 11.2135653435668, 1.e+22};
Point (p4 + 14) = {-19.98271976106121, 50, 14.51829573162408, 1.e+22};
Point (p4 + 15) = {-17.46553749530773, 50, 17.46553749530772, 1.e+22};
Point (p4 + 16) = {-14.51829573162409, 50, 19.9827197610612, 1.e+22};
Point (p4 + 17) = {-11.21356534356681, 50, 22.00786114745268, 1.e+22};
Point (p4 + 18) = {-7.632719761061206, 50, 23.49109595249029, 1.e+22};
Point (p4 + 19) = {-3.863931286493708, 50, 24.3959020126999, 1.e+22};
CatmullRom (4) = {2, p4 + 1, p4 + 2, p4 + 3, p4 + 4, p4 + 5, p4 + 6, p4 + 7, p4 + 8, p4 + 9, p4 + 10, p4 + 11, p4 + 12, p4 + 13, p4 + 14, p4 + 15, p4 + 16, p4 + 17, p4 + 18, p4 + 19, 4};
p5 = newp;
Point (p5 + 1) = {3.863931286493703, 0, 24.3959020126999, 1.e+22};
Point (p5 + 2) = {7.632719761061201, 0, 23.49109595249029, 1.e+22};
Point (p5 + 3) = {11.2135653435668, 0, 22.00786114745269, 1.e+22};
Point (p5 + 4) = {14.51829573162409, 0, 19.9827197610612, 1.e+22};
Point (p5 + 5) = {17.46553749530772, 0, 17.46553749530773, 1.e+22};
Point (p5 + 6) = {19.9827197610612, 0, 14.51829573162409, 1.e+22};
Point (p5 + 7) = {22.00786114745268, 0, 11.21356534356681, 1.e+22};
Point (p5 + 8) = {23.49109595249029, 0, 7.632719761061201, 1.e+22};
Point (p5 + 9) = {24.3959020126999, 0, 3.863931286493704, 1.e+22};
Point (p5 + 10) = {24.7, 0, 1.512388846970636e-015, 1.e+22};
Point (p5 + 11) = {24.3959020126999, 0, -3.863931286493701, 1.e+22};
Point (p5 + 12) = {23.49109595249029, 0, -7.632719761061199, 1.e+22};
Point (p5 + 13) = {22.00786114745269, 0, -11.2135653435668, 1.e+22};
Point (p5 + 14) = {19.9827197610612, 0, -14.51829573162408, 1.e+22};
Point (p5 + 15) = {17.46553749530773, 0, -17.46553749530772, 1.e+22};
Point (p5 + 16) = {14.51829573162409, 0, -19.9827197610612, 1.e+22};
Point (p5 + 17) = {11.21356534356681, 0, -22.00786114745268, 1.e+22};
Point (p5 + 18) = {7.632719761061203, 0, -23.49109595249029, 1.e+22};
Point (p5 + 19) = {3.863931286493705, 0, -24.3959020126999, 1.e+22};
CatmullRom (5) = {3, 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, 1};
p6 = newp;
Point (p6 + 1) = {3.863931286493703, 50, 24.3959020126999, 1.e+22};
Point (p6 + 2) = {7.632719761061201, 50, 23.49109595249029, 1.e+22};
Point (p6 + 3) = {11.2135653435668, 50, 22.00786114745269, 1.e+22};
Point (p6 + 4) = {14.51829573162409, 50, 19.9827197610612, 1.e+22};
Point (p6 + 5) = {17.46553749530772, 50, 17.46553749530773, 1.e+22};
Point (p6 + 6) = {19.9827197610612, 50, 14.51829573162409, 1.e+22};
Point (p6 + 7) = {22.00786114745268, 50, 11.21356534356681, 1.e+22};
Point (p6 + 8) = {23.49109595249029, 50, 7.632719761061201, 1.e+22};
Point (p6 + 9) = {24.3959020126999, 50, 3.863931286493704, 1.e+22};
Point (p6 + 10) = {24.7, 50, 1.512388846970636e-015, 1.e+22};
Point (p6 + 11) = {24.3959020126999, 50, -3.863931286493701, 1.e+22};
Point (p6 + 12) = {23.49109595249029, 50, -7.632719761061199, 1.e+22};
Point (p6 + 13) = {22.00786114745269, 50, -11.2135653435668, 1.e+22};
Point (p6 + 14) = {19.9827197610612, 50, -14.51829573162408, 1.e+22};
Point (p6 + 15) = {17.46553749530773, 50, -17.46553749530772, 1.e+22};
Point (p6 + 16) = {14.51829573162409, 50, -19.9827197610612, 1.e+22};
Point (p6 + 17) = {11.21356534356681, 50, -22.00786114745268, 1.e+22};
Point (p6 + 18) = {7.632719761061203, 50, -23.49109595249029, 1.e+22};
Point (p6 + 19) = {3.863931286493705, 50, -24.3959020126999, 1.e+22};
CatmullRom (6) = {4, 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, 2};
Line Loop (1) = {1, 4, -3, -2};
Ruled Surface (1) = {1};
Line Loop (2) = {5, 1, -6, -3};
Ruled Surface (2) = {2};
Line Loop (3) = {5, 2};
Plane Surface (3) = {3};
Line Loop (4) = {6, 4};
Plane Surface (4) = {4};
Surface Loop (1) = {1, 2, 3, 4};
Volume (1) = {1};
