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Point( 312 )={ -0.457070 , 0.416507 , -0.123794 }; 
Point( 313 )={ -0.457070 , 0.414515 , -0.122760 }; 
Point( 314 )={ -0.457070 , 0.412490 , -0.121817 }; 
Point( 315 )={ -0.457070 , 0.410437 , -0.120962 }; 
Point( 316 )={ -0.457070 , 0.408358 , -0.120193 }; 
Point( 317 )={ -0.457070 , 0.406167 , -0.119477 }; 
Point( 318 )={ -0.457070 , 0.403193 , -0.118733 }; 
Point( 319 )={ -0.457070 , 0.401197 , -0.113253 }; 
Point( 320 )={ -0.457070 , 0.398142 , -0.104864 }; 
Point( 321 )={ -0.457070 , 0.395086 , -0.096475 }; 
Point( 322 )={ -0.457070 , 0.392031 , -0.088086 }; 
Point( 323 )={ -0.457070 , 0.388976 , -0.079697 }; 
Point( 324 )={ -0.457070 , 0.385920 , -0.071307 }; 
Point( 325 )={ -0.457070 , 0.382865 , -0.062918 }; 
Point( 326 )={ -0.457070 , 0.379809 , -0.054529 }; 
Point( 327 )={ -0.457070 , 0.373607 , -0.037500 }; 
Point( 328 )={ -0.457070 , 0.367587 , -0.020972 }; 
Point( 329 )={ -0.457070 , 0.364532 , -0.012583 }; 
Point( 330 )={ -0.457070 , 0.361477 , -0.004194 }; 
Point( 331 )={ -0.457070 , 0.358428 , 0.004177 }; 
Point( 332 )={ -0.457070 , 0.355737 , 0.011724 }; 
Point( 333 )={ -0.457070 , 0.353037 , 0.019289 }; 
Point( 334 )={ -0.457070 , 0.350335 , 0.026855 }; 
Point( 335 )={ -0.457070 , 0.346528 , 0.037500 }; 
Point( 336 )={ -0.457070 , 0.339515 , 0.057106 }; 
Point( 337 )={ -0.457070 , 0.336807 , 0.064668 }; 
Point( 338 )={ -0.457070 , 0.334097 , 0.072230 }; 
Point( 339 )={ -0.457070 , 0.331386 , 0.079791 }; 
Point( 340 )={ -0.457070 , 0.328673 , 0.087351 }; 
Point( 341 )={ -0.457070 , 0.325960 , 0.094911 }; 
Point( 342 )={ -0.457070 , 0.323246 , 0.102470 }; 
Point( 343 )={ -0.457070 , 0.320530 , 0.110029 }; 
Point( 344 )={ -0.457070 , 0.317693 , 0.117925 }; 
Spline(11)={11,12,13,14,15,16,17,18,19,20,21,22,23,24,25}; 
Spline(12)={25,26,27,28,29,30,31,32,33}; 
Spline(13)={33,34,35,36,37,38,39,40,41}; 
Spline(14)={41,42,43,44,45,46,47,48,49,50,51}; 
Spline(15)={51,52}; 
Spline(16)={52,53,54,55}; 
Spline(17)={55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,138,139,140,141,142,143,144,145,146,147,148,149,150,151,152}; 
Spline(18)={152,153,154}; 
Spline(19)={154,155}; 
Spline(20)={155,156,157,158,159,160,161,162,163,164}; 
Spline(21)={164,165,166,167,168,169,170,171,172}; 
Spline(22)={172,173,174,175,176,177,178,179,180,181,11}; 
Spline(23)={182,183,184,185,186,187,188,189,190,191,192,193,194,195,196}; 
Spline(24)={196,197,198,199,200,201,202,203,204}; 
Spline(25)={204,205,206,207,208,209,210,211,212}; 
Spline(26)={212,213,214,215,216,217,218,219,220,221,222}; 
Spline(27)={222,223,224,225,226,227,228,229,230,231,232,233,234,235,236,237,238,239,240,241,242,243,244,245,246,247,248,249,250,251,252,253,254,255,256,257,258,259,260,261,262,263,264,265,266,267,268,269,270,271,272,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318}; 
Spline(28)={318,319,320,321,322,323,324,325,326,327}; 
Spline(29)={327,328,329,330,331,332,333,334,335}; 
Spline(30)={335,336,337,338,339,340,341,342,343,344,182}; 
Line( 31 )={ 182 , 11 }; 
Line( 32 )={ 196 , 25 }; 
Line( 33 )={ 204 , 33 }; 
Line( 34 )={ 212 , 41 }; 
Line( 35 )={ 222 , 51 }; 
Line( 36 )={ 222 , 55 }; 
Line( 37 )={ 318 , 152 }; 
Line( 38 )={ 318 , 155 }; 
Line( 39 )={ 327 , 164 }; 
Line( 40 )={ 335 , 172 }; 
Line( 42 )={ 2 , 204 }; 
Line( 43 )={ 3 , 212 }; 
Line( 44 )={ 7 , 327 }; 
Line( 45 )={ 8 , 335 }; 
Line Loop( 46 )={ -31 , 23 , 32 , -11 }; 
Plane Surface( 47 )={ 46 };
Line Loop( 48 )={ -32 , 24 , 33 , -12 }; 
Plane Surface( 49 )={ 48 };
Line Loop( 50 )={ -33 , 25 , 34 , -13 }; 
Plane Surface( 51 )={ 50 };
Line Loop( 52 )={ -34 , 26 , 35 , -14 }; 
Plane Surface( 53 )={ 52 };
Line Loop( 54 )={ -35 , 36 , -16 , -15 }; 
Plane Surface( 55 )={ 54 };
Line Loop( 56 )={ -36 , 27 , 37 , -17 }; 
Plane Surface( 57 )={ 56 };
Line Loop( 58 )={ -37 , 38 , -19 , -18 }; 
Plane Surface( 59 )={ 58 };
Line Loop( 60 )={ -38 , 28 , 39 , -20 }; 
Plane Surface( 61 )={ 60 };
Line Loop( 62 )={ -39 , 29 , 40 , -21 }; 
Plane Surface( 63 )={ 62 };
Line Loop( 64 )={ -40 , 30 , 31 , -22 }; 
Plane Surface( 65 )={ 64 };
Line Loop( 66 )={ 2 , 43 , -25 , -42 }; 
Plane Surface( 67 )={ 66 };
Line Loop( 68 )={ 7 , 45 , -29 , -44 }; 
Plane Surface( 69 )={ 68 };
Line Loop(70)={45,30,23,24,-42,-1,-10,-9,-8}; 
Plane Surface( 71 )={ 70 };
Line Loop(72)={43,26,27,28,-44,-6,-5,-4,-3}; 
Plane Surface( 73 )={ 72 };
Transfinite Line {43,42} = 418 Using Progression 0.9997716; 
Transfinite Line {45,44} = 30 Using Progression 0.8064844; 
Transfinite Line {2,25,13,-21,-29,-7} = 52 Using Progression 1; 
Transfinite Surface {67} = {2,3,212,204}; 
Transfinite Surface {69} = {7,8,335,327}; 
Recombine Surface {67,69}; 
Transfinite Line {23,-11} = 26 Using Progression 1; 
Transfinite Line {31,32} = 11 Using Progression 0.9000900; 
Transfinite Surface {47} = {11,182,196,25}; 
Recombine Surface {47}; 
Transfinite Line {24,-12} = 30 Using Progression 1; 
Transfinite Line {32,33} = 11 Using Progression 0.9000900; 
Transfinite Surface {49} = {25,196,204,33}; 
Recombine Surface {49}; 
Transfinite Line {30,-22} = 39 Using Progression 1; 
Transfinite Line {40,31} = 11 Using Progression 0.9000900; 
Transfinite Surface {65} = {172,335,182,11}; 
Recombine Surface {65}; 
Transfinite Line {33,34,39,40} = 11 Using Progression 0.9000900; 
Transfinite Line {25,-13,29,-21} = 52 Using Progression 1; 
Transfinite Surface {51} = {33,204,212,41}; 
Transfinite Surface {63} = {164,327,335,172}; 
Recombine Surface {51,63}; 
Transfinite Line {26,-14} = 59 Using Progression 1; 
Transfinite Line {34,35} = 11 Using Progression 0.9000900; 
Transfinite Surface {53} = {41,212,222,51}; 
Recombine Surface {53}; 
Transfinite Line {-36,15} = 11 Using Progression 0.9000900; 
Transfinite Line {35,-16} = 11 Using Progression 0.9000900; 
Transfinite Surface {55} = {51,222,55,52}; 
Recombine Surface {55}; 
Transfinite Line {27,-17} = 145 Using Progression 1; 
Transfinite Line {36,37} = 11 Using Progression 0.9000900; 
Transfinite Surface {57} = {55,222,318,152}; 
Recombine Surface {57}; 
Transfinite Line {-38,18} = 11 Using Progression 0.9000900; 
Transfinite Line {37,-19} = 11 Using Progression 0.9000900; 
Transfinite Surface {59} = {152,318,155,154}; 
Recombine Surface {59}; 
Transfinite Line {28,-20} = 56 Using Progression 1; 
Transfinite Line {38,39} = 11 Using Progression 0.9000900; 
Transfinite Surface {61} = {155,318,327,164}; 
Recombine Surface {61}; 
Characteristic Length {1} = 0.8889; 
Characteristic Length {2} = 0.000833; 
Characteristic Length {3} = 0.000833; 
Characteristic Length {4} = 0.53334; 
Characteristic Length {5} = 0.53334; 
Characteristic Length {6} = 1.33335; 
Characteristic Length {7} = 0.666675; 
Characteristic Length {8} = 0.666675; 
Characteristic Length {9} = 1.7778; 
Characteristic Length {10} = 0.8889; 
list71[] = Extrude {0.02, 0, 0} {Surface{71}; Layers{1}; Recombine;}; 
Printf("%g %g %g %g %g %g %g %g %g %g %g",list71[ 0 ], list71[ 1 ], list71[ 2 ], list71[ 3 ], list71[ 4 ], list71[ 5 ], list71[ 6 ], list71[ 7 ], list71[ 8 ], list71[ 9 ], list71[ 10 ] ); 
list67[] = Extrude {0.02, 0, 0} {Surface{67}; Layers{1}; Recombine;}; 
Printf("%g %g %g %g %g %g",list67[ 0 ], list67[ 1 ], list67[ 2 ], list67[ 3 ], list67[ 4 ], list67[ 5 ] ); 
list73[] = Extrude {0.02, 0, 0} {Surface{73}; Layers{1}; Recombine;}; 
Printf("%g %g %g %g %g %g %g %g %g %g %g",list73[ 0 ], list73[ 1 ], list73[ 2 ], list73[ 3 ], list73[ 4 ], list73[ 5 ], list73[ 6 ], list73[ 7 ], list73[ 8 ], list73[ 9 ], list73[ 10 ] ); 
list69[] = Extrude {0.02, 0, 0} {Surface{69}; Layers{1}; Recombine;}; 
Printf("%g %g %g %g %g %g",list69[ 0 ], list69[ 1 ], list69[ 2 ], list69[ 3 ], list69[ 4 ], list69[ 5 ] ); 
list47[] = Extrude {0.02, 0, 0} {Surface{47}; Layers{1}; Recombine;}; 
Printf("%g %g %g %g %g %g",list47[ 0 ], list47[ 1 ], list47[ 2 ], list47[ 3 ], list47[ 4 ], list47[ 5 ] ); 
list49[] = Extrude {0.02, 0, 0} {Surface{49}; Layers{1}; Recombine;}; 
Printf("%g %g %g %g %g %g",list49[ 0 ], list49[ 1 ], list49[ 2 ], list49[ 3 ], list49[ 4 ], list49[ 5 ] ); 
list51[] = Extrude {0.02, 0, 0} {Surface{51}; Layers{1}; Recombine;}; 
Printf("%g %g %g %g %g %g",list51[ 0 ], list51[ 1 ], list51[ 2 ], list51[ 3 ], list51[ 4 ], list51[ 5 ] ); 
list53[] = Extrude {0.02, 0, 0} {Surface{53}; Layers{1}; Recombine;}; 
Printf("%g %g %g %g %g %g",list53[ 0 ], list53[ 1 ], list53[ 2 ], list53[ 3 ], list53[ 4 ], list53[ 5 ] ); 
list55[] = Extrude {0.02, 0, 0} {Surface{55}; Layers{1}; Recombine;}; 
Printf("%g %g %g %g %g %g",list55[ 0 ], list55[ 1 ], list55[ 2 ], list55[ 3 ], list55[ 4 ], list55[ 5 ] ); 
list57[] = Extrude {0.02, 0, 0} {Surface{57}; Layers{1}; Recombine;}; 
Printf("%g %g %g %g %g %g",list57[ 0 ], list57[ 1 ], list57[ 2 ], list57[ 3 ], list57[ 4 ], list57[ 5 ] ); 
list59[] = Extrude {0.02, 0, 0} {Surface{59}; Layers{1}; Recombine;}; 
Printf("%g %g %g %g %g %g",list59[ 0 ], list59[ 1 ], list59[ 2 ], list59[ 3 ], list59[ 4 ], list59[ 5 ] ); 
list61[] = Extrude {0.02, 0, 0} {Surface{61}; Layers{1}; Recombine;}; 
Printf("%g %g %g %g %g %g",list61[ 0 ], list61[ 1 ], list61[ 2 ], list61[ 3 ], list61[ 4 ], list61[ 5 ] ); 
list63[] = Extrude {0.02, 0, 0} {Surface{63}; Layers{1}; Recombine;}; 
Printf("%g %g %g %g %g %g",list63[ 0 ], list63[ 1 ], list63[ 2 ], list63[ 3 ], list63[ 4 ], list63[ 5 ] ); 
list65[] = Extrude {0.02, 0, 0} {Surface{65}; Layers{1}; Recombine;}; 
Printf("%g %g %g %g %g %g",list65[ 0 ], list65[ 1 ], list65[ 2 ], list65[ 3 ], list65[ 4 ], list65[ 5 ] ); 
Physical Surface("atmosphere") = {list71[ 8 ],list71[ 9 ]}; 
Physical Surface("leftWall") = {list71[ 10 ],list69[ 2 ],list73[ 7 ]}; 
Physical Surface("lowerWall") = {list73[ 8 ],list73[ 9 ]}; 
Physical Surface("rightWall") = {list73[ 10 ],list67[ 2 ],list71[ 7 ]}; 
Physical Surface("hull") = {list47[ 5 ],list49[ 5 ],list51[ 5 ],list53[ 5 ],list55[ 4 ], list55[ 5 ],list57[ 5 ],list59[ 4 ], list59[ 5 ],list61[ 5 ],list63[ 5 ],list65[ 5 ]}; 
Physical Volume("internal") = {list71[ 1 ],list67[ 1 ],list73[ 1 ],list69[ 1 ],list47[ 1 ],list49[ 1 ],list51[ 1 ],list53[ 1 ],list55[ 1 ],list57[ 1 ],list59[ 1 ],list61[ 1 ],list63[ 1 ],list65[ 1 ]}; 
Mesh 3; 
