27 | | * gVuR11=0.~~03465~~*(1-8/3*0.23369) |

28 | | * gAuR11=0.~~03465~~*(-1) |

29 | | * gVuR22=0.~~03465~~*(1-8/3*0.23369) |

30 | | * gAuR22=0.~~03465~~*(-1) |

31 | | * gVdR11=0.~~03465~~*(-1+4/3*0.23369) |

32 | | * gAdR11=0.~~03465~~*(1) |

33 | | * gVdR22=0.~~03465~~*(-1+4/3*0.23369) |

34 | | * gAdR22=0.~~03465~~*(1) |

35 | | * gVlR11=~~-1+4*0.23369~~ |

36 | | * gAlR11=~~1~~ |

37 | | * gVlR22=~~-1+4*0.23369~~ |

38 | | * gAlR22=~~1~~ |

| 27 | * gVuR11=0.1861*(1-8/3*0.23369) |

| 28 | * gAuR11=0.1861*(-1) |

| 29 | * gVuR22=0.1861*(1-8/3*0.23369) |

| 30 | * gAuR22=0.1861*(-1) |

| 31 | * gVdR11=0.1861*(-1+4/3*0.23369) |

| 32 | * gAdR11=0.1861*(1) |

| 33 | * gVdR22=0.1861*(-1+4/3*0.23369) |

| 34 | * gAdR22=0.1861*(1) |

| 35 | * gVlR11=0.1861*(-1+4*0.23369) |

| 36 | * gAlR11=0.1861*(1) |

| 37 | * gVlR22=0.1861*(-1+4*0.23369) |

| 38 | * gAlR22=0.1861*(1) |

40 | | * hVqR11=0.~~0534~~*cos(0.227736) |

41 | | * hAqR11=-0.~~0534~~*cos(0.227736) |

42 | | * hVqR12=0.~~0534~~*sin(0.227736) |

43 | | * hAqR12=-0.~~0534~~*sin(0.227736) |

44 | | * hVqR21=-0.~~0534~~*sin(0.227736) |

45 | | * hAqR21=0.~~0534~~*sin(0.227736) |

46 | | * hVqR22=0.~~0534~~*cos(0.227736) |

47 | | * hAqR22=-0.~~0534~~*cos(0.227736) |

48 | | * hVlR11=1 |

49 | | * hAlR11=-1 |

50 | | * hVlR22=1 |

51 | | * hAlR22=-1 |

| 40 | * hVqR11=0.231*cos(0.227736) |

| 41 | * hAqR11=-0.231*cos(0.227736) |

| 42 | * hVqR12=0.231*sin(0.227736) |

| 43 | * hAqR12=-0.231*sin(0.227736) |

| 44 | * hVqR21=-0.231*sin(0.227736) |

| 45 | * hAqR21=0.231*sin(0.227736) |

| 46 | * hVqR22=0.231*cos(0.227736) |

| 47 | * hAqR22=-0.231*cos(0.227736) |

| 48 | * hVlR11=0.231 |

| 49 | * hAlR11=-0.231 |

| 50 | * hVlR22=0.231 |

| 51 | * hAlR22=-0.231 |