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Text File  |  1996-10-10  |  1MB  |  35,825 lines

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  7. www.viewpoint.com
  8. 1-800-DATASET
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  1911.           pg {
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  3055.            MDTA {
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  3057.             TIME "12:02:28 PM994741"
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  3142.            s1 -1.51056,1.22275
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  3163.            s1 -1.58046,-0.67383
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  3183.            s1 0.49518,1.26563
  3184.            s1 0.49518,-0.68645
  3185.            }
  3186.           }
  3187.          }
  3188.         pg {
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  3192.           fill 0,1,1,1,0
  3193.           strk 0,0,0,0,0
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  3198.           }
  3199.          p2 {
  3200.           st -0.64174,1.14229
  3201.           ss {
  3202.            s1 -0.58812,1.14229
  3203.            s1 -0.58812,1.25493
  3204.            s1 -0.64174,1.25493
  3205.            s1 -0.64174,1.14229
  3206.            }
  3207.           }
  3208.          }
  3209.         pg {
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  3211.          type 0
  3212.          styl {
  3213.           fill 0,1,1,1,0
  3214.           strk 0,0,0,0,0
  3215.           wdth 0
  3216.           isfi 0
  3217.           cap 1
  3218.           join 1
  3219.           }
  3220.          p2 {
  3221.           st -0.53983,1.14229
  3222.           ss {
  3223.            s1 -0.4863,1.14229
  3224.            s1 -0.4863,1.25493
  3225.            s1 -0.53983,1.25493
  3226.            s1 -0.53983,1.14229
  3227.            }
  3228.           }
  3229.          }
  3230.         pg {
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  3232.          type 0
  3233.          styl {
  3234.           fill 0,1,1,1,0
  3235.           strk 0,0,0,0,0
  3236.           wdth 0
  3237.           isfi 0
  3238.           cap 1
  3239.           join 1
  3240.           }
  3241.          p2 {
  3242.           st -0.94208,1.14229
  3243.           ss {
  3244.            s1 -0.88843,1.14229
  3245.            s1 -0.88843,1.25493
  3246.            s1 -0.94208,1.25493
  3247.            s1 -0.94208,1.14229
  3248.            }
  3249.           }
  3250.          }
  3251.         pg {
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  3253.          type 0
  3254.          styl {
  3255.           fill 0,1,1,1,0
  3256.           strk 0,0,0,0,0
  3257.           wdth 0
  3258.           isfi 0
  3259.           cap 1
  3260.           join 1
  3261.           }
  3262.          p2 {
  3263.           st -0.74364,1.14229
  3264.           ss {
  3265.            s1 -0.69002,1.14229
  3266.            s1 -0.69002,1.25493
  3267.            s1 -0.74364,1.25493
  3268.            s1 -0.74364,1.14229
  3269.            }
  3270.           }
  3271.          }
  3272.         pg {
  3273.          mode 0
  3274.          type 0
  3275.          styl {
  3276.           fill 0,1,1,1,0
  3277.           strk 0,0,0,0,0
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  3280.           cap 1
  3281.           join 1
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  3283.          p2 {
  3284.           st -0.44333,1.14229
  3285.           ss {
  3286.            s1 -0.38968,1.14229
  3287.            s1 -0.38968,1.25493
  3288.            s1 -0.44333,1.25493
  3289.            s1 -0.44333,1.14229
  3290.            }
  3291.           }
  3292.          }
  3293.         pg {
  3294.          mode 0
  3295.          type 0
  3296.          styl {
  3297.           fill 0,1,1,1,0
  3298.           strk 0,0,0,0,0
  3299.           wdth 0
  3300.           isfi 0
  3301.           cap 1
  3302.           join 1
  3303.           }
  3304.          p2 {
  3305.           st -0.23952,1.14229
  3306.           ss {
  3307.            s1 -0.1859,1.14229
  3308.            s1 -0.1859,1.25493
  3309.            s1 -0.23952,1.25493
  3310.            s1 -0.23952,1.14229
  3311.            }
  3312.           }
  3313.          }
  3314.         pg {
  3315.          mode 0
  3316.          type 0
  3317.          styl {
  3318.           fill 0,1,1,1,0
  3319.           strk 0,0,0,0,0
  3320.           wdth 0
  3321.           isfi 0
  3322.           cap 1
  3323.           join 1
  3324.           }
  3325.          p2 {
  3326.           st -0.13765,1.14229
  3327.           ss {
  3328.            s1 -0.084,1.14229
  3329.            s1 -0.084,1.25493
  3330.            s1 -0.13765,1.25493
  3331.            s1 -0.13765,1.14229
  3332.            }
  3333.           }
  3334.          }
  3335.         pg {
  3336.          mode 0
  3337.          type 0
  3338.          styl {
  3339.           fill 0,1,1,1,0
  3340.           strk 0,0,0,0,0
  3341.           wdth 0
  3342.           isfi 0
  3343.           cap 1
  3344.           join 1
  3345.           }
  3346.          p2 {
  3347.           st -0.03574,1.14229
  3348.           ss {
  3349.            s1 0.0179,1.14229
  3350.            s1 0.0179,1.25493
  3351.            s1 -0.03574,1.25493
  3352.            s1 -0.03574,1.14229
  3353.            }
  3354.           }
  3355.          }
  3356.         pg {
  3357.          mode 0
  3358.          type 0
  3359.          styl {
  3360.           fill 0,1,1,1,0
  3361.           strk 0,0,0,0,0
  3362.           wdth 0
  3363.           isfi 0
  3364.           cap 1
  3365.           join 1
  3366.           }
  3367.          p2 {
  3368.           st 0.06612,1.14229
  3369.           ss {
  3370.            s1 0.11977,1.14229
  3371.            s1 0.11977,1.25493
  3372.            s1 0.06612,1.25493
  3373.            s1 0.06612,1.14229
  3374.            }
  3375.           }
  3376.          }
  3377.         pg {
  3378.          mode 0
  3379.          type 0
  3380.          styl {
  3381.           fill 0,1,1,1,0
  3382.           strk 0,0,0,0,0
  3383.           wdth 0
  3384.           isfi 0
  3385.           cap 1
  3386.           join 1
  3387.           }
  3388.          p2 {
  3389.           st 0.17339,1.14229
  3390.           ss {
  3391.            s1 0.22704,1.14229
  3392.            s1 0.22704,1.25493
  3393.            s1 0.17339,1.25493
  3394.            s1 0.17339,1.14229
  3395.            }
  3396.           }
  3397.          }
  3398.         pg {
  3399.          mode 0
  3400.          type 0
  3401.          styl {
  3402.           fill 0,1,1,1,0
  3403.           strk 0,0,0,0,0
  3404.           wdth 0
  3405.           isfi 0
  3406.           cap 1
  3407.           join 1
  3408.           }
  3409.          p2 {
  3410.           st 0.38254,1.14229
  3411.           ss {
  3412.            s1 0.43619,1.14229
  3413.            s1 0.43619,1.25493
  3414.            s1 0.38254,1.25493
  3415.            s1 0.38254,1.14229
  3416.            }
  3417.           }
  3418.          }
  3419.         pg {
  3420.          mode 0
  3421.          type 0
  3422.          styl {
  3423.           fill 0,1,1,1,0
  3424.           strk 0,0,0,0,0
  3425.           wdth 0
  3426.           isfi 0
  3427.           cap 1
  3428.           join 1
  3429.           }
  3430.          p2 {
  3431.           st -0.34142,1.14229
  3432.           ss {
  3433.            s1 -0.2878,1.14229
  3434.            s1 -0.2878,1.25493
  3435.            s1 -0.34142,1.25493
  3436.            s1 -0.34142,1.14229
  3437.            }
  3438.           }
  3439.          }
  3440.         pg {
  3441.          mode 0
  3442.          type 0
  3443.          styl {
  3444.           fill 0,1,1,1,0
  3445.           strk 0,0,0,0,0
  3446.           wdth 0
  3447.           isfi 0
  3448.           cap 1
  3449.           join 1
  3450.           }
  3451.          p2 {
  3452.           st -0.84018,1.14229
  3453.           ss {
  3454.            s1 -0.78653,1.14229
  3455.            s1 -0.78653,1.25493
  3456.            s1 -0.84018,1.25493
  3457.            s1 -0.84018,1.14229
  3458.            }
  3459.           }
  3460.          }
  3461.         pg {
  3462.          mode 0
  3463.          type 0
  3464.          styl {
  3465.           fill 0,1,1,1,0
  3466.           strk 0,0,0,0,0
  3467.           wdth 0
  3468.           isfi 0
  3469.           cap 1
  3470.           join 1
  3471.           }
  3472.          p2 {
  3473.           st 0.2753,1.14229
  3474.           ss {
  3475.            s1 0.32892,1.14229
  3476.            s1 0.32892,1.25493
  3477.            s1 0.2753,1.25493
  3478.            s1 0.2753,1.14229
  3479.            }
  3480.           }
  3481.          }
  3482.         }
  3483.        }
  3484.       fl 1
  3485.       sk 1
  3486.       sksh 1
  3487.       twst 0
  3488.       oo 0
  3489.       }
  3490.      }
  3491.     sap {
  3492.      cpc 0,-1.00948,0
  3493.      cv 0,-1.00948,0
  3494.      cnc 0,2,0
  3495.      tpc 1,0
  3496.      tv 1,0
  3497.      tnc 1,0
  3498.      bpc 1,0
  3499.      bv 1,0
  3500.      bnc 1,0
  3501.      lpc 1,0
  3502.      lv 1,0
  3503.      lnc 1,0
  3504.      rpc 1,0
  3505.      rv 1,0
  3506.      rnc 1,0
  3507.      cs {
  3508.       fl 0
  3509.       sk 1
  3510.       sksh 1
  3511.       twst 0
  3512.       oo 1
  3513.       }
  3514.      }
  3515.     }
  3516.    grid {
  3517.     valu 0.5
  3518.     incr 1
  3519.     show 1
  3520.     snap 0
  3521.     spct 0,0,0
  3522.     spsz 4
  3523.     }
  3524.    }
  3525.   ex {
  3526.    nm "front cube"
  3527.    sh {
  3528.     mapk 0
  3529.     elms {
  3530.      sprm {
  3531.       uvsp 8
  3532.       aexp 1
  3533.       bbox 0,0,1.85617,3.18427
  3534.       mbox 0,0,1.85617,3.18427
  3535.       shdr {
  3536.        scmp {
  3537.         prkd 1
  3538.         ssub {
  3539.          smix {
  3540.           prkd 1
  3541.           ssub {
  3542.            smap {
  3543.             MInf {
  3544.              tile 1
  3545.              seam 0
  3546.              cnth 1
  3547.              cntv 1
  3548.              flph 0
  3549.              flpv 1
  3550.              rotc 2
  3551.              intp 1
  3552.              invC 0
  3553.              }
  3554.             prkd 1
  3555.             CMAp {
  3556.              IMAP 0
  3557.              MDTA {
  3558.               REFN 1
  3559.               TIME "12:02:29 PM995111"
  3560.               }
  3561.              }
  3562.             whit 0
  3563.             }
  3564.            sclr {
  3565.             prkd 1
  3566.             colr 0.99998,0.99998,0.92535
  3567.             }
  3568.            sval {
  3569.             prkd 1
  3570.             Val 0.44086
  3571.             }
  3572.            }
  3573.           }
  3574.          sval {
  3575.           prkd 1
  3576.           Val 0
  3577.           }
  3578.          sval {
  3579.           prkd 1
  3580.           Val 0.03226
  3581.           }
  3582.          sval {
  3583.           prkd 1
  3584.           Val 0
  3585.           }
  3586.          sval {
  3587.           prkd 1
  3588.           Val 0
  3589.           }
  3590.          sval {
  3591.           prkd 1
  3592.           Val 0
  3593.           }
  3594.          sval {
  3595.           prkd 1
  3596.           Val 0
  3597.           }
  3598.          sclr {
  3599.           prkd 1
  3600.           colr 0,0,0
  3601.           }
  3602.          }
  3603.         }
  3604.        }
  3605.       opac 1
  3606.       }
  3607.      }
  3608.     }
  3609.    fidl 1
  3610.    pi 0
  3611.    cl 0
  3612.    ev 0
  3613.    evs 1
  3614.    evvs 0
  3615.    evhs 0
  3616.    ph {
  3617.     sap {
  3618.      cpc 0,-2,0
  3619.      cv 0,-2,0
  3620.      cnc 0,-2,0
  3621.      tpc 1,0
  3622.      tv 1,0
  3623.      tnc 1,0
  3624.      bpc 1,0
  3625.      bv 1,0
  3626.      bnc 1,0
  3627.      lpc 1,0
  3628.      lv 1,0
  3629.      lnc 1,0
  3630.      rpc 1,0
  3631.      rv 1,0
  3632.      rnc 1,0
  3633.      cs {
  3634.       pv {
  3635.        bb2D 0,0,0,0
  3636.        pg {
  3637.         p2 {
  3638.          st -1.59212,-0.92805
  3639.          ss {
  3640.           s1 -1.1301,-0.92809
  3641.           s1 -1.12717,-0.14478
  3642.           s1 -0.59969,-0.14478
  3643.           s1 -0.59946,-0.92809
  3644.           s1 -0.29929,-0.92809
  3645.           s1 -0.29509,-0.14478
  3646.           s1 0.23203,-0.14478
  3647.           s1 0.23128,-0.92809
  3648.           s1 0.55956,-0.92809
  3649.           s1 0.55205,-0.144
  3650.           s1 1.0961,-0.144
  3651.           s1 1.09018,-0.92809
  3652.           s1 1.59215,-0.92805
  3653.           s1 1.59215,0.92809
  3654.           s1 -1.59212,0.92809
  3655.           s1 -1.59212,-0.92805
  3656.           }
  3657.          }
  3658.         }
  3659.        }
  3660.       fl 1
  3661.       sk 1
  3662.       sksh 1
  3663.       twst 0
  3664.       oo 0
  3665.       }
  3666.      }
  3667.     sap {
  3668.      cpc 0,-1.5253,0
  3669.      cv 0,-1.5253,0
  3670.      cnc 0,2,0
  3671.      tpc 1,0
  3672.      tv 1,0
  3673.      tnc 1,0
  3674.      bpc 1,0
  3675.      bv 1,0
  3676.      bnc 1,0
  3677.      lpc 1,0
  3678.      lv 1,0
  3679.      lnc 1,0
  3680.      rpc 1,0
  3681.      rv 1,0
  3682.      rnc 1,0
  3683.      cs {
  3684.       fl 0
  3685.       sk 1
  3686.       sksh 1
  3687.       twst 0
  3688.       oo 1
  3689.       }
  3690.      }
  3691.     }
  3692.    grid {
  3693.     valu 0.5
  3694.     incr 1
  3695.     show 1
  3696.     snap 0
  3697.     spct 0,0,0
  3698.     spsz 4
  3699.     }
  3700.    }
  3701.   ex {
  3702.    nm "ground"
  3703.    sh {
  3704.     mapk 0
  3705.     elms {
  3706.      sprm {
  3707.       uvsp 0
  3708.       aexp 1
  3709.       bbox 0,0,16.03778,7.55431
  3710.       mbox 0,0,16.03778,7.55431
  3711.       shdr {
  3712.        scmp {
  3713.         prkd 0
  3714.         ssub {
  3715.          smap {
  3716.           MInf {
  3717.            tile 1
  3718.            seam 0
  3719.            cnth 3
  3720.            cntv 6
  3721.            flph 0
  3722.            flpv 1
  3723.            rotc 0
  3724.            intp 1
  3725.            invC 0
  3726.            }
  3727.           prkd 0
  3728.           CMAp {
  3729.            IMAP 0
  3730.            MDTA {
  3731.             REFN 2
  3732.             TIME "12:02:29 PM995176"
  3733.             }
  3734.            }
  3735.           whit 0
  3736.           }
  3737.          sval {
  3738.           prkd 1
  3739.           Val 0
  3740.           }
  3741.          sval {
  3742.           prkd 1
  3743.           Val 0
  3744.           }
  3745.          sval {
  3746.           prkd 1
  3747.           Val 0
  3748.           }
  3749.          sval {
  3750.           prkd 1
  3751.           Val 0
  3752.           }
  3753.          sval {
  3754.           prkd 1
  3755.           Val 0
  3756.           }
  3757.          sval {
  3758.           prkd 1
  3759.           Val 0
  3760.           }
  3761.          sclr {
  3762.           prkd 1
  3763.           colr 0,0,0
  3764.           }
  3765.          }
  3766.         }
  3767.        }
  3768.       opac 1
  3769.       }
  3770.      }
  3771.     }
  3772.    fidl 1
  3773.    pi 0
  3774.    cl 0
  3775.    ev 0
  3776.    evs 1
  3777.    evvs 0
  3778.    evhs 0
  3779.    ph {
  3780.     sap {
  3781.      cpc 0,-2,0
  3782.      cv 0,-3.77028,0
  3783.      cnc 0,-3.77028,0
  3784.      tpc 1,0
  3785.      tv 1,0
  3786.      tnc 1,0
  3787.      bpc 1,0
  3788.      bv 1,0
  3789.      bnc 1,0
  3790.      lpc 1,0
  3791.      lv 1,0
  3792.      lnc 1,0
  3793.      rpc 1,0
  3794.      rv 1,0
  3795.      rnc 1,0
  3796.      cs {
  3797.       pv {
  3798.        bb2D 0,0,0,0
  3799.        pg {
  3800.         pg {
  3801.          mode 0
  3802.          type 0
  3803.          styl {
  3804.           fill 0,1,1,1,0
  3805.           strk 0,0,0,0,0
  3806.           wdth 0
  3807.           isfi 0
  3808.           cap 1
  3809.           join 1
  3810.           }
  3811.          p2 {
  3812.           st -3.8378,-0.17165
  3813.           ss {
  3814.            s1 3.8378,-0.17165
  3815.            s1 3.8378,0.17165
  3816.            s1 -3.8378,0.17165
  3817.            s1 -3.8378,-0.17165
  3818.            }
  3819.           }
  3820.          }
  3821.         }
  3822.        }
  3823.       fl 1
  3824.       sk 1
  3825.       sksh 1
  3826.       twst 0
  3827.       oo 0
  3828.       }
  3829.      }
  3830.     sap {
  3831.      cpc 0,3.78403,0
  3832.      cv 0,3.78403,0
  3833.      cnc 0,2,0
  3834.      tpc 1,0
  3835.      tv 1,0
  3836.      tnc 1,0
  3837.      bpc 1,0
  3838.      bv 1,0
  3839.      bnc 1,0
  3840.      lpc 1,0
  3841.      lv 1,0
  3842.      lnc 1,0
  3843.      rpc 1,0
  3844.      rv 1,0
  3845.      rnc 1,0
  3846.      cs {
  3847.       fl 0
  3848.       sk 1
  3849.       sksh 1
  3850.       twst 0
  3851.       oo 1
  3852.       }
  3853.      }
  3854.     }
  3855.    grid {
  3856.     valu 0.5
  3857.     incr 1
  3858.     show 1
  3859.     snap 0
  3860.     spct 0,0,0
  3861.     spsz 4
  3862.     }
  3863.    }
  3864.   ex {
  3865.    nm "inner cylinder"
  3866.    sh {
  3867.     mapk 0
  3868.     elms {
  3869.      sprm {
  3870.       uvsp 0
  3871.       aexp 1
  3872.       bbox 0,0,2.39574,1.08157
  3873.       mbox 0,0,2.39574,1.08157
  3874.       shdr {
  3875.        scmp {
  3876.         prkd 1
  3877.         ssub {
  3878.          smix {
  3879.           prkd 1
  3880.           ssub {
  3881.            smap {
  3882.             MInf {
  3883.              tile 1
  3884.              seam 0
  3885.              cnth 1
  3886.              cntv 1
  3887.              flph 0
  3888.              flpv 1
  3889.              rotc 2
  3890.              intp 1
  3891.              invC 0
  3892.              }
  3893.             prkd 1
  3894.             CMAp {
  3895.              IMAP 0
  3896.              MDTA {
  3897.               REFN 1
  3898.               TIME "12:02:29 PM995111"
  3899.               }
  3900.              }
  3901.             whit 0
  3902.             }
  3903.            sclr {
  3904.             prkd 1
  3905.             colr 0.99998,0.99998,0.92535
  3906.             }
  3907.            sval {
  3908.             prkd 1
  3909.             Val 0.44086
  3910.             }
  3911.            }
  3912.           }
  3913.          sval {
  3914.           prkd 1
  3915.           Val 0
  3916.           }
  3917.          sval {
  3918.           prkd 1
  3919.           Val 0.03226
  3920.           }
  3921.          sval {
  3922.           prkd 1
  3923.           Val 0
  3924.           }
  3925.          sval {
  3926.           prkd 1
  3927.           Val 0
  3928.           }
  3929.          sval {
  3930.           prkd 1
  3931.           Val 0
  3932.           }
  3933.          sval {
  3934.           prkd 1
  3935.           Val 0
  3936.           }
  3937.          sclr {
  3938.           prkd 1
  3939.           colr 0,0,0
  3940.           }
  3941.          }
  3942.         }
  3943.        }
  3944.       opac 1
  3945.       }
  3946.      }
  3947.     }
  3948.    fidl 1
  3949.    pi 0
  3950.    cl 0
  3951.    ev 0
  3952.    evs 1
  3953.    evvs 0
  3954.    evhs 0
  3955.    ph {
  3956.     sap {
  3957.      cpc 0,-2,0
  3958.      cv 0,-2,0
  3959.      cnc 0,-2,0
  3960.      tpc 1,0
  3961.      tv 1,0
  3962.      tnc 1,0
  3963.      bpc 1,0
  3964.      bv 1,0
  3965.      bnc 1,0
  3966.      lpc 1,0
  3967.      lv 1,0
  3968.      lnc 1,0
  3969.      rpc 1,0
  3970.      rv 1,0
  3971.      rnc 1,0
  3972.      cs {
  3973.       pv {
  3974.        bb2D 0,0,0,0
  3975.        pg {
  3976.         pg {
  3977.          mode 0
  3978.          type 0
  3979.          styl {
  3980.           fill 0,1,1,1,0
  3981.           strk 0,0,0,0,0
  3982.           wdth 0
  3983.           isfi 0
  3984.           cap 1
  3985.           join 1
  3986.           }
  3987.          p2 {
  3988.           st -0.24866,0.09698
  3989.           ss {
  3990.            s3 -0.24866,-0.09433,-0.09433,-0.24866,0.09698,-0.24866
  3991.            s3 0.28635,-0.24866,0.44069,-0.09433,0.44069,0.09698
  3992.            s3 0.44069,0.28635,0.28635,0.44069,0.09698,0.44069
  3993.            s3 -0.09433,0.44069,-0.24866,0.28635,-0.24866,0.09698
  3994.            }
  3995.           }
  3996.          }
  3997.         }
  3998.        }
  3999.       fl 1
  4000.       sk 1
  4001.       sksh 1
  4002.       twst 0
  4003.       oo 0
  4004.       }
  4005.      }
  4006.     sap {
  4007.      cpc 0,-0.91843,0
  4008.      cv 0,-0.91843,0
  4009.      cnc 0,2,0
  4010.      tpc 1,0
  4011.      tv 1,0
  4012.      tnc 1,0
  4013.      bpc 1,0
  4014.      bv 1,0
  4015.      bnc 1,0
  4016.      lpc 1,0
  4017.      lv 1,0
  4018.      lnc 1,0
  4019.      rpc 1,0
  4020.      rv 1,0
  4021.      rnc 1,0
  4022.      cs {
  4023.       fl 0
  4024.       sk 1
  4025.       sksh 1
  4026.       twst 0
  4027.       oo 1
  4028.       }
  4029.      }
  4030.     }
  4031.    grid {
  4032.     valu 0.5
  4033.     incr 1
  4034.     show 1
  4035.     snap 0
  4036.     spct 0,0,0
  4037.     spsz 4
  4038.     }
  4039.    }
  4040.   ex {
  4041.    nm "lattice"
  4042.    sh {
  4043.     mapk 0
  4044.     elms {
  4045.      sprm {
  4046.       uvsp 0
  4047.       aexp 1
  4048.       bbox 0,0,2,2
  4049.       mbox 0,0,2,2
  4050.       shdr {
  4051.        scmp {
  4052.         prkd 1
  4053.         ssub {
  4054.          smix {
  4055.           prkd 1
  4056.           ssub {
  4057.            sclr {
  4058.             prkd 1
  4059.             colr 0.85938,0.85938,0.85938
  4060.             }
  4061.            sclr {
  4062.             prkd 1
  4063.             colr 0.99998,0.99998,0.92535
  4064.             }
  4065.            sval {
  4066.             prkd 1
  4067.             Val 0.44086
  4068.             }
  4069.            }
  4070.           }
  4071.          sval {
  4072.           prkd 1
  4073.           Val 0
  4074.           }
  4075.          sval {
  4076.           prkd 1
  4077.           Val 0.03226
  4078.           }
  4079.          sval {
  4080.           prkd 1
  4081.           Val 0
  4082.           }
  4083.          sval {
  4084.           prkd 1
  4085.           Val 0
  4086.           }
  4087.          sval {
  4088.           prkd 1
  4089.           Val 0
  4090.           }
  4091.          sval {
  4092.           prkd 1
  4093.           Val 0
  4094.           }
  4095.          sclr {
  4096.           prkd 1
  4097.           colr 0,0,0
  4098.           }
  4099.          }
  4100.         }
  4101.        }
  4102.       opac 1
  4103.       }
  4104.      }
  4105.     }
  4106.    fidl 1
  4107.    pi 0
  4108.    cl 0
  4109.    ev 0
  4110.    evs 1
  4111.    evvs 0
  4112.    evhs 0
  4113.    ph {
  4114.     sap {
  4115.      cpc 0,-2,0
  4116.      cv 0,-2,0
  4117.      cnc 0,-2,0
  4118.      tpc 1,0
  4119.      tv 1,0
  4120.      tnc 1,0
  4121.      bpc 1,0
  4122.      bv 1,0
  4123.      bnc 1,0
  4124.      lpc 1,0
  4125.      lv 1,0
  4126.      lnc 1,0
  4127.      rpc 1,0
  4128.      rv 1,0
  4129.      rnc 1,0
  4130.      cs {
  4131.       pv {
  4132.        bb2D 0,0,0,0
  4133.        pg {
  4134.         pg {
  4135.          mode 0
  4136.          type 0
  4137.          styl {
  4138.           fill 0,1,1,1,0
  4139.           strk 0,0,0,0,0
  4140.           wdth 0
  4141.           isfi 0
  4142.           cap 1
  4143.           join 1
  4144.           }
  4145.          pg {
  4146.           mode 0
  4147.           type 0
  4148.           styl {
  4149.            fill 0,1,1,1,0
  4150.            strk 0,0,0,0,0
  4151.            wdth 0
  4152.            isfi 0
  4153.            cap 1
  4154.            join 1
  4155.            }
  4156.           pg {
  4157.            mode 0
  4158.            type 0
  4159.            styl {
  4160.             fill 0,1,1,1,0
  4161.             strk 0,0,0,0,0
  4162.             wdth 0
  4163.             isfi 0
  4164.             cap 1
  4165.             join 1
  4166.             }
  4167.            pg {
  4168.             mode 0
  4169.             type 0
  4170.             styl {
  4171.              fill 0,1,1,1,0
  4172.              strk 0,0,0,0,0
  4173.              wdth 0
  4174.              isfi 0
  4175.              cap 1
  4176.              join 1
  4177.              }
  4178.             pg {
  4179.              mode 0
  4180.              type 0
  4181.              styl {
  4182.               fill 0,1,1,1,0
  4183.               strk 0,0,0,0,0
  4184.               wdth 0
  4185.               isfi 0
  4186.               cap 1
  4187.               join 1
  4188.               }
  4189.              p2 {
  4190.               st 5.73566,0.77222
  4191.               ss {
  4192.                s1 5.93912,0.77222
  4193.                s1 5.93912,1.30626
  4194.                s1 5.73566,1.30626
  4195.                s1 5.73566,0.77222
  4196.                }
  4197.               }
  4198.              }
  4199.             pg {
  4200.              mode 0
  4201.              type 0
  4202.              styl {
  4203.               fill 0,1,1,1,0
  4204.               strk 0,0,0,0,0
  4205.               wdth 0
  4206.               isfi 0
  4207.               cap 1
  4208.               join 1
  4209.               }
  4210.              pg {
  4211.               mode 0
  4212.               type 0
  4213.               styl {
  4214.                fill 0,1,1,1,0
  4215.                strk 0,0,0,0,0
  4216.                wdth 0
  4217.                isfi 0
  4218.                cap 1
  4219.                join 1
  4220.                }
  4221.               pg {
  4222.                mode 0
  4223.                type 0
  4224.                styl {
  4225.                 fill 0,1,1,1,0
  4226.                 strk 0,0,0,0,0
  4227.                 wdth 0
  4228.                 isfi 0
  4229.                 cap 1
  4230.                 join 1
  4231.                 }
  4232.                pg {
  4233.                 mode 0
  4234.                 type 0
  4235.                 styl {
  4236.                  fill 0,1,1,1,0
  4237.                  strk 0,0,0,0,0
  4238.                  wdth 0
  4239.                  isfi 0
  4240.                  cap 1
  4241.                  join 1
  4242.                  }
  4243.                 p2 {
  4244.                  st 5.14441,0.77222
  4245.                  ss {
  4246.                   s1 5.25252,0.77222
  4247.                   s1 5.25252,1.20453
  4248.                   s1 5.14441,1.20453
  4249.                   s1 5.14441,0.77222
  4250.                   }
  4251.                  }
  4252.                 }
  4253.                pg {
  4254.                 mode 0
  4255.                 type 0
  4256.                 styl {
  4257.                  fill 0,1,1,1,0
  4258.                  strk 0,0,0,0,0
  4259.                  wdth 0
  4260.                  isfi 0
  4261.                  cap 1
  4262.                  join 1
  4263.                  }
  4264.                 p2 {
  4265.                  st 5.11263,1.23949
  4266.                  ss {
  4267.                   s3 5.11263,1.19208,5.15108,1.15366,5.19846,1.15366
  4268.                   s3 5.24585,1.15366,5.28429,1.19208,5.28429,1.23949
  4269.                   s3 5.28429,1.2869,5.24585,1.32532,5.19846,1.32532
  4270.                   s3 5.15108,1.32532,5.11263,1.2869,5.11263,1.23949
  4271.                   }
  4272.                  }
  4273.                 }
  4274.                }
  4275.               pg {
  4276.                mode 0
  4277.                type 0
  4278.                styl {
  4279.                 fill 0,1,1,1,0
  4280.                 strk 0,0,0,0,0
  4281.                 wdth 0
  4282.                 isfi 0
  4283.                 cap 1
  4284.                 join 1
  4285.                 }
  4286.                pg {
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  4297.                 p2 {
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  4299.                  ss {
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  4304.                   }
  4305.                  }
  4306.                 }
  4307.                pg {
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  4315.                  cap 1
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  4318.                 p2 {
  4319.                  st 4.91556,1.23949
  4320.                  ss {
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  4325.                   }
  4326.                  }
  4327.                 }
  4328.                }
  4329.               }
  4330.              pg {
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  4341.               pg {
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  4352.                pg {
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  4360.                  cap 1
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  4372.                 }
  4373.                pg {
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  4391.                   }
  4392.                  }
  4393.                 }
  4394.                }
  4395.               pg {
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  4403.                 cap 1
  4404.                 join 1
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  4406.                pg {
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  4414.                  cap 1
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  4417.                 p2 {
  4418.                  st 5.3416,0.77222
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  4424.                   }
  4425.                  }
  4426.                 }
  4427.                pg {
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  4435.                  cap 1
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  4438.                 p2 {
  4439.                  st 5.30971,1.23949
  4440.                  ss {
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  4444.                   s3 5.34813,1.32532,5.30971,1.2869,5.30971,1.23949
  4445.                   }
  4446.                  }
  4447.                 }
  4448.                }
  4449.               }
  4450.              pg {
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  4458.                cap 1
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  4460.                }
  4461.               pg {
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  4473.                 st 4.75026,0.77222
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  4478.                  s1 4.75026,0.77222
  4479.                  }
  4480.                 }
  4481.                }
  4482.               pg {
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  4491.                 join 1
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  4493.                p2 {
  4494.                 st 4.71848,1.23949
  4495.                 ss {
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  4497.                  s3 4.8517,1.15366,4.89014,1.19208,4.89014,1.23949
  4498.                  s3 4.89014,1.2869,4.8517,1.32532,4.8044,1.32532
  4499.                  s3 4.7569,1.32532,4.71848,1.2869,4.71848,1.23949
  4500.                  }
  4501.                 }
  4502.                }
  4503.               }
  4504.              pg {
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  4510.                wdth 0
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  4512.                cap 1
  4513.                join 1
  4514.                }
  4515.               pg {
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  4519.                 fill 0,1,1,1,0
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  4521.                 wdth 0
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  4523.                 cap 1
  4524.                 join 1
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  4526.                p2 {
  4527.                 st 4.35608,0.77222
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  4532.                  s1 4.35608,0.77222
  4533.                  }
  4534.                 }
  4535.                }
  4536.               pg {
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  4540.                 fill 0,1,1,1,0
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  4542.                 wdth 0
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  4544.                 cap 1
  4545.                 join 1
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  4547.                p2 {
  4548.                 st 4.3243,1.23949
  4549.                 ss {
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  4551.                  s3 4.45752,1.15366,4.49596,1.19208,4.49596,1.23949
  4552.                  s3 4.49596,1.2869,4.45752,1.32532,4.41013,1.32532
  4553.                  s3 4.36272,1.32532,4.3243,1.2869,4.3243,1.23949
  4554.                  }
  4555.                 }
  4556.                }
  4557.               }
  4558.              pg {
  4559.               mode 0
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  4562.                fill 0,1,1,1,0
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  4564.                wdth 0
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  4566.                cap 1
  4567.                join 1
  4568.                }
  4569.               pg {
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  4573.                 fill 0,1,1,1,0
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  4575.                 wdth 0
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  4577.                 cap 1
  4578.                 join 1
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  4580.                p2 {
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  4585.                  s1 4.55318,1.20453
  4586.                  s1 4.55318,0.77222
  4587.                  }
  4588.                 }
  4589.                }
  4590.               pg {
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  4594.                 fill 0,1,1,1,0
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  4596.                 wdth 0
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  4598.                 cap 1
  4599.                 join 1
  4600.                 }
  4601.                p2 {
  4602.                 st 4.52138,1.23949
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  4605.                  s3 4.65462,1.15366,4.69304,1.19208,4.69304,1.23949
  4606.                  s3 4.69304,1.2869,4.65462,1.32532,4.60721,1.32532
  4607.                  s3 4.5598,1.32532,4.52138,1.2869,4.52138,1.23949
  4608.                  }
  4609.                 }
  4610.                }
  4611.               }
  4612.              }
  4613.             pg {
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  4617.               fill 0,1,1,1,0
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  4619.               wdth 0
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  4622.               join 1
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  4624.              p2 {
  4625.               st 4.24384,0.77222
  4626.               ss {
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  4629.                s1 4.24384,1.10474
  4630.                s1 4.24384,0.77222
  4631.                }
  4632.               }
  4633.              }
  4634.             }
  4635.            pg {
  4636.             mode 0
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  4639.              fill 0,1,1,1,0
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  4643.              cap 1
  4644.              join 1
  4645.              }
  4646.             pg {
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  4650.               fill 0,1,1,1,0
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  4654.               cap 1
  4655.               join 1
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  4657.              p2 {
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  4663.                s1 4.06244,0.77222
  4664.                }
  4665.               }
  4666.              }
  4667.             pg {
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  4674.               isfi 0
  4675.               cap 1
  4676.               join 1
  4677.               }
  4678.              pg {
  4679.               mode 0
  4680.               type 0
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  4684.                wdth 0
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  4687.                join 1
  4688.                }
  4689.               pg {
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  4697.                 cap 1
  4698.                 join 1
  4699.                 }
  4700.                pg {
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  4708.                  cap 1
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  4711.                 p2 {
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  4713.                  ss {
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  4717.                   s1 3.4713,0.77222
  4718.                   }
  4719.                  }
  4720.                 }
  4721.                pg {
  4722.                 mode 0
  4723.                 type 0
  4724.                 styl {
  4725.                  fill 0,1,1,1,0
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  4727.                  wdth 0
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  4729.                  cap 1
  4730.                  join 1
  4731.                  }
  4732.                 p2 {
  4733.                  st 3.43941,1.23949
  4734.                  ss {
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  4736.                   s3 3.57265,1.15366,3.61107,1.19208,3.61107,1.23949
  4737.                   s3 3.61107,1.2869,3.57265,1.32532,3.52524,1.32532
  4738.                   s3 3.47786,1.32532,3.43941,1.2869,3.43941,1.23949
  4739.                   }
  4740.                  }
  4741.                 }
  4742.                }
  4743.               pg {
  4744.                mode 0
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  4746.                styl {
  4747.                 fill 0,1,1,1,0
  4748.                 strk 0,0,0,0,0
  4749.                 wdth 0
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  4751.                 cap 1
  4752.                 join 1
  4753.                 }
  4754.                pg {
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  4756.                 type 0
  4757.                 styl {
  4758.                  fill 0,1,1,1,0
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  4760.                  wdth 0
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  4762.                  cap 1
  4763.                  join 1
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  4765.                 p2 {
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  4767.                  ss {
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  4772.                   }
  4773.                  }
  4774.                 }
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  4950.               pg {
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  4972.              pg {
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  5026.              pg {
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  5037.               pg {
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  5056.                 }
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  5058.               pg {
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  5079.               }
  5080.              }
  5081.             pg {
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  5102.             }
  5103.            }
  5104.           pg {
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  5115.            pg {
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  5145.               }
  5146.              }
  5147.             pg {
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  5158.              pg {
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  5169.               pg {
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  5221.                 }
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  5223.               pg {
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  5232.                 join 1
  5233.                 }
  5234.                pg {
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  7084.           }
  7085.          pg {
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  7220.    fidl 1
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  7223.    nm "main building"
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  7226.     elms {
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  7229.       aexp 0
  7230.       bbox -13.59068,0.00446,0.54024,3.73589
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  7235.         ssub {
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  7240.            cnth 6
  7241.            cntv 4
  7242.            flph 0
  7243.            flpv 1
  7244.            rotc 1
  7245.            intp 1
  7246.            invC 0
  7247.            }
  7248.           prkd 0
  7249.           CMAp {
  7250.            IMAP 0
  7251.            MDTA {
  7252.             REFN 3
  7253.             TIME "12:02:29 PM995510"
  7254.             }
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  7256.           whit 0
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  7270.          sval {
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  7274.          sval {
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  7302.           ssub {
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  7309.             colr 0.99998,0.99998,0.92535
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  7313.             Val 0.44086
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  7354.    cl 0
  7355.    ev 1
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  7357.    evvs 1
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  7362.      cv 0,-2,0
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  7404.       sk 1
  7405.       sksh 1
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  7412.      cv 0,2.01563,0
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  7435.           strk 0,0,0,0,0
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  7440.           }
  7441.          p2 {
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  7462.      cv 0,2.01563,0
  7463.      cnc 0,2.01563,0
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  7480.         pg {
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  7495.            s1 1.35178,1.78612
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  7501.         }
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  7504.       sk 1
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  7506.       twst 0
  7507.       oo 0
  7508.       }
  7509.      }
  7510.     sap {
  7511.      cpc 0,1.73732,0
  7512.      cv 0,1.73732,0
  7513.      cnc 0,2,0
  7514.      tpc 1,0
  7515.      tv 1,0
  7516.      tnc 1,0
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  7521.      lv 1,0
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  7532.          type 0
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  7535.           strk 0,0,0,0,0
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  7537.           isfi 0
  7538.           cap 1
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  7541.          p2 {
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  7543.           ss {
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  7545.            s1 1.353,1.78629
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  7551.         }
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  7563.     incr 16
  7564.     show 1
  7565.     snap 0
  7566.     spct 0,0,0
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  7570.   ex {
  7571.    nm "main building 1"
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  7574.     elms {
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  7578.       bbox 0,0,2,2
  7579.       mbox 0,0,2,2
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  7583.         ssub {
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  7589.             colr 0.85938,0.85938,0.85938
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  7591.            sclr {
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  7594.             }
  7595.            sval {
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  7598.             }
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  7646.      cv 0,-2,0
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  7696.      cv 0,-1.9133,0
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  7713.        pg {
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  7730.            s1 -1.7159,2.12505
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  7744.     sap {
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  7746.      cv 0,-1.7047,0
  7747.      cnc 0,-1.50919,0
  7748.      tpc 1,0
  7749.      tv 1,0
  7750.      tnc 1,0
  7751.      bpc 1,0
  7752.      bv 1,0
  7753.      bnc 1,0
  7754.      lpc 1,0
  7755.      lv 1,0
  7756.      lnc 1,0
  7757.      rpc 1,0
  7758.      rv 1,0
  7759.      rnc 1,0
  7760.      cs {
  7761.       pv {
  7762.        bb2D 0,0,0,0
  7763.        pg {
  7764.         pg {
  7765.          mode 0
  7766.          type 0
  7767.          styl {
  7768.           fill 0,1,1,1,0
  7769.           strk 0,0,0,0,0
  7770.           wdth 0
  7771.           isfi 0
  7772.           cap 1
  7773.           join 1
  7774.           }
  7775.          p2 {
  7776.           st -1.56049,-1.98424
  7777.           ss {
  7778.            s1 1.55803,-1.98424
  7779.            s1 1.55803,1.98174
  7780.            s1 -1.56049,1.98174
  7781.            s1 -1.56049,-1.98424
  7782.            }
  7783.           }
  7784.          }
  7785.         }
  7786.        }
  7787.       fl 1
  7788.       sk 1
  7789.       sksh 1
  7790.       twst 0
  7791.       oo 0
  7792.       }
  7793.      }
  7794.     }
  7795.    grid {
  7796.     valu 0.0625
  7797.     incr 16
  7798.     show 1
  7799.     snap 0
  7800.     spct 0,0,0
  7801.     spsz 4
  7802.     }
  7803.    }
  7804.   ex {
  7805.    nm "marble floor"
  7806.    sh {
  7807.     mapk 0
  7808.     elms {
  7809.      sprm {
  7810.       uvsp 4
  7811.       aexp 1
  7812.       bbox 0,0,5.55743,5.55743
  7813.       mbox 0,0,5.55743,5.55743
  7814.       shdr {
  7815.        scmp {
  7816.         prkd 1
  7817.         ssub {
  7818.          smix {
  7819.           prkd 1
  7820.           ssub {
  7821.            smap {
  7822.             MInf {
  7823.              tile 1
  7824.              seam 0
  7825.              cnth 2
  7826.              cntv 2
  7827.              flph 0
  7828.              flpv 1
  7829.              rotc 3
  7830.              intp 1
  7831.              invC 0
  7832.              }
  7833.             prkd 1
  7834.             CMAp {
  7835.              IMAP 0
  7836.              MDTA {
  7837.               REFN 4
  7838.               TIME "12:02:29 PM995592"
  7839.               }
  7840.              }
  7841.             whit 0
  7842.             }
  7843.            sclr {
  7844.             prkd 1
  7845.             colr 0.99998,0.99998,0.92535
  7846.             }
  7847.            sval {
  7848.             prkd 1
  7849.             Val 0.47311
  7850.             }
  7851.            }
  7852.           }
  7853.          sval {
  7854.           prkd 1
  7855.           Val 0.23656
  7856.           }
  7857.          sval {
  7858.           prkd 1
  7859.           Val 0.07526
  7860.           }
  7861.          sval {
  7862.           prkd 1
  7863.           Val 0
  7864.           }
  7865.          sval {
  7866.           prkd 1
  7867.           Val 0.11827
  7868.           }
  7869.          sval {
  7870.           prkd 1
  7871.           Val 0
  7872.           }
  7873.          sval {
  7874.           prkd 1
  7875.           Val 0
  7876.           }
  7877.          sclr {
  7878.           prkd 1
  7879.           colr 0,0,0
  7880.           }
  7881.          }
  7882.         }
  7883.        }
  7884.       opac 1
  7885.       }
  7886.      }
  7887.     }
  7888.    fidl 1
  7889.    pi 0
  7890.    cl 0
  7891.    ev 0
  7892.    evs 1
  7893.    evvs 0
  7894.    evhs 0
  7895.    ph {
  7896.     sap {
  7897.      cpc 0,-2,0
  7898.      cv 0,-2,0
  7899.      cnc 0,-2,0
  7900.      tpc 1,0
  7901.      tv 1,0
  7902.      tnc 1,0
  7903.      bpc 1,0
  7904.      bv 1,0
  7905.      bnc 1,0
  7906.      lpc 1,0
  7907.      lv 1,0
  7908.      lnc 1,0
  7909.      rpc 1,0
  7910.      rv 1,0
  7911.      rnc 1,0
  7912.      cs {
  7913.       pv {
  7914.        bb2D 0,0,0,0
  7915.        pg {
  7916.         pg {
  7917.          mode 0
  7918.          type 0
  7919.          styl {
  7920.           fill 0,1,1,1,0
  7921.           strk 0,0,0,0,0
  7922.           wdth 0
  7923.           isfi 0
  7924.           cap 1
  7925.           join 1
  7926.           }
  7927.          p2 {
  7928.           st -2.77872,0
  7929.           ss {
  7930.            s3 -2.77872,-1.53467,-1.53467,-2.77872,0,-2.77872
  7931.            s3 1.53467,-2.77872,2.77872,-1.53467,2.77872,0
  7932.            s3 2.77872,1.53467,1.53467,2.77872,0,2.77872
  7933.            s3 -1.53467,2.77872,-2.77872,1.53467,-2.77872,0
  7934.            }
  7935.           }
  7936.          }
  7937.         }
  7938.        }
  7939.       fl 1
  7940.       sk 1
  7941.       sksh 1
  7942.       twst 0
  7943.       oo 0
  7944.       }
  7945.      }
  7946.     sap {
  7947.      cpc 0,-1.89333,0
  7948.      cv 0,-1.89333,0
  7949.      cnc 0,2,0
  7950.      tpc 1,0
  7951.      tv 1,0
  7952.      tnc 1,0
  7953.      bpc 1,0
  7954.      bv 1,0
  7955.      bnc 1,0
  7956.      lpc 1,0
  7957.      lv 1,0
  7958.      lnc 1,0
  7959.      rpc 1,0
  7960.      rv 1,0
  7961.      rnc 1,0
  7962.      cs {
  7963.       fl 0
  7964.       sk 1
  7965.       sksh 1
  7966.       twst 0
  7967.       oo 1
  7968.       }
  7969.      }
  7970.     }
  7971.    grid {
  7972.     valu 0.0625
  7973.     incr 16
  7974.     show 1
  7975.     snap 0
  7976.     spct 0,0,0
  7977.     spsz 4
  7978.     }
  7979.    }
  7980.   ex {
  7981.    nm "mid decor"
  7982.    sh {
  7983.     mapk 0
  7984.     elms {
  7985.      sprm {
  7986.       uvsp 8
  7987.       aexp 1
  7988.       bbox 0,0,2.68135,2.68135
  7989.       mbox 0,0,2.68135,2.68135
  7990.       shdr {
  7991.        scmp {
  7992.         prkd 1
  7993.         ssub {
  7994.          smix {
  7995.           prkd 1
  7996.           ssub {
  7997.            smap {
  7998.             MInf {
  7999.              tile 1
  8000.              seam 0
  8001.              cnth 1
  8002.              cntv 1
  8003.              flph 0
  8004.              flpv 1
  8005.              rotc 2
  8006.              intp 1
  8007.              invC 0
  8008.              }
  8009.             prkd 1
  8010.             CMAp {
  8011.              IMAP 0
  8012.              MDTA {
  8013.               REFN 1
  8014.               TIME "12:02:29 PM995111"
  8015.               }
  8016.              }
  8017.             whit 0
  8018.             }
  8019.            sclr {
  8020.             prkd 1
  8021.             colr 0.99998,0.99998,0.92535
  8022.             }
  8023.            sval {
  8024.             prkd 1
  8025.             Val 0.44086
  8026.             }
  8027.            }
  8028.           }
  8029.          sval {
  8030.           prkd 1
  8031.           Val 0
  8032.           }
  8033.          sval {
  8034.           prkd 1
  8035.           Val 0.03226
  8036.           }
  8037.          sval {
  8038.           prkd 1
  8039.           Val 0
  8040.           }
  8041.          sval {
  8042.           prkd 1
  8043.           Val 0
  8044.           }
  8045.          sval {
  8046.           prkd 1
  8047.           Val 0
  8048.           }
  8049.          sval {
  8050.           prkd 1
  8051.           Val 0
  8052.           }
  8053.          sclr {
  8054.           prkd 1
  8055.           colr 0,0,0
  8056.           }
  8057.          }
  8058.         }
  8059.        }
  8060.       opac 1
  8061.       }
  8062.      }
  8063.     }
  8064.    fidl 1
  8065.    pi 0
  8066.    cl 0
  8067.    ev 1
  8068.    evs 1
  8069.    evvs 0
  8070.    evhs 0
  8071.    ph {
  8072.     sap {
  8073.      cpc 0,-2,0
  8074.      cv 0,-2,0
  8075.      cnc 0,-2,0
  8076.      tpc 1,0
  8077.      tv 1,0
  8078.      tnc 1,0
  8079.      bpc 1,0
  8080.      bv 1,0
  8081.      bnc 1,0
  8082.      lpc 1,0
  8083.      lv 1,0
  8084.      lnc 1,0
  8085.      rpc 1,0
  8086.      rv 1,0
  8087.      rnc 1,0
  8088.      cs {
  8089.       pv {
  8090.        bb2D 0,0,0,0
  8091.        pg {
  8092.         pg {
  8093.          mode 0
  8094.          type 0
  8095.          styl {
  8096.           fill 0,1,1,1,0
  8097.           strk 0,0,0,0,0
  8098.           wdth 0
  8099.           isfi 0
  8100.           cap 1
  8101.           join 1
  8102.           }
  8103.          p2 {
  8104.           st -1.18256,-1.18256
  8105.           ss {
  8106.            s1 1.18259,-1.18256
  8107.            s1 1.18259,1.18259
  8108.            s1 -1.18256,1.18259
  8109.            s1 -1.18256,-1.18256
  8110.            }
  8111.           }
  8112.          }
  8113.         }
  8114.        }
  8115.       fl 1
  8116.       sk 1
  8117.       sksh 1
  8118.       twst 0
  8119.       oo 0
  8120.       }
  8121.      }
  8122.     sap {
  8123.      cpc 0,-1.91164,0
  8124.      cv 0,-1.91164,0
  8125.      cnc 0,-1.91164,0
  8126.      tpc 0.99997,0
  8127.      tv 0.99997,0
  8128.      tnc 0.99997,0
  8129.      bpc 0.99997,0
  8130.      bv 0.99997,0
  8131.      bnc 0.99997,0
  8132.      lpc 0.99997,0
  8133.      lv 0.99997,0
  8134.      lnc 0.99997,0
  8135.      rpc 0.99997,0
  8136.      rv 0.99997,0
  8137.      rnc 0.99997,0
  8138.      cs {
  8139.       fl 0
  8140.       sk 1
  8141.       sksh 1
  8142.       twst 0
  8143.       oo 1
  8144.       }
  8145.      }
  8146.     sap {
  8147.      cpc 0,-1.90749,0
  8148.      cv 0,-1.90749,0
  8149.      cnc 0,-1.90749,0
  8150.      tpc 1.0793,0
  8151.      tv 1.0793,0
  8152.      tnc 1.0793,0
  8153.      bpc 1.0793,0
  8154.      bv 1.0793,0
  8155.      bnc 1.0793,0
  8156.      lpc 1.0793,0
  8157.      lv 1.0793,0
  8158.      lnc 1.0793,0
  8159.      rpc 1.0793,0
  8160.      rv 1.0793,0
  8161.      rnc 1.0793,0
  8162.      cs {
  8163.       fl 0
  8164.       sk 1
  8165.       sksh 1
  8166.       twst 0
  8167.       oo 1
  8168.       }
  8169.      }
  8170.     sap {
  8171.      cpc 0,-1.80016,0
  8172.      cv 0,-1.80016,0
  8173.      cnc 0,2,0
  8174.      tpc 1.1337,0
  8175.      tv 1.1337,0
  8176.      tnc 1,0
  8177.      bpc 1.1337,0
  8178.      bv 1.1337,0
  8179.      bnc 1,0
  8180.      lpc 1.1337,0
  8181.      lv 1.1337,0
  8182.      lnc 1,0
  8183.      rpc 1.1337,0
  8184.      rv 1.1337,0
  8185.      rnc 1,0
  8186.      cs {
  8187.       fl 0
  8188.       sk 1
  8189.       sksh 1
  8190.       twst 0
  8191.       oo 1
  8192.       }
  8193.      }
  8194.     }
  8195.    grid {
  8196.     valu 0.5
  8197.     incr 1
  8198.     show 1
  8199.     snap 0
  8200.     spct 0,0,0
  8201.     spsz 4
  8202.     }
  8203.    }
  8204.   ex {
  8205.    nm "moon"
  8206.    sh {
  8207.     mapk 0
  8208.     elms {
  8209.      sprm {
  8210.       uvsp 4
  8211.       aexp 1
  8212.       bbox 0,0,2.01648,1.21573
  8213.       mbox 0,0,2.01648,1.21573
  8214.       shdr {
  8215.        scmp {
  8216.         prkd 1
  8217.         ssub {
  8218.          sclr {
  8219.           prkd 1
  8220.           colr 0.86327,0.54297,0.0078
  8221.           }
  8222.          sval {
  8223.           prkd 1
  8224.           Val 0.84679
  8225.           }
  8226.          sval {
  8227.           prkd 1
  8228.           Val 0.5
  8229.           }
  8230.          sval {
  8231.           prkd 1
  8232.           Val 0
  8233.           }
  8234.          sval {
  8235.           prkd 1
  8236.           Val 0.24474
  8237.           }
  8238.          sval {
  8239.           prkd 1
  8240.           Val 0
  8241.           }
  8242.          sval {
  8243.           prkd 1
  8244.           Val 0
  8245.           }
  8246.          sclr {
  8247.           prkd 1
  8248.           colr 0,0,0
  8249.           }
  8250.          }
  8251.         }
  8252.        }
  8253.       opac 1
  8254.       }
  8255.      }
  8256.     }
  8257.    fidl 1
  8258.    pi 0
  8259.    cl 0
  8260.    ev 0
  8261.    evs 1
  8262.    evvs 0
  8263.    evhs 0
  8264.    ph {
  8265.     sap {
  8266.      cpc 0,-2,0
  8267.      cv 0,-2,0
  8268.      cnc 0,-2,0
  8269.      tpc 1,0
  8270.      tv 1,0
  8271.      tnc 1,0
  8272.      bpc 1,0
  8273.      bv 1,0
  8274.      bnc 1,0
  8275.      lpc 1,0
  8276.      lv 1,0
  8277.      lnc 1,0
  8278.      rpc 1,0
  8279.      rv 1,0
  8280.      rnc 1,0
  8281.      cs {
  8282.       pv {
  8283.        bb2D 0,0,0,0
  8284.        pg {
  8285.         p2 {
  8286.          st -1.03862,0.94388
  8287.          ss {
  8288.           s3 -1.03862,0.38707,-0.58719,-0.06435,-0.03035,-0.06435
  8289.           s3 0.52643,-0.06435,-0.71683,0.23595,-0.71683,0.94388
  8290.           s3 -0.71683,1.63033,0.52643,1.95212,-0.03035,1.95212
  8291.           s3 -0.58719,1.95212,-1.03862,1.50069,-1.03862,0.94388
  8292.           }
  8293.          }
  8294.         }
  8295.        }
  8296.       fl 1
  8297.       sk 1
  8298.       sksh 1
  8299.       twst 0
  8300.       oo 0
  8301.       }
  8302.      }
  8303.     sap {
  8304.      cpc 0,-1.7679,0
  8305.      cv 0,-1.7679,0
  8306.      cnc 0,2,0
  8307.      tpc 1,0
  8308.      tv 1,0
  8309.      tnc 1,0
  8310.      bpc 1,0
  8311.      bv 1,0
  8312.      bnc 1,0
  8313.      lpc 1,0
  8314.      lv 1,0
  8315.      lnc 1,0
  8316.      rpc 1,0
  8317.      rv 1,0
  8318.      rnc 1,0
  8319.      cs {
  8320.       fl 0
  8321.       sk 1
  8322.       sksh 1
  8323.       twst 0
  8324.       oo 1
  8325.       }
  8326.      }
  8327.     }
  8328.    grid {
  8329.     valu 0.5
  8330.     incr 1
  8331.     show 1
  8332.     snap 0
  8333.     spct 0,0,0
  8334.     spsz 4
  8335.     }
  8336.    }
  8337.   ex {
  8338.    nm "outer cylinders"
  8339.    sh {
  8340.     mapk 0
  8341.     elms {
  8342.      sprm {
  8343.       uvsp 0
  8344.       aexp 1
  8345.       bbox 0,0,0.68095,2.20406
  8346.       mbox 0,0,0.68095,2.20406
  8347.       shdr {
  8348.        scmp {
  8349.         prkd 1
  8350.         ssub {
  8351.          smix {
  8352.           prkd 1
  8353.           ssub {
  8354.            smap {
  8355.             MInf {
  8356.              tile 1
  8357.              seam 0
  8358.              cnth 1
  8359.              cntv 1
  8360.              flph 0
  8361.              flpv 1
  8362.              rotc 2
  8363.              intp 1
  8364.              invC 0
  8365.              }
  8366.             prkd 1
  8367.             CMAp {
  8368.              IMAP 0
  8369.              MDTA {
  8370.               REFN 1
  8371.               TIME "12:02:29 PM995111"
  8372.               }
  8373.              }
  8374.             whit 0
  8375.             }
  8376.            sclr {
  8377.             prkd 1
  8378.             colr 0.99998,0.99998,0.92535
  8379.             }
  8380.            sval {
  8381.             prkd 1
  8382.             Val 0.44086
  8383.             }
  8384.            }
  8385.           }
  8386.          sval {
  8387.           prkd 1
  8388.           Val 0
  8389.           }
  8390.          sval {
  8391.           prkd 1
  8392.           Val 0.03226
  8393.           }
  8394.          sval {
  8395.           prkd 1
  8396.           Val 0
  8397.           }
  8398.          sval {
  8399.           prkd 1
  8400.           Val 0
  8401.           }
  8402.          sval {
  8403.           prkd 1
  8404.           Val 0
  8405.           }
  8406.          sval {
  8407.           prkd 1
  8408.           Val 0
  8409.           }
  8410.          sclr {
  8411.           prkd 1
  8412.           colr 0,0,0
  8413.           }
  8414.          }
  8415.         }
  8416.        }
  8417.       opac 1
  8418.       }
  8419.      }
  8420.     }
  8421.    fidl 1
  8422.    pi 0
  8423.    cl 0
  8424.    ev 0
  8425.    evs 1
  8426.    evvs 0
  8427.    evhs 0
  8428.    ph {
  8429.     sap {
  8430.      cpc 0,-2,0
  8431.      cv 0,-2,0
  8432.      cnc 0,-2,0
  8433.      tpc 1,0
  8434.      tv 1,0
  8435.      tnc 1,0
  8436.      bpc 1,0
  8437.      bv 1,0
  8438.      bnc 1,0
  8439.      lpc 1,0
  8440.      lv 1,0
  8441.      lnc 1,0
  8442.      rpc 1,0
  8443.      rv 1,0
  8444.      rnc 1,0
  8445.      cs {
  8446.       pv {
  8447.        bb2D 0,0,0,0
  8448.        pg {
  8449.         pg {
  8450.          mode 0
  8451.          type 0
  8452.          styl {
  8453.           fill 0,1,1,1,0
  8454.           strk 0,0,0,0,0
  8455.           wdth 0
  8456.           isfi 0
  8457.           cap 1
  8458.           join 1
  8459.           }
  8460.          p2 {
  8461.           st -0.05942,-0.03856
  8462.           ss {
  8463.            s3 -0.05942,-0.09267,-0.01555,-0.13654,0.03853,-0.13654
  8464.            s3 0.09264,-0.13654,0.1366,-0.09267,0.1366,-0.03856
  8465.            s3 0.1366,0.01552,0.09264,0.05936,0.03853,0.05936
  8466.            s3 -0.01555,0.05936,-0.05942,0.01552,-0.05942,-0.03856
  8467.            }
  8468.           }
  8469.          }
  8470.         }
  8471.        }
  8472.       fl 1
  8473.       sk 1
  8474.       sksh 1
  8475.       twst 0
  8476.       oo 0
  8477.       }
  8478.      }
  8479.     sap {
  8480.      cpc 0,0.20406,0
  8481.      cv 0,0.20406,0
  8482.      cnc 0,2,0
  8483.      tpc 1,0
  8484.      tv 1,0
  8485.      tnc 1,0
  8486.      bpc 1,0
  8487.      bv 1,0
  8488.      bnc 1,0
  8489.      lpc 1,0
  8490.      lv 1,0
  8491.      lnc 1,0
  8492.      rpc 1,0
  8493.      rv 1,0
  8494.      rnc 1,0
  8495.      cs {
  8496.       fl 0
  8497.       sk 1
  8498.       sksh 1
  8499.       twst 0
  8500.       oo 1
  8501.       }
  8502.      }
  8503.     }
  8504.    grid {
  8505.     valu 0.5
  8506.     incr 1
  8507.     show 1
  8508.     snap 0
  8509.     spct 0,0,0
  8510.     spsz 4
  8511.     }
  8512.    }
  8513.   ex {
  8514.    nm "rail"
  8515.    sh {
  8516.     mapk 0
  8517.     elms {
  8518.      sprm {
  8519.       uvsp 0
  8520.       aexp 1
  8521.       bbox 0,0,2,2
  8522.       mbox 0,0,2,2
  8523.       shdr {
  8524.        scmp {
  8525.         prkd 1
  8526.         ssub {
  8527.          smix {
  8528.           prkd 1
  8529.           ssub {
  8530.            sclr {
  8531.             prkd 1
  8532.             colr 0.85938,0.85938,0.85938
  8533.             }
  8534.            sclr {
  8535.             prkd 1
  8536.             colr 0.99998,0.99998,0.92535
  8537.             }
  8538.            sval {
  8539.             prkd 1
  8540.             Val 0.44086
  8541.             }
  8542.            }
  8543.           }
  8544.          sval {
  8545.           prkd 1
  8546.           Val 0
  8547.           }
  8548.          sval {
  8549.           prkd 1
  8550.           Val 0.03226
  8551.           }
  8552.          sval {
  8553.           prkd 1
  8554.           Val 0
  8555.           }
  8556.          sval {
  8557.           prkd 1
  8558.           Val 0
  8559.           }
  8560.          sval {
  8561.           prkd 1
  8562.           Val 0
  8563.           }
  8564.          sval {
  8565.           prkd 1
  8566.           Val 0
  8567.           }
  8568.          sclr {
  8569.           prkd 1
  8570.           colr 0,0,0
  8571.           }
  8572.          }
  8573.         }
  8574.        }
  8575.       opac 1
  8576.       }
  8577.      }
  8578.     }
  8579.    fidl 1
  8580.    pi 1
  8581.    cl 0
  8582.    ev 0
  8583.    evs 1
  8584.    evvs 0
  8585.    evhs 0
  8586.    ph {
  8587.     sap {
  8588.      cpc 0,-2,0
  8589.      cv 2.00786,-2,0
  8590.      cnc 2.00786,0.00327,0
  8591.      tpc 1,0
  8592.      tv 1,0
  8593.      tnc 1,0
  8594.      bpc 1,0
  8595.      bv 1,0
  8596.      bnc 1,0
  8597.      lpc 1,0
  8598.      lv 1,0
  8599.      lnc 1,0
  8600.      rpc 1,0
  8601.      rv 1,0
  8602.      rnc 1,0
  8603.      cs {
  8604.       pv {
  8605.        bb2D 0,0,0,0
  8606.        pg {
  8607.         p2 {
  8608.          st -1.41135,-1.85138
  8609.          ss {
  8610.           s1 -0.7529,-1.85138
  8611.           s1 -0.7529,0.20859
  8612.           s3 -0.7529,0.20859,-1.32007,0.20859,-1.38527,0.20859
  8613.           s3 -1.45047,0.20859,-1.48305,0.16948,-1.48305,0.13036
  8614.           s3 -1.48305,0.09125,-1.45044,0.05214,-1.39177,0.05214
  8615.           s3 -1.3331,0.05214,-1.3006,0.05214,-1.3006,0.05214
  8616.           s1 -1.3006,-1.63625
  8617.           s3 -1.3006,-1.63625,-1.3266,-1.63628,-1.38527,-1.70145
  8618.           s3 -1.44394,-1.76665,-1.41135,-1.85138,-1.41135,-1.85138
  8619.           }
  8620.          }
  8621.         }
  8622.        }
  8623.       fl 1
  8624.       sk 1
  8625.       sksh 1
  8626.       twst 0
  8627.       oo 0
  8628.       }
  8629.      }
  8630.     sap {
  8631.      cpc 1.79921,1.95897,0
  8632.      cv 0,1.95897,0
  8633.      cnc -1.79921,1.95897,0
  8634.      tpc 1,0
  8635.      tv 1,0
  8636.      tnc 1,0
  8637.      bpc 1,0
  8638.      bv 1,0
  8639.      bnc 1,0
  8640.      lpc 1,0
  8641.      lv 1,0
  8642.      lnc 1,0
  8643.      rpc 1,0
  8644.      rv 1,0
  8645.      rnc 1,0
  8646.      cs {
  8647.       pv {
  8648.        bb2D 0,0,0,0
  8649.        pg {
  8650.         p2 {
  8651.          st -1.11838,0.20856
  8652.          ss {
  8653.           s3 -1.243,0.20856,-1.35802,0.20859,-1.38527,0.20859
  8654.           s3 -1.45047,0.20859,-1.48305,0.16945,-1.48305,0.13036
  8655.           s3 -1.48305,0.09125,-1.45047,0.05219,-1.39177,0.05219
  8656.           s3 -1.33313,0.05219,-1.30054,0.05219,-1.30054,0.05219
  8657.           s3 -1.30054,-0.51067,-1.30054,-1.07349,-1.30054,-1.63625
  8658.           s3 -1.30054,-1.63625,-1.3266,-1.63628,-1.38527,-1.70148
  8659.           s3 -1.44394,-1.76665,-1.41135,-1.85149,-1.41135,-1.85149
  8660.           s3 -1.19188,-1.85149,-0.9724,-1.85149,-0.75293,-1.85149
  8661.           s3 -0.75293,-1.16475,-0.75293,-0.47806,-0.75293,0.20859
  8662.           s3 -0.75293,0.20859,-0.94495,0.20856,-1.11838,0.20856
  8663.           }
  8664.          }
  8665.         }
  8666.        }
  8667.       shnb {
  8668.        shno 1,1
  8669.        }
  8670.       fl 0
  8671.       sk 1
  8672.       sksh 1
  8673.       twst 0
  8674.       oo 0
  8675.       }
  8676.      }
  8677.     sap {
  8678.      cpc -2.00783,0.02936,0
  8679.      cv -2.00783,-1.99152,0
  8680.      cnc 0,2,0
  8681.      tpc 1,0
  8682.      tv 1,0
  8683.      tnc 1,0
  8684.      bpc 1,0
  8685.      bv 1,0
  8686.      bnc 1,0
  8687.      lpc 1,0
  8688.      lv 1,0
  8689.      lnc 1,0
  8690.      rpc 1,0
  8691.      rv 1,0
  8692.      rnc 1,0
  8693.      cs {
  8694.       pv {
  8695.        bb2D 0,0,0,0
  8696.        pg {
  8697.         p2 {
  8698.          st -1.11838,0.20856
  8699.          ss {
  8700.           s3 -1.243,0.20856,-1.35802,0.20859,-1.38527,0.20859
  8701.           s3 -1.45047,0.20859,-1.48305,0.16945,-1.48305,0.13036
  8702.           s3 -1.48305,0.09125,-1.45047,0.05219,-1.39177,0.05219
  8703.           s3 -1.33313,0.05219,-1.30054,0.05219,-1.30054,0.05219
  8704.           s3 -1.30054,-0.51067,-1.30054,-1.07349,-1.30054,-1.63625
  8705.           s3 -1.30054,-1.63625,-1.3266,-1.63628,-1.38527,-1.70148
  8706.           s3 -1.44394,-1.76665,-1.41135,-1.85149,-1.41135,-1.85149
  8707.           s3 -1.19188,-1.85149,-0.9724,-1.85149,-0.75293,-1.85149
  8708.           s3 -0.75293,-1.16475,-0.75293,-0.47806,-0.75293,0.20859
  8709.           s3 -0.75293,0.20859,-0.94495,0.20856,-1.11838,0.20856
  8710.           }
  8711.          }
  8712.         }
  8713.        }
  8714.       shnb {
  8715.        shno 1,1
  8716.        }
  8717.       fl 1
  8718.       sk 1
  8719.       sksh 1
  8720.       twst 0
  8721.       oo 0
  8722.       }
  8723.      }
  8724.     }
  8725.    grid {
  8726.     valu 0.0625
  8727.     incr 16
  8728.     show 1
  8729.     snap 0
  8730.     spct 0,0,0
  8731.     spsz 4
  8732.     }
  8733.    }
  8734.   ex {
  8735.    nm "roof"
  8736.    sh {
  8737.     mapk 0
  8738.     elms {
  8739.      sprm {
  8740.       uvsp 0
  8741.       aexp 1
  8742.       bbox 0,0,2,2
  8743.       mbox 0,0,2,2
  8744.       shdr {
  8745.        scmp {
  8746.         prkd 1
  8747.         ssub {
  8748.          smix {
  8749.           prkd 1
  8750.           ssub {
  8751.            sclr {
  8752.             prkd 1
  8753.             colr 0.85938,0.85938,0.85938
  8754.             }
  8755.            sclr {
  8756.             prkd 1
  8757.             colr 0.99998,0.99998,0.92535
  8758.             }
  8759.            sval {
  8760.             prkd 1
  8761.             Val 0.51613
  8762.             }
  8763.            }
  8764.           }
  8765.          sval {
  8766.           prkd 1
  8767.           Val 0
  8768.           }
  8769.          sval {
  8770.           prkd 1
  8771.           Val 0.03226
  8772.           }
  8773.          sval {
  8774.           prkd 1
  8775.           Val 0
  8776.           }
  8777.          sval {
  8778.           prkd 1
  8779.           Val 0
  8780.           }
  8781.          sval {
  8782.           prkd 1
  8783.           Val 0
  8784.           }
  8785.          sval {
  8786.           prkd 1
  8787.           Val 0
  8788.           }
  8789.          sclr {
  8790.           prkd 1
  8791.           colr 0,0,0
  8792.           }
  8793.          }
  8794.         }
  8795.        }
  8796.       opac 1
  8797.       }
  8798.      }
  8799.     }
  8800.    fidl 1
  8801.    pi 0
  8802.    cl 0
  8803.    ev 0
  8804.    evs 1
  8805.    evvs 0
  8806.    evhs 0
  8807.    ph {
  8808.     sap {
  8809.      cpc 0,-2,0
  8810.      cv 0,-7.16817,0
  8811.      cnc 0,-7.16817,0
  8812.      tpc 1,0
  8813.      tv 1,0
  8814.      tnc 1,0
  8815.      bpc 1,0
  8816.      bv 1,0
  8817.      bnc 1,0
  8818.      lpc 1,0
  8819.      lv 1,0
  8820.      lnc 1,0
  8821.      rpc 1,0
  8822.      rv 1,0
  8823.      rnc 1,0
  8824.      cs {
  8825.       pv {
  8826.        bb2D 0,0,0,0
  8827.        pg {
  8828.         pg {
  8829.          mode 0
  8830.          type 0
  8831.          styl {
  8832.           fill 0,1,1,1,0
  8833.           strk 0,0,0,0,0
  8834.           wdth 0
  8835.           isfi 0
  8836.           cap 1
  8837.           join 1
  8838.           }
  8839.          p2 {
  8840.           st -0.69542,1.37288
  8841.           ss {
  8842.            s1 1.4713,1.37288
  8843.            s1 1.4713,1.52298
  8844.            s1 -0.69542,1.52298
  8845.            s1 -0.69542,1.37288
  8846.            }
  8847.           }
  8848.          }
  8849.         pg {
  8850.          mode 0
  8851.          type 0
  8852.          styl {
  8853.           fill 0,1,1,1,0
  8854.           strk 0,0,0,0,0
  8855.           wdth 0
  8856.           isfi 0
  8857.           cap 1
  8858.           join 1
  8859.           }
  8860.          p2 {
  8861.           st -0.69539,1.45868
  8862.           ss {
  8863.            s1 -0.65247,1.45868
  8864.            s1 -0.65247,1.61423
  8865.            s1 -0.69539,1.61423
  8866.            s1 -0.69539,1.45868
  8867.            }
  8868.           }
  8869.          }
  8870.         }
  8871.        }
  8872.       fl 1
  8873.       sk 1
  8874.       sksh 1
  8875.       twst 0
  8876.       oo 0
  8877.       }
  8878.      }
  8879.     sap {
  8880.      cpc 0,3.72336,0
  8881.      cv 0,3.72336,0
  8882.      cnc 0,2,0
  8883.      tpc 1,0
  8884.      tv 1,0
  8885.      tnc 1,0
  8886.      bpc 1,0
  8887.      bv 1,0
  8888.      bnc 1,0
  8889.      lpc 1,0
  8890.      lv 1,0
  8891.      lnc 1,0
  8892.      rpc 1,0
  8893.      rv 1,0
  8894.      rnc 1,0
  8895.      cs {
  8896.       fl 0
  8897.       sk 1
  8898.       sksh 1
  8899.       twst 0
  8900.       oo 1
  8901.       }
  8902.      }
  8903.     }
  8904.    grid {
  8905.     valu 0.5
  8906.     incr 1
  8907.     show 1
  8908.     snap 0
  8909.     spct 0,0,0
  8910.     spsz 4
  8911.     }
  8912.    }
  8913.   ex {
  8914.    nm "roof of square"
  8915.    sh {
  8916.     mapk 0
  8917.     elms {
  8918.      srct {
  8919.       uvsp 0
  8920.       aexp 0
  8921.       bbox -3.60568,0.20699,0.3954,0.67915
  8922.       mbox -3.60568,0.20699,0.3954,0.67915
  8923.       shdr {
  8924.        scmp {
  8925.         prkd 1
  8926.         ssub {
  8927.          sclr {
  8928.           prkd 1
  8929.           colr 0.43282,0.62685,0.41789
  8930.           }
  8931.          sval {
  8932.           prkd 1
  8933.           Val 0
  8934.           }
  8935.          void {
  8936.           }
  8937.          void {
  8938.           }
  8939.          void {
  8940.           }
  8941.          void {
  8942.           }
  8943.          void {
  8944.           }
  8945.          void {
  8946.           }
  8947.          }
  8948.         }
  8949.        }
  8950.       opac 1
  8951.       }
  8952.      sprm {
  8953.       uvsp 0
  8954.       aexp 1
  8955.       bbox 0,0,4.00586,3.47792
  8956.       mbox 0,0,4.00586,3.47792
  8957.       shdr {
  8958.        scmp {
  8959.         prkd 1
  8960.         ssub {
  8961.          smix {
  8962.           prkd 1
  8963.           ssub {
  8964.            smap {
  8965.             MInf {
  8966.              tile 1
  8967.              seam 0
  8968.              cnth 2
  8969.              cntv 2
  8970.              flph 0
  8971.              flpv 1
  8972.              rotc 2
  8973.              intp 1
  8974.              invC 0
  8975.              }
  8976.             prkd 1
  8977.             CMAp {
  8978.              IMAP 0
  8979.              MDTA {
  8980.               REFN 1
  8981.               TIME "12:02:29 PM995111"
  8982.               }
  8983.              }
  8984.             whit 0
  8985.             }
  8986.            sclr {
  8987.             prkd 1
  8988.             colr 0.99998,0.99998,0.92535
  8989.             }
  8990.            sval {
  8991.             prkd 1
  8992.             Val 0.44086
  8993.             }
  8994.            }
  8995.           }
  8996.          sval {
  8997.           prkd 1
  8998.           Val 0
  8999.           }
  9000.          sval {
  9001.           prkd 1
  9002.           Val 0.03226
  9003.           }
  9004.          sval {
  9005.           prkd 1
  9006.           Val 0
  9007.           }
  9008.          sval {
  9009.           prkd 1
  9010.           Val 0
  9011.           }
  9012.          sval {
  9013.           prkd 1
  9014.           Val 0
  9015.           }
  9016.          sval {
  9017.           prkd 1
  9018.           Val 0
  9019.           }
  9020.          sclr {
  9021.           prkd 1
  9022.           colr 0,0,0
  9023.           }
  9024.          }
  9025.         }
  9026.        }
  9027.       opac 1
  9028.       }
  9029.      }
  9030.     }
  9031.    fidl 1
  9032.    pi 0
  9033.    cl 0
  9034.    ev 1
  9035.    evs 1
  9036.    evvs 0
  9037.    evhs 0
  9038.    ph {
  9039.     sap {
  9040.      cpc 0,-2,0
  9041.      cv 0,-1.69289,0
  9042.      cnc 0,-1.69289,0
  9043.      tpc 1,0
  9044.      tv 1,0
  9045.      tnc 1,0
  9046.      bpc 1,0
  9047.      bv 1,0
  9048.      bnc 1,0
  9049.      lpc 1,0
  9050.      lv 1,0
  9051.      lnc 1,0
  9052.      rpc 1,0
  9053.      rv 1,0
  9054.      rnc 1,0
  9055.      cs {
  9056.       pv {
  9057.        bb2D 0,0,0,0
  9058.        pg {
  9059.         pg {
  9060.          mode 0
  9061.          type 0
  9062.          styl {
  9063.           fill 0,1,1,1,0
  9064.           strk 0,0,0,0,0
  9065.           wdth 0
  9066.           isfi 0
  9067.           cap 1
  9068.           join 1
  9069.           }
  9070.          p2 {
  9071.           st -0.00002,0.65424
  9072.           ss {
  9073.            s1 -0.46259,0.46262
  9074.            s1 -0.6543,0
  9075.            s1 -0.46259,-0.46259
  9076.            s1 -0.00002,-0.6543
  9077.            s1 0.46259,-0.46262
  9078.            s1 0.6543,0
  9079.            s1 0.46259,0.46262
  9080.            s1 -0.00002,0.65424
  9081.            }
  9082.           }
  9083.          }
  9084.         }
  9085.        }
  9086.       fl 1
  9087.       sk 1
  9088.       sksh 1
  9089.       twst 0
  9090.       oo 0
  9091.       }
  9092.      }
  9093.     sap {
  9094.      cpc 0,-1.5625,0
  9095.      cv 0,-1.5625,0
  9096.      cnc 0,-1.5625,0
  9097.      tpc 0.99997,0
  9098.      tv 0.99997,0
  9099.      tnc 0.99997,0
  9100.      bpc 0.99997,0
  9101.      bv 0.99997,0
  9102.      bnc 0.99997,0
  9103.      lpc 0.99997,0
  9104.      lv 0.99997,0
  9105.      lnc 0.99997,0
  9106.      rpc 0.99997,0
  9107.      rv 0.99997,0
  9108.      rnc 0.99997,0
  9109.      cs {
  9110.       fl 0
  9111.       sk 1
  9112.       sksh 1
  9113.       twst 0
  9114.       oo 1
  9115.       }
  9116.      }
  9117.     sap {
  9118.      cpc 0,-1.56418,0
  9119.      cv 0,-1.56418,0
  9120.      cnc 0,-1.56418,0
  9121.      tpc 1.36072,0
  9122.      tv 1.36072,0
  9123.      tnc 1.36072,0
  9124.      bpc 1.36072,0
  9125.      bv 1.36072,0
  9126.      bnc 1.36072,0
  9127.      lpc 1.36072,0
  9128.      lv 1.36072,0
  9129.      lnc 1.36072,0
  9130.      rpc 1.36072,0
  9131.      rv 1.36072,0
  9132.      rnc 1.36072,0
  9133.      cs {
  9134.       fl 0
  9135.       sk 1
  9136.       sksh 1
  9137.       twst 0
  9138.       oo 1
  9139.       }
  9140.      }
  9141.     sap {
  9142.      cpc 0,-1.49982,0
  9143.      cv 0,-1.49982,0
  9144.      cnc 0,-1.49982,0
  9145.      tpc 1.36072,0
  9146.      tv 1.36072,0
  9147.      tnc 1.36072,0
  9148.      bpc 1.36072,0
  9149.      bv 1.36072,0
  9150.      bnc 1.36072,0
  9151.      lpc 1.36072,0
  9152.      lv 1.36072,0
  9153.      lnc 1.36072,0
  9154.      rpc 1.36072,0
  9155.      rv 1.36072,0
  9156.      rnc 1.36072,0
  9157.      cs {
  9158.       fl 0
  9159.       sk 1
  9160.       sksh 1
  9161.       twst 0
  9162.       oo 1
  9163.       }
  9164.      }
  9165.     sap {
  9166.      cpc 0,-1.49982,0
  9167.      cv 0,-1.49982,0
  9168.      cnc 0,-1.49982,0
  9169.      tpc 1.44266,0
  9170.      tv 1.44266,0
  9171.      tnc 1.44269,0
  9172.      bpc 1.44266,0
  9173.      bv 1.44266,0
  9174.      bnc 1.44269,0
  9175.      lpc 1.44266,0
  9176.      lv 1.44266,0
  9177.      lnc 1.44269,0
  9178.      rpc 1.44266,0
  9179.      rv 1.44266,0
  9180.      rnc 1.44269,0
  9181.      cs {
  9182.       fl 0
  9183.       sk 1
  9184.       sksh 1
  9185.       twst 0
  9186.       oo 1
  9187.       }
  9188.      }
  9189.     sap {
  9190.      cpc 0,-0.97426,0
  9191.      cv 0,-0.97426,0
  9192.      cnc 0,-0.97426,0
  9193.      tpc 0.4919,0
  9194.      tv 0.4919,0
  9195.      tnc 0.4919,0
  9196.      bpc 0.4919,0
  9197.      bv 0.4919,0
  9198.      bnc 0.4919,0
  9199.      lpc 0.4919,0
  9200.      lv 0.4919,0
  9201.      lnc 0.4919,0
  9202.      rpc 0.4919,0
  9203.      rv 0.4919,0
  9204.      rnc 0.4919,0
  9205.      cs {
  9206.       fl 0
  9207.       sk 1
  9208.       sksh 1
  9209.       twst 0
  9210.       oo 1
  9211.       }
  9212.      }
  9213.     sap {
  9214.      cpc 0,-0.90253,0
  9215.      cv 0,-0.90253,0
  9216.      cnc 0,-0.90253,0
  9217.      tpc 0.54099,0
  9218.      tv 0.54099,0
  9219.      tnc 0.54099,0
  9220.      bpc 0.54099,0
  9221.      bv 0.54099,0
  9222.      bnc 0.54099,0
  9223.      lpc 0.54099,0
  9224.      lv 0.54099,0
  9225.      lnc 0.54099,0
  9226.      rpc 0.54099,0
  9227.      rv 0.54099,0
  9228.      rnc 0.54099,0
  9229.      cs {
  9230.       fl 0
  9231.       sk 1
  9232.       sksh 1
  9233.       twst 0
  9234.       oo 1
  9235.       }
  9236.      }
  9237.     sap {
  9238.      cpc 0,-0.56667,0
  9239.      cv 0,-0.56667,0
  9240.      cnc 0,-0.56667,0
  9241.      tpc 0.54097,0
  9242.      tv 0.54097,0
  9243.      tnc 0.54097,0
  9244.      bpc 0.54097,0
  9245.      bv 0.54097,0
  9246.      bnc 0.54097,0
  9247.      lpc 0.54097,0
  9248.      lv 0.54097,0
  9249.      lnc 0.54097,0
  9250.      rpc 0.54097,0
  9251.      rv 0.54097,0
  9252.      rnc 0.54097,0
  9253.      cs {
  9254.       fl 0
  9255.       sk 1
  9256.       sksh 1
  9257.       twst 0
  9258.       oo 1
  9259.       }
  9260.      }
  9261.     sap {
  9262.      cpc 0,-0.48087,0
  9263.      cv 0,-0.48087,0
  9264.      cnc 0,-0.48087,0
  9265.      tpc 0.4919,0
  9266.      tv 0.4919,0
  9267.      tnc 0.4919,0
  9268.      bpc 0.4919,0
  9269.      bv 0.4919,0
  9270.      bnc 0.4919,0
  9271.      lpc 0.4919,0
  9272.      lv 0.4919,0
  9273.      lnc 0.4919,0
  9274.      rpc 0.4919,0
  9275.      rv 0.4919,0
  9276.      rnc 0.4919,0
  9277.      cs {
  9278.       fl 0
  9279.       sk 1
  9280.       sksh 1
  9281.       twst 0
  9282.       oo 1
  9283.       }
  9284.      }
  9285.     sap {
  9286.      cpc 0,1.78168,0
  9287.      cv 0,1.78168,0
  9288.      cnc 0,2,0
  9289.      tpc 0.459,0
  9290.      tv 0.459,0
  9291.      tnc 1,0
  9292.      bpc 0.459,0
  9293.      bv 0.459,0
  9294.      bnc 1,0
  9295.      lpc 0.459,0
  9296.      lv 0.459,0
  9297.      lnc 1,0
  9298.      rpc 0.459,0
  9299.      rv 0.459,0
  9300.      rnc 1,0
  9301.      cs {
  9302.       fl 0
  9303.       sk 1
  9304.       sksh 1
  9305.       twst 0
  9306.       oo 1
  9307.       }
  9308.      }
  9309.     }
  9310.    grid {
  9311.     valu 0.5
  9312.     incr 1
  9313.     show 1
  9314.     snap 0
  9315.     spct 0,0,0
  9316.     spsz 4
  9317.     }
  9318.    }
  9319.   ex {
  9320.    nm "roof of square 1"
  9321.    sh {
  9322.     mapk 0
  9323.     elms {
  9324.      srct {
  9325.       uvsp 0
  9326.       aexp 0
  9327.       bbox -0.02255,0.20242,3.95784,0.65671
  9328.       mbox -0.02255,0.20242,3.95784,0.65671
  9329.       shdr {
  9330.        scmp {
  9331.         prkd 1
  9332.         ssub {
  9333.          sclr {
  9334.           prkd 1
  9335.           colr 0.43282,0.62685,0.41789
  9336.           }
  9337.          sval {
  9338.           prkd 1
  9339.           Val 0
  9340.           }
  9341.          void {
  9342.           }
  9343.          void {
  9344.           }
  9345.          void {
  9346.           }
  9347.          void {
  9348.           }
  9349.          void {
  9350.           }
  9351.          void {
  9352.           }
  9353.          }
  9354.         }
  9355.        }
  9356.       opac 1
  9357.       }
  9358.      sprm {
  9359.       uvsp 0
  9360.       aexp 1
  9361.       bbox 0,0,4.00586,1.7061
  9362.       mbox 0,0,4.00586,1.7061
  9363.       shdr {
  9364.        scmp {
  9365.         prkd 1
  9366.         ssub {
  9367.          smix {
  9368.           prkd 1
  9369.           ssub {
  9370.            smap {
  9371.             MInf {
  9372.              tile 1
  9373.              seam 0
  9374.              cnth 2
  9375.              cntv 2
  9376.              flph 0
  9377.              flpv 1
  9378.              rotc 2
  9379.              intp 1
  9380.              invC 0
  9381.              }
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  9383.             CMAp {
  9384.              IMAP 0
  9385.              MDTA {
  9386.               REFN 1
  9387.               TIME "12:02:29 PM995111"
  9388.               }
  9389.              }
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  9394.             colr 0.99998,0.99998,0.92535
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  9400.            }
  9401.           }
  9402.          sval {
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  9404.           Val 0
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  9406.          sval {
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  9408.           Val 0.03226
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  9422.          sval {
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  9428.           colr 0,0,0
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  9432.        }
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  9438.    pi 0
  9439.    cl 0
  9440.    ev 1
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  9442.    evvs 0
  9443.    evhs 0
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  9447.      cv 0,-1.69289,0
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  9450.      tv 1,0
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  9470.           strk 0,0,0,0,0
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  9480.            s1 -0.6543,0
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  9482.            s1 -0.00002,-0.6543
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  9493.       sk 1
  9494.       sksh 1
  9495.       twst 0
  9496.       oo 0
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  9499.     sap {
  9500.      cpc 0,-1.5625,0
  9501.      cv 0,-1.5625,0
  9502.      cnc 0,-1.5625,0
  9503.      tpc 0.99997,0
  9504.      tv 0.99997,0
  9505.      tnc 0.99997,0
  9506.      bpc 0.99997,0
  9507.      bv 0.99997,0
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  9509.      lpc 0.99997,0
  9510.      lv 0.99997,0
  9511.      lnc 0.99997,0
  9512.      rpc 0.99997,0
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  9517.       sk 1
  9518.       sksh 1
  9519.       twst 0
  9520.       oo 1
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  9523.     sap {
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  9525.      cv 0,-1.56418,0
  9526.      cnc 0,-1.56418,0
  9527.      tpc 1.36072,0
  9528.      tv 1.36072,0
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  9531.      bv 1.36072,0
  9532.      bnc 1.36072,0
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  9536.      rpc 1.36072,0
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  9541.       sk 1
  9542.       sksh 1
  9543.       twst 0
  9544.       oo 1
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  9547.     sap {
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  9549.      cv 0,-1.49982,0
  9550.      cnc 0,-1.49982,0
  9551.      tpc 1.36072,0
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  9554.      bpc 1.36072,0
  9555.      bv 1.36072,0
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  9558.      lv 1.36072,0
  9559.      lnc 1.36072,0
  9560.      rpc 1.36072,0
  9561.      rv 1.36072,0
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  9565.       sk 1
  9566.       sksh 1
  9567.       twst 0
  9568.       oo 1
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  9571.     sap {
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  9573.      cv 0,-1.49982,0
  9574.      cnc 0,-1.49982,0
  9575.      tpc 1.44266,0
  9576.      tv 1.44266,0
  9577.      tnc 1.44269,0
  9578.      bpc 1.44266,0
  9579.      bv 1.44266,0
  9580.      bnc 1.44269,0
  9581.      lpc 1.44266,0
  9582.      lv 1.44266,0
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  9584.      rpc 1.44266,0
  9585.      rv 1.44266,0
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  9589.       sk 1
  9590.       sksh 1
  9591.       twst 0
  9592.       oo 1
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  9595.     sap {
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  9597.      cv 0,-0.97426,0
  9598.      cnc 0,-0.97426,0
  9599.      tpc 0.4919,0
  9600.      tv 0.4919,0
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  9603.      bv 0.4919,0
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  9608.      rpc 0.4919,0
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  9613.       sk 1
  9614.       sksh 1
  9615.       twst 0
  9616.       oo 1
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  9619.     sap {
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  9621.      cv 0,-0.90253,0
  9622.      cnc 0,-0.90253,0
  9623.      tpc 0.54099,0
  9624.      tv 0.54099,0
  9625.      tnc 0.54099,0
  9626.      bpc 0.54099,0
  9627.      bv 0.54099,0
  9628.      bnc 0.54099,0
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  9630.      lv 0.54099,0
  9631.      lnc 0.54099,0
  9632.      rpc 0.54099,0
  9633.      rv 0.54099,0
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  9638.       sksh 1
  9639.       twst 0
  9640.       oo 1
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  9643.     sap {
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  9645.      cv 0,-0.56667,0
  9646.      cnc 0,-0.56667,0
  9647.      tpc 0.54097,0
  9648.      tv 0.54097,0
  9649.      tnc 0.54097,0
  9650.      bpc 0.54097,0
  9651.      bv 0.54097,0
  9652.      bnc 0.54097,0
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  9654.      lv 0.54097,0
  9655.      lnc 0.54097,0
  9656.      rpc 0.54097,0
  9657.      rv 0.54097,0
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  9661.       sk 1
  9662.       sksh 1
  9663.       twst 0
  9664.       oo 1
  9665.       }
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  9667.     sap {
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  9669.      cv 0,-0.48087,0
  9670.      cnc 0,-0.48087,0
  9671.      tpc 0.4919,0
  9672.      tv 0.4919,0
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  9678.      lv 0.4919,0
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  9685.       sk 1
  9686.       sksh 1
  9687.       twst 0
  9688.       oo 1
  9689.       }
  9690.      }
  9691.     sap {
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  9693.      cv 0,-0.40578,0
  9694.      cnc 0,-0.40578,0
  9695.      tpc 0.55739,0
  9696.      tv 0.55739,0
  9697.      tnc 0.55739,0
  9698.      bpc 0.55739,0
  9699.      bv 0.55739,0
  9700.      bnc 0.55739,0
  9701.      lpc 0.55739,0
  9702.      lv 0.55739,0
  9703.      lnc 0.55739,0
  9704.      rpc 0.55739,0
  9705.      rv 0.55739,0
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  9709.       sk 1
  9710.       sksh 1
  9711.       twst 0
  9712.       oo 1
  9713.       }
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  9715.     sap {
  9716.      cpc 0,-0.06255,0
  9717.      cv 0,-0.06255,0
  9718.      cnc 0,-0.06255,0
  9719.      tpc 0.55739,0
  9720.      tv 0.55739,0
  9721.      tnc 0.55739,0
  9722.      bpc 0.55739,0
  9723.      bv 0.55739,0
  9724.      bnc 0.55739,0
  9725.      lpc 0.55739,0
  9726.      lv 0.55739,0
  9727.      lnc 0.55739,0
  9728.      rpc 0.55739,0
  9729.      rv 0.55739,0
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  9733.       sk 1
  9734.       sksh 1
  9735.       twst 0
  9736.       oo 1
  9737.       }
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  9739.     sap {
  9740.      cpc 0,0.00986,0
  9741.      cv 0,0.00986,0
  9742.      cnc 0,2,0
  9743.      tpc 0.14748,0
  9744.      tv 0.1476,0
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  9746.      bpc 0.14748,0
  9747.      bv 0.1476,0
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  9749.      lpc 0.14748,0
  9750.      lv 0.1476,0
  9751.      lnc 1,0
  9752.      rpc 0.14748,0
  9753.      rv 0.1476,0
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  9757.       sk 1
  9758.       sksh 1
  9759.       twst 0
  9760.       oo 1
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  9766.     incr 1
  9767.     show 1
  9768.     snap 0
  9769.     spct 0,0,0
  9770.     spsz 4
  9771.     }
  9772.    }
  9773.   ex {
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  9775.    sh {
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  9777.     elms {
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  9781.       bbox 0,0,5.38593,1.22339
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  9786.         ssub {
  9787.          smap {
  9788.           MInf {
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  9790.            seam 0
  9791.            cnth 2
  9792.            cntv 2
  9793.            flph 0
  9794.            flpv 1
  9795.            rotc 0
  9796.            intp 1
  9797.            invC 0
  9798.            }
  9799.           prkd 0
  9800.           CMAp {
  9801.            IMAP 0
  9802.            MDTA {
  9803.             REFN 0
  9804.             TIME "12:02:28 PM994741"
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  9813.          sval {
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  9817.          sval {
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  9821.          sval {
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  9825.          sval {
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  9829.          sval {
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  9833.          sclr {
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  9835.           colr 0,0,0
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  9839.        }
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  9845.    pi 0
  9846.    cl 0
  9847.    ev 0
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  9849.    evvs 0
  9850.    evhs 0
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  9854.      cv 0,-3.52756,0
  9855.      cnc 0,-3.52756,0
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  9871.        pg {
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  9877.           strk 0,0,0,0,0
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  9879.           isfi 0
  9880.           cap 1
  9881.           join 1
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  9883.          pg {
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  9885.           type 0
  9886.           styl {
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  9891.            cap 1
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  9900.             s1 0.24788,1.95142
  9901.             s3 0.24788,2.0985,0.22089,2.21764,0.1875,2.21764
  9902.             s1 -0.91507,2.21764
  9903.             s3 -0.94846,2.21764,-0.97551,2.09842,-0.97551,1.95142
  9904.             s1 -0.97551,-2.90204
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  9907.           }
  9908.          pg {
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  9910.           type 0
  9911.           styl {
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  9913.            strk 0,0,0,0,0
  9914.            wdth 0
  9915.            isfi 0
  9916.            cap 1
  9917.            join 1
  9918.            }
  9919.           p2 {
  9920.            st -0.51305,0.5853
  9921.            ss {
  9922.             s1 -0.51305,1.93065
  9923.             s1 -0.2298,1.93065
  9924.             s1 -0.2298,0.5853
  9925.             s1 -0.51305,0.5853
  9926.             }
  9927.            }
  9928.           }
  9929.          pg {
  9930.           mode 0
  9931.           type 0
  9932.           styl {
  9933.            fill 0,1,1,1,0
  9934.            strk 0,0,0,0,0
  9935.            wdth 0
  9936.            isfi 0
  9937.            cap 1
  9938.            join 1
  9939.            }
  9940.           p2 {
  9941.            st -0.5123,-2.8102
  9942.            ss {
  9943.             s1 -0.5123,-1.98485
  9944.             s1 -0.44269,-1.54178
  9945.             s1 -0.31238,-1.54175
  9946.             s1 -0.2343,-1.98485
  9947.             s1 -0.23418,-2.8102
  9948.             s1 -0.5123,-2.8102
  9949.             }
  9950.            }
  9951.           }
  9952.          }
  9953.         }
  9954.        }
  9955.       fl 1
  9956.       sk 1
  9957.       sksh 1
  9958.       twst 0
  9959.       oo 0
  9960.       }
  9961.      }
  9962.     sap {
  9963.      cpc 0,-2.37468,0
  9964.      cv 0,-2.37468,0
  9965.      cnc 0,2,0
  9966.      tpc 1,0
  9967.      tv 1,0
  9968.      tnc 1,0
  9969.      bpc 1,0
  9970.      bv 1,0
  9971.      bnc 1,0
  9972.      lpc 1,0
  9973.      lv 1,0
  9974.      lnc 1,0
  9975.      rpc 1,0
  9976.      rv 1,0
  9977.      rnc 1,0
  9978.      cs {
  9979.       fl 0
  9980.       sk 1
  9981.       sksh 1
  9982.       twst 0
  9983.       oo 1
  9984.       }
  9985.      }
  9986.     }
  9987.    grid {
  9988.     valu 0.5
  9989.     incr 1
  9990.     show 1
  9991.     snap 0
  9992.     spct 0,0,0
  9993.     spsz 4
  9994.     }
  9995.    }
  9996.   ex {
  9997.    nm "slanted roof"
  9998.    sh {
  9999.     mapk 0
  10000.     elms {
  10001.      sprm {
  10002.       uvsp 0
  10003.       aexp 1
  10004.       bbox 0,0,2,2
  10005.       mbox 0,0,2,2
  10006.       shdr {
  10007.        scmp {
  10008.         prkd 1
  10009.         ssub {
  10010.          smix {
  10011.           prkd 1
  10012.           ssub {
  10013.            sclr {
  10014.             prkd 1
  10015.             colr 0.85938,0.85938,0.85938
  10016.             }
  10017.            sclr {
  10018.             prkd 1
  10019.             colr 0.99998,0.99998,0.92535
  10020.             }
  10021.            sval {
  10022.             prkd 1
  10023.             Val 0.51613
  10024.             }
  10025.            }
  10026.           }
  10027.          sval {
  10028.           prkd 1
  10029.           Val 0
  10030.           }
  10031.          sval {
  10032.           prkd 1
  10033.           Val 0.03226
  10034.           }
  10035.          sval {
  10036.           prkd 1
  10037.           Val 0
  10038.           }
  10039.          sval {
  10040.           prkd 1
  10041.           Val 0
  10042.           }
  10043.          sval {
  10044.           prkd 1
  10045.           Val 0
  10046.           }
  10047.          sval {
  10048.           prkd 1
  10049.           Val 0
  10050.           }
  10051.          sclr {
  10052.           prkd 1
  10053.           colr 0,0,0
  10054.           }
  10055.          }
  10056.         }
  10057.        }
  10058.       opac 1
  10059.       }
  10060.      }
  10061.     }
  10062.    fidl 1
  10063.    pi 0
  10064.    cl 0
  10065.    ev 0
  10066.    evs 1
  10067.    evvs 0
  10068.    evhs 0
  10069.    ph {
  10070.     sap {
  10071.      cpc 0,-2,0
  10072.      cv 0,-2,0
  10073.      cnc 0,-2,0
  10074.      tpc 1,0
  10075.      tv 1,0
  10076.      tnc 1,0
  10077.      bpc 1,0
  10078.      bv 1,0
  10079.      bnc 1,0
  10080.      lpc 1,0
  10081.      lv 1,0
  10082.      lnc 1,0
  10083.      rpc 1,0
  10084.      rv 1,0
  10085.      rnc 1,0
  10086.      cs {
  10087.       pv {
  10088.        bb2D 0,0,0,0
  10089.        pg {
  10090.         p2 {
  10091.          st -2.08974,0.49338
  10092.          ss {
  10093.           s1 -2.08974,-0.64354
  10094.           s1 -0.9099,-0.64354
  10095.           s1 0.49117,0.19304
  10096.           s1 0.48444,1.13695
  10097.           s1 -0.9957,1.13695
  10098.           s3 -0.9957,1.13695,-2.08974,0.49338,-2.08974,0.49338
  10099.           }
  10100.          }
  10101.         }
  10102.        }
  10103.       fl 1
  10104.       sk 1
  10105.       sksh 1
  10106.       twst 0
  10107.       oo 0
  10108.       }
  10109.      }
  10110.     sap {
  10111.      cpc 0,-1.79825,0
  10112.      cv 0,-1.79825,0
  10113.      cnc 0,2,0
  10114.      tpc 1,0
  10115.      tv 1,0
  10116.      tnc 1,0
  10117.      bpc 1,0
  10118.      bv 1,0
  10119.      bnc 1,0
  10120.      lpc 1,0
  10121.      lv 1,0
  10122.      lnc 1,0
  10123.      rpc 1,0
  10124.      rv 1,0
  10125.      rnc 1,0
  10126.      cs {
  10127.       fl 0
  10128.       sk 1
  10129.       sksh 1
  10130.       twst 0
  10131.       oo 1
  10132.       }
  10133.      }
  10134.     }
  10135.    grid {
  10136.     valu 0.5
  10137.     incr 1
  10138.     show 1
  10139.     snap 0
  10140.     spct 0,0,0
  10141.     spsz 4
  10142.     }
  10143.    }
  10144.   ex {
  10145.    nm "slanted roof 1"
  10146.    sh {
  10147.     mapk 0
  10148.     elms {
  10149.      sprm {
  10150.       uvsp 0
  10151.       aexp 1
  10152.       bbox 0,0,2,2
  10153.       mbox 0,0,2,2
  10154.       shdr {
  10155.        scmp {
  10156.         prkd 1
  10157.         ssub {
  10158.          smix {
  10159.           prkd 1
  10160.           ssub {
  10161.            sclr {
  10162.             prkd 1
  10163.             colr 0.85938,0.85938,0.85938
  10164.             }
  10165.            sclr {
  10166.             prkd 1
  10167.             colr 0.99998,0.99998,0.92535
  10168.             }
  10169.            sval {
  10170.             prkd 1
  10171.             Val 0.51613
  10172.             }
  10173.            }
  10174.           }
  10175.          sval {
  10176.           prkd 1
  10177.           Val 0
  10178.           }
  10179.          sval {
  10180.           prkd 1
  10181.           Val 0.03226
  10182.           }
  10183.          sval {
  10184.           prkd 1
  10185.           Val 0
  10186.           }
  10187.          sval {
  10188.           prkd 1
  10189.           Val 0
  10190.           }
  10191.          sval {
  10192.           prkd 1
  10193.           Val 0
  10194.           }
  10195.          sval {
  10196.           prkd 1
  10197.           Val 0
  10198.           }
  10199.          sclr {
  10200.           prkd 1
  10201.           colr 0,0,0
  10202.           }
  10203.          }
  10204.         }
  10205.        }
  10206.       opac 1
  10207.       }
  10208.      }
  10209.     }
  10210.    fidl 1
  10211.    pi 0
  10212.    cl 0
  10213.    ev 0
  10214.    evs 1
  10215.    evvs 0
  10216.    evhs 0
  10217.    ph {
  10218.     sap {
  10219.      cpc 0,-2,0
  10220.      cv 0,-2,0
  10221.      cnc 0,-2,0
  10222.      tpc 1,0
  10223.      tv 1,0
  10224.      tnc 1,0
  10225.      bpc 1,0
  10226.      bv 1,0
  10227.      bnc 1,0
  10228.      lpc 1,0
  10229.      lv 1,0
  10230.      lnc 1,0
  10231.      rpc 1,0
  10232.      rv 1,0
  10233.      rnc 1,0
  10234.      cs {
  10235.       pv {
  10236.        bb2D 0,0,0,0
  10237.        pg {
  10238.         p2 {
  10239.          st -2.08974,0.49338
  10240.          ss {
  10241.           s1 -2.08974,-0.64354
  10242.           s1 -1.14586,-0.64354
  10243.           s1 0.49117,0.38611
  10244.           s1 0.48444,1.13695
  10245.           s1 -0.9957,1.13695
  10246.           s3 -0.9957,1.13695,-2.08974,0.49338,-2.08974,0.49338
  10247.           }
  10248.          }
  10249.         }
  10250.        }
  10251.       fl 1
  10252.       sk 1
  10253.       sksh 1
  10254.       twst 0
  10255.       oo 0
  10256.       }
  10257.      }
  10258.     sap {
  10259.      cpc 0,-1.79825,0
  10260.      cv 0,-1.79825,0
  10261.      cnc 0,2,0
  10262.      tpc 1,0
  10263.      tv 1,0
  10264.      tnc 1,0
  10265.      bpc 1,0
  10266.      bv 1,0
  10267.      bnc 1,0
  10268.      lpc 1,0
  10269.      lv 1,0
  10270.      lnc 1,0
  10271.      rpc 1,0
  10272.      rv 1,0
  10273.      rnc 1,0
  10274.      cs {
  10275.       fl 0
  10276.       sk 1
  10277.       sksh 1
  10278.       twst 0
  10279.       oo 1
  10280.       }
  10281.      }
  10282.     }
  10283.    grid {
  10284.     valu 0.5
  10285.     incr 1
  10286.     show 1
  10287.     snap 0
  10288.     spct 0,0,0
  10289.     spsz 4
  10290.     }
  10291.    }
  10292.   ex {
  10293.    nm "slanted roof 2"
  10294.    sh {
  10295.     mapk 0
  10296.     elms {
  10297.      sprm {
  10298.       uvsp 0
  10299.       aexp 1
  10300.       bbox 0,0,2,2
  10301.       mbox 0,0,2,2
  10302.       shdr {
  10303.        scmp {
  10304.         prkd 1
  10305.         ssub {
  10306.          smix {
  10307.           prkd 1
  10308.           ssub {
  10309.            sclr {
  10310.             prkd 1
  10311.             colr 0.85938,0.85938,0.85938
  10312.             }
  10313.            sclr {
  10314.             prkd 1
  10315.             colr 0.99998,0.99998,0.92535
  10316.             }
  10317.            sval {
  10318.             prkd 1
  10319.             Val 0.51613
  10320.             }
  10321.            }
  10322.           }
  10323.          sval {
  10324.           prkd 1
  10325.           Val 0
  10326.           }
  10327.          sval {
  10328.           prkd 1
  10329.           Val 0.03226
  10330.           }
  10331.          sval {
  10332.           prkd 1
  10333.           Val 0
  10334.           }
  10335.          sval {
  10336.           prkd 1
  10337.           Val 0
  10338.           }
  10339.          sval {
  10340.           prkd 1
  10341.           Val 0
  10342.           }
  10343.          sval {
  10344.           prkd 1
  10345.           Val 0
  10346.           }
  10347.          sclr {
  10348.           prkd 1
  10349.           colr 0,0,0
  10350.           }
  10351.          }
  10352.         }
  10353.        }
  10354.       opac 1
  10355.       }
  10356.      }
  10357.     }
  10358.    fidl 1
  10359.    pi 0
  10360.    cl 0
  10361.    ev 0
  10362.    evs 1
  10363.    evvs 0
  10364.    evhs 0
  10365.    ph {
  10366.     sap {
  10367.      cpc 0,-2,0
  10368.      cv 0,-2,0
  10369.      cnc 0,-2,0
  10370.      tpc 1,0
  10371.      tv 1,0
  10372.      tnc 1,0
  10373.      bpc 1,0
  10374.      bv 1,0
  10375.      bnc 1,0
  10376.      lpc 1,0
  10377.      lv 1,0
  10378.      lnc 1,0
  10379.      rpc 1,0
  10380.      rv 1,0
  10381.      rnc 1,0
  10382.      cs {
  10383.       pv {
  10384.        bb2D 0,0,0,0
  10385.        pg {
  10386.         p2 {
  10387.          st -2.08974,0.49338
  10388.          ss {
  10389.           s1 -2.08974,-0.64354
  10390.           s1 -1.25313,-0.64354
  10391.           s1 0.49117,0.36467
  10392.           s1 0.48444,1.13695
  10393.           s1 -0.9957,1.13695
  10394.           s3 -0.9957,1.13695,-2.08974,0.49338,-2.08974,0.49338
  10395.           }
  10396.          }
  10397.         }
  10398.        }
  10399.       fl 1
  10400.       sk 1
  10401.       sksh 1
  10402.       twst 0
  10403.       oo 0
  10404.       }
  10405.      }
  10406.     sap {
  10407.      cpc 0,-1.79825,0
  10408.      cv 0,-1.79825,0
  10409.      cnc 0,2,0
  10410.      tpc 1,0
  10411.      tv 1,0
  10412.      tnc 1,0
  10413.      bpc 1,0
  10414.      bv 1,0
  10415.      bnc 1,0
  10416.      lpc 1,0
  10417.      lv 1,0
  10418.      lnc 1,0
  10419.      rpc 1,0
  10420.      rv 1,0
  10421.      rnc 1,0
  10422.      cs {
  10423.       fl 0
  10424.       sk 1
  10425.       sksh 1
  10426.       twst 0
  10427.       oo 1
  10428.       }
  10429.      }
  10430.     }
  10431.    grid {
  10432.     valu 0.5
  10433.     incr 1
  10434.     show 1
  10435.     snap 0
  10436.     spct 0,0,0
  10437.     spsz 4
  10438.     }
  10439.    }
  10440.   ex {
  10441.    nm "spout side"
  10442.    sh {
  10443.     mapk 0
  10444.     elms {
  10445.      sprm {
  10446.       uvsp 0
  10447.       aexp 1
  10448.       bbox 0,0,2,2
  10449.       mbox 0,0,2,2
  10450.       shdr {
  10451.        scmp {
  10452.         prkd 1
  10453.         ssub {
  10454.          smix {
  10455.           prkd 1
  10456.           ssub {
  10457.            sclr {
  10458.             prkd 1
  10459.             colr 0.85938,0.85938,0.85938
  10460.             }
  10461.            sclr {
  10462.             prkd 1
  10463.             colr 0.99998,0.99998,0.92535
  10464.             }
  10465.            sval {
  10466.             prkd 1
  10467.             Val 0.44086
  10468.             }
  10469.            }
  10470.           }
  10471.          sval {
  10472.           prkd 1
  10473.           Val 0
  10474.           }
  10475.          sval {
  10476.           prkd 1
  10477.           Val 0.03226
  10478.           }
  10479.          sval {
  10480.           prkd 1
  10481.           Val 0
  10482.           }
  10483.          sval {
  10484.           prkd 1
  10485.           Val 0
  10486.           }
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  10979.           s1 -2.00458,0.18253
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  11011.        pg {
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  11015.           s3 2.27187,0.18253,2.02417,0.26073,1.95897,0.26726
  11016.           s3 1.89377,0.26073,1.72429,0.20859,1.66562,0.20859
  11017.           s3 1.60695,0.20859,1.27448,0.2477,1.1767,0.2477
  11018.           s3 1.07892,0.2477,0.68123,0.20859,0.57692,0.20859
  11019.           s3 0.47263,0.20859,0.29007,0.25423,0.23795,0.25423
  11020.           s3 0.1859,0.25423,-0.15317,0.21512,-0.2054,0.22162
  11021.           s3 -0.25748,0.21512,-0.5443,0.27379,-0.59647,0.27379
  11022.           s3 -0.6487,0.27379,-0.83115,0.22162,-0.88329,0.22162
  11023.           s3 -0.93546,0.22162,-1.39177,0.28682,-1.48305,0.28682
  11024.           s3 -1.5743,0.28682,-1.60692,0.20859,-1.69164,0.20859
  11025.           s3 -1.7504,0.20859,-1.94588,0.29332,-2.00458,0.29332
  11026.           s3 -2.06325,0.29332,-2.31749,0.18253,-2.31749,0.18253
  11027.           }
  11028.          }
  11029.         }
  11030.        }
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  11032.       sk 1
  11033.       sksh 1
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  11035.       oo 0
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  11037.      }
  11038.     }
  11039.    grid {
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  11044.     spct 0,0,0
  11045.     spsz 4
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  11049.    nm "top"
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  11052.     elms {
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  11055.       aexp 1
  11056.       bbox 0,0,2,2
  11057.       mbox 0,0,2,2
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  11070.          sval {
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  11074.          sval {
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  11078.          sval {
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  11080.           Val 0.24474
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  11082.          sval {
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  11096.        }
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  11099.      }
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  11103.    cl 0
  11104.    ev 1
  11105.    evs 1
  11106.    evvs 0
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  11111.      cv 0,-2.13266,0
  11112.      cnc 0,-2.13266,0
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  11117.      bv 1,0
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  11128.        pg {
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  11134.           strk 0,0,0,0,0
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  11144.            s3 0.3555,-0.64357,0.64359,-0.35544,0.64359,0
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  11146.            s3 -0.35544,0.64359,-0.64357,0.35538,-0.64357,0
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  11148.           }
  11149.          }
  11150.         }
  11151.        }
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  11153.       sk 1
  11154.       sksh 1
  11155.       twst 0
  11156.       oo 0
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  11158.      }
  11159.     sap {
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  11161.      cv 0,-1.4034,0
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  11163.      tpc 0.22263,0
  11164.      tv 0.22263,0
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  11169.      lpc 0.22263,0
  11170.      lv 0.22263,0
  11171.      lnc 0.8163,0.15018
  11172.      rpc 0.22263,0
  11173.      rv 0.22263,0
  11174.      rnc 0.8163,0.15018
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  11177.       sk 1
  11178.       sksh 1
  11179.       twst 0
  11180.       oo 1
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  11182.      }
  11183.     sap {
  11184.      cpc 0,-0.93134,0
  11185.      cv 0,-0.7383,0
  11186.      cnc 0,-0.52376,0
  11187.      tpc 0.81624,0.19304
  11188.      tv 0.22263,0
  11189.      tnc 0.77916,0.2146
  11190.      bpc 0.81624,0.19304
  11191.      bv 0.22263,0
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  11193.      lpc 0.81624,0.19304
  11194.      lv 0.22263,0
  11195.      lnc 0.77916,0.2146
  11196.      rpc 0.81624,0.19304
  11197.      rv 0.22263,0
  11198.      rnc 0.77916,0.2146
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  11201.       sk 1
  11202.       sksh 1
  11203.       twst 0
  11204.       oo 1
  11205.       }
  11206.      }
  11207.     sap {
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  11209.      cv 0,-0.03035,0
  11210.      cnc 0,0.33429,0
  11211.      tpc 0.74202,0.23595
  11212.      tv 0.14838,0
  11213.      tnc 0.14835,0.36469
  11214.      bpc 0.74202,0.23595
  11215.      bv 0.14838,0
  11216.      bnc 0.14835,0.36469
  11217.      lpc 0.74202,0.23595
  11218.      lv 0.14838,0
  11219.      lnc 0.14835,0.36469
  11220.      rpc 0.74202,0.23595
  11221.      rv 0.14838,0
  11222.      rnc 0.14835,0.36469
  11223.      cs {
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  11225.       sk 1
  11226.       sksh 1
  11227.       twst 0
  11228.       oo 1
  11229.       }
  11230.      }
  11231.     sap {
  11232.      cpc 0,1.2139,0
  11233.      cv 0,1.2139,0
  11234.      cnc 0,2,0
  11235.      tpc 0.1113,0
  11236.      tv 0.1113,0
  11237.      tnc 1,0
  11238.      bpc 0.1113,0
  11239.      bv 0.1113,0
  11240.      bnc 1,0
  11241.      lpc 0.1113,0
  11242.      lv 0.1113,0
  11243.      lnc 1,0
  11244.      rpc 0.1113,0
  11245.      rv 0.1113,0
  11246.      rnc 1,0
  11247.      cs {
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  11249.       sk 1
  11250.       sksh 1
  11251.       twst 0
  11252.       oo 1
  11253.       }
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  11258.     incr 1
  11259.     show 1
  11260.     snap 0
  11261.     spct 0,0,0
  11262.     spsz 4
  11263.     }
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  11265.   ex {
  11266.    nm "top of square"
  11267.    sh {
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  11269.     elms {
  11270.      sprm {
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  11272.       aexp 1
  11273.       bbox 0,0,6.09656,1.65855
  11274.       mbox 0,0,6.09656,1.65855
  11275.       shdr {
  11276.        scmp {
  11277.         prkd 1
  11278.         ssub {
  11279.          smix {
  11280.           prkd 1
  11281.           ssub {
  11282.            smap {
  11283.             MInf {
  11284.              tile 1
  11285.              seam 0
  11286.              cnth 2
  11287.              cntv 2
  11288.              flph 0
  11289.              flpv 1
  11290.              rotc 2
  11291.              intp 1
  11292.              invC 0
  11293.              }
  11294.             prkd 1
  11295.             CMAp {
  11296.              IMAP 0
  11297.              MDTA {
  11298.               REFN 1
  11299.               TIME "12:02:29 PM995111"
  11300.               }
  11301.              }
  11302.             whit 0
  11303.             }
  11304.            sclr {
  11305.             prkd 1
  11306.             colr 0.99998,0.99998,0.92535
  11307.             }
  11308.            sval {
  11309.             prkd 1
  11310.             Val 0.44086
  11311.             }
  11312.            }
  11313.           }
  11314.          sval {
  11315.           prkd 1
  11316.           Val 0
  11317.           }
  11318.          sval {
  11319.           prkd 1
  11320.           Val 0.03226
  11321.           }
  11322.          sval {
  11323.           prkd 1
  11324.           Val 0
  11325.           }
  11326.          sval {
  11327.           prkd 1
  11328.           Val 0
  11329.           }
  11330.          sval {
  11331.           prkd 1
  11332.           Val 0
  11333.           }
  11334.          sval {
  11335.           prkd 1
  11336.           Val 0
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  11338.          sclr {
  11339.           prkd 1
  11340.           colr 0,0,0
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  11342.          }
  11343.         }
  11344.        }
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  11350.    pi 0
  11351.    cl 0
  11352.    ev 1
  11353.    evs 1
  11354.    evvs 0
  11355.    evhs 0
  11356.    ph {
  11357.     sap {
  11358.      cpc 0,-2,0
  11359.      cv 0,-2,0
  11360.      cnc 0,-2,0
  11361.      tpc 1,0
  11362.      tv 1,0
  11363.      tnc 1,0
  11364.      bpc 1,0
  11365.      bv 1,0
  11366.      bnc 1,0
  11367.      lpc 1,0
  11368.      lv 1,0
  11369.      lnc 1,0
  11370.      rpc 1,0
  11371.      rv 1,0
  11372.      rnc 1,0
  11373.      cs {
  11374.       pv {
  11375.        bb2D 0,0,0,0
  11376.        pg {
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  11380.          styl {
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  11382.           strk 0,0,0,0,0
  11383.           wdth 0
  11384.           isfi 0
  11385.           cap 1
  11386.           join 1
  11387.           }
  11388.          p2 {
  11389.           st -0.76207,-0.76207
  11390.           ss {
  11391.            s1 0.76207,-0.76207
  11392.            s1 0.76207,0.76207
  11393.            s1 -0.76207,0.76207
  11394.            s1 -0.76207,-0.76207
  11395.            }
  11396.           }
  11397.          }
  11398.         pg {
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  11400.          type 0
  11401.          styl {
  11402.           fill 0,1,1,1,0
  11403.           strk 0,0,0,0,0
  11404.           wdth 0
  11405.           isfi 0
  11406.           cap 1
  11407.           join 1
  11408.           }
  11409.          p2 {
  11410.           st -0.50232,0.51482
  11411.           ss {
  11412.            s1 -0.50232,0.51482
  11413.            s1 -0.50232,0.51482
  11414.            s1 -0.50232,0.51482
  11415.            s1 -0.50232,0.51482
  11416.            s1 -0.50232,0.51482
  11417.            s1 -0.50232,0.51482
  11418.            s1 -0.50232,0.51482
  11419.            s1 -0.50232,0.51482
  11420.            }
  11421.           }
  11422.          }
  11423.         }
  11424.        }
  11425.       fl 1
  11426.       sk 1
  11427.       sksh 1
  11428.       twst 0
  11429.       oo 0
  11430.       }
  11431.      }
  11432.     sap {
  11433.      cpc 0,-1.78943,0
  11434.      cv 0,-1.78943,0
  11435.      cnc 0,-1.78943,0
  11436.      tpc 1,0
  11437.      tv 1,0
  11438.      tnc 1,0
  11439.      bpc 1,0
  11440.      bv 1,0
  11441.      bnc 1,0
  11442.      lpc 1,0
  11443.      lv 1,0
  11444.      lnc 1,0
  11445.      rpc 1,0
  11446.      rv 1,0
  11447.      rnc 1,0
  11448.      cs {
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  11450.        bb2D 0,0,0,0
  11451.        pg {
  11452.         pg {
  11453.          mode 0
  11454.          type 0
  11455.          styl {
  11456.           fill 0,1,1,1,0
  11457.           strk 0,0,0,0,0
  11458.           wdth 0
  11459.           isfi 0
  11460.           cap 1
  11461.           join 1
  11462.           }
  11463.          p2 {
  11464.           st 0.53946,0.2363
  11465.           ss {
  11466.            s1 0.22379,0.55504
  11467.            s1 -0.22498,0.5573
  11468.            s1 -0.54387,0.24146
  11469.            s1 -0.547,-0.20728
  11470.            s1 -0.23024,-0.52608
  11471.            s1 0.21848,-0.52826
  11472.            s1 0.5374,-0.21259
  11473.            s1 0.53946,0.2363
  11474.            }
  11475.           }
  11476.          }
  11477.         }
  11478.        }
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  11480.       sk 1
  11481.       sksh 1
  11482.       twst 0
  11483.       oo 0
  11484.       }
  11485.      }
  11486.     sap {
  11487.      cpc 0,-1.15392,0
  11488.      cv 0,-1.15392,0
  11489.      cnc 0,-1.15392,0
  11490.      tpc 1.00034,0
  11491.      tv 1.00034,0
  11492.      tnc 1.00034,0
  11493.      bpc 1.00034,0
  11494.      bv 1.00034,0
  11495.      bnc 1.00034,0
  11496.      lpc 1.00034,0
  11497.      lv 1.00034,0
  11498.      lnc 1.00034,0
  11499.      rpc 1.00034,0
  11500.      rv 1.00034,0
  11501.      rnc 1.00034,0
  11502.      cs {
  11503.       fl 0
  11504.       sk 1
  11505.       sksh 1
  11506.       twst 0
  11507.       oo 1
  11508.       }
  11509.      }
  11510.     sap {
  11511.      cpc 0,-1.14586,0
  11512.      cv 0,-1.14586,0
  11513.      cnc 0,-1.14586,0
  11514.      tpc 1.11957,0
  11515.      tv 1.11957,0
  11516.      tnc 1.1196,0
  11517.      bpc 1.11957,0
  11518.      bv 1.11957,0
  11519.      bnc 1.1196,0
  11520.      lpc 1.11957,0
  11521.      lv 1.11957,0
  11522.      lnc 1.1196,0
  11523.      rpc 1.11957,0
  11524.      rv 1.11957,0
  11525.      rnc 1.1196,0
  11526.      cs {
  11527.       fl 0
  11528.       sk 1
  11529.       sksh 1
  11530.       twst 0
  11531.       oo 1
  11532.       }
  11533.      }
  11534.     sap {
  11535.      cpc 0,-1.04935,0
  11536.      cv 0,-1.04935,0
  11537.      cnc 0,-1.04935,0
  11538.      tpc 1.11954,0
  11539.      tv 1.11954,0
  11540.      tnc 1.11954,0
  11541.      bpc 1.11954,0
  11542.      bv 1.11954,0
  11543.      bnc 1.11954,0
  11544.      lpc 1.11954,0
  11545.      lv 1.11954,0
  11546.      lnc 1.11954,0
  11547.      rpc 1.11954,0
  11548.      rv 1.11954,0
  11549.      rnc 1.11954,0
  11550.      cs {
  11551.       fl 0
  11552.       sk 1
  11553.       sksh 1
  11554.       twst 0
  11555.       oo 1
  11556.       }
  11557.      }
  11558.     sap {
  11559.      cpc 0,-0.7383,0
  11560.      cv 0,-0.7383,0
  11561.      cnc 0,-0.7383,0
  11562.      tpc 1.74599,0
  11563.      tv 1.74599,0
  11564.      tnc 1.74599,0
  11565.      bpc 1.74599,0
  11566.      bv 1.74599,0
  11567.      bnc 1.74599,0
  11568.      lpc 1.74599,0
  11569.      lv 1.74599,0
  11570.      lnc 1.74599,0
  11571.      rpc 1.74599,0
  11572.      rv 1.74599,0
  11573.      rnc 1.74599,0
  11574.      cs {
  11575.       fl 0
  11576.       sk 1
  11577.       sksh 1
  11578.       twst 0
  11579.       oo 1
  11580.       }
  11581.      }
  11582.     sap {
  11583.      cpc 0,-0.65784,0
  11584.      cv 0,-0.65784,0
  11585.      cnc 0,-0.65784,0
  11586.      tpc 1.74596,0
  11587.      tv 1.74596,0
  11588.      tnc 1.74599,0
  11589.      bpc 1.74596,0
  11590.      bv 1.74596,0
  11591.      bnc 1.74599,0
  11592.      lpc 1.74596,0
  11593.      lv 1.74596,0
  11594.      lnc 1.74599,0
  11595.      rpc 1.74596,0
  11596.      rv 1.74596,0
  11597.      rnc 1.74599,0
  11598.      cs {
  11599.       fl 0
  11600.       sk 1
  11601.       sksh 1
  11602.       twst 0
  11603.       oo 1
  11604.       }
  11605.      }
  11606.     sap {
  11607.      cpc 0,-0.65784,0
  11608.      cv 0,-0.65784,0
  11609.      cnc 0,-0.65784,0
  11610.      tpc 1.78162,0
  11611.      tv 1.78162,0
  11612.      tnc 1.78162,0
  11613.      bpc 1.78162,0
  11614.      bv 1.78162,0
  11615.      bnc 1.78162,0
  11616.      lpc 1.78162,0
  11617.      lv 1.78162,0
  11618.      lnc 1.78162,0
  11619.      rpc 1.78162,0
  11620.      rv 1.78162,0
  11621.      rnc 1.78162,0
  11622.      cs {
  11623.       fl 0
  11624.       sk 1
  11625.       sksh 1
  11626.       twst 0
  11627.       oo 1
  11628.       }
  11629.      }
  11630.     sap {
  11631.      cpc 0,-0.48087,0
  11632.      cv 0,-0.48087,0
  11633.      cnc 0,-0.48087,0
  11634.      tpc 1.78383,0
  11635.      tv 1.78383,0
  11636.      tnc 1.78383,0
  11637.      bpc 1.78383,0
  11638.      bv 1.78383,0
  11639.      bnc 1.78383,0
  11640.      lpc 1.78383,0
  11641.      lv 1.78383,0
  11642.      lnc 1.78383,0
  11643.      rpc 1.78383,0
  11644.      rv 1.78383,0
  11645.      rnc 1.78383,0
  11646.      cs {
  11647.       fl 0
  11648.       sk 1
  11649.       sksh 1
  11650.       twst 0
  11651.       oo 1
  11652.       }
  11653.      }
  11654.     sap {
  11655.      cpc 0,-0.48087,0
  11656.      cv 0,-0.48087,0
  11657.      cnc 0,-0.48087,0
  11658.      tpc 1.69379,0
  11659.      tv 1.69379,0
  11660.      tnc 1.69379,0
  11661.      bpc 1.69379,0
  11662.      bv 1.69379,0
  11663.      bnc 1.69379,0
  11664.      lpc 1.69379,0
  11665.      lv 1.69379,0
  11666.      lnc 1.69379,0
  11667.      rpc 1.69379,0
  11668.      rv 1.69379,0
  11669.      rnc 1.69379,0
  11670.      cs {
  11671.       fl 0
  11672.       sk 1
  11673.       sksh 1
  11674.       twst 0
  11675.       oo 1
  11676.       }
  11677.      }
  11678.     sap {
  11679.      cpc 0,-0.62029,0
  11680.      cv 0,-0.62029,0
  11681.      cnc 0,2,0
  11682.      tpc 1.69266,0
  11683.      tv 1.69266,0
  11684.      tnc 1,0
  11685.      bpc 1.69266,0
  11686.      bv 1.69266,0
  11687.      bnc 1,0
  11688.      lpc 1.69266,0
  11689.      lv 1.69266,0
  11690.      lnc 1,0
  11691.      rpc 1.69266,0
  11692.      rv 1.69266,0
  11693.      rnc 1,0
  11694.      cs {
  11695.       fl 0
  11696.       sk 1
  11697.       sksh 1
  11698.       twst 0
  11699.       oo 1
  11700.       }
  11701.      }
  11702.     }
  11703.    grid {
  11704.     valu 0.5
  11705.     incr 1
  11706.     show 1
  11707.     snap 0
  11708.     spct 0,0,0
  11709.     spsz 4
  11710.     }
  11711.    }
  11712.   ex {
  11713.    nm "top of square 1"
  11714.    sh {
  11715.     mapk 0
  11716.     elms {
  11717.      sprm {
  11718.       uvsp 0
  11719.       aexp 1
  11720.       bbox 0,0,5.20921,1.65855
  11721.       mbox 0,0,5.20921,1.65855
  11722.       shdr {
  11723.        scmp {
  11724.         prkd 1
  11725.         ssub {
  11726.          smix {
  11727.           prkd 1
  11728.           ssub {
  11729.            smap {
  11730.             MInf {
  11731.              tile 1
  11732.              seam 0
  11733.              cnth 2
  11734.              cntv 2
  11735.              flph 0
  11736.              flpv 1
  11737.              rotc 2
  11738.              intp 1
  11739.              invC 0
  11740.              }
  11741.             prkd 1
  11742.             CMAp {
  11743.              IMAP 0
  11744.              MDTA {
  11745.               REFN 1
  11746.               TIME "12:02:29 PM995111"
  11747.               }
  11748.              }
  11749.             whit 0
  11750.             }
  11751.            sclr {
  11752.             prkd 1
  11753.             colr 0.99998,0.99998,0.92535
  11754.             }
  11755.            sval {
  11756.             prkd 1
  11757.             Val 0.44086
  11758.             }
  11759.            }
  11760.           }
  11761.          sval {
  11762.           prkd 1
  11763.           Val 0
  11764.           }
  11765.          sval {
  11766.           prkd 1
  11767.           Val 0.03226
  11768.           }
  11769.          sval {
  11770.           prkd 1
  11771.           Val 0
  11772.           }
  11773.          sval {
  11774.           prkd 1
  11775.           Val 0
  11776.           }
  11777.          sval {
  11778.           prkd 1
  11779.           Val 0
  11780.           }
  11781.          sval {
  11782.           prkd 1
  11783.           Val 0
  11784.           }
  11785.          sclr {
  11786.           prkd 1
  11787.           colr 0,0,0
  11788.           }
  11789.          }
  11790.         }
  11791.        }
  11792.       opac 1
  11793.       }
  11794.      }
  11795.     }
  11796.    fidl 1
  11797.    pi 0
  11798.    cl 0
  11799.    ev 1
  11800.    evs 1
  11801.    evvs 0
  11802.    evhs 0
  11803.    ph {
  11804.     sap {
  11805.      cpc 0,-2,0
  11806.      cv 0,-2,0
  11807.      cnc 0,-2,0
  11808.      tpc 1,0
  11809.      tv 1,0
  11810.      tnc 1,0
  11811.      bpc 1,0
  11812.      bv 1,0
  11813.      bnc 1,0
  11814.      lpc 1,0
  11815.      lv 1,0
  11816.      lnc 1,0
  11817.      rpc 1,0
  11818.      rv 1,0
  11819.      rnc 1,0
  11820.      cs {
  11821.       pv {
  11822.        bb2D 0,0,0,0
  11823.        pg {
  11824.         pg {
  11825.          mode 0
  11826.          type 0
  11827.          styl {
  11828.           fill 0,1,1,1,0
  11829.           strk 0,0,0,0,0
  11830.           wdth 0
  11831.           isfi 0
  11832.           cap 1
  11833.           join 1
  11834.           }
  11835.          p2 {
  11836.           st 0.7829,0.34273
  11837.           ss {
  11838.            s1 0.32462,0.80539
  11839.            s1 -0.3266,0.80852
  11840.            s1 -0.78925,0.35036
  11841.            s1 -0.79236,-0.30083
  11842.            s1 -0.33414,-0.76343
  11843.            s1 0.31699,-0.76659
  11844.            s1 0.77965,-0.3084
  11845.            s1 0.7829,0.34273
  11846.            }
  11847.           }
  11848.          }
  11849.         }
  11850.        }
  11851.       fl 1
  11852.       sk 1
  11853.       sksh 1
  11854.       twst 0
  11855.       oo 0
  11856.       }
  11857.      }
  11858.     sap {
  11859.      cpc 0,-1.78943,0
  11860.      cv 0,-1.78943,0
  11861.      cnc 0,-1.78943,0
  11862.      tpc 1,0
  11863.      tv 1,0
  11864.      tnc 1,0
  11865.      bpc 1,0
  11866.      bv 1,0
  11867.      bnc 1,0
  11868.      lpc 1,0
  11869.      lv 1,0
  11870.      lnc 1,0
  11871.      rpc 1,0
  11872.      rv 1,0
  11873.      rnc 1,0
  11874.      cs {
  11875.       pv {
  11876.        bb2D 0,0,0,0
  11877.        pg {
  11878.         pg {
  11879.          mode 0
  11880.          type 0
  11881.          styl {
  11882.           fill 0,1,1,1,0
  11883.           strk 0,0,0,0,0
  11884.           wdth 0
  11885.           isfi 0
  11886.           cap 1
  11887.           join 1
  11888.           }
  11889.          p2 {
  11890.           st 0.53946,0.2363
  11891.           ss {
  11892.            s1 0.22379,0.55504
  11893.            s1 -0.22498,0.5573
  11894.            s1 -0.54387,0.24146
  11895.            s1 -0.547,-0.20728
  11896.            s1 -0.23024,-0.52608
  11897.            s1 0.21848,-0.52826
  11898.            s1 0.5374,-0.21259
  11899.            s1 0.53946,0.2363
  11900.            }
  11901.           }
  11902.          }
  11903.         }
  11904.        }
  11905.       fl 0
  11906.       sk 1
  11907.       sksh 1
  11908.       twst 0
  11909.       oo 0
  11910.       }
  11911.      }
  11912.     sap {
  11913.      cpc 0,-1.15392,0
  11914.      cv 0,-1.15392,0
  11915.      cnc 0,-1.15392,0
  11916.      tpc 1.00034,0
  11917.      tv 1.00034,0
  11918.      tnc 1.00034,0
  11919.      bpc 1.00034,0
  11920.      bv 1.00034,0
  11921.      bnc 1.00034,0
  11922.      lpc 1.00034,0
  11923.      lv 1.00034,0
  11924.      lnc 1.00034,0
  11925.      rpc 1.00034,0
  11926.      rv 1.00034,0
  11927.      rnc 1.00034,0
  11928.      cs {
  11929.       fl 0
  11930.       sk 1
  11931.       sksh 1
  11932.       twst 0
  11933.       oo 1
  11934.       }
  11935.      }
  11936.     sap {
  11937.      cpc 0,-1.14586,0
  11938.      cv 0,-1.14586,0
  11939.      cnc 0,-1.14586,0
  11940.      tpc 1.11957,0
  11941.      tv 1.11957,0
  11942.      tnc 1.1196,0
  11943.      bpc 1.11957,0
  11944.      bv 1.11957,0
  11945.      bnc 1.1196,0
  11946.      lpc 1.11957,0
  11947.      lv 1.11957,0
  11948.      lnc 1.1196,0
  11949.      rpc 1.11957,0
  11950.      rv 1.11957,0
  11951.      rnc 1.1196,0
  11952.      cs {
  11953.       fl 0
  11954.       sk 1
  11955.       sksh 1
  11956.       twst 0
  11957.       oo 1
  11958.       }
  11959.      }
  11960.     sap {
  11961.      cpc 0,-1.04935,0
  11962.      cv 0,-1.04935,0
  11963.      cnc 0,-1.04935,0
  11964.      tpc 1.11954,0
  11965.      tv 1.11954,0
  11966.      tnc 1.11954,0
  11967.      bpc 1.11954,0
  11968.      bv 1.11954,0
  11969.      bnc 1.11954,0
  11970.      lpc 1.11954,0
  11971.      lv 1.11954,0
  11972.      lnc 1.11954,0
  11973.      rpc 1.11954,0
  11974.      rv 1.11954,0
  11975.      rnc 1.11954,0
  11976.      cs {
  11977.       fl 0
  11978.       sk 1
  11979.       sksh 1
  11980.       twst 0
  11981.       oo 1
  11982.       }
  11983.      }
  11984.     sap {
  11985.      cpc 0,-0.7383,0
  11986.      cv 0,-0.7383,0
  11987.      cnc 0,-0.7383,0
  11988.      tpc 1.74599,0
  11989.      tv 1.74599,0
  11990.      tnc 1.74599,0
  11991.      bpc 1.74599,0
  11992.      bv 1.74599,0
  11993.      bnc 1.74599,0
  11994.      lpc 1.74599,0
  11995.      lv 1.74599,0
  11996.      lnc 1.74599,0
  11997.      rpc 1.74599,0
  11998.      rv 1.74599,0
  11999.      rnc 1.74599,0
  12000.      cs {
  12001.       fl 0
  12002.       sk 1
  12003.       sksh 1
  12004.       twst 0
  12005.       oo 1
  12006.       }
  12007.      }
  12008.     sap {
  12009.      cpc 0,-0.65784,0
  12010.      cv 0,-0.65784,0
  12011.      cnc 0,-0.65784,0
  12012.      tpc 1.74596,0
  12013.      tv 1.74596,0
  12014.      tnc 1.74599,0
  12015.      bpc 1.74596,0
  12016.      bv 1.74596,0
  12017.      bnc 1.74599,0
  12018.      lpc 1.74596,0
  12019.      lv 1.74596,0
  12020.      lnc 1.74599,0
  12021.      rpc 1.74596,0
  12022.      rv 1.74596,0
  12023.      rnc 1.74599,0
  12024.      cs {
  12025.       fl 0
  12026.       sk 1
  12027.       sksh 1
  12028.       twst 0
  12029.       oo 1
  12030.       }
  12031.      }
  12032.     sap {
  12033.      cpc 0,-0.65784,0
  12034.      cv 0,-0.65784,0
  12035.      cnc 0,-0.65784,0
  12036.      tpc 1.78162,0
  12037.      tv 1.78162,0
  12038.      tnc 1.78162,0
  12039.      bpc 1.78162,0
  12040.      bv 1.78162,0
  12041.      bnc 1.78162,0
  12042.      lpc 1.78162,0
  12043.      lv 1.78162,0
  12044.      lnc 1.78162,0
  12045.      rpc 1.78162,0
  12046.      rv 1.78162,0
  12047.      rnc 1.78162,0
  12048.      cs {
  12049.       fl 0
  12050.       sk 1
  12051.       sksh 1
  12052.       twst 0
  12053.       oo 1
  12054.       }
  12055.      }
  12056.     sap {
  12057.      cpc 0,-0.48087,0
  12058.      cv 0,-0.48087,0
  12059.      cnc 0,-0.48087,0
  12060.      tpc 1.78383,0
  12061.      tv 1.78383,0
  12062.      tnc 1.78383,0
  12063.      bpc 1.78383,0
  12064.      bv 1.78383,0
  12065.      bnc 1.78383,0
  12066.      lpc 1.78383,0
  12067.      lv 1.78383,0
  12068.      lnc 1.78383,0
  12069.      rpc 1.78383,0
  12070.      rv 1.78383,0
  12071.      rnc 1.78383,0
  12072.      cs {
  12073.       fl 0
  12074.       sk 1
  12075.       sksh 1
  12076.       twst 0
  12077.       oo 1
  12078.       }
  12079.      }
  12080.     sap {
  12081.      cpc 0,-0.48087,0
  12082.      cv 0,-0.48087,0
  12083.      cnc 0,-0.48087,0
  12084.      tpc 1.69379,0
  12085.      tv 1.69379,0
  12086.      tnc 1.69379,0
  12087.      bpc 1.69379,0
  12088.      bv 1.69379,0
  12089.      bnc 1.69379,0
  12090.      lpc 1.69379,0
  12091.      lv 1.69379,0
  12092.      lnc 1.69379,0
  12093.      rpc 1.69379,0
  12094.      rv 1.69379,0
  12095.      rnc 1.69379,0
  12096.      cs {
  12097.       fl 0
  12098.       sk 1
  12099.       sksh 1
  12100.       twst 0
  12101.       oo 1
  12102.       }
  12103.      }
  12104.     sap {
  12105.      cpc 0,-0.62029,0
  12106.      cv 0,-0.62029,0
  12107.      cnc 0,2,0
  12108.      tpc 1.69266,0
  12109.      tv 1.69266,0
  12110.      tnc 1,0
  12111.      bpc 1.69266,0
  12112.      bv 1.69266,0
  12113.      bnc 1,0
  12114.      lpc 1.69266,0
  12115.      lv 1.69266,0
  12116.      lnc 1,0
  12117.      rpc 1.69266,0
  12118.      rv 1.69266,0
  12119.      rnc 1,0
  12120.      cs {
  12121.       fl 0
  12122.       sk 1
  12123.       sksh 1
  12124.       twst 0
  12125.       oo 1
  12126.       }
  12127.      }
  12128.     }
  12129.    grid {
  12130.     valu 0.5
  12131.     incr 1
  12132.     show 1
  12133.     snap 0
  12134.     spct 0,0,0
  12135.     spsz 4
  12136.     }
  12137.    }
  12138.   ex {
  12139.    nm "window"
  12140.    sh {
  12141.     mapk 0
  12142.     elms {
  12143.      sprm {
  12144.       uvsp 0
  12145.       aexp 1
  12146.       bbox 0,0,2,2
  12147.       mbox 0,0,2,2
  12148.       shdr {
  12149.        scmp {
  12150.         prkd 1
  12151.         ssub {
  12152.          sclr {
  12153.           prkd 1
  12154.           colr 0.88058,0.92535,0.94028
  12155.           }
  12156.          sval {
  12157.           prkd 1
  12158.           Val 0.15044
  12159.           }
  12160.          sval {
  12161.           prkd 1
  12162.           Val 0.10744
  12163.           }
  12164.          sval {
  12165.           prkd 1
  12166.           Val 0
  12167.           }
  12168.          sval {
  12169.           prkd 1
  12170.           Val 0.10751
  12171.           }
  12172.          sval {
  12173.           prkd 1
  12174.           Val 0
  12175.           }
  12176.          sval {
  12177.           prkd 1
  12178.           Val 0.30098
  12179.           }
  12180.          sclr {
  12181.           prkd 1
  12182.           colr 0,0,0
  12183.           }
  12184.          }
  12185.         }
  12186.        }
  12187.       opac 1
  12188.       }
  12189.      }
  12190.     }
  12191.    fidl 1
  12192.    pi 0
  12193.    cl 0
  12194.    ev 0
  12195.    evs 1
  12196.    evvs 0
  12197.    evhs 0
  12198.    ph {
  12199.     sap {
  12200.      cpc 0,-2,0
  12201.      cv 0,-2,0
  12202.      cnc 0,-2,0
  12203.      tpc 1,0
  12204.      tv 1,0
  12205.      tnc 1,0
  12206.      bpc 1,0
  12207.      bv 1,0
  12208.      bnc 1,0
  12209.      lpc 1,0
  12210.      lv 1,0
  12211.      lnc 1,0
  12212.      rpc 1,0
  12213.      rv 1,0
  12214.      rnc 1,0
  12215.      cs {
  12216.       pv {
  12217.        bb2D 0,0,0,0
  12218.        pg {
  12219.         pg {
  12220.          mode 0
  12221.          type 0
  12222.          styl {
  12223.           fill 0,1,1,1,0
  12224.           strk 0,0,0,0,0
  12225.           wdth 0
  12226.           isfi 0
  12227.           cap 1
  12228.           join 1
  12229.           }
  12230.          p2 {
  12231.           st -1.01648,0.06612
  12232.           ss {
  12233.            s1 -0.13669,0.06612
  12234.            s1 -0.13669,2.55533
  12235.            s1 -1.01648,2.55533
  12236.            s1 -1.01648,0.06612
  12237.            }
  12238.           }
  12239.          }
  12240.         }
  12241.        }
  12242.       fl 1
  12243.       sk 1
  12244.       sksh 1
  12245.       twst 0
  12246.       oo 0
  12247.       }
  12248.      }
  12249.     sap {
  12250.      cpc 0,-1.85892,0
  12251.      cv 0,-1.85892,0
  12252.      cnc 0,2,0
  12253.      tpc 1,0
  12254.      tv 1,0
  12255.      tnc 1,0
  12256.      bpc 1,0
  12257.      bv 1,0
  12258.      bnc 1,0
  12259.      lpc 1,0
  12260.      lv 1,0
  12261.      lnc 1,0
  12262.      rpc 1,0
  12263.      rv 1,0
  12264.      rnc 1,0
  12265.      cs {
  12266.       fl 0
  12267.       sk 1
  12268.       sksh 1
  12269.       twst 0
  12270.       oo 1
  12271.       }
  12272.      }
  12273.     }
  12274.    grid {
  12275.     valu 0.5
  12276.     incr 1
  12277.     show 1
  12278.     snap 0
  12279.     spct 0,0,0
  12280.     spsz 4
  12281.     }
  12282.    }
  12283.   }
  12284.  tr {
  12285.   gr {
  12286.    nm "Universe"
  12287.    AnTr 1
  12288.    Cloa 1
  12289.    tran {
  12290.     po 0,0,0
  12291.     }
  12292.    XYZs 1,1,1
  12293.    MPSt 0
  12294.    so {
  12295.     gr {
  12296.      nm "mecca"
  12297.      AnTr 1
  12298.      Cloa 1
  12299.      tran {
  12300.       po 0,0,0
  12301.       hp -0.20673,0.243,3.42226
  12302.       }
  12303.      XYZs 1,1,1
  12304.      MPSt 0
  12305.      so {
  12306.       gr {
  12307.        nm "walls"
  12308.        AnTr 1
  12309.        Cloa 1
  12310.        tran {
  12311.         po 0,0,0
  12312.         hp -0.05132,0,-0.02112
  12313.         }
  12314.        XYZs 1,1,1
  12315.        MPSt 0
  12316.        so {
  12317.         gr {
  12318.          nm "inner walls"
  12319.          AnTr 1
  12320.          Cloa 1
  12321.          tran {
  12322.           po 0,0,0
  12323.           hp 6.59853,6.2007,-1.03748
  12324.           }
  12325.          XYZs 1,1,1
  12326.          MPSt 0
  12327.          so {
  12328.           gr {
  12329.            nm "wall"
  12330.            AnTr 1
  12331.            Cloa 1
  12332.            tran {
  12333.             po 6.60999,-0.01035,-1.03748
  12334.             hp 6.60999,-0.01035,-1.03748
  12335.             }
  12336.            XYZs 1,1,1
  12337.            MPSt 0
  12338.            so {
  12339.             gr {
  12340.              nm "twenty arch wall"
  12341.              AnTr 1
  12342.              Cloa 1
  12343.              tran {
  12344.               po 6.627,-1.63489,-1.0374
  12345.               Scal 0.63344
  12346.               hp 3.9536,-1.73302,-0.57068
  12347.               }
  12348.              XYZs 1,1,1
  12349.              MPSt 0
  12350.              so {
  12351.               gr {
  12352.                nm "twenty arch wall"
  12353.                AnTr 1
  12354.                Cloa 1
  12355.                tran {
  12356.                 po 3.9536,-1.73302,0.05748
  12357.                 hp 3.9536,-1.73302,0.05748
  12358.                 }
  12359.                XYZs 1,1,1
  12360.                MPSt 0
  12361.                so {
  12362.                 inpr {
  12363.                  AnTr 1
  12364.                  Cloa 1
  12365.                  tran {
  12366.                   po 0.31412,-1.73302,0.05748
  12367.                   hp 0.31383,-1.73227,0.05748
  12368.                   }
  12369.                  XYZs 1,1,1
  12370.                  MPSt 0
  12371.                  sh {
  12372.                   mapk 0
  12373.                   elms {
  12374.                    sprm {
  12375.                     uvsp 84
  12376.                     aexp 1
  12377.                     bbox 0,0,3.3716,0.53561
  12378.                     mbox 0,0,3.3716,0.53561
  12379.                     shdr {
  12380.                      scmp {
  12381.                       prkd 1
  12382.                       ssub {
  12383.                        smix {
  12384.                         prkd 1
  12385.                         ssub {
  12386.                          sclr {
  12387.                           prkd 1
  12388.                           colr 0.85938,0.85938,0.85938
  12389.                           }
  12390.                          sclr {
  12391.                           prkd 1
  12392.                           colr 0.99998,0.99998,0.92535
  12393.                           }
  12394.                          sval {
  12395.                           prkd 1
  12396.                           Val 0.44086
  12397.                           }
  12398.                          }
  12399.                         }
  12400.                        sval {
  12401.                         prkd 1
  12402.                         Val 0
  12403.                         }
  12404.                        sval {
  12405.                         prkd 1
  12406.                         Val 0.03226
  12407.                         }
  12408.                        sval {
  12409.                         prkd 1
  12410.                         Val 0
  12411.                         }
  12412.                        sval {
  12413.                         prkd 1
  12414.                         Val 0
  12415.                         }
  12416.                        sval {
  12417.                         prkd 1
  12418.                         Val 0
  12419.                         }
  12420.                        sval {
  12421.                         prkd 1
  12422.                         Val 0
  12423.                         }
  12424.                        sclr {
  12425.                         prkd 1
  12426.                         colr 0,0,0
  12427.                         }
  12428.                        }
  12429.                       }
  12430.                      }
  12431.                     opac 1
  12432.                     }
  12433.                    }
  12434.                   }
  12435.                  ob "arch"
  12436.                  }
  12437.                 inpr {
  12438.                  AnTr 1
  12439.                  Cloa 1
  12440.                  tran {
  12441.                   po 7.5929,-1.73302,0.05748
  12442.                   hp 0.31383,-1.73227,0.05748
  12443.                   }
  12444.                  XYZs 1,1,1
  12445.                  MPSt 0
  12446.                  sh {
  12447.                   mapk 0
  12448.                   elms {
  12449.                    sprm {
  12450.                     uvsp 108
  12451.                     aexp 1
  12452.                     bbox 0,0,3.3716,0.53561
  12453.                     mbox 0,0,3.3716,0.53561
  12454.                     shdr {
  12455.                      scmp {
  12456.                       prkd 1
  12457.                       ssub {
  12458.                        smix {
  12459.                         prkd 1
  12460.                         ssub {
  12461.                          sclr {
  12462.                           prkd 1
  12463.                           colr 0.85938,0.85938,0.85938
  12464.                           }
  12465.                          sclr {
  12466.                           prkd 1
  12467.                           colr 0.99998,0.99998,0.92535
  12468.                           }
  12469.                          sval {
  12470.                           prkd 1
  12471.                           Val 0.44086
  12472.                           }
  12473.                          }
  12474.                         }
  12475.                        sval {
  12476.                         prkd 1
  12477.                         Val 0
  12478.                         }
  12479.                        sval {
  12480.                         prkd 1
  12481.                         Val 0.03226
  12482.                         }
  12483.                        sval {
  12484.                         prkd 1
  12485.                         Val 0
  12486.                         }
  12487.                        sval {
  12488.                         prkd 1
  12489.                         Val 0
  12490.                         }
  12491.                        sval {
  12492.                         prkd 1
  12493.                         Val 0
  12494.                         }
  12495.                        sval {
  12496.                         prkd 1
  12497.                         Val 0
  12498.                         }
  12499.                        sclr {
  12500.                         prkd 1
  12501.                         colr 0,0,0
  12502.                         }
  12503.                        }
  12504.                       }
  12505.                      }
  12506.                     opac 1
  12507.                     }
  12508.                    }
  12509.                   }
  12510.                  ob "arch"
  12511.                  }
  12512.                 }
  12513.                boxM 11.24422,-1.4653,0.70251
  12514.                boxm -3.3372,-2.00075,-0.58754
  12515.                open 0
  12516.                }
  12517.               gr {
  12518.                nm "twenty arch wall"
  12519.                AnTr 1
  12520.                Cloa 1
  12521.                tran {
  12522.                 po 3.9536,-1.73302,-1.19884
  12523.                 hp 3.9536,-1.73302,0.05748
  12524.                 }
  12525.                XYZs 1,1,1
  12526.                MPSt 0
  12527.                so {
  12528.                 inpr {
  12529.                  AnTr 1
  12530.                  Cloa 1
  12531.                  tran {
  12532.                   po 0.31412,-1.73302,0.05748
  12533.                   hp 0.31383,-1.73227,0.05748
  12534.                   }
  12535.                  XYZs 1,1,1
  12536.                  MPSt 0
  12537.                  sh {
  12538.                   mapk 0
  12539.                   elms {
  12540.                    sprm {
  12541.                     uvsp 108
  12542.                     aexp 1
  12543.                     bbox 0,0,3.3716,0.53561
  12544.                     mbox 0,0,3.3716,0.53561
  12545.                     shdr {
  12546.                      scmp {
  12547.                       prkd 1
  12548.                       ssub {
  12549.                        smix {
  12550.                         prkd 1
  12551.                         ssub {
  12552.                          sclr {
  12553.                           prkd 1
  12554.                           colr 0.85938,0.85938,0.85938
  12555.                           }
  12556.                          sclr {
  12557.                           prkd 1
  12558.                           colr 0.99998,0.99998,0.92535
  12559.                           }
  12560.                          sval {
  12561.                           prkd 1
  12562.                           Val 0.44086
  12563.                           }
  12564.                          }
  12565.                         }
  12566.                        sval {
  12567.                         prkd 1
  12568.                         Val 0
  12569.                         }
  12570.                        sval {
  12571.                         prkd 1
  12572.                         Val 0.03226
  12573.                         }
  12574.                        sval {
  12575.                         prkd 1
  12576.                         Val 0
  12577.                         }
  12578.                        sval {
  12579.                         prkd 1
  12580.                         Val 0
  12581.                         }
  12582.                        sval {
  12583.                         prkd 1
  12584.                         Val 0
  12585.                         }
  12586.                        sval {
  12587.                         prkd 1
  12588.                         Val 0
  12589.                         }
  12590.                        sclr {
  12591.                         prkd 1
  12592.                         colr 0,0,0
  12593.                         }
  12594.                        }
  12595.                       }
  12596.                      }
  12597.                     opac 1
  12598.                     }
  12599.                    }
  12600.                   }
  12601.                  ob "arch"
  12602.                  }
  12603.                 inpr {
  12604.                  AnTr 1
  12605.                  Cloa 1
  12606.                  tran {
  12607.                   po 7.5929,-1.73302,0.05748
  12608.                   hp 0.31383,-1.73227,0.05748
  12609.                   }
  12610.                  XYZs 1,1,1
  12611.                  MPSt 0
  12612.                  sh {
  12613.                   mapk 0
  12614.                   elms {
  12615.                    sprm {
  12616.                     uvsp 108
  12617.                     aexp 1
  12618.                     bbox 0,0,3.3716,0.53561
  12619.                     mbox 0,0,3.3716,0.53561
  12620.                     shdr {
  12621.                      scmp {
  12622.                       prkd 1
  12623.                       ssub {
  12624.                        smix {
  12625.                         prkd 1
  12626.                         ssub {
  12627.                          sclr {
  12628.                           prkd 1
  12629.                           colr 0.85938,0.85938,0.85938
  12630.                           }
  12631.                          sclr {
  12632.                           prkd 1
  12633.                           colr 0.99998,0.99998,0.92535
  12634.                           }
  12635.                          sval {
  12636.                           prkd 1
  12637.                           Val 0.44086
  12638.                           }
  12639.                          }
  12640.                         }
  12641.                        sval {
  12642.                         prkd 1
  12643.                         Val 0
  12644.                         }
  12645.                        sval {
  12646.                         prkd 1
  12647.                         Val 0.03226
  12648.                         }
  12649.                        sval {
  12650.                         prkd 1
  12651.                         Val 0
  12652.                         }
  12653.                        sval {
  12654.                         prkd 1
  12655.                         Val 0
  12656.                         }
  12657.                        sval {
  12658.                         prkd 1
  12659.                         Val 0
  12660.                         }
  12661.                        sval {
  12662.                         prkd 1
  12663.                         Val 0
  12664.                         }
  12665.                        sclr {
  12666.                         prkd 1
  12667.                         colr 0,0,0
  12668.                         }
  12669.                        }
  12670.                       }
  12671.                      }
  12672.                     opac 1
  12673.                     }
  12674.                    }
  12675.                   }
  12676.                  ob "arch"
  12677.                  }
  12678.                 }
  12679.                boxM 11.24422,-1.4653,0.70251
  12680.                boxm -3.3372,-2.00075,-0.58754
  12681.                open 0
  12682.                }
  12683.               }
  12684.              boxM 11.24409,-1.46532,0.70247
  12685.              boxm -3.3371,-2.00075,-1.84387
  12686.              open 0
  12687.              }
  12688.             gr {
  12689.              nm "three arch wall"
  12690.              AnTr 1
  12691.              Cloa 1
  12692.              tran {
  12693.               po 2.00005,-0.89676,-1.03818
  12694.               hp 2.1801,-0.89676,-1.03818
  12695.               }
  12696.              XYZs 1,1,1
  12697.              MPSt 0
  12698.              so {
  12699.               inpr {
  12700.                AnTr 1
  12701.                Cloa 1
  12702.                tran {
  12703.                 po 2.18015,-0.89673,-0.63927
  12704.                 mat 0,0.99994,0,-0.99994,0,0,0,0,1
  12705.                 Scal 0.6335
  12706.                 hp 2.72913,-1.73227,0.05478
  12707.                 }
  12708.                XYZs 1,1,1
  12709.                MPSt 0
  12710.                sh {
  12711.                 mapk 0
  12712.                 elms {
  12713.                  }
  12714.                 }
  12715.                ob "arch 1"
  12716.                }
  12717.               inpr {
  12718.                AnTr 1
  12719.                Cloa 1
  12720.                tran {
  12721.                 po 2.18015,-0.89673,-1.43706
  12722.                 mat -0.00005,0.99997,0,-0.99997,-0.00005,0,0,0,1
  12723.                 Scal 0.6335
  12724.                 hp 2.72913,-1.73227,0.05478
  12725.                 }
  12726.                XYZs 1,1,1
  12727.                MPSt 0
  12728.                sh {
  12729.                 mapk 0
  12730.                 elms {
  12731.                  }
  12732.                 }
  12733.                ob "arch 1"
  12734.                }
  12735.               }
  12736.              boxM 2.34978,-0.11363,-0.23233
  12737.              boxm 2.0105,-1.67984,-1.84398
  12738.              open 0
  12739.              }
  12740.             gr {
  12741.              nm "three arch wall"
  12742.              AnTr 1
  12743.              Cloa 1
  12744.              tran {
  12745.               po 11.23926,-0.89676,-1.03818
  12746.               hp 2.1801,-0.89676,-1.03818
  12747.               }
  12748.              XYZs 1,1,1
  12749.              MPSt 0
  12750.              so {
  12751.               inpr {
  12752.                AnTr 1
  12753.                Cloa 1
  12754.                tran {
  12755.                 po 2.18015,-0.89673,-0.63927
  12756.                 mat 0,0.99994,0,-0.99994,0,0,0,0,1
  12757.                 Scal 0.6335
  12758.                 hp 2.72913,-1.73227,0.05478
  12759.                 }
  12760.                XYZs 1,1,1
  12761.                MPSt 0
  12762.                sh {
  12763.                 mapk 0
  12764.                 elms {
  12765.                  }
  12766.                 }
  12767.                ob "arch 1"
  12768.                }
  12769.               inpr {
  12770.                AnTr 1
  12771.                Cloa 1
  12772.                tran {
  12773.                 po 2.18015,-0.89673,-1.43706
  12774.                 mat 0,0.99994,0,-0.99994,0,0,0,0,1
  12775.                 Scal 0.6335
  12776.                 hp 2.72913,-1.73227,0.05478
  12777.                 }
  12778.                XYZs 1,1,1
  12779.                MPSt 0
  12780.                sh {
  12781.                 mapk 0
  12782.                 elms {
  12783.                  }
  12784.                 }
  12785.                ob "arch 1"
  12786.                }
  12787.               }
  12788.              boxM 2.34975,-0.11363,-0.23233
  12789.              boxm 2.01053,-1.67982,-1.84398
  12790.              open 0
  12791.              }
  12792.             gr {
  12793.              nm "five arch wall"
  12794.              AnTr 1
  12795.              Cloa 1
  12796.              tran {
  12797.               po 2.01833,-0.2155,-1.06203
  12798.               mat 0.81926,-0.57346,0,0.57346,0.81926,0,0,0,1
  12799.               hp 2.1897,-1.68102,-1.06197
  12800.               }
  12801.              XYZs 1,1,1
  12802.              MPSt 0
  12803.              so {
  12804.               inpr {
  12805.                AnTr 1
  12806.                Cloa 1
  12807.                tran {
  12808.                 po 2.18018,-0.5163,-1.43706
  12809.                 mat 0,0.99994,0,-0.99994,0,0,0,0,1
  12810.                 Scal 0.6335
  12811.                 hp 2.12848,-1.73227,0.05478
  12812.                 }
  12813.                XYZs 1,1,1
  12814.                MPSt 0
  12815.                sh {
  12816.                 mapk 0
  12817.                 elms {
  12818.                  }
  12819.                 }
  12820.                ob "arch 2"
  12821.                }
  12822.               inpr {
  12823.                AnTr 1
  12824.                Cloa 1
  12825.                tran {
  12826.                 po 2.18015,-0.51613,-0.64258
  12827.                 mat 0,0.99994,0,-0.99994,0,0,0,0,1
  12828.                 Scal 0.6335
  12829.                 hp 2.12848,-1.73227,0.05478
  12830.                 }
  12831.                XYZs 1,1,1
  12832.                MPSt 0
  12833.                sh {
  12834.                 mapk 0
  12835.                 elms {
  12836.                  }
  12837.                 }
  12838.                ob "arch 2"
  12839.                }
  12840.               }
  12841.              boxM 2.34973,0.64746,-0.23564
  12842.              boxm 2.01048,-1.67993,-1.84398
  12843.              open 0
  12844.              }
  12845.             gr {
  12846.              nm "five arch wall"
  12847.              AnTr 1
  12848.              Cloa 1
  12849.              tran {
  12850.               po 11.21738,-0.24495,-1.06203
  12851.               mat 0.81926,0.57343,0,-0.57343,0.81926,0,0,0,1
  12852.               hp 2.1897,-1.68102,-1.06197
  12853.               }
  12854.              XYZs 1,1,1
  12855.              MPSt 0
  12856.              so {
  12857.               inpr {
  12858.                AnTr 1
  12859.                Cloa 1
  12860.                tran {
  12861.                 po 2.18018,-0.5163,-1.43706
  12862.                 mat 0,0.99994,0,-0.99994,0,0,0,0,1
  12863.                 Scal 0.6335
  12864.                 hp 2.12848,-1.73227,0.05478
  12865.                 }
  12866.                XYZs 1,1,1
  12867.                MPSt 0
  12868.                sh {
  12869.                 mapk 0
  12870.                 elms {
  12871.                  }
  12872.                 }
  12873.                ob "arch 2"
  12874.                }
  12875.               inpr {
  12876.                AnTr 1
  12877.                Cloa 1
  12878.                tran {
  12879.                 po 2.18015,-0.51613,-0.64258
  12880.                 mat 0,0.99994,0,-0.99994,0,0,0,0,1
  12881.                 Scal 0.6335
  12882.                 hp 2.12848,-1.73227,0.05478
  12883.                 }
  12884.                XYZs 1,1,1
  12885.                MPSt 0
  12886.                sh {
  12887.                 mapk 0
  12888.                 elms {
  12889.                  }
  12890.                 }
  12891.                ob "arch 2"
  12892.                }
  12893.               }
  12894.              boxM 2.34976,0.64745,-0.23564
  12895.              boxm 2.0105,-1.67996,-1.84398
  12896.              open 0
  12897.              }
  12898.             }
  12899.            boxM 12.6837,1.78384,-0.23094
  12900.            boxm 0.53624,-1.80449,-1.84404
  12901.            open 0
  12902.            }
  12903.           gr {
  12904.            nm "wall"
  12905.            AnTr 1
  12906.            Cloa 1
  12907.            tran {
  12908.             po 6.58759,12.4097,-1.03748
  12909.             mat -1,0,0,0,-1,0,0,0,1
  12910.             hp 6.60999,-0.01024,-1.03748
  12911.             }
  12912.            XYZs 1,1,1
  12913.            MPSt 0
  12914.            so {
  12915.             gr {
  12916.              nm "twenty arch wall"
  12917.              AnTr 1
  12918.              Cloa 1
  12919.              tran {
  12920.               po 6.627,-1.63489,-1.0374
  12921.               Scal 0.63344
  12922.               hp 3.9536,-1.73302,-0.57068
  12923.               }
  12924.              XYZs 1,1,1
  12925.              MPSt 0
  12926.              so {
  12927.               gr {
  12928.                nm "twenty arch wall"
  12929.                AnTr 1
  12930.                Cloa 1
  12931.                tran {
  12932.                 po 3.9536,-1.73302,0.05748
  12933.                 hp 3.9536,-1.73302,0.05748
  12934.                 }
  12935.                XYZs 1,1,1
  12936.                MPSt 0
  12937.                so {
  12938.                 inpr {
  12939.                  AnTr 1
  12940.                  Cloa 1
  12941.                  tran {
  12942.                   po 0.31412,-1.73302,0.05748
  12943.                   hp 0.31383,-1.73227,0.05748
  12944.                   }
  12945.                  XYZs 1,1,1
  12946.                  MPSt 0
  12947.                  sh {
  12948.                   mapk 0
  12949.                   elms {
  12950.                    sprm {
  12951.                     uvsp 0
  12952.                     aexp 1
  12953.                     bbox 0,0,2,2
  12954.                     mbox 0,0,2,2
  12955.                     shdr {
  12956.                      scmp {
  12957.                       prkd 1
  12958.                       ssub {
  12959.                        smix {
  12960.                         prkd 1
  12961.                         ssub {
  12962.                          sclr {
  12963.                           prkd 1
  12964.                           colr 0.85938,0.85938,0.85938
  12965.                           }
  12966.                          sclr {
  12967.                           prkd 1
  12968.                           colr 0.99998,0.99998,0.92535
  12969.                           }
  12970.                          sval {
  12971.                           prkd 1
  12972.                           Val 0.44086
  12973.                           }
  12974.                          }
  12975.                         }
  12976.                        sval {
  12977.                         prkd 1
  12978.                         Val 0
  12979.                         }
  12980.                        sval {
  12981.                         prkd 1
  12982.                         Val 0.03226
  12983.                         }
  12984.                        sval {
  12985.                         prkd 1
  12986.                         Val 0
  12987.                         }
  12988.                        sval {
  12989.                         prkd 1
  12990.                         Val 0
  12991.                         }
  12992.                        sval {
  12993.                         prkd 1
  12994.                         Val 0
  12995.                         }
  12996.                        sval {
  12997.                         prkd 1
  12998.                         Val 0
  12999.                         }
  13000.                        sclr {
  13001.                         prkd 1
  13002.                         colr 0,0,0
  13003.                         }
  13004.                        }
  13005.                       }
  13006.                      }
  13007.                     opac 1
  13008.                     }
  13009.                    }
  13010.                   }
  13011.                  ob "arch"
  13012.                  }
  13013.                 inpr {
  13014.                  AnTr 1
  13015.                  Cloa 1
  13016.                  tran {
  13017.                   po 7.5929,-1.73302,0.05748
  13018.                   hp 0.31383,-1.73227,0.05748
  13019.                   }
  13020.                  XYZs 1,1,1
  13021.                  MPSt 0
  13022.                  sh {
  13023.                   mapk 0
  13024.                   elms {
  13025.                    sprm {
  13026.                     uvsp 68
  13027.                     aexp 1
  13028.                     bbox 0,0,0.12976,0.53561
  13029.                     mbox 0,0,0.12976,0.53561
  13030.                     shdr {
  13031.                      scmp {
  13032.                       prkd 1
  13033.                       ssub {
  13034.                        smix {
  13035.                         prkd 1
  13036.                         ssub {
  13037.                          sclr {
  13038.                           prkd 1
  13039.                           colr 0.85938,0.85938,0.85938
  13040.                           }
  13041.                          sclr {
  13042.                           prkd 1
  13043.                           colr 0.99998,0.99998,0.92535
  13044.                           }
  13045.                          sval {
  13046.                           prkd 1
  13047.                           Val 0.44086
  13048.                           }
  13049.                          }
  13050.                         }
  13051.                        sval {
  13052.                         prkd 1
  13053.                         Val 0
  13054.                         }
  13055.                        sval {
  13056.                         prkd 1
  13057.                         Val 0.03226
  13058.                         }
  13059.                        sval {
  13060.                         prkd 1
  13061.                         Val 0
  13062.                         }
  13063.                        sval {
  13064.                         prkd 1
  13065.                         Val 0
  13066.                         }
  13067.                        sval {
  13068.                         prkd 1
  13069.                         Val 0
  13070.                         }
  13071.                        sval {
  13072.                         prkd 1
  13073.                         Val 0
  13074.                         }
  13075.                        sclr {
  13076.                         prkd 1
  13077.                         colr 0,0,0
  13078.                         }
  13079.                        }
  13080.                       }
  13081.                      }
  13082.                     opac 1
  13083.                     }
  13084.                    }
  13085.                   }
  13086.                  ob "arch"
  13087.                  }
  13088.                 }
  13089.                boxM 11.24422,-1.4653,0.70251
  13090.                boxm -3.3372,-2.00075,-0.58754
  13091.                open 0
  13092.                }
  13093.               gr {
  13094.                nm "twenty arch wall"
  13095.                AnTr 1
  13096.                Cloa 1
  13097.                tran {
  13098.                 po 3.9536,-1.73302,-1.19884
  13099.                 hp 3.9536,-1.73302,0.05748
  13100.                 }
  13101.                XYZs 1,1,1
  13102.                MPSt 0
  13103.                so {
  13104.                 inpr {
  13105.                  AnTr 1
  13106.                  Cloa 1
  13107.                  tran {
  13108.                   po 0.31412,-1.73302,0.05748
  13109.                   hp 0.31383,-1.73227,0.05748
  13110.                   }
  13111.                  XYZs 1,1,1
  13112.                  MPSt 0
  13113.                  sh {
  13114.                   mapk 0
  13115.                   elms {
  13116.                    sprm {
  13117.                     uvsp 0
  13118.                     aexp 1
  13119.                     bbox 0,0,2,2
  13120.                     mbox 0,0,2,2
  13121.                     shdr {
  13122.                      scmp {
  13123.                       prkd 1
  13124.                       ssub {
  13125.                        smix {
  13126.                         prkd 1
  13127.                         ssub {
  13128.                          sclr {
  13129.                           prkd 1
  13130.                           colr 0.85938,0.85938,0.85938
  13131.                           }
  13132.                          sclr {
  13133.                           prkd 1
  13134.                           colr 0.99998,0.99998,0.92535
  13135.                           }
  13136.                          sval {
  13137.                           prkd 1
  13138.                           Val 0.44086
  13139.                           }
  13140.                          }
  13141.                         }
  13142.                        sval {
  13143.                         prkd 1
  13144.                         Val 0
  13145.                         }
  13146.                        sval {
  13147.                         prkd 1
  13148.                         Val 0.03226
  13149.                         }
  13150.                        sval {
  13151.                         prkd 1
  13152.                         Val 0
  13153.                         }
  13154.                        sval {
  13155.                         prkd 1
  13156.                         Val 0
  13157.                         }
  13158.                        sval {
  13159.                         prkd 1
  13160.                         Val 0
  13161.                         }
  13162.                        sval {
  13163.                         prkd 1
  13164.                         Val 0
  13165.                         }
  13166.                        sclr {
  13167.                         prkd 1
  13168.                         colr 0,0,0
  13169.                         }
  13170.                        }
  13171.                       }
  13172.                      }
  13173.                     opac 1
  13174.                     }
  13175.                    }
  13176.                   }
  13177.                  ob "arch"
  13178.                  }
  13179.                 inpr {
  13180.                  AnTr 1
  13181.                  Cloa 1
  13182.                  tran {
  13183.                   po 7.5929,-1.73302,0.05748
  13184.                   hp 0.31383,-1.73227,0.05748
  13185.                   }
  13186.                  XYZs 1,1,1
  13187.                  MPSt 0
  13188.                  sh {
  13189.                   mapk 0
  13190.                   elms {
  13191.                    sprm {
  13192.                     uvsp 108
  13193.                     aexp 1
  13194.                     bbox 0,0,3.3716,0.53561
  13195.                     mbox 0,0,3.3716,0.53561
  13196.                     shdr {
  13197.                      scmp {
  13198.                       prkd 1
  13199.                       ssub {
  13200.                        smix {
  13201.                         prkd 1
  13202.                         ssub {
  13203.                          sclr {
  13204.                           prkd 1
  13205.                           colr 0.85938,0.85938,0.85938
  13206.                           }
  13207.                          sclr {
  13208.                           prkd 1
  13209.                           colr 0.99998,0.99998,0.92535
  13210.                           }
  13211.                          sval {
  13212.                           prkd 1
  13213.                           Val 0.44086
  13214.                           }
  13215.                          }
  13216.                         }
  13217.                        sval {
  13218.                         prkd 1
  13219.                         Val 0
  13220.                         }
  13221.                        sval {
  13222.                         prkd 1
  13223.                         Val 0.03226
  13224.                         }
  13225.                        sval {
  13226.                         prkd 1
  13227.                         Val 0
  13228.                         }
  13229.                        sval {
  13230.                         prkd 1
  13231.                         Val 0
  13232.                         }
  13233.                        sval {
  13234.                         prkd 1
  13235.                         Val 0
  13236.                         }
  13237.                        sval {
  13238.                         prkd 1
  13239.                         Val 0
  13240.                         }
  13241.                        sclr {
  13242.                         prkd 1
  13243.                         colr 0,0,0
  13244.                         }
  13245.                        }
  13246.                       }
  13247.                      }
  13248.                     opac 1
  13249.                     }
  13250.                    }
  13251.                   }
  13252.                  ob "arch"
  13253.                  }
  13254.                 }
  13255.                boxM 11.24422,-1.4653,0.70251
  13256.                boxm -3.3372,-2.00075,-0.58754
  13257.                open 0
  13258.                }
  13259.               }
  13260.              boxM 11.24409,-1.46532,0.70247
  13261.              boxm -3.3371,-2.00075,-1.84387
  13262.              open 0
  13263.              }
  13264.             gr {
  13265.              nm "three arch wall"
  13266.              AnTr 1
  13267.              Cloa 1
  13268.              tran {
  13269.               po 2.00005,-0.89676,-1.03818
  13270.               hp 2.1801,-0.89676,-1.03818
  13271.               }
  13272.              XYZs 1,1,1
  13273.              MPSt 0
  13274.              so {
  13275.               inpr {
  13276.                AnTr 1
  13277.                Cloa 1
  13278.                tran {
  13279.                 po 2.18015,-0.89673,-0.63927
  13280.                 mat 0,0.99994,0,-0.99994,0,0,0,0,1
  13281.                 Scal 0.6335
  13282.                 hp 2.72913,-1.73227,0.05478
  13283.                 }
  13284.                XYZs 1,1,1
  13285.                MPSt 0
  13286.                sh {
  13287.                 mapk 0
  13288.                 elms {
  13289.                  }
  13290.                 }
  13291.                ob "arch 1"
  13292.                }
  13293.               inpr {
  13294.                AnTr 1
  13295.                Cloa 1
  13296.                tran {
  13297.                 po 2.18015,-0.89673,-1.43706
  13298.                 mat 0,0.99994,0,-0.99994,0,0,0,0,1
  13299.                 Scal 0.6335
  13300.                 hp 2.72913,-1.73227,0.05478
  13301.                 }
  13302.                XYZs 1,1,1
  13303.                MPSt 0
  13304.                sh {
  13305.                 mapk 0
  13306.                 elms {
  13307.                  }
  13308.                 }
  13309.                ob "arch 1"
  13310.                }
  13311.               }
  13312.              boxM 2.34975,-0.11363,-0.23233
  13313.              boxm 2.01053,-1.67982,-1.84398
  13314.              open 0
  13315.              }
  13316.             gr {
  13317.              nm "three arch wall"
  13318.              AnTr 1
  13319.              Cloa 1
  13320.              tran {
  13321.               po 11.23926,-0.89676,-1.03818
  13322.               hp 2.1801,-0.89676,-1.03818
  13323.               }
  13324.              XYZs 1,1,1
  13325.              MPSt 0
  13326.              so {
  13327.               inpr {
  13328.                AnTr 1
  13329.                Cloa 1
  13330.                tran {
  13331.                 po 2.18015,-0.89673,-0.63927
  13332.                 mat 0,0.99994,0,-0.99994,0,0,0,0,1
  13333.                 Scal 0.6335
  13334.                 hp 2.72913,-1.73227,0.05478
  13335.                 }
  13336.                XYZs 1,1,1
  13337.                MPSt 0
  13338.                sh {
  13339.                 mapk 0
  13340.                 elms {
  13341.                  }
  13342.                 }
  13343.                ob "arch 1"
  13344.                }
  13345.               inpr {
  13346.                AnTr 1
  13347.                Cloa 1
  13348.                tran {
  13349.                 po 2.18015,-0.89673,-1.43706
  13350.                 mat 0,0.99994,0,-0.99994,0,0,0,0,1
  13351.                 Scal 0.6335
  13352.                 hp 2.72913,-1.73227,0.05478
  13353.                 }
  13354.                XYZs 1,1,1
  13355.                MPSt 0
  13356.                sh {
  13357.                 mapk 0
  13358.                 elms {
  13359.                  }
  13360.                 }
  13361.                ob "arch 1"
  13362.                }
  13363.               }
  13364.              boxM 2.34975,-0.11363,-0.23233
  13365.              boxm 2.01053,-1.67982,-1.84398
  13366.              open 0
  13367.              }
  13368.             gr {
  13369.              nm "five arch wall"
  13370.              AnTr 1
  13371.              Cloa 1
  13372.              tran {
  13373.               po 2.01833,-0.2155,-1.06203
  13374.               mat 0.8194,-0.57338,0,0.57338,0.8194,0,0,0,1
  13375.               hp 2.1897,-1.68102,-1.06197
  13376.               }
  13377.              XYZs 1,1,1
  13378.              MPSt 0
  13379.              so {
  13380.               inpr {
  13381.                AnTr 1
  13382.                Cloa 1
  13383.                tran {
  13384.                 po 2.18018,-0.5163,-1.43706
  13385.                 mat 0,0.99994,0,-0.99994,0,0,0,0,1
  13386.                 Scal 0.6335
  13387.                 hp 2.12848,-1.73227,0.05478
  13388.                 }
  13389.                XYZs 1,1,1
  13390.                MPSt 0
  13391.                sh {
  13392.                 mapk 0
  13393.                 elms {
  13394.                  }
  13395.                 }
  13396.                ob "arch 2"
  13397.                }
  13398.               inpr {
  13399.                AnTr 1
  13400.                Cloa 1
  13401.                tran {
  13402.                 po 2.18015,-0.51613,-0.64258
  13403.                 mat 0,0.99994,0,-0.99994,0,0,0,0,1
  13404.                 Scal 0.6335
  13405.                 hp 2.12848,-1.73227,0.05478
  13406.                 }
  13407.                XYZs 1,1,1
  13408.                MPSt 0
  13409.                sh {
  13410.                 mapk 0
  13411.                 elms {
  13412.                  }
  13413.                 }
  13414.                ob "arch 2"
  13415.                }
  13416.               }
  13417.              boxM 2.34973,0.64757,-0.23564
  13418.              boxm 2.01047,-1.67986,-1.84398
  13419.              open 0
  13420.              }
  13421.             gr {
  13422.              nm "five arch wall"
  13423.              AnTr 1
  13424.              Cloa 1
  13425.              tran {
  13426.               po 11.21738,-0.24495,-1.06203
  13427.               mat 0.8194,0.57335,0,-0.57335,0.8194,0,0,0,1
  13428.               hp 2.1897,-1.68102,-1.06197
  13429.               }
  13430.              XYZs 1,1,1
  13431.              MPSt 0
  13432.              so {
  13433.               inpr {
  13434.                AnTr 1
  13435.                Cloa 1
  13436.                tran {
  13437.                 po 2.18018,-0.5163,-1.43706
  13438.                 mat 0,0.99994,0,-0.99994,0,0,0,0,1
  13439.                 Scal 0.6335
  13440.                 hp 2.12848,-1.73227,0.05478
  13441.                 }
  13442.                XYZs 1,1,1
  13443.                MPSt 0
  13444.                sh {
  13445.                 mapk 0
  13446.                 elms {
  13447.                  }
  13448.                 }
  13449.                ob "arch 2"
  13450.                }
  13451.               inpr {
  13452.                AnTr 1
  13453.                Cloa 1
  13454.                tran {
  13455.                 po 2.18015,-0.51613,-0.64258
  13456.                 mat 0,0.99994,0,-0.99994,0,0,0,0,1
  13457.                 Scal 0.6335
  13458.                 hp 2.12848,-1.73227,0.05478
  13459.                 }
  13460.                XYZs 1,1,1
  13461.                MPSt 0
  13462.                sh {
  13463.                 mapk 0
  13464.                 elms {
  13465.                  }
  13466.                 }
  13467.                ob "arch 2"
  13468.                }
  13469.               }
  13470.              boxM 2.34976,0.64752,-0.23564
  13471.              boxm 2.01051,-1.6799,-1.84398
  13472.              open 0
  13473.              }
  13474.             }
  13475.            boxM 12.68346,1.78412,-0.23094
  13476.            boxm 0.53645,-1.80449,-1.84404
  13477.            open 0
  13478.            }
  13479.           gr {
  13480.            nm "twenty arch wall"
  13481.            AnTr 1
  13482.            Cloa 1
  13483.            tran {
  13484.             po 0.69098,6.19466,-1.0374
  13485.             mat -0.00005,0.99997,0,-0.99997,-0.00005,0,0,0,1
  13486.             Scal 0.63344
  13487.             hp 3.9536,-1.73302,-0.57068
  13488.             }
  13489.            XYZs 1,1,1
  13490.            MPSt 0
  13491.            so {
  13492.             gr {
  13493.              nm "twenty arch wall"
  13494.              AnTr 1
  13495.              Cloa 1
  13496.              tran {
  13497.               po 3.9536,-1.73302,0.05748
  13498.               hp 3.9536,-1.73302,0.05748
  13499.               }
  13500.              XYZs 1,1,1
  13501.              MPSt 0
  13502.              so {
  13503.               inpr {
  13504.                AnTr 1
  13505.                Cloa 1
  13506.                tran {
  13507.                 po 0.31412,-1.73302,0.05748
  13508.                 hp 0.31383,-1.73227,0.05748
  13509.                 }
  13510.                XYZs 1,1,1
  13511.                MPSt 0
  13512.                sh {
  13513.                 mapk 0
  13514.                 elms {
  13515.                  sprm {
  13516.                   uvsp 108
  13517.                   aexp 1
  13518.                   bbox 0,0,3.3716,0.53561
  13519.                   mbox 0,0,3.3716,0.53561
  13520.                   shdr {
  13521.                    scmp {
  13522.                     prkd 1
  13523.                     ssub {
  13524.                      smix {
  13525.                       prkd 1
  13526.                       ssub {
  13527.                        sclr {
  13528.                         prkd 1
  13529.                         colr 0.85938,0.85938,0.85938
  13530.                         }
  13531.                        sclr {
  13532.                         prkd 1
  13533.                         colr 0.99998,0.99998,0.92535
  13534.                         }
  13535.                        sval {
  13536.                         prkd 1
  13537.                         Val 0.44086
  13538.                         }
  13539.                        }
  13540.                       }
  13541.                      sval {
  13542.                       prkd 1
  13543.                       Val 0
  13544.                       }
  13545.                      sval {
  13546.                       prkd 1
  13547.                       Val 0.03226
  13548.                       }
  13549.                      sval {
  13550.                       prkd 1
  13551.                       Val 0
  13552.                       }
  13553.                      sval {
  13554.                       prkd 1
  13555.                       Val 0
  13556.                       }
  13557.                      sval {
  13558.                       prkd 1
  13559.                       Val 0
  13560.                       }
  13561.                      sval {
  13562.                       prkd 1
  13563.                       Val 0
  13564.                       }
  13565.                      sclr {
  13566.                       prkd 1
  13567.                       colr 0,0,0
  13568.                       }
  13569.                      }
  13570.                     }
  13571.                    }
  13572.                   opac 1
  13573.                   }
  13574.                  }
  13575.                 }
  13576.                ob "arch"
  13577.                }
  13578.               inpr {
  13579.                AnTr 1
  13580.                Cloa 1
  13581.                tran {
  13582.                 po 7.5929,-1.73302,0.05748
  13583.                 hp 0.31383,-1.73227,0.05748
  13584.                 }
  13585.                XYZs 1,1,1
  13586.                MPSt 0
  13587.                sh {
  13588.                 mapk 0
  13589.                 elms {
  13590.                  sprm {
  13591.                   uvsp 60
  13592.                   aexp 1
  13593.                   bbox 0,0,3.3716,0.53561
  13594.                   mbox 0,0,3.3716,0.53561
  13595.                   shdr {
  13596.                    scmp {
  13597.                     prkd 1
  13598.                     ssub {
  13599.                      smix {
  13600.                       prkd 1
  13601.                       ssub {
  13602.                        sclr {
  13603.                         prkd 1
  13604.                         colr 0.85938,0.85938,0.85938
  13605.                         }
  13606.                        sclr {
  13607.                         prkd 1
  13608.                         colr 0.99998,0.99998,0.92535
  13609.                         }
  13610.                        sval {
  13611.                         prkd 1
  13612.                         Val 0.44086
  13613.                         }
  13614.                        }
  13615.                       }
  13616.                      sval {
  13617.                       prkd 1
  13618.                       Val 0
  13619.                       }
  13620.                      sval {
  13621.                       prkd 1
  13622.                       Val 0.03226
  13623.                       }
  13624.                      sval {
  13625.                       prkd 1
  13626.                       Val 0
  13627.                       }
  13628.                      sval {
  13629.                       prkd 1
  13630.                       Val 0
  13631.                       }
  13632.                      sval {
  13633.                       prkd 1
  13634.                       Val 0
  13635.                       }
  13636.                      sval {
  13637.                       prkd 1
  13638.                       Val 0
  13639.                       }
  13640.                      sclr {
  13641.                       prkd 1
  13642.                       colr 0,0,0
  13643.                       }
  13644.                      }
  13645.                     }
  13646.                    }
  13647.                   opac 1
  13648.                   }
  13649.                  }
  13650.                 }
  13651.                ob "arch"
  13652.                }
  13653.               }
  13654.              boxM 11.24413,-1.46533,0.70251
  13655.              boxm -3.33708,-2.00078,-0.58754
  13656.              open 0
  13657.              }
  13658.             gr {
  13659.              nm "twenty arch wall"
  13660.              AnTr 1
  13661.              Cloa 1
  13662.              tran {
  13663.               po 3.9536,-1.73302,-1.19884
  13664.               hp 3.9536,-1.73302,0.05748
  13665.               }
  13666.              XYZs 1,1,1
  13667.              MPSt 0
  13668.              so {
  13669.               inpr {
  13670.                AnTr 1
  13671.                Cloa 1
  13672.                tran {
  13673.                 po 0.31412,-1.73302,0.05748
  13674.                 hp 0.31383,-1.73227,0.05748
  13675.                 }
  13676.                XYZs 1,1,1
  13677.                MPSt 0
  13678.                sh {
  13679.                 mapk 0
  13680.                 elms {
  13681.                  sprm {
  13682.                   uvsp 60
  13683.                   aexp 1
  13684.                   bbox 0,0,3.3716,0.53561
  13685.                   mbox 0,0,3.3716,0.53561
  13686.                   shdr {
  13687.                    scmp {
  13688.                     prkd 1
  13689.                     ssub {
  13690.                      smix {
  13691.                       prkd 1
  13692.                       ssub {
  13693.                        sclr {
  13694.                         prkd 1
  13695.                         colr 0.85938,0.85938,0.85938
  13696.                         }
  13697.                        sclr {
  13698.                         prkd 1
  13699.                         colr 0.99998,0.99998,0.92535
  13700.                         }
  13701.                        sval {
  13702.                         prkd 1
  13703.                         Val 0.44086
  13704.                         }
  13705.                        }
  13706.                       }
  13707.                      sval {
  13708.                       prkd 1
  13709.                       Val 0
  13710.                       }
  13711.                      sval {
  13712.                       prkd 1
  13713.                       Val 0.03226
  13714.                       }
  13715.                      sval {
  13716.                       prkd 1
  13717.                       Val 0
  13718.                       }
  13719.                      sval {
  13720.                       prkd 1
  13721.                       Val 0
  13722.                       }
  13723.                      sval {
  13724.                       prkd 1
  13725.                       Val 0
  13726.                       }
  13727.                      sval {
  13728.                       prkd 1
  13729.                       Val 0
  13730.                       }
  13731.                      sclr {
  13732.                       prkd 1
  13733.                       colr 0,0,0
  13734.                       }
  13735.                      }
  13736.                     }
  13737.                    }
  13738.                   opac 1
  13739.                   }
  13740.                  }
  13741.                 }
  13742.                ob "arch"
  13743.                }
  13744.               inpr {
  13745.                AnTr 1
  13746.                Cloa 1
  13747.                tran {
  13748.                 po 7.5929,-1.73302,0.05748
  13749.                 hp 0.31383,-1.73227,0.05748
  13750.                 }
  13751.                XYZs 1,1,1
  13752.                MPSt 0
  13753.                sh {
  13754.                 mapk 0
  13755.                 elms {
  13756.                  sprm {
  13757.                   uvsp 60
  13758.                   aexp 1
  13759.                   bbox 0,0,3.3716,0.53561
  13760.                   mbox 0,0,3.3716,0.53561
  13761.                   shdr {
  13762.                    scmp {
  13763.                     prkd 1
  13764.                     ssub {
  13765.                      smix {
  13766.                       prkd 1
  13767.                       ssub {
  13768.                        sclr {
  13769.                         prkd 1
  13770.                         colr 0.85938,0.85938,0.85938
  13771.                         }
  13772.                        sclr {
  13773.                         prkd 1
  13774.                         colr 0.99998,0.99998,0.92535
  13775.                         }
  13776.                        sval {
  13777.                         prkd 1
  13778.                         Val 0.44086
  13779.                         }
  13780.                        }
  13781.                       }
  13782.                      sval {
  13783.                       prkd 1
  13784.                       Val 0
  13785.                       }
  13786.                      sval {
  13787.                       prkd 1
  13788.                       Val 0.03226
  13789.                       }
  13790.                      sval {
  13791.                       prkd 1
  13792.                       Val 0
  13793.                       }
  13794.                      sval {
  13795.                       prkd 1
  13796.                       Val 0
  13797.                       }
  13798.                      sval {
  13799.                       prkd 1
  13800.                       Val 0
  13801.                       }
  13802.                      sval {
  13803.                       prkd 1
  13804.                       Val 0
  13805.                       }
  13806.                      sclr {
  13807.                       prkd 1
  13808.                       colr 0,0,0
  13809.                       }
  13810.                      }
  13811.                     }
  13812.                    }
  13813.                   opac 1
  13814.                   }
  13815.                  }
  13816.                 }
  13817.                ob "arch"
  13818.                }
  13819.               }
  13820.              boxM 11.24413,-1.46533,0.70251
  13821.              boxm -3.33708,-2.00078,-0.58754
  13822.              open 0
  13823.              }
  13824.             }
  13825.            boxM 11.244,-1.46535,0.70247
  13826.            boxm -3.33698,-2.00078,-1.84387
  13827.            open 0
  13828.            }
  13829.           gr {
  13830.            nm "twenty arch wall"
  13831.            AnTr 1
  13832.            Cloa 1
  13833.            tran {
  13834.             po 12.45496,6.19466,-1.0374
  13835.             mat 0,0.99994,0,-0.99994,0,0,0,0,1
  13836.             Scal 0.63344
  13837.             hp 3.9536,-1.73302,-0.57068
  13838.             }
  13839.            XYZs 1,1,1
  13840.            MPSt 0
  13841.            so {
  13842.             gr {
  13843.              nm "twenty arch wall"
  13844.              AnTr 1
  13845.              Cloa 1
  13846.              tran {
  13847.               po 3.9536,-1.73302,0.05748
  13848.               hp 3.9536,-1.73302,0.05748
  13849.               }
  13850.              XYZs 1,1,1
  13851.              MPSt 0
  13852.              so {
  13853.               inpr {
  13854.                AnTr 1
  13855.                Cloa 1
  13856.                tran {
  13857.                 po 0.31412,-1.73302,0.05748
  13858.                 hp 0.31383,-1.73227,0.05748
  13859.                 }
  13860.                XYZs 1,1,1
  13861.                MPSt 0
  13862.                sh {
  13863.                 mapk 0
  13864.                 elms {
  13865.                  sprm {
  13866.                   uvsp 148
  13867.                   aexp 1
  13868.                   bbox 0,0,1.27679,7.3028
  13869.                   mbox 0,0,1.27679,7.3028
  13870.                   shdr {
  13871.                    scmp {
  13872.                     prkd 1
  13873.                     ssub {
  13874.                      smix {
  13875.                       prkd 1
  13876.                       ssub {
  13877.                        sclr {
  13878.                         prkd 1
  13879.                         colr 0.85938,0.85938,0.85938
  13880.                         }
  13881.                        sclr {
  13882.                         prkd 1
  13883.                         colr 0.99998,0.99998,0.92535
  13884.                         }
  13885.                        sval {
  13886.                         prkd 1
  13887.                         Val 0.44086
  13888.                         }
  13889.                        }
  13890.                       }
  13891.                      sval {
  13892.                       prkd 1
  13893.                       Val 0
  13894.                       }
  13895.                      sval {
  13896.                       prkd 1
  13897.                       Val 0.03226
  13898.                       }
  13899.                      sval {
  13900.                       prkd 1
  13901.                       Val 0
  13902.                       }
  13903.                      sval {
  13904.                       prkd 1
  13905.                       Val 0
  13906.                       }
  13907.                      sval {
  13908.                       prkd 1
  13909.                       Val 0
  13910.                       }
  13911.                      sval {
  13912.                       prkd 1
  13913.                       Val 0
  13914.                       }
  13915.                      sclr {
  13916.                       prkd 1
  13917.                       colr 0,0,0
  13918.                       }
  13919.                      }
  13920.                     }
  13921.                    }
  13922.                   opac 1
  13923.                   }
  13924.                  }
  13925.                 }
  13926.                ob "arch"
  13927.                }
  13928.               inpr {
  13929.                AnTr 1
  13930.                Cloa 1
  13931.                tran {
  13932.                 po 7.5929,-1.73302,0.05748
  13933.                 hp 0.31383,-1.73227,0.05748
  13934.                 }
  13935.                XYZs 1,1,1
  13936.                MPSt 0
  13937.                sh {
  13938.                 mapk 0
  13939.                 elms {
  13940.                  sprm {
  13941.                   uvsp 52
  13942.                   aexp 1
  13943.                   bbox 0,0,0.13132,0.53561
  13944.                   mbox 0,0,0.13132,0.53561
  13945.                   shdr {
  13946.                    scmp {
  13947.                     prkd 1
  13948.                     ssub {
  13949.                      smix {
  13950.                       prkd 1
  13951.                       ssub {
  13952.                        sclr {
  13953.                         prkd 1
  13954.                         colr 0.85938,0.85938,0.85938
  13955.                         }
  13956.                        sclr {
  13957.                         prkd 1
  13958.                         colr 0.99998,0.99998,0.92535
  13959.                         }
  13960.                        sval {
  13961.                         prkd 1
  13962.                         Val 0.44086
  13963.                         }
  13964.                        }
  13965.                       }
  13966.                      sval {
  13967.                       prkd 1
  13968.                       Val 0
  13969.                       }
  13970.                      sval {
  13971.                       prkd 1
  13972.                       Val 0.03226
  13973.                       }
  13974.                      sval {
  13975.                       prkd 1
  13976.                       Val 0
  13977.                       }
  13978.                      sval {
  13979.                       prkd 1
  13980.                       Val 0
  13981.                       }
  13982.                      sval {
  13983.                       prkd 1
  13984.                       Val 0
  13985.                       }
  13986.                      sval {
  13987.                       prkd 1
  13988.                       Val 0
  13989.                       }
  13990.                      sclr {
  13991.                       prkd 1
  13992.                       colr 0,0,0
  13993.                       }
  13994.                      }
  13995.                     }
  13996.                    }
  13997.                   opac 1
  13998.                   }
  13999.                  }
  14000.                 }
  14001.                ob "arch"
  14002.                }
  14003.               }
  14004.              boxM 11.24403,-1.4653,0.70251
  14005.              boxm -3.33696,-2.00075,-0.58754
  14006.              open 0
  14007.              }
  14008.             gr {
  14009.              nm "twenty arch wall"
  14010.              AnTr 1
  14011.              Cloa 1
  14012.              tran {
  14013.               po 3.9536,-1.73302,-1.19884
  14014.               hp 3.9536,-1.73302,0.05748
  14015.               }
  14016.              XYZs 1,1,1
  14017.              MPSt 0
  14018.              so {
  14019.               inpr {
  14020.                AnTr 1
  14021.                Cloa 1
  14022.                tran {
  14023.                 po 0.31412,-1.73302,0.05748
  14024.                 hp 0.31383,-1.73227,0.05748
  14025.                 }
  14026.                XYZs 1,1,1
  14027.                MPSt 0
  14028.                sh {
  14029.                 mapk 0
  14030.                 elms {
  14031.                  sprm {
  14032.                   uvsp 0
  14033.                   aexp 1
  14034.                   bbox 0,0,2,2
  14035.                   mbox 0,0,2,2
  14036.                   shdr {
  14037.                    scmp {
  14038.                     prkd 1
  14039.                     ssub {
  14040.                      smix {
  14041.                       prkd 1
  14042.                       ssub {
  14043.                        sclr {
  14044.                         prkd 1
  14045.                         colr 0.85938,0.85938,0.85938
  14046.                         }
  14047.                        sclr {
  14048.                         prkd 1
  14049.                         colr 0.99998,0.99998,0.92535
  14050.                         }
  14051.                        sval {
  14052.                         prkd 1
  14053.                         Val 0.44086
  14054.                         }
  14055.                        }
  14056.                       }
  14057.                      sval {
  14058.                       prkd 1
  14059.                       Val 0
  14060.                       }
  14061.                      sval {
  14062.                       prkd 1
  14063.                       Val 0.03226
  14064.                       }
  14065.                      sval {
  14066.                       prkd 1
  14067.                       Val 0
  14068.                       }
  14069.                      sval {
  14070.                       prkd 1
  14071.                       Val 0
  14072.                       }
  14073.                      sval {
  14074.                       prkd 1
  14075.                       Val 0
  14076.                       }
  14077.                      sval {
  14078.                       prkd 1
  14079.                       Val 0
  14080.                       }
  14081.                      sclr {
  14082.                       prkd 1
  14083.                       colr 0,0,0
  14084.                       }
  14085.                      }
  14086.                     }
  14087.                    }
  14088.                   opac 1
  14089.                   }
  14090.                  }
  14091.                 }
  14092.                ob "arch"
  14093.                }
  14094.               inpr {
  14095.                AnTr 1
  14096.                Cloa 1
  14097.                tran {
  14098.                 po 7.5929,-1.73302,0.05748
  14099.                 hp 0.31383,-1.73227,0.05748
  14100.                 }
  14101.                XYZs 1,1,1
  14102.                MPSt 0
  14103.                sh {
  14104.                 mapk 0
  14105.                 elms {
  14106.                  sprm {
  14107.                   uvsp 120
  14108.                   aexp 1
  14109.                   bbox 0,0,3.3714,0.53561
  14110.                   mbox 0,0,3.3714,0.53561
  14111.                   shdr {
  14112.                    scmp {
  14113.                     prkd 1
  14114.                     ssub {
  14115.                      smix {
  14116.                       prkd 1
  14117.                       ssub {
  14118.                        sclr {
  14119.                         prkd 1
  14120.                         colr 0.85938,0.85938,0.85938
  14121.                         }
  14122.                        sclr {
  14123.                         prkd 1
  14124.                         colr 0.99998,0.99998,0.92535
  14125.                         }
  14126.                        sval {
  14127.                         prkd 1
  14128.                         Val 0.44086
  14129.                         }
  14130.                        }
  14131.                       }
  14132.                      sval {
  14133.                       prkd 1
  14134.                       Val 0
  14135.                       }
  14136.                      sval {
  14137.                       prkd 1
  14138.                       Val 0.03226
  14139.                       }
  14140.                      sval {
  14141.                       prkd 1
  14142.                       Val 0
  14143.                       }
  14144.                      sval {
  14145.                       prkd 1
  14146.                       Val 0
  14147.                       }
  14148.                      sval {
  14149.                       prkd 1
  14150.                       Val 0
  14151.                       }
  14152.                      sval {
  14153.                       prkd 1
  14154.                       Val 0
  14155.                       }
  14156.                      sclr {
  14157.                       prkd 1
  14158.                       colr 0,0,0
  14159.                       }
  14160.                      }
  14161.                     }
  14162.                    }
  14163.                   opac 1
  14164.                   }
  14165.                  }
  14166.                 }
  14167.                ob "arch"
  14168.                }
  14169.               }
  14170.              boxM 11.24403,-1.4653,0.70251
  14171.              boxm -3.33696,-2.00075,-0.58754
  14172.              open 0
  14173.              }
  14174.             }
  14175.            boxM 11.24391,-1.46532,0.70247
  14176.            boxm -3.33685,-2.00075,-1.84387
  14177.            open 0
  14178.            }
  14179.           }
  14180.          boxM 12.6837,14.20395,-0.23094
  14181.          boxm 0.51411,-1.80449,-1.84404
  14182.          open 0
  14183.          }
  14184.         gr {
  14185.          nm "lower wall"
  14186.          AnTr 1
  14187.          Cloa 1
  14188.          tran {
  14189.           po -0.03716,0.00887,-0.59392
  14190.           Scal 0.9245
  14191.           hp 6.59879,6.23145,-1.43538
  14192.           }
  14193.          XYZs 1,1,1
  14194.          MPSt 0
  14195.          so {
  14196.           gr {
  14197.            nm "wall"
  14198.            AnTr 1
  14199.            Cloa 1
  14200.            tran {
  14201.             po 6.60999,-0.01035,-1.03748
  14202.             hp 6.60999,-0.01035,-1.03748
  14203.             }
  14204.            XYZs 1,1,1
  14205.            MPSt 0
  14206.            so {
  14207.             gr {
  14208.              nm "twenty arch wall"
  14209.              AnTr 1
  14210.              Cloa 1
  14211.              tran {
  14212.               po 6.627,-0.20296,-1.0374
  14213.               Scal 0.63344
  14214.               hp 3.9536,-1.73302,-0.57068
  14215.               }
  14216.              XYZs 1,1,1
  14217.              MPSt 0
  14218.              so {
  14219.               gr {
  14220.                nm "twenty arch wall"
  14221.                AnTr 1
  14222.                Cloa 1
  14223.                tran {
  14224.                 po 3.9536,-1.73302,-1.19884
  14225.                 hp 3.9536,-1.73302,0.05748
  14226.                 }
  14227.                XYZs 1,1,1
  14228.                MPSt 0
  14229.                so {
  14230.                 inpr {
  14231.                  AnTr 1
  14232.                  Cloa 1
  14233.                  tran {
  14234.                   po 0.31412,-1.73302,0.05748
  14235.                   hp 0.31383,-1.73227,0.05748
  14236.                   }
  14237.                  XYZs 1,1,1
  14238.                  MPSt 0
  14239.                  sh {
  14240.                   mapk 0
  14241.                   elms {
  14242.                    sprm {
  14243.                     uvsp 52
  14244.                     aexp 1
  14245.                     bbox 0,0,0.13132,0.53561
  14246.                     mbox 0,0,0.13132,0.53561
  14247.                     shdr {
  14248.                      scmp {
  14249.                       prkd 1
  14250.                       ssub {
  14251.                        sclr {
  14252.                         prkd 1
  14253.                         colr 0.77611,0.50745,0.25372
  14254.                         }
  14255.                        sval {
  14256.                         prkd 1
  14257.                         Val 0
  14258.                         }
  14259.                        sval {
  14260.                         prkd 1
  14261.                         Val 0
  14262.                         }
  14263.                        sval {
  14264.                         prkd 1
  14265.                         Val 0
  14266.                         }
  14267.                        sval {
  14268.                         prkd 1
  14269.                         Val 0
  14270.                         }
  14271.                        sval {
  14272.                         prkd 1
  14273.                         Val 0
  14274.                         }
  14275.                        sval {
  14276.                         prkd 1
  14277.                         Val 0
  14278.                         }
  14279.                        sclr {
  14280.                         prkd 1
  14281.                         colr 0,0,0
  14282.                         }
  14283.                        }
  14284.                       }
  14285.                      }
  14286.                     opac 1
  14287.                     }
  14288.                    }
  14289.                   }
  14290.                  ob "arch"
  14291.                  }
  14292.                 inpr {
  14293.                  AnTr 1
  14294.                  Cloa 1
  14295.                  tran {
  14296.                   po 7.5929,-1.73302,0.05748
  14297.                   hp 0.31383,-1.73227,0.05748
  14298.                   }
  14299.                  XYZs 1,1,1
  14300.                  MPSt 0
  14301.                  sh {
  14302.                   mapk 0
  14303.                   elms {
  14304.                    sprm {
  14305.                     uvsp 56
  14306.                     aexp 1
  14307.                     bbox 0,0,0.13165,0.53561
  14308.                     mbox 0,0,0.13165,0.53561
  14309.                     shdr {
  14310.                      scmp {
  14311.                       prkd 1
  14312.                       ssub {
  14313.                        sclr {
  14314.                         prkd 1
  14315.                         colr 0.77611,0.50745,0.25372
  14316.                         }
  14317.                        sval {
  14318.                         prkd 1
  14319.                         Val 0
  14320.                         }
  14321.                        sval {
  14322.                         prkd 1
  14323.                         Val 0
  14324.                         }
  14325.                        sval {
  14326.                         prkd 1
  14327.                         Val 0
  14328.                         }
  14329.                        sval {
  14330.                         prkd 1
  14331.                         Val 0
  14332.                         }
  14333.                        sval {
  14334.                         prkd 1
  14335.                         Val 0
  14336.                         }
  14337.                        sval {
  14338.                         prkd 1
  14339.                         Val 0
  14340.                         }
  14341.                        sclr {
  14342.                         prkd 1
  14343.                         colr 0,0,0
  14344.                         }
  14345.                        }
  14346.                       }
  14347.                      }
  14348.                     opac 1
  14349.                     }
  14350.                    }
  14351.                   }
  14352.                  ob "arch"
  14353.                  }
  14354.                 }
  14355.                boxM 11.24431,-1.4653,0.70251
  14356.                boxm -3.3373,-2.00075,-0.58754
  14357.                open 0
  14358.                }
  14359.               }
  14360.              boxM 11.24419,-1.46532,-0.55383
  14361.              boxm -3.33719,-2.00075,-1.84387
  14362.              open 0
  14363.              }
  14364.             gr {
  14365.              nm "five arch wall"
  14366.              AnTr 1
  14367.              Cloa 1
  14368.              tran {
  14369.               po 2.01833,-0.2155,-1.06203
  14370.               mat 0.8194,-0.57338,0,0.57338,0.8194,0,0,0,1
  14371.               hp 2.1897,-1.68102,-1.06197
  14372.               }
  14373.              XYZs 1,1,1
  14374.              MPSt 0
  14375.              so {
  14376.               inpr {
  14377.                AnTr 1
  14378.                Cloa 1
  14379.                tran {
  14380.                 po 2.18018,-0.5163,-1.43706
  14381.                 mat 0,0.99994,0,-0.99994,0,0,0,0,1
  14382.                 Scal 0.6335
  14383.                 hp 2.12848,-1.73227,0.05478
  14384.                 }
  14385.                XYZs 1,1,1
  14386.                MPSt 0
  14387.                sh {
  14388.                 mapk 0
  14389.                 elms {
  14390.                  }
  14391.                 }
  14392.                ob "arch 2"
  14393.                }
  14394.               }
  14395.              boxM 2.34976,0.64735,-1.03012
  14396.              boxm 2.0105,-1.67982,-1.84396
  14397.              open 0
  14398.              }
  14399.             gr {
  14400.              nm "five arch wall"
  14401.              AnTr 1
  14402.              Cloa 1
  14403.              tran {
  14404.               po 11.21738,-0.24495,-1.06203
  14405.               mat 0.8194,0.57335,0,-0.57335,0.8194,0,0,0,1
  14406.               hp 2.1897,-1.68102,-1.06197
  14407.               }
  14408.              XYZs 1,1,1
  14409.              MPSt 0
  14410.              so {
  14411.               inpr {
  14412.                AnTr 1
  14413.                Cloa 1
  14414.                tran {
  14415.                 po 2.18018,-0.5163,-1.43706
  14416.                 mat 0,0.99994,0,-0.99994,0,0,0,0,1
  14417.                 Scal 0.6335
  14418.                 hp 2.12848,-1.73227,0.05478
  14419.                 }
  14420.                XYZs 1,1,1
  14421.                MPSt 0
  14422.                sh {
  14423.                 mapk 0
  14424.                 elms {
  14425.                  }
  14426.                 }
  14427.                ob "arch 2"
  14428.                }
  14429.               }
  14430.              boxM 2.34973,0.64731,-1.03012
  14431.              boxm 2.0105,-1.67987,-1.84396
  14432.              open 0
  14433.              }
  14434.             }
  14435.            boxM 12.68329,1.78389,-1.02675
  14436.            boxm 0.53656,-0.37257,-1.84404
  14437.            open 0
  14438.            }
  14439.           gr {
  14440.            nm "wall"
  14441.            AnTr 1
  14442.            Cloa 1
  14443.            tran {
  14444.             po 6.58759,12.4097,-1.03748
  14445.             mat -1,0,0,0,-1,0,0,0,1
  14446.             hp 6.60999,-0.01024,-1.03748
  14447.             }
  14448.            XYZs 1,1,1
  14449.            MPSt 0
  14450.            so {
  14451.             gr {
  14452.              nm "twenty arch wall"
  14453.              AnTr 1
  14454.              Cloa 1
  14455.              tran {
  14456.               po 6.627,-0.26645,-1.0374
  14457.               Scal 0.63344
  14458.               hp 3.9536,-1.73302,-0.57068
  14459.               }
  14460.              XYZs 1,1,1
  14461.              MPSt 0
  14462.              so {
  14463.               gr {
  14464.                nm "twenty arch wall"
  14465.                AnTr 1
  14466.                Cloa 1
  14467.                tran {
  14468.                 po 3.9536,-1.73302,-1.19884
  14469.                 hp 3.9536,-1.73302,0.05748
  14470.                 }
  14471.                XYZs 1,1,1
  14472.                MPSt 0
  14473.                so {
  14474.                 inpr {
  14475.                  AnTr 1
  14476.                  Cloa 1
  14477.                  tran {
  14478.                   po 0.31412,-1.73302,0.05748
  14479.                   hp 0.31383,-1.73227,0.05748
  14480.                   }
  14481.                  XYZs 1,1,1
  14482.                  MPSt 0
  14483.                  sh {
  14484.                   mapk 0
  14485.                   elms {
  14486.                    sprm {
  14487.                     uvsp 48
  14488.                     aexp 1
  14489.                     bbox 0,0,3.3714,0.53561
  14490.                     mbox 0,0,3.3714,0.53561
  14491.                     shdr {
  14492.                      scmp {
  14493.                       prkd 1
  14494.                       ssub {
  14495.                        sclr {
  14496.                         prkd 1
  14497.                         colr 0.77611,0.50745,0.25372
  14498.                         }
  14499.                        sval {
  14500.                         prkd 1
  14501.                         Val 0
  14502.                         }
  14503.                        sval {
  14504.                         prkd 1
  14505.                         Val 0
  14506.                         }
  14507.                        sval {
  14508.                         prkd 1
  14509.                         Val 0
  14510.                         }
  14511.                        sval {
  14512.                         prkd 1
  14513.                         Val 0
  14514.                         }
  14515.                        sval {
  14516.                         prkd 1
  14517.                         Val 0
  14518.                         }
  14519.                        sval {
  14520.                         prkd 1
  14521.                         Val 0
  14522.                         }
  14523.                        sclr {
  14524.                         prkd 1
  14525.                         colr 0,0,0
  14526.                         }
  14527.                        }
  14528.                       }
  14529.                      }
  14530.                     opac 1
  14531.                     }
  14532.                    }
  14533.                   }
  14534.                  ob "arch"
  14535.                  }
  14536.                 inpr {
  14537.                  AnTr 1
  14538.                  Cloa 1
  14539.                  tran {
  14540.                   po 7.5929,-1.73302,0.05748
  14541.                   hp 0.31383,-1.73227,0.05748
  14542.                   }
  14543.                  XYZs 1,1,1
  14544.                  MPSt 0
  14545.                  sh {
  14546.                   mapk 0
  14547.                   elms {
  14548.                    sprm {
  14549.                     uvsp 136
  14550.                     aexp 1
  14551.                     bbox 0,0,0.1315,0.53561
  14552.                     mbox 0,0,0.1315,0.53561
  14553.                     shdr {
  14554.                      scmp {
  14555.                       prkd 1
  14556.                       ssub {
  14557.                        sclr {
  14558.                         prkd 1
  14559.                         colr 0.77611,0.50745,0.25372
  14560.                         }
  14561.                        sval {
  14562.                         prkd 1
  14563.                         Val 0
  14564.                         }
  14565.                        sval {
  14566.                         prkd 1
  14567.                         Val 0
  14568.                         }
  14569.                        sval {
  14570.                         prkd 1
  14571.                         Val 0
  14572.                         }
  14573.                        sval {
  14574.                         prkd 1
  14575.                         Val 0
  14576.                         }
  14577.                        sval {
  14578.                         prkd 1
  14579.                         Val 0
  14580.                         }
  14581.                        sval {
  14582.                         prkd 1
  14583.                         Val 0
  14584.                         }
  14585.                        sclr {
  14586.                         prkd 1
  14587.                         colr 0,0,0
  14588.                         }
  14589.                        }
  14590.                       }
  14591.                      }
  14592.                     opac 1
  14593.                     }
  14594.                    }
  14595.                   }
  14596.                  ob "arch"
  14597.                  }
  14598.                 }
  14599.                boxM 11.24431,-1.4653,0.70251
  14600.                boxm -3.3373,-2.00075,-0.58754
  14601.                open 0
  14602.                }
  14603.               }
  14604.              boxM 11.24419,-1.46532,-0.55383
  14605.              boxm -3.33719,-2.00075,-1.84387
  14606.              open 1
  14607.              }
  14608.             gr {
  14609.              nm "five arch wall"
  14610.              AnTr 1
  14611.              Cloa 1
  14612.              tran {
  14613.               po 2.01833,-0.2155,-1.06203
  14614.               mat 0.8194,-0.57338,0,0.57338,0.8194,0,0,0,1
  14615.               hp 2.1897,-1.68102,-1.06197
  14616.               }
  14617.              XYZs 1,1,1
  14618.              MPSt 0
  14619.              so {
  14620.               inpr {
  14621.                AnTr 1
  14622.                Cloa 1
  14623.                tran {
  14624.                 po 2.18018,-0.5163,-1.43706
  14625.                 mat 0,0.99994,0,-0.99994,0,0,0,0,1
  14626.                 Scal 0.6335
  14627.                 hp 2.12848,-1.73227,0.05478
  14628.                 }
  14629.                XYZs 1,1,1
  14630.                MPSt 0
  14631.                sh {
  14632.                 mapk 0
  14633.                 elms {
  14634.                  }
  14635.                 }
  14636.                ob "arch 2"
  14637.                }
  14638.               }
  14639.              boxM 2.34972,0.64738,-1.03012
  14640.              boxm 2.01048,-1.67982,-1.84396
  14641.              open 0
  14642.              }
  14643.             gr {
  14644.              nm "five arch wall"
  14645.              AnTr 1
  14646.              Cloa 1
  14647.              tran {
  14648.               po 11.21738,-0.24495,-1.06203
  14649.               mat 0.8194,0.57335,0,-0.57335,0.8194,0,0,0,1
  14650.               hp 2.1897,-1.68102,-1.06197
  14651.               }
  14652.              XYZs 1,1,1
  14653.              MPSt 0
  14654.              so {
  14655.               inpr {
  14656.                AnTr 1
  14657.                Cloa 1
  14658.                tran {
  14659.                 po 2.18018,-0.5163,-1.43706
  14660.                 mat 0,0.99994,0,-0.99994,0,0,0,0,1
  14661.                 Scal 0.6335
  14662.                 hp 2.12848,-1.73227,0.05478
  14663.                 }
  14664.                XYZs 1,1,1
  14665.                MPSt 0
  14666.                sh {
  14667.                 mapk 0
  14668.                 elms {
  14669.                  }
  14670.                 }
  14671.                ob "arch 2"
  14672.                }
  14673.               }
  14674.              boxM 2.34973,0.64731,-1.03012
  14675.              boxm 2.0105,-1.67987,-1.84396
  14676.              open 0
  14677.              }
  14678.             }
  14679.            boxM 12.68329,1.78394,-1.02675
  14680.            boxm 0.53658,-0.43605,-1.84404
  14681.            open 0
  14682.            }
  14683.           gr {
  14684.            nm "twenty arch wall"
  14685.            AnTr 1
  14686.            Cloa 1
  14687.            tran {
  14688.             po 0.69098,6.19466,-1.0374
  14689.             mat 0,0.99994,0,-0.99994,0,0,0,0,1
  14690.             Scal 0.63344
  14691.             hp 3.9536,-1.73302,-0.57068
  14692.             }
  14693.            XYZs 1,1,1
  14694.            MPSt 0
  14695.            so {
  14696.             gr {
  14697.              nm "twenty arch wall"
  14698.              AnTr 1
  14699.              Cloa 1
  14700.              tran {
  14701.               po 3.9536,-1.73302,-1.19884
  14702.               hp 3.9536,-1.73302,0.05748
  14703.               }
  14704.              XYZs 1,1,1
  14705.              MPSt 0
  14706.              so {
  14707.               inpr {
  14708.                AnTr 1
  14709.                Cloa 1
  14710.                tran {
  14711.                 po 0.31412,-1.73302,0.05748
  14712.                 hp 0.31383,-1.73227,0.05748
  14713.                 }
  14714.                XYZs 1,1,1
  14715.                MPSt 0
  14716.                sh {
  14717.                 mapk 0
  14718.                 elms {
  14719.                  sprm {
  14720.                   uvsp 96
  14721.                   aexp 1
  14722.                   bbox 0,0,3.3714,0.53561
  14723.                   mbox 0,0,3.3714,0.53561
  14724.                   shdr {
  14725.                    scmp {
  14726.                     prkd 1
  14727.                     ssub {
  14728.                      sclr {
  14729.                       prkd 1
  14730.                       colr 0.77611,0.50745,0.25372
  14731.                       }
  14732.                      sval {
  14733.                       prkd 1
  14734.                       Val 0
  14735.                       }
  14736.                      sval {
  14737.                       prkd 1
  14738.                       Val 0
  14739.                       }
  14740.                      sval {
  14741.                       prkd 1
  14742.                       Val 0
  14743.                       }
  14744.                      sval {
  14745.                       prkd 1
  14746.                       Val 0
  14747.                       }
  14748.                      sval {
  14749.                       prkd 1
  14750.                       Val 0
  14751.                       }
  14752.                      sval {
  14753.                       prkd 1
  14754.                       Val 0
  14755.                       }
  14756.                      sclr {
  14757.                       prkd 1
  14758.                       colr 0,0,0
  14759.                       }
  14760.                      }
  14761.                     }
  14762.                    }
  14763.                   opac 1
  14764.                   }
  14765.                  }
  14766.                 }
  14767.                ob "arch"
  14768.                }
  14769.               inpr {
  14770.                AnTr 1
  14771.                Cloa 1
  14772.                tran {
  14773.                 po 7.5929,-1.73302,0.05748
  14774.                 hp 0.31383,-1.73227,0.05748
  14775.                 }
  14776.                XYZs 1,1,1
  14777.                MPSt 0
  14778.                sh {
  14779.                 mapk 0
  14780.                 elms {
  14781.                  sprm {
  14782.                   uvsp 0
  14783.                   aexp 1
  14784.                   bbox 0,0,2,2
  14785.                   mbox 0,0,2,2
  14786.                   shdr {
  14787.                    scmp {
  14788.                     prkd 1
  14789.                     ssub {
  14790.                      sclr {
  14791.                       prkd 1
  14792.                       colr 0.77611,0.50745,0.25372
  14793.                       }
  14794.                      sval {
  14795.                       prkd 1
  14796.                       Val 0
  14797.                       }
  14798.                      sval {
  14799.                       prkd 1
  14800.                       Val 0
  14801.                       }
  14802.                      sval {
  14803.                       prkd 1
  14804.                       Val 0
  14805.                       }
  14806.                      sval {
  14807.                       prkd 1
  14808.                       Val 0
  14809.                       }
  14810.                      sval {
  14811.                       prkd 1
  14812.                       Val 0
  14813.                       }
  14814.                      sval {
  14815.                       prkd 1
  14816.                       Val 0
  14817.                       }
  14818.                      sclr {
  14819.                       prkd 1
  14820.                       colr 0,0,0
  14821.                       }
  14822.                      }
  14823.                     }
  14824.                    }
  14825.                   opac 1
  14826.                   }
  14827.                  }
  14828.                 }
  14829.                ob "arch"
  14830.                }
  14831.               }
  14832.              boxM 11.24414,-1.4653,0.70251
  14833.              boxm -3.33704,-2.00075,-0.58754
  14834.              open 0
  14835.              }
  14836.             }
  14837.            boxM 11.24402,-1.46532,-0.55383
  14838.            boxm -3.33693,-2.00075,-1.84387
  14839.            open 0
  14840.            }
  14841.           gr {
  14842.            nm "twenty arch wall"
  14843.            AnTr 1
  14844.            Cloa 1
  14845.            tran {
  14846.             po 12.45496,6.19466,-1.0374
  14847.             mat 0,0.99994,0,-0.99994,0,0,0,0,1
  14848.             Scal 0.63344
  14849.             hp 3.9536,-1.73302,-0.57068
  14850.             }
  14851.            XYZs 1,1,1
  14852.            MPSt 0
  14853.            so {
  14854.             gr {
  14855.              nm "twenty arch wall"
  14856.              AnTr 1
  14857.              Cloa 1
  14858.              tran {
  14859.               po 3.9536,-1.73302,-1.19884
  14860.               hp 3.9536,-1.73302,0.05748
  14861.               }
  14862.              XYZs 1,1,1
  14863.              MPSt 0
  14864.              so {
  14865.               inpr {
  14866.                AnTr 1
  14867.                Cloa 1
  14868.                tran {
  14869.                 po 0.31412,-1.73302,0.05748
  14870.                 hp 0.31383,-1.73227,0.05748
  14871.                 }
  14872.                XYZs 1,1,1
  14873.                MPSt 0
  14874.                sh {
  14875.                 mapk 0
  14876.                 elms {
  14877.                  sprm {
  14878.                   uvsp 0
  14879.                   aexp 1
  14880.                   bbox 0,0,32767,32767
  14881.                   mbox 0,0,32767,32767
  14882.                   shdr {
  14883.                    scmp {
  14884.                     prkd 1
  14885.                     ssub {
  14886.                      sclr {
  14887.                       prkd 1
  14888.                       colr 0.77611,0.50745,0.25372
  14889.                       }
  14890.                      sval {
  14891.                       prkd 1
  14892.                       Val 0
  14893.                       }
  14894.                      sval {
  14895.                       prkd 1
  14896.                       Val 0
  14897.                       }
  14898.                      sval {
  14899.                       prkd 1
  14900.                       Val 0
  14901.                       }
  14902.                      sval {
  14903.                       prkd 1
  14904.                       Val 0
  14905.                       }
  14906.                      sval {
  14907.                       prkd 1
  14908.                       Val 0
  14909.                       }
  14910.                      sval {
  14911.                       prkd 1
  14912.                       Val 0
  14913.                       }
  14914.                      sclr {
  14915.                       prkd 1
  14916.                       colr 0,0,0
  14917.                       }
  14918.                      }
  14919.                     }
  14920.                    }
  14921.                   opac 1
  14922.                   }
  14923.                  }
  14924.                 }
  14925.                ob "arch"
  14926.                }
  14927.               inpr {
  14928.                AnTr 1
  14929.                Cloa 1
  14930.                tran {
  14931.                 po 7.5929,-1.73302,0.05748
  14932.                 hp 0.31383,-1.73227,0.05748
  14933.                 }
  14934.                XYZs 1,1,1
  14935.                MPSt 0
  14936.                sh {
  14937.                 mapk 0
  14938.                 elms {
  14939.                  sprm {
  14940.                   uvsp 0
  14941.                   aexp 1
  14942.                   bbox 0,0,32767,32767
  14943.                   mbox 0,0,32767,32767
  14944.                   shdr {
  14945.                    scmp {
  14946.                     prkd 1
  14947.                     ssub {
  14948.                      sclr {
  14949.                       prkd 1
  14950.                       colr 0.77611,0.50745,0.25372
  14951.                       }
  14952.                      sval {
  14953.                       prkd 1
  14954.                       Val 0
  14955.                       }
  14956.                      sval {
  14957.                       prkd 1
  14958.                       Val 0
  14959.                       }
  14960.                      sval {
  14961.                       prkd 1
  14962.                       Val 0
  14963.                       }
  14964.                      sval {
  14965.                       prkd 1
  14966.                       Val 0
  14967.                       }
  14968.                      sval {
  14969.                       prkd 1
  14970.                       Val 0
  14971.                       }
  14972.                      sval {
  14973.                       prkd 1
  14974.                       Val 0
  14975.                       }
  14976.                      sclr {
  14977.                       prkd 1
  14978.                       colr 0,0,0
  14979.                       }
  14980.                      }
  14981.                     }
  14982.                    }
  14983.                   opac 1
  14984.                   }
  14985.                  }
  14986.                 }
  14987.                ob "arch"
  14988.                }
  14989.               }
  14990.              boxM 11.24414,-1.4653,0.70251
  14991.              boxm -3.33704,-2.00075,-0.58754
  14992.              open 0
  14993.              }
  14994.             }
  14995.            boxM 11.24402,-1.46532,-0.55383
  14996.            boxm -3.33693,-2.00075,-1.84387
  14997.            open 0
  14998.            }
  14999.           }
  15000.          boxM 12.68317,12.83548,-1.02675
  15001.          boxm 0.51436,-0.37257,-1.84406
  15002.          open 0
  15003.          }
  15004.         gr {
  15005.          nm "outer wall"
  15006.          AnTr 1
  15007.          Cloa 1
  15008.          tran {
  15009.           po -0.19455,-0.03365,-0.0116
  15010.           Scal 1.43802
  15011.           hp 6.48926,6.20189,-1.28606
  15012.           }
  15013.          XYZs 1,1,1
  15014.          MPSt 0
  15015.          so {
  15016.           gr {
  15017.            nm "wall"
  15018.            AnTr 1
  15019.            Cloa 1
  15020.            tran {
  15021.             po 6.50722,0.72713,-1.29805
  15022.             hp 6.50722,0.72713,-1.29805
  15023.             }
  15024.            XYZs 1,1,1
  15025.            MPSt 0
  15026.            so {
  15027.             gr {
  15028.              nm "twenty arch wall"
  15029.              AnTr 1
  15030.              Cloa 1
  15031.              tran {
  15032.               po 6.5439,-0.1619,-1.0374
  15033.               Scal 0.6335
  15034.               hp 3.9536,-1.73302,-0.57068
  15035.               }
  15036.              XYZs 1,1,1
  15037.              MPSt 0
  15038.              so {
  15039.               gr {
  15040.                nm "twenty arch wall"
  15041.                AnTr 1
  15042.                Cloa 1
  15043.                tran {
  15044.                 po 3.9536,-1.73302,-1.19884
  15045.                 hp 3.9536,-1.73302,0.05748
  15046.                 }
  15047.                XYZs 1,1,1
  15048.                MPSt 0
  15049.                so {
  15050.                 inpr {
  15051.                  AnTr 1
  15052.                  Cloa 1
  15053.                  tran {
  15054.                   po 0.31406,-1.73302,0.25197
  15055.                   hp 0.31383,-1.73227,0.05748
  15056.                   }
  15057.                  XYZs 1,1,1.3566
  15058.                  defo {
  15059.                   affi {
  15060.                    ScaX 1
  15061.                    ScaY 1
  15062.                    ScaZ 1.3566
  15063.                    R1,1 1
  15064.                    R1,2 0
  15065.                    R1,3 0
  15066.                    R2,1 0
  15067.                    R2,2 1
  15068.                    R2,3 0
  15069.                    R3,1 0
  15070.                    R3,2 0
  15071.                    R3,3 1
  15072.                    Tra1 0
  15073.                    Tra2 0
  15074.                    Tra3 0
  15075.                    }
  15076.                   }
  15077.                  MPSt 0
  15078.                  sh {
  15079.                   mapk 0
  15080.                   elms {
  15081.                    }
  15082.                   }
  15083.                  ob "arch"
  15084.                  }
  15085.                 inpr {
  15086.                  AnTr 1
  15087.                  Cloa 1
  15088.                  tran {
  15089.                   po 7.5929,-1.73302,0.254
  15090.                   hp 0.31383,-1.73227,0.06215
  15091.                   }
  15092.                  XYZs 1,1,1.3369
  15093.                  defo {
  15094.                   affi {
  15095.                    ScaX 1
  15096.                    ScaY 1
  15097.                    ScaZ 1.3369
  15098.                    R1,1 1
  15099.                    R1,2 0
  15100.                    R1,3 0
  15101.                    R2,1 0
  15102.                    R2,2 1
  15103.                    R2,3 0
  15104.                    R3,1 0
  15105.                    R3,2 0
  15106.                    R3,3 1
  15107.                    Tra1 0
  15108.                    Tra2 0
  15109.                    Tra3 0
  15110.                    }
  15111.                   }
  15112.                  MPSt 0
  15113.                  sh {
  15114.                   mapk 0
  15115.                   elms {
  15116.                    }
  15117.                   }
  15118.                  ob "arch"
  15119.                  }
  15120.                 }
  15121.                boxM 11.24422,-1.46529,1.14749
  15122.                boxm -3.33723,-2.00078,-0.60255
  15123.                open 0
  15124.                }
  15125.               }
  15126.              boxM 11.24409,-1.4653,-0.10887
  15127.              boxm -3.33713,-2.00078,-1.85889
  15128.              open 0
  15129.              }
  15130.             gr {
  15131.              nm "five arch wall"
  15132.              AnTr 1
  15133.              Cloa 1
  15134.              tran {
  15135.               po 2.01833,-0.2155,-1.06203
  15136.               mat 0.8194,-0.57338,0,0.57338,0.8194,0,0,0,1
  15137.               hp 2.1897,-1.68102,-1.06197
  15138.               }
  15139.              XYZs 1,1,1
  15140.              MPSt 0
  15141.              so {
  15142.               inpr {
  15143.                AnTr 1
  15144.                Cloa 1
  15145.                tran {
  15146.                 po 2.18018,-0.5163,-1.29337
  15147.                 mat 0,0.99994,0,-0.99994,0,0,0,0,1
  15148.                 Scal 0.6335
  15149.                 hp 2.12848,-1.73227,0.07413
  15150.                 }
  15151.                XYZs 1,1,1.35318
  15152.                defo {
  15153.                 affi {
  15154.                  ScaX 1
  15155.                  ScaY 1
  15156.                  ScaZ 1.35318
  15157.                  R1,1 1
  15158.                  R1,2 0
  15159.                  R1,3 0
  15160.                  R2,1 0
  15161.                  R2,2 1
  15162.                  R2,3 0
  15163.                  R3,1 0
  15164.                  R3,2 0
  15165.                  R3,3 1
  15166.                  Tra1 0
  15167.                  Tra2 0
  15168.                  Tra3 0
  15169.                  }
  15170.                 }
  15171.                MPSt 0
  15172.                sh {
  15173.                 mapk 0
  15174.                 elms {
  15175.                  }
  15176.                 }
  15177.                ob "arch 2"
  15178.                }
  15179.               }
  15180.              boxM 2.34979,0.64737,-0.74272
  15181.              boxm 2.01044,-1.67989,-1.84396
  15182.              open 0
  15183.              }
  15184.             gr {
  15185.              nm "five arch wall"
  15186.              AnTr 1
  15187.              Cloa 1
  15188.              tran {
  15189.               po 11.01195,-0.2244,-1.06203
  15190.               mat 0.8194,0.57335,0,-0.57335,0.8194,0,0,0,1
  15191.               Scal 0.99997
  15192.               hp 2.1897,-1.68102,-1.06197
  15193.               }
  15194.              XYZs 1,1,1
  15195.              MPSt 0
  15196.              so {
  15197.               inpr {
  15198.                AnTr 1
  15199.                Cloa 1
  15200.                tran {
  15201.                 po 2.18018,-0.5163,-1.29337
  15202.                 mat 0,0.99994,0,-0.99994,0,0,0,0,1
  15203.                 Scal 0.6335
  15204.                 hp 2.12848,-1.73227,0.07413
  15205.                 }
  15206.                XYZs 1,1,1.3532
  15207.                defo {
  15208.                 affi {
  15209.                  ScaX 1
  15210.                  ScaY 1
  15211.                  ScaZ 1.3532
  15212.                  R1,1 1
  15213.                  R1,2 0
  15214.                  R1,3 0
  15215.                  R2,1 0
  15216.                  R2,2 1
  15217.                  R2,3 0
  15218.                  R3,1 0
  15219.                  R3,2 0
  15220.                  R3,3 1
  15221.                  Tra1 0
  15222.                  Tra2 0
  15223.                  Tra3 0
  15224.                  }
  15225.                 }
  15226.                MPSt 0
  15227.                sh {
  15228.                 mapk 0
  15229.                 elms {
  15230.                  }
  15231.                 }
  15232.                ob "arch 2"
  15233.                }
  15234.               }
  15235.              boxM 2.34976,0.64735,-0.74272
  15236.              boxm 2.01044,-1.67984,-1.84399
  15237.              open 0
  15238.              }
  15239.             }
  15240.            boxM 12.47775,1.78596,-0.74281
  15241.            boxm 0.53661,-0.33151,-1.85349
  15242.            open 0
  15243.            }
  15244.           gr {
  15245.            nm "wall"
  15246.            AnTr 1
  15247.            Cloa 1
  15248.            tran {
  15249.             po 6.48288,11.6756,-1.43538
  15250.             mat -1,0,0,0,-1,0,0,0,1
  15251.             hp 6.7146,0.72394,-1.43538
  15252.             }
  15253.            XYZs 1,1,1
  15254.            MPSt 0
  15255.            so {
  15256.             gr {
  15257.              nm "twenty arch wall"
  15258.              AnTr 1
  15259.              Cloa 1
  15260.              tran {
  15261.               po 6.7287,-0.14325,-1.0374
  15262.               Scal 0.6335
  15263.               hp 3.9536,-1.73302,-0.57068
  15264.               }
  15265.              XYZs 1,1,1
  15266.              MPSt 0
  15267.              so {
  15268.               gr {
  15269.                nm "twenty arch wall"
  15270.                AnTr 1
  15271.                Cloa 1
  15272.                tran {
  15273.                 po 3.9536,-1.73302,-1.19884
  15274.                 hp 3.9536,-1.73302,0.05748
  15275.                 }
  15276.                XYZs 1,1,1
  15277.                MPSt 0
  15278.                so {
  15279.                 inpr {
  15280.                  AnTr 1
  15281.                  Cloa 1
  15282.                  tran {
  15283.                   po 0.31412,-1.73302,0.28435
  15284.                   hp 0.31383,-1.73227,0.0777
  15285.                   }
  15286.                  XYZs 1,1,1.35175
  15287.                  defo {
  15288.                   affi {
  15289.                    ScaX 1
  15290.                    ScaY 1
  15291.                    ScaZ 1.35175
  15292.                    R1,1 1
  15293.                    R1,2 0
  15294.                    R1,3 0
  15295.                    R2,1 0
  15296.                    R2,2 1
  15297.                    R2,3 0
  15298.                    R3,1 0
  15299.                    R3,2 0
  15300.                    R3,3 1
  15301.                    Tra1 0
  15302.                    Tra2 0
  15303.                    Tra3 0
  15304.                    }
  15305.                   }
  15306.                  MPSt 0
  15307.                  sh {
  15308.                   mapk 0
  15309.                   elms {
  15310.                    }
  15311.                   }
  15312.                  ob "arch"
  15313.                  }
  15314.                 inpr {
  15315.                  AnTr 1
  15316.                  Cloa 1
  15317.                  tran {
  15318.                   po 7.5929,-1.73302,0.30057
  15319.                   hp 0.31383,-1.73227,0.07915
  15320.                   }
  15321.                  XYZs 1,1,1.377
  15322.                  defo {
  15323.                   affi {
  15324.                    ScaX 1
  15325.                    ScaY 1
  15326.                    ScaZ 1.377
  15327.                    R1,1 1
  15328.                    R1,2 0
  15329.                    R1,3 0
  15330.                    R2,1 0
  15331.                    R2,2 1
  15332.                    R2,3 0
  15333.                    R3,1 0
  15334.                    R3,2 0
  15335.                    R3,3 1
  15336.                    Tra1 0
  15337.                    Tra2 0
  15338.                    Tra3 0
  15339.                    }
  15340.                   }
  15341.                  MPSt 0
  15342.                  sh {
  15343.                   mapk 0
  15344.                   elms {
  15345.                    }
  15346.                   }
  15347.                  ob "arch"
  15348.                  }
  15349.                 }
  15350.                boxM 11.24431,-1.46535,1.18878
  15351.                boxm -3.3373,-2.00087,-0.5876
  15352.                open 0
  15353.                }
  15354.               }
  15355.              boxM 11.24419,-1.46536,-0.06758
  15356.              boxm -3.33719,-2.00087,-1.84393
  15357.              open 0
  15358.              }
  15359.             }
  15360.            boxM 11.34715,0.02631,-0.71872
  15361.            boxm 2.11008,-0.31293,-1.84401
  15362.            open 0
  15363.            }
  15364.           gr {
  15365.            nm "twenty arch wall"
  15366.            AnTr 1
  15367.            Cloa 1
  15368.            tran {
  15369.             po 0.69098,6.19466,-1.0374
  15370.             mat 0,0.99994,0,-0.99994,0,0,0,0,1
  15371.             Scal 0.63344
  15372.             hp 3.9536,-1.73302,-0.57068
  15373.             }
  15374.            XYZs 1,1,1
  15375.            MPSt 0
  15376.            so {
  15377.             gr {
  15378.              nm "twenty arch wall"
  15379.              AnTr 1
  15380.              Cloa 1
  15381.              tran {
  15382.               po 3.9536,-1.73302,-1.19884
  15383.               hp 3.9536,-1.73302,0.05748
  15384.               }
  15385.              XYZs 1,1,1
  15386.              MPSt 0
  15387.              so {
  15388.               inpr {
  15389.                AnTr 1
  15390.                Cloa 1
  15391.                tran {
  15392.                 po 0.31412,-1.7493,0.28438
  15393.                 hp 0.31383,-1.8371,0.0777
  15394.                 }
  15395.                XYZs 1,1.06052,1.35175
  15396.                defo {
  15397.                 affi {
  15398.                  ScaX 1
  15399.                  ScaY 1.06052
  15400.                  ScaZ 1.35175
  15401.                  R1,1 1
  15402.                  R1,2 0
  15403.                  R1,3 0
  15404.                  R2,1 0
  15405.                  R2,2 1
  15406.                  R2,3 0
  15407.                  R3,1 0
  15408.                  R3,2 0
  15409.                  R3,3 1
  15410.                  Tra1 0
  15411.                  Tra2 0
  15412.                  Tra3 0
  15413.                  }
  15414.                 }
  15415.                MPSt 0
  15416.                sh {
  15417.                 mapk 0
  15418.                 elms {
  15419.                  }
  15420.                 }
  15421.                ob "arch"
  15422.                }
  15423.               inpr {
  15424.                AnTr 1
  15425.                Cloa 1
  15426.                tran {
  15427.                 po 7.5929,-1.73302,0.26816
  15428.                 hp 0.31383,-1.73227,0.07625
  15429.                 }
  15430.                XYZs 1,1,1.32663
  15431.                defo {
  15432.                 affi {
  15433.                  ScaX 1
  15434.                  ScaY 1
  15435.                  ScaZ 1.32663
  15436.                  R1,1 1
  15437.                  R1,2 0
  15438.                  R1,3 0
  15439.                  R2,1 0
  15440.                  R2,2 1
  15441.                  R2,3 0
  15442.                  R3,1 0
  15443.                  R3,2 0
  15444.                  R3,3 1
  15445.                  Tra1 0
  15446.                  Tra2 0
  15447.                  Tra3 0
  15448.                  }
  15449.                 }
  15450.                MPSt 0
  15451.                sh {
  15452.                 mapk 0
  15453.                 elms {
  15454.                  }
  15455.                 }
  15456.                ob "arch"
  15457.                }
  15458.               }
  15459.              boxM 11.24399,-1.46529,1.15631
  15460.              boxm -3.33682,-2.03322,-0.58754
  15461.              open 0
  15462.              }
  15463.             }
  15464.            boxM 11.24387,-1.4653,-0.10005
  15465.            boxm -3.33672,-2.03322,-1.84387
  15466.            open 0
  15467.            }
  15468.           gr {
  15469.            nm "twenty arch wall"
  15470.            AnTr 1
  15471.            Cloa 1
  15472.            tran {
  15473.             po 12.28882,6.19455,-1.0374
  15474.             mat 0,0.99994,0,-0.99994,0,0,0,0,1
  15475.             Scal 0.6335
  15476.             hp 3.9536,-1.73302,-0.57068
  15477.             }
  15478.            XYZs 1,1,1
  15479.            MPSt 0
  15480.            so {
  15481.             gr {
  15482.              nm "twenty arch wall"
  15483.              AnTr 1
  15484.              Cloa 1
  15485.              tran {
  15486.               po 3.9536,-1.73302,-1.19884
  15487.               hp 3.9536,-1.73302,0.05748
  15488.               }
  15489.              XYZs 1,1,1
  15490.              MPSt 0
  15491.              so {
  15492.               inpr {
  15493.                AnTr 1
  15494.                Cloa 1
  15495.                tran {
  15496.                 po 0.31412,-1.73302,0.28438
  15497.                 hp 0.31383,-1.73227,0.0777
  15498.                 }
  15499.                XYZs 1,1,1.35178
  15500.                defo {
  15501.                 affi {
  15502.                  ScaX 1
  15503.                  ScaY 1
  15504.                  ScaZ 1.35178
  15505.                  R1,1 1
  15506.                  R1,2 0
  15507.                  R1,3 0
  15508.                  R2,1 0
  15509.                  R2,2 1
  15510.                  R2,3 0
  15511.                  R3,1 0
  15512.                  R3,2 0
  15513.                  R3,3 1
  15514.                  Tra1 0
  15515.                  Tra2 0
  15516.                  Tra3 0
  15517.                  }
  15518.                 }
  15519.                MPSt 0
  15520.                sh {
  15521.                 mapk 0
  15522.                 elms {
  15523.                  }
  15524.                 }
  15525.                ob "arch"
  15526.                }
  15527.               inpr {
  15528.                AnTr 1
  15529.                Cloa 1
  15530.                tran {
  15531.                 po 7.5929,-1.73302,0.28438
  15532.                 hp 0.31383,-1.73227,0.0777
  15533.                 }
  15534.                XYZs 1,1,1.35178
  15535.                defo {
  15536.                 affi {
  15537.                  ScaX 1
  15538.                  ScaY 1
  15539.                  ScaZ 1.35178
  15540.                  R1,1 1
  15541.                  R1,2 0
  15542.                  R1,3 0
  15543.                  R2,1 0
  15544.                  R2,2 1
  15545.                  R2,3 0
  15546.                  R3,1 0
  15547.                  R3,2 0
  15548.                  R3,3 1
  15549.                  Tra1 0
  15550.                  Tra2 0
  15551.                  Tra3 0
  15552.                  }
  15553.                 }
  15554.                MPSt 0
  15555.                sh {
  15556.                 mapk 0
  15557.                 elms {
  15558.                  }
  15559.                 }
  15560.                ob "arch"
  15561.                }
  15562.               }
  15563.              boxM 11.244,-1.46529,1.15631
  15564.              boxm -3.33682,-2.00073,-0.58754
  15565.              open 0
  15566.              }
  15567.             }
  15568.            boxM 11.24388,-1.4653,-0.10005
  15569.            boxm -3.33672,-2.00073,-1.84387
  15570.            open 0
  15571.            }
  15572.           gr {
  15573.            nm "roof"
  15574.            AnTr 1
  15575.            Cloa 1
  15576.            tran {
  15577.             po 6.4628,6.18233,-0.64992
  15578.             hp 6.4628,6.18233,-0.64992
  15579.             }
  15580.            XYZs 1,1,1
  15581.            MPSt 0
  15582.            so {
  15583.             gr {
  15584.              nm "roof"
  15585.              AnTr 1
  15586.              Cloa 1
  15587.              tran {
  15588.               po 6.47049,6.20946,-0.6532
  15589.               hp 6.47049,6.20946,-0.6532
  15590.               }
  15591.              XYZs 1,1,1
  15592.              MPSt 0
  15593.              so {
  15594.               inpr {
  15595.                AnTr 1
  15596.                Cloa 1
  15597.                tran {
  15598.                 po 11.50539,6.1767,-0.64989
  15599.                 Scal 0.6953
  15600.                 hp -0.47768,-2.10065,1.49355
  15601.                 }
  15602.                XYZs 1.23148,1.21953,1
  15603.                defo {
  15604.                 affi {
  15605.                  ScaX 1.23148
  15606.                  ScaY 1.21953
  15607.                  ScaZ 1
  15608.                  R1,1 1
  15609.                  R1,2 0
  15610.                  R1,3 0
  15611.                  R2,1 0
  15612.                  R2,2 1
  15613.                  R2,3 0
  15614.                  R3,1 0
  15615.                  R3,2 0
  15616.                  R3,3 1
  15617.                  Tra1 0
  15618.                  Tra2 0
  15619.                  Tra3 0
  15620.                  }
  15621.                 }
  15622.                MPSt 0
  15623.                sh {
  15624.                 mapk 0
  15625.                 elms {
  15626.                  }
  15627.                 }
  15628.                ob "roof"
  15629.                }
  15630.               inpr {
  15631.                AnTr 1
  15632.                Cloa 1
  15633.                tran {
  15634.                 po 1.54343,6.16623,-0.64989
  15635.                 mat -1,0,0,0,-1,0,0,0,1
  15636.                 Scal 0.69524
  15637.                 hp -0.54114,-2.09598,1.49355
  15638.                 }
  15639.                XYZs 1.3951,1.21683,1
  15640.                defo {
  15641.                 affi {
  15642.                  ScaX 1.3951
  15643.                  ScaY 1.21683
  15644.                  ScaZ 1
  15645.                  R1,1 1
  15646.                  R1,2 0
  15647.                  R1,3 0
  15648.                  R2,1 0
  15649.                  R2,2 1
  15650.                  R2,3 0
  15651.                  R3,1 0
  15652.                  R3,2 0
  15653.                  R3,3 1
  15654.                  Tra1 0
  15655.                  Tra2 0
  15656.                  Tra3 0
  15657.                  }
  15658.                 }
  15659.                MPSt 0
  15660.                sh {
  15661.                 mapk 0
  15662.                 elms {
  15663.                  }
  15664.                 }
  15665.                ob "roof"
  15666.                }
  15667.               inpr {
  15668.                AnTr 1
  15669.                Cloa 1
  15670.                tran {
  15671.                 po 6.45035,12.12076,-0.64989
  15672.                 mat 0.00005,-0.99997,0,0.99997,0.00005,0,0,0,1
  15673.                 Scal 0.69504
  15674.                 hp -0.29796,-2.10532,1.49355
  15675.                 }
  15676.                XYZs 0.7681,1.22226,1
  15677.                defo {
  15678.                 affi {
  15679.                  ScaX 0.7681
  15680.                  ScaY 1.22226
  15681.                  ScaZ 1
  15682.                  R1,1 1
  15683.                  R1,2 0
  15684.                  R1,3 0
  15685.                  R2,1 0
  15686.                  R2,2 1
  15687.                  R2,3 0
  15688.                  R3,1 0
  15689.                  R3,2 0
  15690.                  R3,3 1
  15691.                  Tra1 0
  15692.                  Tra2 0
  15693.                  Tra3 0
  15694.                  }
  15695.                 }
  15696.                MPSt 0
  15697.                sh {
  15698.                 mapk 0
  15699.                 elms {
  15700.                  }
  15701.                 }
  15702.                ob "roof"
  15703.                }
  15704.               inpr {
  15705.                AnTr 1
  15706.                Cloa 1
  15707.                tran {
  15708.                 po 6.49744,0.26607,-0.64989
  15709.                 mat -0.00043,0.99997,0,-0.99997,-0.00043,0,0,0,1
  15710.                 Scal 0.69498
  15711.                 hp -0.30849,-2.10532,1.49355
  15712.                 }
  15713.                XYZs 0.79532,1.22226,1
  15714.                defo {
  15715.                 affi {
  15716.                  ScaX 0.79532
  15717.                  ScaY 1.22226
  15718.                  ScaZ 1
  15719.                  R1,1 1
  15720.                  R1,2 0
  15721.                  R1,3 0
  15722.                  R2,1 0
  15723.                  R2,2 1
  15724.                  R2,3 0
  15725.                  R3,1 0
  15726.                  R3,2 0
  15727.                  R3,3 1
  15728.                  Tra1 0
  15729.                  Tra2 0
  15730.                  Tra3 0
  15731.                  }
  15732.                 }
  15733.                MPSt 0
  15734.                sh {
  15735.                 mapk 0
  15736.                 elms {
  15737.                  }
  15738.                 }
  15739.                ob "roof"
  15740.                }
  15741.               inpr {
  15742.                AnTr 1
  15743.                Cloa 1
  15744.                tran {
  15745.                 po 11.075,10.94533,-0.65024
  15746.                 mat 0.00011,-0.00014,-1,-1,0.00005,-0.00005,-0.00002,0.99994,-0.00005
  15747.                 Scal 0.99988
  15748.                 hp 1.10204,-1.12555,0.37993
  15749.                 }
  15750.                XYZs 1.37302,0.59264,1.54018
  15751.                defo {
  15752.                 affi {
  15753.                  ScaX 1.37302
  15754.                  ScaY 0.59264
  15755.                  ScaZ 1.54018
  15756.                  R1,1 1
  15757.                  R1,2 0
  15758.                  R1,3 0
  15759.                  R2,1 0
  15760.                  R2,2 1
  15761.                  R2,3 0
  15762.                  R3,1 0
  15763.                  R3,2 0
  15764.                  R3,3 1
  15765.                  Tra1 0
  15766.                  Tra2 0
  15767.                  Tra3 0
  15768.                  }
  15769.                 }
  15770.                MPSt 0
  15771.                sh {
  15772.                 mapk 0
  15773.                 elms {
  15774.                  }
  15775.                 }
  15776.                ob "slanted roof 1"
  15777.                }
  15778.               inpr {
  15779.                AnTr 1
  15780.                Cloa 1
  15781.                tran {
  15782.                 po 2.01775,10.56612,-0.66953
  15783.                 mat 0.00014,-0.00017,-0.99994,0.99994,0.00008,0.00005,0,0.99994,-0.00023
  15784.                 Scal 0.6953
  15785.                 hp 1.96526,-1.903,0.59264
  15786.                 }
  15787.                XYZs 2.44838,1.00145,2.40253
  15788.                defo {
  15789.                 affi {
  15790.                  ScaX 2.44838
  15791.                  ScaY 1.00145
  15792.                  ScaZ 2.40253
  15793.                  R1,1 1
  15794.                  R1,2 0
  15795.                  R1,3 0
  15796.                  R2,1 0
  15797.                  R2,2 1
  15798.                  R2,3 0
  15799.                  R3,1 0
  15800.                  R3,2 0
  15801.                  R3,3 1
  15802.                  Tra1 0
  15803.                  Tra2 0
  15804.                  Tra3 0
  15805.                  }
  15806.                 }
  15807.                MPSt 0
  15808.                sh {
  15809.                 mapk 0
  15810.                 elms {
  15811.                  }
  15812.                 }
  15813.                ob "slanted roof 2"
  15814.                }
  15815.               inpr {
  15816.                AnTr 1
  15817.                Cloa 1
  15818.                tran {
  15819.                 po 11.09319,1.83939,-0.66959
  15820.                 mat 0.00008,0.00023,1,-0.99994,0.00011,-0.00002,0.00008,1,-0.00034
  15821.                 Scal 0.69516
  15822.                 hp 1.91019,-1.903,0.54358
  15823.                 }
  15824.                XYZs 2.37975,1.00145,2.20348
  15825.                defo {
  15826.                 affi {
  15827.                  ScaX 2.37975
  15828.                  ScaY 1.00145
  15829.                  ScaZ 2.20348
  15830.                  R1,1 1
  15831.                  R1,2 0
  15832.                  R1,3 0
  15833.                  R2,1 0
  15834.                  R2,2 1
  15835.                  R2,3 0
  15836.                  R3,1 0
  15837.                  R3,2 0
  15838.                  R3,3 1
  15839.                  Tra1 0
  15840.                  Tra2 0
  15841.                  Tra3 0
  15842.                  }
  15843.                 }
  15844.                MPSt 0
  15845.                sh {
  15846.                 mapk 0
  15847.                 elms {
  15848.                  }
  15849.                 }
  15850.                ob "slanted roof"
  15851.                }
  15852.               inpr {
  15853.                AnTr 1
  15854.                Cloa 1
  15855.                tran {
  15856.                 po 2.01938,1.47922,-0.65044
  15857.                 mat 0.00011,0.00002,1,1,0.0002,-0.00005,-0.00014,0.99988,0.00002
  15858.                 Scal 0.99979
  15859.                 hp 1.12755,-1.12566,0.42542
  15860.                 }
  15861.                XYZs 1.40479,0.59267,1.72464
  15862.                defo {
  15863.                 affi {
  15864.                  ScaX 1.40479
  15865.                  ScaY 0.59267
  15866.                  ScaZ 1.72464
  15867.                  R1,1 1
  15868.                  R1,2 0
  15869.                  R1,3 0
  15870.                  R2,1 0
  15871.                  R2,2 1
  15872.                  R2,3 0
  15873.                  R3,1 0
  15874.                  R3,2 0
  15875.                  R3,3 1
  15876.                  Tra1 0
  15877.                  Tra2 0
  15878.                  Tra3 0
  15879.                  }
  15880.                 }
  15881.                MPSt 0
  15882.                sh {
  15883.                 mapk 0
  15884.                 elms {
  15885.                  }
  15886.                 }
  15887.                ob "slanted roof"
  15888.                }
  15889.               }
  15890.              boxM 12.45689,12.7572,-0.56601
  15891.              boxm 0.48419,-0.33798,-0.73978
  15892.              open 0
  15893.              }
  15894.             }
  15895.            boxM 12.45671,12.75699,-0.56604
  15896.            boxm 0.48436,-0.33778,-0.73979
  15897.            open 0
  15898.            }
  15899.           }
  15900.          boxM 12.47755,12.75676,-0.56607
  15901.          boxm 0.48451,-0.3376,-1.85349
  15902.          open 0
  15903.          }
  15904.         gr {
  15905.          nm "top domes"
  15906.          AnTr 1
  15907.          Cloa 1
  15908.          tran {
  15909.           po -0.05132,-0.01212,-0.1106
  15910.           hp -0.05132,-0.01212,1.88326
  15911.           }
  15912.          XYZs 1,1,1
  15913.          MPSt 0
  15914.          so {
  15915.           gr {
  15916.            nm "five domes"
  15917.            AnTr 1
  15918.            Cloa 1
  15919.            tran {
  15920.             po -4.9294,-5.21828,1.88036
  15921.             hp -4.9294,-5.21828,1.88036
  15922.             }
  15923.            XYZs 1,1,1
  15924.            MPSt 0
  15925.            so {
  15926.             inpr {
  15927.              AnTr 1
  15928.              Cloa 1
  15929.              tran {
  15930.               po -5.403,-4.53397,1.88036
  15931.               mat 0.8194,-0.00005,0.57323,0.57323,0.00017,-0.81934,-0.00005,0.99994,0.00017
  15932.               Scal 0.30066
  15933.               hp 0,-1.58043,0
  15934.               }
  15935.              XYZs 1.19736,0.99988,1.04613
  15936.              defo {
  15937.               affi {
  15938.                ScaX 1.19736
  15939.                ScaY 0.99988
  15940.                ScaZ 1.04613
  15941.                R1,1 1
  15942.                R1,2 0
  15943.                R1,3 0
  15944.                R2,1 0
  15945.                R2,2 1
  15946.                R2,3 0
  15947.                R3,1 0
  15948.                R3,2 0
  15949.                R3,3 1
  15950.                Tra1 0
  15951.                Tra2 0
  15952.                Tra3 0
  15953.                }
  15954.               }
  15955.              MPSt 0
  15956.              sh {
  15957.               mapk 0
  15958.               elms {
  15959.                }
  15960.               }
  15961.              ob "bottom domes"
  15962.              }
  15963.             inpr {
  15964.              AnTr 1
  15965.              Cloa 1
  15966.              tran {
  15967.               po -5.16565,-4.88062,1.88036
  15968.               mat 0.8194,-0.00005,0.57323,0.57323,0.00017,-0.81934,-0.00005,0.99994,0.00017
  15969.               Scal 0.30066
  15970.               hp 0,-1.58043,0
  15971.               }
  15972.              XYZs 1.19733,0.99988,1.04613
  15973.              defo {
  15974.               affi {
  15975.                ScaX 1.19733
  15976.                ScaY 0.99988
  15977.                ScaZ 1.04613
  15978.                R1,1 1
  15979.                R1,2 0
  15980.                R1,3 0
  15981.                R2,1 0
  15982.                R2,2 1
  15983.                R2,3 0
  15984.                R3,1 0
  15985.                R3,2 0
  15986.                R3,3 1
  15987.                Tra1 0
  15988.                Tra2 0
  15989.                Tra3 0
  15990.                }
  15991.               }
  15992.              MPSt 0
  15993.              sh {
  15994.               mapk 0
  15995.               elms {
  15996.                }
  15997.               }
  15998.              ob "bottom domes"
  15999.              }
  16000.             inpr {
  16001.              AnTr 1
  16002.              Cloa 1
  16003.              tran {
  16004.               po -4.92928,-5.22725,1.88036
  16005.               mat 0.8194,-0.00005,0.57323,0.57323,0.00017,-0.81934,-0.00005,0.99994,0.00017
  16006.               Scal 0.30066
  16007.               hp 0,-1.58043,0
  16008.               }
  16009.              XYZs 1.19733,0.99988,1.04613
  16010.              defo {
  16011.               affi {
  16012.                ScaX 1.19733
  16013.                ScaY 0.99988
  16014.                ScaZ 1.04613
  16015.                R1,1 1
  16016.                R1,2 0
  16017.                R1,3 0
  16018.                R2,1 0
  16019.                R2,2 1
  16020.                R2,3 0
  16021.                R3,1 0
  16022.                R3,2 0
  16023.                R3,3 1
  16024.                Tra1 0
  16025.                Tra2 0
  16026.                Tra3 0
  16027.                }
  16028.               }
  16029.              MPSt 0
  16030.              sh {
  16031.               mapk 0
  16032.               elms {
  16033.                }
  16034.               }
  16035.              ob "bottom domes"
  16036.              }
  16037.             inpr {
  16038.              AnTr 1
  16039.              Cloa 1
  16040.              tran {
  16041.               po -4.68506,-5.5739,1.88036
  16042.               mat 0.8194,-0.00005,0.57323,0.57323,0.00017,-0.81934,-0.00005,0.99994,0.00017
  16043.               Scal 0.30066
  16044.               hp 0,-1.58043,0
  16045.               }
  16046.              XYZs 1.2282,0.99988,1.06775
  16047.              defo {
  16048.               affi {
  16049.                ScaX 1.2282
  16050.                ScaY 0.99988
  16051.                ScaZ 1.06775
  16052.                R1,1 1
  16053.                R1,2 0
  16054.                R1,3 0
  16055.                R2,1 0
  16056.                R2,2 1
  16057.                R2,3 0
  16058.                R3,1 0
  16059.                R3,2 0
  16060.                R3,3 1
  16061.                Tra1 0
  16062.                Tra2 0
  16063.                Tra3 0
  16064.                }
  16065.               }
  16066.              MPSt 0
  16067.              sh {
  16068.               mapk 0
  16069.               elms {
  16070.                }
  16071.               }
  16072.              ob "bottom domes"
  16073.              }
  16074.             inpr {
  16075.              AnTr 1
  16076.              Cloa 1
  16077.              tran {
  16078.               po -4.44872,-5.91269,1.88036
  16079.               mat 0.8194,-0.00005,0.57323,0.57323,0.00017,-0.81934,-0.00005,0.99994,0.00017
  16080.               Scal 0.30066
  16081.               hp 0,-1.58043,0
  16082.               }
  16083.              XYZs 1.1881,0.99988,0.99373
  16084.              defo {
  16085.               affi {
  16086.                ScaX 1.1881
  16087.                ScaY 0.99988
  16088.                ScaZ 0.99373
  16089.                R1,1 1
  16090.                R1,2 0
  16091.                R1,3 0
  16092.                R2,1 0
  16093.                R2,2 1
  16094.                R2,3 0
  16095.                R3,1 0
  16096.                R3,2 0
  16097.                R3,3 1
  16098.                Tra1 0
  16099.                Tra2 0
  16100.                Tra3 0
  16101.                }
  16102.               }
  16103.              MPSt 0
  16104.              sh {
  16105.               mapk 0
  16106.               elms {
  16107.                }
  16108.               }
  16109.              ob "bottom domes"
  16110.              }
  16111.             }
  16112.            boxM -4.12584,-4.21092,2.00653
  16113.            boxm -5.73381,-6.22556,1.75424
  16114.            open 0
  16115.            }
  16116.           gr {
  16117.            nm "five domes"
  16118.            AnTr 1
  16119.            Cloa 1
  16120.            tran {
  16121.             po 4.83989,5.21268,1.88036
  16122.             hp -4.9294,-5.21828,1.88036
  16123.             }
  16124.            XYZs 1,1,1
  16125.            MPSt 0
  16126.            so {
  16127.             inpr {
  16128.              AnTr 1
  16129.              Cloa 1
  16130.              tran {
  16131.               po -5.38628,-4.51825,1.88033
  16132.               mat 0.8194,-0.00005,0.57323,0.57323,0.00017,-0.81934,-0.00005,0.99994,0.00017
  16133.               Scal 0.30066
  16134.               hp 0,-1.58046,0
  16135.               }
  16136.              XYZs 1.30217,1,1.02765
  16137.              defo {
  16138.               affi {
  16139.                ScaX 1.30217
  16140.                ScaY 1
  16141.                ScaZ 1.02765
  16142.                R1,1 1
  16143.                R1,2 0
  16144.                R1,3 0
  16145.                R2,1 0
  16146.                R2,2 1
  16147.                R2,3 0
  16148.                R3,1 0
  16149.                R3,2 0
  16150.                R3,3 1
  16151.                Tra1 0
  16152.                Tra2 0
  16153.                Tra3 0
  16154.                }
  16155.               }
  16156.              MPSt 0
  16157.              sh {
  16158.               mapk 0
  16159.               elms {
  16160.                }
  16161.               }
  16162.              ob "bottom domes"
  16163.              }
  16164.             inpr {
  16165.              AnTr 1
  16166.              Cloa 1
  16167.              tran {
  16168.               po -5.14206,-4.86487,1.88033
  16169.               mat 0.8194,-0.00005,0.57323,0.57323,0.00017,-0.81934,-0.00005,0.99994,0.00017
  16170.               Scal 0.30066
  16171.               hp 0,-1.58034,0
  16172.               }
  16173.              XYZs 1.33298,0.99982,1.04912
  16174.              defo {
  16175.               affi {
  16176.                ScaX 1.33298
  16177.                ScaY 0.99982
  16178.                ScaZ 1.04912
  16179.                R1,1 1
  16180.                R1,2 0
  16181.                R1,3 0
  16182.                R2,1 0
  16183.                R2,2 1
  16184.                R2,3 0
  16185.                R3,1 0
  16186.                R3,2 0
  16187.                R3,3 1
  16188.                Tra1 0
  16189.                Tra2 0
  16190.                Tra3 0
  16191.                }
  16192.               }
  16193.              MPSt 0
  16194.              sh {
  16195.               mapk 0
  16196.               elms {
  16197.                }
  16198.               }
  16199.              ob "bottom domes"
  16200.              }
  16201.             inpr {
  16202.              AnTr 1
  16203.              Cloa 1
  16204.              tran {
  16205.               po -4.90569,-5.19579,1.88033
  16206.               mat 0.8194,-0.00005,0.57323,0.57323,0.00017,-0.81934,-0.00005,0.99994,0.00017
  16207.               Scal 0.30066
  16208.               hp 0,-1.58034,0
  16209.               }
  16210.              XYZs 1.3761,0.99982,0.98752
  16211.              defo {
  16212.               affi {
  16213.                ScaX 1.3761
  16214.                ScaY 0.99982
  16215.                ScaZ 0.98752
  16216.                R1,1 1
  16217.                R1,2 0
  16218.                R1,3 0
  16219.                R2,1 0
  16220.                R2,2 1
  16221.                R2,3 0
  16222.                R3,1 0
  16223.                R3,2 0
  16224.                R3,3 1
  16225.                Tra1 0
  16226.                Tra2 0
  16227.                Tra3 0
  16228.                }
  16229.               }
  16230.              MPSt 0
  16231.              sh {
  16232.               mapk 0
  16233.               elms {
  16234.                }
  16235.               }
  16236.              ob "bottom domes"
  16237.              }
  16238.             inpr {
  16239.              AnTr 1
  16240.              Cloa 1
  16241.              tran {
  16242.               po -4.66144,-5.5504,1.88033
  16243.               mat 0.8194,-0.00005,0.57323,0.57323,0.00017,-0.81934,-0.00005,0.99994,0.00017
  16244.               Scal 0.30066
  16245.               hp 0,-1.58034,0
  16246.               }
  16247.              XYZs 1.3855,0.99982,1.03998
  16248.              defo {
  16249.               affi {
  16250.                ScaX 1.3855
  16251.                ScaY 0.99982
  16252.                ScaZ 1.03998
  16253.                R1,1 1
  16254.                R1,2 0
  16255.                R1,3 0
  16256.                R2,1 0
  16257.                R2,2 1
  16258.                R2,3 0
  16259.                R3,1 0
  16260.                R3,2 0
  16261.                R3,3 1
  16262.                Tra1 0
  16263.                Tra2 0
  16264.                Tra3 0
  16265.                }
  16266.               }
  16267.              MPSt 0
  16268.              sh {
  16269.               mapk 0
  16270.               elms {
  16271.                }
  16272.               }
  16273.              ob "bottom domes"
  16274.              }
  16275.             inpr {
  16276.              AnTr 1
  16277.              Cloa 1
  16278.              tran {
  16279.               po -4.42519,-5.8891,1.88033
  16280.               mat 0.8194,-0.00005,0.57323,0.57323,0.00017,-0.81934,-0.00005,0.99994,0.00017
  16281.               Scal 0.30066
  16282.               hp 0,-1.58046,0
  16283.               }
  16284.              XYZs 1.3454,1,0.96596
  16285.              defo {
  16286.               affi {
  16287.                ScaX 1.3454
  16288.                ScaY 1
  16289.                ScaZ 0.96596
  16290.                R1,1 1
  16291.                R1,2 0
  16292.                R1,3 0
  16293.                R2,1 0
  16294.                R2,2 1
  16295.                R2,3 0
  16296.                R3,1 0
  16297.                R3,2 0
  16298.                R3,3 1
  16299.                Tra1 0
  16300.                Tra2 0
  16301.                Tra3 0
  16302.                }
  16303.               }
  16304.              MPSt 0
  16305.              sh {
  16306.               mapk 0
  16307.               elms {
  16308.                }
  16309.               }
  16310.              ob "bottom domes"
  16311.              }
  16312.             }
  16313.            boxM -4.07867,-4.18582,2.0065
  16314.            boxm -5.73285,-6.21611,1.75414
  16315.            open 0
  16316.            }
  16317.           gr {
  16318.            nm "five domes"
  16319.            AnTr 1
  16320.            Cloa 1
  16321.            tran {
  16322.             po -4.94397,5.24338,1.88036
  16323.             mat -0.3472,-0.93773,0,0.93773,-0.3472,0,0,0,1
  16324.             hp -4.9294,-5.21828,1.88036
  16325.             }
  16326.            XYZs 1,1,1
  16327.            MPSt 0
  16328.            so {
  16329.             inpr {
  16330.              AnTr 1
  16331.              Cloa 1
  16332.              tran {
  16333.               po -5.38628,-4.51825,1.88033
  16334.               mat 0.8194,-0.00005,0.57323,0.57323,0.00017,-0.81934,-0.00005,0.99994,0.00017
  16335.               Scal 0.30066
  16336.               hp 0,-1.58046,0
  16337.               }
  16338.              XYZs 1.30217,1,1.02765
  16339.              defo {
  16340.               affi {
  16341.                ScaX 1.30217
  16342.                ScaY 1
  16343.                ScaZ 1.02765
  16344.                R1,1 1
  16345.                R1,2 0
  16346.                R1,3 0
  16347.                R2,1 0
  16348.                R2,2 1
  16349.                R2,3 0
  16350.                R3,1 0
  16351.                R3,2 0
  16352.                R3,3 1
  16353.                Tra1 0
  16354.                Tra2 0
  16355.                Tra3 0
  16356.                }
  16357.               }
  16358.              MPSt 0
  16359.              sh {
  16360.               mapk 0
  16361.               elms {
  16362.                }
  16363.               }
  16364.              ob "bottom domes"
  16365.              }
  16366.             inpr {
  16367.              AnTr 1
  16368.              Cloa 1
  16369.              tran {
  16370.               po -5.14206,-4.86487,1.88033
  16371.               mat 0.8194,-0.00005,0.57323,0.57323,0.00017,-0.81934,-0.00005,0.99994,0.00017
  16372.               Scal 0.30066
  16373.               hp 0,-1.58034,0
  16374.               }
  16375.              XYZs 1.33298,0.99982,1.04912
  16376.              defo {
  16377.               affi {
  16378.                ScaX 1.33298
  16379.                ScaY 0.99982
  16380.                ScaZ 1.04912
  16381.                R1,1 1
  16382.                R1,2 0
  16383.                R1,3 0
  16384.                R2,1 0
  16385.                R2,2 1
  16386.                R2,3 0
  16387.                R3,1 0
  16388.                R3,2 0
  16389.                R3,3 1
  16390.                Tra1 0
  16391.                Tra2 0
  16392.                Tra3 0
  16393.                }
  16394.               }
  16395.              MPSt 0
  16396.              sh {
  16397.               mapk 0
  16398.               elms {
  16399.                }
  16400.               }
  16401.              ob "bottom domes"
  16402.              }
  16403.             inpr {
  16404.              AnTr 1
  16405.              Cloa 1
  16406.              tran {
  16407.               po -4.90569,-5.19579,1.88033
  16408.               mat 0.8194,-0.00005,0.57323,0.57323,0.00017,-0.81934,-0.00005,0.99994,0.00017
  16409.               Scal 0.30066
  16410.               hp 0,-1.58034,0
  16411.               }
  16412.              XYZs 1.3761,0.99982,0.98752
  16413.              defo {
  16414.               affi {
  16415.                ScaX 1.3761
  16416.                ScaY 0.99982
  16417.                ScaZ 0.98752
  16418.                R1,1 1
  16419.                R1,2 0
  16420.                R1,3 0
  16421.                R2,1 0
  16422.                R2,2 1
  16423.                R2,3 0
  16424.                R3,1 0
  16425.                R3,2 0
  16426.                R3,3 1
  16427.                Tra1 0
  16428.                Tra2 0
  16429.                Tra3 0
  16430.                }
  16431.               }
  16432.              MPSt 0
  16433.              sh {
  16434.               mapk 0
  16435.               elms {
  16436.                }
  16437.               }
  16438.              ob "bottom domes"
  16439.              }
  16440.             inpr {
  16441.              AnTr 1
  16442.              Cloa 1
  16443.              tran {
  16444.               po -4.66144,-5.5504,1.88033
  16445.               mat 0.8194,-0.00005,0.57323,0.57323,0.00017,-0.81934,-0.00005,0.99994,0.00017
  16446.               Scal 0.30066
  16447.               hp 0,-1.58034,0
  16448.               }
  16449.              XYZs 1.3855,0.99982,1.03998
  16450.              defo {
  16451.               affi {
  16452.                ScaX 1.3855
  16453.                ScaY 0.99982
  16454.                ScaZ 1.03998
  16455.                R1,1 1
  16456.                R1,2 0
  16457.                R1,3 0
  16458.                R2,1 0
  16459.                R2,2 1
  16460.                R2,3 0
  16461.                R3,1 0
  16462.                R3,2 0
  16463.                R3,3 1
  16464.                Tra1 0
  16465.                Tra2 0
  16466.                Tra3 0
  16467.                }
  16468.               }
  16469.              MPSt 0
  16470.              sh {
  16471.               mapk 0
  16472.               elms {
  16473.                }
  16474.               }
  16475.              ob "bottom domes"
  16476.              }
  16477.             inpr {
  16478.              AnTr 1
  16479.              Cloa 1
  16480.              tran {
  16481.               po -4.42519,-5.8891,1.88033
  16482.               mat 0.8194,-0.00005,0.57323,0.57323,0.00017,-0.81934,-0.00005,0.99994,0.00017
  16483.               Scal 0.30066
  16484.               hp 0,-1.58046,0
  16485.               }
  16486.              XYZs 1.3454,1,0.96596
  16487.              defo {
  16488.               affi {
  16489.                ScaX 1.3454
  16490.                ScaY 1
  16491.                ScaZ 0.96596
  16492.                R1,1 1
  16493.                R1,2 0
  16494.                R1,3 0
  16495.                R2,1 0
  16496.                R2,2 1
  16497.                R2,3 0
  16498.                R3,1 0
  16499.                R3,2 0
  16500.                R3,3 1
  16501.                Tra1 0
  16502.                Tra2 0
  16503.                Tra3 0
  16504.                }
  16505.               }
  16506.              MPSt 0
  16507.              sh {
  16508.               mapk 0
  16509.               elms {
  16510.                }
  16511.               }
  16512.              ob "bottom domes"
  16513.              }
  16514.             }
  16515.            boxM -4.0787,-4.18591,2.0065
  16516.            boxm -5.73276,-6.21608,1.75414
  16517.            open 0
  16518.            }
  16519.           gr {
  16520.            nm "five domes"
  16521.            AnTr 1
  16522.            Cloa 1
  16523.            tran {
  16524.             po 4.8893,-5.31363,1.88036
  16525.             mat -0.3472,-0.93773,0,0.93773,-0.3472,0,0,0,1
  16526.             hp -4.9294,-5.21828,1.88036
  16527.             }
  16528.            XYZs 1,1,1
  16529.            MPSt 0
  16530.            so {
  16531.             inpr {
  16532.              AnTr 1
  16533.              Cloa 1
  16534.              tran {
  16535.               po -5.38628,-4.51825,1.88033
  16536.               mat 0.8194,-0.00005,0.57323,0.57323,0.00017,-0.81934,-0.00005,0.99994,0.00017
  16537.               Scal 0.30066
  16538.               hp 0,-1.58046,0
  16539.               }
  16540.              XYZs 1.30217,1,1.02765
  16541.              defo {
  16542.               affi {
  16543.                ScaX 1.30217
  16544.                ScaY 1
  16545.                ScaZ 1.02765
  16546.                R1,1 1
  16547.                R1,2 0
  16548.                R1,3 0
  16549.                R2,1 0
  16550.                R2,2 1
  16551.                R2,3 0
  16552.                R3,1 0
  16553.                R3,2 0
  16554.                R3,3 1
  16555.                Tra1 0
  16556.                Tra2 0
  16557.                Tra3 0
  16558.                }
  16559.               }
  16560.              MPSt 0
  16561.              sh {
  16562.               mapk 0
  16563.               elms {
  16564.                }
  16565.               }
  16566.              ob "bottom domes"
  16567.              }
  16568.             inpr {
  16569.              AnTr 1
  16570.              Cloa 1
  16571.              tran {
  16572.               po -5.14206,-4.86487,1.88033
  16573.               mat 0.8194,-0.00005,0.57323,0.57323,0.00017,-0.81934,-0.00005,0.99994,0.00017
  16574.               Scal 0.30066
  16575.               hp 0,-1.58034,0
  16576.               }
  16577.              XYZs 1.33298,0.99982,1.04912
  16578.              defo {
  16579.               affi {
  16580.                ScaX 1.33298
  16581.                ScaY 0.99982
  16582.                ScaZ 1.04912
  16583.                R1,1 1
  16584.                R1,2 0
  16585.                R1,3 0
  16586.                R2,1 0
  16587.                R2,2 1
  16588.                R2,3 0
  16589.                R3,1 0
  16590.                R3,2 0
  16591.                R3,3 1
  16592.                Tra1 0
  16593.                Tra2 0
  16594.                Tra3 0
  16595.                }
  16596.               }
  16597.              MPSt 0
  16598.              sh {
  16599.               mapk 0
  16600.               elms {
  16601.                }
  16602.               }
  16603.              ob "bottom domes"
  16604.              }
  16605.             inpr {
  16606.              AnTr 1
  16607.              Cloa 1
  16608.              tran {
  16609.               po -4.90569,-5.19579,1.88033
  16610.               mat 0.8194,-0.00005,0.57323,0.57323,0.00017,-0.81934,-0.00005,0.99994,0.00017
  16611.               Scal 0.30066
  16612.               hp 0,-1.58034,0
  16613.               }
  16614.              XYZs 1.3761,0.99982,0.98752
  16615.              defo {
  16616.               affi {
  16617.                ScaX 1.3761
  16618.                ScaY 0.99982
  16619.                ScaZ 0.98752
  16620.                R1,1 1
  16621.                R1,2 0
  16622.                R1,3 0
  16623.                R2,1 0
  16624.                R2,2 1
  16625.                R2,3 0
  16626.                R3,1 0
  16627.                R3,2 0
  16628.                R3,3 1
  16629.                Tra1 0
  16630.                Tra2 0
  16631.                Tra3 0
  16632.                }
  16633.               }
  16634.              MPSt 0
  16635.              sh {
  16636.               mapk 0
  16637.               elms {
  16638.                }
  16639.               }
  16640.              ob "bottom domes"
  16641.              }
  16642.             inpr {
  16643.              AnTr 1
  16644.              Cloa 1
  16645.              tran {
  16646.               po -4.66144,-5.5504,1.88033
  16647.               mat 0.8194,-0.00005,0.57323,0.57323,0.00017,-0.81934,-0.00005,0.99994,0.00017
  16648.               Scal 0.30066
  16649.               hp 0,-1.58034,0
  16650.               }
  16651.              XYZs 1.3855,0.99982,1.03998
  16652.              defo {
  16653.               affi {
  16654.                ScaX 1.3855
  16655.                ScaY 0.99982
  16656.                ScaZ 1.03998
  16657.                R1,1 1
  16658.                R1,2 0
  16659.                R1,3 0
  16660.                R2,1 0
  16661.                R2,2 1
  16662.                R2,3 0
  16663.                R3,1 0
  16664.                R3,2 0
  16665.                R3,3 1
  16666.                Tra1 0
  16667.                Tra2 0
  16668.                Tra3 0
  16669.                }
  16670.               }
  16671.              MPSt 0
  16672.              sh {
  16673.               mapk 0
  16674.               elms {
  16675.                }
  16676.               }
  16677.              ob "bottom domes"
  16678.              }
  16679.             inpr {
  16680.              AnTr 1
  16681.              Cloa 1
  16682.              tran {
  16683.               po -4.42519,-5.8891,1.88033
  16684.               mat 0.8194,-0.00005,0.57323,0.57323,0.00017,-0.81934,-0.00005,0.99994,0.00017
  16685.               Scal 0.30066
  16686.               hp 0,-1.58046,0
  16687.               }
  16688.              XYZs 1.3454,1,0.96596
  16689.              defo {
  16690.               affi {
  16691.                ScaX 1.3454
  16692.                ScaY 1
  16693.                ScaZ 0.96596
  16694.                R1,1 1
  16695.                R1,2 0
  16696.                R1,3 0
  16697.                R2,1 0
  16698.                R2,2 1
  16699.                R2,3 0
  16700.                R3,1 0
  16701.                R3,2 0
  16702.                R3,3 1
  16703.                Tra1 0
  16704.                Tra2 0
  16705.                Tra3 0
  16706.                }
  16707.               }
  16708.              MPSt 0
  16709.              sh {
  16710.               mapk 0
  16711.               elms {
  16712.                }
  16713.               }
  16714.              ob "bottom domes"
  16715.              }
  16716.             }
  16717.            boxM -4.07869,-4.18593,2.0065
  16718.            boxm -5.73277,-6.21608,1.75414
  16719.            open 0
  16720.            }
  16721.           gr {
  16722.            nm "twenty two domes"
  16723.            AnTr 1
  16724.            Cloa 1
  16725.            tran {
  16726.             po -5.55196,0.0945,1.88045
  16727.             hp -5.55196,0.0945,1.88045
  16728.             }
  16729.            XYZs 1,1,1
  16730.            MPSt 0
  16731.            so {
  16732.             inpr {
  16733.              AnTr 1
  16734.              Cloa 1
  16735.              tran {
  16736.               po -5.55196,-1.83658,1.88045
  16737.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  16738.               Scal 0.30066
  16739.               hp 0,-1.58057,0
  16740.               }
  16741.              XYZs 1,1,1
  16742.              MPSt 0
  16743.              sh {
  16744.               mapk 0
  16745.               elms {
  16746.                }
  16747.               }
  16748.              ob "bottom domes"
  16749.              }
  16750.             inpr {
  16751.              AnTr 1
  16752.              Cloa 1
  16753.              tran {
  16754.               po -5.55196,-4.36034,1.88045
  16755.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  16756.               Scal 0.30066
  16757.               hp 0,-1.58057,0
  16758.               }
  16759.              XYZs 1,1,1
  16760.              MPSt 0
  16761.              sh {
  16762.               mapk 0
  16763.               elms {
  16764.                }
  16765.               }
  16766.              ob "bottom domes"
  16767.              }
  16768.             inpr {
  16769.              AnTr 1
  16770.              Cloa 1
  16771.              tran {
  16772.               po -5.55196,-3.96518,1.88045
  16773.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  16774.               Scal 0.30066
  16775.               hp 0,-1.58057,0
  16776.               }
  16777.              XYZs 1,1,1
  16778.              MPSt 0
  16779.              sh {
  16780.               mapk 0
  16781.               elms {
  16782.                }
  16783.               }
  16784.              ob "bottom domes"
  16785.              }
  16786.             inpr {
  16787.              AnTr 1
  16788.              Cloa 1
  16789.              tran {
  16790.               po -5.55196,-3.53946,1.88045
  16791.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  16792.               Scal 0.30066
  16793.               hp 0,-1.58057,0
  16794.               }
  16795.              XYZs 1,1,1
  16796.              MPSt 0
  16797.              sh {
  16798.               mapk 0
  16799.               elms {
  16800.                }
  16801.               }
  16802.              ob "bottom domes"
  16803.              }
  16804.             inpr {
  16805.              AnTr 1
  16806.              Cloa 1
  16807.              tran {
  16808.               po -5.55196,-3.11374,1.88045
  16809.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  16810.               Scal 0.30066
  16811.               hp 0,-1.58057,0
  16812.               }
  16813.              XYZs 1,1,1
  16814.              MPSt 0
  16815.              sh {
  16816.               mapk 0
  16817.               elms {
  16818.                }
  16819.               }
  16820.              ob "bottom domes"
  16821.              }
  16822.             inpr {
  16823.              AnTr 1
  16824.              Cloa 1
  16825.              tran {
  16826.               po -5.55196,-2.68802,1.88045
  16827.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  16828.               Scal 0.30066
  16829.               hp 0,-1.58057,0
  16830.               }
  16831.              XYZs 1,1,1
  16832.              MPSt 0
  16833.              sh {
  16834.               mapk 0
  16835.               elms {
  16836.                }
  16837.               }
  16838.              ob "bottom domes"
  16839.              }
  16840.             inpr {
  16841.              AnTr 1
  16842.              Cloa 1
  16843.              tran {
  16844.               po -5.55196,-2.2623,1.88045
  16845.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  16846.               Scal 0.30066
  16847.               hp 0,-1.58057,0
  16848.               }
  16849.              XYZs 1,1,1
  16850.              MPSt 0
  16851.              sh {
  16852.               mapk 0
  16853.               elms {
  16854.                }
  16855.               }
  16856.              ob "bottom domes"
  16857.              }
  16858.             inpr {
  16859.              AnTr 1
  16860.              Cloa 1
  16861.              tran {
  16862.               po -5.55196,-1.41086,1.88045
  16863.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  16864.               Scal 0.30066
  16865.               hp 0,-1.58057,0
  16866.               }
  16867.              XYZs 1,1,1
  16868.              MPSt 0
  16869.              sh {
  16870.               mapk 0
  16871.               elms {
  16872.                }
  16873.               }
  16874.              ob "bottom domes"
  16875.              }
  16876.             inpr {
  16877.              AnTr 1
  16878.              Cloa 1
  16879.              tran {
  16880.               po -5.55196,-0.98514,1.88045
  16881.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  16882.               Scal 0.30066
  16883.               hp 0,-1.58057,0
  16884.               }
  16885.              XYZs 1,1,1
  16886.              MPSt 0
  16887.              sh {
  16888.               mapk 0
  16889.               elms {
  16890.                }
  16891.               }
  16892.              ob "bottom domes"
  16893.              }
  16894.             inpr {
  16895.              AnTr 1
  16896.              Cloa 1
  16897.              tran {
  16898.               po -5.55196,-0.55942,1.88045
  16899.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  16900.               Scal 0.30066
  16901.               hp 0,-1.58057,0
  16902.               }
  16903.              XYZs 1,1,1
  16904.              MPSt 0
  16905.              sh {
  16906.               mapk 0
  16907.               elms {
  16908.                }
  16909.               }
  16910.              ob "bottom domes"
  16911.              }
  16912.             inpr {
  16913.              AnTr 1
  16914.              Cloa 1
  16915.              tran {
  16916.               po -5.55196,-0.1337,1.88045
  16917.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  16918.               Scal 0.30066
  16919.               hp 0,-1.58057,0
  16920.               }
  16921.              XYZs 1,1,1
  16922.              MPSt 0
  16923.              sh {
  16924.               mapk 0
  16925.               elms {
  16926.                }
  16927.               }
  16928.              ob "bottom domes"
  16929.              }
  16930.             inpr {
  16931.              AnTr 1
  16932.              Cloa 1
  16933.              tran {
  16934.               po -5.55196,0.293,1.88045
  16935.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  16936.               Scal 0.30066
  16937.               hp 0,-1.58057,0
  16938.               }
  16939.              XYZs 1,1,1
  16940.              MPSt 0
  16941.              sh {
  16942.               mapk 0
  16943.               elms {
  16944.                }
  16945.               }
  16946.              ob "bottom domes"
  16947.              }
  16948.             inpr {
  16949.              AnTr 1
  16950.              Cloa 1
  16951.              tran {
  16952.               po -5.55196,0.71773,1.88045
  16953.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  16954.               Scal 0.30066
  16955.               hp 0,-1.58057,0
  16956.               }
  16957.              XYZs 1,1,1
  16958.              MPSt 0
  16959.              sh {
  16960.               mapk 0
  16961.               elms {
  16962.                }
  16963.               }
  16964.              ob "bottom domes"
  16965.              }
  16966.             inpr {
  16967.              AnTr 1
  16968.              Cloa 1
  16969.              tran {
  16970.               po -5.55196,1.14345,1.88045
  16971.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  16972.               Scal 0.30066
  16973.               hp 0,-1.58057,0
  16974.               }
  16975.              XYZs 1,1,1
  16976.              MPSt 0
  16977.              sh {
  16978.               mapk 0
  16979.               elms {
  16980.                }
  16981.               }
  16982.              ob "bottom domes"
  16983.              }
  16984.             inpr {
  16985.              AnTr 1
  16986.              Cloa 1
  16987.              tran {
  16988.               po -5.55196,1.56917,1.88045
  16989.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  16990.               Scal 0.30066
  16991.               hp 0,-1.58057,0
  16992.               }
  16993.              XYZs 1,1,1
  16994.              MPSt 0
  16995.              sh {
  16996.               mapk 0
  16997.               elms {
  16998.                }
  16999.               }
  17000.              ob "bottom domes"
  17001.              }
  17002.             inpr {
  17003.              AnTr 1
  17004.              Cloa 1
  17005.              tran {
  17006.               po -5.55196,1.99489,1.88045
  17007.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17008.               Scal 0.30066
  17009.               hp 0,-1.58057,0
  17010.               }
  17011.              XYZs 1,1,1
  17012.              MPSt 0
  17013.              sh {
  17014.               mapk 0
  17015.               elms {
  17016.                }
  17017.               }
  17018.              ob "bottom domes"
  17019.              }
  17020.             inpr {
  17021.              AnTr 1
  17022.              Cloa 1
  17023.              tran {
  17024.               po -5.55196,2.42067,1.88045
  17025.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17026.               Scal 0.30066
  17027.               hp 0,-1.58057,0
  17028.               }
  17029.              XYZs 1,1,1
  17030.              MPSt 0
  17031.              sh {
  17032.               mapk 0
  17033.               elms {
  17034.                }
  17035.               }
  17036.              ob "bottom domes"
  17037.              }
  17038.             inpr {
  17039.              AnTr 1
  17040.              Cloa 1
  17041.              tran {
  17042.               po -5.55196,2.84633,1.88045
  17043.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17044.               Scal 0.30066
  17045.               hp 0,-1.58057,0
  17046.               }
  17047.              XYZs 1,1,1
  17048.              MPSt 0
  17049.              sh {
  17050.               mapk 0
  17051.               elms {
  17052.                }
  17053.               }
  17054.              ob "bottom domes"
  17055.              }
  17056.             inpr {
  17057.              AnTr 1
  17058.              Cloa 1
  17059.              tran {
  17060.               po -5.55196,3.27205,1.88045
  17061.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17062.               Scal 0.30066
  17063.               hp 0,-1.58057,0
  17064.               }
  17065.              XYZs 1,1,1
  17066.              MPSt 0
  17067.              sh {
  17068.               mapk 0
  17069.               elms {
  17070.                }
  17071.               }
  17072.              ob "bottom domes"
  17073.              }
  17074.             inpr {
  17075.              AnTr 1
  17076.              Cloa 1
  17077.              tran {
  17078.               po -5.55196,3.69777,1.88045
  17079.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17080.               Scal 0.30066
  17081.               hp 0,-1.58057,0
  17082.               }
  17083.              XYZs 1,1,1
  17084.              MPSt 0
  17085.              sh {
  17086.               mapk 0
  17087.               elms {
  17088.                }
  17089.               }
  17090.              ob "bottom domes"
  17091.              }
  17092.             inpr {
  17093.              AnTr 1
  17094.              Cloa 1
  17095.              tran {
  17096.               po -5.55196,4.12349,1.88045
  17097.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17098.               Scal 0.30066
  17099.               hp 0,-1.58057,0
  17100.               }
  17101.              XYZs 1,1,1
  17102.              MPSt 0
  17103.              sh {
  17104.               mapk 0
  17105.               elms {
  17106.                }
  17107.               }
  17108.              ob "bottom domes"
  17109.              }
  17110.             inpr {
  17111.              AnTr 1
  17112.              Cloa 1
  17113.              tran {
  17114.               po -5.55196,4.54929,1.88045
  17115.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17116.               Scal 0.30066
  17117.               hp 0,-1.58057,0
  17118.               }
  17119.              XYZs 1,1,1
  17120.              MPSt 0
  17121.              sh {
  17122.               mapk 0
  17123.               elms {
  17124.                }
  17125.               }
  17126.              ob "bottom domes"
  17127.              }
  17128.             }
  17129.            boxM -5.34271,4.75853,2.00655
  17130.            boxm -5.76122,-4.5696,1.75433
  17131.            open 0
  17132.            }
  17133.           gr {
  17134.            nm "twenty two domes"
  17135.            AnTr 1
  17136.            Cloa 1
  17137.            tran {
  17138.             po 5.4731,0.03798,1.88332
  17139.             Scal 1.02295
  17140.             hp -5.55196,0.0945,1.88045
  17141.             }
  17142.            XYZs 1,1,1
  17143.            MPSt 0
  17144.            so {
  17145.             inpr {
  17146.              AnTr 1
  17147.              Cloa 1
  17148.              tran {
  17149.               po -5.55196,-1.83658,1.88045
  17150.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17151.               Scal 0.30066
  17152.               hp 0,-1.58057,0
  17153.               }
  17154.              XYZs 1,1,1
  17155.              MPSt 0
  17156.              sh {
  17157.               mapk 0
  17158.               elms {
  17159.                }
  17160.               }
  17161.              ob "bottom domes"
  17162.              }
  17163.             inpr {
  17164.              AnTr 1
  17165.              Cloa 1
  17166.              tran {
  17167.               po -5.55196,-4.36034,1.88045
  17168.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17169.               Scal 0.30066
  17170.               hp 0,-1.58057,0
  17171.               }
  17172.              XYZs 1,1,1
  17173.              MPSt 0
  17174.              sh {
  17175.               mapk 0
  17176.               elms {
  17177.                }
  17178.               }
  17179.              ob "bottom domes"
  17180.              }
  17181.             inpr {
  17182.              AnTr 1
  17183.              Cloa 1
  17184.              tran {
  17185.               po -5.55196,-3.96518,1.88045
  17186.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17187.               Scal 0.30066
  17188.               hp 0,-1.58057,0
  17189.               }
  17190.              XYZs 1,1,1
  17191.              MPSt 0
  17192.              sh {
  17193.               mapk 0
  17194.               elms {
  17195.                }
  17196.               }
  17197.              ob "bottom domes"
  17198.              }
  17199.             inpr {
  17200.              AnTr 1
  17201.              Cloa 1
  17202.              tran {
  17203.               po -5.55196,-3.53946,1.88045
  17204.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17205.               Scal 0.30066
  17206.               hp 0,-1.58057,0
  17207.               }
  17208.              XYZs 1,1,1
  17209.              MPSt 0
  17210.              sh {
  17211.               mapk 0
  17212.               elms {
  17213.                }
  17214.               }
  17215.              ob "bottom domes"
  17216.              }
  17217.             inpr {
  17218.              AnTr 1
  17219.              Cloa 1
  17220.              tran {
  17221.               po -5.55196,-3.11374,1.88045
  17222.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17223.               Scal 0.30066
  17224.               hp 0,-1.58057,0
  17225.               }
  17226.              XYZs 1,1,1
  17227.              MPSt 0
  17228.              sh {
  17229.               mapk 0
  17230.               elms {
  17231.                }
  17232.               }
  17233.              ob "bottom domes"
  17234.              }
  17235.             inpr {
  17236.              AnTr 1
  17237.              Cloa 1
  17238.              tran {
  17239.               po -5.55196,-2.68802,1.88045
  17240.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17241.               Scal 0.30066
  17242.               hp 0,-1.58057,0
  17243.               }
  17244.              XYZs 1,1,1
  17245.              MPSt 0
  17246.              sh {
  17247.               mapk 0
  17248.               elms {
  17249.                }
  17250.               }
  17251.              ob "bottom domes"
  17252.              }
  17253.             inpr {
  17254.              AnTr 1
  17255.              Cloa 1
  17256.              tran {
  17257.               po -5.55196,-2.2623,1.88045
  17258.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17259.               Scal 0.30066
  17260.               hp 0,-1.58057,0
  17261.               }
  17262.              XYZs 1,1,1
  17263.              MPSt 0
  17264.              sh {
  17265.               mapk 0
  17266.               elms {
  17267.                }
  17268.               }
  17269.              ob "bottom domes"
  17270.              }
  17271.             inpr {
  17272.              AnTr 1
  17273.              Cloa 1
  17274.              tran {
  17275.               po -5.55196,-1.41086,1.88045
  17276.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17277.               Scal 0.30066
  17278.               hp 0,-1.58057,0
  17279.               }
  17280.              XYZs 1,1,1
  17281.              MPSt 0
  17282.              sh {
  17283.               mapk 0
  17284.               elms {
  17285.                }
  17286.               }
  17287.              ob "bottom domes"
  17288.              }
  17289.             inpr {
  17290.              AnTr 1
  17291.              Cloa 1
  17292.              tran {
  17293.               po -5.55196,-0.98514,1.88045
  17294.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17295.               Scal 0.30066
  17296.               hp 0,-1.58057,0
  17297.               }
  17298.              XYZs 1,1,1
  17299.              MPSt 0
  17300.              sh {
  17301.               mapk 0
  17302.               elms {
  17303.                }
  17304.               }
  17305.              ob "bottom domes"
  17306.              }
  17307.             inpr {
  17308.              AnTr 1
  17309.              Cloa 1
  17310.              tran {
  17311.               po -5.55196,-0.55942,1.88045
  17312.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17313.               Scal 0.30066
  17314.               hp 0,-1.58057,0
  17315.               }
  17316.              XYZs 1,1,1
  17317.              MPSt 0
  17318.              sh {
  17319.               mapk 0
  17320.               elms {
  17321.                }
  17322.               }
  17323.              ob "bottom domes"
  17324.              }
  17325.             inpr {
  17326.              AnTr 1
  17327.              Cloa 1
  17328.              tran {
  17329.               po -5.55196,-0.1337,1.88045
  17330.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17331.               Scal 0.30066
  17332.               hp 0,-1.58057,0
  17333.               }
  17334.              XYZs 1,1,1
  17335.              MPSt 0
  17336.              sh {
  17337.               mapk 0
  17338.               elms {
  17339.                }
  17340.               }
  17341.              ob "bottom domes"
  17342.              }
  17343.             inpr {
  17344.              AnTr 1
  17345.              Cloa 1
  17346.              tran {
  17347.               po -5.55196,0.293,1.88045
  17348.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17349.               Scal 0.30066
  17350.               hp 0,-1.58057,0
  17351.               }
  17352.              XYZs 1,1,1
  17353.              MPSt 0
  17354.              sh {
  17355.               mapk 0
  17356.               elms {
  17357.                }
  17358.               }
  17359.              ob "bottom domes"
  17360.              }
  17361.             inpr {
  17362.              AnTr 1
  17363.              Cloa 1
  17364.              tran {
  17365.               po -5.55196,0.71773,1.88045
  17366.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17367.               Scal 0.30066
  17368.               hp 0,-1.58057,0
  17369.               }
  17370.              XYZs 1,1,1
  17371.              MPSt 0
  17372.              sh {
  17373.               mapk 0
  17374.               elms {
  17375.                }
  17376.               }
  17377.              ob "bottom domes"
  17378.              }
  17379.             inpr {
  17380.              AnTr 1
  17381.              Cloa 1
  17382.              tran {
  17383.               po -5.55196,1.14345,1.88045
  17384.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17385.               Scal 0.30066
  17386.               hp 0,-1.58057,0
  17387.               }
  17388.              XYZs 1,1,1
  17389.              MPSt 0
  17390.              sh {
  17391.               mapk 0
  17392.               elms {
  17393.                }
  17394.               }
  17395.              ob "bottom domes"
  17396.              }
  17397.             inpr {
  17398.              AnTr 1
  17399.              Cloa 1
  17400.              tran {
  17401.               po -5.55196,1.56917,1.88045
  17402.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17403.               Scal 0.30066
  17404.               hp 0,-1.58057,0
  17405.               }
  17406.              XYZs 1,1,1
  17407.              MPSt 0
  17408.              sh {
  17409.               mapk 0
  17410.               elms {
  17411.                }
  17412.               }
  17413.              ob "bottom domes"
  17414.              }
  17415.             inpr {
  17416.              AnTr 1
  17417.              Cloa 1
  17418.              tran {
  17419.               po -5.55196,1.99489,1.88045
  17420.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17421.               Scal 0.30066
  17422.               hp 0,-1.58057,0
  17423.               }
  17424.              XYZs 1,1,1
  17425.              MPSt 0
  17426.              sh {
  17427.               mapk 0
  17428.               elms {
  17429.                }
  17430.               }
  17431.              ob "bottom domes"
  17432.              }
  17433.             inpr {
  17434.              AnTr 1
  17435.              Cloa 1
  17436.              tran {
  17437.               po -5.55196,2.42067,1.88045
  17438.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17439.               Scal 0.30066
  17440.               hp 0,-1.58057,0
  17441.               }
  17442.              XYZs 1,1,1
  17443.              MPSt 0
  17444.              sh {
  17445.               mapk 0
  17446.               elms {
  17447.                }
  17448.               }
  17449.              ob "bottom domes"
  17450.              }
  17451.             inpr {
  17452.              AnTr 1
  17453.              Cloa 1
  17454.              tran {
  17455.               po -5.55196,2.84633,1.88045
  17456.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17457.               Scal 0.30066
  17458.               hp 0,-1.58057,0
  17459.               }
  17460.              XYZs 1,1,1
  17461.              MPSt 0
  17462.              sh {
  17463.               mapk 0
  17464.               elms {
  17465.                }
  17466.               }
  17467.              ob "bottom domes"
  17468.              }
  17469.             inpr {
  17470.              AnTr 1
  17471.              Cloa 1
  17472.              tran {
  17473.               po -5.55196,3.27205,1.88045
  17474.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17475.               Scal 0.30066
  17476.               hp 0,-1.58057,0
  17477.               }
  17478.              XYZs 1,1,1
  17479.              MPSt 0
  17480.              sh {
  17481.               mapk 0
  17482.               elms {
  17483.                }
  17484.               }
  17485.              ob "bottom domes"
  17486.              }
  17487.             inpr {
  17488.              AnTr 1
  17489.              Cloa 1
  17490.              tran {
  17491.               po -5.55196,3.69777,1.88045
  17492.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17493.               Scal 0.30066
  17494.               hp 0,-1.58057,0
  17495.               }
  17496.              XYZs 1,1,1
  17497.              MPSt 0
  17498.              sh {
  17499.               mapk 0
  17500.               elms {
  17501.                }
  17502.               }
  17503.              ob "bottom domes"
  17504.              }
  17505.             inpr {
  17506.              AnTr 1
  17507.              Cloa 1
  17508.              tran {
  17509.               po -5.55196,4.12349,1.88045
  17510.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17511.               Scal 0.30066
  17512.               hp 0,-1.58057,0
  17513.               }
  17514.              XYZs 1,1,1
  17515.              MPSt 0
  17516.              sh {
  17517.               mapk 0
  17518.               elms {
  17519.                }
  17520.               }
  17521.              ob "bottom domes"
  17522.              }
  17523.             inpr {
  17524.              AnTr 1
  17525.              Cloa 1
  17526.              tran {
  17527.               po -5.55196,4.54929,1.88045
  17528.               mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17529.               Scal 0.30066
  17530.               hp 0,-1.58057,0
  17531.               }
  17532.              XYZs 1,1,1
  17533.              MPSt 0
  17534.              sh {
  17535.               mapk 0
  17536.               elms {
  17537.                }
  17538.               }
  17539.              ob "bottom domes"
  17540.              }
  17541.             }
  17542.            boxM -5.34273,4.75845,2.00653
  17543.            boxm -5.7612,-4.56955,1.75433
  17544.            open 0
  17545.            }
  17546.           gr {
  17547.            nm "twenty one domes"
  17548.            AnTr 1
  17549.            Cloa 1
  17550.            tran {
  17551.             po 0.0237,6.83037,1.88329
  17552.             hp 0.0237,6.83037,1.88329
  17553.             }
  17554.            XYZs 1,1,1
  17555.            MPSt 0
  17556.            so {
  17557.             gr {
  17558.              nm "twenty one domes"
  17559.              AnTr 1
  17560.              Cloa 1
  17561.              tran {
  17562.               po 0.24149,5.99358,1.88332
  17563.               mat -0.00005,0.99997,0,-0.99997,-0.00005,0,0,0,1
  17564.               Scal 1.02295
  17565.               hp -5.55196,0.0945,1.88045
  17566.               }
  17567.              XYZs 1,1,1
  17568.              MPSt 0
  17569.              so {
  17570.               inpr {
  17571.                AnTr 1
  17572.                Cloa 1
  17573.                tran {
  17574.                 po -5.55196,-1.83658,1.88045
  17575.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17576.                 Scal 0.30066
  17577.                 hp 0,-1.58057,0
  17578.                 }
  17579.                XYZs 1,1,1
  17580.                MPSt 0
  17581.                sh {
  17582.                 mapk 0
  17583.                 elms {
  17584.                  }
  17585.                 }
  17586.                ob "bottom domes"
  17587.                }
  17588.               inpr {
  17589.                AnTr 1
  17590.                Cloa 1
  17591.                tran {
  17592.                 po -5.55196,-4.36034,1.88045
  17593.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17594.                 Scal 0.30066
  17595.                 hp 0,-1.58057,0
  17596.                 }
  17597.                XYZs 1,1,1
  17598.                MPSt 0
  17599.                sh {
  17600.                 mapk 0
  17601.                 elms {
  17602.                  }
  17603.                 }
  17604.                ob "bottom domes"
  17605.                }
  17606.               inpr {
  17607.                AnTr 1
  17608.                Cloa 1
  17609.                tran {
  17610.                 po -5.55196,-3.96518,1.88045
  17611.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17612.                 Scal 0.30066
  17613.                 hp 0,-1.58057,0
  17614.                 }
  17615.                XYZs 1,1,1
  17616.                MPSt 0
  17617.                sh {
  17618.                 mapk 0
  17619.                 elms {
  17620.                  }
  17621.                 }
  17622.                ob "bottom domes"
  17623.                }
  17624.               inpr {
  17625.                AnTr 1
  17626.                Cloa 1
  17627.                tran {
  17628.                 po -5.55196,-3.53946,1.88045
  17629.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17630.                 Scal 0.30066
  17631.                 hp 0,-1.58057,0
  17632.                 }
  17633.                XYZs 1,1,1
  17634.                MPSt 0
  17635.                sh {
  17636.                 mapk 0
  17637.                 elms {
  17638.                  }
  17639.                 }
  17640.                ob "bottom domes"
  17641.                }
  17642.               inpr {
  17643.                AnTr 1
  17644.                Cloa 1
  17645.                tran {
  17646.                 po -5.55196,-3.11374,1.88045
  17647.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17648.                 Scal 0.30066
  17649.                 hp 0,-1.58057,0
  17650.                 }
  17651.                XYZs 1,1,1
  17652.                MPSt 0
  17653.                sh {
  17654.                 mapk 0
  17655.                 elms {
  17656.                  }
  17657.                 }
  17658.                ob "bottom domes"
  17659.                }
  17660.               inpr {
  17661.                AnTr 1
  17662.                Cloa 1
  17663.                tran {
  17664.                 po -5.55196,-2.68802,1.88045
  17665.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17666.                 Scal 0.30066
  17667.                 hp 0,-1.58057,0
  17668.                 }
  17669.                XYZs 1,1,1
  17670.                MPSt 0
  17671.                sh {
  17672.                 mapk 0
  17673.                 elms {
  17674.                  }
  17675.                 }
  17676.                ob "bottom domes"
  17677.                }
  17678.               inpr {
  17679.                AnTr 1
  17680.                Cloa 1
  17681.                tran {
  17682.                 po -5.55196,-2.2623,1.88045
  17683.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17684.                 Scal 0.30066
  17685.                 hp 0,-1.58057,0
  17686.                 }
  17687.                XYZs 1,1,1
  17688.                MPSt 0
  17689.                sh {
  17690.                 mapk 0
  17691.                 elms {
  17692.                  }
  17693.                 }
  17694.                ob "bottom domes"
  17695.                }
  17696.               inpr {
  17697.                AnTr 1
  17698.                Cloa 1
  17699.                tran {
  17700.                 po -5.55196,-1.41086,1.88045
  17701.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17702.                 Scal 0.30066
  17703.                 hp 0,-1.58057,0
  17704.                 }
  17705.                XYZs 1,1,1
  17706.                MPSt 0
  17707.                sh {
  17708.                 mapk 0
  17709.                 elms {
  17710.                  }
  17711.                 }
  17712.                ob "bottom domes"
  17713.                }
  17714.               inpr {
  17715.                AnTr 1
  17716.                Cloa 1
  17717.                tran {
  17718.                 po -5.55196,-0.98514,1.88045
  17719.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17720.                 Scal 0.30066
  17721.                 hp 0,-1.58057,0
  17722.                 }
  17723.                XYZs 1,1,1
  17724.                MPSt 0
  17725.                sh {
  17726.                 mapk 0
  17727.                 elms {
  17728.                  }
  17729.                 }
  17730.                ob "bottom domes"
  17731.                }
  17732.               inpr {
  17733.                AnTr 1
  17734.                Cloa 1
  17735.                tran {
  17736.                 po -5.55196,-0.55942,1.88045
  17737.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17738.                 Scal 0.30066
  17739.                 hp 0,-1.58057,0
  17740.                 }
  17741.                XYZs 1,1,1
  17742.                MPSt 0
  17743.                sh {
  17744.                 mapk 0
  17745.                 elms {
  17746.                  }
  17747.                 }
  17748.                ob "bottom domes"
  17749.                }
  17750.               inpr {
  17751.                AnTr 1
  17752.                Cloa 1
  17753.                tran {
  17754.                 po -5.55196,-0.1337,1.88045
  17755.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17756.                 Scal 0.30066
  17757.                 hp 0,-1.58057,0
  17758.                 }
  17759.                XYZs 1,1,1
  17760.                MPSt 0
  17761.                sh {
  17762.                 mapk 0
  17763.                 elms {
  17764.                  }
  17765.                 }
  17766.                ob "bottom domes"
  17767.                }
  17768.               inpr {
  17769.                AnTr 1
  17770.                Cloa 1
  17771.                tran {
  17772.                 po -5.55196,0.293,1.88045
  17773.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17774.                 Scal 0.30066
  17775.                 hp 0,-1.58057,0
  17776.                 }
  17777.                XYZs 1,1,1
  17778.                MPSt 0
  17779.                sh {
  17780.                 mapk 0
  17781.                 elms {
  17782.                  }
  17783.                 }
  17784.                ob "bottom domes"
  17785.                }
  17786.               inpr {
  17787.                AnTr 1
  17788.                Cloa 1
  17789.                tran {
  17790.                 po -5.55196,0.71773,1.88045
  17791.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17792.                 Scal 0.30066
  17793.                 hp 0,-1.58057,0
  17794.                 }
  17795.                XYZs 1,1,1
  17796.                MPSt 0
  17797.                sh {
  17798.                 mapk 0
  17799.                 elms {
  17800.                  }
  17801.                 }
  17802.                ob "bottom domes"
  17803.                }
  17804.               inpr {
  17805.                AnTr 1
  17806.                Cloa 1
  17807.                tran {
  17808.                 po -5.55196,1.14345,1.88045
  17809.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17810.                 Scal 0.30066
  17811.                 hp 0,-1.58057,0
  17812.                 }
  17813.                XYZs 1,1,1
  17814.                MPSt 0
  17815.                sh {
  17816.                 mapk 0
  17817.                 elms {
  17818.                  }
  17819.                 }
  17820.                ob "bottom domes"
  17821.                }
  17822.               inpr {
  17823.                AnTr 1
  17824.                Cloa 1
  17825.                tran {
  17826.                 po -5.55196,1.56917,1.88045
  17827.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17828.                 Scal 0.30066
  17829.                 hp 0,-1.58057,0
  17830.                 }
  17831.                XYZs 1,1,1
  17832.                MPSt 0
  17833.                sh {
  17834.                 mapk 0
  17835.                 elms {
  17836.                  }
  17837.                 }
  17838.                ob "bottom domes"
  17839.                }
  17840.               inpr {
  17841.                AnTr 1
  17842.                Cloa 1
  17843.                tran {
  17844.                 po -5.55196,1.99489,1.88045
  17845.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17846.                 Scal 0.30066
  17847.                 hp 0,-1.58057,0
  17848.                 }
  17849.                XYZs 1,1,1
  17850.                MPSt 0
  17851.                sh {
  17852.                 mapk 0
  17853.                 elms {
  17854.                  }
  17855.                 }
  17856.                ob "bottom domes"
  17857.                }
  17858.               inpr {
  17859.                AnTr 1
  17860.                Cloa 1
  17861.                tran {
  17862.                 po -5.55196,2.42067,1.88045
  17863.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17864.                 Scal 0.30066
  17865.                 hp 0,-1.58057,0
  17866.                 }
  17867.                XYZs 1,1,1
  17868.                MPSt 0
  17869.                sh {
  17870.                 mapk 0
  17871.                 elms {
  17872.                  }
  17873.                 }
  17874.                ob "bottom domes"
  17875.                }
  17876.               inpr {
  17877.                AnTr 1
  17878.                Cloa 1
  17879.                tran {
  17880.                 po -5.55196,2.84633,1.88045
  17881.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17882.                 Scal 0.30066
  17883.                 hp 0,-1.58057,0
  17884.                 }
  17885.                XYZs 1,1,1
  17886.                MPSt 0
  17887.                sh {
  17888.                 mapk 0
  17889.                 elms {
  17890.                  }
  17891.                 }
  17892.                ob "bottom domes"
  17893.                }
  17894.               inpr {
  17895.                AnTr 1
  17896.                Cloa 1
  17897.                tran {
  17898.                 po -5.55196,3.27205,1.88045
  17899.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17900.                 Scal 0.30066
  17901.                 hp 0,-1.58057,0
  17902.                 }
  17903.                XYZs 1,1,1
  17904.                MPSt 0
  17905.                sh {
  17906.                 mapk 0
  17907.                 elms {
  17908.                  }
  17909.                 }
  17910.                ob "bottom domes"
  17911.                }
  17912.               inpr {
  17913.                AnTr 1
  17914.                Cloa 1
  17915.                tran {
  17916.                 po -5.55196,3.69777,1.88045
  17917.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17918.                 Scal 0.30066
  17919.                 hp 0,-1.58057,0
  17920.                 }
  17921.                XYZs 1,1,1
  17922.                MPSt 0
  17923.                sh {
  17924.                 mapk 0
  17925.                 elms {
  17926.                  }
  17927.                 }
  17928.                ob "bottom domes"
  17929.                }
  17930.               inpr {
  17931.                AnTr 1
  17932.                Cloa 1
  17933.                tran {
  17934.                 po -5.55196,4.12349,1.88045
  17935.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17936.                 Scal 0.30066
  17937.                 hp 0,-1.58057,0
  17938.                 }
  17939.                XYZs 1,1,1
  17940.                MPSt 0
  17941.                sh {
  17942.                 mapk 0
  17943.                 elms {
  17944.                  }
  17945.                 }
  17946.                ob "bottom domes"
  17947.                }
  17948.               }
  17949.              boxM -5.34273,4.33252,2.00653
  17950.              boxm -5.7612,-4.56943,1.75433
  17951.              open 0
  17952.              }
  17953.             gr {
  17954.              nm "twenty one domes"
  17955.              AnTr 1
  17956.              Cloa 1
  17957.              tran {
  17958.               po 0.24149,6.43825,1.88332
  17959.               mat 0,0.99994,0,-0.99994,0,0,0,0,1
  17960.               Scal 1.02295
  17961.               hp -5.55196,0.0945,1.88045
  17962.               }
  17963.              XYZs 1,1,1
  17964.              MPSt 0
  17965.              so {
  17966.               inpr {
  17967.                AnTr 1
  17968.                Cloa 1
  17969.                tran {
  17970.                 po -5.55196,-1.83658,1.88045
  17971.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17972.                 Scal 0.30066
  17973.                 hp 0,-1.58057,0
  17974.                 }
  17975.                XYZs 1,1,1
  17976.                MPSt 0
  17977.                sh {
  17978.                 mapk 0
  17979.                 elms {
  17980.                  }
  17981.                 }
  17982.                ob "bottom domes"
  17983.                }
  17984.               inpr {
  17985.                AnTr 1
  17986.                Cloa 1
  17987.                tran {
  17988.                 po -5.55196,-4.36034,1.88045
  17989.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  17990.                 Scal 0.30066
  17991.                 hp 0,-1.58057,0
  17992.                 }
  17993.                XYZs 1,1,1
  17994.                MPSt 0
  17995.                sh {
  17996.                 mapk 0
  17997.                 elms {
  17998.                  }
  17999.                 }
  18000.                ob "bottom domes"
  18001.                }
  18002.               inpr {
  18003.                AnTr 1
  18004.                Cloa 1
  18005.                tran {
  18006.                 po -5.55196,-3.96518,1.88045
  18007.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18008.                 Scal 0.30066
  18009.                 hp 0,-1.58057,0
  18010.                 }
  18011.                XYZs 1,1,1
  18012.                MPSt 0
  18013.                sh {
  18014.                 mapk 0
  18015.                 elms {
  18016.                  }
  18017.                 }
  18018.                ob "bottom domes"
  18019.                }
  18020.               inpr {
  18021.                AnTr 1
  18022.                Cloa 1
  18023.                tran {
  18024.                 po -5.55196,-3.53946,1.88045
  18025.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18026.                 Scal 0.30066
  18027.                 hp 0,-1.58057,0
  18028.                 }
  18029.                XYZs 1,1,1
  18030.                MPSt 0
  18031.                sh {
  18032.                 mapk 0
  18033.                 elms {
  18034.                  }
  18035.                 }
  18036.                ob "bottom domes"
  18037.                }
  18038.               inpr {
  18039.                AnTr 1
  18040.                Cloa 1
  18041.                tran {
  18042.                 po -5.55196,-3.11374,1.88045
  18043.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18044.                 Scal 0.30066
  18045.                 hp 0,-1.58057,0
  18046.                 }
  18047.                XYZs 1,1,1
  18048.                MPSt 0
  18049.                sh {
  18050.                 mapk 0
  18051.                 elms {
  18052.                  }
  18053.                 }
  18054.                ob "bottom domes"
  18055.                }
  18056.               inpr {
  18057.                AnTr 1
  18058.                Cloa 1
  18059.                tran {
  18060.                 po -5.55196,-2.68802,1.88045
  18061.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18062.                 Scal 0.30066
  18063.                 hp 0,-1.58057,0
  18064.                 }
  18065.                XYZs 1,1,1
  18066.                MPSt 0
  18067.                sh {
  18068.                 mapk 0
  18069.                 elms {
  18070.                  }
  18071.                 }
  18072.                ob "bottom domes"
  18073.                }
  18074.               inpr {
  18075.                AnTr 1
  18076.                Cloa 1
  18077.                tran {
  18078.                 po -5.55196,-2.2623,1.88045
  18079.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18080.                 Scal 0.30066
  18081.                 hp 0,-1.58057,0
  18082.                 }
  18083.                XYZs 1,1,1
  18084.                MPSt 0
  18085.                sh {
  18086.                 mapk 0
  18087.                 elms {
  18088.                  }
  18089.                 }
  18090.                ob "bottom domes"
  18091.                }
  18092.               inpr {
  18093.                AnTr 1
  18094.                Cloa 1
  18095.                tran {
  18096.                 po -5.55196,-1.41086,1.88045
  18097.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18098.                 Scal 0.30066
  18099.                 hp 0,-1.58057,0
  18100.                 }
  18101.                XYZs 1,1,1
  18102.                MPSt 0
  18103.                sh {
  18104.                 mapk 0
  18105.                 elms {
  18106.                  }
  18107.                 }
  18108.                ob "bottom domes"
  18109.                }
  18110.               inpr {
  18111.                AnTr 1
  18112.                Cloa 1
  18113.                tran {
  18114.                 po -5.55196,-0.98514,1.88045
  18115.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18116.                 Scal 0.30066
  18117.                 hp 0,-1.58057,0
  18118.                 }
  18119.                XYZs 1,1,1
  18120.                MPSt 0
  18121.                sh {
  18122.                 mapk 0
  18123.                 elms {
  18124.                  }
  18125.                 }
  18126.                ob "bottom domes"
  18127.                }
  18128.               inpr {
  18129.                AnTr 1
  18130.                Cloa 1
  18131.                tran {
  18132.                 po -5.55196,-0.55942,1.88045
  18133.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18134.                 Scal 0.30066
  18135.                 hp 0,-1.58057,0
  18136.                 }
  18137.                XYZs 1,1,1
  18138.                MPSt 0
  18139.                sh {
  18140.                 mapk 0
  18141.                 elms {
  18142.                  }
  18143.                 }
  18144.                ob "bottom domes"
  18145.                }
  18146.               inpr {
  18147.                AnTr 1
  18148.                Cloa 1
  18149.                tran {
  18150.                 po -5.55196,-0.1337,1.88045
  18151.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18152.                 Scal 0.30066
  18153.                 hp 0,-1.58057,0
  18154.                 }
  18155.                XYZs 1,1,1
  18156.                MPSt 0
  18157.                sh {
  18158.                 mapk 0
  18159.                 elms {
  18160.                  }
  18161.                 }
  18162.                ob "bottom domes"
  18163.                }
  18164.               inpr {
  18165.                AnTr 1
  18166.                Cloa 1
  18167.                tran {
  18168.                 po -5.55196,0.293,1.88045
  18169.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18170.                 Scal 0.30066
  18171.                 hp 0,-1.58057,0
  18172.                 }
  18173.                XYZs 1,1,1
  18174.                MPSt 0
  18175.                sh {
  18176.                 mapk 0
  18177.                 elms {
  18178.                  }
  18179.                 }
  18180.                ob "bottom domes"
  18181.                }
  18182.               inpr {
  18183.                AnTr 1
  18184.                Cloa 1
  18185.                tran {
  18186.                 po -5.55196,0.71773,1.88045
  18187.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18188.                 Scal 0.30066
  18189.                 hp 0,-1.58057,0
  18190.                 }
  18191.                XYZs 1,1,1
  18192.                MPSt 0
  18193.                sh {
  18194.                 mapk 0
  18195.                 elms {
  18196.                  }
  18197.                 }
  18198.                ob "bottom domes"
  18199.                }
  18200.               inpr {
  18201.                AnTr 1
  18202.                Cloa 1
  18203.                tran {
  18204.                 po -5.55196,1.14345,1.88045
  18205.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18206.                 Scal 0.30066
  18207.                 hp 0,-1.58057,0
  18208.                 }
  18209.                XYZs 1,1,1
  18210.                MPSt 0
  18211.                sh {
  18212.                 mapk 0
  18213.                 elms {
  18214.                  }
  18215.                 }
  18216.                ob "bottom domes"
  18217.                }
  18218.               inpr {
  18219.                AnTr 1
  18220.                Cloa 1
  18221.                tran {
  18222.                 po -5.55196,1.56917,1.88045
  18223.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18224.                 Scal 0.30066
  18225.                 hp 0,-1.58057,0
  18226.                 }
  18227.                XYZs 1,1,1
  18228.                MPSt 0
  18229.                sh {
  18230.                 mapk 0
  18231.                 elms {
  18232.                  }
  18233.                 }
  18234.                ob "bottom domes"
  18235.                }
  18236.               inpr {
  18237.                AnTr 1
  18238.                Cloa 1
  18239.                tran {
  18240.                 po -5.55196,1.99489,1.88045
  18241.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18242.                 Scal 0.30066
  18243.                 hp 0,-1.58057,0
  18244.                 }
  18245.                XYZs 1,1,1
  18246.                MPSt 0
  18247.                sh {
  18248.                 mapk 0
  18249.                 elms {
  18250.                  }
  18251.                 }
  18252.                ob "bottom domes"
  18253.                }
  18254.               inpr {
  18255.                AnTr 1
  18256.                Cloa 1
  18257.                tran {
  18258.                 po -5.55196,2.42067,1.88045
  18259.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18260.                 Scal 0.30066
  18261.                 hp 0,-1.58057,0
  18262.                 }
  18263.                XYZs 1,1,1
  18264.                MPSt 0
  18265.                sh {
  18266.                 mapk 0
  18267.                 elms {
  18268.                  }
  18269.                 }
  18270.                ob "bottom domes"
  18271.                }
  18272.               inpr {
  18273.                AnTr 1
  18274.                Cloa 1
  18275.                tran {
  18276.                 po -5.55196,2.84633,1.88045
  18277.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18278.                 Scal 0.30066
  18279.                 hp 0,-1.58057,0
  18280.                 }
  18281.                XYZs 1,1,1
  18282.                MPSt 0
  18283.                sh {
  18284.                 mapk 0
  18285.                 elms {
  18286.                  }
  18287.                 }
  18288.                ob "bottom domes"
  18289.                }
  18290.               inpr {
  18291.                AnTr 1
  18292.                Cloa 1
  18293.                tran {
  18294.                 po -5.55196,3.27205,1.88045
  18295.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18296.                 Scal 0.30066
  18297.                 hp 0,-1.58057,0
  18298.                 }
  18299.                XYZs 1,1,1
  18300.                MPSt 0
  18301.                sh {
  18302.                 mapk 0
  18303.                 elms {
  18304.                  }
  18305.                 }
  18306.                ob "bottom domes"
  18307.                }
  18308.               inpr {
  18309.                AnTr 1
  18310.                Cloa 1
  18311.                tran {
  18312.                 po -5.55196,3.69777,1.88045
  18313.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18314.                 Scal 0.30066
  18315.                 hp 0,-1.58057,0
  18316.                 }
  18317.                XYZs 1,1,1
  18318.                MPSt 0
  18319.                sh {
  18320.                 mapk 0
  18321.                 elms {
  18322.                  }
  18323.                 }
  18324.                ob "bottom domes"
  18325.                }
  18326.               inpr {
  18327.                AnTr 1
  18328.                Cloa 1
  18329.                tran {
  18330.                 po -5.55196,4.12349,1.88045
  18331.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18332.                 Scal 0.30066
  18333.                 hp 0,-1.58057,0
  18334.                 }
  18335.                XYZs 1,1,1
  18336.                MPSt 0
  18337.                sh {
  18338.                 mapk 0
  18339.                 elms {
  18340.                  }
  18341.                 }
  18342.                ob "bottom domes"
  18343.                }
  18344.               }
  18345.              boxM -5.34273,4.3324,2.00653
  18346.              boxm -5.7612,-4.56927,1.75433
  18347.              open 0
  18348.              }
  18349.             gr {
  18350.              nm "twenty one domes"
  18351.              AnTr 1
  18352.              Cloa 1
  18353.              tran {
  18354.               po 0.24149,7.6673,1.88332
  18355.               mat 0,0.99994,0,-0.99994,0,0,0,0,1
  18356.               Scal 1.02295
  18357.               hp -5.55196,0.0945,1.88045
  18358.               }
  18359.              XYZs 1,1,1
  18360.              MPSt 0
  18361.              so {
  18362.               inpr {
  18363.                AnTr 1
  18364.                Cloa 1
  18365.                tran {
  18366.                 po -5.55196,-1.83658,1.88045
  18367.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18368.                 Scal 0.30066
  18369.                 hp 0,-1.58057,0
  18370.                 }
  18371.                XYZs 1,1,1
  18372.                MPSt 0
  18373.                sh {
  18374.                 mapk 0
  18375.                 elms {
  18376.                  }
  18377.                 }
  18378.                ob "bottom domes"
  18379.                }
  18380.               inpr {
  18381.                AnTr 1
  18382.                Cloa 1
  18383.                tran {
  18384.                 po -5.55196,-4.36034,1.88045
  18385.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18386.                 Scal 0.30066
  18387.                 hp 0,-1.58057,0
  18388.                 }
  18389.                XYZs 1,1,1
  18390.                MPSt 0
  18391.                sh {
  18392.                 mapk 0
  18393.                 elms {
  18394.                  }
  18395.                 }
  18396.                ob "bottom domes"
  18397.                }
  18398.               inpr {
  18399.                AnTr 1
  18400.                Cloa 1
  18401.                tran {
  18402.                 po -5.55196,-3.96518,1.88045
  18403.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18404.                 Scal 0.30066
  18405.                 hp 0,-1.58057,0
  18406.                 }
  18407.                XYZs 1,1,1
  18408.                MPSt 0
  18409.                sh {
  18410.                 mapk 0
  18411.                 elms {
  18412.                  }
  18413.                 }
  18414.                ob "bottom domes"
  18415.                }
  18416.               inpr {
  18417.                AnTr 1
  18418.                Cloa 1
  18419.                tran {
  18420.                 po -5.55196,-3.53946,1.88045
  18421.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18422.                 Scal 0.30066
  18423.                 hp 0,-1.58057,0
  18424.                 }
  18425.                XYZs 1,1,1
  18426.                MPSt 0
  18427.                sh {
  18428.                 mapk 0
  18429.                 elms {
  18430.                  }
  18431.                 }
  18432.                ob "bottom domes"
  18433.                }
  18434.               inpr {
  18435.                AnTr 1
  18436.                Cloa 1
  18437.                tran {
  18438.                 po -5.55196,-3.11374,1.88045
  18439.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18440.                 Scal 0.30066
  18441.                 hp 0,-1.58057,0
  18442.                 }
  18443.                XYZs 1,1,1
  18444.                MPSt 0
  18445.                sh {
  18446.                 mapk 0
  18447.                 elms {
  18448.                  }
  18449.                 }
  18450.                ob "bottom domes"
  18451.                }
  18452.               inpr {
  18453.                AnTr 1
  18454.                Cloa 1
  18455.                tran {
  18456.                 po -5.55196,-2.68802,1.88045
  18457.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18458.                 Scal 0.30066
  18459.                 hp 0,-1.58057,0
  18460.                 }
  18461.                XYZs 1,1,1
  18462.                MPSt 0
  18463.                sh {
  18464.                 mapk 0
  18465.                 elms {
  18466.                  }
  18467.                 }
  18468.                ob "bottom domes"
  18469.                }
  18470.               inpr {
  18471.                AnTr 1
  18472.                Cloa 1
  18473.                tran {
  18474.                 po -5.55196,-2.2623,1.88045
  18475.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18476.                 Scal 0.30066
  18477.                 hp 0,-1.58057,0
  18478.                 }
  18479.                XYZs 1,1,1
  18480.                MPSt 0
  18481.                sh {
  18482.                 mapk 0
  18483.                 elms {
  18484.                  }
  18485.                 }
  18486.                ob "bottom domes"
  18487.                }
  18488.               inpr {
  18489.                AnTr 1
  18490.                Cloa 1
  18491.                tran {
  18492.                 po -5.55196,-1.41086,1.88045
  18493.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18494.                 Scal 0.30066
  18495.                 hp 0,-1.58057,0
  18496.                 }
  18497.                XYZs 1,1,1
  18498.                MPSt 0
  18499.                sh {
  18500.                 mapk 0
  18501.                 elms {
  18502.                  }
  18503.                 }
  18504.                ob "bottom domes"
  18505.                }
  18506.               inpr {
  18507.                AnTr 1
  18508.                Cloa 1
  18509.                tran {
  18510.                 po -5.55196,-0.98514,1.88045
  18511.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18512.                 Scal 0.30066
  18513.                 hp 0,-1.58057,0
  18514.                 }
  18515.                XYZs 1,1,1
  18516.                MPSt 0
  18517.                sh {
  18518.                 mapk 0
  18519.                 elms {
  18520.                  }
  18521.                 }
  18522.                ob "bottom domes"
  18523.                }
  18524.               inpr {
  18525.                AnTr 1
  18526.                Cloa 1
  18527.                tran {
  18528.                 po -5.55196,-0.55942,1.88045
  18529.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18530.                 Scal 0.30066
  18531.                 hp 0,-1.58057,0
  18532.                 }
  18533.                XYZs 1,1,1
  18534.                MPSt 0
  18535.                sh {
  18536.                 mapk 0
  18537.                 elms {
  18538.                  }
  18539.                 }
  18540.                ob "bottom domes"
  18541.                }
  18542.               inpr {
  18543.                AnTr 1
  18544.                Cloa 1
  18545.                tran {
  18546.                 po -5.55196,-0.1337,1.88045
  18547.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18548.                 Scal 0.30066
  18549.                 hp 0,-1.58057,0
  18550.                 }
  18551.                XYZs 1,1,1
  18552.                MPSt 0
  18553.                sh {
  18554.                 mapk 0
  18555.                 elms {
  18556.                  }
  18557.                 }
  18558.                ob "bottom domes"
  18559.                }
  18560.               inpr {
  18561.                AnTr 1
  18562.                Cloa 1
  18563.                tran {
  18564.                 po -5.55196,0.293,1.88045
  18565.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18566.                 Scal 0.30066
  18567.                 hp 0,-1.58057,0
  18568.                 }
  18569.                XYZs 1,1,1
  18570.                MPSt 0
  18571.                sh {
  18572.                 mapk 0
  18573.                 elms {
  18574.                  }
  18575.                 }
  18576.                ob "bottom domes"
  18577.                }
  18578.               inpr {
  18579.                AnTr 1
  18580.                Cloa 1
  18581.                tran {
  18582.                 po -5.55196,0.71773,1.88045
  18583.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18584.                 Scal 0.30066
  18585.                 hp 0,-1.58057,0
  18586.                 }
  18587.                XYZs 1,1,1
  18588.                MPSt 0
  18589.                sh {
  18590.                 mapk 0
  18591.                 elms {
  18592.                  }
  18593.                 }
  18594.                ob "bottom domes"
  18595.                }
  18596.               inpr {
  18597.                AnTr 1
  18598.                Cloa 1
  18599.                tran {
  18600.                 po -5.55196,1.14345,1.88045
  18601.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18602.                 Scal 0.30066
  18603.                 hp 0,-1.58057,0
  18604.                 }
  18605.                XYZs 1,1,1
  18606.                MPSt 0
  18607.                sh {
  18608.                 mapk 0
  18609.                 elms {
  18610.                  }
  18611.                 }
  18612.                ob "bottom domes"
  18613.                }
  18614.               inpr {
  18615.                AnTr 1
  18616.                Cloa 1
  18617.                tran {
  18618.                 po -5.55196,1.56917,1.88045
  18619.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18620.                 Scal 0.30066
  18621.                 hp 0,-1.58057,0
  18622.                 }
  18623.                XYZs 1,1,1
  18624.                MPSt 0
  18625.                sh {
  18626.                 mapk 0
  18627.                 elms {
  18628.                  }
  18629.                 }
  18630.                ob "bottom domes"
  18631.                }
  18632.               inpr {
  18633.                AnTr 1
  18634.                Cloa 1
  18635.                tran {
  18636.                 po -5.55196,1.99489,1.88045
  18637.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18638.                 Scal 0.30066
  18639.                 hp 0,-1.58057,0
  18640.                 }
  18641.                XYZs 1,1,1
  18642.                MPSt 0
  18643.                sh {
  18644.                 mapk 0
  18645.                 elms {
  18646.                  }
  18647.                 }
  18648.                ob "bottom domes"
  18649.                }
  18650.               inpr {
  18651.                AnTr 1
  18652.                Cloa 1
  18653.                tran {
  18654.                 po -5.55196,2.42067,1.88045
  18655.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18656.                 Scal 0.30066
  18657.                 hp 0,-1.58057,0
  18658.                 }
  18659.                XYZs 1,1,1
  18660.                MPSt 0
  18661.                sh {
  18662.                 mapk 0
  18663.                 elms {
  18664.                  }
  18665.                 }
  18666.                ob "bottom domes"
  18667.                }
  18668.               inpr {
  18669.                AnTr 1
  18670.                Cloa 1
  18671.                tran {
  18672.                 po -5.55196,2.84633,1.88045
  18673.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18674.                 Scal 0.30066
  18675.                 hp 0,-1.58057,0
  18676.                 }
  18677.                XYZs 1,1,1
  18678.                MPSt 0
  18679.                sh {
  18680.                 mapk 0
  18681.                 elms {
  18682.                  }
  18683.                 }
  18684.                ob "bottom domes"
  18685.                }
  18686.               inpr {
  18687.                AnTr 1
  18688.                Cloa 1
  18689.                tran {
  18690.                 po -5.55196,3.27205,1.88045
  18691.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18692.                 Scal 0.30066
  18693.                 hp 0,-1.58057,0
  18694.                 }
  18695.                XYZs 1,1,1
  18696.                MPSt 0
  18697.                sh {
  18698.                 mapk 0
  18699.                 elms {
  18700.                  }
  18701.                 }
  18702.                ob "bottom domes"
  18703.                }
  18704.               inpr {
  18705.                AnTr 1
  18706.                Cloa 1
  18707.                tran {
  18708.                 po -5.55196,3.69777,1.88045
  18709.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18710.                 Scal 0.30066
  18711.                 hp 0,-1.58057,0
  18712.                 }
  18713.                XYZs 1,1,1
  18714.                MPSt 0
  18715.                sh {
  18716.                 mapk 0
  18717.                 elms {
  18718.                  }
  18719.                 }
  18720.                ob "bottom domes"
  18721.                }
  18722.               inpr {
  18723.                AnTr 1
  18724.                Cloa 1
  18725.                tran {
  18726.                 po -5.55196,4.12349,1.88045
  18727.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18728.                 Scal 0.30066
  18729.                 hp 0,-1.58057,0
  18730.                 }
  18731.                XYZs 1,1,1
  18732.                MPSt 0
  18733.                sh {
  18734.                 mapk 0
  18735.                 elms {
  18736.                  }
  18737.                 }
  18738.                ob "bottom domes"
  18739.                }
  18740.               }
  18741.              boxM -5.34273,4.3324,2.00653
  18742.              boxm -5.7612,-4.56927,1.75433
  18743.              open 0
  18744.              }
  18745.             gr {
  18746.              nm "twenty one domes"
  18747.              AnTr 1
  18748.              Cloa 1
  18749.              tran {
  18750.               po 0.24149,6.84792,1.88332
  18751.               mat 0,0.99994,0,-0.99994,0,0,0,0,1
  18752.               Scal 1.02295
  18753.               hp -5.55196,0.0945,1.88045
  18754.               }
  18755.              XYZs 1,1,1
  18756.              MPSt 0
  18757.              so {
  18758.               inpr {
  18759.                AnTr 1
  18760.                Cloa 1
  18761.                tran {
  18762.                 po -5.55196,-1.83658,1.88045
  18763.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18764.                 Scal 0.30066
  18765.                 hp 0,-1.58057,0
  18766.                 }
  18767.                XYZs 1,1,1
  18768.                MPSt 0
  18769.                sh {
  18770.                 mapk 0
  18771.                 elms {
  18772.                  }
  18773.                 }
  18774.                ob "bottom domes"
  18775.                }
  18776.               inpr {
  18777.                AnTr 1
  18778.                Cloa 1
  18779.                tran {
  18780.                 po -5.55196,-4.36034,1.88045
  18781.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18782.                 Scal 0.30066
  18783.                 hp 0,-1.58057,0
  18784.                 }
  18785.                XYZs 1,1,1
  18786.                MPSt 0
  18787.                sh {
  18788.                 mapk 0
  18789.                 elms {
  18790.                  }
  18791.                 }
  18792.                ob "bottom domes"
  18793.                }
  18794.               inpr {
  18795.                AnTr 1
  18796.                Cloa 1
  18797.                tran {
  18798.                 po -5.55196,-3.96518,1.88045
  18799.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18800.                 Scal 0.30066
  18801.                 hp 0,-1.58057,0
  18802.                 }
  18803.                XYZs 1,1,1
  18804.                MPSt 0
  18805.                sh {
  18806.                 mapk 0
  18807.                 elms {
  18808.                  }
  18809.                 }
  18810.                ob "bottom domes"
  18811.                }
  18812.               inpr {
  18813.                AnTr 1
  18814.                Cloa 1
  18815.                tran {
  18816.                 po -5.55196,-3.53946,1.88045
  18817.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18818.                 Scal 0.30066
  18819.                 hp 0,-1.58057,0
  18820.                 }
  18821.                XYZs 1,1,1
  18822.                MPSt 0
  18823.                sh {
  18824.                 mapk 0
  18825.                 elms {
  18826.                  }
  18827.                 }
  18828.                ob "bottom domes"
  18829.                }
  18830.               inpr {
  18831.                AnTr 1
  18832.                Cloa 1
  18833.                tran {
  18834.                 po -5.55196,-3.11374,1.88045
  18835.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18836.                 Scal 0.30066
  18837.                 hp 0,-1.58057,0
  18838.                 }
  18839.                XYZs 1,1,1
  18840.                MPSt 0
  18841.                sh {
  18842.                 mapk 0
  18843.                 elms {
  18844.                  }
  18845.                 }
  18846.                ob "bottom domes"
  18847.                }
  18848.               inpr {
  18849.                AnTr 1
  18850.                Cloa 1
  18851.                tran {
  18852.                 po -5.55196,-2.68802,1.88045
  18853.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18854.                 Scal 0.30066
  18855.                 hp 0,-1.58057,0
  18856.                 }
  18857.                XYZs 1,1,1
  18858.                MPSt 0
  18859.                sh {
  18860.                 mapk 0
  18861.                 elms {
  18862.                  }
  18863.                 }
  18864.                ob "bottom domes"
  18865.                }
  18866.               inpr {
  18867.                AnTr 1
  18868.                Cloa 1
  18869.                tran {
  18870.                 po -5.55196,-2.2623,1.88045
  18871.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18872.                 Scal 0.30066
  18873.                 hp 0,-1.58057,0
  18874.                 }
  18875.                XYZs 1,1,1
  18876.                MPSt 0
  18877.                sh {
  18878.                 mapk 0
  18879.                 elms {
  18880.                  }
  18881.                 }
  18882.                ob "bottom domes"
  18883.                }
  18884.               inpr {
  18885.                AnTr 1
  18886.                Cloa 1
  18887.                tran {
  18888.                 po -5.55196,-1.41086,1.88045
  18889.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18890.                 Scal 0.30066
  18891.                 hp 0,-1.58057,0
  18892.                 }
  18893.                XYZs 1,1,1
  18894.                MPSt 0
  18895.                sh {
  18896.                 mapk 0
  18897.                 elms {
  18898.                  }
  18899.                 }
  18900.                ob "bottom domes"
  18901.                }
  18902.               inpr {
  18903.                AnTr 1
  18904.                Cloa 1
  18905.                tran {
  18906.                 po -5.55196,-0.98514,1.88045
  18907.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18908.                 Scal 0.30066
  18909.                 hp 0,-1.58057,0
  18910.                 }
  18911.                XYZs 1,1,1
  18912.                MPSt 0
  18913.                sh {
  18914.                 mapk 0
  18915.                 elms {
  18916.                  }
  18917.                 }
  18918.                ob "bottom domes"
  18919.                }
  18920.               inpr {
  18921.                AnTr 1
  18922.                Cloa 1
  18923.                tran {
  18924.                 po -5.55196,-0.55942,1.88045
  18925.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18926.                 Scal 0.30066
  18927.                 hp 0,-1.58057,0
  18928.                 }
  18929.                XYZs 1,1,1
  18930.                MPSt 0
  18931.                sh {
  18932.                 mapk 0
  18933.                 elms {
  18934.                  }
  18935.                 }
  18936.                ob "bottom domes"
  18937.                }
  18938.               inpr {
  18939.                AnTr 1
  18940.                Cloa 1
  18941.                tran {
  18942.                 po -5.55196,-0.1337,1.88045
  18943.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18944.                 Scal 0.30066
  18945.                 hp 0,-1.58057,0
  18946.                 }
  18947.                XYZs 1,1,1
  18948.                MPSt 0
  18949.                sh {
  18950.                 mapk 0
  18951.                 elms {
  18952.                  }
  18953.                 }
  18954.                ob "bottom domes"
  18955.                }
  18956.               inpr {
  18957.                AnTr 1
  18958.                Cloa 1
  18959.                tran {
  18960.                 po -5.55196,0.293,1.88045
  18961.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18962.                 Scal 0.30066
  18963.                 hp 0,-1.58057,0
  18964.                 }
  18965.                XYZs 1,1,1
  18966.                MPSt 0
  18967.                sh {
  18968.                 mapk 0
  18969.                 elms {
  18970.                  }
  18971.                 }
  18972.                ob "bottom domes"
  18973.                }
  18974.               inpr {
  18975.                AnTr 1
  18976.                Cloa 1
  18977.                tran {
  18978.                 po -5.55196,0.71773,1.88045
  18979.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18980.                 Scal 0.30066
  18981.                 hp 0,-1.58057,0
  18982.                 }
  18983.                XYZs 1,1,1
  18984.                MPSt 0
  18985.                sh {
  18986.                 mapk 0
  18987.                 elms {
  18988.                  }
  18989.                 }
  18990.                ob "bottom domes"
  18991.                }
  18992.               inpr {
  18993.                AnTr 1
  18994.                Cloa 1
  18995.                tran {
  18996.                 po -5.55196,1.14345,1.88045
  18997.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  18998.                 Scal 0.30066
  18999.                 hp 0,-1.58057,0
  19000.                 }
  19001.                XYZs 1,1,1
  19002.                MPSt 0
  19003.                sh {
  19004.                 mapk 0
  19005.                 elms {
  19006.                  }
  19007.                 }
  19008.                ob "bottom domes"
  19009.                }
  19010.               inpr {
  19011.                AnTr 1
  19012.                Cloa 1
  19013.                tran {
  19014.                 po -5.55196,1.56917,1.88045
  19015.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19016.                 Scal 0.30066
  19017.                 hp 0,-1.58057,0
  19018.                 }
  19019.                XYZs 1,1,1
  19020.                MPSt 0
  19021.                sh {
  19022.                 mapk 0
  19023.                 elms {
  19024.                  }
  19025.                 }
  19026.                ob "bottom domes"
  19027.                }
  19028.               inpr {
  19029.                AnTr 1
  19030.                Cloa 1
  19031.                tran {
  19032.                 po -5.55196,1.99489,1.88045
  19033.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19034.                 Scal 0.30066
  19035.                 hp 0,-1.58057,0
  19036.                 }
  19037.                XYZs 1,1,1
  19038.                MPSt 0
  19039.                sh {
  19040.                 mapk 0
  19041.                 elms {
  19042.                  }
  19043.                 }
  19044.                ob "bottom domes"
  19045.                }
  19046.               inpr {
  19047.                AnTr 1
  19048.                Cloa 1
  19049.                tran {
  19050.                 po -5.55196,2.42067,1.88045
  19051.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19052.                 Scal 0.30066
  19053.                 hp 0,-1.58057,0
  19054.                 }
  19055.                XYZs 1,1,1
  19056.                MPSt 0
  19057.                sh {
  19058.                 mapk 0
  19059.                 elms {
  19060.                  }
  19061.                 }
  19062.                ob "bottom domes"
  19063.                }
  19064.               inpr {
  19065.                AnTr 1
  19066.                Cloa 1
  19067.                tran {
  19068.                 po -5.55196,2.84633,1.88045
  19069.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19070.                 Scal 0.30066
  19071.                 hp 0,-1.58057,0
  19072.                 }
  19073.                XYZs 1,1,1
  19074.                MPSt 0
  19075.                sh {
  19076.                 mapk 0
  19077.                 elms {
  19078.                  }
  19079.                 }
  19080.                ob "bottom domes"
  19081.                }
  19082.               inpr {
  19083.                AnTr 1
  19084.                Cloa 1
  19085.                tran {
  19086.                 po -5.55196,3.27205,1.88045
  19087.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19088.                 Scal 0.30066
  19089.                 hp 0,-1.58057,0
  19090.                 }
  19091.                XYZs 1,1,1
  19092.                MPSt 0
  19093.                sh {
  19094.                 mapk 0
  19095.                 elms {
  19096.                  }
  19097.                 }
  19098.                ob "bottom domes"
  19099.                }
  19100.               inpr {
  19101.                AnTr 1
  19102.                Cloa 1
  19103.                tran {
  19104.                 po -5.55196,3.69777,1.88045
  19105.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19106.                 Scal 0.30066
  19107.                 hp 0,-1.58057,0
  19108.                 }
  19109.                XYZs 1,1,1
  19110.                MPSt 0
  19111.                sh {
  19112.                 mapk 0
  19113.                 elms {
  19114.                  }
  19115.                 }
  19116.                ob "bottom domes"
  19117.                }
  19118.               inpr {
  19119.                AnTr 1
  19120.                Cloa 1
  19121.                tran {
  19122.                 po -5.55196,4.12349,1.88045
  19123.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19124.                 Scal 0.30066
  19125.                 hp 0,-1.58057,0
  19126.                 }
  19127.                XYZs 1,1,1
  19128.                MPSt 0
  19129.                sh {
  19130.                 mapk 0
  19131.                 elms {
  19132.                  }
  19133.                 }
  19134.                ob "bottom domes"
  19135.                }
  19136.               }
  19137.              boxM -5.34273,4.3324,2.00653
  19138.              boxm -5.7612,-4.56927,1.75433
  19139.              open 0
  19140.              }
  19141.             gr {
  19142.              nm "twenty one domes"
  19143.              AnTr 1
  19144.              Cloa 1
  19145.              tran {
  19146.               po 0.24149,7.2576,1.88332
  19147.               mat 0,0.99994,0,-0.99994,0,0,0,0,1
  19148.               Scal 1.02295
  19149.               hp -5.55196,0.0945,1.88045
  19150.               }
  19151.              XYZs 1,1,1
  19152.              MPSt 0
  19153.              so {
  19154.               inpr {
  19155.                AnTr 1
  19156.                Cloa 1
  19157.                tran {
  19158.                 po -5.55196,-1.83658,1.88045
  19159.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19160.                 Scal 0.30066
  19161.                 hp 0,-1.58057,0
  19162.                 }
  19163.                XYZs 1,1,1
  19164.                MPSt 0
  19165.                sh {
  19166.                 mapk 0
  19167.                 elms {
  19168.                  }
  19169.                 }
  19170.                ob "bottom domes"
  19171.                }
  19172.               inpr {
  19173.                AnTr 1
  19174.                Cloa 1
  19175.                tran {
  19176.                 po -5.55196,-4.36034,1.88045
  19177.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19178.                 Scal 0.30066
  19179.                 hp 0,-1.58057,0
  19180.                 }
  19181.                XYZs 1,1,1
  19182.                MPSt 0
  19183.                sh {
  19184.                 mapk 0
  19185.                 elms {
  19186.                  }
  19187.                 }
  19188.                ob "bottom domes"
  19189.                }
  19190.               inpr {
  19191.                AnTr 1
  19192.                Cloa 1
  19193.                tran {
  19194.                 po -5.55196,-3.96518,1.88045
  19195.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19196.                 Scal 0.30066
  19197.                 hp 0,-1.58057,0
  19198.                 }
  19199.                XYZs 1,1,1
  19200.                MPSt 0
  19201.                sh {
  19202.                 mapk 0
  19203.                 elms {
  19204.                  }
  19205.                 }
  19206.                ob "bottom domes"
  19207.                }
  19208.               inpr {
  19209.                AnTr 1
  19210.                Cloa 1
  19211.                tran {
  19212.                 po -5.55196,-3.53946,1.88045
  19213.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19214.                 Scal 0.30066
  19215.                 hp 0,-1.58057,0
  19216.                 }
  19217.                XYZs 1,1,1
  19218.                MPSt 0
  19219.                sh {
  19220.                 mapk 0
  19221.                 elms {
  19222.                  }
  19223.                 }
  19224.                ob "bottom domes"
  19225.                }
  19226.               inpr {
  19227.                AnTr 1
  19228.                Cloa 1
  19229.                tran {
  19230.                 po -5.55196,-3.11374,1.88045
  19231.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19232.                 Scal 0.30066
  19233.                 hp 0,-1.58057,0
  19234.                 }
  19235.                XYZs 1,1,1
  19236.                MPSt 0
  19237.                sh {
  19238.                 mapk 0
  19239.                 elms {
  19240.                  }
  19241.                 }
  19242.                ob "bottom domes"
  19243.                }
  19244.               inpr {
  19245.                AnTr 1
  19246.                Cloa 1
  19247.                tran {
  19248.                 po -5.55196,-2.68802,1.88045
  19249.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19250.                 Scal 0.30066
  19251.                 hp 0,-1.58057,0
  19252.                 }
  19253.                XYZs 1,1,1
  19254.                MPSt 0
  19255.                sh {
  19256.                 mapk 0
  19257.                 elms {
  19258.                  }
  19259.                 }
  19260.                ob "bottom domes"
  19261.                }
  19262.               inpr {
  19263.                AnTr 1
  19264.                Cloa 1
  19265.                tran {
  19266.                 po -5.55196,-2.2623,1.88045
  19267.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19268.                 Scal 0.30066
  19269.                 hp 0,-1.58057,0
  19270.                 }
  19271.                XYZs 1,1,1
  19272.                MPSt 0
  19273.                sh {
  19274.                 mapk 0
  19275.                 elms {
  19276.                  }
  19277.                 }
  19278.                ob "bottom domes"
  19279.                }
  19280.               inpr {
  19281.                AnTr 1
  19282.                Cloa 1
  19283.                tran {
  19284.                 po -5.55196,-1.41086,1.88045
  19285.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19286.                 Scal 0.30066
  19287.                 hp 0,-1.58057,0
  19288.                 }
  19289.                XYZs 1,1,1
  19290.                MPSt 0
  19291.                sh {
  19292.                 mapk 0
  19293.                 elms {
  19294.                  }
  19295.                 }
  19296.                ob "bottom domes"
  19297.                }
  19298.               inpr {
  19299.                AnTr 1
  19300.                Cloa 1
  19301.                tran {
  19302.                 po -5.55196,-0.98514,1.88045
  19303.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19304.                 Scal 0.30066
  19305.                 hp 0,-1.58057,0
  19306.                 }
  19307.                XYZs 1,1,1
  19308.                MPSt 0
  19309.                sh {
  19310.                 mapk 0
  19311.                 elms {
  19312.                  }
  19313.                 }
  19314.                ob "bottom domes"
  19315.                }
  19316.               inpr {
  19317.                AnTr 1
  19318.                Cloa 1
  19319.                tran {
  19320.                 po -5.55196,-0.55942,1.88045
  19321.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19322.                 Scal 0.30066
  19323.                 hp 0,-1.58057,0
  19324.                 }
  19325.                XYZs 1,1,1
  19326.                MPSt 0
  19327.                sh {
  19328.                 mapk 0
  19329.                 elms {
  19330.                  }
  19331.                 }
  19332.                ob "bottom domes"
  19333.                }
  19334.               inpr {
  19335.                AnTr 1
  19336.                Cloa 1
  19337.                tran {
  19338.                 po -5.55196,-0.1337,1.88045
  19339.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19340.                 Scal 0.30066
  19341.                 hp 0,-1.58057,0
  19342.                 }
  19343.                XYZs 1,1,1
  19344.                MPSt 0
  19345.                sh {
  19346.                 mapk 0
  19347.                 elms {
  19348.                  }
  19349.                 }
  19350.                ob "bottom domes"
  19351.                }
  19352.               inpr {
  19353.                AnTr 1
  19354.                Cloa 1
  19355.                tran {
  19356.                 po -5.55196,0.293,1.88045
  19357.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19358.                 Scal 0.30066
  19359.                 hp 0,-1.58057,0
  19360.                 }
  19361.                XYZs 1,1,1
  19362.                MPSt 0
  19363.                sh {
  19364.                 mapk 0
  19365.                 elms {
  19366.                  }
  19367.                 }
  19368.                ob "bottom domes"
  19369.                }
  19370.               inpr {
  19371.                AnTr 1
  19372.                Cloa 1
  19373.                tran {
  19374.                 po -5.55196,0.71773,1.88045
  19375.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19376.                 Scal 0.30066
  19377.                 hp 0,-1.58057,0
  19378.                 }
  19379.                XYZs 1,1,1
  19380.                MPSt 0
  19381.                sh {
  19382.                 mapk 0
  19383.                 elms {
  19384.                  }
  19385.                 }
  19386.                ob "bottom domes"
  19387.                }
  19388.               inpr {
  19389.                AnTr 1
  19390.                Cloa 1
  19391.                tran {
  19392.                 po -5.55196,1.14345,1.88045
  19393.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19394.                 Scal 0.30066
  19395.                 hp 0,-1.58057,0
  19396.                 }
  19397.                XYZs 1,1,1
  19398.                MPSt 0
  19399.                sh {
  19400.                 mapk 0
  19401.                 elms {
  19402.                  }
  19403.                 }
  19404.                ob "bottom domes"
  19405.                }
  19406.               inpr {
  19407.                AnTr 1
  19408.                Cloa 1
  19409.                tran {
  19410.                 po -5.55196,1.56917,1.88045
  19411.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19412.                 Scal 0.30066
  19413.                 hp 0,-1.58057,0
  19414.                 }
  19415.                XYZs 1,1,1
  19416.                MPSt 0
  19417.                sh {
  19418.                 mapk 0
  19419.                 elms {
  19420.                  }
  19421.                 }
  19422.                ob "bottom domes"
  19423.                }
  19424.               inpr {
  19425.                AnTr 1
  19426.                Cloa 1
  19427.                tran {
  19428.                 po -5.55196,1.99489,1.88045
  19429.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19430.                 Scal 0.30066
  19431.                 hp 0,-1.58057,0
  19432.                 }
  19433.                XYZs 1,1,1
  19434.                MPSt 0
  19435.                sh {
  19436.                 mapk 0
  19437.                 elms {
  19438.                  }
  19439.                 }
  19440.                ob "bottom domes"
  19441.                }
  19442.               inpr {
  19443.                AnTr 1
  19444.                Cloa 1
  19445.                tran {
  19446.                 po -5.55196,2.42067,1.88045
  19447.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19448.                 Scal 0.30066
  19449.                 hp 0,-1.58057,0
  19450.                 }
  19451.                XYZs 1,1,1
  19452.                MPSt 0
  19453.                sh {
  19454.                 mapk 0
  19455.                 elms {
  19456.                  }
  19457.                 }
  19458.                ob "bottom domes"
  19459.                }
  19460.               inpr {
  19461.                AnTr 1
  19462.                Cloa 1
  19463.                tran {
  19464.                 po -5.55196,2.84633,1.88045
  19465.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19466.                 Scal 0.30066
  19467.                 hp 0,-1.58057,0
  19468.                 }
  19469.                XYZs 1,1,1
  19470.                MPSt 0
  19471.                sh {
  19472.                 mapk 0
  19473.                 elms {
  19474.                  }
  19475.                 }
  19476.                ob "bottom domes"
  19477.                }
  19478.               inpr {
  19479.                AnTr 1
  19480.                Cloa 1
  19481.                tran {
  19482.                 po -5.55196,3.27205,1.88045
  19483.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19484.                 Scal 0.30066
  19485.                 hp 0,-1.58057,0
  19486.                 }
  19487.                XYZs 1,1,1
  19488.                MPSt 0
  19489.                sh {
  19490.                 mapk 0
  19491.                 elms {
  19492.                  }
  19493.                 }
  19494.                ob "bottom domes"
  19495.                }
  19496.               inpr {
  19497.                AnTr 1
  19498.                Cloa 1
  19499.                tran {
  19500.                 po -5.55196,3.69777,1.88045
  19501.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19502.                 Scal 0.30066
  19503.                 hp 0,-1.58057,0
  19504.                 }
  19505.                XYZs 1,1,1
  19506.                MPSt 0
  19507.                sh {
  19508.                 mapk 0
  19509.                 elms {
  19510.                  }
  19511.                 }
  19512.                ob "bottom domes"
  19513.                }
  19514.               inpr {
  19515.                AnTr 1
  19516.                Cloa 1
  19517.                tran {
  19518.                 po -5.55196,4.12349,1.88045
  19519.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19520.                 Scal 0.30066
  19521.                 hp 0,-1.58057,0
  19522.                 }
  19523.                XYZs 1,1,1
  19524.                MPSt 0
  19525.                sh {
  19526.                 mapk 0
  19527.                 elms {
  19528.                  }
  19529.                 }
  19530.                ob "bottom domes"
  19531.                }
  19532.               }
  19533.              boxM -5.34273,4.3324,2.00653
  19534.              boxm -5.7612,-4.56927,1.75433
  19535.              open 0
  19536.              }
  19537.             }
  19538.            boxM 4.57675,7.88133,2.01228
  19539.            boxm -4.5295,5.77934,1.7543
  19540.            open 0
  19541.            }
  19542.           gr {
  19543.            nm "twenty one domes"
  19544.            AnTr 1
  19545.            Cloa 1
  19546.            tran {
  19547.             po 0.0237,-6.85463,1.88329
  19548.             hp 0.0237,6.83037,1.88329
  19549.             }
  19550.            XYZs 1,1,1
  19551.            MPSt 0
  19552.            so {
  19553.             gr {
  19554.              nm "twenty one domes"
  19555.              AnTr 1
  19556.              Cloa 1
  19557.              tran {
  19558.               po 0.24149,5.99358,1.88332
  19559.               mat 0,0.99994,0,-0.99994,0,0,0,0,1
  19560.               Scal 1.02295
  19561.               hp -5.55196,0.0945,1.88045
  19562.               }
  19563.              XYZs 1,1,1
  19564.              MPSt 0
  19565.              so {
  19566.               inpr {
  19567.                AnTr 1
  19568.                Cloa 1
  19569.                tran {
  19570.                 po -5.55196,-1.83658,1.88045
  19571.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19572.                 Scal 0.30066
  19573.                 hp 0,-1.58057,0
  19574.                 }
  19575.                XYZs 1,1,1
  19576.                MPSt 0
  19577.                sh {
  19578.                 mapk 0
  19579.                 elms {
  19580.                  }
  19581.                 }
  19582.                ob "bottom domes"
  19583.                }
  19584.               inpr {
  19585.                AnTr 1
  19586.                Cloa 1
  19587.                tran {
  19588.                 po -5.55196,-4.36034,1.88045
  19589.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19590.                 Scal 0.30066
  19591.                 hp 0,-1.58057,0
  19592.                 }
  19593.                XYZs 1,1,1
  19594.                MPSt 0
  19595.                sh {
  19596.                 mapk 0
  19597.                 elms {
  19598.                  }
  19599.                 }
  19600.                ob "bottom domes"
  19601.                }
  19602.               inpr {
  19603.                AnTr 1
  19604.                Cloa 1
  19605.                tran {
  19606.                 po -5.55196,-3.96518,1.88045
  19607.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19608.                 Scal 0.30066
  19609.                 hp 0,-1.58057,0
  19610.                 }
  19611.                XYZs 1,1,1
  19612.                MPSt 0
  19613.                sh {
  19614.                 mapk 0
  19615.                 elms {
  19616.                  }
  19617.                 }
  19618.                ob "bottom domes"
  19619.                }
  19620.               inpr {
  19621.                AnTr 1
  19622.                Cloa 1
  19623.                tran {
  19624.                 po -5.55196,-3.53946,1.88045
  19625.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19626.                 Scal 0.30066
  19627.                 hp 0,-1.58057,0
  19628.                 }
  19629.                XYZs 1,1,1
  19630.                MPSt 0
  19631.                sh {
  19632.                 mapk 0
  19633.                 elms {
  19634.                  }
  19635.                 }
  19636.                ob "bottom domes"
  19637.                }
  19638.               inpr {
  19639.                AnTr 1
  19640.                Cloa 1
  19641.                tran {
  19642.                 po -5.55196,-3.11374,1.88045
  19643.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19644.                 Scal 0.30066
  19645.                 hp 0,-1.58057,0
  19646.                 }
  19647.                XYZs 1,1,1
  19648.                MPSt 0
  19649.                sh {
  19650.                 mapk 0
  19651.                 elms {
  19652.                  }
  19653.                 }
  19654.                ob "bottom domes"
  19655.                }
  19656.               inpr {
  19657.                AnTr 1
  19658.                Cloa 1
  19659.                tran {
  19660.                 po -5.55196,-2.68802,1.88045
  19661.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19662.                 Scal 0.30066
  19663.                 hp 0,-1.58057,0
  19664.                 }
  19665.                XYZs 1,1,1
  19666.                MPSt 0
  19667.                sh {
  19668.                 mapk 0
  19669.                 elms {
  19670.                  }
  19671.                 }
  19672.                ob "bottom domes"
  19673.                }
  19674.               inpr {
  19675.                AnTr 1
  19676.                Cloa 1
  19677.                tran {
  19678.                 po -5.55196,-2.2623,1.88045
  19679.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19680.                 Scal 0.30066
  19681.                 hp 0,-1.58057,0
  19682.                 }
  19683.                XYZs 1,1,1
  19684.                MPSt 0
  19685.                sh {
  19686.                 mapk 0
  19687.                 elms {
  19688.                  }
  19689.                 }
  19690.                ob "bottom domes"
  19691.                }
  19692.               inpr {
  19693.                AnTr 1
  19694.                Cloa 1
  19695.                tran {
  19696.                 po -5.55196,-1.41086,1.88045
  19697.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19698.                 Scal 0.30066
  19699.                 hp 0,-1.58057,0
  19700.                 }
  19701.                XYZs 1,1,1
  19702.                MPSt 0
  19703.                sh {
  19704.                 mapk 0
  19705.                 elms {
  19706.                  }
  19707.                 }
  19708.                ob "bottom domes"
  19709.                }
  19710.               inpr {
  19711.                AnTr 1
  19712.                Cloa 1
  19713.                tran {
  19714.                 po -5.55196,-0.98514,1.88045
  19715.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19716.                 Scal 0.30066
  19717.                 hp 0,-1.58057,0
  19718.                 }
  19719.                XYZs 1,1,1
  19720.                MPSt 0
  19721.                sh {
  19722.                 mapk 0
  19723.                 elms {
  19724.                  }
  19725.                 }
  19726.                ob "bottom domes"
  19727.                }
  19728.               inpr {
  19729.                AnTr 1
  19730.                Cloa 1
  19731.                tran {
  19732.                 po -5.55196,-0.55942,1.88045
  19733.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19734.                 Scal 0.30066
  19735.                 hp 0,-1.58057,0
  19736.                 }
  19737.                XYZs 1,1,1
  19738.                MPSt 0
  19739.                sh {
  19740.                 mapk 0
  19741.                 elms {
  19742.                  }
  19743.                 }
  19744.                ob "bottom domes"
  19745.                }
  19746.               inpr {
  19747.                AnTr 1
  19748.                Cloa 1
  19749.                tran {
  19750.                 po -5.55196,-0.1337,1.88045
  19751.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19752.                 Scal 0.30066
  19753.                 hp 0,-1.58057,0
  19754.                 }
  19755.                XYZs 1,1,1
  19756.                MPSt 0
  19757.                sh {
  19758.                 mapk 0
  19759.                 elms {
  19760.                  }
  19761.                 }
  19762.                ob "bottom domes"
  19763.                }
  19764.               inpr {
  19765.                AnTr 1
  19766.                Cloa 1
  19767.                tran {
  19768.                 po -5.55196,0.293,1.88045
  19769.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19770.                 Scal 0.30066
  19771.                 hp 0,-1.58057,0
  19772.                 }
  19773.                XYZs 1,1,1
  19774.                MPSt 0
  19775.                sh {
  19776.                 mapk 0
  19777.                 elms {
  19778.                  }
  19779.                 }
  19780.                ob "bottom domes"
  19781.                }
  19782.               inpr {
  19783.                AnTr 1
  19784.                Cloa 1
  19785.                tran {
  19786.                 po -5.55196,0.71773,1.88045
  19787.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19788.                 Scal 0.30066
  19789.                 hp 0,-1.58057,0
  19790.                 }
  19791.                XYZs 1,1,1
  19792.                MPSt 0
  19793.                sh {
  19794.                 mapk 0
  19795.                 elms {
  19796.                  }
  19797.                 }
  19798.                ob "bottom domes"
  19799.                }
  19800.               inpr {
  19801.                AnTr 1
  19802.                Cloa 1
  19803.                tran {
  19804.                 po -5.55196,1.14345,1.88045
  19805.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19806.                 Scal 0.30066
  19807.                 hp 0,-1.58057,0
  19808.                 }
  19809.                XYZs 1,1,1
  19810.                MPSt 0
  19811.                sh {
  19812.                 mapk 0
  19813.                 elms {
  19814.                  }
  19815.                 }
  19816.                ob "bottom domes"
  19817.                }
  19818.               inpr {
  19819.                AnTr 1
  19820.                Cloa 1
  19821.                tran {
  19822.                 po -5.55196,1.56917,1.88045
  19823.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19824.                 Scal 0.30066
  19825.                 hp 0,-1.58057,0
  19826.                 }
  19827.                XYZs 1,1,1
  19828.                MPSt 0
  19829.                sh {
  19830.                 mapk 0
  19831.                 elms {
  19832.                  }
  19833.                 }
  19834.                ob "bottom domes"
  19835.                }
  19836.               inpr {
  19837.                AnTr 1
  19838.                Cloa 1
  19839.                tran {
  19840.                 po -5.55196,1.99489,1.88045
  19841.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19842.                 Scal 0.30066
  19843.                 hp 0,-1.58057,0
  19844.                 }
  19845.                XYZs 1,1,1
  19846.                MPSt 0
  19847.                sh {
  19848.                 mapk 0
  19849.                 elms {
  19850.                  }
  19851.                 }
  19852.                ob "bottom domes"
  19853.                }
  19854.               inpr {
  19855.                AnTr 1
  19856.                Cloa 1
  19857.                tran {
  19858.                 po -5.55196,2.42067,1.88045
  19859.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19860.                 Scal 0.30066
  19861.                 hp 0,-1.58057,0
  19862.                 }
  19863.                XYZs 1,1,1
  19864.                MPSt 0
  19865.                sh {
  19866.                 mapk 0
  19867.                 elms {
  19868.                  }
  19869.                 }
  19870.                ob "bottom domes"
  19871.                }
  19872.               inpr {
  19873.                AnTr 1
  19874.                Cloa 1
  19875.                tran {
  19876.                 po -5.55196,2.84633,1.88045
  19877.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19878.                 Scal 0.30066
  19879.                 hp 0,-1.58057,0
  19880.                 }
  19881.                XYZs 1,1,1
  19882.                MPSt 0
  19883.                sh {
  19884.                 mapk 0
  19885.                 elms {
  19886.                  }
  19887.                 }
  19888.                ob "bottom domes"
  19889.                }
  19890.               inpr {
  19891.                AnTr 1
  19892.                Cloa 1
  19893.                tran {
  19894.                 po -5.55196,3.27205,1.88045
  19895.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19896.                 Scal 0.30066
  19897.                 hp 0,-1.58057,0
  19898.                 }
  19899.                XYZs 1,1,1
  19900.                MPSt 0
  19901.                sh {
  19902.                 mapk 0
  19903.                 elms {
  19904.                  }
  19905.                 }
  19906.                ob "bottom domes"
  19907.                }
  19908.               inpr {
  19909.                AnTr 1
  19910.                Cloa 1
  19911.                tran {
  19912.                 po -5.55196,3.69777,1.88045
  19913.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19914.                 Scal 0.30066
  19915.                 hp 0,-1.58057,0
  19916.                 }
  19917.                XYZs 1,1,1
  19918.                MPSt 0
  19919.                sh {
  19920.                 mapk 0
  19921.                 elms {
  19922.                  }
  19923.                 }
  19924.                ob "bottom domes"
  19925.                }
  19926.               inpr {
  19927.                AnTr 1
  19928.                Cloa 1
  19929.                tran {
  19930.                 po -5.55196,4.12349,1.88045
  19931.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19932.                 Scal 0.30066
  19933.                 hp 0,-1.58057,0
  19934.                 }
  19935.                XYZs 1,1,1
  19936.                MPSt 0
  19937.                sh {
  19938.                 mapk 0
  19939.                 elms {
  19940.                  }
  19941.                 }
  19942.                ob "bottom domes"
  19943.                }
  19944.               }
  19945.              boxM -5.34273,4.3324,2.00653
  19946.              boxm -5.7612,-4.56927,1.75433
  19947.              open 0
  19948.              }
  19949.             gr {
  19950.              nm "twenty one domes"
  19951.              AnTr 1
  19952.              Cloa 1
  19953.              tran {
  19954.               po 0.24149,6.43825,1.88332
  19955.               mat 0,0.99994,0,-0.99994,0,0,0,0,1
  19956.               Scal 1.02295
  19957.               hp -5.55196,0.0945,1.88045
  19958.               }
  19959.              XYZs 1,1,1
  19960.              MPSt 0
  19961.              so {
  19962.               inpr {
  19963.                AnTr 1
  19964.                Cloa 1
  19965.                tran {
  19966.                 po -5.55196,-1.83658,1.88045
  19967.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19968.                 Scal 0.30066
  19969.                 hp 0,-1.58057,0
  19970.                 }
  19971.                XYZs 1,1,1
  19972.                MPSt 0
  19973.                sh {
  19974.                 mapk 0
  19975.                 elms {
  19976.                  }
  19977.                 }
  19978.                ob "bottom domes"
  19979.                }
  19980.               inpr {
  19981.                AnTr 1
  19982.                Cloa 1
  19983.                tran {
  19984.                 po -5.55196,-4.36034,1.88045
  19985.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  19986.                 Scal 0.30066
  19987.                 hp 0,-1.58057,0
  19988.                 }
  19989.                XYZs 1,1,1
  19990.                MPSt 0
  19991.                sh {
  19992.                 mapk 0
  19993.                 elms {
  19994.                  }
  19995.                 }
  19996.                ob "bottom domes"
  19997.                }
  19998.               inpr {
  19999.                AnTr 1
  20000.                Cloa 1
  20001.                tran {
  20002.                 po -5.55196,-3.96518,1.88045
  20003.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20004.                 Scal 0.30066
  20005.                 hp 0,-1.58057,0
  20006.                 }
  20007.                XYZs 1,1,1
  20008.                MPSt 0
  20009.                sh {
  20010.                 mapk 0
  20011.                 elms {
  20012.                  }
  20013.                 }
  20014.                ob "bottom domes"
  20015.                }
  20016.               inpr {
  20017.                AnTr 1
  20018.                Cloa 1
  20019.                tran {
  20020.                 po -5.55196,-3.53946,1.88045
  20021.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20022.                 Scal 0.30066
  20023.                 hp 0,-1.58057,0
  20024.                 }
  20025.                XYZs 1,1,1
  20026.                MPSt 0
  20027.                sh {
  20028.                 mapk 0
  20029.                 elms {
  20030.                  }
  20031.                 }
  20032.                ob "bottom domes"
  20033.                }
  20034.               inpr {
  20035.                AnTr 1
  20036.                Cloa 1
  20037.                tran {
  20038.                 po -5.55196,-3.11374,1.88045
  20039.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20040.                 Scal 0.30066
  20041.                 hp 0,-1.58057,0
  20042.                 }
  20043.                XYZs 1,1,1
  20044.                MPSt 0
  20045.                sh {
  20046.                 mapk 0
  20047.                 elms {
  20048.                  }
  20049.                 }
  20050.                ob "bottom domes"
  20051.                }
  20052.               inpr {
  20053.                AnTr 1
  20054.                Cloa 1
  20055.                tran {
  20056.                 po -5.55196,-2.68802,1.88045
  20057.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20058.                 Scal 0.30066
  20059.                 hp 0,-1.58057,0
  20060.                 }
  20061.                XYZs 1,1,1
  20062.                MPSt 0
  20063.                sh {
  20064.                 mapk 0
  20065.                 elms {
  20066.                  }
  20067.                 }
  20068.                ob "bottom domes"
  20069.                }
  20070.               inpr {
  20071.                AnTr 1
  20072.                Cloa 1
  20073.                tran {
  20074.                 po -5.55196,-2.2623,1.88045
  20075.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20076.                 Scal 0.30066
  20077.                 hp 0,-1.58057,0
  20078.                 }
  20079.                XYZs 1,1,1
  20080.                MPSt 0
  20081.                sh {
  20082.                 mapk 0
  20083.                 elms {
  20084.                  }
  20085.                 }
  20086.                ob "bottom domes"
  20087.                }
  20088.               inpr {
  20089.                AnTr 1
  20090.                Cloa 1
  20091.                tran {
  20092.                 po -5.55196,-1.41086,1.88045
  20093.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20094.                 Scal 0.30066
  20095.                 hp 0,-1.58057,0
  20096.                 }
  20097.                XYZs 1,1,1
  20098.                MPSt 0
  20099.                sh {
  20100.                 mapk 0
  20101.                 elms {
  20102.                  }
  20103.                 }
  20104.                ob "bottom domes"
  20105.                }
  20106.               inpr {
  20107.                AnTr 1
  20108.                Cloa 1
  20109.                tran {
  20110.                 po -5.55196,-0.98514,1.88045
  20111.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20112.                 Scal 0.30066
  20113.                 hp 0,-1.58057,0
  20114.                 }
  20115.                XYZs 1,1,1
  20116.                MPSt 0
  20117.                sh {
  20118.                 mapk 0
  20119.                 elms {
  20120.                  }
  20121.                 }
  20122.                ob "bottom domes"
  20123.                }
  20124.               inpr {
  20125.                AnTr 1
  20126.                Cloa 1
  20127.                tran {
  20128.                 po -5.55196,-0.55942,1.88045
  20129.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20130.                 Scal 0.30066
  20131.                 hp 0,-1.58057,0
  20132.                 }
  20133.                XYZs 1,1,1
  20134.                MPSt 0
  20135.                sh {
  20136.                 mapk 0
  20137.                 elms {
  20138.                  }
  20139.                 }
  20140.                ob "bottom domes"
  20141.                }
  20142.               inpr {
  20143.                AnTr 1
  20144.                Cloa 1
  20145.                tran {
  20146.                 po -5.55196,-0.1337,1.88045
  20147.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20148.                 Scal 0.30066
  20149.                 hp 0,-1.58057,0
  20150.                 }
  20151.                XYZs 1,1,1
  20152.                MPSt 0
  20153.                sh {
  20154.                 mapk 0
  20155.                 elms {
  20156.                  }
  20157.                 }
  20158.                ob "bottom domes"
  20159.                }
  20160.               inpr {
  20161.                AnTr 1
  20162.                Cloa 1
  20163.                tran {
  20164.                 po -5.55196,0.293,1.88045
  20165.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20166.                 Scal 0.30066
  20167.                 hp 0,-1.58057,0
  20168.                 }
  20169.                XYZs 1,1,1
  20170.                MPSt 0
  20171.                sh {
  20172.                 mapk 0
  20173.                 elms {
  20174.                  }
  20175.                 }
  20176.                ob "bottom domes"
  20177.                }
  20178.               inpr {
  20179.                AnTr 1
  20180.                Cloa 1
  20181.                tran {
  20182.                 po -5.55196,0.71773,1.88045
  20183.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20184.                 Scal 0.30066
  20185.                 hp 0,-1.58057,0
  20186.                 }
  20187.                XYZs 1,1,1
  20188.                MPSt 0
  20189.                sh {
  20190.                 mapk 0
  20191.                 elms {
  20192.                  }
  20193.                 }
  20194.                ob "bottom domes"
  20195.                }
  20196.               inpr {
  20197.                AnTr 1
  20198.                Cloa 1
  20199.                tran {
  20200.                 po -5.55196,1.14345,1.88045
  20201.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20202.                 Scal 0.30066
  20203.                 hp 0,-1.58057,0
  20204.                 }
  20205.                XYZs 1,1,1
  20206.                MPSt 0
  20207.                sh {
  20208.                 mapk 0
  20209.                 elms {
  20210.                  }
  20211.                 }
  20212.                ob "bottom domes"
  20213.                }
  20214.               inpr {
  20215.                AnTr 1
  20216.                Cloa 1
  20217.                tran {
  20218.                 po -5.55196,1.56917,1.88045
  20219.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20220.                 Scal 0.30066
  20221.                 hp 0,-1.58057,0
  20222.                 }
  20223.                XYZs 1,1,1
  20224.                MPSt 0
  20225.                sh {
  20226.                 mapk 0
  20227.                 elms {
  20228.                  }
  20229.                 }
  20230.                ob "bottom domes"
  20231.                }
  20232.               inpr {
  20233.                AnTr 1
  20234.                Cloa 1
  20235.                tran {
  20236.                 po -5.55196,1.99489,1.88045
  20237.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20238.                 Scal 0.30066
  20239.                 hp 0,-1.58057,0
  20240.                 }
  20241.                XYZs 1,1,1
  20242.                MPSt 0
  20243.                sh {
  20244.                 mapk 0
  20245.                 elms {
  20246.                  }
  20247.                 }
  20248.                ob "bottom domes"
  20249.                }
  20250.               inpr {
  20251.                AnTr 1
  20252.                Cloa 1
  20253.                tran {
  20254.                 po -5.55196,2.42067,1.88045
  20255.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20256.                 Scal 0.30066
  20257.                 hp 0,-1.58057,0
  20258.                 }
  20259.                XYZs 1,1,1
  20260.                MPSt 0
  20261.                sh {
  20262.                 mapk 0
  20263.                 elms {
  20264.                  }
  20265.                 }
  20266.                ob "bottom domes"
  20267.                }
  20268.               inpr {
  20269.                AnTr 1
  20270.                Cloa 1
  20271.                tran {
  20272.                 po -5.55196,2.84633,1.88045
  20273.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20274.                 Scal 0.30066
  20275.                 hp 0,-1.58057,0
  20276.                 }
  20277.                XYZs 1,1,1
  20278.                MPSt 0
  20279.                sh {
  20280.                 mapk 0
  20281.                 elms {
  20282.                  }
  20283.                 }
  20284.                ob "bottom domes"
  20285.                }
  20286.               inpr {
  20287.                AnTr 1
  20288.                Cloa 1
  20289.                tran {
  20290.                 po -5.55196,3.27205,1.88045
  20291.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20292.                 Scal 0.30066
  20293.                 hp 0,-1.58057,0
  20294.                 }
  20295.                XYZs 1,1,1
  20296.                MPSt 0
  20297.                sh {
  20298.                 mapk 0
  20299.                 elms {
  20300.                  }
  20301.                 }
  20302.                ob "bottom domes"
  20303.                }
  20304.               inpr {
  20305.                AnTr 1
  20306.                Cloa 1
  20307.                tran {
  20308.                 po -5.55196,3.69777,1.88045
  20309.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20310.                 Scal 0.30066
  20311.                 hp 0,-1.58057,0
  20312.                 }
  20313.                XYZs 1,1,1
  20314.                MPSt 0
  20315.                sh {
  20316.                 mapk 0
  20317.                 elms {
  20318.                  }
  20319.                 }
  20320.                ob "bottom domes"
  20321.                }
  20322.               inpr {
  20323.                AnTr 1
  20324.                Cloa 1
  20325.                tran {
  20326.                 po -5.55196,4.12349,1.88045
  20327.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20328.                 Scal 0.30066
  20329.                 hp 0,-1.58057,0
  20330.                 }
  20331.                XYZs 1,1,1
  20332.                MPSt 0
  20333.                sh {
  20334.                 mapk 0
  20335.                 elms {
  20336.                  }
  20337.                 }
  20338.                ob "bottom domes"
  20339.                }
  20340.               }
  20341.              boxM -5.34273,4.3324,2.00653
  20342.              boxm -5.7612,-4.56927,1.75433
  20343.              open 0
  20344.              }
  20345.             gr {
  20346.              nm "twenty one domes"
  20347.              AnTr 1
  20348.              Cloa 1
  20349.              tran {
  20350.               po 0.24149,7.6673,1.88332
  20351.               mat 0,0.99994,0,-0.99994,0,0,0,0,1
  20352.               Scal 1.02295
  20353.               hp -5.55196,0.0945,1.88045
  20354.               }
  20355.              XYZs 1,1,1
  20356.              MPSt 0
  20357.              so {
  20358.               inpr {
  20359.                AnTr 1
  20360.                Cloa 1
  20361.                tran {
  20362.                 po -5.55196,-1.83658,1.88045
  20363.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20364.                 Scal 0.30066
  20365.                 hp 0,-1.58057,0
  20366.                 }
  20367.                XYZs 1,1,1
  20368.                MPSt 0
  20369.                sh {
  20370.                 mapk 0
  20371.                 elms {
  20372.                  }
  20373.                 }
  20374.                ob "bottom domes"
  20375.                }
  20376.               inpr {
  20377.                AnTr 1
  20378.                Cloa 1
  20379.                tran {
  20380.                 po -5.55196,-4.36034,1.88045
  20381.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20382.                 Scal 0.30066
  20383.                 hp 0,-1.58057,0
  20384.                 }
  20385.                XYZs 1,1,1
  20386.                MPSt 0
  20387.                sh {
  20388.                 mapk 0
  20389.                 elms {
  20390.                  }
  20391.                 }
  20392.                ob "bottom domes"
  20393.                }
  20394.               inpr {
  20395.                AnTr 1
  20396.                Cloa 1
  20397.                tran {
  20398.                 po -5.55196,-3.96518,1.88045
  20399.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20400.                 Scal 0.30066
  20401.                 hp 0,-1.58057,0
  20402.                 }
  20403.                XYZs 1,1,1
  20404.                MPSt 0
  20405.                sh {
  20406.                 mapk 0
  20407.                 elms {
  20408.                  }
  20409.                 }
  20410.                ob "bottom domes"
  20411.                }
  20412.               inpr {
  20413.                AnTr 1
  20414.                Cloa 1
  20415.                tran {
  20416.                 po -5.55196,-3.53946,1.88045
  20417.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20418.                 Scal 0.30066
  20419.                 hp 0,-1.58057,0
  20420.                 }
  20421.                XYZs 1,1,1
  20422.                MPSt 0
  20423.                sh {
  20424.                 mapk 0
  20425.                 elms {
  20426.                  }
  20427.                 }
  20428.                ob "bottom domes"
  20429.                }
  20430.               inpr {
  20431.                AnTr 1
  20432.                Cloa 1
  20433.                tran {
  20434.                 po -5.55196,-3.11374,1.88045
  20435.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20436.                 Scal 0.30066
  20437.                 hp 0,-1.58057,0
  20438.                 }
  20439.                XYZs 1,1,1
  20440.                MPSt 0
  20441.                sh {
  20442.                 mapk 0
  20443.                 elms {
  20444.                  }
  20445.                 }
  20446.                ob "bottom domes"
  20447.                }
  20448.               inpr {
  20449.                AnTr 1
  20450.                Cloa 1
  20451.                tran {
  20452.                 po -5.55196,-2.68802,1.88045
  20453.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20454.                 Scal 0.30066
  20455.                 hp 0,-1.58057,0
  20456.                 }
  20457.                XYZs 1,1,1
  20458.                MPSt 0
  20459.                sh {
  20460.                 mapk 0
  20461.                 elms {
  20462.                  }
  20463.                 }
  20464.                ob "bottom domes"
  20465.                }
  20466.               inpr {
  20467.                AnTr 1
  20468.                Cloa 1
  20469.                tran {
  20470.                 po -5.55196,-2.2623,1.88045
  20471.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20472.                 Scal 0.30066
  20473.                 hp 0,-1.58057,0
  20474.                 }
  20475.                XYZs 1,1,1
  20476.                MPSt 0
  20477.                sh {
  20478.                 mapk 0
  20479.                 elms {
  20480.                  }
  20481.                 }
  20482.                ob "bottom domes"
  20483.                }
  20484.               inpr {
  20485.                AnTr 1
  20486.                Cloa 1
  20487.                tran {
  20488.                 po -5.55196,-1.41086,1.88045
  20489.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20490.                 Scal 0.30066
  20491.                 hp 0,-1.58057,0
  20492.                 }
  20493.                XYZs 1,1,1
  20494.                MPSt 0
  20495.                sh {
  20496.                 mapk 0
  20497.                 elms {
  20498.                  }
  20499.                 }
  20500.                ob "bottom domes"
  20501.                }
  20502.               inpr {
  20503.                AnTr 1
  20504.                Cloa 1
  20505.                tran {
  20506.                 po -5.55196,-0.98514,1.88045
  20507.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20508.                 Scal 0.30066
  20509.                 hp 0,-1.58057,0
  20510.                 }
  20511.                XYZs 1,1,1
  20512.                MPSt 0
  20513.                sh {
  20514.                 mapk 0
  20515.                 elms {
  20516.                  }
  20517.                 }
  20518.                ob "bottom domes"
  20519.                }
  20520.               inpr {
  20521.                AnTr 1
  20522.                Cloa 1
  20523.                tran {
  20524.                 po -5.55196,-0.55942,1.88045
  20525.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20526.                 Scal 0.30066
  20527.                 hp 0,-1.58057,0
  20528.                 }
  20529.                XYZs 1,1,1
  20530.                MPSt 0
  20531.                sh {
  20532.                 mapk 0
  20533.                 elms {
  20534.                  }
  20535.                 }
  20536.                ob "bottom domes"
  20537.                }
  20538.               inpr {
  20539.                AnTr 1
  20540.                Cloa 1
  20541.                tran {
  20542.                 po -5.55196,-0.1337,1.88045
  20543.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20544.                 Scal 0.30066
  20545.                 hp 0,-1.58057,0
  20546.                 }
  20547.                XYZs 1,1,1
  20548.                MPSt 0
  20549.                sh {
  20550.                 mapk 0
  20551.                 elms {
  20552.                  }
  20553.                 }
  20554.                ob "bottom domes"
  20555.                }
  20556.               inpr {
  20557.                AnTr 1
  20558.                Cloa 1
  20559.                tran {
  20560.                 po -5.55196,0.293,1.88045
  20561.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20562.                 Scal 0.30066
  20563.                 hp 0,-1.58057,0
  20564.                 }
  20565.                XYZs 1,1,1
  20566.                MPSt 0
  20567.                sh {
  20568.                 mapk 0
  20569.                 elms {
  20570.                  }
  20571.                 }
  20572.                ob "bottom domes"
  20573.                }
  20574.               inpr {
  20575.                AnTr 1
  20576.                Cloa 1
  20577.                tran {
  20578.                 po -5.55196,0.71773,1.88045
  20579.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20580.                 Scal 0.30066
  20581.                 hp 0,-1.58057,0
  20582.                 }
  20583.                XYZs 1,1,1
  20584.                MPSt 0
  20585.                sh {
  20586.                 mapk 0
  20587.                 elms {
  20588.                  }
  20589.                 }
  20590.                ob "bottom domes"
  20591.                }
  20592.               inpr {
  20593.                AnTr 1
  20594.                Cloa 1
  20595.                tran {
  20596.                 po -5.55196,1.14345,1.88045
  20597.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20598.                 Scal 0.30066
  20599.                 hp 0,-1.58057,0
  20600.                 }
  20601.                XYZs 1,1,1
  20602.                MPSt 0
  20603.                sh {
  20604.                 mapk 0
  20605.                 elms {
  20606.                  }
  20607.                 }
  20608.                ob "bottom domes"
  20609.                }
  20610.               inpr {
  20611.                AnTr 1
  20612.                Cloa 1
  20613.                tran {
  20614.                 po -5.55196,1.56917,1.88045
  20615.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20616.                 Scal 0.30066
  20617.                 hp 0,-1.58057,0
  20618.                 }
  20619.                XYZs 1,1,1
  20620.                MPSt 0
  20621.                sh {
  20622.                 mapk 0
  20623.                 elms {
  20624.                  }
  20625.                 }
  20626.                ob "bottom domes"
  20627.                }
  20628.               inpr {
  20629.                AnTr 1
  20630.                Cloa 1
  20631.                tran {
  20632.                 po -5.55196,1.99489,1.88045
  20633.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20634.                 Scal 0.30066
  20635.                 hp 0,-1.58057,0
  20636.                 }
  20637.                XYZs 1,1,1
  20638.                MPSt 0
  20639.                sh {
  20640.                 mapk 0
  20641.                 elms {
  20642.                  }
  20643.                 }
  20644.                ob "bottom domes"
  20645.                }
  20646.               inpr {
  20647.                AnTr 1
  20648.                Cloa 1
  20649.                tran {
  20650.                 po -5.55196,2.42067,1.88045
  20651.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20652.                 Scal 0.30066
  20653.                 hp 0,-1.58057,0
  20654.                 }
  20655.                XYZs 1,1,1
  20656.                MPSt 0
  20657.                sh {
  20658.                 mapk 0
  20659.                 elms {
  20660.                  }
  20661.                 }
  20662.                ob "bottom domes"
  20663.                }
  20664.               inpr {
  20665.                AnTr 1
  20666.                Cloa 1
  20667.                tran {
  20668.                 po -5.55196,2.84633,1.88045
  20669.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20670.                 Scal 0.30066
  20671.                 hp 0,-1.58057,0
  20672.                 }
  20673.                XYZs 1,1,1
  20674.                MPSt 0
  20675.                sh {
  20676.                 mapk 0
  20677.                 elms {
  20678.                  }
  20679.                 }
  20680.                ob "bottom domes"
  20681.                }
  20682.               inpr {
  20683.                AnTr 1
  20684.                Cloa 1
  20685.                tran {
  20686.                 po -5.55196,3.27205,1.88045
  20687.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20688.                 Scal 0.30066
  20689.                 hp 0,-1.58057,0
  20690.                 }
  20691.                XYZs 1,1,1
  20692.                MPSt 0
  20693.                sh {
  20694.                 mapk 0
  20695.                 elms {
  20696.                  }
  20697.                 }
  20698.                ob "bottom domes"
  20699.                }
  20700.               inpr {
  20701.                AnTr 1
  20702.                Cloa 1
  20703.                tran {
  20704.                 po -5.55196,3.69777,1.88045
  20705.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20706.                 Scal 0.30066
  20707.                 hp 0,-1.58057,0
  20708.                 }
  20709.                XYZs 1,1,1
  20710.                MPSt 0
  20711.                sh {
  20712.                 mapk 0
  20713.                 elms {
  20714.                  }
  20715.                 }
  20716.                ob "bottom domes"
  20717.                }
  20718.               inpr {
  20719.                AnTr 1
  20720.                Cloa 1
  20721.                tran {
  20722.                 po -5.55196,4.12349,1.88045
  20723.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20724.                 Scal 0.30066
  20725.                 hp 0,-1.58057,0
  20726.                 }
  20727.                XYZs 1,1,1
  20728.                MPSt 0
  20729.                sh {
  20730.                 mapk 0
  20731.                 elms {
  20732.                  }
  20733.                 }
  20734.                ob "bottom domes"
  20735.                }
  20736.               }
  20737.              boxM -5.34273,4.3324,2.00653
  20738.              boxm -5.7612,-4.56927,1.75433
  20739.              open 0
  20740.              }
  20741.             gr {
  20742.              nm "twenty one domes"
  20743.              AnTr 1
  20744.              Cloa 1
  20745.              tran {
  20746.               po 0.24149,6.84792,1.88332
  20747.               mat 0,0.99994,0,-0.99994,0,0,0,0,1
  20748.               Scal 1.02295
  20749.               hp -5.55196,0.0945,1.88045
  20750.               }
  20751.              XYZs 1,1,1
  20752.              MPSt 0
  20753.              so {
  20754.               inpr {
  20755.                AnTr 1
  20756.                Cloa 1
  20757.                tran {
  20758.                 po -5.55196,-1.83658,1.88045
  20759.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20760.                 Scal 0.30066
  20761.                 hp 0,-1.58057,0
  20762.                 }
  20763.                XYZs 1,1,1
  20764.                MPSt 0
  20765.                sh {
  20766.                 mapk 0
  20767.                 elms {
  20768.                  }
  20769.                 }
  20770.                ob "bottom domes"
  20771.                }
  20772.               inpr {
  20773.                AnTr 1
  20774.                Cloa 1
  20775.                tran {
  20776.                 po -5.55196,-4.36034,1.88045
  20777.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20778.                 Scal 0.30066
  20779.                 hp 0,-1.58057,0
  20780.                 }
  20781.                XYZs 1,1,1
  20782.                MPSt 0
  20783.                sh {
  20784.                 mapk 0
  20785.                 elms {
  20786.                  }
  20787.                 }
  20788.                ob "bottom domes"
  20789.                }
  20790.               inpr {
  20791.                AnTr 1
  20792.                Cloa 1
  20793.                tran {
  20794.                 po -5.55196,-3.96518,1.88045
  20795.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20796.                 Scal 0.30066
  20797.                 hp 0,-1.58057,0
  20798.                 }
  20799.                XYZs 1,1,1
  20800.                MPSt 0
  20801.                sh {
  20802.                 mapk 0
  20803.                 elms {
  20804.                  }
  20805.                 }
  20806.                ob "bottom domes"
  20807.                }
  20808.               inpr {
  20809.                AnTr 1
  20810.                Cloa 1
  20811.                tran {
  20812.                 po -5.55196,-3.53946,1.88045
  20813.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20814.                 Scal 0.30066
  20815.                 hp 0,-1.58057,0
  20816.                 }
  20817.                XYZs 1,1,1
  20818.                MPSt 0
  20819.                sh {
  20820.                 mapk 0
  20821.                 elms {
  20822.                  }
  20823.                 }
  20824.                ob "bottom domes"
  20825.                }
  20826.               inpr {
  20827.                AnTr 1
  20828.                Cloa 1
  20829.                tran {
  20830.                 po -5.55196,-3.11374,1.88045
  20831.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20832.                 Scal 0.30066
  20833.                 hp 0,-1.58057,0
  20834.                 }
  20835.                XYZs 1,1,1
  20836.                MPSt 0
  20837.                sh {
  20838.                 mapk 0
  20839.                 elms {
  20840.                  }
  20841.                 }
  20842.                ob "bottom domes"
  20843.                }
  20844.               inpr {
  20845.                AnTr 1
  20846.                Cloa 1
  20847.                tran {
  20848.                 po -5.55196,-2.68802,1.88045
  20849.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20850.                 Scal 0.30066
  20851.                 hp 0,-1.58057,0
  20852.                 }
  20853.                XYZs 1,1,1
  20854.                MPSt 0
  20855.                sh {
  20856.                 mapk 0
  20857.                 elms {
  20858.                  }
  20859.                 }
  20860.                ob "bottom domes"
  20861.                }
  20862.               inpr {
  20863.                AnTr 1
  20864.                Cloa 1
  20865.                tran {
  20866.                 po -5.55196,-2.2623,1.88045
  20867.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20868.                 Scal 0.30066
  20869.                 hp 0,-1.58057,0
  20870.                 }
  20871.                XYZs 1,1,1
  20872.                MPSt 0
  20873.                sh {
  20874.                 mapk 0
  20875.                 elms {
  20876.                  }
  20877.                 }
  20878.                ob "bottom domes"
  20879.                }
  20880.               inpr {
  20881.                AnTr 1
  20882.                Cloa 1
  20883.                tran {
  20884.                 po -5.55196,-1.41086,1.88045
  20885.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20886.                 Scal 0.30066
  20887.                 hp 0,-1.58057,0
  20888.                 }
  20889.                XYZs 1,1,1
  20890.                MPSt 0
  20891.                sh {
  20892.                 mapk 0
  20893.                 elms {
  20894.                  }
  20895.                 }
  20896.                ob "bottom domes"
  20897.                }
  20898.               inpr {
  20899.                AnTr 1
  20900.                Cloa 1
  20901.                tran {
  20902.                 po -5.55196,-0.98514,1.88045
  20903.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20904.                 Scal 0.30066
  20905.                 hp 0,-1.58057,0
  20906.                 }
  20907.                XYZs 1,1,1
  20908.                MPSt 0
  20909.                sh {
  20910.                 mapk 0
  20911.                 elms {
  20912.                  }
  20913.                 }
  20914.                ob "bottom domes"
  20915.                }
  20916.               inpr {
  20917.                AnTr 1
  20918.                Cloa 1
  20919.                tran {
  20920.                 po -5.55196,-0.55942,1.88045
  20921.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20922.                 Scal 0.30066
  20923.                 hp 0,-1.58057,0
  20924.                 }
  20925.                XYZs 1,1,1
  20926.                MPSt 0
  20927.                sh {
  20928.                 mapk 0
  20929.                 elms {
  20930.                  }
  20931.                 }
  20932.                ob "bottom domes"
  20933.                }
  20934.               inpr {
  20935.                AnTr 1
  20936.                Cloa 1
  20937.                tran {
  20938.                 po -5.55196,-0.1337,1.88045
  20939.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20940.                 Scal 0.30066
  20941.                 hp 0,-1.58057,0
  20942.                 }
  20943.                XYZs 1,1,1
  20944.                MPSt 0
  20945.                sh {
  20946.                 mapk 0
  20947.                 elms {
  20948.                  }
  20949.                 }
  20950.                ob "bottom domes"
  20951.                }
  20952.               inpr {
  20953.                AnTr 1
  20954.                Cloa 1
  20955.                tran {
  20956.                 po -5.55196,0.293,1.88045
  20957.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20958.                 Scal 0.30066
  20959.                 hp 0,-1.58057,0
  20960.                 }
  20961.                XYZs 1,1,1
  20962.                MPSt 0
  20963.                sh {
  20964.                 mapk 0
  20965.                 elms {
  20966.                  }
  20967.                 }
  20968.                ob "bottom domes"
  20969.                }
  20970.               inpr {
  20971.                AnTr 1
  20972.                Cloa 1
  20973.                tran {
  20974.                 po -5.55196,0.71773,1.88045
  20975.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20976.                 Scal 0.30066
  20977.                 hp 0,-1.58057,0
  20978.                 }
  20979.                XYZs 1,1,1
  20980.                MPSt 0
  20981.                sh {
  20982.                 mapk 0
  20983.                 elms {
  20984.                  }
  20985.                 }
  20986.                ob "bottom domes"
  20987.                }
  20988.               inpr {
  20989.                AnTr 1
  20990.                Cloa 1
  20991.                tran {
  20992.                 po -5.55196,1.14345,1.88045
  20993.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  20994.                 Scal 0.30066
  20995.                 hp 0,-1.58057,0
  20996.                 }
  20997.                XYZs 1,1,1
  20998.                MPSt 0
  20999.                sh {
  21000.                 mapk 0
  21001.                 elms {
  21002.                  }
  21003.                 }
  21004.                ob "bottom domes"
  21005.                }
  21006.               inpr {
  21007.                AnTr 1
  21008.                Cloa 1
  21009.                tran {
  21010.                 po -5.55196,1.56917,1.88045
  21011.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21012.                 Scal 0.30066
  21013.                 hp 0,-1.58057,0
  21014.                 }
  21015.                XYZs 1,1,1
  21016.                MPSt 0
  21017.                sh {
  21018.                 mapk 0
  21019.                 elms {
  21020.                  }
  21021.                 }
  21022.                ob "bottom domes"
  21023.                }
  21024.               inpr {
  21025.                AnTr 1
  21026.                Cloa 1
  21027.                tran {
  21028.                 po -5.55196,1.99489,1.88045
  21029.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21030.                 Scal 0.30066
  21031.                 hp 0,-1.58057,0
  21032.                 }
  21033.                XYZs 1,1,1
  21034.                MPSt 0
  21035.                sh {
  21036.                 mapk 0
  21037.                 elms {
  21038.                  }
  21039.                 }
  21040.                ob "bottom domes"
  21041.                }
  21042.               inpr {
  21043.                AnTr 1
  21044.                Cloa 1
  21045.                tran {
  21046.                 po -5.55196,2.42067,1.88045
  21047.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21048.                 Scal 0.30066
  21049.                 hp 0,-1.58057,0
  21050.                 }
  21051.                XYZs 1,1,1
  21052.                MPSt 0
  21053.                sh {
  21054.                 mapk 0
  21055.                 elms {
  21056.                  }
  21057.                 }
  21058.                ob "bottom domes"
  21059.                }
  21060.               inpr {
  21061.                AnTr 1
  21062.                Cloa 1
  21063.                tran {
  21064.                 po -5.55196,2.84633,1.88045
  21065.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21066.                 Scal 0.30066
  21067.                 hp 0,-1.58057,0
  21068.                 }
  21069.                XYZs 1,1,1
  21070.                MPSt 0
  21071.                sh {
  21072.                 mapk 0
  21073.                 elms {
  21074.                  }
  21075.                 }
  21076.                ob "bottom domes"
  21077.                }
  21078.               inpr {
  21079.                AnTr 1
  21080.                Cloa 1
  21081.                tran {
  21082.                 po -5.55196,3.27205,1.88045
  21083.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21084.                 Scal 0.30066
  21085.                 hp 0,-1.58057,0
  21086.                 }
  21087.                XYZs 1,1,1
  21088.                MPSt 0
  21089.                sh {
  21090.                 mapk 0
  21091.                 elms {
  21092.                  }
  21093.                 }
  21094.                ob "bottom domes"
  21095.                }
  21096.               inpr {
  21097.                AnTr 1
  21098.                Cloa 1
  21099.                tran {
  21100.                 po -5.55196,3.69777,1.88045
  21101.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21102.                 Scal 0.30066
  21103.                 hp 0,-1.58057,0
  21104.                 }
  21105.                XYZs 1,1,1
  21106.                MPSt 0
  21107.                sh {
  21108.                 mapk 0
  21109.                 elms {
  21110.                  }
  21111.                 }
  21112.                ob "bottom domes"
  21113.                }
  21114.               inpr {
  21115.                AnTr 1
  21116.                Cloa 1
  21117.                tran {
  21118.                 po -5.55196,4.12349,1.88045
  21119.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21120.                 Scal 0.30066
  21121.                 hp 0,-1.58057,0
  21122.                 }
  21123.                XYZs 1,1,1
  21124.                MPSt 0
  21125.                sh {
  21126.                 mapk 0
  21127.                 elms {
  21128.                  }
  21129.                 }
  21130.                ob "bottom domes"
  21131.                }
  21132.               }
  21133.              boxM -5.34273,4.3324,2.00653
  21134.              boxm -5.7612,-4.56927,1.75433
  21135.              open 0
  21136.              }
  21137.             gr {
  21138.              nm "twenty one domes"
  21139.              AnTr 1
  21140.              Cloa 1
  21141.              tran {
  21142.               po 0.24149,7.2576,1.88332
  21143.               mat 0,0.99994,0,-0.99994,0,0,0,0,1
  21144.               Scal 1.02295
  21145.               hp -5.55196,0.0945,1.88045
  21146.               }
  21147.              XYZs 1,1,1
  21148.              MPSt 0
  21149.              so {
  21150.               inpr {
  21151.                AnTr 1
  21152.                Cloa 1
  21153.                tran {
  21154.                 po -5.55196,-1.83658,1.88045
  21155.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21156.                 Scal 0.30066
  21157.                 hp 0,-1.58057,0
  21158.                 }
  21159.                XYZs 1,1,1
  21160.                MPSt 0
  21161.                sh {
  21162.                 mapk 0
  21163.                 elms {
  21164.                  }
  21165.                 }
  21166.                ob "bottom domes"
  21167.                }
  21168.               inpr {
  21169.                AnTr 1
  21170.                Cloa 1
  21171.                tran {
  21172.                 po -5.55196,-4.36034,1.88045
  21173.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21174.                 Scal 0.30066
  21175.                 hp 0,-1.58057,0
  21176.                 }
  21177.                XYZs 1,1,1
  21178.                MPSt 0
  21179.                sh {
  21180.                 mapk 0
  21181.                 elms {
  21182.                  }
  21183.                 }
  21184.                ob "bottom domes"
  21185.                }
  21186.               inpr {
  21187.                AnTr 1
  21188.                Cloa 1
  21189.                tran {
  21190.                 po -5.55196,-3.96518,1.88045
  21191.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21192.                 Scal 0.30066
  21193.                 hp 0,-1.58057,0
  21194.                 }
  21195.                XYZs 1,1,1
  21196.                MPSt 0
  21197.                sh {
  21198.                 mapk 0
  21199.                 elms {
  21200.                  }
  21201.                 }
  21202.                ob "bottom domes"
  21203.                }
  21204.               inpr {
  21205.                AnTr 1
  21206.                Cloa 1
  21207.                tran {
  21208.                 po -5.55196,-3.53946,1.88045
  21209.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21210.                 Scal 0.30066
  21211.                 hp 0,-1.58057,0
  21212.                 }
  21213.                XYZs 1,1,1
  21214.                MPSt 0
  21215.                sh {
  21216.                 mapk 0
  21217.                 elms {
  21218.                  }
  21219.                 }
  21220.                ob "bottom domes"
  21221.                }
  21222.               inpr {
  21223.                AnTr 1
  21224.                Cloa 1
  21225.                tran {
  21226.                 po -5.55196,-3.11374,1.88045
  21227.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21228.                 Scal 0.30066
  21229.                 hp 0,-1.58057,0
  21230.                 }
  21231.                XYZs 1,1,1
  21232.                MPSt 0
  21233.                sh {
  21234.                 mapk 0
  21235.                 elms {
  21236.                  }
  21237.                 }
  21238.                ob "bottom domes"
  21239.                }
  21240.               inpr {
  21241.                AnTr 1
  21242.                Cloa 1
  21243.                tran {
  21244.                 po -5.55196,-2.68802,1.88045
  21245.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21246.                 Scal 0.30066
  21247.                 hp 0,-1.58057,0
  21248.                 }
  21249.                XYZs 1,1,1
  21250.                MPSt 0
  21251.                sh {
  21252.                 mapk 0
  21253.                 elms {
  21254.                  }
  21255.                 }
  21256.                ob "bottom domes"
  21257.                }
  21258.               inpr {
  21259.                AnTr 1
  21260.                Cloa 1
  21261.                tran {
  21262.                 po -5.55196,-2.2623,1.88045
  21263.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21264.                 Scal 0.30066
  21265.                 hp 0,-1.58057,0
  21266.                 }
  21267.                XYZs 1,1,1
  21268.                MPSt 0
  21269.                sh {
  21270.                 mapk 0
  21271.                 elms {
  21272.                  }
  21273.                 }
  21274.                ob "bottom domes"
  21275.                }
  21276.               inpr {
  21277.                AnTr 1
  21278.                Cloa 1
  21279.                tran {
  21280.                 po -5.55196,-1.41086,1.88045
  21281.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21282.                 Scal 0.30066
  21283.                 hp 0,-1.58057,0
  21284.                 }
  21285.                XYZs 1,1,1
  21286.                MPSt 0
  21287.                sh {
  21288.                 mapk 0
  21289.                 elms {
  21290.                  }
  21291.                 }
  21292.                ob "bottom domes"
  21293.                }
  21294.               inpr {
  21295.                AnTr 1
  21296.                Cloa 1
  21297.                tran {
  21298.                 po -5.55196,-0.98514,1.88045
  21299.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21300.                 Scal 0.30066
  21301.                 hp 0,-1.58057,0
  21302.                 }
  21303.                XYZs 1,1,1
  21304.                MPSt 0
  21305.                sh {
  21306.                 mapk 0
  21307.                 elms {
  21308.                  }
  21309.                 }
  21310.                ob "bottom domes"
  21311.                }
  21312.               inpr {
  21313.                AnTr 1
  21314.                Cloa 1
  21315.                tran {
  21316.                 po -5.55196,-0.55942,1.88045
  21317.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21318.                 Scal 0.30066
  21319.                 hp 0,-1.58057,0
  21320.                 }
  21321.                XYZs 1,1,1
  21322.                MPSt 0
  21323.                sh {
  21324.                 mapk 0
  21325.                 elms {
  21326.                  }
  21327.                 }
  21328.                ob "bottom domes"
  21329.                }
  21330.               inpr {
  21331.                AnTr 1
  21332.                Cloa 1
  21333.                tran {
  21334.                 po -5.55196,-0.1337,1.88045
  21335.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21336.                 Scal 0.30066
  21337.                 hp 0,-1.58057,0
  21338.                 }
  21339.                XYZs 1,1,1
  21340.                MPSt 0
  21341.                sh {
  21342.                 mapk 0
  21343.                 elms {
  21344.                  }
  21345.                 }
  21346.                ob "bottom domes"
  21347.                }
  21348.               inpr {
  21349.                AnTr 1
  21350.                Cloa 1
  21351.                tran {
  21352.                 po -5.55196,0.293,1.88045
  21353.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21354.                 Scal 0.30066
  21355.                 hp 0,-1.58057,0
  21356.                 }
  21357.                XYZs 1,1,1
  21358.                MPSt 0
  21359.                sh {
  21360.                 mapk 0
  21361.                 elms {
  21362.                  }
  21363.                 }
  21364.                ob "bottom domes"
  21365.                }
  21366.               inpr {
  21367.                AnTr 1
  21368.                Cloa 1
  21369.                tran {
  21370.                 po -5.55196,0.71773,1.88045
  21371.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21372.                 Scal 0.30066
  21373.                 hp 0,-1.58057,0
  21374.                 }
  21375.                XYZs 1,1,1
  21376.                MPSt 0
  21377.                sh {
  21378.                 mapk 0
  21379.                 elms {
  21380.                  }
  21381.                 }
  21382.                ob "bottom domes"
  21383.                }
  21384.               inpr {
  21385.                AnTr 1
  21386.                Cloa 1
  21387.                tran {
  21388.                 po -5.55196,1.14345,1.88045
  21389.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21390.                 Scal 0.30066
  21391.                 hp 0,-1.58057,0
  21392.                 }
  21393.                XYZs 1,1,1
  21394.                MPSt 0
  21395.                sh {
  21396.                 mapk 0
  21397.                 elms {
  21398.                  }
  21399.                 }
  21400.                ob "bottom domes"
  21401.                }
  21402.               inpr {
  21403.                AnTr 1
  21404.                Cloa 1
  21405.                tran {
  21406.                 po -5.55196,1.56917,1.88045
  21407.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21408.                 Scal 0.30066
  21409.                 hp 0,-1.58057,0
  21410.                 }
  21411.                XYZs 1,1,1
  21412.                MPSt 0
  21413.                sh {
  21414.                 mapk 0
  21415.                 elms {
  21416.                  }
  21417.                 }
  21418.                ob "bottom domes"
  21419.                }
  21420.               inpr {
  21421.                AnTr 1
  21422.                Cloa 1
  21423.                tran {
  21424.                 po -5.55196,1.99489,1.88045
  21425.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21426.                 Scal 0.30066
  21427.                 hp 0,-1.58057,0
  21428.                 }
  21429.                XYZs 1,1,1
  21430.                MPSt 0
  21431.                sh {
  21432.                 mapk 0
  21433.                 elms {
  21434.                  }
  21435.                 }
  21436.                ob "bottom domes"
  21437.                }
  21438.               inpr {
  21439.                AnTr 1
  21440.                Cloa 1
  21441.                tran {
  21442.                 po -5.55196,2.42067,1.88045
  21443.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21444.                 Scal 0.30066
  21445.                 hp 0,-1.58057,0
  21446.                 }
  21447.                XYZs 1,1,1
  21448.                MPSt 0
  21449.                sh {
  21450.                 mapk 0
  21451.                 elms {
  21452.                  }
  21453.                 }
  21454.                ob "bottom domes"
  21455.                }
  21456.               inpr {
  21457.                AnTr 1
  21458.                Cloa 1
  21459.                tran {
  21460.                 po -5.55196,2.84633,1.88045
  21461.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21462.                 Scal 0.30066
  21463.                 hp 0,-1.58057,0
  21464.                 }
  21465.                XYZs 1,1,1
  21466.                MPSt 0
  21467.                sh {
  21468.                 mapk 0
  21469.                 elms {
  21470.                  }
  21471.                 }
  21472.                ob "bottom domes"
  21473.                }
  21474.               inpr {
  21475.                AnTr 1
  21476.                Cloa 1
  21477.                tran {
  21478.                 po -5.55196,3.27205,1.88045
  21479.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21480.                 Scal 0.30066
  21481.                 hp 0,-1.58057,0
  21482.                 }
  21483.                XYZs 1,1,1
  21484.                MPSt 0
  21485.                sh {
  21486.                 mapk 0
  21487.                 elms {
  21488.                  }
  21489.                 }
  21490.                ob "bottom domes"
  21491.                }
  21492.               inpr {
  21493.                AnTr 1
  21494.                Cloa 1
  21495.                tran {
  21496.                 po -5.55196,3.69777,1.88045
  21497.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21498.                 Scal 0.30066
  21499.                 hp 0,-1.58057,0
  21500.                 }
  21501.                XYZs 1,1,1
  21502.                MPSt 0
  21503.                sh {
  21504.                 mapk 0
  21505.                 elms {
  21506.                  }
  21507.                 }
  21508.                ob "bottom domes"
  21509.                }
  21510.               inpr {
  21511.                AnTr 1
  21512.                Cloa 1
  21513.                tran {
  21514.                 po -5.55196,4.12349,1.88045
  21515.                 mat 1,0,0,0,0,-0.99997,0,0.99997,0
  21516.                 Scal 0.30066
  21517.                 hp 0,-1.58057,0
  21518.                 }
  21519.                XYZs 1,1,1
  21520.                MPSt 0
  21521.                sh {
  21522.                 mapk 0
  21523.                 elms {
  21524.                  }
  21525.                 }
  21526.                ob "bottom domes"
  21527.                }
  21528.               }
  21529.              boxM -5.34273,4.3324,2.00653
  21530.              boxm -5.7612,-4.56927,1.75433
  21531.              open 0
  21532.              }
  21533.             }
  21534.            boxM 4.57663,7.88133,2.01228
  21535.            boxm -4.52933,5.77954,1.7543
  21536.            open 0
  21537.            }
  21538.           }
  21539.          boxM 6.10394,7.88133,2.01228
  21540.          boxm -6.2075,-7.90546,1.75414
  21541.          open 0
  21542.          }
  21543.         }
  21544.        boxM 8.41673,9.39238,1.02374
  21545.        boxm -8.8295,-9.43756,-0.97174
  21546.        open 0
  21547.        }
  21548.       gr {
  21549.        nm "front"
  21550.        AnTr 1
  21551.        Cloa 1
  21552.        tran {
  21553.         po 7.45897,7.84966,3.51978
  21554.         mat 0.62662,0.7793,0,-0.7793,0.62662,0,0,0,1
  21555.         Scal 0.59099
  21556.         hp 3.1922,-0.00002,0.36336
  21557.         }
  21558.        XYZs 1,1,1
  21559.        MPSt 0
  21560.        so {
  21561.         gr {
  21562.          nm "side square"
  21563.          AnTr 1
  21564.          Cloa 1
  21565.          tran {
  21566.           po 0.01476,0,0
  21567.           hp 0.375,-2.96262,3.66512
  21568.           }
  21569.          XYZs 1,1,1
  21570.          MPSt 0
  21571.          so {
  21572.           inpr {
  21573.            AnTr 1
  21574.            Cloa 1
  21575.            tran {
  21576.             po 0.36382,-2.89046,-0.47536
  21577.             hp 0.36382,-2.89046,-0.47536
  21578.             }
  21579.            XYZs 1,1,1
  21580.            MPSt 0
  21581.            sh {
  21582.             mapk 0
  21583.             elms {
  21584.              }
  21585.             }
  21586.            ob "side squares"
  21587.            }
  21588.           inpr {
  21589.            AnTr 1
  21590.            Cloa 1
  21591.            tran {
  21592.             po 0.36989,-2.46889,-0.49045
  21593.             hp 0.57657,-0.5159,2.6167
  21594.             }
  21595.            XYZs 1,0.2674,1.9964
  21596.            defo {
  21597.             affi {
  21598.              ScaX 1
  21599.              ScaY 0.2674
  21600.              ScaZ 1.9964
  21601.              R1,1 1
  21602.              R1,2 0
  21603.              R1,3 0
  21604.              R2,1 0
  21605.              R2,2 1
  21606.              R2,3 0
  21607.              R3,1 0
  21608.              R3,2 0
  21609.              R3,3 1
  21610.              Tra1 0
  21611.              Tra2 0
  21612.              Tra3 0
  21613.              }
  21614.             }
  21615.            MPSt 0
  21616.            sh {
  21617.             mapk 0
  21618.             elms {
  21619.              }
  21620.             }
  21621.            ob "window"
  21622.            }
  21623.           inpr {
  21624.            AnTr 1
  21625.            Cloa 1
  21626.            tran {
  21627.             po 0.36989,-3.45897,-0.49045
  21628.             hp 0.57657,-0.5159,2.6167
  21629.             }
  21630.            XYZs 1,0.2674,1.9964
  21631.            defo {
  21632.             affi {
  21633.              ScaX 1
  21634.              ScaY 0.2674
  21635.              ScaZ 1.9964
  21636.              R1,1 1
  21637.              R1,2 0
  21638.              R1,3 0
  21639.              R2,1 0
  21640.              R2,2 1
  21641.              R2,3 0
  21642.              R3,1 0
  21643.              R3,2 0
  21644.              R3,3 1
  21645.              Tra1 0
  21646.              Tra2 0
  21647.              Tra3 0
  21648.              }
  21649.             }
  21650.            MPSt 0
  21651.            sh {
  21652.             mapk 0
  21653.             elms {
  21654.              }
  21655.             }
  21656.            ob "window"
  21657.            }
  21658.           inpr {
  21659.            AnTr 1
  21660.            Cloa 1
  21661.            tran {
  21662.             po 0.36382,-2.94948,-0.91826
  21663.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  21664.             Scal 0.50034
  21665.             hp 0,-1.90009,-0.00002
  21666.             }
  21667.            XYZs 1,1,1
  21668.            MPSt 0
  21669.            sh {
  21670.             mapk 0
  21671.             elms {
  21672.              }
  21673.             }
  21674.            ob "mid decor"
  21675.            }
  21676.           inpr {
  21677.            AnTr 1
  21678.            Cloa 1
  21679.            tran {
  21680.             po 0.36382,-2.94948,0.49936
  21681.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  21682.             Scal 0.50034
  21683.             hp 0,-1.90009,-0.00002
  21684.             }
  21685.            XYZs 1,1,1
  21686.            MPSt 0
  21687.            sh {
  21688.             mapk 0
  21689.             elms {
  21690.              }
  21691.             }
  21692.            ob "mid decor"
  21693.            }
  21694.           inpr {
  21695.            AnTr 1
  21696.            Cloa 1
  21697.            tran {
  21698.             po 0.36382,-2.94948,-0.53325
  21699.             mat 1,0,0,0,0.00005,0.99994,0,-0.99994,0.00005
  21700.             Scal 0.50034
  21701.             hp 0,-1.90009,-0.00002
  21702.             }
  21703.            XYZs 1,1,1
  21704.            MPSt 0
  21705.            sh {
  21706.             mapk 0
  21707.             elms {
  21708.              }
  21709.             }
  21710.            ob "mid decor"
  21711.            }
  21712.           inpr {
  21713.            AnTr 1
  21714.            Cloa 1
  21715.            tran {
  21716.             po 0.37737,-2.96274,8.29703
  21717.             mat 0.92235,0,0.3864,0.3864,-0.00002,-0.92229,0,0.99994,-0.00002
  21718.             Scal 0.41054
  21719.             hp 0.00327,-1.24045,0.01442
  21720.             }
  21721.            XYZs 1,1,1
  21722.            MPSt 0
  21723.            sh {
  21724.             mapk 0
  21725.             elms {
  21726.              }
  21727.             }
  21728.            ob "top of square 1"
  21729.            }
  21730.           inpr {
  21731.            AnTr 1
  21732.            Cloa 1
  21733.            tran {
  21734.             po 0.375,-2.96262,3.6216
  21735.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  21736.             hp -0.09698,-1.45923,0.09697
  21737.             }
  21738.            XYZs 1,1,1
  21739.            MPSt 0
  21740.            sh {
  21741.             mapk 0
  21742.             elms {
  21743.              }
  21744.             }
  21745.            ob "inner cylinder"
  21746.            }
  21747.           inpr {
  21748.            AnTr 1
  21749.            Cloa 1
  21750.            tran {
  21751.             po 0.375,-2.97002,8.87082
  21752.             mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  21753.             Scal 0.72522
  21754.             hp -0.09698,-1.3219,0.09319
  21755.             }
  21756.            XYZs 1,0.90587,0.97043
  21757.            defo {
  21758.             affi {
  21759.              ScaX 1
  21760.              ScaY 0.90587
  21761.              ScaZ 0.97043
  21762.              R1,1 1
  21763.              R1,2 0
  21764.              R1,3 0
  21765.              R2,1 0
  21766.              R2,2 1
  21767.              R2,3 0
  21768.              R3,1 0
  21769.              R3,2 0
  21770.              R3,3 1
  21771.              Tra1 0
  21772.              Tra2 0
  21773.              Tra3 0
  21774.              }
  21775.             }
  21776.            MPSt 0
  21777.            sh {
  21778.             mapk 0
  21779.             elms {
  21780.              }
  21781.             }
  21782.            ob "inner cylinder"
  21783.            }
  21784.           inpr {
  21785.            AnTr 1
  21786.            Cloa 1
  21787.            tran {
  21788.             po 0.375,-2.96265,6.3405
  21789.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  21790.             Scal 1.1153
  21791.             hp 0,0.29337,0
  21792.             }
  21793.            XYZs 1,1,1
  21794.            MPSt 0
  21795.            sh {
  21796.             mapk 0
  21797.             elms {
  21798.              }
  21799.             }
  21800.            ob "roof of square"
  21801.            }
  21802.           inpr {
  21803.            AnTr 1
  21804.            Cloa 1
  21805.            tran {
  21806.             po 0.375,-2.96259,9.64078
  21807.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  21808.             Scal 0.69527
  21809.             hp 0,-0.8416,0
  21810.             }
  21811.            XYZs 1,1,1
  21812.            MPSt 0
  21813.            sh {
  21814.             mapk 0
  21815.             elms {
  21816.              }
  21817.             }
  21818.            ob "roof of square 1"
  21819.            }
  21820.           gr {
  21821.            nm "buttress"
  21822.            AnTr 1
  21823.            Cloa 1
  21824.            tran {
  21825.             po 0.37404,-2.965,3.24669
  21826.             hp 0.37404,-2.965,3.24669
  21827.             }
  21828.            XYZs 1,1,1
  21829.            MPSt 0
  21830.            so {
  21831.             inpr {
  21832.              AnTr 1
  21833.              Cloa 1
  21834.              tran {
  21835.               po 0.37404,-2.96262,2.77225
  21836.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  21837.               Scal 0.73685
  21838.               hp 0.00327,-1.24045,0.01442
  21839.               }
  21840.              XYZs 1,1,1
  21841.              MPSt 0
  21842.              sh {
  21843.               mapk 0
  21844.               elms {
  21845.                }
  21846.               }
  21847.              ob "top of square"
  21848.              }
  21849.             gr {
  21850.              nm "cylinder"
  21851.              AnTr 1
  21852.              Cloa 1
  21853.              tran {
  21854.               po 0.36223,-2.94025,3.79459
  21855.               hp 0.36223,-2.94025,3.79459
  21856.               }
  21857.              XYZs 1,1,1
  21858.              MPSt 0
  21859.              so {
  21860.               inpr {
  21861.                AnTr 1
  21862.                Cloa 1
  21863.                tran {
  21864.                 po 0.60306,-2.34792,3.79459
  21865.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  21866.                 Scal 0.4413
  21867.                 hp -0.00002,-0.89795,-0.00002
  21868.                 }
  21869.                XYZs 1,1,1
  21870.                MPSt 0
  21871.                sh {
  21872.                 mapk 0
  21873.                 elms {
  21874.                  }
  21875.                 }
  21876.                ob "outer cylinders"
  21877.                }
  21878.               inpr {
  21879.                AnTr 1
  21880.                Cloa 1
  21881.                tran {
  21882.                 po 0.6113,-3.56749,3.79459
  21883.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  21884.                 Scal 0.4413
  21885.                 hp -0.00002,-0.89795,-0.00002
  21886.                 }
  21887.                XYZs 1,1,1
  21888.                MPSt 0
  21889.                sh {
  21890.                 mapk 0
  21891.                 elms {
  21892.                  }
  21893.                 }
  21894.                ob "outer cylinders"
  21895.                }
  21896.               inpr {
  21897.                AnTr 1
  21898.                Cloa 1
  21899.                tran {
  21900.                 po 0.12288,-3.57158,3.79459
  21901.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  21902.                 Scal 0.4413
  21903.                 hp -0.00002,-0.89795,-0.00002
  21904.                 }
  21905.                XYZs 1,1,1
  21906.                MPSt 0
  21907.                sh {
  21908.                 mapk 0
  21909.                 elms {
  21910.                  }
  21911.                 }
  21912.                ob "outer cylinders"
  21913.                }
  21914.               inpr {
  21915.                AnTr 1
  21916.                Cloa 1
  21917.                tran {
  21918.                 po 0.11472,-2.3429,3.79459
  21919.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  21920.                 Scal 0.4413
  21921.                 hp -0.00002,-0.89795,-0.00002
  21922.                 }
  21923.                XYZs 1,1,1
  21924.                MPSt 0
  21925.                sh {
  21926.                 mapk 0
  21927.                 elms {
  21928.                  }
  21929.                 }
  21930.                ob "outer cylinders"
  21931.                }
  21932.               inpr {
  21933.                AnTr 1
  21934.                Cloa 1
  21935.                tran {
  21936.                 po 0.98557,-2.70052,3.79459
  21937.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  21938.                 Scal 0.4413
  21939.                 hp -0.00002,-0.89795,-0.00002
  21940.                 }
  21941.                XYZs 1,1,1
  21942.                MPSt 0
  21943.                sh {
  21944.                 mapk 0
  21945.                 elms {
  21946.                  }
  21947.                 }
  21948.                ob "outer cylinders"
  21949.                }
  21950.               inpr {
  21951.                AnTr 1
  21952.                Cloa 1
  21953.                tran {
  21954.                 po 0.98964,-3.21454,3.79459
  21955.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  21956.                 Scal 0.4413
  21957.                 hp -0.00002,-0.89795,-0.00002
  21958.                 }
  21959.                XYZs 1,1,1
  21960.                MPSt 0
  21961.                sh {
  21962.                 mapk 0
  21963.                 elms {
  21964.                  }
  21965.                 }
  21966.                ob "outer cylinders"
  21967.                }
  21968.               inpr {
  21969.                AnTr 1
  21970.                Cloa 1
  21971.                tran {
  21972.                 po -0.2271,-3.21666,3.79459
  21973.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  21974.                 Scal 0.4413
  21975.                 hp -0.00002,-0.89795,-0.00002
  21976.                 }
  21977.                XYZs 1,1,1
  21978.                MPSt 0
  21979.                sh {
  21980.                 mapk 0
  21981.                 elms {
  21982.                  }
  21983.                 }
  21984.                ob "outer cylinders"
  21985.                }
  21986.               inpr {
  21987.                AnTr 1
  21988.                Cloa 1
  21989.                tran {
  21990.                 po -0.23116,-2.71422,3.79459
  21991.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  21992.                 Scal 0.4413
  21993.                 hp -0.00002,-0.89795,-0.00002
  21994.                 }
  21995.                XYZs 1,1,1
  21996.                MPSt 0
  21997.                sh {
  21998.                 mapk 0
  21999.                 elms {
  22000.                  }
  22001.                 }
  22002.                ob "outer cylinders"
  22003.                }
  22004.               }
  22005.              boxM 1.01579,-2.28265,4.28085
  22006.              boxm -0.29149,-3.59787,3.30827
  22007.              open 0
  22008.              }
  22009.             }
  22010.            boxM 1.08835,-2.24927,4.28084
  22011.            boxm -0.33961,-3.67616,2.21257
  22012.            open 0
  22013.            }
  22014.           gr {
  22015.            nm "cylinder"
  22016.            AnTr 1
  22017.            Cloa 1
  22018.            tran {
  22019.             po 0.377,-2.96976,9.00049
  22020.             Scal 0.57367
  22021.             hp 0.36223,-2.94025,3.79459
  22022.             }
  22023.            XYZs 1,1,1
  22024.            MPSt 0
  22025.            so {
  22026.             inpr {
  22027.              AnTr 1
  22028.              Cloa 1
  22029.              tran {
  22030.               po 0.60306,-2.35648,3.73604
  22031.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22032.               Scal 0.4413
  22033.               hp -0.00002,-1.21976,-0.00002
  22034.               }
  22035.              XYZs 1,1.35837,1.14232
  22036.              defo {
  22037.               affi {
  22038.                ScaX 1
  22039.                ScaY 1.35837
  22040.                ScaZ 1.14232
  22041.                R1,1 1
  22042.                R1,2 0
  22043.                R1,3 0
  22044.                R2,1 0
  22045.                R2,2 1
  22046.                R2,3 0
  22047.                R3,1 0
  22048.                R3,2 0
  22049.                R3,3 1
  22050.                Tra1 0
  22051.                Tra2 0
  22052.                Tra3 0
  22053.                }
  22054.               }
  22055.              MPSt 0
  22056.              sh {
  22057.               mapk 0
  22058.               elms {
  22059.                }
  22060.               }
  22061.              ob "outer cylinders"
  22062.              }
  22063.             inpr {
  22064.              AnTr 1
  22065.              Cloa 1
  22066.              tran {
  22067.               po 0.6113,-3.5761,3.73604
  22068.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22069.               Scal 0.4413
  22070.               hp -0.00002,-1.21976,-0.00002
  22071.               }
  22072.              XYZs 1,1.35837,1.14232
  22073.              defo {
  22074.               affi {
  22075.                ScaX 1
  22076.                ScaY 1.35837
  22077.                ScaZ 1.14232
  22078.                R1,1 1
  22079.                R1,2 0
  22080.                R1,3 0
  22081.                R2,1 0
  22082.                R2,2 1
  22083.                R2,3 0
  22084.                R3,1 0
  22085.                R3,2 0
  22086.                R3,3 1
  22087.                Tra1 0
  22088.                Tra2 0
  22089.                Tra3 0
  22090.                }
  22091.               }
  22092.              MPSt 0
  22093.              sh {
  22094.               mapk 0
  22095.               elms {
  22096.                }
  22097.               }
  22098.              ob "outer cylinders"
  22099.              }
  22100.             inpr {
  22101.              AnTr 1
  22102.              Cloa 1
  22103.              tran {
  22104.               po 0.12288,-3.58017,3.73604
  22105.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22106.               Scal 0.4413
  22107.               hp -0.00002,-1.21976,-0.00002
  22108.               }
  22109.              XYZs 1,1.35837,1.14232
  22110.              defo {
  22111.               affi {
  22112.                ScaX 1
  22113.                ScaY 1.35837
  22114.                ScaZ 1.14232
  22115.                R1,1 1
  22116.                R1,2 0
  22117.                R1,3 0
  22118.                R2,1 0
  22119.                R2,2 1
  22120.                R2,3 0
  22121.                R3,1 0
  22122.                R3,2 0
  22123.                R3,3 1
  22124.                Tra1 0
  22125.                Tra2 0
  22126.                Tra3 0
  22127.                }
  22128.               }
  22129.              MPSt 0
  22130.              sh {
  22131.               mapk 0
  22132.               elms {
  22133.                }
  22134.               }
  22135.              ob "outer cylinders"
  22136.              }
  22137.             inpr {
  22138.              AnTr 1
  22139.              Cloa 1
  22140.              tran {
  22141.               po 0.11472,-2.35149,3.73604
  22142.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22143.               Scal 0.4413
  22144.               hp -0.00002,-1.21976,-0.00002
  22145.               }
  22146.              XYZs 1,1.35837,1.14232
  22147.              defo {
  22148.               affi {
  22149.                ScaX 1
  22150.                ScaY 1.35837
  22151.                ScaZ 1.14232
  22152.                R1,1 1
  22153.                R1,2 0
  22154.                R1,3 0
  22155.                R2,1 0
  22156.                R2,2 1
  22157.                R2,3 0
  22158.                R3,1 0
  22159.                R3,2 0
  22160.                R3,3 1
  22161.                Tra1 0
  22162.                Tra2 0
  22163.                Tra3 0
  22164.                }
  22165.               }
  22166.              MPSt 0
  22167.              sh {
  22168.               mapk 0
  22169.               elms {
  22170.                }
  22171.               }
  22172.              ob "outer cylinders"
  22173.              }
  22174.             inpr {
  22175.              AnTr 1
  22176.              Cloa 1
  22177.              tran {
  22178.               po 0.98557,-2.70908,3.73604
  22179.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22180.               Scal 0.4413
  22181.               hp -0.00002,-1.21976,-0.00002
  22182.               }
  22183.              XYZs 1,1.35837,1.14232
  22184.              defo {
  22185.               affi {
  22186.                ScaX 1
  22187.                ScaY 1.35837
  22188.                ScaZ 1.14232
  22189.                R1,1 1
  22190.                R1,2 0
  22191.                R1,3 0
  22192.                R2,1 0
  22193.                R2,2 1
  22194.                R2,3 0
  22195.                R3,1 0
  22196.                R3,2 0
  22197.                R3,3 1
  22198.                Tra1 0
  22199.                Tra2 0
  22200.                Tra3 0
  22201.                }
  22202.               }
  22203.              MPSt 0
  22204.              sh {
  22205.               mapk 0
  22206.               elms {
  22207.                }
  22208.               }
  22209.              ob "outer cylinders"
  22210.              }
  22211.             inpr {
  22212.              AnTr 1
  22213.              Cloa 1
  22214.              tran {
  22215.               po 0.98964,-3.22313,3.73604
  22216.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22217.               Scal 0.4413
  22218.               hp -0.00002,-1.21976,-0.00002
  22219.               }
  22220.              XYZs 1,1.35837,1.14232
  22221.              defo {
  22222.               affi {
  22223.                ScaX 1
  22224.                ScaY 1.35837
  22225.                ScaZ 1.14232
  22226.                R1,1 1
  22227.                R1,2 0
  22228.                R1,3 0
  22229.                R2,1 0
  22230.                R2,2 1
  22231.                R2,3 0
  22232.                R3,1 0
  22233.                R3,2 0
  22234.                R3,3 1
  22235.                Tra1 0
  22236.                Tra2 0
  22237.                Tra3 0
  22238.                }
  22239.               }
  22240.              MPSt 0
  22241.              sh {
  22242.               mapk 0
  22243.               elms {
  22244.                }
  22245.               }
  22246.              ob "outer cylinders"
  22247.              }
  22248.             inpr {
  22249.              AnTr 1
  22250.              Cloa 1
  22251.              tran {
  22252.               po -0.2271,-3.22527,3.73604
  22253.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22254.               Scal 0.4413
  22255.               hp -0.00002,-1.21976,-0.00002
  22256.               }
  22257.              XYZs 1,1.35837,1.14232
  22258.              defo {
  22259.               affi {
  22260.                ScaX 1
  22261.                ScaY 1.35837
  22262.                ScaZ 1.14232
  22263.                R1,1 1
  22264.                R1,2 0
  22265.                R1,3 0
  22266.                R2,1 0
  22267.                R2,2 1
  22268.                R2,3 0
  22269.                R3,1 0
  22270.                R3,2 0
  22271.                R3,3 1
  22272.                Tra1 0
  22273.                Tra2 0
  22274.                Tra3 0
  22275.                }
  22276.               }
  22277.              MPSt 0
  22278.              sh {
  22279.               mapk 0
  22280.               elms {
  22281.                }
  22282.               }
  22283.              ob "outer cylinders"
  22284.              }
  22285.             inpr {
  22286.              AnTr 1
  22287.              Cloa 1
  22288.              tran {
  22289.               po -0.23116,-2.72289,3.73604
  22290.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22291.               Scal 0.4413
  22292.               hp -0.00002,-1.21976,-0.00002
  22293.               }
  22294.              XYZs 1,1.35837,1.14232
  22295.              defo {
  22296.               affi {
  22297.                ScaX 1
  22298.                ScaY 1.35837
  22299.                ScaZ 1.14232
  22300.                R1,1 1
  22301.                R1,2 0
  22302.                R1,3 0
  22303.                R2,1 0
  22304.                R2,2 1
  22305.                R2,3 0
  22306.                R3,1 0
  22307.                R3,2 0
  22308.                R3,3 1
  22309.                Tra1 0
  22310.                Tra2 0
  22311.                Tra3 0
  22312.                }
  22313.               }
  22314.              MPSt 0
  22315.              sh {
  22316.               mapk 0
  22317.               elms {
  22318.                }
  22319.               }
  22320.              ob "outer cylinders"
  22321.              }
  22322.             }
  22323.            boxM 1.01575,-2.28267,4.39656
  22324.            boxm -0.29158,-3.61026,3.07538
  22325.            open 0
  22326.            }
  22327.           inpr {
  22328.            AnTr 1
  22329.            Cloa 1
  22330.            tran {
  22331.             po 0.375,-2.96262,10.60332
  22332.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  22333.             Scal 0.24277
  22334.             hp 0.00002,-0.45943,-0.00002
  22335.             }
  22336.            XYZs 1,1,1
  22337.            MPSt 0
  22338.            sh {
  22339.             mapk 0
  22340.             elms {
  22341.              }
  22342.             }
  22343.            ob "top"
  22344.            }
  22345.           inpr {
  22346.            AnTr 1
  22347.            Cloa 1
  22348.            tran {
  22349.             po 0.37914,-2.96422,11.11983
  22350.             mat 0.00017,0,0.99997,0,1,0,-0.99997,0,0.00017
  22351.             Scal 0.23958
  22352.             hp 0.25609,-1.88396,0.94388
  22353.             }
  22354.            XYZs 1,1,1
  22355.            MPSt 0
  22356.            sh {
  22357.             mapk 0
  22358.             elms {
  22359.              }
  22360.             }
  22361.            ob "moon"
  22362.            }
  22363.           }
  22364.          boxM 1.42772,-1.90959,11.30731
  22365.          boxm -0.67776,-4.01555,-3.16827
  22366.          open 0
  22367.          }
  22368.         gr {
  22369.          nm "side square"
  22370.          AnTr 1
  22371.          Cloa 1
  22372.          tran {
  22373.           po 6.36963,0,0
  22374.           hp 0.375,-2.96262,3.66512
  22375.           }
  22376.          XYZs 1,1,1
  22377.          MPSt 0
  22378.          so {
  22379.           inpr {
  22380.            AnTr 1
  22381.            Cloa 1
  22382.            tran {
  22383.             po 0.36382,-2.89046,-0.47536
  22384.             hp 0.36382,-2.89046,-0.47536
  22385.             }
  22386.            XYZs 1,1,1
  22387.            MPSt 0
  22388.            sh {
  22389.             mapk 0
  22390.             elms {
  22391.              }
  22392.             }
  22393.            ob "side squares"
  22394.            }
  22395.           inpr {
  22396.            AnTr 1
  22397.            Cloa 1
  22398.            tran {
  22399.             po 0.36989,-2.46889,-0.49045
  22400.             hp 0.57657,-0.5159,2.6167
  22401.             }
  22402.            XYZs 1,0.2674,1.9964
  22403.            defo {
  22404.             affi {
  22405.              ScaX 1
  22406.              ScaY 0.2674
  22407.              ScaZ 1.9964
  22408.              R1,1 1
  22409.              R1,2 0
  22410.              R1,3 0
  22411.              R2,1 0
  22412.              R2,2 1
  22413.              R2,3 0
  22414.              R3,1 0
  22415.              R3,2 0
  22416.              R3,3 1
  22417.              Tra1 0
  22418.              Tra2 0
  22419.              Tra3 0
  22420.              }
  22421.             }
  22422.            MPSt 0
  22423.            sh {
  22424.             mapk 0
  22425.             elms {
  22426.              }
  22427.             }
  22428.            ob "window"
  22429.            }
  22430.           inpr {
  22431.            AnTr 1
  22432.            Cloa 1
  22433.            tran {
  22434.             po 0.36989,-3.45897,-0.49045
  22435.             hp 0.57657,-0.5159,2.6167
  22436.             }
  22437.            XYZs 1,0.2674,1.9964
  22438.            defo {
  22439.             affi {
  22440.              ScaX 1
  22441.              ScaY 0.2674
  22442.              ScaZ 1.9964
  22443.              R1,1 1
  22444.              R1,2 0
  22445.              R1,3 0
  22446.              R2,1 0
  22447.              R2,2 1
  22448.              R2,3 0
  22449.              R3,1 0
  22450.              R3,2 0
  22451.              R3,3 1
  22452.              Tra1 0
  22453.              Tra2 0
  22454.              Tra3 0
  22455.              }
  22456.             }
  22457.            MPSt 0
  22458.            sh {
  22459.             mapk 0
  22460.             elms {
  22461.              }
  22462.             }
  22463.            ob "window"
  22464.            }
  22465.           inpr {
  22466.            AnTr 1
  22467.            Cloa 1
  22468.            tran {
  22469.             po 0.36382,-2.94948,-0.91826
  22470.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  22471.             Scal 0.50034
  22472.             hp 0,-1.90009,-0.00002
  22473.             }
  22474.            XYZs 1,1,1
  22475.            MPSt 0
  22476.            sh {
  22477.             mapk 0
  22478.             elms {
  22479.              }
  22480.             }
  22481.            ob "mid decor"
  22482.            }
  22483.           inpr {
  22484.            AnTr 1
  22485.            Cloa 1
  22486.            tran {
  22487.             po 0.36382,-2.94948,0.49936
  22488.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  22489.             Scal 0.50034
  22490.             hp 0,-1.90009,-0.00002
  22491.             }
  22492.            XYZs 1,1,1
  22493.            MPSt 0
  22494.            sh {
  22495.             mapk 0
  22496.             elms {
  22497.              }
  22498.             }
  22499.            ob "mid decor"
  22500.            }
  22501.           inpr {
  22502.            AnTr 1
  22503.            Cloa 1
  22504.            tran {
  22505.             po 0.36382,-2.94948,-0.53325
  22506.             mat 1,0,0,0,0.00005,0.99994,0,-0.99994,0.00005
  22507.             Scal 0.50034
  22508.             hp 0,-1.90009,-0.00002
  22509.             }
  22510.            XYZs 1,1,1
  22511.            MPSt 0
  22512.            sh {
  22513.             mapk 0
  22514.             elms {
  22515.              }
  22516.             }
  22517.            ob "mid decor"
  22518.            }
  22519.           inpr {
  22520.            AnTr 1
  22521.            Cloa 1
  22522.            tran {
  22523.             po 0.37737,-2.96274,8.29703
  22524.             mat 0.92235,0,0.3864,0.3864,-0.00002,-0.92229,0,0.99994,-0.00002
  22525.             Scal 0.41054
  22526.             hp 0.00327,-1.24045,0.01442
  22527.             }
  22528.            XYZs 1,1,1
  22529.            MPSt 0
  22530.            sh {
  22531.             mapk 0
  22532.             elms {
  22533.              }
  22534.             }
  22535.            ob "top of square 1"
  22536.            }
  22537.           inpr {
  22538.            AnTr 1
  22539.            Cloa 1
  22540.            tran {
  22541.             po 0.375,-2.96262,3.6216
  22542.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  22543.             hp -0.09698,-1.45923,0.09697
  22544.             }
  22545.            XYZs 1,1,1
  22546.            MPSt 0
  22547.            sh {
  22548.             mapk 0
  22549.             elms {
  22550.              }
  22551.             }
  22552.            ob "inner cylinder"
  22553.            }
  22554.           inpr {
  22555.            AnTr 1
  22556.            Cloa 1
  22557.            tran {
  22558.             po 0.375,-2.97002,8.87082
  22559.             mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22560.             Scal 0.72522
  22561.             hp -0.09698,-1.3219,0.09319
  22562.             }
  22563.            XYZs 1,0.90587,0.97043
  22564.            defo {
  22565.             affi {
  22566.              ScaX 1
  22567.              ScaY 0.90587
  22568.              ScaZ 0.97043
  22569.              R1,1 1
  22570.              R1,2 0
  22571.              R1,3 0
  22572.              R2,1 0
  22573.              R2,2 1
  22574.              R2,3 0
  22575.              R3,1 0
  22576.              R3,2 0
  22577.              R3,3 1
  22578.              Tra1 0
  22579.              Tra2 0
  22580.              Tra3 0
  22581.              }
  22582.             }
  22583.            MPSt 0
  22584.            sh {
  22585.             mapk 0
  22586.             elms {
  22587.              }
  22588.             }
  22589.            ob "inner cylinder"
  22590.            }
  22591.           inpr {
  22592.            AnTr 1
  22593.            Cloa 1
  22594.            tran {
  22595.             po 0.375,-2.96265,6.3405
  22596.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  22597.             Scal 1.1153
  22598.             hp 0,0.29337,0
  22599.             }
  22600.            XYZs 1,1,1
  22601.            MPSt 0
  22602.            sh {
  22603.             mapk 0
  22604.             elms {
  22605.              }
  22606.             }
  22607.            ob "roof of square"
  22608.            }
  22609.           inpr {
  22610.            AnTr 1
  22611.            Cloa 1
  22612.            tran {
  22613.             po 0.375,-2.96259,9.64078
  22614.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  22615.             Scal 0.69527
  22616.             hp 0,-0.8416,0
  22617.             }
  22618.            XYZs 1,1,1
  22619.            MPSt 0
  22620.            sh {
  22621.             mapk 0
  22622.             elms {
  22623.              }
  22624.             }
  22625.            ob "roof of square 1"
  22626.            }
  22627.           gr {
  22628.            nm "buttress"
  22629.            AnTr 1
  22630.            Cloa 1
  22631.            tran {
  22632.             po 0.37404,-2.965,3.24669
  22633.             hp 0.37404,-2.965,3.24669
  22634.             }
  22635.            XYZs 1,1,1
  22636.            MPSt 0
  22637.            so {
  22638.             inpr {
  22639.              AnTr 1
  22640.              Cloa 1
  22641.              tran {
  22642.               po 0.37404,-2.96262,2.77225
  22643.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22644.               Scal 0.73685
  22645.               hp 0.00327,-1.24045,0.01442
  22646.               }
  22647.              XYZs 1,1,1
  22648.              MPSt 0
  22649.              sh {
  22650.               mapk 0
  22651.               elms {
  22652.                }
  22653.               }
  22654.              ob "top of square"
  22655.              }
  22656.             gr {
  22657.              nm "cylinder"
  22658.              AnTr 1
  22659.              Cloa 1
  22660.              tran {
  22661.               po 0.36223,-2.94025,3.79459
  22662.               hp 0.36223,-2.94025,3.79459
  22663.               }
  22664.              XYZs 1,1,1
  22665.              MPSt 0
  22666.              so {
  22667.               inpr {
  22668.                AnTr 1
  22669.                Cloa 1
  22670.                tran {
  22671.                 po 0.60306,-2.34792,3.79459
  22672.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22673.                 Scal 0.4413
  22674.                 hp -0.00002,-0.89795,-0.00002
  22675.                 }
  22676.                XYZs 1,1,1
  22677.                MPSt 0
  22678.                sh {
  22679.                 mapk 0
  22680.                 elms {
  22681.                  }
  22682.                 }
  22683.                ob "outer cylinders"
  22684.                }
  22685.               inpr {
  22686.                AnTr 1
  22687.                Cloa 1
  22688.                tran {
  22689.                 po 0.6113,-3.56749,3.79459
  22690.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22691.                 Scal 0.4413
  22692.                 hp -0.00002,-0.89795,-0.00002
  22693.                 }
  22694.                XYZs 1,1,1
  22695.                MPSt 0
  22696.                sh {
  22697.                 mapk 0
  22698.                 elms {
  22699.                  }
  22700.                 }
  22701.                ob "outer cylinders"
  22702.                }
  22703.               inpr {
  22704.                AnTr 1
  22705.                Cloa 1
  22706.                tran {
  22707.                 po 0.12288,-3.57158,3.79459
  22708.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22709.                 Scal 0.4413
  22710.                 hp -0.00002,-0.89795,-0.00002
  22711.                 }
  22712.                XYZs 1,1,1
  22713.                MPSt 0
  22714.                sh {
  22715.                 mapk 0
  22716.                 elms {
  22717.                  }
  22718.                 }
  22719.                ob "outer cylinders"
  22720.                }
  22721.               inpr {
  22722.                AnTr 1
  22723.                Cloa 1
  22724.                tran {
  22725.                 po 0.11472,-2.3429,3.79459
  22726.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22727.                 Scal 0.4413
  22728.                 hp -0.00002,-0.89795,-0.00002
  22729.                 }
  22730.                XYZs 1,1,1
  22731.                MPSt 0
  22732.                sh {
  22733.                 mapk 0
  22734.                 elms {
  22735.                  }
  22736.                 }
  22737.                ob "outer cylinders"
  22738.                }
  22739.               inpr {
  22740.                AnTr 1
  22741.                Cloa 1
  22742.                tran {
  22743.                 po 0.98557,-2.70052,3.79459
  22744.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22745.                 Scal 0.4413
  22746.                 hp -0.00002,-0.89795,-0.00002
  22747.                 }
  22748.                XYZs 1,1,1
  22749.                MPSt 0
  22750.                sh {
  22751.                 mapk 0
  22752.                 elms {
  22753.                  }
  22754.                 }
  22755.                ob "outer cylinders"
  22756.                }
  22757.               inpr {
  22758.                AnTr 1
  22759.                Cloa 1
  22760.                tran {
  22761.                 po 0.98964,-3.21454,3.79459
  22762.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22763.                 Scal 0.4413
  22764.                 hp -0.00002,-0.89795,-0.00002
  22765.                 }
  22766.                XYZs 1,1,1
  22767.                MPSt 0
  22768.                sh {
  22769.                 mapk 0
  22770.                 elms {
  22771.                  }
  22772.                 }
  22773.                ob "outer cylinders"
  22774.                }
  22775.               inpr {
  22776.                AnTr 1
  22777.                Cloa 1
  22778.                tran {
  22779.                 po -0.2271,-3.21666,3.79459
  22780.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22781.                 Scal 0.4413
  22782.                 hp -0.00002,-0.89795,-0.00002
  22783.                 }
  22784.                XYZs 1,1,1
  22785.                MPSt 0
  22786.                sh {
  22787.                 mapk 0
  22788.                 elms {
  22789.                  }
  22790.                 }
  22791.                ob "outer cylinders"
  22792.                }
  22793.               inpr {
  22794.                AnTr 1
  22795.                Cloa 1
  22796.                tran {
  22797.                 po -0.23116,-2.71422,3.79459
  22798.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22799.                 Scal 0.4413
  22800.                 hp -0.00002,-0.89795,-0.00002
  22801.                 }
  22802.                XYZs 1,1,1
  22803.                MPSt 0
  22804.                sh {
  22805.                 mapk 0
  22806.                 elms {
  22807.                  }
  22808.                 }
  22809.                ob "outer cylinders"
  22810.                }
  22811.               }
  22812.              boxM 1.01579,-2.28268,4.28085
  22813.              boxm -0.29149,-3.59787,3.30827
  22814.              open 0
  22815.              }
  22816.             }
  22817.            boxM 1.08832,-2.2493,4.28084
  22818.            boxm -0.33965,-3.67619,2.21257
  22819.            open 0
  22820.            }
  22821.           gr {
  22822.            nm "cylinder"
  22823.            AnTr 1
  22824.            Cloa 1
  22825.            tran {
  22826.             po 0.377,-2.96976,9.00049
  22827.             Scal 0.57367
  22828.             hp 0.36223,-2.94025,3.79459
  22829.             }
  22830.            XYZs 1,1,1
  22831.            MPSt 0
  22832.            so {
  22833.             inpr {
  22834.              AnTr 1
  22835.              Cloa 1
  22836.              tran {
  22837.               po 0.60306,-2.35648,3.73604
  22838.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22839.               Scal 0.4413
  22840.               hp -0.00002,-1.21976,-0.00002
  22841.               }
  22842.              XYZs 1,1.35837,1.14232
  22843.              defo {
  22844.               affi {
  22845.                ScaX 1
  22846.                ScaY 1.35837
  22847.                ScaZ 1.14232
  22848.                R1,1 1
  22849.                R1,2 0
  22850.                R1,3 0
  22851.                R2,1 0
  22852.                R2,2 1
  22853.                R2,3 0
  22854.                R3,1 0
  22855.                R3,2 0
  22856.                R3,3 1
  22857.                Tra1 0
  22858.                Tra2 0
  22859.                Tra3 0
  22860.                }
  22861.               }
  22862.              MPSt 0
  22863.              sh {
  22864.               mapk 0
  22865.               elms {
  22866.                }
  22867.               }
  22868.              ob "outer cylinders"
  22869.              }
  22870.             inpr {
  22871.              AnTr 1
  22872.              Cloa 1
  22873.              tran {
  22874.               po 0.6113,-3.5761,3.73604
  22875.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22876.               Scal 0.4413
  22877.               hp -0.00002,-1.21976,-0.00002
  22878.               }
  22879.              XYZs 1,1.35837,1.14232
  22880.              defo {
  22881.               affi {
  22882.                ScaX 1
  22883.                ScaY 1.35837
  22884.                ScaZ 1.14232
  22885.                R1,1 1
  22886.                R1,2 0
  22887.                R1,3 0
  22888.                R2,1 0
  22889.                R2,2 1
  22890.                R2,3 0
  22891.                R3,1 0
  22892.                R3,2 0
  22893.                R3,3 1
  22894.                Tra1 0
  22895.                Tra2 0
  22896.                Tra3 0
  22897.                }
  22898.               }
  22899.              MPSt 0
  22900.              sh {
  22901.               mapk 0
  22902.               elms {
  22903.                }
  22904.               }
  22905.              ob "outer cylinders"
  22906.              }
  22907.             inpr {
  22908.              AnTr 1
  22909.              Cloa 1
  22910.              tran {
  22911.               po 0.12288,-3.58017,3.73604
  22912.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22913.               Scal 0.4413
  22914.               hp -0.00002,-1.21976,-0.00002
  22915.               }
  22916.              XYZs 1,1.35837,1.14232
  22917.              defo {
  22918.               affi {
  22919.                ScaX 1
  22920.                ScaY 1.35837
  22921.                ScaZ 1.14232
  22922.                R1,1 1
  22923.                R1,2 0
  22924.                R1,3 0
  22925.                R2,1 0
  22926.                R2,2 1
  22927.                R2,3 0
  22928.                R3,1 0
  22929.                R3,2 0
  22930.                R3,3 1
  22931.                Tra1 0
  22932.                Tra2 0
  22933.                Tra3 0
  22934.                }
  22935.               }
  22936.              MPSt 0
  22937.              sh {
  22938.               mapk 0
  22939.               elms {
  22940.                }
  22941.               }
  22942.              ob "outer cylinders"
  22943.              }
  22944.             inpr {
  22945.              AnTr 1
  22946.              Cloa 1
  22947.              tran {
  22948.               po 0.11472,-2.35149,3.73604
  22949.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22950.               Scal 0.4413
  22951.               hp -0.00002,-1.21976,-0.00002
  22952.               }
  22953.              XYZs 1,1.35837,1.14232
  22954.              defo {
  22955.               affi {
  22956.                ScaX 1
  22957.                ScaY 1.35837
  22958.                ScaZ 1.14232
  22959.                R1,1 1
  22960.                R1,2 0
  22961.                R1,3 0
  22962.                R2,1 0
  22963.                R2,2 1
  22964.                R2,3 0
  22965.                R3,1 0
  22966.                R3,2 0
  22967.                R3,3 1
  22968.                Tra1 0
  22969.                Tra2 0
  22970.                Tra3 0
  22971.                }
  22972.               }
  22973.              MPSt 0
  22974.              sh {
  22975.               mapk 0
  22976.               elms {
  22977.                }
  22978.               }
  22979.              ob "outer cylinders"
  22980.              }
  22981.             inpr {
  22982.              AnTr 1
  22983.              Cloa 1
  22984.              tran {
  22985.               po 0.98557,-2.70908,3.73604
  22986.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  22987.               Scal 0.4413
  22988.               hp -0.00002,-1.21976,-0.00002
  22989.               }
  22990.              XYZs 1,1.35837,1.14232
  22991.              defo {
  22992.               affi {
  22993.                ScaX 1
  22994.                ScaY 1.35837
  22995.                ScaZ 1.14232
  22996.                R1,1 1
  22997.                R1,2 0
  22998.                R1,3 0
  22999.                R2,1 0
  23000.                R2,2 1
  23001.                R2,3 0
  23002.                R3,1 0
  23003.                R3,2 0
  23004.                R3,3 1
  23005.                Tra1 0
  23006.                Tra2 0
  23007.                Tra3 0
  23008.                }
  23009.               }
  23010.              MPSt 0
  23011.              sh {
  23012.               mapk 0
  23013.               elms {
  23014.                }
  23015.               }
  23016.              ob "outer cylinders"
  23017.              }
  23018.             inpr {
  23019.              AnTr 1
  23020.              Cloa 1
  23021.              tran {
  23022.               po 0.98964,-3.22313,3.73604
  23023.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  23024.               Scal 0.4413
  23025.               hp -0.00002,-1.21976,-0.00002
  23026.               }
  23027.              XYZs 1,1.35837,1.14232
  23028.              defo {
  23029.               affi {
  23030.                ScaX 1
  23031.                ScaY 1.35837
  23032.                ScaZ 1.14232
  23033.                R1,1 1
  23034.                R1,2 0
  23035.                R1,3 0
  23036.                R2,1 0
  23037.                R2,2 1
  23038.                R2,3 0
  23039.                R3,1 0
  23040.                R3,2 0
  23041.                R3,3 1
  23042.                Tra1 0
  23043.                Tra2 0
  23044.                Tra3 0
  23045.                }
  23046.               }
  23047.              MPSt 0
  23048.              sh {
  23049.               mapk 0
  23050.               elms {
  23051.                }
  23052.               }
  23053.              ob "outer cylinders"
  23054.              }
  23055.             inpr {
  23056.              AnTr 1
  23057.              Cloa 1
  23058.              tran {
  23059.               po -0.2271,-3.22527,3.73604
  23060.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  23061.               Scal 0.4413
  23062.               hp -0.00002,-1.21976,-0.00002
  23063.               }
  23064.              XYZs 1,1.35837,1.14232
  23065.              defo {
  23066.               affi {
  23067.                ScaX 1
  23068.                ScaY 1.35837
  23069.                ScaZ 1.14232
  23070.                R1,1 1
  23071.                R1,2 0
  23072.                R1,3 0
  23073.                R2,1 0
  23074.                R2,2 1
  23075.                R2,3 0
  23076.                R3,1 0
  23077.                R3,2 0
  23078.                R3,3 1
  23079.                Tra1 0
  23080.                Tra2 0
  23081.                Tra3 0
  23082.                }
  23083.               }
  23084.              MPSt 0
  23085.              sh {
  23086.               mapk 0
  23087.               elms {
  23088.                }
  23089.               }
  23090.              ob "outer cylinders"
  23091.              }
  23092.             inpr {
  23093.              AnTr 1
  23094.              Cloa 1
  23095.              tran {
  23096.               po -0.23116,-2.72289,3.73604
  23097.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  23098.               Scal 0.4413
  23099.               hp -0.00002,-1.21976,-0.00002
  23100.               }
  23101.              XYZs 1,1.35837,1.14232
  23102.              defo {
  23103.               affi {
  23104.                ScaX 1
  23105.                ScaY 1.35837
  23106.                ScaZ 1.14232
  23107.                R1,1 1
  23108.                R1,2 0
  23109.                R1,3 0
  23110.                R2,1 0
  23111.                R2,2 1
  23112.                R2,3 0
  23113.                R3,1 0
  23114.                R3,2 0
  23115.                R3,3 1
  23116.                Tra1 0
  23117.                Tra2 0
  23118.                Tra3 0
  23119.                }
  23120.               }
  23121.              MPSt 0
  23122.              sh {
  23123.               mapk 0
  23124.               elms {
  23125.                }
  23126.               }
  23127.              ob "outer cylinders"
  23128.              }
  23129.             }
  23130.            boxM 1.01576,-2.28281,4.39656
  23131.            boxm -0.29156,-3.61038,3.07538
  23132.            open 0
  23133.            }
  23134.           inpr {
  23135.            AnTr 1
  23136.            Cloa 1
  23137.            tran {
  23138.             po 0.375,-2.96262,10.60332
  23139.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  23140.             Scal 0.24277
  23141.             hp 0.00002,-0.45943,-0.00002
  23142.             }
  23143.            XYZs 1,1,1
  23144.            MPSt 0
  23145.            sh {
  23146.             mapk 0
  23147.             elms {
  23148.              }
  23149.             }
  23150.            ob "top"
  23151.            }
  23152.           inpr {
  23153.            AnTr 1
  23154.            Cloa 1
  23155.            tran {
  23156.             po 0.37914,-2.96422,11.11983
  23157.             mat 0.00017,0,0.99997,0,1,0,-0.99997,0,0.00017
  23158.             Scal 0.23958
  23159.             hp 0.25609,-1.88396,0.94388
  23160.             }
  23161.            XYZs 1,1,1
  23162.            MPSt 0
  23163.            sh {
  23164.             mapk 0
  23165.             elms {
  23166.              }
  23167.             }
  23168.            ob "moon"
  23169.            }
  23170.           }
  23171.          boxM 1.42769,-1.90959,11.30731
  23172.          boxm -0.6778,-4.01555,-3.16827
  23173.          open 0
  23174.          }
  23175.         inpr {
  23176.          AnTr 1
  23177.          Cloa 1
  23178.          tran {
  23179.           po 3.18848,-0.07689,-4.54346
  23180.           Scal 2.0555
  23181.           hp 0.25499,-1.14467,0.4675
  23182.           }
  23183.          XYZs 0.9973,0.7607,1
  23184.          defo {
  23185.           affi {
  23186.            ScaX 0.9973
  23187.            ScaY 0.7607
  23188.            ScaZ 1
  23189.            R1,1 1
  23190.            R1,2 0
  23191.            R1,3 0
  23192.            R2,1 0
  23193.            R2,2 1
  23194.            R2,3 0
  23195.            R3,1 0
  23196.            R3,2 0
  23197.            R3,3 1
  23198.            Tra1 0
  23199.            Tra2 0
  23200.            Tra3 0
  23201.            }
  23202.           }
  23203.          MPSt 0
  23204.          sh {
  23205.           mapk 0
  23206.           elms {
  23207.            }
  23208.           }
  23209.          ob "front"
  23210.          }
  23211.         gr {
  23212.          nm "decor"
  23213.          AnTr 1
  23214.          Cloa 1
  23215.          tran {
  23216.           po 3.19843,0.61963,-2.01903
  23217.           hp 3.19843,0.61963,-2.01903
  23218.           }
  23219.          XYZs 1,1,1
  23220.          MPSt 0
  23221.          so {
  23222.           inpr {
  23223.            AnTr 1
  23224.            Cloa 1
  23225.            tran {
  23226.             po 3.19144,0.62581,-2.07732
  23227.             Scal 0.4805
  23228.             hp -0.8546,-1.88396,1.04874
  23229.             }
  23230.            XYZs 1,1,1
  23231.            MPSt 0
  23232.            sh {
  23233.             mapk 0
  23234.             elms {
  23235.              }
  23236.             }
  23237.            ob "lattice"
  23238.            }
  23239.           inpr {
  23240.            nm "lattice ball"
  23241.            AnTr 1
  23242.            Cloa 1
  23243.            tran {
  23244.             po 3.19797,0.61963,-1.89621
  23245.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  23246.             Scal 0.02277
  23247.             }
  23248.            XYZs 1,1,1
  23249.            MPSt 0
  23250.            sh {
  23251.             mapk 0
  23252.             elms {
  23253.              }
  23254.             }
  23255.            ob "lattice ball"
  23256.            }
  23257.           inpr {
  23258.            nm "lattice ball"
  23259.            AnTr 1
  23260.            Cloa 1
  23261.            tran {
  23262.             po 4.00188,0.61963,-1.89621
  23263.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  23264.             Scal 0.02277
  23265.             }
  23266.            XYZs 1,1,1
  23267.            MPSt 0
  23268.            sh {
  23269.             mapk 0
  23270.             elms {
  23271.              }
  23272.             }
  23273.            ob "lattice ball"
  23274.            }
  23275.           inpr {
  23276.            nm "lattice ball"
  23277.            AnTr 1
  23278.            Cloa 1
  23279.            tran {
  23280.             po 4.80333,0.61963,-1.89621
  23281.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  23282.             Scal 0.02277
  23283.             }
  23284.            XYZs 1,1,1
  23285.            MPSt 0
  23286.            sh {
  23287.             mapk 0
  23288.             elms {
  23289.              }
  23290.             }
  23291.            ob "lattice ball"
  23292.            }
  23293.           inpr {
  23294.            nm "lattice ball"
  23295.            AnTr 1
  23296.            Cloa 1
  23297.            tran {
  23298.             po 5.61548,0.61963,-1.90642
  23299.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  23300.             Scal 0.02277
  23301.             }
  23302.            XYZs 1,1,1
  23303.            MPSt 0
  23304.            sh {
  23305.             mapk 0
  23306.             elms {
  23307.              }
  23308.             }
  23309.            ob "lattice ball"
  23310.            }
  23311.           inpr {
  23312.            nm "lattice ball"
  23313.            AnTr 1
  23314.            Cloa 1
  23315.            tran {
  23316.             po 5.72922,0.61963,-1.90642
  23317.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  23318.             Scal 0.02277
  23319.             }
  23320.            XYZs 1,1,1
  23321.            MPSt 0
  23322.            sh {
  23323.             mapk 0
  23324.             elms {
  23325.              }
  23326.             }
  23327.            ob "lattice ball"
  23328.            }
  23329.           inpr {
  23330.            nm "lattice ball"
  23331.            AnTr 1
  23332.            Cloa 1
  23333.            tran {
  23334.             po 2.39925,0.61963,-1.89621
  23335.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  23336.             Scal 0.02277
  23337.             }
  23338.            XYZs 1,1,1
  23339.            MPSt 0
  23340.            sh {
  23341.             mapk 0
  23342.             elms {
  23343.              }
  23344.             }
  23345.            ob "lattice ball"
  23346.            }
  23347.           inpr {
  23348.            nm "lattice ball"
  23349.            AnTr 1
  23350.            Cloa 1
  23351.            tran {
  23352.             po 1.59784,0.61963,-1.89621
  23353.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  23354.             Scal 0.02277
  23355.             }
  23356.            XYZs 1,1,1
  23357.            MPSt 0
  23358.            sh {
  23359.             mapk 0
  23360.             elms {
  23361.              }
  23362.             }
  23363.            ob "lattice ball"
  23364.            }
  23365.           inpr {
  23366.            nm "lattice ball"
  23367.            AnTr 1
  23368.            Cloa 1
  23369.            tran {
  23370.             po 0.80161,0.61963,-1.89621
  23371.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  23372.             Scal 0.02277
  23373.             }
  23374.            XYZs 1,1,1
  23375.            MPSt 0
  23376.            sh {
  23377.             mapk 0
  23378.             elms {
  23379.              }
  23380.             }
  23381.            ob "lattice ball"
  23382.            }
  23383.           inpr {
  23384.            nm "lattice ball"
  23385.            AnTr 1
  23386.            Cloa 1
  23387.            tran {
  23388.             po 0.66765,0.61963,-1.89621
  23389.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  23390.             Scal 0.02277
  23391.             }
  23392.            XYZs 1,1,1
  23393.            MPSt 0
  23394.            sh {
  23395.             mapk 0
  23396.             elms {
  23397.              }
  23398.             }
  23399.            ob "lattice ball"
  23400.            }
  23401.           }
  23402.          boxM 5.79733,0.68781,-1.828
  23403.          boxm 0.59946,0.55135,-2.21021
  23404.          open 0
  23405.          }
  23406.         gr {
  23407.          nm "decor"
  23408.          AnTr 1
  23409.          Cloa 1
  23410.          tran {
  23411.           po 3.19843,-0.77092,-2.01903
  23412.           hp 3.19843,0.61963,-2.01903
  23413.           }
  23414.          XYZs 1,1,1
  23415.          MPSt 0
  23416.          so {
  23417.           inpr {
  23418.            AnTr 1
  23419.            Cloa 1
  23420.            tran {
  23421.             po 3.19144,0.62581,-2.07732
  23422.             Scal 0.4805
  23423.             hp -0.8546,-1.88396,1.04874
  23424.             }
  23425.            XYZs 1,1,1
  23426.            MPSt 0
  23427.            sh {
  23428.             mapk 0
  23429.             elms {
  23430.              }
  23431.             }
  23432.            ob "lattice"
  23433.            }
  23434.           inpr {
  23435.            nm "lattice ball"
  23436.            AnTr 1
  23437.            Cloa 1
  23438.            tran {
  23439.             po 3.19797,0.61963,-1.89621
  23440.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  23441.             Scal 0.02277
  23442.             }
  23443.            XYZs 1,1,1
  23444.            MPSt 0
  23445.            sh {
  23446.             mapk 0
  23447.             elms {
  23448.              }
  23449.             }
  23450.            ob "lattice ball"
  23451.            }
  23452.           inpr {
  23453.            nm "lattice ball"
  23454.            AnTr 1
  23455.            Cloa 1
  23456.            tran {
  23457.             po 4.00188,0.61963,-1.89621
  23458.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  23459.             Scal 0.02277
  23460.             }
  23461.            XYZs 1,1,1
  23462.            MPSt 0
  23463.            sh {
  23464.             mapk 0
  23465.             elms {
  23466.              }
  23467.             }
  23468.            ob "lattice ball"
  23469.            }
  23470.           inpr {
  23471.            nm "lattice ball"
  23472.            AnTr 1
  23473.            Cloa 1
  23474.            tran {
  23475.             po 4.80333,0.61963,-1.89621
  23476.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  23477.             Scal 0.02277
  23478.             }
  23479.            XYZs 1,1,1
  23480.            MPSt 0
  23481.            sh {
  23482.             mapk 0
  23483.             elms {
  23484.              }
  23485.             }
  23486.            ob "lattice ball"
  23487.            }
  23488.           inpr {
  23489.            nm "lattice ball"
  23490.            AnTr 1
  23491.            Cloa 1
  23492.            tran {
  23493.             po 5.61548,0.61963,-1.90642
  23494.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  23495.             Scal 0.02277
  23496.             }
  23497.            XYZs 1,1,1
  23498.            MPSt 0
  23499.            sh {
  23500.             mapk 0
  23501.             elms {
  23502.              }
  23503.             }
  23504.            ob "lattice ball"
  23505.            }
  23506.           inpr {
  23507.            nm "lattice ball"
  23508.            AnTr 1
  23509.            Cloa 1
  23510.            tran {
  23511.             po 5.72922,0.61963,-1.90642
  23512.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  23513.             Scal 0.02277
  23514.             }
  23515.            XYZs 1,1,1
  23516.            MPSt 0
  23517.            sh {
  23518.             mapk 0
  23519.             elms {
  23520.              }
  23521.             }
  23522.            ob "lattice ball"
  23523.            }
  23524.           inpr {
  23525.            nm "lattice ball"
  23526.            AnTr 1
  23527.            Cloa 1
  23528.            tran {
  23529.             po 2.39925,0.61963,-1.89621
  23530.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  23531.             Scal 0.02277
  23532.             }
  23533.            XYZs 1,1,1
  23534.            MPSt 0
  23535.            sh {
  23536.             mapk 0
  23537.             elms {
  23538.              }
  23539.             }
  23540.            ob "lattice ball"
  23541.            }
  23542.           inpr {
  23543.            nm "lattice ball"
  23544.            AnTr 1
  23545.            Cloa 1
  23546.            tran {
  23547.             po 1.59784,0.61963,-1.89621
  23548.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  23549.             Scal 0.02277
  23550.             }
  23551.            XYZs 1,1,1
  23552.            MPSt 0
  23553.            sh {
  23554.             mapk 0
  23555.             elms {
  23556.              }
  23557.             }
  23558.            ob "lattice ball"
  23559.            }
  23560.           inpr {
  23561.            nm "lattice ball"
  23562.            AnTr 1
  23563.            Cloa 1
  23564.            tran {
  23565.             po 0.80161,0.61963,-1.89621
  23566.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  23567.             Scal 0.02277
  23568.             }
  23569.            XYZs 1,1,1
  23570.            MPSt 0
  23571.            sh {
  23572.             mapk 0
  23573.             elms {
  23574.              }
  23575.             }
  23576.            ob "lattice ball"
  23577.            }
  23578.           inpr {
  23579.            nm "lattice ball"
  23580.            AnTr 1
  23581.            Cloa 1
  23582.            tran {
  23583.             po 0.66765,0.61963,-1.89621
  23584.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  23585.             Scal 0.02277
  23586.             }
  23587.            XYZs 1,1,1
  23588.            MPSt 0
  23589.            sh {
  23590.             mapk 0
  23591.             elms {
  23592.              }
  23593.             }
  23594.            ob "lattice ball"
  23595.            }
  23596.           }
  23597.          boxM 5.79733,0.68781,-1.828
  23598.          boxm 0.59946,0.55135,-2.21021
  23599.          open 1
  23600.          }
  23601.         inpr {
  23602.          AnTr 1
  23603.          Cloa 1
  23604.          tran {
  23605.           po 5.22266,-0.04599,-4.58344
  23606.           mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  23607.           Scal 0.50809
  23608.           hp 0,-1.90111,-0.00002
  23609.           }
  23610.          XYZs 1.06496,1.00052,1.2166
  23611.          defo {
  23612.           affi {
  23613.            ScaX 1.06496
  23614.            ScaY 1.00052
  23615.            ScaZ 1.2166
  23616.            R1,1 1
  23617.            R1,2 0
  23618.            R1,3 0
  23619.            R2,1 0
  23620.            R2,2 1
  23621.            R2,3 0
  23622.            R3,1 0
  23623.            R3,2 0
  23624.            R3,3 1
  23625.            Tra1 0
  23626.            Tra2 0
  23627.            Tra3 0
  23628.            }
  23629.           }
  23630.          MPSt 0
  23631.          sh {
  23632.           mapk 0
  23633.           elms {
  23634.            }
  23635.           }
  23636.          ob "mid decor"
  23637.          }
  23638.         inpr {
  23639.          AnTr 1
  23640.          Cloa 1
  23641.          tran {
  23642.           po 1.08713,-0.04599,-4.58344
  23643.           mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  23644.           Scal 0.50809
  23645.           hp 0,-1.90111,-0.00002
  23646.           }
  23647.          XYZs 1.06496,1.00052,1.2166
  23648.          defo {
  23649.           affi {
  23650.            ScaX 1.06496
  23651.            ScaY 1.00052
  23652.            ScaZ 1.2166
  23653.            R1,1 1
  23654.            R1,2 0
  23655.            R1,3 0
  23656.            R2,1 0
  23657.            R2,2 1
  23658.            R2,3 0
  23659.            R3,1 0
  23660.            R3,2 0
  23661.            R3,3 1
  23662.            Tra1 0
  23663.            Tra2 0
  23664.            Tra3 0
  23665.            }
  23666.           }
  23667.          MPSt 0
  23668.          sh {
  23669.           mapk 0
  23670.           elms {
  23671.            }
  23672.           }
  23673.          ob "mid decor"
  23674.          }
  23675.         inpr {
  23676.          AnTr 1
  23677.          Cloa 1
  23678.          tran {
  23679.           po 3.16092,0.33754,-5.43425
  23680.           Scal 1.17522
  23681.           hp 3.79749,-1.73267,0.10335
  23682.           }
  23683.          XYZs 1.39139,1.00023,1.88582
  23684.          defo {
  23685.           affi {
  23686.            ScaX 1.39139
  23687.            ScaY 1.00023
  23688.            ScaZ 1.88582
  23689.            R1,1 1
  23690.            R1,2 0
  23691.            R1,3 0
  23692.            R2,1 0
  23693.            R2,2 1
  23694.            R2,3 0
  23695.            R3,1 0
  23696.            R3,2 0
  23697.            R3,3 1
  23698.            Tra1 0
  23699.            Tra2 0
  23700.            Tra3 0
  23701.            }
  23702.           }
  23703.          MPSt 0
  23704.          sh {
  23705.           mapk 0
  23706.           elms {
  23707.            }
  23708.           }
  23709.          ob "arch 1"
  23710.          }
  23711.         inpr {
  23712.          AnTr 1
  23713.          Cloa 1
  23714.          tran {
  23715.           po 2.3539,0.33784,-3.75577
  23716.           Scal 0.26276
  23717.           hp 3.83018,-7.79056,0.10335
  23718.           }
  23719.          XYZs 1.4034,4.4973,1.88582
  23720.          defo {
  23721.           affi {
  23722.            ScaX 1.4034
  23723.            ScaY 4.4973
  23724.            ScaZ 1.88582
  23725.            R1,1 1
  23726.            R1,2 0
  23727.            R1,3 0
  23728.            R2,1 0
  23729.            R2,2 1
  23730.            R2,3 0
  23731.            R3,1 0
  23732.            R3,2 0
  23733.            R3,3 1
  23734.            Tra1 0
  23735.            Tra2 0
  23736.            Tra3 0
  23737.            }
  23738.           }
  23739.          MPSt 0
  23740.          sh {
  23741.           mapk 0
  23742.           elms {
  23743.            }
  23744.           }
  23745.          ob "arch 1"
  23746.          }
  23747.         inpr {
  23748.          AnTr 1
  23749.          Cloa 1
  23750.          tran {
  23751.           po 3.20369,0.3369,-3.75577
  23752.           Scal 0.26265
  23753.           hp 3.83018,-7.79056,0.10335
  23754.           }
  23755.          XYZs 1.4034,4.4973,1.88582
  23756.          defo {
  23757.           affi {
  23758.            ScaX 1.4034
  23759.            ScaY 4.4973
  23760.            ScaZ 1.88582
  23761.            R1,1 1
  23762.            R1,2 0
  23763.            R1,3 0
  23764.            R2,1 0
  23765.            R2,2 1
  23766.            R2,3 0
  23767.            R3,1 0
  23768.            R3,2 0
  23769.            R3,3 1
  23770.            Tra1 0
  23771.            Tra2 0
  23772.            Tra3 0
  23773.            }
  23774.           }
  23775.          MPSt 0
  23776.          sh {
  23777.           mapk 0
  23778.           elms {
  23779.            }
  23780.           }
  23781.          ob "arch 1"
  23782.          }
  23783.         inpr {
  23784.          AnTr 1
  23785.          Cloa 1
  23786.          tran {
  23787.           po 4.05251,0.33643,-3.75577
  23788.           Scal 0.26256
  23789.           hp 3.83018,-7.79056,0.10335
  23790.           }
  23791.          XYZs 1.4034,4.4973,1.88582
  23792.          defo {
  23793.           affi {
  23794.            ScaX 1.4034
  23795.            ScaY 4.4973
  23796.            ScaZ 1.88582
  23797.            R1,1 1
  23798.            R1,2 0
  23799.            R1,3 0
  23800.            R2,1 0
  23801.            R2,2 1
  23802.            R2,3 0
  23803.            R3,1 0
  23804.            R3,2 0
  23805.            R3,3 1
  23806.            Tra1 0
  23807.            Tra2 0
  23808.            Tra3 0
  23809.            }
  23810.           }
  23811.          MPSt 0
  23812.          sh {
  23813.           mapk 0
  23814.           elms {
  23815.            }
  23816.           }
  23817.          ob "arch 1"
  23818.          }
  23819.         inpr {
  23820.          AnTr 1
  23821.          Cloa 1
  23822.          tran {
  23823.           po 3.16891,0.32906,-3.29712
  23824.           Scal 0.99988
  23825.           hp -0.00002,-2.16762,-0.00002
  23826.           }
  23827.          XYZs 1.0038,1.2298,1
  23828.          defo {
  23829.           affi {
  23830.            ScaX 1.0038
  23831.            ScaY 1.2298
  23832.            ScaZ 1
  23833.            R1,1 1
  23834.            R1,2 0
  23835.            R1,3 0
  23836.            R2,1 0
  23837.            R2,2 1
  23838.            R2,3 0
  23839.            R3,1 0
  23840.            R3,2 0
  23841.            R3,3 1
  23842.            Tra1 0
  23843.            Tra2 0
  23844.            Tra3 0
  23845.            }
  23846.           }
  23847.          MPSt 0
  23848.          sh {
  23849.           mapk 0
  23850.           elms {
  23851.            }
  23852.           }
  23853.          ob "front cube"
  23854.          }
  23855.         }
  23856.        boxM 7.42213,1.05289,7.64204
  23857.        boxm -1.03795,-1.05302,-6.91542
  23858.        open 0
  23859.        }
  23860.       gr {
  23861.        nm "front"
  23862.        AnTr 1
  23863.        Cloa 1
  23864.        tran {
  23865.         po -7.55347,7.84966,3.51978
  23866.         mat 0.62659,-0.77936,0,0.77936,0.62659,0,0,0,1
  23867.         Scal 0.59099
  23868.         hp 3.1922,-0.00002,0.36336
  23869.         }
  23870.        XYZs 1,1,1
  23871.        MPSt 0
  23872.        so {
  23873.         gr {
  23874.          nm "side square"
  23875.          AnTr 1
  23876.          Cloa 1
  23877.          tran {
  23878.           po 0.01476,0,0
  23879.           hp 0.375,-2.96262,3.66512
  23880.           }
  23881.          XYZs 1,1,1
  23882.          MPSt 0
  23883.          so {
  23884.           inpr {
  23885.            AnTr 1
  23886.            Cloa 1
  23887.            tran {
  23888.             po 0.36382,-2.89046,-0.47536
  23889.             hp 0.36382,-2.89046,-0.47536
  23890.             }
  23891.            XYZs 1,1,1
  23892.            MPSt 0
  23893.            sh {
  23894.             mapk 0
  23895.             elms {
  23896.              }
  23897.             }
  23898.            ob "side squares"
  23899.            }
  23900.           inpr {
  23901.            AnTr 1
  23902.            Cloa 1
  23903.            tran {
  23904.             po 0.36989,-2.46889,-0.49045
  23905.             hp 0.57657,-0.5159,2.6167
  23906.             }
  23907.            XYZs 1,0.2674,1.9964
  23908.            defo {
  23909.             affi {
  23910.              ScaX 1
  23911.              ScaY 0.2674
  23912.              ScaZ 1.9964
  23913.              R1,1 1
  23914.              R1,2 0
  23915.              R1,3 0
  23916.              R2,1 0
  23917.              R2,2 1
  23918.              R2,3 0
  23919.              R3,1 0
  23920.              R3,2 0
  23921.              R3,3 1
  23922.              Tra1 0
  23923.              Tra2 0
  23924.              Tra3 0
  23925.              }
  23926.             }
  23927.            MPSt 0
  23928.            sh {
  23929.             mapk 0
  23930.             elms {
  23931.              }
  23932.             }
  23933.            ob "window"
  23934.            }
  23935.           inpr {
  23936.            AnTr 1
  23937.            Cloa 1
  23938.            tran {
  23939.             po 0.36989,-3.45897,-0.49045
  23940.             hp 0.57657,-0.5159,2.6167
  23941.             }
  23942.            XYZs 1,0.2674,1.9964
  23943.            defo {
  23944.             affi {
  23945.              ScaX 1
  23946.              ScaY 0.2674
  23947.              ScaZ 1.9964
  23948.              R1,1 1
  23949.              R1,2 0
  23950.              R1,3 0
  23951.              R2,1 0
  23952.              R2,2 1
  23953.              R2,3 0
  23954.              R3,1 0
  23955.              R3,2 0
  23956.              R3,3 1
  23957.              Tra1 0
  23958.              Tra2 0
  23959.              Tra3 0
  23960.              }
  23961.             }
  23962.            MPSt 0
  23963.            sh {
  23964.             mapk 0
  23965.             elms {
  23966.              }
  23967.             }
  23968.            ob "window"
  23969.            }
  23970.           inpr {
  23971.            AnTr 1
  23972.            Cloa 1
  23973.            tran {
  23974.             po 0.36382,-2.94948,-0.91826
  23975.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  23976.             Scal 0.50034
  23977.             hp 0,-1.90009,-0.00002
  23978.             }
  23979.            XYZs 1,1,1
  23980.            MPSt 0
  23981.            sh {
  23982.             mapk 0
  23983.             elms {
  23984.              }
  23985.             }
  23986.            ob "mid decor"
  23987.            }
  23988.           inpr {
  23989.            AnTr 1
  23990.            Cloa 1
  23991.            tran {
  23992.             po 0.36382,-2.94948,0.49936
  23993.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  23994.             Scal 0.50034
  23995.             hp 0,-1.90009,-0.00002
  23996.             }
  23997.            XYZs 1,1,1
  23998.            MPSt 0
  23999.            sh {
  24000.             mapk 0
  24001.             elms {
  24002.              }
  24003.             }
  24004.            ob "mid decor"
  24005.            }
  24006.           inpr {
  24007.            AnTr 1
  24008.            Cloa 1
  24009.            tran {
  24010.             po 0.36382,-2.94948,-0.53325
  24011.             mat 1,0,0,0,0.00005,0.99994,0,-0.99994,0.00005
  24012.             Scal 0.50034
  24013.             hp 0,-1.90009,-0.00002
  24014.             }
  24015.            XYZs 1,1,1
  24016.            MPSt 0
  24017.            sh {
  24018.             mapk 0
  24019.             elms {
  24020.              }
  24021.             }
  24022.            ob "mid decor"
  24023.            }
  24024.           inpr {
  24025.            AnTr 1
  24026.            Cloa 1
  24027.            tran {
  24028.             po 0.37737,-2.96274,8.29703
  24029.             mat 0.92235,0,0.3864,0.3864,-0.00002,-0.92229,0,0.99994,-0.00002
  24030.             Scal 0.41054
  24031.             hp 0.00327,-1.24045,0.01442
  24032.             }
  24033.            XYZs 1,1,1
  24034.            MPSt 0
  24035.            sh {
  24036.             mapk 0
  24037.             elms {
  24038.              }
  24039.             }
  24040.            ob "top of square 1"
  24041.            }
  24042.           inpr {
  24043.            AnTr 1
  24044.            Cloa 1
  24045.            tran {
  24046.             po 0.375,-2.96262,3.6216
  24047.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  24048.             hp -0.09698,-1.45923,0.09697
  24049.             }
  24050.            XYZs 1,1,1
  24051.            MPSt 0
  24052.            sh {
  24053.             mapk 0
  24054.             elms {
  24055.              }
  24056.             }
  24057.            ob "inner cylinder"
  24058.            }
  24059.           inpr {
  24060.            AnTr 1
  24061.            Cloa 1
  24062.            tran {
  24063.             po 0.375,-2.97002,8.87082
  24064.             mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  24065.             Scal 0.72522
  24066.             hp -0.09698,-1.3219,0.09319
  24067.             }
  24068.            XYZs 1,0.90587,0.97043
  24069.            defo {
  24070.             affi {
  24071.              ScaX 1
  24072.              ScaY 0.90587
  24073.              ScaZ 0.97043
  24074.              R1,1 1
  24075.              R1,2 0
  24076.              R1,3 0
  24077.              R2,1 0
  24078.              R2,2 1
  24079.              R2,3 0
  24080.              R3,1 0
  24081.              R3,2 0
  24082.              R3,3 1
  24083.              Tra1 0
  24084.              Tra2 0
  24085.              Tra3 0
  24086.              }
  24087.             }
  24088.            MPSt 0
  24089.            sh {
  24090.             mapk 0
  24091.             elms {
  24092.              }
  24093.             }
  24094.            ob "inner cylinder"
  24095.            }
  24096.           inpr {
  24097.            AnTr 1
  24098.            Cloa 1
  24099.            tran {
  24100.             po 0.375,-2.96265,6.3405
  24101.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  24102.             Scal 1.1153
  24103.             hp 0,0.29337,0
  24104.             }
  24105.            XYZs 1,1,1
  24106.            MPSt 0
  24107.            sh {
  24108.             mapk 0
  24109.             elms {
  24110.              }
  24111.             }
  24112.            ob "roof of square"
  24113.            }
  24114.           inpr {
  24115.            AnTr 1
  24116.            Cloa 1
  24117.            tran {
  24118.             po 0.375,-2.96259,9.64078
  24119.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  24120.             Scal 0.69527
  24121.             hp 0,-0.8416,0
  24122.             }
  24123.            XYZs 1,1,1
  24124.            MPSt 0
  24125.            sh {
  24126.             mapk 0
  24127.             elms {
  24128.              }
  24129.             }
  24130.            ob "roof of square 1"
  24131.            }
  24132.           gr {
  24133.            nm "buttress"
  24134.            AnTr 1
  24135.            Cloa 1
  24136.            tran {
  24137.             po 0.37404,-2.965,3.24669
  24138.             hp 0.37404,-2.965,3.24669
  24139.             }
  24140.            XYZs 1,1,1
  24141.            MPSt 0
  24142.            so {
  24143.             inpr {
  24144.              AnTr 1
  24145.              Cloa 1
  24146.              tran {
  24147.               po 0.37404,-2.96262,2.77225
  24148.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  24149.               Scal 0.73685
  24150.               hp 0.00327,-1.24045,0.01442
  24151.               }
  24152.              XYZs 1,1,1
  24153.              MPSt 0
  24154.              sh {
  24155.               mapk 0
  24156.               elms {
  24157.                }
  24158.               }
  24159.              ob "top of square"
  24160.              }
  24161.             gr {
  24162.              nm "cylinder"
  24163.              AnTr 1
  24164.              Cloa 1
  24165.              tran {
  24166.               po 0.36223,-2.94025,3.79459
  24167.               hp 0.36223,-2.94025,3.79459
  24168.               }
  24169.              XYZs 1,1,1
  24170.              MPSt 0
  24171.              so {
  24172.               inpr {
  24173.                AnTr 1
  24174.                Cloa 1
  24175.                tran {
  24176.                 po 0.60306,-2.34792,3.79459
  24177.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  24178.                 Scal 0.4413
  24179.                 hp -0.00002,-0.89795,-0.00002
  24180.                 }
  24181.                XYZs 1,1,1
  24182.                MPSt 0
  24183.                sh {
  24184.                 mapk 0
  24185.                 elms {
  24186.                  }
  24187.                 }
  24188.                ob "outer cylinders"
  24189.                }
  24190.               inpr {
  24191.                AnTr 1
  24192.                Cloa 1
  24193.                tran {
  24194.                 po 0.6113,-3.56749,3.79459
  24195.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  24196.                 Scal 0.4413
  24197.                 hp -0.00002,-0.89795,-0.00002
  24198.                 }
  24199.                XYZs 1,1,1
  24200.                MPSt 0
  24201.                sh {
  24202.                 mapk 0
  24203.                 elms {
  24204.                  }
  24205.                 }
  24206.                ob "outer cylinders"
  24207.                }
  24208.               inpr {
  24209.                AnTr 1
  24210.                Cloa 1
  24211.                tran {
  24212.                 po 0.12288,-3.57158,3.79459
  24213.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  24214.                 Scal 0.4413
  24215.                 hp -0.00002,-0.89795,-0.00002
  24216.                 }
  24217.                XYZs 1,1,1
  24218.                MPSt 0
  24219.                sh {
  24220.                 mapk 0
  24221.                 elms {
  24222.                  }
  24223.                 }
  24224.                ob "outer cylinders"
  24225.                }
  24226.               inpr {
  24227.                AnTr 1
  24228.                Cloa 1
  24229.                tran {
  24230.                 po 0.11472,-2.3429,3.79459
  24231.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  24232.                 Scal 0.4413
  24233.                 hp -0.00002,-0.89795,-0.00002
  24234.                 }
  24235.                XYZs 1,1,1
  24236.                MPSt 0
  24237.                sh {
  24238.                 mapk 0
  24239.                 elms {
  24240.                  }
  24241.                 }
  24242.                ob "outer cylinders"
  24243.                }
  24244.               inpr {
  24245.                AnTr 1
  24246.                Cloa 1
  24247.                tran {
  24248.                 po 0.98557,-2.70052,3.79459
  24249.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  24250.                 Scal 0.4413
  24251.                 hp -0.00002,-0.89795,-0.00002
  24252.                 }
  24253.                XYZs 1,1,1
  24254.                MPSt 0
  24255.                sh {
  24256.                 mapk 0
  24257.                 elms {
  24258.                  }
  24259.                 }
  24260.                ob "outer cylinders"
  24261.                }
  24262.               inpr {
  24263.                AnTr 1
  24264.                Cloa 1
  24265.                tran {
  24266.                 po 0.98964,-3.21454,3.79459
  24267.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  24268.                 Scal 0.4413
  24269.                 hp -0.00002,-0.89795,-0.00002
  24270.                 }
  24271.                XYZs 1,1,1
  24272.                MPSt 0
  24273.                sh {
  24274.                 mapk 0
  24275.                 elms {
  24276.                  }
  24277.                 }
  24278.                ob "outer cylinders"
  24279.                }
  24280.               inpr {
  24281.                AnTr 1
  24282.                Cloa 1
  24283.                tran {
  24284.                 po -0.2271,-3.21666,3.79459
  24285.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  24286.                 Scal 0.4413
  24287.                 hp -0.00002,-0.89795,-0.00002
  24288.                 }
  24289.                XYZs 1,1,1
  24290.                MPSt 0
  24291.                sh {
  24292.                 mapk 0
  24293.                 elms {
  24294.                  }
  24295.                 }
  24296.                ob "outer cylinders"
  24297.                }
  24298.               inpr {
  24299.                AnTr 1
  24300.                Cloa 1
  24301.                tran {
  24302.                 po -0.23116,-2.71422,3.79459
  24303.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  24304.                 Scal 0.4413
  24305.                 hp -0.00002,-0.89795,-0.00002
  24306.                 }
  24307.                XYZs 1,1,1
  24308.                MPSt 0
  24309.                sh {
  24310.                 mapk 0
  24311.                 elms {
  24312.                  }
  24313.                 }
  24314.                ob "outer cylinders"
  24315.                }
  24316.               }
  24317.              boxM 1.01585,-2.28265,4.28085
  24318.              boxm -0.29153,-3.59787,3.30827
  24319.              open 0
  24320.              }
  24321.             }
  24322.            boxM 1.08841,-2.24928,4.28084
  24323.            boxm -0.3396,-3.67621,2.21257
  24324.            open 0
  24325.            }
  24326.           gr {
  24327.            nm "cylinder"
  24328.            AnTr 1
  24329.            Cloa 1
  24330.            tran {
  24331.             po 0.377,-2.96976,9.00049
  24332.             Scal 0.57367
  24333.             hp 0.36223,-2.94025,3.79459
  24334.             }
  24335.            XYZs 1,1,1
  24336.            MPSt 0
  24337.            so {
  24338.             inpr {
  24339.              AnTr 1
  24340.              Cloa 1
  24341.              tran {
  24342.               po 0.60306,-2.35648,3.73604
  24343.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  24344.               Scal 0.4413
  24345.               hp -0.00002,-1.21976,-0.00002
  24346.               }
  24347.              XYZs 1,1.35837,1.14232
  24348.              defo {
  24349.               affi {
  24350.                ScaX 1
  24351.                ScaY 1.35837
  24352.                ScaZ 1.14232
  24353.                R1,1 1
  24354.                R1,2 0
  24355.                R1,3 0
  24356.                R2,1 0
  24357.                R2,2 1
  24358.                R2,3 0
  24359.                R3,1 0
  24360.                R3,2 0
  24361.                R3,3 1
  24362.                Tra1 0
  24363.                Tra2 0
  24364.                Tra3 0
  24365.                }
  24366.               }
  24367.              MPSt 0
  24368.              sh {
  24369.               mapk 0
  24370.               elms {
  24371.                }
  24372.               }
  24373.              ob "outer cylinders"
  24374.              }
  24375.             inpr {
  24376.              AnTr 1
  24377.              Cloa 1
  24378.              tran {
  24379.               po 0.6113,-3.5761,3.73604
  24380.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  24381.               Scal 0.4413
  24382.               hp -0.00002,-1.21976,-0.00002
  24383.               }
  24384.              XYZs 1,1.35837,1.14232
  24385.              defo {
  24386.               affi {
  24387.                ScaX 1
  24388.                ScaY 1.35837
  24389.                ScaZ 1.14232
  24390.                R1,1 1
  24391.                R1,2 0
  24392.                R1,3 0
  24393.                R2,1 0
  24394.                R2,2 1
  24395.                R2,3 0
  24396.                R3,1 0
  24397.                R3,2 0
  24398.                R3,3 1
  24399.                Tra1 0
  24400.                Tra2 0
  24401.                Tra3 0
  24402.                }
  24403.               }
  24404.              MPSt 0
  24405.              sh {
  24406.               mapk 0
  24407.               elms {
  24408.                }
  24409.               }
  24410.              ob "outer cylinders"
  24411.              }
  24412.             inpr {
  24413.              AnTr 1
  24414.              Cloa 1
  24415.              tran {
  24416.               po 0.12288,-3.58017,3.73604
  24417.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  24418.               Scal 0.4413
  24419.               hp -0.00002,-1.21976,-0.00002
  24420.               }
  24421.              XYZs 1,1.35837,1.14232
  24422.              defo {
  24423.               affi {
  24424.                ScaX 1
  24425.                ScaY 1.35837
  24426.                ScaZ 1.14232
  24427.                R1,1 1
  24428.                R1,2 0
  24429.                R1,3 0
  24430.                R2,1 0
  24431.                R2,2 1
  24432.                R2,3 0
  24433.                R3,1 0
  24434.                R3,2 0
  24435.                R3,3 1
  24436.                Tra1 0
  24437.                Tra2 0
  24438.                Tra3 0
  24439.                }
  24440.               }
  24441.              MPSt 0
  24442.              sh {
  24443.               mapk 0
  24444.               elms {
  24445.                }
  24446.               }
  24447.              ob "outer cylinders"
  24448.              }
  24449.             inpr {
  24450.              AnTr 1
  24451.              Cloa 1
  24452.              tran {
  24453.               po 0.11472,-2.35149,3.73604
  24454.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  24455.               Scal 0.4413
  24456.               hp -0.00002,-1.21976,-0.00002
  24457.               }
  24458.              XYZs 1,1.35837,1.14232
  24459.              defo {
  24460.               affi {
  24461.                ScaX 1
  24462.                ScaY 1.35837
  24463.                ScaZ 1.14232
  24464.                R1,1 1
  24465.                R1,2 0
  24466.                R1,3 0
  24467.                R2,1 0
  24468.                R2,2 1
  24469.                R2,3 0
  24470.                R3,1 0
  24471.                R3,2 0
  24472.                R3,3 1
  24473.                Tra1 0
  24474.                Tra2 0
  24475.                Tra3 0
  24476.                }
  24477.               }
  24478.              MPSt 0
  24479.              sh {
  24480.               mapk 0
  24481.               elms {
  24482.                }
  24483.               }
  24484.              ob "outer cylinders"
  24485.              }
  24486.             inpr {
  24487.              AnTr 1
  24488.              Cloa 1
  24489.              tran {
  24490.               po 0.98557,-2.70908,3.73604
  24491.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  24492.               Scal 0.4413
  24493.               hp -0.00002,-1.21976,-0.00002
  24494.               }
  24495.              XYZs 1,1.35837,1.14232
  24496.              defo {
  24497.               affi {
  24498.                ScaX 1
  24499.                ScaY 1.35837
  24500.                ScaZ 1.14232
  24501.                R1,1 1
  24502.                R1,2 0
  24503.                R1,3 0
  24504.                R2,1 0
  24505.                R2,2 1
  24506.                R2,3 0
  24507.                R3,1 0
  24508.                R3,2 0
  24509.                R3,3 1
  24510.                Tra1 0
  24511.                Tra2 0
  24512.                Tra3 0
  24513.                }
  24514.               }
  24515.              MPSt 0
  24516.              sh {
  24517.               mapk 0
  24518.               elms {
  24519.                }
  24520.               }
  24521.              ob "outer cylinders"
  24522.              }
  24523.             inpr {
  24524.              AnTr 1
  24525.              Cloa 1
  24526.              tran {
  24527.               po 0.98964,-3.22313,3.73604
  24528.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  24529.               Scal 0.4413
  24530.               hp -0.00002,-1.21976,-0.00002
  24531.               }
  24532.              XYZs 1,1.35837,1.14232
  24533.              defo {
  24534.               affi {
  24535.                ScaX 1
  24536.                ScaY 1.35837
  24537.                ScaZ 1.14232
  24538.                R1,1 1
  24539.                R1,2 0
  24540.                R1,3 0
  24541.                R2,1 0
  24542.                R2,2 1
  24543.                R2,3 0
  24544.                R3,1 0
  24545.                R3,2 0
  24546.                R3,3 1
  24547.                Tra1 0
  24548.                Tra2 0
  24549.                Tra3 0
  24550.                }
  24551.               }
  24552.              MPSt 0
  24553.              sh {
  24554.               mapk 0
  24555.               elms {
  24556.                }
  24557.               }
  24558.              ob "outer cylinders"
  24559.              }
  24560.             inpr {
  24561.              AnTr 1
  24562.              Cloa 1
  24563.              tran {
  24564.               po -0.2271,-3.22527,3.73604
  24565.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  24566.               Scal 0.4413
  24567.               hp -0.00002,-1.21976,-0.00002
  24568.               }
  24569.              XYZs 1,1.35837,1.14232
  24570.              defo {
  24571.               affi {
  24572.                ScaX 1
  24573.                ScaY 1.35837
  24574.                ScaZ 1.14232
  24575.                R1,1 1
  24576.                R1,2 0
  24577.                R1,3 0
  24578.                R2,1 0
  24579.                R2,2 1
  24580.                R2,3 0
  24581.                R3,1 0
  24582.                R3,2 0
  24583.                R3,3 1
  24584.                Tra1 0
  24585.                Tra2 0
  24586.                Tra3 0
  24587.                }
  24588.               }
  24589.              MPSt 0
  24590.              sh {
  24591.               mapk 0
  24592.               elms {
  24593.                }
  24594.               }
  24595.              ob "outer cylinders"
  24596.              }
  24597.             inpr {
  24598.              AnTr 1
  24599.              Cloa 1
  24600.              tran {
  24601.               po -0.23116,-2.72289,3.73604
  24602.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  24603.               Scal 0.4413
  24604.               hp -0.00002,-1.21976,-0.00002
  24605.               }
  24606.              XYZs 1,1.35837,1.14232
  24607.              defo {
  24608.               affi {
  24609.                ScaX 1
  24610.                ScaY 1.35837
  24611.                ScaZ 1.14232
  24612.                R1,1 1
  24613.                R1,2 0
  24614.                R1,3 0
  24615.                R2,1 0
  24616.                R2,2 1
  24617.                R2,3 0
  24618.                R3,1 0
  24619.                R3,2 0
  24620.                R3,3 1
  24621.                Tra1 0
  24622.                Tra2 0
  24623.                Tra3 0
  24624.                }
  24625.               }
  24626.              MPSt 0
  24627.              sh {
  24628.               mapk 0
  24629.               elms {
  24630.                }
  24631.               }
  24632.              ob "outer cylinders"
  24633.              }
  24634.             }
  24635.            boxM 1.01579,-2.28258,4.39656
  24636.            boxm -0.29161,-3.61024,3.07538
  24637.            open 0
  24638.            }
  24639.           inpr {
  24640.            AnTr 1
  24641.            Cloa 1
  24642.            tran {
  24643.             po 0.375,-2.96262,10.60332
  24644.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  24645.             Scal 0.24277
  24646.             hp 0.00002,-0.45943,-0.00002
  24647.             }
  24648.            XYZs 1,1,1
  24649.            MPSt 0
  24650.            sh {
  24651.             mapk 0
  24652.             elms {
  24653.              }
  24654.             }
  24655.            ob "top"
  24656.            }
  24657.           inpr {
  24658.            AnTr 1
  24659.            Cloa 1
  24660.            tran {
  24661.             po 0.37914,-2.96422,11.11983
  24662.             mat 0.00017,0,0.99997,0,1,0,-0.99997,0,0.00017
  24663.             Scal 0.23958
  24664.             hp 0.25609,-1.88396,0.94388
  24665.             }
  24666.            XYZs 1,1,1
  24667.            MPSt 0
  24668.            sh {
  24669.             mapk 0
  24670.             elms {
  24671.              }
  24672.             }
  24673.            ob "moon"
  24674.            }
  24675.           }
  24676.          boxM 1.42772,-1.90961,11.30731
  24677.          boxm -0.67781,-4.01561,-3.16827
  24678.          open 0
  24679.          }
  24680.         gr {
  24681.          nm "side square"
  24682.          AnTr 1
  24683.          Cloa 1
  24684.          tran {
  24685.           po 6.36963,0,0
  24686.           hp 0.375,-2.96262,3.66512
  24687.           }
  24688.          XYZs 1,1,1
  24689.          MPSt 0
  24690.          so {
  24691.           inpr {
  24692.            AnTr 1
  24693.            Cloa 1
  24694.            tran {
  24695.             po 0.36382,-2.89046,-0.47536
  24696.             hp 0.36382,-2.89046,-0.47536
  24697.             }
  24698.            XYZs 1,1,1
  24699.            MPSt 0
  24700.            sh {
  24701.             mapk 0
  24702.             elms {
  24703.              }
  24704.             }
  24705.            ob "side squares"
  24706.            }
  24707.           inpr {
  24708.            AnTr 1
  24709.            Cloa 1
  24710.            tran {
  24711.             po 0.36989,-2.46889,-0.49045
  24712.             hp 0.57657,-0.5159,2.6167
  24713.             }
  24714.            XYZs 1,0.2674,1.9964
  24715.            defo {
  24716.             affi {
  24717.              ScaX 1
  24718.              ScaY 0.2674
  24719.              ScaZ 1.9964
  24720.              R1,1 1
  24721.              R1,2 0
  24722.              R1,3 0
  24723.              R2,1 0
  24724.              R2,2 1
  24725.              R2,3 0
  24726.              R3,1 0
  24727.              R3,2 0
  24728.              R3,3 1
  24729.              Tra1 0
  24730.              Tra2 0
  24731.              Tra3 0
  24732.              }
  24733.             }
  24734.            MPSt 0
  24735.            sh {
  24736.             mapk 0
  24737.             elms {
  24738.              }
  24739.             }
  24740.            ob "window"
  24741.            }
  24742.           inpr {
  24743.            AnTr 1
  24744.            Cloa 1
  24745.            tran {
  24746.             po 0.36989,-3.45897,-0.49045
  24747.             hp 0.57657,-0.5159,2.6167
  24748.             }
  24749.            XYZs 1,0.2674,1.9964
  24750.            defo {
  24751.             affi {
  24752.              ScaX 1
  24753.              ScaY 0.2674
  24754.              ScaZ 1.9964
  24755.              R1,1 1
  24756.              R1,2 0
  24757.              R1,3 0
  24758.              R2,1 0
  24759.              R2,2 1
  24760.              R2,3 0
  24761.              R3,1 0
  24762.              R3,2 0
  24763.              R3,3 1
  24764.              Tra1 0
  24765.              Tra2 0
  24766.              Tra3 0
  24767.              }
  24768.             }
  24769.            MPSt 0
  24770.            sh {
  24771.             mapk 0
  24772.             elms {
  24773.              }
  24774.             }
  24775.            ob "window"
  24776.            }
  24777.           inpr {
  24778.            AnTr 1
  24779.            Cloa 1
  24780.            tran {
  24781.             po 0.36382,-2.94948,-0.91826
  24782.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  24783.             Scal 0.50034
  24784.             hp 0,-1.90009,-0.00002
  24785.             }
  24786.            XYZs 1,1,1
  24787.            MPSt 0
  24788.            sh {
  24789.             mapk 0
  24790.             elms {
  24791.              }
  24792.             }
  24793.            ob "mid decor"
  24794.            }
  24795.           inpr {
  24796.            AnTr 1
  24797.            Cloa 1
  24798.            tran {
  24799.             po 0.36382,-2.94948,0.49936
  24800.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  24801.             Scal 0.50034
  24802.             hp 0,-1.90009,-0.00002
  24803.             }
  24804.            XYZs 1,1,1
  24805.            MPSt 0
  24806.            sh {
  24807.             mapk 0
  24808.             elms {
  24809.              }
  24810.             }
  24811.            ob "mid decor"
  24812.            }
  24813.           inpr {
  24814.            AnTr 1
  24815.            Cloa 1
  24816.            tran {
  24817.             po 0.36382,-2.94948,-0.53325
  24818.             mat 1,0,0,0,0.00005,0.99994,0,-0.99994,0.00005
  24819.             Scal 0.50034
  24820.             hp 0,-1.90009,-0.00002
  24821.             }
  24822.            XYZs 1,1,1
  24823.            MPSt 0
  24824.            sh {
  24825.             mapk 0
  24826.             elms {
  24827.              }
  24828.             }
  24829.            ob "mid decor"
  24830.            }
  24831.           inpr {
  24832.            AnTr 1
  24833.            Cloa 1
  24834.            tran {
  24835.             po 0.37737,-2.96274,8.29703
  24836.             mat 0.92235,0,0.3864,0.3864,-0.00002,-0.92229,0,0.99994,-0.00002
  24837.             Scal 0.41054
  24838.             hp 0.00327,-1.24045,0.01442
  24839.             }
  24840.            XYZs 1,1,1
  24841.            MPSt 0
  24842.            sh {
  24843.             mapk 0
  24844.             elms {
  24845.              }
  24846.             }
  24847.            ob "top of square 1"
  24848.            }
  24849.           inpr {
  24850.            AnTr 1
  24851.            Cloa 1
  24852.            tran {
  24853.             po 0.375,-2.96262,3.6216
  24854.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  24855.             hp -0.09698,-1.45923,0.09697
  24856.             }
  24857.            XYZs 1,1,1
  24858.            MPSt 0
  24859.            sh {
  24860.             mapk 0
  24861.             elms {
  24862.              }
  24863.             }
  24864.            ob "inner cylinder"
  24865.            }
  24866.           inpr {
  24867.            AnTr 1
  24868.            Cloa 1
  24869.            tran {
  24870.             po 0.375,-2.97002,8.87082
  24871.             mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  24872.             Scal 0.72522
  24873.             hp -0.09698,-1.3219,0.09319
  24874.             }
  24875.            XYZs 1,0.90587,0.97043
  24876.            defo {
  24877.             affi {
  24878.              ScaX 1
  24879.              ScaY 0.90587
  24880.              ScaZ 0.97043
  24881.              R1,1 1
  24882.              R1,2 0
  24883.              R1,3 0
  24884.              R2,1 0
  24885.              R2,2 1
  24886.              R2,3 0
  24887.              R3,1 0
  24888.              R3,2 0
  24889.              R3,3 1
  24890.              Tra1 0
  24891.              Tra2 0
  24892.              Tra3 0
  24893.              }
  24894.             }
  24895.            MPSt 0
  24896.            sh {
  24897.             mapk 0
  24898.             elms {
  24899.              }
  24900.             }
  24901.            ob "inner cylinder"
  24902.            }
  24903.           inpr {
  24904.            AnTr 1
  24905.            Cloa 1
  24906.            tran {
  24907.             po 0.375,-2.96265,6.3405
  24908.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  24909.             Scal 1.1153
  24910.             hp 0,0.29337,0
  24911.             }
  24912.            XYZs 1,1,1
  24913.            MPSt 0
  24914.            sh {
  24915.             mapk 0
  24916.             elms {
  24917.              }
  24918.             }
  24919.            ob "roof of square"
  24920.            }
  24921.           inpr {
  24922.            AnTr 1
  24923.            Cloa 1
  24924.            tran {
  24925.             po 0.375,-2.96259,9.64078
  24926.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  24927.             Scal 0.69527
  24928.             hp 0,-0.8416,0
  24929.             }
  24930.            XYZs 1,1,1
  24931.            MPSt 0
  24932.            sh {
  24933.             mapk 0
  24934.             elms {
  24935.              }
  24936.             }
  24937.            ob "roof of square 1"
  24938.            }
  24939.           gr {
  24940.            nm "buttress"
  24941.            AnTr 1
  24942.            Cloa 1
  24943.            tran {
  24944.             po 0.37404,-2.965,3.24669
  24945.             hp 0.37404,-2.965,3.24669
  24946.             }
  24947.            XYZs 1,1,1
  24948.            MPSt 0
  24949.            so {
  24950.             inpr {
  24951.              AnTr 1
  24952.              Cloa 1
  24953.              tran {
  24954.               po 0.37404,-2.96262,2.77225
  24955.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  24956.               Scal 0.73685
  24957.               hp 0.00327,-1.24045,0.01442
  24958.               }
  24959.              XYZs 1,1,1
  24960.              MPSt 0
  24961.              sh {
  24962.               mapk 0
  24963.               elms {
  24964.                }
  24965.               }
  24966.              ob "top of square"
  24967.              }
  24968.             gr {
  24969.              nm "cylinder"
  24970.              AnTr 1
  24971.              Cloa 1
  24972.              tran {
  24973.               po 0.36223,-2.94025,3.79459
  24974.               hp 0.36223,-2.94025,3.79459
  24975.               }
  24976.              XYZs 1,1,1
  24977.              MPSt 0
  24978.              so {
  24979.               inpr {
  24980.                AnTr 1
  24981.                Cloa 1
  24982.                tran {
  24983.                 po 0.60306,-2.34792,3.79459
  24984.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  24985.                 Scal 0.4413
  24986.                 hp -0.00002,-0.89795,-0.00002
  24987.                 }
  24988.                XYZs 1,1,1
  24989.                MPSt 0
  24990.                sh {
  24991.                 mapk 0
  24992.                 elms {
  24993.                  }
  24994.                 }
  24995.                ob "outer cylinders"
  24996.                }
  24997.               inpr {
  24998.                AnTr 1
  24999.                Cloa 1
  25000.                tran {
  25001.                 po 0.6113,-3.56749,3.79459
  25002.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  25003.                 Scal 0.4413
  25004.                 hp -0.00002,-0.89795,-0.00002
  25005.                 }
  25006.                XYZs 1,1,1
  25007.                MPSt 0
  25008.                sh {
  25009.                 mapk 0
  25010.                 elms {
  25011.                  }
  25012.                 }
  25013.                ob "outer cylinders"
  25014.                }
  25015.               inpr {
  25016.                AnTr 1
  25017.                Cloa 1
  25018.                tran {
  25019.                 po 0.12288,-3.57158,3.79459
  25020.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  25021.                 Scal 0.4413
  25022.                 hp -0.00002,-0.89795,-0.00002
  25023.                 }
  25024.                XYZs 1,1,1
  25025.                MPSt 0
  25026.                sh {
  25027.                 mapk 0
  25028.                 elms {
  25029.                  }
  25030.                 }
  25031.                ob "outer cylinders"
  25032.                }
  25033.               inpr {
  25034.                AnTr 1
  25035.                Cloa 1
  25036.                tran {
  25037.                 po 0.11472,-2.3429,3.79459
  25038.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  25039.                 Scal 0.4413
  25040.                 hp -0.00002,-0.89795,-0.00002
  25041.                 }
  25042.                XYZs 1,1,1
  25043.                MPSt 0
  25044.                sh {
  25045.                 mapk 0
  25046.                 elms {
  25047.                  }
  25048.                 }
  25049.                ob "outer cylinders"
  25050.                }
  25051.               inpr {
  25052.                AnTr 1
  25053.                Cloa 1
  25054.                tran {
  25055.                 po 0.98557,-2.70052,3.79459
  25056.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  25057.                 Scal 0.4413
  25058.                 hp -0.00002,-0.89795,-0.00002
  25059.                 }
  25060.                XYZs 1,1,1
  25061.                MPSt 0
  25062.                sh {
  25063.                 mapk 0
  25064.                 elms {
  25065.                  }
  25066.                 }
  25067.                ob "outer cylinders"
  25068.                }
  25069.               inpr {
  25070.                AnTr 1
  25071.                Cloa 1
  25072.                tran {
  25073.                 po 0.98964,-3.21454,3.79459
  25074.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  25075.                 Scal 0.4413
  25076.                 hp -0.00002,-0.89795,-0.00002
  25077.                 }
  25078.                XYZs 1,1,1
  25079.                MPSt 0
  25080.                sh {
  25081.                 mapk 0
  25082.                 elms {
  25083.                  }
  25084.                 }
  25085.                ob "outer cylinders"
  25086.                }
  25087.               inpr {
  25088.                AnTr 1
  25089.                Cloa 1
  25090.                tran {
  25091.                 po -0.2271,-3.21666,3.79459
  25092.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  25093.                 Scal 0.4413
  25094.                 hp -0.00002,-0.89795,-0.00002
  25095.                 }
  25096.                XYZs 1,1,1
  25097.                MPSt 0
  25098.                sh {
  25099.                 mapk 0
  25100.                 elms {
  25101.                  }
  25102.                 }
  25103.                ob "outer cylinders"
  25104.                }
  25105.               inpr {
  25106.                AnTr 1
  25107.                Cloa 1
  25108.                tran {
  25109.                 po -0.23116,-2.71422,3.79459
  25110.                 mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  25111.                 Scal 0.4413
  25112.                 hp -0.00002,-0.89795,-0.00002
  25113.                 }
  25114.                XYZs 1,1,1
  25115.                MPSt 0
  25116.                sh {
  25117.                 mapk 0
  25118.                 elms {
  25119.                  }
  25120.                 }
  25121.                ob "outer cylinders"
  25122.                }
  25123.               }
  25124.              boxM 1.01582,-2.28265,4.28085
  25125.              boxm -0.29153,-3.59787,3.30827
  25126.              open 0
  25127.              }
  25128.             }
  25129.            boxM 1.08838,-2.24925,4.28084
  25130.            boxm -0.33963,-3.67618,2.21257
  25131.            open 0
  25132.            }
  25133.           gr {
  25134.            nm "cylinder"
  25135.            AnTr 1
  25136.            Cloa 1
  25137.            tran {
  25138.             po 0.377,-2.96976,9.00049
  25139.             Scal 0.57367
  25140.             hp 0.36223,-2.94025,3.79459
  25141.             }
  25142.            XYZs 1,1,1
  25143.            MPSt 0
  25144.            so {
  25145.             inpr {
  25146.              AnTr 1
  25147.              Cloa 1
  25148.              tran {
  25149.               po 0.60306,-2.35648,3.73604
  25150.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  25151.               Scal 0.4413
  25152.               hp -0.00002,-1.21976,-0.00002
  25153.               }
  25154.              XYZs 1,1.35837,1.14232
  25155.              defo {
  25156.               affi {
  25157.                ScaX 1
  25158.                ScaY 1.35837
  25159.                ScaZ 1.14232
  25160.                R1,1 1
  25161.                R1,2 0
  25162.                R1,3 0
  25163.                R2,1 0
  25164.                R2,2 1
  25165.                R2,3 0
  25166.                R3,1 0
  25167.                R3,2 0
  25168.                R3,3 1
  25169.                Tra1 0
  25170.                Tra2 0
  25171.                Tra3 0
  25172.                }
  25173.               }
  25174.              MPSt 0
  25175.              sh {
  25176.               mapk 0
  25177.               elms {
  25178.                }
  25179.               }
  25180.              ob "outer cylinders"
  25181.              }
  25182.             inpr {
  25183.              AnTr 1
  25184.              Cloa 1
  25185.              tran {
  25186.               po 0.6113,-3.5761,3.73604
  25187.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  25188.               Scal 0.4413
  25189.               hp -0.00002,-1.21976,-0.00002
  25190.               }
  25191.              XYZs 1,1.35837,1.14232
  25192.              defo {
  25193.               affi {
  25194.                ScaX 1
  25195.                ScaY 1.35837
  25196.                ScaZ 1.14232
  25197.                R1,1 1
  25198.                R1,2 0
  25199.                R1,3 0
  25200.                R2,1 0
  25201.                R2,2 1
  25202.                R2,3 0
  25203.                R3,1 0
  25204.                R3,2 0
  25205.                R3,3 1
  25206.                Tra1 0
  25207.                Tra2 0
  25208.                Tra3 0
  25209.                }
  25210.               }
  25211.              MPSt 0
  25212.              sh {
  25213.               mapk 0
  25214.               elms {
  25215.                }
  25216.               }
  25217.              ob "outer cylinders"
  25218.              }
  25219.             inpr {
  25220.              AnTr 1
  25221.              Cloa 1
  25222.              tran {
  25223.               po 0.12288,-3.58017,3.73604
  25224.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  25225.               Scal 0.4413
  25226.               hp -0.00002,-1.21976,-0.00002
  25227.               }
  25228.              XYZs 1,1.35837,1.14232
  25229.              defo {
  25230.               affi {
  25231.                ScaX 1
  25232.                ScaY 1.35837
  25233.                ScaZ 1.14232
  25234.                R1,1 1
  25235.                R1,2 0
  25236.                R1,3 0
  25237.                R2,1 0
  25238.                R2,2 1
  25239.                R2,3 0
  25240.                R3,1 0
  25241.                R3,2 0
  25242.                R3,3 1
  25243.                Tra1 0
  25244.                Tra2 0
  25245.                Tra3 0
  25246.                }
  25247.               }
  25248.              MPSt 0
  25249.              sh {
  25250.               mapk 0
  25251.               elms {
  25252.                }
  25253.               }
  25254.              ob "outer cylinders"
  25255.              }
  25256.             inpr {
  25257.              AnTr 1
  25258.              Cloa 1
  25259.              tran {
  25260.               po 0.11472,-2.35149,3.73604
  25261.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  25262.               Scal 0.4413
  25263.               hp -0.00002,-1.21976,-0.00002
  25264.               }
  25265.              XYZs 1,1.35837,1.14232
  25266.              defo {
  25267.               affi {
  25268.                ScaX 1
  25269.                ScaY 1.35837
  25270.                ScaZ 1.14232
  25271.                R1,1 1
  25272.                R1,2 0
  25273.                R1,3 0
  25274.                R2,1 0
  25275.                R2,2 1
  25276.                R2,3 0
  25277.                R3,1 0
  25278.                R3,2 0
  25279.                R3,3 1
  25280.                Tra1 0
  25281.                Tra2 0
  25282.                Tra3 0
  25283.                }
  25284.               }
  25285.              MPSt 0
  25286.              sh {
  25287.               mapk 0
  25288.               elms {
  25289.                }
  25290.               }
  25291.              ob "outer cylinders"
  25292.              }
  25293.             inpr {
  25294.              AnTr 1
  25295.              Cloa 1
  25296.              tran {
  25297.               po 0.98557,-2.70908,3.73604
  25298.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  25299.               Scal 0.4413
  25300.               hp -0.00002,-1.21976,-0.00002
  25301.               }
  25302.              XYZs 1,1.35837,1.14232
  25303.              defo {
  25304.               affi {
  25305.                ScaX 1
  25306.                ScaY 1.35837
  25307.                ScaZ 1.14232
  25308.                R1,1 1
  25309.                R1,2 0
  25310.                R1,3 0
  25311.                R2,1 0
  25312.                R2,2 1
  25313.                R2,3 0
  25314.                R3,1 0
  25315.                R3,2 0
  25316.                R3,3 1
  25317.                Tra1 0
  25318.                Tra2 0
  25319.                Tra3 0
  25320.                }
  25321.               }
  25322.              MPSt 0
  25323.              sh {
  25324.               mapk 0
  25325.               elms {
  25326.                }
  25327.               }
  25328.              ob "outer cylinders"
  25329.              }
  25330.             inpr {
  25331.              AnTr 1
  25332.              Cloa 1
  25333.              tran {
  25334.               po 0.98964,-3.22313,3.73604
  25335.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  25336.               Scal 0.4413
  25337.               hp -0.00002,-1.21976,-0.00002
  25338.               }
  25339.              XYZs 1,1.35837,1.14232
  25340.              defo {
  25341.               affi {
  25342.                ScaX 1
  25343.                ScaY 1.35837
  25344.                ScaZ 1.14232
  25345.                R1,1 1
  25346.                R1,2 0
  25347.                R1,3 0
  25348.                R2,1 0
  25349.                R2,2 1
  25350.                R2,3 0
  25351.                R3,1 0
  25352.                R3,2 0
  25353.                R3,3 1
  25354.                Tra1 0
  25355.                Tra2 0
  25356.                Tra3 0
  25357.                }
  25358.               }
  25359.              MPSt 0
  25360.              sh {
  25361.               mapk 0
  25362.               elms {
  25363.                }
  25364.               }
  25365.              ob "outer cylinders"
  25366.              }
  25367.             inpr {
  25368.              AnTr 1
  25369.              Cloa 1
  25370.              tran {
  25371.               po -0.2271,-3.22527,3.73604
  25372.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  25373.               Scal 0.4413
  25374.               hp -0.00002,-1.21976,-0.00002
  25375.               }
  25376.              XYZs 1,1.35837,1.14232
  25377.              defo {
  25378.               affi {
  25379.                ScaX 1
  25380.                ScaY 1.35837
  25381.                ScaZ 1.14232
  25382.                R1,1 1
  25383.                R1,2 0
  25384.                R1,3 0
  25385.                R2,1 0
  25386.                R2,2 1
  25387.                R2,3 0
  25388.                R3,1 0
  25389.                R3,2 0
  25390.                R3,3 1
  25391.                Tra1 0
  25392.                Tra2 0
  25393.                Tra3 0
  25394.                }
  25395.               }
  25396.              MPSt 0
  25397.              sh {
  25398.               mapk 0
  25399.               elms {
  25400.                }
  25401.               }
  25402.              ob "outer cylinders"
  25403.              }
  25404.             inpr {
  25405.              AnTr 1
  25406.              Cloa 1
  25407.              tran {
  25408.               po -0.23116,-2.72289,3.73604
  25409.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  25410.               Scal 0.4413
  25411.               hp -0.00002,-1.21976,-0.00002
  25412.               }
  25413.              XYZs 1,1.35837,1.14232
  25414.              defo {
  25415.               affi {
  25416.                ScaX 1
  25417.                ScaY 1.35837
  25418.                ScaZ 1.14232
  25419.                R1,1 1
  25420.                R1,2 0
  25421.                R1,3 0
  25422.                R2,1 0
  25423.                R2,2 1
  25424.                R2,3 0
  25425.                R3,1 0
  25426.                R3,2 0
  25427.                R3,3 1
  25428.                Tra1 0
  25429.                Tra2 0
  25430.                Tra3 0
  25431.                }
  25432.               }
  25433.              MPSt 0
  25434.              sh {
  25435.               mapk 0
  25436.               elms {
  25437.                }
  25438.               }
  25439.              ob "outer cylinders"
  25440.              }
  25441.             }
  25442.            boxM 1.01567,-2.28261,4.39656
  25443.            boxm -0.29175,-3.61023,3.07538
  25444.            open 0
  25445.            }
  25446.           inpr {
  25447.            AnTr 1
  25448.            Cloa 1
  25449.            tran {
  25450.             po 0.375,-2.96262,10.60332
  25451.             mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  25452.             Scal 0.24277
  25453.             hp 0.00002,-0.45943,-0.00002
  25454.             }
  25455.            XYZs 1,1,1
  25456.            MPSt 0
  25457.            sh {
  25458.             mapk 0
  25459.             elms {
  25460.              }
  25461.             }
  25462.            ob "top"
  25463.            }
  25464.           inpr {
  25465.            AnTr 1
  25466.            Cloa 1
  25467.            tran {
  25468.             po 0.37914,-2.96422,11.11983
  25469.             mat 0.00017,0,0.99997,0,1,0,-0.99997,0,0.00017
  25470.             Scal 0.23958
  25471.             hp 0.25609,-1.88396,0.94388
  25472.             }
  25473.            XYZs 1,1,1
  25474.            MPSt 0
  25475.            sh {
  25476.             mapk 0
  25477.             elms {
  25478.              }
  25479.             }
  25480.            ob "moon"
  25481.            }
  25482.           }
  25483.          boxM 1.42772,-1.90961,11.30731
  25484.          boxm -0.67781,-4.01561,-3.16827
  25485.          open 0
  25486.          }
  25487.         inpr {
  25488.          AnTr 1
  25489.          Cloa 1
  25490.          tran {
  25491.           po 3.18848,-0.07689,-4.54346
  25492.           Scal 2.0555
  25493.           hp 0.25499,-1.14467,0.4675
  25494.           }
  25495.          XYZs 0.9973,0.7607,1
  25496.          defo {
  25497.           affi {
  25498.            ScaX 0.9973
  25499.            ScaY 0.7607
  25500.            ScaZ 1
  25501.            R1,1 1
  25502.            R1,2 0
  25503.            R1,3 0
  25504.            R2,1 0
  25505.            R2,2 1
  25506.            R2,3 0
  25507.            R3,1 0
  25508.            R3,2 0
  25509.            R3,3 1
  25510.            Tra1 0
  25511.            Tra2 0
  25512.            Tra3 0
  25513.            }
  25514.           }
  25515.          MPSt 0
  25516.          sh {
  25517.           mapk 0
  25518.           elms {
  25519.            }
  25520.           }
  25521.          ob "front"
  25522.          }
  25523.         gr {
  25524.          nm "decor"
  25525.          AnTr 1
  25526.          Cloa 1
  25527.          tran {
  25528.           po 3.19843,0.61963,-2.01903
  25529.           hp 3.19843,0.61963,-2.01903
  25530.           }
  25531.          XYZs 1,1,1
  25532.          MPSt 0
  25533.          so {
  25534.           inpr {
  25535.            AnTr 1
  25536.            Cloa 1
  25537.            tran {
  25538.             po 3.19144,0.62581,-2.07732
  25539.             Scal 0.4805
  25540.             hp -0.8546,-1.88396,1.04874
  25541.             }
  25542.            XYZs 1,1,1
  25543.            MPSt 0
  25544.            sh {
  25545.             mapk 0
  25546.             elms {
  25547.              }
  25548.             }
  25549.            ob "lattice"
  25550.            }
  25551.           inpr {
  25552.            nm "lattice ball"
  25553.            AnTr 1
  25554.            Cloa 1
  25555.            tran {
  25556.             po 3.19797,0.61963,-1.89621
  25557.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  25558.             Scal 0.02277
  25559.             }
  25560.            XYZs 1,1,1
  25561.            MPSt 0
  25562.            sh {
  25563.             mapk 0
  25564.             elms {
  25565.              }
  25566.             }
  25567.            ob "lattice ball"
  25568.            }
  25569.           inpr {
  25570.            nm "lattice ball"
  25571.            AnTr 1
  25572.            Cloa 1
  25573.            tran {
  25574.             po 4.00188,0.61963,-1.89621
  25575.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  25576.             Scal 0.02277
  25577.             }
  25578.            XYZs 1,1,1
  25579.            MPSt 0
  25580.            sh {
  25581.             mapk 0
  25582.             elms {
  25583.              }
  25584.             }
  25585.            ob "lattice ball"
  25586.            }
  25587.           inpr {
  25588.            nm "lattice ball"
  25589.            AnTr 1
  25590.            Cloa 1
  25591.            tran {
  25592.             po 4.80333,0.61963,-1.89621
  25593.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  25594.             Scal 0.02277
  25595.             }
  25596.            XYZs 1,1,1
  25597.            MPSt 0
  25598.            sh {
  25599.             mapk 0
  25600.             elms {
  25601.              }
  25602.             }
  25603.            ob "lattice ball"
  25604.            }
  25605.           inpr {
  25606.            nm "lattice ball"
  25607.            AnTr 1
  25608.            Cloa 1
  25609.            tran {
  25610.             po 5.61548,0.61963,-1.90642
  25611.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  25612.             Scal 0.02277
  25613.             }
  25614.            XYZs 1,1,1
  25615.            MPSt 0
  25616.            sh {
  25617.             mapk 0
  25618.             elms {
  25619.              }
  25620.             }
  25621.            ob "lattice ball"
  25622.            }
  25623.           inpr {
  25624.            nm "lattice ball"
  25625.            AnTr 1
  25626.            Cloa 1
  25627.            tran {
  25628.             po 5.72922,0.61963,-1.90642
  25629.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  25630.             Scal 0.02277
  25631.             }
  25632.            XYZs 1,1,1
  25633.            MPSt 0
  25634.            sh {
  25635.             mapk 0
  25636.             elms {
  25637.              }
  25638.             }
  25639.            ob "lattice ball"
  25640.            }
  25641.           inpr {
  25642.            nm "lattice ball"
  25643.            AnTr 1
  25644.            Cloa 1
  25645.            tran {
  25646.             po 2.39925,0.61963,-1.89621
  25647.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  25648.             Scal 0.02277
  25649.             }
  25650.            XYZs 1,1,1
  25651.            MPSt 0
  25652.            sh {
  25653.             mapk 0
  25654.             elms {
  25655.              }
  25656.             }
  25657.            ob "lattice ball"
  25658.            }
  25659.           inpr {
  25660.            nm "lattice ball"
  25661.            AnTr 1
  25662.            Cloa 1
  25663.            tran {
  25664.             po 1.59784,0.61963,-1.89621
  25665.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  25666.             Scal 0.02277
  25667.             }
  25668.            XYZs 1,1,1
  25669.            MPSt 0
  25670.            sh {
  25671.             mapk 0
  25672.             elms {
  25673.              }
  25674.             }
  25675.            ob "lattice ball"
  25676.            }
  25677.           inpr {
  25678.            nm "lattice ball"
  25679.            AnTr 1
  25680.            Cloa 1
  25681.            tran {
  25682.             po 0.80161,0.61963,-1.89621
  25683.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  25684.             Scal 0.02277
  25685.             }
  25686.            XYZs 1,1,1
  25687.            MPSt 0
  25688.            sh {
  25689.             mapk 0
  25690.             elms {
  25691.              }
  25692.             }
  25693.            ob "lattice ball"
  25694.            }
  25695.           inpr {
  25696.            nm "lattice ball"
  25697.            AnTr 1
  25698.            Cloa 1
  25699.            tran {
  25700.             po 0.66765,0.61963,-1.89621
  25701.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  25702.             Scal 0.02277
  25703.             }
  25704.            XYZs 1,1,1
  25705.            MPSt 0
  25706.            sh {
  25707.             mapk 0
  25708.             elms {
  25709.              }
  25710.             }
  25711.            ob "lattice ball"
  25712.            }
  25713.           }
  25714.          boxM 5.79738,0.68784,-1.828
  25715.          boxm 0.59938,0.55135,-2.21021
  25716.          open 0
  25717.          }
  25718.         gr {
  25719.          nm "decor"
  25720.          AnTr 1
  25721.          Cloa 1
  25722.          tran {
  25723.           po 3.19843,-0.77092,-2.01903
  25724.           hp 3.19843,0.61963,-2.01903
  25725.           }
  25726.          XYZs 1,1,1
  25727.          MPSt 0
  25728.          so {
  25729.           inpr {
  25730.            AnTr 1
  25731.            Cloa 1
  25732.            tran {
  25733.             po 3.19144,0.62581,-2.07732
  25734.             Scal 0.4805
  25735.             hp -0.8546,-1.88396,1.04874
  25736.             }
  25737.            XYZs 1,1,1
  25738.            MPSt 0
  25739.            sh {
  25740.             mapk 0
  25741.             elms {
  25742.              }
  25743.             }
  25744.            ob "lattice"
  25745.            }
  25746.           inpr {
  25747.            nm "lattice ball"
  25748.            AnTr 1
  25749.            Cloa 1
  25750.            tran {
  25751.             po 3.19797,0.61963,-1.89621
  25752.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  25753.             Scal 0.02277
  25754.             }
  25755.            XYZs 1,1,1
  25756.            MPSt 0
  25757.            sh {
  25758.             mapk 0
  25759.             elms {
  25760.              }
  25761.             }
  25762.            ob "lattice ball"
  25763.            }
  25764.           inpr {
  25765.            nm "lattice ball"
  25766.            AnTr 1
  25767.            Cloa 1
  25768.            tran {
  25769.             po 4.00188,0.61963,-1.89621
  25770.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  25771.             Scal 0.02277
  25772.             }
  25773.            XYZs 1,1,1
  25774.            MPSt 0
  25775.            sh {
  25776.             mapk 0
  25777.             elms {
  25778.              }
  25779.             }
  25780.            ob "lattice ball"
  25781.            }
  25782.           inpr {
  25783.            nm "lattice ball"
  25784.            AnTr 1
  25785.            Cloa 1
  25786.            tran {
  25787.             po 4.80333,0.61963,-1.89621
  25788.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  25789.             Scal 0.02277
  25790.             }
  25791.            XYZs 1,1,1
  25792.            MPSt 0
  25793.            sh {
  25794.             mapk 0
  25795.             elms {
  25796.              }
  25797.             }
  25798.            ob "lattice ball"
  25799.            }
  25800.           inpr {
  25801.            nm "lattice ball"
  25802.            AnTr 1
  25803.            Cloa 1
  25804.            tran {
  25805.             po 5.61548,0.61963,-1.90642
  25806.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  25807.             Scal 0.02277
  25808.             }
  25809.            XYZs 1,1,1
  25810.            MPSt 0
  25811.            sh {
  25812.             mapk 0
  25813.             elms {
  25814.              }
  25815.             }
  25816.            ob "lattice ball"
  25817.            }
  25818.           inpr {
  25819.            nm "lattice ball"
  25820.            AnTr 1
  25821.            Cloa 1
  25822.            tran {
  25823.             po 5.72922,0.61963,-1.90642
  25824.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  25825.             Scal 0.02277
  25826.             }
  25827.            XYZs 1,1,1
  25828.            MPSt 0
  25829.            sh {
  25830.             mapk 0
  25831.             elms {
  25832.              }
  25833.             }
  25834.            ob "lattice ball"
  25835.            }
  25836.           inpr {
  25837.            nm "lattice ball"
  25838.            AnTr 1
  25839.            Cloa 1
  25840.            tran {
  25841.             po 2.39925,0.61963,-1.89621
  25842.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  25843.             Scal 0.02277
  25844.             }
  25845.            XYZs 1,1,1
  25846.            MPSt 0
  25847.            sh {
  25848.             mapk 0
  25849.             elms {
  25850.              }
  25851.             }
  25852.            ob "lattice ball"
  25853.            }
  25854.           inpr {
  25855.            nm "lattice ball"
  25856.            AnTr 1
  25857.            Cloa 1
  25858.            tran {
  25859.             po 1.59784,0.61963,-1.89621
  25860.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  25861.             Scal 0.02277
  25862.             }
  25863.            XYZs 1,1,1
  25864.            MPSt 0
  25865.            sh {
  25866.             mapk 0
  25867.             elms {
  25868.              }
  25869.             }
  25870.            ob "lattice ball"
  25871.            }
  25872.           inpr {
  25873.            nm "lattice ball"
  25874.            AnTr 1
  25875.            Cloa 1
  25876.            tran {
  25877.             po 0.80161,0.61963,-1.89621
  25878.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  25879.             Scal 0.02277
  25880.             }
  25881.            XYZs 1,1,1
  25882.            MPSt 0
  25883.            sh {
  25884.             mapk 0
  25885.             elms {
  25886.              }
  25887.             }
  25888.            ob "lattice ball"
  25889.            }
  25890.           inpr {
  25891.            nm "lattice ball"
  25892.            AnTr 1
  25893.            Cloa 1
  25894.            tran {
  25895.             po 0.66765,0.61963,-1.89621
  25896.             mat -0.99988,0,0,0,0.00005,0.99994,0,0.99994,0.00005
  25897.             Scal 0.02277
  25898.             }
  25899.            XYZs 1,1,1
  25900.            MPSt 0
  25901.            sh {
  25902.             mapk 0
  25903.             elms {
  25904.              }
  25905.             }
  25906.            ob "lattice ball"
  25907.            }
  25908.           }
  25909.          boxM 5.79741,0.68784,-1.828
  25910.          boxm 0.59938,0.55138,-2.21021
  25911.          open 0
  25912.          }
  25913.         inpr {
  25914.          AnTr 1
  25915.          Cloa 1
  25916.          tran {
  25917.           po 5.22266,-0.04599,-4.58344
  25918.           mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  25919.           Scal 0.50809
  25920.           hp 0,-1.90111,-0.00002
  25921.           }
  25922.          XYZs 1.06496,1.00052,1.2166
  25923.          defo {
  25924.           affi {
  25925.            ScaX 1.06496
  25926.            ScaY 1.00052
  25927.            ScaZ 1.2166
  25928.            R1,1 1
  25929.            R1,2 0
  25930.            R1,3 0
  25931.            R2,1 0
  25932.            R2,2 1
  25933.            R2,3 0
  25934.            R3,1 0
  25935.            R3,2 0
  25936.            R3,3 1
  25937.            Tra1 0
  25938.            Tra2 0
  25939.            Tra3 0
  25940.            }
  25941.           }
  25942.          MPSt 0
  25943.          sh {
  25944.           mapk 0
  25945.           elms {
  25946.            }
  25947.           }
  25948.          ob "mid decor"
  25949.          }
  25950.         inpr {
  25951.          AnTr 1
  25952.          Cloa 1
  25953.          tran {
  25954.           po 1.08713,-0.04599,-4.58344
  25955.           mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  25956.           Scal 0.50809
  25957.           hp 0,-1.90111,-0.00002
  25958.           }
  25959.          XYZs 1.06496,1.00052,1.2166
  25960.          defo {
  25961.           affi {
  25962.            ScaX 1.06496
  25963.            ScaY 1.00052
  25964.            ScaZ 1.2166
  25965.            R1,1 1
  25966.            R1,2 0
  25967.            R1,3 0
  25968.            R2,1 0
  25969.            R2,2 1
  25970.            R2,3 0
  25971.            R3,1 0
  25972.            R3,2 0
  25973.            R3,3 1
  25974.            Tra1 0
  25975.            Tra2 0
  25976.            Tra3 0
  25977.            }
  25978.           }
  25979.          MPSt 0
  25980.          sh {
  25981.           mapk 0
  25982.           elms {
  25983.            }
  25984.           }
  25985.          ob "mid decor"
  25986.          }
  25987.         inpr {
  25988.          AnTr 1
  25989.          Cloa 1
  25990.          tran {
  25991.           po 3.16092,0.33754,-5.43425
  25992.           Scal 1.17522
  25993.           hp 3.79749,-1.73267,0.10335
  25994.           }
  25995.          XYZs 1.39139,1.00023,1.88582
  25996.          defo {
  25997.           affi {
  25998.            ScaX 1.39139
  25999.            ScaY 1.00023
  26000.            ScaZ 1.88582
  26001.            R1,1 1
  26002.            R1,2 0
  26003.            R1,3 0
  26004.            R2,1 0
  26005.            R2,2 1
  26006.            R2,3 0
  26007.            R3,1 0
  26008.            R3,2 0
  26009.            R3,3 1
  26010.            Tra1 0
  26011.            Tra2 0
  26012.            Tra3 0
  26013.            }
  26014.           }
  26015.          MPSt 0
  26016.          sh {
  26017.           mapk 0
  26018.           elms {
  26019.            }
  26020.           }
  26021.          ob "arch 1"
  26022.          }
  26023.         inpr {
  26024.          AnTr 1
  26025.          Cloa 1
  26026.          tran {
  26027.           po 2.3539,0.33784,-3.75577
  26028.           Scal 0.26276
  26029.           hp 3.83018,-7.79056,0.10335
  26030.           }
  26031.          XYZs 1.4034,4.4973,1.88582
  26032.          defo {
  26033.           affi {
  26034.            ScaX 1.4034
  26035.            ScaY 4.4973
  26036.            ScaZ 1.88582
  26037.            R1,1 1
  26038.            R1,2 0
  26039.            R1,3 0
  26040.            R2,1 0
  26041.            R2,2 1
  26042.            R2,3 0
  26043.            R3,1 0
  26044.            R3,2 0
  26045.            R3,3 1
  26046.            Tra1 0
  26047.            Tra2 0
  26048.            Tra3 0
  26049.            }
  26050.           }
  26051.          MPSt 0
  26052.          sh {
  26053.           mapk 0
  26054.           elms {
  26055.            }
  26056.           }
  26057.          ob "arch 1"
  26058.          }
  26059.         inpr {
  26060.          AnTr 1
  26061.          Cloa 1
  26062.          tran {
  26063.           po 3.20369,0.3369,-3.75577
  26064.           Scal 0.26265
  26065.           hp 3.83018,-7.79056,0.10335
  26066.           }
  26067.          XYZs 1.4034,4.4973,1.88582
  26068.          defo {
  26069.           affi {
  26070.            ScaX 1.4034
  26071.            ScaY 4.4973
  26072.            ScaZ 1.88582
  26073.            R1,1 1
  26074.            R1,2 0
  26075.            R1,3 0
  26076.            R2,1 0
  26077.            R2,2 1
  26078.            R2,3 0
  26079.            R3,1 0
  26080.            R3,2 0
  26081.            R3,3 1
  26082.            Tra1 0
  26083.            Tra2 0
  26084.            Tra3 0
  26085.            }
  26086.           }
  26087.          MPSt 0
  26088.          sh {
  26089.           mapk 0
  26090.           elms {
  26091.            }
  26092.           }
  26093.          ob "arch 1"
  26094.          }
  26095.         inpr {
  26096.          AnTr 1
  26097.          Cloa 1
  26098.          tran {
  26099.           po 4.05251,0.33643,-3.75577
  26100.           Scal 0.26256
  26101.           hp 3.83018,-7.79056,0.10335
  26102.           }
  26103.          XYZs 1.4034,4.4973,1.88582
  26104.          defo {
  26105.           affi {
  26106.            ScaX 1.4034
  26107.            ScaY 4.4973
  26108.            ScaZ 1.88582
  26109.            R1,1 1
  26110.            R1,2 0
  26111.            R1,3 0
  26112.            R2,1 0
  26113.            R2,2 1
  26114.            R2,3 0
  26115.            R3,1 0
  26116.            R3,2 0
  26117.            R3,3 1
  26118.            Tra1 0
  26119.            Tra2 0
  26120.            Tra3 0
  26121.            }
  26122.           }
  26123.          MPSt 0
  26124.          sh {
  26125.           mapk 0
  26126.           elms {
  26127.            }
  26128.           }
  26129.          ob "arch 1"
  26130.          }
  26131.         inpr {
  26132.          AnTr 1
  26133.          Cloa 1
  26134.          tran {
  26135.           po 3.16891,0.32906,-3.29712
  26136.           Scal 0.99988
  26137.           hp -0.00002,-2.16762,-0.00002
  26138.           }
  26139.          XYZs 1.0038,1.2298,1
  26140.          defo {
  26141.           affi {
  26142.            ScaX 1.0038
  26143.            ScaY 1.2298
  26144.            ScaZ 1
  26145.            R1,1 1
  26146.            R1,2 0
  26147.            R1,3 0
  26148.            R2,1 0
  26149.            R2,2 1
  26150.            R2,3 0
  26151.            R3,1 0
  26152.            R3,2 0
  26153.            R3,3 1
  26154.            Tra1 0
  26155.            Tra2 0
  26156.            Tra3 0
  26157.            }
  26158.           }
  26159.          MPSt 0
  26160.          sh {
  26161.           mapk 0
  26162.           elms {
  26163.            }
  26164.           }
  26165.          ob "front cube"
  26166.          }
  26167.         }
  26168.        boxM 7.42227,1.05298,7.64204
  26169.        boxm -1.03816,-1.05302,-6.91542
  26170.        open 0
  26171.        }
  26172.       gr {
  26173.        nm "side square"
  26174.        AnTr 1
  26175.        Cloa 1
  26176.        tran {
  26177.         po -7.67775,-8.10503,3.30501
  26178.         mat -0.58707,-0.80951,0,0.80951,-0.58707,0,0,0,1
  26179.         Scal 0.59096
  26180.         hp 0.375,-2.96262,3.66512
  26181.         }
  26182.        XYZs 1,1,1
  26183.        MPSt 0
  26184.        so {
  26185.         inpr {
  26186.          AnTr 1
  26187.          Cloa 1
  26188.          tran {
  26189.           po 0.36382,-2.89046,-0.47536
  26190.           hp 0.36382,-2.89046,-0.47536
  26191.           }
  26192.          XYZs 1,1,1
  26193.          MPSt 0
  26194.          sh {
  26195.           mapk 0
  26196.           elms {
  26197.            }
  26198.           }
  26199.          ob "side squares"
  26200.          }
  26201.         inpr {
  26202.          AnTr 1
  26203.          Cloa 1
  26204.          tran {
  26205.           po 0.36989,-2.46889,-0.49045
  26206.           hp 0.57657,-0.5159,2.6167
  26207.           }
  26208.          XYZs 1,0.2674,1.9964
  26209.          defo {
  26210.           affi {
  26211.            ScaX 1
  26212.            ScaY 0.2674
  26213.            ScaZ 1.9964
  26214.            R1,1 1
  26215.            R1,2 0
  26216.            R1,3 0
  26217.            R2,1 0
  26218.            R2,2 1
  26219.            R2,3 0
  26220.            R3,1 0
  26221.            R3,2 0
  26222.            R3,3 1
  26223.            Tra1 0
  26224.            Tra2 0
  26225.            Tra3 0
  26226.            }
  26227.           }
  26228.          MPSt 0
  26229.          sh {
  26230.           mapk 0
  26231.           elms {
  26232.            }
  26233.           }
  26234.          ob "window"
  26235.          }
  26236.         inpr {
  26237.          AnTr 1
  26238.          Cloa 1
  26239.          tran {
  26240.           po 0.36989,-3.45897,-0.49045
  26241.           hp 0.57657,-0.5159,2.6167
  26242.           }
  26243.          XYZs 1,0.2674,1.9964
  26244.          defo {
  26245.           affi {
  26246.            ScaX 1
  26247.            ScaY 0.2674
  26248.            ScaZ 1.9964
  26249.            R1,1 1
  26250.            R1,2 0
  26251.            R1,3 0
  26252.            R2,1 0
  26253.            R2,2 1
  26254.            R2,3 0
  26255.            R3,1 0
  26256.            R3,2 0
  26257.            R3,3 1
  26258.            Tra1 0
  26259.            Tra2 0
  26260.            Tra3 0
  26261.            }
  26262.           }
  26263.          MPSt 0
  26264.          sh {
  26265.           mapk 0
  26266.           elms {
  26267.            }
  26268.           }
  26269.          ob "window"
  26270.          }
  26271.         inpr {
  26272.          AnTr 1
  26273.          Cloa 1
  26274.          tran {
  26275.           po 0.36382,-2.94948,-0.91826
  26276.           mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  26277.           Scal 0.50034
  26278.           hp 0,-1.90009,-0.00002
  26279.           }
  26280.          XYZs 1,1,1
  26281.          MPSt 0
  26282.          sh {
  26283.           mapk 0
  26284.           elms {
  26285.            }
  26286.           }
  26287.          ob "mid decor"
  26288.          }
  26289.         inpr {
  26290.          AnTr 1
  26291.          Cloa 1
  26292.          tran {
  26293.           po 0.36382,-2.94948,0.49936
  26294.           mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  26295.           Scal 0.50034
  26296.           hp 0,-1.90009,-0.00002
  26297.           }
  26298.          XYZs 1,1,1
  26299.          MPSt 0
  26300.          sh {
  26301.           mapk 0
  26302.           elms {
  26303.            }
  26304.           }
  26305.          ob "mid decor"
  26306.          }
  26307.         inpr {
  26308.          AnTr 1
  26309.          Cloa 1
  26310.          tran {
  26311.           po 0.36382,-2.94948,-0.53325
  26312.           mat 1,0,0,0,0.00005,0.99994,0,-0.99994,0.00005
  26313.           Scal 0.50034
  26314.           hp 0,-1.90009,-0.00002
  26315.           }
  26316.          XYZs 1,1,1
  26317.          MPSt 0
  26318.          sh {
  26319.           mapk 0
  26320.           elms {
  26321.            }
  26322.           }
  26323.          ob "mid decor"
  26324.          }
  26325.         inpr {
  26326.          AnTr 1
  26327.          Cloa 1
  26328.          tran {
  26329.           po 0.37737,-2.96274,8.29703
  26330.           mat 0.92235,0,0.3864,0.3864,-0.00002,-0.92229,0,0.99994,-0.00002
  26331.           Scal 0.41054
  26332.           hp 0.00327,-1.24045,0.01442
  26333.           }
  26334.          XYZs 1,1,1
  26335.          MPSt 0
  26336.          sh {
  26337.           mapk 0
  26338.           elms {
  26339.            }
  26340.           }
  26341.          ob "top of square 1"
  26342.          }
  26343.         inpr {
  26344.          AnTr 1
  26345.          Cloa 1
  26346.          tran {
  26347.           po 0.375,-2.96262,3.6216
  26348.           mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  26349.           hp -0.09698,-1.45923,0.09697
  26350.           }
  26351.          XYZs 1,1,1
  26352.          MPSt 0
  26353.          sh {
  26354.           mapk 0
  26355.           elms {
  26356.            }
  26357.           }
  26358.          ob "inner cylinder"
  26359.          }
  26360.         inpr {
  26361.          AnTr 1
  26362.          Cloa 1
  26363.          tran {
  26364.           po 0.375,-2.97002,8.87082
  26365.           mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  26366.           Scal 0.72522
  26367.           hp -0.09698,-1.3219,0.09319
  26368.           }
  26369.          XYZs 1,0.90587,0.97043
  26370.          defo {
  26371.           affi {
  26372.            ScaX 1
  26373.            ScaY 0.90587
  26374.            ScaZ 0.97043
  26375.            R1,1 1
  26376.            R1,2 0
  26377.            R1,3 0
  26378.            R2,1 0
  26379.            R2,2 1
  26380.            R2,3 0
  26381.            R3,1 0
  26382.            R3,2 0
  26383.            R3,3 1
  26384.            Tra1 0
  26385.            Tra2 0
  26386.            Tra3 0
  26387.            }
  26388.           }
  26389.          MPSt 0
  26390.          sh {
  26391.           mapk 0
  26392.           elms {
  26393.            }
  26394.           }
  26395.          ob "inner cylinder"
  26396.          }
  26397.         inpr {
  26398.          AnTr 1
  26399.          Cloa 1
  26400.          tran {
  26401.           po 0.375,-2.96265,6.3405
  26402.           mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  26403.           Scal 1.1153
  26404.           hp 0,0.29337,0
  26405.           }
  26406.          XYZs 1,1,1
  26407.          MPSt 0
  26408.          sh {
  26409.           mapk 0
  26410.           elms {
  26411.            }
  26412.           }
  26413.          ob "roof of square"
  26414.          }
  26415.         inpr {
  26416.          AnTr 1
  26417.          Cloa 1
  26418.          tran {
  26419.           po 0.375,-2.96259,9.64078
  26420.           mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  26421.           Scal 0.69527
  26422.           hp 0,-0.8416,0
  26423.           }
  26424.          XYZs 1,1,1
  26425.          MPSt 0
  26426.          sh {
  26427.           mapk 0
  26428.           elms {
  26429.            }
  26430.           }
  26431.          ob "roof of square 1"
  26432.          }
  26433.         gr {
  26434.          nm "buttress"
  26435.          AnTr 1
  26436.          Cloa 1
  26437.          tran {
  26438.           po 0.37404,-2.965,3.24669
  26439.           hp 0.37404,-2.965,3.24669
  26440.           }
  26441.          XYZs 1,1,1
  26442.          MPSt 0
  26443.          so {
  26444.           inpr {
  26445.            AnTr 1
  26446.            Cloa 1
  26447.            tran {
  26448.             po 0.37404,-2.96262,2.77225
  26449.             mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  26450.             Scal 0.73685
  26451.             hp 0.00327,-1.24045,0.01442
  26452.             }
  26453.            XYZs 1,1,1
  26454.            MPSt 0
  26455.            sh {
  26456.             mapk 0
  26457.             elms {
  26458.              }
  26459.             }
  26460.            ob "top of square"
  26461.            }
  26462.           gr {
  26463.            nm "cylinder"
  26464.            AnTr 1
  26465.            Cloa 1
  26466.            tran {
  26467.             po 0.36223,-2.94025,3.79459
  26468.             hp 0.36223,-2.94025,3.79459
  26469.             }
  26470.            XYZs 1,1,1
  26471.            MPSt 0
  26472.            so {
  26473.             inpr {
  26474.              AnTr 1
  26475.              Cloa 1
  26476.              tran {
  26477.               po 0.60306,-2.34792,3.79459
  26478.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  26479.               Scal 0.4413
  26480.               hp -0.00002,-0.89795,-0.00002
  26481.               }
  26482.              XYZs 1,1,1
  26483.              MPSt 0
  26484.              sh {
  26485.               mapk 0
  26486.               elms {
  26487.                }
  26488.               }
  26489.              ob "outer cylinders"
  26490.              }
  26491.             inpr {
  26492.              AnTr 1
  26493.              Cloa 1
  26494.              tran {
  26495.               po 0.6113,-3.56749,3.79459
  26496.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  26497.               Scal 0.4413
  26498.               hp -0.00002,-0.89795,-0.00002
  26499.               }
  26500.              XYZs 1,1,1
  26501.              MPSt 0
  26502.              sh {
  26503.               mapk 0
  26504.               elms {
  26505.                }
  26506.               }
  26507.              ob "outer cylinders"
  26508.              }
  26509.             inpr {
  26510.              AnTr 1
  26511.              Cloa 1
  26512.              tran {
  26513.               po 0.12288,-3.57158,3.79459
  26514.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  26515.               Scal 0.4413
  26516.               hp -0.00002,-0.89795,-0.00002
  26517.               }
  26518.              XYZs 1,1,1
  26519.              MPSt 0
  26520.              sh {
  26521.               mapk 0
  26522.               elms {
  26523.                }
  26524.               }
  26525.              ob "outer cylinders"
  26526.              }
  26527.             inpr {
  26528.              AnTr 1
  26529.              Cloa 1
  26530.              tran {
  26531.               po 0.11472,-2.3429,3.79459
  26532.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  26533.               Scal 0.4413
  26534.               hp -0.00002,-0.89795,-0.00002
  26535.               }
  26536.              XYZs 1,1,1
  26537.              MPSt 0
  26538.              sh {
  26539.               mapk 0
  26540.               elms {
  26541.                }
  26542.               }
  26543.              ob "outer cylinders"
  26544.              }
  26545.             inpr {
  26546.              AnTr 1
  26547.              Cloa 1
  26548.              tran {
  26549.               po 0.98557,-2.70052,3.79459
  26550.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  26551.               Scal 0.4413
  26552.               hp -0.00002,-0.89795,-0.00002
  26553.               }
  26554.              XYZs 1,1,1
  26555.              MPSt 0
  26556.              sh {
  26557.               mapk 0
  26558.               elms {
  26559.                }
  26560.               }
  26561.              ob "outer cylinders"
  26562.              }
  26563.             inpr {
  26564.              AnTr 1
  26565.              Cloa 1
  26566.              tran {
  26567.               po 0.98964,-3.21454,3.79459
  26568.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  26569.               Scal 0.4413
  26570.               hp -0.00002,-0.89795,-0.00002
  26571.               }
  26572.              XYZs 1,1,1
  26573.              MPSt 0
  26574.              sh {
  26575.               mapk 0
  26576.               elms {
  26577.                }
  26578.               }
  26579.              ob "outer cylinders"
  26580.              }
  26581.             inpr {
  26582.              AnTr 1
  26583.              Cloa 1
  26584.              tran {
  26585.               po -0.2271,-3.21666,3.79459
  26586.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  26587.               Scal 0.4413
  26588.               hp -0.00002,-0.89795,-0.00002
  26589.               }
  26590.              XYZs 1,1,1
  26591.              MPSt 0
  26592.              sh {
  26593.               mapk 0
  26594.               elms {
  26595.                }
  26596.               }
  26597.              ob "outer cylinders"
  26598.              }
  26599.             inpr {
  26600.              AnTr 1
  26601.              Cloa 1
  26602.              tran {
  26603.               po -0.23116,-2.71422,3.79459
  26604.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  26605.               Scal 0.4413
  26606.               hp -0.00002,-0.89795,-0.00002
  26607.               }
  26608.              XYZs 1,1,1
  26609.              MPSt 0
  26610.              sh {
  26611.               mapk 0
  26612.               elms {
  26613.                }
  26614.               }
  26615.              ob "outer cylinders"
  26616.              }
  26617.             }
  26618.            boxM 1.01579,-2.28268,4.28087
  26619.            boxm -0.29146,-3.59784,3.30826
  26620.            open 0
  26621.            }
  26622.           }
  26623.          boxM 1.08835,-2.24931,4.28085
  26624.          boxm -0.33961,-3.67621,2.21257
  26625.          open 0
  26626.          }
  26627.         gr {
  26628.          nm "cylinder"
  26629.          AnTr 1
  26630.          Cloa 1
  26631.          tran {
  26632.           po 0.377,-2.96976,9.00049
  26633.           Scal 0.57367
  26634.           hp 0.36223,-2.94025,3.79459
  26635.           }
  26636.          XYZs 1,1,1
  26637.          MPSt 0
  26638.          so {
  26639.           inpr {
  26640.            AnTr 1
  26641.            Cloa 1
  26642.            tran {
  26643.             po 0.60306,-2.35648,3.73604
  26644.             mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  26645.             Scal 0.4413
  26646.             hp -0.00002,-1.21976,-0.00002
  26647.             }
  26648.            XYZs 1,1.35837,1.14232
  26649.            defo {
  26650.             affi {
  26651.              ScaX 1
  26652.              ScaY 1.35837
  26653.              ScaZ 1.14232
  26654.              R1,1 1
  26655.              R1,2 0
  26656.              R1,3 0
  26657.              R2,1 0
  26658.              R2,2 1
  26659.              R2,3 0
  26660.              R3,1 0
  26661.              R3,2 0
  26662.              R3,3 1
  26663.              Tra1 0
  26664.              Tra2 0
  26665.              Tra3 0
  26666.              }
  26667.             }
  26668.            MPSt 0
  26669.            sh {
  26670.             mapk 0
  26671.             elms {
  26672.              }
  26673.             }
  26674.            ob "outer cylinders"
  26675.            }
  26676.           inpr {
  26677.            AnTr 1
  26678.            Cloa 1
  26679.            tran {
  26680.             po 0.6113,-3.5761,3.73604
  26681.             mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  26682.             Scal 0.4413
  26683.             hp -0.00002,-1.21976,-0.00002
  26684.             }
  26685.            XYZs 1,1.35837,1.14232
  26686.            defo {
  26687.             affi {
  26688.              ScaX 1
  26689.              ScaY 1.35837
  26690.              ScaZ 1.14232
  26691.              R1,1 1
  26692.              R1,2 0
  26693.              R1,3 0
  26694.              R2,1 0
  26695.              R2,2 1
  26696.              R2,3 0
  26697.              R3,1 0
  26698.              R3,2 0
  26699.              R3,3 1
  26700.              Tra1 0
  26701.              Tra2 0
  26702.              Tra3 0
  26703.              }
  26704.             }
  26705.            MPSt 0
  26706.            sh {
  26707.             mapk 0
  26708.             elms {
  26709.              }
  26710.             }
  26711.            ob "outer cylinders"
  26712.            }
  26713.           inpr {
  26714.            AnTr 1
  26715.            Cloa 1
  26716.            tran {
  26717.             po 0.12288,-3.58017,3.73604
  26718.             mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  26719.             Scal 0.4413
  26720.             hp -0.00002,-1.21976,-0.00002
  26721.             }
  26722.            XYZs 1,1.35837,1.14232
  26723.            defo {
  26724.             affi {
  26725.              ScaX 1
  26726.              ScaY 1.35837
  26727.              ScaZ 1.14232
  26728.              R1,1 1
  26729.              R1,2 0
  26730.              R1,3 0
  26731.              R2,1 0
  26732.              R2,2 1
  26733.              R2,3 0
  26734.              R3,1 0
  26735.              R3,2 0
  26736.              R3,3 1
  26737.              Tra1 0
  26738.              Tra2 0
  26739.              Tra3 0
  26740.              }
  26741.             }
  26742.            MPSt 0
  26743.            sh {
  26744.             mapk 0
  26745.             elms {
  26746.              }
  26747.             }
  26748.            ob "outer cylinders"
  26749.            }
  26750.           inpr {
  26751.            AnTr 1
  26752.            Cloa 1
  26753.            tran {
  26754.             po 0.11472,-2.35149,3.73604
  26755.             mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  26756.             Scal 0.4413
  26757.             hp -0.00002,-1.21976,-0.00002
  26758.             }
  26759.            XYZs 1,1.35837,1.14232
  26760.            defo {
  26761.             affi {
  26762.              ScaX 1
  26763.              ScaY 1.35837
  26764.              ScaZ 1.14232
  26765.              R1,1 1
  26766.              R1,2 0
  26767.              R1,3 0
  26768.              R2,1 0
  26769.              R2,2 1
  26770.              R2,3 0
  26771.              R3,1 0
  26772.              R3,2 0
  26773.              R3,3 1
  26774.              Tra1 0
  26775.              Tra2 0
  26776.              Tra3 0
  26777.              }
  26778.             }
  26779.            MPSt 0
  26780.            sh {
  26781.             mapk 0
  26782.             elms {
  26783.              }
  26784.             }
  26785.            ob "outer cylinders"
  26786.            }
  26787.           inpr {
  26788.            AnTr 1
  26789.            Cloa 1
  26790.            tran {
  26791.             po 0.98557,-2.70908,3.73604
  26792.             mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  26793.             Scal 0.4413
  26794.             hp -0.00002,-1.21976,-0.00002
  26795.             }
  26796.            XYZs 1,1.35837,1.14232
  26797.            defo {
  26798.             affi {
  26799.              ScaX 1
  26800.              ScaY 1.35837
  26801.              ScaZ 1.14232
  26802.              R1,1 1
  26803.              R1,2 0
  26804.              R1,3 0
  26805.              R2,1 0
  26806.              R2,2 1
  26807.              R2,3 0
  26808.              R3,1 0
  26809.              R3,2 0
  26810.              R3,3 1
  26811.              Tra1 0
  26812.              Tra2 0
  26813.              Tra3 0
  26814.              }
  26815.             }
  26816.            MPSt 0
  26817.            sh {
  26818.             mapk 0
  26819.             elms {
  26820.              }
  26821.             }
  26822.            ob "outer cylinders"
  26823.            }
  26824.           inpr {
  26825.            AnTr 1
  26826.            Cloa 1
  26827.            tran {
  26828.             po 0.98964,-3.22313,3.73604
  26829.             mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  26830.             Scal 0.4413
  26831.             hp -0.00002,-1.21976,-0.00002
  26832.             }
  26833.            XYZs 1,1.35837,1.14232
  26834.            defo {
  26835.             affi {
  26836.              ScaX 1
  26837.              ScaY 1.35837
  26838.              ScaZ 1.14232
  26839.              R1,1 1
  26840.              R1,2 0
  26841.              R1,3 0
  26842.              R2,1 0
  26843.              R2,2 1
  26844.              R2,3 0
  26845.              R3,1 0
  26846.              R3,2 0
  26847.              R3,3 1
  26848.              Tra1 0
  26849.              Tra2 0
  26850.              Tra3 0
  26851.              }
  26852.             }
  26853.            MPSt 0
  26854.            sh {
  26855.             mapk 0
  26856.             elms {
  26857.              }
  26858.             }
  26859.            ob "outer cylinders"
  26860.            }
  26861.           inpr {
  26862.            AnTr 1
  26863.            Cloa 1
  26864.            tran {
  26865.             po -0.2271,-3.22527,3.73604
  26866.             mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  26867.             Scal 0.4413
  26868.             hp -0.00002,-1.21976,-0.00002
  26869.             }
  26870.            XYZs 1,1.35837,1.14232
  26871.            defo {
  26872.             affi {
  26873.              ScaX 1
  26874.              ScaY 1.35837
  26875.              ScaZ 1.14232
  26876.              R1,1 1
  26877.              R1,2 0
  26878.              R1,3 0
  26879.              R2,1 0
  26880.              R2,2 1
  26881.              R2,3 0
  26882.              R3,1 0
  26883.              R3,2 0
  26884.              R3,3 1
  26885.              Tra1 0
  26886.              Tra2 0
  26887.              Tra3 0
  26888.              }
  26889.             }
  26890.            MPSt 0
  26891.            sh {
  26892.             mapk 0
  26893.             elms {
  26894.              }
  26895.             }
  26896.            ob "outer cylinders"
  26897.            }
  26898.           inpr {
  26899.            AnTr 1
  26900.            Cloa 1
  26901.            tran {
  26902.             po -0.23116,-2.72289,3.73604
  26903.             mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  26904.             Scal 0.4413
  26905.             hp -0.00002,-1.21976,-0.00002
  26906.             }
  26907.            XYZs 1,1.35837,1.14232
  26908.            defo {
  26909.             affi {
  26910.              ScaX 1
  26911.              ScaY 1.35837
  26912.              ScaZ 1.14232
  26913.              R1,1 1
  26914.              R1,2 0
  26915.              R1,3 0
  26916.              R2,1 0
  26917.              R2,2 1
  26918.              R2,3 0
  26919.              R3,1 0
  26920.              R3,2 0
  26921.              R3,3 1
  26922.              Tra1 0
  26923.              Tra2 0
  26924.              Tra3 0
  26925.              }
  26926.             }
  26927.            MPSt 0
  26928.            sh {
  26929.             mapk 0
  26930.             elms {
  26931.              }
  26932.             }
  26933.            ob "outer cylinders"
  26934.            }
  26935.           }
  26936.          boxM 1.01579,-2.28261,4.39658
  26937.          boxm -0.29155,-3.61011,3.07542
  26938.          open 0
  26939.          }
  26940.         inpr {
  26941.          AnTr 1
  26942.          Cloa 1
  26943.          tran {
  26944.           po 0.375,-2.96262,10.60332
  26945.           mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  26946.           Scal 0.24277
  26947.           hp 0.00002,-0.45943,-0.00002
  26948.           }
  26949.          XYZs 1,1,1
  26950.          MPSt 0
  26951.          sh {
  26952.           mapk 0
  26953.           elms {
  26954.            }
  26955.           }
  26956.          ob "top"
  26957.          }
  26958.         inpr {
  26959.          AnTr 1
  26960.          Cloa 1
  26961.          tran {
  26962.           po 0.37914,-2.96422,11.11983
  26963.           mat 0.00017,0,0.99997,0,1,0,-0.99997,0,0.00017
  26964.           Scal 0.23958
  26965.           hp 0.25609,-1.88396,0.94388
  26966.           }
  26967.          XYZs 1,1,1
  26968.          MPSt 0
  26969.          sh {
  26970.           mapk 0
  26971.           elms {
  26972.            }
  26973.           }
  26974.          ob "moon"
  26975.          }
  26976.         }
  26977.        boxM 1.42772,-1.90956,11.30722
  26978.        boxm -0.67776,-4.01552,-3.16827
  26979.        open 0
  26980.        }
  26981.       gr {
  26982.        nm "side square"
  26983.        AnTr 1
  26984.        Cloa 1
  26985.        tran {
  26986.         po 7.62308,-8.04596,3.30501
  26987.         mat -0.60512,0.79613,0,-0.79613,-0.60512,0,0,0,1
  26988.         Scal 0.59096
  26989.         hp 0.375,-2.96262,3.66512
  26990.         }
  26991.        XYZs 1,1,1
  26992.        MPSt 0
  26993.        so {
  26994.         inpr {
  26995.          AnTr 1
  26996.          Cloa 1
  26997.          tran {
  26998.           po 0.36382,-2.89046,-0.47536
  26999.           hp 0.36382,-2.89046,-0.47536
  27000.           }
  27001.          XYZs 1,1,1
  27002.          MPSt 0
  27003.          sh {
  27004.           mapk 0
  27005.           elms {
  27006.            }
  27007.           }
  27008.          ob "side squares"
  27009.          }
  27010.         inpr {
  27011.          AnTr 1
  27012.          Cloa 1
  27013.          tran {
  27014.           po 0.36989,-2.46889,-0.49045
  27015.           hp 0.57657,-0.5159,2.6167
  27016.           }
  27017.          XYZs 1,0.2674,1.9964
  27018.          defo {
  27019.           affi {
  27020.            ScaX 1
  27021.            ScaY 0.2674
  27022.            ScaZ 1.9964
  27023.            R1,1 1
  27024.            R1,2 0
  27025.            R1,3 0
  27026.            R2,1 0
  27027.            R2,2 1
  27028.            R2,3 0
  27029.            R3,1 0
  27030.            R3,2 0
  27031.            R3,3 1
  27032.            Tra1 0
  27033.            Tra2 0
  27034.            Tra3 0
  27035.            }
  27036.           }
  27037.          MPSt 0
  27038.          sh {
  27039.           mapk 0
  27040.           elms {
  27041.            }
  27042.           }
  27043.          ob "window"
  27044.          }
  27045.         inpr {
  27046.          AnTr 1
  27047.          Cloa 1
  27048.          tran {
  27049.           po 0.36989,-3.45897,-0.49045
  27050.           hp 0.57657,-0.5159,2.6167
  27051.           }
  27052.          XYZs 1,0.2674,1.9964
  27053.          defo {
  27054.           affi {
  27055.            ScaX 1
  27056.            ScaY 0.2674
  27057.            ScaZ 1.9964
  27058.            R1,1 1
  27059.            R1,2 0
  27060.            R1,3 0
  27061.            R2,1 0
  27062.            R2,2 1
  27063.            R2,3 0
  27064.            R3,1 0
  27065.            R3,2 0
  27066.            R3,3 1
  27067.            Tra1 0
  27068.            Tra2 0
  27069.            Tra3 0
  27070.            }
  27071.           }
  27072.          MPSt 0
  27073.          sh {
  27074.           mapk 0
  27075.           elms {
  27076.            }
  27077.           }
  27078.          ob "window"
  27079.          }
  27080.         inpr {
  27081.          AnTr 1
  27082.          Cloa 1
  27083.          tran {
  27084.           po 0.36382,-2.94948,-0.91826
  27085.           mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  27086.           Scal 0.50034
  27087.           hp 0,-1.90009,-0.00002
  27088.           }
  27089.          XYZs 1,1,1
  27090.          MPSt 0
  27091.          sh {
  27092.           mapk 0
  27093.           elms {
  27094.            }
  27095.           }
  27096.          ob "mid decor"
  27097.          }
  27098.         inpr {
  27099.          AnTr 1
  27100.          Cloa 1
  27101.          tran {
  27102.           po 0.36382,-2.94948,0.49936
  27103.           mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  27104.           Scal 0.50034
  27105.           hp 0,-1.90009,-0.00002
  27106.           }
  27107.          XYZs 1,1,1
  27108.          MPSt 0
  27109.          sh {
  27110.           mapk 0
  27111.           elms {
  27112.            }
  27113.           }
  27114.          ob "mid decor"
  27115.          }
  27116.         inpr {
  27117.          AnTr 1
  27118.          Cloa 1
  27119.          tran {
  27120.           po 0.36382,-2.94948,-0.53325
  27121.           mat 1,0,0,0,0.00005,0.99994,0,-0.99994,0.00005
  27122.           Scal 0.50034
  27123.           hp 0,-1.90009,-0.00002
  27124.           }
  27125.          XYZs 1,1,1
  27126.          MPSt 0
  27127.          sh {
  27128.           mapk 0
  27129.           elms {
  27130.            }
  27131.           }
  27132.          ob "mid decor"
  27133.          }
  27134.         inpr {
  27135.          AnTr 1
  27136.          Cloa 1
  27137.          tran {
  27138.           po 0.37737,-2.96274,8.29703
  27139.           mat 0.92235,0,0.3864,0.3864,-0.00002,-0.92229,0,0.99994,-0.00002
  27140.           Scal 0.41054
  27141.           hp 0.00327,-1.24045,0.01442
  27142.           }
  27143.          XYZs 1,1,1
  27144.          MPSt 0
  27145.          sh {
  27146.           mapk 0
  27147.           elms {
  27148.            }
  27149.           }
  27150.          ob "top of square 1"
  27151.          }
  27152.         inpr {
  27153.          AnTr 1
  27154.          Cloa 1
  27155.          tran {
  27156.           po 0.375,-2.96262,3.6216
  27157.           mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  27158.           hp -0.09698,-1.45923,0.09697
  27159.           }
  27160.          XYZs 1,1,1
  27161.          MPSt 0
  27162.          sh {
  27163.           mapk 0
  27164.           elms {
  27165.            }
  27166.           }
  27167.          ob "inner cylinder"
  27168.          }
  27169.         inpr {
  27170.          AnTr 1
  27171.          Cloa 1
  27172.          tran {
  27173.           po 0.375,-2.97002,8.87082
  27174.           mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  27175.           Scal 0.72522
  27176.           hp -0.09698,-1.3219,0.09319
  27177.           }
  27178.          XYZs 1,0.90587,0.97043
  27179.          defo {
  27180.           affi {
  27181.            ScaX 1
  27182.            ScaY 0.90587
  27183.            ScaZ 0.97043
  27184.            R1,1 1
  27185.            R1,2 0
  27186.            R1,3 0
  27187.            R2,1 0
  27188.            R2,2 1
  27189.            R2,3 0
  27190.            R3,1 0
  27191.            R3,2 0
  27192.            R3,3 1
  27193.            Tra1 0
  27194.            Tra2 0
  27195.            Tra3 0
  27196.            }
  27197.           }
  27198.          MPSt 0
  27199.          sh {
  27200.           mapk 0
  27201.           elms {
  27202.            }
  27203.           }
  27204.          ob "inner cylinder"
  27205.          }
  27206.         inpr {
  27207.          AnTr 1
  27208.          Cloa 1
  27209.          tran {
  27210.           po 0.375,-2.96265,6.3405
  27211.           mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  27212.           Scal 1.1153
  27213.           hp 0,0.29337,0
  27214.           }
  27215.          XYZs 1,1,1
  27216.          MPSt 0
  27217.          sh {
  27218.           mapk 0
  27219.           elms {
  27220.            }
  27221.           }
  27222.          ob "roof of square"
  27223.          }
  27224.         inpr {
  27225.          AnTr 1
  27226.          Cloa 1
  27227.          tran {
  27228.           po 0.375,-2.96259,9.64078
  27229.           mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  27230.           Scal 0.69527
  27231.           hp 0,-0.8416,0
  27232.           }
  27233.          XYZs 1,1,1
  27234.          MPSt 0
  27235.          sh {
  27236.           mapk 0
  27237.           elms {
  27238.            }
  27239.           }
  27240.          ob "roof of square 1"
  27241.          }
  27242.         gr {
  27243.          nm "buttress"
  27244.          AnTr 1
  27245.          Cloa 1
  27246.          tran {
  27247.           po 0.37404,-2.965,3.24669
  27248.           hp 0.37404,-2.965,3.24669
  27249.           }
  27250.          XYZs 1,1,1
  27251.          MPSt 0
  27252.          so {
  27253.           inpr {
  27254.            AnTr 1
  27255.            Cloa 1
  27256.            tran {
  27257.             po 0.37404,-2.96262,2.77225
  27258.             mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  27259.             Scal 0.73685
  27260.             hp 0.00327,-1.24045,0.01442
  27261.             }
  27262.            XYZs 1,1,1
  27263.            MPSt 0
  27264.            sh {
  27265.             mapk 0
  27266.             elms {
  27267.              }
  27268.             }
  27269.            ob "top of square"
  27270.            }
  27271.           gr {
  27272.            nm "cylinder"
  27273.            AnTr 1
  27274.            Cloa 1
  27275.            tran {
  27276.             po 0.36223,-2.94025,3.79459
  27277.             hp 0.36223,-2.94025,3.79459
  27278.             }
  27279.            XYZs 1,1,1
  27280.            MPSt 0
  27281.            so {
  27282.             inpr {
  27283.              AnTr 1
  27284.              Cloa 1
  27285.              tran {
  27286.               po 0.60306,-2.34792,3.79459
  27287.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  27288.               Scal 0.4413
  27289.               hp -0.00002,-0.89795,-0.00002
  27290.               }
  27291.              XYZs 1,1,1
  27292.              MPSt 0
  27293.              sh {
  27294.               mapk 0
  27295.               elms {
  27296.                }
  27297.               }
  27298.              ob "outer cylinders"
  27299.              }
  27300.             inpr {
  27301.              AnTr 1
  27302.              Cloa 1
  27303.              tran {
  27304.               po 0.6113,-3.56749,3.79459
  27305.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  27306.               Scal 0.4413
  27307.               hp -0.00002,-0.89795,-0.00002
  27308.               }
  27309.              XYZs 1,1,1
  27310.              MPSt 0
  27311.              sh {
  27312.               mapk 0
  27313.               elms {
  27314.                }
  27315.               }
  27316.              ob "outer cylinders"
  27317.              }
  27318.             inpr {
  27319.              AnTr 1
  27320.              Cloa 1
  27321.              tran {
  27322.               po 0.12288,-3.57158,3.79459
  27323.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  27324.               Scal 0.4413
  27325.               hp -0.00002,-0.89795,-0.00002
  27326.               }
  27327.              XYZs 1,1,1
  27328.              MPSt 0
  27329.              sh {
  27330.               mapk 0
  27331.               elms {
  27332.                }
  27333.               }
  27334.              ob "outer cylinders"
  27335.              }
  27336.             inpr {
  27337.              AnTr 1
  27338.              Cloa 1
  27339.              tran {
  27340.               po 0.11472,-2.3429,3.79459
  27341.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  27342.               Scal 0.4413
  27343.               hp -0.00002,-0.89795,-0.00002
  27344.               }
  27345.              XYZs 1,1,1
  27346.              MPSt 0
  27347.              sh {
  27348.               mapk 0
  27349.               elms {
  27350.                }
  27351.               }
  27352.              ob "outer cylinders"
  27353.              }
  27354.             inpr {
  27355.              AnTr 1
  27356.              Cloa 1
  27357.              tran {
  27358.               po 0.98557,-2.70052,3.79459
  27359.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  27360.               Scal 0.4413
  27361.               hp -0.00002,-0.89795,-0.00002
  27362.               }
  27363.              XYZs 1,1,1
  27364.              MPSt 0
  27365.              sh {
  27366.               mapk 0
  27367.               elms {
  27368.                }
  27369.               }
  27370.              ob "outer cylinders"
  27371.              }
  27372.             inpr {
  27373.              AnTr 1
  27374.              Cloa 1
  27375.              tran {
  27376.               po 0.98964,-3.21454,3.79459
  27377.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  27378.               Scal 0.4413
  27379.               hp -0.00002,-0.89795,-0.00002
  27380.               }
  27381.              XYZs 1,1,1
  27382.              MPSt 0
  27383.              sh {
  27384.               mapk 0
  27385.               elms {
  27386.                }
  27387.               }
  27388.              ob "outer cylinders"
  27389.              }
  27390.             inpr {
  27391.              AnTr 1
  27392.              Cloa 1
  27393.              tran {
  27394.               po -0.2271,-3.21666,3.79459
  27395.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  27396.               Scal 0.4413
  27397.               hp -0.00002,-0.89795,-0.00002
  27398.               }
  27399.              XYZs 1,1,1
  27400.              MPSt 0
  27401.              sh {
  27402.               mapk 0
  27403.               elms {
  27404.                }
  27405.               }
  27406.              ob "outer cylinders"
  27407.              }
  27408.             inpr {
  27409.              AnTr 1
  27410.              Cloa 1
  27411.              tran {
  27412.               po -0.23116,-2.71422,3.79459
  27413.               mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  27414.               Scal 0.4413
  27415.               hp -0.00002,-0.89795,-0.00002
  27416.               }
  27417.              XYZs 1,1,1
  27418.              MPSt 0
  27419.              sh {
  27420.               mapk 0
  27421.               elms {
  27422.                }
  27423.               }
  27424.              ob "outer cylinders"
  27425.              }
  27426.             }
  27427.            boxM 1.01579,-2.28268,4.28087
  27428.            boxm -0.2915,-3.59787,3.30826
  27429.            open 0
  27430.            }
  27431.           }
  27432.          boxM 1.08835,-2.2493,4.28085
  27433.          boxm -0.33961,-3.67619,2.21257
  27434.          open 0
  27435.          }
  27436.         gr {
  27437.          nm "cylinder"
  27438.          AnTr 1
  27439.          Cloa 1
  27440.          tran {
  27441.           po 0.377,-2.96976,9.00049
  27442.           Scal 0.57367
  27443.           hp 0.36223,-2.94025,3.79459
  27444.           }
  27445.          XYZs 1,1,1
  27446.          MPSt 0
  27447.          so {
  27448.           inpr {
  27449.            AnTr 1
  27450.            Cloa 1
  27451.            tran {
  27452.             po 0.60306,-2.35648,3.73604
  27453.             mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  27454.             Scal 0.4413
  27455.             hp -0.00002,-1.21976,-0.00002
  27456.             }
  27457.            XYZs 1,1.35837,1.14232
  27458.            defo {
  27459.             affi {
  27460.              ScaX 1
  27461.              ScaY 1.35837
  27462.              ScaZ 1.14232
  27463.              R1,1 1
  27464.              R1,2 0
  27465.              R1,3 0
  27466.              R2,1 0
  27467.              R2,2 1
  27468.              R2,3 0
  27469.              R3,1 0
  27470.              R3,2 0
  27471.              R3,3 1
  27472.              Tra1 0
  27473.              Tra2 0
  27474.              Tra3 0
  27475.              }
  27476.             }
  27477.            MPSt 0
  27478.            sh {
  27479.             mapk 0
  27480.             elms {
  27481.              }
  27482.             }
  27483.            ob "outer cylinders"
  27484.            }
  27485.           inpr {
  27486.            AnTr 1
  27487.            Cloa 1
  27488.            tran {
  27489.             po 0.6113,-3.5761,3.73604
  27490.             mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  27491.             Scal 0.4413
  27492.             hp -0.00002,-1.21976,-0.00002
  27493.             }
  27494.            XYZs 1,1.35837,1.14232
  27495.            defo {
  27496.             affi {
  27497.              ScaX 1
  27498.              ScaY 1.35837
  27499.              ScaZ 1.14232
  27500.              R1,1 1
  27501.              R1,2 0
  27502.              R1,3 0
  27503.              R2,1 0
  27504.              R2,2 1
  27505.              R2,3 0
  27506.              R3,1 0
  27507.              R3,2 0
  27508.              R3,3 1
  27509.              Tra1 0
  27510.              Tra2 0
  27511.              Tra3 0
  27512.              }
  27513.             }
  27514.            MPSt 0
  27515.            sh {
  27516.             mapk 0
  27517.             elms {
  27518.              }
  27519.             }
  27520.            ob "outer cylinders"
  27521.            }
  27522.           inpr {
  27523.            AnTr 1
  27524.            Cloa 1
  27525.            tran {
  27526.             po 0.12288,-3.58017,3.73604
  27527.             mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  27528.             Scal 0.4413
  27529.             hp -0.00002,-1.21976,-0.00002
  27530.             }
  27531.            XYZs 1,1.35837,1.14232
  27532.            defo {
  27533.             affi {
  27534.              ScaX 1
  27535.              ScaY 1.35837
  27536.              ScaZ 1.14232
  27537.              R1,1 1
  27538.              R1,2 0
  27539.              R1,3 0
  27540.              R2,1 0
  27541.              R2,2 1
  27542.              R2,3 0
  27543.              R3,1 0
  27544.              R3,2 0
  27545.              R3,3 1
  27546.              Tra1 0
  27547.              Tra2 0
  27548.              Tra3 0
  27549.              }
  27550.             }
  27551.            MPSt 0
  27552.            sh {
  27553.             mapk 0
  27554.             elms {
  27555.              }
  27556.             }
  27557.            ob "outer cylinders"
  27558.            }
  27559.           inpr {
  27560.            AnTr 1
  27561.            Cloa 1
  27562.            tran {
  27563.             po 0.11472,-2.35149,3.73604
  27564.             mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  27565.             Scal 0.4413
  27566.             hp -0.00002,-1.21976,-0.00002
  27567.             }
  27568.            XYZs 1,1.35837,1.14232
  27569.            defo {
  27570.             affi {
  27571.              ScaX 1
  27572.              ScaY 1.35837
  27573.              ScaZ 1.14232
  27574.              R1,1 1
  27575.              R1,2 0
  27576.              R1,3 0
  27577.              R2,1 0
  27578.              R2,2 1
  27579.              R2,3 0
  27580.              R3,1 0
  27581.              R3,2 0
  27582.              R3,3 1
  27583.              Tra1 0
  27584.              Tra2 0
  27585.              Tra3 0
  27586.              }
  27587.             }
  27588.            MPSt 0
  27589.            sh {
  27590.             mapk 0
  27591.             elms {
  27592.              }
  27593.             }
  27594.            ob "outer cylinders"
  27595.            }
  27596.           inpr {
  27597.            AnTr 1
  27598.            Cloa 1
  27599.            tran {
  27600.             po 0.98557,-2.70908,3.73604
  27601.             mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  27602.             Scal 0.4413
  27603.             hp -0.00002,-1.21976,-0.00002
  27604.             }
  27605.            XYZs 1,1.35837,1.14232
  27606.            defo {
  27607.             affi {
  27608.              ScaX 1
  27609.              ScaY 1.35837
  27610.              ScaZ 1.14232
  27611.              R1,1 1
  27612.              R1,2 0
  27613.              R1,3 0
  27614.              R2,1 0
  27615.              R2,2 1
  27616.              R2,3 0
  27617.              R3,1 0
  27618.              R3,2 0
  27619.              R3,3 1
  27620.              Tra1 0
  27621.              Tra2 0
  27622.              Tra3 0
  27623.              }
  27624.             }
  27625.            MPSt 0
  27626.            sh {
  27627.             mapk 0
  27628.             elms {
  27629.              }
  27630.             }
  27631.            ob "outer cylinders"
  27632.            }
  27633.           inpr {
  27634.            AnTr 1
  27635.            Cloa 1
  27636.            tran {
  27637.             po 0.98964,-3.22313,3.73604
  27638.             mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  27639.             Scal 0.4413
  27640.             hp -0.00002,-1.21976,-0.00002
  27641.             }
  27642.            XYZs 1,1.35837,1.14232
  27643.            defo {
  27644.             affi {
  27645.              ScaX 1
  27646.              ScaY 1.35837
  27647.              ScaZ 1.14232
  27648.              R1,1 1
  27649.              R1,2 0
  27650.              R1,3 0
  27651.              R2,1 0
  27652.              R2,2 1
  27653.              R2,3 0
  27654.              R3,1 0
  27655.              R3,2 0
  27656.              R3,3 1
  27657.              Tra1 0
  27658.              Tra2 0
  27659.              Tra3 0
  27660.              }
  27661.             }
  27662.            MPSt 0
  27663.            sh {
  27664.             mapk 0
  27665.             elms {
  27666.              }
  27667.             }
  27668.            ob "outer cylinders"
  27669.            }
  27670.           inpr {
  27671.            AnTr 1
  27672.            Cloa 1
  27673.            tran {
  27674.             po -0.2271,-3.22527,3.73604
  27675.             mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  27676.             Scal 0.4413
  27677.             hp -0.00002,-1.21976,-0.00002
  27678.             }
  27679.            XYZs 1,1.35837,1.14232
  27680.            defo {
  27681.             affi {
  27682.              ScaX 1
  27683.              ScaY 1.35837
  27684.              ScaZ 1.14232
  27685.              R1,1 1
  27686.              R1,2 0
  27687.              R1,3 0
  27688.              R2,1 0
  27689.              R2,2 1
  27690.              R2,3 0
  27691.              R3,1 0
  27692.              R3,2 0
  27693.              R3,3 1
  27694.              Tra1 0
  27695.              Tra2 0
  27696.              Tra3 0
  27697.              }
  27698.             }
  27699.            MPSt 0
  27700.            sh {
  27701.             mapk 0
  27702.             elms {
  27703.              }
  27704.             }
  27705.            ob "outer cylinders"
  27706.            }
  27707.           inpr {
  27708.            AnTr 1
  27709.            Cloa 1
  27710.            tran {
  27711.             po -0.23116,-2.72289,3.73604
  27712.             mat 1,0,0,0,-0.00005,-0.99997,0,0.99997,-0.00005
  27713.             Scal 0.4413
  27714.             hp -0.00002,-1.21976,-0.00002
  27715.             }
  27716.            XYZs 1,1.35837,1.14232
  27717.            defo {
  27718.             affi {
  27719.              ScaX 1
  27720.              ScaY 1.35837
  27721.              ScaZ 1.14232
  27722.              R1,1 1
  27723.              R1,2 0
  27724.              R1,3 0
  27725.              R2,1 0
  27726.              R2,2 1
  27727.              R2,3 0
  27728.              R3,1 0
  27729.              R3,2 0
  27730.              R3,3 1
  27731.              Tra1 0
  27732.              Tra2 0
  27733.              Tra3 0
  27734.              }
  27735.             }
  27736.            MPSt 0
  27737.            sh {
  27738.             mapk 0
  27739.             elms {
  27740.              }
  27741.             }
  27742.            ob "outer cylinders"
  27743.            }
  27744.           }
  27745.          boxM 1.01584,-2.28259,4.39658
  27746.          boxm -0.29156,-3.61014,3.07542
  27747.          open 0
  27748.          }
  27749.         inpr {
  27750.          AnTr 1
  27751.          Cloa 1
  27752.          tran {
  27753.           po 0.375,-2.96262,10.60332
  27754.           mat 1,0,0,0,-0.00014,-1,0,1,-0.00014
  27755.           Scal 0.24277
  27756.           hp 0.00002,-0.45943,-0.00002
  27757.           }
  27758.          XYZs 1,1,1
  27759.          MPSt 0
  27760.          sh {
  27761.           mapk 0
  27762.           elms {
  27763.            }
  27764.           }
  27765.          ob "top"
  27766.          }
  27767.         inpr {
  27768.          AnTr 1
  27769.          Cloa 1
  27770.          tran {
  27771.           po 0.37914,-2.96422,11.11983
  27772.           mat 0.00017,0,0.99997,0,1,0,-0.99997,0,0.00017
  27773.           Scal 0.23958
  27774.           hp 0.25609,-1.88396,0.94388
  27775.           }
  27776.          XYZs 1,1,1
  27777.          MPSt 0
  27778.          sh {
  27779.           mapk 0
  27780.           elms {
  27781.            }
  27782.           }
  27783.          ob "moon"
  27784.          }
  27785.         }
  27786.        boxM 1.42773,-1.90962,11.30722
  27787.        boxm -0.67775,-4.01558,-3.16827
  27788.        open 0
  27789.        }
  27790.       gr {
  27791.        nm "kiswa"
  27792.        AnTr 1
  27793.        Cloa 1
  27794.        tran {
  27795.         po -0.00203,-0.00208,-0.08574
  27796.         mat 0.99039,0.1384,0,-0.1384,0.99039,0,0,0,1
  27797.         Scal 0.23987
  27798.         }
  27799.        XYZs 1,1,1
  27800.        MPSt 0
  27801.        so {
  27802.         gr {
  27803.          nm "main building"
  27804.          AnTr 1
  27805.          Cloa 1
  27806.          tran {
  27807.           po 0.00034,0.00116,0.07367
  27808.           mat 0.00005,-0.99997,0,0.99997,0.00005,0,0,0,1
  27809.           hp -0.00069,0.00139,0.02939
  27810.           }
  27811.          XYZs 1,1,1
  27812.          MPSt 0
  27813.          so {
  27814.           inpr {
  27815.            AnTr 1
  27816.            Cloa 1
  27817.            tran {
  27818.             po 0.00002,0,-0.00002
  27819.             mat -0.99994,0,0,0,0,0.99997,0,0.99997,0.00005
  27820.             }
  27821.            XYZs 1,1,1
  27822.            MPSt 0
  27823.            sh {
  27824.             mapk 0
  27825.             elms {
  27826.              }
  27827.             }
  27828.            ob "main building"
  27829.            }
  27830.           inpr {
  27831.            AnTr 1
  27832.            Cloa 1
  27833.            tran {
  27834.             po -0.00072,-0.0002,-2.12476
  27835.             mat -0.99994,0,0,0,0,0.99997,0,0.99997,0.00005
  27836.             Scal 1.0159
  27837.             hp 0.00069,-1.85236,-0.0002
  27838.             }
  27839.            XYZs 1,1,1
  27840.            MPSt 0
  27841.            sh {
  27842.             mapk 0
  27843.             elms {
  27844.              }
  27845.             }
  27846.            ob "main building 1"
  27847.            }
  27848.           gr {
  27849.            nm "short side"
  27850.            AnTr 1
  27851.            Cloa 1
  27852.            tran {
  27853.             po 0.00063,0.00139,0.1839
  27854.             hp 0.00063,0.00139,0.1839
  27855.             }
  27856.            XYZs 1,1,1
  27857.            MPSt 0
  27858.            so {
  27859.             inpr {
  27860.              AnTr 1
  27861.              Cloa 1
  27862.              tran {
  27863.               po 0.00066,-2.0257,0.18393
  27864.               mat -0.99994,0,0,0,0.0002,-1,0,-1,-0.00014
  27865.               Scal 0.67084
  27866.               hp 0.0228,-0.79485,0.2379
  27867.               }
  27868.              XYZs 1,1,1
  27869.              MPSt 0
  27870.              sh {
  27871.               mapk 0
  27872.               elms {
  27873.                }
  27874.               }
  27875.              ob "tapestry"
  27876.              }
  27877.             inpr {
  27878.              AnTr 1
  27879.              Cloa 1
  27880.              tran {
  27881.               po 0.00066,2.02852,0.18393
  27882.               mat 1,0,0,0,-0.00014,0.99997,0,-0.99997,-0.00014
  27883.               Scal 0.67084
  27884.               hp 0.0228,-0.79485,0.2379
  27885.               }
  27886.              XYZs 1,1,1
  27887.              MPSt 0
  27888.              sh {
  27889.               mapk 0
  27890.               elms {
  27891.                }
  27892.               }
  27893.              ob "tapestry"
  27894.              }
  27895.             }
  27896.            boxM 1.53987,2.06587,2.0587
  27897.            boxm -1.53883,-2.06319,-1.69081
  27898.            open 0
  27899.            }
  27900.           gr {
  27901.            nm "long side"
  27902.            AnTr 1
  27903.            Cloa 1
  27904.            tran {
  27905.             po -0.00069,-0.00153,0.18564
  27906.             hp -0.00069,-0.00153,0.18564
  27907.             }
  27908.            XYZs 1,1,1
  27909.            MPSt 0
  27910.            so {
  27911.             inpr {
  27912.              AnTr 1
  27913.              Cloa 1
  27914.              tran {
  27915.               po 1.59163,-0.0015,0.18567
  27916.               mat -0.00011,-0.00017,0.99997,-0.99994,0,-0.00017,0.00002,-0.99994,-0.00011
  27917.               Scal 0.92093
  27918.               hp 0.02144,-0.002,0.17467
  27919.               }
  27920.              XYZs 0.9406,1.01537,0.73427
  27921.              defo {
  27922.               affi {
  27923.                ScaX 0.9406
  27924.                ScaY 1.01537
  27925.                ScaZ 0.73427
  27926.                R1,1 1
  27927.                R1,2 0
  27928.                R1,3 0
  27929.                R2,1 0
  27930.                R2,2 1
  27931.                R2,3 0
  27932.                R3,1 0
  27933.                R3,2 0
  27934.                R3,3 1
  27935.                Tra1 0
  27936.                Tra2 0
  27937.                Tra3 0
  27938.                }
  27939.               }
  27940.              MPSt 0
  27941.              sh {
  27942.               mapk 0
  27943.               elms {
  27944.                }
  27945.               }
  27946.              ob "tapestry 1"
  27947.              }
  27948.             inpr {
  27949.              AnTr 1
  27950.              Cloa 1
  27951.              tran {
  27952.               po -1.59299,-0.0015,0.18567
  27953.               mat 0.0002,0.00014,-0.99997,0.99997,0.00008,0.00014,0.00002,-0.99997,-0.00011
  27954.               Scal 0.92093
  27955.               hp 0.02144,-0.002,0.17467
  27956.               }
  27957.              XYZs 0.9406,1.01537,0.73427
  27958.              defo {
  27959.               affi {
  27960.                ScaX 0.9406
  27961.                ScaY 1.01537
  27962.                ScaZ 0.73427
  27963.                R1,1 1
  27964.                R1,2 0
  27965.                R1,3 0
  27966.                R2,1 0
  27967.                R2,2 1
  27968.                R2,3 0
  27969.                R3,1 0
  27970.                R3,2 0
  27971.                R3,3 1
  27972.                Tra1 0
  27973.                Tra2 0
  27974.                Tra3 0
  27975.                }
  27976.               }
  27977.              MPSt 0
  27978.              sh {
  27979.               mapk 0
  27980.               elms {
  27981.                }
  27982.               }
  27983.              ob "tapestry 1"
  27984.              }
  27985.             }
  27986.            boxM 1.62898,1.98615,2.05769
  27987.            boxm -1.63106,-1.9892,-1.68645
  27988.            open 0
  27989.            }
  27990.           }
  27991.          boxM 1.74146,2.15874,2.05861
  27992.          boxm -1.7433,-2.15923,-2.27492
  27993.          open 1
  27994.          }
  27995.         inpr {
  27996.          AnTr 1
  27997.          Cloa 1
  27998.          tran {
  27999.           po -0.00005,-0.00313,-2.44846
  28000.           mat 1,0,0,0,0.00089,-0.99997,0,0.99997,0.00089
  28001.           Scal 4.68767
  28002.           hp -0.00002,-1.94666,-0.00002
  28003.           }
  28004.          XYZs 1,1,1
  28005.          MPSt 0
  28006.          sh {
  28007.           mapk 0
  28008.           elms {
  28009.            }
  28010.           }
  28011.          ob "marble floor"
  28012.          }
  28013.         inpr {
  28014.          AnTr 1
  28015.          Cloa 1
  28016.          tran {
  28017.           po 3.12076,0.00519,-1.8091
  28018.           mat -0.00014,0.99997,0,-0.99997,-0.00014,0,0,0,1
  28019.           Scal 0.4135
  28020.           hp -0.00652,-0.25847,-0.8214
  28021.           }
  28022.          XYZs 1,1,1
  28023.          MPSt 0
  28024.          sh {
  28025.           mapk 0
  28026.           elms {
  28027.            }
  28028.           }
  28029.          ob "rail"
  28030.          }
  28031.         inpr {
  28032.          AnTr 1
  28033.          Cloa 1
  28034.          tran {
  28035.           po 2.22939,0.0011,1.7569
  28036.           mat -0.00014,0.99997,0,-0.99997,-0.00014,0,0,0,1
  28037.           Scal 0.11884
  28038.           }
  28039.          XYZs 1,1,1
  28040.          MPSt 0
  28041.          sh {
  28042.           mapk 0
  28043.           elms {
  28044.            sprm {
  28045.             uvsp 0
  28046.             aexp 1
  28047.             bbox 0,0,2,2
  28048.             mbox 0,0,2,2
  28049.             shdr {
  28050.              scmp {
  28051.               prkd 1
  28052.               ssub {
  28053.                sclr {
  28054.                 prkd 1
  28055.                 colr 0.99985,0.79616,0
  28056.                 }
  28057.                sval {
  28058.                 prkd 1
  28059.                 Val 0.84679
  28060.                 }
  28061.                sval {
  28062.                 prkd 1
  28063.                 Val 0.5
  28064.                 }
  28065.                sval {
  28066.                 prkd 1
  28067.                 Val 0
  28068.                 }
  28069.                sval {
  28070.                 prkd 1
  28071.                 Val 0.24474
  28072.                 }
  28073.                sval {
  28074.                 prkd 1
  28075.                 Val 0
  28076.                 }
  28077.                sval {
  28078.                 prkd 1
  28079.                 Val 0
  28080.                 }
  28081.                sclr {
  28082.                 prkd 1
  28083.                 colr 0,0,0
  28084.                 }
  28085.                }
  28086.               }
  28087.              }
  28088.             opac 1
  28089.             }
  28090.            }
  28091.           }
  28092.          ob "spout side"
  28093.          }
  28094.         }
  28095.        boxM 13.02547,13.02286,2.10287
  28096.        boxm -13.02591,-13.02966,-2.71013
  28097.        open 0
  28098.        }
  28099.       inpr {
  28100.        AnTr 1
  28101.        Cloa 1
  28102.        tran {
  28103.         po -0.20673,0.22292,-0.84943
  28104.         }
  28105.        XYZs 2.80797,2.92299,0.74196
  28106.        defo {
  28107.         affi {
  28108.          ScaX 2.80797
  28109.          ScaY 2.92299
  28110.          ScaZ 0.74196
  28111.          R1,1 1
  28112.          R1,2 0
  28113.          R1,3 0
  28114.          R2,1 0
  28115.          R2,2 1
  28116.          R2,3 0
  28117.          R3,1 0
  28118.          R3,2 0
  28119.          R3,3 1
  28120.          Tra1 0
  28121.          Tra2 0
  28122.          Tra3 0
  28123.          }
  28124.         }
  28125.        MPSt 0
  28126.        sh {
  28127.         mapk 0
  28128.         elms {
  28129.          }
  28130.         }
  28131.        ob "ground"
  28132.        }
  28133.       }
  28134.      boxM 10.56973,11.28394,7.82138
  28135.      boxm -10.9832,-10.79793,-0.97681
  28136.      open 0
  28137.      }
  28138.     }
  28139.    boxM 39.48253,39.4827,36.23122
  28140.    boxm -10.77647,-11.04092,-4.39906
  28141.    open 1
  28142.    }
  28143.   }
  28144.  CPos {
  28145.   @@@@ {
  28146.    nm "Camera 1"
  28147.    ma -0.70712,-0.40823,0.57735,36.87859,0.70709,-0.40825,0.57736,36.87878,0,0.8165,0.57735,34.42912,1,1,1,1
  28148.    hp 0,0,0
  28149.    }
  28150.   }
  28151.  TABL {
  28152.   SUBT {
  28153.    Prvw {
  28154.     }
  28155.    }
  28156.   SUBT {
  28157.    IMAP {
  28158.     ROBJ {
  28159.      IDEN {
  28160.       REFN 0
  28161.       TIME "12:02:28 PM994741"
  28162.       }
  28163.      DATA {
  28164.       stor 0
  28165.       w 141
  28166.       h 141
  28167.       dpth 8
  28168.       ctab $00000400ˇˇˇ•••µµµ≠••úååZJJ{cccB9åsk{cZkZRÑkZ{ZB•úîkZJ{skîÑs{Z1R9•î{kJúåsúîÑkZ9åÑsRJ9{kBkZ){sZåÑcúîkkc9åÑRÑ{BååÑkkcµµ•îîÑkkZµµî••{ZZBkkJBB)îîRkkîús{ÑRRZ1{ÑcÑîZksZ•µÑsÑRΩΔ≠9B)≠ΩîsÑZsåRRk1s{kŒfiΩ•µîÑîsÑúkJc1î•Ñ{ÑsZcRZÑ9{îkÑ•scÑRîµÑΩ÷µúΩîå≠ÑRsJ9Z19k1ΔŒΔŒ÷Œ•≠•îúî≠Ω≠ÑîÑŒÁŒµŒµî≠îkÑkÑ•ÑZsZJcJkîkJkJZÑZs≠sRÑRBkBsú{sî{cÑk9ÑJΔfiŒc{kúŒ≠ѵîÑ≠îJsZ)kB9cJBRJkå{cî{RÑkJúsúΩ≠J{cRú{åΔ≠s≠îcå{súåBÑkÑúîRÑs÷ÔÁî≠•RkcåΩ≠)ZJR•åΔÁfiú÷ΔcΩ•≠ŒΔRsk{Ω≠c•î{•ú)scR{súŒΔ{≠•åŒΔÑΔΩBÑ{c≠•ΩΔΔÑååŒfififiÔÔckkåúúî••ΔÔÔsååîµµµfifiå≠≠ú÷÷cååJkkkúúZåå{ΔΔk≠≠ZúúJÑÑB{{sΔŒåŒ÷sµΩåΔŒúfiÁåµΩ{•≠{Δ÷sΩŒúΩΔ{µΔRåúΩ÷fiå•≠{îúkú≠9Ñúc{ÑúΔ÷cåúk•Ωkåú•µΩîµΔ≠ΩΔúΔfi{•Ωsåú嵌cÑú{úµk啵Δ÷å•ΩkÑúåîúcks{î≠BRcs{Ñ{µŒÑî≠ú•µkåΔ•µ÷î•ΔcsúΩΔfi•≠ΔîúµîúΩîúΔåîΔ÷÷fiîîúŒŒfiµµΔ••ΩîîµΩµ÷µ≠ΔåÑúcZsúî•{sÑsk{{kÑîÑúΩµΩsksÑ{ѵ•µ•î•åcÑ{BkåsÑúR{å{ÑsRcÑRcîZkú{ÑÑJR$
  28169.       tils 64,64
  28170.       tdta {
  28171.        tile $0000101F~j'÷∏∏újññÁºgû'wiöÙÛT™êúÔ˜äUƒ€ÑVáWΔÀÀiÏ«Èú 9#Ä—!!1⁄◊≤ƒ9ˆ“?∏I›»À€„=gûÀ>:@44R|‚K=P¿ùµ |›S÷éáîÙ≥ûØG&∏jì]œÒ
  28172. 7+opÛ†≠®Í~UôâΔ…ô6ññg≠WW=áqYp‚ÅKt|têùjz›°z¶º∂„îùùwá„‹C1r|XÚ?uao777DT8k1h∏∑√¿I¨Ø√À∂át≠ºëdCeú¶ôŒLT¬Ø¶ú°ä8ö‘´W6Tî÷‘¿èUh<§ve77ÇÇA˛*<Zè$ÏÙ|¬wÙTJ‘û‘TTëxyÈïtTôŸfl€8GpqÈï=À˛÷~‘·$R|µyC≈úÄmO—¢®d®0 CpkSÛIc|xBRÛ∂ê»≠áÛú"xØ'‰Pî¡Øö?ÿP>WT¬ét'iâúÕ∑K@/o7YeöYM!Sfi∏˘ïc∏˝ïÚäj·ñÁºÀx£fi$RWáÀtSUdÏ“˝8$iÜI~ü8>k›™ë÷8LpA—o@:!˙úüèXSú∏‚t>|›¬ûéûñüôÈ∑T$'÷TXè’ÏÔ̧≈…Û‚LBzpYÒÌÅù¥¥—Db+0›Â≤¥ãXáù’…’RWgÖéÅKt‰tôÂtP”ø§jG›∑ôj]ïô∏ú[“≈º‰≥é:A;n˛ Dn)
  28173. DªÈÂTx˛â~ÂŒkLC£îPTââèÎëjw–ΣãjxZΩCckÅFÈπøÉyfiÑ≠≠ÖvoÄåun
  28174. #DÄå®cÈRKWëΔƒ‹ããπ5pŒê»›U@jôxÂÎù…cqÚ°xC1qú|ãfi ∏Ê¥¬†Öâs©d]Õ¢à©∞Œ˘π££ü$îtèØ~iUÙèä_1ˬ谜?ÏÔTjºØôd.Yú.Z|∏∑÷tw’¿iL]fA#p|Ô˜ŸƒÏ.ôÈï'Jét6ªô•é¥úCìw´W%ò<vè‰Û'|zspȘjz|S%2wüt¡'jâã]1Yï1X@ÏCU1'Û¥»~¿≥∑Â¥»ΔjBXÔ£ôr}È%ã|Xj<#yúôï˝e혂Ùüx`§|1E@MÄ*,Y*& 1ïÚÈ”gVû±ÿÿ¬û´≤U"(pª?BWRïÈ∏C|蛌£kI4ÏçœÉc?|<rpYH#pdC/M)
  28175. ªÏÎ∑ÃÆ~ûõÀÀ≤¥√ÿi2@l*Ú<.X÷Ø£ôpLãπ…¥†wtjUcdZã?Ì)Fs∏%[)3qit?Mlb#
  28176. Òïä¨ØÁù∂∂ƺ≥ŒÙ≤¡x§
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  33510. ÇÑÑÑ
  33511.     
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  33513.     T    Å    î?ëë?    Ç
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  33515.     ÑÇnA
  33516. ó
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  34878.  
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  34881. 1
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  35001.     A    
  35002. Å
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  35004. &Å     hí         
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  35014.  
  35015. Ñ        >ÑA    ìÑ    A6?27?A    6    ÅAÑA        x         A    ~
  35016.     ÅX~    
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  35018. Å    A
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  35023. Å    ÅÅ>6
  35024.     A
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  35026. Å    >Ñ     QÅ
  35027.     X>        Å;%ÉÇ1    .AÇR>        >AÇÑÑÑ    ÑÇD
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  35035.     ÑÑÅ    Y    Ñ
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  35038.     NÉ?        .    3.A>    >    ÇAÑ         ÅAÄ n        
  35039.     2ÑA    Å    A0
  35040. >    ?$    ì?An    kÅÑ    
  35041. Ñ˛    [
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  35047. ÅAAÑn
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  35050. AÇ?    $.>Ak    6@@#>2#DzfÅ        Ñ    Å    > h     
  35051.     ÅA#"    ;?ó@AAÇAA
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  35054. 1        AÅA˛ˇ ÇA>A$
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  35089.     Å    Ñ    Åh
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  35101.         ÑA˛        ˛fA    ÑÑ    Ñ$ÇÉ    {    {kn    n{
  35102. ÑÅ[AÅ            AA>    ÑÑ    Ñ        >ÑÑÅÅÅ    é    ÑÑÑÅn
  35103. Å˛~    ÑAÑ    
  35104. AÅÇ î        ÇAÑ#6    ÇÇ    
  35105.      hÑ    [ë>
  35106. Ç        ÅTA    Ñ    
  35107. Ç        ÑÉÑ        n    Ç    hAn    
  35108.     ~    ˇ8
  35109. Ñ>.?     ÑAî.AÑ
  35110.         Ñkël>            Ñx        ì    $
  35111.        tile $00000796ˇÑZ
  35112. AÅÅÇÅ
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  35135. ~k    ~    Ñ~h    h
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  35148. x
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  35184.         ÑÅkÅk
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  35186.     kì˛    vÅ    
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  35197.     ÇA k˛Å~>Å    [Åä
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  35207.         ÑAÅ    ÖÑ
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  35211. ~Å        ÑÑ     n?Ñ>
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  35213. Ñ
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  35217.     ÅÑ;i        iÑi    ^x
  35218. ëÑÅ
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  35220. Ç    AÑÑkÅ    k    AÑ Å
  35221. CÉTÅ        Å~¸    h
  35222. Åh\    Ñ    Ñ
  35223. Å{
  35224. Ñ[h    ~    3ÉÑ~nx[ÅÅÑ^kÑ        ~    Ñ    ÑnÅ        kÑ
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  35232. Å    ÑQ~ÑkÑ~  Ñ    Å    Å
  35233. TkÑÑÅ
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  35235.     [~x    
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  35239.     Ñ    Ç    Ñ        ÑpÑ
  35240.  
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  35243. [ÅÅ
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  35246. [Å    ÑÑÅÑÑ    Ñ    
  35247. k?ÇÇ        
  35248.     k    
  35249. xÑ;h
  35250. Åi~kÑ~ ˛    I^Q    kÅÑÇ        Ñ    ÅQÅÅ^~[>    Xh
  35251.  Åw~
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  35253.     
  35254.     Åi˝    ~rÅh~ÅXÅÑÅ        ÑÑ    Å    ÑkAÅÑÅ    QxhÅ#Å>Ñ[[h~hhì    A    Å    Å    
  35255.     
  35256. AÇ        AÑ        Å    ÅÑÑ
  35257.     ÅhÅ    hk    khTÇnÑ^        Å    Ç    ó?    
  35258. 
  35259. ÅÅXAha
  35260. hh    ~k    ˛    LÅ            kAóA
  35261. ~^>    A[ÑÑk k^
  35262.  
  35263. ÅhhÑÑÑnÅÑÑÑ    Ñ[Ñ>ìk^Å
  35264. ?~ÅÅ>
  35265. Q~k$
  35266.        }
  35267.       DefM {
  35268.        tile 0
  35269.        seam 0
  35270.        cnth 1
  35271.        cntv 1
  35272.        flph 0
  35273.        flpv 0
  35274.        rotc 0
  35275.        intp 1
  35276.        invC 0
  35277.        }
  35278.       }
  35279.      }
  35280.     ROBJ {
  35281.      IDEN {
  35282.       REFN 2
  35283.       TIME "12:02:29 PM995176"
  35284.       }
  35285.      DATA {
  35286.       stor 0
  35287.       w 204
  35288.       h 213
  35289.       dpth 8
  35290.       ctab $00000400ˇˇˇ≠üZ≠ñw≠ñc≠åw≠ÉÄ¢üÄ¢üw¢üm¢ñÄ¢ñw¢ñm¢ñc¢ñZ¢åw¢åm¢åc¢åZ¢åR¢Ém¢Éc¢ÉZ¢ÉR¢zZöüàöüÄöüwöümöücöñëöñàöñÄöñwöñmöñcöñZöñRöåàöåÄöåwöåmöåcöåZöåRöÉÄöÉwöÉmöÉcöÉZöÉRöÉGözwözmözcözZözRözGörRëüwëñÄëñwëñmëñcëñZëåàëåÄëåwëåmëåcëåZëåRëåGëÉÄëÉwëÉmëÉcëÉZëÉRëÉGëzwëzmëzcëzZëzRëzGërcërZërRërGáñwáñmáñcáåwáåmáåcáåZáåRáÉÄáÉwáÉmáÉcáÉZáÉRáÉGázwázmázcázZázRázGárwármárcárZárRárGágRágG}åm}åc}åZ}Ém}Éc}ÉZ}ÉR}zw}zm}zc}zZ}zR}zG}rc}rZ}rR}rGtÉZtzctzZtzRtrRtgR$
  35291.       tils 64,64
  35292.       tdta {
  35293.        tile $00001003'KDJJRJKK!BK0(DRCDDe_/DKLKCLKK0KLD')0K/L*˛LELCLLCL))KDQ)/d˛K$CDKKD'R(JfBKKK/KDKJKKCC(CDKL*E]KLKJ˛KPDj0KJKCLCL/E//K)LK(yekkD'(J)KB!'BL(/dKqJJjLJLKQR!((KDK0.))j5)e0KLDdCLkCKJJDKKCL'P˛K\).KKdK/J(JKd()DKKiKK)(0JKKjJL6eDL6Kc'Ld)LDD6
  35294. C(L.Ldd/MKKkRd)R!C=*RkK'.LCLJL^JfKJK0(KLL(0D)KR˛KN0)CRKK^DLQLKLKS1/EL/6)K.JdRLL)deDJÄEKDL/RdJDL*K/JPL/J((L))&ÄKKk()*)DJKDK(E/DLJ˛KLe0KJKdKEKLE'/LR¸K5!k1LdJJKDK(DfK/(fJJ)KKLPQjLMRKfK<CEKd,EC(L)ELLKCÄLK>L˛KJD.KKD.LLKL)eLKKdJ)k
  35295. QKL/LQ()D/cK/kfL*"*RL(dK)R/K/'KKJ)KD/KLeK)/DKD=Sb)JJR0˛K~('KKLL/DC!C)BdRDKL/D/kKKJCLKDKReLe]K0)LKiKPQKK(.dlJd-KKcQ/JJ=QJ(/0DcCy(kL(6]DK)E>K5KJ)LKCLLKC=K)BEKLKRL]CKKDdKdjK)KdK!LDDQJdJJfJ(jB1e/BK!LDC*(ÑCKRK(QdJL(dKDD)Le*LL0DPdK5(SbRLCKDKdKQ'J.'Kk(0^R(iDQ(.JD)DKd0KJK)DKCKÅLKCKJCLLD^L)(CJJ˝K</RK0JKKB/leKRJD.J(KqKBeJL0//(kMKDRÑkQ.D)*)DLLK)]L()K.DJJeKCL˛KA)JcR]LKRDJDSJLCJ^Q/e^LJ'D0KLDLc*DD0d(iLd)ELC/ÖC(]DCJ(kK.JJ((l)EKd˛KQ˛K~dcD/R)M.dKKeL-KJiK)JRELdLKDMKD)DdK]Kc(DE-QK.fKEBLKK(Kd/*e0RKdd^L]eBC)dJKE0KE0d)DKKRDL/(KQR!KQK)lKLCLKKLCKKcKL)LQDJJKLKKBkKJ~)LJcdR/1I)(..f^LÄBKQÅ*IB0LLkBJEJJR-D.LQLKK)K)KcK0JKCK6/R.]jED6(KLKBK'/J)LEL(eBJ)DkS/LBCLkJK(r*jC)K/)DLJRKKR]DdK)C/e)LRdd*dDKQI1JJBDDKQLKEK<deKBe
  35296. )BJCj˛KZLQdk)C/ce6dDKdQL(K.(dR)CKMKcD^LK(DDK)eKdKKd0'eLEE^)D0SJDKCKÅLeKLJ''7J! /DC6DCQKd)=QrKCLeDK˛L,(Qfe'eBCd Je/(KK)CLkJ)KkLKKLS(K(/0!KcK)kd ^˛KdBKJJ/K/K.KDdKj(KK)QLc)BJKK)KJ)IÅlLJ((R^KLJLDDjC'4LBedcKe.)Le!rK.]_KkKdK/eKKeBC)LKJRdJQCBed(QL/K)Q0/0˛K~dK]'IELR)KLkDL*dMR/CkR/dK)K-LdRK)cdL0CDJCDdDcdkeD]KKCKJKqRL)Le(( dKLKKD(K+JKqEDdjS/KKQKLB() LkCKJ(jLEIQDeeCK]LJK(B.EjBKcJLLÄ#Lk/(CJLI-KPBMih]D.e6)KCKeRC.D/)Dd)KQ˛KbL0D0)qCLCKRPCKKBLeCdKLLl(kB(6(CejK.(.k/(I/KJdIDCdKK.KLKKCKSKkJekLK/CLe/DeC)dKL<dDÖKK'L(Ks/LdCL)JK˛Kˇ(    KLdeK&!KJe˝K~LD(JQKkLJKKDKRKCJKK.(BCKLKeJDSD(QRdEJr0.J'JK Ñ=KJe6KdDDKJ6DKjCBKkeLKC)/D/KELKjMKBKf(BKKJLKd'bK/ccL]Ej/K)SjQdkKC)M(/)DeK)dJ]KDDK(˛K^Lj(eB.KClKK(QJD*eDcJ/KB0DjeIDDj/jLDRjR('J/RLRKd)5JdKeIRDKJKKD/KK.LLkK/K'QKRKeKCL(RKeCL0DE.˛K]R(J//D/KLDc(.dJDKqjKDDK((KeJdDB\JKLL0KK(KL)KJQJK/!KDjy(C((ecjJdRÑM/0K'E/KCC/'0JKD(lJKMc*KK.RL˛D-/LKLDKJL/JRCLdCKLKLCKeRCE(edkCE1K/b/CLJCeBDdjD˝KEC]*JkKddKKr)KLDJKKd/KLDKEK.DDCIDKDKDjJ'CcB/kJd(6KQ)JD/eKCK(KdR.KC' RD˛K!KJK.KLDDLJe/CCL*'/CKRc'RK(DKc˛KkcRCJD/k//QLKj)0DKJ/KeDLBLdKDKY˛K)LK)KJJKKCJL'AKEd)LKLK.0EJeDJDSL eBdcKkKQQJ˚Kˇ.~D/C.CK/(.KJYJLKK/eDJERKCcKJKeDK((KLjjLjICDDMLEcLBB'RK/jKK.CDK/KR(0D/(RC)d.(QDdKLCk'(QLE6K(kI(D-K0BLJejÅb/eL.fD.<eJh/dk(C(-ePe/d cÑDd]LKD0DK)S˛L4EKLRkRLcKd(J/dQBc(/E/jeLLcRDKLLCJBjdK(KKBK*/J')/jLMK(˛/~EdD6dKrK/K)(jKLKKCD(KjDKRLK.'JDKLB'KlDdD]Jd-(KdK]cBQe/)KJKKBd0JLL'KKQ(L(1!cB/).K(KLKKJKB)D.L)kJLJK(*PeCeC(K)jdLRC'QKLjWR(Cd)˛Kj)D(KK)cBKDKCdOJBLVKKkKILd^/eL)KKJKDKK)Å/Cdedd/DJKC6kk/KCjKDcKjDcCE.D)KÅBqJDKJDCDDCEdLK/PKQjKLJLcKK(KMLeC5˛C~fLKL(J/j)QDKJ(JKKLLK.CLLJK*/LCcRDd)k/"DL.CID(JceELKK/L-DELD\D0K/kL(JjEdK'RK(/K./dKdJEKjLL)K/KEÖRCeLBLeeQK0/D>D!LRDEJJ'Jld_L/Je1B(J(C(/DQLKeBDED/LRKLLJKK/ddLCJK0/K'QR((JDkELJ0R('˛KdK]KKCk)˛K D(cDR!K/)(PID˛KlCKKdC.eLKKdDK.)KC''.(.Cd)(
  35297. KELRKK)KD)/(KLKK/BKD0KLdk/KL./dJLcKK(0(DKK(.KBLD(j.LR*LjeQQ/KJBdK0dJQKQCSJLj]*eK1K˛(XJK]D)KD(L(e"KKd/KKjdKÄL-CC5"9QLVD(KKJK0LEKBKdJLeeDC)KKkRLLQCKKCD/K/)(CJC(QLK'/Dd*RK<KdC0k˛K//jKKD05Dd*C0'JK)KKLKK(*.CKLe@00i)\KKERK)D'0QQk'˛KˇQ/LJeKKdejC.K)RKKLLM)-.LKkQ/K(˛KL(E(dDLQCQdKK]C˝K~d/'/CCdÄK(wKKD/cK/'LB.EJrC/RIR/dKe
  35298. Dk(Ld!eJkLQLK/JKeKc'DLKKl^dJ).LdKLKLl)1BbKÅDL(PCDLLK)jC)K/KDeKKJKK/C(.JE0.KK0K)C.KLK)K.DLL~LK.K)LczCDd-yLeKK*DLDl_CKcK/DJKQ0CB(0RJC/jKd0eKEDdeDKRKeKKbD/CDDK)!/CeC)C)ddK()K.'LC(k<pjKK0 JDQK(CDK(Dc/KKCKCP.KEj.CK)JBeKKzC~KDLcjKeBKQK(fdKK/SdL.BLJQQLJ(KRCL_k)KKc/KlKjDJdJKDDJ/cd(.BKJ/KRRJdLCQ/{)DEKJD(Q/QKJ/<eDrK/eK)DD(dKKDK(LQJJKKJK)KD(ClRZQKdLDjK)ˇJ~LdK/LLQdRDAdR]JL.)KIKCC]Kd) JQ0J<RÖ)JKLKKERJdeRLKceK]KDDRJDLDKR/RKE0LS'LKQ.D)MDdLLK(Ä/KDQPL=e)/KKI'KKL(/J/D^MKCJ0b)/L(KDDK)Jd'UL./RK(KKdÅDjdkD0BDfE^KÄM0D*Kv)5(ÅKj)/D))KCDKBLeELJ*KeKRDjJDKee(J*d.DKCKM/Ld/KJk')LR(0˛K2'cL/CdlDCQC)(KKLCKRkLK.LLEDDQKd^KJCDddDL/dDK/L.Ked(˛K~jE/DRD KLJDr.QKIBjCKKDdKK/)KJLcCKJL(JKKL)KdDQKe/)ClKjrCD-CKC]KR*!D(jLCJ'EBeKLeD_dlK'CL/JKL/0c'kdDdCD)^(keD)DK\)j.wKKB)KjKbGdkKBKkdKKcÄRKKl/KKee'(KeKq˝KEKKdKecLKDDLKKDLKLL˛K+/(DLJdLjD)KRV(KKDKL^dkBKDeDQ.D/1KDKKDCRKLDc$
  35299.        tile $00001011kK'KLKK'DKDDd'DK(KKDKe0J0˛K<Rk(JK.KcCKJ/0(CKdKSjJJLL*DJLCe'DD^J_/)JPJKQ-KdKJQ KCKeJKKQKDC˛(CDLLDK*LCLJKfKDCRP((LLC*K.(˛K^JC-KJLK!K-//DLKRKDK^KK'LCDd)dCCiK)(LK(K(LL*K0L)^CM)LL(JL^)cdL.L@K'*KKL^KKDJKCCeC0RKKL(QE/JKQ(L˛KTCKLKk LKfL(k/KMKd0LSfJKejcDjDkdL/ÅDRL)dLLJQKdCKCKL/=JDLKKLKLCKKRQ(./kJLDDK/0LKKkJ)LSJ˛K LRc/KÅCJcKL(jLdQLS-iBed.C)jKKdLK˝J~LC/CJQDQ!L/R(QK/KKCK(eLJRMCLL0DLD.L(KdKKRCKKEJKL(DedK/RQLCQDDKLDj0d(KeKLK0.K)DCJDRRjJKj.f(BQLDBLICrdLlR-eJBDKJLP]/*DL(D'L/LKJJRDDKcLKLKLBKLKS/KRKKJkQKC˛KLj'SJMKk*IdK/D(JCRKJKKjJCCe))d˛K~jEC'J)K.Kd5c)D0EL)DK>.L()._JLKdL/'JDJK)JKrlkCKLCJD/KK^LJLC!eKjLKJ'KRQDS/*CR))DdL(KS0CK*eLrkK)KeJeKMPjCjDjCEjlKJKKJeDDCJDKCK'(ˇD@(cCKKRDLKe/LkBFeKekLKKR/KLC^R/CdC*RQDC)CLDRKCCK!kCQKK'e/QKkJejL˛D~LK.CD'jCR)DbKQ/0jLQeKKdLÑLQjLd^/KL.jJKCJKDS)-lLK/kKBJ]KC/JKL()JdRL.c(Q(KCfLle_/LD/)eDddKDKSzLLCdcCKL).KKcKCLSKQKDD^dJKddLK/dDL"LJCKQJ/L*c.0K0^//)MLDCf/LKLJ/J/lrL(˛K~.d/RdJ)CJJrK/KCMED.'JdJJLL^KKLKdKDDL0r)/0/R!kjcCLML.KKCLKMeSLKL^DKDQJ0KL^jjK/6K6L)0cd3kLJdcKL)LKLLJR(JK)kJdb0/d!ÅPerLdJ)/(QJCD
  35300. )D0˛K~J(LRKe'RLKLKRcL'R')dKD)DRCLK/)JJK^k*KjSd0CSjc=*dLDCJ0JeDL'edCCdQLKcK0]RLKRD.LL)/(DcJKQSKKRMKR*Ä0)]LLCDKJJ))('dBL/LDL'LRd'DKd/^K0RBL=. KQ'C0jjSJKdCDjK(CRK)/KKLL(/D)kEKJ_J(C!/fJC˛KˇD=ED.KCLKJkK/(JkKLKC!)Lk)cJLLdlLJKLJJQ.KåJdeKK/dJ.'KL)*/DiDPLJ˛KeJ-.!dKcKj/CKJJ!dKQMCBJR/)KJEJKR˛K~LK()/RCkDKd(QJlEdÄKcQDC.JiLRLcKQC(KKeK(cDj'CdC(LKJ(JdKDCj.LD)KqKD(d0)(IQDDRL^K(LkL\VÅKjCLKd)cÅk/JKD((EL)0dLd(/(CCdRI(QKCeQ.LS$LKBkdCR]fR/DCRC/CdCK)J-QCcdKJdkd.K)'˛K^SKLKK]KjRK0jC(*CjKL)L/D/JK'Kk/{/MjQJJ!EKLLKÄKDDLCCeD);CCLK/LRrKQQ'LÄDQ0KR<(LcK(DKLCBÅDflLK(/CK˛L~KJ/RL0k-ckj)SCQKDkJ0dKKiKK/)K/CLK(DKJKLKCKEj*JdÅDQRJBDDJjB(eL/KCJ!LK)DKKQdLL0dKKRe!EDLK(L]dJ0KRKKRLC(JkJdCDKD*.D.dKJ.e/CD JK=K9LKDÖKKLS!eVCDK)Q^dKRlJK)J(KcK*JKLKQ/K'J(Kj/KK=LrKDCd)<kC/D˛KQK(LRKJLeKMKJRKkC\KK^JQ˛K~RjkKcqC(=K6KJ/kdjcELJfD(/cDK01KdKCvSSk/LlcM`D{KKRjDECLKKDkSDlRL/DC'J/)]dQL/CLQDKC]K*KJLEdL')DLKKD.KCK(/CJKkÅ/vLQKDKDLeQQ)CK!BK~-{]LRJjKRCReKdD0KKDKbL'kC(LQQd..QEKeeLKDbeE!JK^MjLLkÄ1ddKKdejeeEeJJ00KRJQKLLJ)de'/LQDCe=jKD)K(Q0jKJK0DKeDKkdkKKQeDKPeKlKKdLie/R8.0fDDK)]Ld^/BkCJKQdK=k0.J)DL0LRS(dScCDDKLl^LKjÄLceKcLD)Lz˛K~/LDKeKL.LDLeDke(!K./ECDKLKeDC(DKLJCK.CQÅkkCKPKLJcLk/feJKDK)/.c'QDKDDdJLR/JKKqK]KKdL'RK0(KCK/k LKJJSLJRMKDkQdQIKD0K\KC7^.CKqRPd5KDe0LDk)IJJDDdCKcQK/kKLdLdKLeDDKd/kJK)lKe(LRKeJ.KCE(LJJ/jK.QPkMedÖKCKkDJDJLDKKL˛KELCKDKCDPLkJjKRDJCkRBRKRLÄ-IKE/PdLjCDekdcSKVeL/qLeeCkkRK)J!Kd(DJKK(BCdD˝KU(DKlL.l).KMd)KLdCQjkDcRKkRD.Lk/ÅV LD.DKQKcKL/KDCKcKKdL.ccjj"JKK<JZkJdkCLKEKdJkj^0KÄLk˛Kˇk%CeKLRÄjjLdESLDKL!K!K(C)dLQKL/KKLJD)KJL˛K*dL0zDLD.KKkelSQK.ReKKL{K/kLR)KcLK'KD)DR(J0.˛K0)LdJD/QDjLKcKQLKJLQKdeKQ.KL JDeLLKQBKKRkD|cLd/^D˛KO)dfdeC/K01KQ.K((DDCLCKJ6I0d//RK^Q50Kj.ÅJfRC]KK(dQL//LKjk/K]/d.^D)dKJKCKdkKD!O]˛C~J(KJLdD!(KDcJKK1CCeKKJÄ(kIRjcKKSKjkEKJKKMlD_KJEI]kdKDJK)KKJLLKjQdK5DKQ6KBekKCDCRCJ)CJL*Q''jRKJ.)K<jLKkReKQDQIKKLLeQee_D'C(BRKK(~L)KkRkLJK|CKDB0RtdÄkDK/J0RkKDLQkEKk)LLkÅKKR/kQKLÄÅJ/dJ)eKDdkQJ-CCRDdKdDLJLKdKLKeVd.KLKk(BLCcPKKkkåQKQeKKR0KlkCLCRRK(QJeJRDKJCLs(LJ/L(BLJD.KLKKQDCDC'R)DQLkBKKDdKKJSMQKRKC1K!jKdkKLLC()C(jJCLkJj/DKKLK(KLCej]0CKKkLKKRd0_L)KRK.djJcIMkd/R)RQ(LJ)/LKe˛K~BLDJK)LDJ.KD(kLK'LJKj/Kk^eKLKRc{cRKReK0JKKd)kCC/K KdLLR)MR6Kd.Kc.JCK/CDJKc'*/CDyKdR]d!ICKd]ÄLRLdKKJKMLDKe*RQM L(!RK)\LCDklCkR)C~E/ECkC(DKKCLCdK(KKkdLB(K)ESLLr0DllÇIMd*RRLe)dKKLK(RRlCdeJQL(0DdKC]DKbK(kR-kKKB(0LDLEIK]^DRCqLBJ!LRDL6KqzRMMkD/de)DKKLjJ(JcKed/~Kd/.K(KcKe/KDKLJLK^QCCKLLJLK)CQddLKJjÑdC(BReqR]0)KdLieDdLkdLLjeM'KDlCLcKLDRCCDKC/eK.]DjkKKDcKL)CK)K/QKkDC!dCkC+QdDKdQ]LL1'k(.J~dKQKJDKK'CKdCLK.JKJ/LkLK-EK)C/DeKUK/L0CLKM!(LC)_reSe6j'(KkCR(.DKCDJJDK5ILLJJLeK.SKK/(.CKjL0KR((KJCc]KB0)R-LKEJ(Å)DLKM(.KkkDKK"ejL/KBK/K/KLKLKKBK(.KJDKK=KcEJ(+^/J˛K0]KLCkKjL0L)0Ce(kÄk0Qq6c/)KLKJeBKCL(L!IK*LD/KKLKLe˛K LBK((DLLJLDC˛KbMQdQKLd(JRQL*JcELPLDik)Ke(K/..(kdCC1)K)k.KK(Kc)dC/ejkCD)BKKkKRkCd^cLJJkJLLEC/^QKQ)kkBCSLK(D0J*DDkJ˛K~cJKKJK^Kd/)(KIDLB*JRÑEÅDCMDC(JKqRQRBL (CJlRI*^-KICLkdD0DK0I(Ckcyj/LQjLBBRjKRBLKJLKDdCdJ/LKLRJCL0KeQ(LKkedDQKPkKDKCK/dJ(*DcD~(de/eReKJC(/DLRKK)KK(LKQ-]LdKMRe KdLKdKkLLCL/L)DJDK(k)]EdQKR/(KDQDD/)KDBd((d/Lk(cJ(KKdcV/KKCkK./DjCÄJD(J0Ld)0D(0RRkk)eLK.kKKB)4*KJ..DKLD(JKLC/kc/KK.KLlLC CzPJBKD Me]KkLdKeMSD/'Se/D$
  35301.        tile $00001018ˇK~pdÅ)J..(bÅRK^dcKD/KKJ/e/Rdf(K/BLB0I/Cd/fECReLDc)JKdeRCCeLKLe)JKiÅR'K)*qEKDR)/ÑdK(K(DR.jdC.d0crR d))erÄCRC0'l/'KLKLK(j LÄ'LKK~KCC)'K/.jK/QSKKJK/<.(BkLBRC)d//()I(()KEEDbM)eDJeDjB'(Ik.K(K/B(KKbKJK^KKQKÅK/(K(d(KR(RKdK.CReL'JC q(QqBk)JCL0)e0åd))Cq)l0'RdDd~R'LCdneKQC.*K)dLeBdRBLL2KB(.je]K(KKLC*L/QÄJe'K)LKd'CQq)KRKJKK KdDdq0.C./Kc/.J.(M().IdJC/!0 KkC.L/KECKQJD q*BLzK'KcReRd/ddR)D/j/ EKÖjÑK0<KRJ*.(KJKKCDKQ)fDKBjdEK(.˛K~JDK)KIe/KzÄ'fD)c)]JRd')DiKD/dL(/ÅJBJK/QKK(KJrK)EC0Cd*)LKK/Ck0//DKJ*eKJLd'KIk/dQIj(e'KQ)KCDkdK7KDSSd)JSKec(DÑK/K(J/)0*JKZKf^')~/CfD0cd'!LIÄCÄ*CK(JK'LK.K)(JKKcLLDdL/(C Qd(.eJDLJfRd)(dKECDDKjJ)dCKd5=K)jKK.RL /KKd/K0cdBLJJL'K\LCiK(QP/7KL/zK/K0JdJB(j kL/*DBRcCDRK.DdBKDDKLkCJ)').eE!j"'0D0j'd)/J')KLDLS)DKKL((6K/.L)0KCL(KlIR˛/~JLKde'(cJCCDRDLJK)RkdKJ/Q'Dr'*lKf(()JCKDKJ)0(/KKB]K-CK)(j&S(]jd0KKBd'kKRikBK=JK0JCd0C/QLRCJA)ceCKK)/jDCR/LD(LKDKdd/d>)c'()0B(~/RKD].CB/JK]fCdK)eDKDdLKJJR.ÖDCl-IS]..0/Ld(kKDc)LID(.(deKBdJJq)JIKQMck(eLqQCc)C)RK_BÄK0DJK(dJ0LDdDLJLK/e/K'J/=kÄkCeRKCDKCJd~RQ0eJdQnLK'KK.Ld0JJKJ(LCebDKKk(CK^KD CKCJKKiC.(CKiCJ]QKkKKK(KRK.ÄkeC(LKBJ'R)KdrCJ'(dJjIL!DjK.JLLKCKLek)ddDKKL((JK/'K.RD^J'CUdBEkJd(0DR)QKjDCJL/KcKKKDLdDQLPebk.dJddCRD/./)kB*cKe)KdKEP/LJJ0jLK')K(ÖhSK(cJKk(e'LQR˛DDJCK)/!/b(DLDCdDdK(LJCK.DeC0fKCfLL0JD-/CCdDq/JKLLDQ/jkQJk)cD( K/C0MJ<˛K~kQJ)dKL!KCK(KJJ'0/LrD(0QKeRDDle/RCdC-JcJ)(D-DKKPCCLjDJK!eKKiJK^dKddJ)/dL'(KLfKLeKjeDdl0eK*QB0L0dCCcL/LKejDDej!DdKdK/L(jRKKBL~'A!KDeEdRK)k((*)*KKf IPKRcJD(Ck=K0CRJR.e/)/]DL(L/yCd KKLBd/KR/JCLeDCK)LdL)kJ DKQkMJQCKR.JIJL/QLdJKJDkej-(-D'JRddk)JdDRL/.CKBK~DL(D0RL.kR/jK-Kd(LeeK0KDJQQkeJKQ!C]C=Kd(dcDeDRJL)/CKK.K(*d*KKeLJd()PRLkdkeLK/]CoKJdK/0DeCKL/K0K/L)KD0KKlj-LPJJDKCfJL*BDK!=C'j0/QCC0(Lr/zKdLE0eD˛K~idJjQCK0eD.cR]00jKcd(K!QKKPcBDKC./('CD'KJde.0ejd00DD*K)C0Le')JjMK^Kq!CLLfJCj*(!JReDd/BQKJLDdDCJQÄ(BDL.LD(eLRLKLKkCCn.dDL.DL-'.'K(K@DcL'])eJKJd((KL/KL))KDedeKQId(dBL'((.˛K~R(dd(''DLD(LjeKK kC@cQqC0.CJ_k)k<(J.0.oKKB.BRkjSKKDj/dc)kK<K.QDk))/0j0E)KP/LLeKkKJDAK(QKÅCkQCKJ'=eKBDJeeKd0C)JQSd'0dfCJ.'Dd0cK)]DeÖCEE/dJkK0(KkL(KdQd.>'JCÖC˛KTÅL(d.dKDRK]K(('KK(cKd D=JKj(KRJLjjMdDJJKf))e)D(KCdQÄJ@D)fK)eCDMCJ(cCÄDqKLKK /PCDK.˛K˛D~JDkKjBJ1'cLL/dd(>CK^0K(RDLe-cqdCSo='K&C(MCQK(L=.RCDD(jQLdJdRCDKeJKC)eKJJkD^LC.Kk.BB6KRKK_Kd(DsRD=Ke)/qLd(qR(\IKRK/(qLcCdC=lDdKjBKD.dK.jK]CeDCKd)KL_/kDD/Q (=JLB'KRDLd0KR'Q
  35302. De)dR^&))CMKLL(LCLDR˛))/'0<K/LEejD(K(.(qc>JKCjeCidK)-QlJC)CEeclJ˛K~(e)J/MLKBC0CQI<lr/kSÑ^0L)PKJCLÄKkJ&kJ/Dc0dK/K(CJKR>Jd('jC K(dRDCKceLk)K/K<.Rj(kK.KQQLCD)KDeiRkkI{Se)L_cDJjK-MÅJDdc/kQ(KDDII&K(C~KL(cD/B*dRK"dCJ6Jk(LQ]/LCjJKDQk/DcCDSK^)/DRD!/CreeBRKH((]L.CkJe))j(!d(BdlJdpB()KJKM*/|JDL jdLRQKkKIC.CJQ)(iQDJJQ]JBIlQ'QCKE~'LeMJ'dDeBCJ/CeQeRD/K]d)L!D.)E/ekCJQBrKie/dDKSJCCQR&/C0QKQd-/ÄK(JqLkBD)JBÄcBALeDDÖKD.KRkR0{jL)DrLDkDJJjlC^J*KL/JK.DPKDkLdD Lc/DeLCzPCLDJ/ÄFDe!kDDd (KKL˛K~kLLeRKLJL(DLK)K/K.D=dIÄQIK(LBJ(BJ.C,K&^KLdSEClMdJqQlKdiC6#DV/fkk/]DE eKJR(@eRJRlK*_.eKc"I)LLDRRLjBCKDLDdDI!Dk/QDK)0CKdCJ/DLKQ d0K/RCS/kKLKQDJKbLLC7CKLDdJD]eJ/˛D~'L)CLKM/D)cjCqJK<DjLkQDckKEJd)R/RÄe /KcCR/D(LLc)j)CII^KkCKlRRM\R CDyz)!B.KR(kLQ
  35303. QRJ1/J)eKK KkjE0SdBJjjEV)D=LJ/KUDJdK"KLI'l(L'D~J.DfL(JeIkLJLJK^jDS/K0S0JCdD)KR'CC _(LfELECl!.eK/KdDR(LÄ./RLKCLceQC_K)jLdDLKJeDeLQ(/LRDKKDI)dkMKe/DkJKkJCRe)KeJdJ    C/CCLCdDCdK~dDKD*FJ//)K0CkLÄCKKjKl0LLBBKd((eKI/=/" KJÖdDLJJL(J)(\B'kC()DAL^QKD)(KeJ)L'CeLeRCKJSkkQdEd_KFdKK ÄKfQLC^Q00dLCR#KSJL((KKjKDDK~@'/LL(!7KCKdL"@KJ]E(Åj]K))J.KRcLdLKQKcJ' j0JlB)*)CLD)L/B/iKKERKB/icDfL/K'(e5D0CKLLcECLMKKRKdJKK!fC00J/k<K.CjLC/').lKL_eqQIkdR/we(L(L *(LDJ='-Jdk(KQCCKc0&JF
  35304. RJ)Qd/D0*KjeMlc/KeJk/jLKQKCL(CK)(V=LS!CKKBf.LK( KK/(&/cKLC5)dJd)kj?kjK]fÄKS3)jCcÄL!bKELK'K˛DirLKCB>&QLDD(DQ/e(L)KKkQ//KKRQKLJLeLjDj/C]/]!)(JE)Dc'iLCL BLKI(eR/JCCJA(IKJ/-LRlB^IeLCDD^ejEÖj(DR(0/LjPKDd˛C~]cBCJD)KÖQK*(jkS )L0LLKK.((EDK)DKcRDJJKK(QMKkcld/Cd//J]ecdLDJKe/L*B(JdL^JKJC(f/jjMS(Kc'KKdLDC/KDKDD/LC/SCkKQS]^Je/J=)lKKDRCL~K](*(JC))DDREK(j/ML/D0CDDPKe'K)CQ/edDe DD)Q0SjLDkEQÄCcKcdEJKbKK'f0DKRC*DMjK)EQRD.L*K\J(CC)MQ(-J@JLK K *cE0CeD/cLkeLdLS//DK)`J)KMKQCKJ^d.Jk(!eLQ-Qq0(^kCKJDL\DJ-CLKKLK0;CKe/CK/d;JKRJ0'.?CK"J)DdM!'fEC)kLQe)CQkSKLd0'L')
  35305. /0)˛DDMJdKDJK6|0e*kjdÄLK*]LfKJ(f)DLQJ/CCRKDL/JLc)DK CMRKCKRj KL6LD)LJ{0$
  35306.        tile $00000303~KLk'LBKL'LJKc)KrLL)LKLKDCDS(d.BLCD(B0ejLfjLCLL0KQd'dJ>JK))(CKM'RLCLKLLeDKDL)KCjCLL'0./K/JJLJJLK/Ji'LV'LCB)KCkKC/)DLCL0e(KqÖLˇE0C/(R( (JLK((DJKlC(SCck0Cll/R)K0l.fdDdCS-KJkCL(JQD˝L:.KCSL0S//dLR)dlL)Cj.(K' L}KKJ*CÄ/KjB)(lC*)(CDLSDCQKCL]5Jk]K˛D~(ÑK)C)'DiIKKBL)/LKLL/BKZLfCJCJJLDE7L0(CcJ)KLJLkC/Ql)LDBjQdKLÑ(KS/qLKd)CDE)(JL)*)]lIS(d)l/d])QL*KECK0JJ(/LKdKSKLdC/KLKIKLCIKB~01QSL'f.CKKCdCKLRCKc/fLBK'dKfK/0)LCBk.CK iÄLKLBKQkKDCL/))DSPc/C0KLQ*EJLKR*LB')KfLJdIek)0DQd)E)lL*dMD/fQKLJcjC)kPddBdKJKJ)eÅQf(BJ(L^L.DRDLKIeE!)LLBKLDQ)(dfdCKCKLCSLdKdE˛K~dcc*JD)BCeeKdCBBkKB^LKBLQDDddC*KEdCJKLPL))d
  35307. jDB.kd
  35308. KKIJd.DCKfLK/DKDJeCkKC(Q!JCLLCKQJDCLD/CK "jdKBJKB^LQ'.(eRKDD0LQ(Q]J)(ÄDee/R4LDeFKKDR6DLKdLDdleLK)0EKKRQDKdRR/B(dDKJJ/R/0LK6R0KK)C!De!LDlK))K(CK'JkJ'DkQ0ÄL^Ld˛Kˇd˛KdEDJ0LRR$
  35309.        tile $00001012~BKKDRD/CCjDAKkKK/DDJLKDd'J/Q/7dB.cJ/K/RKc/lLzeKQLJCJBJ*jD/K(ccRLRKJPdJ0KCcLCKCj!dcKR(KQj(JciKfLC()J(LCe0LD5QKLC)/QDDCDPCKDJjJdJD.CJCK/AK)QLKDKLeRdS(kKRQC/KBCKC(/KDKRK
  35310. KjL)kB'=LDBCdDJKKDIKKCKddKd(kKKDKKD˛KˇLˇdcBJQDK7DC(KCJkL6Lr.J/k\/jLCC/JKi=/-cKJ(JL.KdK(/]eKKD//JK/LLK/RK!EKLCDKc.KrLDjQ/KCJKdKCL6L/dK'l/jkL'dJ˛K' KDR/DDR0.CL/DRLK/JCKL)KLÄKKC)/KjKKiDj^K˛(~K!jKKcD(hDA]/K'K'EÖlKC(Kk0RDK(KKeLCCKCeeKJKCQ]QDEdD0E/KLLDDKkDKK{cjj/KkJlCkJJVL(''KJQ))LC!(DKLkRKKRKJKLQLDLKdÄL]JKKC0jDDRQCLcKXKDRLdJRCK<D !LqKJLDDJydKCJK)Ie('KkDKDD.CBCDdKKLKJcd(C((K)JLK{CDK(K(CBCBDJDBKDJJ/)LKk.CLJ˝KILC˝Kˇ)~KCeKKz/)1KDLdccJKQjIdK.q)ÅceDjkjdCjKDDLK C]]LC/)C)dK/C0]0KddJL/eELKKe!CcJdL)kåP)ÅJKKJ)C.DK(P**/k/KK(Jep^L5K0)jSR/KKLjDD0KKQdR~KC0QkkJCd/K(/J'CKc(I(D(KcM(RKC/KkLCCkCcKyKR.(KKqK'KzL/DJJd0KQCLJC0eMjd(LKJeLK.CKKEÄ^dkJKDQKjcIKDCK1KL{'KCDDCkÄ(JLcKCLle.DdKKLCD CzeK(^D'KQDK˛/VMDK/RR Ä/KBKD)kJL/CJK_JC.CK'RK\DCRIJKKkCQ(eK(QR0dzKdK0KLLKKR/C()CÄK\KKDdr)LKKddK)kBP(˛K&CR//'Q/LL.jL'LLKReL*.C/BCDf/)0ekKKQDkKq˛K:)/'//KJ(LcLekKQB=kJK.0/JPLC))K./J/().DKKDeEEKKDkKDLKJ(LkKJD˝K~J)/C.ePqJ*CdCKBCKL(djLKBCrKd5(d0(/cDK/RKKQRQeR^0KJDbKL/)BCdJÄP'DKBKJJDDCilc(60^CC'K(CD/K'LqcC.*L\KLdK.ekDDd0RLK/dKK.KJBRdc/K)hKE(KCDJDIkKKJKJ..BCkLk]LJLDRK!JRLC;JkCdCKDAJKd(RJKKceQ(C)KQCD.jKCCKDKdLKCjrK'dK(@CKJLKecJ0J.LDL/K'C(jQ/KQ˛KÄDc^Ä00CCLJKir'IDKQ0K(d'C˛D~KJ(kKIceDdJ/KJcq/(!.6/J0ÄLj(cELJJeJQ/eQCkdidK0KdCKKLKK)LKRKRkdKCDKJkLeEcr('KC)kLKKcBCKJQCJJCKdLIQeD0keKK)KJÄ* lMQdLbKLJKQRKjrQˇKDe//DCD/˝K~!KD)dCKKL)Ld/)CJZJDKK/QRdcC*LLE(B'KJdKJ*DdK/KcKDeQKKLKdCKKiKBDK/KKCCKkDJDJcCLLK//(eJLK0LLdKL.EkRlÄUK(CeDLKdLKQCK^KLLKD'eKKL/J(eY'/CIQdDJKKd.CRPLDK)CkkLCDKCKdCLLKKLDCLICkQR)j)LKJjDLR.BHCCJC-e/'KÄJdeK'KLQLK'dKqjK)0ÄjKJLj˝KdCLkKKJKLKbKJLDdCDKJLKkJl˛KdSRj)KK=^.K-c KJQRCKD)J)R0˛KA.KLQKcdQLKkC.djCKÄKdKldDC)D..DkLd/JK.0R(e(BJ(RQcÅK)Lj/^KKCKRDCK/KL˛K~LQdKLdRCJ]dKL/Q+KCCJDDjKKCKddc_DKeC K)J(dej)c'CR.<KQQ(fKC)ReDDLcDKDKLdCdkDDKcDKL)eKER/Ce'.j)kj)dc)RBIBCKKDdCCK)RiLLR)L/JKJeL/KDˇC~DPD/K/kLKJE )KfLKL.JdK)ÅKCcCD/K)eeJ-^dK(.C\/L)(ECK)CJ/CD/CkKCKJL)KLed)JU)eKdKKLdJLDdKDCCe/LK/cjCDKLzKdJdDcLKCK0)(BRJ/KDcKEÄDCKK~K.LK'KkBRJ]*D(KJ.ecJ()LIcDLBCJ1)eICKEB)^KJdDKkD(LCcK )JQ)C0'K0DJ.KcDcj^KcCdKBelCjKJdKkMKK(cf(CKQBCBdJ)(JDL'//)KKeC@fKL)DdDK)Dd^~LKcJKKjCdjJCBJDLcKLdK!CLfcÄKf/Ce((j/LDL*CKRÅK/K./k)KD/JJzJÅLkdKKdDDKCc.dÄDKBSCz!D(Ö*cQKKc*KdLJQKKLCddKLeLKJKDCACjeKLLJDKJJKCK~De(d.djd'0/PJ)dzcKdK(R) DRkBRBj))KED)LJKKCDPJdd/)EKeJQ5CD)dRKSSKKEÄjR(RDjJL(eRKEEKj}LRK?KeLKKLÄKDCdjCLEL(QQCDkDLLdCde)ALREQ0c~RlLcD'DJKKDDJkR"KKeLdKdCCDdrKKd^KdCK<CC"BLKK/=RKlDJCKKAKK)LckLdMJRkKK/KdDJKKCdkcCKKÄKJj)DL(flkJiJ))'CEJ/CLDKB.KLC/K0DC'KAjâ0dlckKKqE˛e7cK0fJdKÅ'CKKdJLekQkLddCj\JKK<!D(dj((CLB(K ddKK)cjJcLKfiK˛L~dQÄ(dKCE'RjllEKQKJBc)eKjcDjc/)<iekR/k)BLDq1,J(DDeCKJL/(dcfcf)ÄcÄQCD<J)lLdQÅdÅdâKjEjDDKCdK-CBQedJK//DjJLKL.KLEd)CKK(JLd)kfJÄS0ceKR}L/kcRCedILj?))˛d~*^JCKBMLcKzJLDq^d'\^J(lCLLQ).DKDfCjDLKCeDeCKeEdLK^RKLL^/elCLBCKKdckcK/IE(K/f^eRKD'^DD/LDCKkeKdKBCKR*Jj*DÄWeDcKll(LeKe{LdcfCDJz~qKCJdee'D(CjP.KzRd)cCDfDED/D
  35311. KKDRRKejWKLD^ekeSdDCjKJ^EDJLJeJ)ÄdDe0kÄKeDk^QCDKLC!CJJQkJKzBtl].eK!)A/JMR*ddLKLle.KdLKjKLDEJeeJˇ.$jCCBKKL/DkCKdCRdjKKCdDLEK.LK-KL)KLÑ)L˛D~KLk+ãSKLLDezDKlL*KLjDDKj zekKKc0C/J)jdxR\KLJCjLCKCÉL.DJLKC1cKMLQLLCeDÄkÄKLLKKkÄDee'DK(KA/djeÄL^cjLdLKIIK(CJ]lK*QLjLK|.//kLKcDlKfeKi_llIkCKãÄLKJLdLddJKcfRKÄJdilJkJKeK.Kd&CKkEjClR&cHCJRJ))L))DD)lkkRd0KcKDDcc(dLLSKQ<ÅkLJkK/ÄDLÖdUfzrB˛KJKELk˛D~dC^D)KJKDE(F^PLqKKkDCKjÄDJeLKCkJKSJdeLK)eQ*JQ^AKLk)DLd/|ddQDek/)e^eCe-KLE(EÄKÄQkK]dDjDLJKLjJe)cKÑK!j.ÅKfpLdecM(-Ä)B]CBJKCD(IK~!KJcJQJkK,CDdIQDCddÑLKRD(Å{eQLjdÄrddDLdledBLLJECIJD Dl/j KjQ)!Kkfj(dMkKM\.kâeKJKDÅLdKKjCcLccReLKdfJá^'kf(R.k^L!eeE^KDJ(LKDCkL~KjedCCcD(kKIÄÄ.KJd)K0DKdCeEjEeedJf|dDEL(kBKÜKyjceD]eKjdKB(KDLCD/^KCRMlKDrLkBDeKcd*KBKLÅk/'eKkLkRcÄ^CK.dcBkJdÖemDLÖ^jLkKKQD0c\~k*+EjJde>JBL/KDcKDRlcjcelÅ.âE)KÄDKKD e1LE^K(kKdJÖLk)e'dMcf)K\(k kQKCkJD)L0JyCE/lDPljk0kWkDlDÑ)cKSÖDfJp1dB)QeDLkjekd(CK(kK*)kwkQJLcKdd(J-É)JdWKL)}ãkK{eefEkzDdkc0"eKKCeJ1MÄLd/~BKLE(EÄLedJIC)DLke^< CÉEDKjeL'LJeClz0zeKKDKKDL\Dd{BKLCÅK/kKKcLj1/RD C˛K~E]KDKljk(e"CLQdBqQ^DkKRLÄK?ckcQKL(ÄQkL^K(KKDDeQ)KDk\KK (K<QKRKK)KRdeLJ/RRkKB)K')RCMLeM)C/jRLdkLKD.L0kLCkLL\LQpMfSjmkÄBJDJm0CKDeeKdkjJDkCJEeeDJQR'$
  35312.        tile $00001016ˇL~J)KLJ`DJKK0BER*LKKlQLdU/>R"J'eJU+d(LKK0JÄRcLK D)KKeDdK(.eDeKd^dL/JK0K(KKIlD/LJDKkkKLDKkd(/(/CKM(KDRLKcKLM(QJ)J<BJ(ejRD^/LcwK/K)DK.K(RELK(0eDdK(KK<LCCKeK LBBKJK]CKRCeKSDLkQdkCDJcSLCJQd'C(*.0K)>6j(LwLjDB0jJQcBjd)BKB]i1LLEeLKrd1Q]E)RCRKKIKLJCc˛K~'Jd*DC'*LkIReKLKK)/KC)LEKJ1J/)C0K.)0kSKcRQldCPlL)LKQ'C(cJRJKY)LKRdd(D<)dKjJKD_KLLKQDRB.LCKJ/d//D(L00c*^Q/S('KLcdK((c(kL'!BLKL~!^(LCÅCKIRzRDkdR'RCD(E(LKFK/J/SKLLK)CLJl')*eKc(R/ceKRBkL/KLSDS(LC]ÅC0K/DK'.ÅJLDMÄQSQJyLJcDD(KKCKrKDkKKJeRQLjcSCJRK0E^LLKLRJ~Ld#ddSLdkkjDCKLDS'/CD!jLkekDBJECC(cLPKLl#kCLJdKRKdJ)jRJKd))ekKRK(ÖDQ)0l*CeKKLJKLKL(ekKIQKEKCL(/.BK(KKQijL/DKEcd)Cd(Led0dKLEKL)LQ/kK/f^>lDJ{QC/D)Dk*PDK(LKMKK.MC*BLKLLFCd(0llDLKBCJLcKd/LD/MMdKLCdJL>(/CKdJKJK.DDJL˛K~Då(KJeJ)kLJejC3dQKC/L_Q)>eLKLKLjWC0KjDM)QDR(.KK)dCj*K(KKDDqCf(kK30(LKKjEdK)(K/L)MJK'LR(KMKJ.EiQK'L)K(]J(DJKK)L/)JcjLddD/DDÑCe~]K((_K*dj/JLKKLDJj]dLq)LKKqedCfDK kkKKCIEkjÖKSJLS(CLcJLDKJ(K`)ElLKJQpDKDcjMKKDKKJKlJK(/kJBK.)dC0SLLKDJE//LDL.PddkKSfk0R*)'KKJeEKJCKCL/jj2J)L/L(djcjEiKKLKIKD/BKKL6dDkA(kLjL0k/KLDRdKj/CLdRK>RfR/Ldb(˛K@DjeiBdPL/jkKeLKRLRKKkQJLJL)kdfC/d.PJLJÄKk    L)DpdkLLJELyQ^KDbKcC=Kb˛K
  35313. RlJÄDK'R)Jd˛LˇKELK0kLeeLCJk)CR.RKdJd)ÑKD0JD.dKJ.e/KKCC!ELKLrRbcq!KRCjLRKDDEQJDJRf*KD˛kˇd~CBEKRKKFKq(/CKrDDJC)<ÖC(K.QK)/(KLRJj)/dDMRJcK/C04LM^KjK6KCÅDLdBCBKe/)K)DSLdq`E(5c(D/1.jKCwSS/JLlBF/KJKKDLjBDKLe/iRd(Lck(/LLHkKdLKS5PJLL( CKd0CKLDJRDJLJeK.JdBc˝K~lK/KJBKLe/J(KRL*1)KK)dJd/KL JLjBIke.ddc"Cd)0E)^RKDD(ldJejKj/LQ/eC/JKRMÄTLKJKR*R^*iQKLRL)S/CdQ.MLQ1J/diKLC).KcKDKLdKL^LLjkLdD'ˇ(~LKjQjKSRSLd/KBLKRRLCC0KkeKRCMKdc)KK5LLCcjQK^)(!SF(!dKkdJ/(eKCJKCQ(SQKR(DekPKlKDK)JJMLKK/J!SÖKk'Qr KEE).Jd1L0KR(LÄjJD.KjLKcDKJcÑKjJLDJ/dKKL)d˝L~JLR<CLKE(qj/LLeKJELcL)'!R/Q'/L0'kKIlMKd'JILIkrL/IfRKelJLJCER)J(CdC0K!LP(P.Rd<.E)
  35314. M'JF'CLR{kCLKkD-edd.)D(ELLeRdk/L*DDJDKfJEKJRLL?jK*K/JFKlLLJ/L)QL/kC)kÖeS/'SRzK./eJ/DcKbLRLQK)0ÑL&KKc]kIT)0KJL(IJK~.eRDMC)LLc#EQ6/6.M!cJR*SKC
  35315. LQ/L(']QCQKLfLlLCJ/jjk/)PRRBdk(L.LJLRJLB(RL.PM0L/66KESkKCLd)'JcKL.DfCKR/=KCL.dfjPKQC.//K)ÅLQ)PJK(JS(~eEBLLlrTyLLkkdEKLLD)'.LDLDBK'RKQdDJcKBU0JkK(jded/Å,/B]LDJeLÄRlKDjTCJC(RejLDeD/*7K c!RKJDcKKQj^kLLRR/dD>eDle<KELK/KK
  35316. KJjL/KlCM~k)R )I(0/(DL7L&dDLj'B//RDCQDE)M)Kcde*CjÄ%k.'(JRCLD)dDeDLE)/JLeKLK0DLSkEKiLKdÅLRDKKL6ML'DjjPDI(K)k)K/dJ/JCkK/dLKD/KLKfJDBKDCLL~
  35317. .SJ.MÑÅBc/QLLS)L0Q!!dPdLLKdDÅ'KQjD)JLD)LecKJBQKDK<kClKKAdL/6QBRleLK/e6KÅK5lrMEKL.rE^QdL;LK'L/eS)kR2QLKR"/.K)K
  35318. ~DK/C!dLk6LB1kD`L(KÑ(IfLl1NK)jfJRCJK//!eeQJ(]JLDKLLcJLkJLKÑKRjJKL(B0CRL/Le)KlkR CLlL/CdRKlClLL.0SKj)L6D/LL/SkcCBc˛K~Lc/CKMUCJPL)LVdKB')KK JÄP dJkMDCk&CKHKS0/P.f/LLBOLC/D)KJK'SKKdC'KK/KlcKDkKr>cBLjLJCLQLCeKT/("crÅk0]BDDQMCrLJR.=JKr6*QDjKdKKejRK~KLkjKECC(eDÑLQ|jdDjKLfErkKLc(fDJ)RQC.LRRWDCW6L*dCkkDJ/
  35319. .CKJ/KC'0JDDlediKdVJe/jJP.fqluMRJKCbKJÑklKP0LkQ(KV.+K"DK/eD0KLMdQ)dJ(~CdDjK'Dk)kLEKDdIDqdjR(CLdÄIRj/IRLdL/S^LKjeKdeH)lCMl^KBMd/CP'Lc0KCKKJKLK)/LCCR(^LKV(efDKRA/kI(KQBjkKj.KICVKL/JLK/JcLKfkQ)dI(GL /kJdQelSKLKKC)eLC_K K#j/JJSK)dÅdJ(R((ylKLDR(L)/KDMWCk1JIkKDQ/.KRJC.Cc˛L~KCQLeyV.kMEdjDkR>0MRDjkL7LÄQ(d*KR0LC//ekcKDD^RkD*j"E(CK)c/KJj/LKkdbdR^K-JDkeKe.dL!)/ÇeÑDQKyL).Q*4r.W
  35320. KQlq(JB/KDc)KKd(d0kcOdRIJQCd(1jJeDBLkK6DRLd/LJKKCLLfKV˛K~eLL^/dKS/(k)kKjlBKcRjC1//C'jKck.DERcRBKeqLD/
  35321. dKK/0/jd/i"(l(dKRRDRkR(0RL1'JkK^KLR.J/JJ*I=qDKee*RKj/.dKJKdLL6/)Ñ0c /CdKcJSd~LdLR0kE-T./LKki)ed&Cd/elD)eKCQQRPjc7LI.!JLP/-Rr
  35322. MEddM'J/KK/LM/L(ÖDQJ/.0+KKCMLJ)j)DcCdDR/S)k(ÄdDJKkjKKLRE]RJLkLi.lIDKRK(/L)~lKd)KWd../QKRJ**JKj("iQKLCJKdKDJJJKcL6JK0CIIdDKJKÅeCd)e/WACDÅK r0)6kKKLdRC))LWD\edLlKdjCKCQ)]eRC.CKlDC0qBkCJJPJ)QdK(KRSQ)Le~QqM]kj.)cj7!JS]lD^C/kKQ ck-eCD)LekLQd0DCJKM(('CQ*e%AkK!KD(LMJK9KdLdJKKNWLKLLRDL<.jDKK/ÄQ<(KCeL(LKj66)Qk-LCJKoMFVDKd/CDL(DkRRJ<kK/j.MDÅ).JWKF(Kk<(<Cje/)&k.C)dDq<L..)L.y'/))L(L'(R*)/jkÖ/R]K˛D~BR)QW(SKCMSK"kQK\.jBJKKCe(lReIPjk*j/KcADADJ/k)KCJKLK*RLj)CLkld*JQÖM(eJ)(0P 0J7e"KkKJQ/PpDDCkDDce.jKJ'd-K/L(J'!kD"ÅMJKÑJ0DCCQ(LIVEÑjk7)JÖKK)CD K(K]KQKSJJQR<A DCCKeRKLw'-LL*KjuPÅk)/LK]
  35323. EQ^kLL/CJ0(DcLic07LDe˛)tDdJ&'dKBKLeLD0e ^dCd0dRwQ.'/Bj'jR'LW*M)KV/)C()KCcDCK(Lc0+*/K0!DLKKkcK)(diKK1-KRKCJKk^L L(LkMe(RjLR:B0JCKKLL)LK)EdRL(˛J6KD(BqCK.DCeJD=)KD(J"C KB)LQ!cKMRRJPdJKfLB(deÄQck&K)CJ)˛LJ(MJ(]PD/r(L"kIEjD(CbkCkDq?KK!c) SJjRDKDKQRdJLKL/qllleKDKydlked0E//eL(L$
  35324.        tile $00001012~|C)Q*KKDK//0eC(.LLCdMJ.LJ/(L^DdK0RCLDDELmcL4cLL0/C)dcKDdRLC)L)KD)L)BQ/cK((D;keK(C](C/'K-D(CKcldDeL]{ÅJP'KKL)5LEL)RLMC**K/K]D;KC/K0/^LLEK/LeLj>KCD*=.KL0DLde/JCLked_.KR^CkeJ<KKD{KD5)CCDe˛(8
  35325. KcKR^jKDJDKSdRDLL'5dDDVCLJjLD(rKJ((KBdEJQJ)CÉ((Ka0!QJLL˝K~LDJjkSRK(DCDe/jM(jkKK)edKKL)CKDfLKdKklfLDDf)^DKK")jCdk((RLCÉ Ce/L{JDd /0eJLLDCELDÖddK"CE"L/jDLDKJ'jK<]QeK*KjC)C/eE*DRCdLBC)Ddc)L)d(()!EBkKCE(Q.LCKJR˛L[Q/DKd(LE)DESLdCKCl(LDK'LDLJzDKLCe5Ec)0JRE!RdQ0K^jI1/QJCKKqKCJ#^)L/CJ()e'R*KD-KBDEÅLKQEKLDLf˛KdE](6e0CE(cQ'LKLqDDJlD' CdLKIL 'K JKDjKL*CfjBDJKIkLk.QR!c(KB'D)'DE(Rce/0. KLKeLCDiK('DdKi/jR!KLD(KKe˛K5MJjLKieKRRLrKKI.C*^0DK/R-IDcBKkDCK(LeL/KRRkLJlde(L_C˛KNL/e!Ce/K"dS/LCL]KQ(JL.C/(R(/&KJd]CRCkCE(LK.kCKSDeJ(JÄPDir//7KLeK/RqKLdKCjcEC)D˛KcLcCJKMDk'<C)KJejDKKkZCLCKK()PCCK)K*K)(JLfCÄKCL1**ÉKKlKR<DfK*L)DILK)dK"KP/eRkKj0)K/D LkLCRd0Me6KqKj(˛KceJJKLEDL0D)Cc˛K~*LKC0JKLJje)/CBdBLC0R/)QJKQLLkKd//*Ldc)d)J/L!LDJ6.1(JD(K0MLCeQ0fKLL0)Kjffl0KdeQ0Å/)KFddKSCIQDK/'LCC*QeJ(JD</KeCK)(KMQC
  35326. JEC~MLLeeKDRDeDK/.()h/D]KJK"e)E/JC=d/e^KKqeePDS(DCyKCcKDLLReeSf<LRK]Ce(CeEJ(KJKE(CcLLc.LMC.=0DQK'KLKLKBDJ*D.pLK ((L(ddlR)K/#Jid)KpRedB(//jL)Jk6CMD M)jJf5KQJb˝K~(DLKL(c.LE CK^L)SBJdlKLKK=S=C) k/)DDIMDJSB=(LDKLLK SLLDd/QKKdKJLK/KdLDKKJD^.ElpRCBLe6KRK*KC/e.KL1.IeK]K/dRC^ec'6(QQ/d*K/J(LL~BJ(.)KkK(E//(JJKÖ)c
  35327. KMCJDMeLR/LBJLLKE')J)Rf_KD1EJ)EK&K(k<cKE)KCKCLDLdMS*L0EjKSe.LFL    KCJ/LMdL/DReKMJCK/Q0DKLk-)LJdK K(cBK(EJJLLQ*dJ/.KBKK*jKqCE/'S(˛Lr^KJDJ/MLKJLKLKJ'KKdDLQcDKLRQ(M)KC((KdEKCKLdJR5KLkLKSC/LEBMJLCMR(f K.)eD0QKJLKKÑ'K/fE5/KCCL)LCK/eDBdk)e)KKRdkjjQ^˛/~LBL5KL/(eJEeK)Dk&Å)KK(dJkR)DI)k'JKKLL)K(KLdCKDdK^Jj5JKDCKK0JQL(DLcLS1/R/6C#pKkl*L+)/C/DdkKDJeLC6EJd)KJKLK/kdKJe(LK(CC(*CKLCCKKE~0/*(CKJ5cCK.kK(RJLI)B*j/(Rd/KJKCKk^/KKeK0^KB/QC^cRbJLD6ID*D"0C.0L6eE*)"jLkKKQ)KD(KKlC1LQKL.0LLK#KL(/KdKJdK(CI/dK!CBKKL)P(SLe kUKLkKLd.CKELLKKJJLQKLJ*EJIQKCDJ*LKRdDJ0eEEK)KKJLKKdCL]K^/Ld!)
  35328. LDLLR DDM).k!*&.kd/0RK)LS˛DCzL0CBDBQLLRK(//KRLJd/cdKJBKDDC/kR).ÄkdM^0KKJzKKJeDDRE/K/KKQLD1!'L..˛L4KLCKKjR/C)c/']k=BdQJK/]keR<X6RKKD*/DC*[!R>LDddDrQ(/*˛/E'ESLL-e'K)DKK/K)KC/DDC/( /eLCJ(RKL)B/D(/0KM.C6KLdDM1LKL*JL^J')LEd<KKeJ˛L~e/Jj(KCKEJL/Cj*KJLJ.CJC !//J.Dd0(ErJeC00DK)R).L/KJ<kC(CL KB/RkL(d*cLLDD/(LLQLdKd(KlJ)SL'0KQcK))deKK1SDEeBeR'Je&e((.Kd)LD*K)ECˇKLR/DBcL˛K~L)QKLBK/dQDKK/jL[McJ)JJ)KDLKl6kj=L)C7KLKLKKIQDLdDKKRiKdK/j(//E-KkS(jJK0KBK
  35329. 0LE+d86/ CrS)00LK.QR
  35330. S6Cd/)J/K\R)/kDJE))/KdD0/Li';R\LkE.KQdKLD(L)l=DcKÖRl.R*k)/ÖCJ.L&R)(M/lK(=EL(KD'EDCD'eiJ)˛L_/dk˛K~LCSCKiKKC)K)KKL''S)'1R(LDLKL(DEfL0EDklLJ^e/JK/!kKbKldKk(SL(K.Q/KKRKDl)RKK0C/*rK)JDMR/SLS+IJD LK=L#ÅKDL(0<.KCPLLDK'lLÅKeRLel/RK~ElKJKjJK^CCRK)DE/.*LR e.jk/(L.R0LKM.ÖKLd*/SCeL"eSLDRRlKKF)lCKR*.LJKKQ(!RDJ.//LKdÖKE=LeBL(/I*LdED#JCrC/DbCCDLBLkREKDL(K(EcKe(r(=L)LKeKK(kCK1J)l/EkQRLL&"D-K/..(LBr^)KJ(e/R(0(LKCCfL/LCJEKKDB/˛LK(CR)ÅbD0/DE'0L0˛KCL)R/)j!J(LKRc/'LBQK_DLIBDC˝L~rDdJC^m0LCCKJekjQ kLLKl0/(0/10KJK0KDe7K)I!0LK.JfS0L/Ll06(LCD-/jVSK^iJdRL/KLK/mC)De00))LD/eDkEC0eK.cD\L)CÄKD(DL/ECLSQCMLQ.JR.KLEKQ˛L~^JCD0LKj`LJLRF/.Qe.LKR&DMD/lK/d/)D/7L(KKL0=JRzd/)BLL(KLR)*KJJRQlCLFDJCLDe(RKjLCK)R'dDL)RD.LL(DdL.dD)JE^!0L/eMJg)D)kL/KJLkMKf(/(QdJl^k˛K~jdK)K!0kS0CD/.!KRDJBKr)-ELQeSKMBL&/)eLCKJd)eLLK)C=1EKLL!K/SK)JCKedC"(R1LIKQJS]eJKCK(RBJCM*dJL0KL0JdKeDLL)/eLKjKmLDD(M(ÄCqLEÖLD(~E//kFD/BiK LK(k)()KKSdE00^CÑCLL/LLKlLkKR/)kKL(LLKRfrDLK0qC0'E)^/RLKK0'Ky_)LLKDL7L0MLL-^0D1/DK'0KLMD)(CCld^0Ec)*DLCKKRL.KDkQ!~RLeKl/L-JKEK0RD)S Ä(    D(ej/KK(Id)e/LdR=kDKÄRdÄRC(EmÅEeLLKKe)eDLjldLKãLL7KejKRjc#AkCLLREV0kCLlEK(L'0LLSRC/L)dKK(DLKdERLSLKR)K~d"1K/e)(<jDKD)Dk=K)"M)KL]J+de.KKL0JfJEL"])KDLDJ^KleKr0KL*(JDK)MLKEC00KeL1KQCMä))B.\.(KKEe00eR"LQKMR1CLK-]LrELeSfDRJ.KKlLqfRDk8D/SK`Kd(SÜeKlc5CQLD0/*R_LD))K1D/R*=)r)LKDE!S.0()^ddkSSd˛K~L(Ä!)0dJLeJ)K(ÄR_LK/"^/KEDD0LBLM(KSE0I.JDEKIK^QMlK)DKL)DL(e*Kd) LÑqSlke/DLK-L<dC0C)K*7(KLÄ/)S\K
  35331. DED0dC\^IKK(LKL1LledqÖL!LliM)1~ÖSeLDFLc/0DJE/DSDLReJfL/DLkeLC)JRI/=" CKLL/KSLd/ERLDLRDLddDMJLeSLM'elELkK(KR'0LdK)fdRj7-LR)f6KLDEKLLIE_RLKKLjDJ)LddS/KLQkMegme1ReLRSl)mC*L((kDe)LeQc(d/ED()K\KD/L.KKRES/eL(/dS/RL/(.KS*ÄkS(K/DJK 1j0ml/DR((L/CLkÄ0K"J(KKk0)S/!\˛)aRÑ(D(ÄK)KKLedeJ0k7KRLKLJQLJKFSk.LSfRR/)(LIL//JJ-0LkJSJsLKR/LLKr7DfDdzJ,I)/R*eKLDJjkDKD)rzk/eLDSLd0$
  35332.        tile $00000300a)D)KDj(LdKdDdRBDL(CD=dDK)SCJK)^J)JCK(BkDLKÄCLLdCdJK)-K/D)KLD*JJC/L)D0d.QDKKc*^DLJKC)J0KCKK*K^KBLB    ˛KLL)(.L)JJLL /LJ)KcKQKL/CReEK0RL/KJC5K/KKCJKKJEK0KE(D5K0DL/./)D.K/KLJ)/E0^JLIR/˝K$.'QJKKE))(/dK(DKRCdR)KL0)jLe(^(R6JLL˛K~)K/)KLK.ddK^^Kd)KK^J.QeCe/LKKJ)K/Q*e/LC0JDKL/)KJKKeKLL(LKkLKRR0KL'Q)/C'D//QdKK)KJLK/KL6LKL0KL^dB/d/R^ELd'KKDLQELKRc.Cd)0D(KLLbcLJLCKK]JKLKDdBD(dLkE/˛LDK("KbCdDLLR^L(KKQ^JE˝K    dKKCKD/)Kd˝K~=KEDLB0eJLjeD]dKJKeKJ)EKLJCLMKe/L/RLJdK/Ld(kJK)/JKKl/K/LkKJ.L.KKIRLkKKLCK/edeDLK/Jl/L/.K/K/KL//eL-BK/j/dLK/d*CLLK.EJKfCF0DMK)L)~D/0KML/JCL)KD]cCL.eLLlLMLKdJK/e/LRKL!(KC^LRkkKR/DLK/RLkeCKR.dJKKMKRSKKddLKRLM/qLKLRdJ!K/lKke/LkDdejKKMKkDRLLM0KKd/FKKLLRdKdMKL/LKR/RJLlKR)R.L0kJ/SRqMeRL(/S˝KCMKPK(LQ/eQRMdKLJ/K.DMLld/LD/eMkMJKkLC/JJ0RKdR*J.>eLKL/Re)eIK/RzKLKDd$
  35333.        tile $00001010DlÄC˝K~)KKRcLeQeLdC{EL`cLk*.jlMI)JbJmLÄKK/K0LKLbJKLÅKL/RJkJ.eKDQ/D)*edQRMRKÄJkLCCWkOfCee)QÉK|.()*k)KmdeB'!J)Ked)LejCBdBeL<K(d)e DK)~(Rj)DRrK(kãLDRjEdjJjsj/)kKMedLEKlLidDPJ"CLQj'(ijJRc/LdD(k*RBj_B?RJL)ÄDKÖEÉl0dIdjdeecLKj)j"BJKk]DedJfd(KÄFj+f|RRLkJ/QRKQSMfKKkKE)(KEkDlezÄKd|(dezLj(MiLC*˛K1B)LJC/CJcc/K1dWdKEdJL]J    )Ke0DWcDejR/lÄ(kjDBÄkDek˛Kf)DÄKdJ/{L(KKC(e)"!RRDDKdC)*LdQLj-KdM^dK0KD)e^McDKÄLBMe)ÅQKe0BjIj/RLlKJ>DLLJ)LIQK{/DKkkl{)kKLkke.CcdDeJ)˛K~lJKlDkLLl    KlekEdLCKKDl(ÄDCR'fk+dDKdDjLo+M0Rdo0JLCRkRRJ'C/(R(KedDlKDRE?KfIeRKjel]^/lsjKRjKkeD/Qll0dDK/ÄeKKJKd(KL.DRRdl^k'DK?˛e~KCLleÉKKl)*K)CJeKCL>Q(KLÄKeQLKejKKBClCz)L<dLQBCdEBlK/rQKKeeQMÑR`kDCjL^kMRfÅRel/eÅMLkk/KKB/fKKkÉLdm{
  35334. d*(QKLCJL cE/ LCdKd\)Ld)QLeMkeDdd˛L~cEKeklKeEEeMKCcjJQQjLf {!J) ekKÖ(ÅkdeCCjC)jCM_0eDDM(L)ldC)keDl">BLDLkEkLMJDJ{ddLQ*ekKJLKQÅ<kjKCkLeLQÄk0DEleLL^KDeK0)LILL*kKÅLK~CÄ/(zqkLdkjLJKdCKDJke)QKcMdeLoR)lLCL6KjKCKL{DdL<C6j_KeKq/KLkSJELCKÄ(edEk/ckK(!jzLkMEd)KI!DeKjeQE|kQl(JDJ^LdLkC+k?QDekJL.{)dwj0ELL_E)dLk)LLCQjleS)dkdRRK|DJRj*0c(jJKD0'((CkeCd+M)R>e0LLk0dKE(LQDKDCc)KDLQdjÑLL)CÖdCkQkK.)]KyJ6Ll=_jKDe'eI]kcDK)()(˛)1QcLLKDk)^LeKD*Qd-ELKeÑQKK`(e)eÑEeJ\(iElRQLklCJ(C(E˛L~KjQKK10KD/LKKel(JSKEDl)dLl)ckKCÄdK/kejdRLDl.jLEf0(J
  35335. cQKkMPCJKAL'C^LCLKE0LkelEQ/Lzlked0LWjLco(>LKLRzLKEkeKKOeKJLR)cK/d LKe/edLeK~JDC+LLDjLD?e Ld(kLB_JKeL)(QdLKMkde(KdKdCkldkJe/JKLLjL])J'kd!d*l)VKeK+E0L6DDeKE/EREJKSLdMCjekC]Ke/LkeLLdQRJEKjkLKe/K)oQk<K dK(/KgÅe(kEDL!LDKK
  35336. RClKweqLeKdKdLLCkKdl)Lr/ejKML^edjkKkC)KcLyCJÖÑKIC)KQwMI+00D1DS)efLE!e(>KJKKRkdJLK>QÄKDe˛K=LCQCCeQDQCKDk RDLfQ^ÅKkdK.w?(LELKe0/d{L*DL)KEKDejLL_dKJQKdMQe˛L~dRdlLELljDKkL=BC"<K^KLBCef_)MI*))C/eKC]KSkKe!R/L/ekSC/ekjKe.L.JLLC/ÑedKK.KP)'KL0J"
  35337. KCKJwKC0_lCLCKKB"/kd0MRL(LKkk0KDjLC/rKkEZk~lKeKDeC"dL0)'\DJMLK(KPEQ'DKQ0(DkK(/E)>eKKe6/DRCLDKJ*    JKDLLKd'QKJL!)KK)deeJ'&M.kcLjjKKMK00?s0>0KD
  35338. eJBK.*k /JLDEeKFQdK.CRJDLkcC~CjfDJcLjdKELKR(ed]KL)Qe'JkLB7LL/KLeEKJ(R/))j(LQkKke0DR((KLdÄDCRC/cKK/LL/K\k/KB(Rkr*k=KdD<0kK*LL*D/0LDDfef*LKLedL/kD!)L/Lde)EˇKIRK.kL^cK/rÄ)QKKC!K^]LEejK(iDD(LzKLLKKRFKDKRCDR)iBMCklDKLCldKKCJLM/dCJJKSLj˛KcfKC KCÑKLlLD6D˝K~DeEd!k*R]/QLdLMLdKkk/JeKLdÄKeKDkd(QMclcàSJLK5K6)L0BM-Dd0(IS(DeLSLLK0Ld
  35339. kJLcdC=R/DDjLeDeCC'RKDKJkdjKMeLld-DRKD/ML_RPL7D>>s(LˇKc(DCC0KLKJKK/R0C)"Ke^LJek/C.P_kjjKJclEJRjCDjL(DK!lOKK0Kf+MDeJwK/'KLTdf?e/^LRK^LLjEj*ECCK5k/DLRKli._˝K~DK0B.KKeLeJqDK^-LSe.K(BDLDKS!dKJjSDKDCK'QQKeRLLcÄLdKRKjKD\MQKrR(RkKlKCRdJFkkIM)1dKRKLK*B<IlkeSkPEJE/KeCk>KLkkcKKdLlÄDL^&LPdeRDˇKGJi.LÄQlRL(lcJc"!DE(K<QKKj#E_EcdRKDJ0R)d.Rk    dÄjKLk!*d(DC/DLDD'kijKRRedCPe˛K~/RD>R0/KEDQd#L0KeDe)LdCKfK")Q/_DLkKReedRKÄJSk]/JRk=eLCMDj)R\DKRKQ*<DeLJ(LQDeKLd1aLRK(dKReKReJ\KL/LSkKcLRKfJCK>kjlkMJJ(KLLKdÄ~CJkK0<LJKDJDLK)KCkR)L0kL0k0!1dklzdK/KKDeLfRJdQjCcJ/KkkQKjLJ)LfdedCDLÅK'RKJLkeRJQLLKk0DLKjQd00CP)jK.kLK.)dKLLc(J(_QkJKRdCCJKBd(KLJC/(+K*(E    DQKRD'kR0B^KKRKLcEKKJ('KK0^CKKQLjdBJ Wl'/CKKLCJbjJkL>.L7KKDwD(E(wl0./JdCDjÄLkdE)DLecPQ˛DvJDK/)L^SjJdKQJLk=ldLKjB*.Q*SC,k0e!KLjLk)DK.JQQKdKjK/0)!kM"DCkDjQ.ejJlKe*L!JDdK<JkJKd)eCLILd0(wLKkRjDDE)/(R)]LBKlk'kQ˝K~RC)KdLCdbJekKd0Aj!.(CdJ]K)LL)=JKS"(*CK)L_L!.KE(KCKJL^5LJC*EDL"LKKDLQ )KKLE<dkJQKK.KSl{RCLRQ/fJDKL)CK)ee(*5-.DeRjQC!KLK((RK)`JDKL)(>]rk(L(KRLeJ/KCd/ 0c>JD)DDKeM)jLCJddKKJK/cJ.K/ldJ^)*ELDCDKÄ(JkeLLkkKKLdK)dDQejSD(L/(K.Dk(c˛K~dQjJ0DKE(>Lc*kKK!JcjKKdKKACKDCCYRKe/kJl(SKL=cKJDMCe(lKKLRD)JDjBJÅJ(C EKLKeeK/QKK/C/
  35340. C/KQL(KKRBJKKLjLiJÄefQ )j()E&KLKLKd)JJ]ekÅ w*kQ˛K~]*dKEJCkdLKKQce.)(KDKJCSDKdJK({Kd JkVL/jKeKK(DC'eCKKLcj*LK_DK<*)(C/.{eDK/.eÅEKJJK=kJ*kL^KK/K'^eJKJK-KdDL)SDld().JdKE]0 */LLK(~K /<JkKdLLe(LdJKKEZdIJDÄq(B/QCjJdKlKKeD'//ÄM(ERKJRLJdLK!(LLRk)(LDJD/(EL0CSQQ>KLeCJKLL(LBQQ^LCLje.Qdke.*KJDdLQLDKDjlILII)ejK'cQL!LDLKCLK(KKeKKBLKk)L/JKKCKLJ0LJdLKjd'CkK//>ECKlEKjlK'( KK!)(L L-#)LK0QeP0J 1d(/L()L'SL(M)Je/JKK0K˝dQyDLLDQ.K'KJjjkL5(J"(J^Q˛!~CL(RdDLCe)(LJKJJDLQKcKL()QdQdcRK)/DLÄ))K/(dEJ)kk.JE(0KLKe)*jCKejK''KLDkz)e(.ERÄSLCLC"jJJDKKEjKKdKJQ>Dk=QL!CCJDdCDåDKLKDD dDEK~!(LL'K)*9DjdL/kLiLkLLJ)DKCc0-D1KQ0JlKDKÅDDJLL(kfCLKj(E(rKK/QK^JRK6]EjC)pJKKk j(dSke)CJQK/KkCRLEDDÄ_Kec/>JzREJfCJDL/)e*JDQJnMKeK)cL)1JC^j/QBKKd.KdDk/LJ{KJeDD0RKCJ(Ic.LRK)jedLDDdLc0lDÅc)LQe/QJJ)C(c(Kd)0=KLDdcK)cz)JdFC )L-Dc(M()L˛JC/ /C)J k)l)LeK$
  35341.        tile $0000101A~RJe  ejDe/L\|Cd ^d<D(QJeRIRk)#BD6)l
  35342. B*)Öd-/L0heDKRdd)kk    J K'SKl*Q.BKe/J-R)dRddcDfCK~UB-LSCJC^Båy*JrCd=)CJ Rc-/(RSz'kdDksScL(CC˛K~QcQJjEJKDJkJJIjKdKJ (MKkdLKRyKL(4e-/JclKK (dCDKKLKd'd!5)|k/Jk)Md)KLB]KDiÅB*Q])*liddRc.bL5)'VkjC^'JÖKCD QK0W<R'K)MRKR*chKd~.b]LQKRddK)07*!]jRc(LC!RC(RCM(L/-jLJ@()(k/KQI0)JKcC=EDe</)1eLe-JjDKC.QBqf7ljÄc)0JjLeKlSdPL^)C(P]IdeL]cLS(LJRLck-ed('KDJJ(~/KcLJR]KL.LÅjed*kIdDDcKL^*)K) JL.CFKJjcJdV*/JJ(MzL/.L*'LLW&L(=M*QK/LLJLkKCEJK0C0EKlLDkL(d=L.KJdKf/QKK=RCdwLJD_JK.'(Q(cKJJ/D~kCdJ)Bk_.ieJ)L)KKc*)JeSJKLelKRkDdiKel(JjjR'(C KR0dCKlC!]))K0MCcJe)ceIjl 'KC.Djk7JRkVL'ÅI.KK&eDJ/jQj=SJQLK KLLD0C(/KK]7]kd L)~IKyeÖ)*M(DM0JkdJ5DD6K(c(ked^R'/f'LD0&'RddCJ-jLDS1R/(RL=L'Ly    eRLerRDdL.D*pdeSIDKeKJd]qLKJ*c)(R)K J')JJ)/e-jk)Qe*L)KK('kC/*rL~LjMKeEjÄh/CÄzJ)'jrJKC))D(K+Ke*K/QKKlRKcÅe^K(KQLKd))kKCQ]eRL/-KKeLeKq]KJKjLLK/7(JCeKL^dPJML&}MRJfCD'dd(rLB*Q)''!J+RBK'5JSk0*~(0JkI=EJBkeeRK()kJ.B]RK&]kLDBDKKL/QCcLRBk(!CJBh)CcKCK'L-)cMIkQ/eKBjJd'Kc/eIK]kJ_')]CK.C'0dKLcKKÉd.KK/DflMCKLjFK!JrckLÖRDJLLkJE.((KfdDAQJQfdCD<le^KVkJp/DDKR]JKlLDDjLVKdP)eJ/0_Q)C/LJRdrlCeD1cK1JK(d˛L~I=K)CCdDD.EeEj/k.KDKLJcLCRJe]LKJ.kDkfdRDcek.iCQK<kRJ/pDL)jLddCC)KQM!RiKjDP(K)d6.DK4KKIKdqKJeDlR*e/C)RR_e(L0QDcD'eLR]LR9C.eJL=(~L D/CRD^eLKJBfQC('KdKKPk0CiKPRejLJDc-&!CD)0)/b<DL=-dD)D<LJP!BRK)LCK)cjlLeKJKBReKDDK^)cK?/l(dS)dDRS\QLKDDeK"^Rc7KCRC]0)CJK Q/0PJLEBLJkd
  35343. kJDL/KLÅCKCCd0/^jK_^(Q(kEDCPMk0LVdSMJJ/dK.Ä(E6)J-d_RKkkfLJC kjCC^dlF=(s˛d~K. (jJCL.lCKJyJ\dRB/K/yd]e6LK(.LRC*LK KrECK}c(C?C`.eQÄ.KC)=Jse)^(_CKS6(CCKd*IkJRQ/RL(LK6R))dJ'cDL^EKRCKd"LCjKrkPDl'R0ke
  35344. J~(.(rRCKElIJ6)KR]DJ)JfCJQjKQR>f!>R7EcRLeKeJk)kJÑQ)L/.K.Le)LKJQk0lKkl0^J0KjQ>AEEDR)dCKJJC-)C5DeCMp00DQKLdÅdekLk)KKdJÄ)<lQ()~'EEÑwC)Jjjk=VjjFK4cJ=R WLeSCJJD&J)()(QKk!e)>)D0/KlMLeKJrq(d/K-MLc0eJB'c(E!RI)CCKzS JCklK]^LqLC*/]=(kE.B(e-KKDID)kpdQcR(Re.KQLc~KJLQc(cECåK^e))fRq(EekeLsLdDILLE(JQ>LJJKVfCI/k0(J.Ldk(!JfdBdd]\QKDCKDKKkL]Q!'e)KKLCAKCLkDPLcKL!DKDRKE)/DDd0Rp/ jJcKkDd!EL'CKD_LjKcD˝J~0DR00IKk=cdEKJJc-L+\.L/I!0]C&I*d^LL_/(QC/(K(kk(BMJK/JjRK0CkqDJDcREJccKEej/kQ!QK( *dK0d/5!(LK.O0L CCeCjBK.LKLRQQkQcLD]CirCD)JC~lKJ!fCjJMcKKk0JLK/)!(RLKR/(e^lDC)')KBEÄ Kl!CJkDSEK*LCKcI=d    jeC-De(RDRJJ'iLC/]cR<de)DELBK(eÑLCCDELKK/)jc3 )qj^Ds)=DJe'4Ed]BEd J)*lLKR/;RQB˛J~A''JKCKd(JB*LjMK)D)dIÄCL/KDLjJjKSyleC)J/dLMRdMCCK<kDfE0\DlQK]6'J((BD.(.DKDCjcLdCC?ckBeKDJepKC}deIIlCeÄREekd/dLKCC.BJWqB.LL^V)AKC'_LK(!5zSKkJL).KfJLkCDJR(i^jCL/QL_JSÄKLkC0'Lbc<.E)dLk0K!idC*'JKJL0D'CKDEl(&]J))dQ_˛K@LPQKkK1eEÖÄJf CS/LJ)<eE((CML.Jk'kz>LCjSK(D)Kc/'j CBLDQ(K0 dQoM)Äd˛J~dDJBdeiQRLKjKJ/deD?DDDS/)JDKKQJrCI)KK!LKJlCDJ/jKKRe*0)L-CMLEDS
  35345. 'kjcK\KjJe7KKL]0(KRJEJ_L]j*=JCC=KcL MLDDJCdC(Ee (b=LkR/JJ-clLKT/JkCzkL/(Cd*iKL(CB eCLjlR!?CdKKrCKJ)]jDEDK1d)..Ke(lKLLeJSL]")6.kJDeQq)KJQLe<Q))CkK0).˛D~0(LK=0/CDKRL'CDE'DC(KK/L CDeLJKMCCKK/)RKLB*K/M
  35346. kLD0LL(JDeKfLRCLB1K=SLECJ E/ C!jdJ(-^QJj]BkDBjrKC]LKJcJL5KKLLK)Q0]EkC eRES/D)~K'1Rf-e(0KkP)/E]L.L/D)*JCkCLEJKkM>dCK\KeJDe*REj0KEeKQJKdS-(LCQCÑdJ^D-C"jDCCfIKd(=K)/q)RBD/RCkL(j/5*0LS/kk.f0LDJKDKLF/J)KLKD~DC*{M1KDJ*EJLQ/)L CS)l+.K(( ce*RlJR(JJC)kKce*KKQj(L0K&4SeDJSSCEfE*0jKRKD.KdB_K(0K(LK*Q. CE>KJjÑJB/BKEKDLJKK(JDD)f-0eC//K)~L0Kq)\Q/QJ(J)Q_C{jKDA0* dDKD*L"_JCLf0LBÑ/(LSKLdJ^?(JL;LKSjQ'D0SJCBdJ'(QCdE'RdKKDL'1\/RDLK.eC!Ç)kBJRD0KkKLELEeKD.E(L0SLDBfKl_>+QP1K    DKJlE(^)\Qjd'PD{./KJ CLjIK0>eÄDKKkJJQE˛KDiKJS.)q LE_L)KDlRdJD?leC'{lD0B_CPL_KLCCdC/0DJ)Jjc!kDLCJClDÄDdDl*KKkR/˛JˇD~JDE'K_D/ddK_7k0Kl(>J /(C)SKJKlDDÑD')/.;JDJLL*PJKeDDKJ^eRDkkKPC.JKm(ek/D-KDlLJ]'QBc]{ d)kRjL^KC\s(QKId(KDRdE)1e.le)CjK/0EMDRJ(~L(e/kLdJBDDLLee<=d
  35347. )RK(BD0=)(L)!)JQLz(k/JLDEjEkj*/ee)RCKDKCjeKP)dKDKKeJ=]SRcKdLKCdRLdCKCfRB=*)'lfKdd00DL7dDJdDjK)JzPK)Jl(K_K/b~D PLdKDk)*DEDB/K.SCLCKLcKqKJC?/LJ)EeE)JkLqCKDz_)KdR(CK)KJLRJKBdJKD"eLL/Cf(C)PddDJBEkjQ)=KCD(0)B!/-(KDK((KDL/)CJ(jLD!QKkDCLDiC~dDKfKKBkjR]M/ED0)jeQeKef*)RBDL1dRDDJKf)BLLCKsCJCQLjJd]CK0LkClyRRK(/jPL/KeDJdkdEKkCKK{LKDk(jKS-cD=DBCfDQLJPLJ/0ECPK=kdCjJ*kC(K'jCBSDEKSdEDLdjde JKK!CKE)D*Me)l(eLLCK(/)˛B[d/KQJdcJKKfD=kJ/()KJ/J=1^d=RL.L0EC0KKlLLJQ)JCd'K B{0/eIQREL"fKCCKCCkKkKM0)jy(JlQSkELSeLD?˛KRLKKDKeLDB.)ÖJ)CK'D/eK=LjD(J/Q0D/k!KKD L*)edQ)QckLRE.KddkL)SK()bD)JLC(L)iBJ'KDDKK˛/ DdE=cd0ARCdk/$
  35348.        tile $00001012:KS0LCKk0KMK)/=(EÑ)eKDL!KeK.\(KDKJ(mlcKkk()QÑ)ekLMMlDLjdDIJL~ÖLLKLC.)CKLV*KK.JelKLS))0SL0IeKSK/QDK/0EELE|LSDL.Ljl)eKKJ)VQR/dKdQM'RQU0R/KLQL/7D.cLLKKQ(LKj//LRe>äKDBEELee/)7mFQÄSdQqLkm(Kle~/Ek0LsKMK)RJ/Sd.KD=  S/Q)/T)LRQLfKLreBKLELkqRL5!ÄrLD)/DRjDCkRRrJRe.'QQ(y.KC0KKRÑbJSKLKRk=S=)ERe(ELLjD*CeF_JeLãQLK0KCdd5K~)"0KkCKJcRLDReLLRQ{K)E)MeCDLDkLME0kL(TkLKD)eDKdeLLKEMKkEdL0ÜdKJR*dCJJKJ()dMqLCdKLQVjDDlSK4LK/KM/m!QB)RKSMkPeQ!JdLKMDRdCEqkR&lKEE.L0eek)eK)cL!R0"LR).0)LD)LB(LcLeD˛K~lK(QmR0LkJM00IKK6ã)!r_KCR*EK0k,r)CJC*/(!DdD0DMEfED)L0DK0JLL)ÄekKeBlLLDR/RLk60QkSDeMRKFdMhKF(0(Ke=DVeR6/L*)kK.0K0kRLQÄCKLKEe~/DL)JR00LLedeKfFdgR'*C*K)LSMQs1LdD(cdL&/S BJ/K(Id1c|R/LkC)kKJDLMDDR1/DCLERDVC6KKD(*e{)/>^(    RRXCKkeQeK")C)/SQJRJJK)eLC)R*/KzEKRK-ÄeDVCD5CKl)K˛L~* <e.k>/(<LL0*RkJ6/I0E]RjK(d=)RQÜLL5KE6^/L)e0DdLJlKkk0kLMK0LE0cd*KDjlkLjKK.'r6d(Ld/!L*A)Ck5JCK)cDjKDKLKKÄ1SLEDMQe))KKDJkJMRi/keCM'EE./>CD(LJ)LLCEkMKD0    *jQ5KKLKELL'(!KBCLmk/KKRRe60)CKFMEÖjCLCRK0.AkMC(BC)0QR^DB)=KRC^DKQ0S(/L^KD(eR˛K~SLR)R.dKEJe.)DKKkKKQLLQKkieS)CLdL-e*K).RQ/P/Kce*MB(/0.KdKSR/0J/$SLKä{/j)kKrkkMfLKL(RL/K*k&')!Jb(e!JJDKePLR (C0,K/'Q*/(iKLC{Cd/e1D/(S
  35349. L(kQkSW0.K<_KfI(CB)kRCBJLD*)FC()Re!)QKL/=JK/(W!LeSKLRL0L!0J#(K/DRJ0DLLJi/L0CRlD)CC.DL(0&CLC)DR DL/*1q!dReÑJ0C˛L~/KD.CKK0K4KjLÄ!ddJRR)J<BllDR0qddQ()C'D'R/ce0)')R!BXL]KRLSdK')!/QR(R* KL/SeKQ)J_/KDM(D))KeLE*JK/fÄK{R RCKR.5CD5L/LK)KDE.!KJL~/Q0df)jl6MK(LkKk1Lm0CLÄK)dD>=L/=pMeCLKBLcR0LR!L)0LKrDK/0I/SCiLeCLR(jLDK#K5lJIKJSCekkRCdC)LrLQÄCS>IJekPEK/KK!/)cLKkKRk/KRJe~*k(.ld(./)KKMQJ/CC0KDdKJKLLjmLELB"dlkCKL^ÅKe)#äL;LDMJRDSL*LC*LQKkSRDJ/KC/5/QRKlK./KLKKeC"(E/(B6dQ5BRql(]K w*0!*RKKcDK'DdK/(KE~Del)ECkLKLkKLe6CkSLKKCM1kL/Jmd(B[J/DL(J L(M1_d)L0)MRL(DR'JK7QSKM//*Lk/K//'jdLK0L(<LMLJKL)dDJDK6kJL/]/RJ)KJ/kCKD]*RfD)C(SK)M=/e/0KkLL/LQMfKLkQ.j/^KcCK/c)DKPd<e(cDeCJ/R*cK(KKde/RQQR^k)*=0LRKLe/)RC6R]K/)˛(5eQKkRKLd/Leme)JK(LLK6 DCJ)L()fKQD)kDkK'ELKD0K(KKS/!/R¸K/]/SqBQK˛L(=eLLKJKCKR!KKL&.1D*./KDb/J/K(LLkBKD(LDL6˛L     de^0J(LK0˝K~k/6K/LJ?0/jBL/Q/;DdRCS^ De.R?zLKLL!L    (Q(/QQ&k(CBDRl(0D+RKDeJL/LCJD/*RLLDRDK*jC)Ce0(JKPcL& ÄkMCC(LCR
  35350. L/kC0L'lSKMRkkKL.MCKKBKL=0DL/KK/e)_KKCCLLek)(LK<i(CRd!K(d.5SDyKKdL)/K)K')C)R#5JRDRJdD/DL˛K~0KDCLK)/LK(L.(K'7C(B.KCmCD)6)D5R ((*DCKC
  35351. SLkK/!L.eKCjeL.DKKRDdKCLeKd/k*)eK/K ^R]IB(k0d0*KedLKKLj0K(LQDkC)EM6QKkklKdDe/D/J/~D'0K(JJL)eeK7'!!.ELB/K0e CLKEK0LRKKL/.~r))M)KLKK'K/iRQKR(DeSKDk0K/L1ELQ/JLrK(S(K/eMQ"MLK!KSJLKLBK.kKLSq/MJ!)J)/L)D)K6KJ)LLKLJ~J!CJK)LkQCJK)EjLLSBK).RJFKD;CLL!j(dkK
  35352. 'KLK"lERCRBdCLl/AlKLCL/L)JDD.DLKCK_Q)K'r.7] Dp(LLLCdE0J*.D606/DJLCLC*L*D-jLLkKLkj.LK/~LRKeBKKCKD)JS/RKK>d(&BAeJ(DdÜk(eR!.ELDLK!jJDD/)J/d)LDjKLLIdkSdKJDKe)e1(JL/KCK(L(j1IJs/JdLECDLKLc.CLKKdC! KjdLJ).CDL)d5dCLdKKe~/Lc(KL
  35353. ECdK()D/dKBCC'1(/eC.'K)0d!ddLKQk0S1D'/EJd5K)LRel))C)Dj/Q](1L(dD=LKDdIKLCK(LDK) KkKe.JKD0)D6D0L<KL*LdL=K/KJKR"/0EEJJ/)Kf R(/K0KCL(/L)LLjJBEkqj)DDLkKELD(QÇ(KRdD(7'.!KKk/KDCdKECK(MQ/LKC*LKeR/KC(CIRKDLJ['C/djK/D *C^{^L) KKLL˛K]e/KJ/dkKjQd(JKK0kKKdQKR( D'lRK/LQCJK.0Ck"*lS]e( C<DCCR/cK'ED(DBKL)L<CkQ#D*k)M)k)/QdKDcdC)LC)˛L=K0/(L))KQ)KL)LVC]QMKCJ/ JKKEDK)BBcJR>-jD/ddD)DKK/KLKLKj6)K)KKL˝K,/</C<D{1)CLEkDKD/QCK)D)JJe'0/DC(*J&/kKJKDBD˛KˇD~kKD/DRKeCCEJL/Q*K()'JÖCCkKD)KJäKIjjCCJD (^EJQ(K/)QD)KK(DD/LcKJKLK/k0./edLjCKCJekB0/jDLdbDKI).L)KSL(Ld0/6KCKeKJj(Q0k/0K!)dE(kKQC˛KL0dKj0D=KKLELekfCD6dKDD.˝L~QK0LC((kLKdKqKQeRJdd]K^MDdC)cLKbKLLK(DC(R(KK(RM)((!M=(Ed0DSLDK()K/)L_.dDEkCCKL (CLK(CDLKid(D)f'K0RBDjL)KeDK()KCB70eJ"D.eL/0JD~KEDJDDQKL/(/E KK.DJjJj)0LEjCKC =L)RkLB0CcEKK((CKKC.J*1!DB(()KL)KCCjDk(KCjLRLKk.CLCK).D/CDKCKDKeLKJd(eMJLLDDl('BC<) )d#JCL'!D~K)(dSKEDC(J~*L(kK(JKD K(dJJQCEDKD0RL)L'iKB)CdKB'K0JD*LDKQeDRCdCDLkJ/L.LdKCK/eELQdD6L=cQCeLCj(D/.K(Kd0J)KL(Drd'i' k(dS)Ke).K)J,0DD'{C).c0))DC/KK'6Lc/Lk)CJQPKICj!/D)KeLCQKyk˛K1/d0**KB*J*)E(c1ILD)(BD JK/n5LKKl()d0C'CK.CRCDBKCDc˛K<DL'Q()LLDKKlKDE./EfD(DQi LDDJ(DDJCK0K=(BKiREKCKK6)Jc/jLL)K˛CˇK~CJQre-CJK)JKJ!0DK'IK S(KDLJ>KKkQ'^K/Kke0'CLDKikKJMkc-JL)KRD)dkKKnk)DkMJK)j fj(DKELK!CDKELKK(DKLDKJ(.KKLkKDc*KeKKJKLL(KQD{KK(CL#DEKKLrLK)dLoLEL)'K)(CK(LR((CSL'CCRD ˛KD.JDC.EJKkJECC(c5L*KK)CjL/KJ!KJ)Kjd CcELJQ"'L)DD<x0EJ'KCBJ.^dL"jCL˛K'(jK)HRCDR/LKLRL/KJL/KdKKE($
  35354.        tile $00000301~K0D)/k*//eKJdgKfDe/kLNKdQE(KK0ÑDKLÅLK`Dei/K0R(SCKlÅLLeLDKLC*"RÄjÑkJdKKD0/Ld0lJ(kD)./R/K*DR)j/0/Ke./mL0RRI1Jlk((R*KMML*5SmK)e~kRDLDKSSKDQ0/())L+C>BSDKqKE`)c*0(k1eR)K)RE1l0L)K`ERJ0CK"d/KKL/0JMC)(K)cMJK(/=DI(d//KDKC*Jfe)(()LP4e/LRkL/))KL')jKKD)/LC1e~CESJ>MkIJ.0M(0LEIDE(^)d`LCC)Ä_)dJKm0/BDKk0CKKDJcEJ(ELDL(ÄL()RKeLK5K.L*LdBCK).K)LK/J>KLJK0_0CK0kLBK)KCL/0LJ*jKk`?.L_* L /~JKL)/(LKBE #/LLJKDK*dDkDDCD(0K/K0(0L*KKREk*LC')JQ).J(/=QeLKKRC/B_RL/JL)/ÄkDRD(ED0)/LL(K/K(KLDRK/_j('=(/)=KQCDLRQLlÄD//JCdejR
  35355. )JKDK/LM.M.˛Kq0(j))LLCKlK(J)/*0L])DK/k0MKE0DKLDL)DDKJQLLJ/.CCLCDC1(CL)L_1SL)Ed0LKKJQdKSL)lQ/LL/E0DLK))J/L)LKD)*C/(//C)K'JÄ*Jjl¸KˇD˝LxjL/Le/LL/(*KK=LDSKD=0K/=Q!KKCKeC/J=K(K.C"KCKKLK//)DSJKK//kDJLKLCq*=K)(LKLKKj)/)KQK*KK)(K)ELKLe/KDKLc))/^jLe/KL=CLc.L1)K$
  35356.        tile $00000545~J)D#))()EJK<RQ/D)K'(K/QLLR(CLeDd(QdjKJJApkR(jKJSE.JDJq*_/JDLdJjKRjÄD.DKC(CeCCK1LLcK(kbdC"CB."QJ)kKcdKKB)RDJÄ(e/k\KeCdK(kCdVk)DHJK) Q1(cDJjQKKk6dJM)LC//(KJCKjL(C(JCK!J'K.ÄD/(B*CL-JkdeSJLkKfJ  KIICdK˛(~LcRLKLKQLLKS]e'/RLKj!LKIcDQKV!LKJLd)j CdDeDfKL)Ll0ÄKLqLJ C/dkCkIJ)/KdjeLjJKC'd=(d'?LJCdJfJ!/"kCKL-z)CQJMejCCcqK(D)L()QKK ÖLDC~dLR)KKceCCQb (e'Je(K(CDDcLd(JkDlJELJ0ÅK !DzÖcCKJ/KKCJ)CRKJDKD^CQ)KcLe'ÄJ.LRCLKLB..KdLKLJJLDD)(DJRKBEÖLRRL'KcÑLD]DQ/Jc(jLJDfK0dKIKeKd/JddDLQK(dj!JCkD˛K~/'/.DKkJz)^I(DDSFKJKKQ^dPC)D)R cD=//KjCKRR/KS(LkCLKKLDDKR!kkL(LC_/K)/KDKqDLLjLdrQMKBÄeE'CDRÄL(0dRK(D/D(CeC )/eDLdRRdJDKjCLCLFd/ec)dRKCLD)JQKKB1PL(KLdSBKICK(CRKK)DKkCK(LJCK*(Kke^KJK/K()KÄdLD(˛KG/K)CSLjRLKcKK-KKrKkK(KQ0)KKRKcLdLDRC(KCKKDcKC(L/RMKKLd(/CJededJEBLDcLKC˛DfwCJ)jEjDdP.CDKcLLjrLL.)bLICKKL/K.((K(djC'K L.DKL/dDLÄR*(LeKKBKÑLE)4.KcCkKKCKe0MRDdLCKkR*eRCDKkEQdLDkL0e˛KGEK(KKRKKD//EJLK1KK-KJL5^DR/K.kDQ(/Db(RdRKLK(RjR.JD.(L)RKLL(L    KEEKLeKLKFJ˛KDddeKMLD^EDRBdKJKBEPe^LR˛j~Q(kKKRDC)(KMkLLkKR/Lf^K.DD)CDK^'KKeL)DDe*LDJKCL.BjRKDDL0D(RK(cj)(RLJJKkC^DKKjCJk>d)ekcK/DDELKeLJ(K(L/K'CKKDRBKKJdKcCLde).cQKCˇRˇK RCC-QJ.KLk/K˛D^K.RcRKLLKRKLKQK!QLLDKLC*DKKeD-edKLeeJQ^CR0CRJCRcc(RJ0CKiBQ)CK(dLQ KJKLKD/k(DKLR(DK=/E.    JLDc().K¸L~CcJPDRLcDkQDRKcKCC(/djC(Q/J/DK//DLC(DRKRdKLLdeD/BKCCpedeLK/DLdJL/Ke/JCRL0bJ/(RyzCCc(KDeeKCD)/CDKDLCj/L/(K(MCD)QdLej]LLQcEBeKdfc'˛L/$
  35357.        tile $00000546~eKCy*Ä(c)*LEj'/DJ(0CDj1(#J/(M)KEe.ILe/KDDL(K=KLRML](Ijl{KKDK'J*(/IKKJEC('DL\cRLeDKJ1K/(J/c*]KLKK/BL0CDj]EK(dDJJ5(JKJKd))KGDCJ]EJCBJ((J'KJ)LKÑD(d({(SjC/C)(SclKD-(LJJ(L]DCEDCD*dKKRLK((MKK/LK0/j(˛K~DKLC(cKdJqKKB>LKLdkJa^E.CCJ]JCd=)LL{D))d( JRKKCKI/DÅ]LkL^ 6(JkJrCDEK.KK*eK0"M(DD(/JKJSDCKdCDJljKdQMJ(*deDkE)JCCKjDcCJAKRLVKkDl/LCkKJ^E(K(KjJ"Cd˛C~eSK)LDKKSEKKc(BR/C?QDK^Q.!'0/CLB(CCLJLLK/L/jK'R(.)B(^KKdKckKK)L)DMKLdK(K0MJeJlj]KÑR*JDJJD/JRLKJD)dKQJ(*(LCKDK)\Dq'KCD*]D.]P=Cj0KCQLJDJkCl;CK'&RDJ(M(D0K)Kl/j(JJKRKQJKCKeKÖ0K/LddE(P=0)jKJCi(/Kd00D(K^KDK(.DRI(/<CfIkbK7J(LjK)K7d'K/(jD)˛KR'dK'KDLj/KKCJeE^0/RMdkkCLKdR.fKR("fQ
  35358. LLCJÄLLKKL]KdKDKQ)C'dK/KKJReR)(K)KDdKD.B(dKRKK˛D=dKKdQ"KDReeJDKKÑD('(=dK^d)QDCDkek=FJIC(CCLDKCLJÑD(DCKJK'IdKLR˛Dd.IQ#&k(EJCDLMÑQD0C5kLKJD(˛K~.jKJJ.cRK(Re/RD).K'CDJIQPDKlKKdKKLLKDjLB\KMdLJ.])KeKK'(!y^dJ)5kL=(z0(KdDLRKe)ECDkPLd
  35359. DKCCJKD/kcdJ(eKDKdCL(JK]dL(L))'kDKKD0LQcj~K(C>K/dKBKl(.dKl*fDLJ.LCJL(RD/KDCk/K5C)JC(DDQ'KC0((dK/D(jQ J!DKJRKSKe./dK'KJC.KERK"K.((j!CKR(QDJKRdJf("0JKLCCeJLdB5QJJC*5DBJ~DK&.DDRLKKlKLI0kK(DRKKRLKKe(kKDKLK'Kk(KMBKLRKLK^C'LMDBCKCQK^QDCJ5(Qk7C>LJDKdL]'LeDK'CDkKeD.(DQDKe/JDKJ(RDBLKDJLKKJDdKfC)D'eKKQdD]KeCK(DP((CJC])edqd^(˛K~'LKE'CkKJKKC)DKkJ(KQiKkjKDCBKK)(CK)IQ])QKL)K(KK.lkJCP'(CKK.)CKDJ(DLCDDKdQj/Kek'J(CKQ(DKEKK/DDKKJCQQ=](MKeKc(K'JLKDKDD.C'DKLKRKDKC'¸K LCD/K/CLD(k=dDKKDkJ^CDC()Cj(DJCeK$
  35360.        tile $00000546LiRQKDC)Q!*(j(KLKK(CKMBJ(J)L'KkKdLjdCRKK//CKK!k*BRLRdDKE'KjL(0.DlDCK)0DKKJ)K/˝KLdc.KLJKJ)KLddDLKCKcCQCC)(BQz&dCC)L/dK'EBDC4KBK/.BKEdK.K)KK/DecVC()Q)LKCJP'JKP˝K(BLRK(CKCDCLJC0K0KDCDQKDK)RLLKKC0]KrLjK(/(˛K~ijL)K)K0K/EDDBD0KK)CJ0<L(1//K)0-KC.]d6(dRKL(L!DLKLD5DK)(dÖDK(KLk J=^(CJJK(JeL(JKDMLLKK)K(KC^}/K)</DLMRJKeL(D/SL)KRLQL^LK'/CD)LJ˛K0))K/Q˛C~(CLCCJd)DjCKLRK)K.B'L!KlCLJ*}KKRQkLMSDJCDQJ))K))J(cdKbSEK.K)KKE5cLLeLe(kK/K(+DDCKQKKC)CLDLQ*=LJJKK(QKdK)BCdCLDK(KJ)KKCKK)K(~LJ.( IK)Kd/./ DBLJQ)ECIDLK(/)^5]E.KKLj^D)EL'Q)IJk)DK(0DJKJKKLKdJ^QLD))Lk.)LLK))CKRJ(L(dKK/KLRCjLDMKB(KK0ELkCKb0J(/LLkKLKQC* LBC0KRCeDRJdLC!cKc)KjQLdiL/d0FJKlK(Lj=LLCLÄ(/kJ50kCKK/SLJ("()KJcLC!/RKJD.LK.R˛K~(/kjLKRLKKÄL()IJLLK/L/D)K!CedCKCD()kDe)'(CDcJKBCd^KRLKJ)dKKJ'LKKCC)LL-K(CCJJ(CLLBJLe/KRK(!CDK(LL(j(K((K/KeKD!bD).((/JJ(CC.((d.rK()LCQC.J/CCQL L(KeRDK0KKICdKeCC]*kkdC(/)EJJ0DKRd/.KJJKLQKDBDjD)DKIej"CCL.!(dK)KLK((kD(KPC]ck!(KDKd(IKKJD)lIKC)JKJ˛D)KR(JL0.˛KˇC~LCIDL/ddkDRC^)6/KLK((D(JeRCJ)DkK0DDe.KJl(d/dCKC)LCEJ/L.L(CKK/KKCCL1LLKDDKLJL/R!(LKDKQQ)'/dRMBKJJL')DJkLQcPJC)JJ5KJJK)jJ/ L(/KRL~KLd(CKDQKLCE'K..K!.LQe55)(k-(Md)5kKQ.K()KKJKR()CJQ6kK)EKK^HCKÄK.dKJC)dK>LJKQ./QDQ,PLk/dK'K)JM)ER'K)KDeKDI)J)K0D(JC/cCDKKI(/K)~(K/BC(C/..dKK/R.QbR)DPj(K/JJM]BKK.((Q5KS))K)D)Mc5KR0QRKDKLLEDDC)Kl0CbDCQCdLKjL0K/L/D/C\KJCKKDK()(J(e/JJBI.)IL(KQJ L/.KK)L..Kc-(˛)JKL/(ÄCEDC!kRK.JKD$
  35361.        tile $000000FDˇCKJL.J(D˛LˇK    k)LDC1Cj(C˛LyQ0KdKCSKDQjKLdQJ)KLJELJ(0Q)QL/L/kLK()DDJD)jCQCKKSJKCJDD/ESMLLQK(QDDL(J*JKSCcKLS(DL(>cDJSKLJDDc-LKKLRDKK)SLL/k1R'KDKD0KDLDL˛D%bLD/K-Q.K())D)QDDKL(DSDd)LK)DÄQR/KDLK˛D.JKDQK.LCK'D-L(L)/LDDRK.DQ)˛DQK˛DLDDQDDC(REDDÄKDD(DDRKR)($
  35362.        }
  35363.       DefM {
  35364.        tile 0
  35365.        seam 0
  35366.        cnth 1
  35367.        cntv 1
  35368.        flph 0
  35369.        flpv 0
  35370.        rotc 0
  35371.        intp 1
  35372.        invC 0
  35373.        }
  35374.       }
  35375.      }
  35376.     ROBJ {
  35377.      IDEN {
  35378.       REFN 3
  35379.       TIME "12:02:29 PM995510"
  35380.       }
  35381.      DATA {
  35382.       stor 0
  35383.       w 200
  35384.       h 184
  35385.       dpth 8
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  35387.       tils 64,64
  35388.       tdta {
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  35394.        tile $00000202~PNiQiùõé[[([F$(™h[7[QßäD@[PB7©7PFÉèÆáFN@QÑDNh^p°Å√VNP{QrB£[Pi}V$C†[P(Q÷Pd£8NhjV$Å£i;PåÅßä[çPÅÅá[©BNBBPPáB[Ppá^É[çßBpq≠≠¡~™\§©¬Gƒ≈ÆäQ\≤UVëU^åßã™êøèéäÉÅ(äÑø≈ZÉÉã!p≠U#pZtqP[©£rB@ìï´—lí≈«—‘‡—◊‡,ÀÊκfi—|¥—∂̱a◊€Á€ÒÌ›Á›Â˘›Á∂∂ÁÓÁ∂ÁÌÌ€››Ò∂›‡Á∂ÓÓÁ˜ÓÓÒ›ˇ›ÌÁÁ∂ÁÛÁÒÁÁ∂ÁÁ∂Á›‡ÎÁ¢›ӀÁÓ›ÁÁ˝Óo›Á›ÁÊ≥Ó›Ê∂ÂÁ∂Á∂ÒÁÁ∂ÁÁ‡‡Ó›‰ÁÏ∂∂ÂÓÁÌÁÏ∂‰‡€›Á‡∂Ì◊·Â∂Ó›Ò›πÁ∂ÁÁÂÂ∂±Â∂€·∂ÁÂ∑◊∂€aÌ€‘Ú‡∂‡‰€⁄•‡‡∂◊‰‡Ú‘Œ·∂◊a—‚‡‡Â€Œ‰˛—ˇ€‡€‡‡‰±‰€Â‡Œ◊‰€€◊∂‡±‡Œ◊€Á˛◊L—‰◊ÁÁ◊fifi‘€‡∂∂‰€‰◊◊ÂÁ‰◊‡€€Â€‡‘Ηa‰ÌÁ‡‘Ãˉ‡Ï‡Ï—‘‘‰‰ŒŒ‰€€Œ‚Η‰◊‰ÂË—ÂŒl‡‰Ë‚—◊±‡‰$
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  35403. *    ÉÃ∑∑±Ë‘a≥∂∂a‡Õ∑—««‘Œ∂Óπ∑¨◊—a——‰‰—◊«º‚∑Œ—‚Õ‘‰€‰ÚË€•◊Ë—€±ÌÌÁ‘¢F*NÃl—±‘]̉̇ŒŒÕ∑π×—Œ‡Ó∂a∂aaΗ∑~—¥Õ——◊‘È«—Õ«◊]ÎËÉ‘€€Ú€Ë€±€‚¢77F6Ã∑—∂—Ú±ÔÚ€◊◊πº±Ü∑∑Ü¥π‡˘≥±Œ∂Õ—‡]‚ú——‘∑l«∑È‚Ë€ÚÙÎa‰•◊Ë•ÚÁ€]?
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  35417. :WÈëÖΔ¥‹Ã¥‚¥‚Õ«∑]ÈÕŒ¥Ãπ´ÕÎ◊̉Ë∂‘«¥‚«∑¥0.:S+99H :/.clJJ,Œl‘◊‚”—]È—fiÕ«ÈŒ—ÕÂfiÃÔº‚‘~ºfi—Ú±◊——Œl‡]π‹Δ9Wjéü0—aaÊa€∂€±‘∂±fi—±±‘Õ‚Ô‚‚”‹‰‚‚—Ù∑a•Ô∑∑±l‡±ŒŒ‚»Œ‡a‚´π—Œ‰««,∑Y*9Sbæa∑Â∂±‡Â◊∂]Œ—]‡]|‚Ô‘l‚]]—Ô]•Œ€ÏÂËaË◊◊—fi±—∑~—‹]È΋Ÿ,ëº◊∑Ú—»c7QWbªŒ±Œ◊—Œ—∑Ÿ◊alÑŒ‡±Ë∑Ë∑Ì◊Á—ÕŒÕ∑∑Ë‘ÂŒ‡—a‰›Á‡‘—Ú‰‚‚ÃÀ‚‚fiԥú7Xü±—Œ∂•«—¥—∑◊ŒŒ‰∂€fi∑]Õ——‰±‡‰ÕŒË—∂∑‚Ë◊Âaa∑.—∂€Œ∂Œ—l‘‘∑Õ¥«ÃÃÕŒFF(;<怕Ú΂ˑ∑Ã]‡ÌÌ◊ŒŒ—‰€◊∑Õ˝€~—€l‡‰‡‰—◊ÁÁ‡—Âa∑Îa—€±—lŒ∑‚α,È»*:S<¿∂º∑‚ºaºa±◊ˉ€‰‰◊‚‡‚‚]ÃÈ‹‰Ë—∂ÚÂa‘€Œ‚‰¨¨º∂Á‘ÎfiÌaŒ·ºÕ‘Áa‚Œl∑9:∫º€º◊º‘ω◊∂Â∂◊€Œ∑ºË∑•Ãa±ÃÕi—fi‚«‰ŒÂ€∂€Ô‚—€∂◊]—‰——‰∂Œ‡‡€Ã]π|U9õŒ∑Õ—€«∑Õ‡Ë◊΀Û˨•]]Â∂¨Ú—ŒÎ‰◊±•È◊Á‰€Î∑€a—‡ÂÒa˜a—±ŒŒ±——Â◊]Üï(W;üÕ]ºŒ˛—~∑Շ̀‰Ù±›—◊—‡◊‰◊±—±‰€Ì•ŒÚΉ‰◊ÂŒ‡—›‡Œ±€—±ŒÊ±‡aÎŒº9S    ;Ω—Œ∂∂±◊Œ‰∂aÂ◊€•ÏÁ±‰‡Á›€◊¨∂±±—‡‡—◊ŒÚ‡‰Ì∂∂±€∂€Â∂±—∂±—Á∂ÒÕ◊±<S+Fôn—]‚˱•~Œ—Œfi◊‡€Œ◊€ÚlÕº•‰Œ•‡Œ‰Á·€∂∂‡Ì◊‘€‡ËÂÂ◊€Ï•∂€«‡‡±◊a]È—‡.<:XYÕ‘¶⁄∂•‚‰±∑ÕÚ◊a¯Â±‘ËÈ——Œ◊]◊◊‘‰∂∂‡±ÂŒ◊≥›Ê‡›ÁÓÁ∂a◊‡€‡aºfi‚ÂŒ// ~mn扔•∂j‡]Õ—◊‘‘Ë•€‰€Êa—Ò∂∂‡€‚fi›€—◊∂Á◊•‡Œ€∂›‡ÊÓÁ◊˜a◊Áa‰‰€•∑—ºYUê>0æ∂ÁÁ€∂€‚∂±€±€‡∂‘·∂ŒÁ∂€Á€•Á€a¨›∂ÂÁ€a∂≥Ê≥∂Êa◊—Œ˛∂~±Ì‚‡Q7SSFçkûÁ∑—‡—◊Œ‰€◊‰∂Ì∂‰◊◊›˜◊€‡Ò∂€∂Ê›€Ú—∂a∂aÓÒ—››◊Á€—∂€ÌÓ≥Ú±—Œ*&Fi[(Q∫ʇ◊»‡Œ€◊Ì€‰Ù‘a‰‰◊‘Ôa◊‡l€ËfiÁ∂€ŒÂÁ›‰€Êa‡Á›ÏÂaa∂∂Â∂a~‡›Ó·ŒŒ+    F[(8ûÏ€∂◊̗̇‰∂—€‰±‡Âˉ€◊∂±€◊‰€a‰ŒÁÁ≥€◊Ï∂ŒÒ›Ó‡∂›∂∂ŒÊ¨Œ∂›∂€∑=+7OQ(8û»ÒÌ—‡€Áa‰◊€Á‡·∂Ú‰∂ËÎÎ‡‰ÎÁ‰‘Œ—ÁÂÒÒ◊±‡∂≥›ÊaÁ››€a∂~›Ó≥ÁχY+7Qjú»˘∂Á◊‡‘Ï›·Á∂±Ì∂ÛÔÁ€Â◊‘‚∂€∂±‡∂Œ◊ËÒ∂ÁÁ€Ì€Á›ÒÁÁ‰Ê◊Á››a∂Áº    NOCPQ^~»˚Ì€‰Á∂ÁÓ›ÓÁÓ›ÌÌÁÁ˘Ë‰‰Ó·‡≥€±ÌÌÒ∂‡Áa›·Ê≥ÁÂÁÁÌ∂‡‰Ó˛›2a &A@P((HΩÓÓ¯∂€ÁÌ·›Á≥Ó¨›Û¯›Á‰Â€—Ó€∂·±Á€—‡∂ÌÁ€Ò›ÁÛ˛Ìv›˘›ÁlŒ‡ÁÁ∂˘»YP12A[ikùñÁ€a±‡Á∂€Á∂Òӛ€‰Ì€Î€€˚›ÓÁÁ¯€±◊aÁ±Ì€›ÁÌ›ÓÒ◊ÏÒÒ]΂‚Î◊›‡ÊOCN@F;H¿∂—Ò≥Ó€ÁÓ››€∂aÙÏÁ◊Ì€¨Âả‰Á€Ì̇˘˛Ì8Ò≥›Ó›∂ÂŒ‰Ú∂›‡ŒÃÈÈæÜCàá[7iôæ∂ÜÇۀ∂Ò˘Ì΀Âa◊Ì›ÁÁ˘›Ì∂∂˜€‰˛€~—‰˜aÌÊ·Á˘Ó∂Á∂∂ÒÓ¨±◊—◊ŒKWCàP[FTbÏ˘±¥¿—Á∂ÁÊÛ›∂€Á˜◊€Ì◊Ú∂∂—˘·ÁÒ›ÒÁ˘˘ÁÁ∂‰Ì∂∂Á∂·ÁÒÁ€€˘˘ÌÓ›€Œ=Qhç(iñÓ≥≥lΔ¿ÕÁ›€˘‰ÒÁ¯›˜€ÁÌ·€Òa€·€Á∂Á››~˘›ÓÒ˜˘Ò˘˘Ò›Ì›∂€a∂∂ÂÛÌ∂lS[P[i^FªÒÛÁ¨Ÿ‰ÓÛÂÌÁÓÁÁ€›ÁÒÛÓÁ€‰◊‡ÁÁÂÏ€ÂÓ·Ò—ÂÒÁÌÂÒÁÁ‰‰Ò€ÒÁÊE[77PFQiΩÏ·ÁÛÁa˚·ÌÁ›≥∂̱Ó∂ÌÁÒÓÁ€ÁÁ‡◊‡ÌÂ~‰Û›Á˘ÌÌ•ÎÓÌÓ˜·›≥ÁÁ˘Ò·ÂE    FçFPçQøÁ∂¨¨˜›ÁÁÓÛ›ÒÓÓ˜€ÁÁÒ€Ó€ÌÒÁÌ˘ÒÌÁÌÌÁ›±Ò›Á∂ÁÒ˜ı˘≥ÒÒ›ÓÓ˚∂Á≥EF7Q^jQF∏Ò˝≥·˜≥Ì̘ÓÌÌ∂€ÒÓ›˜∂€›Œ◊ÂÁÂÁÁÒÁ1Ó˜˘ÁÓ›≥ÌÒÁÌÒ∂˘Ó‰∂̘ʘ∂‡Œ
  35418. FFQjÉ[i∏Á·Ó›Ó˜Ò·‰›˜˜·ÌÌ$
  35419.        tile $000001FE~‘€Œ—‰‡‘—Œ◊€€Ï€—‡•‘‰fi∂Ú‰€—‘∑—Î∂€€‰—]‚‡‡—ΫfiÎ∑]‚ω∑ËfiÎ◊Œ—Ï·◊‰—Ï∂χŒ€‡◊Շα‡∑fi‡——ŒË∂Õ•ŒaŒfi∂ˇÂ◊‡Œ◊◊——Â◊∑‘‰‡◊Œ◊◊‰Œ—•‘‡ÚÏ◊‚‰—‰Ë——e‘—Ê——É‘È—‘•]‚ë‘ÃÔÈÈ]∑‚‰,]ÃÃ]Ã]‚]fi˂Ë‚¥‚Ô«‘‚]ÈÑ‚‘‘´Ã‘«‚‚ël‚_-`Δ|Ã,I‚|I´zÀΔÑuQ[QT{F3A355EO3O˚5G5E5OL44FS([Q
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  35543.       tils 64,64
  35544.       tdta {
  35545.        tile $00000FD2˜˛>ˆ˘˜˘˜˘˜ˆ»˘ˆ˜˜»»˘˜»˜˜»˙˜˘˜˘˘˜˜˘˘»˜»˘˜˜˘»˘˘ˆ»˜Ò˛ˆJÒ˘˜˘˘¯ÒÒ»ˆ˜˜˘˜˘˜˘˘Òˆ˘˘ˆ»˜˜˘˘˘˘ˆ»˜»Ò¯ˆ˘»»»Ò˛ıˆ˜˘˛…˜˙˛˘˛˜˙»˘˜˝ˆ˘˘ˆ˘˘˜»»ˆ˘˜ˆˆ˘˛»ˆ““»»»˜˙»»˙˛˜˛%˜»˘˘˘»ˆ˘˘»˘Ò¯»ˆˆˆÒ»˘ˆ“˙¯ˆ˝…˛ˇ»<ˆ»˘˜˜˘˘»˙˜˜ˆˆ˜ˆ˘˘˜˘ˆ¯ˆ»»»““ˆ˘˜˜˘˜ˆˆ“ˆ¯…ˆÒ˛˜»»¸˜˛ »˘˘˘˘»Ò˜˛˘ˇ˜˛˘Òˆˆ»»““˛»ˆ˘»˙˘Ò˛Ò“ˆˆ“ˆˆ˛    »ˆ»˜˘˘˙˜˛,˘˜ˆˆˆˆ˘˜˘˘˜˜Ò˘ˆÒ˘˘ˆ»ˆ˘»˘ˆˆ»ˆÒ˛ˆˇ»˝»˜˙˙˜˘˘˘»ˆ˘ˆˆ˘˘˛˘ÒˆÒ˜˘˛ˆˆ˘Ò˛˘ˇˆÒ»»ˆ¯˘˜¯»˘»Ò˙˜˘»˙˘»»˝ˆ˘»»˘˘˜˜»ˆ˜ˆ˜ˆˆˆˆ»˘ˆ˛˜ˆ»“¯“»˘Òˆ˘»ˆ˘˜˘˘˘˛˜ˇ˝ˆ˙˘»˜˜˘»˘˘Ò˜ˆ˜˘˘ˆˆ˜»˜¸»
  35546. ˆ˘“»Òˆ˛˘~»»˘˜˘˘Ò˘˘Ò˘ıˆ˜ˆ˘˘˜˘˘ˆ“»»ˆ˜˜ˆ¯˘Òˆ»»˘»“ˆ»ˆ“ˆÒˆ˘˘»»˘˘ˆ˘˘˜˘Ò˜˜ˆ˘¯¯˜˜˘˜“»˘Ò˜ÒÒ˘ˆ»˘˜ˆˆ˜ÒÛΩÒ˘ˆÒ»˜ˆ˛˘˜˘˘˜˜˙˜˛˘ˆˆˆ˜˜»˘˜»˘ˆˆ»˜»Òˆˆ»˛ˇ˜ˇ˘Òˆ…ˆÒ»ˆ»ˆ»˜˘˘˚˜ˇ»,Òˆˆˆ»ˆ˘˘˜ˆˆ˘˘˜˜ˆÒ˘˘˜˘»»˘˘“ˆˆ¯¯“ˆˆ¸˘»»˘˘˜˛˘E»ˆ˘»ˆˆÒ»ˆ˘˜˜»»Ò˜»»˜˘Û˘˜»»˜˜˜»˙÷ˆÛÒ˘ˆˆ»˘ˆˆ˘»˘˜»˘˜¯˜˛ˆ¯…»˜ˆˆ˘˘ˆ»˙˘˘ˆ˝˜˘˛˘˛oÒ»ˆˆ»˜˜˘ˆ»»˘˘˜ˆ˘¯ˆ˜ˆˆ“»»˘»˘¯˜˘˜˜ˆ»˘˜˙˜»˘˜»»»ˆ˘˘Òˆ»…»˘˘˜˘˘ˆ˘ˆ˘ÒÒ˘ˆˆÒ»˜»ˆ»ˆ»»˘˜ˆ¸˘G»˙˘˘»˘“…Òˆ˜Òˆˆ»Ò˜˘˘˜˘ˆ»Ò˘ˆˆ˜Ò¯ˆ˘»»»˜»»ˆ“˘»ˆÒ˘»˘˜˜ˆˆ˛ˇˆ »»“ˆÒ»ˆÒ˘˛˜ˇˆ˘ˆ»ˆ¯˘ˆ¯÷»˜Ò˜˘˘ˆ»˜˛»Lˆ¯»ˆ»»˘˘˜˜ˆˆ»¯Òˆ»ˆ»Ò˘˜˘˜»˜ˆ˘˘ˆÒˆ˘¯Ò˘˜˜ˆˆ»»˜˘ˆ»ˆˆ»˘»˘˙˜˝»¸rÒ»˜»»Òˆ¯˜ˆıˆÒ˘ˆÒˆ»ˆÒ»˘»»»Òˆ˘˜»Òı»»˘˙˜»˜˜»ˆÒ»»ˆˆÒÒ˘ˆ¯˘Ò˘˘»ˆˆÒˆÒ“ˆˆˆ˜»˜˜Òˆ˜Ò»»˘»˜˜˙˚˜;Û˘˜˘˘¯˘˜ˆˆ»˜˜˜˘˘˜»˘»»“ˆ“ˆ»˜Ò»»»˘ˆ»˜˜˘˘»˛˘k˙˘»¯ÛÒˆ˜ˆ˜˜ˆˆ˜ˆ»“Ò˜˜ˆ˜˘˘ˆ˘»»ˆˆ»˘˜ˆˆ»˜˜»»˜˜˘˜˘˘»ˆˆÒÒÒ˘ˆÒˆıˆ¯Ò˜˜˘˜Òˆ˘˘˜Òˆˆ»˘˜»˛ˆˇ˜ˇ»˛?»˜˘»˘˘»˘˘ˆ“¯ˆ¯˘˘˜˜»ˆ…˘˜˜˘»Òˆ»ˆÒ˜˘¯ˆ˜Ò˘ˆÒˆ»»˘˜ˆ˜˜ˆ˙˛˜˘ˆˆ»»»˘Û¯ÒÒ˘˘ˆ»˛˜,˘»»˘Ò˜˜ÒˆÒˆˆ˜ˆ˘Ò»»»˜˘»˜˜»Òˆ˜»˘˘»Ò˘˛»#ˆ˜¯Ò˜˘ˆ¯˜˘¯ˆÒ“˘˜˜»»˘˘˜»ˆ˛ˆ(»Ò˘˜»˜ˆ»»˜˜»»˜˘˘»˜»ˆˆ˜ˆ¯Òˆ˜»Ò˘¯“»˘˛ˆ
  35547. ˜˘»˘ˆ»˜˛»'»˘»Ò˘˜˘ˆ»˜˘˘»»»»˜˜˘˜˜˘“˘ÒˆÒ»»˛˘%“»»ˆˆ“˜»»˜˘»ˆ˘˘Òˆ»ˆÒ˘˘»˜˘ˆÒ˜˙˜˜˛»ˇˇ»
  35548. ˜˜˜˜»ˆ¯˜˛ˆ˜˛»ˆ»»˘»˛ˆˇ˜ˇ»8“˜ˆ»Ò“ˆ˘»»˘»»˘»»˘»˜˜˘»»»˜»»˜»»“ı¯ÒÒˆ»»˜Ò˘»¯ˆ˛ˇ˜(˘ÒÒˆˆ»˘ˆˆˆ˘»˘Ò»»˜“˜»»˜˘ˆ»»˜˜˘Ò˛ˆH˘¯ˆÒˆ˜Òˆˆˆ¯˘˜ˆ»˘ˆÒ»˘ˆ»˜ˆ˘˜˘˜˘˘»˜˘»˜˜˙˜˜˘˜˜»˜»ÒˆÒˆÒ¸ˆ¯˘ˆˆ˘»»˜ˆ»˘˜˘Ò»˘˘»˛»»˘˘ˆ˘˜˜ˆ˜˜ˆ˜˘˜˛ˆˇ~˘Ò»˘»ˆˆÒ¯˜ÒÒ˜»»ˆÒ»Ò˘»˘»˜˘ˆ»»˘Ò˜˜ˆ˜ˆ»˜ˆˆ˘»˘“¯ˆ˘˜ˆ“»Ò»¯Ûˆ»˜»ˆ˜˘ˆ˘»˜ˆˆ»˙»˘ˆ»˜»˘»Ò»˜˜Ò»˜˜»»˜»“¯»Òˆ˜Ò»»Ò¯˛L»˜»˘»»˜˘»¯»˜˜»˘»˜ˆ»»»˜Ò»˜Ò˘˘»˜˜ˆÒ»˘ˆ»Ò»Ò»˘˜Òˆ˜˜»»˜˜ˆ»ˆ»»˛˘
  35549. »˜˘»˘˘»˜¸»&»˘˘˜˘ˆˆÒˆ˘˜»˘Ò˘˜˜ˆ˜˜ˆ˜ˆÒÒ˜Ò˜˘˜˛ˆ(ˆ»˘˘»ˆ˘Ò˜ˆÒ˘»»»˘˜˜˘˜˘Ò»»˜ˆ¯˜ÒˆÒ˛˜ÒÛˆ˜ˆˆ˛˜ˆ»˘˜»ˆˆ˘˜ˆ»ˆ˘˛˜»˚»˘˜˜ˆ˘˜˜˜˜˜ÒÒ˛ˆ%Òˆ»ÒÒÒ¯ˆ»ı»˘»˜ˆ»»˘Ò˜Òˆ¯˜˜˘˜˜˛˜˛»ˆÒ¯˜Ò»˛˜%ˆÒ»ÒˆˆÒÒ˘˘Ò˘»»“¯»˜»»˘Ò»Òˆ“ˆ˛z˙»»˜˘»»ˆ˜»»˜Ò»»˜˘˜»˘»ˆˆÒÒˆ»ˆ…˜»˜˘ˆÒ˘ˆˆ»»˜˜»˘»˘˘»˜˜˘Òˆ˜»»ˆ˜ˆ˘˜ˆÒ“»ˆ»ˆ“ˆˆ»“ˆ˜Òˆ»˜˘˜Òˆ˜˜Òˆ˛I˘»»˘˙˜»»˙˜ˆ»»˘˘˜»˜»»ˆ»˜Ò˜˜»Ò˘Ò»»Òˆ˘»˘˙»˘»¯Ò˘˘»»»»˝»˜»˛˜»˜˜˝»˜˛?˜ˆ»˜ˆ»˜Ò»˘»˘»ˆ˘˜˜ˆˆ»˘»˜˘˙»»ˆ»»»˜ˆ˘˜˘˜»ˆ˛»˘˜ˆ˜ˆˆ»»˘˜ˆ“Òˆ˜Ò˛ˆˇˆ»ˆÒ»˜˘˙˜»»˜˘ÒÒ˛»ˇ˘,˜˘¯»ˆˆ˘˘˘˜ˆ“»˜˘˜»»˜Òˆˆ˜ˆˆˆˆ˜˘˘ˆ»˛ˇ»)˘˜»»ˆ»»»»Ò˜»˘ˆ˘Òˆ˘Òˆˆ»˘˘˘˘Ò“˙»»˘»˝ˆ˜»˜ˆˆ˜˘ˆˆ¯»»˙»»˜“˛»˜»˘˛»J˘˜ÒˆÛ˘˘»Ò˘»˜˘˘ˆÒˆ»˘»˜ˆˆÒ»˜ˆ˘ˆÒˆ»˜»»˜»»˜˘˜»»¯ÒÒ»˛»ˇ#ˆ“»˘˘»˜»˘Ò˜˘˜˜»˘»˘˘Ò˛ˇ» ˘˜˘˘»ııˆ»˘˜»»˜»¯Ò»ˆ˛ˇˆ»˘ˆ˜Ò˛˜˛˘ˇ˛˘ˆ»˛»»˘˛˜(»ı˜»»ˆ»“ˆ˘»ˆ¯»˘ˆ»˘ÒÒˆ˘ˆ“˘ˆ˛˘Z˜»˜ˆ˜»»˘˜˘»˜˘ˆˆˆ»ˆ»˘Ò»ˆ˜ˆ˘ˆÒ˜˘˜˜˘˘ˆˆ»»ˆÒ»»ˆ»»ˆ˜»˙˘˘»»Ò˛» ˘˜˜»˘ÒÒ˜ˆ»˛˜Ò˘»˛l˘˜˜˘˘˘»»˜˜ˆÒ»˘˜»˘ˆ˘»˜˜˜˜˘»Ò»˜˘»˜ˆ˘»˜˘ˆÒ˘˘ˆˆ˘˘ˆ˜˘»»˜»˘˜˜Ò»˜˘»˜»»˜»˘ˆ˜Ò»˘˘ˆ»˜˛»+ˆ“˘˜˘˜ˆ»Ò˘ˆˆ˜»˘˘»»˜»»ˆ˘˜˙»˘˜˝»*˜˘¯˜ˆ˘˜˘˜»»»˘˘˜»˜»»ˆ»ˆ˘»»˜˝»ˇ˜6»»»˘»“»»˜Òˆ»ˆˆ˜»»˜˘»˜»ˆ˘˜»»»ˆ˜˘˜˝»»»»ˆ˝2˙˜»˙˜˜»»»ˆˆ˘˘ˆ»˘˘ˆÒ»»˘˘»»˘ˆˆˆ˜»˘Ò˘˘˜˘ˆ˜˜˚»»ˆ˝?»»˜˜»˘˘˜˘˘»ˆˆÒ˘ˆ˙˜»»»˜˘ˆˆ˘»˜˜˘»»˙»»Òˆ»˛ˇˆ˝Òˆˆ˛˘
  35550. ˘˘˘ˆ˜˜»»˘˛ˇ»»»ˆ»˘˜˜˙˜»˙»»˘˘»Ò˛» »˙Ò˘˛ˆˇˇˆ»Ò˘ˆˆ˜»˘˜˘˜˘˛»Ò˜»$
  35551.        tile $00000FD3»˛˜;˘˜˘˜˙˜˘ˆ˘˘˜˘Ò˜»˘˜˘˜˘˜˘ˆ»¯ˆ“˙˘˜˜Òˆˆ˜˘»˜˝˘ ˜˘»˜˘˘˜˘ˆˆ˜˘˛Ò¸Òˆ»˜˜ˆ˜ˆˆ¯ˆ˛ ˜»»Ò…ˆ˜˜˜˛-˜¯˜˘˜˜˘ˆ˘ˆ˘˘ˆ˘»˘ˆ˘˘Ò˘˘»˜˘»˘»»¯»“Ò˛»ˆ¯Ò˘ˆ»Ò˜˙˘ˆ˜˛˘ˇ˜:˘ˆ¯ˆ˘˜˙˘˘ˆˆˆ»ˆ˙»ˆ»ˆˆ»˘˙˘˘Ò“ˆ˘˘˜˘˙»ˆˆÒ¸˘˜˘˛ˆ˘˜˘˘˘ˆÒ»˜ˆ»ˆ˜˜˘ˆ˝ˆÒ˘˘˚ˆΩΩ˛˛˘ˇ˜Q˘»»˘Òˆ˜»ˆˆ˘˜˘˘˜»˜˜ˆ˜˘˘˜˘˘˜˘ˆ˜˘Ò»»»»ˆ»˜˜˜»Ò»ˆ»˘˘˜»˘Ò˘ˆ˘˛9˘˜˘ˆ˘ˆˆˆˆÒ»˘˘ˆÒ˘ˆˆ»˙˘˜˜»»ˆ˜˘˜˙˙˜ˆÒ˘˜˘˘˘˘»ˆ˛˘<ˆ˘˘˜˘»ˆˆˆˆ˘˘ˆ˘»ˆˆ»ˆˆ»˜˘˜˘˜»ˆ˘˜ˆ˘˜˜»»Ò˘˜˜˘˜˘˜˛ˆ˘˘˘˘˘ˆˆ˘˘˜˘ˆˆ˘ˆÒ˛ »˘˘˜˘˜˘ˆ˜˛ˇ˘Ò»˜˜˘ˆ˜˘˜ˆ˜ˆ˛˘ˇ˜»˘ˆ»˛˘˜˘ˆˆ˘ÒÒ»˙˜˘˛9ˆ…˜˘»˜˜˙˜¯Ò˜˘˜˜»˜˜˘»ˆı˘˜˘˘»˘»Ò»»»»˘ˆ˘»ˆ»˛˜˘»»ˆˆ“ˆ˛»˜˜˜ˆ»˜˘˜˘˘Ò˛˘ˇˆ]˘˜˙˜ı»˘¯ˆ˜»˜˘»ÒˆˆÒ˜˘ˆ»»ˆˆˆ˜˜»˜˜“ˆ˜ˆ˘˜˘ˆ˘˘ˆˆ»˘˜˜˘»˘Ò˜»˘˘ˆÒ˘Ò˛˘˙»¯“»»˜˙˜˘¯¯˛ˇ˘Ò˘ˆ˜Òˆ˘˘»˘˜»˜˙»Ò»˜˜˘˘˜ˆˆ˝¯ˆ˜»˜˘»»ˆˆ“¯»˘»ˆ˜˜»ˆ˛˜˘ˆ˘ˆ»˘˘˜˘»˙»…˘˘»˘˛˘»˛ˆ!»Òˆ˘˘»Òˆ¯“»˘˜Ò˘Ò˘ˆ˘ˆÒ˜˘˘˘˘˛ˆ˝˘ ˘»˘“˘Ò»˘˙ ˆ˜˜˘»»˜»ˆ……ˆ˘˜˘˜ˆ˜ˆ˜˘ˆ˘˘˛˜ˆˆ˘Ò˛˘%¯ˆ˘˘»ˆ˜˘˙»˘ˆˆÒ»ˆˆ˘ˆ˘˜˘˜»»˜˛»˘ˆ˛˜˘˜¸˘b˜ˆ˘˘Òˆ˜Ò»»»˜ˆ»»ˆ˘Òˆ˘¯ˆ˘˘˜˜˘»ˆˆˆˆ˘»»ˆ˘˘˜˜˘Ò˘˜»˘˜»˘»˜ˆ˜˜˘˜˘˘»ˆ»˘»˘˘Ò˘˘ÒÒ¯ˆˆ˛˘    ˜ˆ¯ˆ“˜˛˘»Ò˛˘˜˜»»»˜˜»ˆ˙˜˛˘ˇ˘˜Òˆˆ»˚»Ò»Ò¯ˆ»ˆ˜˜˘˜Òˆ˛ˆ˘»Ò˜˛»˜˘»˘˜˘˙˜ˆ˘˜ˆˆˆ»˘ÒÒˆ˘˛»»ÒˆˆˆÒÒ»˘˜˘˛ˆÒ˜ÒÛÛˆ»˜˘˜˝˘˜»˙˘ˆ˝˜#˘»˜»»»˜˜ˆ»˘˜ˆÒˆ˘˘˘˜˜ˆˆˆ˚"“ˆ˜˜»˘˜»˜»˜Òˆ˘»»˜»»Òˆ˘»»˛»˜»Òˆ“ˆ»˘˜˘ˆ˝]»˘»ˆˆ˜»»˜˜»»Ò»˜»˜˘˜˜»»»Ò˘˘˘ˆ˘ˆ˙˜˘˜˘»˜ıÒ»ˆ˘ˆˆ»ˆ˜˜˘»»»Òˆˆ»˜»»Ò˘˜˛˜»»˛ˆˇ3Ò˜˘ˆˆ»˘˜˘˘˜ˆˆ¯Ò»˙˜ˆÒˆ˘˘»˜˘»»Òˆˆ˘»˙˜Ò»˘˘˛ˆ0»»Ò»“»˘ˆˆˆÒÒˆ»˜Ò¯ˆ˜˜˜Òˆˆ»ˆ»˜˜˜˜˜˝»»˛<»ˆˆ¯»˜˜ˆ¯ˆˆ˘˜ˆˆ»Òˆ»˘¯Ò»»Ò“»˘˜˙»»˜˘˜»»˘“Ò˘»˛˜˘ˆ»¸ˇÒ]ˆ¯ˆÒ˘˘˘»»˘ˆ÷»˜Ò…»Ò˘˜˘˜»»»»»˜˘˜»»Ò“Ò»˘Òˆˆı˘˜»»ˆ»»¯¯ÒÒˆˆ÷˛»ˇˇ»˘»»ˆˆ˘˜˜˘˜˜˛%“ÒˆÒˆˆÒ¯“¯»»»˜“¯Ω¯¯ˆÒ»ˆ˛˜»»»»˜˜˜˜˘˘˜»˛»
  35552. ˘˜ˆ˘˜¸ˆ~ıÒˆˆ»˘Ò˜Î…¯¯»ˆ¯ˆ˜˘˘˜˜»ˆ˜˘»˘˘Ò»ˆ˙»˜ˆ¯˘ˆ˘˘ˆ»ÒÛ…¯»˘ˆ˘ˆ˘ıˆ»¯Ò»»ˆˆ˘ˆ˘˜ˆˆÒ˘»˘ˆ»˘ˆÒÒˆˆ“˜˘»ˆˆ»DÒ¯ˆ»ˆ»˜˜»»»Òˆˆˆ˜˜»Ò˘˘˜˜Ò˘ˆˆ˜˜ˆ˜˜˘Ò˜˘˜ˆ˜»˜ˆˆÒ˜ˆ˘ˆ˛˜~ˆ»˘»ˆ˘˘˜ˆ“ˆ»ˆ»»˜˜˜»»ˆˆ»˜˜»»ˆˆÒ˜»Ò˘»ÒˆÒ˘»“ˆ»ˆ˜ˆÒÒˆˆÒ»Òˆ¯¯ˆÒ˜˘Òˆ˘˜Òˆ»Òˆ˜˘»˘ÒÒˆ“ˆ˘Ò˘»ˆ»˘-»»»ˆ¯Ò˜˘˘˜˜ˆˆ˜Ò˘»˜˜ÒÒˆÒÒ»»»»¯¯˛»ˇˆ˛ˆˇ»    ˆÒˆ»˜˛»“÷˜ÒÒÒˆ»˘»»˜˘˜˜»˛ˆ'ÒˆÒ“ˆ»ˆ»ˆˆÒˆ˘ˆÒˆˆÒ»»˜»»“»˝ˆÒ»Ò˘»˘»Ò»ˆˆ˛»˜Òˆ˘ˆˆÒˆ»»“…ˆÒÒ˘ÒÒˆˆ˘˛»ˇˆ“¯ˆˆ»˛˘»“¯ÒˆÒ»ˆ»˜˘˛»ˆ¯˛˛»ˇ»˘˛ˆMÒ¯˜ˆ“ˆÒ¯ˆÒˆ˜»»»¯¯ˆ˘Ò»˘““ˆ»˘»»»˘»˙ˆ“˘»ˆÒ˜ˆˆÒ»Òˆ˜Òˆ»ˆˆ»˛ˆÒ˘ˆˆ»Ò¯»Òˆ˜˘ˆ˛)»ˆ˜˜»ÒˆÒ˘»»Ò˜˘ˆ»˜“˛ˆ
  35553. ˘Ò»˙ÒÒ¯˛˘B˜ˆ¯“ˆ»»»˘˘»»˘˜ˆˆÒ»»˜»»»˜˜ˆ»ˆ“ˆˆˆÒˆˆ»»˜˘ˆ“÷˘»»˜“˛»˛˜ˇˆ˘Òˆˆ˛˘ˇ»»ˆ˛»ÒÒˆ»Ò»˝ ˘˜ˆÒ˜»˘˜Û˛ˇ»ˆ˘˙ÒÒ»»ˆ˘»»»˛S˘“ˆˆ“ˆÒÒÒ˜˘Ò˘ˆ»…»˜˘˜ˆˆˆ»ˆ»˜»»˜˘˘»˜ˆ»ˆ»Ò˘»“˘ˆˆ»ÒÒ»˘¯»»ÒÒ˛»ˆ»“»˘˜˛ˇÒ˜˘˜Ò»»˙»»˛»˙˜ˆ˘˘˜˜¯˜Òˆ˜˜˘»ˆ˛1˜Òıˆ˘˜ˆ˘˘»»ÒÒ˘Ò»Ò»˘ˆ˘˜˘»˘˜˜˘»˘˜ˆ»˜˛ˆ˜ˆ“ˆ»Ò»˜˝˘»ˆ¯¯Ò˘»˜»˘˘˘»˜˘»˘˜˜˘˘˜˘˘ˆ˝ˇ» ˙ˆ“»ˆ˘ˆ»ˆÒ˛ˇ»ˆ“»˘ˆ˘ˆ“…ˆ˜˝».ˆ»˜»˜˙˘˘˘ˆˆÒ˜˘˜»˙˜ˆ»¯ˆˆ˘ˆˆ»»ÒÒ»˛ˆ»ˆ¯˛ˆ»»Û˘˘˜˜˘˜˝˘˜»»˜˜»“»˛˘?»“ˆ˘ˆˆ»»˜˘Ò˘“»˘»ˆ˘ˆˆ»˜˜˜»»˘˘»»˜˜˘ÒˆÒˆ˛/ˆ»»ˆÒ“Ò»˜ˆÒ…“»˙˘ˆ»ˆ»˜˘˜»˘˜˜ˆ»ˆ˘˜˛˛˜    »ˆ»˛ˆˇ»“Òˆ»˘˘»““…»˜˘»ˆˆˆ˜»˜»˛˘9»ˆ˘˜˘˜˜˘˘»˜˘˜»»˜Òˆ“ˆ»ˆ»»»˙»»Ò»»ˆˆ»»˛»˜˜ı¯¯˛»˘˘˘ˆˆ»˘»¯ˆ“…ˆˆ¸ˇ»ˇˆ»˘˜˛ˆˆ˘»»˘˜˜˘ˆı˛˛»$˜»˘Òˆ»ˆ»˘ˆΩˆˆ…»»ˆˆ“»»ˆÒˆ“Ò˜˛˘ˇ Òˆ˜˜˘˜˛˘ˇ-»˜˘»˜˜ˆÒ˘Ò¯ˆÒ˘ˆ…»»»Ò˘ˆ»˜“ˆ¯˘˜ˆ˛Ò»˛»˙˘˜˜˘˘»»˜˜˘˘»ˆ»˘˘¯˛!Òˆ˘»˘˘»»˘»˜“…ˆÒ˘˘ˆˆˆ˜˜»˝˘ˇÒ˘˜˜˛˜    ˘˘»Ò˛“˛ˆ˘˘ˆˆ˘»ˆÒ“˛˘Ò˜˘ˆ˛˘˜˝˜˘˘˘»˛ˇ».»»ˆ»“Òˆ¯Òˆ“˜»ˆ˜˜˘÷¯¯˜˘ˆ˜˘˘Ò˘˝(˜»˘ˆÒˆ»»˘˜˜»“ˆ»»“““ˆÒ»˘˛»E¯…¯»˘»ˆı»˜»»»˘˘»»ˆ˘˘»ˆˆ˜˙˜»»Ò˘““ˆ¯ˆ“ˆÒ»ˆ˘¯…˜˜˛»ˆ˛ ˆ»˜˜˜˘ˆ˘»¸»˘»˜Ò»»˜Òˆ“˘¯»ˆÒ˛˘
  35554. ˆ¯¯ı˜»»˛ˆˇ»4Ò»˘˜˘ˆ»Ò˜˜ˆ˘ˆ˘»…»ÒÒÒˆ»ˆ˜¯ˆˆ»»˘˜ÒÛ$
  35555.        tile $00000FC1˘“˘ˆ˜»»˙˜˜Ò˜˜˘˛˜˛»ˇ˜»˘»»˙˜˜»˘˜˜˘˜“˘˝˜J˘˜˙˘˜˘˘˜»»»˘˜ˆˆˆ¯»˘˜˜»»˜˜˘˘˜»»»˘ˆ˘˘˜˜»˘˜˘˙˘Ò˜˘˜˜˜˘˘ˆ˜»˛»˘˜ÒˆˆÒÒ˘˘˘˘˜˜˙˘˘˜˘»ˆ˛ˆˇ˘˙˝˜ˇˆ˘˜˘»˘»ˆˆ˘˜˛»(˘˜»ˆˆıˆ˜˘˘»˜˘ˆ˜˜˜ˆ˜˘˙»˘˘ˆ˜ˆ˘˜˝Uˆ˘»˘˜»˜˜»˜ˆ»˘˘˜˘»»ı˜˘˜˘˘˘˜˘˜˘˜˘˜˜»˜˘˘ˆ˘˘˜ˆ˜˜ˆ˘˘˜˘ˆ˘»˙˜˜˘»ˆ˜˘˘˜˛ˇˆ    “ˆ»˜»»˜˛˙˜˘˘˜˘˜˘˘ˆ¯˘ˆ˜˘˛˜˛˘ˆˆÒ˘»˜˜»»˘˛˜ˇ˘»ˆ“Ò˜˙˜˘˙˜˛˜ˆ˘˙˜ˆˆˆ˜˘˘˜˘˜˘˘ˆ˛»¸˜˘˘»˛˘
  35556. ˜»˜“Ò˛˛˜9˜˜˜»˜˜˘˜˘˘ˆ˘ˆ˘˜˘»»˘˘˜˘˘»»˘˜˜˘˘»ˆ˜˘˘˜»ˆ““Ò“˛˜»˘˜»ˆ˙˘˜˜˝˘ˇˆ5ˆ»˘˘»˘»˘˜˘ˆ»ˆ»˙˙˜˜»»“˘»˘˜»˜˘˘Ò»Òˆ˘»˜˜˘˜ˆ˘˜˙˘(ˆ˜ˆˆ»˘ˆ˘˘»˘˘˘˘˘˙˜˘˘˜»»˜˜˘ˆˆ˛˘˘»˘˘˙˘˘˜˜˙˝˘ˆ˜˘˘ÒÒˆ˜˜˘˜˘˘˜»˘˘˜˘˘˜˛˘»˘˛ˇ˘˛˜ˇÒ»ˆÒ˜»ˆ˜˜»˘˙˛˘ˇˆ˘˘»ˆ˘˜ˆ˛˘»˛˘Ûˆ˘˘˜˝˘˜˛˘»˛˜˘˛ˆ»ˆ˘˘Ò˛˘»˘»˘˙˘˘˘˘˘ˆ˘˝˘»˜ˆ˜˜¯ˆ˝˘
  35557. ˙»˘˘ˆ»˘ˆ˜˘˛»»»Ò˛˘˝˘$˜»˜˘˜˘˜˘˘˜˜ˆˆ˘ˆ˘˜˜ˆ˘˜˘˘˜˘˝»ˆÒ˘˘˛»ÒˆˆÒ˘ˆ˘˘»˜»˜˘˘˜˘˛˘Òˆˆˆˆ»˘˜ˆ˙˜˘ˆ˘»˘˛˜˘Òˆˆˆˆ»˘˜ˆ»¯˜˘˜˘˜˜˘˜˛˘ ˜˘˜»˜ˆˆ˘˜ˆ˝˘˜»˜˜˘˛ˆˇ˜ˇ˘˜˘»ˆ»ˆÒ»ˆÒˆ»˘»»˘˘˜˘˘»˛˘ˇ˜ˇ˘˜Ò»˘Ò˜»»˘ˆ˜˘˘¯ˆ˘˜˘˜˜»˘˘˝ˆÒ˘»»ˆÒˆˆ»ˆ˘ˆˆ˜»»˝˘˜¸˘˜˛˘ˆ˘Ò˜˛˘4ˆ»˘˘˜˜ˆˆ˜˘˘˜˘»»ˆˆ˙˜˘ˆÒˆ»˜˘˘˜˘»˙˜˜˘˘˜˘˘˜˘˛ˆ»ˆ˘˘˜Ò»˜ˆ˘˘ˆ˘˜˜˜˛˘»˘˜˜˘»˘»»˘ÒÒˆ¯»˘˜»ˆ˘˜˛˘
  35558. ˜˘˘˙»»˙˘˘˛ˇˆ˘˛Ò˘˜˘˘˜˘˘˜˜˘˜»˝˘B»»˙˜»»ˆˆ»˜˘˘˜˙˘˘˜˘»˘˜˘˜˘˘ˆ˘Òˆˆ˜˘¯˘˜˘ˆˆ˘˜˜Ò˘˜Ò˜¯¯ˆ˝˘»»»˘ˆ˛»˘»˘˘Ò˝˘ˇ˘ˆˆˆ˘ˆ»ˆ˜¯˘˜ˆ˘¯˛˜˘ˆ»˜˘»…Ò»ˆˆ˜˘˘»˘ˆˆ˘»»˙˜˛˘˜˛˘˜˘˘»»Ò˛˘˜Ò˘˜˜˘ˆˆˆ˘˘˘»˘˜ˆˆ»˛ˇˆ »»“ˆ˘˘˘˜˝˘˜˘ˆ˘˛˜ˇ»
  35559. Ò˘ˆ˘˜Ò¸˘»˛ˆ˘˘»»˘ˆ»˘»ˆ˜»˜˘˜»ˆ˛˘˜˘»˜˘˘˜˘˜˘˘Ò˘ˆ»˘˛˜7˘Ò»˜˜»ˆˆ»˜Ò˘ˆ˜ˆ˘ˆ»ˆ»˘˘˜˘˘»˜˜˜˘˘ˆˆ˘ˆˆ»»˘˛˘˜Ò˘˘Òˆˆ˜˜˘»˛E»ˆ»˜ˆ˜ˆ»ˆˆÒˆ˘»˜ˆ»˘ˆˆ»˘˜»»˘¯ˆ˘»˜ˆ˘Ò˜˘»˜˜˘ˆ˘˘˜˜˘ˆˆ»˛»˜»ˆÒ“ˆˆ»˜˜»Òˆ˘Ò˜˘ˆ˘˜Ò˘»˛ˆÒ»»˘˘»˘˘˜ˆÒˆˆ˛˘#»ˆ¯ˆ¯ˆ˘Ò˘“ˆˆˆÒ»˘»ˆ˜»ˆˆ˜˛˘ˆ˛ˆ˜˜˘˘»˘˘Û¯ˆˆ»˘˛ˇˆ(¯ˆˆˆˆÒ»»˘˜˜˘˘»˘˘˘ˆ˜ˆ˜˘˜˘ˆˆˆ˘˜˛˘»˜ˆˆ˘˘ˆˆ»»»»»Òˆ˜˛“¯ˆˆ¯Ò˘˘ˆˆ˛Òˆ˜˛»˘ˆˆ˛ˇ˘˘»˜˘˜˘˝ˆ˘˝»˜˘ˆ»ˆ˘ˆˆˆıÒ˜˜˘»˛ˆ˛˘ˆ˘ˆ»ˆˆˆˆˆˆ˜˘˘ˆˆÒ»˛!˜˘˜ˆ˘˜»Òˆˆ»ˆˆÒˆ»ˆÒ˘ˆÒ˜ˆ»˛»ˆÒˆˆ»Ò˛ˇ˘˜˘˛ˆˆ»˘˜˘»˘ˆ˘˘˜ˆ»Òˆ¯˛ˆ»˜˘Ò˘˜¯ˆ»Ò˘˘»»˘˝ˆ=Ò»»»˜˘˘Ò»˘»Òˆˆ»Ò˜»˘˜Òˆ»˜ˆ˘ˆˆˆˆ˜˘˘ˆ˜˜˘Ò˜˜˘ˆ»˛»»˜˜˘˝»ˆ¯ˆˆ»˘˜˘»Ò»˘ˆˆ˛»ˆÒ»“ˆˆ»˜ˆˆ˘˘Òˆ“ˆ˙˘˘˛˘»»ˆ˛3»˜˜˘˘˘“»ˆ˜˜˘ˆˆ˘˘»˜˜˘»˜ˆ»»ˆÒˆ˜Ò˘»ÒÒ˘˜˛˜ˆ»»ˆ»˜˘˘˛»bˆˆ˜Òˆˆ¯˜˜ˆ¯»»˜˘»ˆˆ˘Òˆ¯»»˘˜»»Ò»˘˜Ò˜»˜Ò˜»˘˘˜˘˘ˆÒˆ˘Ò˜»ˆˆ˜ˆ˘Òˆ»Òˆˆ˘ı˘Ò˘»˛-Ò¯˘»»˘˜˘˘Òˆ»ÒÒ˜˘»»ˆ“»»˘˜»˘ˆ˘Ò˘»˘˜˛˛ˆ˜ˆ¯˘˜˜˛ˇ»ˆ˘»ˆˆ»»˙ˆˆ»˘˘˝˜ˇ»ˆ¯¯ˆ»˜˛ˇ˘»˝ˆˇ˘˜»ˆ»˜ˆˆ˜˘˘˘˘»ˆ“˛»S˘Ò»ˆ˜˜»˘˜˘»ˆ˘ˆ˘Ò»˘˘Ò»ˆˆ˘ˆ˜˘˘˘»»Ò˜˜˘»˘˜˜˘ˆ˜Ò»˘˘˙»Ò˘»˘˘˘˜ˆ“˛ˆ˘˛»˘»˘ˆ˘»˜˘»»˜»˛˜ˇ»Ò˝˘ ˜ˆ˘˜»»˘Ò˛»ˇ˘ »˘˜˘Ò˜»ˆˆ˛»˘˜˜»˘˜˛ˆ,Ò»ˆ»˘»»˜˜˘˙ˆˆ»˘˙˜»»ˆ»˙˘»˜˘˜˜˘˛3»ˆ˜Ò˘˜»»ˆ˘Ò˙˜˜˘˘˜»»»˜˘»˘ˆ˘˘ˆ»˜˜˘»»»»˝ˇ˜˜˘˛ˇ“˘˜˜˛»˘»˘ˆ˘ˆ˘»»ˆÒ»»¸»˛˘ˇˆÒ˜˜»»˙˜»»»˘˜˘˝»ˆ¯…˛ˆ%˘»»˘Ò˘»Ò˘˜˜Ò˜Ò»˜ˆ˜˘»˜˜¯˜˘»˚»˜˝    »˜»˘“˛» Ò»ˆıÒ˝˜1»˘ˆ“ˆ˘ˆ»˘˘»»˙Òˆ˘»»»»»Ò˜˘»»»˜˘ˆÒˆ»˜»˛ˇˆt…¯ı»»ˆ˜˜Ò»ˆ¯Ò˘˘˜˜˘˘»»˜˜˘»»»ˆˆˆ˘»»˘˘˘ˆˆ»˜˘˜˘˘ˆˆÒ˜˘Òˆˆ˘»˘˘˜˜˘ˆˆ»˜˘»˘˘ˆ»˘»˜˘ˆ»Ò˛»»˘˘˘ˆ»Ò»»Òˆˆ˘ˆÒ˛˜ˆ˘˘˜˘ˆ»»»ˆˆ˛˜˜˜ˆ˜˝» “»˜»˘ˆÒˆˆ»˛ˇÒ»˘˜˜˘˜ÒˆˆÒ»˜˘˜˛˘ˆ»˛˜˛“»˛˘˘»˘˜˘»»ˆ˜˜»ˆ˛Ò˘ˆ˘˘˜˜Ò˜ˆ»˘ÒÒˆˆ˘˘˘˘˜ˆˆ˜˜˛˘˜˘»ˆ˛ˇ˘ˆ˘ˆˆ»ˆÒ˘Ò»»˛˘˜˘Òˆ»»ˆˆ˘˘ˆˆ»˜˘˘˘˜˘ˆ˘˜˛˘˜˘˜˘»»Òˆ˘˘˜˜˘˘˛»˜˜˙ˆ˘ÒÒ˘˙˜Ò»ı¸ˆ-ˆ»ˆ˘»˜˘˙˜˜ˆˆ»˜»˘˘˜»˘˘»˜ˆ˘˜˜»ˆ˜˘»ˆˆ˘»»¸˜˘˜»˛ˆ?ÒˆˆÒ¯˘˜»»˜˜ˆˆ»˘ˆˆ˘ˆ»˜ˆˆÒ˘˜ˆÒ˘˜»ˆıˆ˜˙»˘˜»ˆ˘˘˘Ò˘˝ˆˇˆ»ˆˆ˘ˆ˘»ˆ˜˜˝˘ˆ˝»ˆ˘˘ˆ»»˜˜˘ˆ˘˛»ˆ»ˆˆ˝˘0Ò˘˘Òˆˆ»ˆ˘¯˜˘ˆ»˘˜˜˘˜ˆ»Òˆ»»˜˘˘»ˆ»»˛˘¸
  35560. Ò»ˆ˘»»ˆ¯˛*“˘˘˜˘˘˜»ÒÒˆ˜˘˜˜»˜ˆˆˆ˘˙˜˘»˘˘ˆ»»¸
  35561. Ò˜ˆ¯ˆˆ˛ˆ    ¯ˆ¯Ò˘˘Ò˘¸ˆ˘»ˆ˛.˜˘¯˘˘˜˘ˆ˜ˆÒ»˘»˜ˆ˘ˆ“Òˆ“¯ˆÒˆˆˆˆˆ˛H»˜˘ˆ»»ˆˆ˘ˆ»ˆˆ˜Òˆ˜˘˜˘˜»ˆ“˘»Òˆ˜ˆ“˜˘˜ˆˆ»ˆ˘»ˆˆˆÒ˘˜˘˘ˆˆ˜˝˘˜Ò»»˘»˜ˆ˜˘»˜»ˆˆ˛ˆV»˜ˆ˙˜Ò»˘ˆ˜˜˘ˆ˜ˆˆˆ»ˆˆ˜˘ˆÒˆ˘˜»˜»»˘˜˘˘ˆˆ˘˜˘Ò»Òˆ»»˘»ˆ˘»˘ˆ“Ò˜»ˆÒ˛ˆˇ.˜ˆ˘˘ÛÒˆˆ˜˘˙»»ˆ˘»»˜ˆ»»˜ÒÒˆ˘˜˘ˆ»Ò˘˜ˆ$
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  35563. ˘»Ò»»˘»˛˘˜»»»˜˘˜˘»»˜˘»Ò˘˜˛˜˘“ˆ˜˜˘˜¯˙»»“˘Ò˛»ˆˆ»˜˘˜»˙˜Ò˜»˘˛˜&»˜˘˜˜˘˜»˜˜˘˜»Òˆ˜»˜»˘˜ˆ˜»Ò»»˜˛˜»ÒÒ»˘˘»˜˛»˘˜˜»˜˘˘˙»˜»˘˙»˘»˜˛»˜˙˜Òˆ»»˜»ˆˆ»ˆ˘˜˜˘˘»»˛Iˆ»˜˘˜»»˘˜»˙˘˜˘˜˜˘˜˘»˙˜»˘»˘»˙˘»˘Ò»“»Ò»ˆÒ˜˘˜»»˘˘˜»ˆ˜»»»˙»˛˜˘˘˜C»˘˜˜˘˜˘˘ˆ˘»˙ˆ˘»˘»»ˆ˜»˜»»ˆ»»˜˘»˜˘˜»»˜»˜»˘»»˘˘˜ˆ»»˘˜˛˘ˆˆ¯ˆ˘»˜“»»»»“Ò˛»2˜˘»»»˜ˆ»Ò»»˘˜»˘ˆˆ˘»˜˘»˘˘˜˘˘˜ˆ˘»˜»˘˘ˆ“˘»»ˆ¸#˜»Ò˜˘»ÒÒ˜»˜»˜˜»˜˘˘ˆ»»˜˜˜˛»˙˘»˜»»˜˘˘»Ò˜˙ˆˆ»¸˘!ˆÒ»»»˜˘»»»Ò»˜˜˘˘»»˜»»˘˘˜˝»˝˘<˜»»»˘»»»˜ˆ˘»ˆ˜˘»»ˆ»»»˜»»˜˜˘˘˜»ˆ˜Ò˘˘˜˘ˆˆ˜˜˛Gˆ˘˘˜˜Òˆ˜»»˘Ò˘»˘ˆˆ»˘˘ˆˆ˘˜˘»˜»»˘ˆ˜˜˘ˆ˘˜ˆˆ»˜˘»˜»»˘˜˜˜˙˜˜˙˝»$
  35564.        tile $00000AD1+»»»˘»»˜ı»˜˜˙˜ˆ»¯¯ı¯““»ˆÛ…˜Ò»Òˆ¯…ˆ˝»˜˙˜˛ˆ»ˆ˛˘ˇ˜˘ˆ“˛ˆ    ¯ˆÛ¯»ˆˆ˛ˆˆ“ˆ˛ˆ/˜˘˘˜Òˆ»»ˆ˘˘Ò˜˘˘˜»Ò»»˘»˘ÒˆˆÒÛˆˆ»˜˜˘˜˛˘ˆ˝˘
  35565. ˜˘˜˘˜˘˘ÒÒ˜˛˘ˇ˜ˇ+Ò˘˘˘ˆ˘ˆ˘ˆÒ˘˜˘ˆÒ˘ˆ»˜˜ˆ˘˘»˘˘˘»˘˛˘˜˘˛˘!ˆ˜˘˜˜˙»˜˘Òˆ˜˘˘˘»˘˜˘˘ˆ˘»»˛˘˜˘»¸˘(ˆ˘˜»»»˜ˆ˘˘ˆ˜Ò˘˜˘Òˆ˘˘ˆ˘˘˘ˆ˘˘˘ˆ˘˝˘    ˆ˘˘˜˘˜ˆ˜˛ˆ˜˘ˆ˜˘˜˜˘ˆˆ˘˘˘˝˘˛˘ˆ˘˜ˆˆ»»˙˜˜»˘˘Ò˛˘    »˘˘˜˘ˆˆ˘˛˘˛˘˘˜˛˘ ˆˆˆ˜˘ˆ˛˘ˇˆ˛˘»˘˘˛ˆ»˘˜¸˘»˙˘˘˘˛ˇ˘˜ıˆˆ˛˘ˆ˜˜˘˜»˘ˆ˘ˆˆÒˆˆˆ˘˜Ò˘˘˜˘˜ˆ˛˘˛ˆ »˜˜»˙»˜˜ˆ˛˘ˆ˜˘Ò˜˜˘ˆ˘˜˘˜»˘»˙˘"ˆ˘˜Ò»˜˘˘˜˘˘ˆ˜ˆ˜Ò˘˘˘˘ˆ»ˆ˘Ò˛ˇ˘˜˛˘ˆˆ˘Ò˝˜ˆÒ˘ˆ˜˜˜»ˆˆ˘ˆ˘˘˘»˘˘˜˛˘˜ˆ˘»ˆÒ˘˜˜˘ˆˆ˘»ˆˆ˘»˘˛ˆˇ˘˛˘)ˆ˘˜˜˘˜˘˘ˆ˘˘˘˜ˆÒÒ˘Òˆ¯˜˘ˆ˘˘ˆ¸˘˜˘˘˜˘˘˙˜ˆˆ˘˜˜˘˘ˆ˘ˆ˘ˆÒˆ˘»˝˘¯ˆ˝˘ˆ˝˘ˆ˘˜˘˜˜˘˘Ò˘˜˘˘˜˘˜˘˘ˆˆ˜˜˘˛˜˜˘˘ˆˆ¯˜˘Òˆ˘Ò˜˘˘˜˛˘"˜˘˘˜˘»˜˘»˘˘ˆˆ˘˜˘˜˘˜˘ˆˆ˜˘˜˘˘˜˛»˝˘0˜˘˘˘˜˘Ò˘˘˜˘»˜˘»ˆˆ˜˘»˜˜˘ˆ˘ˆ˘˘˜˘˜˘˜˘˘˜˜˘˘˜˜˝ˆ ˘˜˜˘»˘ˆ¯ˆˆ˘˜˘˘ˆ˜˘ˆˆˆˆ˘»˘»»ˆ˛˜˘˜˜ˆˆÒ˘»˛˘ˇ˜˘˜ˆ»˘˜˛˘Ò˘˘ˆˆ»ˆ˘˜˘˜ˆ˜˙˜˜˘˘˛˜ˆ˝˘Ò»»˘˙˜˜˘˜˜˘ˆˆ˘ˆ˘»˘˛˘˘˘˜˛˘˜˘Ò˘ˆ˜˛˘»˘ˆ˘˛˘ ˆ˜˘˜˘˘Òˆˆˆ˛˘˜˘˘˜¸˘˝ˆ%˘ˆ˘ÒˆˆÒˆ˘»Ò˜˘ˆˆˆ˘˘˜»˘ˆˆ˘˜˘»˜˜˛˘    ˆÒÒˆ˘˜˜˘˛ˆˆ˛»˘˘˘ˆˆ˘˜˘˜˘˜˙ˆ˙˘˜˘˜˘˜˘»˘˘˛˜+˘˜˘ˆÒ˘˜˘ˆ˘˘ˆˆ»˜˘˜»˘˘˜˜˘˘˜»˘˙˛˜˘»ˆ˙˜˜˜˜˘˘˜ˆ¯ˆˆ˘Û˘˘ˆ˛˘ˇˆ(»»˘˜˜˜ˆ»˘˜˘˘»ˆˆ˘˘˜ˆˆˆ˘¯˘˘˜˘˘˜˝ˆ ˘»˘»˜ˆ“˜˜˛˘˘˛ˆˇ˘    ˜˘˘»˘Ò˜˜˝˘˜ˆˆ˘ˆ˘ˆ¸˘Òˆ˜˘˘»˘ˆˆˆ˘»˘˘˜»ˆ˝˘Òˆ˘˘ˆ˛˘˘˜˘˛˜Ò˘˘ˆ˘Òˆ˛a»˘˜ˆ˘ˆÒ˘ˆˆ˘˜Ò˘»˘˘˜˘˜˘ˆ˘˜˘˘˜˜ˆ˜˘˙˘˜»˘˘˜˘˜˘»Ò˘˜˜˘˜˘»˘˘»»»˘˘˘˘˘˜˜Ò˘˘˛˜&˜˙˜ˆˆ˜˘˘˜˜˘ˆ˘˜˜Ò˜˘˘˘˘»ˆ˘˜˜˘˘˜Ò˛˘ˇ˜˙˜˜˘˜˛˘˜˘˜˛˘»»˘˘˜˘Ò»˜˙˜˘˜˘˛2˘˜˘˘»˘˜˘˜˘˘˜˜˘˘˘»˘˘˙˜˜˙˘»»˜˘˘˙˜˘»ˆ˘ˆ˘˜˘˜˛˘˜˛˜˘˜»»˜˘»»˘˘»ˆ»˜˙˘˜˘˜»˛ˆÒ˜˘˜˜˘˜˘˘˛˜»˘˘»»˜Ò»»˘˜»˘Ò»Û˛˜ »˘˙˜»˘ˆˆ»˘˘˜˛˘˜ˆ˘˘˜˛˘˜˛»<˙»˘˘»ˆ“˙˘˘˘»˘˜ˆ»˜˜˘˙˜˜˘˘»˜»»ˆˆ»ˆ˘˘˜Ò»»˘˜ˆ˜˛˘˜˜˛˘˜˘˘»»˛˘˙˘˜˘Ò˘˜˘˜»Ò»˘˘˙˜˘ˆ¸˘˜˝˜˙˜Ò˛˘˜˘˛ »ˆ»˙˜˙˙»˛ˆ˘˛˜ˆ˜˘ˆ˜ˆˆ˙˘˘˜˘˘»ˆ˛˜ ˙»˘»ˆ“»˛˜»ˆ˜˜ˆ˜»˘˘˜ˆ˜˛˘    ˘˜˘˜˙»˘˛˜ˇ˘Òˆ»˜˙˜˜˙»»˘˜»˜˛˘˜˘»Ò˜˘˘ˆ˜»ˆÒ˜˜˘˘ˆˆÒ˛˜˘˛˜»Ò˜˜˝˘»˘»˘˜˘˘»˜˜˙»˛˘ˆ»˜˜»˛˘]˜˘˜˜˘˘ˆ˘˘˜Òˆ˙˜˜»»˘Ò»˜»˙˜Ò»˘˘˜»˘˜˘˘Ò˜˘˘˘ˆ˘˘˜˜˜˘»»˘»ˆ˘Ò˘˘˜˘˘ˆ˜»˘Òˆˆ»»˘˛˜˘ˆ»˛˘˜˛˘˜˘»˜˜˛»˘»˛˜!»˜˘˜»Ò˘˜˘˜»»»ˆ»˘˘˜»»˜»»˘˜˜˘¸˜M˘˘˜»»˘˜˜Òˆˆ˜˘˘»˜»˜˘˘˜»»˘Ò»˙˘˘»»˜˘ˆ˜˘˘˜»»˘˜˘Òˆ˘˜˘»»»˜˜˙˜˜»»»˜˛˜˙˙˛ˇˆ˘˝˜)˘»»˜˜˘˙˜»˙»»˘˙˜˜˜»˘˜˜˘»˙˜˜ˆ»»»˜˘»˛˘˛˜»˜»˘»˙»˜˙˜˜˘»»˛˜˘˜˜˘»»˜˘ˆ»˘˜˘˜»˜˜Ò˘˛˜˜˘»»˜˙˜˘˜˘Ò˛˜P˘˙˜˘˜ˆ˜˘˜˜Ò˜˙˜˜˘»ˆˆ˜˙»»˙˜˘˘Ò˜˜˘˜˘˜˘˜»˜˜˜˜˙˜»˘˜Ò˜ˆ˜˜˘»˘˘ˆ˜˜»˘˜»˘Ò»»˘˘˜˙˛˜˘»Ò˜»»˜˜»˙˜»˘˘»˘˜˜˘˘˘˘˝˜˘˜»˜˘˘˝˜˘˛»˘»»˜˘˜»»»˘˜»˜˘˜˘˜˘˘»˜˜˘˜˙»˜˘¸˜4˘˜˘ˆ»˜˘˘»˘˜»˘˜˜˜˙˜˜˙»˘˘»ˆ˜»˘˜˘˘˘˜˜»˜˘˘˘˘ˆ˛˘ˇD˘˜»˘˜˜˘˜˜»˙»˘˜»˘˘˜ˆˆ˘˘˜˘»»˘˜˘ˆ»˘˜˜»˜˜˘»ˆ˘˘˜˘˜˜˘˘˜»˜˜»˘˝˜˘˜»˜˜Ò˝˙˘˘˜»ˆ»˜˙˜˜˘˜˜˙˘˝˜1»˘˜˜˜˜»˘˘»»˜˘˜˙˘»˘»˘˜˜˜˜»˙˜˘˘»˘»˜˜$
  35566.        tile $00000FE2=»»»»»˜»˘˘˜»»Ò˜˘ˆˆ˘˜˜ˆ»ˆˆ»ÒÒ»˘˘˜ˆ˘»»˛˜˝»ˇˇ»    ˜ˆ˘»»»¸'»˘˘»˘»»»ˆ˜»˘˜»˙Ò»˘˜ˆ»»»˛
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  35602. ˙»˘˜»oflt`˛˘˜˙˜˜˘˘˜˘˘˜˜˙˜˜˘˘˙˜˘˘˛ˇ˜˜˜çåÎÒ˘˘˜˜˙˛˙˜˛˘ˇ˜˙˜˜˛˘˜˜˜˘˙»˜å`ø˘ˆ˘˘˜˙˜˜˘˝˜˘˘˜˘˙˘˜˙˜˜˘˜˜˘˜˜˘˘˜»˜'¯»˘˘˛˜˘˜˙˜˜˘˘˜˘˜˘˘˜˜˘»˘˘˜˜˘˜˜˜˜˜˛»8˙n»ˆ˘˘˜˘˘˜˙˙˜˘˘˜˘˘˜˜˙˘˜˜˘˜˘˙˜˜»»˙»˜˘˘˘Ò˜˘˜˘˜˝˜˙»˘˙˘˜˜˘˘˜˘˘˜˜˙˜˜˙»˝˘˘˜˘˜˛˜˙˜˘˜˘˛˜ˇ˘»˘˜˜˜˜˜˜˘˘˜˚˘˘˘˛˜.˙˜˜˙˜˜˙˘»˘˘˘˜˘˜»»˘˜˜˘˘˜ˆˆˆ˘˜˙ˆ˜˜˙˛˜˘˘˙˜˜˘˜˘˜˜˜»»˜˛˘»˜˘ˆ˘ˆ˘˘˜˜˘˜˜˙˘˜˛˘˜˙˜˘˘˜»˜˘»˜˜˙˘˜Ò˛ˇ˘˜˘˘˜˜˘˜˜˙˜˘˙˘˜˘˛˘˜˘˙˜˜»˛˜ˇ%˜˘˜˘˘˘»˘˜˜»˜˙˜˜»˜˜˘˘»˘˘˘˜»˜˜˘˛˜ˇ˜˘ˆˆ˘˘˘˘˙˘˘˜˜˘˜˙˜˘˘˘»˛˘ˇ˜˜˘˘˘˜˙˜˜»»˘ˆ˜˝˜˘˜˜˘˛˘˜˜˜˙˘»˙˜»˙˜˜˜˙˜˜˘»˛˘Ò˘˘»˘˘˘˜˜˘˘˜˘˜˜˘˘˘»˛
  35603. ˜»˘˜˜˙˜˜˘˛˘˜˘˘Ò˜˙˙˜˘˘˜˜˜˙˛˜˙˜¸˘˛˜˙˝˜˘˘˜ˆ˘˜˘˜˘˙˜˛˘˘˙˜˙˘»»»˘˙˜˜˜˘˘˛˜˘˘˜»˘˘˘˘˜˜˘¸˘˙˘»˘˙»˙˛˜˙˜˘$
  35604.        tile $00000FD5?˜ˆˆ»˜»˘˘ˆ˜˘»ˆÒÒ˘˜˜ˆÒˆ»˘˘»ˆ˜˜˜ˆ˙˜˘»˘ˆˆ»˜˜˘˜»»˜˘˛»˘ˆ˜˘»»˜˘˜»˘˜˝ˇ˜/˘»˜»˜˙»ˆ»»˜˘Ò˘˘˜˘˜˘˜»ˆˆ˘˜˜˘˜˜»˘˜˘Ò»˘»˘»˜»˜˛»˘»»»˜˘˜˜»˜˘˜˜˘ÒÒˆ˘˘ˆ˘˘ˆˆ˘˛˜˘ˆ˜˜˘˜˜˘˘»ˆˆ»˛˜˘»ˆ˘˜˜˛4˜˘˜ˆˆ˘˜˘ˆ˜»˘ˆˆ˜ˆ¯˘ˆˆ˘»˜˜˘ˆ»˘»»ˆ˜˘˜ˆ»˘˘»˘»˘˛»ˇ%˘ÒÒ»˘Òˆ˜˜˜»»˜˘˜ˆˆ˘»»ˆˆ»˘˘˜»˘˜˜˛˘ˇ˜»ˆ˘»»˜˛˘˜»»Ò˙˜»˜»ˆ˜˜˘˘˜»ˆ˜»˜˜˘»»˛
  35605. »˘˜˜ˆ˜˜˘˘˙˛˜
  35606. ˘»»˘˘Ò˘˘˜˜˛˘˜˘˛»J»»˘˘˜˘»»˜˜˘˘˜Ò˘Ò˘˜»»»˘˜»˜˜ˆˆ˜˜Ò˘˘»Ò˘ÒÒ»»˘˜˜˘ˆ˜Û»»Ò˜˜˘˜Ò˜˘˝˜˘ˆ˜˜»˛»˘ˆ»˘˜ÒÒÒ»˘˜˜ˆÒ˘»Ò˛»ˇ˘#˜»»»»˜»˘˘˜»˘˘»˘»»ˆˆ˜»Ò˜»»»˝˜ ˘»»Ò˜˙˜»˘˜ˆÒˆ»˜»»ˆ»ˆ˜˙˜˘˜˘»˚» Ò˘˘»ˆ˜˜˘˘Òˆˆ˛˘ˇ»˘»ˆ˘˜˜˜˜Ò»˜˜»ˆ»˘˘˜»Ò»˜˜˘¸»y˜ˆ»»˜ÒÒ˜ˆ»ˆ˘˘ˆ˘ˆ˘˜˙˜˜˘ˆˆˆ˘˜Ò»˜˜Ò˘˘¯ˆÒÒÒ»ÒÒ˘ˆÒ˜˜˘˘˜˘»˜˜˘˘˜˘˜»˜˜˘˜˘˜ˆ»»˘»»»Ò˜˜Ò˜Ò˜˘˘˘˜»ˆ˘˜˜Ò˛»-Ò˜Ò˘»˜˙˘˜»»»˜˜ˆÒ˘˜˜˜»˘»˜ÒˆÒÒˆÒ˜ˆ˛˜ˇ˘ˇˆˇ%ÒˆÒ»»˜»»Ò˜˘˘»˜˘˜˘˜»˘˜˜˜˘ˆˆÒÛÒ˘˜˘˛˜˘ˆÒ˜˜ˆ˛5˘Û˘˜˘˜˘˘ˆ»Ò˜˘˜»ÒÒˆ˘Ò˜˘»»˜˘˜»˘»˜˜˘»˘»˘˘ˆˆˆ˘˘˜˛˘6˘˜»˜ˆ¯˘˘ˆ»˜˜˘˜˘˜Ò»»˜»»»˘˜Ò»˜»ˆ˘˘»˘»Òˆˆ»˛ˇ˜˘˝˜˘Ò»ˆˆÒ»˜ˆ˜˜Ò˘˜˘»»»˛˜gˆ˜»˘»»˜»˘˜Ò˜˘˜˘»˘ˆ˘ˆÒ˜˙˘Òˆ˜»˘ÒÒ»ˆ˘»˘˜˘Ò˜˜»»˘»˜»˜˜˜»»˜Òˆ˘˜˜˘˜˜˙»»˘˜˘˜ˆˆ»˘˜˘˘˘»˘˛»˛˘V˜»˘»˜˘˘˜˙˜ˆˆ˜˜˘˘˘»˘Ò˘»»˜»˜˜˘˜˙˜»˘˘˙˜»˜˜»˘˜˘˘»»˘Ò˜»˘»Ò»˘»˘˜˘“»»Ò˘˜»ˆ˘»˘˛˜ˇ˘ ˜»˘»˘˘˜˜˙˜˘˛»+˘˜˘˜˜»»»ÒÒˆÒ˘»˜˙˜ˆˆ˘˜˜˘»»»˜˘Ò»˜˜˘˘»»˛˘»˜»»˘˜˜˙˜Ò˜˘»»˛˜ˇ˘»˘Ò»˘»ˆˆÒ˘˛˜»Û˜˘˜»Ò˘»»˜˘˜»˜˛»ˇˇ»˘»˜˘˜»˘˛ˆ˜»˜˘˘»˘ˆ˘»ˆ˜»˛˘˜˘˜˜»˛ˆˇ»ˇ˜»˘˛»ˇ˜ˆ»˘˜»˛+˘Òˆ»˜»»˘˘˜ˆ˘»˜˘˜ˆ˘˜»Ò˘»˜Ò˜˜ˆ˘˜¸»»ˆ»˜˛»˜»»˘˘˜ˆˆ˘»»˘˘˛˜˜ˆ˛»
  35607. ˜ˆ˘˘»˜˜ˆ˛˘˜˛ˆ˜»˘˜˜˜ÒÒ˘»»»˜˜»˛˜˙˜»˛˘ˆ»»˜˜˙»˜˜ˆ˜˜»˜˙˜»»˘»»˛˜ˇ˘ˇˆ»˛˜ˇ˘»˜˜»˜˜˛ˇ»˜˘˘˜ˆ˜»˜˘˜Ò˘˜»˘˙˜ˆ˝˜%˘˘»˘»»˘˜˘»˘ˆ˜»˜»»˜˜»»Ò˜˜˘»˜»˜»Ò˛˘˜˜»»˘˜˙˘˜˜˘»˜˘˘˛˜˜˜˘˘˜˘˝»ˇ˜˘˜˜˙˙˜˘ˆ»»ˆ»˜˜»»˙˜˙»˜»»˘˙˛»ˇ˜»˘˘˛»˘˜˝˙»»˜˘˜˜˘»˜»˘˜»˘»»˜»˘Òˆ˛»˜˛˜»˘˙˘˛»»˙˜˜˘˜»»»˜˘˛˜˛»˜˜˝˜ˆ˜˜˘˜˜˛»ˇ˘˜»˜˛»    ˜»˘˜˘˜˜˛ˇ».˘Ò»˘˜˘»˘Ò˜»»»˜»»˘ÒÒ˘ˆ»»˘»»˘˜˘˘˜˜»˜»ˆ»˜»˘˛˜ˆ˘ˆ˜˜˜»˘˜»˜Ò˘˛˜»˘˜˘˙˜»˘Ò»˘˜»˛˜Ò˙»˜˜“˘˜»»»˘»Ò»˘˜˛˘@ˆ˜˘˘˙˘˜˜»˜»˜˘˜˜»˜˜˘˜˜˘˜Ò˜ˆ»˜˘»»ˆ˘˜»»˘Ò»˜˘»»˘»»»˘˘»˘˜˜˘˝˜»˙˜˜˘˘»»˜Òˆ˘˘˜»˛O˘˜˘»˜˜˘˜»˜˘˜»˜»˘»»˜˘Ò˜˘ˆ»˜˜˙˜˜˘»˘˘˘˜˘˘˜»»ˆ»˜˘˜˘˜˘˜˜»˘˜»˘˜˜Ò»˘»Ò˛»˘»˝˜˘˜˘ˆ˘»»»˜»˛ Ò˜˜»»ˆ»ˆ˝˘ˇ˜»»˘˜»˜Òˆ˜˘˜˘˘˜˘˜¸»˜˛˜˜Ò˛Kˆ˘»»˘˘˜ˆ˘˘˜Ò˜˘˘»ˆ˘˜˜˘»˜˜˘˜˜»»˜˜˜»˜˜»˜»˜˜˜˜˘»ˆ»»˘»»˘»˜»˝˘»Òˆ˘˘˛˜ »»»˘»˜˜Ò»»˙»˘˘»»»»˘˛˜ˇ˘$˜»»˘˜˜˜»»˜˜»Ò˘»Ò˜˘»»˘˘»˘»»˜Ò˛»6˜˜»˘»»˘˜»»“˜˜˘»˜»˘»»»˘»˜»»˘»˜˘»»»»˜»˜˜˜»˘˝˜ˇˆ»˘»˘˘˜˜ˆ»˜˜ˆ˜˘»˜˜˜»»˘˜˛»˛˜ˇ˘ˇ˜    ˜˘»˜»˜˘¸˜»˛˜»˘»˜˘˜˜»˘˜˜˛ ˜˜»˜»»˘˜»˘˘»˜˘˘˜˘˜»˘˜˘˜Ò˝˜»˜˘˘»»˘»˜˜»»˘˘»˜˙˜˘»˜»ˆ˛»#˘˜˜»˙ˆ˘»»˘˜˜»»»˜˜»»˜ˆÒ˜˜˙˝˜Ò˜˘˘˘Òˆ»˘˘»˜˜»˘»»»»˛˜»˜˜˘˘˛1˘˘»˘»˜»˘»˜»˜Ò˜˜˘»ˆ»˘»»˜»˘˜»˘»»»»»˜˝»˜˘ÒÒ˜˘»»˜˛»˜»˛»˘˘˜˘˘»»˜»ˆˆ»»˘˘˜»˜»˘»˙»˛»&˜˜˜˜˜»˜˙˘˜»ˆ˘˘˜˜˜˜»˜˜˙˜¸˜˘˛Ò»˘˘˜˛»˘˘»»»˜»»»»˙˜»»˛˜˘˜ˆ˘˙˜˘»˘»»˛»˜Ò˜˜˜˘˘˛ˇ˜Hˆ»»»˘˘˘˜˙˜»˘˘˜˘»˜˜»»˘˘˜»˜˙»˙»»˜˘˜˘»»»˘˜»˜»»˜˙˘»˜˘˜˜»»˜Ò»»˛˜ ˘»˜˜»˜»˜»˛˜˘˜»˜˜»˜˘˘˜˙˘»˜˜˘»»˘˜˘˜»˛»˜»»˜ˆ»˘˘»Ò˘˘˘˘»˜˜˝»˙»˛˜'˘ˆ»˜»˜˙˘˜˜»»˘»»˜˘»˘˜»»»»˘˜»»˛˜ ˜Ò˘˜˘Ò»»˛»ˇˇ˜
  35608. ˜˘»˜»»˘Ò˝˘»˘»˙»»˜˘˛»˘˜»˜˜»˘˛˜˜»˜˝»˜˘˛»ˇ˜»˜˛»ˇ˜»˜˝˜ˆ˘˘˜»˘˛˜˜»»˛˜˘˜»˘»˘»˜˘˜»»˜˜˘˘˛»ˇÒ»˘»»»˜˘»ˆ˛˜»»»˘˜˙˜˜˙˛»ˇ˘˜»˜»˛»S˘»˙»»˘˜˘˘Ò»ˆ»˙»˜˜»Ò˘˘»˘˜»˜»˘˜˜»˜˜»»»˜»»»»˜˘˘˜»˘˜˘˜»˘»»»˜»»¸#˜˘»»ˆ»˙˘ˆ˘»»˜˘»˜»˘˙˘»»»»˜˛˘˜˜»˘˘˜˜˜˘˛»˘˜˜»˘»˜˜˘˘˘»»»˛»    ˙˜˜˙»˛˘ˇ˜ˇ˘»»˜»˜ˆ»Ò»»˝˜7»»˙˘˜»˘˜˘»˜˘˘»˘˜˘˘˜˜˘˘˜»˙˜ˆ˜˜»˜˜˜˜˙˜˜»˘˛»˙»˘˛˜ ˘ˆ»˜»˘˜˜˘˘˜˜˙˘˜»˜˜»»˜˘»˜»˜»˝˜ˇ»˜˜˝˜˘»˙˜˘»˛˙»˜˛»ˇ˘»˘˛˜˜˘˜˜˘˘˜˜»˜˜»»ˆ»˜»˘˘˛»˛˜˜˜˘˘˜˘˘»˜˘˘»˜˘»˘˜˛˙»˜˘˘˘»˘˜˜ˆ˜˜˜˜˙˜˜˜˜˛˜~˘˜Ò˜˘˜˘˘˜˘˘˜»»˘˘»˜˙˜˜˘˜»˜»˘˜˜˙˜˜˜»˘˜˘˘˜ˆ»˜˘˜»˜»»»˜»˘˜»˜˜»»˘»˜˘˜˜˙˜˜˜˘»˜˜»˘˜˜˜˜»˙˜»»˘˘˜˘»˘˜˘˘»»»˜˘˜˛»˜»»ˆ»˜»˘˜˜˘˘˜˜˜»»˛˜'»»˘˜»»»˘»˜˜˙˜»˘˘˜ˆ˜˜»»»˜˜˘˛»˜˘»˘˜»˜˜˜˜»»˜˙˜˛ˇ»    ˜˘˜»˘˙˛˜˘»˜˜˜˘»ˆÒ»»˜˜»˜˛»˜˜˘»˜˜˜˜˘˜˙˜˜»»˙˛˜˘˙˘˘»˘˘˜˙˜˛˘˜˜˘˜¸»˘»˜˜»˜˜˜ˆ˜˜˘˙˝˜»˜˘˜˜˘»˘¸˜˘$
  35609.        tile $00000FBE˘˜˜˘˘˝˜ˆ˛˘˜˘˜»˘˘˜˜˜˘˜˛/»˜ˆˆ˘˜˜˘»˘˜˜˜ˆ»˙˜˜˘˘˜˜˘˜˜»˘»˜»˜»»˘˜˜˘˜˘˜˜»˛˘˜˘˘˜˛˜˛˘»˜˘˜»˘˜»˜˘˜˜˘˙˛˜˜˜˜»»˛˜˜»»˜»˘˘˝˜ˇ˘5˜ˆ˜˘»ˆ˘˘ˆ˘˜ˆ˘˘˜˘˘»»˘»˜˜˜˘˜»˜˜˙»˘˜˙˜ˆ˜˜˘»˘˛˜»˜˜˘Ò˘˜˝˘ˇ˘Ò˘˘˛˘»˘˘»˛˘    »˘˙˜˘˘˜˛˘»»˜˜˘˘˛˜˘˜Òˆ˘»˜˘»»˘˜˘˘ˆ˘˘˜˘˘˛ˇ˘ˆ˜˛˘.»˙˜»»˘»»˜˙˜˜»˜˘»»˜˜˘˘˜»˜˘˜˜˘»˜˜˜˘»Ò˘˘˜˛˘˜˝˘˛ˆ˘»˘˜»˜˘˜»˙˘˜˜˘»˜˙˜˜˛»˝˜˜˜˝˘
  35610. ˜»˙˜Ò˜ˆ»Ò˝˘/˜˘˜˘ˆˆ˘˘»˘˜»˘˜˘»˜˘˙˘˘˜˘»˜˜˜˜˙˜ˆˆ˛5˙˜»»ˆ˘˜˘˘˜˘˙˘˘˘˜˘˘»»˙˜˘˘»˜»˜˘˜»˙»˜»˜˜˙˚˜˘˛˜%»˘˘»»˘˘»˘˘˙˘˜˜»˜˘˘»˘˘˜˜˘»˙˜˘˘»˜»˚˜»˛˜¸˜˘˜˜˙»˘»˘˘»»˘˜»¸˜&ˆ˘˘¯˘˜˘˘˜˘˙»˘»˙»˘˘»˜ˆ˙»˘»˜˘˜˘˜˘˜»¸˜˜»¸˜ ˜˜˘ˆ˘˜˘˙˘˜˛˘ˆ˘»˛˜ˇ˘ˇ˜˛˘t˙˜»»˘˜˜˘˙˜˜˘Ò»»˘˜˘˜»˜»˘˜»»ˆ˘˜˜˘»˘˜˜ˆ˜˘˘˜˘˜˘˘»˘˜˘»˜˜˙˘˜˜˘˘˜˘ˆ˘»˜˜˜˘˜˜˘»˘˘»˘˜ˆ˘˘Ò˘˘˘˘˜˘˘»˘˛˜˘˜˘˜˙˜»»˜˜˙»»˜˙˛˜˘˛»˜˘˜˘»˛˜.˘˜˜˜Ò»»˘˘˜˜˜»˘˘˜˘˘˜˜ˆ˜˘˘˜˜˜˘˙»»˘˜»˜˝˘ »˘»»˜˜˙»»˘˝˜
  35611. »˘˜»˜˜˘ˆ˜˘˘˛˜˘˘˜»»˘˘»˘˘»˘˘»˙˛»˜˘˜˙˙˘»»˙˜˘˜˙˘˝˜ˇ»~»˜Ò˘˜»˘˘»˘˜˘ˆ˘˘»˘»»»»»»˙˜˜˘˜»»˙˜»»˘˜˙˘˜˜˘˘˜˜˘˘»˜˘»˘˜˜˙˘˜˘˜ˆˆ˜˜˙˜˙˜»˙»»˘»»˘»˘˜˜˙˜˘ˆ˘˜˜˘˘˜˜»˘˜˘»˘˘˘˜˘˜»˘˜˘˜˘˙˜˘ˆ˘˜˘˜˘˛˜˘˜˙˘»»˜˘˘˜˜˘»ˆˆ˛˜ˇ˜˘Ò»˘˛˜ˇ»'˘»˘˘˜˘»˘»˜ˆ˘˘»»˘˘˜˘˘˙˜˜˘˜»˘»˜»˙˛˜˙˜˜˙Ò˘»˝˜»˘Ò»˜Ò˘˜˜˘˘˛˜˘ˆ˜˜˘˜˜˘˘Ò˘˜˜˘˜˜˘˘˜»˛@»˜˜˜˜˜˘»˜˜˘˜»»˜˜»»˜˜˘˘˜˜˜»»˘˘˜˜»˜ˆÒ˜˘˘˜˘»˘˜˘»˘˘˜˛˜?˘˜»»˘˘˜˜˘˜˘˜»˜˜˜»˘˘˙˘˘˜˜»˜˜»˘˘˘˜˜˜˘˜˜»˜˘˛˜»»˘˛˜˛˜ ˘˜»˘»»˙˜˘˚˜˘˜»˜˘˜˜˛»˜˜»˜˜˜˙˜˘»˙˜˙˘»˜˙˙¸˜,»˘˜˙»˜»»˜»Ò˜˜˜˜˜˜˜˘˜˘˜˜˜˜»˜˘»˜»˘˛˜ˇ˘ ˜˘»˜»˜˜˛˜˘˙˜˘˜˘˜»˘˜»Ò˘»˘˘˜˜˜˙˘˙˜˘˘˛˜˘˝˜4»˜˘˜˘˜»»˙˘˜»˘˘˜˘˜»˙˜»˜»˘Ò»»˜ˆ˜˘˘˜˜˘˜˙»˘˘»˛,˜»˜»˘˜»˜»ˆ˘˘»˜˜»˘˘˜˘»˜˘»˜˜»˘»Ò¸ »˜˜»˜˝»˜˘˘˜»»»Ò˜»˜˘˜˜˝»
  35612. “ˆ˘˙»»˘˝˜!˘ˆ˜˜»˜˙»˙˜»˜˜»»˘»˘˜˜˘»˜˘»»˛»    ˜ˆ˘»»˙»˛˜ˇ˜»˜˜˘˜˜ˆ˜»˜˜»˝˜ˇ»"˜»˜˘˙»˙˜˘˙˜˘˜»˜»˜˘˜»˙˜˜˜˘˛»˛˙˜˘˛˜˙˘¸»;˜˘˜˜˘»»˜˘»˘˜»˜˘˜˘˜˜ˆ»˜˜»˘»˙»˜˘˜˜˜˜ˆ˜˘˜»˙˛˜1»˘˜»˜˘»˜˜˜»˘˘˘˘˙»˜˙˜˘»˜˘˘»˜˜»»Ò˘˜»»˘˜˘˘˛˜2˘˜˘˜»»ıˆ»˘˘˙˜»˘˜˙»»˜˘˜˘˘˜˜˘˙˜˜˙»˜˜˜»˝˜7»»˜˘˜˜˙»˘»»˜˜»˜»˘˘˜˜˘»˜˘˘˜»˘˘˜˜˘»˘˜˜»»˝»ˇ˜˘˛»˘˜˛˜ˇ-˜»˜˙˜»˘»˘˜˙»˙˙˘˜˜˜Ò˜˜»˙»ˆ˙»»˙˜˜»˛m˜»»»˙˘˙˜˜˜»˜˜˜˜˙˘˜˘˜˜˜˜˙»˜˜»˜˜˙˘»˜˘˜˜»»˜˜˘»˜˙˜»˜˜˘˜»˜˜˙˜˙˜˘˘˘˜˜»˜˙»»»˝»˘˙˜˘˜˜»˘»»»˛˜˙˛˜»˛˜»˜»˘»˛˜»˜»˜˜˜˘»˘˛»'˘˜˜˘˜˜˜˜»˜»»»»˜˙˜˘˘˜˜˜»˘˘˛˜»˜˜˜˘˜˜»˜»»»˛˘    ˜˘˜˜»»»˛˜˙»˜˛˜ˇ»#»˜˘˘˜˘˜˜»˜˘»˜»»˜˙˜˜˜˜»˜˘˘˝˜4ˆ˙˘˜˜˘»˙»˜˜˜»˙»˜˘˙˜˙˜˜˜˘»»˘˘»»˙»˜˜˘˘˜˜˘˛˜»˜˘˙˜˙˜»˜»˜˜˜˘˛»˜˜˙˜˘˙˜˜˜»˘˘˜˜˙»˘»»˘˛˜˙˜˜˘»»˜˙»˜˙»˜˜˘˜˜˙˙˝˜˙»˘˜˜»˜»˘˜»¸˜ˇ˜»˜»˛˘˙˜»˘»˙˙˜˙˛˜»¸˘»˜˙˜»˘˘˜˜˘˛˜˘˜»»˘˛ˇ˜I»˜˙˜˜˙˜˙˜˘»˙˜»˘»˜˜˘˜˘»»˜˙˜˘˜˙˜˜˘»˜˙˜»»˘˜»˜˘˜»˘˛˜ˇ»˜˜˘˙»»˘»˘˜˘˘˛$˘˘˙»»˘˘˜˜»˘˜»˙˜»˙»˘»˜»»»˘˛˜ˇ»˘»˜˜˜˘»˙˜˘˘»˘˜»»˛˜ˆ˘˜˘˙»˘˜˜˜˘˛˜˛˜»˜˜˘»˜˙˛˜!»˜˜˘˘˙»˘»»˘˜»»Ò»˜˜˜˘˘˜˘˜˛"˜˜˜»˘˜˜˜˜»»˜˘˘˜˜»˜»»»»˜˜»˛˜˜˘˜»»»˛˜»˜»˘˜˜»˜˜»˜˜˜˜»˘˜˛˜˘˜˜˙˘˜˜»˜»˜˘¸» »»»»˙»˜¸˜˜˚»B˜˜»˘˜˜˘»˜˜»˜»˜˘˜»»˙»»˘˘»»˘˜˘˙»˙»˙»˙˜»˘˜˜»˜˜˘»˘˜˚˜»˜»»˙»˜˜˜»»˛˜˘˜˜˘˜˜˜˜˜˘˜»˜»˜»˙˜˜˙˜˘˜»˛˘#˙»˜˜˘˘»˜»»˜˜»˜»˙˘˜˘»˙˜˘˜»˛»˜˘˛˜»˜˛˘˜»˜˘»»»˛»R˘»˘˘»˙˘˘˜˜˜ˆ˜˜»˜»˜˙»˜˜˙˜»˜˙˙˜»˘˜˜˜˜˙˙˜˘˜˜˘˘˜˙»˘˜˘»˜»˜»»˜˘»»˛˜$»˘»˜˜˜»˘˜˜˜˘˜˜˜˜»˜˘˜˜»˘˘˙˜˜˛»˙˘˜˜»˜˜˜˛»    ˘˜»˘»»˘˘˛˜ˇ:˜˘˘˙˜˘˜˜˘»˜˜»»˘˜˘»˘˜»˜˜˜˜˜˙˜˙˜»»˜»˜˙˛˜˛»˙»»˘˜˙˜˙˘»»˘˘˙˜˘˘˛»˛˜˘˜˜˙˘˜˙˛»»˜»˜˛»4˘»˘˙˜˜˜˜˘˙˜˙˜˙˘˘˜˙˘˘˜˜˘˘Ò˘»»»˘˘˜˜˘˛)˜˜˜˙˙˜»»˜˘˘˜»˜˜˘˘˜˘˘»˜˜˜˜˘˜»˜˙˙¸˜˜»»˜˜˜˘»˜˜˘˛˜˘˜˜˜»˛˘˜˙˘˜˘»˙˜˜˙˜˜˜˛»˜˘˘˜˜˘˛˜»˜˘˘˙»»˘˜˛˜˙˜»˘˘˜»˘˜˘˜˜˘˜˘˜˛˜˜˜˜˘ˆ˜˜˘˘˜˘˘˛˜»˘»˜˘»˙»˙˜»»˜˜˜»˜˙˜»˛˜ˇˇ˜˙˘»˜»˙˙˜˘˜˘»˜¸˘i˜˘˘˜˜˘»˜˘»»˜»˙˜»»˙»»˜»˜˘˘˜˜˘˜˙˘˜˙˜˜˘˘˜˜˜˙˜˜»˘˜»˙˙˜˘˘»˜˜»»˙˘˜˘˘˜˜»»»»˙˘˜˜˙˘˙˘˜˛+˜˘˜»˜˙˜˜˘»˜»˘˘˜»˜˘˜˜˙˜˘˘»˜˜˘»˜ˆ˜˜»˘˛    ˙˜»˜˘»˙»˝7˜˜»˘˜˙˜»˙˜˙»˜˜»»˜˘˜˙˜˙˜»˙˘»»˜»˘˘˜˜»˜˜$
  35613.        tile $00000F9D˘ˆ˜˘˜˘˜˘ˆ˜˘˘˜˘˜˘˜˛»$˘˜˜»˘˜˜˘˜˜˘»»˜˜»»ˆ˜Ò»˜˜»˘˘»Ò˘˛˜Z˘˜˘˘˜˘˘¯˘˜˘˜˘˘˜˘˜˜˘»˘˘»˜˜˜»»˘˜»˜˜˜˜»»Ò˘˜»˙˜˜»˙˜˜˘˜»˜˘˘˜˘»˘˜˘¯˘˘ˆ˘˘»˘˘»˜˜˘»˘˛˜ˇˇ˜˘˜Ò»˜˜˜˜»»˘Ò»˜˘˜»˜˘»»˛˜ˇ˘˜˘˘Ò˛˘ˇ˜ ˘˜˘˜˘»˘»˜˘˘˜˜˙˜˘˘˜˜˘»˘˘˜»˙˛»»»˜»˜˘˜˘˘˜˘˘»˘˛˜*˙˜˜˘˜ˆ˜˘˘˜˘˜˜˙˜˜˘˜˜˘»˘˜˜˘˜˜˙˘˜˜»˛˘˜˘˘˘»˘»»˜ˆ˘˘˜˛˘G˜˘˘»ˆ˜˜»˘˘˘˜˘˜»˙˘˜˜˘˘˜˘˜»˜˜˘˘˜»»˙»»˜»“˜˜»˜˘˜˜˘»˜˘Òˆ˜˜˙˜˜˘˜ˆ˘»˜˛˘)Ò˙˜˘»˘˘˜˘˘˜˙˜˜»˘˘˙˘»ˆ˜»»˜»˙»˘˘˜˜»˛˘˜˜˘˘˚˜˘»˛˜ˇ˘˜˝˜˘»»˜˜»˜˜»˜˘»˘˛˜˘ˆ˘»»˜»˜»˘˜˜˘˜˘˘»˛˜˘˜˘˜˘˜˙˜˘ˆ˜Ò»˘˜»˘˘˘˝˜ Ò˜˘˜˜˜»˜˜»˛˘˜˘˘˘˜˛ˇ»˛˜˚˘ˇ˜˜˘˜˜˘»»˜»˜˜˘»˘»˜˘˜˜˘˘˛˜ˇ»˜˜˙˘˘˙»˜ˆ˘˜˜˙»»˘»˘˘˜˛˜˙˜˘ˆ˘»˛˜
  35614. »˘˘»˜˜»˜»˝˜˘˜˘»˜˘˘˜˜˛»˘˜˘˜˙˘˘˜˘»˜˘˜˙˚˜˘ˆ˘˘»»˝˜˜˘»˜»˘˜˜˜˘»˙˜˘˘˜˙˘˜˜˜˘˛˜»˘˛˜ˇ˘ ˜˘˜»˘»˘˜»»˝˘˘˘˜˜˘˜˘˜˜˘˜˘˜˘˘˜˘˘»˙˘˜˘˜˘˜˛˜˝˜˜˜˘˘˜˘˘˘ˆ»˜˘»˛˘ˇ˘˜˜˘˜˜˛»˛˜˛˘˝˜˙˘˙˜
  35615. ˙˜»˜˜˜»˜˝˘ »˘˜˜˜˘»˛˜˘˛˘˛˜˙˘»»˜˜»»»˜˜˜˜˜˘˛˜˘˙˜˘˜»»˜˘˜»˙˜˘˜˘˘˜˜˘˜˛˘»˜˜˘˘˜˛˘ˆ˜»˘»˘˘»˘»»˙˜˜˝˘˛˜
  35616. ˆ»»˜˘»˜˘˜˛˜ˇ˘    ˜»˘˘˜ˆ˘˜˛˘»˙˜˜˘˛˘˜˘˘˜˜˘˜˜»˜˘ˆ˘˜˘˜˘˜˜˘˜»˘˘˜˛˘˛˜9˘˜˜˘»˜˘˘˘ˆ»»»˘˜˜»˘˜˜˘ˆ˘˘˘˜˘˜˜»»ˆ˘˜˘˘˜˘˘»»˘˜˘˘˛˜ˇ˘"˜˜˘»»˜˘˘˙˜˘˘˘˜˘˜˘ˆ˘˜˜»˜»˘»˙˚˜»»˘»˜˘˜˙»˙»˛˘ˇ˜˘˜»˘˜˜»˜˘˜˘˙˜˘˘˘˘˜˘˛˜˘»˘»˘˛»ˇ˜»˜˜»ˆ˜»˙˘»»˙»˜˜˜˘˜˘˜˜˙˙˜˜˛»˘˘˜˝˘˙˝˘ˇˇ˘ˇ˜˘˘ˆ˜˛»˘˜˘»»˜»˘˜˘»˝(»˙»˜˜˘˘˘»˜˘˘˜»˜˜˘˜˘˜»˘˜»»˘˜˘˜˙˙˜˘Ò˘¸˜˘»˘˜˜˘»˘˜»»˙˘˜˜˘˘˜˘˙˘˜»˛˘ ˘˜˘˘˜˜˛˘˜˙˛˜˙˘˜˙˝˜»˜˜˜˜˘˘»˜»˘˘˜»˘»»˜˜»˘˙˝˜ˆ˜˜˘˘˘˜˜˘»˛˘˜˘˘»»˜˘˘»˜˜˘˜˜˘˘˜˘»˙˘˛˜˛˜»˘˘Òˆ˛˘
  35617. »˘˜˘˘˘˙˛˜˘˜»˘»˘˜˜˘»˘˜˛˘»˜»»»Ò˜˘»»˜˘˜˘˛˘
  35618. Ò˘˘ˆ˜˙˘˜˘˛˜ ˘»˙˜»»˘»˜˛»˙˛˜˘»˜»˘»˛˘˜˘»˜Ò˘˜˜˘ˆ»˘˘˜˜˝˘»˘˜˜˛˘
  35619. ˜˘˜˙˜˙˘ˆ˛ˇ˜[˘˘˘»»˜»»»˘»˘˜˜˘˜˘˜˘˜˜Ò˘˘˜˘˘˜˘˜˘»»˘˜˘˜˘˘»ˆ˘»˘»˜˘˙˜ˆ˜˘Ò˘˘˜˙˜»˘˘˜˘˜»˜˘˘˜˘˘˝˘˜ˆ˜˘»˘˙˜˘˘˘»ˆ˘˜˘»˙˜˘˘»˝%˜˘ˆ˘˜˘˘˘˘˜˜»˜˘˘˜˜»˙˜˜˘˜Ò˜˜˜»˘»˘˜˛˘˜˘˜˜˘˜˘˜˘˜˜˘»˜˜˘˘¸»˜˜˜˘˜˜»˘˙˘¸˜ˇ˘,Ò»˘˜˜˜Ò»˘˘˘˘˜˘˘˜»˙˜˘˘ˆ˘ˆ˘˜˘˘˘ˆ˘˘˘»˘˛˜˙˜»˜˘˘˜˜˘˘˜˜˙˜˜»»»˜˛˘˜˘˙˘ˇ˜ˇ˘˙˝˘˜˘˙˜˘˙»¸˘˜˜˘˘˜˜˘˜˘˘˜˘˝˜»˜˘˜»˜˜˘˘˘˜»»˘˘˙»˘˙˜˘˜˘ˆ˝˘ˇ˘˛˘˜˘˘˜˘˝»ˆ»˜˙˜˘˜˙˜˘»˛˜ˇ˘˙˜˘»˘˜˘˜˘»˘»˜˘˘˙˜˛˘˛˙¸˘˜˘˛˘˛˜˘˜»˘»»˜˘˘˜˘˜˛˜˘˙˛˜˙˘˜˘˛ˇ»˜˘˜˛˘˘˘˘˛˜˘˘˜˜˙˜˘˘˜˜˘»˜˜˜˜»˜»˘˜»˛˘˜˚˘ˇ»˘˘»˘˘˜ˆ˘˜˜˘»˘ˆ˘˜˙˙˙˜˘»˜˜˛˘˜˛˘˝˜ »˙»˜˘»»˜˜˘˜˝˘˜˘˘ˆ˛˘ ˜˘˙˜˘ˆˆ˘˘˜ˆ˘˘˘˘˘˜»˜˘˘˜˘˛˜˘˜˘˙˛˜˘˜˜˛˘Ò˜˙˘˘˜ˆ»˙˘˜˘˘˘˘ˆ˛˘(˙˜˘˙˜˘»»˜˘˜˙˙˘˘˘˜˜˜ˆˆ˘˘˜˜˘˜˘˘˘»˜˛˘    ˜»˘˘˜˜˛˘˘ˆ˘˜»˜»˜»˜˘˘˘˘˜˘˜ˆ˘˙˘˛˜ˇ˜˘»ˆ˜˘˘˜˘˜˙˜˘˜»˘˜˘˘˘»˜˙˜˜˝˘"˜˘˜˘˜˜»»˜˘˜˘˘˜˜˘˜˜˘˜˘»»˘˙»˜˝˘ ˜˘˘˜˙˙Ò»˘˛˜˙˜˜˘˘˜˘˜˛˘˜˘˘˜»˘»˘˜˜»»˘»˘»˜ˆ˛˘    ˜˙˘˙˜˜˘˘˜˜˛˘˜˘˜˘˘»˛˘˜˘˜˘˘ˆ˘˜˘˘»˘˘˜˜˘˜˘˘»˜˝˘˜˝»!˙»»˜˘˜˘˘˜˜»˙˘»˘˘˘˘ˆ»˘˘˜˘˘˜»˘ˆ˘˘˜˛˘%˜ˆˆˆ˘ˆ˘»˜˜˘˘˜˜»˜˘˜»˙˜˘»»˜˙˜˘˛˜ˇ˜˘˘»˜¸˘˜˜»˘ˆ˘»˜˜˘˘ˆ˜˙˜˛»ˇ˜˘»»˘˜˜˛»-˘»˙˜˜»˜˙˜»˘˘»˘˜˙»˜˘˜˘˜»˘»˜˜˙˘˘˜˘˘˘˜˛»˙˜˘»˛˜.˘»»˘˜»˘»»˘˘»»˘˘˜˜˘˜»˜˙˜˘˜˜˘˘˘˜˜»˛˘ˇ˜8˜˘˘˜»˘˘˜˜˘˘˘˘˜˘˘˜˘˜˙»˘˙˜˘˙˜˘˜»˘˜˜˘˜˙˘»˙»˝˘ˇ˜»˙˜˜˘˛ˇ)˘˜˘˜˜˘˜˜˙˜˜˘˜˜˘˜˜˜˙˘˘˜˜˜˘˜˙»˜ˆ˘˜˜˘˙˝˜ˇ˜»˘˝˜ˇ˘˜»˜˜˘˜˙˛˜ ˙˜˜˙˜˜˘˘»»˘˝˜ˇ»˜˘˘˜»˘˜˘˜˘˜˘˘»˛˘ˆ»ˆˆ˘˜¸˘˛˜ˇ»˘˜˜˘˛˜&»˜˘˘˜»˙˜»˜˘»˘˘˜˜˘˜˘˘˜»˜˜˘˘˜˘˜˜˘˘˛»˘˘˜ˆ˜»˘»˘˘˙˜˘˜˜˙ˆˆ˘˜˘˛˜ ˘˙˜˜˘˜»˘˜˛˘˜˝˘ˇ˜˘˜˘»»˘»»˙˜˘˜˘˘˜ˆ»˘˘ˆˆ˛˘˜˘˘˜˘˘˜˘˜˜˘˜»˜˘˘ˆ»¸˜»˙˜˘˜˘˙˜˜˙˜˙»˜˙»ˆ˛ˇ˜#˘Ò˘˜˘˘˜˘˜˘˜»˜˘˜»˜»˜»˘˜˜˘»˜˘˜˙˜»˛˜˜˜˘»˙»˘˘˜˜˘˘˜˘˜˘»˜˜˘˝˜$˘˜˘˘˜»˙˜˜˜˜»˙»˜˜˜˘˜˜˘»»˜»»˘˘»˛˜»˜˜»˜˙»»˘»˝˜˝˜*˘»˘˙˘˜˜˙˜»˘˜˘˘˜˜»˜˘»˜˘»»˜˙˜˜»˙˜»˘˘˜˜˛T˘˘˜˘»˜˘˜»˜˜˜˘˘˜˘˙˘˘˜˘˜˙˘˙˘»˘˜˜˙»˘˜˙˘˜˘»˘˘»˘»˜˘ˆ»˘˜˙»»˘˜˜˜˘˜˘˛»    ˙»»˘˜˜˛˘ˇ»ˇ˘˜»˝˜˙»˜˘˘»˘˜»˜˘˜˛˘
  35620. »˘˘˜»˜»˘¸˜˘˜Ò˘»˙˜˘˜˜˘˜˘»˘ˆ˘˜˜˜˜˘˛˜˙˛˜˘»˜˘˜˛˘˜˛˘    ˜˘»˜˘˜˙¸˜»˘»»˜˘˜»˘˘˘˜˛˘˜»˜˘˜Ò˜˘ˆ˜˘˜˜˜˘»˘»˘˜˛˘˛˜˛˘˘˜˜˜˘˜˙˛˜ˇ˘»˘˜˘˜˜˛ˇ˜˜˘˘˜˘˘˙˜˜˘»»˜˜˘˘˜˙˜˜˘˛˜˘˜˜˜˜˜»˘˘˜˜˙˛˜ ˘˜»˙˘»˙˜»˘˛˜
  35621. ˙˘˜˜˘˘˜˜»˛˜    ˙˜˜»˙˜˜»˘˝˜ˇ`˘˜˘˘»˜˜˜˜˘˜˘˜»˘˘˜˜ˆ»˜˜˘˘˜˜»˘˜˜˘»˜˜˘˜˜˘˘Ò˘˘»˜˜»»˘˘»˘»˜˘˘˙˘˘˜˘˙˜˜»˙»˜˘˜»»˘˜˘˜˜˜˛˜ ˘˜˘˘˜˜˘˜˘Ò˛˘˜˜˘»˜˜˘»˜˘˘»˘˜˜»»˘»˝˜˜˜»»˜»˙»˜»˜˙»˜˜˜˛˘ˇ˜ˇ»ˇ˜ˇ˘˜˘˘˜˜˘˘˙˜»˘˜˜»˜˜˜˙˜˘˜˛˜˘»˘˜˜˘˜˜»˙»˜˘˙˛˜ˇ˘»˘˜˘˘˜˜˙˜˘˝˜˘˜˘˛˜˛˜$
  35622.        tile $00000F93 ˘˜˘˜˘˘»˛˘˙˜˘»»˙˜»˘˜˘˜˜˝&˜˘˙˜˜˜˘˙˜»˙»˙˜˘˘ı»˘˜˜»˜˘˘˜˘˙˘˘˜˛˘˘˙˘»˜˜˙˜˜˛*˜˙˜˜˘˘˘˜˘˜˜˘˘˜»˙˘˘˜˘˘ˆˆˆ˜˜˘˜˜˘˜˜˘˜»˝˘˜˘˜˜˛˜¸$˜˙˜˙˘˙˜˙˘»˘˙»˘˘˜ˆ˜˘˙ˆ˜˘˜˜˘˘˜˝˘/»˘˘˜˘»˜˘˜˘˜˜˜˜˙˜˜˜˜˙˜˜˘˜˙˙˘˙˘˜˙˘˙˘˜˛˘˜˘˛˜"˘˜˘˘˜˘˜˘˜˜˘˙˜˙˙˘˜˜˜˙˜˘˜˛˘¸˘
  35623. ˘˜˙˘»»˜˜˙˝˘˛˜    ˘˜˘˘˜˘»˘¸˘˜˛˜˜˙˛˘ˇ˜˛ˇ˘˛˜˙˜˘˘˝˘»˘˜˜˘˜˘˘˙˜˘˘˙˘˜Òˆ˘˘˜˙˘˙˘˜˘˙˛˜˙˘˘˙˛˘˜˙˙˜˘˛˘˜˘˜˘˘˙˜˙˜˘˜˜˘˜˜˘˙˜˘˘˜˘ˆ˝˘˜˛˘˜˘˘˜˜˘»˜˜˘˛˜˘˙˝˜˚˘˜˘˘˙˜˜˘˜˙˘˘˙˜˘˘˜¸˘9˘˘˜˘˘˘˙˜˙˜»˙˙»˘»˜˙˘˜˙˙˜˙˘˙˘˘˘˜˜˘˘˜˘˘˘˜˘˘˜˘˜˜˝˘˘˜˘˘ˆ˜˙˘˘˜˘»˘˘˜˘˙˜˛˘»˘˛˘˙˜˜˘˙˜˘˘»˙˘˘˜˘˘˜˙˘˘˜˚˘˜˘˜˘ˆ˘˜˛˘4˜˙˙˘˘˙˜˘˜˙˜˘˘˜˙˜˜˙˜˜˙˜˘»Ò˘˙˘˘˘˜˜˙»˘˘˜»»ˆ»˘˘»˝˘ˇ˜˛˘ˆ˛˘ˇ˜ˇ˘ˇ˜&˙˜˙˜˙˜˘˘˙˜˜˘˜˘˘˜˙˜˘˘˙˜˘˘˜˘˘ˆˆ˜˘˜˛˘Ò˘˘˜˜˘ˆ˛˘"˜»»˘˘˜˘˘˜˘˜˜˘˘˜˘˜˘˘˙˜˙˜˘˜˜˙˛˜ˆ˘˘˜¸˘˜˝˘˜˘˘˘ıı˘˘ˆ˜˘Ò»˛˘˜˜˜˘˘˘˙˘˜ˆ˜»˘˜˘˘˘˜˜˘˙˙˘˜˛˘ˇ˜¸˘ˆ˛˘4»˘˘˘˜˜˙˜»˜˘»˜˜˜˘˜˜˘˜˘˘»˙ˆ˘˙˜˜˙»»˜»˙˘˜˘˘»˛˘˜˘ˆ˛˘˘ˆ˘˘˛˜»˜˛ ˜˙˜˜˘˜˘˜˜˘˘»˘˘»»˘˜˘˘˜˜˙˜˘˘ˆ˝˘˜»¸˘ˆ˘˜˛˘3˜»˜˘˜˘˙˙˜˜˙˘˜˘˘˜˘˜˜˘˜˘˘˜˜ˆ˘ˆ˜˘˜˜˘˘»˘ˆ˛˘ ˆ˘ˆ˘˘»˘˘»˜»»˛˘ »˘˘˜˜˜˙˙˜˜˛˘˜˜˘˜˜˙˜˜˛˙˜˙˘˝˘˙˜˘˜˘ˆ˘˘ˆ˘ˆ˛˘&˜˘˘˘˜˘˜˜˜˜˙»˘ˆ˘˘˙˜˙˜˙˜˙˜˛˘˝˘!˙˜˘˘˜˜˘˘ˆ˘˘ˆ˘˘˘˘˙˜˙»˙˘˜˘˜˜˜˝˜˘»˙˘˝˜˘˜˜˘˜˜»˘ˆ»˘˘˜˜˘˜˜˝˘˘˘ˆ˘ˆ˘»˜˘˜˘˜˘˜¸˜˘˜»˛˘˙˘˜˘˙˜˙˜˜˘˘ˆ»˛˘˜˘˜˘˜ˆ¸˘!»˘˘˘˜˜˙˙»˜˘˜˙˜˘˜˙˜»˘˘˜˝˘
  35624. ˙˘˙˘Ò˜˘˜˝˘:˙˜ˆ˘˘˜˘˘ˆ˘˜˘˘˜˘˙˜˜˘˙˘˜˙˜˜˘˙˜˙˘»˙»˘˘˜˘˜˘˜˜¸˘˜˜˘˘˜˘˘ˆ˜˘˘»˘˘˜»˘˜˜˙˜˘˜˜˛˜˛˜ˆ˘˜˜˙˜˜˛˜˘˘˜˜ˆÒ˘˘˜˜˙˘˜˘˘˜˜˘˜˛˘˜»»˘˘˜˙˜˙˘˜˘˛˜˜˘ı»˙»˜˙˘˜˘˙˘˛˜
  35625. ˆ˘˜˜»˙˘˘˛H˘˜˘˘ˆ˘˘»ˆ˘˘˜˜˘˜˘˜˘˙˜˙˘˜˘˘˜˘˜˘˘˜˙˜˙»˘˘˙˜˜˙˜˘»˜˘˜»˘˜˜˘˘˜»˘˘˜ˆ¸˘0˘˙»»˜˘˜˜˘˘˜˙˘˘˘˜˜˘˘˜˘˙˜˜˜˘˜˘˜˘˜˙˘˜˘˙˝˘˜˘˜˘˘˜˘˛˘˜˘»˙˘˘˛˜ˇ˘ˇ»˛˘    ˜˜˘˜˘˙˙˛˜˘˜»˛˜ ˙˜˘˜˜˘˜˜˘˚˘˜˘˘˘˜˜˙˜˜˘˙˜˜˜˘˜˚˜»˜˙˜˝˜˙˘˜˘˜˜˘˘˜˘˜˙˜¸˘    »˘˜˜˘˙»ˆˆ˛˘˝˜˘˝˜-˜»˘˜˘˜˘˙˙˜˘˘˘˙»˘»˜˜˙˙»»˙˜˜˘ˆ˘˜»˙˘˜¸˘˛˜ˇ˘¸˜˙˜˜˜˛˜ ˙˜˘˘˜˜˘˜˜˘˙»˜˙»˜˘˘˜˙˜˘˜˘˛˜ˆ˘»˜˜»˜˜˘˜˘˘˜˘˛˜˙˘˜˘˜˘˜˜˙˘˘˛˜»˙˜˘˙˙˛˘    ˜˘˙˘˘˜˜˙˘˛˜.˜˘˘˜»˜˜˘˙˜˘˜˘˙˜˜˘˜˘˜˙˘˘˜˘˘˘˜˘˜˜˜˘˙˜»˜˝˘˜˘ˆ˘˙˘˜˘˘˜˜˛˘˜˜˙˛˜ˇ˜˜˜˘˜˘˜˙˛˘˜˘˘˜»˜˙˝˜˘˜˘˘»˜˘»˜˛˜*»˘»˜˘˘»˜˘˜˜˘˘˜˜˜»˙˙˜˜˜˘˙˙˘˜˙»˜˙˜˛ˇ˜
  35626. ˘»˘˙˘˜˘˜˘˛˜˘˘˜»˜˙˜˜˘˘˙˘˜˘˘˜˛»˜˛,˙˜˘˘˙˜˘˘˜˘˜˜˜˜˘˘˙˜˜˙˜˜˘˘»˙˘˘˜˘˜˜˙˘˜˘˜˛˘E˜˙˜˜˙˜˜˙˜˜˘˜˘˙˘˙˜˜˘˜»˜˙˘˜˜˜˜˘˜˜˙˜˜»»˘˘˙˜»˜˜˜»˘˜»˘˘»ˆ˜˛˜˘˜»˘˝˜˙˘˜˜˜˜˘˜˜˘˜˘˜˘˘˝˜ˇ˘˙»˜˘˜˘˘˜»˜˜˘˜˜˜˘˘˜˘˜»˘˘˜˜˛»»˘˘˛˜
  35627. ˙˜˘˜˙»˘˜˜˝˘˜˘˜˜˘»˘˜˜˘˜˘˜˘˘˝˜˜˛˜˙˛˜»˜˜˙˜˜˘˜»˘˘˜˜˘˜»˘»˜˛˘ˇ˜˘»˘˙˜˘˘˜˘˘˜˘»»˙˘˜˜˙˝˜˘˜˘»»˜˜˘˘˜˘»˜˙˙˘˜˛+˘˙»˘˘˙˘˜˙˜˘»˘»˘˜˜˜˘˜»»˙˜»˜˘˜˘˘˜˜»˜˘˛"˜˙˘˜˜˘˜˜˘˘˜˜˘˘˜˙˙»˜˙»˘˜˘˜»˛˘˜˘˜˘˜˙˘˝˜»˘˜˘˜˜˙»˜˘˘˜˛˜˘˜˜˜˜˘˜˙˜˜»˜˜»»˙˜˙˛»˘˜˜˜˙˜˘˜˘˜˘˜˘˛˜ˇ˘»˙˘»˙˜˘˘˛ ˜»˙˘˜˜˘˜˘˜˜˛.˜˘»˜˘˜˘˘˜»˙˙˜˜»˘˘˜˘˙˜˘˘ˆ˘˘»»˜˜˘˙˘˘˘˘˙˘˜˛»˙˝˜»˜˜˘˘˛˜ˇ˘˘˙˙˘˘˘˜˜˘˛˘˜»»˙˜˜˘»˜˛˜˘˜˜˘˘˙˜»»˘»˜˙˜˙˜˘˛˜#˜˘˜˜˘˙˘˜˘»˘˜˘˜˘˜˙˜˘˜˜˘˜»˜»»˚˜˙»˜˙˙˜˙˜˜˜˜»»˘˙˜˛˜ˇ˘
  35628. ˜˘»˘˘˜˘˘˛˜'˘˙˘»˜˙˘˘˙»˜˜˘˜˘»˜˜˘˘˜»»˘˜˜»˜˙»˛˜˜˜˘˘»˜»˜˛˘/˜ˆ˘˜˜˜˜˘˙˜»˜˘»˙»˙˜˜˜»˘»˘˜˜˜»˜»»˙˘˛˜_˘˙˙˜˜»˘˘ˆ˘˘˘˘˜˘˘˜˜˘»˜˙˙˜˙»˘˜»˘˘˜˜˘˜»˜˘˜˙˜˙˜˜˘˜»˙˘˜˘˜˘˘»˘˘˘˜˜»˙»˘˘˙˛˜ˇ ˜˘˜˘»˘˜˙˜˜»˜˜˘»˘˜˙˜˜˙˜˜˜˜˛˘/˜˘˘˘˘˜˘»˘˙˜˙˙»˜˜˘˜˜˘˘˙»˘˜˜»»˙˜˘»˘˜˝~˘˜˜˙˘˘˙»˘ˆ˘˜˘»˘ˆ˘˘˜˘»˘˙»˜˘˜˘»˘˙˜˘˜˘˜˘˜˜˜˜˘˜˘˜˙˜˜˜˘»˘˘˜˘˘»»˘ˆˆ˘˜»˘˘ˆ»˘˘»˜»˜˘˘»»˜˘»˘˘˜˘˘˜˘˜»˘˘˘˘˜˜˘˜˜˘˜ˇ˘˙˘˜˘˜˜ˆ¯˘ˆ˜˘ˆ˛ˇ˘˜ˆ»˘˜˙˜»˘˘˘˜˙»»˜˜˘˜˛˜˘˜˜˘˙˝˜ˇ˜»˛˘ˆ˘˘˜¸˘˜˜˘˜˙˘˘˜»˘˜˜˘˙˜˜˘˜˘»˘˜˜˘˝˜˘˜˛˘ˇ˜˘»˜˝˜˘˜˜»˜ˆ˘Òˆ˘˘˜˙˜˘˘ˆ˝˜˛˜˘˜»˘˜»˘˜˘˘˜˘»˘˘˜˝˘˘˜˜˘˜ˆ˜˙˜˜˘»˘˙˜»Ò˘˘˘˜˜˘ˆ˝˘ˇ˜ˆ˜˘˘˜»˘»˘˙»˜»˘»»˝˘˛˜!˘˜»˜˘»˘˜˜˘˘˜˜˘»˘˜˘˘˜Ò˘˛˘˙˜˜˘˛#»˘˘˙˜˘»˘˙»˙˘˘˜˙˜˜˘˙˜˜˙»˙˘˜˛˘˜˘˙˜˜˘Ò˘˜˘˘˜˜˘˜˛˘»˛˘»˜˜˙˜˜˛˘˘˜˘ˆ˘˘˜˘˙˜˘˛˜˘˜¸ ˘˜˘˘˜˘˜˘˜»˛˘%»˘˜˜»˘˘˘˜»˙˜»˙˘˘»˜˘˙˜˜˘˜»˜˝˜˜˘˜˘˜˘»˘˘˜˘˘˜˜˜˛˘3˙˙˜˘˘˘˘˘˘»»˙»˘˘»˜˜˘˜˘˜˙˜˜˜˘˜˜˘˜˘˘˜˛˘R˜˘˙˜˘˘˜˘˜»˘˜˜˘˜˙˙˜˜˘˘»˙»˘ˆˆ˘˘˜˘˜˜˜˘˜˜˙˜»˘˜˜˘˘˜˘˜˘˜˘˘˜˜»˜˘˘»˘»˘˜˘»˘˛˘ˆ˜˛˘ˇ˜˘˜˘»˙˘˘»˘˘˜˘˜˙˘ø˜˜˙$
  35629.        tile $00000ADAˇ˘˜˙»˜˛»˘˛˜˘˙˙˜˝˘˜˜˙˘˜˜˘˙»»˘˙˛˜˜»˜˘»˘˘˜˘»˙˜˛˘˙˘˘˙˜˜˙˜˙»˜˛˜»˘˜»˜˙˘»»˘˜˙˜˙˙˜˜˘»˘˘˜˛˘G˜»˘˜˘˙˜˜˜˘˙˙˘˜˙˜˘˜»˘»˜˘˜˘˘˜˘˜˙˙˘˘»˜˙˜˜˜˘˜˘˘˜˘»˘˜˛˜˙˛˜˙˜˘˜˘˜˜˜˘»˘˜˛¸˜˙»»˘˜˝˘˜˘˜»˘˜˘˘˜˘˙˘˜˜˜˘˙˘˜˜˜˙˙˜˜˘˛˜»˘˘˛˜A˙»˜˘˜˘˜˜˙˜˜˜˘˙˜˙˜˙˘˜»˘˘˙»»˜˙˙˙˜˙˜˘˜˜˘˜»˙˘˜˛)˜»˙˘»˘»»»˜˘˘˜»˙˙˜˜˙˜˘˘»˙˛˜ˇ˙"˜»˙˘˘˜˘˜˘˘˙»˜˙˘˜˘˜»˘˙˘˙˜˙˜˛ˇ˜˜˛)˙˜˙˜˘Ò˘˘»˜˜˙˜˘˜˘˜˘˙˜˜˙»˘˜˜˜»˛˜˘˜˜˘˘˙Ò»˜˙˘˜˛˜˘˙˙˜˜˜˜˘˜˘˜˘˜˜˜˛˛˘!˜˘˘ˆ˘˙˜˘˜˘˙˘˙˘˘˜˜»˙˜˘»˘˜˛˜˜˘˘˜˘˘˘˘˜˜˘˜˛˘ˇ˜˙˜˜˜˜˘˜˘˜˘˜˙˘˛˜ ˘˙˘˘»˘˘˜˙»˛˜»˜˘˛˜˘˜»ˆ˛˜ˇ˜˘˘˜˜˘»˜˝˘%˜»˘˙˘˜˙˘˜˜˘˙˜˜˘˙˘˘˜˜˘˜˙˜˘˘˙˛#˜˘˜˜˘˘˘˙»˜˘˜˘˜˙˜˘˜˜˘˜»˙˜¸˘˘»˜˙˘˜˜»˘˜˜˜˙˛»˙˘˜˜˘˜˝B˘˜˜˙˜»˘˜˘˘»˜˜˜˙˙˜˜˘˙˘˘˜˙˘˙˜˜˙»˘˙˘˜˘˘˙˜˜˘˜˜˘˜˘˙˜˘˘˘»˛˘˜˘˜˜˘˘˜˜˙˘˘˜˘»˜˙˘˜˛˘˜˘˜˝    ˘˜˘˜˙˜˘˜˛˘    ˜˘˜˜˛˜˙˘˛˘˜˘»˙˘˛˘˜˘˜˜˜˘˘˜˜˘˘»˜˙˘˜˛+˜˘˜˜˘˜˘˜˙˜˙˘˘˜˘˜˘˘˜˘˜˙˜˘»»˜˘˘˜»˜˜¸˜˘˜˜˘»˙˜»˜˜˛˘5˘˜˜˘»˜˜˙˜˘˜˜˜˙˘˜˘˘¯˜˘˘»»˘˘˙˘˙˜˘˜˜˙»»˜˜˛˘˜˘˜˜˝˜˘˘»˘»˙»˘˘˜˜˙˛˘˙˜˙»»»˜˜˙˜˘»˜˘˝˜˙˘˝˜˜˙˜˘˙˘˜˜˘˝˜˙˘˜»˜˛ ˙»˘˙˜˜˘˘˝˜˙˜˘˙˜˛˘»˘˛˜˘˜˜˘˛˜˘˜˛»˘˜˜˘˜˜˘»˜»˘˘˜˘˜˘˙˜˙˘˛˜˜˘˘˜˜˜˜»˙˛˜˘˜˘˜»˜˙˜˘˙˘˘˜˙˜˘˙˛˜»˘˜˜˙˜˛ˇ˜˜˛˜˘˜˛˜˘˜˜˘˛˜ˇH˜˙˙˘˜˘˜˘˜˘˙˘˜˙˜˜˜˘˜˙˜»˘˜˘˙»˘»˙˘˘˘˘˘˜˜˘˙˜˜˜˜˜»˜˘˜˘˛˜˘˙˘˘˜˜˙˘˛˘»˘˘˙˘˘˙˜˘˜˙˘»˜˜˘˙˜˘˛˜˙˘»˜˜˙˝˜&˘˜˘˜˘˜˘˜˜˘»˙˜˘˘˜˙˜˜˜»˘˜˜˘˜˜˘˜ˇ˘˘˘˘˙˜˜˙˜˘˜˜˙˝˜ˇˇ˜*˘»Ò˙»»˜˙˜˙˜˜˜˘˘˜˜»˜˜˘˙˜˘˙˜˘˘˜˙˛ˆ˜˜˙»»˙˜˜»˙»»˛˘»˜˘˘˙˜˜˙˙»˜»˘˙˜˙»»˛˘o˜»»˜˙˜»˜˜»˜˙˜˜˘˜»˘˜˜˘˙˜˜˜˙˙˘˙˜˜˙»»˘˜˜˘˜˜˜˙˜˘˘˜˘˜˘˙»»˜˜˙˜˘˜˜˙»˜˘˜»˘˜˙˜˘˘˜˘˘˜˘»»˜˜˛ ˙˜˘˜˜˘˜˘˛˜ˇ»!˘˜˜»˘˘»˜˘˜˙»˜»˜˙˜˘˜˙˜˜˛0˙»˜˙˙»˘˙˜»˜˜˘˜˜»˘˘˜»˘˜˜˜˘˜˙˘˜˙˙˛ˇ»P˘˙˜˜˘˘˘˙˘˜˙»˜˙˜˙˘˜˘˜˜˙˜˙˜˘˜˜˘˜»˙˜˙˘˘˙˜˜˜˘˘˘˘˜˜˜˘˘˙˜˜˜˘»˛˜ˇ˙ˇ˜˜˘˜˜˘˜˛˘˜˘˘˜˜˜˙˘˜˘»˙˛˜ˇ»˘»˘˛»Z˘˜˜˘˘»»˘˘»˘˘˙˘˙˜˘˜˘»˘˜˘˜˙˜»˙»˜»˙˜»˘»˜˘˜˘˜˜˙˜˘˜˜˙˘˙˘˘»˘˜˜˘˛˜˜˙˘˜˘˜˛˘˛#˘˘˘˙˘˙˜˘˙»˙»»˘˜˙˜˜˜˘˜˘˙˝»˜˜˘˘˙˜˘˜˘˙˘˜»˘˛˜˘˙˜˛»˘˘»˙˘˙»˙˙˘˘˛˜˝˘3˙˜˙˜˘˜»˜˜˘˘˜˘˜˘˜˜˙˜˜˘˜˘˜˘˜˘˘˜˘˘˘˘˜¸ˇ˘˜˘˘˛˜˙˜˜˜˛˜˘˛    ˘˘˜˙˜˘˛˜J˜˜˘˙˘˘˜˜˘˘˘˙˜˘˜˘˜˙˜˜˘˙˜˘˘˙˜˙˜˜˘»˙˜˘˜˜˙˜»˜˜˘˘˜˜˘˘˜»˘˜˜˙˜˜˘˛˜ˇ˘˙˜»˜»˜˘˘˜˙˜˜˝˜˘˙˜˘˘˜˜˙˜˛˜+˜˘˙˜»»»˜˘˜˘»»˜˜˙˘˙˜˘˜˙»˜˘˜˘˜˘˜˜˘˝˘»¸˘˜˛˜ˇ»¸˜˘˙˜˘˙˜˜˘˜˜˙˘˜˜˘˛˜»˜˜˜»˙˛˜»»˜˙˜Ò»»˙˜˜˜˜˘˜˜˛ˇ˘ˇ˜ˇ˘*˜˜˘˙˜˘»»˘»˜»»˜˘˘˜˜˘˜Ò˜»˜˜˘˘˜˜˜˜˘˝˜+˙˘˜˜˙˜˜˙˜»˘˜˜˙˘˜˜˙˜˙˘˜˘˜˜˘˜˘˛˘ »˘˜˘˘˜»˘˛˜˘˜˜˜˜»˘˘˜˛˘»˘˜»˘˜˘˜˜˘˙˜˜˙˘»˛˜˘˜˘¸˜˛˜Q˘˜˜»˜˘˙»˜˘˙»˘˘˜˜»˜˘»˙˜˙˜˘˘˜˜˘˜ˆ˘˜»˘»˜»˜˘˜˜˙˘˜»˜˜˜»˜˙˜˜˙˘˜˜˙˘˝˜ˇ˘˘˜˘˙˘˜˜$
  35630.        tile $00000F97˜˘»»˜»»˜˘˘˘»˜»˛˘ˇ˜"»˙»»˜»˜»»˘˘˜˘»»˜˘˜˜˘˜˜»˛˜˛»˘˜˘˜˘˜˘˜»˜˙˘»»˜˜»˜˜»˜»Ò˘˝˜    »»˘˜»»˜˘˝˜»˙˜˜»˘˜˜»»˘»˛˜ ˘˘˜˜˜˘˜»»¸˜˜˜˘˙»»˜˜»»˜»˜˜˜˙˜»˘˙˜˛˘ˇ˜˙˝»3˜˘»»»˜»˜»˜˜»˜»»˜˜˜˜˙»»˜ˆ˜˘˘»˘˘»˜˘˘»˜˘˙»˚˘ˇ˜˘»»»˜»»˙»˘˘˛»˘˜˜˛˘»˜˜˜˘˜˘˘˜˘˘˙»˜˘˛ˇ˜˜˘»˜˘˙˜˜˘˜˜»»»˘˘»»˜»»˙»˜˛Ò˜˘˘¸˜    ˘˜»˜»»˙˜˜¸» Ò˜˘»ˆ˘˜˜»»˘˙˛˜$˘˜»˘»»˜˘˘˜˙˘˙»˜˜˘»˜Ò»»»˜»˘˜˜˜˝» ˘»˜˘˜˘»˜˜˛»˜»»˜˜»˘˜˙»»»˜˜˘˛ˇ˜˘˜»Ò»˝»ˇ˜3˘˜»˜˙»»˜˙»˘ˆÒ˜˘»»˜˘˜˜Ò»˜˘˘˜˜˘˜»ˆ»˘˘˜˜˘»˜˛˘˜˘˜»˜˙˘˜»»»˘»»˜˘ˆ˘˘»»˛˘˜˘˜˜»»˘»˜˘˜˜˙˜»»˜˜˘»˜˜»˜˙˜˘˛»eÒ˘»˙˜˜˘˜»»»˜ˆÒ˘˜˘˜ˆ˜˘˘˜ˆ˜˜»˘˜˜»˘˘»Ò˘˜˜˘»˜»˙˜Ò˘˘˜»˜˘˜˘˘˜»˜»»˘˜»˙˘˘»˘˘Ò»˘˘»˜˜˜»˝˜»»˜˜ˆ˜˘˜˜˙˜˜»˜˛»!˜˘˜˜»˘˜˘˜˜˘˜˜»˘»»˘»˜˘˜»»˙˜˜˛˘˜»»˘»˜˘˜»˘˙˜˘˜˘˜˘»»˛˜D»˜»˜˘˜˜˘˘˜˘»˘»»˜˙˜»»˜˜»˜˘»˘»˘˘˜˘»»˜Òˆ»˜˜»˜»˜»˜˜˜˙˘»˜˛˜ˇ˘˛˜˘»˘»˘˜˝˘Ò˘˘˘˜ˆ»»˜˜˘˜Ò˘»»ˆ˜˜»˛˜˛»»˜»˘˜˜˘˜˜˘˘˜˘˛»ˆ˛˜»˘˜»˜˜ˆÒ˘»»˘˘ˆ˘˜˜»˛˜T˜˘˘˜˘˘»˜»˜»»˘»Ò˘˘Ò»˘»˜˜ÒÒ˜˘Ò»˙˘˜»˘Ò»˘˜ˆ»˘»˜˙˜»˘˜˘˙˘˘»˘˜˜˘˘»»»˘˘Ò»»˜ÒÒ˘˛˜˘˜˜˘˘»˜Ò˜˜»˜˘»˘Ò˘˘Ò»»˛˘˜»»˙˘˜˙˜˜˘˘¸˜=»»»ˆ»ˆ»˜˜˘˜»˘˜˘˘»˜˘˘˜»»˘˘˜˘ˆ˘˘˜˜˘˘»»˙˜»˜˜»˘˜˙˘˜˝˘»˜»˛˜ˇ<˘˜˜˙˜˜˘˜˘˙»˘˘»˘˘»»»˘˜˘˜˘˘˜˜˘»˘˘˜˘˜˘˜˜»»˘˘˜»˘˘˘˜˜˘˜˜˘˛˜ˇ»˜»»˘˜»˘˜˜Ò»»˛˜˘Ò˜˘˜˛˘V˜˘˜˜»˘˘»˜˘˜˜˘»˜˜˘»˘»˜˘»˘»»˜˘˜»»˜˜˘˜˘»˜˘˜˜˘˜˘»˘˘˜˘˜»˜»˘˜˜˙˜˘˜˜˘»˘˘»»˘˘˛˜ˇ#˘»»˜˘˘˘˘»˘˘˜ˆ˜˜˙˜˜˘»˙Ò»˘˘˜˘˛˜»˘˘˜˘˙˜˘»˜˜˜»˜˜˜˙˜»˘˜»»»ˆ˛˜»˜˙Òˆˆ˙˜»»˘˘˜ˆ˛˛˘ˇ˜»˘»˘˜»˜˜»˜˜˘»˜»˜˘˜˜˘»˜˘Ò˝˘ˇ»˜˘˘˘˘ˆ˘˜Ò˙˜˜˛˘Ò˘˘»˜˘˜»˜ˆ»˜˜»˙˛˜
  35631. »˜˜˜˘˜˜»˜˛˘»»˜˙¸˜˛˘˜˘˜˘˜»˘Ò˜˘»˜˘˜»˜»ˆ˘˘»˛˙˜˘˜»»˜˜˘˜˜»˜˜˘˘»»Ò˘˛˜¸˘ˆ»ˆ˘Ò˘Ò˝˘˜˜»˘˜˘˘»˜˘˜˜˝˘~˜˘˜»˘˜˘˘˜˜˘˜˜˘˜»»˜ÒÒ˜˘˜»˘˜˜˘˜˘˙ˆ˜ˆ˙»˜˜˜˘˜˘Ò˘˜˜»˘˜˘˜˘˜˘˜˘˘˜˜»˜˜˘˘˜˘˘»˘»˜˘˘˜˘˜˘˘˜˜˘»˘˜˘»˘˙˘»˘˜˜˘˜˜˙˘˘»˙˜˜˜ ˜»˘˙˜»˜ˆ˜˛˘˜˚˘˘˘˛˜ˇ˘˛˜
  35632. ˘Û˘»˜˘˘˜˘˘»˝˘ˇ˜»˜˘˘˜˜˘»˜˜˙»˜˙»˙˝˜˘˜˘˜˛˘˛˜    ˘˜˜»˜˘˘˜˘¸˜˘˜Ò˘˜˜˘˙˝˜ˇ˘˜˛˘
  35633. ˜»˙»˜˜˜»»˛˜˝˜˜˜˛˘ˇ˜˘˜˜˘˜˛˜ˇ˘˜˙˜˜ˆ˜˘˜˘˜˜˘˜˜˘˘˜˜»˚˜ˇ˘˜˙»»˜˙˘˘˜»»˘˘˜˘˜ˆ˛˘˜˘˘¸˜˙˝˘»˜»»˜˘˜˜˘˜˙˘»˘˘˜˛˘˜˛˘˜Ò»˘˘˜˘˜˘˙˜˝˜ˇ˜˘˜˜˘˚˜˘˜˘˝˜»˜˜˜˘˜˘»˜˜˛˘ˆ˘˜˛˜˙˜˜˘˜˙˜˜˘˜˙˘»˜˙˘»˘˘˜˘˘˜˘˜»˘»˘˛˜ˇ˘ˇ˜˘»˛˜˘˙»»˜˘˜˜˘˘˜˜˘˜˘˘˜˜˜˘˙˙˜˜¸˜ˇ˘˝˜Ò˘»»˘˘˛˜»˜˘ˆ˘»˘»˘˙»˜˘˘˜˝˘»˜˜˘˛˜
  35634. ˙˘˘˜˜˘˜˘˘˜˛˘ˇ˜ˆ˘Ò˜˘»ˆ»˘»˜˘˜˘˜˘»˘ˆ˜˘˘˜˛˘˜˘˘»˜˙˜˘»˜˙˛˜˘˜˜˘˙˜˘˜˜˘»˘˜˘˘ˆ˘˘»˘˜ˆÒ˜˚˘˘˜˘»»˘˘˜˘˘˜˜ˆ»˜»˘˘»˜˜˛˘    ˜»˘˘˜˜˘˜˘˜˛˘˜ˆÒ˘ˆ˝˜ ˘»˜˜˘ÒÒ˘¯˘»˛˘˜˘˘˜˘˙˜˘ˆÒ˘»˜˛˘˜˘˘˜˜»˛˜ˆ˛˜ˇ˘ˇ˜˘˜ˆ˘»˘˘»˜˜˘»˜˜˘˘ˆ˘˘˜˘˛˘ˇ˜ˇ˘»˝˘˜˘˙˜˘˘˜˜˙˘˘»˘˛˜#˘˜»Ò˘˘˜˙˜Ò˜˘˙˘˜˘˘˜˜˜˘˘˜˛˘ˆ˘˜˜˘˛˜»˜Ò…ˆ˜˜˙˛˜˜˜˘˘ˆ˘˘»»˘˘ˆ˘»˘˜˘˘˜˘˜˘˙˛˘˘˛˜¯˘"»˜˘˜ˆˆ»˜˘˘˜˙˜˜»˜˜ˆ˜˘ÒÒ˘ˆ˜˘˘˜˘»˘˛˜˙˜˜˘˘Òˆ»ˆˆÒÒ˜˜˙»˘»˛˘ˇ˜ˇ˘»ı˜˜˘˘˘˜˜˘»˘˘˜Ò˜˘˜˛ˆ˛˘"˜˘»˜˜˘˜˜˘˜ˆ˘˜»˘ˆ»»Ò˘˜˜»˘»ˆˆ»˛˘8ˆ˘˜˜˘»˘˜˘˜˜˘˙˜Ò˘˜˘ˆ˘ˆˆ˜˜˘ˆ»˘»“»˜˜˘»˘»˘˘ˆÒ˘˜˘˘˜˜˘Ò˛˘˜˘˙˜»˘˘˛˜˝˘/»˘˜˘˜˜ˆ˘¯˘˜˘˘˘ˆÒ˘˜˘»»˘˜»ˆ˘˜˜»˜˜˘˛˘»˘˜˛˘ˇ˜ˇ˘-˜˜˜»»˜˘˜ˆˆÒ¯˘Ò˜˘ˆ˘˜»˘»˘˘˘»˘Ò˜˘ˆ˜ˆ˜»˘˜˝˘»ˆ»Ò¸˘ˇ˜˘˜˙˝˜'˜˘˘˜˘»ˆ»˜˜»ˆˆ˘˜ˆ˜˜ˆ˘˜»»˘˜Òˆ˘˜»»˘»˛˘ˇ˜»˜˘˜˝˘˜˘˘˜˜˘˜˘»˛˘˛˜ˆ˘˛»/˘ˆ˘˘˜ˆ»˘˜»˜˜»˜ˆ˘˘ˆ»ˆ˘˘Ò˜˜»˜˜»˘˜˘˘˘˘ˆ˘˜˜˛˘ »ˆ˘˘˜˜˘˜˘Òˆ˝˘˜˜˜ÒÒˆ˘˜»˜˘˘Ò˜˘˘˛»˘Ò˘˜˜˘˜˘˜˘˜˛˘»˜»˘˜˜»˘Ò˜˜»˜˜ˆ»˜˘˜Ò˘ˆ»˘˜ˆ˘ˆ˘»˝˘»˘»ˆ˘˜˜Ò˘»˜˜˘ˆ˛˘ˇ˙˝˜˘˜˛˘Ò˜»˜ˆ˝˜'ˆ»»˜˜˘»˘˘˜˜˜»˜»˜˘»Ò»ˆ˘ˆ˜˜˘˜˘¸˘˜»˜˘˘˜˘˘˛˜*˘Ò˘Û˜Ò˘»˘»ˆˆ˜˜˘ˆˆ˜»»˘»»»˜˘˜˘˘ˆ˘˘˛˜˘˛˜˘˛˜˘»˜˛˘ˇ˙ˇ˜&ÒˆÒ˜ˆÒˆ˜»˜ˆ˘ˆ˘˜˘ˆ»˘˘»ˆ˘ˆÒ»˘˘˜˘˜˘˜˜˘˜˛˘ »˜˙˙˜˘˘˜˘˘˜˘˜˝˘˙˙˜ˆ˘Ò»˘»ˆˆ˘˘˜»˛
  35635. ˜˜˜˘ˆ˘˘˜˘ˆ¸˘Ò˘˘Òˆ»˜»˘˜˜˘˜»˘˘»˘˘˜˘˘˜˜˛˜&˘˜ÒÒˆ»˜˘ˆ˜ˆ˜˘˜˜ˆ˘˙»˘˜ˆˆ˘˜ˆˆ˘˛ˆ˛˜G˘˜Ò»˜˜˘˜˜˘˜˙˜˘˜˘˘˜˜»ˆˆ˜ˆ˘ˆ˘˜˘˘˜ˆ˘˘Òˆ˘˜»˘ˆ˘ˆˆ˘˘Ò˘˘Ò˜ˆÒ˜˘˜˜˘˜˘˜˝˘+˜˘˜˘˜˘˘˙˜˘»ÒˆÒˆ˜˘˘Ò˘ˆÒ˘»Ò˘˙»˘˘˘˜˜ˆ˘˘˝˘ˆ˘ˆ˛˘ˆ»˜˜˘˜˛˘˙˜˘˜˘˘˜»ˆ˘»˜˘ˆ»˜˛˘ˇ˜ˇ˘»˘˜»˝˘˜˘˘ˆ˘˘Ûˆ˜ˆÒÒˆˆ˜˛˘ˇ˜˘˜˘˘˜˜˘˘˜˘˜˜˘˜˜ˆıˆ˘˛ˆ/»˜˘˘˜˜˘ˆ˘˘Ò˜˜ˆÒˆ˘˘ˆ˘ˆˆÒ˘˜Ò˘Ò˘˜˘˜˜»˝˘˛˛˘ˆˆ˛˘ ˘ˆ¯˘˘˜˜˘ˆ»˛˘ˇˆ˝˘˛ˆ
  35636. ˜˘˜ˆ˘»»˘ÒÛ˝˜˘˜˜˘˜˘˘˜˘˜˘˜“»˘˛˘ˇˆ˘˜ˆ»˘˘˜˘Ò˘˘ˆˆ˘˘ˆÒ¯˘ˆˆ˛˘ ˆÒ˜˜˘˜ˆˆ»ˆ˘˛˜˛˜˘˜˘˙˘˜¯¯Òˆ˜ˆ˘ˆˆÒ˜˜˘˜˘ˆ˘ˆ˝˘ˆ˘Ò˘»˛˘
  35637. ˜˘˘˜˜˘˘˜˝˘˜˘˜˘˘»˜˙˜¯ı˜»˘Ò˜ˆ˛˘ »˜˜˘˜»ˆ˜˛˘ˆ˘Ò˘˜Ò˘˘˘˘˜»˘»ˆˆ˛˘ˇ˜ˇ˘ˇ˘»˘˛˜˘ˆ˜˘˜ˆ¸˜»˘ˆˆ˘ˆÒ˘»˘˜˘ˆˆ˘˘ˆ˘»ˆ˜˘Ò˛˘˙˘˜˘»˘ˆ˘˜»˘»˜˘˙˘Ò˘˜»»˘$
  35638.        tile $00000F8C˜»»˝˜˙˜»»»˘˙˘˜˜˛˜ˇ˘˛˜˜˘˜»˘˜˜˘˜˙˙»˜˜˛˘˛˜»˙˘»˛˜˙˜˙˜˜˙˜˘˘˙˛˜¸˘»˙˛˜˘»˜˙˘˜˜˘˘˜»˜˜»˘˛˜˘»˘˜˘»˘˘˜˘˜˙˙˛˘˜˜˜˘˘»˜˜˘˜¸˜ˇ˙˘˘˛˜˘˜˘˘˜˜»»»˘»˘˜˜»»˜˙˜˝˘ˇ»-˜˘˜˙˜»˜»»˙»˘˜˜»»˘˜˜˘˜˘˜˜˘˜»˘˙˜˘»»¸˜»˘»˜˘Ò˘˜»˜˘˜˜˜˜˛»˜»˜˙˜˙˜˜˘˘»ˆ˘˜˜˛»˜˘˜˜˙˙»˜˜˙»˜˜˘»˛˜
  35639. ˘˘»˜˜˜˙˜˛ˇ˜»˘˜˘˜˜˘˘˘»»˜˙˙»˙˜»˛˘˜˘˜˙˙˜»˘˘˘»»˜˜˝˜T˘»˘˜˘˘˙˘»˜˙˘˜»˜˙˜˜˘˘˜˜˘˘˘˜˙˘˜˜˘˘˘˜˘˜˘»Ò»˘˘˜˘˘˘˜˜˜˘˘»˜˙»»˜˜˘˛˜ˇ˘»˜˜˛˜ˇ»˛˜
  35640. ˘˜˘˘»»˝˜»˘˜˙˜»˜˜˘˘˘»˜»˙˜»˙˘˜˜˘˜˛˘»˙»˘˜˘˜˜˜»˝˜˛»G˜˙˘˙˙˜»˜˜»˜»˘˘»˘˜˜˘˜˘˙»»˘˜˜˙˜˘˘»˙˜»»˜˘˘˜»˘˜˜˘˜˙˙»˜˘˘˜˜¸_˜˙»»˜»˙»˜˜˙˜˜˘˘˜˘ˆ˜˘»»˜»»˘˜˘˜»˘˙˜˘˜˜˙˜˜˘˜˘»˜˘˜˘˙˘»˜˜˜˙˘˜˘»˜»˜˘˜˜˘˜˜Ò»˙˜»»˛»˘»˘˘˛˜˘˜˜˘˜˘˘˜˘˜˜˙˜˜˘˙˜»˘˘˜˘˙˜˜˜»˛˘ˇ»ˇ˜ˇ˘˜˘˛˘˜˘˛»
  35641. ˘˜˘˘˜˘»»˜˛˘?˜˘˘˜˜»»˜˘ˆˆ˜˜˙˙˜˘»»˘»˜˘˘˙˘˜˜˙˜˙˘˜˘˘»˜˘˙˙»˜˜»˜˘˜»˛˜˝»»˘˜˘˙»»˜»˜»˘˘˙˘˘˘˘˜˙˜˜˛˘ˇ˘˘»»»˜˙˜˜»˙˜˘˙˜˛˜ˇ»'»»˜˘»»»˘˘»»˘˜»˘˘˙˜˙˘˘»˘˙»˜˘˛˘»˜˘˘˜˘»˘˜»˜˘˘»˘»»»˛»%»˜˜˘ˆˆˆ»»˜˜˜˘˘˙˜˘˜˙˜˜»˘˜˘˘˘˘˜˛»ˇˇ˜»˙˘»˜˜Ò˜»˛»»˘˜»»˜»Ò˘˘»»˜˛˘
  35642. ˜˘˜˘˘˙»»˘˘»˛˘˜»˜»˘˘˜»˜»˜ˆ»˛»ˇ»˘Ò»»ˆ»ˆ»˜»˜»˛˜    ˙˜˘˘˛˘V˙»˜»˘˜˘˙»˜˜ˆ»»»»¯“˜˘“»˘˘»˙»˘˜˘»˘»»˘˘˘˘˜Òˆ˘˘»»˜˘»˜˘˜»»»˜˘Ò˛Ò»˛;˜“ˆÒ˜˜»»ˆ˘»ˆ»˘˜»˘˘˜˘˙»»»˘»˘ˆ»˜˘˜˙»»»»˜˘»˜»»˝˘ˆ˛»$˙˘»˜˘˘˜˜˘˘˜˜˙˜ˆ»˘˜»˘»˘˜»»Ò»˝˜ˇ»˜˘»˛»9Ò»˘»˜˘˘˜˜˘˘˜˜˘˜»˘˘˜˘˜˜˜˘˙»˘˜˜˘˜˘˙˘˜˘˜˜»˘˘˜˜»˘˛˜»Ò˜˜˘»˜˜ˆ˜ˆ˘˜˜˙»˜˝˘˜˘˜˘˙»˜˘˜˘»˘˜»˘˘˜˘˜»˜˘˛˜˛ˇ˜*»˘˜˘˜˙˜˜»˘˜˘˜˜˘»»˘˘˙˜˜˜˙˘˜˜˘˛˜˘˜˜˘»˘˘˜˘»˜˜˘˜˝˘»˘˜»˙˙»˘˜˜˙˝˘˙˜˙˜»˘˛˜ˇ˘˜˘˘˘˜˜˙˘˘˘˘˜˜»˘˘˛˜;˜˘˜˙˜˜˜˘˜˜˘˜˘˜˘»˜˜˙˘˘˜»˙˙˜˜˘˜˜˘˘˜˙˘˜˘˘˘˜»˜˘˝˜?˙˜˘˜˜˜˘˘˜˙˘˜˙˜˜˙˜˘˜˜»˙˜˜»˙˜˘˙˜˘˘˜»˜˘˜˙˜˘˙˜˘˘˜˙˘˜˘˜˘˜˙»˘˘˛˜ˇˇ˜ˇC˜˙˜˙˜˜˜»˜»˙˜˘˜»˙˜˘˜˜˘˜˘»˘˜˙˘»˘˙˘˘˜˘˙»˜˜˜˘˜˜˘˜˘˜˘˜»˘˝˘˜˜»˙»˝˜˘˙˜˘˘˜˜˜»˙ˆˆ»˜˜˛˘A˜˘˜˘˘»˘˜˘˜˘»»˘˜˘˜˜˙˙˘˜˘˜˙˘˜˜˜˜˘˜˘˜˘˜˘˙˘˜ˆ˘˜˘˙»˛˘ˇ˜ ˜»˙˜»»˜˙˜˘˜˜˘˜˙˘˘˘˘˜˜˙˜˙˜˘˘˜˛˘˜˙˙˘»˘˜˘˘»ˆ˘˘˜¸˘&˙˜˘˘˜˘˙˜˜˘»˜˙˙˘˘˘˙˜˜˙˜˜»˙˜˜˘˙˛ˇ˘ˇ˜ˇ˘1˜˘˙˜˜˜˘˙˜˘˜˘˜˜»˘˘˜˜˙˜˙˘˜˜˙˘˜˘»»˙˜˘˛˜˘˘»˜˜˘˜˜˙˜˘˙˛˘˜»˙»ˆ˘»˘˙˘˙˝˜ ˙˜˙˜˘˘˙˘˘˝˘ˇ˜˙»˘˙˜˝˜˘»˜˜˜˘˛˜˙»˜˘˜ˆ˘»˜˜˙˜˜˙˘˜˙˜˘˜˜˘˙˜˘˜˘˛˜ˇ˘˜˘˘˜˙»»˛
  35643. ˙˘˜˘˜˙˘˜»˘˛˜˙»»˜˘ˇ˜˘˛˜˘˜˘˜˜˙˜˜˙˛˜˙˘˘˜˙˜˘˜˘˛˜˘˜˜˙˜˘˘˜˜˘˜˜»˘˘»˜˜˘˘˜˛˘¯˘˜˜˘˛˜˘˛˜˘˜˜˙˜˜˙˘˙˜˘˘˜˛˘    ˜˙˘˜˘˙˘˛˘ˇ˛˘"˜˘˜˜ˆ»˘˘»˘˜˜ˆˆ˘˜˜˙˘˜˘˜˘˜˜˘˜˜˘»˜˛˘˜˜˜˙˛˜B˙˘˘˘˜˘˜˘˜˘˜˜˜˙˘˘˜˘ˆ»˘˜˙˜˘»˜˙˘˜˜˙˘˜˙˘˜˘»˜˜˘˜˘˜˘˘˜˙˘˜˜˘˘˝˘!˙˜˜˘»˘˜˘˘˜˘˘˘˜˙˘˜˜˜˘Òˆ˜˘˜˜˘˝˜ ˘˙˜»˙˘˘˜˜˘˛˘˜˝˘˙˝˘2˜˘˜˙»˜˘»˜˘»˙˜˘˘˘˜˜˘˜˘˘˜˜˘˜˙˘˜˜˘˜˘»˜˜˙˜˙˘˜˝˘˙˜˜˘˜˛˘ˇ˜»˘˜˙˘˜˛˘˛˘ »˘˙˜»˘˜˙˘˚˜˜˘˙˝˜˘˜˘˜˜˙˘˘˜˘˙˜˜˘˛˘ˇ˜˘˜˜˘˜˜˙˜¸˘ˇ˜˘˜˘˜˝˘˜Ò˜˛˜ˇ˘˜˘˜»˜˘˜˜˘˘˜˜˘˘˘˙˜˜˙˜˘˙˘˜˛˘˜˘˙˜˘˘»˜˜˘˘˜˜˙˛˜˘˜˘˝˜»»˛˜ˇ˘˜»¸˜ ˘˜˜˘˘˜˜˙˘˘˜˛˜˘˜˜˜˘˜˘˘˜˙˘˘»˘˜Ò˜˘˘˜˘˘˜˛˘¸˜˝˜˙˜˘»˙˜˜˘˘˜˜˙˘˜˘˙˜˙˛˜»˜˜»˜˛˜    ˙˘˘˜˘˙˜˜˛˘»˝˘˜˘˘˘˜˘˛˜˘˘˙˘˘˜˘˙˜˜˘˜˝˘˙˘˜˙˘˙˜˘˘˜˘˜˜˙˙˘˜˜˙˜»˘˘˙˜˛˘˜˙˛˘    ˆ˜˜˘˘˙˜˙˘˜˛˘˜˘˘˙˙»˘˜˘˘˜˘˜˘˜˛˘˜˘˙˜˘˜˙˜˘˜˜˘˜˜˜˘˛˜˘˘˘˜˜»˘˘Ò»˘˜˜˙˘˛˜"˘˙˜˘˜˘˜˙˘˜˙˘˜˜˘˜˙˘˘˙˜˘˘»˙˘˜˜˜˛˘˜ˆ˘˘˜˘˘˝˜Òˆ˘»˛˜ ˘˘˙˘˜˘˙˜˜˘˜˛˘ˇˇ˘˝˜¸˘ˇ »˘˘˘˜˜˘»˙˜˝˘˘˛˜˛˘    ˜˘˜˜˘˜˜˜˛˘˛˜
  35644. ˜˙˜˜˘˙˜˘˙˛˘˜˜˘˘˜˜˘˜˜˘˘˜˜˘»˘˙˜ˇ˘˜˘˜˘˘»˘˘˜˜˘˙˜˘˘˜˛ˇ˜b˜˘˙˘˜˜˘˙˘˘˙˜˘˙˜»˘˜˘˙˜˜˘˜˜˘˜˘˘˜˘˘˜˜˘˜˘˘˜˜˙˜˙˙˜˙˜˘˜˘˙˘˜˘˜˘˙˜˜˙˙˜˙˜˜˘˜˘»˘˜˜˜˙˜˜˙˜˜˝˘!˜˘»˘˘˜˜˘˘»˘˜˜˘˜˘˜˘˜˜˘˜˜˜˘˘˜˘¸˜<˙˜˘˙˜˜˘˜˘˘˜˜˙˜˜˙»˘˘˜˘˘˜˘˘˜˘˘˜˜˘˘˘˜˜˘˜˜˘˜˙˘˜˙˙˜˜˘˘˜˛˘ˇ˜ˇ˘˘˜˜˘˜˘˘˘˜˙˛˘˛˜˘˛˜¸˘#˜˘˙˘˜˜˘˙˘˘˙˜˜˙˘˘˘˙˜˜˘˜˜˘˘˙˜˛˘˝˜˙˜˜˙»˛˜˘˙˜˝˘˜˘˘˜˘˝˜6˘˜˜˙˜˙˜˘˘˜˘˜˘˘˙˘˜˘˜˘˘˜˘˜˘˜˙˘˘˘˜˘˜˜˘˙˜˘˘˜˜»˜˘˘˜˝˘˜˘˙˘˜˜˘˜˜˜˙˘˜˜˘˜˜˘˜˛˘»˜˘˜˜˙˘˜˘˜˜˘˙˜˜˘˜˘˛˜˘˜˜˙˜˜¸˘ ˜˜˙˜˘˙˜˙˜˜˛˜˙˙˛˜˙˛˘˜˛˘˜˘˙˜˜˙˜˘˝˜
  35645. ˘˘˜˙˜˜˛˘!˜˙˘˘˜˘˜˜˘˜˜˘˘˜˘˜˙˜˜˘˜˙˘˘˘˜˙˜˝˘ ˜˘˙˜˘˜˙˜˘˙˜˙˛˜˘˙˘˜˘»˜˛˘˛˘˙˜˛˘˜˘˘˜˘˘˛ˇ˜˘˜˜˘˛˜˛˘˛˜˘˜˘˘˛˜7˙˜˜˜˜˘˜˙˘˘˘˜»˜˘˜˘˘˜˜˘˜˘˘˙˜˙˜˙˜˜˜˜˜˙˙˜˙˘˘»˘˙˚˘ ˜˘˘˙»˙˙˘˘˜˘˜˛˘    ˘»˜˘˘˜˝˜˛˘ˇ˜˘¸ˇ˜ ˙˜˜˙˜˜˘˜˘˜˛˘˜˘˘˜˘˙˜˜˙˜˘˙˜˘˙˜˘˘˜˝˘˙˘˘˙˜˜˘˘˜˜˘˘˜˙˘˜˜˜˜˘˘˘˘˘˛˜˛˘˜˝˘˜˙Ú˘˜˛˘˜˝˘˚˘˜˘$
  35646.        tile $00000F0B˜˜˛˘ˇ˜˘˙˜˛˜˘»»˜˜˜˘˜˜˙˜»˙˜»˙˜˜˛˘˛˘˜»˘˙˘˜˘˜˘˛˜˝˜˘˘˛˜˜˜˘˘»˜˘˙˜˘˜˘˜»˘¸˜#˙˜˘˙˘»˜˘˜˘˜˘˘˜˜Ò˜˜˜˜˙˙˜»˘˘˚˜˘˜˜˙»˘˜˜˘˜˜»˘˜˘˜˛˜˜˜˙˛˜    ˜˘˜˘˜˙»˛˜˜»˜˘˘˝˘˜˜˘˘˛˜    ˙˜˜˙˜»˜˜˛˘˛˜˜˘˛˜˙˛˜
  35647. ˘˜˜˘˘˘˙¸˜ˇ˘'Òˆ˘˘˜˘»˘˘˜˘˜˜˜˘˘˜˘˜˜˘˘˜˜˙»»»˘˛˜*˘˜˘˜»˘˙»˘˜˜˘»»˘˜˙˜˙˘˘˙˜˜˘˘˜˘»˜˜»˘˛˘»˜˛˜˜˘˛˘˛˜˙»˜»˙˛˘»˘˜˘˘˜˜˙»˘˘˜˘˘»˜˜˘˜˘˛˜˙˜˜˘˜˛˜˘˘¸˜P˘˘˜»˘˜˜˜˘˘»»˜»˘˘˜˘˘˜˘˘˜˜˘˘˜˘»˘˜˘˜»˙˘˜˙˘˜˘˜˜˘˘˘˜˜˘˙»˜˙»˘˜˘˜˘˘˜˙»˜˘˛˜$˘˘˘˙˜˜»˘˘˜˜˘˘˜˙˜˘˜˘˜˜»˜˜˜˘˜˛˘A˙˜˘˜˙˜˜˘˘˜˘˘˜˜˙˜˙˘˘»˘Ò˘»˘»»»˜˘˜˘»˜˙˜˜˘ˆ˘˘˜˘˜˙˜˘˜˜˛˜˘˘˜˘˜˛˜ ˜˘˙˜˘˜˜˘˜˘˜»»˜˜˘˜˜˘»˛ˇ˜(˘˜˘˜»˜˜˜»»˘˜˜˜˜˘»˘˘˜˜˘˘˜˘˘˜˜»˜˘»˜˛˘˜˙˛˜;˘»˙˜»˘˘ˆ»˜˙˜˘ˆ˘ˆ˘˜˘»˜»˙˘»˘˜˘»˘˜˘˘˜˜˘˜˘˙˘˜˙˜˘˜˜˛»;˘˙˜˜»˘˘»˙˜˜˘˘Ò˘˘˜»˘˜˜»˘˜˘˘»»˙˜˘˜˘˘˜»˙˜»˜˘˜˙˘˘˜˜˜˛ˇ»!˜˙»˘˜˘˜˘˙»˘˘˜˘˜˜˘˜˘˜»˘˜˙˛˘ˇ˜˙˜˘»˘˜˜˙˘»˘˜˘˘»˛$»˜˙˜˜˘»˘ˆ˘˘˜˘˜˘˘˜Ò˘ˆ˜»Ò˜ˆ˘˘˜˘˙˘˜˜˛˘˜˙˜˜˘˘˝˜˘˜˜ˆ˘»˜»˘»˘˜˘ˆ»˘˜˜˘»Ò˝˘ˆ˛˘
  35648. ˜˘˘˜˙˘˛˜>˘˜˙˘˘˜»»˜»˘˘˜˜»»˜»˜˜˘˜˙˜ˆ»»˘˘ˆ˘»ˆ˘ˆˆ˘ˆˆ˜˘˘˜˘˘˙˘˘˛˜˙˜˜˘˜»»»˜»˙˙˘˜˘˝˜˘˜˘˘˘˜˜˘˜˘˘˜˘»˜˝˘ˇˆˇ˜˘˜˜˙˜˘˘˘˜˛˘˜˘»˜˘ˆ˛ ˘˜˘˘˘˜»˘ˆ˜˛˘ˇ˜˘˘˜Ò˘˜˘ˆ˘»»»˘˙˜˜˛˘"˜˘˘˜˜˜˘»˙˜»ˆ˜»˜˘˜˜˘˜˜˘»˜˘˝ˇ˜"˘˜˘˜˘˘»˜˜˘˘˜˘˜˘˙˜˜˜˘˜»˘˘»˘˘˜˙˜˘˘˜˝˘;˜˘˙»˘˘»˜˙˜˜˘˘»˘˜˘»˜˘˜˘˘˙»˘˘Ò˜˘˘˜˙˘˜˘˘˜˘˜˘˜˘˘»˘˜˘˜»˜˘˙˜˜˛˘»˜˜˝˘ ˜»˜˜Ò˘˘»˛˘˜˙˜˘˜˜˘˘˜˘˜˛˘˜˙˘˜˙˘˜»˝˘˜˘˘˛˜˜˘˜ˆ˘˜˘˜»˜˜˛˘˛ˇ»˘˜˜˘˜˘˜˘˜˘˘˘»˜˜˘˛˜˙»˘˙»»˘˘˙˙˜˘˜˜˛˘˜»ˆ˘˘˜˙˙»˜»˘˜˛˘ˇˇ˜
  35649. ˜˜˜˜˘˘˛˘ »˘˘»˘˙˜˜˜˜˘˘˜˘˜˜˘˜˜˘˙˜˘˜˘»˜˛˘˘»˜˘»˜˘˜˙˜˙˘˘˜˘˘˛˜˙˘Ò˛˘˜˘˘»˘˝˜(˘˜˘˜˘˘˘˜˜˙»˜˘˜˘˙˘˜˘˘ˆÒ˘˘Ò˘˘˘˙˜˘˙˙˘ˆ»˛˜˘˘˙»˜˜˜˘˘˜˘˙˜˛˘˜˘˝˜˘˛˜¸˘ˇ˜˘˘˘˙»˜˘$˘˘˜˜˙»˘˘»˜˙˘»˘˜˙˘˘˘˜˘˜˜˘˜˜˛˘˜˘˘˜˘˘˘˜˘˘˜˙˘ˆ˘˘»˜»˜˜˙˜˙˜˛˘ˇ˜˘˜˙˘˜˜˘˘»˜»˜˜˜˙˜˙˘˜˝˘˝˘»˜˘˘»˜˘˘Ò˘˘˜˘»˜˘»˜»˘»˘˘˜˜˝˘    ˜˜˘˜ˆ˘˜˛˘˜˘˘˜˘»˚˘˛˘˜˘˜˜˘˛˘˘˘˜˜»˘˘˜˘˙˛˜˘˜˘˜˘˝˘˛˘˜˘˜˘˜˜˝˘˜˛˘˜˘ˆ˘˜˘˜˜˘˜Ò˘˜˘˘˘˜˛˘˜˘˜˘˜˘˜˘˜˛˘˜˝˘˜˘»˜ˆ˘»˘ı˙˛˜ˇ˘ˇ ˘˜˘˜˘˘˜˜˘˙˜˘˘˜˘˘ˆ˘»˜˙˘˘»˛˜˛˘˙˜˜˜˙»˘˜˜»˘˘˘˙˜˘˘˙˘ ˜˘˘˘˜˘˜˘˜˜˛˘\Ò˘»˜˘˜˜ˆ˜˙˘˘˜˜˘˜˜˘˜˘ˆ˜˘˜˘˙˘˘˘˜˜˘˘˘˘ˆ˜ˆ˜˘˜˘»˜˘˜»˘˜˘˘˘˘˜˘˜»˜»˘˜»˘˘˜˘˜ˆ˘˝˘˜˘˘˛˘˙˘»˘˘»˛˘ˆ˜˘˘˘˜˛˜ˇ˘Òˆ¸˘˜˘ˆ»˛˘»˙˘˜˝˘˙˘»˘˜¸˘»˘˜˘ˆ˜˘˘˜˘˘¯˘ˆ˜˘˜˜˜˘˙˝˘ˆ˛˘    ˆ˘˜˘˘˘˜»˝˘˘˘˘˜˚˘ˇ˜˘˘˛˘ˇ˜˙˘˜˘˘ˆ˜˘˘˘˘ˆ˜˘˜˜˘˘˛ˆ˜ˆ˜˜˘˘˜˘˘˜˛˘»˜˘Ò˘˙˚˘˙˘˜˛˘˙˘˛˘¯˜˛˘ ˜˘˘Ò˘˘˜˘˘Ò˘˛˛˘˜˝˘˜˘˘˜˘˘˜»˜˘˜˘˜˝˘˜˝˘˘˘˜˘˜˘ˆˆ˘˘ˆ˘˘ˆ˝˘ˆˆ˛˘¯˛˘˙˜˜˘»˜˘˜˘˘˜˘˜˜˘˘˜˝˘ˆ˝˘˜˚˘˙˙˘˘˘ˆ˘¯˘˛˘˜˘»˘˜˘˙˜¸˘ˇ˜˛˘˜˙˘˜ˆ˘˜˘ˆ˘˚˘˜˛˘˜˘Ò˚˘˜˙˘˜˛˘˜˘˜˘˘»»˛˜˙˜˘˘˜˘˘˜˜˘˜˘˘ˆ˘˘˙˘˜˜˘˘˜˘˜˘»˜ˆ˜˘˘˜˘˜˘˜˘˜˘˘˛˜ˇ˘˜˘¸˘˜˘˙˙˘»˛˘    ˘˘ˆ˘˘ˆ˘˜˚˘ ˜¯˘˘ˆ˜»˘»˘˜˘»˛˘ˇ˜¸˘ ˙˜˘˜˜˘˜˘˜˘¸˘ˇ˜˘˜˜˛˘˘˘ˆ˘˘˘ˆÙ˘»˘˜˜˘˘˜˜ˆ»˘˘˜˘˜»˛˘˜˛˘˘˙˜˘˘˜˘˜˘»»˘˘˜˛˘¯˜˛˘ˇˇ˘˜˛˘#¯ˆ˘ˆ˘˘˘˘˜˘˜˘˜˘˙˜˘˘˜˘˘˜˙˘˘˜˘˘˜˝˘    ˜˘˘˜˘˜˘˜˜˛˘¯˘˘˛˛˘ˇˆ˘ˆ˝˘ˇˆ˛˘"˜˘˜˜˘˘˜˘˜˙˘˜˙˜˘˘˜˘˜˘˜˙˘˜˘˜˘˘˙˜˘˘˜˜˝˘¯˛˘ˇ¸˘˝˘Ò˘¯˜˘˜˛˘ ˜˘˜˜˜˘˜˘˘»˘˘»˘˘˙˜˘˘˜˘˘˜˜˜˘˜¸˘¯˘˘˘˘ˇ˜ˇ˘ˇ˜ˇ˘˜˛˘˜˘˜˙˜¸˘˙˘˛˜
  35650. ˙˜˜˙˜˘˜˘˜¸˘˜˘˜˛˘ˆ¸˘¯˘˘¯˘˜˘˘˜˛˘¯˘ˆ˘˜˚˘˜˘˘˙»˜˘˘˜˘˘˘˙˜˙˛˘˜˝˘ˇ˜˛˘˜»˛˘˜¸˘ˆ˘˘˜˝˘˜˘˘˜˜˘˘˜˚˘˙˜˘˜˜˘˘˘˜˜˘˜˜˘˘˝˜˙˜˘˘˘˜˘»˛˜˝˘¯˘ˆ˘˜ˆˆ˘˘ˆˆ˘˘»˜»˜˘˘˜˘˜˜˛˘˘˜˘˜˜˛˘˜˘˜˜˘˘˜˜˘˘˜˘»˜˜˘˜˘˘˘˜˘˜˙˘ˇˆˇ˜ˆ˜˘˜˜˘˘»˛˘˜˘˘˜˙˘˙˘˜˙˜˜˘˜˘˜˙˜˜˘˘˜˙˜Ò˘˜˜˛˘˜˙˜¯˘˜˘˜˘˜ˆ˘˜˜˘˜˜»˛˘˜˜˜˘˜˜˜˜˘˘˘˜˘˜˜˘˜˛˘ˇ˜ˇ˘˜˚˘˜˛˘ˆ˘˜¸˘ ˜ˆ»˘˙˘˜˘˜˛˜˙˜˘˘˜˘˙˝˜˜˜˘˜˘ˆ˘˜˘˘˜˜˚˘ˆ˜˘¯˛˘˜˘˘˘˜˘˜˜˘»˘˘˜˜˙˘˘˜˘˘˛˜ »˜˜˘˜˙˜˘¸˜ˇ˘˘˜˘˘»˝˘ˇ˜˘˜˝˘˛˘ »˘˘Û˜˘˘»˜˘˜˜¸˘˜˘˘˘˛˜˘˜˙˜˙˜˘˙˘˜˜˚˘ˇ˜ˆ˘˜˜˘˘˜˜˘˘˜˘˜˘˜˜˘˘˜˜˘˘˜˝˘ˇ˜ˇ˘ˇ˜ˇ˘˜˘˘˛˜˘˜˙˛˜˛˘ˇ˜˜˘˘˜˜˘˜˛˘˜¸˘˜˝˘ˆ˜˜˛˘˜˛ˇ+˘˜˙˘˘˘˘˜˜˘˜˜˘˘˜˘˜˘˜˘˘˜˜˘˘˜˙˘˘˜˜˘˘»˘˘˜˘˘˜˝˘˜˘˘ˆ˜˘˘˜˜˙˘˜»˘˙˜˘˘˜˘˘˛˜˛˘˜˘˜˜˘˘˜˘»˙˜˘˙˜˘˘˙˜˘˙˘˜˘˘ˆ¸˘ ˜˘ˆ˘˜˘˘˜˜˘˘˜˜˘»˙˜˜˘˘˜˘˘˜˜˘˘˘˛˜ˇ˘˜˘˘˘˜˝˘˜˘˜˜˘˜˘˜˙˜˘˘˜˛˘˜˘˜˜¸˘˜ˆ˘˜˘˙˜˛˘˜˙˘˘˜˛˘ˇ˜ˇ˘˜ˆ˘˜˜˘˘˜¸˘˜˛˘˜˘˘˜˜¸˘˜˘˜˚˘˜˝˘
  35651. ˆÒ˘˘ˆ»˘˘˜˛˘˜˘˘˜˜˙˜˜˘˜˘˘˜˘˙˜˘˜˜˘˘˜˛˘˜˘˜˜˚˘˜˘¸˘˜˛˘˜˘˘˜˘˘¸˜ˇ˘˜˘˜˘˘˜˜˘˘˜˙˜˘˘˘˜˘˜˜˝˘˜˛˘˜˘ˆ˝˘˜˚˘ˇ˜ˇ˘ˇ˜ˆ˛˘$˘˜˘˘»˘˜˘˘˜˜˙»˘˙˙˜˘˜˘˘˙˜˙˜˘˜˘˘˜˜$
  35652.        tile $00000ED5˜˝˘˜˘˘˜˘˜˘»˘˘˜»˙˛˘»˜˘˜˛˘˜˘˘˜˘˜˜˘˜˘»»˜˙˜»˛˛˘˜˜˙˛˘˜˘˘ˆ˘˘˘˘˜˘˘˜˘˝˜ˇ˘˝ˇ˘ »˜˜˘˘˘˘˜˘˘˛˘»˛˜ˇ ˘˜˘˘˜˜˘˘˜˛˘"˜˘˜˘ˆ˘˙˜˘˘˜˘˘˘˘»ˆ˘»˜˘˘˘˜˘˛˘4˙˜˘˙˘˘˜˜˘˘»˘˜˘˘˘˘˘˜˘˘˘»˜ˆ˘˘˘˘ˆ˜˘Ò˜˛˘˜˘˜˜˘˜˘˜»˘˘»˘˜˙˜˙»˜˝˘ˇ˚˘˜˘˘ˆ˛ˇ˘»˛˘˜˘˜˜˘Ò˘˜»˜˜˘˘˛ˇ˘˜˛˘ ˜˜˜˜ˆ˘˘˜˛˘ »˜˜ˆˆ˘˘ˆ˘ˆ˛˘˜˜˘˘ˆ˘˜˘˛˜˘˜˜˘»˙»»»˘˘˜ˆ˘˘˛˜    ˙˜˜˘˘ˆˆ˘ˆ˛˘ˆˆˆ˘˛˘˛˜˘˘˜˘˘˘˘»ˆ˘˘˜˛˜˘»˜»˘ˆ˛˜˘»˜˜˛˜ˆˆ˘ˆ˘ˆ˘ˆˆ˜˘˜˛A»˘˘˜˙˜˘˜˘˜ˆ˘ˆ˜˘˘˜˘˘˜˘˙˘»˘˘˜˘»˘˘˜˘˘˘ˆˆ˘˘ÒÒ˘»˘˜˛˘ˇ˜ˇ˘ˇ˛˘ˆ˘˜˘˝ˇ˘˝»˜»˘»˙˘˜˘˘»˝˘ˆ˘ˆ˘ˆ˘˘˜˘˜˜˘˙˜˘˜˘˘˛ˆ˘ˆ˝˘»˘˜»ˆˆ˘˜˘˜˜˜˙˜˜˙˘¯˘˜ˆ»˘˘»˜˜ˆ˜˘˜ˆˆ˜˛ˆ˜˛˘˛˘˙˘˘˝˛˘    ˆ»˘˙˜˜˙˘ˆ»˛˘>ˆ˘ˆˆ˜ˆ˜»˘˜˘˘˜˘ˆ˘˘»¯ˆ˜˘ˆ¯˘˘˘»˘»ˆ˘˘˘˘ˆ˘˙˘»˙»˜˘˘˛˘ˆ˘˘»˛ˇ˜˘»˘˛
  35653. ˘ˆ˘˘ˆ˘˘¯ˆ˛˘ˆ˝ˇˆ˘˘˛˘    »˙»˘˜˘˘˛˘
  35654. ˜˘˘˘˘˜˘˘˜¸˘ˇˆ ˘˘˜˘ˆˆˆˆ¸ˆ˘˛ˆ˘˜ˆˆ˘˘˘»˘˘˜»˙˙˘˜˜˛˘˘˜˜»˘˘˜ˆˆˆ˛˘ˆ˝ˆ˘˝˘ˆˆ»»ˆ˘ˆ˘˘˘˜˘»˘˘˜˜˘˜˜˘˘ˆ˛ˆÒ˘˘˜˘˘ˆˆ˘˛˘ˆ˛˘ˆ˘ˆ˘ˆ˝˘
  35655. Ò˜˘˘ˆ˘˘˜˛˘˜»˘˘˜ˆ˘ˆ˘ˆ˘»˘˘˜˘˛˜ˆˆ˘ˆ˘¸4ˆ»˘Òˆ˘˘˘˜˜ˆ˘˘˜ˆ˙˜˜˘˘»˘˜˘ˆˆ˘ˆ˜ˆ»˘˜˘˘˛˘˝˘¯˘˘ˆ˝˘˘˜˜˛˘»˘˘»Ù˘˜˘˘Ò˜ˆ˜ˆ˜ˆ˘˘ˆ¸˘ˆ˘˛ˇ˘    ˆ˘˘˜˘»ˆˆ˛ˆ»˚˘ˇ˜˘˜˘˘˜˜˛˘˜ˆ˛˘˘˛Ò˝˘ˇˆ˘ˆ»˝˘ˇˆ˘˘ˆ˜˘ˆ˘˜˘˘˘˜˜ˆ˜¸˘ ˜˘˘»ˆˆ˘˘˘ˆ˝˘*˙ˆ˘˘˜ˆˆ˘ˆ˘˘˘Ò˘Òˆ˘˘»˘ÒˆÒ˘˜˜˛˘˜˜˜˘»˛˘˛˘ˇ˘˜˘˘˜˜ˆ»ˆ˘˘˛˘˛ˇ˝˘¸˘ˆ»˘˜˘˘˜˙˜˘˜˘˘ˆˆˆ»˘˜˝˘ˇ˘»˜˛˙˛˘+ˆ˘ˆ˜˘ˆ˜˜˘»¯˘ˆ˜˘˘ˆÒ˘˜˙˘»ˆˆˆ˘ˆ˛˘»˘˜˘»˜ˆ˘»˜˘˜˘ˆ˘˘˜˛ˆ˛.»ˆˆ˘˘˜˘Ò˜˘˜˘˘˜˘˘ˆÒ˘˘˘ˆ˘ˆˆ»˘ˆ˘˘˜˘ˆ˛˘ˇˆˇ ˜˘˘˘ˆ˘˘˘˘˜˙˘˜˘Òˆ˘˘˜˘˘˘˘˜˘˘ˆˆ˘˝ˆ˛˘'˘˜˘˘˘˘˘ˆˆ˘˜˜˘˘˜ˆ˘˘˜˜˘˘˜˘ˆ˘˘ˆ˘˘˘˘˜˝˘
  35656. ˜˜˜ˆ˘˘ˆ˘˛ıı˛ˆ˛ˆ˛˘˜˘˘˜˘˘˘˜˝˘˘˘˘˜˚˘˜˙˘˜˛ˆˆ¯ˆˆ˘ııı˘ˆˆˆ˛ˆ    ˘˜˜˘ˆ˜˙Ò˛˘˘ˆ˘˘˘ˆ˚˘˘˘¯ˆˆ˝ˆˆ˛ˆ¯ˆˆ˘˘˘˘ˆ˘ˆ˜˘˜˘˘˜˘˘˜˜ˆ˛˘˜¸˘˜˘ı˘ˆı˝˘ˆ˘¸ˆ
  35657. ÒˆˆÒˆ¯ˆˆ˘˛ˆ˛ ˘˘˜˘˘˜˙ˆ˛˘ˇˆ˛˘ˇˆ˛˘˜˚˘ˇı˛ˆ˘ˆˆ˘˝ˆˆˆˆˆˆ˘˘˛˘    ˜˘˜˘˘ˆ˘˜˚˘ı˚˘ˆ˘˘˘˘ˆ˘ˆ˘˘ˆ˘ˆ˛ˆ¯˛ˆˆˆˆ˛˘ˇ˜˘˙˜˘˘˜˝˘ˆ˘˜ˆ˛˘ˆ˙˘˝˘ˆ˘ˆ˘ˆˆ˘ˆˆˆ…˛˛˘˜˘˘˙˜˜˝˘˜˘ˆˆ˘ˆ˘˘˘˘ˆˆ˘˘ˆ˘˘¯˘˘˛ˆ˘ˆ˘˜˘ˆ˘¯ıΩˆ˝˘˙˜˘˜˙˜˘˘ˆ˘˘˜ˆ˘˘ˆ˛˘ˆ˘˘˛˘ˆ¯˘˘¸˘ˆ˜˝˘˘˘˘»˛˘ ˆˆ˘˘ˆ˘˜˘˜˛˘˜˘ˆ˘˘ˆ˛˘˜¸˘˜˛˘˜»˘ˆ˙˘#˘˘˘˘˘˜˘˘˘ÒˆˆΩ˘ˆ˘˘˘˜˘˜˘˘ˆ˝˘ˇˆ˛˘˜˛˘˜˜˘ˆ˛˘˘Ò˘˜¸˘
  35658. ˜˙ˆ˘˘˘ˆ˛˛˘»˘˜˘˘˜»˜˘˜˜˘˘˜˜˝˘˜˝˘ ˜˘˘ˆ˘˜˘˘Ò˛˘˜»˜˙˛˜˘˘,˜˘˙˘˘˜˘˘˜˘˜˘˘˜˘˜˘˘˘˜˘˜»»˘˜˘ˆ˘˘»˘˜˘»˝˘˜˘˘˜˙˙˘˘ˆ¸˘»˜˘˜˘˘˜˜˙˘˛˘˛˘»˘˜˘˛˘˜˝˘˘˘˜˛˘ˇ˘˜˙»˛˘ˇ˜˘˜˘˘ˆ»˜˙˜˘˜˘˙˘˜˛˘
  35659. ˜˘˜˘˘˜˘˘˜¸˘˜˘˜˘˘˘˜˘˘ˆ˘ˆ˜˘ˆ˘ˆ˘˘ˆ˝˘˜˘˘˛ˆ˘˘˘˘˜˜˘˜˘»˝˘ˇ˜¸˘˜˛˘ˆ˜˛˘˜ˆ˛˘˜˛˘ˇˆ˘˘˜˘ˆ˘˜˘»˜˘ˆ˛˘ˇ»˜˝˘˜˘˜˘˜ˆ˜˜˘˘˜˘˜˘ˆ˚˘˜ˆ˘˘˘˛˘˜˜˘˛˘ˆ˝˘ˆ˛˘ˆ˘ˆ˘˜˙˘˜˘˘˜˜˘˜˘»˜˘˘˜˘˙˘Ò¯˚˘ˆ˜˘ˆ˘˜˝˘ˇ˜¸˘ˇ)˜ˆ˘˘˜˜˘˜˘˘˙˜˘˘»˘˜˘˙˜˘˜˘˘»»˘˘˜˘˜˘˜˘˘˜˜˛˘˜˘˜˘˘˜˘ˆ˘˘ˆ˘˘˜˘˜˘˜Ò˘˘ˆ»˛˘ˇ˜ˇ»ˇ˘ˇ˜ˇ˝˘˘˝˘˜˘˙˘˘˜˘˘˘˜˘˙˘˘˘˛˘ ˜ˆ˘˘ˆ˘˜˜˘˘˜¸˘ˇ˜˝˘»˝˘˜˛˘»¸˘˜˘˘˝˜˛˘˘˜»˚˘ˇˆˇ˘#ˆ˜ˆ˘˜˘»˘»˘»˘˘˜˜˘˜˘˘˜»»˘˘˜˘ˆ˘˘ˆ˛˘˜˘»˛˘˜˘˘ˆˆ˝˘˜˘˘˘˘ˆ˛˘˜˘˘ˆ˘»˛˜ ˘˙˘˜˜˘˜˘˘˜˘˛˜˘˜˘˘¸˘˜»˙˝˘¯˘˜ˆ˚˘˜˘˘˝˘»˛˜˘˘˛ˆ˘˜˜˛˘ˇˆ˘˘˜˜˝˘˘˘ˆˆ¸˘Ò˝˘˘˝˘ˆ˜˛˘»˛˘ˇ˜˘ˆˆ˘˘˜˜˛˘ ˜˘˘˜˘˜˘˜˘˘˛˘˘˜˘˜˘˘ˆ¯˜˘˜˛˘ˆ˝˘˘˝˘˜˘˘˜˛˘¸˘˜˜˛˘˜˛˘˛˜ˆ»˜˘˜˛˘˜˘˜˘˜˘˜˛˘Òˆ˘ˆ˘ˆ˘»˘˜˘¸˘˙˘¸˘    ˜˘˜˜˘˘ˆ˜˘˘˛˜˘˜˜˛˘»˛˘˜¯˛˘˜˘ˆ˜˜˘˜˘˜Ò˘ˆ˜˜»˘»˝˘˜˘˜˘˜˜˛˘˜˛˘˜˘˜»Ò˘˜˘˜˘˘˜˘˜ˆˆ˜˘˘˜˜˘˘»˛˘ˆ˛˘˝˘˜˘˘˜˛˘˜˘˘˜˘˝˘˜˜˜˘»˘˘ˆ˜˘˘˜˜ˆ˘¸˘    Ò˘˘˜˜˘˜˘˜˛˘ ˆ˘˘˜˘˘ˆ˜˘˘˜˜˚˘˜˘˜˜˜˚˘˜˜˘˜˘˜˘˜˜˘˜˜˘˘˜˜˘˘˜˘˘˜˝˘ˆ˘»˘ˆ˘˘ˆ˘˘ˆˆ˘»˜˘˜˜˘˜˝˘ »˜˘˜»˝˘ˆ˘˘˜˘˘˜˜˚˘˜˝˘˙˘˘˜ˆ˘˜˜ˆ˘˘˜Ò˛˘»˘˘˘˘ˆˆ˜˘˜˘˛˘˜˙˛˘˜˘ˆ˘˜˘»˜˛˘»˜˘˘˜˜˘˜˘»˘ˆ˛˘˜˘ˆ»˚˘˜˚˘˜˘ˆ˘˜˘˜˛˘ˇ˜˜ˆ˜˜˘˜˘˜˘˜˘˘»˚˘ˆ˘ˆ˛˘ˆ˘˜»˚˘ˇ˜˘˜˙˘˘˜˜˙˘˙˜˝˘˜˘˘˜˛˘ˇ˜˝˘˘ˆ˛˘˜˝˘ˇ˜˘˘˘˜˘˜˘˘˜˘ˆ˘˘˜˘˜˘˜˘˜˝˘˛˜˙˘˜˛˜˘˜˘ˆ˘˜˜˙˘˜˘˘ˆ˛˘    ˆ˘˜˜˘˘˜˘ˆ˘˛˜ˇ˘˙˘˘ˆ˝˘ˆ˘˜˜˛˘˙˜˜˘˜˘˘˙˘˜˘˜˘˜˘˜˜˚˘ˇ˜ˇ˘ˇ˜˘˜˘˜˙˘»˜˝˘˜˝˘ ˆ˘˘˙˜˘˜˘˘˙˜¯˘˜˘˘˜˜˘˜˜˘˘˜˘˘˜˘˘˜˜˝˘˜˘˘»˝˘ˇ˘ˆ˘˜˝˘˘˛˛˘˜˘˘˜˘˜˘˜˙˘˜˘˘˛˜ˇ˘˜˘¸˘˜˘»˘˘˙˘˜¯˘ˆ˘˘˘ˆˆ˛˘»˘˙˜˘˘˛˜˘»˘»˘$
  35660.        tile $00000A6E#˙»»˜˜˜»˘˜˜»˙˜˘˘˜˜˜˘˜˜˘˙˝˜"˙˘˜˜˜˜˙˜˜˙»˘˜˜˘˘˜˘˙˘˘˜»˜˜˘˛˜    ˘˙»˘˜˜˘˝˘˜˘˜˘˘˜˜˜˜˘˜˜˘˜˘»˛˘ˇ˜»˜˜˘˜˘˘˜˜˘»˜˘˜˙˛˜ ˘˙˘˜˘˘˜˜˘˜˛˘ˇ˘˜˘˜»˛˜˘˜˙˘»˙˜»˘˘»˘˜˜˜˜˙˜˘˝˘˜˜˜˘˘˜ˆ˘˘˜˜˙˜˜˜˘˙˘˛˜»˜˙˜˙˜˘˘˛7˜»˜˜˙˘˜˘˜˜»˘˘»˙˘˜»˜˜˙˜˘»˜˘˜˜˘˜˘»˜˘˘˜˜»˜˜»˝˜ˇ˙ˆ˘˘˙»˜˜˘»˜˙˘˜˘˘»˜˜˝˘˜˘˘˜˘˜˜˜˘˘˜»˛˜˙˘˜˜˜˘˘»˘˘˙˜˘˝˘˝˜$˘˙˘˙»˙»˙˜˘ˆ˘˙˘˜˜˘˜˜˘»˙˘˜˜˘˜˙˜˛˘ˇ˜˘˜˜˜»˙˜˜˘˜ˆ˜˝˘˘˙˝˜˘˘˜˘˜˘˘˜˜˜˘˜˜˘˙˜˜˘˜˘˛ˇˆ˛˘»˘»˜˘˘˜˘»˙˘˜˘˛˜˙˛˜˜˘˜˛˘˜˘˜»˘ˆ˘˛˜˙˘˙˘˛˜˜˙˜˜˘˛˜˜˜˙˛˘˘˘˜˜˘˜»˝˘˛˜˙˜˜˘˙˘˘˜˜˘˘˜˙˛˜˘˜˜˜˝˘˜˘˜˘˘ˆ˛˘
  35661. »˘˙˜˜˘˘˜˘˘˛X˘˙˜˜˙˘˘˜˘˘˜˘»˘˜˘˜˜˘˘˜˙»ˆ˘Ò˜˘˜»˘˜˘˜˜˘˘˜˙˜˜˙˜˘˘»˜˘˜˘˜˜ˆ˘˘˘˜˜˘˜˜˘˜»˘˜˙˘˘»˛˘˛˜˝˘ˇ˜˘Òˆ»˜ˆ»ˆ˜˘ˆ˘˘˜˝˘˜˜˘˘˜˙˘˘˘ˆˆ˜˜˘ˆ˘˜»˘˜»˘˘¸ˆ˛˘Ò˘˘˜˘˜»˙˜˛˘¸˜ˇ6˘ˆ˘˜˜˘˜˜Ò˘˜»˘˜˘ˆ˘»˘»˜˘˘˜˘˘˜˘˙˙»»˜ı˘˜»»˛˘˘˘˜˛˘ ˆ˘˘˘˜˜˘˜˜˘˘˜˘»˙˜»»˜˜Ò˘ˆ˘˘»˘˜˛ˆ˘ˆ˛ˆ˘ˆ˜˘˜˘˜˘˜˜˜˜˘˙˜˛˘ˆ˘˘˜˘ˆˆˆ˜˘»ˆ˘˛ˆ˘˙˜˘˘»˜˙˘˙˜˙˘˘˜˘˜ˆ˚˘˜˛˘ˇˆ˘ˆ˝˘ˆˆ˘˜˛˘»˘˛˜˙˜˜»˘˘˜˘ı˘ˆ˘ˆˆ˘ˆ˘˛ˆ˛˘ˆ˛˘ˆ˘ˆ˛˘˜˘˜˜˘»˙˘˙˜˜˘ˆı˘˘˛ˆ+˘ˆ˘ˆ˘ˆ˘˜˘˘ˆ˘˘˜˘˘˜˘˘˜»˜˘»˘˘˜˜˘˘¯˘ˆ˘»ˆ˛˘ˆˆ˘˘¯ˆ˘˘ˆ˘˘Ò˘˘˛˘»˘˜˘˙˜˘˙»ˆ˘˘ˆ˘˛˜ˆˆ˘ˆ¯ˆ˘˘˘˘˜˘»»˝˘ˆ˘˜˘˘˙»˘»ˆ˜ˆ»˙˜˘˘˝¸˘˜ˆ˘˘˘˛˜˘Ò˘˘˜˙˙˜˘˘˜˘ˆ˘˘˜˘˘»ˆ˜˝˘    ˆ˘˙»ˆ˘˘˜˛˘˜»˘˜˘»˘˜˘ˆ˘˘˘˜˘˘ˆ˜˘Ò¯˘˘˜˘˙˘˜˜˘˘˜ˆ˜˘˘ˆ˜˝ˇ˘    ˜ˆ˘˜˘˘˜˛˘˜ˆ˘˛˘    ˜˘˜˘˙˝˘Òˆ˘˘ˆ˘˜ˆ˘˘˜˘˛˘˜˘˘ˆ˜˛˘˜˘˜˜˛˘˘˘˜˘»˛˘ˆ˘˘ˆ˝ˇ˘¯˘ˆ˜˝˘!¯˘˜ˆ˘˘˜˘˘˜»˜˘˜˘˘˜˘Ò˘»˘˘˘˘˜˘˘Ò˛˘ˆ˘˘ˆˆ˙˘
  35662. ˜»˘˜˘˘˜˜˝˘Òˆˆ˘˜˘˘˜˜˘»˘Òˆ˛˘˘ˆ˘˜˜˘˘»˜˙ˆ˘˜˜˜˝˘ˆ˜˜˘˛˘˜»ˆ¸˘3ˆˆ˙˘˜˘˘˙˜˘˘˜˘˜˘˜˘˘ˆ˘˘˘ˆˆ˘˜˘˘ˆ˘˘»˘˜˘˜˘˘˜˘¸˜Ò˘˜˘˘»˘»ˆ˜˘˘˘˜˛˘˜˛˘ˆ˘˙˜˛˘˜ˆ˘˜˛˘˜˘˜»˙˘˘˝˘˜˙˘˜ˆ˘¯˘˘ˆˆ˛˘ˇ˜˘˜˜˘˜˘˜˘˘˜˘˙˜˘˘˜˛˘»˘»˘˘ˆ˛˘˜˛˘˘˜˘ˆ˘˘˘˜˘»»˛˘˜˘ˆ˜˘˜»˘˘˜˘»˘ˆ˘¯˘ˆ¸˘»ˆ˘˘˜˘˘»»˜˘˘˜˘Ò˜˘˜˘»˘»˙˛˘7ˆ»˘˘˜ˆ˘ˆ˘˘Ò˘˘˜˙˘˙»˘˙˜˜˘˜˘˘˜˘˘˙˜»˙˜˘˜˘˘ˆ˘»˘˘ˆ˘ˆˆ˘»˛ˆ˜˙˜˘˘˜˘˘»˜˘˘˜ˆ˘˜˘˘˜˜¸˘˜˘˘˘ˆ˘˘ˆˆˆ˜˘˘˜˘˘˘˜˛˘˜˘˛˘»˘˘˜˘»˘ˆ˘˘˘˘˛˘%ˆ¯ˆ˘˘˘˜˜˘˜˘˘˜˙˜˘˘»˙˘˘˜ˆ˘˘ˆ˜˝˘»˝ˆ˘˜˛˘
  35663. ˜˘˜˜˘˜˘˜˛ ˜˜˘˘˘ˆ˘˘ˆˆ»ˆ˘˛˘˘˜˜˙˛˜˜˘ˆ˘˘˘˛˜˜ˆ˝˘˙˘˜˘˘˘˛˘˜˛˜˛˘ˇ˙˜˘˛˜ˇ˘˜˘˘˜˛˘»Ò˙˘˜˛˘Ò˛˘ˆ¸˘˜˘˘˜˜˘˘˜»»˘˜˘ı˘˜˚˘˜˘˘˜˛˘ˇˆˇ˘ˆ˘˜˜˘˜˘ˆ˘˘»»˙˘˜˘˛˜˚˘»˘˜˜˘˜˘˘˜˝˘˜˘˘Ò˘˛˘ˇ ˘ˆ˘˘˙˘˘˜˘˘˜˛˘˜˘˘˜˘˜˙˘˜˚˘˜˛˘»˛˘˜˜¸˘˜˘˘˜˜˘˜˜˘˘˘˜˘˜˝˘ ˆ˘˜˘˘˜˙˜˘˘»˘˝˘Òˆˆ˘˘˜˘˜˙¸˘ˇ˜˝˘ˇ˘¯˘˘˘˛˜˘˜˘˘˘ˆˆ˜˘˜˜˘ˆ¸˘˜˘˜˝˘˜˘˘˜¸˘˘˘ˆ˘˘˙˜˘˙˜˘ˆ»˘˘˘˘»˘˘ˆˆ˛˘˜˙˜˘˜˘˜˝˘ˆ¸˘ˇˆ˘˜¸˘ˆ˘˘˙˘˜¸˘˝˜˜˜˘˜˜˙»˜˜˘ˆˆ˘˜˘ˆˆ˜˘˜˘˘˜˘˜˜˚˘Ò˘˜˜˘˘˜˘˘˜˘˘˜˘˘˘ˆˆ˘˜˜˘˘˜¸˘˙˜˜˘˘»˘˘˜˜˘˜˘˙˜˘˘»˜˝˘ˆ˘˘»˘˜¸˘»˛˘ˆ˘˜˘˘˜˘˘˜˘˘»˜˘˘˘˘˘˘ˆ˜˘ˆ˛˘˘˜˜˘˘˘˘˘˘˘˜»˜˛˘ˇ˜ˆ˘˜˙˘»˘˘˛ˇ˘˛˛˘˜˙˘˜ˆ˛˘˜˘»˛˘»˛˘    ˜˘˘»˙˘˜˜˘ˇ˜˘˜˛˘    ˙˘ˆˆ˘˙˘˜˘˜¸˘ ˜ˆ˘ˆ˘˘˜˘˘˛˘˜˘˘˜˛˘ˇ˜ˇˇ˘˜¸˘˜˘˘˜¸˘˙˜˘ˆ˝˘ˆ˘˛˘$
  35664.        tile $00000A7C»˛ˆÒˆ»˘˜˘ˆ»˜˘ˆ»ˆÒ˛˘»˘˝ˆ˘˜˘Òˆˆ˛˘ ˜˘˘ˆˆˆ˘ˆ˘ˆ˛˘˜¸˘ˇ˜ˇˆ3ˆ»˜ˆˆ˜˘˘˘˘˘ˆ»˜˜˘˘ˆ»ˆ˜ˆ˘˜˘˘ˆˆ˜˘˘»˜ˆ˘ˆ˘˘ˆ˘˘˙˛˘˜˘˘Ò˜˘˘ˆÒˆÒ»˜˘˘˝»˘˘ˆ˝˘Ò˝˘ˆ˛˘ˆ˘˛˘˜˝˘ˆ˝˘ˇ˜ˇ˘»ˆ˜˘ˆ˘˜˛˘ ˘˘˜˘˜˘˜˜˜¸˘˜˘˘ˆ˘˘ˆ˘»˘˘ˆ˘˘ˆ˜˜˘Ò˘»ˆ˘˜˛˘˛˜˘˘˜ˆ˘˘˜˘¯ˆ˘˘Û˛˘˜˘»˘˜¸˘ˇ»˘Ò»ˆ˘˜Ò˛˘*ˆ˘Ò˘˘˜˜˘˜˘˘˜˘˘˜˘˜˘˜˙˘»˜˘˜˘ˆˆÒ˘˘»˛˜ˇ˘ˆ»Ò˜˘˘ˆ˘˘ˆ˘˘˘ˆ˜˘˘˜˜˘˜˜˘˘˜˛˘ˇ»$˘˜˘˜˘˜ˆ˘˘ˆ»˘ˆ˜˘˜»˘Ò˜ˆÒ˘Ò˘˘ˆ˘ˆ¸˘2»˜Ò˘˘»˜˜˘˜˘˘˜˘˘ˆ˘˜˜˜˘˘˜˘˘ˆ˘ˆ˘˘˜˘˘˜ˆ˘˜»˘˘»˘˘»ˆ˛˘˛˘˜˚˘$˜˘˘»˜˘˘˜˙˜˘˜˘ˆ˜˜˙˘˜˘˘˜˜˙˜˜˘Ò˘˘ˆ˜˛˘˜˝˘˜˘˙˘ˇˇˆ˘˜˘˜˜˛˘ˇ
  35665. ˜ˆ˘˘»Òˆ˜»˜˘˝˜˘˜˙˘»»˜˘ˆ˘ˆ»»˘˛˘˜¸˘˛˘Ò˘˜˘˝˜ˆ˘˘˜˘˘˜»˘˜˘˜ˆ˘˜ˆ˜˜˘˝˜˘»˜˙˘Òˆˆ˜˘˘ˆ˝˘»˘˜ˆ»Òˆ˘Ò˘»ˆ»¸˘˜ˆ˘˜˜˙˘˝˜1»˘˘ˆ˘˘˜˘˘˜˜˜˘˜˘˘˜˜ˆ˘»»˘˘ˆÒ˘˜ˆ˘˜˘Ò˜˘˘˜˜¸˘    »˘»˙˜˜˙¸˘˜˛˘#»˜˙˜˘˙˜˘˙˜˘˘˜ˆˆ˜˘˘»˘˘˘˘˘˜˘ˆ»˛˘˜˘˘ˆ˘˙˘˜˜˘˘˜˘˜»˜˘˜˘˜˘˜˜˝˘ˇ˜˘Ò˘˘˘˜˘˜»˜ÛˆÒ˛.ˆ˜˘˙˜˘˘˘»˘˜˘˜˘˜˘˘˘˜˜˘˜˘˜˜˘˜˜˘˘ˆ˘˛ˆ˘»˜˜ˆ¯˝˘˛ˇ˘ˇ˙˜˜˘˘˙˘˘˙˘˜˙˛˜˘˙˚˜˜˜˘˛˘˜˘˘ÒÒˆ»»˘˜˜˚˘˜˘˘˜˜˛˘˙˛˜ˇˇ˜˜˘˜˜˜˘˜˜˜¸˜ˇ˘˙˜˘˜˘˘ˆÒ˘»˘˘˜˘˘˘˜˜˘˛˙˜˘˜˘˜˘˘˘˘˜˙˘˜˜˙˜˘˘˜˛˜˙˜˜˙˝˜˜˘˙˘˘ˆ˜ˆ˘˘Ò˘˜˜˙˜˘˙˜˜˘˜˛˘˙˝˜˘˜˘˘˜˘˘˙˜˙˜˜˘˜˙˛˜˘˜˘˜˘˜˜˘˜˙˘˜˛¯ˆ˛˜˘˜˜˘˜˜˘˛˜˙˜˜˘˝˜!˘˜˘˜˘˜˘˘˜˜˘˙˜˜˙˜˘˜˜˘˙˙˙˘˘˙˜˜˛˘¯Ò˜˘»˘˜ˆ˘˘˜˜˘˛˜˙˘˜˘˙˘˘˜˘˘˛˘˜˜˜˛˘ˇ˜˘˘˜˙˜˜˜˘˘˙˜˜˘˜ˆ˘˜˘ˆÒ˜˘˜˘˛˘    ˜˘˙˜˙˘˜¸˘˙˘˜˜˙˜˜¸˘˜˘˘˙˘˜˙˜˘˜˘˜˜˘˘˘˙˘ˆ˘˝ˆ˘˜˘˘Òˆ˜˘˘˜˘˙˜˘˜˙˜˙˛˘O˘˜˘˜˘˜˜˘˘˜˙˘˘˙˘˜˙˘˜˘˜˜˜˜˘ˆ˘ˆˆ˘˘˘˜˘˘ˆ˜˘˘˜˜˘»˘˘˙˜˜˙˘˜˘˜˜˘˘˜˘˘˜˘˙˜˙˝˘˛˜˙˘˝˜˘˛ˆ¯ˆ˘ˆˆ˜˘ÒˆÒ˘ˆ˜˙˜˘˜˜˘˜˜˜˘˜˙˘˜˙˜˘˘˙˜˙˜˝˘˙˘˘˘˙˜˙˜˙˜˘ˆˆ¯ˆÒˆ˜˘˘¸ˆ»ÒÒˆ»˛˜˘˘˘˘˜˜˘˜˜˘˜˘˙˙˜˘˘˜˙˛˘/˘˜˜˘˘˜˘˘˜˙˜˘˜˘¯ˆ˜ˆ˘ˆ˘ı˘ˆÒˆ¯˜˘»˘˘»˘˜˘˘˜˛˘    ˜˘˘˜˘˜˜˘˜˚˘˜˛˘˜˘˜˜ˆı¯¯¯˝˘ˇˆˇˆıΩˆ˘»˜˘»»˜˘˜˚˜˙˘˛˜˘˜˜˘˘˛˜+˘˜˜˘˜˙˜ˆ¯ˆˆ“˘˜Ûˆ˜Ò˘ÒˆÒ˜˜˘˜˜»˘˘˜˙»˘˘˜˛˘ˇ˜ ˙˜˜˘ˆ˜˜˘ˆ˘»˝˘.˜˘˙˘˙˜ı¯ˆ¯ÛÒ˘ˆ¯¯˘Ò˜ˆÒ˜˘˘»ˆ»˜»˘˜˘˜˜˘˘»˝˜˘˜˘˜˘˜˘˜˜˙˜˘˜˜˘˜˘¯˛ˆ¯ˆ˘¯ˆˆÒÒ˜˘˘Òˆˆ˜ˆˆ˘»˜˜˘˛˜ˇ˘ »˜»˜˘˘˜˘˜˝˘˛˘˘˜˘˜˜¯¯ı“ˆ˜ˆˆˆ˛˘ˆ˘˜¸Òˆ˘˙˜˘˜˘˘˜˘˘˜˘˘˜˘˘˜˘˘˜˛˘˜˘˜˘˛˙M˜ˆ¯¯ˆÒˆˆÒ˘ˆ˜ˆ˘ˆ»˘˘»˘˜˘Ò˜˘˜˜˘˘˜˘ˆ˜˘˘»»˜˘˘˜˘ˆ˘˜˜˘˘˜˜˜˘ˆ˘ˆˆÒˆˆ˘Ò˘˛ˆˇ˜˛˘»˘˜»˜Ò˘Ò˘Ò˘»Òˆ˘»»˙˘˛˜ˆ˜˘»˛˜˝˘ˇ˜˘»˘¸ˆÒ˛ˆ ˆ˘ˆˆˆˆ˘˜˘˘ˆˆ˜»˘˜˘˘»˘ˆÒ˘˜Ò˘˘˜˛˘    ˆÒ˘˜˘˜˘˜˛˘˜˜˘Òˆ¯¯Ò˘¯ˆ˘Ò˘˛ˆˆ¯¸˘»˘˘˜˘ˆˆ˘˘˜˘ˆ˘ˆ˛˘ˇ˜˘ˆ˜˘ˆ˘˜˛˘˜˘˘˜˘˜˜˘ˆ“…¯ˆˆ¯¯ˆˆ˘˘Ûˆˆ˘ˆ˛˘˜˛˘»˘˜˝ˆ˘˜˜˘»˘»˜˘˜˘˘ˆ¸˘˙˝˘ˇ˘˜˜¯¯Û˘ˆˆ˜˜¯ˆÒ˝ˆ˛ˆ˘˜˘˜˘Òˆ˛˘Ò˘»»˜ˆ˘˜˘Ò˘ˆ˜˘˘˙˚˘˛˜ˇ˘˝¯Ωˆ˘Û¯ı¯ˆ˘˘ˆˆ˘˘˜ˆ˘Ò˜˘˘Ò˘˜¯˜¯˘˜¸˘ˇ˜ˇ˘˜˘˘˜˘˙˘˘˘˘˜˜˘˛˜ ˘¯ı¯¯ˆ¯˘Ò˛ˆ¯ˆÒ˜˜˘˜˝˘˜˘ˆˆ˘˘ˆ˜˜˚˘˜˘˜˘˜˝˘˜˘˘˜˜˛˘˛˜˘˙¯ı˘ˆ¯˛ˆÛÒˆ˜˘¯˛ˆ˜˚˘˜˛˘»Ò¸˘ˇ˜˘˜˛˘»˘˙˜Ò˘˘˜˜˘˘˜˘˜˜˙˜˜»ıˆ¯ˆ˘ˆ¯ˆ¯¸ˆ˜˛˘ˇ˜ˇ˘˜˘˜ÒÒ¸˘ˇ˜ˇ˘˜˘˘˜˜˘˘˛˘ˇ˜˚˘˜˜˜¯¯ˆˆ¯¯ˆˆ“ˆˆ¯˛˘ˆ˜˘˜˘˘˜˜Ûˆ˜˜˘˜˘˘˙˜˜˘˜ˆ˜˙˘˜˛˘ˇ˜˝˘˙˘˜ˆ……ıÒ¯ˆˆˆ˘¯Ûˆ˜¯˘˘˜˜˘˘˛˜˘˘˜˜˜˘˜˜˘˜»˜˘˜˜˜˝˘/˙˜˘˜ˆ˜˘˘ΩˆÒ…¯¯˘ˆ˘ˆ¯Òˆˆ˜˘»˜˘˘˜˘˜˘˜˘˘˙˜˛˘˜˙˜˘˘˚˘˜˘˜˘˘$
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  35667. ˘˜˘˜˘˘˜˜˘ˆˆ˛˘˛ˆ˜˜˜˛˘ˇ˜˛˘˜˘˜˘˜˙˜˘˘˚˘˜˘˜˘˜˝˘˜˙˜˙˘¯˛˘
  35668. ˆ˜˘˜˘˜˘ˆ»˜˘˛˜˛˘˜˘˜˘˜˜˘˜˜˙˜˘˘˙˜˘˘˘˜˘˜˘˘˜˙˘ ˜˘˜˘˜˜˘˘˜˘ˆ˛˘ˆ˘˘˜˛˘˜˛˘ˆ»˘˛˜ˇ˘ˇ˜˘˜˘˘˛˘˜˘˜˛˘˘˛˘ˇ˜˛˘˜˛˘˛˜ ˙˜˜˘ˆ˜˘˘ˆ˘˘»˛˘
  35669. ˜˘˜»˜˘˜˘˜˝˘˝˜˘˜˘˜˛˘˜˘˙˜˛˘˜˙˛˜˛˜˙˜˘˘˜˜˜»ˆ˜˜˘˜˘˝˘˜˘˘ˆ˛˜ »»˘˘˜˘˜˜˙˘˜˛˘;˜˙˜˘˜˘˘˜˘˘˜˘˜˘˘˘˙˘˜˘˘˙˘˜˘˘ˆÒ˘˜˘˘˜Ò˜˘˜Òˆ˜˜˘˘˜˜˘˜˘˘˘˜˛˘    ˜˘˙˘˘˜˙˜˙˛˘˜˝˘˜˘˘˜˘˙˜¸˘ˇˆ˘˜ˆ˜˜¸˘˜˘˘˜ˆÒ˘˘˜˜˘˜˘˘˜˜˘˘˜˚˘˜¸˘/˜˘˘˜˘˘˜˘˜˙˜˜˙˘»ÒÒˆ˜ˆ˜˜˜˘˜˘˜˘˜˜˘˜˜˘˜˜˙˘˜˘˜˜˛˘˙˘˜˜˘˙˝˘ˇ˜¸˘˜˘˘˙˘˘˘˜˜ˆ˜Ò˛˜˘˜˘˜˘ÒÒ˘Ò˘˜˜˘˜˘˙˘˜˘˘˛˜ ˘˜˘˜˘˜˜˘˜˜˜˘˛˜˛˘˙$
  35670.        tile $00000AA3˜˘˘˘˜˘˜˜¸˘»˘˜»»˜˘˜˛˘˜˙˜˙˝˜˙˛˜˙˜˘»˜˙˘˜˚˘˜˜˘˘˛˜˘¯˜˜˙˛˜ˇ˘˛˜ˇ˝˘˜˜˘˘˜˘˘˜˙˘˘˜˜˘˘˙˘˘˜˘˘˜˘˜˝˘˛˜»˘˘¯¸˘˜˘˘˜˛˘˘˜˜˛˘ ˜˜˜˘˘˜˘˜˘˜˘¸˘˜˙˜˜˘˘˜˜˙˘˜˙˜˜˜˘˛˜»˘ııı˘˜˝˘˜˛˘˜˘˘˜˜˜˘˘˜˘˘ˆ˘˘˜˘˘˛˜˙˘˜˜˘˘˘˘˜˘˘˙˜˙˛˜ˇ˘˜˙ˆ˝˘˙˘˜˘ˆ˙˘˜˘ˇ˜˛˘ˆ˘˘˛˜˙˜˜˘˘˜˘˜˘˘˜˙˝˜˙˘˘˝˜ˇ˘»˘˘˜˘˘˜˘˜˘˘˜˘˜˜˜˛˘˙˛˘˝˘ ˜˙˜˘˜˘˘˘˛ˇ˜˘˜˘˜˜˘˛˜,˘˜˘»˜˘˜˜˘˜˜˜˘˜˘˙˜˘˜˜˘˜˙˜˘˜˜˙˜˘˜˜˜˙˜˜˜˘˛˙˜˘˙˜˜˘˘˜˘˘˜˜˝˘˜˘˘˜˘˘˜˘˙˜˜˘˛˘˜˙˘˜˜˘˘˙˙˜˘˛˘    ˙˘˘˜˘˝˜ˇ˘˙˜˘˜˜˘˛˜˘˙˜˘˘˜˛˘˙˜˜˘˛˜ˇ˘˜˙˜˘˘˛˜=˘˘˜˜˙˜˘˜˜˘˘˜˘˘˘˘˘˜˘˜˘˘˜˘˘˜˜˜˙˜˘˘˜˘˙˜˘˜˘˜˘˘˜˜˜˙˜˘˜˙˝ˇ˜˘˜˘˛ˇ˜ˇ˙˜˜˘˘˜˛˘G˘˘˙˜˜˜˙˜˜˙˜˜˜˙˜˘˘˜˜˙˘˜˜˙˜˙˘˘˜˙˜˘˙˘˘˜˘˙˘˜˜˘˜˜˘˜˘˘˜˜˜˜˘˘˛˜ˇ˘%˘˘˙˜˙˘˜˙˜˘˙˜˜˙˜˘˙˜˘˘˜˘˙˜˙˜˘˛˘˘˘˙˜˙˜˘˘˜˙˜˘˘˜˝˘    ˘˙˘˜˘˙˜˘˛˘-˜˜˜˘˙˜˜˘˘˙˜˘˘˜˘˙˜˙˜˜˘˘˙˜˜˘˘˜˙˙˜˙˘˜˜˛˘˜˛˘˙˛˜˙˜˜˘˜˛˘ ˜˘˘˜˜˜˜˘˛˜˘˘˙˘˘˙˘˜˘˜˘˜˘˜˘˘˜˙˜˘˜˙˛˘˜˘˘˜˛˘.˜˘˜˜˘˜˜˜˙˘˘˙˜˜˘˜˘˘˜˜˘˙˜˘˜˘˘˙˜˜˜˜˙˜˜˙˘˛˜˙˜˘˘˜˜˘˘˘˙˘˙˜˙˘˜˛˘$˘˜˜˜˙˜˘˙˘˜˘˜˘˙˘˙˜˜˜˜˙˜˘˜˘˘˜˜˘˘˝˜˛˜˘˙˘˜˙˘˘˘˜˘˘˘˜˘˜˘˜˘˜˘˜˙˜˛˙˜˙˜˜˜˘˜˜˘˘˜˜˙˘˘˛˘˜˜˜˘˙˛˜˘˘˜˘˜˙˘˘˜˙˜˙˘˜˙˘˛˜˘˜˜˙˜˘˜˜˜˙˙˘˘¸˜*˘˜˘˘˘˜˙˜˙˜˙˘˘˘˙˘˜˙˘˙˜˙˜˜˘˜˜˙˜˜˜˛ˇ˜ˇˇ˙˜˙˘˘˜˘˙˜˙˜˜˘˘˘˜˘˝˘˙˘˜˘˙˜˘˘˜˘˜˙˘˜˙˘˜˘˙˜˜˙˜˙˛ ˜˜˘˜˜˜˘˛˜˘˘˘˘˜˘˙˜˜˘˘˜˜˝˘˙˘˜˙˙˜˙˜˙˜˘˙˘˜˜˜˙¸˜˘˛˜˙˜˜˙˘˜˘˙˜˘˙˜˘˜˜˙˛˘˛˜˝˘3˙˙˘˙˜˙˙˘˜˜˙˜˘˜˘˙˜˘˘˜˙˘˜˘˜˘˙˘˘˜˘˜˘˜˜˙˜˘˙˘˛˜&˘˜˙˜˘˘˙˜˜˘˘˜˘˙˘˙˜˘˘˘˜˜˙˘˘˜˘˜˘˜˘˘˜˜˙˜˜˛˘˜˘˘˜˜˘˜˘˜˘˜˜˜˜˙˜˙˙˜˘˜˘˛˜ˇ˘˜˜˘˜˜˙˜˜˘˘˜˜˘˙˜˜˙˛˜ ˜˘˜˘˜˙˜˘˙˘˜˘˜˘˜˘˘˜˘˜˘˜˘˜˘˘˙˜˝˘
  35671. ˜˘˜˙˜˘˘˜˙˛˜˘˜˙˜˘˙˜˘˜˜˘˜˜˙˘˜˘˜˙˜˘˜˛˘ˇ˜ˇ˘˛˜˛˘ˇ˜˘˜˜˘˘˛˜ˇ˘)˘˘˘˙˜˘˘˘˘˜˘˘˜˘˘˜˙˘˜˙˘˜˙˜˘˜˜˘˙˘˛˜˙˘˘˜˘˜˛˘˜˙˘˜˙˜˜˙˜˘˘˜¸˘˜˙˘˘˜˙˜˙˘˙˘˘˘˜˜˛˘˜˛˘˜˙˜˘˜˜˘˘˙˜˜˛˘    ˜˘˙˜˘˙˙˜˜¸˘ˇ˜˘˜˘˙˛˘˙˘˙˜˙˘˛˜˜˘˜˘˜˙˛˜˛˘˜˛˘˙˛ˇ˜˘˝˜˙˜˝˘˙˘˘˜˙˘˘˜˘˜˜˘˘˜˜˘˘˜˘˛
  35672. ˜˘˜˜˜˘˘˜˝˘˘˘˜˘˜˙˜˘˙˜˘˘˘˜˛˘ ˜˘˘˘˙˜˜˙˜˘˜¸˘ ˜˘˘˜˜˘˜˜˜˙˘˜˜˘˘˙˘˜˘˙˘˙˜˝˘ˇ˜ˇ˘˜˘˛˘˜˙˝˜ˇ˘ ˜˙˘˜˘˙˘˜˙˘˙¸˘˜˜˘˘˙˘˘˙˘˜˛˜ˇ˘˛˘˜˛˘ˇ˜˙˜˘˘¸˜˘˜˛˘ ˙˘˘˙˜˘˙˜˘˜˛˘#˜˘˘˘˙˜˘˜˜˘˘˜˙˘˜˙˙˜˜˜˜˘˙˜˜˘˜˜˘˘˛˜
  35673. ˘˘˘˜˘˜˘˜˘˛˜˙˜˜˘˘˜˘˙˜˘˜˜˜˙˜˜˙˘˜˜˙˘˜˙˘˝˜˛˘˜˙˜˜˘˜˘˜˙˜˘˘˝˜˘˜˛˘˜˙˛˘,˜˙˘˜˘˘˜˘˙˜˜˘˙˜˜˘˜˜˙˘˜˙˜˙˘˜˜˜˘˘˜˘˘˜˘˙˜˛˘˝˘˜˘˘˜˙˜˘˛˜ˇ˘ˇ˜˘˘˘˙˜˜˙˙˘˜˛˘%˙˜˜˙˜˜˘˙˘˜˜˜˙˘˜˜˙˙˘˜˘˜˘˘˜˘˜˜˘˜˘˜˛˜˜˛˘*˜˙˜˘˘˘˜˜˜˘˙˜˙˜˜˜˙˜˙˘˜˘˜˙˜˙˘˜˜˙˘˘˜˙˘
  35674. ˜˘˘˜˙˜˘˙˘˘˚˜˘˜˜˘˙˜˜˙˜˜˜˜˘˙˜˘˙˙˜˜˙˜˛˜˙˜˘˘˘˘˜˛˘ˇ˜ˇ˘>˙˘˙˘˘˜˘˜˜˘˜˙˜˙˜˜˙˜˜˜˜˘˜˜˙˘˜˘˙˜˜˜˘˙˜˘˘˘˘˜˘ˆ˘˘˜˘˘˜˘¸˜˙˘˘˜˜˙˜˜˙˜˙˜˜˙˜˘˝ˇ˘˙˜˜˙˜˙˘˙˜˜˜˘˘˜˛˘
  35675. ˙˜˘˜˜˜˘˙˛˘˛˜˙˜˜˛˜˙˜˘˙˙˜˘˘˝˜˙˘˜˘˛˜    ˜˘˜˘˜˜˘˝˜˘˙˜˘˘˙˘˘˘˙˙˜˜˘˙˜˜˜˘˜˘˛˜˜˜˜˝˜&˘˙˜˜˜˘˘˜˘˘˜˘˙˘˜˜˘˜˜˘˘˜˘˜˘˘˜˝˜˘˜˜˙˜˙˛˜˘˜˘˜˘˜˜˘˜˘˛˜˘˛
  35676. ˜˙˜˜˘˙˜˙˜˘˛˜˘˘˙˜˘˜˜˘˙˜˘˘˜˘˙˜˛˘ ˘˜˙˘˙˘˘˝˜ˇ˘˙˜˘˘˜˘˜˜˙˜˘˜˜˙˘˜˜˘˜˘˜˙˛˜˘˜˘˙˘˜˜˙˜˘˜˘˜˜˘˛˜˘˜˘˜˜˘˘˜˘˜˜˘˜˜˘˘˜˘˜˘˜˘˘˜˜˙˘$
  35677.        tile $00000A34˜˘˜˜˘˙˘˜¸˘ˇ˜ ˘˜˘˜˙˜˘˜˘˛˘˜˙˘ˆ˛˘ˇ˜˘˜˘˘˘˜˘˘˜˘˙˘˜˘˘˜˜˘˜˘˜˝˘˜˛˘ ˜˘˙˜˘˘˜˘˛˘˙˜˝˘˙˘˜»˛˜ˇ˘ˇ˜˘˛˘˘˜˘˙˛˜˙˘˜˛˘˜˚˘ˇˆ ˘˙˘˜˘˘˘˘˘˙˘˜˘˘˜˘˘˜˜˛˘˜˘˙˛˘˜˘˛˜
  35678. ˘˜˜˜˘˜˘˜˚˘˜˘˘˜˘˜˝˘˙˘ ˜˘˜˘˘˘˘˙˙˛˙˜˛˘˜˜˜˘˙˝ˇ˜˜˘˙˜˘˛˜˝˘˜˙˜˛˘ˇ˜˘˜ˆ˘˘˜˜ˆ˘˘˘˜˜˘˜˘˜˜˘˘˜˜˛˘˙˙˘˜˜˘˜˜˘˘˜˘¸˘ »˘˘˜˜˘˜˘˘˛˘˜˘˜ˆ˘˘˜˘˙˜˙˘˛˜
  35679. ˙˘˜˙˜˘˜˜˙˛
  35680. ˙˜˘˜˜˘˜˜˘˘˜˝˘˘˜˘˙˘˜˘˜ˆ˘˘˜˜˜˛˘˘˙˜˙˛˜˘˙˜˜˘˜˘˘˜˜˙˜˘˜˜¸˘˜˘˘˘˜˘˘˙˛˘˜˝˘˜˛˜˘˜˙˜˛˘ ˜˘˜˙˜˙˘˜˜˛˘˜˙˜˜˘˙˘˛˜˛ˇ˘ˇ˜ˇ˘ ˜ˆ˘˙˙˘˘˙˘˘˝˘ »˙˘˘˜˘˜˘˜˘˜˛˘˜˙˘˜˘˙˘˜˛˘˜˙˜˙˜˜˘˜˘˘˜˙˛˘˜˘˘˛˘ˇ˜ ˙˜˘˙˘˜˘˝˘ˇ˜˙˜˜˛˘˙˛˜˘˜˝˘˘˜˜˜˘˘˜˜˘˘˙˜˘˜˘˜˘˘ˆ˘˜¸˘˜˘˜˘»˘˜»˛˘˘˜˜˙¸˘˙˘˘˜˙˚˘ˇ˙˜˙˝˘˜˘˘˜˘˜˜˘˘˜˘ˆ¯˘ˇˇ˜ˆ»˙˘˘˘˜˘˜˘˜¸˘˜¸˘˛˘˜˘˙˝˘ˇ˜˙˜˙˝˘˜˘ˆ˚˘˜˘˜˘¸˘˛˜    ˘˙˙˘˜˘˘˜¸˘˜˘˜˜˘˜˘˘˝˜ ˙˜˜˘˘˜˙˜˙˘˜˛˘ ˆ˘˜˜˘˘˜˘˘˘˜˛˘˜˛˘˜˘˘˜˘˜˙˜˜˝˘˜˘˜˘˘˜˘˘˜˘˙˜˘˜˜˘˘˙˘˘˜˙˜˙˘˜¸˘˜˛˘˜˘˘˘˜˘˜˜˘˘˙˘˙˜˙˜˘˘˙˙˜˜˛˘ ˜˘˘˜˘˘˜˘˙˜˜˝˘˙˘˜˜˘˜˛˘˜˙˘˙˜˙˜˜˘˘˜˜˝˘˙˛˜˜˙˜˘˘˜˚˘˜¸˘3˜˘˜˘˙˘¯˘˘˜˘˜˘˜˘˜˘˘˜˘˘˜˘˘˙˘˜˜˘˜˘˘˜˘˜˜˘˘˜˜˜˜˜˜˙˙¸˘˙˘˜¯˝˘˘˜˛˘˜˘˘˜˘˜˜˙˘˘˜˘˜˘˜˛˘ˇ˜˘˜˙˜˙˜˛˘'˜˘˙˜˜˘˘˜˙˜˘˘˜˜˜˜˘˘˜Û˘¯Ù¯˙˜˜ˆ»˘˘˜˜˘˘˜˛˘˜˘˘ˆ˛˘˜˛˘ˇ˜ˇ˘ˇ˜˘˜¸˘ˇ˜    ˘˜˘˘˜˜˘¸˘˜ÙÛ˘˜˘˘˜˜˘˜˘˙˘˜˜˛˘ ˜˘˘˜ˆ˘˘˜˜˘˜˜˛˘˛˜ˇ˘˜˘˘˜˙˘˜˛˘˜˙˜˙˘˜˘˜øº¸Ù˘˛˜ˆ¸˘˙˜˙˘˜˘ˆ˛˘¯˘˜˘˜˘˘˜˘˜˘˜˘˜˜˘˜˘˙˘˜˝˘˙˜˛˚˝˜˘˜»˘˜˜˝˘¯˘˜˘ˆˆ˘ˆˆ˘˘˘˜˘˜˝˘˛˜˘˘˜˜˙˘˘˜˘˙˛˜¯˜ˆ˘˜˘˘»˜¸˘ˆ˛˘ ˜Òˆ˘˘ˆ˘˘˘¸˜˛˘ˇ˜˛˘ˇ˜ˇ˘˜˜˜˜˘˜˘˘˘˜˜˘˘˜˘˜˘˜˘˜˘˘˝˘˜˛˘    »˘ˆˆ˜˘˜˘˜˜˝˘ˆ˘˘˜˛˘ˇ˜ˇ˘ ˜˘˜˜˜˘˘˜¸˘˜˘˙˜˜˘˘˘˘˜˝˘˘˜˘¸˘˘˜˘˜˜˘˛˜˙˜˛˘ˇ˜ˇ˘˜˙˘˜˙˘˘˜˘˘˙˘˜˘˘˜˙˜˘˘ˆ˘˛˘˜˘˘˘˜˘˘˜˙»˜˝˘˜˘˘˜˜ˆ˜˜˝˘˜˜˘˘˜˜˘˜˘˜˘˜˜˘˘˜˜˘˘˜˛˘˜˘˘˜˘˘ˆ˛˘+ˆ˘˘˘»˜˘˘˜˜˘˜˜˘˘»˙˜˜˘˜˘˘˜˜˜˜˙˜˜˘˘˘˜˜˛˘ˇ˜˘˙˜˜˙˘˘˘ˆ˜˛˘˜˙˜˝˘˜˘˘˛˛˜˛˘˘˜˜˙˘˜˙˜˜˙˘˜˜˜˜˘˘˜˜˘˜˙˜˛˘˜˘˘˜˘˘˜˜˘Ò˜˘˘˜˘˜˛˜˘˛˜˘˘˘˜˜˙˘˜˘ˆ˛˘˜˙˜˜ˆ˘˜Û˘˘˜˛˘˜˝˘˜˘˘˜˙˜˘˜˘˜˜˜˘˜˙˘˘˙˜˝˘˘˘˜˘˜˜˝˘˜˛˘˜˘ˆ˜¸˘˜¯˘ˇ˜˜˘˙˘˘˘˛˜˘˛ ˜˘˜˘˜˘˜˙˘˜˘ˆ˘˘˜˙˘˜˘˜˜˘˘˜˘˘˙»»˘˜ˆ˘ˇ˜ˇ˘˜˘˜˜˘˛˜ˇ˜˘˜˘˜˘˘˘˜˘˘˜˜˜˜˙˜˘˜˘˜˛˘ˇ˜˙˘˜˘˘˜˘˘˜˘˘˜˘˘˜˘˘¸˜˘˛ ˘˜˘˜˘˘˜˜˜˙˛˜¸˘ˇ˜ˇ˘ˇ˜ˇ˘˙˜˘˜˜˘¸˘˜˛˘¸˜ˇ˘ˇ˜ˇ˘˜˜˘˜˜˙˜˘˙˘˙˜˘˙˛˜˙˜¸˘ˇ˜˘˛˘ˇ˜˘˜˘˘˜˘˘˜˘˘˜˘˘˛˜ˇ˘$˘˜˜˘Ò˘˜˜˙˜˜˙˘˜˜˜˘˙˘˜˘˙˜˜˘˘˜˛˘ ˜˙˜˙˜˜˜˜˘˘˜˙˘ˇ˜˘˜˘˘˜˜˘¸˜˜˙˘˜˜˜˘˙˜˙˜˘˜˙˜˜˙˜˛˘˜˘˜˙˜˘˛˜˘˝˜˛˘ˇ˜˙˘˜˙˛˜˙˜˘˜˘˜˜˘˙˜˜˘˙˙˜˘˘˙˜˘˘˘˜˘˙˛˝˘ˇ˜˘˜˛˜@˘˜˘˙˜˘˜˘˘˜˘˘˜˘˘˙˘˘˜˘˘˜˘˘˜˘˜˙˜˙˜˙˜˘˘˜˜˘˜˙˜˘˜˘˘˜˜˙˘˜˘˜˚˜¸˘˜˜˘ˆ˘˜˘˜˜˘˘˜˙˜˜˘˛˘˜˜˙˘˜˘˜˘˘˜˘˘˜˘˜˘˜˘˘˛˜˙˝˜ˇ˘ˇ˜˘˜˘˘˘ˆ˘˙˜˙˜˘˘˘˚˜ ˘˜˘˜˘˘˜˘˜˝˘˜˘˜˘˜˘˛˜˜˙˜˜˙˝˜¸˘»˘˜˜˘˜˜˘˜˜˘˜˜˘˜˘˜˘˘˙˙˜˜˘˙˘˜˘˛˜˘˜˘˘˜˜˛˘ˇ˜˝¸˜ˇ˘˘˘˜˘˘˜˜˘˜˙˜˘˘˜˘˘˜˜˘˘˜˘˜˛˘    ˜˘˜˘˘˜˘˜˜˛˘ˇ˜˙˛˘˜˘˝˜˜˘˜˜˘˘˜˜˘˜˘˜˘˜˙˜˜˘˘˜˜˘˘˜˘˜˝˘%˜˘˘˘˘˜˘˘˜˜˘˘˜˘˜˘˘˘˜˘˜˘˘˜˘˘˜˘˙˜˘˘˜˘˜ˆ˛˘˜˘˘˜˘˘˛˜    ˘˜˜˙˘˘¯˘˜˙˛˜˝˘˜˛˘˛˜ ˘˜˜˘˙˙˜˘˜˜˘˘˜$
  35681.        tile $0000071A˘˜˚˘ˇ˜ˇ˘ ˘˘˜˜˘˙˜˙˘˘˜˝˘˜˙˜¸˘˙˛˘˜˘˘˙˘˘˘˙˙˜˘˙˜˘˘˚˘˜¸˘˙˛˘˜˘˜˙˘˜˘˘˜˜˘˜˜˘˘˜˙˜˙˜˜˘˜˜˘˙˘˜˛˘˜˝˘˜˘˙˜˙˘˜˜˙˘˙˙˜˘˜˘˙˜˜˙˜˘˘˛˘ˇ˜¸˘&˘˘˜˙˙˜˙˘˘˜˘˙˜˜˘˜˜˙˙˜˘˙˜˜˜˘˘˜˘˘˙˙˛˜˘˜˘˜˘˙˘˙˜˘˙˜˙˘˛˜˜˜˜˛ˇ˘˙˜˛ˇ˜˘˙˘˜˘˘˜˜˘˜˘˜˜˘˘˙˜˜˜˘˘˜˝!˜˜˙˘˘˙˜˘˜˙˘˘˙˘˘˜˘˙˜˜˘˝˜ˇˇ˜˘˛˜˜˙˜˜˘˜˘˘˘˘˜˝˘ ˙˜˙˜˜˙˘˘˜˜˛˘˜˜˜˘˘˜˘˘˘˜˙˜˘˘˜˘˘˘˙˜˛˘˘˜˙˘˘˜˘˙˜˘˜˘˙˜˜˘˙˛˘˜˝˘˜˘˘˜˘˘˙˙˘˘˜˘˘˜˘˙˜˘˙˜˜˝˘˛˜D˙˜˙˘˘˜˘˘˘˙˘˘˜˜˘˜˘˘˜˜˘˘˜˜˘˜˜˘˘˜˘˘˘˜˘˘˘˜˜˙˘˜˘˙˘˙˜˘˘˜˘˜˜˘˘˛˘˜˛˘˜˘˘˜˜˘˜˜˘˜˘˘˜˜˙˙¸˜
  35682. ˘˜˘˙˘˜˘˙˜˘˜˛˘*˘˘˜˘˘˜˘˘ˆ˘˘˙˜˘˜˘˜˘˘˘˜˜˘˘˜˘˘˜˙˜˘˘˜˜˘˘ˆ˛˘˜˘˜˝˘˜˘Ò˘˘˛˜    ˘˘˘˜˘˜˛˘˙˝˘ˇ˜ˇ˘˜˘˘»˛˘ˇ˘˜˘˙˜˘˘˜˘˜˜˙˘˜˙˜˘˘˛˘ˇ˜˙˜˘˘˜˘˜˚˘˘˜˘˜˘˜˛˘˜˘˘˜˘˜˙˛˘ˇ˜˘˜˛˘˜˛˘˜˛˘˜˘˘˜˛˘ˆ˘˘ˆ˜˜˘˘˜˘˘˜˘˜˝˘˜˝˘˜˙˙˛˘˜˘˘˜¯˘˘˜˘˘˜˘¯˘ˆ¸˘˙˘˜˜˘˘˜˙˛˘ ˙˜˜˘˘˜˘˜˘˙˜˜¸˘˜˘˘˜˜˛˘¯˘˜˘˜˛˘˙˜ˆ˘˘˜˘˜˜˝˘˜˘˘˛˘˜˛˘ˆ˘˘˜˘˜˘˜˘˜˙˜»˜˘˜˜˘˘¸˘˜˚˘˜˘˘ˆ˛˘˘˜˛˘˜˘»¸˘˛˜˘˙˛˘˜˛˘ˇ˝˘˜˛˘»˚˘˜˘˘˜˘˘˜˜˜˘˜˘˛˜˛˘˙˜˘˚˘˜˘˜˛˘˜¸˘ˇˆ˘˜˜˙˜˙˘˘˘»˘˘˜˘˛˜˛˘˜˘˘˜˘˘˜˘»˘˘˜˜˜˘˜ˆ˘˜˜˙˛˘˜˘˘˜˛˘˜˘˜˘˘˜¸˘˜˘˘˜¸˘ˇ˜ ˘˘˘˙˜˘˘˜˘˘˜˚˘˜˝˘ˇ˙ ˜˜˘˜˘˘˘˜˘˜˜˘˘˜˘˘ˆÒ˜˘˜˘˘˜˘˘˜˘˛˜»˝˘˘˜˜˘˜˘˜˛˘˝˜ˇ˘˜˘˘˜˘˜˜˝˘˜˘»˛˘ ˘˘˜˙˘˜˘˜˘˘˜˛˘ˇ˜ˇ˘˜¸˘˜˘˜ˆ˘˜˛˘ˇ˜¯˘˜˘˘˜˘˘˜˜˙˜˘˘˜˙˘˜˘˜˛˘˜˘˛˜˘˜¸˘ˆ˜˛˘˜˛˘˜˘˜˛˘˜˘˛˜˙˛˘
  35683. ˜˘˜˜˘˘˜˜˘˜˘¸˜˘˜˘˘˜˘˘˜˛˘˜˘˘˘˛˜˛˘ˇ˜˛˘˙˜˛˘ˇ˜˛˘˜˘˘˜˘˜˘˜˝˘˜˘˘˜˜˚˘˜˜˜˘˜˙˜˜˘˜˜˘˜˜˘˘˜˜˘˜˘˘˜˜˘˜˙˜Ò¸˘    ˙˜˘˘˜˜˘˜˘˘˛˜˘˜˘˘˜˘˘˜˘˘˜˜˘˜˘˜˛˘ˇ˜˝˘˛˜˘˜˙˘˜˜˝˘˘˜˜˘˙˘˜˘˜˜˘˙˜˘˙˛˜˘˜˜˙˘˘˜˜˝˘˘˘˜˘˘˜˘˜˙˜˙˜˜˙˜˜˘˛˜˙˜˜˛˘˛˜˘˜˜˘˜˜˘˘ˆ˛˘ˇ˜ˇ˘˙˜˙˜˜˘˜˜˝˘˜˘˘˜˙˜˘˘ˆ˘˘˜˛˘˛˜˘˜˘˜˜˘˘˙˙˜˘˘˙˜˙˜˙˜˜˙˜˘˙˘˘˛˜˘˜˚˘˜˘˘˜˜˛˘!˙˘˜˘˘˜˘˜˘˘˘˜˘˘˜˘˜˙˘˜˜˘»˜˙˙˜˛˘˜˝˘(˜˘˜˘˜˘˜˜˙˜˜˙˘˜˘˜˘˜˜˙˜˜˘˘˜˘˘˜˘»˘˘˙˘˘˘˜˛˘˜˘˘˘˘˜˘˘˜˙˘˘˙˜˘˘˜˘˙˜˜˛˘˜˛˘ˇ˜˙˘˛˜˘˛˜ˇ˘˜˘˜˜˘˜˘˜˘˘˜˘˜˜˙˘˙˝˜ˇ˘ˇ˜˛˘˜˘˘˜˘˙˜˘˜˜˘˘˜˜˘˙˜˘˘˘˜˜˜˘˘˜˜˘˜˛˘˜˘˜˜˘¯˘¯˘˘˜˘˜˘˜˘˜˘˜˘˜˘˜˜˘˛˜˝˘˜˘˘˙˘˘˜˜˘˘˜˘˘˜˘˜˜˘˜˛˘¯˛˜˘˛˜ˇ˘¸˜˜˘˜˜»˘˜˘˘˜˜˙˜˘˜˘˜˘˜˘˘ˆ¯˘˜˚˘Ò˜˜˘˜˛˘˙˘˜˙˘˘$
  35684.        }
  35685.       DefM {
  35686.        tile 0
  35687.        seam 0
  35688.        cnth 1
  35689.        cntv 1
  35690.        flph 0
  35691.        flpv 0
  35692.        rotc 0
  35693.        intp 1
  35694.        invC 0
  35695.        }
  35696.       }
  35697.      }
  35698.     }
  35699.    }
  35700.   SUBT {
  35701.    MMAP {
  35702.     }
  35703.    }
  35704.   SUBT {
  35705.    MOVI {
  35706.     }
  35707.    }
  35708.   }
  35709.  TMgr {
  35710.   }
  35711.  }
  35712.