glpeces-data 5.0-2 / usr / share / games / glpeces / figures / t8e.fig

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Coet.002
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Gelat.001
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1 2 0
Figura.001
58 31 58 100.459 2.09439 1 32 130.5 75.344 3.14159 0 34 232.288 133.778 3.14159 1 35 290.288 99.9588 3.14159 1 36 145 125.573 3.14159 1 21 203 284.633 4.18879 1 33 203 175.803 6.85453e-07 1 57 203 226.032 9.83477e-07 1 
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Tenda.001
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1 2 0
Figura.002
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Quadrilaters.001
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1 1 0
Figura.002
58 31 232 50.2294 9.53674e-07 0 32 43.5 25.1151 2.0944 0 34 58.0002 184.508 1.0472 0 35 116 50.2298 7.15256e-07 0 36 94.2501 163.246 1.0472 1 21 145 133.945 5.96046e-07 0 33 261 175.803 3.14159 0 57 261 125.574 3.14159 0 
1 2 0
Animal.001
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1 1 0
Submari.001
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1 1 0
Figura.002
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1 2 0
Esportiste.001
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Descans.001
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1 1 0
Figura.004
58 31 145.288 100.459 -5.96046e-07 1 32 72.7884 175.803 2.09439 0 34 29.2885 167.098 2.0944 0 35 319.289 100.459 -1.0472 0 36 145.288 175.803 3.14159 0 21 232.288 117.202 3.14159 0 33 232.289 25.1147 3.14159 1 57 261.288 175.803 2.41399e-06 1 
1 1 0
Pentagon.002
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1 3 0
Mascara.001
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1 2 0
Figura.006
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1 2 0
Anec.001
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1 2 0
Vaixell.001
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1 2 0
Hexagon.001
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1 3 0
Trapezi.001
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1 3 0
Figura.006
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1 2 0
Vaixell.002
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1 2 0
Figura.008
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1 2 0
Regadora.001
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1 1 0
Figura.009
58 31 145 100.459 2.09439 1 32 261 251.147 -2.09439 0 34 145.289 234.237 1.0472 1 35 203 200.918 2.38419e-06 1 36 224.75 313.934 -1.04719 1 21 174 284.633 2.09439 1 33 65.2499 213.476 1.0472 0 57 94.2502 163.246 4.18879 0 
1 2 0
Pipa.001
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1 2 0
Figura.010
58 31 376.999 401.835 -3.33786e-06 1 32 319 351.605 -2.09439 0 34 203.288 334.696 1.0472 1 35 261 301.376 2.38419e-06 1 36 282.75 414.392 -1.04719 1 21 232 385.092 2.09439 1 33 65.2499 113.016 1.0472 0 57 152.25 263.705 4.18879 0 
1 2 0
Veler.001
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1 2 0
Medalla.001
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1 2 0
Vaixell.003
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1 2 0
Figura.011
58 31 145.577 150.689 -7.39098e-06 1 32 160.077 376.72 -1.0472 0 34 29.2887 318.286 2.09439 1 35 87.5771 351.606 2.38419e-06 1 36 174.577 326.492 2.5034e-06 1 21 174.576 66.9726 -1.0472 1 33 116.577 276.263 3.14159 1 57 116.577 226.033 3.14159 0 
1 2 0
Figura.012
58 31 145.001 301.376 -7.39098e-06 1 32 319 50.2298 -2.09439 0 34 203.289 133.778 3.14159 1 35 203 200.918 2.38419e-06 1 36 282.75 87.9018 -2.09439 1 21 58.0003 284.633 -7.03335e-06 1 33 224.75 87.9016 -2.0944 1 57 86.9999 226.033 3.14159 0 
1 2 0
Cara.001
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1 2 0
Figura.012
58 31 145.001 150.688 -7.39098e-06 1 32 217.501 175.802 -1.0472 0 34 232 134.278 3.14159 1 35 203 50.2295 2.38419e-06 1 36 86.9996 25.1155 3.14159 1 21 58.0003 133.945 -7.03335e-06 1 33 145.001 226.033 3.14159 1 57 86.9999 75.3445 3.14159 0 
1 2 0
Figura.014
58 31 145.001 150.688 -7.39098e-06 1 32 217.501 175.802 -1.0472 0 34 232 134.278 3.14159 1 35 203 50.2295 2.38419e-06 1 36 86.9996 25.1155 3.14159 1 21 58.0003 133.945 -7.03335e-06 1 33 348 75.3445 3.14159 1 57 86.9999 75.3445 3.14159 0 
1 2 0
Flasco.001
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1 2 0
Tortuga.001
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1 2 0
Hexagons.001
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1 2 1
Simetria.001
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Gerro.006
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1 2 0
Simetria.002
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1 2 0
Cabra.001
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1 2 0
Vaca.001
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1 2 0
Ca.001
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1 2 0
Vaixell.004
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1 2 0
Vaixell.005
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1 2 0
Vaixell.006q
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1 2 0
Vaixell.007
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1 2 0
Vaixell.006
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1 2 0
Vaixell.007
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1 2 0
Vaixell.010
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1 2 0
Figura.015
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1 2 0
Moix.001
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1 2 0
Escultura.001
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1 2 0
Figura.016
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1 2 0
Figura.017
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1 2 0
Figura.018
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1 2 0
Vaixell.010
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1 2 0
Figura.018
58 31 145 150.688 2.0944 0 32 348 50.2294 5.23599 1 34 261.288 117.368 4.18879 0 35 319 150.688 -2.86102e-06 0 36 36.25 87.9009 2.0944 1 21 232 167.431 1.0472 0 33 232 75.344 3.14159 0 57 79.7497 113.016 2.0944 1 
1 2 0
Figura.018
58 31 116 150.688 2.0944 0 32 217.5 25.1148 1.0472 1 34 232.289 117.369 4.18879 0 35 290 150.689 -2.6226e-06 0 36 145 25.1148 3.1416 1 21 203 167.431 1.0472 0 33 203 75.3442 3.14159 0 57 50.7501 113.016 2.0944 1 
1 2 0
Figura.019
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1 2 0
Anec.002
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1 2 0
Vaca.002
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1 2 0
Camell.001
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1 2 0
Anec.003
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Dinosaure.001
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1 2 0
Anec.004
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Grua.001
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Anec.006
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Anec.006
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Dinosaure.002
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Caragol.001
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Vaca.003
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Castell.001
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Figura.022
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Muntanyes.001
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Vaca.004
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1 2 0
Figura.022
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Moix.002
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Moix.005
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Vaca.007
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Castell.002
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Figura.023
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Conill.001
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Conill.002
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Conill.003
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Conill.004
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Ca.002
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Moix.004
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Ca.005
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Ca.004
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Ca.005
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Ca.006
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Moix.005
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Ca.007
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Ca.008
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Ca.009
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Ballarina.001
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Ballarina.002
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Esportiste.001
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Ballarina.003
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Esportiste.002
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Ballarina.004
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Futbolista.001
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Futbolista.002
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Ballarina.005
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Ballarina.006
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Ballarina.008
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Futbolista.002
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Ballarina.007
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Futbolista.004
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Ballarina.009
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Futbolista.005
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Ballarina.010
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Ballarina.011
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Ballarina.012
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Ballarina.013
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Ballarina.013
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Ballarina.013
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Ballarina.016
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Descans.001
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Ballarina.017
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Ballarina.018
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Descans.002
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Atleta.001
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Corredor.001
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Figura.025
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Gerro.007
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Poligon.001
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Poligon.002
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Poligon.003
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1 2 0
Figura.026
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Parella.001
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Parella.002
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Parella.003
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Parella.004
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Parella.005
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Parella.006
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Simetria.003
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Figura.027
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Simetria.004
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Simetria.006
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Parella.007
58 31 116 224.73 2.0944 0 32 217.5 25.6147 3.14159 1 34 174 16.9099 2.0944 0 35 116 50.7295 3.14159 0 36 57.9998 300.074 3.14159 0 21 58.0001 117.702 1.0472 0 33 290 199.615 3.14159 0 57 319 25.6147 3.14159 0 
1 2 0
Figura.028
58 31 203 100.959 2.0944 0 32 217.5 25.6147 3.14159 1 34 174 16.9099 2.0944 0 35 116 50.7295 3.14159 0 36 145 176.303 3.14159 0 21 58.0001 117.702 1.0472 0 33 377 75.8444 3.14159 0 57 319 25.6147 3.14159 0 
1 2 0
Parella.008
58 31 377 50.23 4.18879 1 32 159.5 125.574 3.14159 0 34 203 84.049 3.14159 0 35 145 50.2296 3.14159 0 36 282.75 37.6725 4.18879 0 21 57.9999 33.4865 2.09439 0 33 427.75 188.361 4.18879 0 57 210.25 213.475 4.18879 0 
1 2 0
Figura.029
58 31 435 50.2296 4.18879 1 32 188.5 125.574 3.14159 1 34 174 66.6397 4.18879 0 35 116 100.459 2.0944 0 36 493 125.574 3.14159 0 21 58.0001 167.432 1.0472 0 33 290 75.3444 3.14159 0 57 290 125.574 3.14159 0 
1 2 0
Parella.008
58 31 406 50.7295 2.0944 0 32 174 100.959 2.09439 1 34 174 16.9098 4.18879 0 35 116 50.7294 2.0944 0 36 348 126.074 3.14159 0 21 58.0001 117.702 1.0472 0 33 500.249 163.746 1.0472 1 57 224.75 188.86 1.0472 0 
1 2 0
Simetria.008
58 31 405.999 50.23 2.0944 0 32 116 100.459 2.09439 1 34 115.712 16.9098 4.18879 0 35 174 50.2298 2.0944 0 36 348 125.574 3.14159 0 21 232 117.203 1.0472 0 33 500.249 163.246 1.0472 1 57 65.25 188.361 -1.0472 1 
1 2 0
Simetria.009
58 31 290 200.918 -1.0472 0 32 116 150.688 1.0472 0 34 116 234.738 -1.0472 1 35 174 200.918 1.0472 1 36 232 276.262 3.14159 1 21 232 133.945 2.0944 1 33 384.25 313.934 1.0472 0 57 65.25 62.7868 4.18879 0 
1 2 0
Figura.030
58 31 261 100.459 -2.0944 0 32 43.5 326.491 3.14159 1 34 116 116.869 4.18879 1 35 174 150.688 0 1 36 297.25 188.36 2.09439 1 21 232 217.661 3.14159 1 33 406 75.3444 3.27826e-07 0 57 94.2501 238.59 5.23599 0 
1 2 0
Parella.010
58 31 290 251.647 -1.0472 0 32 188.788 175.803 3.14159 1 34 174 217.828 4.18879 1 35 116 251.647 0 1 36 232 326.991 3.14159 0 21 58 318.62 3.14159 1 33 398.75 113.516 5.23599 0 57 239.538 87.9016 5.23599 0 
1 2 0
Simetria.008
58 31 319.288 100.459 -1.0472 0 32 188.788 175.803 3.14159 1 34 174 217.828 4.18879 1 35 116 251.647 0 1 36 377.288 25.1149 -1.78814e-07 0 21 58 318.62 3.14159 1 33 210.538 238.59 2.09439 1 57 239.538 87.9016 5.23599 0 
1 2 0
Simetria.008
58 31 290 251.647 -1.0472 0 32 159.788 175.803 3.14159 0 34 174 217.828 4.18879 1 35 116 251.647 0 1 36 232 326.991 3.14159 0 21 58 318.62 3.14159 1 33 297.25 113.516 1.0472 1 57 109.038 87.9016 1.0472 1 
1 2 0
Simetria.010
58 31 251.147 203 0.523598 0 32 150.688 116 2.61799 0 34 184.008 145.289 3.66519 1 35 150.688 203.577 0.523599 1 36 263.705 297.25 3.66519 0 21 133.946 290 2.61799 1 33 313.934 79.75 5.75959 0 57 62.7868 65.2502 0.523599 1 
1 2 0
Parella.010
58 31 213.202 50.2296 2.09439 0 32 203 224.257 -2.0944 0 34 174 190.438 4.18879 1 35 116 224.257 0 1 36 155.202 125.574 3.14159 0 21 58 291.23 3.14159 1 33 336.452 113.016 1.0472 0 57 253.75 312.159 1.0472 1 
1 2 0
Simetria.009
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1 2 0
Parella.012
58 31 366 200.918 2.09439 0 32 116 151.689 2.0944 1 34 232.288 168.598 4.18879 1 35 174 201.918 1.0472 1 36 308 276.262 3.14159 0 21 116 268.891 3.14159 1 33 271.75 87.9016 -2.0944 1 57 65.25 63.7872 4.18879 0 
1 2 0
Simetria.012
58 31 348.577 200.918 4.18879 1 32 116 150.689 2.0944 1 34 232.288 167.598 4.18879 1 35 174 200.918 1.0472 1 36 406.577 276.262 3.14159 0 21 116 267.891 3.14159 1 33 442.826 87.9016 2.09439 0 57 65.25 62.7871 4.18879 0 
1 2 0
Simetria.013
58 31 232 100.459 2.09439 0 32 116 150.689 2.0944 1 34 232.288 167.598 4.18879 1 35 174 200.918 1.0472 1 36 290 25.1146 -1.13249e-06 0 21 116 267.891 3.14159 1 33 326.827 213.475 1.0472 0 57 65.25 62.787 4.18879 0 
1 2 0
Parella.013
58 31 310 251.147 2.09439 0 32 101.5 178.951 3.14159 0 34 174 220.475 4.18879 1 35 116 254.295 1.0472 1 36 252 326.492 3.14159 0 21 58.0004 321.268 3.14159 1 33 259.25 113.016 1.0472 0 57 50.75 91.0492 1.0472 1 
1 2 0
Figura.031
58 31 232 100.459 1.0472 1 32 101.5 175.803 2.38419e-07 1 34 174 134.278 -1.0472 0 35 116 100.459 2.09439 0 36 232 25.1146 5.96046e-07 1 21 58.0004 33.4862 3.57628e-07 0 33 340.75 238.59 4.18879 0 57 50.75 263.705 2.0944 0 
1 2 0
Parella.014
58 31 300.999 251.147 -1.0472 0 32 130.5 176.547 2.38419e-07 1 34 174 218.071 4.18879 0 35 116 251.891 2.09439 0 36 242.999 326.492 3.14159 1 21 57.9999 318.863 -1.0472 0 33 351.749 113.016 5.23599 0 57 181.25 88.6451 -1.0472 1 
1 2 0
Simetria.013
58 31 151.188 261 -1.5708 0 32 75.8437 188.5 0.523598 0 34 16.9099 203 2.61799 0 35 50.7291 261 2.61799 0 36 138.631 355.25 2.61799 1 21 67.4727 348 -0.523598 0 33 126.073 116 4.71239 0 57 75.8436 87 1.5708 0 
1 2 0
Parella.015
58 31 316.459 50.2295 -1.0472 0 32 214.959 75.3445 3.57628e-07 1 34 348.288 184.91 2.0944 0 35 290 218.23 2.09439 0 36 258.459 125.574 3.14159 1 21 232 285.202 -1.0472 0 33 116 243.344 -8.04663e-07 0 57 113.459 75.3445 2.68221e-07 0 
1 2 0
Simetria.015
58 31 290 50.2295 -1.0472 0 32 188.5 75.3445 3.57628e-07 1 34 202.712 234.238 3.14159 0 35 261 200.918 2.09439 0 36 232 125.574 3.14159 1 21 319 133.946 4.18879 0 33 435 175.804 3.14159 1 57 87 75.3445 2.68221e-07 0 
1 2 0
Parella.016
58 31 453.5 155.033 -1.0472 0 32 116 150.689 1.0472 0 34 261 116.869 2.0944 0 35 203 150.689 2.09439 0 36 395.5 230.377 3.14159 1 21 145 217.661 -1.0472 0 33 330.25 92.2461 -2.0944 1 57 65.2499 62.7869 4.18879 0 
1 2 0
Figura.032
58 31 86.9995 200.918 -2.0944 0 32 145 150.689 1.0472 0 34 290 116.869 2.0944 0 35 232 150.689 2.09439 0 36 50.7497 288.819 -2.0944 1 21 173.999 217.661 -1.0472 0 33 202.999 276.262 3.14159 1 57 94.2495 62.7869 4.18879 0 
1 2 0
Parella.016
58 31 261 220.205 -1.0472 0 32 189.75 25.6145 2.09439 0 34 320.25 16.9099 2.0944 0 35 262.25 50.7294 2.09439 0 36 203 295.549 3.14159 1 21 204.25 117.702 -1.0472 0 33 116 195.09 6.85453e-07 1 57 88.2501 25.6144 3.27826e-07 0 
1 2 0
Simetria.016
58 31 100.459 87.5768 2.61799 1 32 175.803 160.077 0.523598 0 34 167.598 29.2885 0.523599 1 35 200.918 87.5768 2.61799 1 36 25.1146 145.577 4.71239 0 21 267.891 145.577 -0.523599 1 33 125.574 232.577 1.5708 0 57 175.803 261.577 4.71239 0 
1 2 0
Parella.018
58 31 87.2883 100.459 3.14159 1 32 203.288 224.229 1.0472 0 34 29.2885 308.279 1.0472 1 35 87.2884 274.459 2.09439 1 36 145.288 25.1147 -1.78814e-07 0 21 145.288 207.486 -5.96046e-07 1 33 239.538 113.016 1.0472 0 57 254.038 312.131 1.0472 1 
1 2 0
Simetria.018
58 31 86.9995 352.106 -2.0944 0 32 101.788 25.115 -9.53674e-07 0 34 86.9995 217.828 -3.57628e-07 0 35 87.288 150.689 4.18879 0 36 50.7497 440.007 -2.09439 1 21 58.2883 66.9726 1.0472 0 33 174 477.68 3.14159 1 57 203.288 25.115 -2.98023e-08 0 
1 2 0
Parella.018
58 31 71.035 360.642 -1.309 0 32 179.267 65.5407 -0.261798 1 34 25.035 219.364 0.785398 0 35 72.7136 172.093 3.92699 0 36 107.558 272.854 -0.261799 1 21 111.404 92.3914 1.8326 0 33 247.617 235.325 2.87979 1 57 277.308 39.2704 2.87979 0 
1 2 0
Simetria.019
58 31 87.5771 251.148 -1.0472 0 32 218.077 125.574 -9.53674e-07 0 34 29.2886 16.9097 -3.57628e-07 0 35 87.5772 50.2295 4.18879 0 36 145.577 175.804 3.57628e-07 1 21 145.577 117.202 1.0472 0 33 290.577 175.804 3.14159 1 57 319.577 125.574 2.98023e-08 0 
1 2 0
Parella.020
58 31 116 251.147 -1.0472 0 32 295.75 179.459 -9.53674e-07 0 34 251.961 288.122 1.0472 0 35 310.25 254.803 4.18879 0 36 174 175.803 3.57628e-07 1 21 368.25 187.83 2.0944 0 33 65.2499 113.016 1.0472 1 57 245 91.557 1.0472 0 
1 2 0
Simetria.019
58 31 200.918 174 -1.5708 0 32 351.606 116.001 -0.5236 0 34 334.696 232.289 1.5708 0 35 301.376 174 4.71239 0 36 213.475 79.7503 -0.523598 1 21 284.634 87.0005 0.5236 0 33 87.9016 79.7501 0.5236 1 57 439.508 65.2508 5.75959 0 
1 2 0
Parella.021
58 31 145 50.2295 -2.6226e-06 1 32 43.5 407.803 2.0944 0 34 203.289 248.91 2.0944 0 35 145 282.23 3.14159 0 36 87.0001 125.574 3.14159 0 21 87.0003 349.202 1.0472 0 33 116 175.803 3.14159 0 57 145 407.803 3.14159 1 
1 2 0
Simetria.020
58 31 145 50.2295 -2.6226e-06 1 32 304.5 125.574 2.0944 0 34 144.711 284.467 3.14159 0 35 203 251.148 3.14159 0 36 86.9998 125.574 3.14159 0 21 261 184.175 2.0944 0 33 116 175.803 3.14159 0 57 203 125.574 2.89083e-06 1 
1 2 0
Parella.022
58 31 115.999 50.2295 -2.6226e-06 1 32 75.4996 390.722 2.0944 0 34 177 231.328 2.0944 0 35 119 265.148 3.14159 0 36 57.9997 125.574 3.14159 0 21 60.9999 332.121 1.0472 0 33 145 175.803 3.14159 0 57 177 390.722 3.1416 1 
1 2 0
Simetria.021
58 31 115.999 50.2295 -2.6226e-06 1 32 275.5 125.574 2.0944 0 34 173.711 284.467 3.14159 0 35 232 251.148 3.14159 0 36 57.9997 125.574 3.14159 0 21 290 184.175 2.0944 0 33 145 175.803 3.14159 0 57 174 125.574 3.8445e-06 1 
1 3 0
Simetria.022
58 31 50.2296 116 -0.523601 1 32 226.032 217.5 -1.5708 0 34 384.926 174.289 3.66519 0 35 351.606 116.001 3.66519 0 36 125.574 57.9998 1.57079 0 21 284.633 58.0003 0.523601 0 33 175.803 145 1.5708 0 57 226.032 116 -1.57079 1 
1 2 0
Parella.022
58 31 116 50.2297 2.0944 0 32 130.5 291.802 3.14159 0 34 174.288 183.139 4.18879 0 35 116 216.458 4.18879 0 36 58.0001 125.574 3.14159 0 21 58.0002 283.43 1.0472 0 33 203 125.574 1.51992e-06 0 57 232 291.803 3.8445e-06 1 
1 2 0
Simetria.022
58 31 50.2296 116 1.5708 0 32 226.032 43.4999 -0.523598 1 34 385.425 173.999 -0.523601 1 35 351.606 115.999 -1.57079 1 36 125.574 57.9998 1.5708 1 21 284.634 57.9998 2.61799 1 33 175.803 116 -1.5708 1 57 226.033 145 1.57079 0 
1 2 0
Fletxa.001
58 31 116 251.647 4.18879 1 32 130.5 126.073 -4.76837e-07 0 34 173.999 16.9099 4.18879 1 35 116 50.7294 -2.09439 1 36 57.9997 176.303 3.45707e-06 1 21 58 117.702 1.04719 1 33 203 176.303 3.14159 1 57 232 126.073 -3.30806e-06 0 
1 2 0
Parella.024
58 31 115.999 50.2295 -2.6226e-06 1 32 104.499 390.723 4.18879 1 34 177 231.328 2.09439 0 35 119 265.148 3.14159 0 36 57.9997 125.574 3.14159 0 21 60.9999 332.121 1.0472 0 33 174 175.803 -2.05636e-06 0 57 206 390.723 7.6592e-06 1 
1 2 0
Figura.033
58 31 261 50.2295 -2.6226e-06 1 32 101.499 226.034 4.18879 1 34 174.289 67.14 2.09439 0 35 116 100.46 3.14159 0 36 203 125.574 3.14159 0 21 58.0002 167.432 1.0472 0 33 319.001 175.803 -2.05636e-06 0 57 203 226.034 7.6592e-06 1 
1 2 0
Monea.001
58 31 318.999 150.689 -2.6226e-06 1 32 115.999 150.689 5.23598 1 34 232.288 167.599 2.09439 0 35 174 200.919 3.14159 0 36 261 226.033 3.14159 0 21 116 267.891 1.0472 0 33 377 276.262 -2.05636e-06 0 57 65.2495 62.7873 -2.09439 1 
1 1 0
Figura.034
58 31 261 50.2295 -2.6226e-06 1 32 43.4999 226.033 5.24521e-06 0 34 174.289 67.14 2.09439 0 35 116 100.46 3.14159 0 36 203 125.574 3.14159 0 21 58.0002 167.432 1.0472 0 33 203 175.804 -2.05636e-06 0 57 145.001 226.032 7.42078e-06 1 
1 2 0
Figura.034
58 31 261 50.2295 -2.6226e-06 1 32 43.4999 226.033 5.24521e-06 0 34 174.289 67.14 2.09439 0 35 116 100.46 3.14159 0 36 203 125.574 3.14159 0 21 58.0002 167.432 1.0472 0 33 174 226.033 -2.05636e-06 0 57 174 175.805 7.42078e-06 1 
1 2 0
Figura.035
58 31 319 50.2295 -2.6226e-06 1 32 159.5 25.115 5.24521e-06 0 34 232.289 67.14 2.09439 0 35 174 100.46 3.14159 0 36 261 125.574 3.14159 0 21 116 167.432 1.0472 0 33 79.7498 113.017 5.23599 0 57 232 175.805 7.42078e-06 1 
1 2 0
Parella.024
58 31 261.001 50.2295 -2.6226e-06 1 32 43.4998 407.802 -5.24521e-06 1 34 319.001 248.41 2.09439 0 35 261.001 282.229 3.14159 0 36 203.001 125.574 3.14159 0 21 203.001 349.202 1.0472 0 33 116.001 175.803 3.14159 1 57 145 407.803 3.1416 1 
1 2 0
Pont.002
58 31 50.2296 203 -0.523601 1 32 226.034 43.5002 0.523604 0 34 385.426 261.001 3.66519 0 35 351.607 203.001 2.61799 0 36 125.574 145 1.57079 0 21 284.634 145.001 2.618 0 33 175.803 116 1.5708 1 57 226.033 145 -1.57079 1 
1 2 0
Parella.026
58 31 208.5 50.2295 -1.0472 0 32 43.5 386.803 -2.38419e-07 1 34 261 227.41 4.18879 0 35 203 261.23 3.14159 0 36 150.5 125.574 3.14159 0 21 145 328.202 3.14159 0 33 121.5 175.803 3.14159 0 57 145 386.803 3.14159 0 
1 2 0
Simetria.024
58 31 251.148 87.2886 0.523598 0 32 251.147 232.288 3.66519 1 34 184.508 29.2885 3.66519 0 35 150.688 87.2884 2.61799 0 36 263.704 181.539 3.66519 0 21 133.945 174.288 2.61799 0 33 87.9016 268.538 2.61799 0 57 339.048 283.038 3.66519 0 
1 2 0
Parella.026
58 31 116 282.73 3.14159 0 32 188.5 176.303 -7.15256e-07 1 34 58 16.9099 4.18879 1 35 116 50.7294 0 1 36 174 358.074 3.14159 1 21 174 117.702 -1.0472 1 33 116 408.303 -2.68221e-07 1 57 87 176.303 2.98023e-08 1 
1 2 0
Simetria.024
58 31 251.147 174 0.523598 0 32 150.688 29 2.61799 0 34 116.869 232 -1.5708 0 35 150.688 174 2.61799 0 36 238.59 79.7498 0.5236 0 21 167.431 86.9999 3.66519 0 33 313.934 65.25 3.66519 0 57 62.7869 79.75 2.61799 0 
1 2 0
Parella.027
58 31 86.9999 51.2297 3.14159 0 32 465.077 175.803 -1.0472 0 34 276.289 83.5494 1.0472 1 35 334.577 50.2296 1.0472 1 36 145 126.574 3.14159 1 21 392.577 117.202 -1.0472 1 33 145 176.803 2.08616e-07 1 57 363.577 175.803 5.06639e-07 1 
1 2 0
Figura.037
58 31 87 200.918 2.38419e-07 1 32 362.5 25.1148 4.18879 1 34 174 184.508 3.14159 0 35 232 150.688 2.09439 0 36 145 125.573 1.54972e-06 0 21 290 83.7158 4.18879 0 33 145 75.344 3.14159 0 57 261 25.1149 3.14159 0 
1 2 0
Parella.027
58 31 87 150.688 2.38419e-07 1 32 391.5 125.574 4.18879 1 34 144.712 284.467 3.14159 0 35 203 251.147 2.09439 0 36 145 75.344 1.54972e-06 0 21 261 184.175 4.18879 0 33 203 25.1147 3.14159 0 57 290 125.574 3.14159 0 
1 2 0
Simetria.024
58 31 251.147 87.577 3.66519 0 32 50.2294 290.577 -0.523598 0 34 184.008 29.2885 -0.523599 1 35 150.688 87.577 0.523599 1 36 263.704 181.827 3.66519 1 21 133.945 174.577 4.71239 1 33 288.819 254.327 0.523598 1 57 138.131 239.827 -0.523598 1 
1 2 0
Parella.030
58 31 116 100.459 3.14159 1 32 246.5 257.114 -9.53674e-07 1 34 174.288 299.139 -1.19209e-07 1 35 116 332.459 1.0472 1 36 57.9998 175.803 3.14159 1 21 58 399.431 3.14159 1 33 210.25 87.9016 2.0944 0 57 195.75 345.016 2.09439 0 
1 2 0
Simetria.027
58 31 50.2297 174 1.5708 0 32 175.803 43.5 4.71239 1 34 217.827 116.289 0.523601 0 35 251.147 174 2.61799 0 36 37.6721 268.249 2.61799 0 21 267.891 261 1.5708 0 33 125.574 116 1.5708 0 57 175.803 145 4.71239 0 
1 2 0
Parella.032
58 31 116 150.688 2.0944 0 32 275.501 257.114 2.0944 0 34 174.29 349.368 2.0944 0 35 116.001 382.688 3.14159 0 36 57.9997 226.032 3.14159 0 21 58.0006 449.66 3.14159 0 33 239.25 87.9015 2.0944 0 57 224.751 345.015 2.0944 1 
1 2 0
Parella.033
58 31 206 281.96 2.0944 0 32 43.5 176.303 3.14159 1 34 261.001 16.9099 2.0944 0 35 203.001 50.7297 3.14159 0 36 148 357.304 3.14159 0 21 145 117.702 3.14159 0 33 119 407.533 3.14159 0 57 145 176.303 3.14159 1 
1 2 0
Parella.034
58 31 267 260.459 2.0944 0 32 188.5 175.803 3.14159 0 34 319.289 16.91 2.0944 0 35 261.001 50.2295 3.14159 0 36 209 335.803 3.14159 0 21 203 117.202 3.14159 0 33 122 386.032 3.14159 0 57 87.0001 175.803 3.1416 1 
1 2 0
Parella.035
58 31 296 260.459 2.0944 0 32 188.5 175.803 3.14159 1 34 348.289 16.91 2.0944 0 35 290.001 50.2295 3.14159 0 36 238 335.803 3.14159 0 21 232 117.202 3.14159 0 33 122 386.032 1.57952e-06 0 57 87.0001 175.803 -2.83122e-06 0 
1 2 0
Simetria.027
58 31 100.459 145 1.5708 0 32 25.1148 334.076 1.5708 0 34 133.779 202.711 1.5708 0 35 100.459 261.576 3.66519 0 36 113.017 50.7498 -0.523602 0 21 83.7155 348.577 -1.57079 0 33 175.803 145 1.5708 0 57 25.115 232.576 -1.57079 1 
1 3 0
Simetria.028
58 31 200.918 86.9999 1.5708 0 32 452.065 319 2.61799 0 34 268.058 29.2887 2.618 0 35 301.877 87.2887 3.66519 0 36 188.361 181.25 2.61799 0 21 318.12 173.999 -0.523597 0 33 113.016 282.749 5.75959 0 57 364.164 268.25 0.523601 1 
1 2 0
Parella.036
58 31 87.0004 325.189 2.0944 0 32 159.789 175.804 2.0944 0 34 29.2887 184.509 3.14159 0 35 87.2888 150.689 3.14159 0 36 145 249.845 -3.03984e-06 0 21 145.289 83.716 1.54972e-06 0 33 195.75 287.517 5.23599 0 57 210.539 87.9016 5.23599 0 
1 2 0
Parella.036
58 31 87.0004 375.418 2.0944 0 32 188.789 175.803 2.0944 0 34 29.2887 234.738 3.14159 0 35 87.2888 200.918 3.14159 0 36 145 300.074 -3.03984e-06 0 21 145.289 133.946 1.54972e-06 0 33 224.75 287.517 5.23599 0 57 239.539 87.9016 5.23599 0 
1 2 0
Parella.037
58 31 87.0004 425.648 2.0944 0 32 217.789 175.803 2.0944 0 34 29.2887 284.967 3.14159 0 35 87.2888 251.148 3.14159 0 36 145 350.304 -3.03984e-06 0 21 145.289 184.175 1.54972e-06 0 33 253.751 287.517 5.23599 0 57 268.539 87.9016 5.23599 0 
1 2 0
Parella.038
58 31 144.999 426.478 2.0944 0 32 135.789 25.1147 3.14159 0 34 266.288 267.557 2.0944 0 35 266.289 200.918 3.14159 0 36 174 351.134 3.14159 0 21 208.288 267.89 -1.0472 0 33 79.7498 263.232 4.18879 0 57 186.539 113.016 4.18879 0 
1 2 0
Parella.039
58 31 377.577 100.46 2.0944 0 32 101.5 25.1147 3.14159 1 34 203 66.6392 4.18879 0 35 145 100.459 3.14159 0 36 319.577 175.803 3.14159 0 21 87 167.432 -1.0472 0 33 297.828 87.9019 2.0944 0 57 50.7499 113.016 2.09439 0 
1 2 0
Parella.040
58 31 348.577 150.689 2.0944 0 32 101.5 25.1147 3.14159 1 34 174 116.869 4.18879 0 35 116 150.688 3.14159 0 36 290.577 226.033 3.14159 0 21 58.0001 217.661 -1.0472 0 33 297.827 87.902 2.0944 0 57 50.7499 113.016 2.09439 0 
1 2 0
Figura.038
58 31 87.0001 150.689 2.0944 0 32 333.499 175.803 3.14159 1 34 203.288 184.008 -1.0472 0 35 261.577 150.689 3.14159 0 36 145 75.3445 -3.03984e-06 0 21 318.999 83.7157 1.54972e-06 0 33 195.75 113.016 -1.0472 1 57 384.249 87.9015 -1.0472 1 
1 2 0
Simetria.030
58 31 200.918 86.9998 1.57079 1 32 25.115 304.5 0.523599 0 34 133.778 29.2886 3.66519 1 35 99.9586 87.2886 -0.523596 1 36 213.475 181.25 3.66519 1 21 83.7158 174 4.71239 1 33 276.261 231.999 4.71239 0 57 25.1148 203 1.57079 0 
1 2 0
Escultura.002
58 31 86.9999 401.836 3.14159 1 32 246.5 175.803 1.19209e-07 1 34 57.7113 284.467 -1.0472 1 35 116.001 251.147 2.38419e-06 1 36 145 326.491 2.74181e-06 1 21 174 184.175 4.18879 1 33 253.75 263.705 5.23599 0 57 297.25 87.9016 5.23599 0 
1 2 0
Figura.039
58 31 261 251.147 3.14159 1 32 43.5 25.1148 0 0 34 173.711 268.057 -2.26498e-06 1 35 174 200.918 2.38419e-06 1 36 290 175.804 3.1416 1 21 116 267.891 -1.0472 1 33 195.75 87.9017 4.18879 0 57 94.2499 113.016 4.18879 0 
1 2 0
Simetria.030
58 31 174 402.336 3.14159 1 32 188.5 276.763 0 0 34 58.2885 33.8195 -1.0472 1 35 58 100.959 2.38419e-06 1 36 202.999 326.992 3.1416 1 21 116 33.9866 -1.78814e-06 1 33 108.75 239.09 4.18879 0 57 137.75 188.861 1.0472 0 
1 2 0
Simetria.032
58 31 50.2297 87.5772 1.57079 1 32 175.804 189.077 0.523599 0 34 284.467 29.2886 -0.523601 1 35 251.148 87.5769 0.523601 1 36 62.7871 181.827 3.66519 1 21 234.405 174.577 0.523597 1 33 125.574 116.577 4.71239 0 57 175.804 87.5769 1.57079 0 
1 2 0
Simetria.032
58 31 200.917 87.5768 1.57079 1 32 25.115 189.077 0.523599 0 34 133.778 29.2886 -0.523601 1 35 100.459 87.5769 0.523601 1 36 213.475 181.827 3.66519 1 21 83.7157 174.577 0.523597 1 33 276.262 116.577 4.71239 0 57 25.1148 87.5769 1.57079 0 
1 2 0
Simetria.033
58 31 200.917 145 1.5708 0 32 25.1148 246.5 3.66519 0 34 133.778 203.288 3.66519 0 35 100.459 145 2.61799 0 36 213.475 50.7501 -0.523601 0 21 83.7158 58.0002 2.618 0 33 276.262 174 -1.5708 1 57 25.1149 145 1.5708 1 
1 2 0
Parella.041
58 31 86.9998 209.265 -2.6226e-06 1 32 275.5 175.804 2.0944 0 34 231.711 133.779 3.14159 0 35 290 100.46 3.14159 0 36 145 133.921 -1.90735e-06 0 21 348 33.4866 2.0944 0 33 145 284.61 3.14159 0 57 377 175.804 3.14159 1 
1 2 0
Figura.040
58 31 86.9998 150.689 -2.6226e-06 1 32 217.5 175.804 2.0944 0 34 173.711 133.779 3.14159 0 35 231.999 100.46 3.14159 0 36 145 75.3447 -1.78814e-06 0 21 290 33.4866 2.0944 0 33 144.999 226.033 3.14159 0 57 318.999 175.804 3.14159 1 
1 2 0
Figura.041
58 31 86.9998 150.689 -2.6226e-06 1 32 246.499 175.804 4.18879 1 34 173.711 133.779 3.14159 0 35 231.999 100.46 3.14159 0 36 145 75.3447 -1.78814e-06 0 21 290 33.4866 2.0944 0 33 173.999 226.033 2.23517e-06 0 57 347.999 175.804 1.69873e-06 1 
1 2 0
Parella.042
58 31 261.999 282.189 -2.6226e-06 1 32 188.5 176.304 2.0944 0 34 203.289 134.279 3.14159 0 35 261.289 100.46 3.14159 0 36 319.999 206.845 -1.78814e-06 0 21 319.289 33.4866 2.0944 0 33 117 357.532 2.23517e-06 0 57 86.9999 176.303 1.69873e-06 1 
1 2 0
Simetria.035
58 31 100.459 116.29 1.57079 1 32 226.033 188.789 -0.523598 1 34 268.057 174.001 0.523597 1 35 301.877 116.001 -0.523596 1 36 25.1147 58.2898 -1.57079 1 21 368.849 58.0002 1.57079 1 33 175.804 261.289 -1.5708 1 57 226.033 290.289 1.57079 0 
1 2 0
Simetria.036
58 31 100.459 261 1.5708 0 32 226.033 188.5 2.61799 1 34 268.057 203.289 2.618 0 35 301.877 261.289 3.66519 0 36 25.1147 319 4.71239 0 21 368.85 319.289 1.5708 0 33 175.804 116 1.57079 1 57 226.033 87.0002 4.71239 0 
1 2 0
Parella.043
58 31 207.77 314.459 -2.38419e-06 1 32 188.5 175.804 3.14159 1 34 144.712 133.779 1.0472 0 35 203 100.459 3.14159 0 36 265.77 239.115 -3.03984e-06 0 21 261 33.4864 2.74181e-06 0 33 120.77 389.804 -2.65241e-06 1 57 87.0001 175.804 -3.01003e-06 0 
1 2 0
Simetria.036
58 31 150.689 145 1.5708 0 32 226.033 217.5 3.66519 0 34 284.967 203 -0.523596 0 35 251.148 145 0.523597 0 36 163.246 50.7498 -0.523601 0 21 234.404 58.0002 -1.57079 0 33 113.016 253.75 5.75959 0 57 313.934 268.25 0.523601 1 
1 2 0
Figura.042
58 31 116 150.688 3.1416 0 32 145 50.2294 -2.0944 0 34 203.289 67.1392 2.26498e-06 0 35 261.288 100.958 -2.14577e-06 0 36 57.9998 75.3441 -1.78814e-06 0 21 348.288 117.702 -1.0472 0 33 145 226.033 2.05636e-06 0 57 195.75 138.131 1.0472 1 
1 2 0
Parella.044
58 31 390.748 200.918 3.14159 1 32 130.501 25.6152 7.15256e-07 1 34 174.001 167.598 2.26498e-06 0 35 116 201.418 -2.14577e-06 0 36 332.748 276.262 3.14159 0 21 58 268.391 -1.0472 0 33 368.998 87.9017 2.09439 1 57 79.7506 113.517 2.0944 1 
1 2 0
Simetria.038
58 31 251.647 145 0.523602 0 32 126.073 304.5 -1.5708 0 34 16.9099 203 2.61799 1 35 50.7296 145 2.618 1 36 239.09 50.75 0.523601 1 21 67.4725 58 -0.523602 1 33 176.303 232 1.5708 0 57 126.074 203 -1.57079 1 
1 2 0
Parella.044
58 31 232.729 364.803 1.0472 1 32 116 150.688 5.23599 1 34 290.288 234.238 1.0472 0 35 232 200.918 -2.14577e-06 0 36 174.729 289.459 -1.78814e-06 0 21 174 133.946 2.0944 0 33 80.4795 251.787 4.18879 0 57 65.2501 62.7868 4.18879 0 
1 2 0
Simetria.038
58 31 100.459 87.5765 1.5708 0 32 276.262 189.076 -1.5708 0 34 167.598 29.2885 2.61799 1 35 200.918 87.5769 2.618 1 36 87.9016 181.826 2.618 1 21 217.661 174.576 -0.523602 1 33 25.115 261.576 -1.5708 1 57 276.262 290.576 1.57079 0 
1 3 0
Parella.045
58 31 455.918 56.9593 2.0944 0 32 368.918 56.9591 -2.0944 0 34 261 16.9099 2.09439 1 35 203 50.7294 2.0944 1 36 397.918 132.303 3.14159 1 21 145 117.702 1.04719 1 33 79.7499 113.516 -1.0472 1 57 318.168 144.861 5.23599 0 
1 2 0
Simetria.039
58 31 377.288 50.2298 2.0944 0 32 290.288 50.2296 -2.0944 0 34 29.2886 184.508 3.14159 1 35 87.2884 150.689 2.0944 1 36 319.288 125.574 3.14159 1 21 145.288 83.7162 -2.98023e-06 1 33 210.538 87.9017 2.09439 1 57 239.538 138.131 5.23599 0 
1 2 0
Parella.047
58 31 406.577 100.459 3.1416 0 32 188.501 175.804 0 0 34 174.289 133.779 1.0472 1 35 116 100.46 2.38419e-06 1 36 348.577 25.1147 2.5034e-06 1 21 58.0002 33.4868 2.09439 1 33 406.577 175.803 3.14159 1 57 87.0004 175.804 3.14159 0 
1 2 0
Simetria.041
58 31 116.001 301.377 3.14159 1 32 188.5 175.803 0 0 34 174 134.279 1.0472 1 35 116 100.459 2.38419e-06 1 36 58.0009 376.721 3.14159 1 21 58.0002 33.4866 2.09439 1 33 116.001 226.033 -3.36766e-06 1 57 87.0004 175.804 3.14159 0 
1 2 0
Simetria.042
58 31 251.148 145 4.71239 1 32 175.803 43.5 -1.5708 0 34 184.508 86.9997 1.57079 1 35 150.688 145 0.523601 1 36 263.705 239.25 3.66519 1 21 133.946 232 2.61799 1 33 288.82 79.7498 0.523596 1 57 87.9016 94.2498 -0.523596 1 
1 2 0
Figura.043
58 31 150.689 261 1.5708 0 32 276.262 43.5 -1.5708 0 34 284.967 86.9997 1.57079 1 35 251.147 145 0.523601 1 36 138.131 355.25 2.61799 0 21 234.405 232 2.61799 1 33 113.016 195.75 5.75959 0 57 188.36 94.2498 -0.523596 1 
1 2 0
Parella.049
58 31 359.655 100.458 1.04719 1 32 246.5 176.303 4.18879 1 34 173.711 134.278 1.0472 0 35 115.999 100.959 2.09439 0 36 301.655 25.1146 2.02656e-06 1 21 57.9999 33.986 3.21865e-06 0 33 417.656 175.803 3.14159 1 57 145 176.303 3.14159 0 
1 2 0
Figura.044
58 31 145 251.147 2.0944 0 32 246.5 25.115 -1.0472 0 34 173.711 67.1397 2.09439 1 35 115.999 100.459 1.0472 1 36 86.9997 326.491 3.14159 0 21 57.9999 167.432 3.14159 1 33 203 175.803 3.36766e-06 0 57 145 25.1149 2.41399e-06 1 
1 2 0
Figura.045
58 31 231.999 100.459 2.0944 0 32 246.5 25.115 -1.0472 0 34 173.711 67.1397 2.09439 1 35 115.999 100.459 1.0472 1 36 319 25.115 3.14159 0 21 57.9999 167.432 3.14159 1 33 203 175.803 3.36766e-06 0 57 145 25.1149 2.41399e-06 1 
1 2 0
Parella.048
58 31 257.999 168.46 2.0944 0 32 304.5 25.115 -1.0472 0 34 173.711 67.1396 2.09439 1 35 115.999 100.459 1.0472 1 36 199.999 243.803 3.14159 0 21 57.9999 167.432 3.14159 1 33 374 93.1154 3.36766e-06 0 57 203 25.1149 2.41399e-06 1 
1 2 0
Simetria.044
58 31 251.647 203.289 1.5708 0 32 151.188 116.288 2.61799 0 34 117.369 145.289 2.61799 1 35 151.188 203.288 0.523601 1 36 239.089 297.539 2.61799 0 21 167.931 290.288 1.57079 1 33 314.434 80.0387 5.75959 0 57 62.7868 65.2501 0.523601 1 
1 2 0
Parella.050
58 31 203 314.209 2.0944 0 32 197.754 25.1149 4.18879 1 34 270.543 67.1393 2.09439 1 35 212.254 100.459 1.0472 1 36 145 389.553 3.14159 0 21 154.254 167.432 3.14159 1 33 116 238.865 3.14159 1 57 96.2541 25.1148 3.14159 1 
1 2 0
Simetria.045
58 31 150.689 145 -1.57079 0 32 351.607 290 -0.523598 0 34 284.967 203 1.5708 0 35 251.148 145 1.57079 0 36 163.247 50.7497 -0.523596 1 21 234.405 58.0002 -1.57079 0 33 113.016 253.75 5.75959 0 57 263.705 239.25 0.523597 0 
1 2 0
Parella.051
58 31 145 316.959 -1.04719 0 32 45.1887 25.1149 -1.0472 0 34 204.4 67.1393 2.0944 0 35 146.4 100.959 2.09439 0 36 86.9999 392.303 3.14159 1 21 88.3996 167.932 -1.04719 0 33 116 241.615 3.1416 0 57 146.689 25.1149 3.14159 0 
1 2 0
Simetria.045
58 31 115.711 100.459 2.0944 0 32 275.211 175.804 2.0944 0 34 405.711 134.279 1.0472 1 35 347.711 100.459 1.0472 1 36 173.711 25.1151 -2.74181e-06 0 21 289.711 33.4867 4.18879 1 33 116 176.304 3.14159 1 57 376.711 175.804 3.14159 1 
1 2 0
Parella.052
58 31 116 100.459 -1.04719 0 32 319.212 25.615 -1.0472 0 34 420.712 67.1397 2.0944 0 35 362.712 100.959 2.09439 0 36 57.9998 175.804 3.1416 1 21 304.711 167.932 -1.04719 0 33 145 25.1151 3.1416 0 57 420.712 25.6151 3.14159 0 
1 2 0
Figura.046
58 31 86.9998 150.689 5.23598 1 32 217.5 226.032 4.18879 1 34 319 184.508 1.0472 1 35 261 150.688 1.0472 1 36 36.25 213.475 1.0472 0 21 203 83.7154 4.18879 1 33 152.25 113.016 1.04719 1 57 319 226.032 9.83477e-07 1 
1 2 0
Parella.053
58 31 347.999 50.7294 -3.33786e-06 1 32 72.4993 276.762 2.0944 0 34 174 16.9099 2.09439 1 35 116 50.7292 1.0472 1 36 289.999 126.074 3.14159 1 21 57.9998 117.702 -1.0472 1 33 340.749 213.975 5.23599 0 57 123.249 188.86 -1.0472 1 
1 2 0
Simetria.046
58 31 251.148 87.2893 0.523602 0 32 125.573 304.789 1.5708 0 34 84.0489 29.2887 3.66519 1 35 50.2295 87.2887 0.523601 1 36 263.705 181.539 3.66519 1 21 33.4864 174.289 4.71238 1 33 175.803 232.289 1.57079 1 57 125.573 203.289 -1.5708 1 
1 2 0
Parella.054
58 31 348.288 50.2295 -3.33786e-06 1 32 105.593 219.402 2.0944 0 34 173.999 16.91 4.18879 1 35 116 50.7294 1.0472 1 36 290.288 125.574 3.14159 1 21 57.9998 117.702 -1.0472 1 33 370.037 163.246 5.23599 0 57 156.344 131.5 -1.0472 1 
1 2 0
Parella.055
58 31 348.288 50.2295 -3.33786e-06 1 32 130.5 176.303 2.0944 0 34 173.999 16.91 4.18879 1 35 116 50.7294 1.0472 1 36 290.288 125.574 3.14159 1 21 57.9998 117.702 -1.0472 1 33 399.037 113.016 5.23599 0 57 181.25 88.401 -1.0472 1 
1 2 0
Figura.047
58 31 203 100.459 -2.09439 0 32 130.5 125.574 1.0472 1 34 173.999 284.966 -1.04719 0 35 116 251.147 2.09439 0 36 239.25 188.361 2.09439 0 21 57.9998 184.174 4.18879 0 33 282.751 87.9015 -2.0944 1 57 181.25 213.475 4.18879 0 
1 2 0
Simetria.047
58 31 261.001 50.2296 1.04719 1 32 130.5 75.3449 1.0472 1 34 173.999 234.737 -1.04719 0 35 116 200.918 2.09439 0 36 319.001 125.574 3.14159 0 21 57.9998 133.946 4.18879 0 33 210.25 113.017 1.0472 0 57 181.25 163.247 4.18879 0 
1 2 0
Parella.054
58 31 368.998 100.459 -1.04719 0 32 116 50.2301 5.23599 1 34 232.287 67.1391 4.18879 0 35 173.998 100.459 2.09439 0 36 310.999 175.803 3.14159 0 21 115.999 167.432 3.1416 0 33 274.749 113.016 -1.0472 1 57 65.25 138.132 5.23599 0 
1 2 0
Simetria.047
58 31 251.146 87.5772 -1.57079 0 32 125.574 73.077 1.5708 0 34 16.9098 29.2887 -1.57079 0 35 50.2295 87.5772 2.61799 0 36 238.59 181.827 2.61799 0 21 66.9726 174.577 1.5708 0 33 175.803 145.577 -1.5708 1 57 125.574 174.577 1.5708 1 
1 2 0
Parella.054
58 31 349.73 150.803 -1.04719 0 32 116 50.2294 1.0472 0 34 203.289 117.369 3.45707e-06 0 35 145 150.688 3.14159 0 36 291.73 226.147 3.14159 0 21 86.9997 217.661 1.0472 0 33 284.479 113.131 -1.0472 1 57 65.25 138.131 5.23599 0 
1 2 0
Simetria.047
58 31 251.147 116 -1.57079 0 32 125.573 43.5 1.5708 0 34 16.91 57.7119 0.523602 0 35 50.2295 116 2.61799 0 36 238.59 210.25 2.61799 0 21 66.9726 203 1.5708 0 33 175.803 116 -1.5708 1 57 125.573 145 1.5708 1 
1 2 0
Simetria.048
58 31 100.46 145 4.71239 1 32 276.262 217.5 1.5708 1 34 167.599 203.288 2.61799 1 35 200.918 145 0.523601 1 36 87.9024 50.7505 0.523602 1 21 217.662 58.0002 1.57079 1 33 25.1151 145 4.71239 0 57 276.262 116 1.57079 0 
1 2 0
Parella.056
58 31 320.241 200.918 2.0944 0 32 116 53.8508 2.09439 1 34 174.289 171.219 2.09439 1 35 116 204.539 1.0472 1 36 262.241 276.262 3.1416 1 21 58.0005 271.512 3.14159 1 33 283.992 113.016 5.23599 0 57 65.25 141.752 -1.0472 1 
1 2 0
Figura.047
58 31 261 200.918 2.0944 0 32 116 100.459 2.09439 1 34 174.289 217.827 2.09439 1 35 116 251.147 1.0472 1 36 203 276.262 3.1416 1 21 58.0005 318.12 3.14159 1 33 224.75 113.016 5.23599 0 57 65.25 188.36 -1.0472 1 
1 2 0
Parella.059
58 31 315.999 100.459 2.0944 0 32 231.999 51.4587 2.09439 1 34 174.288 68.3679 2.09439 1 35 115.999 101.688 1.0472 1 36 257.999 175.803 3.1416 1 21 57.9999 168.66 3.14159 1 33 395.749 113.016 5.23599 0 57 181.249 139.36 -1.0472 1 
1 2 0
Simetria.051
58 31 318.998 150.688 2.0944 0 32 231.999 50.2294 2.09439 1 34 174.288 67.1387 2.09439 1 35 115.999 100.459 1.0472 1 36 376.998 75.3435 2.26498e-06 1 21 57.9999 167.431 3.14159 1 33 239.249 138.131 2.09439 1 57 181.249 138.131 -1.0472 1 
1 2 0
Simetria.052
58 31 251.147 145 4.71239 1 32 125.574 43.5002 3.66519 0 34 83.5497 87.2887 -0.523603 1 35 50.2295 145.001 0.523601 1 36 263.705 239.25 3.66519 1 21 33.4868 232.001 2.61799 1 33 175.803 116 1.57079 1 57 125.574 145 -1.57079 1 
1 2 0
Simetria.053
58 31 251.147 202.999 4.71239 1 32 125.574 101.499 3.66519 0 34 83.5492 203.288 -0.523603 1 35 50.2297 144.999 0.523601 1 36 263.705 297.249 3.66519 1 21 33.4868 57.9997 2.61799 1 33 175.803 173.999 1.57079 1 57 125.574 202.999 -1.57079 1 
1 2 0
Parella.060
58 31 348 150.688 -3.33786e-06 1 32 188.499 175.804 3.14159 1 34 173.999 116.87 4.18879 1 35 115.999 150.689 2.38419e-06 1 36 290 226.033 3.14159 1 21 57.9999 217.661 3.14159 1 33 456.751 113.016 5.23599 0 57 239.249 87.9026 -1.0472 1 
1 2 0
Simetria.051
58 31 174 301.376 -3.33786e-06 1 32 275.499 175.803 3.14159 1 34 260.999 116.869 4.18879 1 35 202.999 150.688 2.38419e-06 1 36 232 226.032 2.5034e-06 1 21 144.999 217.661 3.14159 1 33 65.2497 339.049 2.09439 1 57 326.249 87.9016 -1.0472 1 
1 2 0
Parella.061
58 31 348 201.417 -3.33786e-06 1 32 217.788 175.803 3.14159 1 34 173.999 167.598 4.18879 1 35 115.999 201.418 2.38419e-06 1 36 290 276.761 3.14159 1 21 57.9999 268.39 3.14159 1 33 485.751 113.515 5.23599 0 57 268.538 87.9016 -1.0472 1 
1 2 0
Simetria.053
58 31 290.288 200.918 -3.33786e-06 1 32 217.788 175.803 3.14159 1 34 173.999 167.598 4.18879 1 35 115.999 201.418 2.38419e-06 1 36 348.288 125.573 1.3113e-06 1 21 57.9999 268.39 3.14159 1 33 152.25 289.32 2.09439 1 57 268.538 87.9016 -1.0472 1 
1 2 0
Parella.062
58 31 348.288 50.2296 -3.33786e-06 1 32 188.499 75.8445 3.14159 1 34 173.999 16.9106 4.18879 1 35 115.999 50.7298 2.38419e-06 1 36 290.288 125.574 3.14159 1 21 57.9999 117.702 3.14159 1 33 384.538 138.131 2.09439 1 57 137.75 163.746 2.09439 0 
1 2 0
Parella.063
58 31 348.288 50.2299 -3.33786e-06 1 32 217.499 25.6158 3.14159 1 34 173.999 16.9109 4.18879 1 35 115.999 50.7301 2.38419e-06 1 36 290.288 125.574 3.14159 1 21 57.9999 117.703 3.14159 1 33 413.538 87.9018 2.09439 1 57 166.75 113.516 2.09439 0 
1 2 0
Simetria.057
58 31 200.918 145 3.66519 0 32 25.1147 72.5 4.71239 1 34 66.6396 203 -1.57079 0 35 100.459 145 3.66519 0 36 188.361 50.7497 0.523598 0 21 117.203 57.9997 -0.523594 0 33 276.262 145 1.5708 0 57 25.1148 174 4.71239 0 
1 2 0
Simetria.057
58 31 50.2297 145 3.66519 0 32 175.802 72.4999 4.71239 1 34 217.827 202.711 -1.57079 0 35 251.147 145 3.66519 0 36 37.6726 50.7497 0.523598 0 21 267.89 57.9999 -0.523594 0 33 125.573 145 1.5708 0 57 175.803 174 4.71239 0 
1 2 0
Parella.064
58 31 261 269.381 -8.10623e-06 1 32 44.2495 75.3439 1.0472 1 34 290.749 116.869 1.19209e-07 0 35 290.75 50.2295 1.0472 1 36 290 194.037 3.14159 0 21 232.749 117.202 3.14159 0 33 116 244.266 2.05636e-06 0 57 145.749 75.3441 2.17557e-06 1 
1 2 0
Vaixell.012
58 31 86.9996 100.459 8.10623e-06 0 32 217.499 75.3446 1.0472 1 34 463.71 117.369 1.19209e-07 0 35 463.999 50.2302 1.0472 1 36 57.9998 25.1148 3.14159 0 21 405.999 117.203 3.14159 0 33 260.999 125.575 -2.41399e-06 1 57 318.999 75.3447 2.17557e-06 1 
1 2 0
Simetria.058
58 31 86.9996 100.459 8.58307e-06 0 32 185.499 75.3445 1.0472 1 34 463.71 117.369 3.57628e-07 0 35 463.999 50.2301 1.0472 1 36 57.9998 25.1147 3.14159 0 21 405.999 117.203 3.14159 0 33 260.999 125.574 -2.17557e-06 1 57 286.999 75.3446 2.41399e-06 1 
1 2 0
Parella.065
58 31 174.001 200.918 -8.58307e-06 1 32 275.501 25.1148 1.0472 1 34 434.712 217.828 3.57628e-07 0 35 435.001 150.689 1.0472 1 36 203 125.575 3.14159 0 21 377.001 217.661 3.14159 0 33 79.7501 87.9024 -2.0944 1 57 326.251 113.017 -2.09439 1 
1 2 0
Simetria.059
58 31 58 200.919 5.23598 1 32 130.5 125.574 2.38419e-07 1 34 376.712 83.5496 -1.0472 0 35 319 50.2295 1.0472 1 36 108.75 263.704 5.23599 0 21 348 133.946 4.18879 0 33 203 175.803 1.10269e-06 0 57 232 125.574 3.1416 1 
1 2 0
Parella.066
58 31 232 264.049 -8.58307e-06 1 32 45.75 25.1148 -2.38419e-07 0 34 263.25 116.87 3.57628e-07 0 35 263.25 50.2299 1.0472 1 36 261 188.705 3.14159 0 21 205.25 117.203 -1.0472 0 33 116 188.705 1.10269e-06 0 57 147.25 25.115 3.36766e-06 1 
1 2 0
Simetria.060
58 31 86.9995 50.23 -8.58307e-06 1 32 72.5 175.803 -2.38419e-07 0 34 290 267.558 3.57628e-07 0 35 290 200.919 1.0472 1 36 58.0001 125.574 -2.38419e-07 0 21 232 267.891 -1.0472 0 33 203 125.574 3.14159 0 57 174 175.804 3.36766e-06 1 
1 2 0
Parella.067
58 31 435.001 100.46 -8.58307e-06 1 32 116 100.459 2.09439 1 34 231.712 117.369 3.57628e-07 0 35 232 50.2295 1.0472 1 36 464 25.1153 3.14159 0 21 174 117.202 -1.0472 0 33 311.751 163.246 5.23599 0 57 65.2502 188.36 -1.04719 1 
1 2 0
Simetria.061
58 31 251.148 116 -0.523607 1 32 125.573 159.501 -1.5708 0 34 16.9099 115.713 0.523599 0 35 50.2298 58.001 0.523601 1 36 238.59 36.25 2.61799 0 21 66.9726 145.001 -0.523599 0 33 175.803 232.001 4.71239 0 57 125.574 261.001 1.57079 0 
1 2 0
Parella.067
58 31 432.918 100.459 -8.58307e-06 1 32 116.001 50.2312 -2.0944 0 34 203 116.871 2.0944 0 35 203.001 50.2313 1.0472 1 36 461.918 25.115 3.14159 0 21 145 117.204 -1.0472 0 33 338.668 113.016 5.23599 0 57 65.2502 138.133 -1.04719 1 
1 2 0
Figura.049
58 31 377.001 100.459 -8.58307e-06 1 32 116.001 100.459 -2.0944 0 34 203 167.098 2.0944 0 35 203.001 100.459 1.0472 1 36 406 25.115 3.14159 0 21 145 167.431 -1.0472 0 33 282.75 113.016 5.23599 0 57 65.2502 188.36 -1.04719 1 
1 2 0
Simetria.061
58 31 251.149 116 -0.523607 1 32 125.574 101.5 2.61799 1 34 16.9099 115.711 0.523599 0 35 50.2298 58 0.523601 1 36 238.591 36.2504 2.61799 0 21 66.9726 145 3.66519 0 33 175.804 174 4.71239 0 57 125.574 203 1.57079 0 
1 2 0
Parella.067
58 31 346.081 151.103 -8.58307e-06 1 32 116.001 50.2294 5.23599 1 34 174 167.099 2.0944 0 35 174 100.459 1.0472 1 36 375.082 75.7597 3.14159 0 21 116 167.432 -1.0472 0 33 280.832 113.432 5.23599 0 57 65.2502 138.131 -1.04719 1 
1 2 0
Simetria.061
58 31 87 50.2301 -8.58307e-06 1 32 232 50.2298 5.23599 1 34 290.289 167.599 2.0944 0 35 290 100.459 1.0472 1 36 57.9998 125.574 -1.13249e-06 0 21 232 167.432 -1.0472 0 33 152.25 87.9017 2.09439 1 57 181.25 138.131 -1.04719 1 
1 2 0
Simetria.062
58 31 261.001 100.46 8.58307e-06 0 32 43.4999 125.574 -9.53674e-07 1 34 115.713 16.9102 4.18879 0 35 58.0005 50.2295 1.0472 1 36 340.751 87.902 4.18879 0 21 145 66.9728 -1.0472 0 33 261.001 25.1152 -1.2219e-06 1 57 145 125.574 3.1416 1 
1 2 0
Parella.070
58 31 385 101.574 2.0944 0 32 101.5 75.3444 3.14159 1 34 203 116.869 2.74181e-06 0 35 203 50.2295 3.14159 0 36 414 26.2299 3.14159 0 21 145 117.202 1.0472 0 33 276.25 139.246 2.09439 1 57 50.7501 163.246 2.0944 1 
1 2 0
Simetria.065
58 31 251.147 116 1.5708 0 32 125.574 130.5 3.66519 0 34 16.9105 115.712 2.618 0 35 50.2295 58.0002 3.66519 0 36 238.59 36.25 2.61799 0 21 66.9732 145 3.66519 1 33 175.804 203 1.57079 1 57 125.574 232 4.71239 0 
1 2 0
Parella.071
58 31 117.73 226.73 4.18879 1 32 72.5004 125.574 1.0472 1 34 116.289 83.5496 3.14159 0 35 58 50.2298 4.18879 0 36 37.9799 239.287 1.0472 0 21 145 33.4866 4.18879 1 33 146.73 302.074 -1.69873e-06 1 57 174 125.574 -3.01003e-06 0 
1 2 0
Simetria.066
58 31 251.148 116 1.5708 0 32 125.574 217.5 -0.523598 1 34 16.9102 115.712 2.618 0 35 50.2295 58.0002 3.66519 0 36 238.59 36.25 2.61799 0 21 66.9729 145.001 3.66519 1 33 175.804 145 1.57079 1 57 125.574 116 4.71239 0 
1 2 0
Parella.072
58 31 145 224.23 4.18879 1 32 188.5 125.574 7.15256e-07 1 34 144.711 16.9099 4.18879 0 35 86.9999 50.2302 4.18879 0 36 65.2506 236.787 1.0472 0 21 174 66.9729 -1.0472 1 33 116.001 299.574 -1.69873e-06 1 57 87.0001 125.574 -3.01003e-06 0 
1 2 0
Simetria.067
58 31 251.147 116 -0.523602 1 32 125.574 72.5003 4.71239 1 34 16.9101 115.712 -1.57079 0 35 50.2295 58.0002 4.71239 0 36 238.59 36.25 2.61799 0 21 66.9729 145 3.66519 1 33 175.803 145 1.57079 1 57 125.574 174 4.71239 0 
1 2 0
Simetria.068
58 31 100.458 116 -0.523602 1 32 276.262 72.5004 4.71239 1 34 167.598 115.712 -1.57079 0 35 200.918 58.0003 4.71239 0 36 87.9016 36.25 2.61799 0 21 217.661 145.001 3.66519 1 33 25.1149 145 1.57079 1 57 276.262 174 4.71239 0 
1 2 0
Simetria.069
58 31 100.458 116 -0.523602 1 32 175.803 130.501 4.71239 1 34 67.1396 231.712 -1.57079 0 35 100.459 290 4.71239 0 36 87.9016 36.25 2.61799 0 21 117.203 203.001 3.66519 1 33 25.1149 145 1.57079 1 57 175.803 232.001 4.71239 0 
1 3 0
Figura.050
58 31 231.999 100.459 2.0944 0 32 174 50.2294 5.23599 1 34 57.9997 33.8201 3.14159 0 35 58 100.459 4.18879 0 36 311.749 113.016 5.23598 0 21 116 33.4866 2.09439 1 33 260.999 175.803 -1.69873e-06 1 57 123.25 138.131 5.23599 0 
1 2 0
Parella.073
58 31 174 224.23 4.18879 1 32 43.4999 125.574 -1.0472 0 34 174.288 16.9103 4.18879 0 35 116 50.2299 4.18879 0 36 94.2501 236.787 1.0472 1 21 203 66.9726 1.0472 1 33 116 299.574 3.14159 0 57 145 125.574 3.14159 0 
1 2 0
Simetria.070
58 31 261.001 200.919 4.18879 1 32 43.4999 125.574 -1.0472 0 34 174.288 16.9103 4.18879 0 35 116 50.2299 4.18879 0 36 340.75 188.361 4.18879 0 21 203 66.9726 1.0472 1 33 319 125.574 2.71201e-06 0 57 145 125.574 3.14159 0 
1 2 0
Simetria.071
58 31 232 224.73 4.18879 1 32 43.4999 126.074 -1.0472 0 34 232 16.9099 4.18879 0 35 174 50.7293 4.18879 0 36 152.251 237.287 1.0472 1 21 261 67.472 1.0472 1 33 116 300.074 3.1416 0 57 145 126.073 3.14159 0 
1 2 0
Parella.074
58 31 116.001 224.73 4.18879 1 32 188.5 126.073 1.0472 1 34 116 16.9099 4.18879 0 35 58 50.7293 4.18879 0 36 36.2512 237.287 1.0472 1 21 145 67.472 1.0472 1 33 261.001 300.075 2.5332e-06 0 57 290 126.073 -1.87755e-06 0 
1 2 0
Simetria.072
58 31 100.459 116 -0.523602 1 32 276.262 333.5 -1.5708 0 34 167.599 115.712 2.61799 1 35 200.918 58 3.66519 0 36 87.9021 36.2501 2.618 1 21 217.662 145 1.57079 1 33 25.1149 261 1.5708 0 57 276.262 232 -1.57079 1 
1 2 0
Simetria.073
58 31 251.148 116 -0.523602 1 32 125.574 333.5 -1.5708 0 34 16.9103 115.712 2.61799 1 35 50.2295 58 3.66519 0 36 238.59 36.2503 2.618 1 21 66.9732 145 1.57079 1 33 175.803 261 1.5708 0 57 125.574 232 -1.57079 1 
1 2 0
Parella.075
58 31 86.9998 286.73 -2.74181e-06 1 32 219.501 176.303 -1.0472 0 34 60.2891 33.8195 1.0472 1 35 60.0006 100.959 3.14159 0 36 58.0004 362.073 2.98023e-06 1 21 118.001 33.986 2.09439 1 33 145 412.303 2.47359e-06 0 57 118.001 176.303 1.69873e-06 1 
1 2 0
Figura.051
58 31 174 150.688 -2.74181e-06 1 32 217.5 226.032 -1.0472 0 34 58.2885 83.5485 1.0472 1 35 58 150.688 3.14159 0 36 203 75.3431 3.1416 1 21 116 83.7149 2.09439 1 33 282.75 113.016 5.23599 0 57 116 226.032 1.69873e-06 1 
1 2 0
Simetria.074
58 31 174 150.689 -2.74181e-06 1 32 217.5 226.033 -1.0472 0 34 58.2886 83.5494 1.0472 1 35 58.0001 150.689 3.14159 0 36 203 75.344 3.1416 1 21 116 83.7158 2.09439 1 33 116 25.115 3.14159 1 57 116 226.033 1.69873e-06 1 
1 2 0
Simetria.075
58 31 50.2296 87.0001 3.66519 0 32 226.032 72.5 1.5708 0 34 368.016 116 0.523601 0 35 301.376 116 -0.523596 1 36 125.574 116 4.71239 0 21 368.349 58.0004 3.66519 0 33 175.803 145 4.71239 0 57 226.032 174 1.57079 0 
1 2 0
Simetria.076
58 31 150.688 87.0001 2.61799 1 32 376.721 72.4995 4.71239 1 34 234.737 116 -0.523601 1 35 301.377 116 0.523597 0 36 75.344 116 1.5708 1 21 234.404 57.9999 2.61799 1 33 25.115 145 1.57079 1 57 376.721 174 -1.57079 1 
1 2 0
Parella.076
58 31 116 50.2297 3.14159 1 32 283.5 176.574 4.76837e-07 0 34 326.712 34.0906 1.0472 1 35 327 101.23 -2.14577e-06 0 36 87.0002 125.574 2.98023e-06 1 21 385 34.257 2.09439 1 33 116 175.803 -3.12924e-06 1 57 385 176.574 1.46031e-06 1 
1 2 0
Simetria.077
58 31 251.647 174.288 3.66519 0 32 25.1148 101.5 -0.523599 1 34 184.508 174.577 -0.523597 0 35 151.189 116.289 -0.523601 0 36 264.205 94.5386 3.66519 1 21 134.446 203.289 2.61799 1 33 313.934 65.2498 -2.618 1 57 113.016 50.7501 2.61799 1 
1 2 0
Parella.077
58 31 173.423 50.8112 3.14159 1 32 286.501 176.303 4.76837e-07 0 34 387.713 33.8195 -1.0472 0 35 387.424 100.959 -1.0472 0 36 144.423 126.155 1.78814e-06 1 21 445.424 33.9861 4.18879 1 33 116 176.385 -2.89083e-06 1 57 388.001 176.303 2.68221e-07 1 
1 2 0
Figura.053
58 31 173.423 50.23 3.14159 1 32 275.5 175.804 4.76837e-07 0 34 376.423 33.8195 -1.0472 0 35 376.423 100.459 -1.0472 0 36 144.423 125.574 1.78814e-06 1 21 318.423 33.4866 4.18879 1 33 116 175.804 -2.89083e-06 1 57 377 175.804 2.68221e-07 1 
1 2 0
Figura.054
58 31 86.9999 150.688 2.86102e-06 0 32 101.5 25.1147 3.14159 0 34 290.288 167.598 4.18879 1 35 290 100.459 4.18879 1 36 57.9998 75.3442 3.14159 0 21 231.999 167.432 -1.0472 0 33 173.999 226.032 3.8445e-06 0 57 203 25.1147 -2.68221e-07 0 
1 2 0
Figura.055
58 31 174 100.459 3.14159 1 32 116 50.2301 5.23599 1 34 377.289 83.5494 -1.0472 0 35 377 150.689 -1.0472 0 36 145 175.803 2.5034e-06 1 21 319 83.7161 4.18879 1 33 442.25 113.016 1.04719 1 57 65.25 138.132 -1.0472 1 
1 2 0
Parella.078
58 31 87.0001 274.459 4.18879 1 32 246.5 199.114 4.18879 1 34 87.2888 133.779 -1.0472 0 35 145 100.459 -1.0472 0 36 166.75 261.901 -2.09439 1 21 58 83.7157 4.18879 1 33 174 25.1151 3.1416 0 57 145 199.115 3.14159 1 
1 2 0
Figura.056
58 31 145 200.918 4.18879 1 32 362.5 125.573 4.18879 1 34 87.2888 133.779 -1.0472 0 35 145 100.459 -1.0472 0 36 224.749 188.36 -2.09439 1 21 58 83.7157 4.18879 1 33 174 25.1151 3.1416 0 57 261 125.573 3.14159 1 
1 2 0
Parella.079
58 31 273 256.092 2.0944 0 32 316.5 30.0595 4.76837e-07 1 34 116 267.557 2.5034e-06 0 35 116 200.918 -1.0472 0 36 302 180.748 3.1416 1 21 57.9998 267.89 -1.0472 1 33 94.2502 87.9015 2.0944 0 57 265.75 117.961 2.09439 1 
1 2 0
Simetria.078
58 31 150.688 86.9999 1.5708 0 32 226.032 304.5 -0.523598 1 34 134.279 290 -0.523596 0 35 100.459 232 4.71239 0 36 163.245 166.75 -0.523595 1 21 83.7157 319 4.71239 1 33 25.1151 145 1.5708 0 57 226.032 203 -1.5708 1 
1 2 0
Simetria.079
58 31 50.2297 86.9999 1.5708 0 32 125.574 304.5 -0.523598 1 34 284.466 87.2882 -0.523596 0 35 251.147 145 4.71239 0 36 62.7866 166.75 -0.523595 1 21 234.404 58.0001 4.71239 1 33 175.803 232 1.5708 0 57 125.573 203 -1.5708 1 
1 2 0
Parella.080
58 31 87.826 150.688 2.0944 0 32 275.5 234.371 4.18879 1 34 116 376.355 2.5034e-06 0 35 116 309.716 -1.0472 0 36 116.826 75.3442 3.1416 1 21 57.9998 376.689 -1.0472 1 33 203.826 25.1151 3.1416 0 57 174 234.372 3.14159 1 
1 2 0
Simetria.080
58 31 150.688 86.9998 -1.57079 0 32 351.606 290 -0.5236 0 34 284.467 87.2891 3.66519 1 35 251.147 145 -1.57079 1 36 163.246 166.75 -0.523601 0 21 234.404 58.0001 -1.57079 0 33 113.016 253.75 -0.523602 1 57 263.705 239.25 0.5236 0 
1 2 0
Flasco.002
58 31 50.2296 319.001 4.71239 1 32 125.574 43.5 4.71239 1 34 184.008 318.711 -0.523596 0 35 150.688 261 4.71239 0 36 62.7869 239.25 3.66519 1 21 133.945 348 4.71239 1 33 75.3441 116 1.57079 1 57 125.574 145 4.71239 0 
1 2 0
Parella.081
58 31 87.0001 301.377 2.0944 0 32 188.501 25.1148 4.18879 1 34 116.001 116.87 2.74181e-06 0 35 116.001 50.2299 3.14159 0 36 116 226.033 3.14159 0 21 58.0006 117.203 1.0472 0 33 224.75 288.819 -2.0944 1 57 239.251 113.016 4.18879 0 
1 2 0
Simetria.081
58 31 401.837 86.9999 3.66519 1 32 226.033 72.5 4.71239 1 34 117.369 115.712 0.523601 0 35 150.689 58.0004 3.66519 0 36 339.05 36.25 2.61799 0 21 66.9726 87.0005 1.5708 0 33 276.263 145 1.5708 0 57 226.033 174 4.71239 0 
1 2 0
Simetria.082
58 31 301.377 261 3.66519 1 32 226.033 72.4996 4.71239 1 34 117.369 115.712 0.523601 0 35 150.689 58 3.66519 0 36 238.591 311.749 0.523597 0 21 66.9726 87.0001 1.5708 0 33 175.803 203 1.5708 0 57 226.033 174 4.71239 0 
1 2 0
Parella.082
58 31 332.405 152.431 3.14159 1 32 159.5 25.1148 4.18879 1 34 116 167.099 2.74181e-06 0 35 116 100.459 3.14159 0 36 361.404 77.0874 3.14159 0 21 58.0002 167.432 1.0472 0 33 441.443 89.1449 -2.0944 1 57 210.251 113.016 4.18879 0 
1 2 0
Simetria.083
58 31 251.147 174.289 2.61799 1 32 150.189 29.0001 3.66519 1 34 117.369 174 0.523601 0 35 150.688 116.289 3.66519 0 36 238.59 94.5389 2.61799 0 21 167.432 203.289 1.5708 0 33 313.434 65.2499 -2.618 1 57 62.7868 80.0391 2.61799 0 
1 2 0
Simetria.084
58 31 100.459 87.0005 3.66519 1 32 276.262 72.5002 2.61799 1 34 385.425 116 1.5708 0 35 351.606 58 4.71239 0 36 163.245 36.2504 3.66519 0 21 435.321 87.0002 2.618 0 33 226.032 145 -1.5708 1 57 276.262 174 1.57079 0 
1 2 0
Parella.083
58 31 318.999 201.418 3.14159 1 32 130.212 25.1147 3.14159 0 34 116 217.828 4.18879 0 35 116 151.188 4.18879 0 36 347.999 126.074 3.14159 0 21 58.0002 218.161 1.0472 0 33 399.037 88.9013 -2.0944 1 57 180.962 113.016 -2.09439 1 
1 2 0
Simetria.085
58 31 260.713 151.188 3.14159 1 32 29 101.459 1.0472 0 34 144.712 84.5488 3.1416 0 35 144.712 151.188 4.18879 0 36 289.712 75.8443 3.14159 0 21 202.712 84.2159 2.0944 0 33 369.174 87.9015 -2.0944 1 57 79.75 189.361 1.0472 0 
1 2 0
Figura.056
58 31 290 100.459 2.09439 1 32 101.5 75.3434 -4.76837e-07 1 34 202.712 117.368 2.5034e-06 0 35 145 150.688 3.14159 0 36 340.75 163.245 5.23599 0 21 232 167.431 3.14159 0 33 346 225.803 -2.89083e-06 1 57 50.7499 163.245 2.09439 0 
1 2 0
Parella.084
58 31 88.0001 371.836 -1.0472 0 32 102.5 246.262 4.18879 1 34 116 167.098 2.09439 0 35 116 100.459 3.14159 0 36 117 296.492 3.14159 0 21 58.0001 167.432 3.14159 0 33 174 25.1148 -3.27826e-07 0 57 204 246.262 2.98023e-08 0 
1 2 0
Simetria.086
58 31 232 100.459 -1.0472 0 32 217.5 226.033 4.18879 1 34 116 167.098 2.09439 0 35 116 100.459 3.14159 0 36 203 175.803 -6.55651e-07 0 21 58.0001 167.432 3.14159 0 33 174 25.1148 -3.27826e-07 0 57 116 226.033 3.14159 0 
1 2 0
Parella.085
58 31 329 150.918 -1.0472 0 32 285.501 25.3444 4.18879 1 34 116 167.098 2.09439 0 35 116 100.459 3.14159 0 36 358 75.5738 3.14159 0 21 58.0001 167.432 3.14159 0 33 116.001 25.1148 -3.27826e-07 0 57 387 25.3444 2.98023e-08 0 
1 2 0
Simetria.087
58 31 203 150.688 -1.0472 0 32 101.5 276.262 2.0944 0 34 116 167.098 2.09439 0 35 116 100.459 3.14159 0 36 174 226.033 -7.15256e-07 0 21 58.0001 167.432 3.14159 0 33 116.001 25.1148 -3.27826e-07 0 57 203 276.262 3.14159 0 
1 2 0
Simetria.088
58 31 86.9999 352.106 2.09439 0 32 188.5 226.533 -1.0472 0 34 116.289 33.8195 -1.0472 0 35 116 100.959 0 0 36 116 276.762 3.14159 0 21 58.0005 33.9863 1.19209e-07 0 33 116 176.303 3.14159 0 57 87.0001 226.533 4.47035e-07 0 
1 2 0
Parella.086
58 31 145 382.688 2.09439 0 32 188.5 257.115 -1.0472 0 34 174 167.099 -3.57628e-07 0 35 174 100.459 0 0 36 174 307.344 3.14159 0 21 116 167.432 1.0472 0 33 116 25.1148 1.49012e-07 0 57 87 257.115 4.47035e-07 0 
1 2 0
Simetria.089
58 31 145 351.606 2.09439 0 32 188.5 226.033 -1.0472 0 34 58.0005 33.8195 -1.0472 0 35 58.0003 100.459 0 0 36 174 276.262 3.14159 0 21 116 33.4865 2.09439 0 33 116 175.803 3.14159 0 57 87 226.033 4.47035e-07 0 
1 2 0
Figura.057
58 31 145 200.918 2.09439 0 32 188.5 75.3443 -1.0472 0 34 261.288 133.778 -1.0472 0 35 319 100.459 0 0 36 174 125.574 3.14159 0 21 290 184.175 2.09439 0 33 261 25.1148 1.49012e-07 0 57 87 75.3441 4.47035e-07 0 
1 2 0
Figura.058
58 31 203 100.459 1.0472 1 32 188.5 175.803 2.0944 0 34 115.712 117.369 2.09439 0 35 58.0001 150.688 3.14159 0 36 137.75 163.246 5.23599 0 21 87.0004 66.9726 -1.0472 0 33 116 226.033 3.14159 0 57 290 175.803 3.14159 0 
1 2 0
Parella.087
58 31 286.001 256 -2.6226e-06 1 32 116 50.2294 -2.0944 0 34 116.289 268.058 2.0944 0 35 116 200.918 3.14159 0 36 315 180.656 3.14159 0 21 58.0002 267.891 1.0472 0 33 351.25 117.869 1.0472 0 57 166.75 138.131 1.0472 1 
1 2 0
Figura.059
58 31 174.001 301.377 -2.6226e-06 1 32 116 50.2294 -2.0944 0 34 116.289 268.058 2.0944 0 35 116 200.918 3.14159 0 36 203 226.033 3.14159 0 21 58.0002 267.891 1.0472 0 33 239.25 163.246 1.0472 0 57 166.75 138.131 1.0472 1 
1 2 0
Parella.088
58 31 319 100.459 -2.6226e-06 1 32 145 150.689 -2.0944 0 34 116.289 117.369 2.0944 0 35 116 50.2295 3.14159 0 36 348 25.1151 3.14159 0 21 58.0002 117.202 1.0472 0 33 340.75 213.475 5.23599 0 57 94.2497 238.59 -1.04719 1 
1 2 0
Simetria.090
58 31 232 100.459 1.04719 1 32 275.5 25.1151 1.0472 1 34 115.711 67.1396 2.0944 0 35 58 100.459 3.14159 0 36 311.75 87.9019 4.18879 0 21 145 117.202 1.0472 0 33 145 175.803 1.57952e-06 0 57 174 25.1149 3.1416 1 
1 2 0
Parella.089
58 31 319 100.459 -1.04719 0 32 174 100.459 2.0944 1 34 116 116.869 4.18879 0 35 116 50.2295 3.14159 0 36 348.001 25.1158 3.14159 0 21 58.0002 117.202 1.0472 0 33 369.75 163.247 5.23599 0 57 123.25 188.36 -1.04719 1 
1 2 0
Simetria.091
58 31 200.917 116 -1.57079 0 32 25.1151 217.5 1.5708 1 34 67.1389 115.711 -1.57079 0 35 100.459 58.0004 2.61799 0 36 188.36 36.25 2.61799 0 21 117.202 145 -0.523596 0 33 276.261 145 4.71239 0 57 25.1149 116 1.57079 0 
1 2 0
Simetria.092
58 31 50.2296 116 -1.57079 0 32 175.804 217.5 1.5708 1 34 217.827 115.711 -1.57079 0 35 251.147 58 2.61799 0 36 37.6724 36.2502 2.61799 0 21 267.89 145 -0.523596 0 33 125.573 145 4.71239 0 57 175.803 116 1.57079 0 
1 3 0
Simetria.093
58 31 100.459 86.9999 -0.523596 0 32 351.607 203 -0.523599 0 34 284.967 116 1.57079 1 35 251.147 58 2.61799 0 36 163.246 36.2505 3.66519 0 21 334.863 86.9995 0.523596 1 33 113.016 166.75 5.75959 0 57 263.705 152.25 0.523596 0 
1 2 0
Parella.082
58 31 318.999 251.148 -1.04719 0 32 101.5 25.1151 1.0472 1 34 116.288 268.058 -1.3113e-06 1 35 115.999 200.919 3.14159 0 36 347.999 175.804 3.14159 0 21 57.9998 267.892 1.04719 1 33 369.749 87.9017 4.18879 0 57 152.25 113.017 -2.09439 1 
1 2 0
Figura.060
58 31 202.999 251.148 -1.04719 0 32 101.5 25.1149 1.0472 1 34 116.288 268.058 -1.3113e-06 1 35 115.999 200.919 3.14159 0 36 232 175.804 3.14159 0 21 57.9998 267.891 1.04719 1 33 253.75 87.9017 4.18879 0 57 152.25 113.017 -2.09439 1 
1 2 0
Simetria.094
58 31 301.377 232 -1.57079 0 32 25.1148 43.5009 0.523598 0 34 167.599 231.712 4.71239 1 35 200.918 174 2.61799 0 36 288.819 152.25 2.61799 0 21 217.662 261 1.57079 1 33 414.393 79.7502 -0.523602 1 57 113.016 94.2507 0.523596 0 
1 2 0
Parella.083
58 31 87 319.459 -1.04719 0 32 176.541 50.2294 1.0472 0 34 118.83 167.598 -1.3113e-06 1 35 118.541 100.459 3.14159 0 36 116 244.115 3.14159 0 21 60.5417 167.432 1.04719 1 33 210.25 281.787 1.04719 1 57 227.291 138.131 1.04719 0 
1 2 0
Simetria.095
58 31 251.148 116 1.57079 1 32 125.574 43.5 1.5708 0 34 83.5496 116.289 1.57079 1 35 50.2295 58.0005 3.66519 0 36 263.706 36.2502 3.66519 0 21 33.4868 145 2.61799 1 33 175.804 116 4.71239 0 57 125.574 145 1.57079 0 
1 2 0
Figura.061
58 31 200.919 144.999 0.523596 1 32 25.1152 72.5003 4.71239 1 34 133.779 29.2886 3.66519 1 35 100.459 87 3.66519 0 36 263.705 94.2493 3.66519 0 21 184.175 57.9998 2.61799 1 33 326.492 173.999 1.57079 1 57 25.115 174 -1.57079 1 
1 2 0
Simetria.096
58 31 351.607 87 0.523596 1 32 25.1152 43.5017 4.71239 1 34 133.78 115.713 3.66519 1 35 100.459 58.0015 3.66519 0 36 414.394 36.2502 3.66519 0 21 184.176 87.0014 2.61799 1 33 477.181 116 1.57079 1 57 25.115 145.001 -1.57079 1 
1 2 0
Parella.084
58 31 87 447.917 -1.04719 0 32 149.999 50.2294 5.23599 1 34 121 217.327 -2.26498e-06 1 35 120.999 150.688 3.14159 0 36 116 372.573 3.14159 0 21 62.9998 217.661 3.14159 1 33 181.539 359.516 1.04719 1 57 200.75 138.131 1.0472 0 
1 2 0
Figura.062
58 31 251.148 203.577 -1.57079 0 32 175.803 43.4999 -0.523598 1 34 117.369 203.288 0.523596 1 35 150.688 145 3.66519 0 36 238.59 123.827 2.61799 0 21 167.432 232.577 -0.523602 1 33 288.82 79.7498 0.523596 1 57 87.9015 94.25 5.75958 0 
1 2 0
Parella.085
58 31 281.715 100.459 -1.04719 0 32 397.715 50.2294 5.23599 1 34 116 118.126 -2.26498e-06 1 35 116 51.4864 3.14159 0 36 310.715 25.1151 3.14159 0 21 57.9997 118.459 -1.0472 1 33 166.75 114.273 -1.0472 1 57 346.965 138.131 5.23599 0 
1 2 0
Simetria.097
58 31 251.148 145 1.57079 1 32 175.803 43.5 1.5708 0 34 83.5493 145.866 -0.523601 1 35 50.2295 87.5774 2.61799 0 36 263.705 65.25 3.66519 0 21 33.4865 174.577 4.71239 1 33 125.574 116 -1.5708 1 57 175.803 145 1.5708 1 
1 2 0
Parella.086
58 31 87 311.476 -1.04719 0 32 231.999 211.017 1.0472 0 34 117.525 167.099 -2.26498e-06 1 35 117.525 100.46 2.09439 0 36 116 236.132 3.14159 0 21 59.525 167.432 -1.0472 1 33 197.275 113.016 -1.0472 1 57 181.25 298.919 5.23599 0 
1 2 0
Simetria.098
58 31 100.459 203.001 1.57079 1 32 25.1149 43.5011 -0.523598 1 34 234.237 202.712 -0.523601 1 35 200.917 144.423 1.57079 0 36 113.016 123.251 3.66519 0 21 184.174 232 4.71239 1 33 276.261 116 -1.5708 1 57 25.1148 145.001 1.5708 1 
1 2 0
Figura.063
58 31 50.2298 261 -1.57079 0 32 125.573 246.5 -0.523598 1 34 83.5492 145.288 -0.523601 1 35 50.2295 86.9998 1.57079 0 36 62.7868 340.75 -0.523603 0 21 33.4864 174 4.71239 1 33 125.573 116 -1.5708 1 57 125.573 348 1.5708 1 
1 2 0
Parella.095
58 31 95.9999 201.418 3.14159 1 32 261 232.986 -2.0944 0 34 115.712 400.584 2.0944 0 35 116 333.445 3.14159 0 36 124.999 126.074 3.14159 0 21 57.9999 400.418 -1.0472 0 33 234.039 113.016 5.23599 0 57 210.25 320.888 -1.0472 1 
1 2 0
Figura.064
58 31 318.999 100.459 4.18879 1 32 246.5 25.1148 1.0472 1 34 86.9999 134.278 1.0472 0 35 145 100.459 3.14159 0 36 239.25 113.016 1.0472 0 21 57.9999 83.7153 4.18879 0 33 232 175.803 -3.27826e-07 0 57 145 25.1148 3.14159 0 
1 2 0
Simetria.099
58 31 318.999 100.459 4.18879 1 32 188.5 25.1148 1.0472 1 34 86.9999 134.279 1.0472 0 35 145 100.46 3.14159 0 36 239.25 113.017 1.0472 0 21 57.9999 83.7161 4.18879 0 33 290 175.804 -3.27826e-07 0 57 87 25.1148 3.14159 0 
1 2 0
Parella.096
58 31 87 332.076 2.0944 0 32 251.25 25.1147 7.15256e-07 1 34 120.462 167.598 2.0944 0 35 120.75 100.459 3.14159 0 36 116 256.732 3.14159 0 21 62.7501 167.431 -1.0472 0 33 210.539 268.79 2.09439 0 57 200.5 113.016 2.09439 0 
1 2 0
Simetria.100
58 31 251.147 174 3.66519 0 32 125.574 43.5 -0.523598 1 34 83.5492 173.711 1.5708 0 35 50.2295 116 2.61799 0 36 263.705 94.2503 3.66519 0 21 33.4863 203 -1.5708 0 33 175.803 116 -1.5708 1 57 125.574 145 1.5708 0 
1 2 0
Simetria.101
58 31 251.147 203.577 -1.5708 0 32 25.1147 43.5 4.71239 1 34 167.598 174.289 2.61799 0 35 100.459 174 3.66519 0 36 326.491 174.578 4.71239 0 21 167.432 232.577 1.5708 1 33 313.934 79.7502 -0.523598 1 57 113.016 94.2501 0.523599 0 
1 2 0
Parella.102
58 31 87 101.459 1.0472 1 32 346.5 175.803 4.18879 1 34 303 116.869 2.0944 1 35 303 50.2295 3.14159 1 36 58.0001 26.115 3.14159 1 21 361 117.202 -1.0472 0 33 174 176.803 2.98023e-08 0 57 448 175.803 2.98023e-08 1 
1 2 0
Simetria.103
58 31 100.459 87 3.66519 0 32 226.033 246.5 3.66519 0 34 284.967 58.0003 1.5708 0 35 351.606 58 0.523599 0 36 25.1147 57.9998 1.5708 0 21 284.634 116 4.71239 1 33 175.803 174 -1.5708 1 57 226.033 145 1.5708 0 
1 2 0
Simetria.104
58 31 150.688 174 4.71239 1 32 351.606 29 -0.523599 0 34 217.827 173.712 2.61799 1 35 251.147 232 0.523599 1 36 138.131 253.75 0.523599 1 21 267.89 145 -0.523599 0 33 113.016 65.2501 3.66519 0 57 263.705 79.7501 2.61799 1 
1 2 0
Parella.097
58 31 261.577 100.459 2.09439 0 32 189.188 340.303 -1.0472 0 34 290.688 281.369 2.0944 1 35 290.688 214.73 4.76837e-07 1 36 290.577 25.1147 3.14159 1 21 232.688 281.702 1.0472 0 33 116 175.803 1.2815e-06 0 57 87.6882 340.303 2.98023e-08 1 
1 2 0
Figura.065
58 31 261 100.459 2.09439 0 32 275.5 226.032 -1.0472 0 34 377 167.098 2.0944 1 35 377 100.459 4.76837e-07 1 36 290 25.1147 3.14159 1 21 319 167.431 1.0472 0 33 116 175.803 1.2815e-06 0 57 174 226.032 2.98023e-08 1 
1 2 0
Simetria.105
58 31 174 100.459 2.09439 0 32 188.5 226.033 -1.0472 0 34 290 167.099 2.0944 1 35 290 100.459 4.76837e-07 1 36 145 175.803 1.19209e-07 1 21 232 167.432 1.0472 0 33 319.577 25.1148 3.14159 0 57 87 226.033 2.98023e-08 1 
1 2 0
Simetria.106
58 31 203 100.459 2.09439 0 32 101.5 175.803 -4.76837e-07 0 34 319 167.098 2.0944 1 35 319 100.459 4.76837e-07 1 36 174 175.803 1.19209e-07 1 21 261 167.431 1.0472 0 33 427.75 138.131 4.18879 0 57 50.75 87.9016 1.0472 1 
1 2 0
Parella.099
58 31 395 100.459 2.0944 0 32 293.5 175.803 3.14159 0 34 174.288 118.598 4.18879 0 35 174 51.4585 3.14159 0 36 424 25.1147 3.14159 0 21 116 118.431 1.0472 0 33 116 177.032 3.27826e-07 0 57 395 175.803 2.98023e-08 0 
1 2 0
Figura.066
58 31 203 200.918 2.0944 0 32 102.077 226.033 2.0944 0 34 115.711 83.5492 -1.0472 0 35 58 50.2295 3.14159 0 36 232 125.574 3.14159 0 21 86.9999 133.945 3.57628e-07 0 33 174.577 276.262 3.27826e-07 0 57 152.25 138.131 5.23599 0 
1 2 0
Parella.100
58 31 326.576 100.459 2.0944 0 32 188.5 176.656 2.0944 0 34 116.289 118.221 4.18879 0 35 116 51.082 3.14159 0 36 355.576 25.1147 3.14159 0 21 57.9999 118.055 -1.0472 0 33 355.576 175.803 3.27826e-07 0 57 87 176.656 -1.49012e-07 0 
1 2 0
Parella.101
58 31 252.576 100.459 2.0944 0 32 246.5 310.656 2.0944 0 34 116 251.722 4.18879 0 35 116 185.082 3.14159 0 36 281.577 25.1147 3.14159 0 21 57.9999 252.055 -1.0472 0 33 339.576 175.803 3.27826e-07 0 57 145 310.656 -1.49012e-07 0 
1 2 0
Simetria.106
58 31 150.688 116 -1.5708 0 32 251.147 29.0001 3.66519 1 34 284.467 116.289 1.5708 0 35 251.147 174 4.71239 0 36 163.246 195.75 -0.523598 0 21 234.404 87.0001 -1.5708 0 33 87.9016 65.25 2.61799 0 57 339.049 79.7501 3.66519 0 
1 2 0
Figura.067
58 31 100.459 174.577 -1.5708 0 32 75.3442 102.077 2.61799 1 34 217.827 87.2882 2.61799 0 35 251.147 145 4.71239 0 36 175.803 145.577 4.71239 0 21 267.89 57.9999 3.66519 0 33 25.1148 145.577 1.5708 0 57 163.246 51.3267 2.61799 0 
1 2 0
Parella.102
58 31 86.9999 100.459 -1.0472 0 32 348.562 133.86 3.14159 1 34 305.062 125.156 2.0944 0 35 305.35 58.0164 4.18879 0 36 116 25.1148 3.14159 0 21 247.062 125.489 3.14159 0 33 123.25 188.36 2.0944 0 57 297.812 221.762 2.0944 0 
1 2 0
Parella.103
58 31 86.9999 100.459 -1.0472 0 32 377.851 83.1313 3.14159 1 34 305.062 125.156 2.0944 0 35 305.35 58.0164 4.18879 0 36 116 25.1148 3.14159 0 21 247.062 125.489 3.14159 0 33 152.25 138.131 2.0944 0 57 327.101 171.033 2.0944 0 
1 2 0
Parella.104
58 31 86.9999 100.459 -1.0472 0 32 406.85 32.9019 3.14159 1 34 305.35 124.656 2.0944 0 35 305.35 58.0161 4.18879 0 36 116 25.1148 3.14159 0 21 247.35 124.989 3.14159 0 33 181.25 87.9016 2.0944 0 57 356.1 120.803 2.0944 0 
1 2 0
Simetria.107
58 31 87.0001 50.2294 -2.38419e-07 0 32 217.5 25.115 3.14159 0 34 347.712 67.1398 2.0944 0 35 290 100.459 4.18879 0 36 166.75 37.6723 4.18879 0 21 377 117.203 3.14159 0 33 145 125.573 3.14159 0 57 319 25.1152 5.06639e-07 0 
1 2 0
Simetria.108
58 31 87.0001 50.2294 -2.38419e-07 0 32 72.4997 175.803 3.14159 0 34 202.711 217.827 2.0944 0 35 145 251.147 4.18879 0 36 166.75 37.6723 4.18879 0 21 232 267.89 3.14159 0 33 145 125.573 3.14159 0 57 174 175.803 5.06639e-07 0 
1 2 0
Figura.068
58 31 50.2294 145 1.5708 0 32 276.262 43.5001 2.61799 1 34 234.237 115.711 3.66519 1 35 200.918 58 3.66519 0 36 37.6721 65.2499 2.61799 0 21 184.174 145 4.71239 1 33 125.573 145 1.5708 0 57 276.262 145 1.5708 1 
1 2 0
Figura.069
58 31 251.147 145 4.71239 1 32 25.1148 43.5001 3.66519 0 34 67.1398 115.711 2.61799 0 35 100.459 58 2.61799 1 36 238.59 224.75 0.523597 1 21 117.203 145 1.5708 0 33 175.803 145 -1.5708 1 57 25.1149 145 4.71239 0 
1 2 0
Simetria.109
58 31 232 100.459 4.18879 1 32 246.5 25.115 3.14159 1 34 115.712 67.1397 2.09439 0 35 58 100.459 3.14159 1 36 311.75 87.9021 4.18879 0 21 145 117.202 3.14159 0 33 174 175.803 3.14159 1 57 145 25.1149 9.83477e-07 0 
1 2 0
Figura.070
58 31 232 100.459 4.18879 1 32 275.501 25.1149 3.14159 0 34 115.712 67.1395 2.09439 0 35 58 100.459 3.14159 1 36 311.75 87.9019 4.18879 0 21 145 117.202 3.14159 0 33 174 175.803 3.14159 1 57 174.001 25.1148 3.14159 0 
1 2 0
Parella.105
58 31 243 251.147 2.09439 0 32 246.501 26.1151 3.14159 1 34 116 268.557 2.09439 0 35 116 201.918 3.14159 1 36 272 175.803 3.14159 0 21 58.0001 268.891 3.14159 0 33 366.25 87.9016 2.0944 1 57 195.751 114.017 2.0944 0 
1 2 0
Parella.106
58 31 206 171.459 2.09439 0 32 333.501 25.1152 3.14159 1 34 116 116.869 2.09439 0 35 116 50.2296 3.14159 1 36 235 96.1145 3.14159 0 21 58.0001 117.202 3.14159 0 33 380 96.1147 1.16229e-06 1 57 232 25.115 1.93715e-06 0 
1 2 0
Parella.107
58 31 182 100.459 2.09439 0 32 333.501 239.345 3.14159 0 34 116 280.869 2.09439 0 35 116 214.23 3.14159 1 36 211 25.1148 3.14159 0 21 58.0001 281.202 3.14159 0 33 356 75.3442 3.14159 1 57 232.001 239.345 3.14159 0 
1 2 0
Coet.003
58 31 150.689 319 4.71239 1 32 75.3447 43.5 2.61799 1 34 83.5497 319.288 3.66519 0 35 50.23 261 2.61799 1 36 163.246 239.25 3.66519 0 21 33.4865 348 2.61799 0 33 125.574 116 -1.5708 1 57 75.3449 145 1.5708 0 
1 2 0
Coet.004
58 31 251.647 290 1.5708 1 32 126.074 188.5 0.523599 0 34 33.8195 260.711 -0.523598 1 35 100.959 261 0.523599 0 36 176.303 261 1.5708 0 21 33.9862 319 0.523599 1 33 176.303 116 4.71239 0 57 126.074 87.0001 1.57079 1 
1 2 0
Figura.071
58 31 144.999 200.918 3.14159 1 32 29 251.148 1.0472 0 34 174.288 83.5492 1.0472 1 35 116 50.2294 7.15256e-07 0 36 174 125.574 3.14159 0 21 202.999 33.4865 -1.19209e-07 1 33 318.999 175.803 3.14159 1 57 79.7498 163.246 2.09439 1 
1 2 0
Figura.072
58 31 145 251.147 3.14159 1 32 304.499 25.1147 0 1 34 174.289 133.779 1.0472 1 35 116 100.459 7.15256e-07 0 36 174 175.803 3.14159 0 21 203 83.716 -1.19209e-07 1 33 65.25 238.59 2.0944 0 57 253.75 113.016 2.09439 1 
1 2 0
Parella.108
58 31 237.999 105.918 3.14159 1 32 194.499 181.262 0 0 34 116.288 117.368 2.0944 1 35 116 50.2294 7.15256e-07 0 36 266.999 30.5741 3.14159 0 21 57.9998 117.202 1.0472 1 33 79.7501 238.59 -2.0944 1 57 245.249 269.163 -2.0944 1 
1 2 0
Parella.109
58 31 203 150.688 3.14159 1 32 43.5 25.1147 0 0 34 232.289 342.175 2.0944 1 35 232.001 275.036 7.15256e-07 0 36 232.001 75.3443 3.14159 0 21 174.001 342.009 1.0472 1 33 79.7513 262.479 -2.0944 1 57 94.2502 113.016 -2.0944 1 
1 2 0
Parella.110
58 31 290 100.459 3.14159 1 32 43.5 125.574 0 0 34 319.289 291.945 2.0944 1 35 319.001 224.806 7.15256e-07 0 36 319 25.1148 3.14159 0 21 261.001 291.779 1.0472 1 33 116.001 300.151 6.85453e-07 1 57 145 125.574 -1.87755e-06 1 
1 2 0
Simetria.110
58 31 290 100.459 3.14159 1 32 43.5 125.574 0 0 34 319 184.507 1.0472 1 35 319 251.147 7.15256e-07 0 36 319 25.1148 3.14159 0 21 261 184.174 2.09439 1 33 116 175.803 3.14159 0 57 145 125.574 -1.87755e-06 1 
1 2 0
Simetria.111
58 31 251.147 203 3.66519 0 32 376.721 43.4999 -0.523599 1 34 117.369 203.289 2.61799 1 35 150.688 261 -0.523598 0 36 238.589 282.75 0.523601 0 21 167.431 174 -0.523599 0 33 87.9016 79.7502 0.523599 1 57 288.819 94.25 -0.523601 1 
1 3 0
Coet.005
58 31 150.689 319 0.523598 0 32 125.574 43.5 1.5708 1 34 83.5493 318.712 -0.523598 1 35 50.2299 261 3.66519 1 36 163.246 239.25 3.66519 0 21 33.4865 348 2.61799 0 33 75.3446 116 1.5708 1 57 125.574 145 -1.5708 1 
1 2 0
Parella.111
58 31 349.77 209.459 4.76837e-07 1 32 188.5 175.803 1.0472 1 34 261 116.869 3.57628e-07 1 35 261 50.2296 3.14159 1 36 378.77 134.115 3.14159 0 21 203 117.202 3.14159 0 33 233.771 284.803 3.14159 1 57 86.9999 175.803 3.14159 1 
1 2 0
Parella.112
58 31 291.77 209.459 4.76837e-07 1 32 188.5 175.803 1.0472 1 34 203 116.869 3.57628e-07 1 35 203 50.2296 3.14159 1 36 320.771 134.115 3.14159 0 21 145 117.202 3.14159 0 33 233.771 284.803 3.14159 1 57 86.9999 175.803 3.14159 1 
1 2 0
Parella.113
58 31 291.77 209.459 4.76837e-07 1 32 188.5 175.803 1.0472 1 34 145 116.869 3.57628e-07 1 35 145 50.2296 3.14159 1 36 320.771 134.115 3.14159 0 21 86.9999 117.202 3.14159 0 33 291.771 284.803 3.14159 1 57 86.9999 175.803 3.14159 1 
1 2 0
Simetria.112
58 31 116 100.459 4.76837e-07 1 32 304.5 175.803 1.0472 1 34 261 116.869 3.57628e-07 1 35 261 50.2296 3.14159 1 36 87 175.803 1.2517e-06 0 21 203 117.202 3.14159 0 33 116 25.1148 -1.2815e-06 0 57 203 175.803 3.14159 1 
1 2 0
Simetria.113
58 31 87 100.459 4.76837e-07 1 32 43.5006 226.033 -1.0472 0 34 203 167.098 3.57628e-07 1 35 203.001 100.459 3.14159 1 36 58.0004 175.803 1.2517e-06 0 21 145 167.431 3.14159 0 33 145 25.1148 -1.2815e-06 0 57 145 226.033 3.14159 1 
1 2 0
Simetria.114
58 31 150.688 203.577 0.523598 0 32 150.688 116 -0.523599 0 34 217.827 203.866 0.523598 0 35 251.147 261.577 2.61799 1 36 138.131 283.327 0.523597 1 21 267.89 174.578 3.66519 1 33 313.934 79.7504 5.75959 0 57 62.7868 65.2502 0.523601 0 
1 2 0
Parella.114
58 31 271.541 102.23 4.76837e-07 1 32 29 301.376 -2.0944 0 34 144.712 117.369 4.18879 0 35 145 50.2296 3.14159 1 36 300.541 26.8857 3.14159 0 21 87.0003 117.202 -1.0472 1 33 220.791 240.36 2.0944 1 57 79.7502 213.475 2.0944 0 
1 2 0
Parella.115
58 31 242.541 102.23 4.76837e-07 1 32 174 301.377 -2.0944 0 34 115.711 117.369 4.18879 0 35 116 50.2296 3.14159 1 36 271.54 26.8857 3.14159 0 21 57.9998 117.202 -1.0472 1 33 293.291 240.36 4.18879 0 57 123.25 213.475 -2.0944 1 
1 2 0
Parella.116
58 31 329.541 102.23 4.76837e-07 1 32 29 301.377 -2.0944 0 34 202.712 117.369 4.18879 0 35 203 50.2296 3.14159 1 36 358.541 26.8857 3.14159 0 21 145 117.202 -1.0472 1 33 220.791 240.361 2.0944 1 57 79.7502 213.475 2.0944 0 
1 2 0
Simetria.115
58 31 290 150.688 -4.76837e-07 0 32 362.5 75.3443 -1.0472 0 34 115.711 16.9101 4.18879 0 35 58 50.2296 3.14159 1 36 369.75 138.131 4.18879 0 21 145 66.973 -1.0472 1 33 116 125.574 3.14159 1 57 261 75.3445 2.41399e-06 0 
1 2 0
Simetria.116
58 31 290 150.688 4.76837e-07 1 32 333.5 75.3447 1.0472 1 34 115.712 83.55 -1.0472 0 35 58 50.2296 3.14159 1 36 369.75 163.246 -1.0472 1 21 145 33.4872 -8.34465e-07 1 33 145 125.574 -1.2815e-06 0 57 232 75.3449 3.14159 1 
1 2 0
Parella.117
58 31 200.918 116 4.71239 1 32 477.18 246.499 1.5708 1 34 334.696 115.711 -0.5236 0 35 301.377 58 2.61799 1 36 213.475 36.2502 3.66519 1 21 284.633 145 4.71239 1 33 87.9015 210.25 2.61799 0 57 389.278 195.75 -2.618 1 
1 2 0
Parella.118
58 31 87.0001 200.918 2.0944 0 32 246.5 25.1148 4.18879 1 34 86.9999 134.279 1.0472 0 35 145 100.459 3.14159 0 36 79.7497 37.6727 4.18879 0 21 290 83.7162 2.0944 0 33 311.75 163.246 -1.0472 1 57 239.25 188.361 5.23599 0 
1 2 0
Figura.073
58 31 87 150.688 4.18879 1 32 261 100.459 1.0472 0 34 145 116.868 -2.5034e-06 1 35 203 150.688 3.14159 1 36 224.75 62.7866 5.23598 0 21 290 167.432 3.14159 1 33 348 226.033 2.65241e-06 0 57 406 175.803 2.89083e-06 1 
1 2 0
Parella.119
58 31 86.9999 201.902 3.14159 1 32 326.25 100.459 1.0472 0 34 87.2881 134.762 -1.0472 1 35 145.577 101.443 3.14159 1 36 145.577 26.0984 -1.90735e-06 0 21 297.25 33.4866 4.18879 1 33 232 163.246 5.23599 0 57 275.5 188.361 -1.04719 1 
1 2 0
Parella.120
58 31 86.9999 150.689 3.14159 1 32 490.75 29.1314 -4.76837e-07 1 34 87.2881 83.5494 -1.0472 1 35 145.577 50.2296 3.14159 1 36 232.577 25.1146 -1.90735e-06 0 21 418.25 37.5033 4.18879 1 33 324 117.033 5.23599 0 57 367.5 142.148 -1.04719 1 
1 2 0
Figura.073
58 31 86.9999 150.689 3.14159 1 32 334.076 75.3439 -4.76837e-07 1 34 87.2881 83.5494 -1.0472 1 35 145.577 50.2296 3.14159 1 36 232.577 25.1146 -1.90735e-06 0 21 261.576 83.7159 4.18879 1 33 167.326 163.246 5.23599 0 57 210.826 188.36 -1.04719 1 
1 2 0
Figura.074
58 31 86.9999 200.918 3.14159 1 32 290.001 100.459 5.23599 1 34 87.2881 133.779 -1.0472 1 35 145.577 100.459 3.14159 1 36 145.577 25.1147 -1.90735e-06 0 21 261 33.4866 4.18879 1 33 195.75 163.246 5.23599 0 57 239.25 188.361 -1.04719 1 
1 2 0
Parella.121
58 31 145.577 150.689 3.14159 1 32 276.078 25.1154 4.18879 1 34 203.288 83.5494 -1.0472 1 35 145 50.2298 3.14159 1 36 57.9998 25.1149 -1.90735e-06 0 21 348.578 33.4866 2.09439 1 33 370.328 113.016 5.23599 0 57 413.828 138.131 -1.04719 1 
1 2 0
Figura.075
58 31 145.577 200.918 3.14159 1 32 188.5 25.1154 4.18879 1 34 203.288 133.779 -1.0472 1 35 145 100.46 3.14159 1 36 57.9998 75.3447 -1.90735e-06 0 21 261 33.4866 2.09439 1 33 282.749 113.016 5.23599 0 57 326.249 138.131 -1.04719 1 
1 2 0
Figura.076
58 31 145.577 200.918 3.14159 1 32 130.499 25.1148 4.18879 1 34 203.288 133.779 -1.0472 1 35 145 100.459 3.14159 1 36 57.9998 75.3442 -1.90735e-06 0 21 232 83.7157 2.09439 1 33 253.75 163.245 5.23599 0 57 297.249 188.36 -1.04719 1 
1 2 0
Parella.122
58 31 116.577 150.689 3.14159 1 32 261 50.2301 5.23599 1 34 174.288 83.5493 -1.0472 1 35 116 50.2298 3.14159 1 36 36.25 37.6724 2.09439 0 21 319 33.4866 2.09439 1 33 340.749 113.016 5.23599 0 57 384.249 138.131 -1.04719 1 
1 2 0
Parella.077
58 31 116.577 251.146 3.14159 1 32 275.5 25.1147 -4.76837e-07 1 34 174.288 184.007 -1.0472 1 35 116 150.688 3.14159 1 36 36.25 138.13 2.09439 0 21 319 66.9726 1.0472 1 33 261 125.573 2.5332e-06 0 57 261 175.803 2.89083e-06 1 
1 2 0
Simetria.117
58 31 116.577 150.689 3.14159 1 32 377.577 50.2294 5.23599 1 34 174.288 83.5498 -1.0472 1 35 116 50.2302 3.14159 1 36 36.25 37.6729 2.09439 0 21 319.577 33.4866 2.09439 1 33 297.827 113.017 1.0472 0 57 254.327 138.132 1.0472 1 
1 2 0
Simetria.118
58 31 150.688 87.0003 0.523601 0 32 351.606 174 -0.523599 0 34 116.868 145 -1.57079 0 35 150.688 203 0.523597 0 36 62.7865 181.25 3.66519 1 21 284.633 203 2.618 0 33 226.032 145 1.57079 1 57 276.261 87.0001 1.57079 0 
1 2 0
Parella.123
58 31 86.9998 150.689 -1.78814e-06 1 32 290 50.2296 -2.09439 0 34 86.7111 83.5497 3.1416 0 35 145 50.2301 -2.14577e-06 0 36 65.2498 37.6726 2.0944 1 21 348 33.4866 2.0944 0 33 369.75 113.017 -1.0472 1 57 297.25 138.131 5.23599 0 
1 2 0
Simetria.119
58 31 100.459 174 -0.523601 1 32 276.262 101.5 -1.5708 0 34 67.1393 116.289 2.618 0 35 100.459 58 -0.523601 0 36 25.1148 86.9999 1.5708 1 21 234.404 58 0.5236 0 33 175.803 116 1.5708 0 57 226.032 174 1.5708 1 
1 2 0
Coet.006
58 31 50.2297 261 -0.523601 1 32 125.574 43.5 1.5708 1 34 16.9099 203.289 2.618 0 35 50.2297 145 -0.523601 0 36 75.3447 58 1.5708 1 21 133.946 116 0.5236 0 33 175.803 232 1.5708 0 57 125.574 232 1.5708 1 
1 2 0
Parella.124
58 31 86.9998 201.418 -1.78814e-06 1 32 371.324 28.287 3.14159 1 34 87.2883 134.279 3.1416 0 35 145.289 100.459 -2.14577e-06 0 36 210.539 37.6721 2.0944 1 21 327.824 86.8877 1.78814e-06 0 33 233.573 166.418 -1.0472 1 57 277.073 191.533 5.23599 0 
1 2 0
Parella.125
58 31 87.5774 150.689 -1.78814e-06 1 32 348.577 50.2298 2.09439 1 34 29.2885 16.9104 4.18879 0 35 87.5773 50.2302 -2.14577e-06 0 36 167.327 62.7876 5.23598 0 21 290.577 33.4864 1.78814e-06 0 33 370.327 113.017 -1.0472 1 57 297.827 138.131 5.23599 0 
1 2 0
Simetria.120
58 31 151.188 174 -0.5236 1 32 276.761 72.5 -1.5708 0 34 33.8195 86.7115 3.66519 0 35 100.959 86.9998 -0.523601 0 36 176.302 58 4.71239 0 21 335.362 87.0002 -1.57079 0 33 226.532 116 1.5708 0 57 276.761 174 1.5708 1 
1 2 0
Parella.126
58 31 87.5774 150.689 -1.66893e-06 1 32 421.078 75.3446 3.14159 0 34 29.2885 16.9102 4.18879 0 35 87.5773 50.23 -2.14577e-06 0 36 174.577 75.3451 3.1416 1 21 290.577 33.4866 2.0944 0 33 312.328 113.017 -1.0472 1 57 355.828 138.131 5.23599 0 
1 2 0
Figura.078
58 31 145.577 150.689 -1.66893e-06 1 32 363.078 75.3448 3.14159 0 34 29.2885 16.9099 4.18879 0 35 87.5773 50.2297 -2.14577e-06 0 36 174.577 75.3448 3.1416 1 21 232.577 33.4869 2.0944 0 33 254.327 113.017 -1.0472 1 57 297.828 138.132 5.23599 0 
1 2 0
Simetria.121
58 31 353 50.2295 -1.66893e-06 1 32 188.5 126.574 3.14159 0 34 406 185.508 1.0472 0 35 348 151.689 -2.14577e-06 0 36 261 126.574 3.93391e-06 1 21 57.9998 84.7158 2.0944 0 33 79.75 164.246 -1.0472 1 57 123.25 189.361 5.23599 0 
1 2 0
Parella.127
58 31 243 252.688 3.14159 1 32 173.999 150.688 2.09439 1 34 116 267.557 2.09439 1 35 115.999 200.918 3.14159 1 36 322.749 164.787 5.23598 0 21 57.9998 267.89 1.0472 1 33 293.75 114.557 5.23599 0 57 152.25 87.9016 -1.0472 1 
1 2 0
Figura.079
58 31 203 251.147 3.14159 1 32 173.999 150.688 2.09439 1 34 116 267.557 2.09439 1 35 115.999 200.918 3.14159 1 36 282.749 163.246 5.23598 0 21 57.9998 267.89 1.0472 1 33 253.75 113.017 5.23599 0 57 152.25 87.9016 -1.0472 1 
1 2 0
Simetria.122
58 31 261 150.689 3.14159 0 32 275.5 75.3448 3.14159 1 34 144.712 83.5498 3.14159 1 35 203 50.2301 3.14159 1 36 145 125.574 3.1416 1 21 116 33.4866 2.09439 1 33 116 175.804 3.14159 1 57 319 25.1155 2.17557e-06 1 
1 2 0
Parella.128
58 31 319 251.147 3.14159 1 32 188.499 175.803 3.14159 0 34 116 267.557 4.18879 1 35 116 200.918 3.14159 1 36 405.999 175.803 3.14159 0 21 57.9999 267.89 3.14159 1 33 369.749 113.016 5.23599 0 57 152.25 87.9016 -1.0472 1 
1 2 0
Flor.002
58 31 200.917 261 2.61799 1 32 50.2294 145 -0.523598 0 34 67.1383 260.711 2.618 0 35 100.459 203 2.618 1 36 238.589 152.25 2.61799 0 21 117.201 290 3.66519 0 33 175.803 116 4.71239 0 57 125.573 87 1.57079 0 
1 2 0
Parella.129
58 31 363.602 50.2296 3.14159 1 32 465.102 25.1147 -2.38419e-07 1 34 276.602 134.279 3.14159 0 35 116 50.6018 2.0944 1 36 203 25.487 -3.57628e-06 0 21 58 117.574 -1.0472 0 33 392.602 125.574 2.23517e-06 0 57 174 125.946 -2.35438e-06 0 
1 2 0
E.001
58 31 174 100.958 3.14159 1 32 246.5 126.073 -2.38419e-07 1 34 174.288 33.8195 3.14159 0 35 116 201.417 2.0944 1 36 203 176.303 -3.57628e-06 0 21 58 268.39 -1.0472 0 33 290.577 25.6148 2.23517e-06 0 57 174 276.761 -2.35438e-06 0 
1 2 0
Simetria.123
58 31 289.999 100.959 2.0944 0 32 188.5 126.073 2.0944 0 34 376.999 16.9099 4.18879 0 35 116 100.958 2.38419e-06 1 36 202.999 75.8437 2.98023e-06 1 21 57.9999 167.931 1.0472 1 33 261 25.614 3.14159 1 57 174 176.302 -3.01003e-06 0 
1 2 0
E.002
58 31 87 251.148 2.0944 0 32 159.5 276.263 2.0944 0 34 87.2888 184.008 -1.0472 0 35 203.577 50.2295 2.38419e-06 1 36 290.577 25.1147 2.98023e-06 1 21 145.577 117.202 1.0472 1 33 203.577 175.803 -2.17557e-06 1 57 261.577 125.574 -3.01003e-06 0 
1 2 0
Parella.130
58 31 367 101.689 2.0944 0 32 439.5 26.3444 2.0944 0 34 279.711 185.238 -1.0472 0 35 116 100.459 2.38419e-06 1 36 181.25 37.6721 2.0944 1 21 57.9999 167.431 1.0472 1 33 396 177.033 -2.17557e-06 1 57 174 175.803 -3.01003e-06 0 
1 2 0
Figura.080
58 31 261 100.459 2.0944 0 32 333.5 25.1148 2.0944 0 34 174 184.508 -1.0472 0 35 116 150.689 2.38419e-06 1 36 181.25 87.902 2.0944 1 21 57.9999 217.661 1.0472 1 33 290 175.803 -2.17557e-06 1 57 174 226.033 -3.01003e-06 0 
1 2 0
Pont.003
58 31 100.459 116.289 -1.5708 0 32 25.1148 188.788 1.5708 0 34 184.508 29.2885 -0.523599 0 35 301.876 116.577 1.5708 0 36 364.663 181.827 3.66519 0 21 234.904 58.0001 2.61799 0 33 176.303 145.577 -1.5708 1 57 226.532 174.577 1.5708 0 
1 2 0
Figura.081
58 31 100.459 116 1.5708 1 32 25.1147 43.5 4.71239 1 34 184.008 86.7111 -0.523599 0 35 301.377 174 1.5708 0 36 364.163 239.25 3.66519 0 21 234.404 115.423 2.61799 0 33 175.803 203 -1.5708 1 57 226.032 232 1.5708 0 
1 2 0
Parella.131
58 31 177.059 265.959 -1.0472 0 32 249.559 291.074 2.0944 0 34 234.771 198.819 1.0472 0 35 203 50.2295 1.0472 0 36 232 125.574 -1.13249e-06 0 21 145 117.202 3.14159 0 33 118.771 190.115 -2.68221e-07 1 57 87 25.1148 5.06639e-07 0 
1 2 0
Figura.082
58 31 174.289 150.688 -1.0472 0 32 246.788 175.803 2.0944 0 34 232 83.5487 1.0472 0 35 348.289 50.2298 1.0472 0 36 377.289 125.574 -1.13249e-06 0 21 290.289 117.202 3.14159 0 33 116 74.844 -2.68221e-07 1 57 232.289 25.1147 5.06639e-07 0 
1 2 0
Figura.083
58 31 174.289 150.688 -1.0472 0 32 246.788 175.803 2.0944 0 34 145.289 33.8195 1.0472 0 35 348.289 50.2298 1.0472 0 36 377.289 125.574 -1.13249e-06 0 21 290.289 117.202 3.14159 0 33 116 74.844 -2.68221e-07 1 57 232.289 25.1147 5.06639e-07 0 
1 2 0
Figura.084
58 31 145 354.417 -1.0472 0 32 74.4994 226.532 4.18879 1 34 263.288 33.8195 3.14159 0 35 147 201.418 1.0472 0 36 59.9995 176.303 -1.13249e-06 0 21 57.9999 337.674 4.18879 0 33 253.75 216.286 -1.0472 1 57 226.75 113.516 2.0944 0 
1 2 0
Figura.085
58 31 145 301.877 -1.0472 0 32 72.5 226.533 4.18879 1 34 261.288 33.8195 3.14159 0 35 145 201.418 1.0472 0 36 57.9998 176.303 -1.13249e-06 0 21 57.9999 285.134 4.18879 0 33 253.75 163.745 -1.0472 1 57 224.75 113.516 2.0944 0 
1 2 0
Figura.086
58 31 145 251.147 -1.0472 0 32 72.5 175.804 4.18879 1 34 29.2886 184.008 3.14159 0 35 145 150.688 1.0472 0 36 57.9998 125.573 -1.13249e-06 0 21 57.9999 234.404 4.18879 0 33 253.75 113.016 -1.0472 1 57 224.75 62.7869 2.0944 0 
1 2 0
Figura.086
58 31 145 50.2298 2.38419e-07 0 32 159.5 175.803 2.0944 0 34 29.2885 117.369 4.18879 0 35 86.9998 150.689 1.0472 0 36 319 125.574 3.14159 0 21 57.9999 66.9726 -1.0472 0 33 319 75.3444 -2.68221e-07 1 57 203 125.574 5.06639e-07 0 
1 2 0
Figura.087
58 31 145 50.2298 2.38419e-07 0 32 275.5 125.574 4.18879 1 34 318.711 117.369 4.18879 0 35 377 150.689 1.0472 0 36 57.9997 125.574 2.02656e-06 1 21 57.9999 66.9726 -1.0472 0 33 319 75.3444 -2.68221e-07 1 57 174 125.574 3.14159 0 
1 2 0
Vaixell.013
58 31 145 100.459 2.38419e-07 0 32 275.5 175.803 4.18879 1 34 319 167.098 4.18879 0 35 406 50.2295 1.0472 0 36 57.9997 175.803 2.02656e-06 1 21 57.9999 117.202 -1.0472 0 33 319 125.574 -2.68221e-07 1 57 174 175.803 3.14159 0 
1 2 0
Simetria.124
58 31 145 50.2294 4.76837e-07 0 32 333.5 175.803 2.0944 0 34 377.289 83.5491 -1.0472 0 35 261 150.688 1.0472 0 36 348 125.573 2.5034e-06 1 21 57.9999 66.9727 -1.0472 0 33 116 125.574 2.08616e-07 1 57 290 75.3442 1.63913e-06 0 
1 2 0
Parella.132
58 31 145 50.2295 -4.76837e-07 1 32 77.5006 190.316 4.18879 1 34 377.289 16.91 -8.34465e-07 0 35 150 165.202 1.0472 0 36 63.0005 140.087 2.5034e-06 1 21 58 33.4862 1.19209e-07 0 33 295 140.087 2.08616e-07 1 57 290 25.115 3.14159 0 
1 2 0
Simetria.125
58 31 100.459 58.2882 -0.523598 0 32 276.262 217.788 -0.523599 1 34 385.426 29.2885 3.66519 0 35 351.606 87.2884 2.61799 0 36 163.246 109.038 -0.523596 1 21 435.822 58.0001 -1.5708 0 33 226.033 145.288 1.5708 1 57 276.262 116.288 4.71239 0 
1 2 0
Simetria.126
58 31 50.2295 86.9999 1.5708 1 32 226.032 246.5 -0.523599 1 34 368.016 116 -1.5708 0 35 301.376 116 2.61799 0 36 125.573 116 -1.57079 1 21 368.349 58.0003 -0.523599 0 33 175.803 174 1.5708 1 57 226.032 145 4.71239 0 
1 2 0
Parella.133
58 31 146.796 100.959 -1.0472 0 32 72.4997 283.772 4.76837e-07 0 34 204.507 33.8195 3.14159 0 35 144.999 258.658 3.14159 0 36 57.9998 233.543 2.5034e-06 1 21 59.7961 84.2152 1.19209e-07 0 33 239.25 271.215 1.0472 1 57 255.546 138.631 1.0472 1 
1 2 0
Parella.134
58 31 145 200.918 -1.0472 0 32 102.703 483.731 4.76837e-07 0 34 232 184.508 3.14159 0 35 175.203 458.617 3.14159 0 36 88.2037 433.502 2.5034e-06 1 21 58 184.174 1.19209e-07 0 33 211.453 370.715 1.0472 1 57 166.75 87.9016 1.0472 1 
1 2 0
Simetria.127
58 31 301.377 174 -0.523598 0 32 25.1148 159.5 0.523599 0 34 217.828 203.289 -1.5708 0 35 100.459 174 3.66519 0 36 37.6723 108.75 0.523601 1 21 368.35 116 1.5708 0 33 175.803 116 1.5708 1 57 226.033 87 -1.5708 1 
1 2 0
Parella.135
58 31 319.577 251.148 2.0944 0 32 392.077 276.262 2.0944 0 34 377.866 184.008 3.14159 0 35 116 200.918 3.14159 0 36 145 276.262 -6.55651e-07 0 21 58.0001 267.891 3.14159 0 33 370.328 113.016 5.23599 0 57 152.25 87.9016 -1.0472 1 
1 2 0
Simetria.128
58 31 200.918 261 1.5708 0 32 276.262 246.5 1.5708 0 34 217.828 173.711 2.61799 0 35 100.459 203 3.66519 0 36 37.6721 253.75 0.523598 0 21 117.202 290 3.66519 0 33 175.803 116 4.71239 0 57 125.574 87 1.5708 0 
1 2 0
Parella.136
58 31 87 288.202 2.0944 0 32 159.5 313.317 2.0944 0 34 290.289 204.653 4.18879 0 35 116.284 50.2295 4.18879 0 36 145.284 125.573 -7.15256e-07 0 21 58.2842 117.202 3.14159 0 33 174 212.858 3.14159 0 57 232.284 25.1149 2.68221e-07 0 
1 2 0
Figura.088
58 31 290 150.689 2.0944 0 32 188.5 175.803 2.0944 0 34 174 84.0491 1.0472 1 35 116 50.2295 4.18879 0 36 145 125.573 -7.15256e-07 0 21 58.0001 117.202 3.14159 0 33 290 75.3444 8.04663e-07 0 57 232 25.1149 2.68221e-07 0 
1 2 0
Figura.089
58 31 348 100.959 2.0944 0 32 246.5 126.074 2.0944 0 34 231.712 33.8195 1.0472 1 35 116 100.959 4.18879 0 36 145 176.303 -7.15256e-07 0 21 58.0001 167.931 3.14159 0 33 348 25.6146 8.04663e-07 0 57 232 75.8441 2.68221e-07 0 
1 2 0
Parella.137
58 31 319.577 251.148 2.0944 0 32 392.077 276.263 2.0944 0 34 319.866 184.008 -1.0472 0 35 116 200.918 2.0944 1 36 145 276.262 3.57628e-07 1 21 58.0001 267.891 3.1416 1 33 327.405 113.016 1.0472 1 57 79.7499 87.9016 1.0472 1 
1 2 0
Simetria.129
58 31 261 251.148 2.0944 0 32 188.5 226.033 2.0944 0 34 202.711 318.287 -2.5034e-06 0 35 116 200.918 2.0944 1 36 145 276.262 3.57628e-07 1 21 58.0001 267.891 3.1416 1 33 210.25 389.279 2.09439 1 57 79.7501 87.9016 1.0472 1 
1 2 0
Simetria.130
58 31 261.288 251.147 2.0944 0 32 333.788 276.262 2.0944 0 34 261 184.008 -1.0472 0 35 145 250.648 2.0944 1 36 117.288 175.54 3.14159 1 21 203 183.675 4.18879 1 33 268.538 113.016 1.0472 1 57 65.25 338.549 -1.0472 1 
1 2 0
Parella.138
58 31 259.288 54.6743 2.0944 0 32 43.5001 175.803 4.18879 1 34 174.289 16.9098 4.18879 0 35 116 50.2294 2.0944 1 36 201.288 130.018 3.14159 1 21 58.0001 117.202 3.1416 1 33 223.038 243.034 4.18879 0 57 94.2502 263.705 -2.0944 1 
1 2 0
Simetria.131
58 31 251.148 87.5775 1.5708 0 32 150.688 232.577 3.66519 1 34 117.369 29.2886 -1.5708 0 35 150.689 87.5771 1.5708 1 36 238.59 181.827 2.61799 1 21 167.432 174.577 1.5708 1 33 313.934 268.827 3.66519 0 57 62.7869 283.327 2.61799 1 
1 2 0
Figura.090
58 31 87.0002 151.188 2.0944 0 32 217.5 75.8443 3.14159 1 34 231.711 33.8195 -1.0472 0 35 145 50.7295 2.0944 1 36 297.25 38.1719 2.0944 1 21 58.0004 67.4724 1.0472 1 33 311.75 113.516 5.23599 0 57 239.25 138.631 5.23599 0 
1 2 0
Parella.136
58 31 87.0002 151.188 2.0944 0 32 333.5 75.8443 3.14159 1 34 347.711 33.8195 -1.0472 0 35 145 50.7294 2.0944 1 36 413.25 38.1719 2.0944 1 21 58.0004 67.4722 1.0472 1 33 427.75 113.516 5.23599 0 57 355.25 138.631 5.23599 0 
1 2 0
Simetria.132
58 31 100.459 174 1.5708 0 32 276.263 101.5 2.61799 1 34 284.468 145.288 -0.523601 0 35 100.459 58.0001 1.5708 1 36 226.033 58 4.71239 0 21 33.4863 116 0.523602 1 33 175.803 116 1.5708 1 57 226.033 174 1.5708 1 
1 2 0
Parella.137
58 31 87.0002 150.689 2.0944 0 32 385.095 79.0167 4.18879 1 34 370.883 36.9924 1.04719 0 35 87.0005 50.2295 1.0472 1 36 261.845 41.3447 2.09439 0 21 174 66.9728 -1.04719 1 33 276.345 116.689 5.23599 0 57 319.845 141.804 5.23599 0 
1 2 0
Simetria.133
58 31 232 50.2298 2.0944 0 32 188.5 226.033 4.18879 1 34 174.289 184.008 1.04719 0 35 232 150.689 1.0472 1 36 65.2504 188.361 2.09439 0 21 145 133.945 3.21865e-06 1 33 79.7501 263.705 5.23599 0 57 123.25 288.82 5.23599 0 
1 2 0
Parella.138
58 31 325 100.459 2.0944 0 32 246.5 232.261 4.18879 1 34 116 123.098 2.74181e-06 0 35 116 56.4578 3.14159 0 36 354 25.1148 3.14159 0 21 58.0002 123.431 1.0472 0 33 448.25 163.246 1.0472 0 57 195.75 144.359 1.0472 1 
1 2 0
Parella.139
58 31 87.0001 285.23 2.0944 0 32 306.5 125.574 4.18879 1 34 118 116.869 2.74181e-06 0 35 118 50.2295 3.14159 0 36 116 209.886 3.14159 0 21 60.0001 117.202 1.0472 0 33 232 310.345 3.14159 1 57 205 125.574 3.14159 1 
1 2 0
Parella.140
58 31 285 100.459 2.0944 0 32 217.5 277.491 4.18879 1 34 116 118.098 2.74181e-06 0 35 116 51.4578 3.14159 0 36 314 25.1148 3.14159 0 21 58.0002 118.431 1.0472 0 33 379.25 213.475 1.0472 1 57 166.75 189.589 1.0472 0 
1 2 0
Simetria.134
58 31 301.377 87.0002 2.618 0 32 175.804 275.5 4.71239 1 34 116.869 116 2.618 0 35 150.689 58 3.66519 0 36 238.59 36.2501 2.61799 0 21 66.9726 87.0001 1.5708 0 33 226.033 203 4.71239 0 57 175.804 174 1.57079 0 
1 2 0
Fletxa.002
58 31 87.0001 200.918 4.18879 1 32 304.5 125.573 4.18879 1 34 116 116.869 4.18879 0 35 116 50.2295 3.14159 0 36 116 276.262 -3.03984e-06 0 21 58 117.202 -1.04719 0 33 232 175.803 1.57952e-06 0 57 203 125.573 3.14159 0 
1 2 0
Simetria.135
58 31 87 200.918 1.0472 0 32 304.5 125.573 4.18879 1 34 348 116.869 4.18879 0 35 406 150.689 3.14159 0 36 36.25 138.131 2.09439 0 21 377 66.9726 1.0472 0 33 232 175.803 1.93715e-06 0 57 203 125.574 3.14159 0 
1 2 0
Castell.003
58 31 86.9999 100.459 1.0472 0 32 304.5 125.574 4.18879 1 34 348 116.869 4.18879 0 35 406 150.689 3.14159 0 36 36.25 163.245 1.0472 0 21 377 66.9728 1.0472 0 33 232 175.804 1.93715e-06 0 57 203 125.574 3.14159 0 
1 2 0
Parella.141
58 31 99.9999 335.459 2.0944 0 32 230.5 410.803 4.18879 1 34 116 116.869 4.18879 0 35 116 50.2295 3.14159 0 36 129 260.115 3.14159 0 21 58.0002 117.202 1.0472 0 33 145 175.803 3.1416 0 57 129 410.803 3.14159 1 
1 2 0
Parella.142
58 31 252 302.377 2.0944 0 32 194 51.23 5.23599 1 34 116 317.787 4.18879 0 35 116 251.148 3.14159 0 36 281 227.033 3.14159 0 21 58.0002 318.12 1.0472 0 33 65.2505 113.016 1.0472 0 57 244.75 139.132 1.0472 1 
1 2 0
Figura.091
58 31 203 301.376 2.0944 0 32 145 50.2294 5.23599 1 34 115.712 318.287 4.18879 0 35 116 251.148 3.14159 0 36 232 226.033 3.14159 0 21 58.0002 318.12 1.0472 0 33 65.2506 113.016 1.0472 0 57 195.75 138.131 1.0472 1 
1 2 0
Figura.092
58 31 174 351.606 2.0944 0 32 116.001 100.459 5.23599 1 34 115.712 318.286 4.18879 0 35 116 251.148 3.14159 0 36 203 276.262 3.14159 0 21 58.0002 318.12 1.0472 0 33 65.2505 113.016 1.0472 0 57 166.75 188.36 1.0472 1 
1 2 0
Parella.143
58 31 257 301.377 2.0944 0 32 373 50.2294 5.23599 1 34 116 320.558 4.18879 0 35 116 253.918 3.14159 0 36 286 226.033 3.14159 0 21 58.0002 320.891 1.0472 0 33 166.751 115.787 5.23599 0 57 322.25 138.131 5.23599 0 
1 2 0
Simetria.136
58 31 200.918 116 1.5708 1 32 25.1147 101.5 4.71239 1 34 334.697 115.711 1.5708 0 35 301.377 58 0.523599 0 36 213.476 36.25 3.66519 0 21 284.634 145 2.61799 0 33 414.393 137.75 5.75959 0 57 113.016 152.25 0.523599 0 
1 2 0
Simetria.137
58 31 301.377 290 0.523599 1 32 175.803 188.5 4.71239 1 34 117.369 318.711 2.61799 0 35 150.688 261 0.523599 0 36 238.59 239.25 2.61799 0 21 66.9726 290 3.66519 1 33 226.033 116 4.71239 0 57 175.803 87 1.5708 0 
1 2 0
Simetria.138
58 31 301.377 116 0.523599 0 32 50.2294 116 -0.523598 0 34 167.599 115.712 2.61799 0 35 200.918 174 0.523599 0 36 288.82 195.75 0.523599 0 21 217.661 87.0003 3.66519 1 33 389.278 79.7502 0.523599 0 57 138.131 65.25 5.75959 0 
1 2 0
Parella.147
58 31 232 50.2299 4.18879 1 32 72.5 141.115 4.18879 1 34 86.7114 183.14 4.18879 0 35 58 50.2295 2.38419e-07 0 36 36.2504 178.787 1.0472 0 21 145 66.9729 3.14159 0 33 203 191.345 3.14159 0 57 203 141.115 3.14159 1 
1 2 0
Simetria.139
58 31 232 150.688 2.0944 0 32 72.5001 25.1148 4.18879 1 34 86.7115 67.1391 4.18879 0 35 58 150.688 2.38419e-07 0 36 36.2504 62.787 1.0472 0 21 145 133.945 4.18879 1 33 203 75.3442 3.14159 0 57 203 25.1147 3.14159 1 
1 2 0
Simetria.140
58 31 301.377 145 3.66519 1 32 50.2294 261 2.61799 0 34 83.549 290.288 3.66519 0 35 452.065 58 0.523599 0 36 37.6724 311.75 0.523599 0 21 368.349 87.0002 3.66519 1 33 188.36 239.25 2.61799 0 57 163.246 195.75 2.61799 1 
1 2 0
Parella.148
58 31 203 274.459 4.18879 1 32 72.4997 25.1148 3.14159 0 34 86.7111 67.1391 -3.57628e-07 0 35 58 224.229 1.0472 0 36 36.2501 62.7868 1.0472 0 21 116 291.202 -1.0472 1 33 174 125.574 3.14159 0 57 174 75.3442 3.14159 1 
1 2 0
Simetria.141
58 31 86.9999 151.188 4.18879 1 32 217.788 25.1148 3.14159 0 34 232 67.1391 -3.57628e-07 0 35 232.289 200.918 1.0472 0 36 181.539 62.7868 1.0472 0 21 174 134.445 -8.34465e-07 1 33 319.288 125.574 3.14159 0 57 319.288 75.3442 3.14159 1 
1 2 0
Simetria.142
58 31 86.9999 100.459 4.18879 1 32 304.499 25.1148 3.14159 0 34 318.711 67.1391 -3.57628e-07 0 35 231.999 150.688 1.0472 0 36 268.25 62.7868 1.0472 0 21 174 83.7156 -8.34465e-07 1 33 405.999 125.574 3.14159 0 57 405.999 75.3442 3.14159 1 
1 2 0
Simetria.143
58 31 319 100.459 4.18879 1 32 72.5 25.1148 3.14159 0 34 86.9998 66.6391 -3.57628e-07 0 35 464 150.688 1.0472 0 36 36.25 62.7866 1.0472 0 21 405.999 83.7152 -8.34465e-07 1 33 174 125.573 3.14159 0 57 174 75.3439 3.14159 1 
1 2 0
Parella.149
58 31 115.999 200.918 2.0944 0 32 275.5 25.1148 3.14159 0 34 174.288 133.779 1.0472 0 35 116 100.459 1.0472 0 36 50.7498 37.6722 -2.0944 1 21 319 83.7155 -8.34465e-07 1 33 340.75 163.246 5.23599 0 57 384.25 188.36 -1.0472 1 
1 2 0
Figura.094
58 31 115.999 200.918 2.0944 0 32 159.5 25.1148 3.14159 0 34 174.288 133.779 1.0472 0 35 116 100.459 1.0472 0 36 50.7498 37.6721 -2.0944 1 21 203 83.7155 -8.34465e-07 1 33 224.75 163.246 5.23599 0 57 268.25 188.36 -1.0472 1 
1 2 0
Figura.095
58 31 261 50.2296 2.0944 0 32 43.5 125.574 3.14159 0 34 261.289 117.369 2.09439 0 35 203 150.688 1.0472 0 36 224.75 238.59 -2.0944 1 21 87 184.175 -8.34465e-07 1 33 108.75 263.705 5.23599 0 57 152.25 288.819 -1.0472 1 
1 2 0
Figura.096
58 31 232 50.2296 2.0944 0 32 43.5 75.3445 3.14159 0 34 174 116.869 2.09439 0 35 232 150.689 1.0472 0 36 253.75 238.59 -2.0944 1 21 87 133.945 -8.34465e-07 1 33 108.75 213.475 5.23599 0 57 152.25 238.59 -1.0472 1 
1 2 0
Simetria.150
58 31 232 50.2296 2.0944 0 32 43.5 75.3445 3.14159 0 34 174 116.869 2.09439 0 35 232 150.689 1.0472 0 36 297.25 213.475 1.0472 0 21 87 133.945 -8.34465e-07 1 33 108.75 213.475 5.23599 0 57 152.25 238.59 -1.0472 1 
1 2 0
Parella.151
58 31 145 150.688 -1.0472 0 32 454.25 27.9561 -2.38419e-07 1 34 439.75 69.4805 2.0944 1 35 203 50.2295 2.09439 1 36 490.5 65.628 5.23599 0 21 57.9998 133.945 4.18879 0 33 381.75 128.415 2.08616e-07 1 57 381.75 178.644 2.08616e-07 0 
1 2 0
Parella.153
58 31 145 150.688 -1.0472 0 32 395.961 27.4563 -2.38419e-07 1 34 381.462 68.9806 2.0944 1 35 145 50.2295 2.09439 1 36 432.211 65.1282 5.23599 0 21 57.9998 133.945 4.18879 0 33 381.75 128.415 2.08616e-07 1 57 381.75 178.644 2.08616e-07 0 
1 2 0
Parella.155
58 31 145 150.689 -1.0472 0 32 337.673 26.9565 -2.38419e-07 1 34 323.173 68.4809 2.0944 1 35 87 50.2295 2.09439 1 36 373.923 64.6284 5.23599 0 21 57.9998 133.945 4.18879 0 33 381.75 128.415 2.08616e-07 1 57 381.75 178.644 2.08616e-07 0 
1 2 0
Simetria.144
58 31 86.9999 251.647 -1.0472 0 32 72.7885 25.1147 -2.38419e-07 1 34 58.577 67.1391 8.34465e-07 1 35 86.9998 352.106 2.09439 1 36 109.327 63.2867 5.23599 0 21 174 268.39 -1.0472 0 33 116 126.073 2.08616e-07 1 57 116 176.303 2.08616e-07 0 
1 2 0
Figura.097
58 31 145 150.689 1.0472 1 32 246.5 125.574 2.38419e-07 1 34 232 167.099 8.34465e-07 1 35 145 50.2295 2.09439 1 36 282.75 163.246 5.23599 0 21 57.9999 167.432 -1.0472 0 33 174 226.033 2.08616e-07 1 57 174 276.262 6.85453e-07 0 
1 2 0
Simetria.146
58 31 145 50.7288 1.0472 1 32 246.212 25.1147 2.38419e-07 1 34 231.712 66.639 2.0944 1 35 87.0001 151.188 2.09439 1 36 282.461 62.7866 5.23599 0 21 58.0001 67.4722 3.14159 0 33 232 126.073 2.08616e-07 1 57 232 176.303 6.85453e-07 0 
1 2 0
Figura.098
58 31 145 100.959 1.0472 1 32 333.789 226.033 2.38419e-07 1 34 290 217.828 8.34465e-07 1 35 202.712 200.918 2.09439 1 36 318.711 175.803 3.14159 0 21 58.0001 117.702 3.14159 0 33 296.962 87.9017 2.0944 1 57 253.462 62.7868 2.0944 0 
1 2 0
Parella.152
58 31 145 151.36 1.0472 1 32 407.462 25.6148 -2.38419e-07 0 34 364.251 33.8195 1.0472 1 35 145 50.9012 2.09439 1 36 392.962 75.844 1.90735e-06 0 21 58.0001 168.104 3.14159 0 33 363.962 176.303 3.14159 1 57 363.962 126.073 3.14159 0 
1 2 0
Figura.099
58 31 174 100.959 -2.0944 0 32 72.5 126.074 2.38419e-07 1 34 115.711 134.278 -1.0472 0 35 86.711 50.2295 4.18879 0 36 86.9999 176.303 -1.78814e-06 1 21 232 33.9863 2.09439 1 33 116 276.762 3.14159 0 57 116 226.532 3.14159 1 
1 2 0
Simetria.147
58 31 86.9999 50.2298 3.14159 0 32 217.5 75.3444 2.38419e-07 1 34 261.289 83.5493 -1.0472 0 35 145 150.688 4.18879 0 36 232 125.574 -1.78814e-06 1 21 174 33.4865 2.09439 1 33 261 226.033 3.14159 0 57 261 175.803 3.14159 1 
1 2 0
Figura.100
58 31 87.0001 151.188 3.14159 1 32 304.5 25.6149 2.38419e-07 1 34 347.711 33.8195 -1.0472 0 35 232 100.959 4.18879 0 36 319 75.8441 -1.3113e-06 1 21 174 167.932 3.14159 1 33 435 126.074 3.14159 0 57 435 75.844 3.14159 1 
1 2 0
Figura.101
58 31 86.9999 150.688 3.14159 0 32 261 100.459 -2.0944 0 34 377.289 184.008 -1.0472 0 35 319 150.689 3.14159 0 36 297.251 62.7873 1.0472 0 21 58.0003 66.9726 -1.0472 0 33 210.25 113.016 1.0472 1 57 166.75 138.131 1.0472 0 
1 2 0
Figura.102
58 31 145.578 50.2295 3.14159 0 32 160.077 226.033 -7.15256e-07 0 34 29.2885 284.467 -1.0472 0 35 87.5771 251.148 3.14159 0 36 174.577 276.262 3.14159 0 21 58.5774 66.9726 -1.0472 0 33 174.577 175.803 3.14159 1 57 174.577 125.574 3.14159 0 
1 2 0
Figura.103
58 31 58 100.459 2.0944 1 32 217.5 276.262 7.15256e-07 1 34 87.2884 217.827 -3.57628e-07 0 35 145.577 251.147 3.14159 0 36 232 226.032 -1.13249e-06 0 21 116 33.4862 -3.57628e-07 0 33 253.75 87.9016 -2.0944 1 57 297.25 62.7869 4.18879 0 
1 2 0
Figura.104
58 31 58 100.459 2.0944 1 32 218.077 175.803 7.15256e-07 1 34 87.2884 184.008 -1.0472 0 35 145.577 150.689 3.14159 0 36 232.577 125.574 -1.13249e-06 0 21 116.577 33.4864 -3.57628e-07 0 33 232.577 75.3442 3.14159 1 57 232.577 25.1148 3.14159 0 
1 2 0
Figura.105
58 31 58 100.459 2.0944 1 32 218.077 125.574 -7.15256e-07 0 34 87.2884 184.008 -1.0472 0 35 145.577 150.689 3.14159 0 36 232.577 175.803 3.14159 0 21 116.577 33.4864 -3.57628e-07 0 33 232.577 75.3442 3.14159 1 57 232.577 25.1148 3.14159 0 
1 2 0
Figura.106
58 31 290.577 100.459 1.0472 0 32 160.077 175.803 3.14159 1 34 29.2885 117.369 4.18879 1 35 87.5771 150.688 0 1 36 174.577 125.573 1.78814e-06 1 21 232.577 167.432 3.14159 1 33 174.577 226.033 5.06639e-07 0 57 174.577 276.262 5.06639e-07 1 
1 2 0
Vaixell.14
58 31 435.289 100.459 1.0472 0 32 101.789 175.803 4.18879 1 34 29.2885 66.639 4.18879 1 35 87.2886 100.459 0 1 36 152.539 163.246 1.0472 1 21 377.289 167.431 3.14159 1 33 261.289 125.573 5.06639e-07 0 57 261.289 175.803 5.06639e-07 1 
1 2 0
Simetria.148
58 31 406 100.959 1.0472 0 32 72.5003 176.303 4.18879 1 34 58.2884 33.8195 -1.0472 1 35 58 100.959 0 1 36 123.25 163.746 1.0472 1 21 348 167.932 3.14159 1 33 232 126.074 5.06639e-07 0 57 232 176.303 5.06639e-07 1 
1 2 0
Muntanyes.003
58 31 116 100.959 1.0472 0 32 362.5 176.303 4.18879 1 34 347.711 33.8195 -1.0472 1 35 348 100.959 0 1 36 413.25 163.745 1.0472 1 21 58 167.932 3.14159 1 33 232 176.303 3.14159 0 57 232 126.073 3.14159 1 
1 2 0
FIgura.107
58 31 116 100.459 2.0944 1 32 319 100.459 -2.0944 0 34 319 184.508 3.14159 0 35 377 150.689 3.14159 0 36 355.25 62.7871 1.0472 0 21 57.9999 167.432 -1.0472 0 33 232 25.1148 -1.2219e-06 1 57 232 75.3444 2.08616e-07 0 
1 2 0
Figura.108
58 31 203 251.147 1.0472 1 32 72.5001 125.574 3.14159 1 34 57.9999 267.557 4.18879 0 35 58 200.918 3.14159 0 36 123.25 138.131 2.09439 0 21 116 267.891 -1.0472 0 33 174 75.3444 3.14159 1 57 174 25.1148 3.14159 0 
1 2 0
Figura.109
58 31 150.688 319 1.5708 1 32 125.574 130.5 2.61799 1 34 184.508 261 3.66519 0 35 150.689 203 2.61799 0 36 175.803 116 1.57079 0 21 234.904 348.288 0.523599 0 33 87.9017 94.2501 2.61799 1 57 62.7869 50.75 2.61799 0 
1 2 0
Figura.110
58 31 348 100.459 -2.0944 0 32 188.5 125.574 2.0944 0 34 319 184.508 1.0472 1 35 261 150.689 1.0472 1 36 174 175.803 3.14159 1 21 406 33.4866 4.18879 1 33 79.7499 113.016 -1.0472 1 57 123.25 138.131 5.23599 0 
1 2 0
T.001
58 31 86.9998 50.2296 4.18879 1 32 304.5 75.3449 1.0472 1 34 435.288 16.9106 2.0944 0 35 377 50.2303 2.09439 0 36 290 25.1152 -1.3113e-06 0 21 174 33.4866 3.57628e-07 0 33 195.75 113.017 5.23599 0 57 239.25 138.132 -1.0472 1 
1 2 0
Figura.111
58 31 86.9999 50.2297 -1.0472 0 32 362.499 125.573 2.0944 0 34 493.288 184.008 1.0472 1 35 434.999 150.688 1.0472 1 36 348 175.803 3.14159 1 21 174 66.9728 3.14159 1 33 253.75 87.9017 -2.0944 1 57 297.25 62.7869 4.18879 0 
1 2 0
Figura.112
58 31 377.576 50.2296 1.0472 1 32 160.077 226.032 4.18879 1 34 29.2885 284.467 -1.0472 0 35 87.5769 251.147 -1.0472 0 36 174.576 276.262 3.14159 0 21 290.577 66.9729 3.14159 0 33 268.827 188.361 2.0944 0 57 225.326 163.246 2.09439 1 
1 2 0
Figura.113
58 31 86.9999 150.689 2.09439 0 32 377 100.459 -2.09439 0 34 261.288 16.91 4.18879 1 35 319.577 50.2296 4.18879 1 36 340.75 138.131 -2.09439 1 21 174 167.432 -1.0472 1 33 268.25 113.016 1.0472 1 57 224.75 138.131 1.0472 0 
1 2 0
Figura.114
58 31 87.0002 150.688 1.0472 1 32 319 100.459 5.23599 1 34 203.289 184.008 -1.0472 0 35 261.577 150.689 -1.0472 0 36 282.75 62.7867 5.23599 0 21 58.0001 66.9728 3.14159 0 33 210.25 87.9017 2.0944 0 57 166.75 62.7869 2.09439 1 
1 2 0
Figura.115
58 31 203 150.688 1.0472 1 32 362.5 125.574 -4.76837e-07 1 34 493.288 184.009 -1.0472 0 35 434.999 150.689 -1.0472 0 36 347.999 175.804 3.14159 0 21 290 133.946 2.0944 0 33 94.2499 113.016 1.0472 0 57 50.75 138.131 1.0472 1 
1 2 0
Figura.116
58 31 50.2294 145 1.5708 1 32 276.262 101.5 -0.523599 1 34 134.278 116 3.66519 0 35 200.918 116 4.71239 0 36 263.704 50.7497 -0.5236 0 21 133.945 174 2.61799 0 33 175.803 290 1.5708 0 57 125.573 290 1.5708 1 
1 2 0
Molinet.001
58 31 150.688 145 1.5708 1 32 376.721 101.5 -0.523599 1 34 234.738 116 3.66519 0 35 301.377 116 4.71239 0 36 364.163 50.7497 -0.5236 0 21 66.9726 115.999 3.66519 0 33 276.262 290 1.5708 0 57 226.032 290 1.5708 1 
1 2 0
Figura.117
58 31 87.0001 50.2294 3.14159 1 32 217.5 125.574 4.76837e-07 0 34 86.7118 184.008 -1.0472 0 35 145 150.689 4.18879 0 36 232 175.803 3.14159 0 21 58.0003 133.945 4.18879 0 33 253.75 87.9017 4.18879 0 57 297.25 62.7869 4.18879 0 
1 2 0

APT Browse - Built by Thomas Orozco.