0 Sail 12 x 10 Trapezoidal with Red Flying Dragon Pattern (Formed)
0 Name: u767p01c01.dat
0 Author: Takeshi Takahashi [RainbowDolphin]
0 !LDRAW_ORG Unofficial_Part
0 !LICENSE Licensed under CC BY 4.0 : see CAreadme.txt
0 !HELP Placement on mast:
0 !HELP 1 25 0 148 0 1 0 0 0 1 0 0 0 1 4318.dat
0 !HELP 1 25 0 -10 0 1 0 0 0 1 0 0 0 1 4733.dat
0 !HELP 1 25 -98 0 0 0 -1 0 -1 0 0 0 0 -1 3957a.dat
0 !HELP 1 25 98 0 0 0 1 0 -1 0 0 0 0 1 3957a.dat
0 !HELP 1 25 0 -18 0 -1 0 0 0 1 0 0 0 -1 3957a.dat
0 BFC CERTIFY CCW
0 !CATEGORY Sheet Fabric
0 !KEYWORDS Black Falcons, Black Knights, Bricklink sailbb19, Brickowl 746798
0 !KEYWORDS Castle, Rebrickable upn0016pr0002, Sea Serpent, Set 6057
0 !HISTORY 2026-07-11 [KnightOfTarenta] Adapted to New Base Part Geometry, using Canvas Colours
0 BFC INVERTNEXT
1 16 0 0 .3 1 0 0 0 1 0 0 0 1 s\u767c01s01.dat
0 BFC INVERTNEXT
1 16 0 0 .3 -1 0 0 0 1 0 0 0 1 s\u767c01s01.dat
1 16 0 0 0 1 0 0 0 1 0 0 0 1 s\u767c01s02.dat
1 16 0 0 0 -1 0 0 0 1 0 0 0 1 s\u767c01s02.dat
0 // Edges for Holes
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0 // Colour 16 Main Colour
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4 16 -122.9675 138.3815 -10.7907 -116.3198 141.176 -11.296 -114.814 138.9178 -11.6008 -117.87 125.6804 -12.1555
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4 16 -95.2445 153.6363 -12.6611 -103.4451 146.5882 -12.2748 -104.9508 148.8464 -11.9699 -104.4445 157.0275 -11.4838
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0 // Colour 20004 Canvas Red
3 20004 5.2 12.3 -14.1993 4.3 13.1 -14.2372 2.2 15.9 -14.3065
3 20004 4.4629 38.4327 -13.7108 3.8 41.7 -13.684 4.3374 41.1627 -13.6627
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3 20004 1.5 87.6 -12.8865 .8 90.5 -12.8695 1.7013 98.4974 -12.6522
3 20004 2.5621 79.774 -12.9821 1.5 87.6 -12.8865 1.7013 98.4974 -12.6522
3 20004 0 78.2212 -13.168 0 84.3059 -13.044 .8 85.2 -12.9776
3 20004 2.5621 79.774 -12.9821 4.3536 81.4432 -12.9532 3.1 80.1 -12.9766
3 20004 4.8264 59.4925 -13.34 3.4 60.8 -13.3186 4.6943 65.6265 -13.2319
3 20004 6 97.5 -12.0976 3.9753 99.0077 -12.6438 3.7146 111.111 -12.4306
3 20004 6.3916 96.8707 -12 4.8 110.9 -12.1235 5.2392 110.785 -12
3 20004 7.8 79.9 -11.9992 7.3 80.8 -12.1215 7.6 82.1 -12.0043
3 20004 8.9983 65.3951 -12 4.6483 67.7624 -13.1943 4.4321 77.8 -13.0174
3 20004 9.2185 62.7361 -12 4.6943 65.6265 -13.2319 7.9 64.1 -12.3466
3 20004 9.5 51.9 -12.1771 7 57.5 -12.7625 9.2185 62.7361 -12
3 20004 10.3 45.4 -12.1018 9.5 51.9 -12.1771 9.2185 62.7361 -12
3 20004 11.5401 34.7025 -12 10.3 45.4 -12.1018 9.2185 62.7361 -12
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3 20004 38.1251 5.4124 4.6686 35.4667 9.4 4.162 41.4811 9.4 5.2885
3 20004 62.4 22 .812 63.2054 24.793 -.1794 63.3 23.8 .0923
3 20004 58.8222 19.4838 2.1323 58.8222 29.3769 -.9484 60.4 20.7 1.5166
3 20004 50.1517 9.4 5.5804 50.1517 26.2794 .2314 54.7 24.1 .8413
3 20004 53.7 26.5 .0985 50.1517 28.3894 -.4372 50.1517 37.4 -3.2926
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3 20004 43.2303 31.7515 -1.6192 41.4811 32.4786 -1.9047 41.4811 37.4 -3.4386
3 20004 50.1517 9.4 5.5804 44.0639 29.0595 -.7521 50.1517 26.2794 .2314
3 20004 46 30.6 -1.2076 43.2303 31.7515 -1.6192 41.4811 37.4 -3.4386
3 20004 41.4811 13.2784 4.0797 39.8 15.8 2.9789 41.4811 30.1962 -1.1933
3 20004 41.4811 32.4786 -1.9047 40.4777 32.8958 -2.2227 41.4811 37.4 -3.4386
3 20004 41.4811 9.4 5.2885 35.4667 9.4 4.162 35.2995 9.6508 4.0525
3 20004 37.1 34.3 -3.144 33.83 35.3606 -3.9456 33.7189 37.4 -4.5792
3 20004 35.2238 9.7644 4.007 34.7069 19.256 1.058 35.1 18.8 1.2538
3 20004 23.0815 33.9982 -7.1688 22.6375 34.3762 -7.5299 21.7575 36.676 -8.3977
3 20004 34.6033 10.6951 3.5258 32.4 14 1.5936 25.4088 29.2913 -5.0086
3 20004 33.83 35.3606 -3.9456 29.7 36.7 -5.5526 33.7189 37.4 -4.5792
3 20004 29.7 36.7 -5.5526 26.7986 37.4862 -6.6359 33.7189 37.4 -4.5792
3 20004 22.6375 34.3762 -7.5299 22.0977 34.8357 -8.0673 21.7575 36.676 -8.3977
3 20004 28.9599 17.8529 -1.2952 24.9 22.4 -5.331 24.1 30.6 -6.0922
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3 20004 35.0603 10.0095 3.8868 30.1 24.6 -1.9257 30.9803 23.5789 -1.3099
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3 20004 53.5 37.4 -3.3521 50.1517 37.4 -3.2926 53.1 42.5 -4.1779
3 20004 46.7576 52.1576 -5.5062 45.5435 57.4368 -6.2981 48.1 57.3 -6.39
3 20004 41.6067 74.5538 -8.8656 41.4811 75.1 -8.9475 42.5706 75.1 -8.996
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3 20004 34.1 66.4 -7.7619 32.9 70.6 -8.3896 38.9 70.4 -8.2907
3 20004 40.1 73.7 -8.759 41.4811 75.1 -8.9475 41.4811 74.4826 -8.8573
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3 20004 21.3793 53.619 -8.9405 21.0085 70.2318 -9.4728 23.1 56.2 -8.3949
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3 20004 78.4905 134.923 -13.8729 77.2 135.8 -13.8367 77.3388 136.9166 -13.8523
3 20004 66.5 112.8 -12.2875 63.8 116.4 -12.2183 65.6 114.8 -12.3156
3 20004 57.7 115.3 -11.6181 52 135.1 -12.3692 59.8 119.5 -12.0234
3 20004 53.2529 82.6072 -9.8178 52.9452 84.4793 -9.8904 54.5 83.8 -9.9089
3 20004 54.5 83.8 -9.9089 54.4 90.1 -10.1822 55.3 86.8 -10.0654
3 20004 49 88.3 -9.8907 51.7401 91.8108 -10.1746 52.2 89.013 -10.0661
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3 20004 52.2 81.6 -9.7245 52.9452 84.4793 -9.8904 53.2529 82.6072 -9.8178
3 20004 22.5 78.6 -9.6058 15.2862 108.5353 -10.6941 28.4751 79.0845 -9.2704
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3 20004 21.7575 36.676 -8.3977 21.7083 36.938 -8.4072 21.7511 36.9617 -8.4069
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3 20004 -.4 45 -13.8214 0 52.5857 -13.6908 0 45.3467 -13.8384
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0 // Condítional Lines
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5 24 -58.8222 37.4 -3.4467 -58.8222 9.4 5.2723 -50.1517 9.4 5.5804 -66.7953 37.4 -4.6443
5 24 -30.3 6.3 0 -32.1943 9.4 1.8943 -28.4057 5.7673 -1.8943 -32.1865 5.7673 1.9054
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5 24 -105.4734 88.2156 -14.3563 -84.0115 149.2688 -13.4778 -72.7422 144.8734 -13.7699 -109.2188 101.5512 -14.1668
5 24 -58.3508 141.8781 -13.2433 -77.5048 75.1 -11.097 -66.7953 75.1 -9.9092 -93.1793 75.1373 -12.702
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5 24 -65.4849 9.4 3.8598 -66.3891 4.752 3.3307 -65.0699 2.4858 4.0946 -68.1057 9.4 1.8943
5 24 -73.6348 9.4 -3.3551 -71.8943 9.4 -1.8943 -73.6567 4.7473 -3.3771 -73.8129 37.4 -7.7068
5 24 -30.2595 75.1 -9.0778 -41.4811 37.4 -3.4386 -33.7189 37.4 -4.5792 -41.4811 75.1 -8.9475
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5 24 -35.2436 9.4 4.1202 -33.9174 4.2494 3.3821 -32.1865 5.7673 1.9054 -35.2352 1.9786 4.1348
5 24 -75.9095 -14.7685 -4.4943 -75.4214 -.2086 -4.3913 -81.1968 9.4 -6.8352 -74.9541 -2.8858 -4.119
5 24 -75.4214 -.2086 -4.3913 -81.1968 9.4 -6.8352 -74.966 2.4719 -4.1309 -75.9095 -14.7685 -4.4943
5 24 -68.1144 6.2673 1.8839 -68.1057 9.4 1.8943 -70 6.8 0 -66.3891 4.752 3.3307
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5 24 -66.7953 75.1 -9.9092 -44 138.9 -12 -54.4869 75.1 -9.5268 -58.3508 141.8781 -13.2433
5 24 -50.1517 37.4 -3.2926 -58.8222 37.4 -3.4467 -54.4869 75.1 -9.5268 -50.1517 9.4 5.5804
5 24 -41.4811 9.4 5.2885 -41.4811 -15 5.2885 -50.1517 9.4 5.5804 -35.7007 -.7002 4.3939
5 24 -105.4734 88.2156 -14.3563 -72.7422 144.8734 -13.7699 -84.0115 149.2688 -13.4778 -101.7258 74.8674 -14.0982
5 24 -32.1943 -15.5 1.8943 -32.1943 -7.1673 1.8943 -33.9329 -5.6499 3.3552 -30.3 -7.7 0
5 24 -66.3672 -5.1474 3.3527 -65.4849 -15 3.8598 -68.1057 -15 1.8943 -65.058 -2.872 4.1065
5 24 -65.4849 9.4 3.8598 -68.1057 9.4 1.8943 -66.7953 37.4 -4.6443 -66.3891 4.752 3.3307
5 24 -58.8222 9.4 5.2723 -66.7953 37.4 -4.6443 -58.8222 37.4 -3.4467 -65.4849 9.4 3.8598
5 24 -66.7953 37.4 -4.6443 -71.8943 9.4 -1.8943 -68.1057 9.4 1.8943 -73.8129 37.4 -7.7068
5 24 -58.3508 141.8781 -13.2433 -66.7953 75.1 -9.9092 -44 138.9 -12 -77.5048 75.1 -11.097
5 24 -50.1517 9.4 5.5804 -50.1517 -15 5.5804 -58.8222 9.4 5.2723 -41.4811 -15 5.2885
5 24 -71.8943 9.4 -1.8943 -73.8129 37.4 -7.7068 -73.6348 9.4 -3.3551 -66.7953 37.4 -4.6443
5 24 -20.9229 74.0675 -9.5957 -26.7986 37.4862 -6.6359 -33.7189 37.4 -4.5792 -21.7575 36.676 -8.3977
5 24 -68.1057 -15 1.8943 -66.3672 -5.1474 3.3527 -68.1057 -6.6673 1.8943 -65.4849 -15 3.8598
5 24 -26.7986 37.4862 -6.6359 -33.7189 37.4 -4.5792 -35.2436 9.4 4.1202 -20.9229 74.0675 -9.5957
5 24 -89.7761 9.4 -10.8358 -85.2652 9.4 -8.7324 -93.2416 37.4 -12.1656 -88.9383 -.7 -10.4451
5 24 -54.4869 75.1 -9.5268 -50.1517 37.4 -3.2926 -41.4811 75.1 -8.9475 -66.7953 75.1 -9.9092
5 24 -73.8129 37.4 -7.7068 -75.9095 9.4 -4.4943 -81.1968 37.4 -9.5004 -73.6348 9.4 -3.3551
5 24 -58.8222 9.4 5.2723 -65.4849 9.4 3.8598 -64.6026 -.1915 4.3669 -66.7953 37.4 -4.6443
5 24 -75.9095 -14.7685 -4.4943 -74.9541 -2.8858 -4.119 -75.4214 -.2086 -4.3913 -73.6348 -15 -3.3551
5 24 -113.5631 113.6286 -13.3957 -95.2445 153.6363 -12.6611 -109.2188 101.5512 -14.1668 -103.454 141.242 -12.6259
5 24 -41.4811 37.4 -3.4386 -35.2436 9.4 4.1202 -33.7189 37.4 -4.5792 -41.4811 9.4 5.2885
5 24 -73.8129 37.4 -7.7068 -81.1968 37.4 -9.5004 -75.9095 9.4 -4.4943 -77.5048 75.1 -11.097
5 24 -66.7953 37.4 -4.6443 -68.1057 9.4 1.8943 -65.4849 9.4 3.8598 -71.8943 9.4 -1.8943
5 24 -66.7953 75.1 -9.9092 -54.4869 75.1 -9.5268 -58.8222 37.4 -3.4467 -44 138.9 -12
5 24 -75.9095 9.4 -4.4943 -74.966 2.4719 -4.1309 -73.6567 4.7473 -3.3771 -81.1968 9.4 -6.8352
5 24 -73.6567 4.7473 -3.3771 -75.9095 9.4 -4.4943 -73.6348 9.4 -3.3551 -74.966 2.4719 -4.1309
5 24 -35.7007 -.7002 4.3939 -41.4811 -15 5.2885 -34.8168 -15.2 3.8745 -41.4811 9.4 5.2885
5 24 -58.8222 37.4 -3.4467 -66.7953 37.4 -4.6443 -66.7953 75.1 -9.9092 -58.8222 9.4 5.2723
5 24 -58.8222 37.4 -3.4467 -50.1517 9.4 5.5804 -50.1517 37.4 -3.2926 -58.8222 9.4 5.2723
5 24 -93.1793 75.1373 -12.702 -93.2416 37.4 -12.1656 -85.2652 37.4 -10.449 -101.7258 74.8674 -14.0982
5 24 -41.4811 37.4 -3.4386 -50.1517 37.4 -3.2926 -30.2595 75.1 -9.0778 -50.1517 9.4 5.5804
5 24 -58.3508 141.8781 -13.2433 -93.1793 75.1373 -12.702 -77.5048 75.1 -11.097 -101.7258 74.8674 -14.0982
5 24 -32.1943 9.4 1.8943 -32.1865 5.7673 1.9054 -30.3 6.3 0 -35.2436 9.4 4.1202
5 24 -32.1943 -15.5 1.8943 -33.9329 -5.6499 3.3552 -34.8168 -15.2 3.8745 -32.1943 -7.1673 1.8943
5 24 -77.5048 75.1 -11.097 -85.2652 37.4 -10.449 -81.1968 37.4 -9.5004 -93.1793 75.1373 -12.702
5 24 -19 135.9 -12 -30.2595 75.1 -9.0778 -3.1883 135.5497 -12 -44 138.9 -12
5 24 -71.8943 9.4 -1.8943 -68.1057 9.4 1.8943 -66.7953 37.4 -4.6443 -71.903 6.2673 -1.9047
5 24 -58.8222 9.4 5.2723 -50.1517 9.4 5.5804 -58.8222 -15 5.2723 -58.8222 37.4 -3.4467
5 24 -64.6026 -.1915 4.3669 -65.4849 -15 3.8598 -65.058 -2.872 4.1065 -58.8222 -15 5.2723
5 24 -81.1968 37.4 -9.5004 -85.2652 37.4 -10.449 -81.1968 9.4 -6.8352 -77.5048 75.1 -11.097
5 24 -85.2652 37.4 -10.449 -85.2652 9.4 -8.7324 -81.1968 9.4 -6.8352 -93.2416 37.4 -12.1656
5 24 -33.7189 37.4 -4.5792 -41.4811 37.4 -3.4386 -30.2595 75.1 -9.0778 -35.2436 9.4 4.1202
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5 24 -81.1968 9.4 -6.8352 -74.966 2.4719 -4.1309 -75.9095 9.4 -4.4943 -75.4214 -.2086 -4.3913
5 24 -84.0115 149.2688 -13.4778 -109.2188 101.5512 -14.1668 -105.4734 88.2156 -14.3563 -95.2445 153.6363 -12.6611
5 24 -34.8168 -15.2 3.8745 -35.2436 -3.3791 4.1202 -33.9329 -5.6499 3.3552 -35.7007 -.7002 4.3939
5 24 -85.2652 37.4 -10.449 -81.1968 9.4 -6.8352 -85.2652 9.4 -8.7324 -81.1968 37.4 -9.5004
5 24 -58.8222 9.4 5.2723 -64.6026 -.1915 4.3669 -65.4849 9.4 3.8598 -58.8222 -15 5.2723
5 24 -68.1057 9.4 1.8943 -66.3891 4.752 3.3307 -65.4849 9.4 3.8598 -68.1144 6.2673 1.8839
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5 24 -50.1517 9.4 5.5804 -41.4811 9.4 5.2885 -41.4811 37.4 -3.4386 -50.1517 -15 5.5804
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5 24 -73.6348 9.4 -3.3551 -75.9095 9.4 -4.4943 -73.8129 37.4 -7.7068 -73.6567 4.7473 -3.3771
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5 24 -50.1517 9.4 5.5804 -50.1517 37.4 -3.2926 -58.8222 37.4 -3.4467 -41.4811 37.4 -3.4386
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5 24 -58.8222 37.4 -3.4467 -66.7953 75.1 -9.9092 -50.1517 37.4 -3.2926 -66.7953 37.4 -4.6443
5 24 -64.6026 -.1915 4.3669 -65.4849 9.4 3.8598 -58.8222 9.4 5.2723 -65.0699 2.4858 4.0946
5 24 -50.1517 37.4 -3.2926 -41.4811 75.1 -8.9475 -41.4811 37.4 -3.4386 -54.4869 75.1 -9.5268
| User | Vote |
|---|---|
| Holly-Wood | Hold |
But shouldn't the lower edges point inward? It is hard to tell from the low-res instructions and I don't own the physical set, but most photos and videos of 6057 I have seen also show it pointed inwards (a bit similar to the Raft Raiders sail).
* There isn't something quite right
And to use canvas colour.
*using Canvas Colours
*I would have liked to improve the "(c) LEGO" a bit more, but the flat version is already official and I didn't want to touch that too. Maybe a task for the future...
history:
to
0 !HISTORY 2026-07-11 [KnightOfTarenta] Adapted to New Base Part Geometry, using Canvas Colours
2 4 -51.4525 93.5608 -10.2424 -54.7 94.8 -10.4442
2 4 0 -21.9211 -10.7268 -20.9308 -21.9294 -9.8302
2 4 54.4869 75.1 -9.5268 53.9 55.8 -6.3643
2 4 20.9308 -21.9294 -9.8302 0 -21.9211 -10.7268
2 4 53.9 55.8 -6.3643 55.4 54.5 -6.1786
2 4 55.4 54.5 -6.1786 53.9 55.8 -6.327
2 4 -54.7 94.8 -10.4442 -49.7267 104.0603 -10.6494
2 4 -49.7267 104.0603 -10.6494 -54.7 94.8 -10.3977
2 4 -54.7 94.8 -10.3977 -51.4525 93.5608 -10.2424
* I'm not a big fan of things like this:
2 273 35.4667 9.4 4.162 34.6033 10.6951 3.5258
2 273 -4.6 84.6 -12.8072 -4.289 84.4445 -12.9004
2 273 -69.7941 58.9899 -8.9681 -69.5 59.2 -8.8691
2 273 -66.7953 59.3591 -7.7109 -66.1 59.4 -7.6122
2 273 -66.5662 76.9116 -10 -66.1219 76.9849 -9.971
2 273 -70.0759 101 -11.9295 -69.7 101 -11.8878
2 273 -21.4 96.8 -10.1259 -20.1762 97.6159 -10.1662
you should really adjust your curves going through already existing vertices.
This part is copyright ©
Takeshi Takahashi
Licensed under
CC BY 4.0
Edits:
LDraw.org Parts Tracker,
Chris Böhnke