Dataset Viewer
instruction
stringlengths 1.04k
1.15k
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stringclasses 1
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stringlengths 5.47k
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Define a 3D model of model with 592 polygons in its grid. Write coordinates of vertices and vertex definitions of polygons in the following format:
verts = [(x,y,z), ...] # where x, y and z are real numbers
faces = [[i, j, k, n], ... ] # where i, j, k, and n are numeric indices of existing vertices from the verts list
Write only the coordinates and face definitions and absolutely nothing else.
Use only complicated coordinates with values of at EXACTLY thee decimal places like x.yzn where x, y, z and n are numbers. Values in coordinates must be as diverse as possible. Avoid using any sort of algorithms to define faces, do it manually! There must be no 0.000 value anywhere in coordinate values.
Make sure there are no repeating vertex coordinates! Most importantly, the vertex coordinates must represent the shape of model!
Do not forget to define faces. Make sure that the amount of faces is less than the amount of vertices.
| verts = [(-0.14, -0.095, 1.171), (-0.103, -0.139, 1.171), (-0.105, -0.14, 1.139), (-0.13, -0.103, 1.139), (-0.14, -0.095, 1.393), (-0.103, -0.139, 1.393), (-0.105, -0.14, 1.425), (-0.13, -0.103, 1.425), (-0.137, -0.052, 1.171), (-0.14, -0.095, 1.171), (-0.13, -0.103, 1.139), (-0.122, -0.062, 1.139), (-0.137, -0.052, 1.393), (-0.14, -0.095, 1.393), (-0.13, -0.103, 1.425), (-0.122, -0.062, 1.425), (-0.13, -0.103, 1.139), (-0.105, -0.14, 1.139), (-0.097, -0.13, 1.063), (-0.117, -0.102, 1.063), (-0.13, -0.103, 1.425), (-0.105, -0.14, 1.425), (-0.097, -0.13, 1.501), (-0.117, -0.102, 1.501), (-0.122, -0.062, 1.139), (-0.13, -0.103, 1.139), (-0.117, -0.102, 1.063), (-0.111, -0.07, 1.063), (-0.122, -0.062, 1.425), (-0.13, -0.103, 1.425), (-0.117, -0.102, 1.501), (-0.111, -0.07, 1.501), (-0.118, -0.098, 1.21), (-0.114, -0.068, 1.21), (-0.114, -0.068, 1.282), (-0.118, -0.098, 1.282), (-0.118, -0.098, 1.21), (-0.096, -0.128, 1.21), (-0.103, -0.139, 1.171), (-0.14, -0.095, 1.171), (-0.118, -0.098, 1.355), (-0.114, -0.068, 1.355), (-0.114, -0.068, 1.282), (-0.118, -0.098, 1.282), (-0.118, -0.098, 1.355), (-0.096, -0.128, 1.355), (-0.103, -0.139, 1.393), (-0.14, -0.095, 1.393), (-0.117, -0.102, 1.063), (-0.097, -0.13, 1.063), (-0.074, -0.096, 1.038), (-0.117, -0.102, 1.501), (-0.097, -0.13, 1.501), (-0.074, -0.096, 1.527), (-0.114, -0.103, 1.211), (-0.114, -0.087, 1.211), (-0.113, -0.087, 0.957), (-0.113, -0.102, 0.953), (-0.114, -0.103, 1.352), (-0.113, -0.102, 1.61), (-0.113, -0.087, 1.606), (-0.114, -0.087, 1.352), (-0.114, -0.087, 1.211), (-0.107, -0.073, 1.211), (-0.107, -0.073, 0.962), (-0.113, -0.087, 0.957), (-0.114, -0.087, 1.352), (-0.113, -0.087, 1.606), (-0.107, -0.073, 1.601), (-0.107, -0.073, 1.352), (-0.114, -0.068, 1.21), (-0.118, -0.098, 1.21), (-0.14, -0.095, 1.171), (-0.137, -0.052, 1.171), (-0.114, -0.068, 1.21), (-0.087, -0.054, 1.21), (-0.087, -0.054, 1.282), (-0.114, -0.068, 1.282), (-0.114, -0.068, 1.355), (-0.118, -0.098, 1.355), (-0.14, -0.095, 1.393), (-0.137, -0.052, 1.393), (-0.114, -0.068, 1.355), (-0.087, -0.054, 1.355), (-0.087, -0.054, 1.282), (-0.114, -0.068, 1.282), (-0.113, -0.102, 0.953), (-0.065, -0.041, 0.738), (-0.06, -0.053, 0.735), (-0.107, -0.117, 0.95), (-0.113, -0.102, 1.61), (-0.107, -0.117, 1.613), (-0.06, -0.053, 1.828), (-0.065, -0.041, 1.824), (-0.113, -0.087, 0.957), (-0.066, -0.028, 0.744), (-0.065, -0.041, 0.738), (-0.113, -0.102, 0.953), (-0.113, -0.087, 1.606), (-0.113, -0.102, 1.61), (-0.065, -0.041, 1.824), (-0.066, -0.028, 1.819), (-0.111, -0.07, 1.063), (-0.117, -0.102, 1.063), (-0.074, -0.096, 1.038), (-0.111, -0.07, 1.501), (-0.117, -0.102, 1.501), (-0.074, -0.096, 1.527), (-0.108, -0.118, 1.211), (-0.114, -0.103, 1.211), (-0.113, -0.102, 0.953), (-0.107, -0.117, 0.95), (-0.108, -0.118, 1.352), (-0.107, -0.117, 1.613), (-0.113, -0.102, 1.61), (-0.114, -0.103, 1.352), (-0.107, -0.117, 0.95), (-0.06, -0.053, 0.735), (-0.05, -0.062, 0.733), (-0.096, -0.128, 0.949), (-0.107, -0.117, 1.613), (-0.096, -0.128, 1.614), (-0.05, -0.062, 1.829), (-0.06, -0.053, 1.828), (-0.107, -0.073, 0.962), (-0.061, -0.017, 0.75), (-0.066, -0.028, 0.744), (-0.113, -0.087, 0.957), (-0.107, -0.073, 1.211), (-0.096, -0.062, 1.211), (-0.096, -0.062, 0.967), (-0.107, -0.073, 0.962), (-0.107, -0.073, 1.352), (-0.107, -0.073, 1.601), (-0.096, -0.062, 1.596), (-0.096, -0.062, 1.352), (-0.107, -0.073, 1.601), (-0.113, -0.087, 1.606), (-0.066, -0.028, 1.819), (-0.061, -0.017, 1.812), (-0.105, -0.14, 1.139), (-0.061, -0.152, 1.139), (-0.064, -0.139, 1.063), (-0.097, -0.13, 1.063), (-0.105, -0.14, 1.425), (-0.061, -0.152, 1.425), (-0.064, -0.139, 1.501), (-0.097, -0.13, 1.501), (-0.103, -0.139, 1.171), (-0.05, -0.158, 1.171), (-0.061, -0.152, 1.139), (-0.105, -0.14, 1.139), (-0.103, -0.139, 1.393), (-0.05, -0.158, 1.393), (-0.061, -0.152, 1.425), (-0.105, -0.14, 1.425), (-0.098, -0.035, 1.171), (-0.137, -0.052, 1.171), (-0.122, -0.062, 1.139), (-0.086, -0.041, 1.139), (-0.098, -0.035, 1.393), (-0.137, 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1.829), (-0.096, -0.062, 0.967), (-0.052, -0.008, 0.757), (-0.061, -0.017, 0.75), (-0.107, -0.073, 0.962), (-0.096, -0.062, 1.211), (-0.081, -0.056, 1.211), (-0.082, -0.057, 0.972), (-0.096, -0.062, 0.967), (-0.096, -0.062, 1.352), (-0.096, -0.062, 1.596), (-0.082, -0.057, 1.591), (-0.081, -0.056, 1.352), (-0.096, -0.062, 1.596), (-0.107, -0.073, 1.601), (-0.061, -0.017, 1.812), (-0.052, -0.008, 1.806), (-0.087, -0.054, 1.21), (-0.114, -0.068, 1.21), (-0.137, -0.052, 1.171), (-0.098, -0.035, 1.171), (-0.087, -0.054, 1.21), (-0.052, -0.065, 1.21), (-0.052, -0.065, 1.282), (-0.087, -0.054, 1.282), (-0.087, -0.054, 1.355), (-0.114, -0.068, 1.355), (-0.137, -0.052, 1.393), (-0.098, -0.035, 1.393), (-0.087, -0.054, 1.355), (-0.052, -0.065, 1.355), (-0.052, -0.065, 1.282), (-0.087, -0.054, 1.282), (-0.086, -0.041, 1.139), (-0.122, -0.062, 1.139), (-0.111, -0.07, 1.063), (-0.083, -0.054, 1.063), (-0.086, -0.041, 1.425), (-0.122, -0.062, 1.425), (-0.111, -0.07, 1.501), (-0.083, -0.054, 1.501), 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1542], [1523, 1347, 1403, 1579], [1525, 1581, 1405, 1349], [970, 1514, 1586, 986], [974, 990, 1590, 1518], [1592, 1336, 1320, 1552], [1596, 1556, 1324, 1340], [993, 1601, 1529, 977], [999, 983, 1535, 1607], [1457, 1609, 1561, 1393], [1463, 1399, 1567, 1615], [1579, 1403, 1440, 1619], [1581, 1621, 1444, 1405], [1426, 1570, 1626, 1482], [1430, 1486, 1630, 1574], [1632, 1360, 1336, 1592], [1636, 1596, 1340, 1364], [986, 1586, 1642, 1002], [990, 1006, 1646, 1590], [1619, 1440, 1416, 1651], [1621, 1653, 1420, 1444], [1656, 1387, 1411, 1659], [1660, 1661, 1413, 1389], [1664, 1379, 1387, 1656], [1668, 1660, 1389, 1381], [1651, 1416, 1360, 1632], [1653, 1636, 1364, 1420], [1009, 1681, 1601, 993], [1015, 999, 1607, 1687], [1659, 1411, 1475, 1691], [1661, 1693, 1477, 1413], [1537, 1697, 1698, 1538], [1543, 1542, 1702, 1703], [1704, 1376, 1379, 1664], [1708, 1668, 1381, 1380], [1545, 1713, 1697, 1537], [1551, 1543, 1703, 1719], [1489, 1721, 1609, 1457], [1495, 1463, 1615, 1727], [1002, 1642, 1730, 1018], [1006, 1022, 1734, 1646], [1025, 1737, 1681, 1009], [1031, 1015, 1687, 1743], [1482, 1626, 1746, 1514], [1486, 1518, 1750, 1630], [1018, 1730, 1737, 1025], [1022, 1031, 1743, 1734], [1691, 1475, 1499, 1763], [1538, 1698, 1766, 1570], [1542, 1574, 1770, 1702], [1693, 1773, 1501, 1477], [1776, 1432, 1376, 1704], [1780, 1708, 1380, 1436], [1561, 1785, 1713, 1545], [1567, 1551, 1719, 1791], [1570, 1766, 1794, 1626], [1574, 1630, 1798, 1770], [1529, 1801, 1721, 1489], [1535, 1495, 1727, 1807], [1609, 1809, 1785, 1561], [1615, 1567, 1791, 1815], [1763, 1499, 1523, 1819], [1773, 1821, 1525, 1501], [1824, 1464, 1432, 1776], [1828, 1780, 1436, 1468], [1697, 1833, 1834, 1698], [1703, 1702, 1838, 1839], [1713, 1841, 1833, 1697], [1719, 1703, 1839, 1847], [1514, 1746, 1850, 1586], [1518, 1590, 1854, 1750], [1698, 1834, 1858, 1766], [1702, 1770, 1862, 1838], [1833, 1659, 1691, 1834], [1839, 1838, 1693, 1661], [1841, 1656, 1659, 1833], [1847, 1839, 1661, 1660], [1785, 1881, 1841, 1713], [1791, 1719, 1847, 1887], [1721, 1889, 1809, 1609], [1727, 1615, 1815, 1895], [1881, 1664, 1656, 1841], [1887, 1847, 1660, 1668], [1626, 1794, 1906, 1746], [1630, 1750, 1910, 1798], [1834, 1691, 1763, 1858], [1838, 1862, 1773, 1693], [1819, 1523, 1579, 1923], [1821, 1925, 1581, 1525], [1928, 1504, 1464, 1824], [1601, 1933, 1801, 1529], [1607, 1535, 1807, 1939], [1940, 1828, 1468, 1508], [1586, 1850, 1946, 1642], [1590, 1646, 1950, 1854], [1766, 1858, 1954, 1794], [1770, 1798, 1958, 1862], [1809, 1961, 1881, 1785], [1815, 1791, 1887, 1967], [1961, 1704, 1664, 1881], [1967, 1887, 1668, 1708], [1923, 1579, 1619, 1979], [1925, 1981, 1621, 1581], [1858, 1763, 1819, 1954], [1862, 1958, 1821, 1773], [1801, 1993, 1889, 1721], [1807, 1727, 1895, 1999], [1642, 1946, 2002, 1730], [1646, 1734, 2006, 1950], [1746, 1906, 2010, 1850], [1750, 1854, 2014, 1910], [1681, 2017, 1933, 1601], [1687, 1607, 1939, 2023], [2024, 1552, 1504, 1928], [2028, 1940, 1508, 1556], [1794, 1954, 2034, 1906], [1798, 1910, 2038, 1958], [1737, 2041, 2017, 1681], [1743, 1687, 2023, 2047], [2048, 1776, 1704, 1961], [2052, 1967, 1708, 1780], [1889, 2048, 1961, 1809], [1895, 1815, 1967, 2052], [1730, 2002, 2041, 1737], [1734, 1743, 2047, 2006], [1979, 1619, 1651, 2075], [1981, 2077, 1653, 1621], [2080, 1592, 1552, 2024], [2084, 2028, 1556, 1596], [1954, 1819, 1923, 2034], [1958, 2038, 1925, 1821], [2075, 1651, 1632, 2099], [2077, 2101, 1636, 1653], [2099, 1632, 1592, 2080], [2101, 2084, 1596, 1636], [1933, 2113, 1993, 1801], [1939, 1807, 1999, 2119], [1850, 2010, 2122, 1946], [1854, 1950, 2126, 2014], [2128, 1824, 1776, 2048], [2132, 2052, 1780, 1828], [1906, 2034, 2138, 2010], [1910, 2014, 2142, 2038], [1993, 2128, 2048, 1889], [1999, 1895, 2052, 2132], [1946, 2122, 2154, 2002], [1950, 2006, 2158, 2126], [2034, 1923, 1979, 2138], [2038, 2142, 1981, 1925], [2017, 2169, 2113, 1933], [2023, 1939, 2119, 2175], [2002, 2154, 2178, 2041], [2006, 2047, 2182, 2158], [2041, 2178, 2169, 2017], [2047, 2023, 2175, 2182], [2192, 1928, 1824, 2128], [2196, 2132, 1828, 1940], [2010, 2138, 2202, 2122], [2014, 2126, 2206, 2142], [2113, 2192, 2128, 1993], [2119, 1999, 2132, 2196], [2138, 1979, 2075, 2202], [2142, 2206, 2077, 1981], [2122, 2202, 2226, 2154], [2126, 2158, 2230, 2206], [2232, 2024, 1928, 2192], [2236, 2196, 1940, 2028], [2169, 2232, 2192, 2113], [2175, 2119, 2196, 2236], [2202, 2075, 2099, 2226], [2206, 2230, 2101, 2077], [2256, 2080, 2024, 2232], [2260, 2236, 2028, 2084], [2154, 2226, 2256, 2178], [2158, 2182, 2260, 2230], [2226, 2099, 2080, 2256], [2230, 2260, 2084, 2101], [2178, 2256, 2232, 2169], [2182, 2175, 2236, 2260]]
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Define a 3D model of robot with 268 polygons in its grid. Write coordinates of vertices and vertex definitions of polygons in the following format:
verts = [(x,y,z), ...] # where x, y and z are real numbers
faces = [[i, j, k, n], ... ] # where i, j, k, and n are numeric indices of existing vertices from the verts list
Write only the coordinates and face definitions and absolutely nothing else.
Use only complicated coordinates with values of at EXACTLY thee decimal places like x.yzn where x, y, z and n are numbers. Values in coordinates must be as diverse as possible. Avoid using any sort of algorithms to define faces, do it manually! There must be no 0.000 value anywhere in coordinate values.
Make sure there are no repeating vertex coordinates! Most importantly, the vertex coordinates must represent the shape of robot!
Do not forget to define faces. Make sure that the amount of faces is less than the amount of vertices.
| verts = [(-10.905, 6.644, -0.399), (-11.865, 6.644, 0.0), (-10.905, 6.797, -0.369), (-10.905, 6.797, -0.369), (-11.865, 6.644, 0.0), (-10.905, 6.926, -0.282), (-10.905, 6.491, -0.369), (-11.865, 6.644, 0.0), (-10.905, 6.644, -0.399), (-10.905, 6.926, -0.282), (-11.865, 6.644, 0.0), (-10.905, 7.013, -0.153), (-10.905, 6.362, -0.282), (-11.865, 6.644, 0.0), (-10.905, 6.491, -0.369), (-10.905, 7.013, -0.153), (-11.865, 6.644, 0.0), (-10.905, 7.043, 0.0), (-10.905, 6.275, -0.153), (-11.865, 6.644, 0.0), (-10.905, 6.362, -0.282), (-10.905, 7.043, 0.0), (-11.865, 6.644, 0.0), (-10.905, 7.013, 0.153), (-10.905, 6.245, 0.0), (-11.865, 6.644, 0.0), (-10.905, 6.275, -0.153), (-10.905, 7.013, 0.153), (-11.865, 6.644, 0.0), (-10.905, 6.926, 0.282), (-10.905, 6.275, 0.153), (-11.865, 6.644, 0.0), (-10.905, 6.245, 0.0), (-10.905, 6.926, 0.282), (-11.865, 6.644, 0.0), (-10.905, 6.797, 0.369), (-10.905, 6.362, 0.282), (-11.865, 6.644, 0.0), (-10.905, 6.275, 0.153), (-10.905, 6.797, 0.369), (-11.865, 6.644, 0.0), (-10.905, 6.644, 0.399), (-10.905, 6.491, 0.369), (-11.865, 6.644, 0.0), (-10.905, 6.362, 0.282), (-10.905, 6.644, 0.399), (-11.865, 6.644, 0.0), (-10.905, 6.491, 0.369), (-8.955, 6.644, -3.19), (-8.955, 5.423, -2.947), (-8.955, 6.644, 0.0), (-8.955, 6.644, -3.19), (-2.577, 6.644, -3.19), (-3.118, 5.423, -2.947), (-8.955, 5.423, -2.947), (-8.955, 7.865, -2.947), (-8.955, 6.644, -3.19), (-8.955, 6.644, 0.0), (-8.955, 7.865, -2.947), (-2.575, 7.865, -2.947), (-2.577, 6.644, -3.19), (-8.955, 6.644, -3.19), (-8.955, 5.423, -2.947), (-8.955, 4.388, -2.256), (-8.955, 6.644, 0.0), (-8.955, 5.423, -2.947), (-3.118, 5.423, -2.947), (-4.219, 4.388, -2.256), (-8.955, 4.388, -2.256), (-8.955, 8.9, -2.256), (-8.955, 7.865, -2.947), (-8.955, 6.644, 0.0), (-8.955, 8.9, -2.256), (-2.575, 8.9, -2.256), (-2.575, 7.865, -2.947), (-8.955, 7.865, -2.947), (-8.955, 4.388, -2.256), (-8.955, 3.697, -1.221), (-8.955, 6.644, 0.0), (-8.955, 4.388, -2.256), (-4.219, 4.388, -2.256), (-5.303, 3.697, -1.221), (-8.955, 3.697, -1.221), (-8.955, 9.592, -1.221), (-8.955, 8.9, -2.256), (-8.955, 6.644, 0.0), (-8.955, 9.592, -1.221), (-2.575, 9.592, -1.221), (-2.575, 8.9, -2.256), (-8.955, 8.9, -2.256), (-8.955, 3.697, -1.221), (-8.955, 3.454, 0.0), (-8.955, 6.644, 0.0), (-8.955, 3.697, -1.221), (-5.303, 3.697, -1.221), (-5.793, 3.454, 0.0), (-8.955, 3.454, 0.0), (-8.955, 9.834, 0.0), (-8.955, 9.592, -1.221), (-8.955, 6.644, 0.0), (-8.955, 9.834, 0.0), (-2.575, 9.834, 0.0), (-2.575, 9.592, -1.221), (-8.955, 9.592, -1.221), (-8.955, 3.454, 0.0), (-8.955, 3.697, 1.221), (-8.955, 6.644, 0.0), (-8.955, 3.454, 0.0), (-5.793, 3.454, 0.0), (-5.303, 3.697, 1.221), (-8.955, 3.697, 1.221), (-8.955, 9.592, 1.221), (-8.955, 9.834, 0.0), (-8.955, 6.644, 0.0), (-8.955, 9.592, 1.221), (-2.575, 9.592, 1.221), (-2.575, 9.834, 0.0), (-8.955, 9.834, 0.0), (-8.955, 3.697, 1.221), (-8.955, 4.388, 2.256), (-8.955, 6.644, 0.0), (-8.955, 3.697, 1.221), (-5.303, 3.697, 1.221), (-4.219, 4.388, 2.256), (-8.955, 4.388, 2.256), (-8.955, 8.9, 2.256), (-8.955, 9.592, 1.221), (-8.955, 6.644, 0.0), (-8.955, 8.9, 2.256), (-2.575, 8.9, 2.256), (-2.575, 9.592, 1.221), (-8.955, 9.592, 1.221), (-8.955, 4.388, 2.256), (-8.955, 5.423, 2.947), (-8.955, 6.644, 0.0), (-8.955, 4.388, 2.256), (-4.219, 4.388, 2.256), (-3.118, 5.423, 2.947), (-8.955, 5.423, 2.947), (-8.955, 7.865, 2.947), (-8.955, 8.9, 2.256), (-8.955, 6.644, 0.0), (-8.955, 7.865, 2.947), (-2.575, 7.865, 2.947), (-2.575, 8.9, 2.256), (-8.955, 8.9, 2.256), (-8.955, 5.423, 2.947), (-8.955, 6.644, 3.19), (-8.955, 6.644, 0.0), (-8.955, 5.423, 2.947), (-3.118, 5.423, 2.947), (-2.577, 6.644, 3.19), (-8.955, 6.644, 3.19), (-8.955, 6.644, 3.19), (-8.955, 7.865, 2.947), (-8.955, 6.644, 0.0), (-8.955, 6.644, 3.19), (-2.577, 6.644, 3.19), (-2.575, 7.865, 2.947), (-8.955, 7.865, 2.947), (-8.856, 6.644, -0.84), (-10.905, 6.644, -0.399), (-10.905, 6.797, -0.369), (-8.856, 6.965, -0.776), (-8.856, 6.965, -0.776), (-10.905, 6.797, -0.369), (-10.905, 6.926, -0.282), (-8.856, 7.238, -0.594), (-8.856, 6.323, -0.776), (-10.905, 6.491, -0.369), (-10.905, 6.644, -0.399), (-8.856, 6.644, -0.84), (-8.856, 7.238, -0.594), (-10.905, 6.926, -0.282), (-10.905, 7.013, -0.153), (-8.856, 7.42, -0.321), (-8.856, 6.05, -0.594), (-10.905, 6.362, -0.282), (-10.905, 6.491, -0.369), (-8.856, 6.323, -0.776), (-8.856, 7.42, -0.321), (-10.905, 7.013, -0.153), (-10.905, 7.043, 0.0), (-8.856, 7.484, 0.0), (-8.856, 5.868, -0.321), (-10.905, 6.275, -0.153), (-10.905, 6.362, -0.282), (-8.856, 6.05, -0.594), (-8.856, 7.484, 0.0), (-10.905, 7.043, 0.0), (-10.905, 7.013, 0.153), (-8.856, 7.42, 0.321), (-8.856, 5.804, 0.0), (-10.905, 6.245, 0.0), (-10.905, 6.275, -0.153), (-8.856, 5.868, -0.321), (-8.856, 7.42, 0.321), (-10.905, 7.013, 0.153), (-10.905, 6.926, 0.282), (-8.856, 7.238, 0.594), (-8.856, 5.868, 0.321), (-10.905, 6.275, 0.153), (-10.905, 6.245, 0.0), (-8.856, 5.804, 0.0), (-8.856, 7.238, 0.594), (-10.905, 6.926, 0.282), (-10.905, 6.797, 0.369), (-8.856, 6.965, 0.776), (-8.856, 6.05, 0.594), (-10.905, 6.362, 0.282), (-10.905, 6.275, 0.153), (-8.856, 5.868, 0.321), (-8.856, 6.965, 0.776), (-10.905, 6.797, 0.369), (-10.905, 6.644, 0.399), (-8.856, 6.644, 0.84), (-8.856, 6.323, 0.776), (-10.905, 6.491, 0.369), (-10.905, 6.362, 0.282), (-8.856, 6.05, 0.594), (-8.856, 6.644, 0.84), (-10.905, 6.644, 0.399), (-10.905, 6.491, 0.369), (-8.856, 6.323, 0.776), (-8.074, 3.182, -2.238), (-8.074, 3.182, -1.238), (-8.074, 5.205, -1.238), (-8.074, 5.205, -2.238), (-8.074, 3.182, -2.238), (-7.208, 3.182, -2.738), (-7.208, 3.182, -2.422), (-7.8, 3.182, -2.08), (-8.074, 3.182, -1.238), (-8.074, 3.182, -2.238), (-7.8, 3.182, -2.08), (-7.8, 3.182, -1.396), (-8.074, 3.182, -1.238), (-7.208, 3.182, -0.738), (-7.208, 5.205, -0.738), (-8.074, 5.205, -1.238), (-8.074, 3.182, 1.238), (-8.074, 5.205, 1.238), (-7.208, 5.205, 0.738), (-7.208, 3.182, 0.738), (-8.074, 3.182, 1.238), (-7.8, 3.182, 1.396), (-7.8, 3.182, 2.08), (-8.074, 3.182, 2.238), (-8.074, 3.182, 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-0.994), (12.259, 3.6, -0.994), (20.934, 9.992, -0.772), (22.261, 9.992, -0.772), (22.261, 9.992, -5.657), (20.934, 9.992, -5.657), (20.934, 3.296, -0.772), (22.261, 3.296, -0.772), (22.261, 9.992, -0.772), (20.934, 9.992, -0.772), (20.934, 9.992, 0.772), (20.934, 9.992, 5.657), (22.261, 9.992, 5.657), (22.261, 9.992, 0.772), (20.934, 3.296, 0.772), (20.934, 9.992, 0.772), (22.261, 9.992, 0.772), (22.261, 3.296, 0.772), (20.934, 9.688, 0.994), (20.934, 9.688, 5.435), (20.934, 9.992, 5.657), (20.934, 9.992, 0.772), (20.934, 3.6, 0.994), (12.259, 3.6, 0.994), (12.259, 9.688, 0.994), (20.934, 9.688, 0.994), (20.934, 3.6, 0.994), (20.934, 9.688, 0.994), (20.934, 9.992, 0.772), (20.934, 3.296, 0.772), (20.934, 3.6, 0.994), (20.934, 3.6, 5.435), (12.259, 3.6, 5.435), (12.259, 3.6, 0.994), (20.934, 9.688, 5.435), (20.934, 3.6, 5.435), (20.934, 3.296, 5.657), (20.934, 9.992, 5.657), (20.934, 3.6, 5.435), (20.934, 3.6, 0.994), (20.934, 3.296, 0.772), (20.934, 3.296, 5.657), (20.934, 9.992, 5.657), (20.934, 3.296, 5.657), (22.261, 3.296, 5.657), (22.261, 9.992, 5.657), (20.934, 3.296, 5.657), (20.934, 3.296, 0.772), (22.261, 3.296, 0.772), (22.261, 3.296, 5.657), (22.261, 9.688, -5.435), (22.261, 3.6, -5.435), (22.261, 3.296, -5.657), (22.261, 9.992, -5.657), (22.261, 9.688, -5.435), (25.599, 9.688, -5.435), (25.599, 3.6, -5.435), (22.261, 3.6, -5.435), (22.261, 3.6, -5.435), (22.261, 3.6, -0.994), (22.261, 3.296, -0.772), (22.261, 3.296, -5.657), (22.261, 3.6, -5.435), (25.599, 3.6, -5.435), (25.599, 3.6, -0.994), (22.261, 3.6, -0.994), (22.261, 9.688, -0.994), (22.261, 9.688, -5.435), (22.261, 9.992, -5.657), (22.261, 9.992, -0.772), (22.261, 9.688, -0.994), (25.599, 9.688, -0.994), (25.599, 9.688, -5.435), (22.261, 9.688, -5.435), (22.261, 3.6, -0.994), (22.261, 9.688, -0.994), (22.261, 9.992, -0.772), (22.261, 3.296, -0.772), (22.261, 3.6, -0.994), (25.599, 3.6, -0.994), (25.599, 9.688, -0.994), (22.261, 9.688, -0.994), (22.261, 9.688, 0.994), (22.261, 3.6, 0.994), (22.261, 3.296, 0.772), (22.261, 9.992, 0.772), (22.261, 9.688, 0.994), (22.261, 9.688, 5.435), (25.599, 9.688, 5.435), (25.599, 9.688, 0.994), (22.261, 3.6, 0.994), (22.261, 9.688, 0.994), (25.599, 9.688, 0.994), (25.599, 3.6, 0.994), (22.261, 3.6, 0.994), (22.261, 3.6, 5.435), (22.261, 3.296, 5.657), (22.261, 3.296, 0.772), (22.261, 9.688, 5.435), (22.261, 9.688, 0.994), (22.261, 9.992, 0.772), (22.261, 9.992, 5.657), (22.261, 9.688, 5.435), (22.261, 3.6, 5.435), (25.599, 3.6, 5.435), (25.599, 9.688, 5.435), (22.261, 3.6, 5.435), (22.261, 3.6, 0.994), (25.599, 3.6, 0.994), (25.599, 3.6, 5.435), (22.261, 3.6, 5.435), (22.261, 9.688, 5.435), (22.261, 9.992, 5.657), (22.261, 3.296, 5.657), (25.599, 9.688, -5.435), (28.309, 9.688, -5.435), (28.309, 3.6, -5.435), (25.599, 3.6, -5.435), (25.599, 3.6, -5.435), (28.309, 3.6, -5.435), (28.309, 2.233, -5.435), (25.599, 9.688, -0.994), (28.309, 9.688, -0.994), (28.309, 9.688, -5.435), (25.599, 9.688, -5.435), (25.599, 3.6, -0.994), (25.599, 3.6, -5.435), (28.309, 2.233, -5.435), (28.309, 2.233, -0.994), (25.599, 3.6, -0.994), (28.309, 3.6, -0.994), (28.309, 9.688, -0.994), (25.599, 9.688, -0.994), (25.599, 9.688, 0.994), (25.599, 9.688, 5.435), (28.309, 9.688, 5.435), (28.309, 9.688, 0.994), (25.599, 3.6, 0.994), (25.599, 9.688, 0.994), (28.309, 9.688, 0.994), (28.309, 3.6, 0.994), (25.599, 3.6, 0.994), (28.309, 3.6, 0.994), (28.309, 2.233, 0.994), (25.599, 9.688, 5.435), (25.599, 3.6, 5.435), (28.309, 3.6, 5.435), (28.309, 9.688, 5.435), (25.599, 3.6, 5.435), (25.599, 3.6, 0.994), (28.309, 2.233, 0.994), (28.309, 2.233, 5.435), (28.309, 3.6, -5.435), (28.309, 9.688, -5.435), (28.309, 9.688, -0.994), (28.309, 3.6, -0.994), (28.309, 3.6, -5.435), (28.309, 3.6, -0.994), (28.309, 2.233, -0.994), (28.309, 2.233, -5.435), (28.309, 3.6, -0.994), (25.599, 3.6, -0.994), (28.309, 2.233, -0.994), (28.309, 3.6, 0.994), (28.309, 3.6, 5.435), (28.309, 2.233, 5.435), (28.309, 2.233, 0.994), (28.309, 3.6, 5.435), (25.599, 3.6, 5.435), (28.309, 2.233, 5.435), (28.309, 3.6, 5.435), (28.309, 3.6, 0.994), (28.309, 9.688, 0.994), (28.309, 9.688, 5.435)]
faces = [[0, 1, 2], [2, 1, 5], [6, 1, 0], [5, 1, 11], [12, 1, 6], [11, 1, 17], [18, 1, 12], [17, 1, 23], [24, 1, 18], [23, 1, 29], [30, 1, 24], [29, 1, 35], [36, 1, 30], [35, 1, 41], [42, 1, 36], [41, 1, 42], [48, 49, 50], [48, 52, 53, 49], [55, 48, 50], [55, 59, 52, 48], [49, 63, 50], [49, 53, 67, 63], [69, 55, 50], [69, 73, 59, 55], [63, 77, 50], [63, 67, 81, 77], [83, 69, 50], [83, 87, 73, 69], [77, 91, 50], [77, 81, 95, 91], [97, 83, 50], [97, 101, 87, 83], [91, 105, 50], [91, 95, 109, 105], [111, 97, 50], [111, 115, 101, 97], [105, 119, 50], [105, 109, 123, 119], [125, 111, 50], [125, 129, 115, 111], [119, 133, 50], [119, 123, 137, 133], [139, 125, 50], [139, 143, 129, 125], [133, 147, 50], [133, 137, 151, 147], [147, 139, 50], [147, 151, 143, 139], [160, 0, 2, 163], [163, 2, 5, 167], [168, 6, 0, 160], [167, 5, 11, 175], [176, 12, 6, 168], [175, 11, 17, 183], [184, 18, 12, 176], [183, 17, 23, 191], [192, 24, 18, 184], [191, 23, 29, 199], [200, 30, 24, 192], [199, 29, 35, 207], [208, 36, 30, 200], [207, 35, 41, 215], [216, 42, 36, 208], [215, 41, 42, 216], [224, 225, 226, 227], [224, 229, 230, 231], [225, 224, 231, 235], [225, 237, 238, 226], [240, 241, 242, 243], [240, 245, 246, 247], [247, 249, 241, 240], [247, 246, 254, 255], [256, 257, 258], [231, 230, 257, 256], [263, 256, 258], [235, 231, 256, 263], [270, 271, 272], [245, 270, 272, 246], [272, 271, 279], [246, 272, 279, 254], [229, 224, 227, 287], [229, 289, 290, 230], [257, 293, 258], [230, 290, 293, 257], [299, 263, 258], [302, 235, 263, 299], [237, 225, 235, 302], [237, 311, 312, 238], [243, 242, 316, 317], [243, 319, 245, 240], [322, 271, 270], [319, 322, 270, 245], [279, 271, 331], [254, 279, 331, 335], [255, 254, 335, 339], [255, 341, 249, 247], [293, 345, 258], [290, 348, 345, 293], [345, 299, 258], [348, 302, 299, 345], [358, 271, 322], [361, 358, 322, 319], [331, 271, 358], [335, 331, 358, 361], [289, 229, 287, 375], [289, 311, 348, 290], [311, 237, 302, 348], [311, 289, 375, 312], [317, 361, 319, 243], [317, 316, 394, 339], [339, 335, 361, 317], [339, 394, 341, 255], [95, 81, 406, 407], [407, 406, 410], [81, 67, 413, 406], [109, 95, 407, 418], [406, 413, 410], [418, 407, 410], [67, 53, 427, 413], [123, 109, 418, 432], [413, 427, 410], [432, 418, 410], [427, 440, 410], [442, 432, 410], [53, 52, 440, 427], [137, 123, 432, 442], [440, 454, 410], [456, 442, 410], [454, 460, 410], [460, 463, 410], [463, 466, 410], [466, 469, 410], [469, 472, 410], [472, 475, 410], [475, 456, 410], [480, 481, 482, 483], [484, 485, 481, 480], [481, 489, 490, 482], [485, 493, 489, 481], [489, 497, 498, 490], [493, 501, 497, 489], [501, 505, 498, 497], [52, 59, 454, 440], [151, 137, 442, 456], [59, 73, 460, 454], [73, 87, 463, 460], [87, 101, 466, 463], [101, 115, 469, 466], [115, 129, 472, 469], [129, 143, 475, 472], [143, 151, 456, 475], [483, 482, 546, 547], [548, 484, 480, 483], [548, 483, 547, 555], [548, 557, 485, 484], [547, 546, 562, 563], [482, 490, 566, 546], [557, 548, 555, 571], [557, 573, 493, 485], [546, 566, 578, 562], [566, 581, 582, 578], [490, 498, 581, 566], [573, 557, 571, 591], [573, 505, 501, 493], [596, 597, 582, 581], [498, 505, 596, 581], [505, 573, 591, 596], [608, 609, 610, 563], [608, 613, 614, 615], [609, 617, 618, 610], [610, 555, 547, 563], [610, 618, 571, 555], [613, 608, 563, 562], [613, 633, 634, 614], [617, 637, 638, 618], [618, 638, 591, 571], [638, 597, 596, 591], [633, 613, 562, 578], [633, 653, 654, 634], [637, 657, 597, 638], [653, 633, 578, 582], [657, 653, 582, 597], [657, 669, 654, 653], [672, 673, 674, 675], [676, 672, 675, 679], [615, 614, 673, 672], [684, 609, 608, 615], [684, 615, 672, 676], [684, 693, 617, 609], [673, 697, 698, 674], [700, 676, 679, 703], [614, 634, 697, 673], [693, 684, 676, 700], [693, 713, 637, 617], [634, 654, 718, 697], [713, 693, 700, 723], [713, 669, 657, 637], [697, 718, 730, 698], [723, 700, 703, 735], [654, 669, 738, 718], [669, 713, 723, 738], [718, 738, 746, 730], [738, 723, 735, 746], [752, 753, 754, 755], [756, 757, 754, 753], [760, 756, 753, 752], [764, 765, 766, 767], [768, 769, 765, 764], [769, 773, 766, 765], [674, 698, 778, 779], [703, 679, 675, 674], [703, 674, 779, 787], [698, 735, 790, 778], [735, 703, 787, 790], [746, 735, 698, 730], [790, 787, 779, 778], [804, 805, 806, 807], [807, 806, 810, 811], [754, 757, 814, 804], [755, 754, 804, 807], [757, 821, 811, 814], [821, 760, 752, 755], [821, 755, 807, 811], [821, 757, 756, 760], [814, 837, 805, 804], [811, 810, 837, 814], [844, 845, 846, 847], [848, 844, 847, 851], [767, 766, 845, 844], [856, 768, 764, 767], [856, 767, 844, 848], [856, 773, 769, 768], [766, 773, 870, 845], [773, 856, 848, 870], [845, 870, 878, 846], [870, 848, 851, 878], [884, 885, 806, 805], [884, 889, 890, 885], [885, 893, 810, 806], [885, 890, 898, 893], [900, 884, 805, 837], [900, 905, 889, 884], [893, 900, 837, 810], [893, 898, 905, 900], [916, 917, 851, 847], [916, 921, 922, 923], [917, 916, 923, 927], [917, 929, 878, 851], [921, 916, 847, 846], [921, 929, 938, 922], [929, 917, 927, 938], [929, 921, 846, 878], [889, 949, 950, 890], [890, 950, 954], [905, 956, 949, 889], [898, 890, 954, 962], [898, 964, 956, 905], [923, 922, 969, 970], [927, 923, 970, 974], [927, 974, 977], [922, 938, 980, 969], [938, 927, 977, 985], [950, 949, 956, 964], [950, 964, 962, 954], [964, 898, 962], [974, 980, 985, 977], [980, 938, 985], [980, 974, 970, 969]]
|
|
Define a 3D model of trophy_table with 418 polygons in its grid. Write coordinates of vertices and vertex definitions of polygons in the following format:
verts = [(x,y,z), ...] # where x, y and z are real numbers
faces = [[i, j, k, n], ... ] # where i, j, k, and n are numeric indices of existing vertices from the verts list
Write only the coordinates and face definitions and absolutely nothing else.
Use only complicated coordinates with values of at EXACTLY thee decimal places like x.yzn where x, y, z and n are numbers. Values in coordinates must be as diverse as possible. Avoid using any sort of algorithms to define faces, do it manually! There must be no 0.000 value anywhere in coordinate values.
Make sure there are no repeating vertex coordinates! Most importantly, the vertex coordinates must represent the shape of trophy_table!
Do not forget to define faces. Make sure that the amount of faces is less than the amount of vertices.
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367, 943], [943, 367, 298, 418], [881, 809, 872, 951], [881, 953, 954, 882], [882, 954, 958, 886], [886, 958, 962, 890], [890, 962, 966, 865], [901, 829, 899, 971], [901, 973, 974, 902], [971, 899, 907, 979], [979, 907, 911, 983], [983, 911, 915, 987], [951, 872, 860, 991], [902, 974, 994, 918], [953, 881, 951, 999], [953, 1001, 1002, 954], [954, 1002, 1006, 958], [958, 1006, 1010, 962], [962, 1010, 1014, 966], [973, 901, 971, 1019], [973, 1021, 1022, 974], [1019, 971, 979, 1027], [1027, 979, 983, 1031], [1031, 983, 987, 1035], [1001, 953, 999, 1039], [1001, 1041, 1042, 1002], [1002, 1042, 1046, 1006], [1006, 1046, 1050, 1010], [1010, 1050, 1054, 1014], [1021, 973, 1019, 1059], [1021, 1061, 1062, 1022], [1059, 1019, 1027, 1067], [1067, 1027, 1031, 1071], [1071, 1031, 1035, 1075], [999, 951, 991, 1079], [974, 1022, 1082, 994], [1041, 1001, 1039, 1087], [1041, 1089, 1090, 1042], [1042, 1090, 1094, 1046], [1046, 1094, 1098, 1050], [1050, 1098, 1102, 1054], [1061, 1021, 1059, 1107], [1061, 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1222], [1222, 1243, 1247, 1226], [1226, 1247, 1251, 1230], [1087, 1039, 1167, 1275], [1062, 1110, 1278, 1170], [1127, 1087, 1275, 1283], [1110, 1150, 1286, 1278], [498, 497, 1290, 922], [484, 483, 450, 866], [1175, 1127, 1283, 1299], [1150, 1198, 1302, 1286], [865, 966, 1306, 866], [987, 915, 502, 922], [1215, 1175, 1299, 1315], [1198, 1238, 1318, 1302], [1238, 1215, 1315, 1318], [485, 484, 866, 1306], [497, 496, 1330, 1290], [966, 1014, 1334, 1306], [1035, 987, 922, 1290], [991, 860, 358, 854], [918, 994, 1346, 930], [396, 395, 1350, 845], [382, 381, 935, 1355], [845, 1350, 1358, 846], [846, 1358, 1362, 850], [850, 1362, 1366, 854], [1355, 935, 939, 1371], [1371, 939, 943, 1375], [1375, 943, 418, 930], [486, 485, 1306, 1334], [496, 495, 1386, 1330], [1014, 1054, 1390, 1334], [1075, 1035, 1290, 1330], [487, 486, 1334, 1390], [495, 494, 1402, 1386], [1054, 1102, 1406, 1390], [1123, 1075, 1330, 1386], [488, 487, 1390, 1406], [494, 493, 1418, 1402], [1102, 1142, 1422, 1406], [1163, 1123, 1386, 1402], [1079, 991, 854, 1366], [994, 1082, 1434, 1346], [395, 394, 1438, 1350], [383, 382, 1355, 1443], [1350, 1438, 1446, 1358], [1358, 1446, 1450, 1362], [1362, 1450, 1454, 1366], [1443, 1355, 1371, 1459], [1459, 1371, 1375, 1463], [1463, 1375, 930, 1346], [489, 488, 1406, 1422], [493, 492, 1474, 1418], [1142, 1190, 1478, 1422], [1211, 1163, 1402, 1418], [490, 489, 1422, 1478], [492, 491, 1490, 1474], [491, 490, 1478, 1490], [1190, 1230, 1490, 1478], [1251, 1211, 1418, 1474], [1230, 1251, 1474, 1490], [1167, 1079, 1366, 1454], [1082, 1170, 1514, 1434], [394, 393, 1518, 1438], [384, 383, 1443, 1523], [1438, 1518, 1526, 1446], [1446, 1526, 1530, 1450], [1450, 1530, 1534, 1454], [1523, 1443, 1459, 1539], [1539, 1459, 1463, 1543], [1543, 1463, 1346, 1434], [1275, 1167, 1454, 1534], [1170, 1278, 1554, 1514], [393, 392, 1558, 1518], [385, 384, 1523, 1563], [1518, 1558, 1566, 1526], [1526, 1566, 1570, 1530], [1530, 1570, 1574, 1534], [1563, 1523, 1539, 1579], [1579, 1539, 1543, 1583], [1583, 1543, 1434, 1514], [1283, 1275, 1534, 1574], [1278, 1286, 1594, 1554], [392, 391, 1598, 1558], [386, 385, 1563, 1603], [1558, 1598, 1606, 1566], [1566, 1606, 1610, 1570], [1570, 1610, 1614, 1574], [1603, 1563, 1579, 1619], [1619, 1579, 1583, 1623], [1623, 1583, 1514, 1554], [1299, 1283, 1574, 1614], [1286, 1302, 1634, 1594], [391, 390, 1638, 1598], [387, 386, 1603, 1643], [1598, 1638, 1646, 1606], [1606, 1646, 1650, 1610], [1610, 1650, 1654, 1614], [1643, 1603, 1619, 1659], [1659, 1619, 1623, 1663], [1663, 1623, 1554, 1594], [1315, 1299, 1614, 1654], [1302, 1318, 1674, 1634], [390, 389, 1678, 1638], [388, 387, 1643, 1683], [1318, 1315, 1654, 1674], [1638, 1678, 1690, 1646], [1646, 1690, 1694, 1650], [1650, 1694, 1674, 1654], [1683, 1643, 1659, 1703], [1703, 1659, 1663, 1707], [1707, 1663, 1594, 1634], [389, 388, 1683, 1678], [1678, 1683, 1703, 1690], [1690, 1703, 1707, 1694], [1694, 1707, 1634, 1674]]
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"Define a 3D model of corn_dead with 413 polygons in its grid. Write coordinates of vertices and ver(...TRUNCATED) | "verts = [(1.044, 0.033, 0.127), (1.043, 0.03, 0.122), (1.081, 0.014, 0.108), (1.086, 0.015, 0.109),(...TRUNCATED) |
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"Define a 3D model of ball_actor with 544 polygons in its grid. Write coordinates of vertices and ve(...TRUNCATED) | "verts = [(0.0, 0.0, 1.0), (0.195, 0.0, 0.981), (0.195, 0.191, 0.962), (0.0, 0.195, 0.981), (-0.098,(...TRUNCATED) |
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"Define a 3D model of 3_5 with 506 polygons in its grid. Write coordinates of vertices and vertex de(...TRUNCATED) | "verts = [(-1.623, -0.143, -3.0), (-1.623, -0.143, -1.0), (-1.623, 1.857, -1.0), (-1.623, 1.857, -3.(...TRUNCATED) |
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"Define a 3D model of 3d_pacman with 352 polygons in its grid. Write coordinates of vertices and ver(...TRUNCATED) | "verts = [(0.054, -0.271, 0.0), (0.0, -0.276, 0.0), (0.0, -0.276, 0.0), (0.051, -0.271, -0.017), (0.(...TRUNCATED) |
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"Define a 3D model of lightonwall with 224 polygons in its grid. Write coordinates of vertices and v(...TRUNCATED) | "verts = [(0.28, 2.332, -0.519), (0.284, 2.378, -0.254), (0.311, 2.384, -0.237), (0.307, 2.34, -0.48(...TRUNCATED) |
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"Define a 3D model of fishingbob with 640 polygons in its grid. Write coordinates of vertices and ve(...TRUNCATED) | "verts = [(-1.049, 0.095, 0.0), (-1.029, 0.095, -0.205), (-1.029, -0.095, -0.205), (-1.049, -0.095, (...TRUNCATED) |
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"Define a 3D model of lamppost with 316 polygons in its grid. Write coordinates of vertices and vert(...TRUNCATED) | "verts = [(-1.0, -0.004, -0.0), (-1.0, -4.021, -0.0), (-0.981, -4.021, 0.195), (-0.981, -0.004, 0.19(...TRUNCATED) |
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