EX Version: 3 Region: / !#nodeset nodes Define node template: node1 Shape. Dimension=0 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. #Values=3 (value,d/ds1,d/ds2) y. #Values=3 (value,d/ds1,d/ds2) z. #Values=3 (value,d/ds1,d/ds2) Node template: node1 Node: 1 7.926355993063027e+00 -1.609667593120556e-01 -1.027158039865908e-02 -1.013254750160463e+02 -2.484180885598833e+00 3.629389565434840e+00 1.402695722657576e+03 -6.396549599255490e-01 -1.409260830696053e+01 Node: 2 4.892430384261492e+00 -4.398110396954542e+00 -1.030671878273728e-02 -1.035129219398945e+02 -1.814088329201029e+00 3.641805462460418e+00 1.402134582117990e+03 -4.639920138137387e-01 -1.414081816991584e+01 Node: 3 1.950627225466305e-01 -5.221121106237311e+00 -1.031714882985061e-02 -1.039361472110005e+02 3.151768044048870e-01 3.645490845107568e+00 1.402029009043029e+03 8.497565137012794e-02 -1.415512819455530e+01 Node: 4 -4.411380332025302e+00 -4.129644116883661e+00 -1.030160774641128e-02 -1.029513817520414e+02 2.329833392376943e+00 3.639999514282017e+00 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-1.083015897610193e+02 -1.240555687164985e+00 -6.682038482940902e+00 1.129175042023554e+03 3.489631138065240e+00 -9.271839924710651e+00 Define node template: node2 Shape. Dimension=0 #Fields=2 1) marker_location, field, element_xi, #Components=1, host mesh=mesh3d, host mesh dimension=3 1. #Values=1 (value) 2) marker_name, field, string, #Components=1 1. #Values=1 (value) Node template: node2 Node: 337 6 1.000000000000000e+00 0.000000000000000e+00 1.000000000000000e+00 "proximodorsal midpoint on serosa of upper esophageal sphincter" Node: 338 3 0.000000000000000e+00 0.000000000000000e+00 1.000000000000000e+00 "proximoventral midpoint on serosa of upper esophageal sphincter" Node: 339 153 0.000000000000000e+00 1.000000000000000e+00 1.000000000000000e+00 "distal point of lower esophageal sphincter serosa on the greater curvature of stomach" Node: 340 157 0.000000000000000e+00 1.000000000000000e+00 1.000000000000000e+00 "distal point of lower esophageal sphincter serosa on the lesser curvature of stomach" Node template: node1 Node: 341 3.033975864060712e+01 -8.904196753003265e-01 1.292107954945851e+00 -1.116241231850167e+02 -9.695106524558824e+00 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-1.539566692985404e+02 4.523722823555386e-01 4.152478631645048e-01 9.413379833951288e+02 -1.902532859668684e+00 4.209954428678646e+00 Node: 1974 2.729212047072533e+01 8.969237352856730e-01 7.251280579859061e+00 -1.529231979373322e+02 1.535400930209709e+00 3.426239335050414e-01 9.396313709756739e+02 -1.517672901048416e+00 3.946908397021698e+00 Node: 1975 2.796092458927721e+01 2.799817957644150e-01 7.197448424877314e+00 -1.509771253189430e+02 2.209663884113687e+00 3.378707354506498e-01 9.384999149612537e+02 -7.229174106827196e-01 3.833807579968604e+00 Node: 1976 2.787548384083467e+01 -4.132796912829605e-01 7.691068602401788e+00 -1.486426580384228e+02 2.288131405268617e+00 4.159697757329000e-01 9.382551732116441e+02 2.679558721903865e-01 4.004843753170092e+00 Node: 1977 2.704002828134197e+01 -9.930091407870213e-01 7.384449632948601e+00 -1.465607063191434e+02 1.749920168117769e+00 4.666630674311185e-01 9.389494896460428e+02 1.183506396505092e+00 3.868710704274724e+00 Node: 1978 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Element: 1184 Faces: 1496 1501 1443 1503 Element: 1185 Faces: 1497 1502 1444 1504 Element: 1186 Faces: 1445 1505 1506 1507 Element: 1187 Faces: 1508 1509 1500 1505 Element: 1188 Faces: 1501 1506 1448 1508 Element: 1189 Faces: 1502 1507 1449 1509 Element: 1190 Faces: 1450 1510 1511 1512 Element: 1191 Faces: 1513 1514 1505 1510 Element: 1192 Faces: 1506 1511 1453 1513 Element: 1193 Faces: 1507 1512 1454 1514 Element: 1194 Faces: 1455 1515 1516 1517 Element: 1195 Faces: 1518 1519 1510 1515 Element: 1196 Faces: 1511 1516 1458 1518 Element: 1197 Faces: 1512 1517 1459 1519 Element: 1198 Faces: 1460 1520 1521 1522 Element: 1199 Faces: 1523 1524 1515 1520 Element: 1200 Faces: 1516 1521 1463 1523 Element: 1201 Faces: 1517 1522 1464 1524 Element: 1202 Faces: 1465 1525 1526 1527 Element: 1203 Faces: 1528 1529 1520 1525 Element: 1204 Faces: 1521 1526 1468 1528 Element: 1205 Faces: 1522 1527 1469 1529 Element: 1206 Faces: 1470 1530 1531 1532 Element: 1207 Faces: 1533 1534 1525 1530 Element: 1208 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Element: 1330 Faces: 1625 1685 1686 1687 Element: 1331 Faces: 1688 1689 1680 1685 Element: 1332 Faces: 1681 1686 1628 1688 Element: 1333 Faces: 1682 1687 1629 1689 Element: 1334 Faces: 1630 1690 1691 1692 Element: 1335 Faces: 1693 1694 1685 1690 Element: 1336 Faces: 1686 1691 1633 1693 Element: 1337 Faces: 1687 1692 1634 1694 Element: 1338 Faces: 1635 1695 1696 1697 Element: 1339 Faces: 1698 1699 1690 1695 Element: 1340 Faces: 1691 1696 1638 1698 Element: 1341 Faces: 1692 1697 1639 1699 Element: 1342 Faces: 1640 1700 1701 1702 Element: 1343 Faces: 1703 1704 1695 1700 Element: 1344 Faces: 1696 1701 1643 1703 Element: 1345 Faces: 1697 1702 1644 1704 Element: 1346 Faces: 1645 1705 1706 1707 Element: 1347 Faces: 1708 1709 1700 1705 Element: 1348 Faces: 1701 1706 1648 1708 Element: 1349 Faces: 1702 1707 1649 1709 Element: 1350 Faces: 1650 1710 1711 1712 Element: 1351 Faces: 1713 1714 1705 1710 Element: 1352 Faces: 1706 1711 1653 1713 Element: 1353 Faces: 1707 1712 1654 1714 Element: 1354 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Element: 1403 Faces: 1771 1718 1715 1775 Element: 1404 Faces: 1772 1719 1716 1776 Element: 1405 Faces: 905 1094 1777 1778 Element: 1406 Faces: 908 1089 1779 1780 Element: 1407 Faces: 1777 1779 911 1097 Element: 1408 Faces: 1778 1780 912 1098 Element: 1409 Faces: 913 1149 1781 1782 Element: 1410 Faces: 1779 1781 916 1150 Element: 1411 Faces: 1780 1782 917 1151 Element: 1412 Faces: 918 1202 1783 1784 Element: 1413 Faces: 1781 1783 921 1203 Element: 1414 Faces: 1782 1784 922 1204 Element: 1415 Faces: 923 1260 1785 1786 Element: 1416 Faces: 1783 1785 926 1264 Element: 1417 Faces: 1784 1786 927 1265 Element: 1418 Faces: 928 1207 1787 1788 Element: 1419 Faces: 1785 1787 931 1271 Element: 1420 Faces: 1786 1788 932 1272 Element: 1421 Faces: 933 1154 1789 1790 Element: 1422 Faces: 1787 1789 936 1208 Element: 1423 Faces: 1788 1790 937 1209 Element: 1424 Faces: 938 1099 1791 1792 Element: 1425 Faces: 1789 1791 941 1155 Element: 1426 Faces: 1790 1792 942 1156 Element: 1427 Faces: 1791 1777 943 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1452 Faces: 1817 1822 1748 1824 Element: 1453 Faces: 1818 1823 1749 1825 Element: 1454 Faces: 1750 1826 1827 1828 Element: 1455 Faces: 1829 1830 1821 1826 Element: 1456 Faces: 1822 1827 1753 1829 Element: 1457 Faces: 1823 1828 1754 1830 Element: 1458 Faces: 1755 1831 1832 1833 Element: 1459 Faces: 1834 1835 1826 1831 Element: 1460 Faces: 1827 1832 1758 1834 Element: 1461 Faces: 1828 1833 1759 1835 Element: 1462 Faces: 1760 1836 1837 1838 Element: 1463 Faces: 1839 1840 1831 1836 Element: 1464 Faces: 1832 1837 1763 1839 Element: 1465 Faces: 1833 1838 1764 1840 Element: 1466 Faces: 1765 1841 1842 1843 Element: 1467 Faces: 1844 1845 1836 1841 Element: 1468 Faces: 1837 1842 1768 1844 Element: 1469 Faces: 1838 1843 1769 1845 Element: 1470 Faces: 1770 1846 1847 1848 Element: 1471 Faces: 1849 1850 1841 1846 Element: 1472 Faces: 1842 1847 1773 1849 Element: 1473 Faces: 1843 1848 1774 1850 Element: 1474 Faces: 1851 1852 1846 1793 Element: 1475 Faces: 1847 1794 1775 1851 Element: 1476 Faces: 1848 1795 1776 1852 Element: 1477 Faces: 1793 1853 1854 1855 Element: 1478 Faces: 1796 1856 1857 1858 Element: 1479 Faces: 1859 1860 1853 1856 Element: 1480 Faces: 1854 1857 1799 1859 Element: 1481 Faces: 1855 1858 1800 1860 Element: 1482 Faces: 1801 1861 1862 1863 Element: 1483 Faces: 1864 1865 1856 1861 Element: 1484 Faces: 1857 1862 1804 1864 Element: 1485 Faces: 1858 1863 1805 1865 Element: 1486 Faces: 1806 1866 1867 1868 Element: 1487 Faces: 1869 1870 1861 1866 Element: 1488 Faces: 1862 1867 1809 1869 Element: 1489 Faces: 1863 1868 1810 1870 Element: 1490 Faces: 1811 1871 1872 1873 Element: 1491 Faces: 1874 1875 1866 1871 Element: 1492 Faces: 1867 1872 1814 1874 Element: 1493 Faces: 1868 1873 1815 1875 Element: 1494 Faces: 1816 1876 1877 1878 Element: 1495 Faces: 1879 1880 1871 1876 Element: 1496 Faces: 1872 1877 1819 1879 Element: 1497 Faces: 1873 1878 1820 1880 Element: 1498 Faces: 1821 1881 1882 1883 Element: 1499 Faces: 1884 1885 1876 1881 Element: 1500 Faces: 1877 1882 1824 1884 Element: 1501 Faces: 1878 1883 1825 1885 Element: 1502 Faces: 1826 1886 1887 1888 Element: 1503 Faces: 1889 1890 1881 1886 Element: 1504 Faces: 1882 1887 1829 1889 Element: 1505 Faces: 1883 1888 1830 1890 Element: 1506 Faces: 1831 1891 1892 1893 Element: 1507 Faces: 1894 1895 1886 1891 Element: 1508 Faces: 1887 1892 1834 1894 Element: 1509 Faces: 1888 1893 1835 1895 Element: 1510 Faces: 1836 1896 1897 1898 Element: 1511 Faces: 1899 1900 1891 1896 Element: 1512 Faces: 1892 1897 1839 1899 Element: 1513 Faces: 1893 1898 1840 1900 Element: 1514 Faces: 1841 1901 1902 1903 Element: 1515 Faces: 1904 1905 1896 1901 Element: 1516 Faces: 1897 1902 1844 1904 Element: 1517 Faces: 1898 1903 1845 1905 Element: 1518 Faces: 1846 1906 1907 1908 Element: 1519 Faces: 1909 1910 1901 1906 Element: 1520 Faces: 1902 1907 1849 1909 Element: 1521 Faces: 1903 1908 1850 1910 Element: 1522 Faces: 1911 1912 1906 1853 Element: 1523 Faces: 1907 1854 1851 1911 Element: 1524 Faces: 1908 1855 1852 1912 Element: 1525 Faces: 1853 1913 1914 1915 Element: 1526 Faces: 1856 1916 1917 1918 Element: 1527 Faces: 1919 1920 1913 1916 Element: 1528 Faces: 1914 1917 1859 1919 Element: 1529 Faces: 1915 1918 1860 1920 Element: 1530 Faces: 1861 1921 1922 1923 Element: 1531 Faces: 1924 1925 1916 1921 Element: 1532 Faces: 1917 1922 1864 1924 Element: 1533 Faces: 1918 1923 1865 1925 Element: 1534 Faces: 1866 1926 1927 1928 Element: 1535 Faces: 1929 1930 1921 1926 Element: 1536 Faces: 1922 1927 1869 1929 Element: 1537 Faces: 1923 1928 1870 1930 Element: 1538 Faces: 1871 1931 1932 1933 Element: 1539 Faces: 1934 1935 1926 1931 Element: 1540 Faces: 1927 1932 1874 1934 Element: 1541 Faces: 1928 1933 1875 1935 Element: 1542 Faces: 1876 1936 1937 1938 Element: 1543 Faces: 1939 1940 1931 1936 Element: 1544 Faces: 1932 1937 1879 1939 Element: 1545 Faces: 1933 1938 1880 1940 Element: 1546 Faces: 1881 1941 1942 1943 Element: 1547 Faces: 1944 1945 1936 1941 Element: 1548 Faces: 1937 1942 1884 1944 Element: 1549 Faces: 1938 1943 1885 1945 Element: 1550 Faces: 1886 1946 1947 1948 Element: 1551 Faces: 1949 1950 1941 1946 Element: 1552 Faces: 1942 1947 1889 1949 Element: 1553 Faces: 1943 1948 1890 1950 Element: 1554 Faces: 1891 1951 1952 1953 Element: 1555 Faces: 1954 1955 1946 1951 Element: 1556 Faces: 1947 1952 1894 1954 Element: 1557 Faces: 1948 1953 1895 1955 Element: 1558 Faces: 1896 1956 1957 1958 Element: 1559 Faces: 1959 1960 1951 1956 Element: 1560 Faces: 1952 1957 1899 1959 Element: 1561 Faces: 1953 1958 1900 1960 Element: 1562 Faces: 1901 1961 1962 1963 Element: 1563 Faces: 1964 1965 1956 1961 Element: 1564 Faces: 1957 1962 1904 1964 Element: 1565 Faces: 1958 1963 1905 1965 Element: 1566 Faces: 1906 1966 1967 1968 Element: 1567 Faces: 1969 1970 1961 1966 Element: 1568 Faces: 1962 1967 1909 1969 Element: 1569 Faces: 1963 1968 1910 1970 Element: 1570 Faces: 1971 1972 1966 1913 Element: 1571 Faces: 1967 1914 1911 1971 Element: 1572 Faces: 1968 1915 1912 1972 Element: 1573 Faces: 1913 1973 1974 1975 Element: 1574 Faces: 1916 1976 1977 1978 Element: 1575 Faces: 1979 1980 1973 1976 Element: 1576 Faces: 1974 1977 1919 1979 Element: 1577 Faces: 1975 1978 1920 1980 Element: 1578 Faces: 1921 1981 1982 1983 Element: 1579 Faces: 1984 1985 1976 1981 Element: 1580 Faces: 1977 1982 1924 1984 Element: 1581 Faces: 1978 1983 1925 1985 Element: 1582 Faces: 1926 1986 1987 1988 Element: 1583 Faces: 1989 1990 1981 1986 Element: 1584 Faces: 1982 1987 1929 1989 Element: 1585 Faces: 1983 1988 1930 1990 Element: 1586 Faces: 1931 1991 1992 1993 Element: 1587 Faces: 1994 1995 1986 1991 Element: 1588 Faces: 1987 1992 1934 1994 Element: 1589 Faces: 1988 1993 1935 1995 Element: 1590 Faces: 1936 1996 1997 1998 Element: 1591 Faces: 1999 2000 1991 1996 Element: 1592 Faces: 1992 1997 1939 1999 Element: 1593 Faces: 1993 1998 1940 2000 Element: 1594 Faces: 1941 2001 2002 2003 Element: 1595 Faces: 2004 2005 1996 2001 Element: 1596 Faces: 1997 2002 1944 2004 Element: 1597 Faces: 1998 2003 1945 2005 Element: 1598 Faces: 1946 2006 2007 2008 Element: 1599 Faces: 2009 2010 2001 2006 Element: 1600 Faces: 2002 2007 1949 2009 Element: 1601 Faces: 2003 2008 1950 2010 Element: 1602 Faces: 1951 2011 2012 2013 Element: 1603 Faces: 2014 2015 2006 2011 Element: 1604 Faces: 2007 2012 1954 2014 Element: 1605 Faces: 2008 2013 1955 2015 Element: 1606 Faces: 1956 2016 2017 2018 Element: 1607 Faces: 2019 2020 2011 2016 Element: 1608 Faces: 2012 2017 1959 2019 Element: 1609 Faces: 2013 2018 1960 2020 Element: 1610 Faces: 1961 2021 2022 2023 Element: 1611 Faces: 2024 2025 2016 2021 Element: 1612 Faces: 2017 2022 1964 2024 Element: 1613 Faces: 2018 2023 1965 2025 Element: 1614 Faces: 1966 2026 2027 2028 Element: 1615 Faces: 2029 2030 2021 2026 Element: 1616 Faces: 2022 2027 1969 2029 Element: 1617 Faces: 2023 2028 1970 2030 Element: 1618 Faces: 2031 2032 2026 1973 Element: 1619 Faces: 2027 1974 1971 2031 Element: 1620 Faces: 2028 1975 1972 2032 Element: 1621 Faces: 1973 2033 2034 2035 Element: 1622 Faces: 1976 2036 2037 2038 Element: 1623 Faces: 2039 2040 2033 2036 Element: 1624 Faces: 2034 2037 1979 2039 Element: 1625 Faces: 2035 2038 1980 2040 Element: 1626 Faces: 1981 2041 2042 2043 Element: 1627 Faces: 2044 2045 2036 2041 Element: 1628 Faces: 2037 2042 1984 2044 Element: 1629 Faces: 2038 2043 1985 2045 Element: 1630 Faces: 1986 2046 2047 2048 Element: 1631 Faces: 2049 2050 2041 2046 Element: 1632 Faces: 2042 2047 1989 2049 Element: 1633 Faces: 2043 2048 1990 2050 Element: 1634 Faces: 1991 2051 2052 2053 Element: 1635 Faces: 2054 2055 2046 2051 Element: 1636 Faces: 2047 2052 1994 2054 Element: 1637 Faces: 2048 2053 1995 2055 Element: 1638 Faces: 1996 2056 2057 2058 Element: 1639 Faces: 2059 2060 2051 2056 Element: 1640 Faces: 2052 2057 1999 2059 Element: 1641 Faces: 2053 2058 2000 2060 Element: 1642 Faces: 2001 2061 2062 2063 Element: 1643 Faces: 2064 2065 2056 2061 Element: 1644 Faces: 2057 2062 2004 2064 Element: 1645 Faces: 2058 2063 2005 2065 Element: 1646 Faces: 2006 2066 2067 2068 Element: 1647 Faces: 2069 2070 2061 2066 Element: 1648 Faces: 2062 2067 2009 2069 Element: 1649 Faces: 2063 2068 2010 2070 Element: 1650 Faces: 2011 2071 2072 2073 Element: 1651 Faces: 2074 2075 2066 2071 Element: 1652 Faces: 2067 2072 2014 2074 Element: 1653 Faces: 2068 2073 2015 2075 Element: 1654 Faces: 2016 2076 2077 2078 Element: 1655 Faces: 2079 2080 2071 2076 Element: 1656 Faces: 2072 2077 2019 2079 Element: 1657 Faces: 2073 2078 2020 2080 Element: 1658 Faces: 2021 2081 2082 2083 Element: 1659 Faces: 2084 2085 2076 2081 Element: 1660 Faces: 2077 2082 2024 2084 Element: 1661 Faces: 2078 2083 2025 2085 Element: 1662 Faces: 2026 2086 2087 2088 Element: 1663 Faces: 2089 2090 2081 2086 Element: 1664 Faces: 2082 2087 2029 2089 Element: 1665 Faces: 2083 2088 2030 2090 Element: 1666 Faces: 2091 2092 2086 2033 Element: 1667 Faces: 2087 2034 2031 2091 Element: 1668 Faces: 2088 2035 2032 2092 Element: 1669 Faces: 2033 2093 2094 2095 Element: 1670 Faces: 2036 2096 2097 2098 Element: 1671 Faces: 2099 2100 2093 2096 Element: 1672 Faces: 2094 2097 2039 2099 Element: 1673 Faces: 2095 2098 2040 2100 Element: 1674 Faces: 2041 2101 2102 2103 Element: 1675 Faces: 2104 2105 2096 2101 Element: 1676 Faces: 2097 2102 2044 2104 Element: 1677 Faces: 2098 2103 2045 2105 Element: 1678 Faces: 2046 2106 2107 2108 Element: 1679 Faces: 2109 2110 2101 2106 Element: 1680 Faces: 2102 2107 2049 2109 Element: 1681 Faces: 2103 2108 2050 2110 Element: 1682 Faces: 2051 2111 2112 2113 Element: 1683 Faces: 2114 2115 2106 2111 Element: 1684 Faces: 2107 2112 2054 2114 Element: 1685 Faces: 2108 2113 2055 2115 Element: 1686 Faces: 2056 2116 2117 2118 Element: 1687 Faces: 2119 2120 2111 2116 Element: 1688 Faces: 2112 2117 2059 2119 Element: 1689 Faces: 2113 2118 2060 2120 Element: 1690 Faces: 2061 2121 2122 2123 Element: 1691 Faces: 2124 2125 2116 2121 Element: 1692 Faces: 2117 2122 2064 2124 Element: 1693 Faces: 2118 2123 2065 2125 Element: 1694 Faces: 2066 2126 2127 2128 Element: 1695 Faces: 2129 2130 2121 2126 Element: 1696 Faces: 2122 2127 2069 2129 Element: 1697 Faces: 2123 2128 2070 2130 Element: 1698 Faces: 2071 2131 2132 2133 Element: 1699 Faces: 2134 2135 2126 2131 Element: 1700 Faces: 2127 2132 2074 2134 Element: 1701 Faces: 2128 2133 2075 2135 Element: 1702 Faces: 2076 2136 2137 2138 Element: 1703 Faces: 2139 2140 2131 2136 Element: 1704 Faces: 2132 2137 2079 2139 Element: 1705 Faces: 2133 2138 2080 2140 Element: 1706 Faces: 2081 2141 2142 2143 Element: 1707 Faces: 2144 2145 2136 2141 Element: 1708 Faces: 2137 2142 2084 2144 Element: 1709 Faces: 2138 2143 2085 2145 Element: 1710 Faces: 2086 2146 2147 2148 Element: 1711 Faces: 2149 2150 2141 2146 Element: 1712 Faces: 2142 2147 2089 2149 Element: 1713 Faces: 2143 2148 2090 2150 Element: 1714 Faces: 2151 2152 2146 2093 Element: 1715 Faces: 2147 2094 2091 2151 Element: 1716 Faces: 2148 2095 2092 2152 Element: 1717 Faces: 2093 2153 2154 2155 Element: 1718 Faces: 2096 2156 2157 2158 Element: 1719 Faces: 2159 2160 2153 2156 Element: 1720 Faces: 2154 2157 2099 2159 Element: 1721 Faces: 2155 2158 2100 2160 Element: 1722 Faces: 2101 2161 2162 2163 Element: 1723 Faces: 2164 2165 2156 2161 Element: 1724 Faces: 2157 2162 2104 2164 Element: 1725 Faces: 2158 2163 2105 2165 Element: 1726 Faces: 2106 2166 2167 2168 Element: 1727 Faces: 2169 2170 2161 2166 Element: 1728 Faces: 2162 2167 2109 2169 Element: 1729 Faces: 2163 2168 2110 2170 Element: 1730 Faces: 2111 2171 2172 2173 Element: 1731 Faces: 2174 2175 2166 2171 Element: 1732 Faces: 2167 2172 2114 2174 Element: 1733 Faces: 2168 2173 2115 2175 Element: 1734 Faces: 2116 2176 2177 2178 Element: 1735 Faces: 2179 2180 2171 2176 Element: 1736 Faces: 2172 2177 2119 2179 Element: 1737 Faces: 2173 2178 2120 2180 Element: 1738 Faces: 2121 2181 2182 2183 Element: 1739 Faces: 2184 2185 2176 2181 Element: 1740 Faces: 2177 2182 2124 2184 Element: 1741 Faces: 2178 2183 2125 2185 Element: 1742 Faces: 2126 2186 2187 2188 Element: 1743 Faces: 2189 2190 2181 2186 Element: 1744 Faces: 2182 2187 2129 2189 Element: 1745 Faces: 2183 2188 2130 2190 Element: 1746 Faces: 2131 2191 2192 2193 Element: 1747 Faces: 2194 2195 2186 2191 Element: 1748 Faces: 2187 2192 2134 2194 Element: 1749 Faces: 2188 2193 2135 2195 Element: 1750 Faces: 2136 2196 2197 2198 Element: 1751 Faces: 2199 2200 2191 2196 Element: 1752 Faces: 2192 2197 2139 2199 Element: 1753 Faces: 2193 2198 2140 2200 Element: 1754 Faces: 2141 2201 2202 2203 Element: 1755 Faces: 2204 2205 2196 2201 Element: 1756 Faces: 2197 2202 2144 2204 Element: 1757 Faces: 2198 2203 2145 2205 Element: 1758 Faces: 2146 2206 2207 2208 Element: 1759 Faces: 2209 2210 2201 2206 Element: 1760 Faces: 2202 2207 2149 2209 Element: 1761 Faces: 2203 2208 2150 2210 Element: 1762 Faces: 2211 2212 2206 2153 Element: 1763 Faces: 2207 2154 2151 2211 Element: 1764 Faces: 2208 2155 2152 2212 Element: 1765 Faces: 2153 2213 2214 2215 Element: 1766 Faces: 2156 2216 2217 2218 Element: 1767 Faces: 2219 2220 2213 2216 Element: 1768 Faces: 2214 2217 2159 2219 Element: 1769 Faces: 2215 2218 2160 2220 Element: 1770 Faces: 2161 2221 2222 2223 Element: 1771 Faces: 2224 2225 2216 2221 Element: 1772 Faces: 2217 2222 2164 2224 Element: 1773 Faces: 2218 2223 2165 2225 Element: 1774 Faces: 2166 2226 2227 2228 Element: 1775 Faces: 2229 2230 2221 2226 Element: 1776 Faces: 2222 2227 2169 2229 Element: 1777 Faces: 2223 2228 2170 2230 Element: 1778 Faces: 2171 2231 2232 2233 Element: 1779 Faces: 2234 2235 2226 2231 Element: 1780 Faces: 2227 2232 2174 2234 Element: 1781 Faces: 2228 2233 2175 2235 Element: 1782 Faces: 2176 2236 2237 2238 Element: 1783 Faces: 2239 2240 2231 2236 Element: 1784 Faces: 2232 2237 2179 2239 Element: 1785 Faces: 2233 2238 2180 2240 Element: 1786 Faces: 2181 2241 2242 2243 Element: 1787 Faces: 2244 2245 2236 2241 Element: 1788 Faces: 2237 2242 2184 2244 Element: 1789 Faces: 2238 2243 2185 2245 Element: 1790 Faces: 2186 2246 2247 2248 Element: 1791 Faces: 2249 2250 2241 2246 Element: 1792 Faces: 2242 2247 2189 2249 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Element: 90 Faces: 362 366 335 367 368 369 Nodes: 178 179 194 195 186 187 202 203 Element: 91 Faces: 366 370 339 371 372 373 Nodes: 179 180 195 196 187 188 203 204 Element: 92 Faces: 370 374 343 375 376 377 Nodes: 180 181 196 197 188 189 204 205 Element: 93 Faces: 374 378 347 379 380 381 Nodes: 181 182 197 198 189 190 205 206 Element: 94 Faces: 378 382 351 383 384 385 Nodes: 182 183 198 199 190 191 206 207 Element: 95 Faces: 382 386 355 387 388 389 Nodes: 183 184 199 200 191 192 207 208 Element: 96 Faces: 386 361 358 390 391 392 Nodes: 184 177 200 193 192 185 208 201 Element: 97 Faces: 393 394 363 395 396 397 Nodes: 193 194 209 210 201 202 217 218 Element: 98 Faces: 394 398 367 399 400 401 Nodes: 194 195 210 211 202 203 218 219 Element: 99 Faces: 398 402 371 403 404 405 Nodes: 195 196 211 212 203 204 219 220 Element: 100 Faces: 402 406 375 407 408 409 Nodes: 196 197 212 213 204 205 220 221 Element: 101 Faces: 406 410 379 411 412 413 Nodes: 197 198 213 214 205 206 221 222 Element: 102 Faces: 410 414 383 415 416 417 Nodes: 198 199 214 215 206 207 222 223 Element: 103 Faces: 414 418 387 419 420 421 Nodes: 199 200 215 216 207 208 223 224 Element: 104 Faces: 418 393 390 422 423 424 Nodes: 200 193 216 209 208 201 224 217 Element: 105 Faces: 425 426 395 427 428 429 Nodes: 209 210 225 226 217 218 233 234 Element: 106 Faces: 426 430 399 431 432 433 Nodes: 210 211 226 227 218 219 234 235 Element: 107 Faces: 430 434 403 435 436 437 Nodes: 211 212 227 228 219 220 235 236 Element: 108 Faces: 434 438 407 439 440 441 Nodes: 212 213 228 229 220 221 236 237 Element: 109 Faces: 438 442 411 443 444 445 Nodes: 213 214 229 230 221 222 237 238 Element: 110 Faces: 442 446 415 447 448 449 Nodes: 214 215 230 231 222 223 238 239 Element: 111 Faces: 446 450 419 451 452 453 Nodes: 215 216 231 232 223 224 239 240 Element: 112 Faces: 450 425 422 454 455 456 Nodes: 216 209 232 225 224 217 240 233 Element: 113 Faces: 457 458 427 459 460 461 Nodes: 225 226 241 242 233 234 249 250 Element: 114 Faces: 458 462 431 463 464 465 Nodes: 226 227 242 243 234 235 250 251 Element: 115 Faces: 462 466 435 467 468 469 Nodes: 227 228 243 244 235 236 251 252 Element: 116 Faces: 466 470 439 471 472 473 Nodes: 228 229 244 245 236 237 252 253 Element: 117 Faces: 470 474 443 475 476 477 Nodes: 229 230 245 246 237 238 253 254 Element: 118 Faces: 474 478 447 479 480 481 Nodes: 230 231 246 247 238 239 254 255 Element: 119 Faces: 478 482 451 483 484 485 Nodes: 231 232 247 248 239 240 255 256 Element: 120 Faces: 482 457 454 486 487 488 Nodes: 232 225 248 241 240 233 256 249 Element: 121 Faces: 489 490 459 491 492 493 Nodes: 241 242 257 258 249 250 265 266 Element: 122 Faces: 490 494 463 495 496 497 Nodes: 242 243 258 259 250 251 266 267 Element: 123 Faces: 494 498 467 499 500 501 Nodes: 243 244 259 260 251 252 267 268 Element: 124 Faces: 498 502 471 503 504 505 Nodes: 244 245 260 261 252 253 268 269 Element: 125 Faces: 502 506 475 507 508 509 Nodes: 245 246 261 262 253 254 269 270 Element: 126 Faces: 506 510 479 511 512 513 Nodes: 246 247 262 263 254 255 270 271 Element: 127 Faces: 510 514 483 515 516 517 Nodes: 247 248 263 264 255 256 271 272 Element: 128 Faces: 514 489 486 518 519 520 Nodes: 248 241 264 257 256 249 272 265 Element: 129 Faces: 521 522 491 523 524 525 Nodes: 257 258 273 274 265 266 281 282 Element: 130 Faces: 522 526 495 527 528 529 Nodes: 258 259 274 275 266 267 282 283 Element: 131 Faces: 526 530 499 531 532 533 Nodes: 259 260 275 276 267 268 283 284 Element: 132 Faces: 530 534 503 535 536 537 Nodes: 260 261 276 277 268 269 284 285 Element: 133 Faces: 534 538 507 539 540 541 Nodes: 261 262 277 278 269 270 285 286 Element: 134 Faces: 538 542 511 543 544 545 Nodes: 262 263 278 279 270 271 286 287 Element: 135 Faces: 542 546 515 547 548 549 Nodes: 263 264 279 280 271 272 287 288 Element: 136 Faces: 546 521 518 550 551 552 Nodes: 264 257 280 273 272 265 288 281 Element: 137 Faces: 553 554 523 555 556 557 Nodes: 273 274 289 290 281 282 297 298 Element: 138 Faces: 554 558 527 559 560 561 Nodes: 274 275 290 291 282 283 298 299 Element: 139 Faces: 558 562 531 563 564 565 Nodes: 275 276 291 292 283 284 299 300 Element: 140 Faces: 562 566 535 567 568 569 Nodes: 276 277 292 293 284 285 300 301 Element: 141 Faces: 566 570 539 571 572 573 Nodes: 277 278 293 294 285 286 301 302 Element: 142 Faces: 570 574 543 575 576 577 Nodes: 278 279 294 295 286 287 302 303 Element: 143 Faces: 574 578 547 579 580 581 Nodes: 279 280 295 296 287 288 303 304 Element: 144 Faces: 578 553 550 582 583 584 Nodes: 280 273 296 289 288 281 304 297 Element: 145 Faces: 585 586 555 587 588 589 Nodes: 289 290 305 306 297 298 313 314 Element: 146 Faces: 586 590 559 591 592 593 Nodes: 290 291 306 307 298 299 314 315 Element: 147 Faces: 590 594 563 595 596 597 Nodes: 291 292 307 308 299 300 315 316 Element: 148 Faces: 594 598 567 599 600 601 Nodes: 292 293 308 309 300 301 316 317 Element: 149 Faces: 598 602 571 603 604 605 Nodes: 293 294 309 310 301 302 317 318 Element: 150 Faces: 602 606 575 607 608 609 Nodes: 294 295 310 311 302 303 318 319 Element: 151 Faces: 606 610 579 611 612 613 Nodes: 295 296 311 312 303 304 319 320 Element: 152 Faces: 610 585 582 614 615 616 Nodes: 296 289 312 305 304 297 320 313 Element: 153 Faces: 617 618 587 619 620 621 Nodes: 305 306 321 322 313 314 329 330 Element: 154 Faces: 618 622 591 623 624 625 Nodes: 306 307 322 323 314 315 330 331 Element: 155 Faces: 622 626 595 627 628 629 Nodes: 307 308 323 324 315 316 331 332 Element: 156 Faces: 626 630 599 631 632 633 Nodes: 308 309 324 325 316 317 332 333 Element: 157 Faces: 630 634 603 635 636 637 Nodes: 309 310 325 326 317 318 333 334 Element: 158 Faces: 634 638 607 639 640 641 Nodes: 310 311 326 327 318 319 334 335 Element: 159 Faces: 638 642 611 643 644 645 Nodes: 311 312 327 328 319 320 335 336 Element: 160 Faces: 642 617 614 646 647 648 Nodes: 312 305 328 321 320 313 336 329 Element: 161 Faces: 649 650 619 651 652 653 Nodes: 321 322 357 358 329 330 365 366 Element: 162 Faces: 650 654 623 655 656 657 Nodes: 322 323 358 359 330 331 366 367 Element: 163 Faces: 654 658 627 659 660 661 Nodes: 323 324 359 360 331 332 367 368 Element: 164 Faces: 658 662 631 663 664 665 Nodes: 324 325 360 361 332 333 368 369 Element: 165 Faces: 662 666 635 667 668 669 Nodes: 325 326 361 362 333 334 369 370 Element: 166 Faces: 666 670 639 671 672 673 Nodes: 326 327 362 363 334 335 370 371 Element: 167 Faces: 670 674 643 675 676 677 Nodes: 327 328 363 364 335 336 371 372 Element: 168 Faces: 674 649 646 678 679 680 Nodes: 328 321 364 357 336 329 372 365 Element: 169 Faces: 681 682 651 683 684 685 Nodes: 357 358 373 374 365 366 381 382 Element: 170 Faces: 682 686 655 687 688 689 Nodes: 358 359 374 375 366 367 382 383 Element: 171 Faces: 686 690 659 691 692 693 Nodes: 359 360 375 376 367 368 383 384 Element: 172 Faces: 690 694 663 695 696 697 Nodes: 360 361 376 377 368 369 384 385 Element: 173 Faces: 694 698 667 699 700 701 Nodes: 361 362 377 378 369 370 385 386 Element: 174 Faces: 698 702 671 703 704 705 Nodes: 362 363 378 379 370 371 386 387 Element: 175 Faces: 702 706 675 707 708 709 Nodes: 363 364 379 380 371 372 387 388 Element: 176 Faces: 706 681 678 710 711 712 Nodes: 364 357 380 373 372 365 388 381 Element: 177 Faces: 713 714 683 715 716 717 Nodes: 373 374 341 342 381 382 349 350 Element: 178 Faces: 714 718 687 719 720 721 Nodes: 374 375 342 343 382 383 350 351 Element: 179 Faces: 718 722 691 723 724 725 Nodes: 375 376 343 344 383 384 351 352 Element: 180 Faces: 722 726 695 727 728 729 Nodes: 376 377 344 345 384 385 352 353 Element: 181 Faces: 726 730 699 731 732 733 Nodes: 377 378 345 346 385 386 353 354 Element: 182 Faces: 730 734 703 735 736 737 Nodes: 378 379 346 347 386 387 354 355 Element: 183 Faces: 734 738 707 739 740 741 Nodes: 379 380 347 348 387 388 355 356 Element: 184 Faces: 738 713 710 742 743 744 Nodes: 380 373 348 341 388 381 356 349 Define element template: element4 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1,2,3,101,102,103,1,2,3,101,102,103)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element4 Element: 185 Faces: 745 746 -1 747 748 749 Nodes: 389 391 392 390 403 404 Scale factors: -1.000000000000000e+00 0.000000000000000e+00 1.000000000000000e+00 5.235987755982988e-01 4.999999999999999e-01 8.660254037844387e-01 5.235987755982988e-01 0.000000000000000e+00 1.000000000000000e+00 5.235987755982988e-01 4.999999999999999e-01 8.660254037844387e-01 5.235987755982988e-01 Define element template: element5 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(101,102,103,201,202,203,101,102,103,201,202,203)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element5 Element: 186 Faces: 746 750 -1 751 752 753 Nodes: 389 392 393 390 404 405 Scale factors: -1.000000000000000e+00 4.999999999999999e-01 8.660254037844387e-01 5.235987755982988e-01 8.660254037844386e-01 5.000000000000001e-01 5.235987755982988e-01 4.999999999999999e-01 8.660254037844387e-01 5.235987755982988e-01 8.660254037844386e-01 5.000000000000001e-01 5.235987755982988e-01 Define element template: element6 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(201,202,203,301,302,303,201,202,203,301,302,303)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element6 Element: 187 Faces: 750 754 -1 755 756 757 Nodes: 389 393 394 390 405 406 Scale factors: -1.000000000000000e+00 8.660254037844386e-01 5.000000000000001e-01 5.235987755982988e-01 1.000000000000000e+00 6.123233995736766e-17 5.235987755982988e-01 8.660254037844386e-01 5.000000000000001e-01 5.235987755982988e-01 1.000000000000000e+00 6.123233995736766e-17 5.235987755982988e-01 Define element template: element7 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(301,302,303,401,402,403,301,302,303,401,402,403)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element7 Element: 188 Faces: 754 758 -1 759 760 761 Nodes: 389 394 395 390 406 407 Scale factors: -1.000000000000000e+00 1.000000000000000e+00 6.123233995736766e-17 5.235987755982988e-01 8.660254037844387e-01 -4.999999999999998e-01 5.235987755982988e-01 1.000000000000000e+00 6.123233995736766e-17 5.235987755982988e-01 8.660254037844387e-01 -4.999999999999998e-01 5.235987755982988e-01 Define element template: element8 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(401,402,403,501,502,503,401,402,403,501,502,503)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element8 Element: 189 Faces: 758 762 -1 763 764 765 Nodes: 389 395 396 390 407 408 Scale factors: -1.000000000000000e+00 8.660254037844387e-01 -4.999999999999998e-01 5.235987755982988e-01 5.000000000000003e-01 -8.660254037844385e-01 5.235987755982988e-01 8.660254037844387e-01 -4.999999999999998e-01 5.235987755982988e-01 5.000000000000003e-01 -8.660254037844385e-01 5.235987755982988e-01 Define element template: element9 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(501,502,503,601,602,603,501,502,503,601,602,603)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element9 Element: 190 Faces: 762 766 -1 767 768 769 Nodes: 389 396 397 390 408 409 Scale factors: -1.000000000000000e+00 5.000000000000003e-01 -8.660254037844385e-01 5.235987755982988e-01 1.224646799147353e-16 -1.000000000000000e+00 5.235987755982988e-01 5.000000000000003e-01 -8.660254037844385e-01 5.235987755982988e-01 1.224646799147353e-16 -1.000000000000000e+00 5.235987755982988e-01 Define element template: element10 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(601,602,603,701,702,703,601,602,603,701,702,703)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element10 Element: 191 Faces: 766 770 -1 771 772 773 Nodes: 389 397 398 390 409 410 Scale factors: -1.000000000000000e+00 1.224646799147353e-16 -1.000000000000000e+00 5.235987755982988e-01 -4.999999999999997e-01 -8.660254037844388e-01 5.235987755982988e-01 1.224646799147353e-16 -1.000000000000000e+00 5.235987755982988e-01 -4.999999999999997e-01 -8.660254037844388e-01 5.235987755982988e-01 Define element template: element11 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(701,702,703,801,802,803,701,702,703,801,802,803)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element11 Element: 192 Faces: 770 774 -1 775 776 777 Nodes: 389 398 399 390 410 411 Scale factors: -1.000000000000000e+00 -4.999999999999997e-01 -8.660254037844388e-01 5.235987755982988e-01 -8.660254037844385e-01 -5.000000000000004e-01 5.235987755982988e-01 -4.999999999999997e-01 -8.660254037844388e-01 5.235987755982988e-01 -8.660254037844385e-01 -5.000000000000004e-01 5.235987755982988e-01 Define element template: element12 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(801,802,803,901,902,903,801,802,803,901,902,903)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element12 Element: 193 Faces: 774 778 -1 779 780 781 Nodes: 389 399 400 390 411 412 Scale factors: -1.000000000000000e+00 -8.660254037844385e-01 -5.000000000000004e-01 5.235987755982988e-01 -1.000000000000000e+00 -1.836970198721030e-16 5.235987755982988e-01 -8.660254037844385e-01 -5.000000000000004e-01 5.235987755982988e-01 -1.000000000000000e+00 -1.836970198721030e-16 5.235987755982988e-01 Define element template: element13 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(901,902,903,1001,1002,1003,901,902,903,1001,1002,1003)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element13 Element: 194 Faces: 778 782 -1 783 784 785 Nodes: 389 400 401 390 412 413 Scale factors: -1.000000000000000e+00 -1.000000000000000e+00 -1.836970198721030e-16 5.235987755982988e-01 -8.660254037844390e-01 4.999999999999993e-01 5.235987755982988e-01 -1.000000000000000e+00 -1.836970198721030e-16 5.235987755982988e-01 -8.660254037844390e-01 4.999999999999993e-01 5.235987755982988e-01 Define element template: element14 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1001,1002,1003,1101,1102,1103,1001,1002,1003,1101,1102,1103)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element14 Element: 195 Faces: 782 786 -1 787 788 789 Nodes: 389 401 402 390 413 414 Scale factors: -1.000000000000000e+00 -8.660254037844390e-01 4.999999999999993e-01 5.235987755982988e-01 -5.000000000000004e-01 8.660254037844384e-01 5.235987755982988e-01 -8.660254037844390e-01 4.999999999999993e-01 5.235987755982988e-01 -5.000000000000004e-01 8.660254037844384e-01 5.235987755982988e-01 Define element template: element15 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1101,1102,1103,1,2,3,1101,1102,1103,1,2,3)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element15 Element: 196 Faces: 786 745 -1 790 791 792 Nodes: 389 402 391 390 414 403 Scale factors: -1.000000000000000e+00 -5.000000000000004e-01 8.660254037844384e-01 5.235987755982988e-01 0.000000000000000e+00 1.000000000000000e+00 5.235987755982988e-01 -5.000000000000004e-01 8.660254037844384e-01 5.235987755982988e-01 0.000000000000000e+00 1.000000000000000e+00 5.235987755982988e-01 Element template: element3 Element: 197 Faces: 793 794 747 795 796 797 Nodes: 391 392 415 416 403 404 427 428 Element: 198 Faces: 794 798 751 799 800 801 Nodes: 392 393 416 417 404 405 428 429 Element: 199 Faces: 798 802 755 803 804 805 Nodes: 393 394 417 418 405 406 429 430 Element: 200 Faces: 802 806 759 807 808 809 Nodes: 394 395 418 419 406 407 430 431 Element: 201 Faces: 806 810 763 811 812 813 Nodes: 395 396 419 420 407 408 431 432 Element: 202 Faces: 810 814 767 815 816 817 Nodes: 396 397 420 421 408 409 432 433 Element: 203 Faces: 814 818 771 819 820 821 Nodes: 397 398 421 422 409 410 433 434 Element: 204 Faces: 818 822 775 823 824 825 Nodes: 398 399 422 423 410 411 434 435 Element: 205 Faces: 822 826 779 827 828 829 Nodes: 399 400 423 424 411 412 435 436 Element: 206 Faces: 826 830 783 831 832 833 Nodes: 400 401 424 425 412 413 436 437 Element: 207 Faces: 830 834 787 835 836 837 Nodes: 401 402 425 426 413 414 437 438 Element: 208 Faces: 834 793 790 838 839 840 Nodes: 402 391 426 415 414 403 438 427 Element: 209 Faces: 841 842 795 843 844 845 Nodes: 415 416 439 440 427 428 451 452 Element: 210 Faces: 842 846 799 847 848 849 Nodes: 416 417 440 441 428 429 452 453 Element: 211 Faces: 846 850 803 851 852 853 Nodes: 417 418 441 442 429 430 453 454 Element: 212 Faces: 850 854 807 855 856 857 Nodes: 418 419 442 443 430 431 454 455 Define element template: element16 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+1 4. #Values=1 Value labels: d/ds2 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+1 8. #Values=1 Value labels: d/ds2 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+1 4. #Values=1 Value labels: d/ds2 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+1 8. #Values=1 Value labels: d/ds2 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+1 4. #Values=1 Value labels: d/ds2 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+1 8. #Values=1 Value labels: d/ds2 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element16 Element: 213 Faces: 854 858 811 859 860 861 Nodes: 419 420 443 444 431 432 455 456 Scale factors: -1.000000000000000e+00 Define element template: element17 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 1 1 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element17 Element: 214 Faces: 858 862 815 863 864 865 Nodes: 420 421 444 445 432 433 456 457 Scale factors: -1.000000000000000e+00 Element: 215 Faces: 862 866 819 867 868 869 Nodes: 421 422 445 446 433 434 457 458 Scale factors: -1.000000000000000e+00 Define element template: element18 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 3. #Values=1 Value labels: d/ds2 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 7. #Values=1 Value labels: d/ds2 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 3. #Values=1 Value labels: d/ds2 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 7. #Values=1 Value labels: d/ds2 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 3. #Values=1 Value labels: d/ds2 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 7. #Values=1 Value labels: d/ds2 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element18 Element: 216 Faces: 866 870 823 871 872 873 Nodes: 422 423 446 447 434 435 458 459 Scale factors: -1.000000000000000e+00 Element template: element3 Element: 217 Faces: 870 874 827 875 876 877 Nodes: 423 424 447 448 435 436 459 460 Element: 218 Faces: 874 878 831 879 880 881 Nodes: 424 425 448 449 436 437 460 461 Element: 219 Faces: 878 882 835 883 884 885 Nodes: 425 426 449 450 437 438 461 462 Element: 220 Faces: 882 841 838 886 887 888 Nodes: 426 415 450 439 438 427 462 451 Element: 221 Faces: 889 890 843 891 892 893 Nodes: 439 440 463 464 451 452 474 475 Element: 222 Faces: 890 894 847 895 896 897 Nodes: 440 441 464 465 452 453 475 476 Element: 223 Faces: 894 898 851 899 900 901 Nodes: 441 442 465 466 453 454 476 477 Element: 224 Faces: 898 902 855 903 904 905 Nodes: 442 443 466 467 454 455 477 478 Define element template: element19 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=1 Value labels: value Scale factor indices: 0 2+2. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+1 2. #Values=1 Value labels: d/ds1 Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=1 Value labels: value Scale factor indices: 0 6+6. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+1 6. #Values=1 Value labels: d/ds1 Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=1 Value labels: value Scale factor indices: 0 2+2. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+1 2. #Values=1 Value labels: d/ds1 Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=1 Value labels: value Scale factor indices: 0 6+6. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+1 6. #Values=1 Value labels: d/ds1 Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=1 Value labels: value Scale factor indices: 0 2+2. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+1 2. #Values=1 Value labels: d/ds1 Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=1 Value labels: value Scale factor indices: 0 6+6. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+1 6. #Values=1 Value labels: d/ds1 Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element19 Element: 225 Faces: 902 906 859 907 908 909 Nodes: 443 444 467 468 455 456 478 479 Scale factors: -1.000000000000000e+00 Define element template: element20 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=1 Value labels: value Scale factor indices: 0 1+1. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 1. #Values=1 Value labels: d/ds1 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=1 Value labels: value Scale factor indices: 0 5+5. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 5. #Values=1 Value labels: d/ds1 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=1 Value labels: value Scale factor indices: 0 1+1. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 1. #Values=1 Value labels: d/ds1 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=1 Value labels: value Scale factor indices: 0 5+5. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 5. #Values=1 Value labels: d/ds1 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=1 Value labels: value Scale factor indices: 0 1+1. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 1. #Values=1 Value labels: d/ds1 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=1 Value labels: value Scale factor indices: 0 5+5. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 1+0 5. #Values=1 Value labels: d/ds1 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element20 Element: 226 Faces: 910 911 871 912 913 914 Nodes: 446 447 469 470 458 459 480 481 Scale factors: -1.000000000000000e+00 Element template: element3 Element: 227 Faces: 911 915 875 916 917 918 Nodes: 447 448 470 471 459 460 481 482 Element: 228 Faces: 915 919 879 920 921 922 Nodes: 448 449 471 472 460 461 482 483 Element: 229 Faces: 919 923 883 924 925 926 Nodes: 449 450 472 473 461 462 483 484 Element: 230 Faces: 923 889 886 927 928 929 Nodes: 450 439 473 463 462 451 484 474 Element: 231 Faces: 930 931 891 932 933 934 Nodes: 463 464 485 486 474 475 497 498 Element: 232 Faces: 931 935 895 936 937 938 Nodes: 464 465 486 487 475 476 498 499 Element: 233 Faces: 935 939 899 940 941 942 Nodes: 465 466 487 488 476 477 499 500 Element: 234 Faces: 939 943 903 944 945 946 Nodes: 466 467 488 489 477 478 500 501 Define element template: element21 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 4. #Values=1 Value labels: d/ds1 Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 8. #Values=1 Value labels: d/ds1 Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 4. #Values=1 Value labels: d/ds1 Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 8. #Values=1 Value labels: d/ds1 Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 4+4. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 4. #Values=1 Value labels: d/ds1 Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 1 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=1 Value labels: value Scale factor indices: 0 8+8. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 8. #Values=1 Value labels: d/ds1 Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element21 Element: 235 Faces: 943 947 907 948 949 950 Nodes: 467 468 489 490 478 479 501 502 Scale factors: -1.000000000000000e+00 Define element template: element22 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 3. #Values=1 Value labels: d/ds1 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 7. #Values=1 Value labels: d/ds1 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 3. #Values=1 Value labels: d/ds1 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 7. #Values=1 Value labels: d/ds1 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=1 Value labels: value Scale factor indices: 0 3+3. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 3. #Values=1 Value labels: d/ds1 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds2 d/ds1 Scale factor indices: 0 0 1 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=1 Value labels: value Scale factor indices: 0 7+7. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+0 7. #Values=1 Value labels: d/ds1 Scale factor indices: 1 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element22 Element: 236 Faces: 951 952 912 953 954 955 Nodes: 469 470 492 493 480 481 504 505 Scale factors: -1.000000000000000e+00 Element template: element3 Element: 237 Faces: 952 956 916 957 958 959 Nodes: 470 471 493 494 481 482 505 506 Element: 238 Faces: 956 960 920 961 962 963 Nodes: 471 472 494 495 482 483 506 507 Element: 239 Faces: 960 964 924 965 966 967 Nodes: 472 473 495 496 483 484 507 508 Element: 240 Faces: 964 930 927 968 969 970 Nodes: 473 463 496 485 484 474 508 497 Element: 241 Faces: 971 972 932 973 974 975 Nodes: 485 486 509 510 497 498 521 522 Element: 242 Faces: 972 976 936 977 978 979 Nodes: 486 487 510 511 498 499 522 523 Element: 243 Faces: 976 980 940 981 982 983 Nodes: 487 488 511 512 499 500 523 524 Element: 244 Faces: 980 984 944 985 986 987 Nodes: 488 489 512 513 500 501 524 525 Define element template: element23 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=1, identifiers="global_general(1)" #Nodes=8 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=1 Value labels: value Scale factor indices: 0 2+2. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 2. #Values=1 Value labels: d/ds2 Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=1 Value labels: value Scale factor indices: 0 6+6. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 6. #Values=1 Value labels: d/ds2 Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=1 Value labels: value Scale factor indices: 0 2+2. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 2. #Values=1 Value labels: d/ds2 Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=1 Value labels: value Scale factor indices: 0 6+6. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 6. #Values=1 Value labels: d/ds2 Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=8 1. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 2. #Values=1 Value labels: value Scale factor indices: 0 2+2. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 2. #Values=1 Value labels: d/ds2 Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=1 Value labels: value Scale factor indices: 0 6+6. #Values=1 Value labels: d/ds1+d/ds2 Scale factor indices: 0+1 6. #Values=1 Value labels: d/ds2 Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 7. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 8. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element23 Element: 245 Faces: 984 988 948 989 990 991 Nodes: 489 490 513 514 501 502 525 526 Scale factors: -1.000000000000000e+00 Element template: element3 Element: 246 Faces: 988 992 993 994 995 996 Nodes: 490 491 514 515 502 503 526 527 Element: 247 Faces: 992 997 998 999 1000 1001 Nodes: 491 492 515 516 503 504 527 528 Define element template: element24 Shape. 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standard node based. #Nodes=8 1. #Values=1 Value labels: value 1+1. #Values=1 Value labels: d/ds1+d/ds2 1. #Values=1 Value labels: d/ds2 0. #Values=1 Value labels: zero 2. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 4. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 5. #Values=1 Value labels: value 5+5. #Values=1 Value labels: d/ds1+d/ds2 5. #Values=1 Value labels: d/ds2 0. #Values=1 Value labels: zero 6. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 7. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 8. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. #Nodes=8 1. #Values=1 Value labels: value 1+1. #Values=1 Value labels: d/ds1+d/ds2 1. #Values=1 Value labels: d/ds2 0. #Values=1 Value labels: zero 2. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 3. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 4. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 5. #Values=1 Value labels: value 5+5. #Values=1 Value labels: d/ds1+d/ds2 5. #Values=1 Value labels: d/ds2 0. #Values=1 Value labels: zero 6. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 7. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero 8. #Values=3 Value labels: value d/ds1 d/ds2 0. #Values=1 Value labels: zero Element template: element24 Element: 248 Faces: 997 1002 953 1003 1004 1005 Nodes: 492 493 516 517 504 505 528 529 Element template: element3 Element: 249 Faces: 1002 1006 957 1007 1008 1009 Nodes: 493 494 517 518 505 506 529 530 Element: 250 Faces: 1006 1010 961 1011 1012 1013 Nodes: 494 495 518 519 506 507 530 531 Element: 251 Faces: 1010 1014 965 1015 1016 1017 Nodes: 495 496 519 520 507 508 531 532 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351 456 479 Scale factors: 9.817416809507424e-01 7.189027148712384e-01 3.481687535680837e-01 2.470332322726264e-01 8.732888010962867e-01 6.637242812674771e-01 3.336383463416587e-01 2.540387077092947e-01 Element: 351 Faces: 1409 1412 723 947 1413 1414 Nodes: 343 344 468 490 351 352 479 502 Scale factors: 7.189027148712384e-01 6.114882080668756e-01 2.470332322726264e-01 5.169247705225649e-01 6.637242812674771e-01 5.831558985700234e-01 2.540387077092947e-01 5.010313684739132e-01 Element: 352 Faces: 1412 1415 727 993 1416 1417 Nodes: 344 345 490 491 352 353 502 503 Scale factors: 6.114882080668756e-01 5.529115571049240e-01 5.169247705225649e-01 8.245934166455404e-01 5.831558985700234e-01 5.467272495046090e-01 5.010313684739132e-01 6.651793610110259e-01 Element: 353 Faces: 1415 1418 731 998 1419 1420 Nodes: 345 346 491 492 353 354 503 504 Scale factors: 5.529115571049240e-01 6.008490256242215e-01 8.245934166455404e-01 5.119202222750078e-01 5.467272495046090e-01 5.733873327419208e-01 6.651793610110259e-01 4.967969511627660e-01 Element: 354 Faces: 1418 1421 735 951 1422 1423 Nodes: 346 347 492 469 354 355 504 480 Scale factors: 6.008490256242215e-01 7.072509101908716e-01 5.119202222750078e-01 2.195767946639321e-01 5.733873327419208e-01 6.532745440900899e-01 4.967969511627660e-01 2.219527823619897e-01 Element: 355 Faces: 1421 1424 739 910 1425 1426 Nodes: 347 348 469 446 355 356 480 458 Scale factors: 7.072509101908716e-01 9.943211116612036e-01 2.195767946639321e-01 3.490954726669360e-01 6.532745440900899e-01 8.839589739776129e-01 2.219527823619897e-01 3.320370458633639e-01 Element: 356 Faces: 1424 1405 742 867 1427 1428 Nodes: 348 341 446 445 356 349 458 457 Scale factors: 9.943211116612036e-01 1.464132317792137e+00 3.490954726669360e-01 4.820844761685885e-01 8.839589739776129e-01 1.307749991377281e+00 3.320370458633639e-01 4.809621239147019e-01 Element template: element3 Element: 357 Faces: 1429 1430 1359 1431 1432 1433 Nodes: 701 702 749 750 713 714 761 762 Element: 358 Faces: 1430 1434 1363 1435 1436 1437 Nodes: 702 703 750 751 714 715 762 763 Element: 359 Faces: 1434 1438 1367 1439 1440 1441 Nodes: 703 704 751 752 715 716 763 764 Element: 360 Faces: 1438 1442 1371 1443 1444 1445 Nodes: 704 705 752 753 716 717 764 765 Element: 361 Faces: 1442 1446 1375 1447 1448 1449 Nodes: 705 706 753 754 717 718 765 766 Element: 362 Faces: 1446 1450 1379 1451 1452 1453 Nodes: 706 707 754 755 718 719 766 767 Element: 363 Faces: 1450 1454 1383 1455 1456 1457 Nodes: 707 708 755 756 719 720 767 768 Element: 364 Faces: 1454 1458 1387 1459 1460 1461 Nodes: 708 709 756 757 720 721 768 769 Element: 365 Faces: 1458 1462 1391 1463 1464 1465 Nodes: 709 710 757 758 721 722 769 770 Element: 366 Faces: 1462 1466 1395 1467 1468 1469 Nodes: 710 711 758 759 722 723 770 771 Element: 367 Faces: 1466 1470 1399 1471 1472 1473 Nodes: 711 712 759 760 723 724 771 772 Element: 368 Faces: 1470 1429 1402 1474 1475 1476 Nodes: 712 701 760 749 724 713 772 761 Element: 369 Faces: 1477 1478 1431 1479 1480 1481 Nodes: 749 750 773 774 761 762 785 786 Element: 370 Faces: 1478 1482 1435 1483 1484 1485 Nodes: 750 751 774 775 762 763 786 787 Element: 371 Faces: 1482 1486 1439 1487 1488 1489 Nodes: 751 752 775 776 763 764 787 788 Element: 372 Faces: 1486 1490 1443 1491 1492 1493 Nodes: 752 753 776 777 764 765 788 789 Element: 373 Faces: 1490 1494 1447 1495 1496 1497 Nodes: 753 754 777 778 765 766 789 790 Element: 374 Faces: 1494 1498 1451 1499 1500 1501 Nodes: 754 755 778 779 766 767 790 791 Element: 375 Faces: 1498 1502 1455 1503 1504 1505 Nodes: 755 756 779 780 767 768 791 792 Element: 376 Faces: 1502 1506 1459 1507 1508 1509 Nodes: 756 757 780 781 768 769 792 793 Element: 377 Faces: 1506 1510 1463 1511 1512 1513 Nodes: 757 758 781 782 769 770 793 794 Element: 378 Faces: 1510 1514 1467 1515 1516 1517 Nodes: 758 759 782 783 770 771 794 795 Element: 379 Faces: 1514 1518 1471 1519 1520 1521 Nodes: 759 760 783 784 771 772 795 796 Element: 380 Faces: 1518 1477 1474 1522 1523 1524 Nodes: 760 749 784 773 772 761 796 785 Element: 381 Faces: 1525 1526 1479 1527 1528 1529 Nodes: 773 774 797 798 785 786 809 810 Element: 382 Faces: 1526 1530 1483 1531 1532 1533 Nodes: 774 775 798 799 786 787 810 811 Element: 383 Faces: 1530 1534 1487 1535 1536 1537 Nodes: 775 776 799 800 787 788 811 812 Element: 384 Faces: 1534 1538 1491 1539 1540 1541 Nodes: 776 777 800 801 788 789 812 813 Element: 385 Faces: 1538 1542 1495 1543 1544 1545 Nodes: 777 778 801 802 789 790 813 814 Element: 386 Faces: 1542 1546 1499 1547 1548 1549 Nodes: 778 779 802 803 790 791 814 815 Element: 387 Faces: 1546 1550 1503 1551 1552 1553 Nodes: 779 780 803 804 791 792 815 816 Element: 388 Faces: 1550 1554 1507 1555 1556 1557 Nodes: 780 781 804 805 792 793 816 817 Element: 389 Faces: 1554 1558 1511 1559 1560 1561 Nodes: 781 782 805 806 793 794 817 818 Element: 390 Faces: 1558 1562 1515 1563 1564 1565 Nodes: 782 783 806 807 794 795 818 819 Element: 391 Faces: 1562 1566 1519 1567 1568 1569 Nodes: 783 784 807 808 795 796 819 820 Element: 392 Faces: 1566 1525 1522 1570 1571 1572 Nodes: 784 773 808 797 796 785 820 809 Element: 393 Faces: 1573 1574 1527 1575 1576 1577 Nodes: 797 798 821 822 809 810 833 834 Element: 394 Faces: 1574 1578 1531 1579 1580 1581 Nodes: 798 799 822 823 810 811 834 835 Element: 395 Faces: 1578 1582 1535 1583 1584 1585 Nodes: 799 800 823 824 811 812 835 836 Element: 396 Faces: 1582 1586 1539 1587 1588 1589 Nodes: 800 801 824 825 812 813 836 837 Element: 397 Faces: 1586 1590 1543 1591 1592 1593 Nodes: 801 802 825 826 813 814 837 838 Element: 398 Faces: 1590 1594 1547 1595 1596 1597 Nodes: 802 803 826 827 814 815 838 839 Element: 399 Faces: 1594 1598 1551 1599 1600 1601 Nodes: 803 804 827 828 815 816 839 840 Element: 400 Faces: 1598 1602 1555 1603 1604 1605 Nodes: 804 805 828 829 816 817 840 841 Element: 401 Faces: 1602 1606 1559 1607 1608 1609 Nodes: 805 806 829 830 817 818 841 842 Element: 402 Faces: 1606 1610 1563 1611 1612 1613 Nodes: 806 807 830 831 818 819 842 843 Element: 403 Faces: 1610 1614 1567 1615 1616 1617 Nodes: 807 808 831 832 819 820 843 844 Element: 404 Faces: 1614 1573 1570 1618 1619 1620 Nodes: 808 797 832 821 820 809 844 833 Element: 405 Faces: 1621 1622 1575 1623 1624 1625 Nodes: 821 822 845 846 833 834 857 858 Element: 406 Faces: 1622 1626 1579 1627 1628 1629 Nodes: 822 823 846 847 834 835 858 859 Element: 407 Faces: 1626 1630 1583 1631 1632 1633 Nodes: 823 824 847 848 835 836 859 860 Element: 408 Faces: 1630 1634 1587 1635 1636 1637 Nodes: 824 825 848 849 836 837 860 861 Element: 409 Faces: 1634 1638 1591 1639 1640 1641 Nodes: 825 826 849 850 837 838 861 862 Element: 410 Faces: 1638 1642 1595 1643 1644 1645 Nodes: 826 827 850 851 838 839 862 863 Element: 411 Faces: 1642 1646 1599 1647 1648 1649 Nodes: 827 828 851 852 839 840 863 864 Element: 412 Faces: 1646 1650 1603 1651 1652 1653 Nodes: 828 829 852 853 840 841 864 865 Element: 413 Faces: 1650 1654 1607 1655 1656 1657 Nodes: 829 830 853 854 841 842 865 866 Element: 414 Faces: 1654 1658 1611 1659 1660 1661 Nodes: 830 831 854 855 842 843 866 867 Element: 415 Faces: 1658 1662 1615 1663 1664 1665 Nodes: 831 832 855 856 843 844 867 868 Element: 416 Faces: 1662 1621 1618 1666 1667 1668 Nodes: 832 821 856 845 844 833 868 857 Element: 417 Faces: 1669 1670 1623 1671 1672 1673 Nodes: 845 846 869 870 857 858 881 882 Element: 418 Faces: 1670 1674 1627 1675 1676 1677 Nodes: 846 847 870 871 858 859 882 883 Element: 419 Faces: 1674 1678 1631 1679 1680 1681 Nodes: 847 848 871 872 859 860 883 884 Element: 420 Faces: 1678 1682 1635 1683 1684 1685 Nodes: 848 849 872 873 860 861 884 885 Element: 421 Faces: 1682 1686 1639 1687 1688 1689 Nodes: 849 850 873 874 861 862 885 886 Element: 422 Faces: 1686 1690 1643 1691 1692 1693 Nodes: 850 851 874 875 862 863 886 887 Element: 423 Faces: 1690 1694 1647 1695 1696 1697 Nodes: 851 852 875 876 863 864 887 888 Element: 424 Faces: 1694 1698 1651 1699 1700 1701 Nodes: 852 853 876 877 864 865 888 889 Element: 425 Faces: 1698 1702 1655 1703 1704 1705 Nodes: 853 854 877 878 865 866 889 890 Element: 426 Faces: 1702 1706 1659 1707 1708 1709 Nodes: 854 855 878 879 866 867 890 891 Element: 427 Faces: 1706 1710 1663 1711 1712 1713 Nodes: 855 856 879 880 867 868 891 892 Element: 428 Faces: 1710 1669 1666 1714 1715 1716 Nodes: 856 845 880 869 868 857 892 881 Element: 429 Faces: 1717 1718 1671 1719 1720 1721 Nodes: 869 870 893 894 881 882 905 906 Element: 430 Faces: 1718 1722 1675 1723 1724 1725 Nodes: 870 871 894 895 882 883 906 907 Element: 431 Faces: 1722 1726 1679 1727 1728 1729 Nodes: 871 872 895 896 883 884 907 908 Element: 432 Faces: 1726 1730 1683 1731 1732 1733 Nodes: 872 873 896 897 884 885 908 909 Element: 433 Faces: 1730 1734 1687 1735 1736 1737 Nodes: 873 874 897 898 885 886 909 910 Element: 434 Faces: 1734 1738 1691 1739 1740 1741 Nodes: 874 875 898 899 886 887 910 911 Element: 435 Faces: 1738 1742 1695 1743 1744 1745 Nodes: 875 876 899 900 887 888 911 912 Element: 436 Faces: 1742 1746 1699 1747 1748 1749 Nodes: 876 877 900 901 888 889 912 913 Element: 437 Faces: 1746 1750 1703 1751 1752 1753 Nodes: 877 878 901 902 889 890 913 914 Element: 438 Faces: 1750 1754 1707 1755 1756 1757 Nodes: 878 879 902 903 890 891 914 915 Element: 439 Faces: 1754 1758 1711 1759 1760 1761 Nodes: 879 880 903 904 891 892 915 916 Element: 440 Faces: 1758 1717 1714 1762 1763 1764 Nodes: 880 869 904 893 892 881 916 905 Element: 441 Faces: 1765 1766 1719 1767 1768 1769 Nodes: 893 894 917 918 905 906 929 930 Element: 442 Faces: 1766 1770 1723 1771 1772 1773 Nodes: 894 895 918 919 906 907 930 931 Element: 443 Faces: 1770 1774 1727 1775 1776 1777 Nodes: 895 896 919 920 907 908 931 932 Element: 444 Faces: 1774 1778 1731 1779 1780 1781 Nodes: 896 897 920 921 908 909 932 933 Element: 445 Faces: 1778 1782 1735 1783 1784 1785 Nodes: 897 898 921 922 909 910 933 934 Element: 446 Faces: 1782 1786 1739 1787 1788 1789 Nodes: 898 899 922 923 910 911 934 935 Element: 447 Faces: 1786 1790 1743 1791 1792 1793 Nodes: 899 900 923 924 911 912 935 936 Element: 448 Faces: 1790 1794 1747 1795 1796 1797 Nodes: 900 901 924 925 912 913 936 937 Element: 449 Faces: 1794 1798 1751 1799 1800 1801 Nodes: 901 902 925 926 913 914 937 938 Element: 450 Faces: 1798 1802 1755 1803 1804 1805 Nodes: 902 903 926 927 914 915 938 939 Element: 451 Faces: 1802 1806 1759 1807 1808 1809 Nodes: 903 904 927 928 915 916 939 940 Element: 452 Faces: 1806 1765 1762 1810 1811 1812 Nodes: 904 893 928 917 916 905 940 929 Element: 453 Faces: 1813 1814 1767 1815 1816 1817 Nodes: 917 918 941 942 929 930 953 954 Element: 454 Faces: 1814 1818 1771 1819 1820 1821 Nodes: 918 919 942 943 930 931 954 955 Element: 455 Faces: 1818 1822 1775 1823 1824 1825 Nodes: 919 920 943 944 931 932 955 956 Element: 456 Faces: 1822 1826 1779 1827 1828 1829 Nodes: 920 921 944 945 932 933 956 957 Element: 457 Faces: 1826 1830 1783 1831 1832 1833 Nodes: 921 922 945 946 933 934 957 958 Element: 458 Faces: 1830 1834 1787 1835 1836 1837 Nodes: 922 923 946 947 934 935 958 959 Element: 459 Faces: 1834 1838 1791 1839 1840 1841 Nodes: 923 924 947 948 935 936 959 960 Element: 460 Faces: 1838 1842 1795 1843 1844 1845 Nodes: 924 925 948 949 936 937 960 961 Element: 461 Faces: 1842 1846 1799 1847 1848 1849 Nodes: 925 926 949 950 937 938 961 962 Element: 462 Faces: 1846 1850 1803 1851 1852 1853 Nodes: 926 927 950 951 938 939 962 963 Element: 463 Faces: 1850 1854 1807 1855 1856 1857 Nodes: 927 928 951 952 939 940 963 964 Element: 464 Faces: 1854 1813 1810 1858 1859 1860 Nodes: 928 917 952 941 940 929 964 953 Element: 465 Faces: 1861 1862 1815 1863 1864 1865 Nodes: 941 942 965 966 953 954 977 978 Element: 466 Faces: 1862 1866 1819 1867 1868 1869 Nodes: 942 943 966 967 954 955 978 979 Element: 467 Faces: 1866 1870 1823 1871 1872 1873 Nodes: 943 944 967 968 955 956 979 980 Element: 468 Faces: 1870 1874 1827 1875 1876 1877 Nodes: 944 945 968 969 956 957 980 981 Element: 469 Faces: 1874 1878 1831 1879 1880 1881 Nodes: 945 946 969 970 957 958 981 982 Element: 470 Faces: 1878 1882 1835 1883 1884 1885 Nodes: 946 947 970 971 958 959 982 983 Element: 471 Faces: 1882 1886 1839 1887 1888 1889 Nodes: 947 948 971 972 959 960 983 984 Element: 472 Faces: 1886 1890 1843 1891 1892 1893 Nodes: 948 949 972 973 960 961 984 985 Element: 473 Faces: 1890 1894 1847 1895 1896 1897 Nodes: 949 950 973 974 961 962 985 986 Element: 474 Faces: 1894 1898 1851 1899 1900 1901 Nodes: 950 951 974 975 962 963 986 987 Element: 475 Faces: 1898 1902 1855 1903 1904 1905 Nodes: 951 952 975 976 963 964 987 988 Element: 476 Faces: 1902 1861 1858 1906 1907 1908 Nodes: 952 941 976 965 964 953 988 977 Element: 477 Faces: 1909 1910 1863 1911 1912 1913 Nodes: 965 966 989 990 977 978 1001 1002 Element: 478 Faces: 1910 1914 1867 1915 1916 1917 Nodes: 966 967 990 991 978 979 1002 1003 Element: 479 Faces: 1914 1918 1871 1919 1920 1921 Nodes: 967 968 991 992 979 980 1003 1004 Element: 480 Faces: 1918 1922 1875 1923 1924 1925 Nodes: 968 969 992 993 980 981 1004 1005 Element: 481 Faces: 1922 1926 1879 1927 1928 1929 Nodes: 969 970 993 994 981 982 1005 1006 Element: 482 Faces: 1926 1930 1883 1931 1932 1933 Nodes: 970 971 994 995 982 983 1006 1007 Element: 483 Faces: 1930 1934 1887 1935 1936 1937 Nodes: 971 972 995 996 983 984 1007 1008 Element: 484 Faces: 1934 1938 1891 1939 1940 1941 Nodes: 972 973 996 997 984 985 1008 1009 Element: 485 Faces: 1938 1942 1895 1943 1944 1945 Nodes: 973 974 997 998 985 986 1009 1010 Element: 486 Faces: 1942 1946 1899 1947 1948 1949 Nodes: 974 975 998 999 986 987 1010 1011 Element: 487 Faces: 1946 1950 1903 1951 1952 1953 Nodes: 975 976 999 1000 987 988 1011 1012 Element: 488 Faces: 1950 1909 1906 1954 1955 1956 Nodes: 976 965 1000 989 988 977 1012 1001 Element: 489 Faces: 1957 1958 1911 1959 1960 1961 Nodes: 989 990 1013 1014 1001 1002 1025 1026 Element: 490 Faces: 1958 1962 1915 1963 1964 1965 Nodes: 990 991 1014 1015 1002 1003 1026 1027 Element: 491 Faces: 1962 1966 1919 1967 1968 1969 Nodes: 991 992 1015 1016 1003 1004 1027 1028 Element: 492 Faces: 1966 1970 1923 1971 1972 1973 Nodes: 992 993 1016 1017 1004 1005 1028 1029 Element: 493 Faces: 1970 1974 1927 1975 1976 1977 Nodes: 993 994 1017 1018 1005 1006 1029 1030 Element: 494 Faces: 1974 1978 1931 1979 1980 1981 Nodes: 994 995 1018 1019 1006 1007 1030 1031 Element: 495 Faces: 1978 1982 1935 1983 1984 1985 Nodes: 995 996 1019 1020 1007 1008 1031 1032 Element: 496 Faces: 1982 1986 1939 1987 1988 1989 Nodes: 996 997 1020 1021 1008 1009 1032 1033 Element: 497 Faces: 1986 1990 1943 1991 1992 1993 Nodes: 997 998 1021 1022 1009 1010 1033 1034 Element: 498 Faces: 1990 1994 1947 1995 1996 1997 Nodes: 998 999 1022 1023 1010 1011 1034 1035 Element: 499 Faces: 1994 1998 1951 1999 2000 2001 Nodes: 999 1000 1023 1024 1011 1012 1035 1036 Element: 500 Faces: 1998 1957 1954 2002 2003 2004 Nodes: 1000 989 1024 1013 1012 1001 1036 1025 Element: 501 Faces: 2005 2006 1959 2007 2008 2009 Nodes: 1013 1014 1037 1038 1025 1026 1049 1050 Element: 502 Faces: 2006 2010 1963 2011 2012 2013 Nodes: 1014 1015 1038 1039 1026 1027 1050 1051 Element: 503 Faces: 2010 2014 1967 2015 2016 2017 Nodes: 1015 1016 1039 1040 1027 1028 1051 1052 Element: 504 Faces: 2014 2018 1971 2019 2020 2021 Nodes: 1016 1017 1040 1041 1028 1029 1052 1053 Element: 505 Faces: 2018 2022 1975 2023 2024 2025 Nodes: 1017 1018 1041 1042 1029 1030 1053 1054 Element: 506 Faces: 2022 2026 1979 2027 2028 2029 Nodes: 1018 1019 1042 1043 1030 1031 1054 1055 Element: 507 Faces: 2026 2030 1983 2031 2032 2033 Nodes: 1019 1020 1043 1044 1031 1032 1055 1056 Element: 508 Faces: 2030 2034 1987 2035 2036 2037 Nodes: 1020 1021 1044 1045 1032 1033 1056 1057 Element: 509 Faces: 2034 2038 1991 2039 2040 2041 Nodes: 1021 1022 1045 1046 1033 1034 1057 1058 Element: 510 Faces: 2038 2042 1995 2043 2044 2045 Nodes: 1022 1023 1046 1047 1034 1035 1058 1059 Element: 511 Faces: 2042 2046 1999 2047 2048 2049 Nodes: 1023 1024 1047 1048 1035 1036 1059 1060 Element: 512 Faces: 2046 2005 2002 2050 2051 2052 Nodes: 1024 1013 1048 1037 1036 1025 1060 1049 Element: 513 Faces: 2053 2054 2007 2055 2056 2057 Nodes: 1037 1038 1061 1062 1049 1050 1073 1074 Element: 514 Faces: 2054 2058 2011 2059 2060 2061 Nodes: 1038 1039 1062 1063 1050 1051 1074 1075 Element: 515 Faces: 2058 2062 2015 2063 2064 2065 Nodes: 1039 1040 1063 1064 1051 1052 1075 1076 Element: 516 Faces: 2062 2066 2019 2067 2068 2069 Nodes: 1040 1041 1064 1065 1052 1053 1076 1077 Element: 517 Faces: 2066 2070 2023 2071 2072 2073 Nodes: 1041 1042 1065 1066 1053 1054 1077 1078 Element: 518 Faces: 2070 2074 2027 2075 2076 2077 Nodes: 1042 1043 1066 1067 1054 1055 1078 1079 Element: 519 Faces: 2074 2078 2031 2079 2080 2081 Nodes: 1043 1044 1067 1068 1055 1056 1079 1080 Element: 520 Faces: 2078 2082 2035 2083 2084 2085 Nodes: 1044 1045 1068 1069 1056 1057 1080 1081 Element: 521 Faces: 2082 2086 2039 2087 2088 2089 Nodes: 1045 1046 1069 1070 1057 1058 1081 1082 Element: 522 Faces: 2086 2090 2043 2091 2092 2093 Nodes: 1046 1047 1070 1071 1058 1059 1082 1083 Element: 523 Faces: 2090 2094 2047 2095 2096 2097 Nodes: 1047 1048 1071 1072 1059 1060 1083 1084 Element: 524 Faces: 2094 2053 2050 2098 2099 2100 Nodes: 1048 1037 1072 1061 1060 1049 1084 1073 Element: 525 Faces: 2101 2102 2055 2103 2104 2105 Nodes: 1061 1062 1085 1086 1073 1074 1097 1098 Element: 526 Faces: 2102 2106 2059 2107 2108 2109 Nodes: 1062 1063 1086 1087 1074 1075 1098 1099 Element: 527 Faces: 2106 2110 2063 2111 2112 2113 Nodes: 1063 1064 1087 1088 1075 1076 1099 1100 Element: 528 Faces: 2110 2114 2067 2115 2116 2117 Nodes: 1064 1065 1088 1089 1076 1077 1100 1101 Element: 529 Faces: 2114 2118 2071 2119 2120 2121 Nodes: 1065 1066 1089 1090 1077 1078 1101 1102 Element: 530 Faces: 2118 2122 2075 2123 2124 2125 Nodes: 1066 1067 1090 1091 1078 1079 1102 1103 Element: 531 Faces: 2122 2126 2079 2127 2128 2129 Nodes: 1067 1068 1091 1092 1079 1080 1103 1104 Element: 532 Faces: 2126 2130 2083 2131 2132 2133 Nodes: 1068 1069 1092 1093 1080 1081 1104 1105 Element: 533 Faces: 2130 2134 2087 2135 2136 2137 Nodes: 1069 1070 1093 1094 1081 1082 1105 1106 Element: 534 Faces: 2134 2138 2091 2139 2140 2141 Nodes: 1070 1071 1094 1095 1082 1083 1106 1107 Element: 535 Faces: 2138 2142 2095 2143 2144 2145 Nodes: 1071 1072 1095 1096 1083 1084 1107 1108 Element: 536 Faces: 2142 2101 2098 2146 2147 2148 Nodes: 1072 1061 1096 1085 1084 1073 1108 1097 Element: 537 Faces: 2149 2150 2103 2151 2152 2153 Nodes: 1085 1086 1109 1110 1097 1098 1121 1122 Element: 538 Faces: 2150 2154 2107 2155 2156 2157 Nodes: 1086 1087 1110 1111 1098 1099 1122 1123 Element: 539 Faces: 2154 2158 2111 2159 2160 2161 Nodes: 1087 1088 1111 1112 1099 1100 1123 1124 Element: 540 Faces: 2158 2162 2115 2163 2164 2165 Nodes: 1088 1089 1112 1113 1100 1101 1124 1125 Element: 541 Faces: 2162 2166 2119 2167 2168 2169 Nodes: 1089 1090 1113 1114 1101 1102 1125 1126 Element: 542 Faces: 2166 2170 2123 2171 2172 2173 Nodes: 1090 1091 1114 1115 1102 1103 1126 1127 Element: 543 Faces: 2170 2174 2127 2175 2176 2177 Nodes: 1091 1092 1115 1116 1103 1104 1127 1128 Element: 544 Faces: 2174 2178 2131 2179 2180 2181 Nodes: 1092 1093 1116 1117 1104 1105 1128 1129 Element: 545 Faces: 2178 2182 2135 2183 2184 2185 Nodes: 1093 1094 1117 1118 1105 1106 1129 1130 Element: 546 Faces: 2182 2186 2139 2187 2188 2189 Nodes: 1094 1095 1118 1119 1106 1107 1130 1131 Element: 547 Faces: 2186 2190 2143 2191 2192 2193 Nodes: 1095 1096 1119 1120 1107 1108 1131 1132 Element: 548 Faces: 2190 2149 2146 2194 2195 2196 Nodes: 1096 1085 1120 1109 1108 1097 1132 1121 Element: 549 Faces: 2197 2198 2151 2199 2200 2201 Nodes: 1109 1110 1133 1134 1121 1122 1145 1146 Element: 550 Faces: 2198 2202 2155 2203 2204 2205 Nodes: 1110 1111 1134 1135 1122 1123 1146 1147 Element: 551 Faces: 2202 2206 2159 2207 2208 2209 Nodes: 1111 1112 1135 1136 1123 1124 1147 1148 Element: 552 Faces: 2206 2210 2163 2211 2212 2213 Nodes: 1112 1113 1136 1137 1124 1125 1148 1149 Element: 553 Faces: 2210 2214 2167 2215 2216 2217 Nodes: 1113 1114 1137 1138 1125 1126 1149 1150 Element: 554 Faces: 2214 2218 2171 2219 2220 2221 Nodes: 1114 1115 1138 1139 1126 1127 1150 1151 Element: 555 Faces: 2218 2222 2175 2223 2224 2225 Nodes: 1115 1116 1139 1140 1127 1128 1151 1152 Element: 556 Faces: 2222 2226 2179 2227 2228 2229 Nodes: 1116 1117 1140 1141 1128 1129 1152 1153 Element: 557 Faces: 2226 2230 2183 2231 2232 2233 Nodes: 1117 1118 1141 1142 1129 1130 1153 1154 Element: 558 Faces: 2230 2234 2187 2235 2236 2237 Nodes: 1118 1119 1142 1143 1130 1131 1154 1155 Element: 559 Faces: 2234 2238 2191 2239 2240 2241 Nodes: 1119 1120 1143 1144 1131 1132 1155 1156 Element: 560 Faces: 2238 2197 2194 2242 2243 2244 Nodes: 1120 1109 1144 1133 1132 1121 1156 1145 Element: 561 Faces: 2245 2246 2199 2247 2248 2249 Nodes: 1133 1134 1157 1158 1145 1146 1169 1170 Element: 562 Faces: 2246 2250 2203 2251 2252 2253 Nodes: 1134 1135 1158 1159 1146 1147 1170 1171 Element: 563 Faces: 2250 2254 2207 2255 2256 2257 Nodes: 1135 1136 1159 1160 1147 1148 1171 1172 Element: 564 Faces: 2254 2258 2211 2259 2260 2261 Nodes: 1136 1137 1160 1161 1148 1149 1172 1173 Element: 565 Faces: 2258 2262 2215 2263 2264 2265 Nodes: 1137 1138 1161 1162 1149 1150 1173 1174 Element: 566 Faces: 2262 2266 2219 2267 2268 2269 Nodes: 1138 1139 1162 1163 1150 1151 1174 1175 Element: 567 Faces: 2266 2270 2223 2271 2272 2273 Nodes: 1139 1140 1163 1164 1151 1152 1175 1176 Element: 568 Faces: 2270 2274 2227 2275 2276 2277 Nodes: 1140 1141 1164 1165 1152 1153 1176 1177 Element: 569 Faces: 2274 2278 2231 2279 2280 2281 Nodes: 1141 1142 1165 1166 1153 1154 1177 1178 Element: 570 Faces: 2278 2282 2235 2283 2284 2285 Nodes: 1142 1143 1166 1167 1154 1155 1178 1179 Element: 571 Faces: 2282 2286 2239 2287 2288 2289 Nodes: 1143 1144 1167 1168 1155 1156 1179 1180 Element: 572 Faces: 2286 2245 2242 2290 2291 2292 Nodes: 1144 1133 1168 1157 1156 1145 1180 1169 Element: 573 Faces: 2293 2294 2247 2295 2296 2297 Nodes: 1157 1158 1181 1182 1169 1170 1193 1194 Element: 574 Faces: 2294 2298 2251 2299 2300 2301 Nodes: 1158 1159 1182 1183 1170 1171 1194 1195 Element: 575 Faces: 2298 2302 2255 2303 2304 2305 Nodes: 1159 1160 1183 1184 1171 1172 1195 1196 Element: 576 Faces: 2302 2306 2259 2307 2308 2309 Nodes: 1160 1161 1184 1185 1172 1173 1196 1197 Element: 577 Faces: 2306 2310 2263 2311 2312 2313 Nodes: 1161 1162 1185 1186 1173 1174 1197 1198 Element: 578 Faces: 2310 2314 2267 2315 2316 2317 Nodes: 1162 1163 1186 1187 1174 1175 1198 1199 Element: 579 Faces: 2314 2318 2271 2319 2320 2321 Nodes: 1163 1164 1187 1188 1175 1176 1199 1200 Element: 580 Faces: 2318 2322 2275 2323 2324 2325 Nodes: 1164 1165 1188 1189 1176 1177 1200 1201 Element: 581 Faces: 2322 2326 2279 2327 2328 2329 Nodes: 1165 1166 1189 1190 1177 1178 1201 1202 Element: 582 Faces: 2326 2330 2283 2331 2332 2333 Nodes: 1166 1167 1190 1191 1178 1179 1202 1203 Element: 583 Faces: 2330 2334 2287 2335 2336 2337 Nodes: 1167 1168 1191 1192 1179 1180 1203 1204 Element: 584 Faces: 2334 2293 2290 2338 2339 2340 Nodes: 1168 1157 1192 1181 1180 1169 1204 1193 Element: 585 Faces: 2341 2342 2295 2343 2344 2345 Nodes: 1181 1182 1205 1206 1193 1194 1217 1218 Element: 586 Faces: 2342 2346 2299 2347 2348 2349 Nodes: 1182 1183 1206 1207 1194 1195 1218 1219 Element: 587 Faces: 2346 2350 2303 2351 2352 2353 Nodes: 1183 1184 1207 1208 1195 1196 1219 1220 Element: 588 Faces: 2350 2354 2307 2355 2356 2357 Nodes: 1184 1185 1208 1209 1196 1197 1220 1221 Element: 589 Faces: 2354 2358 2311 2359 2360 2361 Nodes: 1185 1186 1209 1210 1197 1198 1221 1222 Element: 590 Faces: 2358 2362 2315 2363 2364 2365 Nodes: 1186 1187 1210 1211 1198 1199 1222 1223 Element: 591 Faces: 2362 2366 2319 2367 2368 2369 Nodes: 1187 1188 1211 1212 1199 1200 1223 1224 Element: 592 Faces: 2366 2370 2323 2371 2372 2373 Nodes: 1188 1189 1212 1213 1200 1201 1224 1225 Element: 593 Faces: 2370 2374 2327 2375 2376 2377 Nodes: 1189 1190 1213 1214 1201 1202 1225 1226 Element: 594 Faces: 2374 2378 2331 2379 2380 2381 Nodes: 1190 1191 1214 1215 1202 1203 1226 1227 Element: 595 Faces: 2378 2382 2335 2383 2384 2385 Nodes: 1191 1192 1215 1216 1203 1204 1227 1228 Element: 596 Faces: 2382 2341 2338 2386 2387 2388 Nodes: 1192 1181 1216 1205 1204 1193 1228 1217 Element: 597 Faces: 2389 2390 2343 2391 2392 2393 Nodes: 1205 1206 1229 1230 1217 1218 1241 1242 Element: 598 Faces: 2390 2394 2347 2395 2396 2397 Nodes: 1206 1207 1230 1231 1218 1219 1242 1243 Element: 599 Faces: 2394 2398 2351 2399 2400 2401 Nodes: 1207 1208 1231 1232 1219 1220 1243 1244 Element: 600 Faces: 2398 2402 2355 2403 2404 2405 Nodes: 1208 1209 1232 1233 1220 1221 1244 1245 Element: 601 Faces: 2402 2406 2359 2407 2408 2409 Nodes: 1209 1210 1233 1234 1221 1222 1245 1246 Element: 602 Faces: 2406 2410 2363 2411 2412 2413 Nodes: 1210 1211 1234 1235 1222 1223 1246 1247 Element: 603 Faces: 2410 2414 2367 2415 2416 2417 Nodes: 1211 1212 1235 1236 1223 1224 1247 1248 Element: 604 Faces: 2414 2418 2371 2419 2420 2421 Nodes: 1212 1213 1236 1237 1224 1225 1248 1249 Element: 605 Faces: 2418 2422 2375 2423 2424 2425 Nodes: 1213 1214 1237 1238 1225 1226 1249 1250 Element: 606 Faces: 2422 2426 2379 2427 2428 2429 Nodes: 1214 1215 1238 1239 1226 1227 1250 1251 Element: 607 Faces: 2426 2430 2383 2431 2432 2433 Nodes: 1215 1216 1239 1240 1227 1228 1251 1252 Element: 608 Faces: 2430 2389 2386 2434 2435 2436 Nodes: 1216 1205 1240 1229 1228 1217 1252 1241 Element: 609 Faces: 2437 2438 2391 2439 2440 2441 Nodes: 1229 1230 1253 1254 1241 1242 1265 1266 Element: 610 Faces: 2438 2442 2395 2443 2444 2445 Nodes: 1230 1231 1254 1255 1242 1243 1266 1267 Element: 611 Faces: 2442 2446 2399 2447 2448 2449 Nodes: 1231 1232 1255 1256 1243 1244 1267 1268 Element: 612 Faces: 2446 2450 2403 2451 2452 2453 Nodes: 1232 1233 1256 1257 1244 1245 1268 1269 Element: 613 Faces: 2450 2454 2407 2455 2456 2457 Nodes: 1233 1234 1257 1258 1245 1246 1269 1270 Element: 614 Faces: 2454 2458 2411 2459 2460 2461 Nodes: 1234 1235 1258 1259 1246 1247 1270 1271 Element: 615 Faces: 2458 2462 2415 2463 2464 2465 Nodes: 1235 1236 1259 1260 1247 1248 1271 1272 Element: 616 Faces: 2462 2466 2419 2467 2468 2469 Nodes: 1236 1237 1260 1261 1248 1249 1272 1273 Element: 617 Faces: 2466 2470 2423 2471 2472 2473 Nodes: 1237 1238 1261 1262 1249 1250 1273 1274 Element: 618 Faces: 2470 2474 2427 2475 2476 2477 Nodes: 1238 1239 1262 1263 1250 1251 1274 1275 Element: 619 Faces: 2474 2478 2431 2479 2480 2481 Nodes: 1239 1240 1263 1264 1251 1252 1275 1276 Element: 620 Faces: 2478 2437 2434 2482 2483 2484 Nodes: 1240 1229 1264 1253 1252 1241 1276 1265 Element: 621 Faces: 2485 2486 2439 2487 2488 2489 Nodes: 1253 1254 1277 1278 1265 1266 1289 1290 Element: 622 Faces: 2486 2490 2443 2491 2492 2493 Nodes: 1254 1255 1278 1279 1266 1267 1290 1291 Element: 623 Faces: 2490 2494 2447 2495 2496 2497 Nodes: 1255 1256 1279 1280 1267 1268 1291 1292 Element: 624 Faces: 2494 2498 2451 2499 2500 2501 Nodes: 1256 1257 1280 1281 1268 1269 1292 1293 Element: 625 Faces: 2498 2502 2455 2503 2504 2505 Nodes: 1257 1258 1281 1282 1269 1270 1293 1294 Element: 626 Faces: 2502 2506 2459 2507 2508 2509 Nodes: 1258 1259 1282 1283 1270 1271 1294 1295 Element: 627 Faces: 2506 2510 2463 2511 2512 2513 Nodes: 1259 1260 1283 1284 1271 1272 1295 1296 Element: 628 Faces: 2510 2514 2467 2515 2516 2517 Nodes: 1260 1261 1284 1285 1272 1273 1296 1297 Element: 629 Faces: 2514 2518 2471 2519 2520 2521 Nodes: 1261 1262 1285 1286 1273 1274 1297 1298 Element: 630 Faces: 2518 2522 2475 2523 2524 2525 Nodes: 1262 1263 1286 1287 1274 1275 1298 1299 Element: 631 Faces: 2522 2526 2479 2527 2528 2529 Nodes: 1263 1264 1287 1288 1275 1276 1299 1300 Element: 632 Faces: 2526 2485 2482 2530 2531 2532 Nodes: 1264 1253 1288 1277 1276 1265 1300 1289 Element: 633 Faces: 2533 2534 2487 2535 2536 2537 Nodes: 1277 1278 1301 1302 1289 1290 1313 1314 Element: 634 Faces: 2534 2538 2491 2539 2540 2541 Nodes: 1278 1279 1302 1303 1290 1291 1314 1315 Element: 635 Faces: 2538 2542 2495 2543 2544 2545 Nodes: 1279 1280 1303 1304 1291 1292 1315 1316 Element: 636 Faces: 2542 2546 2499 2547 2548 2549 Nodes: 1280 1281 1304 1305 1292 1293 1316 1317 Element: 637 Faces: 2546 2550 2503 2551 2552 2553 Nodes: 1281 1282 1305 1306 1293 1294 1317 1318 Element: 638 Faces: 2550 2554 2507 2555 2556 2557 Nodes: 1282 1283 1306 1307 1294 1295 1318 1319 Element: 639 Faces: 2554 2558 2511 2559 2560 2561 Nodes: 1283 1284 1307 1308 1295 1296 1319 1320 Element: 640 Faces: 2558 2562 2515 2563 2564 2565 Nodes: 1284 1285 1308 1309 1296 1297 1320 1321 Element: 641 Faces: 2562 2566 2519 2567 2568 2569 Nodes: 1285 1286 1309 1310 1297 1298 1321 1322 Element: 642 Faces: 2566 2570 2523 2571 2572 2573 Nodes: 1286 1287 1310 1311 1298 1299 1322 1323 Element: 643 Faces: 2570 2574 2527 2575 2576 2577 Nodes: 1287 1288 1311 1312 1299 1300 1323 1324 Element: 644 Faces: 2574 2533 2530 2578 2579 2580 Nodes: 1288 1277 1312 1301 1300 1289 1324 1313 Element: 645 Faces: 2581 2582 2535 2583 2584 2585 Nodes: 1301 1302 1325 1326 1313 1314 1337 1338 Element: 646 Faces: 2582 2586 2539 2587 2588 2589 Nodes: 1302 1303 1326 1327 1314 1315 1338 1339 Element: 647 Faces: 2586 2590 2543 2591 2592 2593 Nodes: 1303 1304 1327 1328 1315 1316 1339 1340 Element: 648 Faces: 2590 2594 2547 2595 2596 2597 Nodes: 1304 1305 1328 1329 1316 1317 1340 1341 Element: 649 Faces: 2594 2598 2551 2599 2600 2601 Nodes: 1305 1306 1329 1330 1317 1318 1341 1342 Element: 650 Faces: 2598 2602 2555 2603 2604 2605 Nodes: 1306 1307 1330 1331 1318 1319 1342 1343 Element: 651 Faces: 2602 2606 2559 2607 2608 2609 Nodes: 1307 1308 1331 1332 1319 1320 1343 1344 Element: 652 Faces: 2606 2610 2563 2611 2612 2613 Nodes: 1308 1309 1332 1333 1320 1321 1344 1345 Element: 653 Faces: 2610 2614 2567 2615 2616 2617 Nodes: 1309 1310 1333 1334 1321 1322 1345 1346 Element: 654 Faces: 2614 2618 2571 2619 2620 2621 Nodes: 1310 1311 1334 1335 1322 1323 1346 1347 Element: 655 Faces: 2618 2622 2575 2623 2624 2625 Nodes: 1311 1312 1335 1336 1323 1324 1347 1348 Element: 656 Faces: 2622 2581 2578 2626 2627 2628 Nodes: 1312 1301 1336 1325 1324 1313 1348 1337 Element: 657 Faces: 2629 2630 2583 2631 2632 2633 Nodes: 1325 1326 1349 1350 1337 1338 1361 1362 Element: 658 Faces: 2630 2634 2587 2635 2636 2637 Nodes: 1326 1327 1350 1351 1338 1339 1362 1363 Element: 659 Faces: 2634 2638 2591 2639 2640 2641 Nodes: 1327 1328 1351 1352 1339 1340 1363 1364 Element: 660 Faces: 2638 2642 2595 2643 2644 2645 Nodes: 1328 1329 1352 1353 1340 1341 1364 1365 Element: 661 Faces: 2642 2646 2599 2647 2648 2649 Nodes: 1329 1330 1353 1354 1341 1342 1365 1366 Element: 662 Faces: 2646 2650 2603 2651 2652 2653 Nodes: 1330 1331 1354 1355 1342 1343 1366 1367 Element: 663 Faces: 2650 2654 2607 2655 2656 2657 Nodes: 1331 1332 1355 1356 1343 1344 1367 1368 Element: 664 Faces: 2654 2658 2611 2659 2660 2661 Nodes: 1332 1333 1356 1357 1344 1345 1368 1369 Element: 665 Faces: 2658 2662 2615 2663 2664 2665 Nodes: 1333 1334 1357 1358 1345 1346 1369 1370 Element: 666 Faces: 2662 2666 2619 2667 2668 2669 Nodes: 1334 1335 1358 1359 1346 1347 1370 1371 Element: 667 Faces: 2666 2670 2623 2671 2672 2673 Nodes: 1335 1336 1359 1360 1347 1348 1371 1372 Element: 668 Faces: 2670 2629 2626 2674 2675 2676 Nodes: 1336 1325 1360 1349 1348 1337 1372 1361 Element: 669 Faces: 2677 2678 2631 2679 2680 2681 Nodes: 1349 1350 1373 1374 1361 1362 1385 1386 Element: 670 Faces: 2678 2682 2635 2683 2684 2685 Nodes: 1350 1351 1374 1375 1362 1363 1386 1387 Element: 671 Faces: 2682 2686 2639 2687 2688 2689 Nodes: 1351 1352 1375 1376 1363 1364 1387 1388 Element: 672 Faces: 2686 2690 2643 2691 2692 2693 Nodes: 1352 1353 1376 1377 1364 1365 1388 1389 Element: 673 Faces: 2690 2694 2647 2695 2696 2697 Nodes: 1353 1354 1377 1378 1365 1366 1389 1390 Element: 674 Faces: 2694 2698 2651 2699 2700 2701 Nodes: 1354 1355 1378 1379 1366 1367 1390 1391 Element: 675 Faces: 2698 2702 2655 2703 2704 2705 Nodes: 1355 1356 1379 1380 1367 1368 1391 1392 Element: 676 Faces: 2702 2706 2659 2707 2708 2709 Nodes: 1356 1357 1380 1381 1368 1369 1392 1393 Element: 677 Faces: 2706 2710 2663 2711 2712 2713 Nodes: 1357 1358 1381 1382 1369 1370 1393 1394 Element: 678 Faces: 2710 2714 2667 2715 2716 2717 Nodes: 1358 1359 1382 1383 1370 1371 1394 1395 Element: 679 Faces: 2714 2718 2671 2719 2720 2721 Nodes: 1359 1360 1383 1384 1371 1372 1395 1396 Element: 680 Faces: 2718 2677 2674 2722 2723 2724 Nodes: 1360 1349 1384 1373 1372 1361 1396 1385 Element: 681 Faces: 2725 2726 2679 2727 2728 2729 Nodes: 1373 1374 1397 1398 1385 1386 1409 1410 Element: 682 Faces: 2726 2730 2683 2731 2732 2733 Nodes: 1374 1375 1398 1399 1386 1387 1410 1411 Element: 683 Faces: 2730 2734 2687 2735 2736 2737 Nodes: 1375 1376 1399 1400 1387 1388 1411 1412 Element: 684 Faces: 2734 2738 2691 2739 2740 2741 Nodes: 1376 1377 1400 1401 1388 1389 1412 1413 Element: 685 Faces: 2738 2742 2695 2743 2744 2745 Nodes: 1377 1378 1401 1402 1389 1390 1413 1414 Element: 686 Faces: 2742 2746 2699 2747 2748 2749 Nodes: 1378 1379 1402 1403 1390 1391 1414 1415 Element: 687 Faces: 2746 2750 2703 2751 2752 2753 Nodes: 1379 1380 1403 1404 1391 1392 1415 1416 Element: 688 Faces: 2750 2754 2707 2755 2756 2757 Nodes: 1380 1381 1404 1405 1392 1393 1416 1417 Element: 689 Faces: 2754 2758 2711 2759 2760 2761 Nodes: 1381 1382 1405 1406 1393 1394 1417 1418 Element: 690 Faces: 2758 2762 2715 2763 2764 2765 Nodes: 1382 1383 1406 1407 1394 1395 1418 1419 Element: 691 Faces: 2762 2766 2719 2767 2768 2769 Nodes: 1383 1384 1407 1408 1395 1396 1419 1420 Element: 692 Faces: 2766 2725 2722 2770 2771 2772 Nodes: 1384 1373 1408 1397 1396 1385 1420 1409 Element: 693 Faces: 2773 2774 2727 2775 2776 2777 Nodes: 1397 1398 1421 1422 1409 1410 1433 1434 Element: 694 Faces: 2774 2778 2731 2779 2780 2781 Nodes: 1398 1399 1422 1423 1410 1411 1434 1435 Element: 695 Faces: 2778 2782 2735 2783 2784 2785 Nodes: 1399 1400 1423 1424 1411 1412 1435 1436 Element: 696 Faces: 2782 2786 2739 2787 2788 2789 Nodes: 1400 1401 1424 1425 1412 1413 1436 1437 Element: 697 Faces: 2786 2790 2743 2791 2792 2793 Nodes: 1401 1402 1425 1426 1413 1414 1437 1438 Element: 698 Faces: 2790 2794 2747 2795 2796 2797 Nodes: 1402 1403 1426 1427 1414 1415 1438 1439 Element: 699 Faces: 2794 2798 2751 2799 2800 2801 Nodes: 1403 1404 1427 1428 1415 1416 1439 1440 Element: 700 Faces: 2798 2802 2755 2803 2804 2805 Nodes: 1404 1405 1428 1429 1416 1417 1440 1441 Element: 701 Faces: 2802 2806 2759 2807 2808 2809 Nodes: 1405 1406 1429 1430 1417 1418 1441 1442 Element: 702 Faces: 2806 2810 2763 2811 2812 2813 Nodes: 1406 1407 1430 1431 1418 1419 1442 1443 Element: 703 Faces: 2810 2814 2767 2815 2816 2817 Nodes: 1407 1408 1431 1432 1419 1420 1443 1444 Element: 704 Faces: 2814 2773 2770 2818 2819 2820 Nodes: 1408 1397 1432 1421 1420 1409 1444 1433 Element: 705 Faces: 2821 2822 2775 2823 2824 2825 Nodes: 1421 1422 1445 1446 1433 1434 1457 1458 Element: 706 Faces: 2822 2826 2779 2827 2828 2829 Nodes: 1422 1423 1446 1447 1434 1435 1458 1459 Element: 707 Faces: 2826 2830 2783 2831 2832 2833 Nodes: 1423 1424 1447 1448 1435 1436 1459 1460 Element: 708 Faces: 2830 2834 2787 2835 2836 2837 Nodes: 1424 1425 1448 1449 1436 1437 1460 1461 Element: 709 Faces: 2834 2838 2791 2839 2840 2841 Nodes: 1425 1426 1449 1450 1437 1438 1461 1462 Element: 710 Faces: 2838 2842 2795 2843 2844 2845 Nodes: 1426 1427 1450 1451 1438 1439 1462 1463 Element: 711 Faces: 2842 2846 2799 2847 2848 2849 Nodes: 1427 1428 1451 1452 1439 1440 1463 1464 Element: 712 Faces: 2846 2850 2803 2851 2852 2853 Nodes: 1428 1429 1452 1453 1440 1441 1464 1465 Element: 713 Faces: 2850 2854 2807 2855 2856 2857 Nodes: 1429 1430 1453 1454 1441 1442 1465 1466 Element: 714 Faces: 2854 2858 2811 2859 2860 2861 Nodes: 1430 1431 1454 1455 1442 1443 1466 1467 Element: 715 Faces: 2858 2862 2815 2863 2864 2865 Nodes: 1431 1432 1455 1456 1443 1444 1467 1468 Element: 716 Faces: 2862 2821 2818 2866 2867 2868 Nodes: 1432 1421 1456 1445 1444 1433 1468 1457 Element: 717 Faces: 2869 2870 2823 2871 2872 2873 Nodes: 1445 1446 1469 1470 1457 1458 1481 1482 Element: 718 Faces: 2870 2874 2827 2875 2876 2877 Nodes: 1446 1447 1470 1471 1458 1459 1482 1483 Element: 719 Faces: 2874 2878 2831 2879 2880 2881 Nodes: 1447 1448 1471 1472 1459 1460 1483 1484 Element: 720 Faces: 2878 2882 2835 2883 2884 2885 Nodes: 1448 1449 1472 1473 1460 1461 1484 1485 Element: 721 Faces: 2882 2886 2839 2887 2888 2889 Nodes: 1449 1450 1473 1474 1461 1462 1485 1486 Element: 722 Faces: 2886 2890 2843 2891 2892 2893 Nodes: 1450 1451 1474 1475 1462 1463 1486 1487 Element: 723 Faces: 2890 2894 2847 2895 2896 2897 Nodes: 1451 1452 1475 1476 1463 1464 1487 1488 Element: 724 Faces: 2894 2898 2851 2899 2900 2901 Nodes: 1452 1453 1476 1477 1464 1465 1488 1489 Element: 725 Faces: 2898 2902 2855 2903 2904 2905 Nodes: 1453 1454 1477 1478 1465 1466 1489 1490 Element: 726 Faces: 2902 2906 2859 2907 2908 2909 Nodes: 1454 1455 1478 1479 1466 1467 1490 1491 Element: 727 Faces: 2906 2910 2863 2911 2912 2913 Nodes: 1455 1456 1479 1480 1467 1468 1491 1492 Element: 728 Faces: 2910 2869 2866 2914 2915 2916 Nodes: 1456 1445 1480 1469 1468 1457 1492 1481 Element: 729 Faces: 2917 2918 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1580 1581 1604 1605 Element: 781 Faces: 3122 3126 3079 3127 3128 3129 Nodes: 1569 1570 1593 1594 1581 1582 1605 1606 Element: 782 Faces: 3126 3130 3083 3131 3132 3133 Nodes: 1570 1571 1594 1595 1582 1583 1606 1607 Element: 783 Faces: 3130 3134 3087 3135 3136 3137 Nodes: 1571 1572 1595 1596 1583 1584 1607 1608 Element: 784 Faces: 3134 3138 3091 3139 3140 3141 Nodes: 1572 1573 1596 1597 1584 1585 1608 1609 Element: 785 Faces: 3138 3142 3095 3143 3144 3145 Nodes: 1573 1574 1597 1598 1585 1586 1609 1610 Element: 786 Faces: 3142 3146 3099 3147 3148 3149 Nodes: 1574 1575 1598 1599 1586 1587 1610 1611 Element: 787 Faces: 3146 3150 3103 3151 3152 3153 Nodes: 1575 1576 1599 1600 1587 1588 1611 1612 Element: 788 Faces: 3150 3109 3106 3154 3155 3156 Nodes: 1576 1565 1600 1589 1588 1577 1612 1601 Element: 789 Faces: 3157 3158 3111 3159 3160 3161 Nodes: 1589 1590 1613 1614 1601 1602 1625 1626 Element: 790 Faces: 3158 3162 3115 3163 3164 3165 Nodes: 1590 1591 1614 1615 1602 1603 1626 1627 Element: 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3208 3209 Nodes: 1613 1614 1637 1638 1625 1626 1649 1650 Element: 802 Faces: 3206 3210 3163 3211 3212 3213 Nodes: 1614 1615 1638 1639 1626 1627 1650 1651 Element: 803 Faces: 3210 3214 3167 3215 3216 3217 Nodes: 1615 1616 1639 1640 1627 1628 1651 1652 Element: 804 Faces: 3214 3218 3171 3219 3220 3221 Nodes: 1616 1617 1640 1641 1628 1629 1652 1653 Element: 805 Faces: 3218 3222 3175 3223 3224 3225 Nodes: 1617 1618 1641 1642 1629 1630 1653 1654 Element: 806 Faces: 3222 3226 3179 3227 3228 3229 Nodes: 1618 1619 1642 1643 1630 1631 1654 1655 Element: 807 Faces: 3226 3230 3183 3231 3232 3233 Nodes: 1619 1620 1643 1644 1631 1632 1655 1656 Element: 808 Faces: 3230 3234 3187 3235 3236 3237 Nodes: 1620 1621 1644 1645 1632 1633 1656 1657 Element: 809 Faces: 3234 3238 3191 3239 3240 3241 Nodes: 1621 1622 1645 1646 1633 1634 1657 1658 Element: 810 Faces: 3238 3242 3195 3243 3244 3245 Nodes: 1622 1623 1646 1647 1634 1635 1658 1659 Element: 811 Faces: 3242 3246 3199 3247 3248 3249 Nodes: 1623 1624 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Element: 822 Faces: 3286 3290 3243 3291 3292 3293 Nodes: 1646 1647 1670 1671 1658 1659 1682 1683 Element: 823 Faces: 3290 3294 3247 3295 3296 3297 Nodes: 1647 1648 1671 1672 1659 1660 1683 1684 Element: 824 Faces: 3294 3253 3250 3298 3299 3300 Nodes: 1648 1637 1672 1661 1660 1649 1684 1673 Element: 825 Faces: 3301 3302 3255 3303 3304 3305 Nodes: 1661 1662 1685 1686 1673 1674 1697 1698 Element: 826 Faces: 3302 3306 3259 3307 3308 3309 Nodes: 1662 1663 1686 1687 1674 1675 1698 1699 Element: 827 Faces: 3306 3310 3263 3311 3312 3313 Nodes: 1663 1664 1687 1688 1675 1676 1699 1700 Element: 828 Faces: 3310 3314 3267 3315 3316 3317 Nodes: 1664 1665 1688 1689 1676 1677 1700 1701 Element: 829 Faces: 3314 3318 3271 3319 3320 3321 Nodes: 1665 1666 1689 1690 1677 1678 1701 1702 Element: 830 Faces: 3318 3322 3275 3323 3324 3325 Nodes: 1666 1667 1690 1691 1678 1679 1702 1703 Element: 831 Faces: 3322 3326 3279 3327 3328 3329 Nodes: 1667 1668 1691 1692 1679 1680 1703 1704 Element: 832 Faces: 3326 3330 3283 3331 3332 3333 Nodes: 1668 1669 1692 1693 1680 1681 1704 1705 Element: 833 Faces: 3330 3334 3287 3335 3336 3337 Nodes: 1669 1670 1693 1694 1681 1682 1705 1706 Element: 834 Faces: 3334 3338 3291 3339 3340 3341 Nodes: 1670 1671 1694 1695 1682 1683 1706 1707 Element: 835 Faces: 3338 3342 3295 3343 3344 3345 Nodes: 1671 1672 1695 1696 1683 1684 1707 1708 Element: 836 Faces: 3342 3301 3298 3346 3347 3348 Nodes: 1672 1661 1696 1685 1684 1673 1708 1697 Element: 837 Faces: 3349 3350 3303 3351 3352 3353 Nodes: 1685 1686 1709 1710 1697 1698 1721 1722 Element: 838 Faces: 3350 3354 3307 3355 3356 3357 Nodes: 1686 1687 1710 1711 1698 1699 1722 1723 Element: 839 Faces: 3354 3358 3311 3359 3360 3361 Nodes: 1687 1688 1711 1712 1699 1700 1723 1724 Element: 840 Faces: 3358 3362 3315 3363 3364 3365 Nodes: 1688 1689 1712 1713 1700 1701 1724 1725 Element: 841 Faces: 3362 3366 3319 3367 3368 3369 Nodes: 1689 1690 1713 1714 1701 1702 1725 1726 Element: 842 Faces: 3366 3370 3323 3371 3372 3373 Nodes: 1690 1691 1714 1715 1702 1703 1726 1727 Element: 843 Faces: 3370 3374 3327 3375 3376 3377 Nodes: 1691 1692 1715 1716 1703 1704 1727 1728 Element: 844 Faces: 3374 3378 3331 3379 3380 3381 Nodes: 1692 1693 1716 1717 1704 1705 1728 1729 Element: 845 Faces: 3378 3382 3335 3383 3384 3385 Nodes: 1693 1694 1717 1718 1705 1706 1729 1730 Element: 846 Faces: 3382 3386 3339 3387 3388 3389 Nodes: 1694 1695 1718 1719 1706 1707 1730 1731 Element: 847 Faces: 3386 3390 3343 3391 3392 3393 Nodes: 1695 1696 1719 1720 1707 1708 1731 1732 Element: 848 Faces: 3390 3349 3346 3394 3395 3396 Nodes: 1696 1685 1720 1709 1708 1697 1732 1721 Element: 849 Faces: 3397 3398 3351 3399 3400 3401 Nodes: 1709 1710 1733 1734 1721 1722 1745 1746 Element: 850 Faces: 3398 3402 3355 3403 3404 3405 Nodes: 1710 1711 1734 1735 1722 1723 1746 1747 Element: 851 Faces: 3402 3406 3359 3407 3408 3409 Nodes: 1711 1712 1735 1736 1723 1724 1747 1748 Element: 852 Faces: 3406 3410 3363 3411 3412 3413 Nodes: 1712 1713 1736 1737 1724 1725 1748 1749 Element: 853 Faces: 3410 3414 3367 3415 3416 3417 Nodes: 1713 1714 1737 1738 1725 1726 1749 1750 Element: 854 Faces: 3414 3418 3371 3419 3420 3421 Nodes: 1714 1715 1738 1739 1726 1727 1750 1751 Element: 855 Faces: 3418 3422 3375 3423 3424 3425 Nodes: 1715 1716 1739 1740 1727 1728 1751 1752 Element: 856 Faces: 3422 3426 3379 3427 3428 3429 Nodes: 1716 1717 1740 1741 1728 1729 1752 1753 Element: 857 Faces: 3426 3430 3383 3431 3432 3433 Nodes: 1717 1718 1741 1742 1729 1730 1753 1754 Element: 858 Faces: 3430 3434 3387 3435 3436 3437 Nodes: 1718 1719 1742 1743 1730 1731 1754 1755 Element: 859 Faces: 3434 3438 3391 3439 3440 3441 Nodes: 1719 1720 1743 1744 1731 1732 1755 1756 Element: 860 Faces: 3438 3397 3394 3442 3443 3444 Nodes: 1720 1709 1744 1733 1732 1721 1756 1745 Element: 861 Faces: 3445 3446 3399 3447 3448 3449 Nodes: 1733 1734 1757 1758 1745 1746 1769 1770 Element: 862 Faces: 3446 3450 3403 3451 3452 3453 Nodes: 1734 1735 1758 1759 1746 1747 1770 1771 Element: 863 Faces: 3450 3454 3407 3455 3456 3457 Nodes: 1735 1736 1759 1760 1747 1748 1771 1772 Element: 864 Faces: 3454 3458 3411 3459 3460 3461 Nodes: 1736 1737 1760 1761 1748 1749 1772 1773 Element: 865 Faces: 3458 3462 3415 3463 3464 3465 Nodes: 1737 1738 1761 1762 1749 1750 1773 1774 Element: 866 Faces: 3462 3466 3419 3467 3468 3469 Nodes: 1738 1739 1762 1763 1750 1751 1774 1775 Element: 867 Faces: 3466 3470 3423 3471 3472 3473 Nodes: 1739 1740 1763 1764 1751 1752 1775 1776 Element: 868 Faces: 3470 3474 3427 3475 3476 3477 Nodes: 1740 1741 1764 1765 1752 1753 1776 1777 Element: 869 Faces: 3474 3478 3431 3479 3480 3481 Nodes: 1741 1742 1765 1766 1753 1754 1777 1778 Element: 870 Faces: 3478 3482 3435 3483 3484 3485 Nodes: 1742 1743 1766 1767 1754 1755 1778 1779 Element: 871 Faces: 3482 3486 3439 3487 3488 3489 Nodes: 1743 1744 1767 1768 1755 1756 1779 1780 Element: 872 Faces: 3486 3445 3442 3490 3491 3492 Nodes: 1744 1733 1768 1757 1756 1745 1780 1769 Element: 873 Faces: 3493 3494 3447 3495 3496 3497 Nodes: 1757 1758 1781 1782 1769 1770 1793 1794 Element: 874 Faces: 3494 3498 3451 3499 3500 3501 Nodes: 1758 1759 1782 1783 1770 1771 1794 1795 Element: 875 Faces: 3498 3502 3455 3503 3504 3505 Nodes: 1759 1760 1783 1784 1771 1772 1795 1796 Element: 876 Faces: 3502 3506 3459 3507 3508 3509 Nodes: 1760 1761 1784 1785 1772 1773 1796 1797 Element: 877 Faces: 3506 3510 3463 3511 3512 3513 Nodes: 1761 1762 1785 1786 1773 1774 1797 1798 Element: 878 Faces: 3510 3514 3467 3515 3516 3517 Nodes: 1762 1763 1786 1787 1774 1775 1798 1799 Element: 879 Faces: 3514 3518 3471 3519 3520 3521 Nodes: 1763 1764 1787 1788 1775 1776 1799 1800 Element: 880 Faces: 3518 3522 3475 3523 3524 3525 Nodes: 1764 1765 1788 1789 1776 1777 1800 1801 Element: 881 Faces: 3522 3526 3479 3527 3528 3529 Nodes: 1765 1766 1789 1790 1777 1778 1801 1802 Element: 882 Faces: 3526 3530 3483 3531 3532 3533 Nodes: 1766 1767 1790 1791 1778 1779 1802 1803 Element: 883 Faces: 3530 3534 3487 3535 3536 3537 Nodes: 1767 1768 1791 1792 1779 1780 1803 1804 Element: 884 Faces: 3534 3493 3490 3538 3539 3540 Nodes: 1768 1757 1792 1781 1780 1769 1804 1793 Element: 885 Faces: 3541 3542 3495 3543 3544 3545 Nodes: 1781 1782 1805 1806 1793 1794 1817 1818 Element: 886 Faces: 3542 3546 3499 3547 3548 3549 Nodes: 1782 1783 1806 1807 1794 1795 1818 1819 Element: 887 Faces: 3546 3550 3503 3551 3552 3553 Nodes: 1783 1784 1807 1808 1795 1796 1819 1820 Element: 888 Faces: 3550 3554 3507 3555 3556 3557 Nodes: 1784 1785 1808 1809 1796 1797 1820 1821 Element: 889 Faces: 3554 3558 3511 3559 3560 3561 Nodes: 1785 1786 1809 1810 1797 1798 1821 1822 Element: 890 Faces: 3558 3562 3515 3563 3564 3565 Nodes: 1786 1787 1810 1811 1798 1799 1822 1823 Element: 891 Faces: 3562 3566 3519 3567 3568 3569 Nodes: 1787 1788 1811 1812 1799 1800 1823 1824 Element: 892 Faces: 3566 3570 3523 3571 3572 3573 Nodes: 1788 1789 1812 1813 1800 1801 1824 1825 Element: 893 Faces: 3570 3574 3527 3575 3576 3577 Nodes: 1789 1790 1813 1814 1801 1802 1825 1826 Element: 894 Faces: 3574 3578 3531 3579 3580 3581 Nodes: 1790 1791 1814 1815 1802 1803 1826 1827 Element: 895 Faces: 3578 3582 3535 3583 3584 3585 Nodes: 1791 1792 1815 1816 1803 1804 1827 1828 Element: 896 Faces: 3582 3541 3538 3586 3587 3588 Nodes: 1792 1781 1816 1805 1804 1793 1828 1817 Element: 897 Faces: 3589 3590 3543 3591 3592 3593 Nodes: 1805 1806 1829 1830 1817 1818 1841 1842 Element: 898 Faces: 3590 3594 3547 3595 3596 3597 Nodes: 1806 1807 1830 1831 1818 1819 1842 1843 Element: 899 Faces: 3594 3598 3551 3599 3600 3601 Nodes: 1807 1808 1831 1832 1819 1820 1843 1844 Element: 900 Faces: 3598 3602 3555 3603 3604 3605 Nodes: 1808 1809 1832 1833 1820 1821 1844 1845 Element: 901 Faces: 3602 3606 3559 3607 3608 3609 Nodes: 1809 1810 1833 1834 1821 1822 1845 1846 Element: 902 Faces: 3606 3610 3563 3611 3612 3613 Nodes: 1810 1811 1834 1835 1822 1823 1846 1847 Element: 903 Faces: 3610 3614 3567 3615 3616 3617 Nodes: 1811 1812 1835 1836 1823 1824 1847 1848 Element: 904 Faces: 3614 3618 3571 3619 3620 3621 Nodes: 1812 1813 1836 1837 1824 1825 1848 1849 Element: 905 Faces: 3618 3622 3575 3623 3624 3625 Nodes: 1813 1814 1837 1838 1825 1826 1849 1850 Element: 906 Faces: 3622 3626 3579 3627 3628 3629 Nodes: 1814 1815 1838 1839 1826 1827 1850 1851 Element: 907 Faces: 3626 3630 3583 3631 3632 3633 Nodes: 1815 1816 1839 1840 1827 1828 1851 1852 Element: 908 Faces: 3630 3589 3586 3634 3635 3636 Nodes: 1816 1805 1840 1829 1828 1817 1852 1841 Element: 909 Faces: 3637 3638 3591 3639 3640 3641 Nodes: 1829 1830 1853 1854 1841 1842 1865 1866 Element: 910 Faces: 3638 3642 3595 3643 3644 3645 Nodes: 1830 1831 1854 1855 1842 1843 1866 1867 Element: 911 Faces: 3642 3646 3599 3647 3648 3649 Nodes: 1831 1832 1855 1856 1843 1844 1867 1868 Element: 912 Faces: 3646 3650 3603 3651 3652 3653 Nodes: 1832 1833 1856 1857 1844 1845 1868 1869 Element: 913 Faces: 3650 3654 3607 3655 3656 3657 Nodes: 1833 1834 1857 1858 1845 1846 1869 1870 Element: 914 Faces: 3654 3658 3611 3659 3660 3661 Nodes: 1834 1835 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Element: 925 Faces: 3698 3702 3655 3703 3704 3705 Nodes: 1857 1858 1881 1882 1869 1870 1893 1894 Element: 926 Faces: 3702 3706 3659 3707 3708 3709 Nodes: 1858 1859 1882 1883 1870 1871 1894 1895 Element: 927 Faces: 3706 3710 3663 3711 3712 3713 Nodes: 1859 1860 1883 1884 1871 1872 1895 1896 Element: 928 Faces: 3710 3714 3667 3715 3716 3717 Nodes: 1860 1861 1884 1885 1872 1873 1896 1897 Element: 929 Faces: 3714 3718 3671 3719 3720 3721 Nodes: 1861 1862 1885 1886 1873 1874 1897 1898 Element: 930 Faces: 3718 3722 3675 3723 3724 3725 Nodes: 1862 1863 1886 1887 1874 1875 1898 1899 Element: 931 Faces: 3722 3726 3679 3727 3728 3729 Nodes: 1863 1864 1887 1888 1875 1876 1899 1900 Element: 932 Faces: 3726 3685 3682 3730 3731 3732 Nodes: 1864 1853 1888 1877 1876 1865 1900 1889 Element: 933 Faces: 3733 3734 3687 3735 3736 3737 Nodes: 1877 1878 1901 1902 1889 1890 1913 1914 Element: 934 Faces: 3734 3738 3691 3739 3740 3741 Nodes: 1878 1879 1902 1903 1890 1891 1914 1915 Element: 935 Faces: 3738 3742 3695 3743 3744 3745 Nodes: 1879 1880 1903 1904 1891 1892 1915 1916 Element: 936 Faces: 3742 3746 3699 3747 3748 3749 Nodes: 1880 1881 1904 1905 1892 1893 1916 1917 Element: 937 Faces: 3746 3750 3703 3751 3752 3753 Nodes: 1881 1882 1905 1906 1893 1894 1917 1918 Element: 938 Faces: 3750 3754 3707 3755 3756 3757 Nodes: 1882 1883 1906 1907 1894 1895 1918 1919 Element: 939 Faces: 3754 3758 3711 3759 3760 3761 Nodes: 1883 1884 1907 1908 1895 1896 1919 1920 Element: 940 Faces: 3758 3762 3715 3763 3764 3765 Nodes: 1884 1885 1908 1909 1896 1897 1920 1921 Element: 941 Faces: 3762 3766 3719 3767 3768 3769 Nodes: 1885 1886 1909 1910 1897 1898 1921 1922 Element: 942 Faces: 3766 3770 3723 3771 3772 3773 Nodes: 1886 1887 1910 1911 1898 1899 1922 1923 Element: 943 Faces: 3770 3774 3727 3775 3776 3777 Nodes: 1887 1888 1911 1912 1899 1900 1923 1924 Element: 944 Faces: 3774 3733 3730 3778 3779 3780 Nodes: 1888 1877 1912 1901 1900 1889 1924 1913 Element: 945 Faces: 3781 3782 3735 3783 3784 3785 Nodes: 1901 1902 1925 1926 1913 1914 1937 1938 Element: 946 Faces: 3782 3786 3739 3787 3788 3789 Nodes: 1902 1903 1926 1927 1914 1915 1938 1939 Element: 947 Faces: 3786 3790 3743 3791 3792 3793 Nodes: 1903 1904 1927 1928 1915 1916 1939 1940 Element: 948 Faces: 3790 3794 3747 3795 3796 3797 Nodes: 1904 1905 1928 1929 1916 1917 1940 1941 Element: 949 Faces: 3794 3798 3751 3799 3800 3801 Nodes: 1905 1906 1929 1930 1917 1918 1941 1942 Element: 950 Faces: 3798 3802 3755 3803 3804 3805 Nodes: 1906 1907 1930 1931 1918 1919 1942 1943 Element: 951 Faces: 3802 3806 3759 3807 3808 3809 Nodes: 1907 1908 1931 1932 1919 1920 1943 1944 Element: 952 Faces: 3806 3810 3763 3811 3812 3813 Nodes: 1908 1909 1932 1933 1920 1921 1944 1945 Element: 953 Faces: 3810 3814 3767 3815 3816 3817 Nodes: 1909 1910 1933 1934 1921 1922 1945 1946 Element: 954 Faces: 3814 3818 3771 3819 3820 3821 Nodes: 1910 1911 1934 1935 1922 1923 1946 1947 Element: 955 Faces: 3818 3822 3775 3823 3824 3825 Nodes: 1911 1912 1935 1936 1923 1924 1947 1948 Element: 956 Faces: 3822 3781 3778 3826 3827 3828 Nodes: 1912 1901 1936 1925 1924 1913 1948 1937 Element: 957 Faces: 3829 3830 3783 3831 3832 3833 Nodes: 1925 1926 1949 1950 1937 1938 1961 1962 Element: 958 Faces: 3830 3834 3787 3835 3836 3837 Nodes: 1926 1927 1950 1951 1938 1939 1962 1963 Element: 959 Faces: 3834 3838 3791 3839 3840 3841 Nodes: 1927 1928 1951 1952 1939 1940 1963 1964 Element: 960 Faces: 3838 3842 3795 3843 3844 3845 Nodes: 1928 1929 1952 1953 1940 1941 1964 1965 Element: 961 Faces: 3842 3846 3799 3847 3848 3849 Nodes: 1929 1930 1953 1954 1941 1942 1965 1966 Element: 962 Faces: 3846 3850 3803 3851 3852 3853 Nodes: 1930 1931 1954 1955 1942 1943 1966 1967 Element: 963 Faces: 3850 3854 3807 3855 3856 3857 Nodes: 1931 1932 1955 1956 1943 1944 1967 1968 Element: 964 Faces: 3854 3858 3811 3859 3860 3861 Nodes: 1932 1933 1956 1957 1944 1945 1968 1969 Element: 965 Faces: 3858 3862 3815 3863 3864 3865 Nodes: 1933 1934 1957 1958 1945 1946 1969 1970 Element: 966 Faces: 3862 3866 3819 3867 3868 3869 Nodes: 1934 1935 1958 1959 1946 1947 1970 1971 Element: 967 Faces: 3866 3870 3823 3871 3872 3873 Nodes: 1935 1936 1959 1960 1947 1948 1971 1972 Element: 968 Faces: 3870 3829 3826 3874 3875 3876 Nodes: 1936 1925 1960 1949 1948 1937 1972 1961 Element: 969 Faces: 3877 3878 3831 3879 3880 3881 Nodes: 1949 1950 1973 1974 1961 1962 1985 1986 Element: 970 Faces: 3878 3882 3835 3883 3884 3885 Nodes: 1950 1951 1974 1975 1962 1963 1986 1987 Element: 971 Faces: 3882 3886 3839 3887 3888 3889 Nodes: 1951 1952 1975 1976 1963 1964 1987 1988 Element: 972 Faces: 3886 3890 3843 3891 3892 3893 Nodes: 1952 1953 1976 1977 1964 1965 1988 1989 Element: 973 Faces: 3890 3894 3847 3895 3896 3897 Nodes: 1953 1954 1977 1978 1965 1966 1989 1990 Element: 974 Faces: 3894 3898 3851 3899 3900 3901 Nodes: 1954 1955 1978 1979 1966 1967 1990 1991 Element: 975 Faces: 3898 3902 3855 3903 3904 3905 Nodes: 1955 1956 1979 1980 1967 1968 1991 1992 Element: 976 Faces: 3902 3906 3859 3907 3908 3909 Nodes: 1956 1957 1980 1981 1968 1969 1992 1993 Element: 977 Faces: 3906 3910 3863 3911 3912 3913 Nodes: 1957 1958 1981 1982 1969 1970 1993 1994 Element: 978 Faces: 3910 3914 3867 3915 3916 3917 Nodes: 1958 1959 1982 1983 1970 1971 1994 1995 Element: 979 Faces: 3914 3918 3871 3919 3920 3921 Nodes: 1959 1960 1983 1984 1971 1972 1995 1996 Element: 980 Faces: 3918 3877 3874 3922 3923 3924 Nodes: 1960 1949 1984 1973 1972 1961 1996 1985 Element: 981 Faces: 3925 3926 3879 3927 3928 3929 Nodes: 1973 1974 1997 1998 1985 1986 2009 2010 Element: 982 Faces: 3926 3930 3883 3931 3932 3933 Nodes: 1974 1975 1998 1999 1986 1987 2010 2011 Element: 983 Faces: 3930 3934 3887 3935 3936 3937 Nodes: 1975 1976 1999 2000 1987 1988 2011 2012 Element: 984 Faces: 3934 3938 3891 3939 3940 3941 Nodes: 1976 1977 2000 2001 1988 1989 2012 2013 Element: 985 Faces: 3938 3942 3895 3943 3944 3945 Nodes: 1977 1978 2001 2002 1989 1990 2013 2014 Element: 986 Faces: 3942 3946 3899 3947 3948 3949 Nodes: 1978 1979 2002 2003 1990 1991 2014 2015 Element: 987 Faces: 3946 3950 3903 3951 3952 3953 Nodes: 1979 1980 2003 2004 1991 1992 2015 2016 Element: 988 Faces: 3950 3954 3907 3955 3956 3957 Nodes: 1980 1981 2004 2005 1992 1993 2016 2017 Element: 989 Faces: 3954 3958 3911 3959 3960 3961 Nodes: 1981 1982 2005 2006 1993 1994 2017 2018 Element: 990 Faces: 3958 3962 3915 3963 3964 3965 Nodes: 1982 1983 2006 2007 1994 1995 2018 2019 Element: 991 Faces: 3962 3966 3919 3967 3968 3969 Nodes: 1983 1984 2007 2008 1995 1996 2019 2020 Element: 992 Faces: 3966 3925 3922 3970 3971 3972 Nodes: 1984 1973 2008 1997 1996 1985 2020 2009 Element: 993 Faces: 3973 3974 3927 3975 3976 3977 Nodes: 1997 1998 2021 2022 2009 2010 2033 2034 Element: 994 Faces: 3974 3978 3931 3979 3980 3981 Nodes: 1998 1999 2022 2023 2010 2011 2034 2035 Element: 995 Faces: 3978 3982 3935 3983 3984 3985 Nodes: 1999 2000 2023 2024 2011 2012 2035 2036 Element: 996 Faces: 3982 3986 3939 3987 3988 3989 Nodes: 2000 2001 2024 2025 2012 2013 2036 2037 Element: 997 Faces: 3986 3990 3943 3991 3992 3993 Nodes: 2001 2002 2025 2026 2013 2014 2037 2038 Element: 998 Faces: 3990 3994 3947 3995 3996 3997 Nodes: 2002 2003 2026 2027 2014 2015 2038 2039 Element: 999 Faces: 3994 3998 3951 3999 4000 4001 Nodes: 2003 2004 2027 2028 2015 2016 2039 2040 Element: 1000 Faces: 3998 4002 3955 4003 4004 4005 Nodes: 2004 2005 2028 2029 2016 2017 2040 2041 Element: 1001 Faces: 4002 4006 3959 4007 4008 4009 Nodes: 2005 2006 2029 2030 2017 2018 2041 2042 Element: 1002 Faces: 4006 4010 3963 4011 4012 4013 Nodes: 2006 2007 2030 2031 2018 2019 2042 2043 Element: 1003 Faces: 4010 4014 3967 4015 4016 4017 Nodes: 2007 2008 2031 2032 2019 2020 2043 2044 Element: 1004 Faces: 4014 3973 3970 4018 4019 4020 Nodes: 2008 1997 2032 2021 2020 2009 2044 2033 Element: 1005 Faces: 4021 4022 3975 4023 4024 4025 Nodes: 2021 2022 2045 2046 2033 2034 2057 2058 Element: 1006 Faces: 4022 4026 3979 4027 4028 4029 Nodes: 2022 2023 2046 2047 2034 2035 2058 2059 Element: 1007 Faces: 4026 4030 3983 4031 4032 4033 Nodes: 2023 2024 2047 2048 2035 2036 2059 2060 Element: 1008 Faces: 4030 4034 3987 4035 4036 4037 Nodes: 2024 2025 2048 2049 2036 2037 2060 2061 Element: 1009 Faces: 4034 4038 3991 4039 4040 4041 Nodes: 2025 2026 2049 2050 2037 2038 2061 2062 Element: 1010 Faces: 4038 4042 3995 4043 4044 4045 Nodes: 2026 2027 2050 2051 2038 2039 2062 2063 Element: 1011 Faces: 4042 4046 3999 4047 4048 4049 Nodes: 2027 2028 2051 2052 2039 2040 2063 2064 Element: 1012 Faces: 4046 4050 4003 4051 4052 4053 Nodes: 2028 2029 2052 2053 2040 2041 2064 2065 Element: 1013 Faces: 4050 4054 4007 4055 4056 4057 Nodes: 2029 2030 2053 2054 2041 2042 2065 2066 Element: 1014 Faces: 4054 4058 4011 4059 4060 4061 Nodes: 2030 2031 2054 2055 2042 2043 2066 2067 Element: 1015 Faces: 4058 4062 4015 4063 4064 4065 Nodes: 2031 2032 2055 2056 2043 2044 2067 2068 Element: 1016 Faces: 4062 4021 4018 4066 4067 4068 Nodes: 2032 2021 2056 2045 2044 2033 2068 2057 Element: 1017 Faces: 4069 4070 4023 4071 4072 4073 Nodes: 2045 2046 2069 2070 2057 2058 2081 2082 Element: 1018 Faces: 4070 4074 4027 4075 4076 4077 Nodes: 2046 2047 2070 2071 2058 2059 2082 2083 Element: 1019 Faces: 4074 4078 4031 4079 4080 4081 Nodes: 2047 2048 2071 2072 2059 2060 2083 2084 Element: 1020 Faces: 4078 4082 4035 4083 4084 4085 Nodes: 2048 2049 2072 2073 2060 2061 2084 2085 Element: 1021 Faces: 4082 4086 4039 4087 4088 4089 Nodes: 2049 2050 2073 2074 2061 2062 2085 2086 Element: 1022 Faces: 4086 4090 4043 4091 4092 4093 Nodes: 2050 2051 2074 2075 2062 2063 2086 2087 Element: 1023 Faces: 4090 4094 4047 4095 4096 4097 Nodes: 2051 2052 2075 2076 2063 2064 2087 2088 Element: 1024 Faces: 4094 4098 4051 4099 4100 4101 Nodes: 2052 2053 2076 2077 2064 2065 2088 2089 Element: 1025 Faces: 4098 4102 4055 4103 4104 4105 Nodes: 2053 2054 2077 2078 2065 2066 2089 2090 Element: 1026 Faces: 4102 4106 4059 4107 4108 4109 Nodes: 2054 2055 2078 2079 2066 2067 2090 2091 Element: 1027 Faces: 4106 4110 4063 4111 4112 4113 Nodes: 2055 2056 2079 2080 2067 2068 2091 2092 Element: 1028 Faces: 4110 4069 4066 4114 4115 4116 Nodes: 2056 2045 2080 2069 2068 2057 2092 2081 Element: 1029 Faces: 4117 4118 4071 4119 4120 4121 Nodes: 2069 2070 2093 2094 2081 2082 2105 2106 Element: 1030 Faces: 4118 4122 4075 4123 4124 4125 Nodes: 2070 2071 2094 2095 2082 2083 2106 2107 Element: 1031 Faces: 4122 4126 4079 4127 4128 4129 Nodes: 2071 2072 2095 2096 2083 2084 2107 2108 Element: 1032 Faces: 4126 4130 4083 4131 4132 4133 Nodes: 2072 2073 2096 2097 2084 2085 2108 2109 Element: 1033 Faces: 4130 4134 4087 4135 4136 4137 Nodes: 2073 2074 2097 2098 2085 2086 2109 2110 Element: 1034 Faces: 4134 4138 4091 4139 4140 4141 Nodes: 2074 2075 2098 2099 2086 2087 2110 2111 Element: 1035 Faces: 4138 4142 4095 4143 4144 4145 Nodes: 2075 2076 2099 2100 2087 2088 2111 2112 Element: 1036 Faces: 4142 4146 4099 4147 4148 4149 Nodes: 2076 2077 2100 2101 2088 2089 2112 2113 Element: 1037 Faces: 4146 4150 4103 4151 4152 4153 Nodes: 2077 2078 2101 2102 2089 2090 2113 2114 Element: 1038 Faces: 4150 4154 4107 4155 4156 4157 Nodes: 2078 2079 2102 2103 2090 2091 2114 2115 Element: 1039 Faces: 4154 4158 4111 4159 4160 4161 Nodes: 2079 2080 2103 2104 2091 2092 2115 2116 Element: 1040 Faces: 4158 4117 4114 4162 4163 4164 Nodes: 2080 2069 2104 2093 2092 2081 2116 2105 Element: 1041 Faces: 4165 4166 4119 4167 4168 4169 Nodes: 2093 2094 2117 2118 2105 2106 2129 2130 Element: 1042 Faces: 4166 4170 4123 4171 4172 4173 Nodes: 2094 2095 2118 2119 2106 2107 2130 2131 Element: 1043 Faces: 4170 4174 4127 4175 4176 4177 Nodes: 2095 2096 2119 2120 2107 2108 2131 2132 Element: 1044 Faces: 4174 4178 4131 4179 4180 4181 Nodes: 2096 2097 2120 2121 2108 2109 2132 2133 Element: 1045 Faces: 4178 4182 4135 4183 4184 4185 Nodes: 2097 2098 2121 2122 2109 2110 2133 2134 Element: 1046 Faces: 4182 4186 4139 4187 4188 4189 Nodes: 2098 2099 2122 2123 2110 2111 2134 2135 Element: 1047 Faces: 4186 4190 4143 4191 4192 4193 Nodes: 2099 2100 2123 2124 2111 2112 2135 2136 Element: 1048 Faces: 4190 4194 4147 4195 4196 4197 Nodes: 2100 2101 2124 2125 2112 2113 2136 2137 Element: 1049 Faces: 4194 4198 4151 4199 4200 4201 Nodes: 2101 2102 2125 2126 2113 2114 2137 2138 Element: 1050 Faces: 4198 4202 4155 4203 4204 4205 Nodes: 2102 2103 2126 2127 2114 2115 2138 2139 Element: 1051 Faces: 4202 4206 4159 4207 4208 4209 Nodes: 2103 2104 2127 2128 2115 2116 2139 2140 Element: 1052 Faces: 4206 4165 4162 4210 4211 4212 Nodes: 2104 2093 2128 2117 2116 2105 2140 2129 Element: 1053 Faces: 4213 4214 4167 4215 4216 4217 Nodes: 2117 2118 2141 2142 2129 2130 2153 2154 Element: 1054 Faces: 4214 4218 4171 4219 4220 4221 Nodes: 2118 2119 2142 2143 2130 2131 2154 2155 Element: 1055 Faces: 4218 4222 4175 4223 4224 4225 Nodes: 2119 2120 2143 2144 2131 2132 2155 2156 Element: 1056 Faces: 4222 4226 4179 4227 4228 4229 Nodes: 2120 2121 2144 2145 2132 2133 2156 2157 Element: 1057 Faces: 4226 4230 4183 4231 4232 4233 Nodes: 2121 2122 2145 2146 2133 2134 2157 2158 Element: 1058 Faces: 4230 4234 4187 4235 4236 4237 Nodes: 2122 2123 2146 2147 2134 2135 2158 2159 Element: 1059 Faces: 4234 4238 4191 4239 4240 4241 Nodes: 2123 2124 2147 2148 2135 2136 2159 2160 Element: 1060 Faces: 4238 4242 4195 4243 4244 4245 Nodes: 2124 2125 2148 2149 2136 2137 2160 2161 Element: 1061 Faces: 4242 4246 4199 4247 4248 4249 Nodes: 2125 2126 2149 2150 2137 2138 2161 2162 Element: 1062 Faces: 4246 4250 4203 4251 4252 4253 Nodes: 2126 2127 2150 2151 2138 2139 2162 2163 Element: 1063 Faces: 4250 4254 4207 4255 4256 4257 Nodes: 2127 2128 2151 2152 2139 2140 2163 2164 Element: 1064 Faces: 4254 4213 4210 4258 4259 4260 Nodes: 2128 2117 2152 2141 2140 2129 2164 2153 Element: 1065 Faces: 4261 4262 4215 4263 4264 4265 Nodes: 2141 2142 2165 2166 2153 2154 2177 2178 Element: 1066 Faces: 4262 4266 4219 4267 4268 4269 Nodes: 2142 2143 2166 2167 2154 2155 2178 2179 Element: 1067 Faces: 4266 4270 4223 4271 4272 4273 Nodes: 2143 2144 2167 2168 2155 2156 2179 2180 Element: 1068 Faces: 4270 4274 4227 4275 4276 4277 Nodes: 2144 2145 2168 2169 2156 2157 2180 2181 Element: 1069 Faces: 4274 4278 4231 4279 4280 4281 Nodes: 2145 2146 2169 2170 2157 2158 2181 2182 Element: 1070 Faces: 4278 4282 4235 4283 4284 4285 Nodes: 2146 2147 2170 2171 2158 2159 2182 2183 Element: 1071 Faces: 4282 4286 4239 4287 4288 4289 Nodes: 2147 2148 2171 2172 2159 2160 2183 2184 Element: 1072 Faces: 4286 4290 4243 4291 4292 4293 Nodes: 2148 2149 2172 2173 2160 2161 2184 2185 Element: 1073 Faces: 4290 4294 4247 4295 4296 4297 Nodes: 2149 2150 2173 2174 2161 2162 2185 2186 Element: 1074 Faces: 4294 4298 4251 4299 4300 4301 Nodes: 2150 2151 2174 2175 2162 2163 2186 2187 Element: 1075 Faces: 4298 4302 4255 4303 4304 4305 Nodes: 2151 2152 2175 2176 2163 2164 2187 2188 Element: 1076 Faces: 4302 4261 4258 4306 4307 4308 Nodes: 2152 2141 2176 2165 2164 2153 2188 2177 Element: 1077 Faces: 4309 4310 4263 4311 4312 4313 Nodes: 2165 2166 2189 2190 2177 2178 2201 2202 Element: 1078 Faces: 4310 4314 4267 4315 4316 4317 Nodes: 2166 2167 2190 2191 2178 2179 2202 2203 Element: 1079 Faces: 4314 4318 4271 4319 4320 4321 Nodes: 2167 2168 2191 2192 2179 2180 2203 2204 Element: 1080 Faces: 4318 4322 4275 4323 4324 4325 Nodes: 2168 2169 2192 2193 2180 2181 2204 2205 Element: 1081 Faces: 4322 4326 4279 4327 4328 4329 Nodes: 2169 2170 2193 2194 2181 2182 2205 2206 Element: 1082 Faces: 4326 4330 4283 4331 4332 4333 Nodes: 2170 2171 2194 2195 2182 2183 2206 2207 Element: 1083 Faces: 4330 4334 4287 4335 4336 4337 Nodes: 2171 2172 2195 2196 2183 2184 2207 2208 Element: 1084 Faces: 4334 4338 4291 4339 4340 4341 Nodes: 2172 2173 2196 2197 2184 2185 2208 2209 Element: 1085 Faces: 4338 4342 4295 4343 4344 4345 Nodes: 2173 2174 2197 2198 2185 2186 2209 2210 Element: 1086 Faces: 4342 4346 4299 4347 4348 4349 Nodes: 2174 2175 2198 2199 2186 2187 2210 2211 Element: 1087 Faces: 4346 4350 4303 4351 4352 4353 Nodes: 2175 2176 2199 2200 2187 2188 2211 2212 Element: 1088 Faces: 4350 4309 4306 4354 4355 4356 Nodes: 2176 2165 2200 2189 2188 2177 2212 2201 Element: 1089 Faces: 4357 4358 4311 4359 4360 4361 Nodes: 2189 2190 2213 2214 2201 2202 2225 2226 Element: 1090 Faces: 4358 4362 4315 4363 4364 4365 Nodes: 2190 2191 2214 2215 2202 2203 2226 2227 Element: 1091 Faces: 4362 4366 4319 4367 4368 4369 Nodes: 2191 2192 2215 2216 2203 2204 2227 2228 Element: 1092 Faces: 4366 4370 4323 4371 4372 4373 Nodes: 2192 2193 2216 2217 2204 2205 2228 2229 Element: 1093 Faces: 4370 4374 4327 4375 4376 4377 Nodes: 2193 2194 2217 2218 2205 2206 2229 2230 Element: 1094 Faces: 4374 4378 4331 4379 4380 4381 Nodes: 2194 2195 2218 2219 2206 2207 2230 2231 Element: 1095 Faces: 4378 4382 4335 4383 4384 4385 Nodes: 2195 2196 2219 2220 2207 2208 2231 2232 Element: 1096 Faces: 4382 4386 4339 4387 4388 4389 Nodes: 2196 2197 2220 2221 2208 2209 2232 2233 Element: 1097 Faces: 4386 4390 4343 4391 4392 4393 Nodes: 2197 2198 2221 2222 2209 2210 2233 2234 Element: 1098 Faces: 4390 4394 4347 4395 4396 4397 Nodes: 2198 2199 2222 2223 2210 2211 2234 2235 Element: 1099 Faces: 4394 4398 4351 4399 4400 4401 Nodes: 2199 2200 2223 2224 2211 2212 2235 2236 Element: 1100 Faces: 4398 4357 4354 4402 4403 4404 Nodes: 2200 2189 2224 2213 2212 2201 2236 2225 Element: 1101 Faces: 4405 4406 4359 4407 4408 4409 Nodes: 2213 2214 2237 2238 2225 2226 2249 2250 Element: 1102 Faces: 4406 4410 4363 4411 4412 4413 Nodes: 2214 2215 2238 2239 2226 2227 2250 2251 Element: 1103 Faces: 4410 4414 4367 4415 4416 4417 Nodes: 2215 2216 2239 2240 2227 2228 2251 2252 Element: 1104 Faces: 4414 4418 4371 4419 4420 4421 Nodes: 2216 2217 2240 2241 2228 2229 2252 2253 Element: 1105 Faces: 4418 4422 4375 4423 4424 4425 Nodes: 2217 2218 2241 2242 2229 2230 2253 2254 Element: 1106 Faces: 4422 4426 4379 4427 4428 4429 Nodes: 2218 2219 2242 2243 2230 2231 2254 2255 Element: 1107 Faces: 4426 4430 4383 4431 4432 4433 Nodes: 2219 2220 2243 2244 2231 2232 2255 2256 Element: 1108 Faces: 4430 4434 4387 4435 4436 4437 Nodes: 2220 2221 2244 2245 2232 2233 2256 2257 Element: 1109 Faces: 4434 4438 4391 4439 4440 4441 Nodes: 2221 2222 2245 2246 2233 2234 2257 2258 Element: 1110 Faces: 4438 4442 4395 4443 4444 4445 Nodes: 2222 2223 2246 2247 2234 2235 2258 2259 Element: 1111 Faces: 4442 4446 4399 4447 4448 4449 Nodes: 2223 2224 2247 2248 2235 2236 2259 2260 Element: 1112 Faces: 4446 4405 4402 4450 4451 4452 Nodes: 2224 2213 2248 2237 2236 2225 2260 2249 Element: 1113 Faces: 4453 4454 4407 4455 4456 4457 Nodes: 2237 2238 2261 2262 2249 2250 2273 2274 Element: 1114 Faces: 4454 4458 4411 4459 4460 4461 Nodes: 2238 2239 2262 2263 2250 2251 2274 2275 Element: 1115 Faces: 4458 4462 4415 4463 4464 4465 Nodes: 2239 2240 2263 2264 2251 2252 2275 2276 Element: 1116 Faces: 4462 4466 4419 4467 4468 4469 Nodes: 2240 2241 2264 2265 2252 2253 2276 2277 Element: 1117 Faces: 4466 4470 4423 4471 4472 4473 Nodes: 2241 2242 2265 2266 2253 2254 2277 2278 Element: 1118 Faces: 4470 4474 4427 4475 4476 4477 Nodes: 2242 2243 2266 2267 2254 2255 2278 2279 Element: 1119 Faces: 4474 4478 4431 4479 4480 4481 Nodes: 2243 2244 2267 2268 2255 2256 2279 2280 Element: 1120 Faces: 4478 4482 4435 4483 4484 4485 Nodes: 2244 2245 2268 2269 2256 2257 2280 2281 Element: 1121 Faces: 4482 4486 4439 4487 4488 4489 Nodes: 2245 2246 2269 2270 2257 2258 2281 2282 Element: 1122 Faces: 4486 4490 4443 4491 4492 4493 Nodes: 2246 2247 2270 2271 2258 2259 2282 2283 Element: 1123 Faces: 4490 4494 4447 4495 4496 4497 Nodes: 2247 2248 2271 2272 2259 2260 2283 2284 Element: 1124 Faces: 4494 4453 4450 4498 4499 4500 Nodes: 2248 2237 2272 2261 2260 2249 2284 2273 Element: 1125 Faces: 4501 4502 4455 4503 4504 4505 Nodes: 2261 2262 2285 2286 2273 2274 2297 2298 Element: 1126 Faces: 4502 4506 4459 4507 4508 4509 Nodes: 2262 2263 2286 2287 2274 2275 2298 2299 Element: 1127 Faces: 4506 4510 4463 4511 4512 4513 Nodes: 2263 2264 2287 2288 2275 2276 2299 2300 Element: 1128 Faces: 4510 4514 4467 4515 4516 4517 Nodes: 2264 2265 2288 2289 2276 2277 2300 2301 Element: 1129 Faces: 4514 4518 4471 4519 4520 4521 Nodes: 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Element: 1456 Faces: 5822 5826 5779 5827 5828 5829 Nodes: 2916 2917 2940 2941 2928 2929 2952 2953 Element: 1457 Faces: 5826 5830 5783 5831 5832 5833 Nodes: 2917 2918 2941 2942 2929 2930 2953 2954 Element: 1458 Faces: 5830 5834 5787 5835 5836 5837 Nodes: 2918 2919 2942 2943 2930 2931 2954 2955 Element: 1459 Faces: 5834 5838 5791 5839 5840 5841 Nodes: 2919 2920 2943 2944 2931 2932 2955 2956 Element: 1460 Faces: 5838 5797 5794 5842 5843 5844 Nodes: 2920 2909 2944 2933 2932 2921 2956 2945 Element: 1461 Faces: 5845 5846 5799 5847 5848 5849 Nodes: 2933 2934 2957 2958 2945 2946 2969 2970 Element: 1462 Faces: 5846 5850 5803 5851 5852 5853 Nodes: 2934 2935 2958 2959 2946 2947 2970 2971 Element: 1463 Faces: 5850 5854 5807 5855 5856 5857 Nodes: 2935 2936 2959 2960 2947 2948 2971 2972 Element: 1464 Faces: 5854 5858 5811 5859 5860 5861 Nodes: 2936 2937 2960 2961 2948 2949 2972 2973 Element: 1465 Faces: 5858 5862 5815 5863 5864 5865 Nodes: 2937 2938 2961 2962 2949 2950 2973 2974 Element: 1466 Faces: 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3115 3116 3139 3140 Element: 1548 Faces: 6190 6194 6147 6195 6196 6197 Nodes: 3104 3105 3128 3129 3116 3117 3140 3141 Element: 1549 Faces: 6194 6198 6151 6199 6200 6201 Nodes: 3105 3106 3129 3130 3117 3118 3141 3142 Element: 1550 Faces: 6198 6202 6155 6203 6204 6205 Nodes: 3106 3107 3130 3131 3118 3119 3142 3143 Element: 1551 Faces: 6202 6206 6159 6207 6208 6209 Nodes: 3107 3108 3131 3132 3119 3120 3143 3144 Element: 1552 Faces: 6206 6210 6163 6211 6212 6213 Nodes: 3108 3109 3132 3133 3120 3121 3144 3145 Element: 1553 Faces: 6210 6214 6167 6215 6216 6217 Nodes: 3109 3110 3133 3134 3121 3122 3145 3146 Element: 1554 Faces: 6214 6218 6171 6219 6220 6221 Nodes: 3110 3111 3134 3135 3122 3123 3146 3147 Element: 1555 Faces: 6218 6222 6175 6223 6224 6225 Nodes: 3111 3112 3135 3136 3123 3124 3147 3148 Element: 1556 Faces: 6222 6181 6178 6226 6227 6228 Nodes: 3112 3101 3136 3125 3124 3113 3148 3137 Element: 1557 Faces: 6229 6230 6183 6231 6232 6233 Nodes: 3125 3126 3149 3150 3137 3138 3161 3162 Element: 1558 Faces: 6230 6234 6187 6235 6236 6237 Nodes: 3126 3127 3150 3151 3138 3139 3162 3163 Element: 1559 Faces: 6234 6238 6191 6239 6240 6241 Nodes: 3127 3128 3151 3152 3139 3140 3163 3164 Element: 1560 Faces: 6238 6242 6195 6243 6244 6245 Nodes: 3128 3129 3152 3153 3140 3141 3164 3165 Element: 1561 Faces: 6242 6246 6199 6247 6248 6249 Nodes: 3129 3130 3153 3154 3141 3142 3165 3166 Element: 1562 Faces: 6246 6250 6203 6251 6252 6253 Nodes: 3130 3131 3154 3155 3142 3143 3166 3167 Element: 1563 Faces: 6250 6254 6207 6255 6256 6257 Nodes: 3131 3132 3155 3156 3143 3144 3167 3168 Element: 1564 Faces: 6254 6258 6211 6259 6260 6261 Nodes: 3132 3133 3156 3157 3144 3145 3168 3169 Element: 1565 Faces: 6258 6262 6215 6263 6264 6265 Nodes: 3133 3134 3157 3158 3145 3146 3169 3170 Element: 1566 Faces: 6262 6266 6219 6267 6268 6269 Nodes: 3134 3135 3158 3159 3146 3147 3170 3171 Element: 1567 Faces: 6266 6270 6223 6271 6272 6273 Nodes: 3135 3136 3159 3160 3147 3148 3171 3172 Element: 1568 Faces: 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Element: 1609 Faces: 6434 6438 6391 6439 6440 6441 Nodes: 3225 3226 3249 3250 3237 3238 3261 3262 Element: 1610 Faces: 6438 6442 6395 6443 6444 6445 Nodes: 3226 3227 3250 3251 3238 3239 3262 3263 Element: 1611 Faces: 6442 6446 6399 6447 6448 6449 Nodes: 3227 3228 3251 3252 3239 3240 3263 3264 Element: 1612 Faces: 6446 6450 6403 6451 6452 6453 Nodes: 3228 3229 3252 3253 3240 3241 3264 3265 Element: 1613 Faces: 6450 6454 6407 6455 6456 6457 Nodes: 3229 3230 3253 3254 3241 3242 3265 3266 Element: 1614 Faces: 6454 6458 6411 6459 6460 6461 Nodes: 3230 3231 3254 3255 3242 3243 3266 3267 Element: 1615 Faces: 6458 6462 6415 6463 6464 6465 Nodes: 3231 3232 3255 3256 3243 3244 3267 3268 Element: 1616 Faces: 6462 6421 6418 6466 6467 6468 Nodes: 3232 3221 3256 3245 3244 3233 3268 3257 Element: 1617 Faces: 6469 6470 6423 6471 6472 6473 Nodes: 3245 3246 3269 3270 3257 3258 3281 3282 Element: 1618 Faces: 6470 6474 6427 6475 6476 6477 Nodes: 3246 3247 3270 3271 3258 3259 3282 3283 Element: 1619 Faces: 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Element: 1660 Faces: 6638 6642 6595 6643 6644 6645 Nodes: 3324 3325 3348 3349 3336 3337 3360 3361 Element: 1661 Faces: 6642 6646 6599 6647 6648 6649 Nodes: 3325 3326 3349 3350 3337 3338 3361 3362 Element: 1662 Faces: 6646 6650 6603 6651 6652 6653 Nodes: 3326 3327 3350 3351 3338 3339 3362 3363 Element: 1663 Faces: 6650 6654 6607 6655 6656 6657 Nodes: 3327 3328 3351 3352 3339 3340 3363 3364 Element: 1664 Faces: 6654 6613 6610 6658 6659 6660 Nodes: 3328 3317 3352 3341 3340 3329 3364 3353 Element: 1665 Faces: 6661 6662 6615 6663 6664 6665 Nodes: 3341 3342 3365 3366 3353 3354 3377 3378 Element: 1666 Faces: 6662 6666 6619 6667 6668 6669 Nodes: 3342 3343 3366 3367 3354 3355 3378 3379 Element: 1667 Faces: 6666 6670 6623 6671 6672 6673 Nodes: 3343 3344 3367 3368 3355 3356 3379 3380 Element: 1668 Faces: 6670 6674 6627 6675 6676 6677 Nodes: 3344 3345 3368 3369 3356 3357 3380 3381 Element: 1669 Faces: 6674 6678 6631 6679 6680 6681 Nodes: 3345 3346 3369 3370 3357 3358 3381 3382 Element: 1670 Faces: 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7698 7702 7655 7703 7704 7705 Nodes: 3853 3854 3877 3878 3865 3866 3889 3890 Element: 1926 Faces: 7702 7706 7659 7707 7708 7709 Nodes: 3854 3855 3878 3879 3866 3867 3890 3891 Element: 1927 Faces: 7706 7710 7663 7711 7712 7713 Nodes: 3855 3856 3879 3880 3867 3868 3891 3892 Element: 1928 Faces: 7710 7669 7666 7714 7715 7716 Nodes: 3856 3845 3880 3869 3868 3857 3892 3881 Element: 1929 Faces: 7717 7718 7671 7719 7720 7721 Nodes: 3869 3870 3893 3894 3881 3882 3905 3906 Element: 1930 Faces: 7718 7722 7675 7723 7724 7725 Nodes: 3870 3871 3894 3895 3882 3883 3906 3907 Element: 1931 Faces: 7722 7726 7679 7727 7728 7729 Nodes: 3871 3872 3895 3896 3883 3884 3907 3908 Element: 1932 Faces: 7726 7730 7683 7731 7732 7733 Nodes: 3872 3873 3896 3897 3884 3885 3908 3909 Element: 1933 Faces: 7730 7734 7687 7735 7736 7737 Nodes: 3873 3874 3897 3898 3885 3886 3909 3910 Element: 1934 Faces: 7734 7738 7691 7739 7740 7741 Nodes: 3874 3875 3898 3899 3886 3887 3910 3911 Element: 1935 Faces: 7738 7742 7695 7743 7744 7745 Nodes: 3875 3876 3899 3900 3887 3888 3911 3912 Element: 1936 Faces: 7742 7746 7699 7747 7748 7749 Nodes: 3876 3877 3900 3901 3888 3889 3912 3913 Element: 1937 Faces: 7746 7750 7703 7751 7752 7753 Nodes: 3877 3878 3901 3902 3889 3890 3913 3914 Element: 1938 Faces: 7750 7754 7707 7755 7756 7757 Nodes: 3878 3879 3902 3903 3890 3891 3914 3915 Element: 1939 Faces: 7754 7758 7711 7759 7760 7761 Nodes: 3879 3880 3903 3904 3891 3892 3915 3916 Element: 1940 Faces: 7758 7717 7714 7762 7763 7764 Nodes: 3880 3869 3904 3893 3892 3881 3916 3905 Element: 1941 Faces: 7765 7766 7719 7767 7768 7769 Nodes: 3893 3894 3917 3918 3905 3906 3929 3930 Element: 1942 Faces: 7766 7770 7723 7771 7772 7773 Nodes: 3894 3895 3918 3919 3906 3907 3930 3931 Element: 1943 Faces: 7770 7774 7727 7775 7776 7777 Nodes: 3895 3896 3919 3920 3907 3908 3931 3932 Element: 1944 Faces: 7774 7778 7731 7779 7780 7781 Nodes: 3896 3897 3920 3921 3908 3909 3932 3933 Element: 1945 Faces: 7778 7782 7735 7783 7784 7785 Nodes: 3897 3898 3921 3922 3909 3910 3933 3934 Element: 1946 Faces: 7782 7786 7739 7787 7788 7789 Nodes: 3898 3899 3922 3923 3910 3911 3934 3935 Element: 1947 Faces: 7786 7790 7743 7791 7792 7793 Nodes: 3899 3900 3923 3924 3911 3912 3935 3936 Element: 1948 Faces: 7790 7794 7747 7795 7796 7797 Nodes: 3900 3901 3924 3925 3912 3913 3936 3937 Element: 1949 Faces: 7794 7798 7751 7799 7800 7801 Nodes: 3901 3902 3925 3926 3913 3914 3937 3938 Element: 1950 Faces: 7798 7802 7755 7803 7804 7805 Nodes: 3902 3903 3926 3927 3914 3915 3938 3939 Element: 1951 Faces: 7802 7806 7759 7807 7808 7809 Nodes: 3903 3904 3927 3928 3915 3916 3939 3940 Element: 1952 Faces: 7806 7765 7762 7810 7811 7812 Nodes: 3904 3893 3928 3917 3916 3905 3940 3929 Element: 1953 Faces: 7813 7814 7767 7815 7816 7817 Nodes: 3917 3918 3941 3942 3929 3930 3953 3954 Element: 1954 Faces: 7814 7818 7771 7819 7820 7821 Nodes: 3918 3919 3942 3943 3930 3931 3954 3955 Element: 1955 Faces: 7818 7822 7775 7823 7824 7825 Nodes: 3919 3920 3943 3944 3931 3932 3955 3956 Element: 1956 Faces: 7822 7826 7779 7827 7828 7829 Nodes: 3920 3921 3944 3945 3932 3933 3956 3957 Element: 1957 Faces: 7826 7830 7783 7831 7832 7833 Nodes: 3921 3922 3945 3946 3933 3934 3957 3958 Element: 1958 Faces: 7830 7834 7787 7835 7836 7837 Nodes: 3922 3923 3946 3947 3934 3935 3958 3959 Element: 1959 Faces: 7834 7838 7791 7839 7840 7841 Nodes: 3923 3924 3947 3948 3935 3936 3959 3960 Element: 1960 Faces: 7838 7842 7795 7843 7844 7845 Nodes: 3924 3925 3948 3949 3936 3937 3960 3961 Element: 1961 Faces: 7842 7846 7799 7847 7848 7849 Nodes: 3925 3926 3949 3950 3937 3938 3961 3962 Element: 1962 Faces: 7846 7850 7803 7851 7852 7853 Nodes: 3926 3927 3950 3951 3938 3939 3962 3963 Element: 1963 Faces: 7850 7854 7807 7855 7856 7857 Nodes: 3927 3928 3951 3952 3939 3940 3963 3964 Element: 1964 Faces: 7854 7813 7810 7858 7859 7860 Nodes: 3928 3917 3952 3941 3940 3929 3964 3953 Element: 1965 Faces: 7861 7862 7815 7863 7864 7865 Nodes: 3941 3942 3965 3966 3953 3954 3977 3978 Element: 1966 Faces: 7862 7866 7819 7867 7868 7869 Nodes: 3942 3943 3966 3967 3954 3955 3978 3979 Element: 1967 Faces: 7866 7870 7823 7871 7872 7873 Nodes: 3943 3944 3967 3968 3955 3956 3979 3980 Element: 1968 Faces: 7870 7874 7827 7875 7876 7877 Nodes: 3944 3945 3968 3969 3956 3957 3980 3981 Element: 1969 Faces: 7874 7878 7831 7879 7880 7881 Nodes: 3945 3946 3969 3970 3957 3958 3981 3982 Element: 1970 Faces: 7878 7882 7835 7883 7884 7885 Nodes: 3946 3947 3970 3971 3958 3959 3982 3983 Element: 1971 Faces: 7882 7886 7839 7887 7888 7889 Nodes: 3947 3948 3971 3972 3959 3960 3983 3984 Element: 1972 Faces: 7886 7890 7843 7891 7892 7893 Nodes: 3948 3949 3972 3973 3960 3961 3984 3985 Element: 1973 Faces: 7890 7894 7847 7895 7896 7897 Nodes: 3949 3950 3973 3974 3961 3962 3985 3986 Element: 1974 Faces: 7894 7898 7851 7899 7900 7901 Nodes: 3950 3951 3974 3975 3962 3963 3986 3987 Element: 1975 Faces: 7898 7902 7855 7903 7904 7905 Nodes: 3951 3952 3975 3976 3963 3964 3987 3988 Element: 1976 Faces: 7902 7861 7858 7906 7907 7908 Nodes: 3952 3941 3976 3965 3964 3953 3988 3977 Element: 1977 Faces: 7909 7910 7863 7911 7912 7913 Nodes: 3965 3966 3989 3990 3977 3978 4001 4002 Element: 1978 Faces: 7910 7914 7867 7915 7916 7917 Nodes: 3966 3967 3990 3991 3978 3979 4002 4003 Element: 1979 Faces: 7914 7918 7871 7919 7920 7921 Nodes: 3967 3968 3991 3992 3979 3980 4003 4004 Element: 1980 Faces: 7918 7922 7875 7923 7924 7925 Nodes: 3968 3969 3992 3993 3980 3981 4004 4005 Element: 1981 Faces: 7922 7926 7879 7927 7928 7929 Nodes: 3969 3970 3993 3994 3981 3982 4005 4006 Element: 1982 Faces: 7926 7930 7883 7931 7932 7933 Nodes: 3970 3971 3994 3995 3982 3983 4006 4007 Element: 1983 Faces: 7930 7934 7887 7935 7936 7937 Nodes: 3971 3972 3995 3996 3983 3984 4007 4008 Element: 1984 Faces: 7934 7938 7891 7939 7940 7941 Nodes: 3972 3973 3996 3997 3984 3985 4008 4009 Element: 1985 Faces: 7938 7942 7895 7943 7944 7945 Nodes: 3973 3974 3997 3998 3985 3986 4009 4010 Element: 1986 Faces: 7942 7946 7899 7947 7948 7949 Nodes: 3974 3975 3998 3999 3986 3987 4010 4011 Element: 1987 Faces: 7946 7950 7903 7951 7952 7953 Nodes: 3975 3976 3999 4000 3987 3988 4011 4012 Element: 1988 Faces: 7950 7909 7906 7954 7955 7956 Nodes: 3976 3965 4000 3989 3988 3977 4012 4001 Element: 1989 Faces: 7957 7958 7911 7959 7960 7961 Nodes: 3989 3990 4013 4014 4001 4002 4025 4026 Element: 1990 Faces: 7958 7962 7915 7963 7964 7965 Nodes: 3990 3991 4014 4015 4002 4003 4026 4027 Element: 1991 Faces: 7962 7966 7919 7967 7968 7969 Nodes: 3991 3992 4015 4016 4003 4004 4027 4028 Element: 1992 Faces: 7966 7970 7923 7971 7972 7973 Nodes: 3992 3993 4016 4017 4004 4005 4028 4029 Element: 1993 Faces: 7970 7974 7927 7975 7976 7977 Nodes: 3993 3994 4017 4018 4005 4006 4029 4030 Element: 1994 Faces: 7974 7978 7931 7979 7980 7981 Nodes: 3994 3995 4018 4019 4006 4007 4030 4031 Element: 1995 Faces: 7978 7982 7935 7983 7984 7985 Nodes: 3995 3996 4019 4020 4007 4008 4031 4032 Element: 1996 Faces: 7982 7986 7939 7987 7988 7989 Nodes: 3996 3997 4020 4021 4008 4009 4032 4033 Element: 1997 Faces: 7986 7990 7943 7991 7992 7993 Nodes: 3997 3998 4021 4022 4009 4010 4033 4034 Element: 1998 Faces: 7990 7994 7947 7995 7996 7997 Nodes: 3998 3999 4022 4023 4010 4011 4034 4035 Element: 1999 Faces: 7994 7998 7951 7999 8000 8001 Nodes: 3999 4000 4023 4024 4011 4012 4035 4036 Element: 2000 Faces: 7998 7957 7954 8002 8003 8004 Nodes: 4000 3989 4024 4013 4012 4001 4036 4025 Element: 2001 Faces: 8005 8006 7959 8007 8008 8009 Nodes: 4013 4014 4037 4038 4025 4026 4049 4050 Element: 2002 Faces: 8006 8010 7963 8011 8012 8013 Nodes: 4014 4015 4038 4039 4026 4027 4050 4051 Element: 2003 Faces: 8010 8014 7967 8015 8016 8017 Nodes: 4015 4016 4039 4040 4027 4028 4051 4052 Element: 2004 Faces: 8014 8018 7971 8019 8020 8021 Nodes: 4016 4017 4040 4041 4028 4029 4052 4053 Element: 2005 Faces: 8018 8022 7975 8023 8024 8025 Nodes: 4017 4018 4041 4042 4029 4030 4053 4054 Element: 2006 Faces: 8022 8026 7979 8027 8028 8029 Nodes: 4018 4019 4042 4043 4030 4031 4054 4055 Element: 2007 Faces: 8026 8030 7983 8031 8032 8033 Nodes: 4019 4020 4043 4044 4031 4032 4055 4056 Element: 2008 Faces: 8030 8034 7987 8035 8036 8037 Nodes: 4020 4021 4044 4045 4032 4033 4056 4057 Element: 2009 Faces: 8034 8038 7991 8039 8040 8041 Nodes: 4021 4022 4045 4046 4033 4034 4057 4058 Element: 2010 Faces: 8038 8042 7995 8043 8044 8045 Nodes: 4022 4023 4046 4047 4034 4035 4058 4059 Element: 2011 Faces: 8042 8046 7999 8047 8048 8049 Nodes: 4023 4024 4047 4048 4035 4036 4059 4060 Element: 2012 Faces: 8046 8005 8002 8050 8051 8052 Nodes: 4024 4013 4048 4037 4036 4025 4060 4049 Element: 2013 Faces: 8053 8054 8007 8055 8056 8057 Nodes: 4037 4038 4061 4062 4049 4050 4073 4074 Element: 2014 Faces: 8054 8058 8011 8059 8060 8061 Nodes: 4038 4039 4062 4063 4050 4051 4074 4075 Element: 2015 Faces: 8058 8062 8015 8063 8064 8065 Nodes: 4039 4040 4063 4064 4051 4052 4075 4076 Element: 2016 Faces: 8062 8066 8019 8067 8068 8069 Nodes: 4040 4041 4064 4065 4052 4053 4076 4077 Element: 2017 Faces: 8066 8070 8023 8071 8072 8073 Nodes: 4041 4042 4065 4066 4053 4054 4077 4078 Element: 2018 Faces: 8070 8074 8027 8075 8076 8077 Nodes: 4042 4043 4066 4067 4054 4055 4078 4079 Element: 2019 Faces: 8074 8078 8031 8079 8080 8081 Nodes: 4043 4044 4067 4068 4055 4056 4079 4080 Element: 2020 Faces: 8078 8082 8035 8083 8084 8085 Nodes: 4044 4045 4068 4069 4056 4057 4080 4081 Element: 2021 Faces: 8082 8086 8039 8087 8088 8089 Nodes: 4045 4046 4069 4070 4057 4058 4081 4082 Element: 2022 Faces: 8086 8090 8043 8091 8092 8093 Nodes: 4046 4047 4070 4071 4058 4059 4082 4083 Element: 2023 Faces: 8090 8094 8047 8095 8096 8097 Nodes: 4047 4048 4071 4072 4059 4060 4083 4084 Element: 2024 Faces: 8094 8053 8050 8098 8099 8100 Nodes: 4048 4037 4072 4061 4060 4049 4084 4073 Element: 2025 Faces: 8101 8102 8055 8103 8104 8105 Nodes: 4061 4062 4085 4086 4073 4074 4097 4098 Element: 2026 Faces: 8102 8106 8059 8107 8108 8109 Nodes: 4062 4063 4086 4087 4074 4075 4098 4099 Element: 2027 Faces: 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8152 8153 Nodes: 4085 4086 4109 4110 4097 4098 4121 4122 Element: 2038 Faces: 8150 8154 8107 8155 8156 8157 Nodes: 4086 4087 4110 4111 4098 4099 4122 4123 Element: 2039 Faces: 8154 8158 8111 8159 8160 8161 Nodes: 4087 4088 4111 4112 4099 4100 4123 4124 Element: 2040 Faces: 8158 8162 8115 8163 8164 8165 Nodes: 4088 4089 4112 4113 4100 4101 4124 4125 Element: 2041 Faces: 8162 8166 8119 8167 8168 8169 Nodes: 4089 4090 4113 4114 4101 4102 4125 4126 Element: 2042 Faces: 8166 8170 8123 8171 8172 8173 Nodes: 4090 4091 4114 4115 4102 4103 4126 4127 Element: 2043 Faces: 8170 8174 8127 8175 8176 8177 Nodes: 4091 4092 4115 4116 4103 4104 4127 4128 Element: 2044 Faces: 8174 8178 8131 8179 8180 8181 Nodes: 4092 4093 4116 4117 4104 4105 4128 4129 Element: 2045 Faces: 8178 8182 8135 8183 8184 8185 Nodes: 4093 4094 4117 4118 4105 4106 4129 4130 Element: 2046 Faces: 8182 8186 8139 8187 8188 8189 Nodes: 4094 4095 4118 4119 4106 4107 4130 4131 Element: 2047 Faces: 8186 8190 8143 8191 8192 8193 Nodes: 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4129 4130 4153 4154 Element: 2058 Faces: 8230 8234 8187 8235 8236 8237 Nodes: 4118 4119 4142 4143 4130 4131 4154 4155 Element: 2059 Faces: 8234 8238 8191 8239 8240 8241 Nodes: 4119 4120 4143 4144 4131 4132 4155 4156 Element: 2060 Faces: 8238 8197 8194 8242 8243 8244 Nodes: 4120 4109 4144 4133 4132 4121 4156 4145 Element: 2061 Faces: 8245 8246 8199 8247 8248 8249 Nodes: 4133 4134 4157 4158 4145 4146 4169 4170 Element: 2062 Faces: 8246 8250 8203 8251 8252 8253 Nodes: 4134 4135 4158 4159 4146 4147 4170 4171 Element: 2063 Faces: 8250 8254 8207 8255 8256 8257 Nodes: 4135 4136 4159 4160 4147 4148 4171 4172 Element: 2064 Faces: 8254 8258 8211 8259 8260 8261 Nodes: 4136 4137 4160 4161 4148 4149 4172 4173 Element: 2065 Faces: 8258 8262 8215 8263 8264 8265 Nodes: 4137 4138 4161 4162 4149 4150 4173 4174 Element: 2066 Faces: 8262 8266 8219 8267 8268 8269 Nodes: 4138 4139 4162 4163 4150 4151 4174 4175 Element: 2067 Faces: 8266 8270 8223 8271 8272 8273 Nodes: 4139 4140 4163 4164 4151 4152 4175 4176 Element: 2068 Faces: 8270 8274 8227 8275 8276 8277 Nodes: 4140 4141 4164 4165 4152 4153 4176 4177 Element: 2069 Faces: 8274 8278 8231 8279 8280 8281 Nodes: 4141 4142 4165 4166 4153 4154 4177 4178 Element: 2070 Faces: 8278 8282 8235 8283 8284 8285 Nodes: 4142 4143 4166 4167 4154 4155 4178 4179 Element: 2071 Faces: 8282 8286 8239 8287 8288 8289 Nodes: 4143 4144 4167 4168 4155 4156 4179 4180 Element: 2072 Faces: 8286 8245 8242 8290 8291 8292 Nodes: 4144 4133 4168 4157 4156 4145 4180 4169 Element: 2073 Faces: 8293 8294 8247 8295 8296 8297 Nodes: 4157 4158 4181 4182 4169 4170 4193 4194 Element: 2074 Faces: 8294 8298 8251 8299 8300 8301 Nodes: 4158 4159 4182 4183 4170 4171 4194 4195 Element: 2075 Faces: 8298 8302 8255 8303 8304 8305 Nodes: 4159 4160 4183 4184 4171 4172 4195 4196 Element: 2076 Faces: 8302 8306 8259 8307 8308 8309 Nodes: 4160 4161 4184 4185 4172 4173 4196 4197 Element: 2077 Faces: 8306 8310 8263 8311 8312 8313 Nodes: 4161 4162 4185 4186 4173 4174 4197 4198 Element: 2078 Faces: 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8356 8357 Nodes: 4184 4185 4208 4209 4196 4197 4220 4221 Element: 2089 Faces: 8354 8358 8311 8359 8360 8361 Nodes: 4185 4186 4209 4210 4197 4198 4221 4222 Element: 2090 Faces: 8358 8362 8315 8363 8364 8365 Nodes: 4186 4187 4210 4211 4198 4199 4222 4223 Element: 2091 Faces: 8362 8366 8319 8367 8368 8369 Nodes: 4187 4188 4211 4212 4199 4200 4223 4224 Element: 2092 Faces: 8366 8370 8323 8371 8372 8373 Nodes: 4188 4189 4212 4213 4200 4201 4224 4225 Element: 2093 Faces: 8370 8374 8327 8375 8376 8377 Nodes: 4189 4190 4213 4214 4201 4202 4225 4226 Element: 2094 Faces: 8374 8378 8331 8379 8380 8381 Nodes: 4190 4191 4214 4215 4202 4203 4226 4227 Element: 2095 Faces: 8378 8382 8335 8383 8384 8385 Nodes: 4191 4192 4215 4216 4203 4204 4227 4228 Element: 2096 Faces: 8382 8341 8338 8386 8387 8388 Nodes: 4192 4181 4216 4205 4204 4193 4228 4217 Element: 2097 Faces: 8389 8390 8343 8391 8392 8393 Nodes: 4205 4206 4229 4230 4217 4218 4241 4242 Element: 2098 Faces: 8390 8394 8347 8395 8396 8397 Nodes: 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5120 5121 5108 5109 5132 5133 Element: 2545 Faces: 10178 10182 10135 10183 10184 10185 Nodes: 5097 5098 5121 5122 5109 5110 5133 5134 Element: 2546 Faces: 10182 10186 10139 10187 10188 10189 Nodes: 5098 5099 5122 5123 5110 5111 5134 5135 Element: 2547 Faces: 10186 10190 10143 10191 10192 10193 Nodes: 5099 5100 5123 5124 5111 5112 5135 5136 Element: 2548 Faces: 10190 10194 10147 10195 10196 10197 Nodes: 5100 5101 5124 5125 5112 5113 5136 5137 Element: 2549 Faces: 10194 10198 10151 10199 10200 10201 Nodes: 5101 5102 5125 5126 5113 5114 5137 5138 Element: 2550 Faces: 10198 10202 10155 10203 10204 10205 Nodes: 5102 5103 5126 5127 5114 5115 5138 5139 Element: 2551 Faces: 10202 10206 10159 10207 10208 10209 Nodes: 5103 5104 5127 5128 5115 5116 5139 5140 Element: 2552 Faces: 10206 10165 10162 10210 10211 10212 Nodes: 5104 5093 5128 5117 5116 5105 5140 5129 Element: 2553 Faces: 10213 10214 10167 10215 10216 10217 Nodes: 5117 5118 5141 5142 5129 5130 5153 5154 Element: 2554 Faces: 10214 10218 10171 10219 10220 10221 Nodes: 5118 5119 5142 5143 5130 5131 5154 5155 Element: 2555 Faces: 10218 10222 10175 10223 10224 10225 Nodes: 5119 5120 5143 5144 5131 5132 5155 5156 Element: 2556 Faces: 10222 10226 10179 10227 10228 10229 Nodes: 5120 5121 5144 5145 5132 5133 5156 5157 Element: 2557 Faces: 10226 10230 10183 10231 10232 10233 Nodes: 5121 5122 5145 5146 5133 5134 5157 5158 Element: 2558 Faces: 10230 10234 10187 10235 10236 10237 Nodes: 5122 5123 5146 5147 5134 5135 5158 5159 Element: 2559 Faces: 10234 10238 10191 10239 10240 10241 Nodes: 5123 5124 5147 5148 5135 5136 5159 5160 Element: 2560 Faces: 10238 10242 10195 10243 10244 10245 Nodes: 5124 5125 5148 5149 5136 5137 5160 5161 Element: 2561 Faces: 10242 10246 10199 10247 10248 10249 Nodes: 5125 5126 5149 5150 5137 5138 5161 5162 Element: 2562 Faces: 10246 10250 10203 10251 10252 10253 Nodes: 5126 5127 5150 5151 5138 5139 5162 5163 Element: 2563 Faces: 10250 10254 10207 10255 10256 10257 Nodes: 5127 5128 5151 5152 5139 5140 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5259 5260 Element: 2612 Faces: 10446 10405 10402 10450 10451 10452 Nodes: 5224 5213 5248 5237 5236 5225 5260 5249 Element: 2613 Faces: 10453 10454 10407 10455 10456 10457 Nodes: 5237 5238 5261 5262 5249 5250 5273 5274 Element: 2614 Faces: 10454 10458 10411 10459 10460 10461 Nodes: 5238 5239 5262 5263 5250 5251 5274 5275 Element: 2615 Faces: 10458 10462 10415 10463 10464 10465 Nodes: 5239 5240 5263 5264 5251 5252 5275 5276 Element: 2616 Faces: 10462 10466 10419 10467 10468 10469 Nodes: 5240 5241 5264 5265 5252 5253 5276 5277 Element: 2617 Faces: 10466 10470 10423 10471 10472 10473 Nodes: 5241 5242 5265 5266 5253 5254 5277 5278 Element: 2618 Faces: 10470 10474 10427 10475 10476 10477 Nodes: 5242 5243 5266 5267 5254 5255 5278 5279 Element: 2619 Faces: 10474 10478 10431 10479 10480 10481 Nodes: 5243 5244 5267 5268 5255 5256 5279 5280 Element: 2620 Faces: 10478 10482 10435 10483 10484 10485 Nodes: 5244 5245 5268 5269 5256 5257 5280 5281 Element: 2621 Faces: 10482 10486 10439 10487 10488 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5312 5313 5300 5301 5324 5325 Element: 2641 Faces: 10562 10566 10519 10567 10568 10569 Nodes: 5289 5290 5313 5314 5301 5302 5325 5326 Element: 2642 Faces: 10566 10570 10523 10571 10572 10573 Nodes: 5290 5291 5314 5315 5302 5303 5326 5327 Element: 2643 Faces: 10570 10574 10527 10575 10576 10577 Nodes: 5291 5292 5315 5316 5303 5304 5327 5328 Element: 2644 Faces: 10574 10578 10531 10579 10580 10581 Nodes: 5292 5293 5316 5317 5304 5305 5328 5329 Element: 2645 Faces: 10578 10582 10535 10583 10584 10585 Nodes: 5293 5294 5317 5318 5305 5306 5329 5330 Element: 2646 Faces: 10582 10586 10539 10587 10588 10589 Nodes: 5294 5295 5318 5319 5306 5307 5330 5331 Element: 2647 Faces: 10586 10590 10543 10591 10592 10593 Nodes: 5295 5296 5319 5320 5307 5308 5331 5332 Element: 2648 Faces: 10590 10549 10546 10594 10595 10596 Nodes: 5296 5285 5320 5309 5308 5297 5332 5321 Element: 2649 Faces: 10597 10598 10551 10599 10600 10601 Nodes: 5309 5310 5333 5334 5321 5322 5345 5346 Element: 2650 Faces: 10598 10602 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5355 5356 Element: 2660 Faces: 10638 10597 10594 10642 10643 10644 Nodes: 5320 5309 5344 5333 5332 5321 5356 5345 Element: 2661 Faces: 10645 10646 10599 10647 10648 10649 Nodes: 5333 5334 5357 5358 5345 5346 5369 5370 Element: 2662 Faces: 10646 10650 10603 10651 10652 10653 Nodes: 5334 5335 5358 5359 5346 5347 5370 5371 Element: 2663 Faces: 10650 10654 10607 10655 10656 10657 Nodes: 5335 5336 5359 5360 5347 5348 5371 5372 Element: 2664 Faces: 10654 10658 10611 10659 10660 10661 Nodes: 5336 5337 5360 5361 5348 5349 5372 5373 Element: 2665 Faces: 10658 10662 10615 10663 10664 10665 Nodes: 5337 5338 5361 5362 5349 5350 5373 5374 Element: 2666 Faces: 10662 10666 10619 10667 10668 10669 Nodes: 5338 5339 5362 5363 5350 5351 5374 5375 Element: 2667 Faces: 10666 10670 10623 10671 10672 10673 Nodes: 5339 5340 5363 5364 5351 5352 5375 5376 Element: 2668 Faces: 10670 10674 10627 10675 10676 10677 Nodes: 5340 5341 5364 5365 5352 5353 5376 5377 Element: 2669 Faces: 10674 10678 10631 10679 10680 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2679 Faces: 10714 10718 10671 10719 10720 10721 Nodes: 5363 5364 5387 5388 5375 5376 5399 5400 Element: 2680 Faces: 10718 10722 10675 10723 10724 10725 Nodes: 5364 5365 5388 5389 5376 5377 5400 5401 Element: 2681 Faces: 10722 10726 10679 10727 10728 10729 Nodes: 5365 5366 5389 5390 5377 5378 5401 5402 Element: 2682 Faces: 10726 10730 10683 10731 10732 10733 Nodes: 5366 5367 5390 5391 5378 5379 5402 5403 Element: 2683 Faces: 10730 10734 10687 10735 10736 10737 Nodes: 5367 5368 5391 5392 5379 5380 5403 5404 Element: 2684 Faces: 10734 10693 10690 10738 10739 10740 Nodes: 5368 5357 5392 5381 5380 5369 5404 5393 Element: 2685 Faces: 10741 10742 10695 10743 10744 10745 Nodes: 5381 5382 5405 5406 5393 5394 5417 5418 Element: 2686 Faces: 10742 10746 10699 10747 10748 10749 Nodes: 5382 5383 5406 5407 5394 5395 5418 5419 Element: 2687 Faces: 10746 10750 10703 10751 10752 10753 Nodes: 5383 5384 5407 5408 5395 5396 5419 5420 Element: 2688 Faces: 10750 10754 10707 10755 10756 10757 Nodes: 5384 5385 5408 5409 5396 5397 5420 5421 Element: 2689 Faces: 10754 10758 10711 10759 10760 10761 Nodes: 5385 5386 5409 5410 5397 5398 5421 5422 Element: 2690 Faces: 10758 10762 10715 10763 10764 10765 Nodes: 5386 5387 5410 5411 5398 5399 5422 5423 Element: 2691 Faces: 10762 10766 10719 10767 10768 10769 Nodes: 5387 5388 5411 5412 5399 5400 5423 5424 Element: 2692 Faces: 10766 10770 10723 10771 10772 10773 Nodes: 5388 5389 5412 5413 5400 5401 5424 5425 Element: 2693 Faces: 10770 10774 10727 10775 10776 10777 Nodes: 5389 5390 5413 5414 5401 5402 5425 5426 Element: 2694 Faces: 10774 10778 10731 10779 10780 10781 Nodes: 5390 5391 5414 5415 5402 5403 5426 5427 Element: 2695 Faces: 10778 10782 10735 10783 10784 10785 Nodes: 5391 5392 5415 5416 5403 5404 5427 5428 Element: 2696 Faces: 10782 10741 10738 10786 10787 10788 Nodes: 5392 5381 5416 5405 5404 5393 5428 5417 Element: 2697 Faces: 10789 10790 10743 10791 10792 10793 Nodes: 5405 5406 5429 5430 5417 5418 5441 5442 Element: 2698 Faces: 10790 10794 10747 10795 10796 10797 Nodes: 5406 5407 5430 5431 5418 5419 5442 5443 Element: 2699 Faces: 10794 10798 10751 10799 10800 10801 Nodes: 5407 5408 5431 5432 5419 5420 5443 5444 Element: 2700 Faces: 10798 10802 10755 10803 10804 10805 Nodes: 5408 5409 5432 5433 5420 5421 5444 5445 Element: 2701 Faces: 10802 10806 10759 10807 10808 10809 Nodes: 5409 5410 5433 5434 5421 5422 5445 5446 Element: 2702 Faces: 10806 10810 10763 10811 10812 10813 Nodes: 5410 5411 5434 5435 5422 5423 5446 5447 Element: 2703 Faces: 10810 10814 10767 10815 10816 10817 Nodes: 5411 5412 5435 5436 5423 5424 5447 5448 Element: 2704 Faces: 10814 10818 10771 10819 10820 10821 Nodes: 5412 5413 5436 5437 5424 5425 5448 5449 Element: 2705 Faces: 10818 10822 10775 10823 10824 10825 Nodes: 5413 5414 5437 5438 5425 5426 5449 5450 Element: 2706 Faces: 10822 10826 10779 10827 10828 10829 Nodes: 5414 5415 5438 5439 5426 5427 5450 5451 Element: 2707 Faces: 10826 10830 10783 10831 10832 10833 Nodes: 5415 5416 5439 5440 5427 5428 5451 5452 Element: 2708 Faces: 10830 10789 10786 10834 10835 10836 Nodes: 5416 5405 5440 5429 5428 5417 5452 5441 Element: 2709 Faces: 10837 10838 10791 10839 10840 10841 Nodes: 5429 5430 5453 5454 5441 5442 5465 5466 Element: 2710 Faces: 10838 10842 10795 10843 10844 10845 Nodes: 5430 5431 5454 5455 5442 5443 5466 5467 Element: 2711 Faces: 10842 10846 10799 10847 10848 10849 Nodes: 5431 5432 5455 5456 5443 5444 5467 5468 Element: 2712 Faces: 10846 10850 10803 10851 10852 10853 Nodes: 5432 5433 5456 5457 5444 5445 5468 5469 Element: 2713 Faces: 10850 10854 10807 10855 10856 10857 Nodes: 5433 5434 5457 5458 5445 5446 5469 5470 Element: 2714 Faces: 10854 10858 10811 10859 10860 10861 Nodes: 5434 5435 5458 5459 5446 5447 5470 5471 Element: 2715 Faces: 10858 10862 10815 10863 10864 10865 Nodes: 5435 5436 5459 5460 5447 5448 5471 5472 Element: 2716 Faces: 10862 10866 10819 10867 10868 10869 Nodes: 5436 5437 5460 5461 5448 5449 5472 5473 Element: 2717 Faces: 10866 10870 10823 10871 10872 10873 Nodes: 5437 5438 5461 5462 5449 5450 5473 5474 Element: 2718 Faces: 10870 10874 10827 10875 10876 10877 Nodes: 5438 5439 5462 5463 5450 5451 5474 5475 Element: 2719 Faces: 10874 10878 10831 10879 10880 10881 Nodes: 5439 5440 5463 5464 5451 5452 5475 5476 Element: 2720 Faces: 10878 10837 10834 10882 10883 10884 Nodes: 5440 5429 5464 5453 5452 5441 5476 5465 Element: 2721 Faces: 10885 10886 10839 10887 10888 10889 Nodes: 5453 5454 5477 5478 5465 5466 5489 5490 Element: 2722 Faces: 10886 10890 10843 10891 10892 10893 Nodes: 5454 5455 5478 5479 5466 5467 5490 5491 Element: 2723 Faces: 10890 10894 10847 10895 10896 10897 Nodes: 5455 5456 5479 5480 5467 5468 5491 5492 Element: 2724 Faces: 10894 10898 10851 10899 10900 10901 Nodes: 5456 5457 5480 5481 5468 5469 5492 5493 Element: 2725 Faces: 10898 10902 10855 10903 10904 10905 Nodes: 5457 5458 5481 5482 5469 5470 5493 5494 Element: 2726 Faces: 10902 10906 10859 10907 10908 10909 Nodes: 5458 5459 5482 5483 5470 5471 5494 5495 Element: 2727 Faces: 10906 10910 10863 10911 10912 10913 Nodes: 5459 5460 5483 5484 5471 5472 5495 5496 Element: 2728 Faces: 10910 10914 10867 10915 10916 10917 Nodes: 5460 5461 5484 5485 5472 5473 5496 5497 Element: 2729 Faces: 10914 10918 10871 10919 10920 10921 Nodes: 5461 5462 5485 5486 5473 5474 5497 5498 Element: 2730 Faces: 10918 10922 10875 10923 10924 10925 Nodes: 5462 5463 5486 5487 5474 5475 5498 5499 Element: 2731 Faces: 10922 10926 10879 10927 10928 10929 Nodes: 5463 5464 5487 5488 5475 5476 5499 5500 Element: 2732 Faces: 10926 10885 10882 10930 10931 10932 Nodes: 5464 5453 5488 5477 5476 5465 5500 5489 Element: 2733 Faces: 10933 10934 10887 10935 10936 10937 Nodes: 5477 5478 5501 5502 5489 5490 5513 5514 Element: 2734 Faces: 10934 10938 10891 10939 10940 10941 Nodes: 5478 5479 5502 5503 5490 5491 5514 5515 Element: 2735 Faces: 10938 10942 10895 10943 10944 10945 Nodes: 5479 5480 5503 5504 5491 5492 5515 5516 Element: 2736 Faces: 10942 10946 10899 10947 10948 10949 Nodes: 5480 5481 5504 5505 5492 5493 5516 5517 Element: 2737 Faces: 10946 10950 10903 10951 10952 10953 Nodes: 5481 5482 5505 5506 5493 5494 5517 5518 Element: 2738 Faces: 10950 10954 10907 10955 10956 10957 Nodes: 5482 5483 5506 5507 5494 5495 5518 5519 Element: 2739 Faces: 10954 10958 10911 10959 10960 10961 Nodes: 5483 5484 5507 5508 5495 5496 5519 5520 Element: 2740 Faces: 10958 10962 10915 10963 10964 10965 Nodes: 5484 5485 5508 5509 5496 5497 5520 5521 Element: 2741 Faces: 10962 10966 10919 10967 10968 10969 Nodes: 5485 5486 5509 5510 5497 5498 5521 5522 Element: 2742 Faces: 10966 10970 10923 10971 10972 10973 Nodes: 5486 5487 5510 5511 5498 5499 5522 5523 Element: 2743 Faces: 10970 10974 10927 10975 10976 10977 Nodes: 5487 5488 5511 5512 5499 5500 5523 5524 Element: 2744 Faces: 10974 10933 10930 10978 10979 10980 Nodes: 5488 5477 5512 5501 5500 5489 5524 5513 Element: 2745 Faces: 10981 10982 10935 10983 10984 10985 Nodes: 5501 5502 5525 5526 5513 5514 5537 5538 Element: 2746 Faces: 10982 10986 10939 10987 10988 10989 Nodes: 5502 5503 5526 5527 5514 5515 5538 5539 Element: 2747 Faces: 10986 10990 10943 10991 10992 10993 Nodes: 5503 5504 5527 5528 5515 5516 5539 5540 Element: 2748 Faces: 10990 10994 10947 10995 10996 10997 Nodes: 5504 5505 5528 5529 5516 5517 5540 5541 Element: 2749 Faces: 10994 10998 10951 10999 11000 11001 Nodes: 5505 5506 5529 5530 5517 5518 5541 5542 Element: 2750 Faces: 10998 11002 10955 11003 11004 11005 Nodes: 5506 5507 5530 5531 5518 5519 5542 5543 Element: 2751 Faces: 11002 11006 10959 11007 11008 11009 Nodes: 5507 5508 5531 5532 5519 5520 5543 5544 Element: 2752 Faces: 11006 11010 10963 11011 11012 11013 Nodes: 5508 5509 5532 5533 5520 5521 5544 5545 Element: 2753 Faces: 11010 11014 10967 11015 11016 11017 Nodes: 5509 5510 5533 5534 5521 5522 5545 5546 Element: 2754 Faces: 11014 11018 10971 11019 11020 11021 Nodes: 5510 5511 5534 5535 5522 5523 5546 5547 Element: 2755 Faces: 11018 11022 10975 11023 11024 11025 Nodes: 5511 5512 5535 5536 5523 5524 5547 5548 Element: 2756 Faces: 11022 10981 10978 11026 11027 11028 Nodes: 5512 5501 5536 5525 5524 5513 5548 5537 Element: 2757 Faces: 11029 11030 10983 11031 11032 11033 Nodes: 5525 5526 5549 5550 5537 5538 5561 5562 Element: 2758 Faces: 11030 11034 10987 11035 11036 11037 Nodes: 5526 5527 5550 5551 5538 5539 5562 5563 Element: 2759 Faces: 11034 11038 10991 11039 11040 11041 Nodes: 5527 5528 5551 5552 5539 5540 5563 5564 Element: 2760 Faces: 11038 11042 10995 11043 11044 11045 Nodes: 5528 5529 5552 5553 5540 5541 5564 5565 Element: 2761 Faces: 11042 11046 10999 11047 11048 11049 Nodes: 5529 5530 5553 5554 5541 5542 5565 5566 Element: 2762 Faces: 11046 11050 11003 11051 11052 11053 Nodes: 5530 5531 5554 5555 5542 5543 5566 5567 Element: 2763 Faces: 11050 11054 11007 11055 11056 11057 Nodes: 5531 5532 5555 5556 5543 5544 5567 5568 Element: 2764 Faces: 11054 11058 11011 11059 11060 11061 Nodes: 5532 5533 5556 5557 5544 5545 5568 5569 Element: 2765 Faces: 11058 11062 11015 11063 11064 11065 Nodes: 5533 5534 5557 5558 5545 5546 5569 5570 Element: 2766 Faces: 11062 11066 11019 11067 11068 11069 Nodes: 5534 5535 5558 5559 5546 5547 5570 5571 Element: 2767 Faces: 11066 11070 11023 11071 11072 11073 Nodes: 5535 5536 5559 5560 5547 5548 5571 5572 Element: 2768 Faces: 11070 11029 11026 11074 11075 11076 Nodes: 5536 5525 5560 5549 5548 5537 5572 5561 Element: 2769 Faces: 11077 11078 11031 11079 11080 11081 Nodes: 5549 5550 5573 5574 5561 5562 5585 5586 Element: 2770 Faces: 11078 11082 11035 11083 11084 11085 Nodes: 5550 5551 5574 5575 5562 5563 5586 5587 Element: 2771 Faces: 11082 11086 11039 11087 11088 11089 Nodes: 5551 5552 5575 5576 5563 5564 5587 5588 Element: 2772 Faces: 11086 11090 11043 11091 11092 11093 Nodes: 5552 5553 5576 5577 5564 5565 5588 5589 Element: 2773 Faces: 11090 11094 11047 11095 11096 11097 Nodes: 5553 5554 5577 5578 5565 5566 5589 5590 Element: 2774 Faces: 11094 11098 11051 11099 11100 11101 Nodes: 5554 5555 5578 5579 5566 5567 5590 5591 Element: 2775 Faces: 11098 11102 11055 11103 11104 11105 Nodes: 5555 5556 5579 5580 5567 5568 5591 5592 Element: 2776 Faces: 11102 11106 11059 11107 11108 11109 Nodes: 5556 5557 5580 5581 5568 5569 5592 5593 Element: 2777 Faces: 11106 11110 11063 11111 11112 11113 Nodes: 5557 5558 5581 5582 5569 5570 5593 5594 Element: 2778 Faces: 11110 11114 11067 11115 11116 11117 Nodes: 5558 5559 5582 5583 5570 5571 5594 5595 Element: 2779 Faces: 11114 11118 11071 11119 11120 11121 Nodes: 5559 5560 5583 5584 5571 5572 5595 5596 Element: 2780 Faces: 11118 11077 11074 11122 11123 11124 Nodes: 5560 5549 5584 5573 5572 5561 5596 5585 Element: 2781 Faces: 11125 11126 11079 11127 11128 11129 Nodes: 5573 5574 5597 5598 5585 5586 5609 5610 Element: 2782 Faces: 11126 11130 11083 11131 11132 11133 Nodes: 5574 5575 5598 5599 5586 5587 5610 5611 Element: 2783 Faces: 11130 11134 11087 11135 11136 11137 Nodes: 5575 5576 5599 5600 5587 5588 5611 5612 Element: 2784 Faces: 11134 11138 11091 11139 11140 11141 Nodes: 5576 5577 5600 5601 5588 5589 5612 5613 Element: 2785 Faces: 11138 11142 11095 11143 11144 11145 Nodes: 5577 5578 5601 5602 5589 5590 5613 5614 Element: 2786 Faces: 11142 11146 11099 11147 11148 11149 Nodes: 5578 5579 5602 5603 5590 5591 5614 5615 Element: 2787 Faces: 11146 11150 11103 11151 11152 11153 Nodes: 5579 5580 5603 5604 5591 5592 5615 5616 Element: 2788 Faces: 11150 11154 11107 11155 11156 11157 Nodes: 5580 5581 5604 5605 5592 5593 5616 5617 Element: 2789 Faces: 11154 11158 11111 11159 11160 11161 Nodes: 5581 5582 5605 5606 5593 5594 5617 5618 Element: 2790 Faces: 11158 11162 11115 11163 11164 11165 Nodes: 5582 5583 5606 5607 5594 5595 5618 5619 Element: 2791 Faces: 11162 11166 11119 11167 11168 11169 Nodes: 5583 5584 5607 5608 5595 5596 5619 5620 Element: 2792 Faces: 11166 11125 11122 11170 11171 11172 Nodes: 5584 5573 5608 5597 5596 5585 5620 5609 Element: 2793 Faces: 11173 11174 11127 11175 11176 11177 Nodes: 5597 5598 5621 5622 5609 5610 5633 5634 Element: 2794 Faces: 11174 11178 11131 11179 11180 11181 Nodes: 5598 5599 5622 5623 5610 5611 5634 5635 Element: 2795 Faces: 11178 11182 11135 11183 11184 11185 Nodes: 5599 5600 5623 5624 5611 5612 5635 5636 Element: 2796 Faces: 11182 11186 11139 11187 11188 11189 Nodes: 5600 5601 5624 5625 5612 5613 5636 5637 Element: 2797 Faces: 11186 11190 11143 11191 11192 11193 Nodes: 5601 5602 5625 5626 5613 5614 5637 5638 Element: 2798 Faces: 11190 11194 11147 11195 11196 11197 Nodes: 5602 5603 5626 5627 5614 5615 5638 5639 Element: 2799 Faces: 11194 11198 11151 11199 11200 11201 Nodes: 5603 5604 5627 5628 5615 5616 5639 5640 Element: 2800 Faces: 11198 11202 11155 11203 11204 11205 Nodes: 5604 5605 5628 5629 5616 5617 5640 5641 Element: 2801 Faces: 11202 11206 11159 11207 11208 11209 Nodes: 5605 5606 5629 5630 5617 5618 5641 5642 Element: 2802 Faces: 11206 11210 11163 11211 11212 11213 Nodes: 5606 5607 5630 5631 5618 5619 5642 5643 Element: 2803 Faces: 11210 11214 11167 11215 11216 11217 Nodes: 5607 5608 5631 5632 5619 5620 5643 5644 Element: 2804 Faces: 11214 11173 11170 11218 11219 11220 Nodes: 5608 5597 5632 5621 5620 5609 5644 5633 Element: 2805 Faces: 11221 11222 11175 11223 11224 11225 Nodes: 5621 5622 5645 5646 5633 5634 5657 5658 Element: 2806 Faces: 11222 11226 11179 11227 11228 11229 Nodes: 5622 5623 5646 5647 5634 5635 5658 5659 Element: 2807 Faces: 11226 11230 11183 11231 11232 11233 Nodes: 5623 5624 5647 5648 5635 5636 5659 5660 Element: 2808 Faces: 11230 11234 11187 11235 11236 11237 Nodes: 5624 5625 5648 5649 5636 5637 5660 5661 Element: 2809 Faces: 11234 11238 11191 11239 11240 11241 Nodes: 5625 5626 5649 5650 5637 5638 5661 5662 Element: 2810 Faces: 11238 11242 11195 11243 11244 11245 Nodes: 5626 5627 5650 5651 5638 5639 5662 5663 Element: 2811 Faces: 11242 11246 11199 11247 11248 11249 Nodes: 5627 5628 5651 5652 5639 5640 5663 5664 Element: 2812 Faces: 11246 11250 11203 11251 11252 11253 Nodes: 5628 5629 5652 5653 5640 5641 5664 5665 Element: 2813 Faces: 11250 11254 11207 11255 11256 11257 Nodes: 5629 5630 5653 5654 5641 5642 5665 5666 Element: 2814 Faces: 11254 11258 11211 11259 11260 11261 Nodes: 5630 5631 5654 5655 5642 5643 5666 5667 Element: 2815 Faces: 11258 11262 11215 11263 11264 11265 Nodes: 5631 5632 5655 5656 5643 5644 5667 5668 Element: 2816 Faces: 11262 11221 11218 11266 11267 11268 Nodes: 5632 5621 5656 5645 5644 5633 5668 5657 Element: 2817 Faces: 11269 11270 11223 11271 11272 11273 Nodes: 5645 5646 5669 5670 5657 5658 5681 5682 Element: 2818 Faces: 11270 11274 11227 11275 11276 11277 Nodes: 5646 5647 5670 5671 5658 5659 5682 5683 Element: 2819 Faces: 11274 11278 11231 11279 11280 11281 Nodes: 5647 5648 5671 5672 5659 5660 5683 5684 Element: 2820 Faces: 11278 11282 11235 11283 11284 11285 Nodes: 5648 5649 5672 5673 5660 5661 5684 5685 Element: 2821 Faces: 11282 11286 11239 11287 11288 11289 Nodes: 5649 5650 5673 5674 5661 5662 5685 5686 Element: 2822 Faces: 11286 11290 11243 11291 11292 11293 Nodes: 5650 5651 5674 5675 5662 5663 5686 5687 Element: 2823 Faces: 11290 11294 11247 11295 11296 11297 Nodes: 5651 5652 5675 5676 5663 5664 5687 5688 Element: 2824 Faces: 11294 11298 11251 11299 11300 11301 Nodes: 5652 5653 5676 5677 5664 5665 5688 5689 Element: 2825 Faces: 11298 11302 11255 11303 11304 11305 Nodes: 5653 5654 5677 5678 5665 5666 5689 5690 Element: 2826 Faces: 11302 11306 11259 11307 11308 11309 Nodes: 5654 5655 5678 5679 5666 5667 5690 5691 Element: 2827 Faces: 11306 11310 11263 11311 11312 11313 Nodes: 5655 5656 5679 5680 5667 5668 5691 5692 Element: 2828 Faces: 11310 11269 11266 11314 11315 11316 Nodes: 5656 5645 5680 5669 5668 5657 5692 5681 Element: 2829 Faces: 11317 11318 11271 11319 11320 11321 Nodes: 5669 5670 5693 5694 5681 5682 5705 5706 Element: 2830 Faces: 11318 11322 11275 11323 11324 11325 Nodes: 5670 5671 5694 5695 5682 5683 5706 5707 Element: 2831 Faces: 11322 11326 11279 11327 11328 11329 Nodes: 5671 5672 5695 5696 5683 5684 5707 5708 Element: 2832 Faces: 11326 11330 11283 11331 11332 11333 Nodes: 5672 5673 5696 5697 5684 5685 5708 5709 Element: 2833 Faces: 11330 11334 11287 11335 11336 11337 Nodes: 5673 5674 5697 5698 5685 5686 5709 5710 Element: 2834 Faces: 11334 11338 11291 11339 11340 11341 Nodes: 5674 5675 5698 5699 5686 5687 5710 5711 Element: 2835 Faces: 11338 11342 11295 11343 11344 11345 Nodes: 5675 5676 5699 5700 5687 5688 5711 5712 Element: 2836 Faces: 11342 11346 11299 11347 11348 11349 Nodes: 5676 5677 5700 5701 5688 5689 5712 5713 Element: 2837 Faces: 11346 11350 11303 11351 11352 11353 Nodes: 5677 5678 5701 5702 5689 5690 5713 5714 Element: 2838 Faces: 11350 11354 11307 11355 11356 11357 Nodes: 5678 5679 5702 5703 5690 5691 5714 5715 Element: 2839 Faces: 11354 11358 11311 11359 11360 11361 Nodes: 5679 5680 5703 5704 5691 5692 5715 5716 Element: 2840 Faces: 11358 11317 11314 11362 11363 11364 Nodes: 5680 5669 5704 5693 5692 5681 5716 5705 Element: 2841 Faces: 11365 11366 11319 11367 11368 11369 Nodes: 5693 5694 5717 5718 5705 5706 5729 5730 Element: 2842 Faces: 11366 11370 11323 11371 11372 11373 Nodes: 5694 5695 5718 5719 5706 5707 5730 5731 Element: 2843 Faces: 11370 11374 11327 11375 11376 11377 Nodes: 5695 5696 5719 5720 5707 5708 5731 5732 Element: 2844 Faces: 11374 11378 11331 11379 11380 11381 Nodes: 5696 5697 5720 5721 5708 5709 5732 5733 Element: 2845 Faces: 11378 11382 11335 11383 11384 11385 Nodes: 5697 5698 5721 5722 5709 5710 5733 5734 Element: 2846 Faces: 11382 11386 11339 11387 11388 11389 Nodes: 5698 5699 5722 5723 5710 5711 5734 5735 Element: 2847 Faces: 11386 11390 11343 11391 11392 11393 Nodes: 5699 5700 5723 5724 5711 5712 5735 5736 Element: 2848 Faces: 11390 11394 11347 11395 11396 11397 Nodes: 5700 5701 5724 5725 5712 5713 5736 5737 Element: 2849 Faces: 11394 11398 11351 11399 11400 11401 Nodes: 5701 5702 5725 5726 5713 5714 5737 5738 Element: 2850 Faces: 11398 11402 11355 11403 11404 11405 Nodes: 5702 5703 5726 5727 5714 5715 5738 5739 Element: 2851 Faces: 11402 11406 11359 11407 11408 11409 Nodes: 5703 5704 5727 5728 5715 5716 5739 5740 Element: 2852 Faces: 11406 11365 11362 11410 11411 11412 Nodes: 5704 5693 5728 5717 5716 5705 5740 5729 Element: 2853 Faces: 11413 11414 11367 11415 11416 11417 Nodes: 5717 5718 5741 5742 5729 5730 5753 5754 Element: 2854 Faces: 11414 11418 11371 11419 11420 11421 Nodes: 5718 5719 5742 5743 5730 5731 5754 5755 Element: 2855 Faces: 11418 11422 11375 11423 11424 11425 Nodes: 5719 5720 5743 5744 5731 5732 5755 5756 Element: 2856 Faces: 11422 11426 11379 11427 11428 11429 Nodes: 5720 5721 5744 5745 5732 5733 5756 5757 Element: 2857 Faces: 11426 11430 11383 11431 11432 11433 Nodes: 5721 5722 5745 5746 5733 5734 5757 5758 Element: 2858 Faces: 11430 11434 11387 11435 11436 11437 Nodes: 5722 5723 5746 5747 5734 5735 5758 5759 Element: 2859 Faces: 11434 11438 11391 11439 11440 11441 Nodes: 5723 5724 5747 5748 5735 5736 5759 5760 Element: 2860 Faces: 11438 11442 11395 11443 11444 11445 Nodes: 5724 5725 5748 5749 5736 5737 5760 5761 Element: 2861 Faces: 11442 11446 11399 11447 11448 11449 Nodes: 5725 5726 5749 5750 5737 5738 5761 5762 Element: 2862 Faces: 11446 11450 11403 11451 11452 11453 Nodes: 5726 5727 5750 5751 5738 5739 5762 5763 Element: 2863 Faces: 11450 11454 11407 11455 11456 11457 Nodes: 5727 5728 5751 5752 5739 5740 5763 5764 Element: 2864 Faces: 11454 11413 11410 11458 11459 11460 Nodes: 5728 5717 5752 5741 5740 5729 5764 5753 Element: 2865 Faces: 11461 11462 11415 11463 11464 11465 Nodes: 5741 5742 5765 5766 5753 5754 5777 5778 Element: 2866 Faces: 11462 11466 11419 11467 11468 11469 Nodes: 5742 5743 5766 5767 5754 5755 5778 5779 Element: 2867 Faces: 11466 11470 11423 11471 11472 11473 Nodes: 5743 5744 5767 5768 5755 5756 5779 5780 Element: 2868 Faces: 11470 11474 11427 11475 11476 11477 Nodes: 5744 5745 5768 5769 5756 5757 5780 5781 Element: 2869 Faces: 11474 11478 11431 11479 11480 11481 Nodes: 5745 5746 5769 5770 5757 5758 5781 5782 Element: 2870 Faces: 11478 11482 11435 11483 11484 11485 Nodes: 5746 5747 5770 5771 5758 5759 5782 5783 Element: 2871 Faces: 11482 11486 11439 11487 11488 11489 Nodes: 5747 5748 5771 5772 5759 5760 5783 5784 Element: 2872 Faces: 11486 11490 11443 11491 11492 11493 Nodes: 5748 5749 5772 5773 5760 5761 5784 5785 Element: 2873 Faces: 11490 11494 11447 11495 11496 11497 Nodes: 5749 5750 5773 5774 5761 5762 5785 5786 Element: 2874 Faces: 11494 11498 11451 11499 11500 11501 Nodes: 5750 5751 5774 5775 5762 5763 5786 5787 Element: 2875 Faces: 11498 11502 11455 11503 11504 11505 Nodes: 5751 5752 5775 5776 5763 5764 5787 5788 Element: 2876 Faces: 11502 11461 11458 11506 11507 11508 Nodes: 5752 5741 5776 5765 5764 5753 5788 5777 Element: 2877 Faces: 11509 11510 11463 11511 11512 11513 Nodes: 5765 5766 5789 5790 5777 5778 5801 5802 Element: 2878 Faces: 11510 11514 11467 11515 11516 11517 Nodes: 5766 5767 5790 5791 5778 5779 5802 5803 Element: 2879 Faces: 11514 11518 11471 11519 11520 11521 Nodes: 5767 5768 5791 5792 5779 5780 5803 5804 Element: 2880 Faces: 11518 11522 11475 11523 11524 11525 Nodes: 5768 5769 5792 5793 5780 5781 5804 5805 Element: 2881 Faces: 11522 11526 11479 11527 11528 11529 Nodes: 5769 5770 5793 5794 5781 5782 5805 5806 Element: 2882 Faces: 11526 11530 11483 11531 11532 11533 Nodes: 5770 5771 5794 5795 5782 5783 5806 5807 Element: 2883 Faces: 11530 11534 11487 11535 11536 11537 Nodes: 5771 5772 5795 5796 5783 5784 5807 5808 Element: 2884 Faces: 11534 11538 11491 11539 11540 11541 Nodes: 5772 5773 5796 5797 5784 5785 5808 5809 Element: 2885 Faces: 11538 11542 11495 11543 11544 11545 Nodes: 5773 5774 5797 5798 5785 5786 5809 5810 Element: 2886 Faces: 11542 11546 11499 11547 11548 11549 Nodes: 5774 5775 5798 5799 5786 5787 5810 5811 Element: 2887 Faces: 11546 11550 11503 11551 11552 11553 Nodes: 5775 5776 5799 5800 5787 5788 5811 5812 Element: 2888 Faces: 11550 11509 11506 11554 11555 11556 Nodes: 5776 5765 5800 5789 5788 5777 5812 5801 Element: 2889 Faces: 11557 11558 11511 11559 11560 11561 Nodes: 5789 5790 5813 5814 5801 5802 5825 5826 Element: 2890 Faces: 11558 11562 11515 11563 11564 11565 Nodes: 5790 5791 5814 5815 5802 5803 5826 5827 Element: 2891 Faces: 11562 11566 11519 11567 11568 11569 Nodes: 5791 5792 5815 5816 5803 5804 5827 5828 Element: 2892 Faces: 11566 11570 11523 11571 11572 11573 Nodes: 5792 5793 5816 5817 5804 5805 5828 5829 Element: 2893 Faces: 11570 11574 11527 11575 11576 11577 Nodes: 5793 5794 5817 5818 5805 5806 5829 5830 Element: 2894 Faces: 11574 11578 11531 11579 11580 11581 Nodes: 5794 5795 5818 5819 5806 5807 5830 5831 Element: 2895 Faces: 11578 11582 11535 11583 11584 11585 Nodes: 5795 5796 5819 5820 5807 5808 5831 5832 Element: 2896 Faces: 11582 11586 11539 11587 11588 11589 Nodes: 5796 5797 5820 5821 5808 5809 5832 5833 Element: 2897 Faces: 11586 11590 11543 11591 11592 11593 Nodes: 5797 5798 5821 5822 5809 5810 5833 5834 Element: 2898 Faces: 11590 11594 11547 11595 11596 11597 Nodes: 5798 5799 5822 5823 5810 5811 5834 5835 Element: 2899 Faces: 11594 11598 11551 11599 11600 11601 Nodes: 5799 5800 5823 5824 5811 5812 5835 5836 Element: 2900 Faces: 11598 11557 11554 11602 11603 11604 Nodes: 5800 5789 5824 5813 5812 5801 5836 5825 Element: 2901 Faces: 11605 11606 11559 11607 11608 11609 Nodes: 5813 5814 5837 5838 5825 5826 5849 5850 Element: 2902 Faces: 11606 11610 11563 11611 11612 11613 Nodes: 5814 5815 5838 5839 5826 5827 5850 5851 Element: 2903 Faces: 11610 11614 11567 11615 11616 11617 Nodes: 5815 5816 5839 5840 5827 5828 5851 5852 Element: 2904 Faces: 11614 11618 11571 11619 11620 11621 Nodes: 5816 5817 5840 5841 5828 5829 5852 5853 Element: 2905 Faces: 11618 11622 11575 11623 11624 11625 Nodes: 5817 5818 5841 5842 5829 5830 5853 5854 Element: 2906 Faces: 11622 11626 11579 11627 11628 11629 Nodes: 5818 5819 5842 5843 5830 5831 5854 5855 Element: 2907 Faces: 11626 11630 11583 11631 11632 11633 Nodes: 5819 5820 5843 5844 5831 5832 5855 5856 Element: 2908 Faces: 11630 11634 11587 11635 11636 11637 Nodes: 5820 5821 5844 5845 5832 5833 5856 5857 Element: 2909 Faces: 11634 11638 11591 11639 11640 11641 Nodes: 5821 5822 5845 5846 5833 5834 5857 5858 Element: 2910 Faces: 11638 11642 11595 11643 11644 11645 Nodes: 5822 5823 5846 5847 5834 5835 5858 5859 Element: 2911 Faces: 11642 11646 11599 11647 11648 11649 Nodes: 5823 5824 5847 5848 5835 5836 5859 5860 Element: 2912 Faces: 11646 11605 11602 11650 11651 11652 Nodes: 5824 5813 5848 5837 5836 5825 5860 5849 Element: 2913 Faces: 11653 11654 11607 11655 11656 11657 Nodes: 5837 5838 5861 5862 5849 5850 5873 5874 Element: 2914 Faces: 11654 11658 11611 11659 11660 11661 Nodes: 5838 5839 5862 5863 5850 5851 5874 5875 Element: 2915 Faces: 11658 11662 11615 11663 11664 11665 Nodes: 5839 5840 5863 5864 5851 5852 5875 5876 Element: 2916 Faces: 11662 11666 11619 11667 11668 11669 Nodes: 5840 5841 5864 5865 5852 5853 5876 5877 Element: 2917 Faces: 11666 11670 11623 11671 11672 11673 Nodes: 5841 5842 5865 5866 5853 5854 5877 5878 Element: 2918 Faces: 11670 11674 11627 11675 11676 11677 Nodes: 5842 5843 5866 5867 5854 5855 5878 5879 Element: 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5888 5889 5876 5877 5900 5901 Element: 2929 Faces: 11714 11718 11671 11719 11720 11721 Nodes: 5865 5866 5889 5890 5877 5878 5901 5902 Element: 2930 Faces: 11718 11722 11675 11723 11724 11725 Nodes: 5866 5867 5890 5891 5878 5879 5902 5903 Element: 2931 Faces: 11722 11726 11679 11727 11728 11729 Nodes: 5867 5868 5891 5892 5879 5880 5903 5904 Element: 2932 Faces: 11726 11730 11683 11731 11732 11733 Nodes: 5868 5869 5892 5893 5880 5881 5904 5905 Element: 2933 Faces: 11730 11734 11687 11735 11736 11737 Nodes: 5869 5870 5893 5894 5881 5882 5905 5906 Element: 2934 Faces: 11734 11738 11691 11739 11740 11741 Nodes: 5870 5871 5894 5895 5882 5883 5906 5907 Element: 2935 Faces: 11738 11742 11695 11743 11744 11745 Nodes: 5871 5872 5895 5896 5883 5884 5907 5908 Element: 2936 Faces: 11742 11701 11698 11746 11747 11748 Nodes: 5872 5861 5896 5885 5884 5873 5908 5897 Element: 2937 Faces: 11749 11750 11703 11751 11752 11753 Nodes: 5885 5886 5909 5910 5897 5898 5921 5922 Element: 2938 Faces: 11750 11754 11707 11755 11756 11757 Nodes: 5886 5887 5910 5911 5898 5899 5922 5923 Element: 2939 Faces: 11754 11758 11711 11759 11760 11761 Nodes: 5887 5888 5911 5912 5899 5900 5923 5924 Element: 2940 Faces: 11758 11762 11715 11763 11764 11765 Nodes: 5888 5889 5912 5913 5900 5901 5924 5925 Element: 2941 Faces: 11762 11766 11719 11767 11768 11769 Nodes: 5889 5890 5913 5914 5901 5902 5925 5926 Element: 2942 Faces: 11766 11770 11723 11771 11772 11773 Nodes: 5890 5891 5914 5915 5902 5903 5926 5927 Element: 2943 Faces: 11770 11774 11727 11775 11776 11777 Nodes: 5891 5892 5915 5916 5903 5904 5927 5928 Element: 2944 Faces: 11774 11778 11731 11779 11780 11781 Nodes: 5892 5893 5916 5917 5904 5905 5928 5929 Element: 2945 Faces: 11778 11782 11735 11783 11784 11785 Nodes: 5893 5894 5917 5918 5905 5906 5929 5930 Element: 2946 Faces: 11782 11786 11739 11787 11788 11789 Nodes: 5894 5895 5918 5919 5906 5907 5930 5931 Element: 2947 Faces: 11786 11790 11743 11791 11792 11793 Nodes: 5895 5896 5919 5920 5907 5908 5931 5932 Element: 2948 Faces: 11790 11749 11746 11794 11795 11796 Nodes: 5896 5885 5920 5909 5908 5897 5932 5921 Element: 2949 Faces: 11797 11798 11751 11799 11800 11801 Nodes: 5909 5910 5933 5934 5921 5922 5945 5946 Element: 2950 Faces: 11798 11802 11755 11803 11804 11805 Nodes: 5910 5911 5934 5935 5922 5923 5946 5947 Element: 2951 Faces: 11802 11806 11759 11807 11808 11809 Nodes: 5911 5912 5935 5936 5923 5924 5947 5948 Element: 2952 Faces: 11806 11810 11763 11811 11812 11813 Nodes: 5912 5913 5936 5937 5924 5925 5948 5949 Element: 2953 Faces: 11810 11814 11767 11815 11816 11817 Nodes: 5913 5914 5937 5938 5925 5926 5949 5950 Element: 2954 Faces: 11814 11818 11771 11819 11820 11821 Nodes: 5914 5915 5938 5939 5926 5927 5950 5951 Element: 2955 Faces: 11818 11822 11775 11823 11824 11825 Nodes: 5915 5916 5939 5940 5927 5928 5951 5952 Element: 2956 Faces: 11822 11826 11779 11827 11828 11829 Nodes: 5916 5917 5940 5941 5928 5929 5952 5953 Element: 2957 Faces: 11826 11830 11783 11831 11832 11833 Nodes: 5917 5918 5941 5942 5929 5930 5953 5954 Element: 2958 Faces: 11830 11834 11787 11835 11836 11837 Nodes: 5918 5919 5942 5943 5930 5931 5954 5955 Element: 2959 Faces: 11834 11838 11791 11839 11840 11841 Nodes: 5919 5920 5943 5944 5931 5932 5955 5956 Element: 2960 Faces: 11838 11797 11794 11842 11843 11844 Nodes: 5920 5909 5944 5933 5932 5921 5956 5945 Element: 2961 Faces: 11845 11846 11799 11847 11848 11849 Nodes: 5933 5934 5957 5958 5945 5946 5969 5970 Element: 2962 Faces: 11846 11850 11803 11851 11852 11853 Nodes: 5934 5935 5958 5959 5946 5947 5970 5971 Element: 2963 Faces: 11850 11854 11807 11855 11856 11857 Nodes: 5935 5936 5959 5960 5947 5948 5971 5972 Element: 2964 Faces: 11854 11858 11811 11859 11860 11861 Nodes: 5936 5937 5960 5961 5948 5949 5972 5973 Element: 2965 Faces: 11858 11862 11815 11863 11864 11865 Nodes: 5937 5938 5961 5962 5949 5950 5973 5974 Element: 2966 Faces: 11862 11866 11819 11867 11868 11869 Nodes: 5938 5939 5962 5963 5950 5951 5974 5975 Element: 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5984 5985 5972 5973 5996 5997 Element: 2977 Faces: 11906 11910 11863 11911 11912 11913 Nodes: 5961 5962 5985 5986 5973 5974 5997 5998 Element: 2978 Faces: 11910 11914 11867 11915 11916 11917 Nodes: 5962 5963 5986 5987 5974 5975 5998 5999 Element: 2979 Faces: 11914 11918 11871 11919 11920 11921 Nodes: 5963 5964 5987 5988 5975 5976 5999 6000 Element: 2980 Faces: 11918 11922 11875 11923 11924 11925 Nodes: 5964 5965 5988 5989 5976 5977 6000 6001 Element: 2981 Faces: 11922 11926 11879 11927 11928 11929 Nodes: 5965 5966 5989 5990 5977 5978 6001 6002 Element: 2982 Faces: 11926 11930 11883 11931 11932 11933 Nodes: 5966 5967 5990 5991 5978 5979 6002 6003 Element: 2983 Faces: 11930 11934 11887 11935 11936 11937 Nodes: 5967 5968 5991 5992 5979 5980 6003 6004 Element: 2984 Faces: 11934 11893 11890 11938 11939 11940 Nodes: 5968 5957 5992 5981 5980 5969 6004 5993 Element: 2985 Faces: 11941 11942 11895 11943 11944 11945 Nodes: 5981 5982 6005 6006 5993 5994 6017 6018 Element: 2986 Faces: 11942 11946 11899 11947 11948 11949 Nodes: 5982 5983 6006 6007 5994 5995 6018 6019 Element: 2987 Faces: 11946 11950 11903 11951 11952 11953 Nodes: 5983 5984 6007 6008 5995 5996 6019 6020 Element: 2988 Faces: 11950 11954 11907 11955 11956 11957 Nodes: 5984 5985 6008 6009 5996 5997 6020 6021 Element: 2989 Faces: 11954 11958 11911 11959 11960 11961 Nodes: 5985 5986 6009 6010 5997 5998 6021 6022 Element: 2990 Faces: 11958 11962 11915 11963 11964 11965 Nodes: 5986 5987 6010 6011 5998 5999 6022 6023 Element: 2991 Faces: 11962 11966 11919 11967 11968 11969 Nodes: 5987 5988 6011 6012 5999 6000 6023 6024 Element: 2992 Faces: 11966 11970 11923 11971 11972 11973 Nodes: 5988 5989 6012 6013 6000 6001 6024 6025 Element: 2993 Faces: 11970 11974 11927 11975 11976 11977 Nodes: 5989 5990 6013 6014 6001 6002 6025 6026 Element: 2994 Faces: 11974 11978 11931 11979 11980 11981 Nodes: 5990 5991 6014 6015 6002 6003 6026 6027 Element: 2995 Faces: 11978 11982 11935 11983 11984 11985 Nodes: 5991 5992 6015 6016 6003 6004 6027 6028 Element: 2996 Faces: 11982 11941 11938 11986 11987 11988 Nodes: 5992 5981 6016 6005 6004 5993 6028 6017 Element: 2997 Faces: 11989 11990 11943 11991 11992 11993 Nodes: 6005 6006 6029 6030 6017 6018 6041 6042 Element: 2998 Faces: 11990 11994 11947 11995 11996 11997 Nodes: 6006 6007 6030 6031 6018 6019 6042 6043 Element: 2999 Faces: 11994 11998 11951 11999 12000 12001 Nodes: 6007 6008 6031 6032 6019 6020 6043 6044 Element: 3000 Faces: 11998 12002 11955 12003 12004 12005 Nodes: 6008 6009 6032 6033 6020 6021 6044 6045 Element: 3001 Faces: 12002 12006 11959 12007 12008 12009 Nodes: 6009 6010 6033 6034 6021 6022 6045 6046 Element: 3002 Faces: 12006 12010 11963 12011 12012 12013 Nodes: 6010 6011 6034 6035 6022 6023 6046 6047 Element: 3003 Faces: 12010 12014 11967 12015 12016 12017 Nodes: 6011 6012 6035 6036 6023 6024 6047 6048 Element: 3004 Faces: 12014 12018 11971 12019 12020 12021 Nodes: 6012 6013 6036 6037 6024 6025 6048 6049 Element: 3005 Faces: 12018 12022 11975 12023 12024 12025 Nodes: 6013 6014 6037 6038 6025 6026 6049 6050 Element: 3006 Faces: 12022 12026 11979 12027 12028 12029 Nodes: 6014 6015 6038 6039 6026 6027 6050 6051 Element: 3007 Faces: 12026 12030 11983 12031 12032 12033 Nodes: 6015 6016 6039 6040 6027 6028 6051 6052 Element: 3008 Faces: 12030 11989 11986 12034 12035 12036 Nodes: 6016 6005 6040 6029 6028 6017 6052 6041 Element: 3009 Faces: 12037 12038 11991 12039 12040 12041 Nodes: 6029 6030 6053 6054 6041 6042 6065 6066 Element: 3010 Faces: 12038 12042 11995 12043 12044 12045 Nodes: 6030 6031 6054 6055 6042 6043 6066 6067 Element: 3011 Faces: 12042 12046 11999 12047 12048 12049 Nodes: 6031 6032 6055 6056 6043 6044 6067 6068 Element: 3012 Faces: 12046 12050 12003 12051 12052 12053 Nodes: 6032 6033 6056 6057 6044 6045 6068 6069 Element: 3013 Faces: 12050 12054 12007 12055 12056 12057 Nodes: 6033 6034 6057 6058 6045 6046 6069 6070 Element: 3014 Faces: 12054 12058 12011 12059 12060 12061 Nodes: 6034 6035 6058 6059 6046 6047 6070 6071 Element: 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6080 6081 6068 6069 6092 6093 Element: 3025 Faces: 12098 12102 12055 12103 12104 12105 Nodes: 6057 6058 6081 6082 6069 6070 6093 6094 Element: 3026 Faces: 12102 12106 12059 12107 12108 12109 Nodes: 6058 6059 6082 6083 6070 6071 6094 6095 Element: 3027 Faces: 12106 12110 12063 12111 12112 12113 Nodes: 6059 6060 6083 6084 6071 6072 6095 6096 Element: 3028 Faces: 12110 12114 12067 12115 12116 12117 Nodes: 6060 6061 6084 6085 6072 6073 6096 6097 Element: 3029 Faces: 12114 12118 12071 12119 12120 12121 Nodes: 6061 6062 6085 6086 6073 6074 6097 6098 Element: 3030 Faces: 12118 12122 12075 12123 12124 12125 Nodes: 6062 6063 6086 6087 6074 6075 6098 6099 Element: 3031 Faces: 12122 12126 12079 12127 12128 12129 Nodes: 6063 6064 6087 6088 6075 6076 6099 6100 Element: 3032 Faces: 12126 12085 12082 12130 12131 12132 Nodes: 6064 6053 6088 6077 6076 6065 6100 6089 Element: 3033 Faces: 12133 12134 12087 12135 12136 12137 Nodes: 6077 6078 6101 6102 6089 6090 6113 6114 Element: 3034 Faces: 12134 12138 12091 12139 12140 12141 Nodes: 6078 6079 6102 6103 6090 6091 6114 6115 Element: 3035 Faces: 12138 12142 12095 12143 12144 12145 Nodes: 6079 6080 6103 6104 6091 6092 6115 6116 Element: 3036 Faces: 12142 12146 12099 12147 12148 12149 Nodes: 6080 6081 6104 6105 6092 6093 6116 6117 Element: 3037 Faces: 12146 12150 12103 12151 12152 12153 Nodes: 6081 6082 6105 6106 6093 6094 6117 6118 Element: 3038 Faces: 12150 12154 12107 12155 12156 12157 Nodes: 6082 6083 6106 6107 6094 6095 6118 6119 Element: 3039 Faces: 12154 12158 12111 12159 12160 12161 Nodes: 6083 6084 6107 6108 6095 6096 6119 6120 Element: 3040 Faces: 12158 12162 12115 12163 12164 12165 Nodes: 6084 6085 6108 6109 6096 6097 6120 6121 Element: 3041 Faces: 12162 12166 12119 12167 12168 12169 Nodes: 6085 6086 6109 6110 6097 6098 6121 6122 Element: 3042 Faces: 12166 12170 12123 12171 12172 12173 Nodes: 6086 6087 6110 6111 6098 6099 6122 6123 Element: 3043 Faces: 12170 12174 12127 12175 12176 12177 Nodes: 6087 6088 6111 6112 6099 6100 6123 6124 Element: 3044 Faces: 12174 12133 12130 12178 12179 12180 Nodes: 6088 6077 6112 6101 6100 6089 6124 6113 Element: 3045 Faces: 12181 12182 12135 12183 12184 12185 Nodes: 6101 6102 6125 6126 6113 6114 6137 6138 Element: 3046 Faces: 12182 12186 12139 12187 12188 12189 Nodes: 6102 6103 6126 6127 6114 6115 6138 6139 Element: 3047 Faces: 12186 12190 12143 12191 12192 12193 Nodes: 6103 6104 6127 6128 6115 6116 6139 6140 Element: 3048 Faces: 12190 12194 12147 12195 12196 12197 Nodes: 6104 6105 6128 6129 6116 6117 6140 6141 Element: 3049 Faces: 12194 12198 12151 12199 12200 12201 Nodes: 6105 6106 6129 6130 6117 6118 6141 6142 Element: 3050 Faces: 12198 12202 12155 12203 12204 12205 Nodes: 6106 6107 6130 6131 6118 6119 6142 6143 Element: 3051 Faces: 12202 12206 12159 12207 12208 12209 Nodes: 6107 6108 6131 6132 6119 6120 6143 6144 Element: 3052 Faces: 12206 12210 12163 12211 12212 12213 Nodes: 6108 6109 6132 6133 6120 6121 6144 6145 Element: 3053 Faces: 12210 12214 12167 12215 12216 12217 Nodes: 6109 6110 6133 6134 6121 6122 6145 6146 Element: 3054 Faces: 12214 12218 12171 12219 12220 12221 Nodes: 6110 6111 6134 6135 6122 6123 6146 6147 Element: 3055 Faces: 12218 12222 12175 12223 12224 12225 Nodes: 6111 6112 6135 6136 6123 6124 6147 6148 Element: 3056 Faces: 12222 12181 12178 12226 12227 12228 Nodes: 6112 6101 6136 6125 6124 6113 6148 6137 Element: 3057 Faces: 12229 12230 12183 12231 12232 12233 Nodes: 6125 6126 6149 6150 6137 6138 6161 6162 Element: 3058 Faces: 12230 12234 12187 12235 12236 12237 Nodes: 6126 6127 6150 6151 6138 6139 6162 6163 Element: 3059 Faces: 12234 12238 12191 12239 12240 12241 Nodes: 6127 6128 6151 6152 6139 6140 6163 6164 Element: 3060 Faces: 12238 12242 12195 12243 12244 12245 Nodes: 6128 6129 6152 6153 6140 6141 6164 6165 Element: 3061 Faces: 12242 12246 12199 12247 12248 12249 Nodes: 6129 6130 6153 6154 6141 6142 6165 6166 Element: 3062 Faces: 12246 12250 12203 12251 12252 12253 Nodes: 6130 6131 6154 6155 6142 6143 6166 6167 Element: 3063 Faces: 12250 12254 12207 12255 12256 12257 Nodes: 6131 6132 6155 6156 6143 6144 6167 6168 Element: 3064 Faces: 12254 12258 12211 12259 12260 12261 Nodes: 6132 6133 6156 6157 6144 6145 6168 6169 Element: 3065 Faces: 12258 12262 12215 12263 12264 12265 Nodes: 6133 6134 6157 6158 6145 6146 6169 6170 Element: 3066 Faces: 12262 12266 12219 12267 12268 12269 Nodes: 6134 6135 6158 6159 6146 6147 6170 6171 Element: 3067 Faces: 12266 12270 12223 12271 12272 12273 Nodes: 6135 6136 6159 6160 6147 6148 6171 6172 Element: 3068 Faces: 12270 12229 12226 12274 12275 12276 Nodes: 6136 6125 6160 6149 6148 6137 6172 6161 Element: 3069 Faces: 12277 12278 12231 12279 12280 12281 Nodes: 6149 6150 6173 6174 6161 6162 6185 6186 Element: 3070 Faces: 12278 12282 12235 12283 12284 12285 Nodes: 6150 6151 6174 6175 6162 6163 6186 6187 Element: 3071 Faces: 12282 12286 12239 12287 12288 12289 Nodes: 6151 6152 6175 6176 6163 6164 6187 6188 Element: 3072 Faces: 12286 12290 12243 12291 12292 12293 Nodes: 6152 6153 6176 6177 6164 6165 6188 6189 Element: 3073 Faces: 12290 12294 12247 12295 12296 12297 Nodes: 6153 6154 6177 6178 6165 6166 6189 6190 Element: 3074 Faces: 12294 12298 12251 12299 12300 12301 Nodes: 6154 6155 6178 6179 6166 6167 6190 6191 Element: 3075 Faces: 12298 12302 12255 12303 12304 12305 Nodes: 6155 6156 6179 6180 6167 6168 6191 6192 Element: 3076 Faces: 12302 12306 12259 12307 12308 12309 Nodes: 6156 6157 6180 6181 6168 6169 6192 6193 Element: 3077 Faces: 12306 12310 12263 12311 12312 12313 Nodes: 6157 6158 6181 6182 6169 6170 6193 6194 Element: 3078 Faces: 12310 12314 12267 12315 12316 12317 Nodes: 6158 6159 6182 6183 6170 6171 6194 6195 Element: 3079 Faces: 12314 12318 12271 12319 12320 12321 Nodes: 6159 6160 6183 6184 6171 6172 6195 6196 Element: 3080 Faces: 12318 12277 12274 12322 12323 12324 Nodes: 6160 6149 6184 6173 6172 6161 6196 6185 Element: 3081 Faces: 12325 12326 12279 12327 12328 12329 Nodes: 6173 6174 6197 6198 6185 6186 6209 6210 Element: 3082 Faces: 12326 12330 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6219 6220 Element: 3092 Faces: 12366 12325 12322 12370 12371 12372 Nodes: 6184 6173 6208 6197 6196 6185 6220 6209 Element: 3093 Faces: 12373 12374 12327 12375 12376 12377 Nodes: 6197 6198 6221 6222 6209 6210 6233 6234 Element: 3094 Faces: 12374 12378 12331 12379 12380 12381 Nodes: 6198 6199 6222 6223 6210 6211 6234 6235 Element: 3095 Faces: 12378 12382 12335 12383 12384 12385 Nodes: 6199 6200 6223 6224 6211 6212 6235 6236 Element: 3096 Faces: 12382 12386 12339 12387 12388 12389 Nodes: 6200 6201 6224 6225 6212 6213 6236 6237 Element: 3097 Faces: 12386 12390 12343 12391 12392 12393 Nodes: 6201 6202 6225 6226 6213 6214 6237 6238 Element: 3098 Faces: 12390 12394 12347 12395 12396 12397 Nodes: 6202 6203 6226 6227 6214 6215 6238 6239 Element: 3099 Faces: 12394 12398 12351 12399 12400 12401 Nodes: 6203 6204 6227 6228 6215 6216 6239 6240 Element: 3100 Faces: 12398 12402 12355 12403 12404 12405 Nodes: 6204 6205 6228 6229 6216 6217 6240 6241 Element: 3101 Faces: 12402 12406 12359 12407 12408 12409 Nodes: 6205 6206 6229 6230 6217 6218 6241 6242 Element: 3102 Faces: 12406 12410 12363 12411 12412 12413 Nodes: 6206 6207 6230 6231 6218 6219 6242 6243 Element: 3103 Faces: 12410 12414 12367 12415 12416 12417 Nodes: 6207 6208 6231 6232 6219 6220 6243 6244 Element: 3104 Faces: 12414 12373 12370 12418 12419 12420 Nodes: 6208 6197 6232 6221 6220 6209 6244 6233 Element: 3105 Faces: 12421 12422 12375 12423 12424 12425 Nodes: 6221 6222 6245 6246 6233 6234 6257 6258 Element: 3106 Faces: 12422 12426 12379 12427 12428 12429 Nodes: 6222 6223 6246 6247 6234 6235 6258 6259 Element: 3107 Faces: 12426 12430 12383 12431 12432 12433 Nodes: 6223 6224 6247 6248 6235 6236 6259 6260 Element: 3108 Faces: 12430 12434 12387 12435 12436 12437 Nodes: 6224 6225 6248 6249 6236 6237 6260 6261 Element: 3109 Faces: 12434 12438 12391 12439 12440 12441 Nodes: 6225 6226 6249 6250 6237 6238 6261 6262 Element: 3110 Faces: 12438 12442 12395 12443 12444 12445 Nodes: 6226 6227 6250 6251 6238 6239 6262 6263 Element: 3111 Faces: 12442 12446 12399 12447 12448 12449 Nodes: 6227 6228 6251 6252 6239 6240 6263 6264 Element: 3112 Faces: 12446 12450 12403 12451 12452 12453 Nodes: 6228 6229 6252 6253 6240 6241 6264 6265 Element: 3113 Faces: 12450 12454 12407 12455 12456 12457 Nodes: 6229 6230 6253 6254 6241 6242 6265 6266 Element: 3114 Faces: 12454 12458 12411 12459 12460 12461 Nodes: 6230 6231 6254 6255 6242 6243 6266 6267 Element: 3115 Faces: 12458 12462 12415 12463 12464 12465 Nodes: 6231 6232 6255 6256 6243 6244 6267 6268 Element: 3116 Faces: 12462 12421 12418 12466 12467 12468 Nodes: 6232 6221 6256 6245 6244 6233 6268 6257 Element: 3117 Faces: 12469 12470 12423 12471 12472 12473 Nodes: 6245 6246 6269 6270 6257 6258 6281 6282 Element: 3118 Faces: 12470 12474 12427 12475 12476 12477 Nodes: 6246 6247 6270 6271 6258 6259 6282 6283 Element: 3119 Faces: 12474 12478 12431 12479 12480 12481 Nodes: 6247 6248 6271 6272 6259 6260 6283 6284 Element: 3120 Faces: 12478 12482 12435 12483 12484 12485 Nodes: 6248 6249 6272 6273 6260 6261 6284 6285 Element: 3121 Faces: 12482 12486 12439 12487 12488 12489 Nodes: 6249 6250 6273 6274 6261 6262 6285 6286 Element: 3122 Faces: 12486 12490 12443 12491 12492 12493 Nodes: 6250 6251 6274 6275 6262 6263 6286 6287 Element: 3123 Faces: 12490 12494 12447 12495 12496 12497 Nodes: 6251 6252 6275 6276 6263 6264 6287 6288 Element: 3124 Faces: 12494 12498 12451 12499 12500 12501 Nodes: 6252 6253 6276 6277 6264 6265 6288 6289 Element: 3125 Faces: 12498 12502 12455 12503 12504 12505 Nodes: 6253 6254 6277 6278 6265 6266 6289 6290 Element: 3126 Faces: 12502 12506 12459 12507 12508 12509 Nodes: 6254 6255 6278 6279 6266 6267 6290 6291 Element: 3127 Faces: 12506 12510 12463 12511 12512 12513 Nodes: 6255 6256 6279 6280 6267 6268 6291 6292 Element: 3128 Faces: 12510 12469 12466 12514 12515 12516 Nodes: 6256 6245 6280 6269 6268 6257 6292 6281 Element: 3129 Faces: 12517 12518 12471 12519 12520 12521 Nodes: 6269 6270 6293 6294 6281 6282 6305 6306 Element: 3130 Faces: 12518 12522 12475 12523 12524 12525 Nodes: 6270 6271 6294 6295 6282 6283 6306 6307 Element: 3131 Faces: 12522 12526 12479 12527 12528 12529 Nodes: 6271 6272 6295 6296 6283 6284 6307 6308 Element: 3132 Faces: 12526 12530 12483 12531 12532 12533 Nodes: 6272 6273 6296 6297 6284 6285 6308 6309 Element: 3133 Faces: 12530 12534 12487 12535 12536 12537 Nodes: 6273 6274 6297 6298 6285 6286 6309 6310 Element: 3134 Faces: 12534 12538 12491 12539 12540 12541 Nodes: 6274 6275 6298 6299 6286 6287 6310 6311 Element: 3135 Faces: 12538 12542 12495 12543 12544 12545 Nodes: 6275 6276 6299 6300 6287 6288 6311 6312 Element: 3136 Faces: 12542 12546 12499 12547 12548 12549 Nodes: 6276 6277 6300 6301 6288 6289 6312 6313 Element: 3137 Faces: 12546 12550 12503 12551 12552 12553 Nodes: 6277 6278 6301 6302 6289 6290 6313 6314 Element: 3138 Faces: 12550 12554 12507 12555 12556 12557 Nodes: 6278 6279 6302 6303 6290 6291 6314 6315 Element: 3139 Faces: 12554 12558 12511 12559 12560 12561 Nodes: 6279 6280 6303 6304 6291 6292 6315 6316 Element: 3140 Faces: 12558 12517 12514 12562 12563 12564 Nodes: 6280 6269 6304 6293 6292 6281 6316 6305 Element: 3141 Faces: 12565 12566 12519 12567 12568 12569 Nodes: 6293 6294 6317 6318 6305 6306 6329 6330 Element: 3142 Faces: 12566 12570 12523 12571 12572 12573 Nodes: 6294 6295 6318 6319 6306 6307 6330 6331 Element: 3143 Faces: 12570 12574 12527 12575 12576 12577 Nodes: 6295 6296 6319 6320 6307 6308 6331 6332 Element: 3144 Faces: 12574 12578 12531 12579 12580 12581 Nodes: 6296 6297 6320 6321 6308 6309 6332 6333 Element: 3145 Faces: 12578 12582 12535 12583 12584 12585 Nodes: 6297 6298 6321 6322 6309 6310 6333 6334 Element: 3146 Faces: 12582 12586 12539 12587 12588 12589 Nodes: 6298 6299 6322 6323 6310 6311 6334 6335 Element: 3147 Faces: 12586 12590 12543 12591 12592 12593 Nodes: 6299 6300 6323 6324 6311 6312 6335 6336 Element: 3148 Faces: 12590 12594 12547 12595 12596 12597 Nodes: 6300 6301 6324 6325 6312 6313 6336 6337 Element: 3149 Faces: 12594 12598 12551 12599 12600 12601 Nodes: 6301 6302 6325 6326 6313 6314 6337 6338 Element: 3150 Faces: 12598 12602 12555 12603 12604 12605 Nodes: 6302 6303 6326 6327 6314 6315 6338 6339 Element: 3151 Faces: 12602 12606 12559 12607 12608 12609 Nodes: 6303 6304 6327 6328 6315 6316 6339 6340 Element: 3152 Faces: 12606 12565 12562 12610 12611 12612 Nodes: 6304 6293 6328 6317 6316 6305 6340 6329 Element: 3153 Faces: 12613 12614 12567 12615 12616 12617 Nodes: 6317 6318 6341 6342 6329 6330 6353 6354 Element: 3154 Faces: 12614 12618 12571 12619 12620 12621 Nodes: 6318 6319 6342 6343 6330 6331 6354 6355 Element: 3155 Faces: 12618 12622 12575 12623 12624 12625 Nodes: 6319 6320 6343 6344 6331 6332 6355 6356 Element: 3156 Faces: 12622 12626 12579 12627 12628 12629 Nodes: 6320 6321 6344 6345 6332 6333 6356 6357 Element: 3157 Faces: 12626 12630 12583 12631 12632 12633 Nodes: 6321 6322 6345 6346 6333 6334 6357 6358 Element: 3158 Faces: 12630 12634 12587 12635 12636 12637 Nodes: 6322 6323 6346 6347 6334 6335 6358 6359 Element: 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6368 6369 6356 6357 6380 6381 Element: 3169 Faces: 12674 12678 12631 12679 12680 12681 Nodes: 6345 6346 6369 6370 6357 6358 6381 6382 Element: 3170 Faces: 12678 12682 12635 12683 12684 12685 Nodes: 6346 6347 6370 6371 6358 6359 6382 6383 Element: 3171 Faces: 12682 12686 12639 12687 12688 12689 Nodes: 6347 6348 6371 6372 6359 6360 6383 6384 Element: 3172 Faces: 12686 12690 12643 12691 12692 12693 Nodes: 6348 6349 6372 6373 6360 6361 6384 6385 Element: 3173 Faces: 12690 12694 12647 12695 12696 12697 Nodes: 6349 6350 6373 6374 6361 6362 6385 6386 Element: 3174 Faces: 12694 12698 12651 12699 12700 12701 Nodes: 6350 6351 6374 6375 6362 6363 6386 6387 Element: 3175 Faces: 12698 12702 12655 12703 12704 12705 Nodes: 6351 6352 6375 6376 6363 6364 6387 6388 Element: 3176 Faces: 12702 12661 12658 12706 12707 12708 Nodes: 6352 6341 6376 6365 6364 6353 6388 6377 Element: 3177 Faces: 12709 12710 12663 12711 12712 12713 Nodes: 6365 6366 6389 6390 6377 6378 6401 6402 Element: 3178 Faces: 12710 12714 12667 12715 12716 12717 Nodes: 6366 6367 6390 6391 6378 6379 6402 6403 Element: 3179 Faces: 12714 12718 12671 12719 12720 12721 Nodes: 6367 6368 6391 6392 6379 6380 6403 6404 Element: 3180 Faces: 12718 12722 12675 12723 12724 12725 Nodes: 6368 6369 6392 6393 6380 6381 6404 6405 Element: 3181 Faces: 12722 12726 12679 12727 12728 12729 Nodes: 6369 6370 6393 6394 6381 6382 6405 6406 Element: 3182 Faces: 12726 12730 12683 12731 12732 12733 Nodes: 6370 6371 6394 6395 6382 6383 6406 6407 Element: 3183 Faces: 12730 12734 12687 12735 12736 12737 Nodes: 6371 6372 6395 6396 6383 6384 6407 6408 Element: 3184 Faces: 12734 12738 12691 12739 12740 12741 Nodes: 6372 6373 6396 6397 6384 6385 6408 6409 Element: 3185 Faces: 12738 12742 12695 12743 12744 12745 Nodes: 6373 6374 6397 6398 6385 6386 6409 6410 Element: 3186 Faces: 12742 12746 12699 12747 12748 12749 Nodes: 6374 6375 6398 6399 6386 6387 6410 6411 Element: 3187 Faces: 12746 12750 12703 12751 12752 12753 Nodes: 6375 6376 6399 6400 6387 6388 6411 6412 Element: 3188 Faces: 12750 12709 12706 12754 12755 12756 Nodes: 6376 6365 6400 6389 6388 6377 6412 6401 Element: 3189 Faces: 12757 12758 12711 12759 12760 12761 Nodes: 6389 6390 6413 6414 6401 6402 6425 6426 Element: 3190 Faces: 12758 12762 12715 12763 12764 12765 Nodes: 6390 6391 6414 6415 6402 6403 6426 6427 Element: 3191 Faces: 12762 12766 12719 12767 12768 12769 Nodes: 6391 6392 6415 6416 6403 6404 6427 6428 Element: 3192 Faces: 12766 12770 12723 12771 12772 12773 Nodes: 6392 6393 6416 6417 6404 6405 6428 6429 Element: 3193 Faces: 12770 12774 12727 12775 12776 12777 Nodes: 6393 6394 6417 6418 6405 6406 6429 6430 Element: 3194 Faces: 12774 12778 12731 12779 12780 12781 Nodes: 6394 6395 6418 6419 6406 6407 6430 6431 Element: 3195 Faces: 12778 12782 12735 12783 12784 12785 Nodes: 6395 6396 6419 6420 6407 6408 6431 6432 Element: 3196 Faces: 12782 12786 12739 12787 12788 12789 Nodes: 6396 6397 6420 6421 6408 6409 6432 6433 Element: 3197 Faces: 12786 12790 12743 12791 12792 12793 Nodes: 6397 6398 6421 6422 6409 6410 6433 6434 Element: 3198 Faces: 12790 12794 12747 12795 12796 12797 Nodes: 6398 6399 6422 6423 6410 6411 6434 6435 Element: 3199 Faces: 12794 12798 12751 12799 12800 12801 Nodes: 6399 6400 6423 6424 6411 6412 6435 6436 Element: 3200 Faces: 12798 12757 12754 12802 12803 12804 Nodes: 6400 6389 6424 6413 6412 6401 6436 6425 Element: 3201 Faces: 12805 12806 12759 12807 12808 12809 Nodes: 6413 6414 6437 6438 6425 6426 6449 6450 Element: 3202 Faces: 12806 12810 12763 12811 12812 12813 Nodes: 6414 6415 6438 6439 6426 6427 6450 6451 Element: 3203 Faces: 12810 12814 12767 12815 12816 12817 Nodes: 6415 6416 6439 6440 6427 6428 6451 6452 Element: 3204 Faces: 12814 12818 12771 12819 12820 12821 Nodes: 6416 6417 6440 6441 6428 6429 6452 6453 Element: 3205 Faces: 12818 12822 12775 12823 12824 12825 Nodes: 6417 6418 6441 6442 6429 6430 6453 6454 Element: 3206 Faces: 12822 12826 12779 12827 12828 12829 Nodes: 6418 6419 6442 6443 6430 6431 6454 6455 Element: 3207 Faces: 12826 12830 12783 12831 12832 12833 Nodes: 6419 6420 6443 6444 6431 6432 6455 6456 Element: 3208 Faces: 12830 12834 12787 12835 12836 12837 Nodes: 6420 6421 6444 6445 6432 6433 6456 6457 Element: 3209 Faces: 12834 12838 12791 12839 12840 12841 Nodes: 6421 6422 6445 6446 6433 6434 6457 6458 Element: 3210 Faces: 12838 12842 12795 12843 12844 12845 Nodes: 6422 6423 6446 6447 6434 6435 6458 6459 Element: 3211 Faces: 12842 12846 12799 12847 12848 12849 Nodes: 6423 6424 6447 6448 6435 6436 6459 6460 Element: 3212 Faces: 12846 12805 12802 12850 12851 12852 Nodes: 6424 6413 6448 6437 6436 6425 6460 6449 Element: 3213 Faces: 12853 12854 12807 12855 12856 12857 Nodes: 6437 6438 6461 6462 6449 6450 6473 6474 Element: 3214 Faces: 12854 12858 12811 12859 12860 12861 Nodes: 6438 6439 6462 6463 6450 6451 6474 6475 Element: 3215 Faces: 12858 12862 12815 12863 12864 12865 Nodes: 6439 6440 6463 6464 6451 6452 6475 6476 Element: 3216 Faces: 12862 12866 12819 12867 12868 12869 Nodes: 6440 6441 6464 6465 6452 6453 6476 6477 Element: 3217 Faces: 12866 12870 12823 12871 12872 12873 Nodes: 6441 6442 6465 6466 6453 6454 6477 6478 Element: 3218 Faces: 12870 12874 12827 12875 12876 12877 Nodes: 6442 6443 6466 6467 6454 6455 6478 6479 Element: 3219 Faces: 12874 12878 12831 12879 12880 12881 Nodes: 6443 6444 6467 6468 6455 6456 6479 6480 Element: 3220 Faces: 12878 12882 12835 12883 12884 12885 Nodes: 6444 6445 6468 6469 6456 6457 6480 6481 Element: 3221 Faces: 12882 12886 12839 12887 12888 12889 Nodes: 6445 6446 6469 6470 6457 6458 6481 6482 Element: 3222 Faces: 12886 12890 12843 12891 12892 12893 Nodes: 6446 6447 6470 6471 6458 6459 6482 6483 Element: 3223 Faces: 12890 12894 12847 12895 12896 12897 Nodes: 6447 6448 6471 6472 6459 6460 6483 6484 Element: 3224 Faces: 12894 12853 12850 12898 12899 12900 Nodes: 6448 6437 6472 6461 6460 6449 6484 6473 Element: 3225 Faces: 12901 12902 12855 12903 12904 12905 Nodes: 6461 6462 6485 6486 6473 6474 6497 6498 Element: 3226 Faces: 12902 12906 12859 12907 12908 12909 Nodes: 6462 6463 6486 6487 6474 6475 6498 6499 Element: 3227 Faces: 12906 12910 12863 12911 12912 12913 Nodes: 6463 6464 6487 6488 6475 6476 6499 6500 Element: 3228 Faces: 12910 12914 12867 12915 12916 12917 Nodes: 6464 6465 6488 6489 6476 6477 6500 6501 Element: 3229 Faces: 12914 12918 12871 12919 12920 12921 Nodes: 6465 6466 6489 6490 6477 6478 6501 6502 Element: 3230 Faces: 12918 12922 12875 12923 12924 12925 Nodes: 6466 6467 6490 6491 6478 6479 6502 6503 Element: 3231 Faces: 12922 12926 12879 12927 12928 12929 Nodes: 6467 6468 6491 6492 6479 6480 6503 6504 Element: 3232 Faces: 12926 12930 12883 12931 12932 12933 Nodes: 6468 6469 6492 6493 6480 6481 6504 6505 Element: 3233 Faces: 12930 12934 12887 12935 12936 12937 Nodes: 6469 6470 6493 6494 6481 6482 6505 6506 Element: 3234 Faces: 12934 12938 12891 12939 12940 12941 Nodes: 6470 6471 6494 6495 6482 6483 6506 6507 Element: 3235 Faces: 12938 12942 12895 12943 12944 12945 Nodes: 6471 6472 6495 6496 6483 6484 6507 6508 Element: 3236 Faces: 12942 12901 12898 12946 12947 12948 Nodes: 6472 6461 6496 6485 6484 6473 6508 6497 Element template: element4 Element: 3237 Faces: 12949 12950 -1 12951 12952 12953 Nodes: 6509 6511 6512 6510 6541 6542 Scale factors: -1.000000000000000e+00 0.000000000000000e+00 1.000000000000000e+00 2.094395102393195e-01 2.079116908177593e-01 9.781476007338057e-01 2.094395102393195e-01 0.000000000000000e+00 1.000000000000000e+00 2.094395102393195e-01 2.079116908177593e-01 9.781476007338057e-01 2.094395102393195e-01 Element template: element13 Element: 3246 Faces: 12954 12955 -1 12956 12957 12958 Nodes: 6509 6520 6521 6510 6550 6551 Scale factors: -1.000000000000000e+00 9.510565162951536e-01 -3.090169943749473e-01 2.094395102393195e-01 8.660254037844387e-01 -4.999999999999998e-01 2.094395102393195e-01 9.510565162951536e-01 -3.090169943749473e-01 2.094395102393195e-01 8.660254037844387e-01 -4.999999999999998e-01 2.094395102393195e-01 Element template: element14 Element: 3247 Faces: 12955 12959 -1 12960 12961 12962 Nodes: 6509 6521 6522 6510 6551 6552 Scale factors: -1.000000000000000e+00 8.660254037844387e-01 -4.999999999999998e-01 2.094395102393195e-01 7.431448254773945e-01 -6.691306063588579e-01 2.094395102393195e-01 8.660254037844387e-01 -4.999999999999998e-01 2.094395102393195e-01 7.431448254773945e-01 -6.691306063588579e-01 2.094395102393195e-01 Define element template: element26 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1101,1102,1103,1201,1202,1203,1101,1102,1103,1201,1202,1203)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element26 Element: 3248 Faces: 12959 12963 -1 12964 12965 12966 Nodes: 6509 6522 6523 6510 6552 6553 Scale factors: -1.000000000000000e+00 7.431448254773945e-01 -6.691306063588579e-01 2.094395102393195e-01 5.877852522924732e-01 -8.090169943749473e-01 2.094395102393195e-01 7.431448254773945e-01 -6.691306063588579e-01 2.094395102393195e-01 5.877852522924732e-01 -8.090169943749473e-01 2.094395102393195e-01 Define element template: element27 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1201,1202,1203,1301,1302,1303,1201,1202,1203,1301,1302,1303)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element27 Element: 3249 Faces: 12963 12967 -1 12968 12969 12970 Nodes: 6509 6523 6524 6510 6553 6554 Scale factors: -1.000000000000000e+00 5.877852522924732e-01 -8.090169943749473e-01 2.094395102393195e-01 4.067366430758004e-01 -9.135454576426008e-01 2.094395102393195e-01 5.877852522924732e-01 -8.090169943749473e-01 2.094395102393195e-01 4.067366430758004e-01 -9.135454576426008e-01 2.094395102393195e-01 Define element template: element28 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1301,1302,1303,1401,1402,1403,1301,1302,1303,1401,1402,1403)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element28 Element: 3250 Faces: 12967 12971 -1 12972 12973 12974 Nodes: 6509 6524 6525 6510 6554 6555 Scale factors: -1.000000000000000e+00 4.067366430758004e-01 -9.135454576426008e-01 2.094395102393195e-01 2.079116908177597e-01 -9.781476007338056e-01 2.094395102393195e-01 4.067366430758004e-01 -9.135454576426008e-01 2.094395102393195e-01 2.079116908177597e-01 -9.781476007338056e-01 2.094395102393195e-01 Define element template: element29 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1401,1402,1403,1501,1502,1503,1401,1402,1403,1501,1502,1503)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element29 Element: 3251 Faces: 12971 12975 -1 12976 12977 12978 Nodes: 6509 6525 6526 6510 6555 6556 Scale factors: -1.000000000000000e+00 2.079116908177597e-01 -9.781476007338056e-01 2.094395102393195e-01 1.224646799147353e-16 -1.000000000000000e+00 2.094395102393195e-01 2.079116908177597e-01 -9.781476007338056e-01 2.094395102393195e-01 1.224646799147353e-16 -1.000000000000000e+00 2.094395102393195e-01 Define element template: element30 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1501,1502,1503,1601,1602,1603,1501,1502,1503,1601,1602,1603)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element30 Element: 3252 Faces: 12975 12979 -1 12980 12981 12982 Nodes: 6509 6526 6527 6510 6556 6557 Scale factors: -1.000000000000000e+00 1.224646799147353e-16 -1.000000000000000e+00 2.094395102393195e-01 -2.079116908177591e-01 -9.781476007338057e-01 2.094395102393195e-01 1.224646799147353e-16 -1.000000000000000e+00 2.094395102393195e-01 -2.079116908177591e-01 -9.781476007338057e-01 2.094395102393195e-01 Define element template: element31 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1601,1602,1603,1701,1702,1703,1601,1602,1603,1701,1702,1703)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element31 Element: 3253 Faces: 12979 12983 -1 12984 12985 12986 Nodes: 6509 6527 6528 6510 6557 6558 Scale factors: -1.000000000000000e+00 -2.079116908177591e-01 -9.781476007338057e-01 2.094395102393195e-01 -4.067366430757998e-01 -9.135454576426011e-01 2.094395102393195e-01 -2.079116908177591e-01 -9.781476007338057e-01 2.094395102393195e-01 -4.067366430757998e-01 -9.135454576426011e-01 2.094395102393195e-01 Define element template: element32 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1701,1702,1703,1801,1802,1803,1701,1702,1703,1801,1802,1803)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element32 Element: 3254 Faces: 12983 12987 -1 12988 12989 12990 Nodes: 6509 6528 6529 6510 6558 6559 Scale factors: -1.000000000000000e+00 -4.067366430757998e-01 -9.135454576426011e-01 2.094395102393195e-01 -5.877852522924730e-01 -8.090169943749475e-01 2.094395102393195e-01 -4.067366430757998e-01 -9.135454576426011e-01 2.094395102393195e-01 -5.877852522924730e-01 -8.090169943749475e-01 2.094395102393195e-01 Define element template: element33 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1801,1802,1803,1901,1902,1903,1801,1802,1803,1901,1902,1903)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element33 Element: 3255 Faces: 12987 12991 -1 12992 12993 12994 Nodes: 6509 6529 6530 6510 6559 6560 Scale factors: -1.000000000000000e+00 -5.877852522924730e-01 -8.090169943749475e-01 2.094395102393195e-01 -7.431448254773940e-01 -6.691306063588585e-01 2.094395102393195e-01 -5.877852522924730e-01 -8.090169943749475e-01 2.094395102393195e-01 -7.431448254773940e-01 -6.691306063588585e-01 2.094395102393195e-01 Define element template: element34 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(1901,1902,1903,2001,2002,2003,1901,1902,1903,2001,2002,2003)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element34 Element: 3256 Faces: 12991 12995 -1 12996 12997 12998 Nodes: 6509 6530 6531 6510 6560 6561 Scale factors: -1.000000000000000e+00 -7.431448254773940e-01 -6.691306063588585e-01 2.094395102393195e-01 -8.660254037844385e-01 -5.000000000000004e-01 2.094395102393195e-01 -7.431448254773940e-01 -6.691306063588585e-01 2.094395102393195e-01 -8.660254037844385e-01 -5.000000000000004e-01 2.094395102393195e-01 Define element template: element35 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(2001,2002,2003,2101,2102,2103,2001,2002,2003,2101,2102,2103)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element35 Element: 3257 Faces: 12995 12999 -1 13000 13001 13002 Nodes: 6509 6531 6532 6510 6561 6562 Scale factors: -1.000000000000000e+00 -8.660254037844385e-01 -5.000000000000004e-01 2.094395102393195e-01 -9.510565162951535e-01 -3.090169943749476e-01 2.094395102393195e-01 -8.660254037844385e-01 -5.000000000000004e-01 2.094395102393195e-01 -9.510565162951535e-01 -3.090169943749476e-01 2.094395102393195e-01 Define element template: element36 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(2101,2102,2103,2201,2202,2203,2101,2102,2103,2201,2202,2203)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element36 Element: 3258 Faces: 12999 13003 -1 13004 13005 13006 Nodes: 6509 6532 6533 6510 6562 6563 Scale factors: -1.000000000000000e+00 -9.510565162951535e-01 -3.090169943749476e-01 2.094395102393195e-01 -9.945218953682733e-01 -1.045284632676542e-01 2.094395102393195e-01 -9.510565162951535e-01 -3.090169943749476e-01 2.094395102393195e-01 -9.945218953682733e-01 -1.045284632676542e-01 2.094395102393195e-01 Define element template: element37 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(2201,2202,2203,2301,2302,2303,2201,2202,2203,2301,2302,2303)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element37 Element: 3259 Faces: 13003 13007 -1 13008 13009 13010 Nodes: 6509 6533 6534 6510 6563 6564 Scale factors: -1.000000000000000e+00 -9.945218953682733e-01 -1.045284632676542e-01 2.094395102393195e-01 -9.945218953682734e-01 1.045284632676530e-01 2.094395102393195e-01 -9.945218953682733e-01 -1.045284632676542e-01 2.094395102393195e-01 -9.945218953682734e-01 1.045284632676530e-01 2.094395102393195e-01 Define element template: element38 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(2301,2302,2303,2401,2402,2403,2301,2302,2303,2401,2402,2403)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element38 Element: 3260 Faces: 13007 13011 -1 13012 13013 13014 Nodes: 6509 6534 6535 6510 6564 6565 Scale factors: -1.000000000000000e+00 -9.945218953682734e-01 1.045284632676530e-01 2.094395102393195e-01 -9.510565162951536e-01 3.090169943749472e-01 2.094395102393195e-01 -9.945218953682734e-01 1.045284632676530e-01 2.094395102393195e-01 -9.510565162951536e-01 3.090169943749472e-01 2.094395102393195e-01 Define element template: element39 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(2401,2402,2403,2501,2502,2503,2401,2402,2403,2501,2502,2503)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element39 Element: 3261 Faces: 13011 13015 -1 13016 13017 13018 Nodes: 6509 6535 6536 6510 6565 6566 Scale factors: -1.000000000000000e+00 -9.510565162951536e-01 3.090169943749472e-01 2.094395102393195e-01 -8.660254037844390e-01 4.999999999999993e-01 2.094395102393195e-01 -9.510565162951536e-01 3.090169943749472e-01 2.094395102393195e-01 -8.660254037844390e-01 4.999999999999993e-01 2.094395102393195e-01 Define element template: element40 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(2501,2502,2503,2601,2602,2603,2501,2502,2503,2601,2602,2603)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element40 Element: 3262 Faces: 13015 13019 -1 13020 13021 13022 Nodes: 6509 6536 6537 6510 6566 6567 Scale factors: -1.000000000000000e+00 -8.660254037844390e-01 4.999999999999993e-01 2.094395102393195e-01 -7.431448254773946e-01 6.691306063588578e-01 2.094395102393195e-01 -8.660254037844390e-01 4.999999999999993e-01 2.094395102393195e-01 -7.431448254773946e-01 6.691306063588578e-01 2.094395102393195e-01 Define element template: element41 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(2601,2602,2603,2701,2702,2703,2601,2602,2603,2701,2702,2703)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element41 Element: 3263 Faces: 13019 13023 -1 13024 13025 13026 Nodes: 6509 6537 6538 6510 6567 6568 Scale factors: -1.000000000000000e+00 -7.431448254773946e-01 6.691306063588578e-01 2.094395102393195e-01 -5.877852522924734e-01 8.090169943749473e-01 2.094395102393195e-01 -7.431448254773946e-01 6.691306063588578e-01 2.094395102393195e-01 -5.877852522924734e-01 8.090169943749473e-01 2.094395102393195e-01 Define element template: element42 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(2701,2702,2703,2801,2802,2803,2701,2702,2703,2801,2802,2803)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element42 Element: 3264 Faces: 13023 13027 -1 13028 13029 13030 Nodes: 6509 6538 6539 6510 6568 6569 Scale factors: -1.000000000000000e+00 -5.877852522924734e-01 8.090169943749473e-01 2.094395102393195e-01 -4.067366430758009e-01 9.135454576426005e-01 2.094395102393195e-01 -5.877852522924734e-01 8.090169943749473e-01 2.094395102393195e-01 -4.067366430758009e-01 9.135454576426005e-01 2.094395102393195e-01 Define element template: element43 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(2801,2802,2803,2901,2902,2903,2801,2802,2803,2901,2902,2903)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element43 Element: 3265 Faces: 13027 13031 -1 13032 13033 13034 Nodes: 6509 6539 6540 6510 6569 6570 Scale factors: -1.000000000000000e+00 -4.067366430758009e-01 9.135454576426005e-01 2.094395102393195e-01 -2.079116908177599e-01 9.781476007338056e-01 2.094395102393195e-01 -4.067366430758009e-01 9.135454576426005e-01 2.094395102393195e-01 -2.079116908177599e-01 9.781476007338056e-01 2.094395102393195e-01 Define element template: element44 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=13, identifiers="global_general(1) node_general(2901,2902,2903,1,2,3,2901,2902,2903,1,2,3)" #Nodes=6 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=6 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 8+9 9*10+1*8*10 4. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4+4. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 11+12 12*13+1*11*13 5. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 6. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element44 Element: 3266 Faces: 13031 12949 -1 13035 13036 13037 Nodes: 6509 6540 6511 6510 6570 6541 Scale factors: -1.000000000000000e+00 -2.079116908177599e-01 9.781476007338056e-01 2.094395102393195e-01 0.000000000000000e+00 1.000000000000000e+00 2.094395102393195e-01 -2.079116908177599e-01 9.781476007338056e-01 2.094395102393195e-01 0.000000000000000e+00 1.000000000000000e+00 2.094395102393195e-01 Define element template: element45 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=7, identifiers="global_general(1) node_general(1,2,3,10001,10002,10003)" #Nodes=4 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element45 Element: 3267 Faces: 13038 -1 -1 13039 12953 13040 Nodes: 6510 6541 6542 6571 Scale factors: -1.000000000000000e+00 0.000000000000000e+00 1.000000000000000e+00 2.094395102393195e-01 2.079116908177593e-01 9.781476007338057e-01 2.094395102393195e-01 Define element template: element46 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=7, identifiers="global_general(1) node_general(90001,90002,90003,100001,100002,100003)" #Nodes=4 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element46 Element: 3268 Faces: -1 13041 -1 13042 12958 13043 Nodes: 6510 6550 6551 6572 Scale factors: -1.000000000000000e+00 9.510565162951536e-01 -3.090169943749473e-01 2.094395102393195e-01 8.660254037844387e-01 -4.999999999999998e-01 2.094395102393195e-01 Define element template: element47 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=7, identifiers="global_general(1) node_general(100001,100002,100003,110001,110002,110003)" #Nodes=4 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element47 Element: 3269 Faces: 13041 -1 -1 13044 12962 13045 Nodes: 6510 6551 6552 6572 Scale factors: -1.000000000000000e+00 8.660254037844387e-01 -4.999999999999998e-01 2.094395102393195e-01 7.431448254773945e-01 -6.691306063588579e-01 2.094395102393195e-01 Define element template: element48 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=7, identifiers="global_general(1) node_general(190001,190002,190003,200001,200002,200003)" #Nodes=4 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element48 Element: 3270 Faces: -1 13046 -1 13047 12998 13048 Nodes: 6510 6560 6561 6573 Scale factors: -1.000000000000000e+00 -7.431448254773940e-01 -6.691306063588585e-01 2.094395102393195e-01 -8.660254037844385e-01 -5.000000000000004e-01 2.094395102393195e-01 Define element template: element49 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=7, identifiers="global_general(1) node_general(200001,200002,200003,210001,210002,210003)" #Nodes=4 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element49 Element: 3271 Faces: 13046 -1 -1 13049 13002 13050 Nodes: 6510 6561 6562 6573 Scale factors: -1.000000000000000e+00 -8.660254037844385e-01 -5.000000000000004e-01 2.094395102393195e-01 -9.510565162951535e-01 -3.090169943749476e-01 2.094395102393195e-01 Define element template: element50 Shape. Dimension=3, line*line*line #Scale factor sets=1 scaling1, #Scale factors=7, identifiers="global_general(1) node_general(290001,290002,290003,1,2,3)" #Nodes=4 #Fields=1 1) coordinates, coordinate, rectangular cartesian, real, #Components=3 x. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 y. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 z. c.Hermite*c.Hermite*l.Lagrange, no modify, standard node based. scale factor set=scaling1 #Nodes=4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 3. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 2+3 3*4+1*2*4 1. #Values=1 Value labels: value Scale factor indices: 0 0. #Values=1 Value labels: zero Scale factor indices: 0 1+1. #Values=2 Value labels: d/ds1+d/ds2 d/ds1+d/ds2 Scale factor indices: 5+6 6*7+1*5*7 2. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 4. #Values=3 Value labels: value d/ds1 d/ds2 Scale factor indices: 0 0 0 0. #Values=1 Value labels: zero Scale factor indices: 0 Element template: element50 Element: 3272 Faces: -1 13038 -1 13051 13037 13052 Nodes: 6510 6570 6541 6571 Scale factors: -1.000000000000000e+00 -2.079116908177599e-01 9.781476007338056e-01 2.094395102393195e-01 0.000000000000000e+00 1.000000000000000e+00 2.094395102393195e-01 Element template: element3 Element: 3273 Faces: 13053 13054 12951 13055 13056 13057 Nodes: 6511 6512 6574 6575 6541 6542 6604 6605 Element: 3282 Faces: 13058 13059 12956 13060 13061 13062 Nodes: 6520 6521 6583 6584 6550 6551 6613 6614 Element: 3283 Faces: 13059 13063 12960 13064 13065 13066 Nodes: 6521 6522 6584 6585 6551 6552 6614 6615 Element: 3284 Faces: 13063 13067 12964 13068 13069 13070 Nodes: 6522 6523 6585 6586 6552 6553 6615 6616 Element: 3285 Faces: 13067 13071 12968 13072 13073 13074 Nodes: 6523 6524 6586 6587 6553 6554 6616 6617 Element: 3286 Faces: 13071 13075 12972 13076 13077 13078 Nodes: 6524 6525 6587 6588 6554 6555 6617 6618 Element: 3287 Faces: 13075 13079 12976 13080 13081 13082 Nodes: 6525 6526 6588 6589 6555 6556 6618 6619 Element: 3288 Faces: 13079 13083 12980 13084 13085 13086 Nodes: 6526 6527 6589 6590 6556 6557 6619 6620 Element: 3289 Faces: 13083 13087 12984 13088 13089 13090 Nodes: 6527 6528 6590 6591 6557 6558 6620 6621 Element: 3290 Faces: 13087 13091 12988 13092 13093 13094 Nodes: 6528 6529 6591 6592 6558 6559 6621 6622 Element: 3291 Faces: 13091 13095 12992 13096 13097 13098 Nodes: 6529 6530 6592 6593 6559 6560 6622 6623 Element: 3292 Faces: 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16084 16085 Nodes: 8171 8172 8234 8235 8201 8202 8264 8265 Element: 4168 Faces: 16082 16086 15952 16087 16088 16089 Nodes: 8172 8173 8235 8236 8202 8203 8265 8266 Element: 4169 Faces: 16086 16090 15956 16091 16092 16093 Nodes: 8173 8174 8236 8237 8203 8204 8266 8267 Element: 4170 Faces: 16090 16094 15960 16095 16096 16097 Nodes: 8174 8175 8237 8238 8204 8205 8267 8268 Element: 4171 Faces: 16094 16098 15964 16099 16100 16101 Nodes: 8175 8176 8238 8239 8205 8206 8268 8269 Element: 4172 Faces: 16098 16102 15968 16103 16104 16105 Nodes: 8176 8177 8239 8240 8206 8207 8269 8270 Element: 4173 Faces: 16102 16106 15972 16107 16108 16109 Nodes: 8177 8178 8240 8241 8207 8208 8270 8271 Element: 4174 Faces: 16106 16110 15976 16111 16112 16113 Nodes: 8178 8179 8241 8242 8208 8209 8271 8272 Element: 4175 Faces: 16110 16114 15980 16115 16116 16117 Nodes: 8179 8180 8242 8243 8209 8210 8272 8273 Element: 4176 Faces: 16114 16118 15984 16119 16120 16121 Nodes: 8180 8181 8243 8244 8210 8211 8273 8274 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16326 16327 Nodes: 8290 8291 8353 8354 8320 8321 8383 8384 Element: 4233 Faces: 16324 16328 16194 16329 16330 16331 Nodes: 8291 8292 8354 8355 8321 8322 8384 8385 Element: 4234 Faces: 16328 16332 16198 16333 16334 16335 Nodes: 8292 8293 8355 8356 8322 8323 8385 8386 Element: 4235 Faces: 16332 16336 16202 16337 16338 16339 Nodes: 8293 8294 8356 8357 8323 8324 8386 8387 Element: 4236 Faces: 16336 16340 16206 16341 16342 16343 Nodes: 8294 8295 8357 8358 8324 8325 8387 8388 Element: 4237 Faces: 16340 16344 16210 16345 16346 16347 Nodes: 8295 8296 8358 8359 8325 8326 8388 8389 Element: 4238 Faces: 16344 16348 16214 16349 16350 16351 Nodes: 8296 8297 8359 8360 8326 8327 8389 8390 Element: 4239 Faces: 16348 16352 16218 16353 16354 16355 Nodes: 8297 8298 8360 8361 8327 8328 8390 8391 Element: 4240 Faces: 16352 16356 16222 16357 16358 16359 Nodes: 8298 8299 8361 8362 8328 8329 8391 8392 Element: 4241 Faces: 16356 16360 16226 16361 16362 16363 Nodes: 8299 8300 8362 8363 8329 8330 8392 8393 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16415 16293 16428 16414 16429 Nodes: 8342 8313 8405 8376 8343 8406 Element template: element3 Element: 4261 Faces: 16430 16431 16297 16432 16433 16434 Nodes: 8346 8347 8409 8410 8376 8377 8439 8440 Element: 4262 Faces: 16431 16435 16301 16436 16437 16438 Nodes: 8347 8348 8410 8411 8377 8378 8440 8441 Element: 4263 Faces: 16435 16439 16305 16440 16441 16442 Nodes: 8348 8349 8411 8412 8378 8379 8441 8442 Element: 4264 Faces: 16439 16443 16309 16444 16445 16446 Nodes: 8349 8350 8412 8413 8379 8380 8442 8443 Element: 4265 Faces: 16443 16447 16313 16448 16449 16450 Nodes: 8350 8351 8413 8414 8380 8381 8443 8444 Element: 4266 Faces: 16447 16451 16317 16452 16453 16454 Nodes: 8351 8352 8414 8415 8381 8382 8444 8445 Element: 4267 Faces: 16451 16455 16321 16456 16457 16458 Nodes: 8352 8353 8415 8416 8382 8383 8445 8446 Element: 4268 Faces: 16455 16459 16325 16460 16461 16462 Nodes: 8353 8354 8416 8417 8383 8384 8446 8447 Element: 4269 Faces: 16459 16463 16329 16464 16465 16466 Nodes: 8354 8355 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8466 8467 Element: 4289 Faces: 16539 16543 16409 16544 16545 16546 Nodes: 8374 8375 8437 8438 8404 8405 8467 8468 Element: 4290 Faces: 16543 16430 16412 16547 16548 16549 Nodes: 8375 8346 8438 8409 8405 8376 8468 8439 Element template: element51 Element: 4291 Faces: 16550 -1 16416 16551 16434 16552 Nodes: 8376 8377 8439 8440 8406 8469 Element template: element52 Element: 4292 Faces: -1 16553 16419 16554 16470 16555 Nodes: 8385 8386 8448 8449 8407 8470 Element template: element51 Element: 4293 Faces: 16553 -1 16421 16556 16474 16557 Nodes: 8386 8387 8449 8450 8407 8470 Element template: element52 Element: 4294 Faces: -1 16558 16424 16559 16510 16560 Nodes: 8395 8396 8458 8459 8408 8471 Element template: element51 Element: 4295 Faces: 16558 -1 16426 16561 16514 16562 Nodes: 8396 8397 8459 8460 8408 8471 Element template: element52 Element: 4296 Faces: -1 16550 16428 16563 16549 16564 Nodes: 8405 8376 8468 8439 8406 8469 Element template: element3 Element: 4297 Faces: 16565 16566 16432 16567 16568 16569 Nodes: 8409 8410 8472 8473 8439 8440 8502 8503 Element: 4298 Faces: 16566 16570 16436 16571 16572 16573 Nodes: 8410 8411 8473 8474 8440 8441 8503 8504 Element: 4299 Faces: 16570 16574 16440 16575 16576 16577 Nodes: 8411 8412 8474 8475 8441 8442 8504 8505 Element: 4300 Faces: 16574 16578 16444 16579 16580 16581 Nodes: 8412 8413 8475 8476 8442 8443 8505 8506 Element: 4301 Faces: 16578 16582 16448 16583 16584 16585 Nodes: 8413 8414 8476 8477 8443 8444 8506 8507 Element: 4302 Faces: 16582 16586 16452 16587 16588 16589 Nodes: 8414 8415 8477 8478 8444 8445 8507 8508 Element: 4303 Faces: 16586 16590 16456 16591 16592 16593 Nodes: 8415 8416 8478 8479 8445 8446 8508 8509 Element: 4304 Faces: 16590 16594 16460 16595 16596 16597 Nodes: 8416 8417 8479 8480 8446 8447 8509 8510 Element: 4305 Faces: 16594 16598 16464 16599 16600 16601 Nodes: 8417 8418 8480 8481 8447 8448 8510 8511 Element: 4306 Faces: 16598 16602 16468 16603 16604 16605 Nodes: 8418 8419 8481 8482 8448 8449 8511 8512 Element: 4307 Faces: 16602 16606 16472 16607 16608 16609 Nodes: 8419 8420 8482 8483 8449 8450 8512 8513 Element: 4308 Faces: 16606 16610 16476 16611 16612 16613 Nodes: 8420 8421 8483 8484 8450 8451 8513 8514 Element: 4309 Faces: 16610 16614 16480 16615 16616 16617 Nodes: 8421 8422 8484 8485 8451 8452 8514 8515 Element: 4310 Faces: 16614 16618 16484 16619 16620 16621 Nodes: 8422 8423 8485 8486 8452 8453 8515 8516 Element: 4311 Faces: 16618 16622 16488 16623 16624 16625 Nodes: 8423 8424 8486 8487 8453 8454 8516 8517 Element: 4312 Faces: 16622 16626 16492 16627 16628 16629 Nodes: 8424 8425 8487 8488 8454 8455 8517 8518 Element: 4313 Faces: 16626 16630 16496 16631 16632 16633 Nodes: 8425 8426 8488 8489 8455 8456 8518 8519 Element: 4314 Faces: 16630 16634 16500 16635 16636 16637 Nodes: 8426 8427 8489 8490 8456 8457 8519 8520 Element: 4315 Faces: 16634 16638 16504 16639 16640 16641 Nodes: 8427 8428 8490 8491 8457 8458 8520 8521 Element: 4316 Faces: 16638 16642 16508 16643 16644 16645 Nodes: 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23129 23177 Nodes: 11483 11484 11546 11547 11495 11558 Element template: element52 Element: 6060 Faces: -1 23165 23043 23178 23164 23179 Nodes: 11492 11463 11555 11526 11493 11556 Element template: element3 Element: 6061 Faces: 23180 23181 23047 23182 23183 23184 Nodes: 11496 11497 11559 11560 11526 11527 11589 11590 Element: 6062 Faces: 23181 23185 23051 23186 23187 23188 Nodes: 11497 11498 11560 11561 11527 11528 11590 11591 Element: 6063 Faces: 23185 23189 23055 23190 23191 23192 Nodes: 11498 11499 11561 11562 11528 11529 11591 11592 Element: 6064 Faces: 23189 23193 23059 23194 23195 23196 Nodes: 11499 11500 11562 11563 11529 11530 11592 11593 Element: 6065 Faces: 23193 23197 23063 23198 23199 23200 Nodes: 11500 11501 11563 11564 11530 11531 11593 11594 Element: 6066 Faces: 23197 23201 23067 23202 23203 23204 Nodes: 11501 11502 11564 11565 11531 11532 11594 11595 Element: 6067 Faces: 23201 23205 23071 23206 23207 23208 Nodes: 11502 11503 11565 11566 11532 11533 11595 11596 Element: 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Element: 6129 Faces: 23438 -1 23306 23441 23359 23442 Nodes: 11599 11600 11662 11663 11620 11683 Element template: element52 Element: 6130 Faces: -1 23443 23309 23444 23395 23445 Nodes: 11608 11609 11671 11672 11621 11684 Element template: element51 Element: 6131 Faces: 23443 -1 23311 23446 23399 23447 Nodes: 11609 11610 11672 11673 11621 11684 Element template: element52 Element: 6132 Faces: -1 23435 23313 23448 23434 23449 Nodes: 11618 11589 11681 11652 11619 11682 Element template: element3 Element: 6133 Faces: 23450 23451 23317 23452 23453 23454 Nodes: 11622 11623 11685 11686 11652 11653 11715 11716 Element: 6134 Faces: 23451 23455 23321 23456 23457 23458 Nodes: 11623 11624 11686 11687 11653 11654 11716 11717 Element: 6135 Faces: 23455 23459 23325 23460 23461 23462 Nodes: 11624 11625 11687 11688 11654 11655 11717 11718 Element: 6136 Faces: 23459 23463 23329 23464 23465 23466 Nodes: 11625 11626 11688 11689 11655 11656 11718 11719 Element: 6137 Faces: 23463 23467 23333 23468 23469 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Element template: element52 Element: 6164 Faces: -1 23573 23439 23574 23490 23575 Nodes: 11661 11662 11724 11725 11683 11746 Element template: element51 Element: 6165 Faces: 23573 -1 23441 23576 23494 23577 Nodes: 11662 11663 11725 11726 11683 11746 Element template: element52 Element: 6166 Faces: -1 23578 23444 23579 23530 23580 Nodes: 11671 11672 11734 11735 11684 11747 Element template: element51 Element: 6167 Faces: 23578 -1 23446 23581 23534 23582 Nodes: 11672 11673 11735 11736 11684 11747 Element template: element52 Element: 6168 Faces: -1 23570 23448 23583 23569 23584 Nodes: 11681 11652 11744 11715 11682 11745 Element template: element3 Element: 6169 Faces: 23585 23586 23452 23587 23588 23589 Nodes: 11685 11686 11748 11749 11715 11716 11778 11779 Element: 6170 Faces: 23586 23590 23456 23591 23592 23593 Nodes: 11686 11687 11749 11750 11716 11717 11779 11780 Element: 6171 Faces: 23590 23594 23460 23595 23596 23597 Nodes: 11687 11688 11750 11751 11717 11718 11780 11781 Element: 6172 Faces: 23594 23598 23464 23599 23600 23601 Nodes: 11688 11689 11751 11752 11718 11719 11781 11782 Element: 6173 Faces: 23598 23602 23468 23603 23604 23605 Nodes: 11689 11690 11752 11753 11719 11720 11782 11783 Element: 6174 Faces: 23602 23606 23472 23607 23608 23609 Nodes: 11690 11691 11753 11754 11720 11721 11783 11784 Element: 6175 Faces: 23606 23610 23476 23611 23612 23613 Nodes: 11691 11692 11754 11755 11721 11722 11784 11785 Element: 6176 Faces: 23610 23614 23480 23615 23616 23617 Nodes: 11692 11693 11755 11756 11722 11723 11785 11786 Element: 6177 Faces: 23614 23618 23484 23619 23620 23621 Nodes: 11693 11694 11756 11757 11723 11724 11786 11787 Element: 6178 Faces: 23618 23622 23488 23623 23624 23625 Nodes: 11694 11695 11757 11758 11724 11725 11787 11788 Element: 6179 Faces: 23622 23626 23492 23627 23628 23629 Nodes: 11695 11696 11758 11759 11725 11726 11788 11789 Element: 6180 Faces: 23626 23630 23496 23631 23632 23633 Nodes: 11696 11697 11759 11760 11726 11727 11789 11790 Element: 6181 Faces: 23630 23634 23500 23635 23636 23637 Nodes: 11697 11698 11760 11761 11727 11728 11790 11791 Element: 6182 Faces: 23634 23638 23504 23639 23640 23641 Nodes: 11698 11699 11761 11762 11728 11729 11791 11792 Element: 6183 Faces: 23638 23642 23508 23643 23644 23645 Nodes: 11699 11700 11762 11763 11729 11730 11792 11793 Element: 6184 Faces: 23642 23646 23512 23647 23648 23649 Nodes: 11700 11701 11763 11764 11730 11731 11793 11794 Element: 6185 Faces: 23646 23650 23516 23651 23652 23653 Nodes: 11701 11702 11764 11765 11731 11732 11794 11795 Element: 6186 Faces: 23650 23654 23520 23655 23656 23657 Nodes: 11702 11703 11765 11766 11732 11733 11795 11796 Element: 6187 Faces: 23654 23658 23524 23659 23660 23661 Nodes: 11703 11704 11766 11767 11733 11734 11796 11797 Element: 6188 Faces: 23658 23662 23528 23663 23664 23665 Nodes: 11704 11705 11767 11768 11734 11735 11797 11798 Element: 6189 Faces: 23662 23666 23532 23667 23668 23669 Nodes: 11705 11706 11768 11769 11735 11736 11798 11799 Element: 6190 Faces: 23666 23670 23536 23671 23672 23673 Nodes: 11706 11707 11769 11770 11736 11737 11799 11800 Element: 6191 Faces: 23670 23674 23540 23675 23676 23677 Nodes: 11707 11708 11770 11771 11737 11738 11800 11801 Element: 6192 Faces: 23674 23678 23544 23679 23680 23681 Nodes: 11708 11709 11771 11772 11738 11739 11801 11802 Element: 6193 Faces: 23678 23682 23548 23683 23684 23685 Nodes: 11709 11710 11772 11773 11739 11740 11802 11803 Element: 6194 Faces: 23682 23686 23552 23687 23688 23689 Nodes: 11710 11711 11773 11774 11740 11741 11803 11804 Element: 6195 Faces: 23686 23690 23556 23691 23692 23693 Nodes: 11711 11712 11774 11775 11741 11742 11804 11805 Element: 6196 Faces: 23690 23694 23560 23695 23696 23697 Nodes: 11712 11713 11775 11776 11742 11743 11805 11806 Element: 6197 Faces: 23694 23698 23564 23699 23700 23701 Nodes: 11713 11714 11776 11777 11743 11744 11806 11807 Element: 6198 Faces: 23698 23585 23567 23702 23703 23704 Nodes: 11714 11685 11777 11748 11744 11715 11807 11778 Element template: element51 Element: 6199 Faces: 23705 -1 23571 23706 23589 23707 Nodes: 11715 11716 11778 11779 11745 11808 Element template: element52 Element: 6200 Faces: -1 23708 23574 23709 23625 23710 Nodes: 11724 11725 11787 11788 11746 11809 Element template: element51 Element: 6201 Faces: 23708 -1 23576 23711 23629 23712 Nodes: 11725 11726 11788 11789 11746 11809 Element template: element52 Element: 6202 Faces: -1 23713 23579 23714 23665 23715 Nodes: 11734 11735 11797 11798 11747 11810 Element template: element51 Element: 6203 Faces: 23713 -1 23581 23716 23669 23717 Nodes: 11735 11736 11798 11799 11747 11810 Element template: element52 Element: 6204 Faces: -1 23705 23583 23718 23704 23719 Nodes: 11744 11715 11807 11778 11745 11808 Element template: element3 Element: 6205 Faces: 23720 23721 23587 23722 23723 23724 Nodes: 11748 11749 11811 11812 11778 11779 11841 11842 Element: 6206 Faces: 23721 23725 23591 23726 23727 23728 Nodes: 11749 11750 11812 11813 11779 11780 11842 11843 Element: 6207 Faces: 23725 23729 23595 23730 23731 23732 Nodes: 11750 11751 11813 11814 11780 11781 11843 11844 Element: 6208 Faces: 23729 23733 23599 23734 23735 23736 Nodes: 11751 11752 11814 11815 11781 11782 11844 11845 Element: 6209 Faces: 23733 23737 23603 23738 23739 23740 Nodes: 11752 11753 11815 11816 11782 11783 11845 11846 Element: 6210 Faces: 23737 23741 23607 23742 23743 23744 Nodes: 11753 11754 11816 11817 11783 11784 11846 11847 Element: 6211 Faces: 23741 23745 23611 23746 23747 23748 Nodes: 11754 11755 11817 11818 11784 11785 11847 11848 Element: 6212 Faces: 23745 23749 23615 23750 23751 23752 Nodes: 11755 11756 11818 11819 11785 11786 11848 11849 Element: 6213 Faces: 23749 23753 23619 23754 23755 23756 Nodes: 11756 11757 11819 11820 11786 11787 11849 11850 Element: 6214 Faces: 23753 23757 23623 23758 23759 23760 Nodes: 11757 11758 11820 11821 11787 11788 11850 11851 Element: 6215 Faces: 23757 23761 23627 23762 23763 23764 Nodes: 11758 11759 11821 11822 11788 11789 11851 11852 Element: 6216 Faces: 23761 23765 23631 23766 23767 23768 Nodes: 11759 11760 11822 11823 11789 11790 11852 11853 Element: 6217 Faces: 23765 23769 23635 23770 23771 23772 Nodes: 11760 11761 11823 11824 11790 11791 11853 11854 Element: 6218 Faces: 23769 23773 23639 23774 23775 23776 Nodes: 11761 11762 11824 11825 11791 11792 11854 11855 Element: 6219 Faces: 23773 23777 23643 23778 23779 23780 Nodes: 11762 11763 11825 11826 11792 11793 11855 11856 Element: 6220 Faces: 23777 23781 23647 23782 23783 23784 Nodes: 11763 11764 11826 11827 11793 11794 11856 11857 Element: 6221 Faces: 23781 23785 23651 23786 23787 23788 Nodes: 11764 11765 11827 11828 11794 11795 11857 11858 Element: 6222 Faces: 23785 23789 23655 23790 23791 23792 Nodes: 11765 11766 11828 11829 11795 11796 11858 11859 Element: 6223 Faces: 23789 23793 23659 23794 23795 23796 Nodes: 11766 11767 11829 11830 11796 11797 11859 11860 Element: 6224 Faces: 23793 23797 23663 23798 23799 23800 Nodes: 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32488 32354 32489 32440 32490 Nodes: 15829 15830 15892 15893 15842 15905 Element template: element51 Element: 8543 Faces: 32488 -1 32356 32491 32444 32492 Nodes: 15830 15831 15893 15894 15842 15905 Element template: element52 Element: 8544 Faces: -1 32480 32358 32493 32479 32494 Nodes: 15839 15810 15902 15873 15840 15903 Group name: abdominal part of esophagus !#nodeset nodes Node group: 273..336,341..388 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 665,668,671..673,676..678,681..683,686..688, 691..693,696..698,701..944 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 523,527,531,535,539,543,547,550,553..744 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 137..184 Group name: ascending colon !#nodeset nodes Node group: 7204..7266,7590..9542 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 17569,17572,17575..17577,17580,17583..17585,17588..17590,17593..17595, 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1152..1154,1157,1160..1162,1165..1167,1170..1172,1175..1476 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 891,895,899,903,907,912,916,920,924,927, 930..1164 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 231..288 Group name: caecum !#nodeset nodes Node group: 6485..6512,6520..6542,6550..6575,6583..6605,6613..6638, 6646..6668,6676..6701,6709..6731,6739..6764,6772..6794, 6802..6827,6835..6857,6865..6890,6898..6920,6928..6953, 6961..6983,6991..7016,7024..7046,7054..7079,7087..7109, 7117..7142,7150..7172,7180..7314,7318..7324,7327..7333, 7336..7342,7345..7351,7354..7360,7363..7369,7372..7378, 7381..7387,7390..7396,7399..7405,7408..7413,7416..7421, 7424..7429,7432..7437,7440..7445,7448..7453,7456..7462, 7465..7471,7474..7480,7483..7489,7492..7498,7501..7507 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 16133,16136,16139..16141,16144..16146,16149..16151,16154..16156, 16159..16161,16164..16166,16169..16171,16174..16176,16179..16181, 16184..16186,16189..18258 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 12903,12907,12911,12915,12919,12923,12927,12931,12935,12939, 12943,12946,12949..14674 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 3237,3246..3273,3282..3309,3318..3345,3354..3381,3390..3417, 3426..3453,3462..3489,3498..3525,3534..3561,3570..3597, 3606..3633,3642..3792 Group name: cardia of stomach !#nodeset nodes Node group: 341..356,444..446,456..458,468..469,479..480, 490..492,502..504 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 905,908,911..913,916..918,921..923,926..928, 931..933,936..938,941..944,1089,1094,1097..1099, 1102..1103,1149..1151,1154..1156,1202..1204,1207..1209, 1260,1264..1265,1271..1272,1777..1792 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 715,719,723,727,731,735,739,742,863,867, 906,910,947,951,993,998,1405..1428 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 349..356 Group name: cervical part of esophagus !#nodeset nodes Node group: 1..96 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1..224 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1..168 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 1..40 Group name: colon !#nodeset nodes Node group: 7204..7266,7590..15905 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 17569,17572,17575..17577,17580,17583..17585,17588..17590,17593..17595, 17598..17600,17603..17605,17608..17610,17613..17615,17618..17620, 17623..17625,17628..17630,17633..17635,17638..17640,17643..17645, 17648..17650,17653..17655,17658..17660,17663..17665,17668..17670, 17673..17675,17678..17682,17684..17685,17687..17689,17691..17693, 18198,18201..18203,18206..18208,18211..18213,18216..18218,18221..18223, 18226..18228,18231..18234,18259..39642 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 14095,14100,14104,14108,14112,14116,14120,14124,14128,14132, 14136,14140,14144,14148,14152,14156,14160,14164,14168,14172, 14176,14179,14183,14186,14188,14191,14193,14195,14609,14613, 14617,14621,14625,14629,14633,14636,14675..32494 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 3793..8544 Group name: descending colon !#nodeset nodes Node group: 12000..15905 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 29599,29602,29605..29607,29610..29612,29615..29617,29620..29622, 29625..29627,29630..29632,29635..29637,29640..29642,29645..29647, 29650..29652,29655..29657,29660..29662,29665..29667,29670..29672, 29675..29677,29680..29682,29685..29687,29690..29692,29695..29697, 29700..29702,29705..29707,29710..29712,29715..29717,29720..29722, 29725..29727,29730..29732,29735..29737,29740..29742,29745..29749, 29751..29752,29754..29756,29758..39642 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 24127,24131,24135,24139,24143,24147,24151,24155,24159,24163, 24167,24171,24175,24179,24183,24187,24191,24195,24199,24203, 24207,24211,24215,24219,24223,24227,24231,24235,24239,24242, 24246,24249,24251,24254,24256,24258,24260..32494 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 6349..8544 Group name: distal point of lower esophageal sphincter serosa on the greater curvature of stomach !#nodeset nodes Node group: 339 Group name: distal point of lower esophageal sphincter serosa on the lesser curvature of stomach !#nodeset nodes Node group: 340 Group name: dorsal stomach !#nodeset nodes Node group: 1,5..9,13..17,21..25,29..33,37..41, 45..49,53..57,61..64,341,345..349,353..356, 389..391,397..403,409..415,421..427,433..439, 445..451,457..463,469..474,480..485,491..497, 503..509,515..521,527..533,539..545,551..557, 563..569,575..581,587..593,599..605,611..617, 623..629,635..641,647..653,659..665,671..677, 683..689,695..701,707..713,719..724 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1..4,29..32,37..67,83..85,88..107, 123..125,128..144,905,923,928,931..933,936..938, 941..948,974..976,979..1008,1034..1036,1039..1068, 1094..1096,1099..1128,1154..1181,1207..1234,1260..1263, 1268..1299,1325..1327,1330..1359,1385..1387,1390..1419, 1445..1447,1450..1479,1505..1507,1510..1539,1565..1567, 1570..1599,1625..1627,1630..1659,1685..1687,1690..1719, 1745..1747,1750..1778,1785..1792 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1,17,22..41,54,58..73,86,90..104, 731,735,739,742,745,766,770..793,814,818..841, 862,866..889,910..930,951..971,992,997..1021, 1042,1046..1069,1090,1094..1117,1138,1142..1165,1186, 1190..1213,1234,1238..1261,1282,1286..1309,1330,1334..1357, 1378,1382..1405,1415,1418..1428 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 5..8,13..16,21..24,191..196,203..208, 215..220,226..230,236..240,247..252,259..264, 271..276,283..288,295..300,307..312,319..324, 331..336,343..348,353..356 Group name: duodenum !#nodeset nodes Node group: 677..724,749..1324 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1657,1660,1663..1665,1668..1670,1673..1675,1678..1680, 1683..1685,1688..1690,1693..1695,1698..1700,1703..1705, 1708..1710,1713..1776,1793..3232 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1311,1315,1319,1323,1327,1331,1335,1339,1343,1347, 1351,1354,1357..1404,1429..2580 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 337..348,357..644 Group name: esophagogastric junction !#nodeset nodes Node group: 341..356,373..388 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 865,868,871..873,876..878,881..883,886..888, 891..893,896..898,901..944 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 683,687,691,695,699,703,707,710,713..744 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 177..184 Group name: esophagus !#nodeset nodes Node group: 1..388 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1..944 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1..744 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 1..184 Group name: fundus of stomach !#nodeset nodes Node group: 389..484 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 945..1178 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 745..929 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 185..230 Group name: ileocecal junction !#nodeset nodes Node group: 7267..7314 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 17694,17697,17700..17702,17705..17707,17710..17712,17715..17717, 17720..17722,17725..17727,17730..17732,17735..17737,17740..17742, 17745..17747,17750..17813 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 14199,14203,14207,14211,14215,14219,14223,14227,14231,14235, 14239,14242,14245..14292 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 3681..3692 Group name: ileum !#nodeset nodes Node group: 3533..6508,7267..7314 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 8753,8756,8759..8761,8764..8766,8769..8771,8774..8776, 8779..8781,8784..8786,8789..8791,8794..8796,8799..8801, 8804..8806,8809..16192,17694..17813 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 6999,7003,7007,7011,7015,7019,7023,7027,7031,7035, 7039,7042,7045..12948,14197..14292 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 1761..3236,3669..3692 Group name: jejunum !#nodeset nodes Node group: 1301..3556 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 3173,3176,3179..3181,3184..3186,3189..3191,3194..3196, 3199..3201,3204..3206,3209..3211,3214..3216,3219..3221, 3224..3226,3229..8812 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 2535,2539,2543,2547,2551,2555,2559,2563,2567,2571, 2575,2578,2581..7044 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 645..1760 Group name: marker !#nodeset nodes Node group: 337..340 Group name: proximodorsal midpoint on serosa of upper esophageal sphincter !#nodeset nodes Node group: 337 Group name: proximoventral midpoint on serosa of upper esophageal sphincter !#nodeset nodes Node group: 338 Group name: pyloric antrum !#nodeset nodes Node group: 581..652 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1417,1420,1423..1425,1428..1430,1433..1435,1438..1440, 1443..1445,1448..1450,1453..1455,1458..1460,1463..1465, 1468..1470,1473..1596 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1119,1123,1127,1131,1135,1139,1143,1147,1151,1155, 1159,1162,1165..1260 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 289..312 Group name: pyloric canal !#nodeset nodes Node group: 629..700 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1537,1540,1543..1545,1548..1550,1553..1555,1558..1560, 1563..1565,1568..1570,1573..1575,1578..1580,1583..1585, 1588..1590,1593..1716 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1215,1219,1223,1227,1231,1235,1239,1243,1247,1251, 1255,1258,1261..1356 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 313..336 Group name: small intestine !#nodeset nodes Node group: 677..724,749..6508,7267..7314 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1657,1660,1663..1665,1668..1670,1673..1675,1678..1680, 1683..1685,1688..1690,1693..1695,1698..1700,1703..1705, 1708..1710,1713..1776,1793..16192,17694..17813 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1311,1315,1319,1323,1327,1331,1335,1339,1343,1347, 1351,1354,1357..1404,1429..12948,14197..14292 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 337..348,357..3236,3669..3692 Group name: stomach !#nodeset nodes Node group: 341..356,373..700 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 865,868,871..873,876..878,881..883,886..888, 891..893,896..898,901..1716,1777..1792 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 683,687,691,695,699,703,707,710,713..1356, 1405..1428 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 177..336,349..356 Group name: taenia libera !#nodeset nodes Node group: 6510,6550..6552,6572,6613..6615,6635,6676..6678,6698, 6739..6741,6761,6802..6804,6824,6865..6867,6887,6928..6930, 6950,6991..6993,7013,7054..7056,7076,7117..7119,7139, 7180..7182,7202,7243..7245,7265,7629..7631,7651,7692..7694, 7714,7755..7757,7777,7818..7820,7840,7881..7883,7903, 7944..7946,7966,8007..8009,8029,8070..8072,8092,8133..8135, 8155,8196..8198,8218,8259..8261,8281,8322..8324,8344, 8385..8387,8407,8448..8450,8470,8511..8513,8533,8574..8576, 8596,8637..8639,8659,8700..8702,8722,8763..8765,8785, 8826..8828,8848,8889..8891,8911,8952..8954,8974,9015..9017, 9037,9078..9080,9100,9141..9143,9163,9204..9206,9226, 9267..9269,9289,9330..9332,9352,9393..9395,9415,9456..9458, 9478,9519..9521,9541,9582..9584,9604,9645..9647,9667, 9708..9710,9730,9771..9773,9793,9834..9836,9856,9897..9899, 9919,9960..9962,9982,10023..10025,10045,10086..10088,10108, 10149..10151,10171,10212..10214,10234,10275..10277,10297,10338..10340, 10360,10401..10403,10423,10464..10466,10486,10527..10529,10549, 10590..10592,10612,10653..10655,10675,10716..10718,10738,10779..10781, 10801,10842..10844,10864,10905..10907,10927,10968..10970,10990, 11031..11033,11053,11094..11096,11116,11157..11159,11179,11220..11222, 11242,11283..11285,11305,11346..11348,11368,11409..11411,11431, 11472..11474,11494,11535..11537,11557,11598..11600,11620,11661..11663, 11683,11724..11726,11746,11787..11789,11809,11850..11852,11872, 11913..11915,11935,11976..11978,11998,12039..12041,12061,12102..12104, 12124,12165..12167,12187,12228..12230,12250,12291..12293,12313, 12354..12356,12376,12417..12419,12439,12480..12482,12502,12543..12545, 12565,12606..12608,12628,12669..12671,12691,12732..12734,12754, 12795..12797,12817,12858..12860,12880,12921..12923,12943,12984..12986, 13006,13047..13049,13069,13110..13112,13132,13173..13175,13195, 13236..13238,13258,13299..13301,13321,13362..13364,13384,13425..13427, 13447,13488..13490,13510,13551..13553,13573,13614..13616,13636, 13677..13679,13699,13740..13742,13762,13803..13805,13825,13866..13868, 13888,13929..13931,13951,13992..13994,14014,14055..14057,14077, 14118..14120,14140,14181..14183,14203,14244..14246,14266,14307..14309, 14329,14370..14372,14392,14433..14435,14455,14496..14498,14518, 14559..14561,14581,14622..14624,14644,14685..14687,14707,14748..14750, 14770,14811..14813,14833,14874..14876,14896,14937..14939,14959, 15000..15002,15022,15063..15065,15085,15126..15128,15148,15189..15191, 15211,15252..15254,15274,15315..15317,15337,15378..15380,15400, 15441..15443,15463,15504..15506,15526,15567..15569,15589,15630..15632, 15652,15693..15695,15715,15756..15758,15778,15819..15821,15841, 15882..15884,15904 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 16204,16207,16209,16212,16214,16310..16313,16329,16332,16334, 16337,16339,16435..16438,16454,16457,16459,16462,16464,16560..16563, 16579,16582,16584,16587,16589,16685..16688,16704,16707,16709, 16712,16714,16810..16813,16829,16832,16834,16837,16839,16935..16938, 16954,16957,16959,16962,16964,17060..17063,17079,17082,17084, 17087,17089,17185..17188,17204,17207,17209,17212,17214,17310..17313, 17329,17332,17334,17337,17339,17435..17438,17454,17457,17459, 17462,17464,17560..17563,17579,17582,17584,17587,17589,17685..17688, 18304,18309,18311,18314,18316,18412..18415,18466,18471,18473, 18476,18478,18574..18577,18628,18633,18635,18638,18640,18736..18739, 18790,18795,18797,18800,18802,18898..18901,18952,18957,18959, 18962,18964,19060..19063,19114,19119,19121,19124,19126,19222..19225, 19276,19281,19283,19286,19288,19384..19387,19438,19443,19445, 19448,19450,19546..19549,19600,19605,19607,19610,19612,19708..19711, 19762,19767,19769,19772,19774,19870..19873,19924,19929,19931, 19934,19936,20032..20035,20086,20091,20093,20096,20098,20194..20197, 20248,20253,20255,20258,20260,20356..20359,20410,20415,20417, 20420,20422,20518..20521,20572,20577,20579,20582,20584,20680..20683, 20734,20739,20741,20744,20746,20842..20845,20896,20901,20903, 20906,20908,21004..21007,21058,21063,21065,21068,21070,21166..21169, 21220,21225,21227,21230,21232,21328..21331,21382,21387,21389, 21392,21394,21490..21493,21544,21549,21551,21554,21556,21652..21655, 21706,21711,21713,21716,21718,21814..21817,21868,21873,21875, 21878,21880,21976..21979,22030,22035,22037,22040,22042,22138..22141, 22192,22197,22199,22202,22204,22300..22303,22354,22359,22361, 22364,22366,22462..22465,22516,22521,22523,22526,22528,22624..22627, 22678,22683,22685,22688,22690,22786..22789,22840,22845,22847, 22850,22852,22948..22951,23002,23007,23009,23012,23014,23110..23113, 23164,23169,23171,23174,23176,23272..23275,23326,23331,23333, 23336,23338,23434..23437,23488,23493,23495,23498,23500,23596..23599, 23650,23655,23657,23660,23662,23758..23761,23812,23817,23819, 23822,23824,23920..23923,23974,23979,23981,23984,23986,24082..24085, 24136,24141,24143,24146,24148,24244..24247,24298,24303,24305, 24308,24310,24406..24409,24460,24465,24467,24470,24472,24568..24571, 24622,24627,24629,24632,24634,24730..24733,24784,24789,24791, 24794,24796,24892..24895,24946,24951,24953,24956,24958,25054..25057, 25108,25113,25115,25118,25120,25216..25219,25270,25275,25277, 25280,25282,25378..25381,25432,25437,25439,25442,25444,25540..25543, 25594,25599,25601,25604,25606,25702..25705,25756,25761,25763, 25766,25768,25864..25867,25918,25923,25925,25928,25930,26026..26029, 26080,26085,26087,26090,26092,26188..26191,26242,26247,26249, 26252,26254,26350..26353,26404,26409,26411,26414,26416,26512..26515, 26566,26571,26573,26576,26578,26674..26677,26728,26733,26735, 26738,26740,26836..26839,26890,26895,26897,26900,26902,26998..27001, 27052,27057,27059,27062,27064,27160..27163,27214,27219,27221, 27224,27226,27322..27325,27376,27381,27383,27386,27388,27484..27487, 27538,27543,27545,27548,27550,27646..27649,27700,27705,27707, 27710,27712,27808..27811,27862,27867,27869,27872,27874,27970..27973, 28024,28029,28031,28034,28036,28132..28135,28186,28191,28193, 28196,28198,28294..28297,28348,28353,28355,28358,28360,28456..28459, 28510,28515,28517,28520,28522,28618..28621,28672,28677,28679, 28682,28684,28780..28783,28834,28839,28841,28844,28846,28942..28945, 28996,29001,29003,29006,29008,29104..29107,29158,29163,29165, 29168,29170,29266..29269,29320,29325,29327,29330,29332,29428..29431, 29482,29487,29489,29492,29494,29590..29593,29644,29649,29651, 29654,29656,29752..29755,29806,29811,29813,29816,29818,29914..29917, 29968,29973,29975,29978,29980,30076..30079,30130,30135,30137, 30140,30142,30238..30241,30292,30297,30299,30302,30304,30400..30403, 30454,30459,30461,30464,30466,30562..30565,30616,30621,30623, 30626,30628,30724..30727,30778,30783,30785,30788,30790,30886..30889, 30940,30945,30947,30950,30952,31048..31051,31102,31107,31109, 31112,31114,31210..31213,31264,31269,31271,31274,31276,31372..31375, 31426,31431,31433,31436,31438,31534..31537,31588,31593,31595, 31598,31600,31696..31699,31750,31755,31757,31760,31762,31858..31861, 31912,31917,31919,31922,31924,32020..32023,32074,32079,32081, 32084,32086,32182..32185,32236,32241,32243,32246,32248,32344..32347, 32398,32403,32405,32408,32410,32506..32509,32560,32565,32567, 32570,32572,32668..32671,32722,32727,32729,32732,32734,32830..32833, 32884,32889,32891,32894,32896,32992..32995,33046,33051,33053, 33056,33058,33154..33157,33208,33213,33215,33218,33220,33316..33319, 33370,33375,33377,33380,33382,33478..33481,33532,33537,33539, 33542,33544,33640..33643,33694,33699,33701,33704,33706,33802..33805, 33856,33861,33863,33866,33868,33964..33967,34018,34023,34025, 34028,34030,34126..34129,34180,34185,34187,34190,34192,34288..34291, 34342,34347,34349,34352,34354,34450..34453,34504,34509,34511, 34514,34516,34612..34615,34666,34671,34673,34676,34678,34774..34777, 34828,34833,34835,34838,34840,34936..34939,34990,34995,34997, 35000,35002,35098..35101,35152,35157,35159,35162,35164,35260..35263, 35314,35319,35321,35324,35326,35422..35425,35476,35481,35483, 35486,35488,35584..35587,35638,35643,35645,35648,35650,35746..35749, 35800,35805,35807,35810,35812,35908..35911,35962,35967,35969, 35972,35974,36070..36073,36124,36129,36131,36134,36136,36232..36235, 36286,36291,36293,36296,36298,36394..36397,36448,36453,36455, 36458,36460,36556..36559,36610,36615,36617,36620,36622,36718..36721, 36772,36777,36779,36782,36784,36880..36883,36934,36939,36941, 36944,36946,37042..37045,37096,37101,37103,37106,37108,37204..37207, 37258,37263,37265,37268,37270,37366..37369,37420,37425,37427, 37430,37432,37528..37531,37582,37587,37589,37592,37594,37690..37693, 37744,37749,37751,37754,37756,37852..37855,37906,37911,37913, 37916,37918,38014..38017,38068,38073,38075,38078,38080,38176..38179, 38230,38235,38237,38240,38242,38338..38341,38392,38397,38399, 38402,38404,38500..38503,38554,38559,38561,38564,38566,38662..38665, 38716,38721,38723,38726,38728,38824..38827,38878,38883,38885, 38888,38890,38986..38989,39040,39045,39047,39050,39052,39148..39151, 39202,39207,39209,39212,39214,39310..39313,39364,39369,39371, 39374,39376,39472..39475,39526,39531,39533,39536,39538,39634..39637 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 12958,12962,13041..13045,13062,13066,13145..13149,13166,13170, 13249..13253,13270,13274,13353..13357,13374,13378,13457..13461, 13478,13482,13561..13565,13582,13586,13665..13669,13686,13690, 13769..13773,13790,13794,13873..13877,13894,13898,13977..13981, 13998,14002,14081..14085,14102,14106,14185..14189,14715,14719, 14798..14802,14850,14854,14933..14937,14985,14989,15068..15072, 15120,15124,15203..15207,15255,15259,15338..15342,15390,15394, 15473..15477,15525,15529,15608..15612,15660,15664,15743..15747, 15795,15799,15878..15882,15930,15934,16013..16017,16065,16069, 16148..16152,16200,16204,16283..16287,16335,16339,16418..16422, 16470,16474,16553..16557,16605,16609,16688..16692,16740,16744, 16823..16827,16875,16879,16958..16962,17010,17014,17093..17097, 17145,17149,17228..17232,17280,17284,17363..17367,17415,17419, 17498..17502,17550,17554,17633..17637,17685,17689,17768..17772, 17820,17824,17903..17907,17955,17959,18038..18042,18090,18094, 18173..18177,18225,18229,18308..18312,18360,18364,18443..18447, 18495,18499,18578..18582,18630,18634,18713..18717,18765,18769, 18848..18852,18900,18904,18983..18987,19035,19039,19118..19122, 19170,19174,19253..19257,19305,19309,19388..19392,19440,19444, 19523..19527,19575,19579,19658..19662,19710,19714,19793..19797, 19845,19849,19928..19932,19980,19984,20063..20067,20115,20119, 20198..20202,20250,20254,20333..20337,20385,20389,20468..20472, 20520,20524,20603..20607,20655,20659,20738..20742,20790,20794, 20873..20877,20925,20929,21008..21012,21060,21064,21143..21147, 21195,21199,21278..21282,21330,21334,21413..21417,21465,21469, 21548..21552,21600,21604,21683..21687,21735,21739,21818..21822, 21870,21874,21953..21957,22005,22009,22088..22092,22140,22144, 22223..22227,22275,22279,22358..22362,22410,22414,22493..22497, 22545,22549,22628..22632,22680,22684,22763..22767,22815,22819, 22898..22902,22950,22954,23033..23037,23085,23089,23168..23172, 23220,23224,23303..23307,23355,23359,23438..23442,23490,23494, 23573..23577,23625,23629,23708..23712,23760,23764,23843..23847, 23895,23899,23978..23982,24030,24034,24113..24117,24165,24169, 24248..24252,24300,24304,24383..24387,24435,24439,24518..24522, 24570,24574,24653..24657,24705,24709,24788..24792,24840,24844, 24923..24927,24975,24979,25058..25062,25110,25114,25193..25197, 25245,25249,25328..25332,25380,25384,25463..25467,25515,25519, 25598..25602,25650,25654,25733..25737,25785,25789,25868..25872, 25920,25924,26003..26007,26055,26059,26138..26142,26190,26194, 26273..26277,26325,26329,26408..26412,26460,26464,26543..26547, 26595,26599,26678..26682,26730,26734,26813..26817,26865,26869, 26948..26952,27000,27004,27083..27087,27135,27139,27218..27222, 27270,27274,27353..27357,27405,27409,27488..27492,27540,27544, 27623..27627,27675,27679,27758..27762,27810,27814,27893..27897, 27945,27949,28028..28032,28080,28084,28163..28167,28215,28219, 28298..28302,28350,28354,28433..28437,28485,28489,28568..28572, 28620,28624,28703..28707,28755,28759,28838..28842,28890,28894, 28973..28977,29025,29029,29108..29112,29160,29164,29243..29247, 29295,29299,29378..29382,29430,29434,29513..29517,29565,29569, 29648..29652,29700,29704,29783..29787,29835,29839,29918..29922, 29970,29974,30053..30057,30105,30109,30188..30192,30240,30244, 30323..30327,30375,30379,30458..30462,30510,30514,30593..30597, 30645,30649,30728..30732,30780,30784,30863..30867,30915,30919, 30998..31002,31050,31054,31133..31137,31185,31189,31268..31272, 31320,31324,31403..31407,31455,31459,31538..31542,31590,31594, 31673..31677,31725,31729,31808..31812,31860,31864,31943..31947, 31995,31999,32078..32082,32130,32134,32213..32217,32265,32269, 32348..32352,32400,32404,32483..32487 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 3268..3269,3304..3305,3340..3341,3376..3377,3412..3413, 3448..3449,3484..3485,3520..3521,3556..3557,3592..3593, 3628..3629,3664..3665,3824..3825,3860..3861,3896..3897, 3932..3933,3968..3969,4004..4005,4040..4041,4076..4077, 4112..4113,4148..4149,4184..4185,4220..4221,4256..4257, 4292..4293,4328..4329,4364..4365,4400..4401,4436..4437, 4472..4473,4508..4509,4544..4545,4580..4581,4616..4617, 4652..4653,4688..4689,4724..4725,4760..4761,4796..4797, 4832..4833,4868..4869,4904..4905,4940..4941,4976..4977, 5012..5013,5048..5049,5084..5085,5120..5121,5156..5157, 5192..5193,5228..5229,5264..5265,5300..5301,5336..5337, 5372..5373,5408..5409,5444..5445,5480..5481,5516..5517, 5552..5553,5588..5589,5624..5625,5660..5661,5696..5697, 5732..5733,5768..5769,5804..5805,5840..5841,5876..5877, 5912..5913,5948..5949,5984..5985,6020..6021,6056..6057, 6092..6093,6128..6129,6164..6165,6200..6201,6236..6237, 6272..6273,6308..6309,6344..6345,6380..6381,6416..6417, 6452..6453,6488..6489,6524..6525,6560..6561,6596..6597, 6632..6633,6668..6669,6704..6705,6740..6741,6776..6777, 6812..6813,6848..6849,6884..6885,6920..6921,6956..6957, 6992..6993,7028..7029,7064..7065,7100..7101,7136..7137, 7172..7173,7208..7209,7244..7245,7280..7281,7316..7317, 7352..7353,7388..7389,7424..7425,7460..7461,7496..7497, 7532..7533,7568..7569,7604..7605,7640..7641,7676..7677, 7712..7713,7748..7749,7784..7785,7820..7821,7856..7857, 7892..7893,7928..7929,7964..7965,8000..8001,8036..8037, 8072..8073,8108..8109,8144..8145,8180..8181,8216..8217, 8252..8253,8288..8289,8324..8325,8360..8361,8396..8397, 8432..8433,8468..8469,8504..8505,8540..8541 Group name: taenia mesocolica !#nodeset nodes Node group: 6510,6560..6562,6573,6623..6625,6636,6686..6688,6699, 6749..6751,6762,6812..6814,6825,6875..6877,6888,6938..6940, 6951,7001..7003,7014,7064..7066,7077,7127..7129,7140, 7190..7192,7203,7253..7255,7266,7639..7641,7652,7702..7704, 7715,7765..7767,7778,7828..7830,7841,7891..7893,7904, 7954..7956,7967,8017..8019,8030,8080..8082,8093,8143..8145, 8156,8206..8208,8219,8269..8271,8282,8332..8334,8345, 8395..8397,8408,8458..8460,8471,8521..8523,8534,8584..8586, 8597,8647..8649,8660,8710..8712,8723,8773..8775,8786, 8836..8838,8849,8899..8901,8912,8962..8964,8975,9025..9027, 9038,9088..9090,9101,9151..9153,9164,9214..9216,9227, 9277..9279,9290,9340..9342,9353,9403..9405,9416,9466..9468, 9479,9529..9531,9542,9592..9594,9605,9655..9657,9668, 9718..9720,9731,9781..9783,9794,9844..9846,9857,9907..9909, 9920,9970..9972,9983,10033..10035,10046,10096..10098,10109, 10159..10161,10172,10222..10224,10235,10285..10287,10298,10348..10350, 10361,10411..10413,10424,10474..10476,10487,10537..10539,10550, 10600..10602,10613,10663..10665,10676,10726..10728,10739,10789..10791, 10802,10852..10854,10865,10915..10917,10928,10978..10980,10991, 11041..11043,11054,11104..11106,11117,11167..11169,11180,11230..11232, 11243,11293..11295,11306,11356..11358,11369,11419..11421,11432, 11482..11484,11495,11545..11547,11558,11608..11610,11621,11671..11673, 11684,11734..11736,11747,11797..11799,11810,11860..11862,11873, 11923..11925,11936,11986..11988,11999,12049..12051,12062,12112..12114, 12125,12175..12177,12188,12238..12240,12251,12301..12303,12314, 12364..12366,12377,12427..12429,12440,12490..12492,12503,12553..12555, 12566,12616..12618,12629,12679..12681,12692,12742..12744,12755, 12805..12807,12818,12868..12870,12881,12931..12933,12944,12994..12996, 13007,13057..13059,13070,13120..13122,13133,13183..13185,13196, 13246..13248,13259,13309..13311,13322,13372..13374,13385,13435..13437, 13448,13498..13500,13511,13561..13563,13574,13624..13626,13637, 13687..13689,13700,13750..13752,13763,13813..13815,13826,13876..13878, 13889,13939..13941,13952,14002..14004,14015,14065..14067,14078, 14128..14130,14141,14191..14193,14204,14254..14256,14267,14317..14319, 14330,14380..14382,14393,14443..14445,14456,14506..14508,14519, 14569..14571,14582,14632..14634,14645,14695..14697,14708,14758..14760, 14771,14821..14823,14834,14884..14886,14897,14947..14949,14960, 15010..15012,15023,15073..15075,15086,15136..15138,15149,15199..15201, 15212,15262..15264,15275,15325..15327,15338,15388..15390,15401, 15451..15453,15464,15514..15516,15527,15577..15579,15590,15640..15642, 15653,15703..15705,15716,15766..15768,15779,15829..15831,15842, 15892..15894,15905 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 16252,16257,16259,16262,16264,16314..16317,16377,16382,16384, 16387,16389,16439..16442,16502,16507,16509,16512,16514,16564..16567, 16627,16632,16634,16637,16639,16689..16692,16752,16757,16759, 16762,16764,16814..16817,16877,16882,16884,16887,16889,16939..16942, 17002,17007,17009,17012,17014,17064..17067,17127,17132,17134, 17137,17139,17189..17192,17252,17257,17259,17262,17264,17314..17317, 17377,17382,17384,17387,17389,17439..17442,17502,17507,17509, 17512,17514,17564..17567,17627,17632,17634,17637,17639,17689..17692, 18354,18359,18361,18364,18366,18416..18419,18516,18521,18523, 18526,18528,18578..18581,18678,18683,18685,18688,18690,18740..18743, 18840,18845,18847,18850,18852,18902..18905,19002,19007,19009, 19012,19014,19064..19067,19164,19169,19171,19174,19176,19226..19229, 19326,19331,19333,19336,19338,19388..19391,19488,19493,19495, 19498,19500,19550..19553,19650,19655,19657,19660,19662,19712..19715, 19812,19817,19819,19822,19824,19874..19877,19974,19979,19981, 19984,19986,20036..20039,20136,20141,20143,20146,20148,20198..20201, 20298,20303,20305,20308,20310,20360..20363,20460,20465,20467, 20470,20472,20522..20525,20622,20627,20629,20632,20634,20684..20687, 20784,20789,20791,20794,20796,20846..20849,20946,20951,20953, 20956,20958,21008..21011,21108,21113,21115,21118,21120,21170..21173, 21270,21275,21277,21280,21282,21332..21335,21432,21437,21439, 21442,21444,21494..21497,21594,21599,21601,21604,21606,21656..21659, 21756,21761,21763,21766,21768,21818..21821,21918,21923,21925, 21928,21930,21980..21983,22080,22085,22087,22090,22092,22142..22145, 22242,22247,22249,22252,22254,22304..22307,22404,22409,22411, 22414,22416,22466..22469,22566,22571,22573,22576,22578,22628..22631, 22728,22733,22735,22738,22740,22790..22793,22890,22895,22897, 22900,22902,22952..22955,23052,23057,23059,23062,23064,23114..23117, 23214,23219,23221,23224,23226,23276..23279,23376,23381,23383, 23386,23388,23438..23441,23538,23543,23545,23548,23550,23600..23603, 23700,23705,23707,23710,23712,23762..23765,23862,23867,23869, 23872,23874,23924..23927,24024,24029,24031,24034,24036,24086..24089, 24186,24191,24193,24196,24198,24248..24251,24348,24353,24355, 24358,24360,24410..24413,24510,24515,24517,24520,24522,24572..24575, 24672,24677,24679,24682,24684,24734..24737,24834,24839,24841, 24844,24846,24896..24899,24996,25001,25003,25006,25008,25058..25061, 25158,25163,25165,25168,25170,25220..25223,25320,25325,25327, 25330,25332,25382..25385,25482,25487,25489,25492,25494,25544..25547, 25644,25649,25651,25654,25656,25706..25709,25806,25811,25813, 25816,25818,25868..25871,25968,25973,25975,25978,25980,26030..26033, 26130,26135,26137,26140,26142,26192..26195,26292,26297,26299, 26302,26304,26354..26357,26454,26459,26461,26464,26466,26516..26519, 26616,26621,26623,26626,26628,26678..26681,26778,26783,26785, 26788,26790,26840..26843,26940,26945,26947,26950,26952,27002..27005, 27102,27107,27109,27112,27114,27164..27167,27264,27269,27271, 27274,27276,27326..27329,27426,27431,27433,27436,27438,27488..27491, 27588,27593,27595,27598,27600,27650..27653,27750,27755,27757, 27760,27762,27812..27815,27912,27917,27919,27922,27924,27974..27977, 28074,28079,28081,28084,28086,28136..28139,28236,28241,28243, 28246,28248,28298..28301,28398,28403,28405,28408,28410,28460..28463, 28560,28565,28567,28570,28572,28622..28625,28722,28727,28729, 28732,28734,28784..28787,28884,28889,28891,28894,28896,28946..28949, 29046,29051,29053,29056,29058,29108..29111,29208,29213,29215, 29218,29220,29270..29273,29370,29375,29377,29380,29382,29432..29435, 29532,29537,29539,29542,29544,29594..29597,29694,29699,29701, 29704,29706,29756..29759,29856,29861,29863,29866,29868,29918..29921, 30018,30023,30025,30028,30030,30080..30083,30180,30185,30187, 30190,30192,30242..30245,30342,30347,30349,30352,30354,30404..30407, 30504,30509,30511,30514,30516,30566..30569,30666,30671,30673, 30676,30678,30728..30731,30828,30833,30835,30838,30840,30890..30893, 30990,30995,30997,31000,31002,31052..31055,31152,31157,31159, 31162,31164,31214..31217,31314,31319,31321,31324,31326,31376..31379, 31476,31481,31483,31486,31488,31538..31541,31638,31643,31645, 31648,31650,31700..31703,31800,31805,31807,31810,31812,31862..31865, 31962,31967,31969,31972,31974,32024..32027,32124,32129,32131, 32134,32136,32186..32189,32286,32291,32293,32296,32298,32348..32351, 32448,32453,32455,32458,32460,32510..32513,32610,32615,32617, 32620,32622,32672..32675,32772,32777,32779,32782,32784,32834..32837, 32934,32939,32941,32944,32946,32996..32999,33096,33101,33103, 33106,33108,33158..33161,33258,33263,33265,33268,33270,33320..33323, 33420,33425,33427,33430,33432,33482..33485,33582,33587,33589, 33592,33594,33644..33647,33744,33749,33751,33754,33756,33806..33809, 33906,33911,33913,33916,33918,33968..33971,34068,34073,34075, 34078,34080,34130..34133,34230,34235,34237,34240,34242,34292..34295, 34392,34397,34399,34402,34404,34454..34457,34554,34559,34561, 34564,34566,34616..34619,34716,34721,34723,34726,34728,34778..34781, 34878,34883,34885,34888,34890,34940..34943,35040,35045,35047, 35050,35052,35102..35105,35202,35207,35209,35212,35214,35264..35267, 35364,35369,35371,35374,35376,35426..35429,35526,35531,35533, 35536,35538,35588..35591,35688,35693,35695,35698,35700,35750..35753, 35850,35855,35857,35860,35862,35912..35915,36012,36017,36019, 36022,36024,36074..36077,36174,36179,36181,36184,36186,36236..36239, 36336,36341,36343,36346,36348,36398..36401,36498,36503,36505, 36508,36510,36560..36563,36660,36665,36667,36670,36672,36722..36725, 36822,36827,36829,36832,36834,36884..36887,36984,36989,36991, 36994,36996,37046..37049,37146,37151,37153,37156,37158,37208..37211, 37308,37313,37315,37318,37320,37370..37373,37470,37475,37477, 37480,37482,37532..37535,37632,37637,37639,37642,37644,37694..37697, 37794,37799,37801,37804,37806,37856..37859,37956,37961,37963, 37966,37968,38018..38021,38118,38123,38125,38128,38130,38180..38183, 38280,38285,38287,38290,38292,38342..38345,38442,38447,38449, 38452,38454,38504..38507,38604,38609,38611,38614,38616,38666..38669, 38766,38771,38773,38776,38778,38828..38831,38928,38933,38935, 38938,38940,38990..38993,39090,39095,39097,39100,39102,39152..39155, 39252,39257,39259,39262,39264,39314..39317,39414,39419,39421, 39424,39426,39476..39479,39576,39581,39583,39586,39588,39638..39641 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 12998,13002,13046..13050,13102,13106,13150..13154,13206,13210, 13254..13258,13310,13314,13358..13362,13414,13418,13462..13466, 13518,13522,13566..13570,13622,13626,13670..13674,13726,13730, 13774..13778,13830,13834,13878..13882,13934,13938,13982..13986, 14038,14042,14086..14090,14142,14146,14190..14194,14755,14759, 14803..14807,14890,14894,14938..14942,15025,15029,15073..15077, 15160,15164,15208..15212,15295,15299,15343..15347,15430,15434, 15478..15482,15565,15569,15613..15617,15700,15704,15748..15752, 15835,15839,15883..15887,15970,15974,16018..16022,16105,16109, 16153..16157,16240,16244,16288..16292,16375,16379,16423..16427, 16510,16514,16558..16562,16645,16649,16693..16697,16780,16784, 16828..16832,16915,16919,16963..16967,17050,17054,17098..17102, 17185,17189,17233..17237,17320,17324,17368..17372,17455,17459, 17503..17507,17590,17594,17638..17642,17725,17729,17773..17777, 17860,17864,17908..17912,17995,17999,18043..18047,18130,18134, 18178..18182,18265,18269,18313..18317,18400,18404,18448..18452, 18535,18539,18583..18587,18670,18674,18718..18722,18805,18809, 18853..18857,18940,18944,18988..18992,19075,19079,19123..19127, 19210,19214,19258..19262,19345,19349,19393..19397,19480,19484, 19528..19532,19615,19619,19663..19667,19750,19754,19798..19802, 19885,19889,19933..19937,20020,20024,20068..20072,20155,20159, 20203..20207,20290,20294,20338..20342,20425,20429,20473..20477, 20560,20564,20608..20612,20695,20699,20743..20747,20830,20834, 20878..20882,20965,20969,21013..21017,21100,21104,21148..21152, 21235,21239,21283..21287,21370,21374,21418..21422,21505,21509, 21553..21557,21640,21644,21688..21692,21775,21779,21823..21827, 21910,21914,21958..21962,22045,22049,22093..22097,22180,22184, 22228..22232,22315,22319,22363..22367,22450,22454,22498..22502, 22585,22589,22633..22637,22720,22724,22768..22772,22855,22859, 22903..22907,22990,22994,23038..23042,23125,23129,23173..23177, 23260,23264,23308..23312,23395,23399,23443..23447,23530,23534, 23578..23582,23665,23669,23713..23717,23800,23804,23848..23852, 23935,23939,23983..23987,24070,24074,24118..24122,24205,24209, 24253..24257,24340,24344,24388..24392,24475,24479,24523..24527, 24610,24614,24658..24662,24745,24749,24793..24797,24880,24884, 24928..24932,25015,25019,25063..25067,25150,25154,25198..25202, 25285,25289,25333..25337,25420,25424,25468..25472,25555,25559, 25603..25607,25690,25694,25738..25742,25825,25829,25873..25877, 25960,25964,26008..26012,26095,26099,26143..26147,26230,26234, 26278..26282,26365,26369,26413..26417,26500,26504,26548..26552, 26635,26639,26683..26687,26770,26774,26818..26822,26905,26909, 26953..26957,27040,27044,27088..27092,27175,27179,27223..27227, 27310,27314,27358..27362,27445,27449,27493..27497,27580,27584, 27628..27632,27715,27719,27763..27767,27850,27854,27898..27902, 27985,27989,28033..28037,28120,28124,28168..28172,28255,28259, 28303..28307,28390,28394,28438..28442,28525,28529,28573..28577, 28660,28664,28708..28712,28795,28799,28843..28847,28930,28934, 28978..28982,29065,29069,29113..29117,29200,29204,29248..29252, 29335,29339,29383..29387,29470,29474,29518..29522,29605,29609, 29653..29657,29740,29744,29788..29792,29875,29879,29923..29927, 30010,30014,30058..30062,30145,30149,30193..30197,30280,30284, 30328..30332,30415,30419,30463..30467,30550,30554,30598..30602, 30685,30689,30733..30737,30820,30824,30868..30872,30955,30959, 31003..31007,31090,31094,31138..31142,31225,31229,31273..31277, 31360,31364,31408..31412,31495,31499,31543..31547,31630,31634, 31678..31682,31765,31769,31813..31817,31900,31904,31948..31952, 32035,32039,32083..32087,32170,32174,32218..32222,32305,32309, 32353..32357,32440,32444,32488..32492 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 3270..3271,3306..3307,3342..3343,3378..3379,3414..3415, 3450..3451,3486..3487,3522..3523,3558..3559,3594..3595, 3630..3631,3666..3667,3826..3827,3862..3863,3898..3899, 3934..3935,3970..3971,4006..4007,4042..4043,4078..4079, 4114..4115,4150..4151,4186..4187,4222..4223,4258..4259, 4294..4295,4330..4331,4366..4367,4402..4403,4438..4439, 4474..4475,4510..4511,4546..4547,4582..4583,4618..4619, 4654..4655,4690..4691,4726..4727,4762..4763,4798..4799, 4834..4835,4870..4871,4906..4907,4942..4943,4978..4979, 5014..5015,5050..5051,5086..5087,5122..5123,5158..5159, 5194..5195,5230..5231,5266..5267,5302..5303,5338..5339, 5374..5375,5410..5411,5446..5447,5482..5483,5518..5519, 5554..5555,5590..5591,5626..5627,5662..5663,5698..5699, 5734..5735,5770..5771,5806..5807,5842..5843,5878..5879, 5914..5915,5950..5951,5986..5987,6022..6023,6058..6059, 6094..6095,6130..6131,6166..6167,6202..6203,6238..6239, 6274..6275,6310..6311,6346..6347,6382..6383,6418..6419, 6454..6455,6490..6491,6526..6527,6562..6563,6598..6599, 6634..6635,6670..6671,6706..6707,6742..6743,6778..6779, 6814..6815,6850..6851,6886..6887,6922..6923,6958..6959, 6994..6995,7030..7031,7066..7067,7102..7103,7138..7139, 7174..7175,7210..7211,7246..7247,7282..7283,7318..7319, 7354..7355,7390..7391,7426..7427,7462..7463,7498..7499, 7534..7535,7570..7571,7606..7607,7642..7643,7678..7679, 7714..7715,7750..7751,7786..7787,7822..7823,7858..7859, 7894..7895,7930..7931,7966..7967,8002..8003,8038..8039, 8074..8075,8110..8111,8146..8147,8182..8183,8218..8219, 8254..8255,8290..8291,8326..8327,8362..8363,8398..8399, 8434..8435,8470..8471,8506..8507,8542..8543 Group name: taenia omentalis !#nodeset nodes Node group: 6510,6541..6542,6570..6571,6604..6605,6633..6634,6667..6668, 6696..6697,6730..6731,6759..6760,6793..6794,6822..6823, 6856..6857,6885..6886,6919..6920,6948..6949,6982..6983, 7011..7012,7045..7046,7074..7075,7108..7109,7137..7138, 7171..7172,7200..7201,7234..7235,7263..7264,7620..7621, 7649..7650,7683..7684,7712..7713,7746..7747,7775..7776, 7809..7810,7838..7839,7872..7873,7901..7902,7935..7936, 7964..7965,7998..7999,8027..8028,8061..8062,8090..8091, 8124..8125,8153..8154,8187..8188,8216..8217,8250..8251, 8279..8280,8313..8314,8342..8343,8376..8377,8405..8406, 8439..8440,8468..8469,8502..8503,8531..8532,8565..8566, 8594..8595,8628..8629,8657..8658,8691..8692,8720..8721, 8754..8755,8783..8784,8817..8818,8846..8847,8880..8881, 8909..8910,8943..8944,8972..8973,9006..9007,9035..9036, 9069..9070,9098..9099,9132..9133,9161..9162,9195..9196, 9224..9225,9258..9259,9287..9288,9321..9322,9350..9351, 9384..9385,9413..9414,9447..9448,9476..9477,9510..9511, 9539..9540,9573..9574,9602..9603,9636..9637,9665..9666, 9699..9700,9728..9729,9762..9763,9791..9792,9825..9826, 9854..9855,9888..9889,9917..9918,9951..9952,9980..9981, 10014..10015,10043..10044,10077..10078,10106..10107,10140..10141, 10169..10170,10203..10204,10232..10233,10266..10267,10295..10296, 10329..10330,10358..10359,10392..10393,10421..10422,10455..10456, 10484..10485,10518..10519,10547..10548,10581..10582,10610..10611, 10644..10645,10673..10674,10707..10708,10736..10737,10770..10771, 10799..10800,10833..10834,10862..10863,10896..10897,10925..10926, 10959..10960,10988..10989,11022..11023,11051..11052,11085..11086, 11114..11115,11148..11149,11177..11178,11211..11212,11240..11241, 11274..11275,11303..11304,11337..11338,11366..11367,11400..11401, 11429..11430,11463..11464,11492..11493,11526..11527,11555..11556, 11589..11590,11618..11619,11652..11653,11681..11682,11715..11716, 11744..11745,11778..11779,11807..11808,11841..11842,11870..11871, 11904..11905,11933..11934,11967..11968,11996..11997,12030..12031, 12059..12060,12093..12094,12122..12123,12156..12157,12185..12186, 12219..12220,12248..12249,12282..12283,12311..12312,12345..12346, 12374..12375,12408..12409,12437..12438,12471..12472,12500..12501, 12534..12535,12563..12564,12597..12598,12626..12627,12660..12661, 12689..12690,12723..12724,12752..12753,12786..12787,12815..12816, 12849..12850,12878..12879,12912..12913,12941..12942,12975..12976, 13004..13005,13038..13039,13067..13068,13101..13102,13130..13131, 13164..13165,13193..13194,13227..13228,13256..13257,13290..13291, 13319..13320,13353..13354,13382..13383,13416..13417,13445..13446, 13479..13480,13508..13509,13542..13543,13571..13572,13605..13606, 13634..13635,13668..13669,13697..13698,13731..13732,13760..13761, 13794..13795,13823..13824,13857..13858,13886..13887,13920..13921, 13949..13950,13983..13984,14012..14013,14046..14047,14075..14076, 14109..14110,14138..14139,14172..14173,14201..14202,14235..14236, 14264..14265,14298..14299,14327..14328,14361..14362,14390..14391, 14424..14425,14453..14454,14487..14488,14516..14517,14550..14551, 14579..14580,14613..14614,14642..14643,14676..14677,14705..14706, 14739..14740,14768..14769,14802..14803,14831..14832,14865..14866, 14894..14895,14928..14929,14957..14958,14991..14992,15020..15021, 15054..15055,15083..15084,15117..15118,15146..15147,15180..15181, 15209..15210,15243..15244,15272..15273,15306..15307,15335..15336, 15369..15370,15398..15399,15432..15433,15461..15462,15495..15496, 15524..15525,15558..15559,15587..15588,15621..15622,15650..15651, 15684..15685,15713..15714,15747..15748,15776..15777,15810..15811, 15839..15840,15873..15874,15902..15903 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 16196,16199,16201,16302,16306..16309,16318,16321,16324,16326, 16427,16431..16434,16443,16446,16449,16451,16552,16556..16559, 16568,16571,16574,16576,16677,16681..16684,16693,16696,16699, 16701,16802,16806..16809,16818,16821,16824,16826,16927,16931..16934, 16943,16946,16949,16951,17052,17056..17059,17068,17071,17074, 17076,17177,17181..17184,17193,17196,17199,17201,17302,17306..17309, 17318,17321,17324,17326,17427,17431..17434,17443,17446,17449, 17451,17552,17556..17559,17568,17571,17574,17576,17677,17681..17684, 17693,18261,18264,18266,18404,18408..18411,18420,18423,18426, 18428,18566,18570..18573,18582,18585,18588,18590,18728,18732..18735, 18744,18747,18750,18752,18890,18894..18897,18906,18909,18912, 18914,19052,19056..19059,19068,19071,19074,19076,19214,19218..19221, 19230,19233,19236,19238,19376,19380..19383,19392,19395,19398, 19400,19538,19542..19545,19554,19557,19560,19562,19700,19704..19707, 19716,19719,19722,19724,19862,19866..19869,19878,19881,19884, 19886,20024,20028..20031,20040,20043,20046,20048,20186,20190..20193, 20202,20205,20208,20210,20348,20352..20355,20364,20367,20370, 20372,20510,20514..20517,20526,20529,20532,20534,20672,20676..20679, 20688,20691,20694,20696,20834,20838..20841,20850,20853,20856, 20858,20996,21000..21003,21012,21015,21018,21020,21158,21162..21165, 21174,21177,21180,21182,21320,21324..21327,21336,21339,21342, 21344,21482,21486..21489,21498,21501,21504,21506,21644,21648..21651, 21660,21663,21666,21668,21806,21810..21813,21822,21825,21828, 21830,21968,21972..21975,21984,21987,21990,21992,22130,22134..22137, 22146,22149,22152,22154,22292,22296..22299,22308,22311,22314, 22316,22454,22458..22461,22470,22473,22476,22478,22616,22620..22623, 22632,22635,22638,22640,22778,22782..22785,22794,22797,22800, 22802,22940,22944..22947,22956,22959,22962,22964,23102,23106..23109, 23118,23121,23124,23126,23264,23268..23271,23280,23283,23286, 23288,23426,23430..23433,23442,23445,23448,23450,23588,23592..23595, 23604,23607,23610,23612,23750,23754..23757,23766,23769,23772, 23774,23912,23916..23919,23928,23931,23934,23936,24074,24078..24081, 24090,24093,24096,24098,24236,24240..24243,24252,24255,24258, 24260,24398,24402..24405,24414,24417,24420,24422,24560,24564..24567, 24576,24579,24582,24584,24722,24726..24729,24738,24741,24744, 24746,24884,24888..24891,24900,24903,24906,24908,25046,25050..25053, 25062,25065,25068,25070,25208,25212..25215,25224,25227,25230, 25232,25370,25374..25377,25386,25389,25392,25394,25532,25536..25539, 25548,25551,25554,25556,25694,25698..25701,25710,25713,25716, 25718,25856,25860..25863,25872,25875,25878,25880,26018,26022..26025, 26034,26037,26040,26042,26180,26184..26187,26196,26199,26202, 26204,26342,26346..26349,26358,26361,26364,26366,26504,26508..26511, 26520,26523,26526,26528,26666,26670..26673,26682,26685,26688, 26690,26828,26832..26835,26844,26847,26850,26852,26990,26994..26997, 27006,27009,27012,27014,27152,27156..27159,27168,27171,27174, 27176,27314,27318..27321,27330,27333,27336,27338,27476,27480..27483, 27492,27495,27498,27500,27638,27642..27645,27654,27657,27660, 27662,27800,27804..27807,27816,27819,27822,27824,27962,27966..27969, 27978,27981,27984,27986,28124,28128..28131,28140,28143,28146, 28148,28286,28290..28293,28302,28305,28308,28310,28448,28452..28455, 28464,28467,28470,28472,28610,28614..28617,28626,28629,28632, 28634,28772,28776..28779,28788,28791,28794,28796,28934,28938..28941, 28950,28953,28956,28958,29096,29100..29103,29112,29115,29118, 29120,29258,29262..29265,29274,29277,29280,29282,29420,29424..29427, 29436,29439,29442,29444,29582,29586..29589,29598,29601,29604, 29606,29744,29748..29751,29760,29763,29766,29768,29906,29910..29913, 29922,29925,29928,29930,30068,30072..30075,30084,30087,30090, 30092,30230,30234..30237,30246,30249,30252,30254,30392,30396..30399, 30408,30411,30414,30416,30554,30558..30561,30570,30573,30576, 30578,30716,30720..30723,30732,30735,30738,30740,30878,30882..30885, 30894,30897,30900,30902,31040,31044..31047,31056,31059,31062, 31064,31202,31206..31209,31218,31221,31224,31226,31364,31368..31371, 31380,31383,31386,31388,31526,31530..31533,31542,31545,31548, 31550,31688,31692..31695,31704,31707,31710,31712,31850,31854..31857, 31866,31869,31872,31874,32012,32016..32019,32028,32031,32034, 32036,32174,32178..32181,32190,32193,32196,32198,32336,32340..32343, 32352,32355,32358,32360,32498,32502..32505,32514,32517,32520, 32522,32660,32664..32667,32676,32679,32682,32684,32822,32826..32829, 32838,32841,32844,32846,32984,32988..32991,33000,33003,33006, 33008,33146,33150..33153,33162,33165,33168,33170,33308,33312..33315, 33324,33327,33330,33332,33470,33474..33477,33486,33489,33492, 33494,33632,33636..33639,33648,33651,33654,33656,33794,33798..33801, 33810,33813,33816,33818,33956,33960..33963,33972,33975,33978, 33980,34118,34122..34125,34134,34137,34140,34142,34280,34284..34287, 34296,34299,34302,34304,34442,34446..34449,34458,34461,34464, 34466,34604,34608..34611,34620,34623,34626,34628,34766,34770..34773, 34782,34785,34788,34790,34928,34932..34935,34944,34947,34950, 34952,35090,35094..35097,35106,35109,35112,35114,35252,35256..35259, 35268,35271,35274,35276,35414,35418..35421,35430,35433,35436, 35438,35576,35580..35583,35592,35595,35598,35600,35738,35742..35745, 35754,35757,35760,35762,35900,35904..35907,35916,35919,35922, 35924,36062,36066..36069,36078,36081,36084,36086,36224,36228..36231, 36240,36243,36246,36248,36386,36390..36393,36402,36405,36408, 36410,36548,36552..36555,36564,36567,36570,36572,36710,36714..36717, 36726,36729,36732,36734,36872,36876..36879,36888,36891,36894, 36896,37034,37038..37041,37050,37053,37056,37058,37196,37200..37203, 37212,37215,37218,37220,37358,37362..37365,37374,37377,37380, 37382,37520,37524..37527,37536,37539,37542,37544,37682,37686..37689, 37698,37701,37704,37706,37844,37848..37851,37860,37863,37866, 37868,38006,38010..38013,38022,38025,38028,38030,38168,38172..38175, 38184,38187,38190,38192,38330,38334..38337,38346,38349,38352, 38354,38492,38496..38499,38508,38511,38514,38516,38654,38658..38661, 38670,38673,38676,38678,38816,38820..38823,38832,38835,38838, 38840,38978,38982..38985,38994,38997,39000,39002,39140,39144..39147, 39156,39159,39162,39164,39302,39306..39309,39318,39321,39324, 39326,39464,39468..39471,39480,39483,39486,39488,39626,39630..39633, 39642 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 12953,13037..13040,13051..13052,13057,13141..13144,13155..13156, 13161,13245..13248,13259..13260,13265,13349..13352,13363..13364, 13369,13453..13456,13467..13468,13473,13557..13560,13571..13572, 13577,13661..13664,13675..13676,13681,13765..13768,13779..13780, 13785,13869..13872,13883..13884,13889,13973..13976,13987..13988, 13993,14077..14080,14091..14092,14097,14181..14184,14195..14196, 14679,14794..14797,14808..14809,14814,14929..14932,14943..14944, 14949,15064..15067,15078..15079,15084,15199..15202,15213..15214, 15219,15334..15337,15348..15349,15354,15469..15472,15483..15484, 15489,15604..15607,15618..15619,15624,15739..15742,15753..15754, 15759,15874..15877,15888..15889,15894,16009..16012,16023..16024, 16029,16144..16147,16158..16159,16164,16279..16282,16293..16294, 16299,16414..16417,16428..16429,16434,16549..16552,16563..16564, 16569,16684..16687,16698..16699,16704,16819..16822,16833..16834, 16839,16954..16957,16968..16969,16974,17089..17092,17103..17104, 17109,17224..17227,17238..17239,17244,17359..17362,17373..17374, 17379,17494..17497,17508..17509,17514,17629..17632,17643..17644, 17649,17764..17767,17778..17779,17784,17899..17902,17913..17914, 17919,18034..18037,18048..18049,18054,18169..18172,18183..18184, 18189,18304..18307,18318..18319,18324,18439..18442,18453..18454, 18459,18574..18577,18588..18589,18594,18709..18712,18723..18724, 18729,18844..18847,18858..18859,18864,18979..18982,18993..18994, 18999,19114..19117,19128..19129,19134,19249..19252,19263..19264, 19269,19384..19387,19398..19399,19404,19519..19522,19533..19534, 19539,19654..19657,19668..19669,19674,19789..19792,19803..19804, 19809,19924..19927,19938..19939,19944,20059..20062,20073..20074, 20079,20194..20197,20208..20209,20214,20329..20332,20343..20344, 20349,20464..20467,20478..20479,20484,20599..20602,20613..20614, 20619,20734..20737,20748..20749,20754,20869..20872,20883..20884, 20889,21004..21007,21018..21019,21024,21139..21142,21153..21154, 21159,21274..21277,21288..21289,21294,21409..21412,21423..21424, 21429,21544..21547,21558..21559,21564,21679..21682,21693..21694, 21699,21814..21817,21828..21829,21834,21949..21952,21963..21964, 21969,22084..22087,22098..22099,22104,22219..22222,22233..22234, 22239,22354..22357,22368..22369,22374,22489..22492,22503..22504, 22509,22624..22627,22638..22639,22644,22759..22762,22773..22774, 22779,22894..22897,22908..22909,22914,23029..23032,23043..23044, 23049,23164..23167,23178..23179,23184,23299..23302,23313..23314, 23319,23434..23437,23448..23449,23454,23569..23572,23583..23584, 23589,23704..23707,23718..23719,23724,23839..23842,23853..23854, 23859,23974..23977,23988..23989,23994,24109..24112,24123..24124, 24129,24244..24247,24258..24259,24264,24379..24382,24393..24394, 24399,24514..24517,24528..24529,24534,24649..24652,24663..24664, 24669,24784..24787,24798..24799,24804,24919..24922,24933..24934, 24939,25054..25057,25068..25069,25074,25189..25192,25203..25204, 25209,25324..25327,25338..25339,25344,25459..25462,25473..25474, 25479,25594..25597,25608..25609,25614,25729..25732,25743..25744, 25749,25864..25867,25878..25879,25884,25999..26002,26013..26014, 26019,26134..26137,26148..26149,26154,26269..26272,26283..26284, 26289,26404..26407,26418..26419,26424,26539..26542,26553..26554, 26559,26674..26677,26688..26689,26694,26809..26812,26823..26824, 26829,26944..26947,26958..26959,26964,27079..27082,27093..27094, 27099,27214..27217,27228..27229,27234,27349..27352,27363..27364, 27369,27484..27487,27498..27499,27504,27619..27622,27633..27634, 27639,27754..27757,27768..27769,27774,27889..27892,27903..27904, 27909,28024..28027,28038..28039,28044,28159..28162,28173..28174, 28179,28294..28297,28308..28309,28314,28429..28432,28443..28444, 28449,28564..28567,28578..28579,28584,28699..28702,28713..28714, 28719,28834..28837,28848..28849,28854,28969..28972,28983..28984, 28989,29104..29107,29118..29119,29124,29239..29242,29253..29254, 29259,29374..29377,29388..29389,29394,29509..29512,29523..29524, 29529,29644..29647,29658..29659,29664,29779..29782,29793..29794, 29799,29914..29917,29928..29929,29934,30049..30052,30063..30064, 30069,30184..30187,30198..30199,30204,30319..30322,30333..30334, 30339,30454..30457,30468..30469,30474,30589..30592,30603..30604, 30609,30724..30727,30738..30739,30744,30859..30862,30873..30874, 30879,30994..30997,31008..31009,31014,31129..31132,31143..31144, 31149,31264..31267,31278..31279,31284,31399..31402,31413..31414, 31419,31534..31537,31548..31549,31554,31669..31672,31683..31684, 31689,31804..31807,31818..31819,31824,31939..31942,31953..31954, 31959,32074..32077,32088..32089,32094,32209..32212,32223..32224, 32229,32344..32347,32358..32359,32364,32479..32482,32493..32494 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 3267,3272,3303,3308,3339,3344,3375,3380,3411,3416, 3447,3452,3483,3488,3519,3524,3555,3560,3591,3596, 3627,3632,3663,3668,3823,3828,3859,3864,3895,3900, 3931,3936,3967,3972,4003,4008,4039,4044,4075,4080, 4111,4116,4147,4152,4183,4188,4219,4224,4255,4260, 4291,4296,4327,4332,4363,4368,4399,4404,4435,4440, 4471,4476,4507,4512,4543,4548,4579,4584,4615,4620, 4651,4656,4687,4692,4723,4728,4759,4764,4795,4800, 4831,4836,4867,4872,4903,4908,4939,4944,4975,4980, 5011,5016,5047,5052,5083,5088,5119,5124,5155,5160, 5191,5196,5227,5232,5263,5268,5299,5304,5335,5340, 5371,5376,5407,5412,5443,5448,5479,5484,5515,5520, 5551,5556,5587,5592,5623,5628,5659,5664,5695,5700, 5731,5736,5767,5772,5803,5808,5839,5844,5875,5880, 5911,5916,5947,5952,5983,5988,6019,6024,6055,6060, 6091,6096,6127,6132,6163,6168,6199,6204,6235,6240, 6271,6276,6307,6312,6343,6348,6379,6384,6415,6420, 6451,6456,6487,6492,6523,6528,6559,6564,6595,6600, 6631,6636,6667,6672,6703,6708,6739,6744,6775,6780, 6811,6816,6847,6852,6883,6888,6919,6924,6955,6960, 6991,6996,7027,7032,7063,7068,7099,7104,7135,7140, 7171,7176,7207,7212,7243,7248,7279,7284,7315,7320, 7351,7356,7387,7392,7423,7428,7459,7464,7495,7500, 7531,7536,7567,7572,7603,7608,7639,7644,7675,7680, 7711,7716,7747,7752,7783,7788,7819,7824,7855,7860, 7891,7896,7927,7932,7963,7968,7999,8004,8035,8040, 8071,8076,8107,8112,8143,8148,8179,8184,8215,8220, 8251,8256,8287,8292,8323,8328,8359,8364,8395,8400, 8431,8436,8467,8472,8503,8508,8539,8544 Group name: thoracic part of esophagus !#nodeset nodes Node group: 81..288 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 185,188,191..193,196..198,201..203,206..208, 211..213,216..218,221..704 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 139,143,147,151,155,159,163,166,169..552 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 41..136 Group name: transverse colon !#nodeset nodes Node group: 9480..12062 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 23119,23122,23125..23127,23130..23132,23135..23137,23140..23142, 23145..23147,23150..23152,23155..23157,23160..23162,23165..23167, 23170..23172,23175..23177,23180..23182,23185..23187,23190..23192, 23195..23197,23200..23202,23205..23207,23210..23212,23215..23217, 23220..23222,23225..23227,23230..23232,23235..23237,23240..23242, 23245..23247,23250..23252,23255..23257,23260..23262,23265..23269, 23271..23272,23274..23276,23278..29760 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 18727,18731,18735,18739,18743,18747,18751,18755,18759,18763, 18767,18771,18775,18779,18783,18787,18791,18795,18799,18803, 18807,18811,18815,18819,18823,18827,18831,18835,18839,18842, 18846,18849,18851,18854,18856,18858,18860..24259 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 4909..6348 Group name: ventral stomach !#nodeset nodes Node group: 1..5,9..13,17..21,25..29,33..37, 41..45,49..53,57..61,341..345,349..353, 389..397,403..409,415..421,427..433,439..445, 451..457,463..468,474..479,485..491,497..503, 509..515,521..527,533..539,545..551,557..563, 569..575,581..587,593..599,605..611,617..623, 629..635,641..647,653..659,665..671,677..683, 689..695,701..707,713..719 !#mesh mesh1d, dimension=1, nodeset=nodes Element group: 1..36,65..87,105..127,905,908,911..913, 916..918,921..923,926..927,945..978,1006..1038, 1066..1098,1126..1153,1179..1206,1232..1267,1297..1329, 1357..1389,1417..1449,1477..1509,1537..1569,1597..1629, 1657..1689,1717..1749,1777..1786 !#mesh mesh2d, dimension=2, face mesh=mesh1d, nodeset=nodes Element group: 1..21,41..57,73..89,715,719,723,727, 745..769,793..817,841..865,889..909,930..950, 971..996,1021..1045,1069..1093,1117..1141,1165..1189, 1213..1237,1261..1285,1309..1333,1357..1381,1405..1417 !#mesh mesh3d, dimension=3, face mesh=mesh2d, nodeset=nodes Element group: 1..4,9..12,17..20,185..190,197..202, 209..214,221..225,231..235,241..246,253..258, 265..270,277..282,289..294,301..306,313..318, 325..330,337..342,349..352