/* DATA DESCRIPTION: Citation: Schweingruber, Fritz Hans (2007): Tree-ring chronology of Larix sibirica (Siberian larch) compiled from tree samples NADILASI. Swiss Federal Institute for Forest, Snow and Landscape Research, PANGAEA, https://doi.org/10.1594/PANGAEA.601157 Project(s): Northern Hemispheric Dendroclimatological Network (NHD/WSL) (URI: http://www.wsl.ch/dendro/) Coverage: LATITUDE: 66.130000 * LONGITUDE: 71.400000 MINIMUM ELEVATION: 80.0 m * MAXIMUM ELEVATION: 80.0 m Event(s): NADILASI * LATITUDE: 66.130000 * LONGITUDE: 71.400000 * ELEVATION: 80.0 m * LOCATION: Nadim river, Russia * CAMPAIGN: WDD (URI: http://www.wsl.ch/dendro/dendrodb.html) * METHOD/DEVICE: Tree ring sampling (TREE) * COMMENT: Exposition W; Slope 3 deg; Geology: Moräne-Silikat; Tree line -70 m; av. Tree height 10 m; Tree cover 40%; Shrub cover 10%; Herb cover 5%; Moss cover 100%; Vegatation type: Fi-Lä-Wald mit Torfmoos; Film number: 968A Comment: Species LASI; No of trees 17; No samples 34; No of years 251; Begin 1740; End 1990; Creation date 1995-02-01 Parameter(s): AGE [ka BP] (Age) * GEOCODE Age [a AD/CE] (Age) * PI: Schweingruber, Fritz Hans (fritz.schweingruber@wsl.ch) Density, minimum, weight [#] (n) * PI: Schweingruber, Fritz Hans (fritz.schweingruber@wsl.ch) Density, minimum [1/100 g/cm**3] (N) * PI: Schweingruber, Fritz Hans (fritz.schweingruber@wsl.ch) * METHOD/DEVICE: Calculated Density, maximum, weight [#] (x) * PI: Schweingruber, Fritz Hans (fritz.schweingruber@wsl.ch) Density, maximum [1/100 g/cm**3] (X) * PI: Schweingruber, Fritz Hans (fritz.schweingruber@wsl.ch) * METHOD/DEVICE: Calculated Earlywood width, weight [#] (e) * PI: Schweingruber, Fritz Hans (fritz.schweingruber@wsl.ch) Earlywood width [1/100 mm] (E) * PI: Schweingruber, Fritz Hans (fritz.schweingruber@wsl.ch) * METHOD/DEVICE: Calculated Latewood width, weight [#] (l) * PI: Schweingruber, Fritz Hans (fritz.schweingruber@wsl.ch) Latewood width [1/100 mm] (L) * PI: Schweingruber, Fritz Hans (fritz.schweingruber@wsl.ch) * METHOD/DEVICE: Calculated Ring width, weight [#] (r) * PI: Schweingruber, Fritz Hans (fritz.schweingruber@wsl.ch) Ring width [1/100 mm] (R) * PI: Schweingruber, Fritz Hans (fritz.schweingruber@wsl.ch) * METHOD/DEVICE: Calculated Earlywood density, weight [#] (i) * PI: Schweingruber, Fritz Hans (fritz.schweingruber@wsl.ch) Earlywood density [1/1000 g/cm**3] (I) * PI: Schweingruber, Fritz Hans (fritz.schweingruber@wsl.ch) * METHOD/DEVICE: Calculated Latewood density, weight [#] (t) * PI: Schweingruber, Fritz Hans (fritz.schweingruber@wsl.ch) Latewood density [1/1000 g/cm**3] (T) * PI: Schweingruber, Fritz Hans (fritz.schweingruber@wsl.ch) * METHOD/DEVICE: Calculated License: Creative Commons Attribution 3.0 Unported (CC-BY-3.0) (URI: https://creativecommons.org/licenses/by/3.0/) Size: 3765 data points */ Age [ka BP] Age [a AD/CE] n [#] N [1/100 g/cm**3] x [#] X [1/100 g/cm**3] e [#] E [1/100 mm] l [#] L [1/100 mm] r [#] R [1/100 mm] i [#] I [1/1000 g/cm**3] t [#] T [1/1000 g/cm**3] -0.040 1990 23 28 23 79 23 12 23 6 23 18 23 354 23 686 -0.039 1989 23 27 23 86 23 15 23 8 23 23 23 350 23 752 -0.038 1988 23 28 23 79 23 10 23 6 23 16 23 357 23 696 -0.037 1987 24 28 24 76 24 10 24 6 24 16 24 348 24 657 -0.036 1986 24 26 24 80 24 13 24 8 24 21 24 335 24 694 -0.035 1985 25 26 25 77 25 13 25 6 25 20 25 337 25 662 -0.034 1984 27 26 27 79 27 19 27 7 27 26 27 330 27 694 -0.033 1983 28 26 28 80 28 18 28 7 28 25 28 329 28 692 -0.032 1982 29 27 29 80 29 12 29 7 29 19 29 347 29 695 -0.031 1981 29 25 29 76 29 13 29 6 29 19 29 324 29 660 -0.030 1980 29 26 29 63 29 9 29 5 29 15 29 317 29 544 -0.029 1979 31 27 31 82 31 14 31 8 31 21 31 342 31 724 -0.028 1978 31 27 31 71 31 15 31 7 31 22 31 329 31 620 -0.027 1977 31 28 31 81 31 12 31 7 31 19 31 358 31 708 -0.026 1976 31 30 31 79 31 11 31 6 31 17 31 372 31 691 -0.025 1975 31 29 31 77 31 10 31 6 31 16 31 363 31 668 -0.024 1974 31 29 31 83 31 14 31 7 31 21 31 369 31 736 -0.023 1973 31 28 31 78 31 13 31 7 31 20 31 349 31 685 -0.022 1972 32 29 32 76 32 13 32 7 32 20 32 358 32 668 -0.021 1971 32 30 32 78 32 12 32 7 32 19 32 372 32 685 -0.020 1970 32 30 32 71 32 12 32 8 32 19 32 365 32 627 -0.019 1969 32 28 32 82 32 20 32 12 32 32 32 356 32 715 -0.018 1968 32 30 32 79 32 14 32 8 32 22 32 374 32 695 -0.017 1967 32 29 32 92 32 21 32 13 32 34 32 370 32 812 -0.016 1966 32 29 32 86 32 20 32 11 32 31 32 375 32 755 -0.015 1965 32 28 32 94 32 27 32 12 32 40 32 354 32 823 -0.014 1964 32 29 32 90 32 23 32 11 32 35 32 371 32 795 -0.013 1963 32 28 32 90 32 25 32 10 32 35 32 359 32 791 -0.012 1962 32 32 32 85 32 13 32 9 32 21 32 402 32 753 -0.011 1961 32 30 32 89 32 22 32 11 32 33 32 375 32 784 -0.010 1960 32 28 32 83 32 25 32 10 32 36 32 355 32 722 -0.009 1959 32 30 32 93 32 26 32 16 32 42 32 381 32 832 -0.008 1958 32 28 32 87 32 25 32 12 32 37 32 360 32 764 -0.007 1957 32 29 32 92 32 24 32 10 32 34 32 368 32 810 -0.006 1956 32 30 32 94 32 29 32 19 32 48 32 379 32 835 -0.005 1955 31 30 31 94 31 28 31 16 31 44 31 380 31 827 -0.004 1954 31 29 31 94 31 28 31 13 31 41 31 372 31 833 -0.003 1953 31 28 31 92 31 19 31 12 31 31 31 370 31 817 -0.002 1952 31 28 31 90 31 23 31 9 31 32 31 362 31 800 -0.001 1951 31 30 31 88 31 14 31 8 31 22 31 383 31 780 0.000 1950 31 28 31 87 31 18 31 7 31 25 31 356 31 766 0.001 1949 31 30 31 80 31 13 31 7 31 20 31 370 31 700 0.002 1948 31 27 31 91 31 31 31 11 31 42 31 342 31 801 0.003 1947 31 30 31 81 31 16 31 7 31 22 31 371 31 714 0.004 1946 32 28 32 88 32 28 32 10 32 38 32 358 32 767 0.005 1945 32 28 32 94 32 34 32 13 32 47 32 362 32 825 0.006 1944 32 29 32 90 32 25 32 12 32 37 32 371 32 803 0.007 1943 32 30 32 94 32 20 32 11 32 31 32 383 32 830 0.008 1942 32 28 32 93 32 26 32 10 32 36 32 355 32 814 0.009 1941 32 29 32 79 32 19 32 7 32 26 32 354 32 683 0.010 1940 32 30 32 94 32 25 32 13 32 39 32 381 32 838 0.011 1939 32 30 32 95 32 32 32 17 32 49 32 386 32 854 0.012 1938 32 32 32 94 32 25 32 15 32 40 32 400 32 853 0.013 1937 33 29 33 90 33 27 33 12 33 40 33 373 33 801 0.014 1936 33 29 33 86 33 21 33 11 33 32 33 363 33 759 0.015 1935 34 29 34 89 34 20 34 12 34 31 34 367 34 787 0.016 1934 34 28 34 80 34 24 34 9 34 32 34 346 34 699 0.017 1933 34 31 34 87 34 28 34 14 34 42 34 382 34 777 0.018 1932 34 29 34 91 34 26 34 10 34 36 34 369 34 803 0.019 1931 34 30 34 94 34 34 34 13 34 47 34 380 34 838 0.020 1930 34 28 34 92 34 38 34 17 34 55 34 363 34 818 0.021 1929 34 30 34 89 34 42 34 17 34 59 34 373 34 789 0.022 1928 34 29 34 94 34 55 34 20 34 75 34 367 34 839 0.023 1927 34 31 34 92 34 49 34 20 34 69 34 389 34 823 0.024 1926 34 29 34 88 34 59 34 30 34 89 34 355 34 786 0.025 1925 34 28 34 78 34 56 34 15 34 72 34 350 34 685 0.026 1924 34 29 34 87 34 57 34 25 34 83 34 371 34 776 0.027 1923 34 30 34 94 34 62 34 35 34 98 34 377 34 854 0.028 1922 34 28 34 97 34 55 34 19 34 74 34 354 34 860 0.029 1921 34 30 34 93 34 43 34 19 34 62 34 368 34 832 0.030 1920 34 29 34 95 34 42 34 17 34 59 34 370 34 847 0.031 1919 34 30 34 91 34 31 34 12 34 43 34 378 34 800 0.032 1918 34 29 34 86 34 51 34 20 34 71 34 358 34 771 0.033 1917 34 29 34 81 34 44 34 21 34 64 34 367 34 723 0.034 1916 34 29 34 82 34 28 34 13 34 41 34 362 34 723 0.035 1915 34 27 34 97 34 53 34 18 34 70 34 341 34 864 0.036 1914 34 29 34 89 34 31 34 12 34 43 34 367 34 781 0.037 1913 34 29 34 94 34 38 34 17 34 55 34 365 34 838 0.038 1912 34 28 34 72 34 32 34 12 34 44 34 344 34 629 0.039 1911 34 29 34 95 34 46 34 19 34 65 34 364 34 847 0.040 1910 34 30 34 93 34 30 34 19 34 49 34 379 34 841 0.041 1909 34 29 34 93 34 45 34 21 34 67 34 370 34 835 0.042 1908 34 29 34 90 34 38 34 12 34 50 34 359 34 796 0.043 1907 34 29 34 91 34 35 34 17 34 51 34 372 34 809 0.044 1906 34 29 34 93 34 51 34 19 34 69 34 369 34 827 0.045 1905 34 30 34 83 34 42 34 18 34 60 34 371 34 752 0.046 1904 34 29 34 93 34 46 34 18 34 64 34 369 34 829 0.047 1903 34 31 34 89 34 29 34 21 34 50 34 393 34 806 0.048 1902 33 29 33 86 33 47 33 23 33 70 33 367 33 772 0.049 1901 33 29 33 87 33 43 33 17 33 60 33 361 33 773 0.050 1900 33 28 33 96 33 48 33 25 33 73 33 360 33 858 0.051 1899 33 30 33 87 33 26 33 15 33 41 33 373 33 765 0.052 1898 33 30 33 92 33 68 33 31 33 99 33 374 33 834 0.053 1897 33 30 33 92 33 54 33 29 33 83 33 380 33 832 0.054 1896 33 30 33 93 33 42 33 21 33 63 33 378 33 828 0.055 1895 33 29 33 79 33 32 33 17 33 49 33 364 33 703 0.056 1894 33 29 33 91 33 32 33 16 33 48 33 373 33 804 0.057 1893 33 31 33 89 33 23 33 15 33 39 33 387 33 793 0.058 1892 33 29 33 91 33 27 33 19 33 47 33 369 33 808 0.059 1891 33 30 33 74 33 26 33 13 33 38 33 367 33 656 0.060 1890 33 29 33 85 33 30 33 20 33 49 33 366 33 754 0.061 1889 33 30 33 83 33 17 33 11 33 28 33 379 33 737 0.062 1888 32 32 32 80 32 12 32 8 32 20 32 387 32 721 0.063 1887 32 34 32 76 32 9 32 6 32 15 32 400 32 681 0.064 1886 32 30 32 76 32 20 32 8 32 28 32 369 32 677 0.065 1885 31 32 31 73 31 13 31 8 31 21 31 385 31 652 0.066 1884 31 31 31 67 31 11 31 8 31 20 31 372 31 604 0.067 1883 31 31 31 72 31 14 31 9 31 23 31 369 31 634 0.068 1882 31 33 31 71 31 12 31 7 31 19 31 385 31 639 0.069 1881 31 34 31 87 31 18 31 12 31 29 31 416 31 776 0.070 1880 31 29 31 90 31 38 31 14 31 52 31 359 31 794 0.071 1879 32 29 32 75 32 51 32 21 32 71 32 366 32 665 0.072 1878 32 30 32 93 32 53 32 22 32 75 32 366 32 825 0.073 1877 32 30 32 89 32 51 32 20 32 70 32 372 32 794 0.074 1876 32 32 32 81 32 30 32 14 32 43 32 388 32 725 0.075 1875 32 31 32 94 32 36 32 16 32 52 32 385 32 839 0.076 1874 31 31 31 94 31 41 31 19 31 60 31 391 31 840 0.077 1873 31 30 31 90 31 47 31 18 31 65 31 370 31 803 0.078 1872 31 30 31 76 31 47 31 21 31 68 31 365 31 678 0.079 1871 31 31 31 88 31 56 31 26 31 82 31 388 31 792 0.080 1870 31 31 31 89 31 72 31 33 31 105 31 382 31 793 0.081 1869 31 31 31 92 31 38 31 27 31 65 31 402 31 824 0.082 1868 31 30 31 91 31 40 31 16 31 56 31 382 31 798 0.083 1867 30 32 30 80 30 19 30 11 30 31 30 381 30 714 0.084 1866 30 30 30 75 30 27 30 13 30 40 30 372 30 665 0.085 1865 30 31 30 84 30 20 30 10 30 29 30 386 30 739 0.086 1864 30 35 30 78 30 11 30 9 30 20 30 426 30 716 0.087 1863 30 32 30 84 30 18 30 9 30 27 30 388 30 746 0.088 1862 30 31 30 68 30 23 30 9 30 32 30 368 30 597 0.089 1861 31 30 31 84 31 31 31 13 31 44 31 369 31 742 0.090 1860 31 32 31 74 31 29 31 11 31 40 31 383 31 650 0.091 1859 31 33 31 90 31 35 31 15 31 51 31 399 31 806 0.092 1858 31 32 31 82 31 36 31 16 31 52 31 401 31 731 0.093 1857 31 32 31 80 31 47 31 17 31 64 31 378 31 715 0.094 1856 31 31 31 84 31 55 31 18 31 73 31 372 31 748 0.095 1855 30 33 30 82 30 37 30 15 30 53 30 395 30 724 0.096 1854 29 31 29 85 29 60 29 23 29 84 29 363 29 764 0.097 1853 28 31 28 91 28 62 28 22 28 84 28 388 28 819 0.098 1852 27 31 27 78 27 52 27 20 27 73 27 365 27 693 0.099 1851 27 31 27 90 27 78 27 23 27 101 27 391 27 801 0.100 1850 26 32 26 86 26 73 26 20 26 94 26 389 26 762 0.101 1849 26 32 26 88 26 78 26 27 26 105 26 389 26 783 0.102 1848 24 29 24 88 24 74 24 22 24 97 24 363 24 791 0.103 1847 22 31 22 86 22 62 22 21 22 83 22 391 22 762 0.104 1846 21 30 21 82 21 51 21 20 21 71 21 373 21 739 0.105 1845 20 31 20 86 20 75 20 24 20 99 20 384 20 764 0.106 1844 19 31 19 85 19 66 19 22 19 88 19 397 19 749 0.107 1843 18 32 18 79 18 42 18 22 18 63 18 395 18 712 0.108 1842 17 32 17 85 17 59 17 18 17 77 17 385 17 754 0.109 1841 16 35 16 85 16 27 16 17 16 44 16 418 16 755 0.110 1840 16 33 16 85 16 54 16 24 16 78 16 398 16 761 0.111 1839 14 31 14 87 14 52 14 21 14 73 14 370 14 773 0.112 1838 14 29 14 82 14 46 14 16 14 62 14 365 14 730 0.113 1837 14 32 14 82 14 47 14 17 14 63 14 385 14 731 0.114 1836 14 35 14 85 14 41 14 22 14 63 14 422 14 770 0.115 1835 14 31 14 83 14 57 14 23 14 80 14 385 14 732 0.116 1834 11 31 11 78 11 64 11 17 11 81 11 372 11 697 0.117 1833 9 31 9 84 9 61 9 28 9 89 9 387 9 751 0.118 1832 9 30 9 84 9 44 9 25 9 69 9 377 9 755 0.119 1831 9 33 9 85 9 46 9 26 9 72 9 395 9 759 0.120 1830 9 33 9 83 9 54 9 29 9 82 9 407 9 752 0.121 1829 9 33 9 84 9 54 9 32 9 85 9 401 9 758 0.122 1828 8 34 8 80 8 24 8 23 8 47 8 408 8 725 0.123 1827 8 32 8 85 8 47 8 21 8 68 8 387 8 766 0.124 1826 8 32 8 79 8 35 8 16 8 50 8 397 8 694 0.125 1825 8 33 8 78 8 25 8 13 8 38 8 403 8 689 0.126 1824 8 33 8 82 8 39 8 25 8 63 8 404 8 734 0.127 1823 7 33 7 81 7 44 7 38 7 83 7 413 7 727 0.128 1822 6 34 6 82 6 30 6 16 6 46 6 411 6 735 0.129 1821 6 36 6 80 6 17 6 15 6 32 6 435 6 720 0.130 1820 6 35 6 83 6 24 6 14 6 37 6 427 6 747 0.131 1819 5 38 5 78 5 17 5 12 5 28 5 453 5 694 0.132 1818 5 42 5 74 5 9 5 12 5 21 5 491 5 684 0.133 1817 5 31 5 82 5 25 5 7 5 32 5 392 5 721 0.134 1816 5 35 5 71 5 11 5 5 5 16 5 402 5 644 0.135 1815 5 34 5 68 5 24 5 6 5 30 5 385 5 618 0.136 1814 5 34 5 78 5 47 5 13 5 60 5 400 5 700 0.137 1813 4 36 4 80 4 41 4 15 4 56 4 421 4 721 0.138 1812 3 35 3 73 3 22 3 9 3 30 3 414 3 663 0.139 1811 3 34 3 73 3 38 3 8 3 45 3 381 3 656 0.140 1810 3 34 3 74 3 48 3 13 3 60 3 425 3 658 0.141 1809 3 31 3 79 3 56 3 19 3 75 3 388 3 710 0.142 1808 3 38 3 81 3 32 3 55 3 87 3 480 3 709 0.143 1807 2 29 2 86 2 67 2 30 2 97 2 367 2 767 0.144 1806 2 30 2 76 2 66 2 43 2 109 2 388 2 654 0.145 1805 2 30 2 81 2 89 2 29 2 118 2 394 2 720 0.146 1804 2 31 2 82 2 46 2 18 2 64 2 401 2 708 0.147 1803 1 29 1 81 1 30 1 13 1 43 1 346 1 707 0.148 1802 1 27 1 80 1 28 1 8 1 36 1 341 1 701 0.149 1801 1 27 1 87 1 28 1 7 1 35 1 341 1 741 0.150 1800 1 28 1 75 1 25 1 11 1 36 1 350 1 681 0.151 1799 1 27 1 81 1 26 1 12 1 38 1 327 1 715 0.152 1798 1 28 1 74 1 28 1 15 1 43 1 334 1 661 0.153 1797 1 28 1 82 1 40 1 19 1 59 1 352 1 737 0.154 1796 1 28 1 84 1 37 1 11 1 48 1 357 1 728 0.155 1795 1 29 1 78 1 14 1 7 1 21 1 357 1 706 0.156 1794 1 31 1 78 1 28 1 12 1 40 1 370 1 720 0.157 1793 1 30 1 84 1 31 1 17 1 48 1 370 1 770 0.158 1792 1 30 1 78 1 27 1 13 1 40 1 385 1 688 0.159 1791 1 31 1 79 1 34 1 19 1 53 1 386 1 691 0.160 1790 1 30 1 73 1 25 1 13 1 38 1 376 1 635 0.161 1789 1 35 1 69 1 16 1 7 1 23 1 413 1 642 0.162 1788 1 37 1 73 1 13 1 9 1 22 1 425 1 663 0.163 1787 1 37 1 61 1 4 1 6 1 10 1 411 1 550 0.164 1786 1 36 1 68 1 5 1 5 1 10 1 412 1 609 0.165 1785 1 33 1 64 1 8 1 4 1 12 1 403 1 571 0.166 1784 1 29 1 70 1 8 1 5 1 13 1 378 1 646 0.167 1783 1 37 1 48 1 2 1 3 1 5 1 389 1 445 0.168 1782 1 29 1 67 1 12 1 4 1 16 1 351 1 596 0.169 1781 1 31 1 68 1 15 1 6 1 21 1 351 1 615 0.170 1780 1 31 1 62 1 11 1 4 1 15 1 367 1 576 0.171 1779 1 29 1 59 1 5 1 3 1 8 1 347 1 531 0.172 1778 1 30 1 55 1 5 1 4 1 9 1 342 1 486 0.173 1777 1 27 1 62 1 6 1 5 1 11 1 343 1 497 0.174 1776 1 36 1 53 1 4 1 2 1 6 1 414 1 480 0.175 1775 1 29 1 67 1 7 1 7 1 14 1 355 1 603 0.176 1774 1 29 1 66 1 20 1 10 1 30 1 366 1 578 0.177 1773 1 36 1 62 1 14 1 7 1 21 1 406 1 581 0.178 1772 1 44 1 64 1 5 1 7 1 12 1 485 1 583 0.179 1771 1 39 1 77 1 10 1 38 1 48 1 473 1 700 0.180 1770 1 41 1 77 1 8 1 30 1 38 1 494 1 713 0.181 1769 1 33 1 74 1 26 1 25 1 51 1 434 1 650 0.182 1768 1 36 1 68 1 10 1 4 1 14 1 416 1 636 0.183 1767 1 28 1 69 1 21 1 7 1 28 1 333 1 609 0.184 1766 1 27 1 57 1 23 1 4 1 27 1 340 1 518 0.185 1765 1 29 1 72 1 20 1 5 1 25 1 332 1 633 0.186 1764 1 28 1 62 1 11 1 4 1 15 1 352 1 547 0.187 1763 1 29 1 64 1 16 1 6 1 22 1 341 1 527 0.188 1762 1 29 1 68 1 26 1 6 1 32 1 349 1 594 0.189 1761 1 31 1 67 1 11 1 4 1 15 1 365 1 604 0.190 1760 1 30 1 63 1 8 1 4 1 12 1 336 1 574 0.191 1759 1 31 1 55 1 11 1 4 1 15 1 350 1 497 0.192 1758 1 27 1 67 1 17 1 12 1 29 1 342 1 597 0.193 1757 1 29 1 56 1 14 1 6 1 20 1 342 1 478 0.194 1756 1 30 1 61 1 15 1 5 1 20 1 348 1 537 0.195 1755 1 29 1 54 1 10 1 9 1 19 1 337 1 482 0.196 1754 1 26 1 62 1 16 1 9 1 25 1 338 1 542 0.197 1753 1 25 1 54 1 20 1 9 1 29 1 306 1 474 0.198 1752 1 26 1 60 1 19 1 10 1 29 1 313 1 546 0.199 1751 1 29 1 63 1 11 1 7 1 18 1 338 1 562 0.200 1750 1 28 1 55 1 11 1 5 1 16 1 304 1 497 0.201 1749 1 29 1 66 1 16 1 6 1 22 1 337 1 593 0.202 1748 1 26 1 62 1 14 1 5 1 19 1 313 1 527 0.203 1747 1 25 1 63 1 16 1 6 1 22 1 317 1 544 0.204 1746 1 33 1 61 1 5 1 3 1 8 1 369 1 556 0.205 1745 1 28 1 55 1 7 1 6 1 13 1 326 1 479 0.206 1744 1 28 1 65 1 41 1 7 1 48 1 332 1 552 0.207 1743 1 38 1 64 1 27 1 40 1 67 1 468 1 554 0.208 1742 1 32 1 74 1 22 1 9 1 31 1 394 1 628 0.209 1741 1 34 1 74 1 26 1 12 1 38 1 427 1 668 0.210 1740 1 33 1 72 1 11 1 30 1 41 1 404 1 614