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# Grace project file |
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# |
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@version 50119 |
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@page size 792, 612 |
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@page scroll 5% |
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@page inout 5% |
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@link page off |
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@map font 0 to "Times-Roman", "Times-Roman" |
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@map font 1 to "Times-Italic", "Times-Italic" |
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@map font 2 to "Times-Bold", "Times-Bold" |
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@map font 3 to "Times-BoldItalic", "Times-BoldItalic" |
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@map font 4 to "Helvetica", "Helvetica" |
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@map font 5 to "Helvetica-Oblique", "Helvetica-Oblique" |
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@map font 6 to "Helvetica-Bold", "Helvetica-Bold" |
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@map font 7 to "Helvetica-BoldOblique", "Helvetica-BoldOblique" |
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@map font 8 to "Courier", "Courier" |
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@map font 9 to "Courier-Oblique", "Courier-Oblique" |
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@map font 10 to "Courier-Bold", "Courier-Bold" |
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@map font 11 to "Courier-BoldOblique", "Courier-BoldOblique" |
| 20 |
@map font 12 to "Symbol", "Symbol" |
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@map font 13 to "ZapfDingbats", "ZapfDingbats" |
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@map color 0 to (255, 255, 255), "white" |
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@map color 1 to (0, 0, 0), "black" |
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@map color 2 to (255, 0, 0), "red" |
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@map color 3 to (0, 255, 0), "green" |
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@map color 4 to (0, 0, 255), "blue" |
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@map color 5 to (255, 255, 0), "yellow" |
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@map color 6 to (188, 143, 143), "brown" |
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@map color 7 to (220, 220, 220), "grey" |
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@map color 8 to (148, 0, 211), "violet" |
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@map color 9 to (0, 255, 255), "cyan" |
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@map color 10 to (255, 0, 255), "magenta" |
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@map color 11 to (255, 165, 0), "orange" |
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@map color 12 to (114, 33, 188), "indigo" |
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@map color 13 to (103, 7, 72), "maroon" |
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@map color 14 to (64, 224, 208), "turquoise" |
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@map color 15 to (0, 139, 0), "green4" |
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@reference date 0 |
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@date wrap off |
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@date wrap year 1950 |
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@default linewidth 1.0 |
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@default linestyle 1 |
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@default color 1 |
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@default pattern 1 |
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@default font 0 |
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@default char size 1.000000 |
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@default symbol size 1.000000 |
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@default sformat "%.8g" |
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@background color 0 |
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@page background fill on |
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@timestamp off |
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@timestamp 0.03, 0.03 |
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@timestamp color 1 |
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@timestamp rot 0 |
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@timestamp font 0 |
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@timestamp char size 1.000000 |
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@timestamp def "Sun Mar 25 18:02:43 2007" |
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@link r0 to g0 |
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@r0 type above |
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@r0 linestyle 1 |
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@r0 linewidth 1.0 |
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@r0 color 1 |
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@r0 line 0, 0, 0, 0 |
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@r1 off |
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@link r1 to g0 |
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@r1 type above |
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@r1 linestyle 1 |
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@r1 linewidth 1.0 |
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@r1 color 1 |
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@r1 line 0, 0, 0, 0 |
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@r2 off |
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@link r2 to g0 |
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@r2 type above |
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@r2 linestyle 1 |
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@r2 linewidth 1.0 |
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@r2 color 1 |
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@r2 line 0, 0, 0, 0 |
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@link r3 to g0 |
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@r3 type above |
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@r3 linestyle 1 |
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@r3 linewidth 1.0 |
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@r3 color 1 |
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@r3 line 0, 0, 0, 0 |
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@r4 off |
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@link r4 to g0 |
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@r4 type above |
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@r4 linestyle 1 |
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@r4 linewidth 1.0 |
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@r4 color 1 |
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@r4 line 0, 0, 0, 0 |
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@g0 on |
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@g0 hidden false |
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@g0 type XY |
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@g0 stacked false |
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@g0 bar hgap 0.000000 |
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@g0 fixedpoint off |
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@g0 fixedpoint type 0 |
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@g0 fixedpoint xy 0.000000, 0.000000 |
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@g0 fixedpoint format general general |
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@g0 fixedpoint prec 6, 6 |
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@with g0 |
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@ yaxes scale Normal |
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@ xaxis ticklabel format general |
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@ xaxis ticklabel prec 5 |
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@ yaxis ticklabel prepend "" |
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@ altyaxis off |
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| 295 |
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| 344 |
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| 345 |
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| 393 |
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@ s4 errorbar place both |
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@ s4 errorbar riser clip length 0.100000 |
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@ s4 comment "Cols 1:8" |
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@ s4 legend "455.1 K" |
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| 1582 |
& |
| 1583 |
@target G0.S1 |
| 1584 |
@type xy |
| 1585 |
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| 1711 |
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| 1715 |
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| 1716 |
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| 1717 |
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| 1718 |
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| 1719 |
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| 1720 |
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| 1721 |
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| 1723 |
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| 1725 |
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| 1726 |
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| 1728 |
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| 1730 |
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| 1731 |
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| 1732 |
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| 1733 |
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| 1734 |
-0.4422 0 |
| 1735 |
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| 1736 |
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| 1737 |
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| 1738 |
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| 1739 |
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| 1740 |
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| 1741 |
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| 1742 |
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| 1743 |
-0.4026 0 |
| 1744 |
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| 1745 |
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| 1746 |
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| 1747 |
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| 1748 |
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| 1749 |
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| 1750 |
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| 1751 |
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| 1752 |
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| 1753 |
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| 1754 |
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| 1755 |
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| 1756 |
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| 1757 |
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| 1758 |
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| 1759 |
-0.3322 0 |
| 1760 |
-0.3278 0 |
| 1761 |
-0.3234 0 |
| 1762 |
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| 1763 |
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| 1764 |
-0.3102 0 |
| 1765 |
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| 1766 |
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| 1767 |
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| 1768 |
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| 1769 |
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| 1770 |
-0.2838 0 |
| 1771 |
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| 1772 |
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| 1773 |
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| 1774 |
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| 1775 |
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| 1776 |
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| 1778 |
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| 1779 |
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| 1780 |
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| 1781 |
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| 1782 |
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| 1783 |
-0.2266 0 |
| 1784 |
-0.2222 0 |
| 1785 |
-0.2178 0 |
| 1786 |
-0.2134 0 |
| 1787 |
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| 1788 |
-0.2046 0 |
| 1789 |
-0.2002 0 |
| 1790 |
-0.1958 0 |
| 1791 |
-0.1914 0 |
| 1792 |
-0.187 0 |
| 1793 |
-0.1826 0 |
| 1794 |
-0.1782 0 |
| 1795 |
-0.1738 0 |
| 1796 |
-0.1694 0.0360764 |
| 1797 |
-0.165 0.491778 |
| 1798 |
-0.1606 1.07754 |
| 1799 |
-0.1562 1.49147 |
| 1800 |
-0.1518 1.92676 |
| 1801 |
-0.1474 2.18737 |
| 1802 |
-0.143 2.51348 |
| 1803 |
-0.1386 2.83959 |
| 1804 |
-0.1342 3.15431 |
| 1805 |
-0.1298 3.31001 |
| 1806 |
-0.1254 3.59815 |
| 1807 |
-0.121 3.86967 |
| 1808 |
-0.1166 4.10132 |
| 1809 |
-0.1122 4.45354 |
| 1810 |
-0.1078 4.79057 |
| 1811 |
-0.1034 5.11478 |
| 1812 |
-0.099 5.34073 |
| 1813 |
-0.0946 5.60656 |
| 1814 |
-0.0902 5.79738 |
| 1815 |
-0.0858 6.11163 |
| 1816 |
-0.0814 6.42492 |
| 1817 |
-0.077 6.83268 |
| 1818 |
-0.0726 6.90483 |
| 1819 |
-0.0682 7.17446 |
| 1820 |
-0.0638 7.43933 |
| 1821 |
-0.0594 7.58221 |
| 1822 |
-0.055 7.79962 |
| 1823 |
-0.0506 7.84662 |
| 1824 |
-0.0462 8.10864 |
| 1825 |
-0.0418 7.9876 |
| 1826 |
-0.0374 7.97858 |
| 1827 |
-0.033 8.07257 |
| 1828 |
-0.0286 7.83665 |
| 1829 |
-0.0242 7.72937 |
| 1830 |
-0.0198 7.43126 |
| 1831 |
-0.0154 7.05246 |
| 1832 |
-0.011 6.32998 |
| 1833 |
-0.0066 5.65782 |
| 1834 |
-0.0022 4.98186 |
| 1835 |
0.0022 4.20717 |
| 1836 |
0.0066 3.48564 |
| 1837 |
0.011 2.91649 |
| 1838 |
0.0154 2.35873 |
| 1839 |
0.0198 1.92439 |
| 1840 |
0.0242 1.53799 |
| 1841 |
0.0286 1.2641 |
| 1842 |
0.033 0.994 |
| 1843 |
0.0374 0.807921 |
| 1844 |
0.0418 0.665989 |
| 1845 |
0.0462 0.482284 |
| 1846 |
0.0506 0.416303 |
| 1847 |
0.055 0.280067 |
| 1848 |
0.0594 0.214085 |
| 1849 |
0.0638 0.185604 |
| 1850 |
0.0682 0.141932 |
| 1851 |
0.0726 0.111077 |
| 1852 |
0.077 0.0787984 |
| 1853 |
0.0814 0.0541146 |
| 1854 |
0.0858 0.048893 |
| 1855 |
0.0902 0.0322789 |
| 1856 |
0.0946 0.0223104 |
| 1857 |
0.099 0.0170888 |
| 1858 |
0.1034 0.0132913 |
| 1859 |
0.1078 0.0090191 |
| 1860 |
0.1122 0.00949379 |
| 1861 |
0.1166 0.00332283 |
| 1862 |
0.121 0.00332283 |
| 1863 |
0.1254 0.00189876 |
| 1864 |
0.1298 0.000474689 |
| 1865 |
0.1342 0.000474689 |
| 1866 |
0.1386 0 |
| 1867 |
0.143 0 |
| 1868 |
0.1474 0 |
| 1869 |
0.1518 0 |
| 1870 |
0.1562 0 |
| 1871 |
0.1606 0 |
| 1872 |
0.165 0 |
| 1873 |
0.1694 0 |
| 1874 |
0.1738 0 |
| 1875 |
0.1782 0 |
| 1876 |
0.1826 0 |
| 1877 |
0.187 0 |
| 1878 |
0.1914 0 |
| 1879 |
0.1958 0 |
| 1880 |
0.2002 0 |
| 1881 |
0.2046 0 |
| 1882 |
0.209 0 |
| 1883 |
0.2134 0 |
| 1884 |
0.2178 0 |
| 1885 |
0.2222 0 |
| 1886 |
0.2266 0 |
| 1887 |
0.231 0 |
| 1888 |
0.2354 0 |
| 1889 |
0.2398 0 |
| 1890 |
0.2442 0 |
| 1891 |
0.2486 0 |
| 1892 |
0.253 0 |
| 1893 |
0.2574 0 |
| 1894 |
0.2618 0 |
| 1895 |
0.2662 0 |
| 1896 |
0.2706 0 |
| 1897 |
0.275 0 |
| 1898 |
0.2794 0 |
| 1899 |
0.2838 0 |
| 1900 |
0.2882 0 |
| 1901 |
0.2926 0 |
| 1902 |
0.297 0 |
| 1903 |
0.3014 0 |
| 1904 |
0.3058 0 |
| 1905 |
0.3102 0 |
| 1906 |
0.3146 0 |
| 1907 |
0.319 0 |
| 1908 |
0.3234 0 |
| 1909 |
0.3278 0 |
| 1910 |
0.3322 0 |
| 1911 |
0.3366 0 |
| 1912 |
0.341 0 |
| 1913 |
0.3454 0 |
| 1914 |
0.3498 0 |
| 1915 |
0.3542 0 |
| 1916 |
0.3586 0 |
| 1917 |
0.363 0 |
| 1918 |
0.3674 0 |
| 1919 |
0.3718 0 |
| 1920 |
0.3762 0 |
| 1921 |
0.3806 0 |
| 1922 |
0.385 0 |
| 1923 |
0.3894 0 |
| 1924 |
0.3938 0 |
| 1925 |
0.3982 0 |
| 1926 |
0.4026 0 |
| 1927 |
0.407 0 |
| 1928 |
0.4114 0 |
| 1929 |
0.4158 0 |
| 1930 |
0.4202 0 |
| 1931 |
0.4246 0 |
| 1932 |
0.429 0 |
| 1933 |
0.4334 0 |
| 1934 |
0.4378 0 |
| 1935 |
0.4422 0 |
| 1936 |
0.4466 0 |
| 1937 |
0.451 0 |
| 1938 |
0.4554 0 |
| 1939 |
0.4598 0 |
| 1940 |
0.4642 0 |
| 1941 |
0.4686 0 |
| 1942 |
0.473 0 |
| 1943 |
0.4774 0 |
| 1944 |
0.4818 0 |
| 1945 |
0.4862 0 |
| 1946 |
0.4906 0 |
| 1947 |
0.495 0 |
| 1948 |
0.4994 0 |
| 1949 |
0.5038 0 |
| 1950 |
0.5082 0 |
| 1951 |
0.5126 0 |
| 1952 |
0.517 0 |
| 1953 |
0.5214 0 |
| 1954 |
0.5258 0 |
| 1955 |
0.5302 0 |
| 1956 |
0.5346 0 |
| 1957 |
0.539 0 |
| 1958 |
0.5434 0 |
| 1959 |
0.5478 0 |
| 1960 |
0.5522 0 |
| 1961 |
0.5566 0 |
| 1962 |
0.561 0 |
| 1963 |
0.5654 0 |
| 1964 |
0.5698 0 |
| 1965 |
0.5742 0 |
| 1966 |
0.5786 0 |
| 1967 |
0.583 0 |
| 1968 |
0.5874 0 |
| 1969 |
0.5918 0 |
| 1970 |
0.5962 0 |
| 1971 |
0.6006 0 |
| 1972 |
0.605 0 |
| 1973 |
0.6094 0 |
| 1974 |
0.6138 0 |
| 1975 |
0.6182 0 |
| 1976 |
0.6226 0 |
| 1977 |
0.627 0 |
| 1978 |
0.6314 0 |
| 1979 |
0.6358 0 |
| 1980 |
0.6402 0 |
| 1981 |
0.6446 0 |
| 1982 |
0.649 0 |
| 1983 |
0.6534 0 |
| 1984 |
0.6578 0 |
| 1985 |
0.6622 0 |
| 1986 |
0.6666 0 |
| 1987 |
0.671 0 |
| 1988 |
0.6754 0 |
| 1989 |
0.6798 0 |
| 1990 |
0.6842 0 |
| 1991 |
0.6886 0 |
| 1992 |
0.693 0 |
| 1993 |
0.6974 0 |
| 1994 |
0.7018 0 |
| 1995 |
0.7062 0 |
| 1996 |
0.7106 0 |
| 1997 |
0.715 0 |
| 1998 |
0.7194 0 |
| 1999 |
0.7238 0 |
| 2000 |
0.7282 0 |
| 2001 |
0.7326 0 |
| 2002 |
0.737 0 |
| 2003 |
0.7414 0 |
| 2004 |
0.7458 0 |
| 2005 |
0.7502 0 |
| 2006 |
0.7546 0 |
| 2007 |
0.759 0 |
| 2008 |
0.7634 0 |
| 2009 |
0.7678 0 |
| 2010 |
0.7722 0 |
| 2011 |
0.7766 0 |
| 2012 |
0.781 0 |
| 2013 |
0.7854 0 |
| 2014 |
0.7898 0 |
| 2015 |
0.7942 0 |
| 2016 |
0.7986 0 |
| 2017 |
0.803 0 |
| 2018 |
0.8074 0 |
| 2019 |
0.8118 0 |
| 2020 |
0.8162 0 |
| 2021 |
0.8206 0 |
| 2022 |
0.825 0 |
| 2023 |
0.8294 0 |
| 2024 |
0.8338 0 |
| 2025 |
0.8382 0 |
| 2026 |
0.8426 0 |
| 2027 |
0.847 0 |
| 2028 |
0.8514 0 |
| 2029 |
0.8558 0 |
| 2030 |
0.8602 0 |
| 2031 |
0.8646 0 |
| 2032 |
0.869 0 |
| 2033 |
0.8734 0 |
| 2034 |
0.8778 0 |
| 2035 |
0.8822 0 |
| 2036 |
0.8866 0 |
| 2037 |
0.891 0 |
| 2038 |
0.8954 0 |
| 2039 |
0.8998 0 |
| 2040 |
0.9042 0 |
| 2041 |
0.9086 0 |
| 2042 |
0.913 0 |
| 2043 |
0.9174 0 |
| 2044 |
0.9218 0 |
| 2045 |
0.9262 0 |
| 2046 |
0.9306 0 |
| 2047 |
0.935 0 |
| 2048 |
0.9394 0 |
| 2049 |
0.9438 0 |
| 2050 |
0.9482 0 |
| 2051 |
0.9526 0 |
| 2052 |
0.957 0 |
| 2053 |
0.9614 0 |
| 2054 |
0.9658 0 |
| 2055 |
0.9702 0 |
| 2056 |
0.9746 0 |
| 2057 |
0.979 0 |
| 2058 |
0.9834 0 |
| 2059 |
0.9878 0 |
| 2060 |
0.9922 0 |
| 2061 |
0.9966 0 |
| 2062 |
1.001 0 |
| 2063 |
1.0054 0 |
| 2064 |
1.0098 0 |
| 2065 |
1.0142 0 |
| 2066 |
1.0186 0 |
| 2067 |
1.023 0 |
| 2068 |
1.0274 0 |
| 2069 |
1.0318 0 |
| 2070 |
1.0362 0 |
| 2071 |
1.0406 0 |
| 2072 |
1.045 0 |
| 2073 |
1.0494 0 |
| 2074 |
1.0538 0 |
| 2075 |
1.0582 0 |
| 2076 |
1.0626 0 |
| 2077 |
1.067 0 |
| 2078 |
1.0714 0 |
| 2079 |
1.0758 0 |
| 2080 |
1.0802 0 |
| 2081 |
1.0846 0 |
| 2082 |
1.089 0 |
| 2083 |
1.0934 0 |
| 2084 |
1.0978 0 |
| 2085 |
& |
| 2086 |
@target G0.S2 |
| 2087 |
@type xy |
| 2088 |
-1.0978 0 |
| 2089 |
-1.0934 0 |
| 2090 |
-1.089 0 |
| 2091 |
-1.0846 0 |
| 2092 |
-1.0802 0 |
| 2093 |
-1.0758 0 |
| 2094 |
-1.0714 0 |
| 2095 |
-1.067 0 |
| 2096 |
-1.0626 0 |
| 2097 |
-1.0582 0 |
| 2098 |
-1.0538 0 |
| 2099 |
-1.0494 0 |
| 2100 |
-1.045 0 |
| 2101 |
-1.0406 0 |
| 2102 |
-1.0362 0 |
| 2103 |
-1.0318 0 |
| 2104 |
-1.0274 0 |
| 2105 |
-1.023 0 |
| 2106 |
-1.0186 0 |
| 2107 |
-1.0142 0 |
| 2108 |
-1.0098 0 |
| 2109 |
-1.0054 0 |
| 2110 |
-1.001 0 |
| 2111 |
-0.9966 0 |
| 2112 |
-0.9922 0 |
| 2113 |
-0.9878 0 |
| 2114 |
-0.9834 0 |
| 2115 |
-0.979 0 |
| 2116 |
-0.9746 0 |
| 2117 |
-0.9702 0 |
| 2118 |
-0.9658 0 |
| 2119 |
-0.9614 0 |
| 2120 |
-0.957 0 |
| 2121 |
-0.9526 0 |
| 2122 |
-0.9482 0 |
| 2123 |
-0.9438 0 |
| 2124 |
-0.9394 0 |
| 2125 |
-0.935 0 |
| 2126 |
-0.9306 0 |
| 2127 |
-0.9262 0 |
| 2128 |
-0.9218 0 |
| 2129 |
-0.9174 0 |
| 2130 |
-0.913 0 |
| 2131 |
-0.9086 0 |
| 2132 |
-0.9042 0 |
| 2133 |
-0.8998 0 |
| 2134 |
-0.8954 0 |
| 2135 |
-0.891 0 |
| 2136 |
-0.8866 0 |
| 2137 |
-0.8822 0 |
| 2138 |
-0.8778 0 |
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& |
| 2589 |
@target G0.S3 |
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@type xy |
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& |
| 3092 |
@target G0.S4 |
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@type xy |
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& |
| 3595 |
@target G0.S5 |
| 3596 |
@type xy |
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& |
| 4601 |
@target G0.S7 |
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& |
| 6613 |
@target G0.S11 |
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@type xy |
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| 7115 |
& |
| 7116 |
@target G0.S12 |
| 7117 |
@type xy |
| 7118 |
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& |
| 7619 |
@target G0.S13 |
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@type xy |
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| 8624 |
& |
| 8625 |
@target G0.S15 |
| 8626 |
@type xy |
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-0.1738 0 |
| 9341 |
-0.1694 0.8027 |
| 9342 |
-0.165 3.71302 |
| 9343 |
-0.1606 3.90907 |
| 9344 |
-0.1562 3.75479 |
| 9345 |
-0.1518 3.84831 |
| 9346 |
-0.1474 3.73818 |
| 9347 |
-0.143 3.86445 |
| 9348 |
-0.1386 3.99878 |
| 9349 |
-0.1342 4.07853 |
| 9350 |
-0.1298 4.17964 |
| 9351 |
-0.1254 4.30069 |
| 9352 |
-0.121 4.39752 |
| 9353 |
-0.1166 4.54563 |
| 9354 |
-0.1122 4.69753 |
| 9355 |
-0.1078 4.98614 |
| 9356 |
-0.1034 5.26146 |
| 9357 |
-0.099 5.57523 |
| 9358 |
-0.0946 5.70767 |
| 9359 |
-0.0902 6.00909 |
| 9360 |
-0.0858 6.44153 |
| 9361 |
-0.0814 6.55736 |
| 9362 |
-0.077 6.80562 |
| 9363 |
-0.0726 7.04059 |
| 9364 |
-0.0682 7.16211 |
| 9365 |
-0.0638 7.18252 |
| 9366 |
-0.0594 7.34914 |
| 9367 |
-0.055 7.38237 |
| 9368 |
-0.0506 7.46354 |
| 9369 |
-0.0462 7.40563 |
| 9370 |
-0.0418 7.30452 |
| 9371 |
-0.0374 7.27509 |
| 9372 |
-0.033 7.21433 |
| 9373 |
-0.0286 7.10563 |
| 9374 |
-0.0242 6.88774 |
| 9375 |
-0.0198 6.40451 |
| 9376 |
-0.0154 5.89422 |
| 9377 |
-0.011 5.15608 |
| 9378 |
-0.0066 4.26556 |
| 9379 |
-0.0022 3.50178 |
| 9380 |
0.0022 2.84339 |
| 9381 |
0.0066 2.27946 |
| 9382 |
0.011 1.84369 |
| 9383 |
0.0154 1.50287 |
| 9384 |
0.0198 1.18672 |
| 9385 |
0.0242 0.981183 |
| 9386 |
0.0286 0.779915 |
| 9387 |
0.033 0.6114 |
| 9388 |
0.0374 0.490354 |
| 9389 |
0.0418 0.393517 |
| 9390 |
0.0462 0.291459 |
| 9391 |
0.0506 0.221205 |
| 9392 |
0.055 0.174211 |
| 9393 |
0.0594 0.124843 |
| 9394 |
0.0638 0.0963619 |
| 9395 |
0.0682 0.0645578 |
| 9396 |
0.0726 0.0526905 |
| 9397 |
0.077 0.0545893 |
| 9398 |
0.0814 0.0299054 |
| 9399 |
0.0858 0.0185129 |
| 9400 |
0.0902 0.0208863 |
| 9401 |
0.0946 0.0123419 |
| 9402 |
0.099 0.00806972 |
| 9403 |
0.1034 0.00474689 |
| 9404 |
0.1078 0.00474689 |
| 9405 |
0.1122 0.00332283 |
| 9406 |
0.1166 0.00379751 |
| 9407 |
0.121 0.000949379 |
| 9408 |
0.1254 0.00189876 |
| 9409 |
0.1298 0.000949379 |
| 9410 |
0.1342 0 |
| 9411 |
0.1386 0.000949379 |
| 9412 |
0.143 0 |
| 9413 |
0.1474 0 |
| 9414 |
0.1518 0.000474689 |
| 9415 |
0.1562 0 |
| 9416 |
0.1606 0.000474689 |
| 9417 |
0.165 0 |
| 9418 |
0.1694 0 |
| 9419 |
0.1738 0 |
| 9420 |
0.1782 0 |
| 9421 |
0.1826 0 |
| 9422 |
0.187 0 |
| 9423 |
0.1914 0 |
| 9424 |
0.1958 0 |
| 9425 |
0.2002 0 |
| 9426 |
0.2046 0 |
| 9427 |
0.209 0 |
| 9428 |
0.2134 0 |
| 9429 |
0.2178 0 |
| 9430 |
0.2222 0 |
| 9431 |
0.2266 0 |
| 9432 |
0.231 0 |
| 9433 |
0.2354 0 |
| 9434 |
0.2398 0 |
| 9435 |
0.2442 0 |
| 9436 |
0.2486 0 |
| 9437 |
0.253 0 |
| 9438 |
0.2574 0 |
| 9439 |
0.2618 0 |
| 9440 |
0.2662 0 |
| 9441 |
0.2706 0 |
| 9442 |
0.275 0 |
| 9443 |
0.2794 0 |
| 9444 |
0.2838 0 |
| 9445 |
0.2882 0 |
| 9446 |
0.2926 0 |
| 9447 |
0.297 0 |
| 9448 |
0.3014 0 |
| 9449 |
0.3058 0 |
| 9450 |
0.3102 0 |
| 9451 |
0.3146 0 |
| 9452 |
0.319 0 |
| 9453 |
0.3234 0 |
| 9454 |
0.3278 0 |
| 9455 |
0.3322 0 |
| 9456 |
0.3366 0 |
| 9457 |
0.341 0 |
| 9458 |
0.3454 0 |
| 9459 |
0.3498 0 |
| 9460 |
0.3542 0 |
| 9461 |
0.3586 0 |
| 9462 |
0.363 0 |
| 9463 |
0.3674 0 |
| 9464 |
0.3718 0 |
| 9465 |
0.3762 0 |
| 9466 |
0.3806 0 |
| 9467 |
0.385 0 |
| 9468 |
0.3894 0 |
| 9469 |
0.3938 0 |
| 9470 |
0.3982 0 |
| 9471 |
0.4026 0 |
| 9472 |
0.407 0 |
| 9473 |
0.4114 0 |
| 9474 |
0.4158 0 |
| 9475 |
0.4202 0 |
| 9476 |
0.4246 0 |
| 9477 |
0.429 0 |
| 9478 |
0.4334 0 |
| 9479 |
0.4378 0 |
| 9480 |
0.4422 0 |
| 9481 |
0.4466 0 |
| 9482 |
0.451 0 |
| 9483 |
0.4554 0 |
| 9484 |
0.4598 0 |
| 9485 |
0.4642 0 |
| 9486 |
0.4686 0 |
| 9487 |
0.473 0 |
| 9488 |
0.4774 0 |
| 9489 |
0.4818 0 |
| 9490 |
0.4862 0 |
| 9491 |
0.4906 0 |
| 9492 |
0.495 0 |
| 9493 |
0.4994 0 |
| 9494 |
0.5038 0 |
| 9495 |
0.5082 0 |
| 9496 |
0.5126 0 |
| 9497 |
0.517 0 |
| 9498 |
0.5214 0 |
| 9499 |
0.5258 0 |
| 9500 |
0.5302 0 |
| 9501 |
0.5346 0 |
| 9502 |
0.539 0 |
| 9503 |
0.5434 0 |
| 9504 |
0.5478 0 |
| 9505 |
0.5522 0 |
| 9506 |
0.5566 0 |
| 9507 |
0.561 0 |
| 9508 |
0.5654 0 |
| 9509 |
0.5698 0 |
| 9510 |
0.5742 0 |
| 9511 |
0.5786 0 |
| 9512 |
0.583 0 |
| 9513 |
0.5874 0 |
| 9514 |
0.5918 0 |
| 9515 |
0.5962 0 |
| 9516 |
0.6006 0 |
| 9517 |
0.605 0 |
| 9518 |
0.6094 0 |
| 9519 |
0.6138 0 |
| 9520 |
0.6182 0 |
| 9521 |
0.6226 0 |
| 9522 |
0.627 0 |
| 9523 |
0.6314 0 |
| 9524 |
0.6358 0 |
| 9525 |
0.6402 0 |
| 9526 |
0.6446 0 |
| 9527 |
0.649 0 |
| 9528 |
0.6534 0 |
| 9529 |
0.6578 0 |
| 9530 |
0.6622 0 |
| 9531 |
0.6666 0 |
| 9532 |
0.671 0 |
| 9533 |
0.6754 0 |
| 9534 |
0.6798 0 |
| 9535 |
0.6842 0 |
| 9536 |
0.6886 0 |
| 9537 |
0.693 0 |
| 9538 |
0.6974 0 |
| 9539 |
0.7018 0 |
| 9540 |
0.7062 0 |
| 9541 |
0.7106 0 |
| 9542 |
0.715 0 |
| 9543 |
0.7194 0 |
| 9544 |
0.7238 0 |
| 9545 |
0.7282 0 |
| 9546 |
0.7326 0 |
| 9547 |
0.737 0 |
| 9548 |
0.7414 0 |
| 9549 |
0.7458 0 |
| 9550 |
0.7502 0 |
| 9551 |
0.7546 0 |
| 9552 |
0.759 0 |
| 9553 |
0.7634 0 |
| 9554 |
0.7678 0 |
| 9555 |
0.7722 0 |
| 9556 |
0.7766 0 |
| 9557 |
0.781 0 |
| 9558 |
0.7854 0 |
| 9559 |
0.7898 0 |
| 9560 |
0.7942 0 |
| 9561 |
0.7986 0 |
| 9562 |
0.803 0 |
| 9563 |
0.8074 0 |
| 9564 |
0.8118 0 |
| 9565 |
0.8162 0 |
| 9566 |
0.8206 0 |
| 9567 |
0.825 0 |
| 9568 |
0.8294 0 |
| 9569 |
0.8338 0 |
| 9570 |
0.8382 0 |
| 9571 |
0.8426 0 |
| 9572 |
0.847 0 |
| 9573 |
0.8514 0 |
| 9574 |
0.8558 0 |
| 9575 |
0.8602 0 |
| 9576 |
0.8646 0 |
| 9577 |
0.869 0 |
| 9578 |
0.8734 0 |
| 9579 |
0.8778 0 |
| 9580 |
0.8822 0 |
| 9581 |
0.8866 0 |
| 9582 |
0.891 0 |
| 9583 |
0.8954 0 |
| 9584 |
0.8998 0 |
| 9585 |
0.9042 0 |
| 9586 |
0.9086 0 |
| 9587 |
0.913 0 |
| 9588 |
0.9174 0 |
| 9589 |
0.9218 0 |
| 9590 |
0.9262 0 |
| 9591 |
0.9306 0 |
| 9592 |
0.935 0 |
| 9593 |
0.9394 0 |
| 9594 |
0.9438 0 |
| 9595 |
0.9482 0 |
| 9596 |
0.9526 0 |
| 9597 |
0.957 0 |
| 9598 |
0.9614 0 |
| 9599 |
0.9658 0 |
| 9600 |
0.9702 0 |
| 9601 |
0.9746 0 |
| 9602 |
0.979 0 |
| 9603 |
0.9834 0 |
| 9604 |
0.9878 0 |
| 9605 |
0.9922 0 |
| 9606 |
0.9966 0 |
| 9607 |
1.001 0 |
| 9608 |
1.0054 0 |
| 9609 |
1.0098 0 |
| 9610 |
1.0142 0 |
| 9611 |
1.0186 0 |
| 9612 |
1.023 0 |
| 9613 |
1.0274 0 |
| 9614 |
1.0318 0 |
| 9615 |
1.0362 0 |
| 9616 |
1.0406 0 |
| 9617 |
1.045 0 |
| 9618 |
1.0494 0 |
| 9619 |
1.0538 0 |
| 9620 |
1.0582 0 |
| 9621 |
1.0626 0 |
| 9622 |
1.067 0 |
| 9623 |
1.0714 0 |
| 9624 |
1.0758 0 |
| 9625 |
1.0802 0 |
| 9626 |
1.0846 0 |
| 9627 |
1.089 0 |
| 9628 |
1.0934 0 |
| 9629 |
1.0978 0 |
| 9630 |
& |
