Mercurial > laserkard
comparison kevin/out.gmask @ 105:3c398dd94f17 laserkard
saving for transfer
author | Robert McIntyre <rlm@mit.edu> |
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date | Mon, 27 Sep 2010 17:47:08 -0400 |
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104:a20199a24415 | 105:3c398dd94f17 |
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1405 0 0 0 1.008 | |
1406 0 1 0 1.155 | |
1407 0 0 0 0.926 | |
1408 0 1 0 1.071 | |
1409 0 0 0 0.846 | |
1410 0 1 0 0.985 | |
1411 0 0 0 0.710 | |
1412 0 1 0 0.853 | |
1413 0 0 0 0.630 | |
1414 0 1 0 0.775 | |
1415 0 0 0 0.540 | |
1416 0 1 0 0.683 | |
1417 0 0 0 0.446 | |
1418 0 1 0 0.587 | |
1419 0 0 0 0.346 | |
1420 0 1 0 0.487 | |
1421 0 0 0 0.250 | |
1422 0 1 0 0.393 | |
1423 0 0 0 0.086 | |
1424 0 1 0 0.233 | |
1425 0 0 0 0.074 | |
1426 0 0 1 0.233 | |
1427 0 1 1 0.086 | |
1428 0 0 1 0.393 | |
1429 0 1 1 0.250 | |
1430 0 0 1 0.489 | |
1431 0 1 1 0.348 | |
1432 0 0 1 0.585 | |
1433 0 1 1 0.444 | |
1434 0 0 1 0.683 | |
1435 0 1 1 0.540 | |
1436 0 0 1 0.775 | |
1437 0 1 1 0.628 | |
1438 0 0 1 0.851 | |
1439 0 1 1 0.708 | |
1440 0 0 1 0.989 | |
1441 0 1 1 0.848 | |
1442 0 0 1 1.071 | |
1443 0 1 1 0.926 | |
1444 0 0 1 1.155 | |
1445 0 1 1 1.008 | |
1446 0 0 1 1.227 | |
1447 0 1 1 1.082 | |
1448 0 0 1 1.351 | |
1449 0 1 1 1.206 | |
1450 0 0 1 1.435 | |
1451 0 1 1 1.296 | |
1452 0 0 1 1.513 | |
1453 0 1 1 1.368 | |
1454 0 0 1 1.605 | |
1455 0 1 1 1.460 | |
1456 0 0 1 1.689 | |
1457 0 1 1 1.562 | |
1458 0 0 1 1.855 | |
1459 0 1 1 1.710 | |
1460 0 0 1 1.929 | |
1461 0 1 1 1.784 | |
1462 0 0 1 2.069 | |
1463 0 1 1 1.922 | |
1464 0 0 1 1.922 | |
1465 0 0 0 1.922 | |
1466 0 1 0 2.069 | |
1467 0 0 0 1.784 | |
1468 0 1 0 1.929 | |
1469 0 0 0 1.710 | |
1470 0 1 0 1.855 | |
1471 0 0 0 1.554 | |
1472 0 1 0 1.687 | |
1473 0 0 0 1.460 | |
1474 0 1 0 1.603 | |
1475 0 0 0 1.368 | |
1476 0 1 0 1.513 | |
1477 0 0 0 1.296 | |
1478 0 1 0 1.435 | |
1479 0 0 0 1.206 | |
1480 0 1 0 1.349 | |
1481 0 0 0 1.082 | |
1482 0 1 0 1.227 | |
1483 0 0 0 1.008 | |
1484 0 1 0 1.155 | |
1485 0 0 0 0.926 | |
1486 0 1 0 1.071 | |
1487 0 0 0 0.848 | |
1488 0 1 0 0.991 | |
1489 0 0 0 0.706 | |
1490 0 1 0 0.851 | |
1491 0 0 0 0.628 | |
1492 0 1 0 0.775 | |
1493 0 0 0 0.538 | |
1494 0 1 0 0.681 | |
1495 0 0 0 0.442 | |
1496 0 1 0 0.583 | |
1497 0 0 0 0.350 | |
1498 0 1 0 0.491 | |
1499 0 0 0 0.252 | |
1500 0 1 0 0.395 | |
1501 0 0 0 0.086 | |
1502 0 1 0 0.233 | |
1503 0 0 0 0.074 | |
1504 0 0 1 0.233 | |
1505 0 1 1 0.086 | |
1506 0 0 1 0.397 | |
1507 0 1 1 0.254 | |
1508 0 0 1 0.491 | |
1509 0 1 1 0.352 | |
1510 0 0 1 0.581 | |
1511 0 1 1 0.440 | |
1512 0 0 1 0.679 | |
1513 0 1 1 0.536 | |
1514 0 0 1 0.773 | |
1515 0 1 1 0.628 | |
1516 0 0 1 0.851 | |
1517 0 1 1 0.706 | |
1518 0 0 1 0.993 | |
1519 0 1 1 0.850 | |
1520 0 0 1 1.073 | |
1521 0 1 1 0.926 | |
1522 0 0 1 1.155 | |
1523 0 1 1 1.008 | |
1524 0 0 1 1.227 | |
1525 0 1 1 1.082 | |
1526 0 0 1 1.349 | |
1527 0 1 1 1.206 | |
1528 0 0 1 1.433 | |
1529 0 1 1 1.296 | |
1530 0 0 1 1.513 | |
1531 0 1 1 1.368 | |
1532 0 0 1 1.603 | |
1533 0 1 1 1.458 | |
1534 0 0 1 1.685 | |
1535 0 1 1 1.550 | |
1536 0 0 1 1.855 | |
1537 0 1 1 1.710 | |
1538 0 0 1 1.929 | |
1539 0 1 1 1.784 | |
1540 0 0 1 2.069 | |
1541 0 1 1 1.922 | |
1542 0 0 1 1.922 | |
1543 0 0 0 1.922 | |
1544 0 1 0 2.069 | |
1545 0 0 0 1.784 | |
1546 0 1 0 1.929 | |
1547 0 0 0 1.710 | |
1548 0 1 0 1.855 | |
1549 0 0 0 1.546 | |
1550 0 1 0 1.685 | |
1551 0 0 0 1.458 | |
1552 0 1 0 1.603 | |
1553 0 0 0 1.368 | |
1554 0 1 0 1.513 | |
1555 0 0 0 1.296 | |
1556 0 1 0 1.433 | |
1557 0 0 0 1.204 | |
1558 0 1 0 1.347 | |
1559 0 0 0 1.082 | |
1560 0 1 0 1.227 | |
1561 0 0 0 1.008 | |
1562 0 1 0 1.155 | |
1563 0 0 0 0.926 | |
1564 0 1 0 1.073 | |
1565 0 0 0 0.850 | |
1566 0 1 0 0.995 | |
1567 0 0 0 0.704 | |
1568 0 1 0 0.849 | |
1569 0 0 0 0.628 | |
1570 0 1 0 0.773 | |
1571 0 0 0 0.534 | |
1572 0 1 0 0.679 | |
1573 0 0 0 0.438 | |
1574 0 1 0 0.579 | |
1575 0 0 0 0.352 | |
1576 0 1 0 0.493 | |
1577 0 0 0 0.254 | |
1578 0 1 0 0.397 | |
1579 0 0 0 0.086 | |
1580 0 1 0 0.233 | |
1581 0 0 0 0.074 | |
1582 0 0 1 0.233 | |
1583 0 1 1 0.086 | |
1584 0 0 1 0.399 | |
1585 0 1 1 0.256 | |
1586 0 0 1 0.495 | |
1587 0 1 1 0.354 | |
1588 0 0 1 0.577 | |
1589 0 1 1 0.436 | |
1590 0 0 1 0.677 | |
1591 0 1 1 0.534 | |
1592 0 0 1 0.773 | |
1593 0 1 1 0.628 | |
1594 0 0 1 0.849 | |
1595 0 1 1 0.704 | |
1596 0 0 1 0.995 | |
1597 0 1 1 0.850 | |
1598 0 0 1 1.073 | |
1599 0 1 1 0.928 | |
1600 0 0 1 1.155 | |
1601 0 1 1 1.008 | |
1602 0 0 1 1.227 | |
1603 0 1 1 1.082 | |
1604 0 0 1 1.347 | |
1605 0 1 1 1.202 | |
1606 0 0 1 1.431 | |
1607 0 1 1 1.296 | |
1608 0 0 1 1.513 | |
1609 0 1 1 1.368 | |
1610 0 0 1 1.603 | |
1611 0 1 1 1.456 | |
1612 0 0 1 1.683 | |
1613 0 1 1 1.542 | |
1614 0 0 1 1.855 | |
1615 0 1 1 1.710 | |
1616 0 0 1 1.929 | |
1617 0 1 1 1.784 | |
1618 0 0 1 2.069 | |
1619 0 1 1 1.922 | |
1620 0 0 1 1.922 | |
1621 0 0 0 1.922 | |
1622 0 1 0 2.069 | |
1623 0 0 0 1.784 | |
1624 0 1 0 1.929 | |
1625 0 0 0 1.710 | |
1626 0 1 0 1.855 | |
1627 0 0 0 1.540 | |
1628 0 1 0 1.681 | |
1629 0 0 0 1.456 | |
1630 0 1 0 1.601 | |
1631 0 0 0 1.368 | |
1632 0 1 0 1.513 | |
1633 0 0 0 1.296 | |
1634 0 1 0 1.431 | |
1635 0 0 0 1.202 | |
1636 0 1 0 1.345 | |
1637 0 0 0 1.082 | |
1638 0 1 0 1.227 | |
1639 0 0 0 1.008 | |
1640 0 1 0 1.155 | |
1641 0 0 0 0.928 | |
1642 0 1 0 1.073 | |
1643 0 0 0 0.852 | |
1644 0 1 0 0.995 | |
1645 0 0 0 0.704 | |
1646 0 1 0 0.849 | |
1647 0 0 0 0.628 | |
1648 0 1 0 0.773 | |
1649 0 0 0 0.532 | |
1650 0 1 0 0.675 | |
1651 0 0 0 0.436 | |
1652 0 1 0 0.577 | |
1653 0 0 0 0.356 | |
1654 0 1 0 0.497 | |
1655 0 0 0 0.258 | |
1656 0 1 0 0.401 | |
1657 0 0 0 0.086 | |
1658 0 1 0 0.233 | |
1659 0 0 0 0.074 | |
1660 0 0 1 0.233 | |
1661 0 1 1 0.086 | |
1662 0 0 1 0.401 | |
1663 0 1 1 0.258 | |
1664 0 0 1 0.499 | |
1665 0 1 1 0.358 | |
1666 0 0 1 0.575 | |
1667 0 1 1 0.434 | |
1668 0 0 1 0.673 | |
1669 0 1 1 0.530 | |
1670 0 0 1 0.773 | |
1671 0 1 1 0.628 | |
1672 0 0 1 0.847 | |
1673 0 1 1 0.702 | |
1674 0 0 1 0.997 | |
1675 0 1 1 0.852 | |
1676 0 0 1 1.073 | |
1677 0 1 1 0.928 | |
1678 0 0 1 1.155 | |
1679 0 1 1 1.008 | |
1680 0 0 1 1.227 | |
1681 0 1 1 1.082 | |
1682 0 0 1 1.345 | |
1683 0 1 1 1.200 | |
1684 0 0 1 1.429 | |
1685 0 1 1 1.296 | |
1686 0 0 1 1.513 | |
1687 0 1 1 1.368 | |
1688 0 0 1 1.601 | |
1689 0 1 1 1.456 | |
1690 0 0 1 1.681 | |
1691 0 1 1 1.538 | |
1692 0 0 1 1.855 | |
1693 0 1 1 1.710 | |
1694 0 0 1 1.929 | |
1695 0 1 1 1.784 | |
1696 0 0 1 2.069 | |
1697 0 1 1 1.922 | |
1698 0 0 1 1.922 | |
1699 0 0 0 1.922 | |
1700 0 1 0 2.069 | |
1701 0 0 0 1.784 | |
1702 0 1 0 1.929 | |
1703 0 0 0 1.710 | |
1704 0 1 0 1.855 | |
1705 0 0 0 1.536 | |
1706 0 1 0 1.679 | |
1707 0 0 0 1.456 | |
1708 0 1 0 1.601 | |
1709 0 0 0 1.368 | |
1710 0 1 0 1.513 | |
1711 0 0 0 1.296 | |
1712 0 1 0 1.429 | |
1713 0 0 0 1.200 | |
1714 0 1 0 1.343 | |
1715 0 0 0 1.082 | |
1716 0 1 0 1.227 | |
1717 0 0 0 1.008 | |
1718 0 1 0 1.155 | |
1719 0 0 0 0.928 | |
1720 0 1 0 1.073 | |
1721 0 0 0 0.852 | |
1722 0 1 0 0.997 | |
1723 0 0 0 0.702 | |
1724 0 1 0 0.847 | |
1725 0 0 0 0.628 | |
1726 0 1 0 0.773 | |
1727 0 0 0 0.530 | |
1728 0 1 0 0.673 | |
1729 0 0 0 0.432 | |
1730 0 1 0 0.573 | |
1731 0 0 0 0.360 | |
1732 0 1 0 0.501 | |
1733 0 0 0 0.260 | |
1734 0 1 0 0.403 | |
1735 0 0 0 0.086 | |
1736 0 1 0 0.233 | |
1737 0 0 0 0.074 | |
1738 0 0 1 0.233 | |
1739 0 1 1 0.086 | |
1740 0 0 1 0.405 | |
1741 0 1 1 0.262 | |
1742 0 0 1 0.503 | |
1743 0 1 1 0.362 | |
1744 0 0 1 0.571 | |
1745 0 1 1 0.430 | |
1746 0 0 1 0.671 | |
1747 0 1 1 0.528 | |
1748 0 0 1 0.773 | |
1749 0 1 1 0.628 | |
1750 0 0 1 0.847 | |
1751 0 1 1 0.702 | |
1752 0 0 1 0.999 | |
1753 0 1 1 0.852 | |
1754 0 0 1 1.073 | |
1755 0 1 1 0.928 | |
1756 0 0 1 1.155 | |
1757 0 1 1 1.008 | |
1758 0 0 1 1.227 | |
1759 0 1 1 1.082 | |
1760 0 0 1 1.343 | |
1761 0 1 1 1.198 | |
1762 0 0 1 1.427 | |
1763 0 1 1 1.296 | |
1764 0 0 1 1.513 | |
1765 0 1 1 1.368 | |
1766 0 0 1 1.599 | |
1767 0 1 1 1.454 | |
1768 0 0 1 1.679 | |
1769 0 1 1 1.536 | |
1770 0 0 1 1.855 | |
1771 0 1 1 1.710 | |
1772 0 0 1 1.929 | |
1773 0 1 1 1.784 | |
1774 0 0 1 2.069 | |
1775 0 1 1 1.922 | |
1776 0 0 1 1.922 | |
1777 0 0 0 1.922 | |
1778 0 1 0 2.069 | |
1779 0 0 0 1.784 | |
1780 0 1 0 1.929 | |
1781 0 0 0 1.710 | |
1782 0 1 0 1.855 | |
1783 0 0 0 1.534 | |
1784 0 1 0 1.679 | |
1785 0 0 0 1.454 | |
1786 0 1 0 1.599 | |
1787 0 0 0 1.368 | |
1788 0 1 0 1.513 | |
1789 0 0 0 1.296 | |
1790 0 1 0 1.427 | |
1791 0 0 0 1.198 | |
1792 0 1 0 1.341 | |
1793 0 0 0 1.082 | |
1794 0 1 0 1.227 | |
1795 0 0 0 1.008 | |
1796 0 1 0 1.155 | |
1797 0 0 0 0.928 | |
1798 0 1 0 1.073 | |
1799 0 0 0 0.852 | |
1800 0 1 0 0.999 | |
1801 0 0 0 0.702 | |
1802 0 1 0 0.847 | |
1803 0 0 0 0.628 | |
1804 0 1 0 0.773 | |
1805 0 0 0 0.526 | |
1806 0 1 0 0.669 | |
1807 0 0 0 0.428 | |
1808 0 1 0 0.569 | |
1809 0 0 0 0.364 | |
1810 0 1 0 0.505 | |
1811 0 0 0 0.262 | |
1812 0 1 0 0.405 | |
1813 0 0 0 0.086 | |
1814 0 1 0 0.233 | |
1815 0 0 0 0.074 | |
1816 0 0 1 0.233 | |
1817 0 1 1 0.086 | |
1818 0 0 1 0.407 | |
1819 0 1 1 0.264 | |
1820 0 0 1 0.507 | |
1821 0 1 1 0.366 | |
1822 0 0 1 0.567 | |
1823 0 1 1 0.426 | |
1824 0 0 1 0.669 | |
1825 0 1 1 0.526 | |
1826 0 0 1 0.773 | |
1827 0 1 1 0.628 | |
1828 0 0 1 0.847 | |
1829 0 1 1 0.702 | |
1830 0 0 1 0.999 | |
1831 0 1 1 0.854 | |
1832 0 0 1 1.073 | |
1833 0 1 1 0.928 | |
1834 0 0 1 1.155 | |
1835 0 1 1 1.008 | |
1836 0 0 1 1.227 | |
1837 0 1 1 1.082 | |
1838 0 0 1 1.341 | |
1839 0 1 1 1.196 | |
1840 0 0 1 1.425 | |
1841 0 1 1 1.296 | |
1842 0 0 1 1.513 | |
1843 0 1 1 1.368 | |
1844 0 0 1 1.599 | |
1845 0 1 1 1.454 | |
1846 0 0 1 1.677 | |
1847 0 1 1 1.534 | |
1848 0 0 1 1.855 | |
1849 0 1 1 1.710 | |
1850 0 0 1 1.929 | |
1851 0 1 1 1.784 | |
1852 0 0 1 2.069 | |
1853 0 1 1 1.922 | |
1854 0 0 1 1.922 | |
1855 0 0 0 1.922 | |
1856 0 1 0 2.069 | |
1857 0 0 0 1.784 | |
1858 0 1 0 1.929 | |
1859 0 0 0 1.710 | |
1860 0 1 0 1.855 | |
1861 0 0 0 1.532 | |
1862 0 1 0 1.677 | |
1863 0 0 0 1.454 | |
1864 0 1 0 1.599 | |
1865 0 0 0 1.368 | |
1866 0 1 0 1.513 | |
1867 0 0 0 1.296 | |
1868 0 1 0 1.425 | |
1869 0 0 0 1.196 | |
1870 0 1 0 1.339 | |
1871 0 0 0 1.082 | |
1872 0 1 0 1.227 | |
1873 0 0 0 1.008 | |
1874 0 1 0 1.155 | |
1875 0 0 0 0.928 | |
1876 0 1 0 1.075 | |
1877 0 0 0 0.854 | |
1878 0 1 0 0.999 | |
1879 0 0 0 0.700 | |
1880 0 1 0 0.845 | |
1881 0 0 0 0.628 | |
1882 0 1 0 0.773 | |
1883 0 0 0 0.524 | |
1884 0 1 0 0.667 | |
1885 0 0 0 0.424 | |
1886 0 1 0 0.565 | |
1887 0 0 0 0.368 | |
1888 0 1 0 0.509 | |
1889 0 0 0 0.266 | |
1890 0 1 0 0.409 | |
1891 0 0 0 0.086 | |
1892 0 1 0 0.233 | |
1893 0 0 0 0.074 | |
1894 0 0 1 0.233 | |
1895 0 1 1 0.086 | |
1896 0 0 1 0.411 | |
1897 0 1 1 0.268 | |
1898 0 0 1 0.511 | |
1899 0 1 1 0.370 | |
1900 0 0 1 0.563 | |
1901 0 1 1 0.422 | |
1902 0 0 1 0.665 | |
1903 0 1 1 0.522 | |
1904 0 0 1 0.773 | |
1905 0 1 1 0.628 | |
1906 0 0 1 0.845 | |
1907 0 1 1 0.700 | |
1908 0 0 1 0.999 | |
1909 0 1 1 0.854 | |
1910 0 0 1 1.075 | |
1911 0 1 1 0.928 | |
1912 0 0 1 1.155 | |
1913 0 1 1 1.008 | |
1914 0 0 1 1.227 | |
1915 0 1 1 1.082 | |
1916 0 0 1 1.339 | |
1917 0 1 1 1.194 | |
1918 0 0 1 1.425 | |
1919 0 1 1 1.296 | |
1920 0 0 1 1.513 | |
1921 0 1 1 1.368 | |
1922 0 0 1 1.599 | |
1923 0 1 1 1.454 | |
1924 0 0 1 1.677 | |
1925 0 1 1 1.532 | |
1926 0 0 1 1.855 | |
1927 0 1 1 1.710 | |
1928 0 0 1 1.929 | |
1929 0 1 1 1.784 | |
1930 0 0 1 2.069 | |
1931 0 1 1 1.922 | |
1932 0 0 1 1.922 | |
1933 0 0 0 1.922 | |
1934 0 1 0 2.069 | |
1935 0 0 0 1.784 | |
1936 0 1 0 1.929 | |
1937 0 0 0 1.710 | |
1938 0 1 0 1.855 | |
1939 0 0 0 1.530 | |
1940 0 1 0 1.675 | |
1941 0 0 0 1.452 | |
1942 0 1 0 1.597 | |
1943 0 0 0 1.368 | |
1944 0 1 0 1.513 | |
1945 0 0 0 1.296 | |
1946 0 1 0 1.423 | |
1947 0 0 0 1.194 | |
1948 0 1 0 1.337 | |
1949 0 0 0 1.082 | |
1950 0 1 0 1.227 | |
1951 0 0 0 1.008 | |
1952 0 1 0 1.155 | |
1953 0 0 0 0.928 | |
1954 0 1 0 1.075 | |
1955 0 0 0 0.854 | |
1956 0 1 0 0.999 | |
1957 0 0 0 0.700 | |
1958 0 1 0 0.845 | |
1959 0 0 0 0.628 | |
1960 0 1 0 0.773 | |
1961 0 0 0 0.522 | |
1962 0 1 0 0.665 | |
1963 0 0 0 0.420 | |
1964 0 1 0 0.561 | |
1965 0 0 0 0.372 | |
1966 0 1 0 0.511 | |
1967 0 0 0 0.268 | |
1968 0 1 0 0.411 | |
1969 0 0 0 0.086 | |
1970 0 1 0 0.233 | |
1971 0 0 0 0.074 | |
1972 0 0 1 0.233 | |
1973 0 1 1 0.086 | |
1974 0 0 1 0.413 | |
1975 0 1 1 0.270 | |
1976 0 0 1 0.513 | |
1977 0 1 1 0.374 | |
1978 0 0 1 0.559 | |
1979 0 1 1 0.418 | |
1980 0 0 1 0.663 | |
1981 0 1 1 0.520 | |
1982 0 0 1 0.773 | |
1983 0 1 1 0.628 | |
1984 0 0 1 0.845 | |
1985 0 1 1 0.700 | |
1986 0 0 1 0.999 | |
1987 0 1 1 0.854 | |
1988 0 0 1 1.075 | |
1989 0 1 1 0.928 | |
1990 0 0 1 1.155 | |
1991 0 1 1 1.008 | |
1992 0 0 1 1.227 | |
1993 0 1 1 1.082 | |
1994 0 0 1 1.337 | |
1995 0 1 1 1.192 | |
1996 0 0 1 1.423 | |
1997 0 1 1 1.278 | |
1998 0 0 1 1.441 | |
1999 0 1 1 1.296 | |
2000 0 0 1 1.513 | |
2001 0 1 1 1.368 | |
2002 0 0 1 1.597 | |
2003 0 1 1 1.452 | |
2004 0 0 1 1.675 | |
2005 0 1 1 1.530 | |
2006 0 0 1 1.855 | |
2007 0 1 1 1.710 | |
2008 0 0 1 1.929 | |
2009 0 1 1 1.784 | |
2010 0 0 1 2.069 | |
2011 0 1 1 1.922 | |
2012 0 0 1 1.922 | |
2013 0 0 0 1.922 | |
2014 0 1 0 2.069 | |
2015 0 0 0 1.784 | |
2016 0 1 0 1.929 | |
2017 0 0 0 1.710 | |
2018 0 1 0 1.855 | |
2019 0 0 0 1.530 | |
2020 0 1 0 1.675 | |
2021 0 0 0 1.452 | |
2022 0 1 0 1.597 | |
2023 0 0 0 1.368 | |
2024 0 1 0 1.513 | |
2025 0 0 0 1.294 | |
2026 0 1 0 1.441 | |
2027 0 0 0 1.278 | |
2028 0 1 0 1.421 | |
2029 0 0 0 1.192 | |
2030 0 1 0 1.335 | |
2031 0 0 0 1.082 | |
2032 0 1 0 1.227 | |
2033 0 0 0 1.008 | |
2034 0 1 0 1.155 | |
2035 0 0 0 0.928 | |
2036 0 1 0 1.075 | |
2037 0 0 0 0.854 | |
2038 0 1 0 0.999 | |
2039 0 0 0 0.700 | |
2040 0 1 0 0.845 | |
2041 0 0 0 0.628 | |
2042 0 1 0 0.773 | |
2043 0 0 0 0.518 | |
2044 0 1 0 0.661 | |
2045 0 0 0 0.418 | |
2046 0 1 0 0.559 | |
2047 0 0 0 0.374 | |
2048 0 1 0 0.515 | |
2049 0 0 0 0.272 | |
2050 0 1 0 0.415 | |
2051 0 0 0 0.086 | |
2052 0 1 0 0.233 | |
2053 0 0 0 0.074 | |
2054 0 0 1 0.233 | |
2055 0 1 1 0.086 | |
2056 0 0 1 0.415 | |
2057 0 1 1 0.272 | |
2058 0 0 1 0.517 | |
2059 0 1 1 0.376 | |
2060 0 0 1 0.557 | |
2061 0 1 1 0.416 | |
2062 0 0 1 0.661 | |
2063 0 1 1 0.516 | |
2064 0 0 1 0.773 | |
2065 0 1 1 0.628 | |
2066 0 0 1 0.845 | |
2067 0 1 1 0.700 | |
2068 0 0 1 0.999 | |
2069 0 1 1 0.854 | |
2070 0 0 1 1.075 | |
2071 0 1 1 0.928 | |
2072 0 0 1 1.155 | |
2073 0 1 1 1.008 | |
2074 0 0 1 1.227 | |
2075 0 1 1 1.082 | |
2076 0 0 1 1.335 | |
2077 0 1 1 1.190 | |
2078 0 0 1 1.421 | |
2079 0 1 1 1.276 | |
2080 0 0 1 1.441 | |
2081 0 1 1 1.294 | |
2082 0 0 1 1.513 | |
2083 0 1 1 1.368 | |
2084 0 0 1 1.597 | |
2085 0 1 1 1.452 | |
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3502 0 0 1 0.791 | |
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3504 0 0 1 1.061 | |
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6950 0 0 1 0.439 | |
6951 0 1 1 0.298 | |
6952 0 0 1 0.635 | |
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7210 0 0 1 1.707 | |
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7212 0 0 1 2.069 | |
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7402 0 0 1 2.069 | |
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7411 0 1 1 0.086 | |
7412 0 0 1 2.069 | |
7413 0 1 1 1.922 | |
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7417 0 0 0 0.086 | |
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7421 0 1 1 0.086 | |
7422 0 0 1 2.069 | |
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7427 0 0 0 0.086 | |
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7431 0 1 1 0.088 | |
7432 0 0 1 2.067 | |
7433 0 1 1 1.922 | |
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7436 0 1 0 2.067 | |
7437 0 0 0 0.088 | |
7438 0 1 0 0.233 | |
7439 0 0 0 0.074 | |
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7445 0 0 0 1.920 | |
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7450 0 0 1 0.235 | |
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7455 0 0 0 1.920 | |
7456 0 1 0 2.065 | |
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8192 0 0 1 0.859 | |
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8205 0 1 1 1.284 | |
8206 0 0 1 1.473 | |
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8208 0 0 1 1.591 | |
8209 0 1 1 1.450 | |
8210 0 0 1 1.633 | |
8211 0 1 1 1.492 | |
8212 0 0 1 1.749 | |
8213 0 1 1 1.608 | |
8214 0 0 1 1.879 | |
8215 0 1 1 1.738 | |
8216 0 0 1 1.921 | |
8217 0 1 1 1.778 | |
8218 0 0 1 2.027 | |
8219 0 1 1 1.884 | |
8220 0 0 1 1.884 | |
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8224 0 1 0 1.921 | |
8225 0 0 0 1.738 | |
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8230 0 1 0 1.633 | |
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8232 0 1 0 1.591 | |
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8260 0 1 0 0.387 | |
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8264 0 0 1 0.275 | |
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8280 0 0 1 0.905 | |
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8296 0 0 1 1.633 | |
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8299 0 1 1 1.608 | |
8300 0 0 1 1.879 | |
8301 0 1 1 1.738 | |
8302 0 0 1 1.919 | |
8303 0 1 1 1.778 | |
8304 0 0 1 2.027 | |
8305 0 1 1 1.884 | |
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8309 0 0 0 1.778 | |
8310 0 1 0 1.919 | |
8311 0 0 0 1.738 | |
8312 0 1 0 1.879 | |
8313 0 0 0 1.608 | |
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8315 0 0 0 1.492 | |
8316 0 1 0 1.633 | |
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8319 0 0 0 1.332 | |
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8340 0 1 0 0.657 | |
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8360 0 0 1 0.695 | |
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8364 0 0 1 0.861 | |
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8615 0 1 1 1.610 | |
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8735 0 1 1 0.504 | |
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8800 0 0 1 0.521 | |
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8821 0 1 1 1.332 | |
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9510 0 0 1 1.473 | |
9511 0 1 1 1.332 | |
9512 0 0 1 1.591 | |
9513 0 1 1 1.450 | |
9514 0 0 1 1.749 | |
9515 0 1 1 1.610 | |
9516 0 0 1 1.879 | |
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9634 0 0 1 0.387 | |
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