Ticket #650: failing_graph_4.lgf
| File failing_graph_4.lgf, 33.6 KB (added by , 3 years ago) |
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| 1 | @nodes |
| 2 | label |
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| 1329 | 72 97 1226 -2.70805 |
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| 1398 | 75 42 1295 -8.78216 |
| 1399 | 75 43 1296 -8.78216 |
| 1400 | 75 46 1297 -8.78216 |
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| 1407 | 76 97 1304 -2.70805 |
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| 1446 | 78 79 1343 -3.36606 |
| 1447 | 78 97 1344 -6.07411 |
| 1448 | 78 80 1345 -6.73212 |
| 1449 | 78 0 1346 -8.15801 |
| 1450 | 78 31 1347 -8.78216 |
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| 1466 | 79 97 1363 -2.70805 |
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| 1486 | 80 0 1383 -4.79195 |
| 1487 | 80 31 1384 -5.4161 |
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| 1503 | 80 10 1400 -5.4161 |
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| 1505 | 81 82 1402 -3.36606 |
| 1506 | 81 97 1403 -6.07411 |
| 1507 | 81 0 1404 -8.15801 |
| 1508 | 81 31 1405 -8.78216 |
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| 1522 | 81 9 1419 -8.78216 |
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| 1525 | 82 97 1422 -6.07411 |
| 1526 | 82 84 1423 -6.73212 |
| 1527 | 82 0 1424 -8.15801 |
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| 1544 | 83 97 1441 -2.70805 |
| 1545 | 83 0 1442 -4.79195 |
| 1546 | 83 5 1443 -5.4161 |
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| 1564 | 84 97 1461 -2.70805 |
| 1565 | 84 0 1462 -4.79195 |
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| 1584 | 85 97 1481 -3.36606 |
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| 1593 | 85 42 1490 -6.07411 |
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| 1595 | 85 46 1492 -6.07411 |
| 1596 | 85 47 1493 -6.07411 |
| 1597 | 85 49 1494 -6.07411 |
| 1598 | 85 9 1495 -6.07411 |
| 1599 | 85 55 1496 -6.07411 |
| 1600 | 85 57 1497 -6.07411 |
| 1601 | 85 59 1498 -6.07411 |
| 1602 | 85 10 1499 -6.07411 |
| 1603 | 85 66 1500 -6.07411 |
| 1604 | 86 87 1501 -3.36606 |
| 1605 | 86 97 1502 -6.07411 |
| 1606 | 86 89 1503 -6.73212 |
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| 1608 | 86 0 1505 -8.15801 |
| 1609 | 86 31 1506 -8.78216 |
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| 1615 | 86 39 1512 -8.78216 |
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| 1624 | 87 97 1521 -6.07411 |
| 1625 | 87 0 1522 -8.15801 |
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| 1632 | 87 39 1529 -8.78216 |
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| 1645 | 88 89 1542 -6.73212 |
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| 1655 | 88 43 1552 -8.78216 |
| 1656 | 88 46 1553 -8.78216 |
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| 1658 | 88 49 1555 -8.78216 |
| 1659 | 88 55 1556 -8.78216 |
| 1660 | 88 57 1557 -8.78216 |
| 1661 | 88 9 1558 -8.78216 |
| 1662 | 88 59 1559 -8.78216 |
| 1663 | 89 97 1560 -2.70805 |
| 1664 | 89 90 1561 -3.36606 |
| 1665 | 89 0 1562 -4.79195 |
| 1666 | 89 31 1563 -5.4161 |
| 1667 | 89 5 1564 -5.4161 |
| 1668 | 89 32 1565 -5.4161 |
| 1669 | 89 33 1566 -5.4161 |
| 1670 | 89 36 1567 -5.4161 |
| 1671 | 89 38 1568 -5.4161 |
| 1672 | 89 39 1569 -5.4161 |
| 1673 | 89 42 1570 -5.4161 |
| 1674 | 89 43 1571 -5.4161 |
| 1675 | 89 46 1572 -5.4161 |
| 1676 | 89 47 1573 -5.4161 |
| 1677 | 89 49 1574 -5.4161 |
| 1678 | 89 55 1575 -5.4161 |
| 1679 | 89 9 1576 -5.4161 |
| 1680 | 89 57 1577 -5.4161 |
| 1681 | 89 59 1578 -5.4161 |
| 1682 | 89 10 1579 -5.4161 |
| 1683 | 90 97 1580 -3.36606 |
| 1684 | 90 0 1581 -5.44996 |
| 1685 | 90 5 1582 -6.07411 |
| 1686 | 90 31 1583 -6.07411 |
| 1687 | 90 32 1584 -6.07411 |
| 1688 | 90 33 1585 -6.07411 |
| 1689 | 90 36 1586 -6.07411 |
| 1690 | 90 38 1587 -6.07411 |
| 1691 | 90 39 1588 -6.07411 |
| 1692 | 90 42 1589 -6.07411 |
| 1693 | 90 43 1590 -6.07411 |
| 1694 | 90 46 1591 -6.07411 |
| 1695 | 90 47 1592 -6.07411 |
| 1696 | 90 49 1593 -6.07411 |
| 1697 | 90 9 1594 -6.07411 |
| 1698 | 90 55 1595 -6.07411 |
| 1699 | 90 57 1596 -6.07411 |
| 1700 | 90 59 1597 -6.07411 |
| 1701 | 91 93 1598 -3.36606 |
| 1702 | 91 97 1599 -6.07411 |
| 1703 | 91 0 1600 -8.15801 |
| 1704 | 91 31 1601 -8.78216 |
| 1705 | 91 32 1602 -8.78216 |
| 1706 | 91 33 1603 -8.78216 |
| 1707 | 91 5 1604 -8.78216 |
| 1708 | 91 36 1605 -8.78216 |
| 1709 | 91 38 1606 -8.78216 |
| 1710 | 91 39 1607 -8.78216 |
| 1711 | 91 42 1608 -8.78216 |
| 1712 | 91 43 1609 -8.78216 |
| 1713 | 91 46 1610 -8.78216 |
| 1714 | 91 47 1611 -8.78216 |
| 1715 | 91 49 1612 -8.78216 |
| 1716 | 91 55 1613 -8.78216 |
| 1717 | 91 57 1614 -8.78216 |
| 1718 | 91 9 1615 -8.78216 |
| 1719 | 91 59 1616 -8.78216 |
| 1720 | 91 10 1617 -8.78216 |
| 1721 | 92 97 1618 -2.70805 |
| 1722 | 92 94 1619 -3.36606 |
| 1723 | 92 0 1620 -4.79195 |
| 1724 | 92 31 1621 -5.4161 |
| 1725 | 92 5 1622 -5.4161 |
| 1726 | 92 32 1623 -5.4161 |
| 1727 | 92 33 1624 -5.4161 |
| 1728 | 92 36 1625 -5.4161 |
| 1729 | 92 38 1626 -5.4161 |
| 1730 | 92 39 1627 -5.4161 |
| 1731 | 92 42 1628 -5.4161 |
| 1732 | 92 43 1629 -5.4161 |
| 1733 | 92 46 1630 -5.4161 |
| 1734 | 92 47 1631 -5.4161 |
| 1735 | 92 49 1632 -5.4161 |
| 1736 | 92 55 1633 -5.4161 |
| 1737 | 92 9 1634 -5.4161 |
| 1738 | 92 57 1635 -5.4161 |
| 1739 | 92 59 1636 -5.4161 |
| 1740 | 92 10 1637 -5.4161 |
| 1741 | 93 97 1638 -2.70805 |
| 1742 | 93 0 1639 -4.79195 |
| 1743 | 93 31 1640 -5.4161 |
| 1744 | 93 5 1641 -5.4161 |
| 1745 | 93 32 1642 -5.4161 |
| 1746 | 93 33 1643 -5.4161 |
| 1747 | 93 36 1644 -5.4161 |
| 1748 | 93 38 1645 -5.4161 |
| 1749 | 93 39 1646 -5.4161 |
| 1750 | 93 42 1647 -5.4161 |
| 1751 | 93 43 1648 -5.4161 |
| 1752 | 93 46 1649 -5.4161 |
| 1753 | 93 47 1650 -5.4161 |
| 1754 | 93 49 1651 -5.4161 |
| 1755 | 93 55 1652 -5.4161 |
| 1756 | 93 9 1653 -5.4161 |
| 1757 | 93 57 1654 -5.4161 |
| 1758 | 93 59 1655 -5.4161 |
| 1759 | 93 10 1656 -5.4161 |
| 1760 | 94 97 1657 -6.07411 |
| 1761 | 94 0 1658 -8.15801 |
| 1762 | 94 31 1659 -8.78216 |
| 1763 | 94 32 1660 -8.78216 |
| 1764 | 94 33 1661 -8.78216 |
| 1765 | 94 5 1662 -8.78216 |
| 1766 | 94 36 1663 -8.78216 |
| 1767 | 94 38 1664 -8.78216 |
| 1768 | 94 39 1665 -8.78216 |
| 1769 | 94 42 1666 -8.78216 |
| 1770 | 94 43 1667 -8.78216 |
| 1771 | 94 46 1668 -8.78216 |
| 1772 | 94 47 1669 -8.78216 |
| 1773 | 94 49 1670 -8.78216 |
| 1774 | 94 55 1671 -8.78216 |
| 1775 | 94 57 1672 -8.78216 |
| 1776 | 94 9 1673 -8.78216 |
| 1777 | 94 59 1674 -8.78216 |
| 1778 | 94 10 1675 -8.78216 |
| 1779 | 95 96 1676 -3.36606 |
| 1780 | 95 97 1677 -6.07411 |
| 1781 | 95 0 1678 -8.15801 |
| 1782 | 95 31 1679 -8.78216 |
| 1783 | 95 32 1680 -8.78216 |
| 1784 | 95 33 1681 -8.78216 |
| 1785 | 95 5 1682 -8.78216 |
| 1786 | 95 36 1683 -8.78216 |
| 1787 | 95 38 1684 -8.78216 |
| 1788 | 95 39 1685 -8.78216 |
| 1789 | 95 42 1686 -8.78216 |
| 1790 | 95 43 1687 -8.78216 |
| 1791 | 95 46 1688 -8.78216 |
| 1792 | 95 47 1689 -8.78216 |
| 1793 | 95 49 1690 -8.78216 |
| 1794 | 95 55 1691 -8.78216 |
| 1795 | 95 57 1692 -8.78216 |
| 1796 | 95 9 1693 -8.78216 |
| 1797 | 95 59 1694 -8.78216 |
| 1798 | 95 10 1695 -8.78216 |
| 1799 | 96 97 1696 -6.07411 |
| 1800 | 96 0 1697 -8.15801 |
| 1801 | 96 31 1698 -8.78216 |
| 1802 | 96 32 1699 -8.78216 |
| 1803 | 96 33 1700 -8.78216 |
| 1804 | 96 5 1701 -8.78216 |
| 1805 | 96 36 1702 -8.78216 |
| 1806 | 96 38 1703 -8.78216 |
| 1807 | 96 39 1704 -8.78216 |
| 1808 | 96 42 1705 -8.78216 |
| 1809 | 96 43 1706 -8.78216 |
| 1810 | 96 46 1707 -8.78216 |
| 1811 | 96 47 1708 -8.78216 |
| 1812 | 96 49 1709 -8.78216 |
| 1813 | 96 55 1710 -8.78216 |
| 1814 | 96 57 1711 -8.78216 |
| 1815 | 96 9 1712 -8.78216 |
| 1816 | 96 59 1713 -8.78216 |
| 1817 | 96 10 1714 -8.78216 |
