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| | | 1538 77 38 [[1705,12]] 7 314800
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| | | 1539 77 39 [[1705,12]] 7 330400
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| | | 1540 77 40 [[1705,12]] 7 346000
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| | | 1551 109 1 [[1751,1]] 6|7|8 504000|6300|2100
|
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| | | 1552 109 2 [[1751,1]] 6|7|8 1008000|12600|4200
|
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| | | 1553 109 3 [[1751,1]] 6|7|8 1512000|18900|6300
|
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| | | 1554 109 4 [[1751,1]] 6|7|8 2016000|25200|8400
|
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| | | 1555 109 5 [[1751,1]] 6|7|8 2520000|31500|10500
|
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| | | 1556 109 6 [[1751,1]] 6|7|8 3024000|37800|12600
|
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| | | 1557 109 7 [[1751,1]] 6|7|8 3528000|44100|14700
|
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| | | 1558 109 8 [[1751,1]] 6|7|8 4032000|50400|16800
|
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| | | 1559 109 9 [[1751,1]] 6|7|8 4536000|56700|18900
|
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| | | 1560 109 10 [[1751,1]] 6|7|8 5040000|63000|21000
|
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| | | 1561 109 11 [[1751,2]] 6|7|8 5997600|74970|24990
|
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| | | 1562 109 12 [[1751,2]] 6|7|8 6955200|86940|28980
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| | | 1563 109 13 [[1751,2]] 6|7|8 7912800|98910|32970
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| | | 1564 109 14 [[1751,2]] 6|7|8 8870400|110880|36960
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| | | 1565 109 15 [[1751,2]] 6|7|8 9828000|122850|40950
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| | | 1566 109 16 [[1751,2]] 6|7|8 10785600|134820|44940
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| | | 1567 109 17 [[1751,2]] 6|7|8 11743200|146790|48930
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| | | 1568 109 18 [[1751,2]] 6|7|8 12700800|158760|52920
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| | | 1569 109 19 [[1751,2]] 6|7|8 13658400|170730|56910
|
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| | | 1570 109 20 [[1751,2]] 6|7|8 14616000|182700|60900
|
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| | | 1571 109 21 [[1751,3]] 6|7|8 15976800|199710|66570
|
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| | | 1572 109 22 [[1751,3]] 6|7|8 17337600|216720|72240
|
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| | | 1573 109 23 [[1751,3]] 6|7|8 18698400|233730|77910
|
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| | | 1574 109 24 [[1751,3]] 6|7|8 20059200|250740|83580
|
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| | | 1575 109 25 [[1751,3]] 6|7|8 21420000|267750|89250
|
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| | | 1576 109 26 [[1751,3]] 6|7|8 22780800|284760|94920
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| | | 1577 109 27 [[1751,3]] 6|7|8 24141600|301770|100590
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| | | 1578 109 28 [[1751,3]] 6|7|8 25502400|318780|106260
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| | | 1579 109 29 [[1751,3]] 6|7|8 26863200|335790|111930
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| | | 1580 109 30 [[1751,3]] 6|7|8 28224000|352800|117600
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| | | 1581 109 31 [[1751,4]] 6|7|8 29937600|374220|124740
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| | | 1582 109 32 [[1751,4]] 6|7|8 31651200|395640|131880
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| | | 1583 109 33 [[1751,4]] 6|7|8 33364800|417060|139020
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| | | 1584 109 34 [[1751,4]] 6|7|8 35078400|438480|146160
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| | | 1585 109 35 [[1751,4]] 6|7|8 36792000|459900|153300
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| | | 1586 109 36 [[1751,4]] 6|7|8 38505600|481320|160440
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| | | 1587 109 37 [[1751,4]] 6|7|8 40219200|502740|167580
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| | | 1588 109 38 [[1751,4]] 6|7|8 41932800|524160|174720
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| | | 1589 109 39 [[1751,4]] 6|7|8 43646400|545580|181860
|
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| | | 1590 109 40 [[1751,4]] 6|7|8 45360000|567000|189000
|
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| | | 1601 110 1 [[1752,1]] 6|7|8|174 1008000|12600|4200|100
|
|---|
| | | 1602 110 2 [[1752,1]] 6|7|8|174 2016000|25200|8400|200
|
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| | | 1603 110 3 [[1752,1]] 6|7|8|174 3024000|37800|12600|300
|
|---|
| | | 1604 110 4 [[1752,1]] 6|7|8|174 4032000|50400|16800|400
|
|---|
| | | 1605 110 5 [[1752,1]] 6|7|8|174 5040000|63000|21000|500
|
|---|
| | | 1606 110 6 [[1752,1]] 6|7|8|174 6048000|75600|25200|600
|
|---|
| | | 1607 110 7 [[1752,1]] 6|7|8|174 7056000|88200|29400|700
|
|---|
| | | 1608 110 8 [[1752,1]] 6|7|8|174 8064000|100800|33600|800
|
|---|
| | | 1609 110 9 [[1752,1]] 6|7|8|174 9072000|113400|37800|900
|
|---|
| | | 1610 110 10 [[1752,1]] 6|7|8|174 10080000|126000|42000|1000
|
|---|
| | | 1611 110 11 [[1752,2]] 6|7|8|174 11995200|149940|49980|1190
|
|---|
| | | 1612 110 12 [[1752,2]] 6|7|8|174 13910400|173880|57960|1380
|
|---|
| | | 1613 110 13 [[1752,2]] 6|7|8|174 15825600|197820|65940|1570
|
|---|
| | | 1614 110 14 [[1752,2]] 6|7|8|174 17740800|221760|73920|1760
|
|---|
| | | 1615 110 15 [[1752,2]] 6|7|8|174 19656000|245700|81900|1950
|
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| | | 1616 110 16 [[1752,2]] 6|7|8|174 21571200|269640|89880|2140
|
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| | | 1617 110 17 [[1752,2]] 6|7|8|174 23486400|293580|97860|2330
|
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| | | 1618 110 18 [[1752,2]] 6|7|8|174 25401600|317520|105840|2520
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| | | 1619 110 19 [[1752,2]] 6|7|8|174 27316800|341460|113820|2710
|
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| | | 1620 110 20 [[1752,2]] 6|7|8|174 29232000|365400|121800|2900
|
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| | | 1621 110 21 [[1752,3]] 6|7|8|174 31953600|399420|133140|3170
|
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| | | 1622 110 22 [[1752,3]] 6|7|8|174 34675200|433440|144480|3440
|
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| | | 1623 110 23 [[1752,3]] 6|7|8|174 37396800|467460|155820|3710
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| | | 1624 110 24 [[1752,3]] 6|7|8|174 40118400|501480|167160|3980
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|---|
| | | 1625 110 25 [[1752,3]] 6|7|8|174 42840000|535500|178500|4250
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| | | 1626 110 26 [[1752,3]] 6|7|8|174 45561600|569520|189840|4520
|
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| | | 1627 110 27 [[1752,3]] 6|7|8|174 48283200|603540|201180|4790
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| | | 1628 110 28 [[1752,3]] 6|7|8|174 51004800|637560|212520|5060
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| | | 1629 110 29 [[1752,3]] 6|7|8|174 53726400|671580|223860|5330
|
|---|
| | | 1630 110 30 [[1752,3]] 6|7|8|174 56448000|705600|235200|5600
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| | | 1631 110 31 [[1752,4]] 6|7|8|174 59875200|748440|249480|5940
|
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| | | 1632 110 32 [[1752,4]] 6|7|8|174 63302400|791280|263760|6280
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| | | 1633 110 33 [[1752,4]] 6|7|8|174 66729600|834120|278040|6620
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| | | 1634 110 34 [[1752,4]] 6|7|8|174 70156800|876960|292320|6960
|
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| | | 1635 110 35 [[1752,4]] 6|7|8|174 73584000|919800|306600|7300
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| | | 1636 110 36 [[1752,4]] 6|7|8|174 77011200|962640|320880|7640
|
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| | | 1637 110 37 [[1752,4]] 6|7|8|174 80438400|1005480|335160|7980
|
|---|
| | | 1638 110 38 [[1752,4]] 6|7|8|174 83865600|1048320|349440|8320
|
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| | | 1639 110 39 [[1752,4]] 6|7|8|174 87292800|1091160|363720|8660
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| | | 1640 110 40 [[1752,4]] 6|7|8|174 90720000|1134000|378000|9000
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