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History | ![]() |
Definitions | ![]() |
Definitions | ![]() |
Downloads | ![]() |
Downloads | ![]() |
ToDo | ![]() |
ToDo | ![]() |
Missing Info | ![]() |
Missing Info | ![]() |
Glossary | ![]() |
Glossary | ![]() |
k < 300 | ![]() |
k < 300 | ![]() |
300 < k < 2000 | ![]() |
300 < k < 2000 | ![]() |
2000 < k < 4000 | ![]() |
2000 < k < 4000 | ![]() |
4000 < k < 6000 | ![]() |
4000 < k < 6000 | ![]() |
6000 < k < 8000 | ![]() |
6000 < k < 8000 | ![]() |
8000 < k < 10000 | ![]() |
8000 < k < 10000 | ![]() |
104 < k < 105 | ![]() |
104 < k < 105 | ![]() |
105 < k < 106 | ![]() |
105 < k < 106 | ![]() |
106 < k < 107 | ![]() |
106 < k < 107 | ![]() |
107 < k < 108 | ![]() |
107 < k < 108 | ![]() |
108 < k < 109 | ![]() |
108 < k < 109 | ![]() |
109 < k < 1010 | ![]() |
109 < k < 1010 | ![]() |
1010 < k < Infin. | ![]() |
1010 < k < Infin. | ![]() |
Condensed 10000 < k < 100000 | ![]() |
Condensed 10000 < k < 100000 | ![]() |
Statistics | ![]() |
Statistics | ![]() |
Constant-n search | ![]() |
Constant-n search | ![]() |
k < 300 | ![]() |
k < 300 | ![]() |
300 < k < 2000 | ![]() |
300 < k < 2000 | ![]() |
2000 < k < 4000 | ![]() |
2000 < k < 4000 | ![]() |
4000 < k < 6000 | ![]() |
4000 < k < 6000 | ![]() |
6000 < k < 8000 | ![]() |
6000 < k < 8000 | ![]() |
8000 < k < 10000 | ![]() |
8000 < k < 10000 | ![]() |
Statistics | ![]() |
Statistics | ![]() |
Status k < 50 | ![]() |
Status k < 50 | ![]() |
Status k < 300 | ![]() |
Status k < 300 | ![]() |
Status 300 <k< 1200 | ![]() |
Status 300 <k< 1200 | ![]() |
k = 5 - 62.04% | ![]() |
k = 5 - 62.04% | ![]() |
k = 15 - 58.20% | ![]() |
k = 15 - 58.20% | ![]() |
k = 17 - 67.80% | ![]() |
k = 17 - 67.80% | ![]() |
k = 65 - Done | ![]() |
k = 65 - Done | ![]() |
k = 105 - 48.38% | ![]() |
k = 105 - 48.38% | ![]() |
k = 125 - Done | ![]() |
k = 125 - Done | ![]() |
9 k's - Done | ![]() |
9 k's - Done | ![]() |
... | ![]() |
... | ![]() |
Overview | ![]() |
Overview | ![]() |
Drive #1 - Done | ![]() |
Drive #1 - Done | ![]() |
Drive #2 - Done | ![]() |
Drive #2 - Done | ![]() |
Drive #3 - Done | ![]() |
Drive #3 - Done | ![]() |
Drive #4 - Done | ![]() |
Drive #4 - Done | ![]() |
Drive #5 - Done | ![]() |
Drive #5 - Done | ![]() |
Drive #6 - 65.25% | ![]() |
Drive #6 - 65.25% | ![]() |
Drive #7 - ?% | ![]() |
Drive #7 - ?% | ![]() |
Drive #8 - ?% | ![]() |
Drive #8 - ?% | ![]() |
Drive #9 - 99.33% | ![]() |
Drive #9 - 99.33% | ![]() |
Drive #10 - 41.69% | ![]() |
Drive #10 - 41.69% | ![]() |
Drive #11 - .% | ![]() |
Drive #11 - .% | ![]() |
MBitDrive #1 - ?% | ![]() |
MBitDrive #1 - ?% | ![]() |
MBitDrive #2 - 22% | ![]() |
MBitDrive #2 - 22% | ![]() |
MBitDrive #3 - % | ![]() |
MBitDrive #3 - % | ![]() |
Overview | ![]() |
Overview | ![]() |
All Drives | ![]() |
All Drives | ![]() |
Drives | ![]() |
Drives | ![]() |
Mini-Drives | ![]() |
Mini-Drives | ![]() |
Races | ![]() |
Races | ![]() |
Efforts | ![]() |
Efforts | ![]() |
... | ![]() |
... | ![]() |
Overview | ![]() |
Overview | ![]() |
Race #1 | ![]() |
Race #1 | ![]() |
Race #2 | ![]() |
Race #2 | ![]() |
Race #3 | ![]() |
Race #3 | ![]() |
Race #4 | ![]() |
Race #4 | ![]() |
Race #5 | ![]() |
Race #5 | ![]() |
Race #6 | ![]() |
Race #6 | ![]() |
Race #7 | ![]() |
Race #7 | ![]() |
Race #8 | ![]() |
Race #8 | ![]() |
Race #9 | ![]() |
Race #9 | ![]() |
Mini #1 - Done | ![]() |
Mini #1 - Done | ![]() |
Mini #2 - Done | ![]() |
Mini #2 - Done | ![]() |
Mini #3 - 38.80% | ![]() |
Mini #3 - 38.80% | ![]() |
Mini #4 - Done | ![]() |
Mini #4 - Done | ![]() |
Mini #5 - % | ![]() |
Mini #5 - % | ![]() |
Maxi #1 - ?% | ![]() |
Maxi #1 - ?% | ![]() |
Drive #1 - Done | ![]() |
Drive #1 - Done | ![]() |
Drive #2 - Done | ![]() |
Drive #2 - Done | ![]() |
Drive #3 - Done | ![]() |
Drive #3 - Done | ![]() |
Drive #4 | ![]() |
Drive #4 | ![]() |
Drive #5 - Done | ![]() |
Drive #5 - Done | ![]() |
Drive #6 - Done | ![]() |
Drive #6 - Done | ![]() |
Drive #7 - Done | ![]() |
Drive #7 - Done | ![]() |
Drive #8 - Done | ![]() |
Drive #8 - Done | ![]() |
Drive #9 | ![]() |
Drive #9 | ![]() |
Drive #10 - 32.60% | ![]() |
Drive #10 - 32.60% | ![]() |
Drive #11 - Done | ![]() |
Drive #11 - Done | ![]() |
Drive #12 - Done | ![]() |
Drive #12 - Done | ![]() |
Drive #13 - .% | ![]() |
Drive #13 - .% | ![]() |
Drive #14 - .% | ![]() |
Drive #14 - .% | ![]() |
Section A - Done | ![]() |
Section A - Done | ![]() |
Section B - Done | ![]() |
Section B - Done | ![]() |
Section C - Done | ![]() |
Section C - Done | ![]() |
Section D - Done | ![]() |
Section D - Done | ![]() |
Drive #1 - suspended | ![]() |
Drive #1 - suspended | ![]() |
Drive #2 - suspended | ![]() |
Drive #2 - suspended | ![]() |
Drive #3 - suspended | ![]() |
Drive #3 - suspended | ![]() |
GIMPS | ![]() |
GIMPS | ![]() |
PrimeGrid | ![]() |
PrimeGrid | ![]() |
RieselSieve | ![]() |
RieselSieve | ![]() |
15k | ![]() |
15k | ![]() |
321Search | ![]() |
321Search | ![]() |
2721 | ![]() |
2721 | ![]() |
12121 | ![]() |
12121 | ![]() |
PrimeSearch | ![]() |
PrimeSearch | ![]() |
... | ![]() |
... | ![]() |
TPS | ![]() |
TPS | ![]() |
(Near)Woodall | ![]() |
(Near)Woodall | ![]() |
Riesel | ![]() |
Riesel | ![]() |
even Riesel | ![]() |
even Riesel | ![]() |
Riesel Twin/SG | ![]() |
Riesel Twin/SG | ![]() |
Liskovets/Gallot | ![]() |
Liskovets/Gallot | ![]() |
First P-Prime k | ![]() |
First P-Prime k | ![]() |
First R-Prime k | ![]() |
First R-Prime k | ![]() |
First Twin k | ![]() |
First Twin k | ![]() |
First SG k | ![]() |
First SG k | ![]() |
Riesel-Payam | ![]() |
Riesel-Payam | ![]() |
... | ![]() |
... | ![]() |
PRPnet / LLRnet servers | ![]() |
PRPnet / LLRnet servers | ![]() |
Introduction | ![]() |
Introduction | ![]() |
Statistics | ![]() |
Statistics | ![]() |
Records | ![]() |
Records | ![]() |
Table 000k | ![]() |
Table 000k | ![]() |
Table 100k | ![]() |
Table 100k | ![]() |
Table 200k | ![]() |
Table 200k | ![]() |
Table 300k | ![]() |
Table 300k | ![]() |
Table 400k | ![]() |
Table 400k | ![]() |
Table 500k | ![]() |
Table 500k | ![]() |
Table 600k | ![]() |
Table 600k | ![]() |
Table 700k | ![]() |
Table 700k | ![]() |
Table 800k | ![]() |
Table 800k | ![]() |
Table 900k | ![]() |
Table 900k | ![]() |
Table Others | ![]() |
Table Others | ![]() |
... | ![]() |
... | ![]() |
All Open | ![]() |
All Open | ![]() |
Home Prime Overview | ![]() |
Home Prime Overview | ![]() |
Home Prime Base 2 | ![]() |
Home Prime Base 2 | ![]() |
Home Prime Base 3 | ![]() |
Home Prime Base 3 | ![]() |
Home Prime Base 4 | ![]() |
Home Prime Base 4 | ![]() |
Home Prime Base 5 | ![]() |
Home Prime Base 5 | ![]() |
Home Prime Base 6 | ![]() |
Home Prime Base 6 | ![]() |
Home Prime Base 7 | ![]() |
Home Prime Base 7 | ![]() |
Home Prime Base 8 | ![]() |
Home Prime Base 8 | ![]() |
Home Prime Base 9 | ![]() |
Home Prime Base 9 | ![]() |
Home Prime Base 10 | ![]() |
Home Prime Base 10 | ![]() |
Home Prime Base 12 | ![]() |
Home Prime Base 12 | ![]() |
Home Prime Base 16 | ![]() |
Home Prime Base 16 | ![]() |
Inverse Home Prime Base 8 | ![]() |
Inverse Home Prime Base 8 | ![]() |
Euclid-Mullin seq. | ![]() |
Euclid-Mullin seq. | ![]() |
CRUS Table | ![]() |
CRUS Table | ![]() |
General. Fermat | ![]() |
General. Fermat | ![]() |
Primes k*b^b+1 | ![]() |
Primes k*b^b+1 | ![]() |
Primes k*b^b-1 | ![]() |
Primes k*b^b-1 | ![]() |
Smarandache Types | ![]() |
Smarandache Types | ![]() |
OEIS A057207 | ![]() |
OEIS A057207 | ![]() |
Carol/Kynea Search | ![]() |
Carol/Kynea Search | ![]() |
Biggest Puzzles | ![]() |
Biggest Puzzles | ![]() |
Seq. | Index Graph |
Size | Size C# |
---|---|---|---|
572382 | 1442 | 119 | 109 |
572514 | 1278 | 133 | 125 |
572544 | 430 | 146 | 140 |
572600 | 1344 | 118 | 116 |
572760 | 960 | 121 | 116 |
572808 | 1278 | 120 | 118 |
573024 | 494 | 123 | 116 |
573040 | 854 | 117 | 106 |
573114 | 1662 | 121 | 119 |
573132 | 1694 | 120 | 118 |
573360 | 2384 | 117 | 114 |
573384 | 1326 | 119 | 115 |
573462 | 1398 | 121 | 110 |
573474 | 3262 | 120 | 118 |
573480 | 752 | 122 | 118 |
573588 | 551 | 117 | 115 |
573600 | 2572 | 121 | 104 |
573648 | 1809 | 121 | 120 |
574140 | 2918 | 123 | 101 |
574176 | 1475 | 117 | 115 |
574200 | 1075 | 116 | 101 |
574362 | 997 | 117 | 114 |
574440 | 1477 | 122 | 116 |
574614 | 2655 | 120 | 114 |
574920 | 990 | 117 | 101 |
574938 | 1618 | 121 | 114 |
575118 | 1038 | 116 | 113 |
575160 | 913 | 120 | 115 |
575256 | 412 | 145 | 141 |
575430 | 1131 | 118 | 115 |
575496 | 888 | 121 | 114 |
575688 | 1247 | 122 | 116 |
575784 | 3560 | 118 | 106 |
575790 | 916 | 120 | 114 |
575856 | 752 | 118 | 115 |
575904 | 968 | 151 | 148 |
575928 | 3067 | 116 | 115 |
576072 | 884 | 116 | 114 |
576150 | 706 | 121 | 115 |
576180 | 936 | 120 | 116 |
576222 | 2048 | 117 | 108 |
576408 | 1453 | 115 | 114 |
576420 | 1089 | 117 | 115 |
576450 | 679 | 119 | 116 |
576456 | 3100 | 120 | 109 |
576504 | 910 | 120 | 116 |
576570 | 1464 | 119 | 117 |
576648 | 819 | 122 | 116 |
576912 | 2101 | 119 | 110 |
577122 | 1909 | 119 | 115 |
577128 | 1019 | 117 | 107 |
577170 | 1787 | 117 | 115 |
577176 | 6430 | 154 | 141 |
577272 | 792 | 120 | 106 |
577290 | 943 | 121 | 116 |
577416 | 1677 | 123 | 100 |
577578 | 1326 | 126 | 121 |
577758 | 995 | 121 | 119 |
577908 | 408 | 121 | 114 |
577926 | 1856 | 121 | 109 |
578136 | 1979 | 117 | 115 |
578250 | 1487 | 117 | 106 |
578424 | 746 | 119 | 115 |
578550 | 2457 | 131 | 120 |
578652 | 1873 | 134 | 129 |
578704 | 410 | 119 | 115 |
578760 | 1635 | 122 | 117 |
578850 | 1733 | 118 | 89 |
579180 | 932 | 122 | 120 |
579408 | 2123 | 118 | 114 |
579936 | 1152 | 120 | 106 |
580008 | 1524 | 121 | 119 |
580272 | 763 | 121 | 118 |
580356 | 586 | 123 | 120 |
580368 | 725 | 121 | 117 |
580692 | 3017 | 118 | 116 |
580776 | 952 | 120 | 117 |
580872 | 827 | 122 | 115 |
581040 | 518 | 120 | 100 |
581058 | 1495 | 130 | 123 |
581208 | 1619 | 125 | 112 |
581220 | 1281 | 120 | 114 |
581250 | 1698 | 125 | 121 |
581352 | 855 | 123 | 119 |
581400 | 2073 | 121 | 112 |
581574 | 1769 | 118 | 114 |
581610 | 1466 | 116 | 115 |
581784 | 403 | 128 | 124 |
581970 | 3306 | 137 | 113 |
581976 | 2034 | 119 | 118 |
582064 | 2197 | 122 | 117 |
582084 | 786 | 121 | 96 |
582144 | 1392 | 134 | 130 |
582240 | 625 | 123 | 108 |
582330 | 2199 | 121 | 115 |
582360 | 899 | 117 | 114 |
582372 | 714 | 117 | 108 |
582396 | 2381 | 128 | 120 |
582400 | 1458 | 125 | 113 |
582540 | 610 | 124 | 114 |
582750 | 1409 | 118 | 116 |
582828 | 5188 | 128 | 119 |
582936 | 1055 | 117 | 107 |
582988 | 884 | 117 | 114 |
583002 | 1158 | 117 | 114 |
583014 | 2468 | 129 | 122 |
583056 | 1737 | 122 | 116 |
583110 | 1801 | 122 | 101 |
583230 | 1530 | 122 | 117 |
583308 | 1190 | 120 | 101 |
583584 | 713 | 117 | 101 |
583660 | 1351 | 117 | 114 |
583680 | 1071 | 117 | 115 |
583800 | 554 | 139 | 138 |
584040 | 1071 | 117 | 114 |
584064 | 1272 | 117 | 101 |
584136 | 1225 | 117 | 114 |
584496 | 1435 | 123 | 119 |
584802 | 2380 | 119 | 114 |
584832 | 4218 | 120 | 106 |
584862 | 906 | 121 | 115 |
585000 | 1620 | 149 | 141 |
585090 | 816 | 118 | 117 |
585102 | 1265 | 117 | 115 |
585108 | 1036 | 120 | 118 |
585360 | 1507 | 119 | 115 |
585396 | 1694 | 117 | 91 |
585498 | 1284 | 119 | 117 |
585576 | 797 | 118 | 114 |
585708 | 799 | 118 | 79 |
585846 | 687 | 119 | 116 |
585858 | 1046 | 116 | 106 |
585984 | 2336 | 119 | 106 |
585990 | 665 | 120 | 118 |
586038 | 1186 | 117 | 114 |
586208 | 3063 | 117 | 105 |
586272 | 1113 | 116 | 115 |
586320 | 1740 | 118 | 116 |
586398 | 1591 | 124 | 117 |
586560 | 2251 | 118 | 108 |
586710 | 1366 | 119 | 116 |
586782 | 1197 | 116 | 110 |
587004 | 2494 | 117 | 115 |
587064 | 1618 | 116 | 114 |
587328 | 2519 | 120 | 118 |
587358 | 951 | 117 | 109 |
587400 | 2053 | 123 | 121 |
587412 | 1427 | 120 | 116 |
587460 | 1669 | 121 | 115 |
587532 | 1837 | 116 | 115 |
587622 | 1039 | 116 | 106 |
587748 | 1102 | 121 | 99 |
587784 | 800 | 116 | 113 |
587790 | 934 | 118 | 116 |
587886 | 1179 | 118 | 115 |
587928 | 1926 | 119 | 95 |
587958 | 494 | 123 | 115 |
588330 | 711 | 117 | 109 |
588432 | 1581 | 117 | 99 |
588546 | 1396 | 119 | 86 |
588582 | 1331 | 123 | 114 |
588840 | 2067 | 119 | 116 |
588868 | 788 | 118 | 115 |
588936 | 598 | 117 | 113 |
589176 | 2364 | 116 | 107 |
589212 | 1043 | 119 | 116 |
589230 | 1511 | 121 | 112 |
589320 | 1420 | 117 | 115 |
589380 | 600 | 116 | 115 |
589428 | 2271 | 124 | 117 |
589512 | 1994 | 120 | 113 |
589520 | 1759 | 118 | 115 |
589608 | 1001 | 119 | 117 |
589632 | 2064 | 124 | 110 |
589956 | 473 | 118 | 114 |
589980 | 664 | 116 | 109 |
590016 | 1200 | 123 | 114 |
590136 | 1171 | 115 | 114 |
590376 | 1162 | 118 | 116 |
590724 | 1758 | 120 | 109 |
590952 | 1636 | 118 | 113 |
591264 | 771 | 118 | 116 |
591522 | 1803 | 121 | 106 |
591540 | 485 | 122 | 118 |
591612 | 1305 | 119 | 114 |
591696 | 912 | 124 | 121 |
591700 | 2857 | 118 | 110 |
591756 | 1277 | 116 | 107 |
591780 | 1247 | 120 | 120 |
591870 | 742 | 121 | 116 |
592020 | 2274 | 119 | 98 |
592104 | 551 | 121 | 117 |
592200 | 805 | 116 | 111 |
592506 | 1147 | 120 | 100 |
592530 | 1358 | 123 | 109 |
592608 | 965 | 119 | 119 |
592740 | 1374 | 127 | 113 |
592860 | 1182 | 118 | 115 |
592944 | 4486 | 140 | 125 |
593256 | 629 | 123 | 110 |
593280 | 1029 | 117 | 115 |
593400 | 420 | 131 | 124 |
593514 | 705 | 118 | 115 |
593736 | 729 | 117 | 114 |
594000 | 993 | 118 | 114 |
594060 | 2309 | 120 | 114 |
594120 | 2185 | 121 | 120 |
594198 | 2458 | 120 | 116 |
594288 | 1980 | 120 | 120 |
594348 | 1078 | 119 | 110 |
594480 | 1363 | 121 | 118 |
594570 | 1011 | 120 | 118 |
594648 | 1214 | 117 | 108 |
594704 | 749 | 122 | 114 |
594876 | 564 | 128 | 114 |
594912 | 2599 | 118 | 116 |
595152 | 3441 | 131 | 117 |
595260 | 4052 | 120 | 118 |
595272 | 1255 | 125 | 123 |
595296 | 797 | 121 | 118 |
595452 | 2140 | 115 | 114 |
595590 | 1308 | 120 | 114 |
595680 | 870 | 120 | 109 |
595800 | 703 | 116 | 104 |
595890 | 984 | 121 | 118 |
596032 | 573 | 118 | 113 |
596046 | 1895 | 119 | 113 |
596142 | 542 | 120 | 97 |
596430 | 835 | 121 | 115 |
596490 | 779 | 119 | 86 |
596520 | 2069 | 123 | 105 |
596568 | 2090 | 119 | 116 |
596580 | 1262 | 116 | 113 |
596616 | 727 | 116 | 115 |
596664 | 712 | 121 | 116 |
596706 | 2306 | 130 | 122 |
596724 | 1558 | 116 | 115 |
596736 | 939 | 119 | 117 |
596760 | 1690 | 116 | 110 |
596808 | 1078 | 126 | 124 |
596904 | 434 | 145 | 141 |
596970 | 1263 | 120 | 108 |
597000 | 2540 | 117 | 110 |
597120 | 984 | 119 | 117 |
597216 | 850 | 117 | 115 |
597380 | 570 | 118 | 115 |
597450 | 1735 | 127 | 125 |
597456 | 967 | 121 | 118 |
597504 | 1717 | 119 | 106 |
597510 | 2500 | 117 | 114 |
597672 | 1434 | 121 | 115 |
597690 | 2442 | 116 | 115 |
597786 | 1053 | 122 | 116 |
597828 | 565 | 119 | 114 |
597834 | 1007 | 115 | 114 |
598026 | 1896 | 119 | 115 |
598050 | 911 | 123 | 108 |
598194 | 1443 | 121 | 115 |
598260 | 2860 | 117 | 115 |
598350 | 952 | 126 | 118 |
598428 | 2399 | 118 | 116 |
598488 | 865 | 119 | 114 |
598560 | 853 | 119 | 106 |
598800 | 841 | 121 | 107 |
598840 | 1087 | 116 | 102 |
598860 | 2913 | 117 | 111 |
598962 | 779 | 123 | 121 |
598998 | 411 | 143 | 141 |
599088 | 628 | 123 | 120 |
599208 | 1022 | 118 | 115 |
599228 | 1520 | 118 | 114 |
599628 | 1724 | 120 | 114 |
599670 | 2083 | 121 | 118 |
599808 | 2377 | 118 | 116 |
599850 | 1502 | 116 | 88 |
599952 | 715 | 122 | 115 |
600174 | 1851 | 117 | 115 |
600320 | 1057 | 119 | 114 |
600360 | 881 | 117 | 115 |
600516 | 1041 | 117 | 115 |
600534 | 1810 | 123 | 116 |
600696 | 868 | 121 | 116 |
600792 | 1519 | 123 | 121 |
600822 | 4242 | 128 | 123 |
600828 | 2909 | 120 | 106 |
600852 | 416 | 119 | 116 |
601020 | 1125 | 122 | 108 |
601104 | 906 | 117 | 116 |
601200 | 932 | 119 | 115 |
601296 | 1980 | 117 | 114 |
601344 | 874 | 125 | 99 |
601422 | 771 | 123 | 120 |
601470 | 810 | 120 | 117 |
601560 | 3681 | 120 | 118 |
601578 | 4598 | 125 | 124 |
601580 | 3119 | 119 | 92 |
601596 | 965 | 119 | 115 |
601608 | 1053 | 143 | 139 |
601632 | 924 | 154 | 143 |
601824 | 2092 | 117 | 116 |
601830 | 3299 | 127 | 120 |
602040 | 862 | 120 | 117 |
602268 | 771 | 120 | 113 |
602292 | 1723 | 115 | 114 |
602352 | 1219 | 118 | 116 |
602592 | 515 | 122 | 109 |
602622 | 848 | 123 | 115 |
603342 | 1187 | 117 | 116 |
603462 | 2574 | 119 | 113 |
603480 | 511 | 120 | 117 |
603630 | 640 | 122 | 118 |
603816 | 609 | 121 | 116 |
604200 | 1401 | 121 | 95 |
604440 | 4664 | 122 | 118 |
604464 | 4038 | 122 | 111 |
604530 | 1795 | 120 | 115 |
604560 | 2691 | 152 | 119 |
604644 | 2073 | 117 | 98 |
604770 | 3790 | 130 | 117 |
604782 | 2277 | 121 | 115 |
604864 | 2823 | 117 | 115 |
604890 | 1844 | 116 | 111 |
604956 | 1319 | 122 | 114 |
605070 | 928 | 117 | 115 |
605172 | 2058 | 121 | 102 |
605250 | 2883 | 116 | 115 |
605394 | 1436 | 120 | 116 |
605718 | 4556 | 137 | 131 |
605766 | 592 | 120 | 115 |
605790 | 1765 | 118 | 115 |
605850 | 1558 | 116 | 90 |
605970 | 3844 | 119 | 117 |
606060 | 1043 | 121 | 117 |
606144 | 689 | 119 | 117 |
606150 | 1165 | 116 | 114 |
606264 | 809 | 118 | 114 |
606276 | 975 | 116 | 108 |
606444 | 1207 | 118 | 113 |
606600 | 1361 | 116 | 114 |
606606 | 998 | 116 | 92 |
606624 | 735 | 119 | 106 |
606768 | 582 | 116 | 115 |
606774 | 1137 | 116 | 114 |
606840 | 878 | 120 | 117 |
606844 | 403 | 141 | 137 |
606912 | 2284 | 120 | 102 |
607104 | 1489 | 121 | 108 |
607224 | 1504 | 117 | 90 |
607320 | 1576 | 119 | 116 |
607332 | 584 | 118 | 114 |
607386 | 1297 | 117 | 106 |
607392 | 635 | 120 | 110 |
607410 | 830 | 118 | 110 |
607584 | 2399 | 124 | 122 |
607760 | 887 | 125 | 120 |
607920 | 2241 | 120 | 118 |
608000 | 2571 | 117 | 116 |
608040 | 403 | 127 | 125 |
608280 | 1085 | 118 | 106 |
608286 | 3604 | 117 | 115 |
608520 | 1473 | 127 | 114 |
608664 | 4012 | 118 | 114 |
608820 | 639 | 120 | 114 |
608904 | 1576 | 120 | 107 |
608940 | 1218 | 118 | 113 |
609120 | 1190 | 117 | 112 |
609150 | 1857 | 122 | 105 |
609300 | 1088 | 119 | 109 |
609330 | 1393 | 125 | 114 |
609492 | 779 | 119 | 115 |
609504 | 870 | 119 | 115 |
609560 | 1716 | 116 | 114 |
609696 | 635 | 120 | 118 |
609768 | 853 | 118 | 102 |
609960 | 407 | 146 | 136 |
610064 | 1896 | 121 | 119 |
610320 | 1148 | 122 | 120 |
610464 | 1032 | 119 | 113 |
610512 | 1338 | 118 | 109 |
610944 | 775 | 118 | 117 |
610998 | 961 | 120 | 115 |
611156 | 7542 | 160 | 155 |
611364 | 2035 | 121 | 114 |
611380 | 1182 | 118 | 109 |
611442 | 901 | 119 | 109 |
611736 | 1035 | 116 | 115 |
611760 | 1151 | 116 | 115 |
611838 | 2793 | 125 | 122 |
612306 | 1519 | 115 | 114 |
612384 | 4114 | 129 | 128 |
612576 | 3138 | 119 | 116 |
612870 | 1917 | 119 | 114 |
612948 | 1139 | 117 | 115 |
612960 | 1476 | 131 | 130 |
613068 | 663 | 124 | 90 |