Number of isogeny classes of curves of conductor N < 300000, sorted by rank
| N | all | r=0 | r=1 | r=2 | r=3 | r=4
|
| 1-299999 |
1310104 |
485791 |
660747 |
159569 |
3996 |
1 |
| 1-9999 |
38042 |
16450 |
19622 |
1969 |
1 |
0 |
| 10000-19999 |
43175 |
17101 |
22576 |
3490 |
8 |
0 |
| 20000-29999 |
44141 |
17329 |
22601 |
4183 |
28 |
0 |
| 30000-39999 |
44324 |
16980 |
22789 |
4517 |
38 |
0 |
| 40000-49999 |
44519 |
16912 |
22826 |
4727 |
54 |
0 |
| 50000-59999 |
44301 |
16728 |
22400 |
5126 |
47 |
0 |
| 60000-69999 |
44361 |
16568 |
22558 |
5147 |
88 |
0 |
| 70000-79999 |
44449 |
16717 |
22247 |
5400 |
85 |
0 |
| 80000-89999 |
44861 |
17052 |
22341 |
5369 |
99 |
0 |
| 90000-99999 |
45053 |
16923 |
22479 |
5568 |
83 |
0 |
| 100000-109999 |
44274 |
16599 |
22165 |
5369 |
141 |
0 |
| 110000-119999 |
44071 |
16307 |
22173 |
5453 |
138 |
0 |
| 120000-129999 |
44655 |
16288 |
22621 |
5648 |
98 |
0 |
| 130000-139999 |
44082 |
16025 |
22201 |
5738 |
118 |
0 |
| 140000-149999 |
44587 |
16308 |
22584 |
5556 |
139 |
0 |
| 150000-159999 |
43383 |
15516 |
22169 |
5544 |
154 |
0 |
| 160000-169999 |
44519 |
16065 |
22721 |
5563 |
170 |
0 |
| 170000-179999 |
43880 |
16100 |
21954 |
5640 |
186 |
0 |
| 180000-189999 |
42988 |
15692 |
21499 |
5617 |
180 |
0 |
| 190000-199999 |
43249 |
15575 |
21819 |
5685 |
170 |
0 |
| 200000-209999 |
44600 |
16116 |
22543 |
5759 |
182 |
0 |
| 210000-219999 |
43834 |
15745 |
22087 |
5835 |
167 |
0 |
| 220000-229999 |
43851 |
15908 |
21992 |
5814 |
137 |
0 |
| 230000-239999 |
42854 |
15387 |
21571 |
5722 |
173 |
1 |
| 240000-249999 |
43033 |
15560 |
21475 |
5799 |
199 |
0 |
| 250000-259999 |
42776 |
15448 |
21409 |
5720 |
199 |
0 |
| 260000-269999 |
42545 |
15312 |
21188 |
5818 |
227 |
0 |
| 270000-279999 |
43001 |
15680 |
21275 |
5816 |
230 |
0 |
| 280000-289999 |
43416 |
15719 |
21424 |
6035 |
238 |
0 |
| 290000-299999 |
43280 |
15681 |
21438 |
5942 |
219 |
0 |
Total number of curves of conductor N < 300000
| N |
# isogeny classes |
# isomorphism classes |
| 1-299999 |
1310104 |
1887909 |
| 1-9999 |
38042 |
64687 |
| 10000-19999 |
43175 |
67848 |
| 20000-29999 |
44141 |
66995 |
| 30000-39999 |
44324 |
66561 |
| 40000-49999 |
44519 |
66275 |
| 50000-59999 |
44301 |
65393 |
| 60000-69999 |
44361 |
65209 |
| 70000-79999 |
44449 |
64687 |
| 80000-89999 |
44861 |
64864 |
| 90000-99999 |
45053 |
64877 |
| 100000-109999 |
44274 |
63410 |
| 110000-119999 |
44071 |
63277 |
| 120000-129999 |
44655 |
63467 |
| 130000-139999 |
44082 |
63053 |
| 140000-149999 |
44587 |
63501 |
| 150000-159999 |
43383 |
61866 |
| 160000-169999 |
44519 |
62178 |
| 170000-179999 |
43880 |
62202 |
| 180000-189999 |
42988 |
60943 |
| 190000-199999 |
43249 |
61068 |
| 200000-209999 |
44600 |
62858 |
| 210000-219999 |
43834 |
61570 |
| 220000-229999 |
43851 |
61116 |
| 230000-239999 |
42854 |
59961 |
| 240000-249999 |
43033 |
60482 |
| 250000-259999 |
42776 |
59544 |
| 260000-269999 |
42545 |
59439 |
| 270000-279999 |
43001 |
60235 |
| 280000-289999 |
43416 |
60234 |
| 290000-299999 |
43280 |
60109 |
