Navigation
Topics Register • News • History • How to • Sequences statistics • Template prototypes

Riesel numbers of the form k•2n-1 with k mod 15 = 0

From Prime-Wiki
Jump to: navigation, search

Riesel numbers k•2n-1 where k-value is a multiple of 15.

The column "Index" contains the index of the k-value: [math]\displaystyle{ Index\ =\ {k\ +\ 15 \over 30} }[/math]

See also

Table

There are 255 sequences in this Wiki:

k Index Count Nash Max n
15 1 55 2221 5800000
45 2 74 3747 3650000
75 3 63 3181 3000000
105 4 68 2897 3000000
135 5 48 2322 2202000
165 6 82 3669 3000000
195 7 84 4106 4600000
225 8 25 1430 2000000
255 9 73 3297 2000000
285 10 77 3331 1640000
315 11 84 3794 2710000
345 12 43 2447 2710000
375 13 73 2873 2000000
405 14 76 4100 1606000
435 15 35 1957 1606000
465 16 101 4852 1606000
495 17 80 3715 1606000
525 18 78 4840 1606000
555 19 57 2701 1606000
585 20 61 3111 1606000
615 21 81 4548 1571000
645 22 40 2887 1571000
675 23 75 4141 1571000
705 24 79 4022 1571000
735 25 106 4070 1571000
765 26 66 3809 1571000
795 27 40 2255 1571000
825 28 88 4346 1571000
855 29 53 2894 1571000
885 30 86 4527 1571000
915 31 67 3186 1571000
945 32 84 4135 1571000
975 33 50 3013 1571000
1005 34 52 2405 1900000
1035 35 76 3546 1900000
1065 36 94 3573 1900000
1095 37 84 4192 1900000
2145 72 88 5348 1025000
2805 94 93 5078 600000
4005 134 62 2914 2050000
4035 135 87 4828 2050000
4065 136 54 2732 2050000
4095 137 72 3894 2050000
4125 138 50 2258 2050000
4155 139 50 2377 2050000
4185 140 89 4122 2050000
4245 142 67 4282 600000
6435 215 52 2512 1000000
7755 259 79 4068 143121
8415 281 41 2890 20000
8895 297 66 3479 100000
10005 334 42 2253 1974565
10725 358 34 2509 50000
11025 368 28 2184 420000
11415 381 53 4541 50000
11655 389 101 4877 1000000
12045 402 98 4931 1000000
12345 412 39 2060 1090000
13065 436 90 4719 1000000
13845 462 99 4771 1000000
14025 468 42 3111 20000
14895 497 92 4710 1000000
15015 501 69 4584 100000
15285 510 21 1760 50000
15645 522 79 4601 350000
15735 525 78 4010 500000
15855 529 61 4050 50000
16485 550 82 4920 350000
16665 556 91 4736 350000
16995 567 98 5411 433000
17295 577 113 5167 350000
17835 595 56 4100 50000
18525 618 93 4995 350000
18885 630 40 2965 25000
18975 633 86 4465 350000
19125 638 32 2501 50000
19305 644 49 4145 50000
19635 655 94 4363 350000
20025 668 46 4258 10000
20055 669 43 4930 10000
20145 672 91 4740 350000
20475 683 72 4854 100000
20625 688 93 4786 350000
21075 703 44 4286 50000
21285 710 78 5283 350000
21525 718 102 5138 350000
21735 725 40 3050 50000
21825 728 89 4481 350000
21885 730 89 4334 350000
22095 737 85 4871 350000
22365 746 97 4331 350000
22485 750 60 3546 250000
22785 760 98 4803 350000
23295 777 79 4347 350000
23505 784 55 3883 50000
23595 787 53 3446 50000
23805 794 93 4694 350000
23925 798 50 4813 10000
23985 800 83 5252 350000
24045 802 64 4597 50000
24405 814 52 3225 280000
24825 828 60 3698 50000
25245 842 57 4408 50000
25515 851 37 2852 50000
25665 856 65 4647 50000
25785 860 32 1747 300000
25905 864 109 5160 350000
25935 865 102 5321 235000
26325 878 45 4685 10000
26565 886 109 5236 400000
27615 921 99 4995 350000
27645 922 47 3090 50000
27705 924 47 4813 10000
27885 930 28 2230 50000
28215 941 93 4880 350000
28605 954 86 4458 350000
28635 955 99 5138 350000
28665 956 87 4807 350000
28965 966 34 4641 10000
29025 968 90 4361 350000
29445 982 106 4937 350000
29505 984 56 4597 50000
29685 990 92 4470 350000
29925 998 85 4709 350000
30015 1001 77 5273 50000
30705 1024 57 4803 50000
30855 1029 61 4379 50000
31395 1047 73 4404 315000
32175 1073 43 4192 50000
33555 1119 37 2621 50000
33585 1120 92 4536 100000
33855 1129 76 5187 50000
34905 1164 46 3972 50000
36315 1211 61 5301 50000
36375 1213 43 3775 50000
36465 1216 33 2815 100000
36975 1233 48 3191 50000
37785 1260 85 5738 50000
37995 1267 65 5062 50000
39075 1303 35 2158 50000
40755 1359 55 3859 50000
40815 1361 45 3009 50000
42075 1403 42 3152 50000
45045 1502 78 4402 1190000
45465 1516 51 4415 50000
45735 1525 26 2387 50000
46305 1544 56 4268 50000
47385 1580 33 2606 50000
47685 1590 31 2362 50000
48315 1611 43 2668 50000
48495 1617 81 4778 145000
49185 1640 83 4269 50000
49335 1645 106 5238 400000
52125 1738 63 4712 50000
52875 1763 46 3893 50000
53295 1777 40 3022 50000
53355 1779 26 1896 50000
53625 1788 65 5474 50000
54945 1832 45 2686 165000
57915 1931 44 2956 50000
58695 1957 75 5689 50000
58905 1964 53 4505 50000
62025 2068 49 3809 50000
62205 2074 60 4171 50000
62745 2092 29 2259 50000
62985 2100 95 5568 450000
64335 2145 68 4769 50000
64515 2151 39 3721 50000
65535 2185 27 2079 50000
66495 2217 43 3276 50000
66825 2228 96 5019 50000
67275 2243 82 4757 220000
68835 2295 14 1938 1000
70125 2338 45 4355 50000
70785 2360 38 3698 50000
72165 2406 47 3256 50000
73065 2436 37 3343 50000
74655 2489 50 4414 50000
75075 2503 66 4528 50000
75735 2525 39 2774 50000
76845 2562 49 4295 50000
77055 2569 67 4468 50000
78795 2627 76 5648 50000
79365 2646 84 5123 250000
79635 2655 65 4096 50000
79785 2660 50 4116 50000
81345 2712 65 4028 50000
81555 2719 74 4557 125000
82755 2759 29 1419 500000
83145 2772 59 3833 100000
83655 2789 56 4066 50000
83985 2800 99 4885 130000
84375 2813 51 2797 50000
84735 2825 48 3825 50000
85215 2841 37 3165 50000
86955 2899 31 2774 50000
87945 2932 46 3458 50000
89925 2998 80 4828 500000
92235 3075 69 5459 50000
92565 3086 32 2212 50000
92895 3097 91 4908 50000
94845 3162 23 2216 50000
96525 3218 35 3324 50000
97065 3236 58 3337 220000
97305 3244 84 5598 50000
98175 3273 50 3838 50000
98475 3283 97 4886 770000
99975 3333 33 2793 50000
101055 3369 79 4517 500000
101085 3370 82 4647 500000
103785 3460 70 4606 50000
105105 3504 115 5358 445000
108045 3602 112 4870 1210000
109395 3647 85 6087 250000
110115 3671 52 4057 50000
110295 3677 66 4219 50000
113175 3773 64 4499 50000
113205 3774 39 2609 50000
115095 3837 32 2449 50000
116355 3879 37 3298 50000
120165 4006 48 3771 50000
124245 4142 30 2390 50000
135135 4505 90 5121 250000
139425 4648 95 5068 250000
146865 4896 79 4154 150000
158655 5289 56 3532 50000
179025 5968 68 4105 50000
211395 7047 41 2918 50000
229515 7651 76 5084 250000
242385 8080 87 5090 250000
249375 8313 32 3679 50000
259545 8652 84 5314 250000
275175 9173 47 3900 50000
319605 10654 96 5790 250000
323895 10797 82 5047 250000
409695 13657 69 5007 250000
773985 25800 38 1876 200000
1066065 35536 95 5941 140000
1565655 52189 89 5557 200000
5075265 169176 57 4257 100000
13236795 441227 106 6509 1300000
14549535 484985 109 6416 125000
16545165 551506 61 5091 10000
17179515 572651 77 4505 100000
17643045 588102 53 4562 25000
81202305 2706744 51 2970 175000
570409245 19013642 49 4335 150000
9006546615 300218221 55 4524 25000
272879344275 9095978143 62 4232 50000
333645655005 11121521834 54 4284 50000
1128330746865 37611024896 51 3878 75000
1815615642825 60520521428 57 4690 50000
6546453120645 218215104022 27 3065 9143
18543637900515 618121263351 53 4062 675000
5110664609396115 170355486979871 39 3540 50000
Riesel primes
Retrieved from "https://www.rieselprime.de/z/index.php?title=Riesel_k%3D15k_value&oldid=10927"