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Riesel numbers of the form k•2n-1 with k mod 2145 = 0

Riesel numbers k•2n-1 where k-value is a multiple of 2145.

The column "Index" contains the index of the k-value: $\displaystyle{ Index\ =\ {k\ +\ 2145 \over 4290} }$

Table

There are 39 sequences in this Wiki:

k Index Count Nash Max-n
2145 1 90 5348 1560000
6435 2 52 2512 1000000
10725 3 34 2509 50000
15015 4 70 4584 360000
19305 5 49 4145 50000
23595 6 53 3446 50000
27885 7 28 2230 50000
32175 8 43 4192 50000
36465 9 33 2815 100000
40755 10 55 3859 50000
45045 11 78 4402 1190000
49335 12 106 5238 400000
53625 13 65 5474 50000
57915 14 44 2956 50000
62205 15 60 4171 50000
66495 16 43 3276 50000
70785 17 38 3698 50000
75075 18 66 4528 50000
79365 19 84 5123 250000
83655 20 56 4066 50000
87945 21 46 3458 50000
92235 22 69 5459 50000
96525 23 35 3324 50000
105105 25 115 5358 445000
109395 26 85 6087 250000
135135 32 90 5121 250000
139425 33 95 5068 250000
143715 34 100 5703 250000
173745 41 54 5086 10000
229515 54 76 5084 250000
242385 57 87 5090 250000
259545 61 84 5314 250000
319605 75 96 5790 250000
323895 76 82 5047 250000
409695 96 69 5007 250000
1066065 249 95 5941 140000
13236795 3086 113 6509 1400000
14549535 3392 120 6416 500000
68882385 16057 98 6231 500000
Riesel primes
 Base = 2 :
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