Number Info
| ID | 12898 |
| Size | 404 digits / 1341 bits |
| Value | 35903213588495960523271236084274737723745354027960111199975003543317336885026772022991677511357419688753407425020511366761469146886488376005619058525710491609092284156647871528128359440923439081216100608773316554032125704347621804550130441142999949145367908932624230311015367778539461438849797391922671638671018409492565392631680740766413086684897557945759747314183142051173151335242919386052871477254599 |
| Progress | 100.00% |
| Completed | yes |
| Small factors | 1171149989858514881<19> |
| Cofactor | 30656375271653617506917116127902105196823169167326855983298411396485752122979153886101203598568754567414662143038543135208558934418045315152390852761258201049491858273303790905089689511316284524237358334710738103036927247408878616430776790464954671268656276833231194075202977568041177773667089410238661958458690090656847648260993127315391807637976343560438351027964100344250888308659079 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
35903213588495960523271236084274737723745354027960111199975003543317336885026772022991677511357419688753407425020511366761469146886488376005619058525710491609092284156647871528128359440923439081216100608773316554032125704347621804550130441142999949145367908932624230311015367778539461438849797391922671638671018409492565392631680740766413086684897557945759747314183142051173151335242919386052871477254599 = 1171149989858514881<19> × 198805320156404517573339032808521319498813783058711<51> × 154202992392434834608113489380399234447067886291072318671209761039884907740121503806531653592663219880881127692853066737744374809383401760672660790509106277337243516651002315594697044151163834013799014043936119402593137920620399254173356390471162179650109438875777104013788040141308877745415582764889760530884302485022267820027120815889<336>
Categories
- Lucas Sequence (index 1931)