Number Info
ID | 12757 |
Size | 375 digits / 1243 bits |
Value | 122426672987839616859385624384228482418892447828813871130780071875978885326291455841613703927396411144236279342399872697382182885960334179726011625662242507567628382319062946704436033325124120159939870027717226049410596341898307736680044778825940028747512133030849177676777037579159990542052909111085048930107275594343443715346657998436283684788137840956496849695055164630123 |
Progress | 100.00% |
Completed | yes |
Small factors | 3 × 41 × 14321 × 16297964321<11> × 316590102769<12> |
Cofactor | 13469978257868931844231140155525732356953527749842382573875095459551812107928599591841857831718500921413234630956670533778440571597365759306718728101676942172674388256110879138297695237324228266049281929025602758979861017774196953325291272133719601577199969610294248791996632986611543714162112170185661336848767316537997515690145630658731262959569 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
122426672987839616859385624384228482418892447828813871130780071875978885326291455841613703927396411144236279342399872697382182885960334179726011625662242507567628382319062946704436033325124120159939870027717226049410596341898307736680044778825940028747512133030849177676777037579159990542052909111085048930107275594343443715346657998436283684788137840956496849695055164630123 = 3 × 41 × 14321 × 16297964321<11> × 316590102769<12> × 28186756596622582369<20> × 852088285731939657281<21> × 24542088379834158308710757181431652367422241<44> × 22852077013160918151929421768975549544896580103098955341273895435249073601609882380782572435067585539495814250870084131178809813831574165107615194408447098951633098570647348327578446104561988984480934146860116489038520734609784305104558048693391833032203619646481<263>
Categories
- Lucas Sequence (index 1790)