Number Info
| ID | 12811 |
| Size | 386 digits / 1281 bits |
| Value | 23616124026294913138121114985389323854618966422793279901297724897166697721190258836594791365263168437290281083663744235767471980659715170182498001128460605393401599781794294709780501501593072642019742610726373318581650274640845609596971071098380936463224115886209158666501237194285524199228839039856010719832228691154950763029744881546424423700010936824165325097757890483398392446299607 |
| Progress | 3.41% |
| Completed | no |
| Small factors | 7 × 2017642446983<13> |
| Cofactor | 1672115893874650493405583953094921066347268277176041958345887088983020551211189918187076721819994966714511978055486257546438224316343918370059303136953090144724807803585495870879443537728617073803877716815375773981415873713286899806389461275143172959324226975482308796423845822488853203356289829501434467954916054193760566698438020334838738941613357038281259708344955786247 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
23616124026294913138121114985389323854618966422793279901297724897166697721190258836594791365263168437290281083663744235767471980659715170182498001128460605393401599781794294709780501501593072642019742610726373318581650274640845609596971071098380936463224115886209158666501237194285524199228839039856010719832228691154950763029744881546424423700010936824165325097757890483398392446299607 = 7 × 2017642446983<13> × [1672115893874650493405583953094921066347268277176041958345887088983020551211189918187076721819994966714511978055486257546438224316343918370059303136953090144724807803585495870879443537728617073803877716815375773981415873713286899806389461275143172959324226975482308796423845822488853203356289829501434467954916054193760566698438020334838738941613357038281259708344955786247<373>]
Categories
- Lucas Sequence (index 1844)