Number Info
ID | 50392 |
Size | 401 digits / 1331 bits |
Value | 46510181282542459036092004091164471072013032043187461192503190916627993937201393909101039488380697367189488460673645738146703268530766200656978283487214273934407307905389571351867358717152582400915547532515762731563540655736485793073512017246879753064939031293130630684022031621348518098330672467148752676660033255836891059923421855183059770383784834446131200000000000000000000000000000000000000000001 |
Progress | 3.97% |
Completed | no |
Small factors | 3 × 661 × 4081058895679<13> |
Large cofactor | 5747148986460487205628894664432811754362694998796471175807618943011863695893017628240093342977130297253971617341168755315421459691250846683944291372635744812874396249372493643974384949327110600034732310893564134498188949592775349610850956090494306987986193632380577212119923861134656507634665209793508323363033526149313737131341957955253241945254872580023214883972920651758354851278593 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
46510181282542459036092004091164471072013032043187461192503190916627993937201393909101039488380697367189488460673645738146703268530766200656978283487214273934407307905389571351867358717152582400915547532515762731563540655736485793073512017246879753064939031293130630684022031621348518098330672467148752676660033255836891059923421855183059770383784834446131200000000000000000000000000000000000000000001 = 3 × 661 × 4081058895679<13> × [5747148986460487205628894664432811754362694998796471175807618943011863695893017628240093342977130297253971617341168755315421459691250846683944291372635744812874396249372493643974384949327110600034732310893564134498188949592775349610850956090494306987986193632380577212119923861134656507634665209793508323363033526149313737131341957955253241945254872580023214883972920651758354851278593<385>]
Categories
- n!!! + 1 (index 524)