Number Info
ID | 50384 |
Size | 394 digits / 1307 bits |
Value | 2478348431669423433875385301081108108181490620189362599975821304511979075895937478861061744307749163097182803014756874807757345318913058064641576207828436727461976592463446362569609590670828686525185365094188113516463769069413678344733205388980104714217968111168630660615958173508030660574433804122553156717896213744897645840837844247687028617550338457600000000000000000000000000000000000000001 |
Progress | 14.29% |
Completed | no |
Small factors | 173 × 727 × 2886553 × 4297093 × 819884275295769169<18> |
Large cofactor | 1937648532824179881110324463755387317709738395483061374334486646900204851039772227036838812792471038329879943482493851534113600050005407025386592192812432083088590943938860851382515671635800270185811862543099798123384269855961854393509213709883351992355233277275782623169143559288961204472946177223743762455782462550573952499688948209721999255632417391955631 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
2478348431669423433875385301081108108181490620189362599975821304511979075895937478861061744307749163097182803014756874807757345318913058064641576207828436727461976592463446362569609590670828686525185365094188113516463769069413678344733205388980104714217968111168630660615958173508030660574433804122553156717896213744897645840837844247687028617550338457600000000000000000000000000000000000000001 = 173 × 727 × 2886553 × 4297093 × 819884275295769169<18> × 132066023343969714229<21> × [14671817048488839280951529675354726265040630911498826966511828293340917217072404370105836545144057918755482502344649508190419925423068659848310669130568160849632677801500866187060321654243291426977598660370423706414755900363799651910328596066514025866211102032313304915126996319395391964270616320551553886452392168768876333883553205008339<338>]
Categories
- n!!! + 1 (index 516)