Number Info
ID | 12721 |
Size | 367 digits / 1218 bits |
Value | 3667085184059242833436535337369636720311448184142174305762763762390357989026017078854791883939095290413851958895457717681608819040380987687996171272057628971803019782453445832020382016085327391806959411491333616721945682309252544150931756727933886404809987867003843910850036182366475887384315736052623239242298786438855928188330839737016338127519920691092074608236243 |
Progress | 100.00% |
Completed | yes |
Small factors | 3 × 35081 × 115763 × 143827 |
Cofactor | 2092751125851223824692779333550751904429660682908653350821886818093793822114678266517777025250285197194579196509218230715992197251836485727109959725051326937589270437586174293233615820823055459612326138550695445026147882756344626632575728131530441408080251377244287296239281362035371265755214493714253180519071924527305425120714518390307366453643172001 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
3667085184059242833436535337369636720311448184142174305762763762390357989026017078854791883939095290413851958895457717681608819040380987687996171272057628971803019782453445832020382016085327391806959411491333616721945682309252544150931756727933886404809987867003843910850036182366475887384315736052623239242298786438855928188330839737016338127519920691092074608236243 = 3 × 35081 × 115763 × 143827 × 3379836288263709801277771961<28> × 21131065585495715424066705125443<32> × 6708072711934160867361880978624019683<37> × 4368202471771243187168969257057241426197790133880929691102887910705935965579513619638069651324163067713806362443670453440834059571757407982195851839409130543785978739767500421795034884029139189656231562337006067700591823683312100229580805196294517094641089<256>
Categories
- Lucas Sequence (index 1754)