Number Info
ID | 48402 |
Size | 593 digits / 1968 bits |
Value | 13646350181979717905001116523420201757855571648761088127246593981579975933118099932074897520159604865481231479994166864610409985251631118600453526524738503204372934507717992461696226019709398811218371592342252500245399636007802622003886441950541654040084294649623585467927565689700833182527003032423546724755460600141840106053891826109170802663122308143266501804947806089776700657502270431384956758055836960703618437402898025767038060017913974954562935866741942107923754601027362301894519755157152165460250399147339924695072899072000000000000000000000000000000000000000000000000000000000000001 |
Progress | 100.00% |
Completed | yes |
Small factors | |
Large cofactor | 13646350181979717905001116523420201757855571648761088127246593981579975933118099932074897520159604865481231479994166864610409985251631118600453526524738503204372934507717992461696226019709398811218371592342252500245399636007802622003886441950541654040084294649623585467927565689700833182527003032423546724755460600141840106053891826109170802663122308143266501804947806089776700657502270431384956758055836960703618437402898025767038060017913974954562935866741942107923754601027362301894519755157152165460250399147339924695072899072000000000000000000000000000000000000000000000000000000000000001 (proven prime) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
13646350181979717905001116523420201757855571648761088127246593981579975933118099932074897520159604865481231479994166864610409985251631118600453526524738503204372934507717992461696226019709398811218371592342252500245399636007802622003886441950541654040084294649623585467927565689700833182527003032423546724755460600141840106053891826109170802663122308143266501804947806089776700657502270431384956758055836960703618437402898025767038060017913974954562935866741942107923754601027362301894519755157152165460250399147339924695072899072000000000000000000000000000000000000000000000000000000000000001 = 13646350181979717905001116523420201757855571648761088127246593981579975933118099932074897520159604865481231479994166864610409985251631118600453526524738503204372934507717992461696226019709398811218371592342252500245399636007802622003886441950541654040084294649623585467927565689700833182527003032423546724755460600141840106053891826109170802663122308143266501804947806089776700657502270431384956758055836960703618437402898025767038060017913974954562935866741942107923754601027362301894519755157152165460250399147339924695072899072000000000000000000000000000000000000000000000000000000000000001<593>
Categories
- n!! + 1 (index 518)