Number Info
ID | 48260 |
Size | 405 digits / 1343 bits |
Value | 105758093608931635707330403351362188641946916385181155708451214529577591271910857093114646364913711006978273632827457317598925559039485967951661019316165762319301090828396845921615740878429422276297239370248389108095238863077383522203315253565112101729235171202149120849043831871120608551063644577083068083201904656400684450442883031364721879479795248286138368000000000000000000000000000000000000000000001 |
Progress | 0.00% |
Completed | no |
Small factors | |
Large cofactor | 105758093608931635707330403351362188641946916385181155708451214529577591271910857093114646364913711006978273632827457317598925559039485967951661019316165762319301090828396845921615740878429422276297239370248389108095238863077383522203315253565112101729235171202149120849043831871120608551063644577083068083201904656400684450442883031364721879479795248286138368000000000000000000000000000000000000000000001 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
105758093608931635707330403351362188641946916385181155708451214529577591271910857093114646364913711006978273632827457317598925559039485967951661019316165762319301090828396845921615740878429422276297239370248389108095238863077383522203315253565112101729235171202149120849043831871120608551063644577083068083201904656400684450442883031364721879479795248286138368000000000000000000000000000000000000000000001 = [105758093608931635707330403351362188641946916385181155708451214529577591271910857093114646364913711006978273632827457317598925559039485967951661019316165762319301090828396845921615740878429422276297239370248389108095238863077383522203315253565112101729235171202149120849043831871120608551063644577083068083201904656400684450442883031364721879479795248286138368000000000000000000000000000000000000000000001<405>]
Categories
- n!! + 1 (index 376)