Number Info

ID 18553
Size 722 digits / 2397 bits
Value 19765068985998542274720912940392613109142873298508888321072154302459404088705264047830508680141030753824760202306344729048299286201671725156700311838576433129003123906298647715889697824323767876237504212880406831382267170374194273080473684611899259396516220086219843389229476848517336434496455353060133546535483907074238940235326881355978205373786326076146482687012276149711424393539393045989582482500787472379888913447104118654953375021840315097342028505564002351613720638390508889726866025114470984697055950584878100700473275474001871848544017786437296360561482265333976365868964608893615916609757195065026687317338775052489268278510915744212387050077694432237942491696283897548008779997684532485073156195286327959294225
Progress 100.00%
Completed yes
Small factors 3 × 52 × 7 × 11 × 13 × 17 × 31 × 41 × 61 × 97 × 101 × 151 × 193 × 241 × 251 × 257 × 331 × 401 × 601 × 673 × 1201 × 1321 × 1601 × 1801 × 4051 × 4801 × 8101 × 9601 × 23041 × 25601 × 55201 × 57601 × 61681 × 63901 × 65537 × 100801 × 268501 × 340801 × 414721 × 2787601 × 10567201 × 13334701 × 22253377 × 82471201 × 394783681 × 1182468601 × 3173389601 × 4278255361 × 4562284561<10> × 46908728641<11> × 1133836730401<13> × 44479210368001<14> × 17963653814841601<17> × 3399426377632056001<19>
Cofactor 21705119568488218247685135775768686664310679470459072889213930894594327513864802161765579789998871609219632525597454136930515385954498950411159726433232899109885863614017989119119713604032405540226672471336377893664298758868237182227912109660198302021351190775458847605155935848240659257156618348092643132582086090465601467146044929099729823317613356271911328232750142722143584709735037134546754182456338669764341061318666706758217707625014346406401 (composite)

Factorization

Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>

19765068985998542274720912940392613109142873298508888321072154302459404088705264047830508680141030753824760202306344729048299286201671725156700311838576433129003123906298647715889697824323767876237504212880406831382267170374194273080473684611899259396516220086219843389229476848517336434496455353060133546535483907074238940235326881355978205373786326076146482687012276149711424393539393045989582482500787472379888913447104118654953375021840315097342028505564002351613720638390508889726866025114470984697055950584878100700473275474001871848544017786437296360561482265333976365868964608893615916609757195065026687317338775052489268278510915744212387050077694432237942491696283897548008779997684532485073156195286327959294225 = 3 × 52 × 7 × 11 × 13 × 17 × 31 × 41 × 61 × 97 × 101 × 151 × 193 × 241 × 251 × 257 × 331 × 401 × 601 × 673 × 1201 × 1321 × 1601 × 1801 × 4051 × 4801 × 8101 × 9601 × 23041 × 25601 × 55201 × 57601 × 61681 × 63901 × 65537 × 100801 × 268501 × 340801 × 414721 × 2787601 × 10567201 × 13334701 × 22253377 × 82471201 × 394783681 × 1182468601 × 3173389601 × 4278255361 × 4562284561<10> × 46908728641<11> × 1133836730401<13> × 44479210368001<14> × 17963653814841601<17> × 3399426377632056001<19> × 4850484222084371979240001<25> × 432363203127002885506543172618401<33> × 14768784307009061644318236958041601<35> × 1461503031127477825099979369543473122548042956801<49> × 129541188208935646963818844716591986208974410651257601<54> × 8059720126266442627050052102446681278605043839701907629253987599434464819580116421853601<88> × 459257286063925630811160985090378419786579338758486018435312227542048852027904911553961984375019122889036299740037686919520730716788991321584422841229751133443588278401<168>

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