Number Info
| ID | 58238 |
| Size | 996 digits / 3308 bits |
| Value | 612567745889251671722735260598409906721798772191486770815485973057759169652910773046580114194149308010905663702775013690449031412528964385656283560461357988759197869479959947910871062182300008113305001961164698466778906463166449316417684810920821141905683974100942506328495608120304116684551672407389747829842614847716876164837462935361531111017188416105811059931271084012442410940948531983625172748321137339859426851416642933372737835906502456400031047457423350685212775522793327078228120675346364631683299730573734396922029273625588141267188389879542600619633624523660224988015569621069602019343814139391233110500242844188638893808238336325344994307204107618527061898396038641156080080318769607032513045612447685777107645080057903432500214561679035261186102645728387685049488716509238991824847381997859896765042922540178159748315471219266681302922540221559467933696000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 |
| Progress | 100.00% |
| Completed | yes |
| Small factors | |
| Large cofactor | 612567745889251671722735260598409906721798772191486770815485973057759169652910773046580114194149308010905663702775013690449031412528964385656283560461357988759197869479959947910871062182300008113305001961164698466778906463166449316417684810920821141905683974100942506328495608120304116684551672407389747829842614847716876164837462935361531111017188416105811059931271084012442410940948531983625172748321137339859426851416642933372737835906502456400031047457423350685212775522793327078228120675346364631683299730573734396922029273625588141267188389879542600619633624523660224988015569621069602019343814139391233110500242844188638893808238336325344994307204107618527061898396038641156080080318769607032513045612447685777107645080057903432500214561679035261186102645728387685049488716509238991824847381997859896765042922540178159748315471219266681302922540221559467933696000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 (proven prime) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
612567745889251671722735260598409906721798772191486770815485973057759169652910773046580114194149308010905663702775013690449031412528964385656283560461357988759197869479959947910871062182300008113305001961164698466778906463166449316417684810920821141905683974100942506328495608120304116684551672407389747829842614847716876164837462935361531111017188416105811059931271084012442410940948531983625172748321137339859426851416642933372737835906502456400031047457423350685212775522793327078228120675346364631683299730573734396922029273625588141267188389879542600619633624523660224988015569621069602019343814139391233110500242844188638893808238336325344994307204107618527061898396038641156080080318769607032513045612447685777107645080057903432500214561679035261186102645728387685049488716509238991824847381997859896765042922540178159748315471219266681302922540221559467933696000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 = 612567745889251671722735260598409906721798772191486770815485973057759169652910773046580114194149308010905663702775013690449031412528964385656283560461357988759197869479959947910871062182300008113305001961164698466778906463166449316417684810920821141905683974100942506328495608120304116684551672407389747829842614847716876164837462935361531111017188416105811059931271084012442410940948531983625172748321137339859426851416642933372737835906502456400031047457423350685212775522793327078228120675346364631683299730573734396922029273625588141267188389879542600619633624523660224988015569621069602019343814139391233110500242844188638893808238336325344994307204107618527061898396038641156080080318769607032513045612447685777107645080057903432500214561679035261186102645728387685049488716509238991824847381997859896765042922540178159748315471219266681302922540221559467933696000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001<996>
Categories
- n!/n# + 1 (index 429)