Number Info
| ID | 57691 |
| Size | 2297 digits / 7631 bits |
| Value | 80178996341473641485909058987113725200981033476551609960330491255023455232668468079651390928939942394666409878988723077989643093342481357843654041601683884032676042876859833508251271165689653338966212621613243007422897635241586834518368844290127140195787270167201336858497772128660620450814968349957077079298545352897687723275698385636906694910068699520826636720921404237805207283334833812899583730618329240926073188077579159566347738770245564632148765200295760116617724857156261998206277701922350125402723089893977883869741449349054983236847108598410548733329029330157415279227942340283165738247381895912825813181023275935827009792310509010448643033228398299836766210286563059925375492542579812900175932245240277592158504010392593938525305760979743708167950537349861291664473152864241147095976961686496504814994727515326033978212889032590790008940474801940531807046939644659575608416979149657842632435631887536659454563773205870237192073125992765311747888774506595271419817544337454049984178532366410803760514144371739506665651581523952238453080659568671549918266023558895058322833390351850439816218575361786197789035588444722381854696911616738746442474000470858853071197477311005209894886475964570425559538574204260245874824875471677407832866243767632328127103155039688426182115274643593421994818097415216967285195566134409071285386931480794874022665436717590881691668119120045266802195646282743658350010814256028326465428728817902114546744305813777244567117443990765722850377981512381748889470993270282339976191532278207575746622704176421253024379941817260155547407792209062996387759147226876978088024803925616966660443774920349679471348003513925048511383519569368340422725295993769887273745348275944345852742762890100840677615877360289183589634673711558079131602905768974043942340071301332828801829985244221706225392598435725302922921600926585031094030560121467171723394657212003424544073110393252403999381793783721940354511253266958824700081285693079879877305128953032305263141645683958564897802902821042745788690031249300352139263999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 0.00% |
| Completed | no |
| Small factors | |
| Large cofactor | 80178996341473641485909058987113725200981033476551609960330491255023455232668468079651390928939942394666409878988723077989643093342481357843654041601683884032676042876859833508251271165689653338966212621613243007422897635241586834518368844290127140195787270167201336858497772128660620450814968349957077079298545352897687723275698385636906694910068699520826636720921404237805207283334833812899583730618329240926073188077579159566347738770245564632148765200295760116617724857156261998206277701922350125402723089893977883869741449349054983236847108598410548733329029330157415279227942340283165738247381895912825813181023275935827009792310509010448643033228398299836766210286563059925375492542579812900175932245240277592158504010392593938525305760979743708167950537349861291664473152864241147095976961686496504814994727515326033978212889032590790008940474801940531807046939644659575608416979149657842632435631887536659454563773205870237192073125992765311747888774506595271419817544337454049984178532366410803760514144371739506665651581523952238453080659568671549918266023558895058322833390351850439816218575361786197789035588444722381854696911616738746442474000470858853071197477311005209894886475964570425559538574204260245874824875471677407832866243767632328127103155039688426182115274643593421994818097415216967285195566134409071285386931480794874022665436717590881691668119120045266802195646282743658350010814256028326465428728817902114546744305813777244567117443990765722850377981512381748889470993270282339976191532278207575746622704176421253024379941817260155547407792209062996387759147226876978088024803925616966660443774920349679471348003513925048511383519569368340422725295993769887273745348275944345852742762890100840677615877360289183589634673711558079131602905768974043942340071301332828801829985244221706225392598435725302922921600926585031094030560121467171723394657212003424544073110393252403999381793783721940354511253266958824700081285693079879877305128953032305263141645683958564897802902821042745788690031249300352139263999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
80178996341473641485909058987113725200981033476551609960330491255023455232668468079651390928939942394666409878988723077989643093342481357843654041601683884032676042876859833508251271165689653338966212621613243007422897635241586834518368844290127140195787270167201336858497772128660620450814968349957077079298545352897687723275698385636906694910068699520826636720921404237805207283334833812899583730618329240926073188077579159566347738770245564632148765200295760116617724857156261998206277701922350125402723089893977883869741449349054983236847108598410548733329029330157415279227942340283165738247381895912825813181023275935827009792310509010448643033228398299836766210286563059925375492542579812900175932245240277592158504010392593938525305760979743708167950537349861291664473152864241147095976961686496504814994727515326033978212889032590790008940474801940531807046939644659575608416979149657842632435631887536659454563773205870237192073125992765311747888774506595271419817544337454049984178532366410803760514144371739506665651581523952238453080659568671549918266023558895058322833390351850439816218575361786197789035588444722381854696911616738746442474000470858853071197477311005209894886475964570425559538574204260245874824875471677407832866243767632328127103155039688426182115274643593421994818097415216967285195566134409071285386931480794874022665436717590881691668119120045266802195646282743658350010814256028326465428728817902114546744305813777244567117443990765722850377981512381748889470993270282339976191532278207575746622704176421253024379941817260155547407792209062996387759147226876978088024803925616966660443774920349679471348003513925048511383519569368340422725295993769887273745348275944345852742762890100840677615877360289183589634673711558079131602905768974043942340071301332828801829985244221706225392598435725302922921600926585031094030560121467171723394657212003424544073110393252403999381793783721940354511253266958824700081285693079879877305128953032305263141645683958564897802902821042745788690031249300352139263999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = [80178996341473641485909058987113725200981033476551609960330491255023455232668468079651390928939942394666409878988723077989643093342481357843654041601683884032676042876859833508251271165689653338966212621613243007422897635241586834518368844290127140195787270167201336858497772128660620450814968349957077079298545352897687723275698385636906694910068699520826636720921404237805207283334833812899583730618329240926073188077579159566347738770245564632148765200295760116617724857156261998206277701922350125402723089893977883869741449349054983236847108598410548733329029330157415279227942340283165738247381895912825813181023275935827009792310509010448643033228398299836766210286563059925375492542579812900175932245240277592158504010392593938525305760979743708167950537349861291664473152864241147095976961686496504814994727515326033978212889032590790008940474801940531807046939644659575608416979149657842632435631887536659454563773205870237192073125992765311747888774506595271419817544337454049984178532366410803760514144371739506665651581523952238453080659568671549918266023558895058322833390351850439816218575361786197789035588444722381854696911616738746442474000470858853071197477311005209894886475964570425559538574204260245874824875471677407832866243767632328127103155039688426182115274643593421994818097415216967285195566134409071285386931480794874022665436717590881691668119120045266802195646282743658350010814256028326465428728817902114546744305813777244567117443990765722850377981512381748889470993270282339976191532278207575746622704176421253024379941817260155547407792209062996387759147226876978088024803925616966660443774920349679471348003513925048511383519569368340422725295993769887273745348275944345852742762890100840677615877360289183589634673711558079131602905768974043942340071301332828801829985244221706225392598435725302922921600926585031094030560121467171723394657212003424544073110393252403999381793783721940354511253266958824700081285693079879877305128953032305263141645683958564897802902821042745788690031249300352139263999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999<2297>]
Categories
- n!/n# - 1 (index 879)