Number Info
ID | 12869 |
Size | 398 digits / 1321 bits |
Value | 31224231303420013114258679005964136378389849167347573544596762110768585208870904640304202624586087378356054080401411076940959006961189365917615510222518785202044027191034946061060543390290137787726532325991497157244312690989338137460501327361686695891776273697495126787486625036112734416931037901037922426535598074502275345901832810640004746227316368413571763446954615787647917296940722582846111378 |
Progress | 100.00% |
Completed | yes |
Small factors | 2 × 32 × 3803 × 6369163 × 9157890347<10> × 27716175147523<14> × 13071786867911587<17> |
Cofactor | 21584742249521635024529710489102863592097027592651663588600058713710871641196238417948276861616123125031331859457577581016329907160704674758075825841116457205618814469646966135344936370618192050570569863852045742305545666021281159680598839445466080668197119371483296161286389386506794978646774254949759748229848696016712453371450383174787373709587 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
31224231303420013114258679005964136378389849167347573544596762110768585208870904640304202624586087378356054080401411076940959006961189365917615510222518785202044027191034946061060543390290137787726532325991497157244312690989338137460501327361686695891776273697495126787486625036112734416931037901037922426535598074502275345901832810640004746227316368413571763446954615787647917296940722582846111378 = 2 × 32 × 3803 × 6369163 × 9157890347<10> × 27716175147523<14> × 13071786867911587<17> × 48982964466149386009<20> × 19037668598184699045439529<26> × 3064105564453524205787155678841<31> × 7797844292542181742956585897715810181283<40> × 448770026822784402728514481476646952184358752399132088821837198314401<69> × 2158668299839204964177220860280160089054160108028268766415913271405733919803799561621194297561963745657006174295990940277990189527281507877632561174088825422119289<163>
Categories
- Lucas Sequence (index 1902)