Number Info

ID 8712
Size 580 digits / 1924 bits
Value 1056115779460199606362244252768628273869606467361096309539695341582129909333385325520304133232813723049037846515359078330640027833288610793522573691700342676266830478294498167368169740116055762350711010870402367772090034367861831771429861287023085977037069733916129497882131586315305782957106782668691299669057687232962639314439377736096084076204254948242375685405096143369658950532679736174609868793960557972972728563729506210099320954366167653373841468811345401732111361831768408492185872918631896930930853943733362336372961198347209242797399491010803599056942108616375512806195
Progress 21.19%
Completed no
Small factors 5 × 311 × 17881 × 38538553
Cofactor 985584649400700872439087619593543229128372892991516103946033319593274589427547691349206332460200759943020280985263913291168095993134906059800152327142967791874658797325230882907603304337439032243548516428567577173541044257439467995011437657813635401565435969225672912438940380954851210223067518454094923857637586248896944681577019155951845906412084607111909354993424620746678254347465814982899682698222564069480919996875348875123957474945298322964066691815192022271278520265108200758994816860310750063687051326019923505786746186082473797727945966270336007644715793 (composite)

Factorization

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

1056115779460199606362244252768628273869606467361096309539695341582129909333385325520304133232813723049037846515359078330640027833288610793522573691700342676266830478294498167368169740116055762350711010870402367772090034367861831771429861287023085977037069733916129497882131586315305782957106782668691299669057687232962639314439377736096084076204254948242375685405096143369658950532679736174609868793960557972972728563729506210099320954366167653373841468811345401732111361831768408492185872918631896930930853943733362336372961198347209242797399491010803599056942108616375512806195 = 5 × 311 × 17881 × 38538553 × 1318713554713829548602512956686040272376450743377909<52> × 346354176050253827859677568458815390218235712359759067327<57> × [2157858844682251957875349555328132047142606229347879227284253947375425509133658566451966844278694489195317358214094681781194407273699302658288749392146298140074942872966572024470216125477020706336186810659437450464809128839053407761032535639072151451383113912175596123543948004824906015292630370688155890680353416878905480896751492471788570953670914934537636784696671048165746761659937749912643531615595464423061794920571582409200450914252158443705611160851<457>]

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