Number Info
ID | 12743 |
Size | 372 digits / 1233 bits |
Value | 145227574451702047519503447854052233618427561992747286669386332369660405624402755961388502359915853157421048607512156032685860364123364501744568665258430184438785663032101474035388828400894855808949679469856001298117006572620287221287782245367523561104136229522434247477477240118315109599724137971449992210027527766643638015363157193970091724705343100769193238410643911682 |
Progress | 100.00% |
Completed | yes |
Small factors | 2 × 769 × 2207 × 3167 × 35521 |
Cofactor | 380327009220608411460170520992107584533823158551547622100826450417556017963333498477205124281097530092032630727422469929830764934639904763447627385723911743963495431429637724009324792166344625669220793229667464374358039394032767704753346454332841774222316539194888728493070705227372250852565984967020685036420173489581483484665313317966417543326060477117761 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
145227574451702047519503447854052233618427561992747286669386332369660405624402755961388502359915853157421048607512156032685860364123364501744568665258430184438785663032101474035388828400894855808949679469856001298117006572620287221287782245367523561104136229522434247477477240118315109599724137971449992210027527766643638015363157193970091724705343100769193238410643911682 = 2 × 769 × 2207 × 3167 × 35521 × 742328770387335947415020933852722163079046844521890953944321<60> × 23094080375318473678368681067642628000581939963734207875535879266314196125728850390871327<89> × 330875561536670448454412343284751073249028300503199713727011488431434813373267168078596754783<93> × 67049494989122694600728130195578570299226925436081483565821608669875928468638447901818475543780157880355129497937601<116>
Categories
- Lucas Sequence (index 1776)