Factor Info

ID 107418
Size 945 digits / 3137 bits
Status composite
Value 118860685716472628211575699619161728135400732156553692977585521072003480971467431497870729983225030267729282862838528287070481409424399938337118187061301695740744499146155047397113790509709747608877561109790691392814350530085969973997315422430618390783796403623721190843992053294033388147150004822016228591813163975590408551814393649343961258310789647140010186287867404400091014259146941738679287640491075626111436089264290065256338054535498272362058788964320929173020835663683854160370859533322880855046408209634422160736601079368086540676062176767090893556043961195356775211524382780650327510737386018208020491078127350822284573425841614923576754767980082498533404078976480302339812422803303224001575525188435908938671450859915598496935515589722079867835235406966047737688299958445286722700116322005309881542956155231491646668119166373311993145097108571428192829343317520175748029663756967049298829351978992535608813028878731196427685219894053

Factorizations

Primary (ID: 20) 757810806256989128439975793 (proven prime)
(ID: 107419) 156847440990653465362893139023792374859928583377840125701095835587275388636913736810319448419438642039188839561121451512913277354839346870688115933582042369257950711589359237752699952967490524353913025634371163710480214811390053335441809766737810354626505363507935617809541688779851951899021139383058991334605875356342672609088992845502748283089923383190494476695354539608999521218268377196721480150155819550959177968675434241553238891636082982931330088184481296643466527730198367635076898020256694218117577494553667022747671556143794859057353507188110152935649032191364298921607461958489214699597174423572597307747785436617754110769896800875993268029320963417655063755176074293015466353258745816390319867543304303034547642143808613755772551088740838197783023283554145298489906867706854662912528995984276902406104905460967522109302134982676006734160593348279882944649674017089945473815451701681428321361306236551576821 (composite)

Primary factorization keeps track of the smallest (known) prime factor. Secondary factorizations are old results kept when a new smaller prime factor is found, which occasionally happens with ECM.