Number Info

ID 50404
Size 412 digits / 1368 bits
Value 3711303881206686787263253583942337064419933878761294679490795392236546296291701188110970927558965319220624597119067577591592139545672697514631456658632178280367104055708178335160582079047790087063715659120427841887333046685721971754700346335487016868015969303819403399782916876097958850120701717345043592243366583031440789759814804275145793104812594221278532506484736000000000000000000000000000000000000000000001
Progress 11.26%
Completed no
Small factors 33 × 233117 × 151326446171629<15>
Large cofactor 3896493652917162521810405371071430254675980741401049113195731064446299445572157818632213223259433502378667994131105463029195195014270849692945876236209658069405874330768434570310701667751403757132460361037319700752424619518344761089060939984665420316401588780528024109847171109266740651590201722552823064784767340575339524379877980395403220366251479421617382674575621089221497624180721494091 (composite)

Factorization

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

3711303881206686787263253583942337064419933878761294679490795392236546296291701188110970927558965319220624597119067577591592139545672697514631456658632178280367104055708178335160582079047790087063715659120427841887333046685721971754700346335487016868015969303819403399782916876097958850120701717345043592243366583031440789759814804275145793104812594221278532506484736000000000000000000000000000000000000000000001 = 33 × 233117 × 151326446171629<15> × 23470611426349084066182287<26> × [166015856261111151491654480780057390183909230877671438367477257563282109140472194225272136236441160117734846550619102492359479273064360960744453698157025362661434527020127351238023254065205216836846709163601212846279131819244870936603408419724735657057561391966305142918133277331298685547177640348561595916187591818522977620120630499654773213470073756571968808732293<366>]

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