Number Info

ID 50428
Size 434 digits / 1441 bits
Value 30831610727020885554394606629845459646309988935927184807999170984529312688414269378397927327067188256252372372456158425611017676938210320465189983351066522211980348822916385584877183361598918495001805981669406531917973180972928693743648713306501444280032175507187053606444555630715101850009601825079718014019937605235717324491493613036937450379897518124517866865619341880540477174212198400000000000000000000000000000000000000000000001
Progress 100.00%
Completed yes
Small factors 3 × 42953 × 235723 × 15109633241<11>
Large cofactor 67177768733601627059939526019430275759946456397557693281315833316518909498012706087142059844255326846190229064751213577447400719813735816595846204466515171229098759982254542682336098770908148426713764514330313551069675160513976123482693486741500252669915205646244963855917151406790458014951768960484794891773058088215946521098541095442049601508275827310598931571150885918005644159753015619480850857720075600196673 (composite)

Factorization

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

30831610727020885554394606629845459646309988935927184807999170984529312688414269378397927327067188256252372372456158425611017676938210320465189983351066522211980348822916385584877183361598918495001805981669406531917973180972928693743648713306501444280032175507187053606444555630715101850009601825079718014019937605235717324491493613036937450379897518124517866865619341880540477174212198400000000000000000000000000000000000000000000001 = 3 × 42953 × 235723 × 15109633241<11> × 332630772165629309378263091<27> × 201958971793960487933935754758325094922886047770164392712900389939751400272556722306198447047765152023952022998812080778675070099515191628161404380251574669504124331393738475042744035063481302986552516979166211907774791142030214270172841407430171116467782490209897766362181646685129000163151041566937172243817417229453894324225710092485481078060349216774911869214887446454708192147881403<387>

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