Number Info

ID 51555
Size 423 digits / 1402 bits
Value 109909254978822040345314882155121500239880331588225754582431576409753623182456662010209610203629313327465390774430458823288351188378133008563799015606540816422881798587005737491397389218508674511006568514617787030210743770180008133710368366270401945907815411383090453950429438211302188941548287608964921829649695409593185123214555759366089237352510942430682592560519749793291960319999999999999999999999999999999999999999999
Progress 2.36%
Completed no
Small factors 9552735793<10>
Large cofactor 11505526517268563626159830311463268189634555675209571305101788279904709721144976087187970048741963916625762662755814670660006516981049410728091620696050461407635185350824005301933025964356708814400952051392905830177056145677074116657752345969273887768646613859415723709886282438639846609389868593947087072928291905664472418766764458275234665788532914618073389498224527080594404158456976179452051134520475060311343 (composite)

Factorization

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

109909254978822040345314882155121500239880331588225754582431576409753623182456662010209610203629313327465390774430458823288351188378133008563799015606540816422881798587005737491397389218508674511006568514617787030210743770180008133710368366270401945907815411383090453950429438211302188941548287608964921829649695409593185123214555759366089237352510942430682592560519749793291960319999999999999999999999999999999999999999999 = 9552735793<10> × [11505526517268563626159830311463268189634555675209571305101788279904709721144976087187970048741963916625762662755814670660006516981049410728091620696050461407635185350824005301933025964356708814400952051392905830177056145677074116657752345969273887768646613859415723709886282438639846609389868593947087072928291905664472418766764458275234665788532914618073389498224527080594404158456976179452051134520475060311343<413>]

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