Number Info

ID 50847
Size 836 digits / 2777 bits
Value 65083186259870491239569908950492013679217553729205189939191634375022685384439665071126423994318266795357888941515482893559482195213492167346823415752706650818202053620129799247559461792891186578422625336894485086993004051227794611395700247654770484305435113478217258790546796828262075385927775763569217481418488377614848253627188938155898151215009675611484214517367749723901350316939019007002234178398226737345996035409601082873853822935357991417107562186896396621951351344434901794722785418919248390145846354918062848740235713332229444639757361939292243010695695675433635659686833477422122616462022629444369509670521260673325445322064294356551036577831464335568756827859973548621575237173910764993780110013864077334387374581361028156172627761112381652992000000000000000000000000000000000000000000000000000000000000000000000000000000001
Progress 0.00%
Completed no
Small factors
Large cofactor 65083186259870491239569908950492013679217553729205189939191634375022685384439665071126423994318266795357888941515482893559482195213492167346823415752706650818202053620129799247559461792891186578422625336894485086993004051227794611395700247654770484305435113478217258790546796828262075385927775763569217481418488377614848253627188938155898151215009675611484214517367749723901350316939019007002234178398226737345996035409601082873853822935357991417107562186896396621951351344434901794722785418919248390145846354918062848740235713332229444639757361939292243010695695675433635659686833477422122616462022629444369509670521260673325445322064294356551036577831464335568756827859973548621575237173910764993780110013864077334387374581361028156172627761112381652992000000000000000000000000000000000000000000000000000000000000000000000000000000001 (composite)

Factorization

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

65083186259870491239569908950492013679217553729205189939191634375022685384439665071126423994318266795357888941515482893559482195213492167346823415752706650818202053620129799247559461792891186578422625336894485086993004051227794611395700247654770484305435113478217258790546796828262075385927775763569217481418488377614848253627188938155898151215009675611484214517367749723901350316939019007002234178398226737345996035409601082873853822935357991417107562186896396621951351344434901794722785418919248390145846354918062848740235713332229444639757361939292243010695695675433635659686833477422122616462022629444369509670521260673325445322064294356551036577831464335568756827859973548621575237173910764993780110013864077334387374581361028156172627761112381652992000000000000000000000000000000000000000000000000000000000000000000000000000000001 = [65083186259870491239569908950492013679217553729205189939191634375022685384439665071126423994318266795357888941515482893559482195213492167346823415752706650818202053620129799247559461792891186578422625336894485086993004051227794611395700247654770484305435113478217258790546796828262075385927775763569217481418488377614848253627188938155898151215009675611484214517367749723901350316939019007002234178398226737345996035409601082873853822935357991417107562186896396621951351344434901794722785418919248390145846354918062848740235713332229444639757361939292243010695695675433635659686833477422122616462022629444369509670521260673325445322064294356551036577831464335568756827859973548621575237173910764993780110013864077334387374581361028156172627761112381652992000000000000000000000000000000000000000000000000000000000000000000000000000000001<836>]

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