Number Info

ID 7999
Size 372 digits / 1234 bits
Value 177820699958806198675417073141644807753001964917192623478687246637494048716309507010845539340983100017583646851917173897109335138683922354232935066928674809729606170471162352025394536835347062657867587908865545148024897986902916601181785746169167107160033314210542445548467780550396838871145334551988447948621956284677958682854649824847670380734143691370263695716857910156
Progress 100.00%
Completed yes
Small factors 22 × 3 × 13 × 29 × 191 × 449 × 761 × 1597 × 2129 × 6271 × 9311 × 19531 × 19609 × 65171 × 170773 × 213029 × 281429 × 354047 × 3981071 × 234750601 × 3257947519 × 4885168129<10> × 152317058321<12> × 126286794969133<15> × 2864226125209369<16>
Cofactor 40918114471327485715341013104375279244328591957000381232079166570563165550451147296081827022167526974610849134008954101748154333521422870554659020263950748452383566342804741583798899668728459318048780413674051195040501763971261324548949 (composite)

Factorization

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

177820699958806198675417073141644807753001964917192623478687246637494048716309507010845539340983100017583646851917173897109335138683922354232935066928674809729606170471162352025394536835347062657867587908865545148024897986902916601181785746169167107160033314210542445548467780550396838871145334551988447948621956284677958682854649824847670380734143691370263695716857910156 = 22 × 3 × 13 × 29 × 191 × 449 × 761 × 1597 × 2129 × 6271 × 9311 × 19531 × 19609 × 65171 × 170773 × 213029 × 281429 × 354047 × 3981071 × 234750601 × 3257947519 × 4885168129<10> × 152317058321<12> × 126286794969133<15> × 2864226125209369<16> × 29090007107767075239783794592001366542871<41> × 4905684062582720880172275280025711696216945281088701822552533098887<67> × 286729389765313125721925609608357082524297322817234204933292092804164870508572541729524098355670110769591837945046868835094054837<129>

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