factordbrpc · fdb
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Cycle
Aliquot variants · Bi-unitary · σ**(n) − n of 2560 length 11 Enters a cycle of length 2. ↓ .elf file
Show sequence-development graph
Term size (digits) across the sequence
How the sequence develops - decimal digits of each term vs iteration.
nStatus DigitsTermFactorization
0 Fully factored 4 2560 29×5
1 Fully factored 4 3578 2×1789
↳ Continues Reaches 1792 and continues as that sequence.
2 Fully factored 4 1792 28×7
3 Fully factored 4 2168 23×271
4 Fully factored 4 1912 23×239
↳ Continues Reaches 1688 and continues as that sequence.
5 Fully factored 4 1688 23×211
↳ Continues Reaches 1492 and continues as that sequence.
6 Fully factored 4 1492 22×373
↳ Merges Joins the sequence of 210 (at index 2 of that sequence) - the terms below continue there.
7 Fully factored 3 378 2×33×7
8 Fully factored 3 582 2×3×97
↳ Continues Reaches 594 and continues as that sequence.
9 Fully factored 3 594 2×33×11
10 Fully factored 3 846 2×32×47
↳ Cycle Enters a cycle of length 2 - a cycle.
From the command linefdb · curl
fdb
fdb seq view '2560' --type 59 --part last20
curl
curl -s 'https://factordb.com:4059/rpc' -H 'Content-Type: application/json' -d '{"jsonrpc":"2.0","id":1,"method":"sequence_view","params":{"start":{"expr":"2560"},"type":59,"part":"last20","fr":0}}'