Aliquot sequences starting on integer powers n^i

Search and page maintained by Jean-Luc Garambois
Page designed by Karsten Bonath, 2018

Aliquot sequences starting on integer powers n^i (for Open-End sequences, size of terms up to 10^120)

Reservation page, page summarizing the progress of calculations

Web site of this page : www.aliquotes.com
Origin and storage of data: factordb

Definitions

SymbolExplanation
A"A" is the code of the one who has booked or calculated the aliquot sequence
A Anonymous ; GAR Garambois ; LRV LaurV ; KRB karsten Bonath
A 7Green: aliquot sequence arrived at a prime number after 7 iterations, calculations made by Anonymous
GAR 29Blue: aliquot sequence arrived on a cycle after 29 iterations, calculations made by Garambois
AOrange: Open-End sequence calculated up to 10^120, calculations made by Anonymous
Colorless: aliquot sequence not yet calculated or reserved
Note about n: Unnecessary to include for example n=8 or n=4 because they are powers of 2 already done.

Data table for n = 2
Stats: All: 500 /  Done: 470  /  Open: 27 (27)  /  Cycle: 3 

Data table for n = 3
Stats: All: 251 /  Done: 121  /  Open: 130 (50)  /  Cycle: 0 

Data table for n = 5
Stats: All: 171 /  Done: 81  /  Open: 88 (45)  /  Cycle: 2 

Data table for n = 6
Stats: All: 154 /  Done: 60  /  Open: 92 (19)  /  Cycle: 2 

Data table for n = 7
Stats: All: 141 /  Done: 55  /  Open: 84 (11)  /  Cycle: 2 

Data table for n = 10
Stats: All: 120 /  Done: 58  /  Open: 61 (17)  /  Cycle: 1 

Data table for n = 11
Stats: All: 100 /  Done: 56  /  Open: 43 (4)  /  Cycle: 1 

Data table for n = (10^10+19)
Stats: All: 15 /  Done: 8  /  Open: 7 (5)  /  Cycle: 0