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" or "GAR" for example is the code of the one who has booked or calculated the aliquot sequence
See the table below "Contributors"
A 7
P5
Green : aliquot sequence arrived at a 5 digits prime number after 7 iterations, calculations made by Anonymous
GAR 29
C1
Blue : aliquot sequence arrived on a cycle (here on a perfect number, but "C2" would have meant on an amicable number) after 29 iterations, calculations made by Garambois
GAR 2
U148 (142)
Orange with name code : Open-End reserved sequence calculated up to 10^120, 148 digits and 142 digits for the cofactor in this example, calculations made by Garambois, YOU CAN NOT TAKE TO CALCULATE BECAUSE ALREADY RESERVED
134
U121 (116)
Orange without name code : Open-End sequence not reserved and calculated up to 10^120, 121 digits and 116 digits for the cofactor in this example, YOU CAN TAKE TO CALCULATE EVEN FURTHER
134
U121 (116)
Yellow background of sequence : this sequence merges with given one as tooltip
107
U84 (82)
Colorless cells without name code : aliquot sequence not yet calculated or reserved, YOU CAN TAKE TO CALCULATE
GAR 2
U117 (110)
Colorless cells with name code : aliquot sequence not yet calculated but reserved, YOU CAN NOT TAKE TO CALCULATE BECAUSE ALREADY RESERVED

Note about n: Unnecessary to include for example n=8 or n=4 because they are powers of 2 already done.

Contributors

Data table for n = 2
Stats: All: 500 /  Done: 477  /  Open: 20 (20)  /  Cycle: 3 

Data table for n = 3
Stats: All: 251 /  Done: 141  /  Open: 110 (58)  /  Cycle: 0 

Data table for n = 5
Stats: All: 171 /  Done: 91  /  Open: 78 (47)  /  Cycle: 2 

Data table for n = 6
Stats: All: 154 /  Done: 83  /  Open: 69 (19)  /  Cycle: 2 

Data table for n = 7
Stats: All: 141 /  Done: 79  /  Open: 60 (12)  /  Cycle: 2 

Data table for n = 10
Stats: All: 120 /  Done: 64  /  Open: 55 (17)  /  Cycle: 1 

Data table for n = 11
Stats: All: 115 /  Done: 68  /  Open: 46 (10)  /  Cycle: 1 

Data table for n = 12
Stats: All: 111 /  Done: 53  /  Open: 57 (11)  /  Cycle: 1 

Data table for n = 13
Stats: All: 107 /  Done: 56  /  Open: 51 (3)  /  Cycle: 0 

Data table for n = 439
Stats: All: 46 /  Done: 26  /  Open: 20 (1)  /  Cycle: 0 

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