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A368130
A variant of
A367894
with application of the distance minimization to the second of two symmetrized versions of the strip bijection between two square lattices as described in
A368126
.
4
1, 8, 12, 24, 156, 72, 216, 1836, 624, 168, 1752, 264, 16380, 4824, 1560, 13080, 2232, 128844, 35040, 12456, 92952, 17064, 945756, 244584
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OFFSET
1,2
LINKS
Table of n, a(n) for n=1..24.
Hugo Pfoertner,
Examples of points at minimum radius
.
Hugo Pfoertner,
Illustration of the orbits corresponding to the terms a(2)-a(17)
, (2023).
Hugo Pfoertner,
Illustration of the orbit with L=128844 corresponding to a(18)
, (2023).
Hugo Pfoertner,
Illustration of the orbit with L=35040 corresponding to a(19)
, (2024).
Hugo Pfoertner,
Illustration of the orbit with L=12456 corresponding to a(20)
, (2024).
Hugo Pfoertner,
Illustration of the orbit with L=92952 corresponding to a(21)
, (2024).
Hugo Pfoertner,
Illustration of the orbit with L=17064 corresponding to a(22)
, (2024).
Hugo Pfoertner,
Illustration of the orbit with L=945756 corresponding to a(23)
, showing only every 11th visited point, (2024).
Hugo Pfoertner,
Illustration of the orbit with L=244584 corresponding to a(24)
, showing only every 11th visited point, (2024).
CROSSREFS
Cf.
A307110
,
A367150
,
A367894
,
A368126
,
A368129
.
A permutation of
A368129
.
A368125
is the analog for the first symmetrized version of the strip bijection.
Sequence in context:
A368124
A349757
A368129
*
A367894
A210982
A067677
Adjacent sequences:
A368127
A368128
A368129
*
A368131
A368132
A368133
KEYWORD
nonn
,
more
AUTHOR
Hugo Pfoertner
, Dec 30 2023
STATUS
approved