An Archimedes spiral displaying the 100.000 first digits -base 10- of 'pi' [Une spirale d'Archimède montrant les 100.000 premières décimales -base 10- de 'pi'].
Starting from the center of the picture, the spheres are
numbered (1, 2, 3,...) when following an
Archimedes spiral defined as follows:
rho = srqt(N)
theta = 2.pi.sqrt(N)
The luminance of the sphere colors is an ascending function
of the N-th digit of 'pi' (from dark blue -0- to white -9-).
See some related artistic views:
Starting from the center of the picture, the disks are
numbered (0, 1, 2,...) when following an
Archimedes spiral defined as follows:
rho = srqt(N)
theta = 2.pi.sqrt(N)
The radius of the N-th disk is an increasing function of the N-th digit of 'pi'
as well as the height of the peaks for the tridimensional visualizations.
The arbitrary colors are displaying the values of each digit (inside [0,9]).
See some related pictures (including this one):
[See the 100.000 first digits -base 10- of 'pi'.]
See the same spiral with 100.000 random digits -from 0 to 9-:
(CMAP28 WWW site: this page was created on 12/23/2013 and last updated on 03/15/2024 17:48:01 -CET-)
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