Some tridimensional pseudorandom walks cartesian coordinates defined by means of the 99.999 first decimals of 'pi' (141592...) and 'e' (718281...) base 10 with 33.333 time steps.
 Tridimensional pseudorandom walks spherical coordinates defined by means of the 99.999 first decimals of 'pi' (141592...) and 'e' (718281...) base 10 with 33.333 time steps.
 Untitled 0627.
 A tridimensional pseudorandom walk spherical coordinates defined by means of the 99.999 first decimals of 'e' (718281...) base 10 with 33.333 time steps.
 A tridimensional pseudorandom walk spherical coordinates defined by means of the 100.000 first decimals of 'pi' (141592...) base 10 with 50.000 time steps.

A tridimensional pseudorandom walk cartesian coordinates defined by means of the 99.999 first decimals of the square root of 2 (414213...) base 10 with 33.333 time steps.
 A random Menger Sponge iteration 5.
 Untitled 0626.
 An halfrandom extended Menger Sponge iteration 3.
 An extended Menger Sponge iteration 3.

The Menger Sponge iteration 3.
 The Many World Theory of Hugh Everett.
 The tridimensional John Conway's life game with random initial conditions 0.3% of occupied cells and 30 iterations.
 Two orthogonal 'hourglasses' moving relative to each other.
 An extended Menger Sponge iteration 4 displaying the 134.460 digits base 2 of the source of the Menger Sponge generator.

The tridimensional John Conway's life game with random initial conditions 0.8% of occupied cells and 40 iterations.
 An extended Menger Sponge iteration 5 displaying the 100 first digits base 2 of the Champernowne number (=0.1 10 11 100 101 110 111 1000...) using all base 2 integer numbers periodically repeated in order to obtain 1.539.972 digits.
 An extended Menger Sponge iteration 5 using the 246.078 first digits base 2 of a selfportrait.
 An extended Menger Sponge iteration 7 displaying the 211.210.335 first digits base 2 of 'pi'.
 A tridimensional pseudorandom walk defined by means of 'pi': 050330... 12.849 digits, base 6 into 050330... 12.849 digits, base 6.

On the Road to Chaos again 07/07/2024.
 An extended Menger Sponge iteration 4 displaying the 53.919 first digits base 2 of 'pi'.
 An extended Menger Sponge iteration 5 displaying the 991.818 first digits base 2 of the Champernowne number (=0.1 10 11 100 101 110 111 1000...) using all base 2 integer numbers.
 An extended Menger Sponge iteration 5 displaying the 1.168.749 first digits base 2 of 'pi'.
 A Ball described by means of a Tridimensional Hilbertlike Curve iteration 4.

A Ball described by means of an 'open' 3foil torus knot iteration 4.
 A Ball described by means of a Tridimensional Hilbert Curve iteration 4.
 A set of 4x3 stereograms displaying a tridimensional pseudorandom walk defined by means of 'pi': 3.141592... 90.000 digits, base 10 with 30.000 time steps.
 A tridimensional pseudorandom walk defined by means of 'pi': 3.141592... 90.000 digits, base 10 with 30.000 time steps.
 A tridimensional pseudorandom walk defined by means of 'pi': 3.141592... 90.000 digits, base 10 with 30.000 time steps.

A tridimensional pseudorandom walk defined by means of 'pi': 3.141592... 100.000 digits, base 10 with 50.000 time steps.
 The 81 first digits of 'pi' displayed as sets of concentric various curves (bird'seye view).
 The 81 first digits of 'pi' displayed as sets of concentric various curves (bird'seye view).
 Untitled 0625.
 The 1089 first digits of 'pi' displayed as sets of concentric various curves.

A tridimensional pseudorandom walk defined by means of 'pi': 3.141592... 10.000 digits, base 10 into 050330... 12.849 digits, base 6.
 The 1089 first digits of 'pi' displayed as sets of concentric circles.
 The 81 first digits of 'pi' displayed as sets of concentric circles (bird'seye view).
 The 256 first digits base 10 of 'pi' on a Bidimensional Hilbert Curve iteration 4 mapped on a sphere.
 The 180 first digits of 'pi' displayed as a Labyrinth.

The 500 first digits of 'pi' displayed as an Impossible Structure.
 The 'pi' island.
 The DNA of Mathematics the 480 first digits of 'pi' and '2.pi'.
 The DNA of Mathematics the 100 first digits of 'pi' and '2.pi'.
 Tridimensional display of a spiral displaying 'pi' with 4.000 digits base 10.

Tridimensional display of a spiral displaying 'pi' with 2.000 digits base 10.
 A tridimensional pseudorandom walk defined by means of 'pi': 141592... 100.001 digits, base 10 into 303142... 128.509 digits, base 6.
 The God Chessboard or the 64 first 'decimals' base 2 of 'pi' the first 'decimal' is the bottom left black square.
 A tridimensional pseudorandom walk defined by means of 'pi': 141592... 100.001 digits, base 10 into 303142... 128.509 digits, base 6.
 The DNA of Mathematics the 480 first digits of 'pi' and '1/pi'.

The DNA of Mathematics the 60 first digits of 'pi' and '1/pi'.
 The DNA of Mathematics the 480 first digits of 'pi' and '1/pi'.
 The DNA of Mathematics the 60 first digits of 'pi' and '1/pi'.
 The DNA of Mathematics the 480 first digits of 'pi' and 'e'.
 The DNA of Mathematics the 60 first digits of 'pi' and 'e'.

A double spherical crosssection inside a 3x3x3 Menger Sponge iteration 4 displaying the number 3.141.
 The 'pi' island 1.
 A 3x3x3 Menger Sponge iteration 6 displaying the number 3.14159.
 A 3x3x3 Menger Sponge iteration 6 displaying the number 6.85840 (=9.999993.14159).
 A 3x3x3 Menger Sponge iteration 4 using the 9 first prime numbers and displaying the number 6.858 (=9.9993.141).

A 5x5 Sierpinski Carpet iteration 4 using the 9 first prime numbers and displaying the number 3.141.
 Tridimensional artistic view of 'pi'.
 Tridimensional display of an Archimedes spiral displaying 'pi' with 1.000 digits base 10.
 display of 'pi' with 1.000 digits base 10 on an helix good point of view.
 display of 'pi' with 100 digits {3.141592...} on an helix grey.

Artistic views of the 100.000 first digits base 10 of 'pi'.
 A tridimensional pseudorandom walk defined by means of 'pi': 3.141592... 100.000 digits, base 10 into 305033... 128.509 digits, base 6.
 Tridimensional display of a Fractal Square iteration 1 to 3.
 The 'pi' island 2.
 The Spectre.

The genesis of the 'EinStein' aperiodic 'Spectre' tile top right.
 Untitled 0624.
 The level1 cluster made of 9 'Spectre' tiles including a 'Mystic' (red and dark grey lines) with display of all the keypoints making quadrilaterals (8 blue small and a magenta big one).
 Untitled 0623.
 Merry Christmas 2023: A Fractal Cube iteration 2.

Untitled 0622.
 Untitled 0621.
 A Tribute to Maria Callas.
 The 21 connected components of a Fractal Cube iteration 1.
 The 94 connected components of a Fractal Square iteration 4.

Tridimensional display of a Fractal Square iteration 1 to 3.
 Tridimensional display of the Mandelbrot Set obtained by means of a bidimensional Fractal Square iteration 1 to 3.
 Tridimensional display of a Fractal Square iteration 1 to 5.
 Tridimensional display of a Fractal Square iteration 1 to 5.
 Tridimensional display of a Fractal Square iteration 1 to 5.

A Fractal Cube iteration 2.
 A Fractal Cube iteration 2.
 A Fractal Cube iteration 2.
 A 'crumpled' closeup of the 'EinStein' aperiodic 'Spectre' tiling.
 Untitled 0619.

An Impossible Peace.
 An Impossible Peace.
 The Mystic Island based on the level 3 cluster made of 8 'Spectre' level 2 clusters.
 The level 3 cluster made of 8 'Spectre' level 2 clusters with display of all the keypoints making quadrilaterals (8 small and a big one).
 The level 2 cluster made of 8 'Spectre' level 1 clusters with display of all the keypoints making quadrilaterals (8 small and a big one).

The level1 cluster made of 9 'Spectre' tiles with display of all the keypoints making quadrilaterals (8 red small and a green big one).
 The 'Mystic' made of two 'EinStein' aperiodic 'Spectre' tiles.
 Untitled 0618.
 Tridimensional display of the 'EinStein' aperiodic 'Spectre' tiling.
 A random tiling of a square domain using dominoes (1x2 rectangles) line after line with display of clusters of horizontal and vertical rectangles using the 4connexity.

A random tiling of a square domain using dominoes (1x2 rectangles) line after line with display of clusters of vertical rectangles using the 4connexity.
 A random tiling of a square domain using dominoes (1x2 rectangles) line after line.
 A closeup of the 'EinStein' aperiodic 'Spectre' tiling.
 A Ball described by means of a Tridimensional Hilbertlike Curve iteration 4.
 A Ball described by means of an 'open' 3foil torus knot iteration 4.

A Ball described by means of a Tridimensional Hilbert Curve iteration 4.
 The Klein bottle described by means of a Bidimensional non continous Hilbertlike Curve iteration 5.
 Untitled 0617.
 The Klein bottle described by means of a Bidimensional Hilbertlike Curve iteration 5.
 A Ball described by means of an hypercube iteration 4.

The Klein bottle described by means of a Bidimensional Hilbertlike Curve iteration 7.
 A Tridimensional Hilbertlike Curve defined with {X_{2}(...),Y_{2}(...),Z_{2}(...)} iteration 2.
 The Klein bottle described by means of a Bidimensional Hilbertlike Curve iteration 5.
 The Klein bottle described by means of a Bidimensional Hilbertlike Curve iteration 5.
 Some elementary symbols used to built labyrinths with a big black ghost structure at pi/4.

The Klein bottle described by means of a Bidimensional Hilbertlike Curve iteration 6.
 A 'fractal plane' with overhangings described by means of a Bidimensional Hilbertlike Curve iteration 6.
 A Bidimensional Hilbertlike Curve defined with {X_{1}(...),Y_{1}(...)} related to the Mandelbrot set border iteration 5.
 A 'fractal plane' with overhangings described by means of a Bidimensional Hilbert Curve iteration 7.
 A 'crumpled' sphere described by means of a Bidimensional Hilbert Curve iteration 7.

Untitled 0616.
 Untitled 0615.
 Untitled 0614.
 Tridimensional representation of a quadridimensional CalabiYau manifold described by means of 5x5 Bidimensional Hilbert Curves iteration 5.
 Untitled 0613.

Untitled 0612.
 The Piet Mondrian quadridimensional CalabiYau manifold 2D, 3D or 4D?.
 The Piet Mondrian Hypercube 2D, 3D or 4D?.
 Tridimensional representation of an hexadecadimensional CalabiYau manifold with pseudorandom projection.
 Untitled 0611.

5x5 various bidimensional closed selfavoiding brownian motions on a tridimensional representation of a quadridimensional CalabiYau manifold.
 5x5 identical bidimensional closed selfavoiding brownian motions on a tridimensional representation of a quadridimensional CalabiYau manifold.
 Untitled 0610.
 Untitled 0609.
 Tridimensional representation of an octodimensional CalabiYau manifold with pseudorandom projection.

Tridimensional representation of an octodimensional CalabiYau manifold with pseudorandom projection.
 Tridimensional representation of a quadridimensional CalabiYau manifold described by means of 5x5 Bidimensional Hilbert Curves iteration 5.
 A parallelepipedic Torus described by means of an 'open' 3foil torus knot iteration 4.
 A JeenerMöbius Tridimensional manifold described by means of an 'open' 3foil torus knot iteration 4.
 A JeenerMöbius Tridimensional manifold described by means of a Tridimensional Hilbert Curve iteration 4.

A 'square' spiral on the Boy surface.
 A 'square' spiral on the BonanJeenerKlein triple bottle.
 A 'square' spiral on the Klein bottle.
 Untitled 0608.
 Bidimensional closed pseudoselfavoiding brownian motion on the Boy surface.

Bidimensional closed pseudoselfavoiding brownian motion on the BonanJeenerKlein triple bottle.
 Bidimensional closed selfavoiding brownian motion on a torus.
 Bidimensional closed pseudoselfavoiding brownian motion on the Klein bottle.
 Bidimensional closed selfavoiding brownian motion on a sphere.
 Bidimensional brownian motion on the Klein bottle.

Bidimensional brownian motion on a sphere.
 Untitled 0606.
 Untitled 0607.
 The Klein bottle described by means of a Bidimensional Hilbertlike Curve iteration 6.
 The Klein bottle described by means of a Bidimensional Hilbert Curve iteration 7.

The Klein bottle described by means of a Bidimensional Hilbertlike Curve iteration 6.
 The Klein bottle described by means of a Bidimensional Hilbert Curve iteration 7.
 The Möbius strip described by means of a Bidimensional Peano Curve 8 digits.
 The BonanJeener double bottle described by means of a Bidimensional Hilbertlike Curve iteration 6.
 A torus described by means of a Bidimensional Peano Curve 8 digits.

SelfPortrait by means of a Bidimensional Hilbert Curve iteration 6.
 SelfPortrait by means of a Bidimensional Hilbert Curve iteration 6.
 A parallelepipedic Torus described by means of a Tridimensional Hilbert Curve iteration 4.
 A JeenerMöbius Tridimensional manifold described by means of a Tridimensional Hilbert Curve iteration 4.
 The BonanJeener double bottle described by means of a Bidimensional Hilbert Curve iteration 7.

A torus described by means of a Bidimensional Hilbert Curve iteration 7.
 A sphere described by means of a Bidimensional Hilbert Curve iteration 7.
 A tribute to Sandro Botticelli and Victor Vasarely.
 Journey on the Complex Plane by means of a Bidimensional Hilbert Curve iteration 2 with display of Julia sets.
 A Tribute to Benoît Mandelbrot (19242010): tridimensional zoom in on the Mandelbrot set with mapping of the arguments.

A Tribute to Benoît Mandelbrot (19242010): tridimensional zoom in on the Mandelbrot set with mapping of the arguments.
 A Tridimensional Tribute to Sandro Botticelli.
 Untitled 0605.
 The prime numbers among the 512 first integer numbers on a Tridimensional Hilbert Curve iteration 3.
 The prime numbers among the 1024 first integer numbers on a Bidimensional Hilbert Curve iteration 5.

The 512 first decimals base 10 of 'pi' on a Tridimensional Hilbert Curve iteration 3.
 The 1.024 first decimals base 10 of 'pi' on a Bidimensional Hilbert Curve iteration 5.
 The Node, Rama Revealed a Tribute to Arthur C. Clarke and Gentry Lee.
 Nbody problem integration (N=5) displaying four planets with symmetrical initial conditions on elliptic trajectories 'geocentric' point of view, green body.
 The Node, The Garden of Rama a Tribute to Arthur C. Clarke and Gentry Lee.

The Ksmooth integers on a Tridimensional Hilbert Curve iteration 3.
 The Ksmooth integers on a Bidimensional Hilbert Curve iteration 5.
 The Ksmooth integers on a generalized Ulam spiral.
 The 2/3/5/7smooth integers on a generalized Ulam spiral.
 The smooth integers: the prime factor product the radical function of the integer numbers.

SelfPortrait 'This is not an apple', a Tribute to René Magritte.
 The smooth integers.
 Untitled 0604 a Tribute to Yves Klein.
 Bidimensional fractal aggregates obtained by means of a 50% pasting process during collisions of particles submitted to a vertical field of gravity.
 The Satanic Verses a Tribute to Salman Rushdie.

The 'exponential' spreading of a bidimensional epidemic the COVID19 coronavirus? without confinement 300 particles, with cluster(s), with a zero death rate and with a 100% infection, starting with just one infected person red particle on bottom left picture.
 Bidimensional display of 31 Rational Numbers by means of the SternBrocot Tree.
 Bidimensional display of 255 Rational Numbers by means of the SternBrocot Tree.
 Untitled 0601 a Tribute to JeanMichel Atlan.
 Untitled 0600 a Tribute to Jean Arp.

Tridimensional high resolution visualization of the Verhulst dynamics 'Time Ships', a Tribute to Stephen Baxter.
 Tridimensional high resolution visualization of the Verhulst dynamics 'Time Ships', a Tribute to Stephen Baxter.
 Untitled 0599 a Tribute to Robert & Sonia Delaunay.
 Tridimensional fractal aggregate obtained by means of a 100% pasting process during collisions of particles submitted to an attractive central field of gravity.
 The Road to Chaos 06/19/2022.

The Road to Chaos 06/19/2022.
 Tridimensional fractal aggregate obtained by means of a 100% pasting process during collisions of particles submitted to an attractive central field of gravity.
 Distorsion of the BonanJeenerKlein triple bottle.
 Untitled 0597.
 The 'hyperbolic tangent' of a sphere.

The 'tangent' of a sphere.
 The 'hyperbolic tangent' of a sphere.
 The 'tangent' of a sphere.
 Distorsion of the Möbius strip.
 Distorsion of the Möbius strip.

Distorsion of the BonanJeenerKlein double bottle.
 Distorsion of a sphere.
 Distorsion of the BonanJeenerKlein double bottle.
 Distorsion of a sphere.
 Distorsion of the Menger Sponge iteration 3.

The Radical of the integer numbers from 2 to 257.
 A tridimensional billiard starting with a Menger Sponge iteration 2.
 Untitled 0596.
 A Tridimensional Hilbertlike Curve defined with {X_{3}(...),Y_{3}(...),Z_{3}(...)} and based on an 'open' 7foil torus knot iteration 3.
 A Tridimensional Hilbertlike Curve defined with {X_{3}(...),Y_{3}(...),Z_{3}(...)} and based on an 'open' 5foil torus knot iteration 3.

A Tridimensional Hilbertlike Curve defined with {X_{3}(...),Y_{3}(...),Z_{3}(...)} and based on an 'open' 3foil torus knot iteration 3.
 A Tribute to Piet Mondrian and to David Hilbert.
 A Tridimensional Hilbertlike Curve defined with {X_{2}(...),Y_{2}(...),Z_{2}(...)} and based on an 'open' 3foil torus knot iteration 2.
 A Tridimensional Hilbertlike Curve defined with {X_{3}(...),Y_{3}(...),Z_{3}(...)} and based on an 'open' 3foil torus knot iteration 3.
 A Tridimensional Hilbertlike Curve defined with {X_{3}(...),Y_{3}(...),Z_{3}(...)} iteration 3.

A Bidimensional Hilbertlike Curve defined with {X_{5}(...),Y_{5}(...)} iteration 5.
 A Bidimensional Hilbertlike Curve defined with {X_{5}(...),Y_{5}(...)} iteration 5.
 David versus Goliath: there is a war between Ukraine and Russia.
 David versus Goliath: there is a war between Ukraine and Russia.
 The Tridimensional [0,1] > [0,1]x[0,1]x[0,1] Peano Surjection T defined with 9 digits.

The [0,1] > [0,1]x[0,1] Peano Surjection T defined with 6 digits.
 Spring Time in Monument Valley.
 Bidimensional Hilbert Curve iteration 5.
 Tridimensional Hilbert Curve iteration 4.
 The distance {EarthMars} millions of kilometers starting on 01/01/1950 AD and during seven marsian years.

This is not a cloud.
 This is not a cloud.
 'Organic' network 64 nodes.
 A Tribute to Sandro Botticelli.
 Jigsaw puzzle with a selfPortrait.

Random mosaic.
 Paradoxal Monument Valley at sunset.
 Monument Valley.
 A tridimensional pseudorandom walk defined by means of the 8.188 first prime numbers starting at 11 computed modulo 7 minus 1: 352410... 8.188 digits, base 6 into 352410... 8.188 digits, base 6 with a (4xO+1)/(1xO1) conformal transformation in the octonionic space tridimensional crosssection.
 A tridimensional pseudorandom walk defined by means of the 8.188 first prime numbers starting at 11 computed modulo 7 minus 1: 352410... 8.188 digits, base 6 into 352410... 8.188 digits, base 6.

The 8192 first prime numbers displayed modulo the 16 smallest ones ramdom walk like trajectories.
 The 128 first prime numbers displayed modulo the 16 smallest ones spiral like trajectories.
 Impressionist tridimensional selfPortrait.
 Untitled 0382.
 The abelian commutative group defined on elliptic curves.

Coalescence of 40832 particles black holes? inside a tridimensional parallelepipedic billiard with display of the dynamics of the mass histogram.
 Untitled 0381.
 Coalescence of 40832 particles black holes? inside a tridimensional parallelepipedic billiard.
 Coalescence of 40832 particles black holes? inside a tridimensional parallelepipedic billiard.
 Untitled 0372 a Tribute to Piet Mondrian and to Ernö Rubik.

Apple Blossoms a Tribute to Piet Mondrian and to Ernö Rubik.
 Coalescence of 972 particles black holes? on a bidimensional rectangular billiard.
 The distances {SunJupiter,SunSaturn,SunUranus,SunNeptune} during one neptunian year.
 An aperiodic Penrose tiling of the plane the extended paradoxal demoniac Rubik's Cube.
 The numerical irreversibility of the bidimensional billiard 1376 particles.

The numerical reversibility of the bidimensional billiard 192 particles.
 A medium with percolation top to bottom using the 8connexity.
 Untitled 0380.
 A medium with percolation top to bottom using the 4connexity.
 The Syracuse conjecture for U(0)={5,6,7,8,...,260} 'pseudoramdom walk' display: 'The Syracuse Supernova'.

Impressionist view of the magical forest.
 Impressionist view of the Menger Sponge iteration 5.
 Impressionist view of the Jeener hypocycloidal snail.
 Impressionist view of a tridimensional fractal manifold defined by means of three tridimensional fields.
 The construction process of an aperiodic Penrose tiling a zoom in on the aperiodic Penrose tiling.

The quaternionic fractal set obtained when computing the roots of Q^{8}=1 using Newton's method with translation along the third axis of the quaternionic space tridimensional crosssection.
 Visualization of the Newton's method when computing the roots of Z^{8}=1.
 Tridimensional brownian motion the colors used (magenta,red,yellow,green,cyan) are an increasing function of the time and the 'external border' of its bidimensional projection white with display of the evolution of the distance to the origin grey, from left to right.
 Bidimensional brownian motion the colors used (magenta,red,yellow,green,cyan) are an increasing function of the time and its 'external border' white with display of the evolution of the distance to the origin grey, from left to right.
 How to compute 'pi' with a gun.

The configuration entropy of a set of n=64 particles.
 Tridimensional high resolution visualization of an extended Verhulst dynamics 'Time Ships', a Tribute to Stephen Baxter.
 Tridimensional high resolution visualization of an extended Verhulst dynamics 'Time Ships', a Tribute to Stephen Baxter.
 Tridimensional high resolution visualization of an extended Verhulst dynamics 'Time Ships', a Tribute to Stephen Baxter.
 Tridimensional high resolution visualization of the Verhulst dynamics 'Time Ships', a Tribute to Stephen Baxter.

Tridimensional high resolution visualization of the Verhulst dynamics 'Time Ships', a Tribute to Stephen Baxter.
 A twisted Menger Sponge iteration 5.
 Untitled 0379.
 JeanFrançois COLONNA.
 'Le bouquet tout fait' a Tribute to René Magritte and Sandro Botticelli.

The Syracuse conjecture for U(0)={5,6,7,8,...,20} tridimensional display.
 The Syracuse conjecture for U(0)={5,6,7,8,...,20} bidimensional display.
 Light clouds.
 Untitled 0378.
 Untitled 0377.

Untitled 0376.
 Untitled 0375.
 Ducks and friends.
 Untitled 0374.
 Apple Blossoms a Tribute to Piet Mondrian.

The first two iterations of the construction of the Minkowski curve.
 Untitled 0373.
 Untitled 0381 a Tribute to Piet Mondrian.
 A strange and noisy selfportrait with a very simple luminance.
 Apple Blossoms a Tribute to Piet Mondrian.

A strange and noisy picture with a very simple luminance.
 Closeup on a pseudooctonionic Mandelbrot set (a 'Mandelbulb') tridimensional crosssection.
 Closeup on a pseudooctonionic Mandelbrot set (a 'Mandelbulb') tridimensional crosssection.
 Closeup on a pseudooctonionic Mandelbrot set (a 'Mandelbulb') tridimensional crosssection.
 A pseudooctonionic Mandelbrot set (a 'MandelBulb') tridimensional crosssection.

Tridimensional high resolution visualization of the Verhulst dynamics 'Time Ships', a Tribute to Stephen Baxter.
 The Master of the Universe.
 Closeup on a pseudooctonionic Mandelbrot set (a 'Mandelbulb') tridimensional crosssection.
 Composition sans objet numéro 61 a Tribute to Alexander Rodtchenko.
 Closeup on a pseudooctonionic Mandelbrot set (a 'Mandelbulb') tridimensional crosssection.

A pseudooctonionic Mandelbrot set (a 'MandelBulb') tridimensional crosssection.
 Bidimensional crosssections inside a fractal structure.
 Bidimensional crosssections inside a fractal structure.
 Bidimensional zoom in on the Mandelbrot set.
 Untitled 0369.

The seven first bifurcation levels (over fifteen) of the human lung tree.
 A pseudooctonionic Mandelbrot set tridimensional crosssection.
 Closeup on a foggy pseudooctonionic Mandelbrot set with a 1/O conformal transformation in the octonionic space tridimensional crosssection.
 A pseudooctonionic Mandelbrot set tridimensional crosssection.
 Closeup on a foggy pseudooctonionic Mandelbrot set with a 1/O conformal transformation in the octonionic space tridimensional crosssection.

Closeup on a foggy pseudooctonionic Mandelbrot set with a 1/O conformal transformation in the octonionic space tridimensional crosssection.
 A pseudooctonionic Mandelbrot set tridimensional crosssection.
 Foggy 'antiisland'.
 Foggy island.
 Untitled 0368.

Untitled 0367 with an illusion of depth (the red seems to be in the foreground and the blue in the background).
 Untitled 0362.
 Cormorant.
 Erosion of a bidimensional random (with large scale correlations) island.
 Untitled 0361.

Cauliflowers, seaweeds, shells,....
 Mountains and light cloud dynamics this sequence being periodical.
 Foggy 'antiseaboard'.
 Foggy seaboard.
 Bidimensional rectangular billiard.

The distances SunEarthJupiterSaturnUranusNeptune during one neptunian year.
 Untitled 0359.
 Untitled 0358.
 Untitled 0354.
 Untitled 0352.

Untitled 0351.
 Untitled 0349.
 Untitled 0348.
 Untitled 0347.
 Some of the most beautiful fractal pictures. My fractals on YouTube

Pegasus.
 Pterodactyl.
 A 'hyperbolic' Horner manifold 2 of the first degree.
 A 'hyperbolic' Horner manifold 1 of the first degree.
 A 'circular' Horner manifold of the first degree.

A 'linear' Horner manifold of the third degree.
 A 'linear' Horner surface of the fourth degree.
 Fractal diffusion front in a bidimensional medium obtained by means of a random walk process (zoom in on the first steps).
 Tridimensional representation of quadridimensional CalabiYau manifolds CalabiYau manifolds attached to every point of a fractal tridimensional space.
 Tridimensional representation of quadridimensional CalabiYau manifolds CalabiYau manifolds attached to every point of our familiar tridimensional space?.

'Organic' network 64 nodes.
 Complexity, Connectivity and Consciousness 4096 nodes.
 Complexity, Connectivity and Consciousness 512 nodes.
 Homogeneous meshing of a cube.
 Complexity, Connectivity and Consciousness 64 nodes.

A 'hyperbolic' Horner surface 2 of the second degree.
 A 'hyperbolic' Horner surface 1 of the second degree.
 A 'circular' Horner surface of the second degree.
 Nbody problem integration (N=2) displaying a perfect Keplerian orbit (an ellipse).
 Untitled 0346 a Tribute to Vassily Kandinsky.

Untitled 0345 a Tribute to Vassily Kandinsky.
 Untitled 0344 a Tribute to Vassily Kandinsky.
 Untitled 0343.
 The Goldbach conjecture.
 Artistic view of the Cosmic Web (nodes, galaxy clusters, filaments,... including 1.083.984 galaxies) obtained by means of a non deterministic fractal process.

Artistic view of the Cosmic Web (nodes, galaxy clusters, filaments,... including 304.116 galaxies) obtained by means of a non deterministic fractal process with an illusion of depth (the red seems to be in the foreground and the blue in the background).
 The 50 first digits {4,1,4,2,1,3,5,6,2,3,...} of the square root of 2 displayed on an helix orange.
 The 50 first digits {6,1,8,0,3,3,9,8,8,7,...} of the golden ratio displayed on an helix orange.
 The 50 first digits {7,1,8,2,8,1,8,2,8,4,...} of 'e' displayed on an helix orange.
 The 50 first digits {1,2,3,4,5,6,7,8,9,1,...} of the Champernowne number displayed on an helix orange.

The 50 first digits {141592...} of 'pi' displayed on an helix orange.
 The 1.000 first digits base 10 of 'pi' displayed on an helix good point of view.
 The 217 first digits base 10 of 'pi' displayed on a circle.
 Bidimensional crosssections of the Klein bottle.
 Bidimensional crosssections of the Jeener unilateral node.

Bidimensional crosssections of the BonanJeenerKlein triple bottle.
 Bidimensional crosssections of a cylinder.
 Tridimensional representation of our familiar tridimensional space.
 Magical forest.
 Computation of the roots of Z^{8}=1 using Newton's method.

Computation of the roots of Z^{3}=1 using Newton's method.
 An elementary monodimensional binary cellular automaton 90 with 1 white starting point bottom middle.
 Sixtyfour overlaped torus.
 Sixteen overlaped torus.
 Four overlaped torus.

Untitled 0342.
 Untitled 0339.
 A tridimensional intertwining made of the Menger Sponge iteration 5 inside a torus.
 A tridimensional intertwining made of the Menger Sponge iteration 5 inside a torus.
 The Jeener twin bottles.

Untitled 0341.
 Untitled 0338.
 A tridimensional intertwining made of the Menger Sponge iteration 5 inside a sphere.
 A tridimensional intertwining made of the Menger Sponge iteration 5 inside a sphere.
 The BonanJeener double bottle.

Untitled 0337.
 Untitled 0336.
 A tridimensional intertwining made of the Menger Sponge iteration 5 inside a sphere.
 A tridimensional intertwining made of the Menger Sponge iteration 5 inside a sphere.
 Hodographs with display of a few velocity vectors of 5 of the 9 planets of the Solar System during three plutonian years.

Untitled 0335.
 Untitled 0334.
 A tridimensional intertwining made of the Menger Sponge iteration 5 inside a sphere.
 A tridimensional intertwining made of the Menger Sponge iteration 5 inside a sphere.
 Untitled 0333.

Untitled 0332.
 A tridimensional intertwining made of the Menger Sponge iteration 5 inside a sphere.
 A tridimensional intertwining made of the Menger Sponge iteration 5 inside a sphere.
 The JeenerKlein bottle loop 2.
 Artistic view of gravitational waves.

Untitled 0322.
 A distorded for the sake of display 5cube an hyperhypercube.
 Untitled 0331.
 Untitled 0330.
 A tridimensional intertwining made of the Menger Sponge iteration 5 the BonanJeenerKlein triple bottle.

A tridimensional intertwining made of the Menger Sponge iteration 5 the BonanJeenerKlein triple bottle.
 Untitled 0325.
 Untitled 0324.
 A tridimensional intertwining made of a random tridimensional binary tree inside a sphere.
 A tridimensional intertwining made of a random tridimensional binary tree inside a sphere.

A random tridimensional binary tree.
 A random tridimensional graph.
 Mathematics: an infinite pyramidal structure built on a few axioms.
 Untitled 0323.
 Untitled 0329.

A tridimensional intertwining made of a random tridimensional binary tree inside a sphere.
 A tridimensional intertwining made of a random tridimensional binary tree inside a sphere.
 A random tridimensional binary tree.
 Untitled 0321.
 The Jeener opera 10Sydney.

The Jeener bud.
 The Simpson paradox.
 The JeenerKlein bottle loop 1.
 The Jeener shell 2.
 A 'crumpled' Jeener 'bulot' a shell.

A 'crumpled' Jeener 'bulot' a shell.
 The 'exponential' spreading of a tridimensional epidemic the COVID19 coronavirus? without confinement 1430 particles, with a zero death rate and with a 100% infection, starting with just one infected person red particle on bottom left picture.
 Untitled 0328.
 Untitled 0320.
 A tridimensional intertwining made of an extended Menger Sponge iteration 5 inside a sphere.

A tridimensional intertwining made of an extended Menger Sponge iteration 5 inside a sphere.
 The Jeener waves 1.
 The 'exponential' spreading of a bidimensional epidemic the COVID19 coronavirus? with partial confinement 201 particles, with a zero death rate and a 50% infection, starting with just one infected person red particle on bottom left picture.
 The 'exponential' spreading of a bidimensional epidemic the COVID19 coronavirus? without confinement 300 particles, with a zero death rate and with a 50% infection, starting with just one infected person red particle on bottom left picture.
 The 'exponential' spreading of a bidimensional epidemic the COVID19 coronavirus? with partial confinement 201 particles, with a zero death rate and a 100% infection, starting with just one infected person red particle on bottom left picture.

The 'exponential' spreading of a bidimensional epidemic the COVID19 coronavirus? without confinement 300 particles, with a zero death rate and with a 100% infection, starting with just one infected person red particle on bottom left picture.
 The Jeener shell 1.
 The Jeener hypocycloidal snail.
 A tridimensional intertwining made of a tridimensional crosssection inside a pseudooctonionic Julia set inside a sphere.
 A tridimensional intertwining made of a tridimensional crosssection inside a pseudooctonionic Julia set inside a sphere.

Untitled 0319.
 Untitled 0318.
 A tridimensional intertwining made of the Menger Sponge iteration 5 inside a sphere.
 A tridimensional intertwining made of the Menger Sponge iteration 5 inside a sphere.
 Untitled 0317.

Untitled 0316.
 A tridimensional intertwining made of a tridimensional cubic mesh inside a sphere.
 A tridimensional intertwining made of a tridimensional cubic mesh inside a sphere.
 Untitled 0315.
 Untitled 0314.

A tridimensional intertwining made of an amazing crosssection inside the Menger Sponge iteration 5 inside a sphere.
 A tridimensional intertwining made of an amazing crosssection inside the Menger Sponge iteration 5 inside a sphere.
 Multifractal mountains (bird'seye view) with an illusion of depth (the red seems to be in the foreground and the blue in the background).
 The Jeener giant clam.
 The Jeener 'bulot' a shell.

Untitled 0313.
 Untitled 0312.
 A tridimensional intertwining inside the Jeener triton.
 A tridimensional intertwining inside the Jeener triton.
 The Jeener triton.

The Jeener nautilus.
 Untitled 0311.
 Untitled 0310.
 Untitled 0309.
 Untitled 0308.

Untitled 0307 with an illusion of depth (the red seems to be in the foreground and the blue in the background).
 Untitled 0306.
 The JeenerKlein bottle 'epicycloidal' spiral.
 The JeenerKlein bottle frieze.
 The JeenerKlein bottle spiral.

A tridimensional intertwining inside a Jeener intertwining.
 A tridimensional intertwining inside a Jeener intertwining.
 The Jeener intertwining.
 The Jeener toric node.
 The Jeener unilateral node.

Untitled 0305.
 Untitled 0304.
 A tridimensional intertwining inside a 'tridimensional epicycloïdal' pseudotorus.
 A tridimensional intertwining inside a 'tridimensional epicycloïdal' pseudotorus.
 The journey of an Earthlike planet (green) in the Solar System point of view of the virtual planet.

Fractal 'celestial body' based on a torus and a tridimensional intertwining inside the BonanJeenerKlein triple bottle.
 A tridimensional intertwining inside the BonanJeenerKlein triple bottle.
 A tridimensional intertwining inside the BonanJeenerKlein triple bottle.
 Fractal 'celestial body' based on a torus and a tridimensional intertwining inside a torus.
 A tridimensional intertwining inside a torus.
