OPUS 4 Madrid Golden Light

OPUS 4 Madrid Golden Light

OPUS 4 Madrid Golden Light

OPUS 4 Madrid Golden Light

The night moves slow again Your voice inside my head Stay in the light Don’t fade tonight Stay in the light The road goes on and on But I keep holding strong If you reach out tonight I will cross every line Stay in the light Don’t fade tonight Stay in the light Stay in the light Through every fight Stay in the light

Single cover

IRO is a table lamp with a dimmable LED module and a glass spherical reflector. A dichroic film is embedded between the 2 half spheres, casting different color tones depending on the angle between the film and the lightsource. There are two main spots of light: one projecting a smooth ambient light to the ceiling and second one that can be oriented freely creating variable chromatic effects and mystical reflections.

Versos libres

Dos gemelas separadas al nacer se enamoran del mismo chico y descubren que tienen una prometedora carrera como cantantes al encontrar a su talentosa e idéntica hermana gemela.

Lighting collection. (Update of the Fragment lamp collection)

Table lamp with adjustable reflector.

Pendant lamp with hidden LED light source.

An interactive dual-panel simulator exploring the one-parameter family of memory-coupled iteration maps E(n+1) = E(n)² + β·E(n−1), where β ranges continuously from −1 to +1. The top panel renders the escape-time fractal (Julia-like set) in real time for each β value. The bottom panel displays a rotatable 3D cone whose cross-sectional radius at each β represents the average radius of the corresponding connected set, visualizing the full parameter space as a geometric solid. At β = +1 (emission, full memory), the map is E(n+1) = E(n)² + E(n−1) — the CCF Set, the nonlinear memory extension of C₂. The connected set contracts to its smallest radius. At β = −1 (absorption, inverse memory), the map is E(n+1) = E(n)² − E(n−1). At β = 0 (free space, no memory), the map reduces to E(n+1) = E(n)², the standard quadratic iteration, and the connected set is a near-circle at maximum radius. The 3D cone encodes the conformal structure J(β)ᵀGJ(β) = βG from Proof 3, where β is the fifth coordinate e in the parent signature sig(3,2). The cone axis is the β parameter; each ring is the measured fractal boundary at that β. The resulting shape — wide at β = 0, contracting toward both endpoints — is the CCF light cone in parameter space. Slider and preset buttons allow continuous β exploration. The fractal panel supports zoom (scroll/pinch), pan (drag), and adaptive iteration depth. The 3D cone supports mouse/touch rotation.

An interactive 3D simulator visualizing the complete algebraic chain from the minimal memory recurrence C₂: x(n+1) = x(n) + x(n-1) to the Kepler triangle and pyramid geometry. The simulator offers two synchronized views — Mathematical and Human — of the same structure, with independently toggleable layers and mouse/touch rotation. The Mathematical view builds the chain in six layers: the parent space sig(3,2) on R⁵ with dim = 5 = Δ(C₂); the Minkowski slice sig(3,1) with null cone; the hyperbolic space H³ embedded as the upper hyperboloid t² − r² = 1; the golden point (√φ, φ) lying on H³, verified by φ² − φ = 1; the Kepler right triangle with sides 1 : √φ : φ and angle arctan(√φ) = 51.83°; and the pyramid whose face slope equals the Kepler angle. The Human view shows the same pyramid and Kepler triangle from a ground-level perspective, with spatial axes replacing signature labels. All geometric values — φ = (1+√5)/2, √φ, the Kepler angle, the hyperboloid embedding — are computed live from C₂ data. No values are hard-coded independently. The pyramid height √φ and base half-width 1 produce slope arctan(√φ) = 51.827°, matching the measured face angle of the Great Pyramid of Giza within archaeological precision. Built in vanilla JavaScript with Canvas 2D rendering, perspective projection, and smooth layer interpolation. Part of the Captain Cookie Face Universe (CCFU) framework deriving geometric structure from C₂ algebraic symmetry.

An interactive fractal explorer comparing the CCF Set (Eₙ₊₁ = Eₙ² + Eₙ₋₁) with the CCF Null Cone Set (Eₙ₊₁ = Eₙ² − Eₙ₋₁). Both use the same recurrence with one difference: the sign of the memory term. The CCF Set (β=+1) produces focused directional rays — the Light-Matter Recurrence, modeling χ² nonlinearity with cavity feedback. The CCF Null Cone Set (β=−1) produces divergent explosive rays — the Light-Space Recurrence, corresponding to the spatial discretization of Maxwell’s wave equation in a χ² medium. Testing all values of β from −2 to +2 confirms that only β=±1 produce ray geometry. The sign determines whether light is captured (positive, cavity, focused beam) or free (negative, open space, expansion). Both fractals exhibit 6-fold angular structure from the phase-doubling property of E². Built in vanilla JavaScript with Canvas 2D rendering, pixel-level iteration, scroll/pinch zoom, and drag panning. Part of the Captain Cookie Face Universe (CCFU) — Theory #23.​​​​​​​​​​​​​​​​

En Dr. Lefebure Methods® le ofrecemos una lámpara de luminoterapia, luminoterapia, que dinamizará todas sus funciones cerebrales y equilibrará sus emociones. http://luminoterapia.science/producto/lampara-de-luminoterapia/

A Christian song.

Temáticamente, la canción celebra el amor que un gato expresa hacia su humana, narrando de forma musical acciones típicas de afecto felino. El tono es lúdico, tierno y emocionalmente positivo. “Yo vivo el Amor Gatuno” es una pieza original en letra, melodía, concepto y producción musical, creada como obra destinada tanto a distribución digital en plataformas musicales como a su uso viral en redes sociales.