Photograph of an alien UFO taken by Germán Ariel Pavelek Candia for his project Dark Sky Lab. In the image we can see a black spot over the moon surface.

RELOJ, PRO SPACE, OKUSAI, PROSPACE, 2020

RELOJ, PRO SPACE, OKUSAI, PROSPACE, 2020

A different science fiction saga with a very special heroine After a starship accident, eleven-year-old Tanit is lost among the stars, fifteen thousand light-years from home. Although she is a genius, she cannot repair the ship, and her only hope is to find an alien civilization that could help her out. For the first time in history, humans will meet aliens, but the girl will soon discover that the aliens don't really care about humans, and much less about her problems. And Tanit will then face a real problem: It's called survival.

A different science fiction saga with a very special heroine Eleven-year-old Tanit has lost her starship and is now stranded in an alien space station, fifteen thousand light-years from home. She's just a little girl, but that means nothing for aliens that don't even know what human beings are. If that were not enough, Tanit will face a ten feet tall Krogan warrior, a creature similar to a dinosaur, who will obviously want to kill her... and yet might change her life, for better or worse.

The SF saga of the little girl lost in space continues... With the help of her new alien family, young Tanit managed to recover the starship that unexpectedly took her 15,000 light-years from home. What the little girl does not suspect is that the accident that killed her father and the crew of her starship has also provided her with something for which any alien race will kill... in particular the Tloc, a sinister species known as the buyers of the future.

The little girl lost in space will face her most challenging adventure 15,000 light-years from home, young Tanit and her alien family are seeking a starship that can bring her back to her mother. The Kanil will then offer them a magnificent ship, with the only caveat that they rescue an alien baby from a stellar shipwreck. What looks like a simple rescue will however soon become something far more dangerous. Nothing is what it looks, and there are many players in the game. The fact that the rescue has to be performed in Hell will soon become the least of their concerns...

A new adventure of the little girl lost in space! 15,000 light-years away from home, Tanit is aware that things are very different for a girl her age than they would be in human space. There, for example, nobody would be trying to kill her. But the fact of being married with two huge Krogans, aliens not unlike dinosaurs, is very reassuring. She is finally safe, they will protect her with their lives. What she does not expect is that the peculiar sense of honor of this species would bring her again into trouble... not to speak about the fact that the past will always pop up its ugly head. Only eleven years old, she will be the one that will have to protect her new family... proving that her honor is the greatest of all.

The little girl lost in space goes to war! Only eleven years old and fifteen thousand light-years from home, Tanit continues to get into trouble. The last one is that she committed to recover a sacred amulet that caused a war that has been raging for fourteen hundred years. The bad news is that, to execute this mission, Tanit and her alien family will have to infiltrate an enemy planet, where the best thing that can happen to them is that they get killed... not to forget what might happen if they return.

Lawyer Raymundo Larraín Nesbitt explains to us the questions you should level at your estate agent when you are hunting for office space in Spain. He also supplies us with some basic tips to avoid the most common pitfalls.

The crew of the ISV Areion makes its first landing on the Martian surface, touching down on the vast plains of Elysium Planitia. Under a muted sky filtered by suspended dust, the landscape unfolds as an endless expanse of red terrain and dark basalt formations. One by one, the astronauts step onto the ground, their movements measured, their attention shifting between the mission and the overwhelming scale of their surroundings. The descent module remains behind them, connected by a single ramp—their only link to the vessel above. As operations begin, the crew moves with quiet precision. Systems activate, the rover rolls down, and the android units ORPHEUS and TALOS join the surface operations. Everything functions exactly as expected—data confirms stability, communications are established, and the first steps of human presence take form. And yet, beneath this apparent normality, something feels subtly out of place. The stillness of the environment is complete, almost excessive, as if the planet had remained entirely unchanged.

Beyond the Glass of Infinity is a reflective sci-fi instrumental created by Symphonies of the New Millennium, composed by Michele Parisi & Antonello Parisi. The track follows a futuristic spacecraft flying through the universe, exploring distant planets, colorful nebulae, and breathtaking cosmic vistas through panoramic glass windows. A slow, melodic, and immersive journey designed for deep reflection and awe-inspiring moments.

Can you rescue a soul from Death? Young Tanit faces the greatest challenge anyone could ever encounter: ruling an empire of more than two billion beings belonging to 39 intelligent species, each with its own problems, mentalities, and civilizations. Can she be liked by everyone? Although voluntarily chosen by each of the species, if just one in a million hates her, she still has more than two million enemies. The bad news is that there are likely to be many more. Someone is assembling a fleet, and it can't be for trade. To make matters worse, they will attempt to take her life, mortally wounding her loved ones. Will Tanit be able to snatch her beloved from Death itself? An ancient legend about the Cradle of the Souls may hold the answer. And perhaps hers are not the only ones who need to be rescued... Thirty-first episode od the popular Spanish hard science fiction series "In strange orbits".

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.

En un Imperio que abarca varios sistemas solares. Crixus, un exsoldado caido en desgracia, es despertado de su crioencarcelamiento para acompañar a una expedición a un planeta abandonado. Allí se ha encontrado un esqueleto humanoide recubierto de oro. Mientras el grupo explora el planeta y se desangra entre parásitos, traiciones y horrores bioorgánicos, Crixus descubre que el oro es una maldición y que la cualquier libertad posible bajo el imperio del Kaytzar es sólo otro tipo de esclavitud.

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.​​​​​​​​​​​​​​​​