The Thales partition equation of motion, based on the single Poincaré metric ds2 = dχ2/(1−χ2)2 on the asymmetry variable χ∈(0,1), passes five of six numerical stress tests but fails to reproduce the Schwarzschild radial geodesic equation quantitatively. We show that the failure is resolved by a compound partition metric of the form gχχ = χ2p(1−χ2)−2q , which introduces a temporal factor (χ2p, vanishing at the horizon as gtt → 0 does in Schwarzschild) alongside the spatial factor ((1−χ2)−2q, divergent at spatial infinity). The Christoffel symbol of this family is Γp,q(χ) = p+ (2q+ p)χ2 χ(1−χ2). Setting (p,q) = (1,1) reproduces the Schwarzschild connection ΓS(χ) = 1 + 3χ2 χ(1−χ2) exactly, with no residual mismatch. The corresponding metric is gχχ = χ2(1−χ2)−2, and the Schwarzschild gravitational potential appears as V(χ) =−1/(8r2 sχ2). The connection decomposes as ΓS = 1/(χ(1−χ2)) + 3χ/(1−χ2): one temporal unit plus three spatial units, reflecting the 3 + 1 dimensionality of spacetime at the connection level. At the metric level, the factorization is gχχ = gtime·gspace with gtime = χ2 and gspace = (1−χ2)−2, where gtime vanishes at the horizon (χ = 0) just as the Schwarzschild temporal component gtt = 1−rs/r→0. Numerical integration confirms the exact match: trajectory error∼10−11 over the full infall, compared to 73% mean mismatch for the single Poincaré metric (n = 2) and 47% for the symmetric compound (n = 4). The compound partition framework provides the geometric arena; Newtonian gravity provides the potential. Together they exactly reproduce Schwarzschild radial dynamics from the constraint a+ b= 1.

This technical note proves an exact identity on the conserved binary partition manifold: the ratio of adjacent mean gaps in the AM–GM–HM hierarchy is equal to the manifold Lorentz factor, \frac{\mathrm{AM}-\mathrm{GM}}{\mathrm{GM}-\mathrm{HM}}=\gamma=\frac{1}{2h}. For binary partitions with a+b=1, the classical means reduce to simple functions of the Thales altitude h=\sqrt{ab}, allowing the full hierarchy of adjacent and total mean gaps to be written in closed form. The result shows that each deeper layer of the AM–GM–HM inequality is contracted by one additional factor of \gamma, giving the hierarchy a precise Lorentz-type structure on the partition manifold. The note also derives the complete decomposition of the three mean gaps and interprets them as a contraction hierarchy governed by asymmetry. The identity is verified to machine precision across 4,149 binary black hole simulations from the SXS catalog. Beyond the exact algebra, the paper reports that systems lying close to rational Pythagorean closure points on the partition manifold exhibit lower remnant-spin scatter than systems farther from that lattice, suggesting that the rational geometric skeleton carries empirical structure beyond smooth coupling alone. A primitive Pythagorean triple inside the coherence corridor reproduces the corridor constants to three significant figures, and the radiative fraction shows a monotonic regime structure with increasing asymmetry. The work is presented as an exact geometric and diagnostic result on conserved binary partitions, without proposing any modification to gravitational dynamics.

Instrucciones generales acerca de cómo organizarse y convertir la afición a los triples en un negocio rentable.

Instrucciones detalladas para utilizar todo el Método Capta

Cada modelo permite reducir el monto a invertir sin sacrificar el porcentaje de aciertos.

Contiene la explicación matemática de las 3 fórmulas para disminuir el monto de la inversión.

Es un método para calcular los triples para jugar en cualquier lotería de 3 dígitos, con énfasis en las loterías venezolanas. Contiene las listas base sobre las que se basa el sistema.

Pizarra que muestra en un dispositivo con entrada de video HDMI, los resultados de los sorteos de Loterías de Animalitos, Triples y Terminales, legalmente registrados en Venezuela, puede además presentar Datos provenientes de terceras personas y Resultados de los Logros en las apuestas de Parlay, Los colores, presentación y Sorteos, son adaptables para satisfacer las necesidades de los clientes.

Página web en la cual comercializo mis productos.

Con la novedosa construcción de estas poleas triples, para cinta plana, se consigue un factor reductor de peso de 6:1, lo que significa que podemos elevar una carga de 40 Kilos realizando tan solo un esfuerzo de 40/6 = 6.66 Kilos. Junto con la compra de la obra seleccionada, se le otorga autorización para construir 1 juego de 2 poleas triples, (1 superior y 1 inferior), en el caso de que el usuario desease construir más de uno, debería comprar una licencia, en el apartado LICENCIAMIENTO