In physics, a single center of gravity is assumed for forces. However, at least 3 fixed points π, π², π³are required as the center, orthograde for the 3 spatial dimensions. With this approach, the universe can be understood as a set of rational numbers Q. This is to be distinguished from how we see the world, a 3-dimensional space with time. Observations from the past is the subset Q⁺ for physics. A system of 3 objects, each with 3 spatial coordinates on the surface and time, is sufficient for physics. For the microcosm, the energy results from the 10 independent parameters as a polynomial P(2). For an observer, the local coordinates are the normalization for the metric. Our idea of a space with revolutions of 2π gives the coordinates in the macrocosm in epicycles. For the observer this means a transformation of the energies into polynomials P(2π). This is used to simulate the energies of a system. c can be calculated from the units meter and day.π/2 c m day = r_Earth²This formula provides the equatorial radius of the earth with an accuracy of 489 m. Orbits can be calculated using polynomials P(2π) and orbital times in the planetary system with P(8). A common constant can be derived from h, G and c with the consequence for H0:h G c⁵s⁸ /m¹⁰ ( π⁴- π²- π^-1 - π^-3) ^1/2 H0_theory= π^1/23 h G c³ s⁵/m⁸A photon consists of 2 entangled electrons e^- and e⁺m_neutron / m_e=(2π)⁴ +(2π)³+(2π)²-(2π)¹-(2π)⁰-(2π)^-1+2(2π)^-2+2(2π)^-4-2(2π)^-6 +6(2π)^-8 = 1838.6836611 Theory: 1838.6836611 m_e measured: 1838.68366173(89) m_eFor each charge there is an energy C = -π+2π^-1- π^-3+2π^-5-π^-7+π^-9- π^-12Together with the neutron mass, the result for the proton is: m_proton=m_neutron + C m_e= 1836.15267363 m_eFine-structure constant:1/α= π⁴+ π³+ π²-1- π^-1 + π^-2- π^-3 + π^-7 - π^-9- 2 π^-10-2 π^-11-2 π^-12 = 137.035999107The muon and tauon masses as well as calculations for the inner planetary system are given.