Meg2. Time and Force Units — locked in

Rey.BEng 15th September 2026

Units — locked for the next plate
Family of distance, family of time, force from first principles

Two families. Same joint. Ticks only where the journey is a count or an exponent. Superscript without a tick is ordinary power. (Note exponent is written simply as ( ) when it must not be read as a tick.)

Distance

Time

Lewe Abb. 9 is the placing of supports. The time unit m.s is the product along the support, not a clock on the wall.

Force–time product on the (x)-axis:

N^m(2)

Right tick on (N): count the force now. The ((2)) on the moment is ordinary second-moment, unless you intend the journey — then write ^2.

Breakdown of (N)

N  =  k · g · s^2

Next page: CMB temperature anisotropy as that (k)-pulse. Not here.

Residuals

residual speed          m^ / s          Observational length over time
carrier                 ^i^             Lifespan
α                       arcsec          tilt; disc to rim
r^m  =  π_E ^^          growth face
σ_R                     celerity²       m/s²

$\sigma_R$ does the work: duration of the precessional-axis whip in State A. Celerity squared is acceleration in SI clothing and leftover in this house. Do not file it as (g). (g) is the vector of the clamp. $\sigma_R$ is the whip that keeps (2) from closing.

Infinity — relative to stance

from Observational (ContSec, disinterested)     ^s^{(3)} / m^{(2)}
from the angel  ^i^                             3^s / √(2 i m)

Same can. Two letterings. Orthogonal surface energy is spent — not carried, not wasted, not a -1/2 phase left on the books. Equations close. You know (2) is $\sigma_R$. You close anyway, and you close +.

Real Force, first principles

N^  m / s²

That is the package: force counted N^, acting through residual celerity squared $\sigma_R$’s unit).

Two ticks? One tick.

N^     one tick — you are counting force
m/s²   σ_R’s unit — no second tick unless you are raising that unit to an exponent

Two ticks would mean a second journey on the same line N^^, which is the firing stroke ^^2, already spent at the core. Do not spend it twice. Write:

N^ m/s²           Real Force
^^ = 2            already at the locked cell
σ_R = 2^−         does the whip; unit m/s²

One strip for the drawing

m^ | m^2 | m(3) | m^4
ContSec | h | N^/m(2) | k.g.s^2
σ_R  m/s²
N^ m/s²
^i^  —
∞    ^s(3)/m(2)   or   3^s/√(2im)
close +

Hold the toggle positive. (k) next.