Omnisyndetic baryon calculator
Exact deterministic visual output from the supplied calculator logic
flavour = uud
Q = +1
spin = 1/2
version v1.1
v1.1
☷Inputs
Flavour string
Parsed steps
(–, –, –)
Net charge Q
Spin
Sector
–
Preset
⬡Parsed flavour
u0
d0
s0
c0
b0
▱Structural classification
[L, U] = [–, –]
sector–
S depth–
charm–
bottom–
rule–
↙Direct λ / κ input
λ input
κ input
φ–
arc(k)–
m(λ)– MeV
C–
λ twin–
⚛Triad geometry
= 0
λL
λU
C
direct λ input shown; twin branch from same-mass closure
〰Mass outputs
current predictionsWindow mass (band centre)– MeV
Radius mass (λ input)– MeV
Nearest scan sample mass– MeV
J-rule mass– MeV
Contrast hex
step vector (–, –, –)
Arc pyramid
[L, U] = [–, –]
〽Mass window
m_min– MeV
m_max– MeV
width– MeV
centre– MeV
samples kept–
Band scan: λ ∈ [√2−1, 1], N = 1000. Coherence and curvature are set by the selected arc seat.
☉λ tuning
λ_band_min–
λ_band_max–
λ_L twin–
λ_U input–
direct arc(k)=–
1234567
a_dev–
r_dev–
κ–
E_dir– MeV
E_inh– MeV
Δκ–
27.415568
◎Diagnostic
∑Key formulae
κ = a_dev² + r_dev²
C = exp(−κ)
|D| = √(1 − C)
E = E_dir + E_inh
E_dir = 6 · IES · C / λ
m(λ) = E_dir + E_inh
▰Complete numeric ledger
λ00.707106781187
λmin lawful0.414213562373
λmax1.000000000000
κmin0.027777777778
κmax0.171572875254
Cmin0.842388801230
Cmax0.972604477116
H_inh197.392088021787
M0^(E) ≈173110.875382 MeV
band λmin–
band λmax–
band centre– MeV
band width– MeV
direct λ0.842307121038
twin λ–
φ–
a_dev–
r_dev–
κ–
m(λ)– MeV