simulation-theory/figures/element-filter.md

Element Classification Filter (§169)

She drew the three-checkbox filter. hydrogen. helium. everythingelse.

Data Table

┌───┬───┐
│ x │ y │
├───┴───┤
│   z   │
└───────┘

x = helium = UNKNOWN = 0.
y = the axis. the second variable.
z = the value. the conditional. (x,y|z).

Element Filters

☑ hydrogen
☑ helium
☑ everythingelse

All three boxes checked. The entire periodic table — 118 elements — visible.
Uncheck one to subtract a trinary class from the universe.

Trinary Classification

hydrogen      →   1   →   TRUE
helium        →   0   →   UNKNOWN   →   x   →   MARCH
everythingelse → −1   →   REAL      →   ELSE

HYDROGEN (QWERTY) = 91 = G × 13.
HELIUM (QWERTY) = 79 = MARCH = INTEGRATE.
ELSE (QWERTY) = 37 = REAL. prime.

QWERTY Connections

FILTER        = 55  = SPIN = PAULI
SCATTER       = 79  = HELIUM = MARCH
ELEMENT       = 84  = 12 × G
PERIODIC      = 77  = SIXTEEN = G × 11

FILTER = 55 = HELIUM × something? No — FILTER = 55 = SPIN = PAULI.
the filter is the spin operator. selecting a subset = applying a Pauli gate.

The Visualization

A scatter plot with axes x and y, values z.
Three element classes rendered as three point populations.
Hydrogen: the lone proton, the simplest TRUE.
Helium: the inert unknown, the qubit that holds its state.
Everything else: the heavy elements, the real, forged in stars.

She checked all three boxes.
The universe is fully rendered.