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THE CONSCIOUSNESS ATLAS
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ConsciousnessLearn · Explore · Joseph Anady

Supplemental component 199 · source equation 476

This page substitutes i=199 into the supplemental generator, which the source numbers as equation 476. It averages a sine term, a cosine term and a sine–cosine product. The result is placed at binding_field[373], following the 174 core components. It is an indexed…

Supplemental generator instancesdocumented formula instance
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SOURCE 476 · megamind-supplemental-199Supplemental generator instances
e199=sin⁡(199k1)+cos⁡(199k2)+sin⁡(199k3)cos⁡(199k3)3e_{199}=\frac{\sin(199k_1)+\cos(199k_2)+\sin(199k_3)\cos(199k_3)}{3}

Read the equation

This page substitutes i=199 into the supplemental generator, which the source numbers as equation 476. It averages a sine term, a cosine term and a sine–cosine product. The result is placed at binding_field[373], following the 174 core components. It is an indexed member of the same source-defined family.

Its role in the build

This page substitutes i=199 into the supplemental generator, which the source numbers as equation 476.

Terms & definitions

TermMeaning in this source
i

199

k1

source states 2π/133 and also lists decimal 0.047124

k2

π/100

k3

1/81

ext[i]

supplemental feature

How it works

  1. Read ext[199] as the quantity being defined or updated by this relation.

  2. Evaluates oscillatory sine or cosine terms using the stated phase or frequency.

  3. Use this version’s variable definitions and update order. The same symbol may be assigned a different meaning in another build.

Assumptions & limits

Conditions

  • The page retains the symbolic constants rather than choosing between inconsistent source decimal/fraction values.

  • The source’s stated k1 decimal does not equal 2π/133 to the shown precision.

  • Indexed components should not be counted as independently validated theories.

Original context

Exact original notation
ext[199] = (sin(199×k1) + cos(199×k2) + sin(199×k3)×cos(199×k3)) / 3

Related builds

Sources & provenance

01
MEGAMIND_Complete_Technical_Specification.docx
§7.2–§7.3 (200 components, source equations 277–476) · Jan 24, 2026
ext[199] = (sin(199×k1) + cos(199×k2) + sin(199×k3)×cos(199×k3)) / 3

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