| \chapter{Executable reference implementation} | |
| \section{Core library} | |
| The following is the complete library distributed as \texttt{aeqoria.py}. | |
| Inputs are ordinary real matrix arrays and the declared normalized geometric | |
| parameters. The code performs no network requests and requires no private | |
| files. The functions are reference implementations rather than a specialized | |
| large-scale numerical package. | |
| \lstinputlisting[language=Python]{aeqoria.py} | |
| \section{Complete verification driver} | |
| The following driver is the source of the recorded 142 checks. Random trials | |
| use a fixed seed. Each \texttt{record} call corresponds to one declared check; | |
| a check can contain several related residual conditions, so the aggregate | |
| count is not a count of independent mathematical theorems. | |
| \lstinputlisting[language=Python]{verify_aeqoria.py} | |
| \section{High-precision example generator} | |
| The table generator evaluates the explicit circle design. Its integer | |
| ceilings are illustrative high-precision evaluations, not outward-rounded | |
| certificates of global finite-length optima. | |
| \lstinputlisting[language=Python]{create_examples.py} | |