| You're right—I should have engaged with your actual point more carefully. Let me address it directly. You said the SotA is models generating code at test-time, and you're correct. Systems like o3 synthesize Python programs per-task, execute them, and check outputs. That's a legitimate program synthesis approach. Here's where Verantyx differs structurally: *The DSL is fixed before test-time.* When Verantyx encounters a new task, it doesn't generate arbitrary Python. It searches over a closed vocabulary of ~60 typed primitives (`apply_symmetrize_4fold`, `self_tile_uniform`, `midpoint_cross`, etc.) and composes them. The search space is finite and enumerable. An LLM generating code has access to the full expressiveness of Python—mine doesn't. *Here's the concrete proof that this isn't prompt-engineering:* While we've been having this discussion, the solver went from 20.1% to *22.2%* (222/1000 tasks). That's +21 tasks in under 48 hours. Each new task required identifying a specific geometric pattern in the failure set, designing a new primitive function, implementing it, verifying it produces zero regressions on all 1,000 tasks, and committing. The commit log tells this story: - `v55`: `panel_compact` — compress grid panels along separator lines
- `v56`: `invert_recolor` — swap foreground/background with learned color mapping
- `v57`: `midpoint_cross` + `symmetrize_4fold` + `1x1_feature_rule` (+5 tasks)
- `v58`: `binary_shape` lookup + `odd_one_out` extraction (+2)
- `v59`: `self_tile_uniform` + `self_tile_min_color` + `color_count_upscale` (+4) Each of these is a 30-80 line Python function with explicit geometric semantics. You can read any one of them in `arc/cross_universe_3d.py` and immediately understand what spatial transformation it encodes. An LLM prompt-tuning loop cannot produce this kind of monotonic, regression-free score progression on a combinatorial benchmark—you'd see random fluctuations and regressions, not a clean staircase. *The uncomfortable reality for "just use an LLM" approaches:* My remaining ~778 unsolved tasks each require a new primitive that encodes a geometric insight no existing primitive covers. Each one I add solves 1-3 tasks. This is the grind of actual program synthesis research—expanding a formal language one operator at a time. It's closer to compiler design than machine learning. I'd genuinely welcome a technical critique of the architecture. The code is right there: [cross_universe_3d.py](https://github.com/Ag3497120/verantyx-v6/blob/main/arc/cross...) — 1,200 lines, zero imports from any ML library. |