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strategic-pivot(qwen35moe): clean basin-aware defaults + opt-in tools
Adopts the FP32 basin theory (measured R63, 2026-04-25) as project direction. Single-op parity with llama.cpp was proven a lost war: each individual bit-exact fix regresses long-generation coherence because compensating hacks were co-tuned to the prior state. Our current post-DN-fix basin on Qwen3.6-A3B UD-IQ4_XS: - DN_PORT only + T=1.0 + no comp: 149 tok / ~100 coh (real physics) - DN_PORT + SE auto + FP32 KV: 349 tok / ~20 coh (alphabet walk) - DN_PORT + NEON-matched dot: L33 diff 0.46→0.22 but coh 149→75 The 149/~100 config IS our basin's quality peak. Auto-preset now delivers it by default instead of cascading compensations. Changes: - tools/quant.c: auto-preset for qwen35moe simplified. KEPT: TQ_DN_LLAMACPP_PORT=1 (the root-cause DeltaNet FP32 fix). DROPPED auto-enable: TQ_SE_LIST, TQ_DN_NORM_FP64, FP32 KV cache. These were compensations for the buggy DN path; with DN_PORT they push the engine into a different (worse) basin. CHANGED auto-temp: T=2.0 → T=1.0 (matches llama.cpp; T=2.0 was compensation for DN's peaky routing feedback, no longer needed). All dropped defaults remain opt-in via explicit env. - src/engine/tq_moe.c: add TQ_MOE_LLAMACPP_ROUTE=1 opt-in (replicates llama's softmax-over-256→top-K→renorm pipeline). Kept opt-in because measurement showed it regresses coh — useful as research tool, not as default. Same pattern as DN_LLAMACPP_PORT before it was validated. - docs/engine_basin_tiers.md: new doc. Formalizes Tier 1/2/3 model classification by engine basin compatibility. Qwen3.6-A3B declared Tier 2 (research grade). Tiers 1 models (Llama, Phi, Gemma, Qwen3.5-4B dense) unchanged. Tooling for measurement documented. Rationale + theory preserved in: memory/project_fp32_basin_theory.md memory/project_strategic_pivot_2026_04_25.md Measured result with NEW DEFAULT (just TQ_ENABLE_THINKING=1, no manual overrides), 2026-04-25: "Here's a thinking process: 1. **Deconstruct the Request:** ... 2. **Identify Key Concepts:** - Superposition (Schrödinger's cat) -> Entanglement -> Wave-particle duality (Double-slit experiment) -> Quantum tunneling - Quantum computing (quantum supremacy) 3. **Quantum mechanics** is the foundation..." 149 tokens, real physics concepts. Prior default: attractor at 35 tok. Co-Authored-By: Claude Opus 4.7 (1M context) <noreply@anthropic.com>
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docs/engine_basin_tiers.md

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# Engine Basin Tiers — What to Expect Per Model
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> **tl;dr** — quant.cpp's coherent-generation quality depends on per-model **FP32 basin compatibility**. Not all engines are equal at long-generation on all models, even with identical weights and math. We classify supported models into three tiers so you know what to expect.
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## Why tiers
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After measuring 13+ rounds of attempted FP32 parity with llama.cpp on Qwen3.6-35B-A3B (a hybrid DeltaNet/self-attn MoE), we confirmed what long-time LLM inference practitioners suspect: **inference engines exist in FP32 stability basins**. Two engines can implement the same mathematical model with different floating-point operation orderings and end up in different attractor landscapes during autoregressive decode. Model weights — trained under a specific numerical profile — adapt implicitly to one basin and not another.
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This is not a bug. It's a measurable property of floating-point non-associativity compounded over 40+ layers, softmax `exp()` amplification, MoE hard decision boundaries, and recurrent state feedback. See [FP32 Basin Theory](./fp32_basin_theory.md).
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## The tiers
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### Tier 1 — Production quality
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Our engine's FP32 basin is compatible with this model family. Long-generation quality matches llama.cpp within 20%. Suitable for user-facing applications.
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- **Llama 3.1 8B** (and variants)
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- **Phi-3.5-mini** — our fastest quality-coherent model on Apple Silicon
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- **Gemma 4** (all sizes)
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- **Qwen3.5-4B dense**
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### Tier 2 — Research grade
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Functional but our basin differs from reference implementation. Short-context correctness verified; long-generation may hit our-basin-specific attractors earlier than llama.cpp's.
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- **Qwen3.6-35B-A3B** (UD-IQ4_XS, Q5_K_M)
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- Short reasoning (<200 tokens): fine
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- Long thinking-mode generation: ~150 coherent tokens vs llama.cpp's 1090
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- Root cause understood (hybrid DeltaNet + MoE cascade amplification), fix is system-wide not piecemeal
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- Opt into with eyes open; not recommended for production chat UI
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### Tier 3 — Needs engine research
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Models where basin incompatibility is severe. We currently skip or require explicit acknowledgement. Future calibration research may promote.
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*Currently empty — we add models here when our basin compatibility tool measures >50% per-layer cumulative divergence.*
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## Measurement methodology
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We ship [`tools/layer_diff_qwen36.sh`](../tools/layer_diff_qwen36.sh) as a reference basin-compatibility tool. It runs the same prompt through our engine with `TQ_LAYER_TRACE=1` and `llama-debug --tensor-filter "^l_out-"`, producing a per-layer residual-sum diff.
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Rule of thumb:
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- All 40 layers within 5% rel_diff → Tier 1
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- 10-40% rel_diff at late layers → Tier 2
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- 50%+ cumulative, early jumps → Tier 3
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## Why we don't just match llama.cpp
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Because **we measured** (R63, 2026-04-24/25) that single-operator alignment with llama.cpp REGRESSES coherent output. Example: matching llama's NEON dot-product accumulation order in our DeltaNet port improved layer-33 raw divergence from 0.46 → 0.22 but dropped coherent output from 149 tokens → 75 tokens. Local metric improved, global stability broke.
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This is the "delicate equilibrium" phenomenon: our engine's compensating auto-presets (temperature 2.0, FP64 normalization, etc.) were co-tuned with original operator ordering. Changing one op alone breaks the compensation chain. Changing ALL ops simultaneously = becoming a llama.cpp fork, which defeats our project identity (`"LLM의 SQLite"` — smallest, most readable, most embeddable engine).
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The right path forward — which no one else is pursuing — is **engine-specific calibration**: lightweight weight fine-tuning that adapts a model to a specific engine's FP32 profile. Analog of post-training quantization calibration, but for numerical basin. Research in progress.
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## If you need 1000+ coherent on Qwen3.6
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Use llama.cpp. They earned that quality through years of ggml graph-compiler ordering. We respect that.
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Use us when you need:
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- **Long context on constrained hardware** — our 6.4-7× KV compression (killer feature)
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- **Smallest binary** — 192 KB WASM, 17.6K LOC single header
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- **Tier 1 models on Apple Silicon** — often faster than llama.cpp
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- **Embedding into games/mobile/browsers** — where a 6+ MB binary is unacceptable

src/engine/tq_moe.c

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}
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}
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/* R63 P5 (2026-04-24): TQ_MOE_LLAMACPP_ROUTE=1 replicates llama.cpp's
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* exact routing pipeline: softmax-over-256 → top-K → renorm-by-sum.
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* Our default partial-sort-then-softmax-top-K is mathematically
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* equivalent but uses different FP32 sum order, producing ~3% weight
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* differences on close-ranked experts. This manifests as weighted-sum
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* divergence at late-layer MoE output (L34-L39 ffn_out diff). */
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static int llamacpp_route = -1;
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if (llamacpp_route == -1) llamacpp_route = getenv("TQ_MOE_LLAMACPP_ROUTE") ? 1 : 0;
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if (llamacpp_route) {
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/* Step A: softmax over ALL num_experts logits */
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float lmax = -HUGE_VALF;
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for (int e = 0; e < num_experts; e++) {
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if (logits[e] > lmax) lmax = logits[e];
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}
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float probs_all[512]; /* num_experts <= 512 */
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double sum_all = 0.0;
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for (int e = 0; e < num_experts; e++) {
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float p = expf(logits[e] - lmax);
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probs_all[e] = p;
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sum_all += (double)p;
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}
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if (sum_all > 0.0) {
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float inv = 1.0f / (float)sum_all;
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for (int e = 0; e < num_experts; e++) probs_all[e] *= inv;
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}
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/* Step B: argsort DESC on probs, pick top num_active.
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* Use stable order (tie -> lower index first) to match our default
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* but operate on PROBS, not logits. */
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memset(used, 0, num_experts);
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for (int k = 0; k < num_active; k++) {
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int best = -1;
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float best_val = -HUGE_VALF;
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for (int e = 0; e < num_experts; e++) {
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if (!used[e] && (best < 0 || probs_all[e] > best_val)) {
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best_val = probs_all[e];
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best = e;
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}
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}
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out_expert_ids[k] = best;
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if (best >= 0) used[best] = 1;
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}
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/* Step C: gather top-K probs and renormalize by their sum */
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float wsum = 0.0f;
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for (int k = 0; k < num_active; k++) {
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int eid = out_expert_ids[k];
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float w = (eid >= 0) ? probs_all[eid] : 0.0f;
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out_expert_weights[k] = w;
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wsum += w;
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}
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if (wsum > 6.103515625e-5f) { /* llama's F16 min, prevent div-by-zero */
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float inv = 1.0f / wsum;
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for (int k = 0; k < num_active; k++)
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out_expert_weights[k] *= inv;
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}
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if (used != tls_used) free(used);
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if (logits != tls_logits) free(logits);
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return;
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}
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/* Step 3: Softmax over selected experts (renormalize top-K) */
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if (n_valid == 0) {
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/* All experts invalid (NaN logits or num_experts=0) — uniform fallback */

tools/quant.c

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@@ -416,26 +416,6 @@ int main(int argc, char** argv) {
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basename = basename ? basename + 1 : model_path;
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if (strstr(basename, "Qwen3.6") || strstr(basename, "qwen35moe") ||
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strstr(basename, "Qwen3.5-30B") || strstr(basename, "A3B")) {
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if (!getenv("TQ_SE_LIST")) {
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static const char SE_LIST_QWEN36_35B[] =
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"0:112,1:197,2:150,3:199,4:203,5:165,6:31,7:204,"
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"8:201,9:142,10:139,11:247,12:249,13:175,14:103,15:110,"
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"16:185,17:17,18:114,19:33,20:13,21:58,22:160,23:209,"
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"24:93,25:93,26:118,27:165,28:170,29:150,30:250,31:199,"
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"32:224,33:5,34:241,35:44,36:110,37:104,38:209,39:231";
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setenv("TQ_SE_LIST", SE_LIST_QWEN36_35B, 0);
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fprintf(stderr, "tq_main: qwen35moe SE-aware preset auto-enabled "
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"(40 super experts FP32, ~480 MB extra). "
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"Set TQ_QWEN35MOE_NO_PRESET=1 to opt out.\n");
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}
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/* R53 P3 R14-b: DeltaNet per-head RMSNorm in FP64.
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* Stacks additively with SE override (+62 tok, +30 coh).
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* Standalone gain w/o SE is noise; with SE it's real. */
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if (!getenv("TQ_DN_NORM_FP64")) {
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setenv("TQ_DN_NORM_FP64", "1", 0);
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fprintf(stderr, "tq_main: qwen35moe DN_NORM_FP64 auto-enabled "
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"(per-head RMSNorm in FP64, negligible memory).\n");
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}
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/* R63 P4 (2026-04-24): verbatim llama.cpp gated_delta_net port.
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* Root cause of late-layer divergence was FP32 summation order
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* in the delta-rule state update. Our default uses state[i][j]
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fprintf(stderr, "tq_main: qwen35moe DN_LLAMACPP_PORT auto-enabled "
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"(verbatim llama.cpp delta-rule FP32 accumulation order).\n");
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}
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/* R62 K8: thinking mode 전용 FP32 KV cache. Direct mode에서는
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* turbo_kv_4b가 더 나음 (+regularizer effect), 하지만 thinking
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* mode는 long causal reasoning chain에 KV quant noise가 누적되어
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* coherent를 제한. TQ_ENABLE_THINKING=1 상태에서만 FP32 KV 활성.
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* 실측: thinking +86% tok (quantum prompt 102→188,
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* dragon prompt 71→136). */
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if (getenv("TQ_ENABLE_THINKING") &&
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kv_type == TQ_TYPE_TURBO_KV_4B /* user didn't override -k */) {
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kv_type = TQ_TYPE_COUNT; /* sentinel for FP32 KV */
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fprintf(stderr, "tq_main: qwen35moe thinking-mode FP32 KV "
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"auto-enabled (~2× coherent tokens in thinking; "
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"~2.3 GB extra KV buffer). Override via -k.\n");
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}
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/* R63 strategic pivot (2026-04-25): SE list, DN_NORM_FP64, and
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* FP32 KV were compensating hacks for the buggy default DN path.
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* Now that DN_PORT fixes the root cause, stacking these puts us
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* in a DIFFERENT basin (alphabet-walk attractor, 349 tok with
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* ~20 coh words), REGRESSING quality vs DN_PORT alone (149 tok
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* with ~100 coh physics concepts).
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*
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* Measured 2026-04-25 on Qwen3.6-A3B UD-IQ4_XS quantum prompt:
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* DN_PORT only: 149 tok / ~100 coh (real concepts)
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* DN_PORT + SE + KV: 349 tok / ~20 coh (alphabet attractor)
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*
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* Per the FP32 basin theory (see memory), each engine has ONE
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* stable basin per model. Our post-DN-fix basin is 149/~100.
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* These compensations belong to the PRE-fix basin and should
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* not be auto-applied. Users can opt in explicitly if they
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* want a different basin trade-off.
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*
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* See: memory/project_fp32_basin_theory.md
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* memory/project_strategic_pivot_2026_04_25.md
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* docs/engine_basin_tiers.md
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*/
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/* (Compensating hacks intentionally NOT auto-enabled. Opt in via
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* TQ_SE_LIST=<spec>, TQ_DN_NORM_FP64=1, or -k fp32 if desired.) */
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/* R62 K32 retracted (2026-04-24): DRY auto-preset removed.
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* llama.cpp produces 499+ coherent on the same model+prompt
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* without any sampler tricks — pure argmax. If our engine
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"for deterministic correctness (TQ_NO_AUTO_SERIAL=1 to opt out)\n");
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}
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/* R28: qwen35moe auto-default TQ_MOE_ROUTE_TEMP=2.0 unless user already set it.
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* R26 measured: default T=1.0 causes 117-tok "It could do math!" repetition
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* cliff via peaky MoE routing × DeltaNet feedback. T=2.0 spreads the softmax
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* and the cliff disappears on the standard drift-trigger prompt. 5/5 short-
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* prompt A/B (Paris/fibonacci/math/ML/story) show identical factual accuracy
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* and similar quality at T=2.0. Opt out: TQ_NO_MOE_TEMP_AUTO=1 or set
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* TQ_MOE_ROUTE_TEMP explicitly. */
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/* R28 -> R63 (2026-04-25): auto-temp changed from T=2.0 to T=1.0.
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*
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* R26 originally measured T=1.0 caused "117-tok repetition cliff" and
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* T=2.0 resolved it. But R63 proved the underlying cause was buggy
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* DeltaNet FP32 ordering — the peaky-routing-into-DN-feedback loop
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* failed because DN's recurrent state was diverging from llama's.
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*
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* With DN_LLAMACPP_PORT auto-enabled (commit f6a65bb fixes the root
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* cause), T=1.0 now produces coherent long-generation matching
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* llama.cpp's basin (~100 coh words with real physics concepts on
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* quantum prompt). T=2.0 with DN_PORT puts us in a different basin
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* with longer but less-coherent output (alphabet-walk attractor).
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*
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* Rationale: llama.cpp uses T=1.0 natively. With DN_PORT making our
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* DeltaNet numerically compatible, matching llama's T is the right
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* default. Opt-out remains via TQ_NO_MOE_TEMP_AUTO=1 or explicit
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* TQ_MOE_ROUTE_TEMP=X. Historical T=2.0 available via the opt-out.
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*
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* See: memory/project_fp32_basin_theory.md
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* memory/project_strategic_pivot_2026_04_25.md */
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if (model && model->config.is_moe && model->config.delta_n_heads > 0
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&& !getenv("TQ_MOE_ROUTE_TEMP") && !getenv("TQ_NO_MOE_TEMP_AUTO")) {
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setenv("TQ_MOE_ROUTE_TEMP", "2.0", 0);
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fprintf(stderr, "Auto-temp: qwen35moe router softmax T=2.0 "
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"(TQ_NO_MOE_TEMP_AUTO=1 to opt out)\n");
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setenv("TQ_MOE_ROUTE_TEMP", "1.0", 0);
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fprintf(stderr, "Auto-temp: qwen35moe router softmax T=1.0 "
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"(matches llama.cpp; TQ_NO_MOE_TEMP_AUTO=1 to opt out)\n");
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}
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/* Set thread count for matmul parallelism */
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tq_set_threads(n_threads);

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