{"qm-2":{"tables":"qm","knots":{"w_knots_bps":[-800,-400,-250,-200,-150,-120,-100,-90,-80,-70,-60,-50,-40,-30,-20,-10,0,10,20,30,40,50,60,70,80,90,100,120,150,200,250,400,800],"sd_levels_bps":[0,4,12,20,34],"sd_level_indices":[0,1,3,5,7],"phase0_band_cols_bps":[-30,-20,-10,0,10,20,30],"rival_cols_W2L_indices":[0,2,4,6,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,42,44,46,48],"rival_modes":"s and c both kept; phases 1 and 2 share one s/c pair (phase 2 := phase 1)","residual_format":"ask only, bid by mirror bid(w,R)=ask(-w,-R); unsigned 8-bit u, residual a-max(w,0)=(u-64)*1 bps; 14685 cells, 459 PUSH32 words in a binary 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","code_sha256":"988ef957e0f6633583384005936a94cee2816b8202feadbc2a633ee318e50c1c","notes":"Start: P2 (port-2) filter math unchanged; plain tables replaced by compressed qm_k1e-5. Changes: lookup linear in belief sd over 5 kept levels (0,4,12,20,34 bps); synced flag in slot 7 picks s/c table; phase 2 shares phase 1 tables (measured free: +0.015 se 0.011 on 1024 seeds); 8-bit residuals at 1 bps (free: -0.002 se 0.008); 33 w knots; 7 band and 41 rival columns; mirror bid. afterInitialize returns 28.276 bps, as real.py init() uses the plain table. Cost on 60000..61023: -0.038 se 0.012 (the 256-seed figure is -0.063 se 0.027). Single-factor costs (1024 seeds): 4 sd levels -0.038, 3 levels -0.098, s tables only -0.021, P2 71 knots -0.001. sd levels cost the most. Runtime 23,729 bytes (847 to spare). The b3 variant (43 rival cols) was 115 bytes over. Gas is pyrevm gas_used including intrinsic (getName 21,521). No engine seed consumed. Next: 847 spare bytes hold ~15 more words, but a 6th sd level needs ~92, so it needs a denser encoding than the PUSH32 tree (or drop band/rival columns). Then run the engine pairing against IB, and try lattice-filter gas."}}