test: add bounded square shear orientation diagnostic
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@@ -508,3 +508,43 @@ receipts as a startup-state counterfactual. The host first-interval pressure
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RMS reduction is not a prediction of long-time improvement, and individual
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probe errors can increase. All equilibrium paths and historical verdicts stay
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unchanged.
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### Short square orientation diagnostic (`axis_square_shear_n128`)
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Four fresh cases only: U128, U256, constant R128 and projected R128 depth 2.
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Use `--flow shear_wave --diagnostic axis_square_shear_n128 --probe-trace`.
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The supported union is `[[(32,32,96,96)]]`; a full-height periodic fine strip
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is not supported by the unchanged production geometry. All four cases use
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POST G = feq - (tau - 1) A, mode (2,0), polarization (0,1), phase pi/4,
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U=.03 and Re100. Root/fine nu are .0384/.0768 and tau are .6152/.7304.
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This first-gradient low-Mach initialization is not an exact discrete mode.
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Stop at root step 8: two global rows at 0/8, nine local rows at 0..8;
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U256 advances two native steps per root step. Refined leaves are [12288,16384],
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hops [8,16], work 360,448 per refined case. Four-case work is 1,900,544 ACTIVE
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updates, six build sidecars and 720 native cell-time samples. Existing runtime,
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build/source guards and receipt/trace caps apply. No snapshots or late fit.
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`screening_pass=null`, `qualification_eligible=false`: exit zero means valid
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finite completion, with no physical pass threshold or legacy assessor.
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Eight root-unit-cell groups (i,j): inner L/R/B/T = (32,64)/(95,63)/(64,32)/(63,95),
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outer L/R/B/T = (31,64)/(96,63)/(64,31)/(63,96). Refined inner groups contain four
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fine cells, outer groups one coarse cell; U128 uses one and U256 four per group.
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Retain raw rho/ux/uy, native indices, physical centers/areas and parity. Group
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residuals are signed means of rho-1 and rho*u-u_exact, evaluated at each actual
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center; normalization uses that group's mean analytic d(uy)/dx. Only inner
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L/B and R/T pairs have exactly opposite equal-magnitude gradients. Controls
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have their own native quadrature. Probe density is ungauged; global pressure
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RMS uses one domain gauge.
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Actual-table local corridors match tangentially extended straight faces beyond
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22.5 root cells. The conservative paired-map radius is 2.5 root cells per root
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step, so these selected groups through step 8 are locally straight-face
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equivalent. This is not a claim about global corner errors. For projected
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explosion with actual missing-normal-gradient fallback, the stationary
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linearized affine reference after the first complete root interval predicts
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zero conserved-moment error on vertical faces. At the
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bottom/top inner fine quartets its mean delta jx / d(uy)/dx is
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-/+ 1/(576*tau_f), with opposite adjacent-coarse redistribution.
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Keep raw values, step-zero rounding and fresh controls: sinusoidal curvature
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and finite-Mach effects prevent treating this coefficient as an exact gate.
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