From 28929115a917896be946214384e89bc82fe947bc Mon Sep 17 00:00:00 2001
From: Shamminuj Aktar <saktar@pn2501645.lanl.gov>
Date: Mon, 3 Aug 2026 14:35:42 -0600
Subject: [PATCH 1/3] Add Trotter state-error baseline

---
 baseline/README.md                            |  164 ++
 baseline/compute_trotter_state_error.py       |  705 +++++++
 baseline/plot_state_errors.py                 |  204 ++
 baseline/plot_state_errors_by_molecule.py     |  291 +++
 baseline/plot_state_errors_vs_T.py            |  207 +++
 ...e_errors_vsT_Li-Li_hgbs-5_jw_as002-002.png |  Bin 0 -> 258731 bytes
 ...e_errors_vsT_Li-Li_hgbs-5_jw_as002-004.png |  Bin 0 -> 301566 bytes
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 ...e_errors_vsT_Li-Li_hgbs-5_jw_as004-008.png |  Bin 0 -> 274714 bytes
 ...e_errors_bymol_hgbs-5_jw_T256_ord2_ns1.png |  Bin 0 -> 599632 bytes
 ...e_errors_bymol_hgbs-5_jw_T256_ord2_ns2.png |  Bin 0 -> 605807 bytes
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 ...e_errors_bymol_hgbs-5_jw_T512_ord2_ns2.png |  Bin 0 -> 600323 bytes
 ...e_errors_bymol_hgbs-5_jw_T512_ord2_ns4.png |  Bin 0 -> 605988 bytes
 ...te_errors_bymol_hgbs-5_jw_T64_ord2_ns1.png |  Bin 0 -> 617241 bytes
 ...te_errors_bymol_hgbs-5_jw_T64_ord2_ns2.png |  Bin 0 -> 613039 bytes
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 .../state_errors_B-B_hgbs-5_jw_T256.png       |  Bin 0 -> 363311 bytes
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 .../state_errors_Li-Li_hgbs-5_jw_T64.png      |  Bin 0 -> 333851 bytes
 .../hgbs-5/bk/state_errors_B-B.csv            | 1383 ++++++++++++++
 .../hgbs-5/bk/state_errors_B-H.csv            | 1383 ++++++++++++++
 .../hgbs-5/bk/state_errors_Be-Be.csv          | 1383 ++++++++++++++
 .../hgbs-5/bk/state_errors_Be-H.csv           | 1653 +++++++++++++++++
 .../hgbs-5/bk/state_errors_H-H.csv            | 1383 ++++++++++++++
 .../hgbs-5/bk/state_errors_He-H.csv           | 1653 +++++++++++++++++
 .../hgbs-5/bk/state_errors_He-He.csv          | 1383 ++++++++++++++
 .../hgbs-5/bk/state_errors_Li-H.csv           | 1383 ++++++++++++++
 .../hgbs-5/bk/state_errors_Li-Li.csv          | 1383 ++++++++++++++
 .../hgbs-5/jw/state_errors_B-B.csv            | 1383 ++++++++++++++
 .../hgbs-5/jw/state_errors_B-H.csv            | 1383 ++++++++++++++
 .../hgbs-5/jw/state_errors_Be-Be.csv          | 1383 ++++++++++++++
 .../hgbs-5/jw/state_errors_Be-H.csv           | 1653 +++++++++++++++++
 .../hgbs-5/jw/state_errors_H-H.csv            | 1383 ++++++++++++++
 .../hgbs-5/jw/state_errors_He-H.csv           | 1653 +++++++++++++++++
 .../hgbs-5/jw/state_errors_He-He.csv          | 1383 ++++++++++++++
 .../hgbs-5/jw/state_errors_Li-H.csv           | 1383 ++++++++++++++
 .../hgbs-5/jw/state_errors_Li-Li.csv          | 1383 ++++++++++++++
 .../sto-6g/bk/state_errors_B-B.csv            | 1383 ++++++++++++++
 .../sto-6g/bk/state_errors_B-H.csv            | 1383 ++++++++++++++
 .../sto-6g/bk/state_errors_Be-Be.csv          | 1383 ++++++++++++++
 .../sto-6g/bk/state_errors_Be-H.csv           | 1653 +++++++++++++++++
 .../sto-6g/bk/state_errors_H-H.csv            |  303 +++
 .../sto-6g/bk/state_errors_He-H.csv           |  573 ++++++
 .../sto-6g/bk/state_errors_Li-H.csv           | 1383 ++++++++++++++
 .../sto-6g/bk/state_errors_Li-Li.csv          | 1383 ++++++++++++++
 .../sto-6g/jw/state_errors_B-B.csv            | 1383 ++++++++++++++
 .../sto-6g/jw/state_errors_B-H.csv            | 1383 ++++++++++++++
 .../sto-6g/jw/state_errors_Be-Be.csv          | 1383 ++++++++++++++
 .../sto-6g/jw/state_errors_Be-H.csv           | 1653 +++++++++++++++++
 .../sto-6g/jw/state_errors_H-H.csv            |  303 +++
 .../sto-6g/jw/state_errors_He-H.csv           |  573 ++++++
 .../sto-6g/jw/state_errors_Li-H.csv           | 1383 ++++++++++++++
 .../sto-6g/jw/state_errors_Li-Li.csv          | 1383 ++++++++++++++
 hamiltonian_generator/build_config_L_sweep.py |   99 +-
 81 files changed, 46511 insertions(+), 21 deletions(-)
 create mode 100644 baseline/README.md
 create mode 100644 baseline/compute_trotter_state_error.py
 create mode 100644 baseline/plot_state_errors.py
 create mode 100644 baseline/plot_state_errors_by_molecule.py
 create mode 100644 baseline/plot_state_errors_vs_T.py
 create mode 100644 baseline/plots/T_vs_state_error_fixed_as_hgbs_jw/state_errors_vsT_Li-Li_hgbs-5_jw_as002-002.png
 create mode 100644 baseline/plots/T_vs_state_error_fixed_as_hgbs_jw/state_errors_vsT_Li-Li_hgbs-5_jw_as002-004.png
 create mode 100644 baseline/plots/T_vs_state_error_fixed_as_hgbs_jw/state_errors_vsT_Li-Li_hgbs-5_jw_as004-004.png
 create mode 100644 baseline/plots/T_vs_state_error_fixed_as_hgbs_jw/state_errors_vsT_Li-Li_hgbs-5_jw_as004-006.png
 create mode 100644 baseline/plots/T_vs_state_error_fixed_as_hgbs_jw/state_errors_vsT_Li-Li_hgbs-5_jw_as004-008.png
 create mode 100644 baseline/plots/active_space_vs_state_error_all_molecule_hgbs_jw/state_errors_bymol_hgbs-5_jw_T256_ord2_ns1.png
 create mode 100644 baseline/plots/active_space_vs_state_error_all_molecule_hgbs_jw/state_errors_bymol_hgbs-5_jw_T256_ord2_ns2.png
 create mode 100644 baseline/plots/active_space_vs_state_error_all_molecule_hgbs_jw/state_errors_bymol_hgbs-5_jw_T256_ord2_ns4.png
 create mode 100644 baseline/plots/active_space_vs_state_error_all_molecule_hgbs_jw/state_errors_bymol_hgbs-5_jw_T512_ord2_ns1.png
 create mode 100644 baseline/plots/active_space_vs_state_error_all_molecule_hgbs_jw/state_errors_bymol_hgbs-5_jw_T512_ord2_ns2.png
 create mode 100644 baseline/plots/active_space_vs_state_error_all_molecule_hgbs_jw/state_errors_bymol_hgbs-5_jw_T512_ord2_ns4.png
 create mode 100644 baseline/plots/active_space_vs_state_error_all_molecule_hgbs_jw/state_errors_bymol_hgbs-5_jw_T64_ord2_ns1.png
 create mode 100644 baseline/plots/active_space_vs_state_error_all_molecule_hgbs_jw/state_errors_bymol_hgbs-5_jw_T64_ord2_ns2.png
 create mode 100644 baseline/plots/active_space_vs_state_error_all_molecule_hgbs_jw/state_errors_bymol_hgbs-5_jw_T64_ord2_ns4.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_B-B_hgbs-5_jw_T256.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_B-B_hgbs-5_jw_T512.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_B-B_hgbs-5_jw_T64.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_B-H_hgbs-5_jw_T256.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_B-H_hgbs-5_jw_T512.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_B-H_hgbs-5_jw_T64.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_Be-Be_hgbs-5_jw_T256.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_Be-Be_hgbs-5_jw_T512.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_Be-Be_hgbs-5_jw_T64.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_Be-H_hgbs-5_jw_T256.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_Be-H_hgbs-5_jw_T512.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_Be-H_hgbs-5_jw_T64.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_H-H_hgbs-5_jw_T256.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_H-H_hgbs-5_jw_T512.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_H-H_hgbs-5_jw_T64.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_He-H_hgbs-5_jw_T256.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_He-H_hgbs-5_jw_T512.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_He-H_hgbs-5_jw_T64.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_He-He_hgbs-5_jw_T256.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_He-He_hgbs-5_jw_T512.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_He-He_hgbs-5_jw_T64.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_Li-H_hgbs-5_jw_T256.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_Li-H_hgbs-5_jw_T512.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_Li-H_hgbs-5_jw_T64.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_Li-Li_hgbs-5_jw_T256.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_Li-Li_hgbs-5_jw_T512.png
 create mode 100644 baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_Li-Li_hgbs-5_jw_T64.png
 create mode 100644 baseline/state_errors/hgbs-5/bk/state_errors_B-B.csv
 create mode 100644 baseline/state_errors/hgbs-5/bk/state_errors_B-H.csv
 create mode 100644 baseline/state_errors/hgbs-5/bk/state_errors_Be-Be.csv
 create mode 100644 baseline/state_errors/hgbs-5/bk/state_errors_Be-H.csv
 create mode 100644 baseline/state_errors/hgbs-5/bk/state_errors_H-H.csv
 create mode 100644 baseline/state_errors/hgbs-5/bk/state_errors_He-H.csv
 create mode 100644 baseline/state_errors/hgbs-5/bk/state_errors_He-He.csv
 create mode 100644 baseline/state_errors/hgbs-5/bk/state_errors_Li-H.csv
 create mode 100644 baseline/state_errors/hgbs-5/bk/state_errors_Li-Li.csv
 create mode 100644 baseline/state_errors/hgbs-5/jw/state_errors_B-B.csv
 create mode 100644 baseline/state_errors/hgbs-5/jw/state_errors_B-H.csv
 create mode 100644 baseline/state_errors/hgbs-5/jw/state_errors_Be-Be.csv
 create mode 100644 baseline/state_errors/hgbs-5/jw/state_errors_Be-H.csv
 create mode 100644 baseline/state_errors/hgbs-5/jw/state_errors_H-H.csv
 create mode 100644 baseline/state_errors/hgbs-5/jw/state_errors_He-H.csv
 create mode 100644 baseline/state_errors/hgbs-5/jw/state_errors_He-He.csv
 create mode 100644 baseline/state_errors/hgbs-5/jw/state_errors_Li-H.csv
 create mode 100644 baseline/state_errors/hgbs-5/jw/state_errors_Li-Li.csv
 create mode 100644 baseline/state_errors/sto-6g/bk/state_errors_B-B.csv
 create mode 100644 baseline/state_errors/sto-6g/bk/state_errors_B-H.csv
 create mode 100644 baseline/state_errors/sto-6g/bk/state_errors_Be-Be.csv
 create mode 100644 baseline/state_errors/sto-6g/bk/state_errors_Be-H.csv
 create mode 100644 baseline/state_errors/sto-6g/bk/state_errors_H-H.csv
 create mode 100644 baseline/state_errors/sto-6g/bk/state_errors_He-H.csv
 create mode 100644 baseline/state_errors/sto-6g/bk/state_errors_Li-H.csv
 create mode 100644 baseline/state_errors/sto-6g/bk/state_errors_Li-Li.csv
 create mode 100644 baseline/state_errors/sto-6g/jw/state_errors_B-B.csv
 create mode 100644 baseline/state_errors/sto-6g/jw/state_errors_B-H.csv
 create mode 100644 baseline/state_errors/sto-6g/jw/state_errors_Be-Be.csv
 create mode 100644 baseline/state_errors/sto-6g/jw/state_errors_Be-H.csv
 create mode 100644 baseline/state_errors/sto-6g/jw/state_errors_H-H.csv
 create mode 100644 baseline/state_errors/sto-6g/jw/state_errors_He-H.csv
 create mode 100644 baseline/state_errors/sto-6g/jw/state_errors_Li-H.csv
 create mode 100644 baseline/state_errors/sto-6g/jw/state_errors_Li-Li.csv

diff --git a/baseline/README.md b/baseline/README.md
new file mode 100644
index 00000000..67fcbcfb
--- /dev/null
+++ b/baseline/README.md
@@ -0,0 +1,164 @@
+# Trotter Error Baseline
+
+## Purpose
+
+Reference measurements of Trotterization error for the QHAT molecular Hamiltonian library.
+
+Results currently cover hgbs-5 for the 9 diatomics; sto-6g and the single atoms will be added soon.
+
+For each Hamiltonian, **state error** is the distance between Trotterized and exact evolution under that Hamiltonian, starting from the Hartree-Fock (HF) initial state:
+
+```
+err = || psi_trotter(T) - psi_exact(T) ||_2
+```
+
+Both states start from the same HF determinant and evolve under the same generator, so no global phase enters and the number is pure Trotter error.
+
+```
+compute_trotter_state_error.py                             #compute the baseline
+plot_state_errors.py                                       #order x delta_t grid; one figure per (molecule, T)
+plot_state_errors_by_molecule.py                           #one panel per molecule, grouped by period
+plot_state_errors_vs_T.py                                  #x = T; one figure per (molecule, active space)
+state_errors/<basis>/<mapping>/state_errors_<species>.csv  #File structure
+log_<molecule>.txt                                         #per-molecule run logs
+```
+
+## Config
+
+**Systems.** Nine diatomics and ten single atoms:
+
+```
+molecules   H-H  He-H  He-He  Li-H  Li-Li  Be-H  Be-Be  B-H  B-B
+atoms       H  He  Li  Be  B  C  N  O  F  Ne
+```
+
+**Bond lengths.** Ten points per diatomic, evenly spaced over `L in [0.6, 3.0] * L_eq`, with `L_eq` the sum of the Pyykko covalent radii. The range therefore runs from compressed, through equilibrium, out to dissociated. Atoms have no bond length and carry `L = nan`.
+
+**Active spaces.** Grown from the smallest allowed up to 12 qubits.
+
+**Generator.** `H_terms = pi * (H - shift*I) / normalization`, identity excluded, with `shift` the identity coefficient and `normalization = 2 * max(1, one_norm - |shift|)`.
+
+**Initial state.** Lowest `n_occ` spin orbitals occupied, from the header key `number of active, occupied, single-occupancy orbitals`. JW stores that occupation directly; BK stores `(encoder_bk @ occ) mod 2`, as in `hamgen.get_initial_state`.
+
+**Term ordering.** Ascending signed coefficient, ties broken by ascending lexicographic Pauli string, so the sequence is deterministic across runs and machines.
+
+**Reference.** `scipy.sparse.linalg.expm_multiply` on the same generator.
+
+**Grid.** `n_steps` is per U, where `U = exp(-i H_terms)` is one unit of evolution, so `delta_t = 1/n_steps` and `total_steps = T*n_steps`. `T` is swept and identical for every Hamiltonian, not a per-molecule lookup. Cells are total Trotter steps:
+
+| T | Δt = 1 | Δt = 1/2 | Δt = 1/4 |
+|---|---|---|---|
+| 2⁶ = 64 | 64 | 128 | 256 |
+| 2⁸ = 256 | 256 | 512 | 1024 |
+| 2⁹ = 512 | 512 | 1024 | 2048 |
+
+Orders 1, 2, 4 → **27 rows per (Hamiltonian, mapping)**. Both bases (hgbs-5, sto-6g) and both mappings (JW, BK) run by default.
+
+Every CSV carries a `#` provenance header recording the conditions that produced its rows. Read the files with `pandas.read_csv(path, comment='#')`.
+
+## How to run
+
+### 1. Generate the Hamiltonians
+
+Omitting the positional argument covers all 19 systems — the 9 diatomics plus atoms H through Ne:
+
+```bash
+python hamiltonian_generator/build_config_L_sweep.py \
+    --L-steps 10 \
+    --max-active 12 \
+    --library library \
+    --hamgen-dir hamiltonian_generator \
+    --run
+```
+
+Equivalent explicit form, to restrict to a subset:
+
+```bash
+python hamiltonian_generator/build_config_L_sweep.py \
+    H-H,He-H,He-He,Li-H,Li-Li,Be-H,Be-Be,B-H,B-B,H,He,Li,Be,B,C,N,O,F,Ne \
+    --L-steps 10 --max-active 12 --library library \
+    --hamgen-dir hamiltonian_generator --run
+```
+
+Diatomics land in `library/<mol>/<L>/<basis>/`, atoms in `library/atoms/<atom>/<basis>/`.
+
+### 2. Compute the baseline
+Run from the baseline directory.
+```bash
+# everything
+python compute_trotter_state_error.py ../library/ --out-dir state_errors --n-L 10
+
+# one species (atoms too: --molecule Ne)
+python compute_trotter_state_error.py ../library/ --molecule Li-Li --out-dir state_errors
+
+# the 9 diatomics in parallel; species write disjoint files, so one tree is safe
+for m in H-H He-H He-He Li-H Li-Li Be-H Be-Be B-H B-B; do
+    python compute_trotter_state_error.py ../library/ --molecule "$m" \
+        --out-dir state_errors --n-L 10 > "log_$m.txt" 2>&1 &
+done
+wait
+
+# the 10 atoms, same way. Point at library/atoms so the scan is quicker, and
+# drop --n-L: atoms have no bond length, so there is nothing to subsample.
+for a in H He Li Be B C N O F Ne; do
+    python compute_trotter_state_error.py ../library/atoms --molecule "$a" \
+        --out-dir state_errors > "log_$a.txt" 2>&1 &
+done
+wait
+```
+
+Resumable: existing rows are skipped, each row is flushed as computed, so an interrupted run loses nothing.
+
+Groups are processed in sorted order — `hgbs-5/bk`, `hgbs-5/jw`, `sto-6g/bk`, `sto-6g/jw` — so missing directories mid-run are expected. He-He has no sto-6g Hamiltonians (no vacant orbitals in a minimal basis) and finishes with two CSVs.
+
+### 3. Plot
+
+Generates three different types of plots using the saved state error data. These are the commands that produced the committed `plots/` folder:
+
+```bash
+# active space on x, at fixed T; one figure per (molecule, T)
+python plot_state_errors.py state_errors/hgbs-5/jw \
+    --out-dir plots/active_space_vs_state_error_fixed_T_hgbs_jw
+python plot_state_errors.py state_errors/hgbs-5/bk \
+    --out-dir plots/active_space_vs_state_error_fixed_T_hgbs_bk
+
+# one panel per molecule, grouped by period; colour = L / L_eq
+python plot_state_errors_by_molecule.py state_errors/hgbs-5/jw \
+    --order 1,2,4 --n-steps 1,2,4 \
+    --out-dir plots/active_space_vs_state_error_all_molecule_hgbs_jw
+python plot_state_errors_by_molecule.py state_errors/hgbs-5/bk \
+    --order 1,2,4 --n-steps 1,2,4 \
+    --out-dir plots/active_space_vs_state_error_all_molecule_hgbs_bk
+
+# T on x, at fixed active space; one figure per (molecule, active space)
+python plot_state_errors_vs_T.py state_errors/hgbs-5/jw \
+    --out-dir plots/T_vs_state_error_fixed_as_hgbs_jw
+python plot_state_errors_vs_T.py state_errors/hgbs-5/bk \
+    --out-dir plots/T_vs_state_error_fixed_as_hgbs_bk
+```
+
+
+Narrower slices, and a single molecule:
+
+```bash
+python plot_state_errors.py state_errors/hgbs-5/jw/state_errors_Li-Li.csv --T 512
+python plot_state_errors_vs_T.py state_errors/hgbs-5/jw --qubits 12 --out-dir figs
+```
+
+Common flags: `--T`, `--orders`, `--n-steps`, `--out-dir`, `--cmap`.
+
+## Evaluating a new technique
+ 
+To measure a new Trotter or time-evolution technique against this baseline, modify `compute_trotter_state_error.py` to use the new technique and write a CSV in the same format, then modify a plot script to show both series.
+ 
+**Keep everything else fixed.** The comparison only means something if the generator, normalization, initial state, reference and grid are unchanged — a lower `err` under a different `delta_t` or a different reference is not an improvement, it is a different measurement. The provenance header at the top of each CSV records those conditions; the new run's header should match the baseline's except for the technique itself.
+ 
+**Keep the CSV schema.** Same columns in the same order, so the two files can be concatenated and grouped. The plot scripts key on `molecule`, `L`, `basis`, `active`, `mapping`, `n_qubits`, `T`, `n_steps`, `order` and `err`.
+
+ **Plot both.** Add a `source` column ("baseline" / "new") to each frame, concatenate them, and draw one line style per source in whichever plot script suits the comparison — `plot_state_errors.py` and `plot_state_errors_vs_T.py` for a single molecule across active spaces, `plot_state_errors_by_molecule.py` for coverage across the library.
+
+ ## Future work
+ 
+- Extend to larger active spaces, beyond the current 12-qubit cap.
+- Add an energy error baseline: error in the eigenphase QPE recovers, not in the state vector.
+- Add a Hamiltonian error baseline: operator distance between the Trotterized and exact unitaries, with commutator bounds.
\ No newline at end of file
diff --git a/baseline/compute_trotter_state_error.py b/baseline/compute_trotter_state_error.py
new file mode 100644
index 00000000..cdb06495
--- /dev/null
+++ b/baseline/compute_trotter_state_error.py
@@ -0,0 +1,705 @@
+#!/usr/bin/env python3
+"""
+compute_trotter_state_error.py
+------------------------------
+Trotter state vector error for the library Hamiltonians:
+
+    err = || psi_trotter(T) - psi_exact(T) ||
+
+Both states start from the HF determinant and are evolved by the SAME operator
+(normalized, pi-scaled, identity excluded), matching the Julia state-error path
+in trotter_expts.jl Part 2. No 0.5*I centering and no global phase: those belong
+to the energy/operator-error path.
+
+n_steps is PER U, where U = exp(-i H_terms) is one unit of evolution, so
+delta_t = 1/n_steps and total_steps = T/delta_t = T*n_steps. delta_t is
+therefore identical across active spaces.
+
+T is swept, identical for every Hamiltonian -- an independent axis of the study,
+not a per-molecule lookup. Total Trotter steps per row:
+
+    T \ delta_t      1      1/2      1/4       (n_steps/U = 1, 2, 4)
+    2^6  =   64      64      128      256
+    2^8  =  256     256      512     1024
+    2^9  =  512     512     1024     2048
+
+27 rows per Hamiltonian (3 T x 3 delta_t x 3 orders). Results are written per
+molecule to --out-dir and flushed row by row; rows already in the CSV are
+skipped, so an interrupted run loses nothing.
+
+Usage:
+    python compute_trotter_state_error.py library/ --out-dir state_errors
+    python compute_trotter_state_error.py library/ --molecule Li-Li \
+        --T 64,256,512 --n-steps 1,2,4 --order 1,2,4 --n-L 10
+"""
+
+import argparse
+import csv
+import re
+import sys
+import time
+from pathlib import Path
+
+import numpy as np
+from scipy.sparse import coo_matrix, kron as spkron
+from scipy.sparse.linalg import expm_multiply
+
+# ---------------------------------------------------------------------------
+# Pauli matrices
+# ---------------------------------------------------------------------------
+_I = coo_matrix(np.array([[1,0],[0,1]], dtype=complex))
+_X = coo_matrix(np.array([[0,1],[1,0]], dtype=complex))
+_Y = coo_matrix(np.array([[0,-1j],[1j,0]], dtype=complex))
+_Z = coo_matrix(np.array([[1,0],[0,-1]], dtype=complex))
+_PAULI = {"I":_I, "X":_X, "Y":_Y, "Z":_Z}
+
+
+def pauli_string_matrix(ps):
+    mat = _PAULI[ps[0]]
+    for c in ps[1:]:
+        mat = spkron(mat, _PAULI[c], format="csr")
+    return mat
+
+
+# ---------------------------------------------------------------------------
+# Parse .dat
+# ---------------------------------------------------------------------------
+
+def parse_dat(path):
+    metadata, terms = {}, []
+    with open(path) as f:
+        for line in f:
+            line = line.rstrip()
+            if not line:
+                continue
+            if line.startswith("#"):
+                body = line[1:].strip()
+                if "=" in body:
+                    k, _, v = body.partition("=")
+                    metadata[k.strip()] = v.strip()
+            else:
+                parts = line.split()
+                if len(parts) == 2:
+                    # coefficients may be real ("0.15") or complex
+                    # ("9.8e-03+0.0e+00j", as in some generated files); complex()
+                    # parses both, and the Hamiltonian is Hermitian so imag~0.
+                    z = complex(parts[0])
+                    if abs(z.imag) > 1e-9:
+                        raise ValueError(
+                            f"{path}: nonzero imaginary coefficient {parts[0]!r}")
+                    terms.append((z.real, parts[1].upper()))
+    return metadata, terms
+
+
+# ---------------------------------------------------------------------------
+# Normalization (Julia-matching: hamiltonian_utils.jl normalize_hamiltonian)
+# ---------------------------------------------------------------------------
+
+def normalize_hamiltonian(terms, metadata):
+    """
+    shift         = identity coefficient
+    norm_bound    = one_norm - |shift|         (one_norm from metadata)
+    normalization = 2 * max(1, norm_bound)
+    Julia uses metadata key 'one-norm of sum of Pauli strings'.
+    """
+    n      = len(terms[0][1])
+    id_str = "I" * n
+    key = next((k for k in ("one-norm of sum of Pauli strings",
+                            "one-norm of sum of Pauli strings (Hartrees)")
+                if k in metadata), None)
+    if key is None:
+        raise ValueError(
+            "metadata lacks 'one-norm of sum of Pauli strings' - refusing to "
+            "guess the normalization")
+    one_norm = float(metadata[key])
+    shift         = next((c for c, ps in terms if ps == id_str), 0.0)
+    norm_bound    = one_norm - abs(shift)
+    normalization = 2.0 * max(1.0, norm_bound)
+    return shift, normalization, one_norm
+
+
+# ---------------------------------------------------------------------------
+# HF state (matches hamgen.get_initial_state)
+# ---------------------------------------------------------------------------
+
+def _encoder_bk(n_modes):
+    """
+    Binary-tree encoder for the Bravyi-Kitaev transform. Vendored verbatim from
+    openfermion.transforms.opconversions.binary_codes, which is the same
+    function hamgen.py imports, so this script stays numpy/scipy-only.
+    """
+    reps = int(np.ceil(np.log2(n_modes)))
+    mtx  = np.array([[1, 0], [1, 1]])
+    for repetition in np.arange(1, reps + 1):
+        mtx = np.kron(np.eye(2, dtype=int), mtx)
+        for column in np.arange(0, 2 ** repetition):
+            mtx[2 ** (repetition + 1) - 1, column] = 1
+    return mtx[0:n_modes, 0:n_modes]
+
+
+def hf_state(metadata, terms, mapping="jw"):
+    """
+    HF determinant as a computational basis state, following
+    hamgen.get_initial_state: the lowest n_occ spin orbitals are occupied, JW
+    stores that occupation directly, BK stores (encoder_bk @ occ) mod 2. The
+    occupation vector is packed MSB-first, matching the kron order in
+    pauli_string_matrix, so qubit 0 is Pauli-string position 0.
+
+    n_occ comes from metadata, same key as Julia trotter_expts.jl line 44.
+    """
+    n   = len(terms[0][1])
+    key = "number of active, occupied, single-occupancy orbitals"
+    if key not in metadata:
+        raise KeyError(
+            f"HF state requires metadata key '{key}' (matches Julia). "
+            f"Refusing to guess n_occ.")
+    n_occ = int(metadata[key])
+
+    occ = np.zeros(n, dtype=int)
+    occ[0:n_occ] = 1
+
+    m = mapping.lower()
+    if m in ("jw", "jordan-wigner"):
+        occ_qubit = occ
+    elif m in ("bk", "bravyi-kitaev"):
+        occ_qubit = (_encoder_bk(n) @ occ) % 2
+    else:
+        raise ValueError(f"unknown fermion-to-qubit mapping {mapping!r}")
+
+    idx      = sum(int(occ_qubit[i]) << (n - 1 - i) for i in range(n))
+    psi      = np.zeros(2 ** n, dtype=complex)
+    psi[idx] = 1.0
+    return psi
+
+
+# ---------------------------------------------------------------------------
+# Term ordering
+#
+# Trotter error depends strongly on term order, so it is isolated in one
+# swappable function. An ordering takes and returns a list of
+# (coeff, pauli_string) pairs, already normalized, pi-scaled and identity-free:
+#
+#     mats = make_qpe_mats(terms, normalization, ordering=my_ordering)
+# ---------------------------------------------------------------------------
+
+def order_ascending_lex(terms):
+    """
+    Ascending signed coefficient, ties broken by ascending lexicographic Pauli
+    string. The direction matches Julia's sort!(H_terms, by = x -> x[1]); the
+    tie-break is an addition, since Julia's bare sort leaves equal coefficients
+    (common among symmetry-related terms) in an unspecified order.
+    """
+    return sorted(terms, key=lambda t: (t[0], t[1]))
+
+
+# ---------------------------------------------------------------------------
+# QPE Trotter terms (Julia-matching build_hamiltonian_terms:
+#   coeff = (c/normalization)*pi, identity dropped, then ordered)
+# ---------------------------------------------------------------------------
+
+def make_qpe_mats(terms, normalization, ordering=order_ascending_lex):
+    """Drop the identity, rescale to pi*(c/normalization), order, build matrices."""
+    n      = len(terms[0][1])
+    id_str = "I" * n
+    scaled = [((c / normalization) * np.pi, ps)
+              for c, ps in terms if ps != id_str]
+    scaled = ordering(scaled)
+    return [(c, pauli_string_matrix(ps)) for c, ps in scaled]
+
+
+def mats_to_sparse(mats, dim):
+    """
+    Sum (coeff * P) into one sparse Hermitian matrix -- the same operator that
+    generates the Trotter evolution, so both states share a generator and no
+    global phase appears. Forming it densely enough is fine at <= 12 qubits.
+    """
+    H = coo_matrix((dim, dim), dtype=complex).tocsr()
+    for c, P in mats:
+        H = H + c * P
+    return H
+
+
+def apply_rotation(P, coeff_dt, psi):
+    # exp(-i*coeff_dt*P)|psi> = cos(coeff_dt)|psi> - i sin(coeff_dt) P|psi>
+    # Julia: apply_pauli_rotation!(psi, P, coeff, dt) with theta = coeff*dt.
+    return np.cos(coeff_dt) * psi - 1j * np.sin(coeff_dt) * (P @ psi)
+
+
+# ---------------------------------------------------------------------------
+# Trotter state vector evolution (single vector, not full unitary).
+# These mirror Julia statevector_simulators.jl term for term.
+# ---------------------------------------------------------------------------
+
+def trotter1_state(mats, psi0, dt, n_steps):
+    """Julia first_order_trotter_statevec."""
+    psi = psi0.copy()
+    for _ in range(n_steps):
+        for c, P in mats:
+            psi = apply_rotation(P, c * dt, psi)
+    return psi
+
+
+def _s2_step(mats, psi, dt):
+    """One Strang step: 1..m-1 at dt/2, m at dt, m-1..1 at dt/2."""
+    for c, P in mats[:-1]:
+        psi = apply_rotation(P, c * dt / 2, psi)
+    c_l, P_l = mats[-1]
+    psi = apply_rotation(P_l, c_l * dt, psi)
+    for c, P in reversed(mats[:-1]):
+        psi = apply_rotation(P, c * dt / 2, psi)
+    return psi
+
+
+def trotter2_state(mats, psi0, dt, n_steps):
+    """Julia second_order_trotter_statevec."""
+    psi = psi0.copy()
+    for _ in range(n_steps):
+        psi = _s2_step(mats, psi, dt)
+    return psi
+
+
+def trotter4_state(mats, psi0, dt, n_steps):
+    """Julia fourth_order_trotter_statevec: S2(p dt)^2 S2((1-4p)dt) S2(p dt)^2."""
+    p = 1.0 / (4.0 - 4.0**(1.0/3.0))
+    psi = psi0.copy()
+    for _ in range(n_steps):
+        psi = _s2_step(mats, psi, p*dt)
+        psi = _s2_step(mats, psi, p*dt)
+        psi = _s2_step(mats, psi, (1-4*p)*dt)
+        psi = _s2_step(mats, psi, p*dt)
+        psi = _s2_step(mats, psi, p*dt)
+    return psi
+
+
+# ---------------------------------------------------------------------------
+# Find .dat files
+# ---------------------------------------------------------------------------
+
+_PAT     = re.compile(r"^(?P<stub>.+)_as-(?P<occ>\d{3})-(?P<vac>\d{3})_(?P<mapping>[a-zA-Z]+)\.dat$")
+_L_PAT   = re.compile(r"_(?P<L>\d+\.\d+)_")
+_MOL_PAT = re.compile(r"^(?P<mol>[A-Za-z]+(?:-[A-Za-z]+)?)_")
+
+LIBRARY_MOLECULES = {
+    "H-H","He-H","He-He","Li-H","Li-Li",
+    "Be-H","Be-Be","B-H","B-B",
+    # monatomic systems, stub '<X>_atom_<basis>' -- no bond length
+    "H","He","Li","Be","B","C","N","O","F","Ne",
+}
+
+
+def find_dat_files(root, molecule, basis, mappings, max_qubits, L_min, L_max, active=None):
+    results = []
+    for p in sorted(Path(root).rglob("*.dat")):
+        m = _PAT.fullmatch(p.name)
+        if not m:
+            continue
+        n_q = int(m.group("occ")) + int(m.group("vac"))
+        if n_q > max_qubits:
+            continue
+        if basis   and basis.lower()   not in p.name.lower():
+            continue
+        active_str = f"{m.group('occ')}-{m.group('vac')}"
+        if active and active_str != active:
+            continue
+        if mappings and m.group("mapping").lower() not in mappings:
+            continue
+        lm  = _L_PAT.search(m.group("stub"))
+        mm  = _MOL_PAT.match(m.group("stub"))
+        mol = mm.group("mol") if mm else "unknown"
+        if molecule and mol.lower() != molecule.lower():
+            continue
+        if not molecule and mol not in LIBRARY_MOLECULES:
+            continue
+        # Monatomic systems have no bond length. nan sorts, formats with
+        # .4f, survives the L window (nan comparisons are False) and
+        # round-trips through the CSV as 'nan', so the resume key still
+        # matches -- none of which None would do.
+        L_val = float(lm.group("L")) if lm else float("nan")
+        if L_min is not None and L_val < L_min:
+            continue
+        if L_max is not None and L_val > L_max:
+            continue
+        results.append({
+            "path"    : p,
+            "molecule": mol,
+            "L"       : L_val,
+            "basis"   : m.group("stub").split("_")[-1],
+            "active"  : f"{m.group('occ')}-{m.group('vac')}",
+            "mapping" : m.group("mapping").lower(),
+            "n_qubits": n_q,
+        })
+    results.sort(key=lambda x: (x["molecule"], x["basis"], x["active"], x["L"]))
+    return results
+
+
+def subsample_L(files, n_L):
+    """
+    Keep at most n_L bond lengths per (molecule, basis, mapping, active) family,
+    evenly
+    spaced over the sorted L range with both endpoints always kept, so the
+    near-equilibrium region and the dissociation tail are both represented.
+    n_L=None -> no subsampling.
+    """
+    if n_L is None:
+        return files
+    from collections import defaultdict
+    groups = defaultdict(list)
+    for f in files:
+        groups[(f["molecule"], f["basis"], f["mapping"], f["active"])].append(f)
+
+    kept = []
+    for key, g in groups.items():
+        g = sorted(g, key=lambda x: x["L"])
+        m = len(g)
+        if m <= n_L:
+            kept.extend(g)
+            continue
+        # evenly spaced indices over [0, m-1], inclusive of both endpoints
+        idx = sorted(set(int(round(i)) for i in np.linspace(0, m - 1, n_L)))
+        kept.extend(g[i] for i in idx)
+    kept.sort(key=lambda x: (x["molecule"], x["basis"], x["active"], x["L"]))
+    return kept
+
+
+# ---------------------------------------------------------------------------
+# CSV fields
+# ---------------------------------------------------------------------------
+
+CSV_FIELDS = [
+    "molecule", "L", "basis", "active", "mapping", "n_qubits",
+    "T", "n_steps", "total_steps", "delta_t", "dt_norm", "order",
+    "err",           # state error ||psi_trotter - psi_exact||  (expm reference)
+    "seconds",       # wall time for this row
+    "one_norm", "normalization",
+]
+
+
+# ---------------------------------------------------------------------------
+# Provenance
+# ---------------------------------------------------------------------------
+
+def provenance_lines(args, basis_tag, mapping_tag):
+    """
+    Conditions that produced the rows, written as leading '#' comment lines so
+    the CSV is self-documenting. A challenger comparing a new Trotter technique
+    must match all of these; only then is a lower `err` a real improvement.
+    Load the data with pandas.read_csv(path, comment='#').
+    """
+    return [
+        "BASELINE: Trotter state error for QPE Hamiltonian simulation.",
+        "",
+        "metric        : err = || psi_trotter - psi_exact ||_2",
+        "initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)",
+        "reference     : scipy expm_multiply, exp(-i H T) psi0",
+        "generator     : H_terms = pi * (H - shift*I) / normalization,",
+        "                identity term excluded",
+        "normalization : 2 * max(1, one_norm - |shift|)  [Julia "
+        "hamiltonian_utils.jl]",
+        "term ordering : ascending signed coefficient, ties broken by ascending",
+        "                lexicographic Pauli string (deterministic; the",
+        "                ascending direction follows Julia, the tie-break is an",
+        "                addition)",
+        "delta_t       : 1 / n_steps, where n_steps is PER U and",
+        "                U = exp(-i H_terms) is one unit of evolution",
+        "total_steps   : T / delta_t = T * n_steps",
+        "dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever",
+        "                the shifted one-norm is at least 1, which fixes the",
+        "                dimensionless step size across systems",
+        "T             : swept, identical for every Hamiltonian. NOT derived",
+        "                from any per-molecule circuit-depth table; it is an",
+        "                independent axis of the study.",
+        f"mapping       : {mapping_tag}   (HF determinant encoded per mapping:",
+        "                JW stores the occupation directly, BK stores",
+        "                (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)",
+        f"basis         : {basis_tag}",
+        f"active space  : {args.active if args.active else 'all'}",
+        f"T swept       : {args.T_values}",
+        f"n_steps swept : {args.n_steps}   (delta_t = "
+        f"{', '.join(str(round(1.0/int(s), 6)) for s in args.n_steps.split(','))})",
+        f"orders        : {args.order}",
+        f"bond lengths  : {args.n_L if args.n_L else 'all'} per active space, "
+        "evenly spaced over the sorted L range (deterministic)",
+        "",
+        "Generated by compute_trotter_state_error.py.",
+    ]
+
+
+# ---------------------------------------------------------------------------
+# Main
+# ---------------------------------------------------------------------------
+
+def run(args):
+    n_steps_list = [int(s) for s in args.n_steps.split(",")]
+    T_list       = [int(t) for t in args.T_values.split(",")]
+    mappings     = [m.strip().lower() for m in args.mapping.split(",")]
+    bad_map = sorted(set(mappings) - {"jw", "bk"})
+    if bad_map:
+        print(f"ERROR: unsupported mappings {bad_map}; use jw, bk, or jw,bk.")
+        sys.exit(1)
+    orders   = [int(o) for o in args.order.split(",")]
+    invalid = sorted(set(orders) - {1, 2, 4})
+    if invalid:
+        print(f"ERROR: unsupported Trotter orders {invalid}; use 1, 2, or 4.")
+        sys.exit(1)
+    out_dir  = Path(args.out_dir)
+    out_dir.mkdir(parents=True, exist_ok=True)
+
+    if any(s <= 0 for s in n_steps_list):
+        print("ERROR: all n_steps must be positive.")
+        sys.exit(1)
+    if any(t <= 0 for t in T_list):
+        print("ERROR: all T must be positive.")
+        sys.exit(1)
+
+    molecules = [args.molecule] if args.molecule else sorted(LIBRARY_MOLECULES)
+
+    print(f"T swept   : {T_list}   (same for every Hamiltonian)")
+    print(f"n_steps/U : {n_steps_list}   -> delta_t = "
+          f"{[round(1.0/n, 6) for n in n_steps_list]}  (same for every "
+          f"active space)")
+    print(f"Orders    : {orders}")
+    print(f"Mappings  : {mappings}")
+    print()
+    print("  total Trotter steps = T / delta_t:")
+    hdr = "    " + "T".rjust(8) + "".join(
+        f"{'dt=' + str(round(1.0/n, 6)):>16}" for n in n_steps_list)
+    print(hdr)
+    for T in T_list:
+        print("    " + f"{T:>8}" + "".join(f"{T*n:>16,}" for n in n_steps_list))
+    print()
+    print(f"rows/Ham  : {len(T_list)*len(n_steps_list)*len(orders)}")
+    print(f"Max qubits: {args.max_qubits}")
+    print(f"Molecules : {molecules}")
+    print(f"Output dir: {out_dir}\n")
+
+    for molecule in molecules:
+        print(f"\n{'='*60}")
+        print(f"Molecule: {molecule}")
+        print(f"{'='*60}")
+        run_molecule(args, molecule, T_list, n_steps_list, orders, mappings, out_dir)
+
+    print(f"\nAll done. CSVs saved under {out_dir}/<basis>/<mapping>/")
+
+
+def run_molecule(args, molecule, T_list, n_steps_list, orders, mappings, out_root):
+    """
+    Find every .dat for this molecule, then split by (basis, mapping) and write
+    one CSV per combination under out_root/<basis>/<mapping>/. Each CSV holds a
+    single basis and a single mapping, so its provenance header describes
+    exactly its own contents.
+    """
+    files = find_dat_files(
+        args.root, molecule, args.basis, mappings,
+        args.max_qubits, args.L_min, args.L_max, args.active
+    )
+    if not files:
+        print(f"  No .dat files found for {molecule}.")
+        return
+
+    n_found = len(files)
+    files = subsample_L(files, args.n_L)
+    if args.n_L is not None:
+        print(f"Found {n_found} files; kept {len(files)} after L subsample "
+              f"(<= {args.n_L} per basis/mapping/active space)\n")
+    else:
+        print(f"Found {len(files)} files\n")
+
+    from collections import defaultdict
+    groups = defaultdict(list)
+    for f in files:
+        groups[(f["basis"], f["mapping"])].append(f)
+
+    for basis, mapping in sorted(groups):
+        out_csv = out_root / basis / mapping / f"state_errors_{molecule}.csv"
+        out_csv.parent.mkdir(parents=True, exist_ok=True)
+        print(f"--- {molecule}  basis={basis}  mapping={mapping}  "
+              f"({len(groups[(basis, mapping)])} files) -> {out_csv}")
+        run_group(args, molecule, basis, mapping, groups[(basis, mapping)],
+                  T_list, n_steps_list, orders, out_csv)
+
+
+def run_group(args, molecule, basis_tag, mapping_tag, files,
+              T_list, n_steps_list, orders, out_csv):
+    existing = set()
+    if out_csv.exists():
+        with open(out_csv) as f:
+            # skip the leading '#' provenance lines before the column header
+            reader = csv.DictReader(line for line in f if not line.startswith("#"))
+            existing_fields = reader.fieldnames or []
+            if set(existing_fields) != set(CSV_FIELDS):
+                print("WARNING: existing CSV has different columns - starting fresh.")
+                out_csv.unlink()
+            else:
+                for row in reader:
+                    key = (row["molecule"], row["L"], row["basis"],
+                           row["active"], row["mapping"],
+                           row["T"], row["n_steps"], row["order"])
+                    existing.add(key)
+                print(f"Resuming - {len(existing)} existing rows found.\n")
+
+    write_header = not out_csv.exists()
+    out_f  = open(out_csv, "a", newline="")
+    writer = csv.DictWriter(out_f, fieldnames=CSV_FIELDS)
+    if write_header:
+        for line in provenance_lines(args, basis_tag, mapping_tag):
+            out_f.write(f"# {line}\n")
+        writer.writeheader()
+
+    processed = skipped = 0
+    fn_map = {1: trotter1_state, 2: trotter2_state, 4: trotter4_state}
+
+    for info in files:
+        mol      = info["molecule"]
+        L        = info["L"]
+        basis    = info["basis"]
+        active   = info["active"]
+        mapping  = info["mapping"]
+        n_qubits = info["n_qubits"]
+        dim      = 2 ** n_qubits
+
+        all_done = all(
+            (mol, str(L), basis, active, mapping,
+             str(T), str(s), str(o)) in existing
+            for T in T_list for s in n_steps_list for o in orders
+        )
+        if all_done:
+            skipped += 1
+            continue
+
+        print(f"\n[{processed+skipped+1}/{len(files)}] "
+              f"{mol}  L={L:.4f}  {active}  {n_qubits}q")
+
+        try:
+            meta, terms = parse_dat(info["path"])
+            shift, normalization, one_norm = normalize_hamiltonian(terms, meta)
+
+            if one_norm <= 0:
+                print(f"  WARNING: one_norm={one_norm} - skipping")
+                skipped += 1
+                continue
+
+            psi0 = hf_state(meta, terms, mapping)
+
+            mats = make_qpe_mats(terms, normalization,
+                                 ordering=order_ascending_lex)
+            print(f"  one_norm={one_norm:.4f}  norm={normalization:.4f}"
+                  f"  n_terms={len(mats)}")
+
+            # Same operator as the Trotter steps: assembled once per
+            # Hamiltonian, exponentiated once per T below.
+            H_mats = mats_to_sparse(mats, dim)
+            l1 = sum(abs(c) for c, _ in mats)
+            print(f"  dt_norm at delta_t=1 is {l1:.6f}"
+                  f"{'  (= pi/2)' if abs(l1 - np.pi/2) < 1e-9 else ''}")
+
+        except Exception as e:
+            print(f"  ERROR: {e}")
+            skipped += 1
+            continue
+
+        for T in T_list:
+            # Skip the reference entirely if every row at this T is already in
+            # the CSV -- expm_multiply is the expensive part of a resumed run.
+            if all((mol, str(L), basis, active, mapping,
+                    str(T), str(s), str(o)) in existing
+                   for s in n_steps_list for o in orders):
+                continue
+            try:
+                psi_exact = expm_multiply(-1j * float(T) * H_mats, psi0)
+            except Exception as e:
+                print(f"  ERROR building reference at T={T}: {e}")
+                continue
+
+            for order in orders:
+                fn = fn_map[order]
+                for n_steps in n_steps_list:
+                    key = (mol, str(L), basis, active, mapping,
+                           str(T), str(n_steps), str(order))
+                    if key in existing:
+                        continue
+                    try:
+                        delta_t = 1.0 / n_steps
+                        total_steps = T * n_steps   # both powers of 2: exact
+                        dt_norm = delta_t * l1
+                        t0 = time.time()
+                        # NO global phase: both states share the generator.
+                        psi_tr = fn(mats, psi0, delta_t, total_steps)
+                        err = float(np.linalg.norm(psi_tr - psi_exact))
+                        elapsed = time.time() - t0
+
+                        writer.writerow({
+                            "molecule"      : mol,
+                            "L"             : L,
+                            "basis"         : basis,
+                            "active"        : active,
+                            "mapping"       : mapping,
+                            "n_qubits"      : n_qubits,
+                            "T"             : T,
+                            "n_steps"       : n_steps,
+                            "total_steps"   : total_steps,
+                            "delta_t"       : delta_t,
+                            "dt_norm"       : dt_norm,
+                            "order"         : order,
+                            "err"           : err,
+                            "seconds"       : round(elapsed, 3),
+                            "one_norm"      : one_norm,
+                            "normalization" : normalization,
+                        })
+                        out_f.flush()
+
+                        print(f"  order={order}  T={T:<6d} "
+                              f"n_steps/U={n_steps:4d}  dt={delta_t:.4g}  "
+                              f"total={total_steps:8d}  err={err:.3e}  "
+                              f"({elapsed:.1f}s)")
+
+                    except Exception as e:
+                        print(f"  ERROR order={order} n_steps={n_steps}: {e}")
+
+        processed += 1
+
+    out_f.close()
+    print(f"\nDone. {processed} processed, {skipped} skipped -> {out_csv.name}")
+
+
+def parse_args():
+    ap = argparse.ArgumentParser(
+        description="Compute Trotter state vector errors over a grid of "
+                    "evolution times T and step sizes delta_t."
+    )
+    ap.add_argument("root",            help="Library root e.g. library/")
+    ap.add_argument("--out-dir",       default="state_errors", dest="out_dir")
+    ap.add_argument("--molecule",      default=None, help="Single molecule (default: all 9 library molecules)")
+    ap.add_argument("--basis",         default=None,
+                    help="hgbs-5 or sto-6g (default: all bases)")
+    ap.add_argument("--active",        default=None,
+                    help="filter to one active space, e.g. 004-008 "
+                         "(default: all active spaces)")
+    ap.add_argument("--mapping",       default="jw,bk",
+                    help="Fermion-to-qubit mappings to include: jw, bk, or "
+                         "jw,bk (default: both). Both land in one CSV, "
+                         "distinguished by the mapping column.")
+    ap.add_argument("--T",             default="64,256,512", dest="T_values",
+                    help="Total evolution times to sweep, in applications of "
+                         "U = exp(-i H_terms) (default: 64,256,512, i.e. "
+                         "2^6, 2^8, 2^9). The same values are used for every "
+                         "Hamiltonian; T is an independent axis of the study, "
+                         "not a per-molecule property.")
+    ap.add_argument("--n-steps",       default="1,2,4", dest="n_steps",
+                    help="Trotter steps PER U, where U = exp(-i H_terms) is "
+                         "one unit of evolution (default: 1,2,4, i.e. "
+                         "delta_t = 1, 1/2, 1/4). delta_t = 1/n_steps, so it "
+                         "is identical across active spaces. Total steps for "
+                         "a row is T*n_steps = T/delta_t, which sets the cost.")
+    ap.add_argument("--order",         default="1,2,4")
+    ap.add_argument("--max-qubits",    type=int, default=12, dest="max_qubits")
+    ap.add_argument("--L-min",         type=float, default=None, dest="L_min")
+    ap.add_argument("--L-max",         type=float, default=None, dest="L_max")
+    ap.add_argument("--n-L",           type=int,   default=None, dest="n_L",
+                    help="Subsample to at most this many bond lengths per "
+                         "active space, evenly spaced over the L range "
+                         "(endpoints always kept). Default: use all L.")
+    return ap.parse_args()
+
+
+if __name__ == "__main__":
+    run(parse_args())
\ No newline at end of file
diff --git a/baseline/plot_state_errors.py b/baseline/plot_state_errors.py
new file mode 100644
index 00000000..8ceac312
--- /dev/null
+++ b/baseline/plot_state_errors.py
@@ -0,0 +1,204 @@
+#!/usr/bin/env python3
+"""
+plot_state_errors.py
+--------------------
+Trotter state error from compute_trotter_state_error.py, one 3x3 grid per
+molecule per evolution time T.
+
+Grid layout, for a single (molecule, basis, mapping, T):
+    columns = Trotter order (1, 2, 4)
+    rows    = n_steps per U, i.e. delta_t = 1/n_steps
+    x axis  = qubit count, annotated with the active space
+    y axis  = state error, log scale
+    lines   = bond length L (single atoms have none and plot as one "atom" line)
+
+T is now a swept axis rather than a per-Hamiltonian lookup, so it is constant
+across a figure and named in the title instead of on the x axis. Basis and
+mapping are read from the data, not the path.
+
+Takes either one CSV or a <basis>/<mapping>/ directory, in which case every
+state_errors_*.csv in it is plotted, giving n_molecules x n_T figures.
+
+Usage:
+    python plot_state_errors.py state_errors/hgbs-5/jw
+    python plot_state_errors.py state_errors/hgbs-5/jw --T 1024
+    python plot_state_errors.py state_errors/hgbs-5/jw/state_errors_Li-Li.csv
+    python plot_state_errors.py <dir> --orders 2,4 --n-steps 1,2 --cmap plasma
+"""
+
+import argparse
+from pathlib import Path
+
+import matplotlib
+matplotlib.use("Agg")
+import matplotlib.pyplot as plt
+import matplotlib.ticker as ticker
+import numpy as np
+import pandas as pd
+
+
+def L_label(v):
+    """Bond length as a stable group key; single atoms carry no L."""
+    return "atom" if pd.isna(v) else f"L={v:g}"
+
+
+def one_figure(df, molecule, basis, mapping, T, orders, steps, args):
+    qubits = sorted(int(q) for q in df["n_qubits"].unique())
+    keys = sorted(df["Lkey"].unique(),
+                  key=lambda s: (s == "atom",
+                                 float(s[2:]) if s != "atom" else 0.0))
+    active_of = (df.drop_duplicates("n_qubits")
+                   .set_index("n_qubits")["active"].to_dict())
+
+    cmap = plt.get_cmap(args.cmap)
+    colors = {k: cmap(i / max(1, len(keys) - 1)) for i, k in enumerate(keys)}
+
+    nrow, ncol = len(steps), len(orders)
+    fig, axes = plt.subplots(nrow, ncol, figsize=(4.5 * ncol, 3.6 * nrow),
+                             sharex=True, sharey=True, squeeze=False)
+
+    for r, ns in enumerate(steps):
+        for c, order in enumerate(orders):
+            ax = axes[r][c]
+            sub = df[(df["n_steps"] == ns) & (df["order"] == order)]
+
+            for k in keys:
+                s = sub[sub["Lkey"] == k].sort_values("n_qubits")
+                if s.empty:
+                    continue
+                ax.plot(s["n_qubits"], s["err"], marker="o", ms=4, lw=1.3,
+                        color=colors[k], label=k)
+
+            if args.logx:
+                ax.set_xscale("log")
+            ax.set_yscale("log")
+            ax.grid(True, which="both", alpha=0.25, lw=0.5)
+
+            if r == 0:
+                ax.set_title(f"order {order}", fontsize=12)
+
+            # n_steps is PER U; the meaningful step size is delta_t = 1/n_steps
+            # and total_steps = T/delta_t sets the cost. dt_norm = delta_t*sum|c|
+            # is the DIMENSIONLESS step, and it is only constant across active
+            # spaces where the shifted one-norm exceeds 1. Below that,
+            # normalization clamps to 2 and dt_norm tracks lambda instead, so
+            # the panel's Hamiltonians are not taking the same step in units of
+            # ||H||. Showing the spread makes that visible rather than implicit.
+            dt = 1.0 / ns
+            note = (f"$n_{{steps}}/U$ = {ns}\n$\\Delta t$ = {dt:g}\n"
+                    f"steps = {int(T * ns):,}")
+            if "dt_norm" in sub.columns and not sub.empty:
+                lo, hi = sub["dt_norm"].min(), sub["dt_norm"].max()
+                # note += ("\n$\\Delta t\\,\\Sigma|c|$ = "
+                #          + (f"{lo:.3f}" if hi - lo < 1e-9
+                #             else f"{lo:.3f}-{hi:.3f}"))
+            ax.text(0.42, 0.26, note,
+                    transform=ax.transAxes, fontsize=9.5, va="top", ha="left",
+                    bbox=dict(fc="white", ec="0.6", alpha=0.9,
+                              boxstyle="round,pad=0.3"))
+
+            if c == 0:
+                ax.set_ylabel("state error\n"
+                              r"$\|\psi_{trot}-\psi_{exact}\|$", fontsize=11)
+
+            ax.set_xticks(qubits)
+            ax.set_xticklabels([str(q) for q in qubits], fontsize=11)
+            if args.logx:
+                ax.xaxis.set_minor_locator(ticker.NullLocator())
+                ax.xaxis.set_major_formatter(ticker.ScalarFormatter())
+            if r == nrow - 1:
+                ax.set_xlabel("(qubits, active space)")
+                ax.set_xticklabels(
+                    [f"{q}\n{active_of.get(q, '')}" for q in qubits],
+                    fontsize=10)
+
+    fig.suptitle(f"Trotter state error   {molecule}   {basis}   "
+                 f"{mapping.upper()}   T = {T:,}", fontsize=13, y=0.94)
+
+    handles, labels = axes[0][0].get_legend_handles_labels()
+    if handles:
+        fig.legend(handles, labels, title="bond length", loc="upper center",
+                   bbox_to_anchor=(0.5, 0.885), ncol=min(len(labels), 10),
+                   fontsize=10, title_fontsize=11, frameon=True)
+
+    top = 1.0 - (0.9 / (2.2 * nrow))
+    fig.tight_layout(rect=[0, 0, 1, top])
+    return fig
+
+
+def main():
+    ap = argparse.ArgumentParser(
+        description=__doc__, formatter_class=argparse.RawDescriptionHelpFormatter)
+    ap.add_argument("source", help="a <basis>/<mapping>/ directory, or one CSV")
+    ap.add_argument("--out-dir", default=None,
+                    help="where to write PNGs (default: alongside each CSV)")
+    ap.add_argument("--T", default=None, dest="T_values",
+                    help="comma-separated T to plot (default: all present)")
+    ap.add_argument("--orders", default=None,
+                    help="comma-separated orders (default: all present)")
+    ap.add_argument("--n-steps", default=None, dest="n_steps",
+                    help="comma-separated n_steps per U (default: all present)")
+    ap.add_argument("--logx", action="store_true",
+                    help="log-scale the qubit axis. Off by default: 4-12 qubits "
+                         "is under half a decade and no power law in qubit "
+                         "count is expected, so it changes little.")
+    ap.add_argument("--cmap", default="viridis")
+    args = ap.parse_args()
+
+    src = Path(args.source)
+    csvs = sorted(src.glob("state_errors_*.csv")) if src.is_dir() else [src]
+    if not csvs:
+        raise SystemExit(f"no state_errors_*.csv in {src}")
+
+    n_fig = 0
+    for path in csvs:
+        df = pd.read_csv(path, comment="#")
+        if df.empty:
+            print(f"  {path.name}: empty, skipped")
+            continue
+        df["Lkey"] = df["L"].map(L_label)
+
+        orders = ([int(o) for o in args.orders.split(",")] if args.orders
+                  else sorted(int(o) for o in df["order"].unique()))
+        steps = ([int(s) for s in args.n_steps.split(",")] if args.n_steps
+                 else sorted(int(s) for s in df["n_steps"].unique()))
+        Ts = ([int(t) for t in args.T_values.split(",")] if args.T_values
+              else sorted(int(t) for t in df["T"].unique()))
+
+        df = df[df["order"].isin(orders) & df["n_steps"].isin(steps)]
+        if df.empty:
+            print(f"  {path.name}: no rows match the requested orders/n_steps")
+            continue
+
+        molecule = df["molecule"].iloc[0]
+        basis = df["basis"].iloc[0]
+        mapping = df["mapping"].iloc[0]
+        out_dir = Path(args.out_dir) if args.out_dir else path.parent
+        out_dir.mkdir(parents=True, exist_ok=True)
+
+        for T in Ts:
+            d = df[df["T"] == T]
+            if d.empty:
+                continue
+            fig = one_figure(d, molecule, basis, mapping, T, orders, steps, args)
+            out = out_dir / (f"state_errors_{molecule}_{basis}_{mapping}"
+                             f"_T{T}.png")
+            fig.savefig(out, dpi=150, bbox_inches="tight")
+            plt.close(fig)
+            n_fig += 1
+            msg = (f"wrote {out}   ({len(d)} rows, {d['Lkey'].nunique()} L, "
+                   f"qubits {sorted(int(q) for q in d['n_qubits'].unique())})")
+            if "dt_norm" in d.columns:
+                at1 = d[d["n_steps"] == d["n_steps"].min()]["dt_norm"]
+                if not at1.empty and at1.max() - at1.min() > 1e-9:
+                    msg += (f"\n    NOTE dt_norm spans {at1.min():.3f}-"
+                            f"{at1.max():.3f} at the coarsest step: active "
+                            f"spaces are NOT taking the same dimensionless "
+                            f"step (one-norm clamp)")
+            print(msg)
+
+    print(f"\n{n_fig} figures written.")
+
+
+if __name__ == "__main__":
+    main()
diff --git a/baseline/plot_state_errors_by_molecule.py b/baseline/plot_state_errors_by_molecule.py
new file mode 100644
index 00000000..ccd94966
--- /dev/null
+++ b/baseline/plot_state_errors_by_molecule.py
@@ -0,0 +1,291 @@
+#!/usr/bin/env python3
+"""
+plot_state_errors_by_molecule.py
+--------------------------------
+State error across the whole library, one panel per molecule.
+
+Grid layout, for a single (basis, mapping, T, order, delta_t):
+    one panel per molecule, 3 columns
+    x axis  = active space (qubit count as the position, active space as label)
+    y axis  = state error, log scale
+    colour  = bond length as a fraction of equilibrium, L / L_eq
+
+Because L_min = L_min_frac * L_eq, absolute bond lengths are not comparable
+between molecules -- Li-Li's 1.60 A and H-H's 0.38 A are the same point in the
+sweep. Colour therefore keys on L / L_eq, recovered as
+L_min_frac * L / min(L), which is the same scale in every panel. A colourbar
+replaces a per-molecule legend for the same reason.
+
+Panels are grouped by period, taken from the heaviest element in the species,
+and each period gets its own rows rather than running into the next. With 3
+columns the nine library diatomics divide exactly: H-H, He-H, He-He across the
+first row, then the six Li/Be/B species across two more. --no-period-rows packs
+them continuously instead.
+
+Complements plot_state_errors.py, which fixes the molecule and grids over order
+and delta_t. Here order and delta_t are fixed and the grid is molecules, so the
+default invocation gives one figure per T -- three figures for three T.
+
+Single atoms have no bond length; they are dropped with a note, since the
+L / L_eq colour axis is meaningless for them.
+
+Usage:
+    python plot_state_errors_by_molecule.py state_errors/hgbs-5/jw
+    python plot_state_errors_by_molecule.py <dir> --order 4 --n-steps 4
+    python plot_state_errors_by_molecule.py <dir> --T 512 --out-dir figs
+    python plot_state_errors_by_molecule.py <dir> --order 1,2,4 --n-steps 1,2,4
+    
+    
+    python plot_state_errors_by_molecule.py state_errors/hgbs-5/jw --out-dir plots/active_space_vs_state_error_all_molecule_hgbs_jw
+    python plot_state_errors_by_molecule.py state_errors/hgbs-5/bk --out-dir plots/active_space_vs_state_error_all_molecule_hgbs_bk
+"""
+
+import argparse
+from pathlib import Path
+
+import matplotlib
+matplotlib.use("Agg")
+import matplotlib.pyplot as plt
+import numpy as np
+import pandas as pd
+from matplotlib.cm import ScalarMappable
+from matplotlib.colors import Normalize
+
+# the sweep order used by build_config_L_sweep.py
+DEFAULT_MOLECULES = ["H-H", "He-H", "He-He", "Li-H", "Li-Li",
+                     "Be-H", "Be-Be", "B-H", "B-B"]
+
+ELEMENT_PERIOD = {"H": 1, "He": 1,
+                  "Li": 2, "Be": 2, "B": 2, "C": 2, "N": 2, "O": 2,
+                  "F": 2, "Ne": 2,
+                  "Na": 3, "Mg": 3, "Al": 3, "Si": 3, "P": 3, "S": 3,
+                  "Cl": 3, "Ar": 3}
+
+
+def species_period(name):
+    """
+    Period of a species, taken as the heaviest constituent: Li-H is period 2
+    because the chemistry is set by the Li. Bare symbols (single atoms) work
+    unchanged. Unknown elements sort last rather than raising.
+    """
+    return max(ELEMENT_PERIOD.get(part, 99) for part in name.split("-"))
+
+
+def period_layout(molecules, ncol):
+    """
+    Arrange panels so each period occupies whole rows, padding with blanks
+    rather than letting one period run into the next. Returns the padded slot
+    list (None for a blank) and a list of (period, first_row, last_row) bands.
+
+    For the nine library diatomics this is exact with ncol=3: period 1 is
+    H-H, He-H, He-He (one row) and period 2 is the six Li/Be/B species (two).
+    """
+    from itertools import groupby
+    slots, bands = [], []
+    for period, grp in groupby(molecules, key=species_period):
+        grp = list(grp)
+        first_row = len(slots) // ncol
+        slots.extend(grp)
+        while len(slots) % ncol:
+            slots.append(None)
+        bands.append((period, first_row, len(slots) // ncol - 1))
+    return slots, bands
+
+
+def load(source):
+    """Concatenate every state_errors_*.csv in a directory, or read one CSV."""
+    p = Path(source)
+    if p.is_dir():
+        files = sorted(p.glob("state_errors_*.csv"))
+        if not files:
+            raise SystemExit(f"no state_errors_*.csv in {p}")
+        frames = []
+        for f in files:
+            d = pd.read_csv(f, comment="#")
+            if not d.empty:
+                frames.append(d)
+        if not frames:
+            raise SystemExit(f"every CSV in {p} was empty")
+        print(f"read {len(files)} CSVs from {p}")
+        return pd.concat(frames, ignore_index=True)
+    return pd.read_csv(p, comment="#")
+
+
+def one_figure(df, molecules, basis, mapping, T, order, ns, args, norm, cmap):
+    ncol = args.ncol
+    if args.no_period_rows:
+        slots, bands = list(molecules), []
+    else:
+        slots, bands = period_layout(molecules, ncol)
+    nrow = int(np.ceil(len(slots) / ncol))
+    fig, axes = plt.subplots(nrow, ncol, figsize=(4.2 * ncol, 3.4 * nrow),
+                             squeeze=False, sharey=args.sharey,
+                             layout="constrained")
+
+    for idx, mol in enumerate(slots):
+        ax = axes[idx // ncol][idx % ncol]
+        if mol is None:
+            ax.axis("off")
+            continue
+        d = df[df["molecule"] == mol]
+        if d.empty:
+            ax.set_title(f"{mol}  (no data)", fontsize=10, color="0.5")
+            ax.set_xticks([])
+            ax.set_yticks([])
+            continue
+
+        # active space position on x, ordered by qubit count
+        spaces = (d.drop_duplicates("active")
+                    .sort_values("n_qubits")[["active", "n_qubits"]]
+                    .values.tolist())
+        xpos = {a: i for i, (a, q) in enumerate(spaces)}
+
+        for frac, g in d.groupby("L_frac"):
+            g = g.copy()
+            g["x"] = g["active"].map(xpos)
+            g = g.sort_values("x")
+            ax.plot(g["x"], g["err"], marker="o", ms=4, lw=1.3,
+                    color=cmap(norm(frac)))
+
+        ax.set_yscale("log")
+        ax.grid(True, which="both", alpha=0.25, lw=0.5)
+        ax.set_title(mol, fontsize=11)
+        ax.set_xticks(range(len(spaces)))
+        ax.set_xticklabels([f"{a}\n{q}q" for a, q in spaces], fontsize=8)
+        if idx % ncol == 0:
+            ax.set_ylabel("state error\n"
+                          r"$\|\psi_{trot}-\psi_{exact}\|$", fontsize=10)
+        if idx // ncol == nrow - 1:
+            ax.set_xlabel("active space", fontsize=10)
+
+    for j in range(len(slots), nrow * ncol):
+        axes[j // ncol][j % ncol].axis("off")
+
+    # one label per period band, on the left margin of its first row
+    for period, first_row, last_row in bands:
+        mid = axes[(first_row + last_row) // 2][0]
+        mid.annotate(f"period {period}", xy=(-0.28, 0.5),
+                     xycoords="axes fraction", rotation=90,
+                     va="center", ha="center", fontsize=12, color="0.35")
+
+    fig.suptitle(f"Trotter state error   {basis}   {mapping.upper()}   "
+                 f"T = {T:,}   order {order}   "
+                 f"$\\Delta t$ = {1.0/ns:g}   ({T*ns:,} steps)",
+                 fontsize=13)
+
+    sm = ScalarMappable(norm=norm, cmap=cmap)
+    sm.set_array([])
+    cbar = fig.colorbar(sm, ax=axes.ravel().tolist(), fraction=0.02, pad=0.02)
+    cbar.set_label(r"bond length  $L / L_{eq}$", fontsize=10)
+    return fig
+
+
+def main():
+    ap = argparse.ArgumentParser(
+        description=__doc__, formatter_class=argparse.RawDescriptionHelpFormatter)
+    ap.add_argument("source", help="a <basis>/<mapping>/ directory, or one CSV")
+    ap.add_argument("--out-dir", default=None,
+                    help="where to write PNGs (default: alongside the source)")
+    ap.add_argument("--T", default=None, dest="T_values",
+                    help="comma-separated T (default: all present)")
+    ap.add_argument("--order", default="2",
+                    help="Trotter order; one figure per value (default: 2)")
+    ap.add_argument("--n-steps", default="1", dest="n_steps",
+                    help="n_steps per U, i.e. delta_t = 1/n_steps; one figure "
+                         "per value (default: 1, so delta_t = 1)")
+    ap.add_argument("--molecules", default=None,
+                    help="comma-separated panel order "
+                         "(default: the 9 library diatomics)")
+    ap.add_argument("--ncol", type=int, default=3)
+    ap.add_argument("--no-period-rows", action="store_true",
+                    dest="no_period_rows",
+                    help="pack panels continuously instead of giving each "
+                         "period its own rows. Grouping by period is on by "
+                         "default; with 3 columns the nine library diatomics "
+                         "split exactly, 3 in period 1 and 6 in period 2")
+    ap.add_argument("--sharey", action="store_true",
+                    help="share the y axis across panels, so error magnitudes "
+                         "are directly comparable between molecules")
+    ap.add_argument("--L-min-frac", type=float, default=0.6, dest="L_min_frac",
+                    help="the --L-min-frac used when the library was built; "
+                         "sets the L/L_eq scale (default: 0.6)")
+    ap.add_argument("--cmap", default="viridis")
+    args = ap.parse_args()
+
+    df = load(args.source)
+
+    atoms = df[df["L"].isna()]
+    df = df[df["L"].notna()]
+    if df.empty:
+        raise SystemExit("no rows with a bond length; nothing to plot")
+
+    # L / L_eq, comparable across molecules. L_min = L_min_frac * L_eq, so
+    # L / L_eq = L_min_frac * L / L_min, taken per molecule. Rounded to 3 dp
+    # because the .dat filenames carry L to 2 dp, and that rounding differs per
+    # molecule -- at 4 dp the same sweep position would split into separate
+    # groups. Sweep positions are 0.267 apart, so 3 dp resolves them cleanly.
+    df = df.copy()
+    df["L_frac"] = df.groupby("molecule")["L"].transform(
+        lambda s: args.L_min_frac * s / s.min()).round(3)
+
+    if args.molecules:
+        molecules = [m.strip() for m in args.molecules.split(",")]
+    else:
+        present = set(df["molecule"].unique())
+        molecules = [m for m in DEFAULT_MOLECULES if m in present]
+        molecules += sorted(present - set(DEFAULT_MOLECULES))
+    if not args.no_period_rows:
+        # stable sort: period first, existing order preserved within a period
+        molecules.sort(key=species_period)
+    if not molecules:
+        raise SystemExit("no molecules to plot")
+
+    Ts = ([int(t) for t in args.T_values.split(",")] if args.T_values
+          else sorted(int(t) for t in df["T"].unique()))
+    orders = [int(o) for o in args.order.split(",")]
+    steps = [int(s) for s in args.n_steps.split(",")]
+
+    bases = sorted(df["basis"].unique())
+    maps = sorted(df["mapping"].unique())
+    if len(bases) > 1 or len(maps) > 1:
+        print(f"WARNING: mixed basis {bases} / mapping {maps}; point this at a "
+              f"single <basis>/<mapping>/ directory")
+    basis, mapping = "+".join(bases), "+".join(maps)
+
+    src = Path(args.source)
+    out_dir = Path(args.out_dir) if args.out_dir else (
+        src if src.is_dir() else src.parent)
+    out_dir.mkdir(parents=True, exist_ok=True)
+
+    norm = Normalize(vmin=df["L_frac"].min(), vmax=df["L_frac"].max())
+    cmap = plt.get_cmap(args.cmap)
+
+    n = 0
+    for T in Ts:
+        for order in orders:
+            for ns in steps:
+                d = df[(df["T"] == T) & (df["order"] == order)
+                       & (df["n_steps"] == ns)]
+                if d.empty:
+                    print(f"  no rows for T={T} order={order} n_steps={ns}")
+                    continue
+                fig = one_figure(d, molecules, basis, mapping, T, order, ns,
+                                 args, norm, cmap)
+                out = out_dir / (f"state_errors_bymol_{basis}_{mapping}"
+                                 f"_T{T}_ord{order}_ns{ns}.png")
+                fig.savefig(out, dpi=150, bbox_inches="tight")
+                plt.close(fig)
+                n += 1
+                print(f"wrote {out}   ({len(d)} rows, "
+                      f"{d['molecule'].nunique()} molecules, "
+                      f"{d['L_frac'].nunique()} bond lengths)")
+
+    print(f"\n{n} figures written.")
+    if not atoms.empty:
+        print(f"({len(atoms)} single-atom rows dropped: no bond length, so the "
+              f"L/L_eq colour axis does not apply. Use plot_state_errors.py "
+              f"for those.)")
+
+
+if __name__ == "__main__":
+    main()
\ No newline at end of file
diff --git a/baseline/plot_state_errors_vs_T.py b/baseline/plot_state_errors_vs_T.py
new file mode 100644
index 00000000..1f2bbfbf
--- /dev/null
+++ b/baseline/plot_state_errors_vs_T.py
@@ -0,0 +1,207 @@
+#!/usr/bin/env python3
+r"""
+plot_state_errors_vs_T.py
+-------------------------
+Trotter state error against evolution time, one 3x3 grid per molecule per
+active space.
+
+Grid layout, for a single (molecule, basis, mapping, active space):
+    columns = Trotter order (1, 2, 4)
+    rows    = n_steps per U, i.e. delta_t = 1/n_steps
+    x axis  = evolution time T, log scale
+    y axis  = state error, log scale
+    lines   = bond length L (single atoms have none and plot as one "atom" line)
+
+Companion to plot_state_errors.py, which fixes T and puts qubit count on x.
+Here the active space is fixed and T is on x, so the figure answers how error
+accumulates with evolution time rather than how it varies across active spaces.
+
+Note that error is NOT expected to be monotonic in T at fixed delta_t: Trotter
+error accumulates as a coherent sum of rotations that can partially cancel at
+particular evolution times. A dip at one T is a real feature of the dynamics,
+not a bad data point.
+
+Takes either one CSV or a <basis>/<mapping>/ directory, in which case every
+state_errors_*.csv in it is plotted, giving n_molecules x n_active_spaces
+figures.
+
+Usage:
+    python plot_state_errors_vs_T.py state_errors/hgbs-5/jw
+    python plot_state_errors_vs_T.py state_errors/hgbs-5/jw --qubits 12
+    python plot_state_errors_vs_T.py state_errors/hgbs-5/jw/state_errors_Li-Li.csv
+    python plot_state_errors_vs_T.py <dir> --orders 2,4 --n-steps 1,2 --out-dir figs
+"""
+
+import argparse
+from pathlib import Path
+
+import matplotlib
+matplotlib.use("Agg")
+import matplotlib.pyplot as plt
+import matplotlib.ticker as ticker
+import numpy as np
+import pandas as pd
+
+
+def L_label(v):
+    """Bond length as a stable group key; single atoms carry no L."""
+    return "atom" if pd.isna(v) else f"L={v:g}"
+
+
+def one_figure(df, molecule, basis, mapping, active, n_qubits, orders, steps,
+               args):
+    Ts = sorted(int(t) for t in df["T"].unique())
+    keys = sorted(df["Lkey"].unique(),
+                  key=lambda s: (s == "atom",
+                                 float(s[2:]) if s != "atom" else 0.0))
+
+    cmap = plt.get_cmap(args.cmap)
+    colors = {k: cmap(i / max(1, len(keys) - 1)) for i, k in enumerate(keys)}
+
+    nrow, ncol = len(steps), len(orders)
+    fig, axes = plt.subplots(nrow, ncol, figsize=(4.5 * ncol, 3.6 * nrow),
+                             sharex=True, sharey=True, squeeze=False)
+
+    for r, ns in enumerate(steps):
+        for c, order in enumerate(orders):
+            ax = axes[r][c]
+            sub = df[(df["n_steps"] == ns) & (df["order"] == order)]
+
+            for k in keys:
+                s = sub[sub["Lkey"] == k].sort_values("T")
+                if s.empty:
+                    continue
+                ax.plot(s["T"], s["err"], marker="o", ms=4, lw=1.3,
+                        color=colors[k], label=k)
+
+            if not args.linx:
+                ax.set_xscale("log", base=2)
+            ax.set_yscale("log")
+            ax.grid(True, which="both", alpha=0.25, lw=0.5)
+
+            if r == 0:
+                ax.set_title(f"order {order}", fontsize=12)
+
+            # n_steps is PER U; delta_t = 1/n_steps is the step size and
+            # total_steps = T/delta_t is what sets the cost. total_steps
+            # therefore varies along x within a panel, so it is given as a
+            # range rather than a single number.
+            dt = 1.0 / ns
+            note = (f"$n_{{steps}}/U$ = {ns}\n$\\Delta t$ = {dt:g}")
+            ax.text(0.42, 0.26, note,
+                    transform=ax.transAxes, fontsize=9.5, va="top", ha="left",
+                    bbox=dict(fc="white", ec="0.6", alpha=0.9,
+                              boxstyle="round,pad=0.3"))
+
+            if c == 0:
+                ax.set_ylabel("state error\n"
+                              r"$\|\psi_{trot}-\psi_{exact}\|$", fontsize=11)
+
+            ax.set_xticks(Ts)
+            ax.set_xticklabels([f"{t:,}" for t in Ts], fontsize=11)
+            if not args.linx:
+                ax.xaxis.set_minor_locator(ticker.NullLocator())
+                ax.xaxis.set_major_formatter(ticker.ScalarFormatter())
+            if r == nrow - 1:
+                ax.set_xlabel("evolution time $T$  (applications of $U$)")
+
+    fig.suptitle(f"Trotter state error vs evolution time   {molecule}   "
+                 f"{basis}   {mapping.upper()}   {active}  ({n_qubits}q)",
+                 fontsize=13, y=0.94)
+
+    handles, labels = axes[0][0].get_legend_handles_labels()
+    if handles:
+        fig.legend(handles, labels, title="bond length", loc="upper center",
+                   bbox_to_anchor=(0.5, 0.885), ncol=min(len(labels), 10),
+                   fontsize=10, title_fontsize=11, frameon=True)
+
+    top = 1.0 - (0.9 / (2.2 * nrow))
+    fig.tight_layout(rect=[0, 0, 1, top])
+    return fig
+
+
+def main():
+    ap = argparse.ArgumentParser(
+        description=__doc__, formatter_class=argparse.RawDescriptionHelpFormatter)
+    ap.add_argument("source", help="a <basis>/<mapping>/ directory, or one CSV")
+    ap.add_argument("--out-dir", default=None,
+                    help="where to write PNGs (default: alongside each CSV)")
+    ap.add_argument("--qubits", default=None,
+                    help="comma-separated qubit counts (default: all present, "
+                         "one figure each)")
+    ap.add_argument("--active", default=None,
+                    help="comma-separated active spaces, e.g. 004-008 "
+                         "(default: all present)")
+    ap.add_argument("--T", default=None, dest="T_values",
+                    help="comma-separated T (default: all present)")
+    ap.add_argument("--orders", default=None,
+                    help="comma-separated orders (default: all present)")
+    ap.add_argument("--n-steps", default=None, dest="n_steps",
+                    help="comma-separated n_steps per U (default: all present)")
+    ap.add_argument("--linx", action="store_true",
+                    help="linear T axis. Default is log base 2, since T is "
+                         "swept in powers of two.")
+    ap.add_argument("--cmap", default="viridis")
+    args = ap.parse_args()
+
+    src = Path(args.source)
+    csvs = sorted(src.glob("state_errors_*.csv")) if src.is_dir() else [src]
+    if not csvs:
+        raise SystemExit(f"no state_errors_*.csv in {src}")
+
+    n_fig = 0
+    for path in csvs:
+        df = pd.read_csv(path, comment="#")
+        if df.empty:
+            print(f"  {path.name}: empty, skipped")
+            continue
+        df["Lkey"] = df["L"].map(L_label)
+
+        orders = ([int(o) for o in args.orders.split(",")] if args.orders
+                  else sorted(int(o) for o in df["order"].unique()))
+        steps = ([int(s) for s in args.n_steps.split(",")] if args.n_steps
+                 else sorted(int(s) for s in df["n_steps"].unique()))
+
+        df = df[df["order"].isin(orders) & df["n_steps"].isin(steps)]
+        if args.T_values:
+            df = df[df["T"].isin([int(t) for t in args.T_values.split(",")])]
+        if args.qubits:
+            df = df[df["n_qubits"].isin(
+                [int(q) for q in args.qubits.split(",")])]
+        if args.active:
+            df = df[df["active"].isin(
+                [a.strip() for a in args.active.split(",")])]
+        if df.empty:
+            print(f"  {path.name}: no rows match the requested filters")
+            continue
+
+        molecule = df["molecule"].iloc[0]
+        basis = df["basis"].iloc[0]
+        mapping = df["mapping"].iloc[0]
+        out_dir = Path(args.out_dir) if args.out_dir else path.parent
+        out_dir.mkdir(parents=True, exist_ok=True)
+
+        spaces = (df.drop_duplicates("active")
+                    .sort_values("n_qubits")[["active", "n_qubits"]]
+                    .values.tolist())
+        for active, n_qubits in spaces:
+            d = df[df["active"] == active]
+            n_T = d["T"].nunique()
+            if n_T < 2:
+                print(f"  {molecule} {active}: only {n_T} T value, skipped")
+                continue
+            fig = one_figure(d, molecule, basis, mapping, active,
+                             int(n_qubits), orders, steps, args)
+            out = out_dir / (f"state_errors_vsT_{molecule}_{basis}_{mapping}"
+                             f"_as{active}.png")
+            fig.savefig(out, dpi=150, bbox_inches="tight")
+            plt.close(fig)
+            n_fig += 1
+            print(f"wrote {out}   ({len(d)} rows, {d['Lkey'].nunique()} L, "
+                  f"T {sorted(int(t) for t in d['T'].unique())})")
+
+    print(f"\n{n_fig} figures written.")
+
+
+if __name__ == "__main__":
+    main()
diff --git a/baseline/plots/T_vs_state_error_fixed_as_hgbs_jw/state_errors_vsT_Li-Li_hgbs-5_jw_as002-002.png b/baseline/plots/T_vs_state_error_fixed_as_hgbs_jw/state_errors_vsT_Li-Li_hgbs-5_jw_as002-002.png
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diff --git a/baseline/plots/T_vs_state_error_fixed_as_hgbs_jw/state_errors_vsT_Li-Li_hgbs-5_jw_as004-006.png b/baseline/plots/T_vs_state_error_fixed_as_hgbs_jw/state_errors_vsT_Li-Li_hgbs-5_jw_as004-006.png
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diff --git a/baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_B-B_hgbs-5_jw_T256.png b/baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_B-B_hgbs-5_jw_T256.png
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diff --git a/baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_Be-H_hgbs-5_jw_T512.png b/baseline/plots/active_space_vs_state_error_fixed_T_hgbs_jw/state_errors_Be-H_hgbs-5_jw_T512.png
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literal 0
HcmV?d00001

diff --git a/baseline/state_errors/hgbs-5/bk/state_errors_B-B.csv b/baseline/state_errors/hgbs-5/bk/state_errors_B-B.csv
new file mode 100644
index 00000000..5be9809e
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/bk/state_errors_B-B.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+B-B,1.02,hgbs-5,002-002,bk,4,64,1,64,1.0,1.5237659331453606,1,0.006830008262506196,0.003,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,64,2,128,0.5,0.7618829665726803,1,0.0033407056702478483,0.006,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,64,4,256,0.25,0.38094148328634014,1,0.0016609814924747855,0.012,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,64,1,64,1.0,1.5237659331453606,2,0.0015515197194794857,0.006,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,64,2,128,0.5,0.7618829665726803,2,0.00038707989896199406,0.012,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,64,4,256,0.25,0.38094148328634014,2,9.672013091188043e-05,0.024,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,64,1,64,1.0,1.5237659331453606,4,1.6402114027479757e-06,0.03,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,64,2,128,0.5,0.7618829665726803,4,1.0311969705064688e-07,0.06,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,64,4,256,0.25,0.38094148328634014,4,6.454458409258965e-09,0.12,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,256,1,256,1.0,1.5237659331453606,1,0.023454989875245313,0.012,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,256,2,512,0.5,0.7618829665726803,1,0.011404626350451657,0.025,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.38094148328634014,1,0.005661424181696357,0.05,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,256,1,256,1.0,1.5237659331453606,2,0.006141906948350926,0.024,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,256,2,512,0.5,0.7618829665726803,2,0.0015324400009575972,0.048,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.38094148328634014,2,0.0003829206744322546,0.095,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,256,1,256,1.0,1.5237659331453606,4,6.52431056947867e-06,0.12,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,256,2,512,0.5,0.7618829665726803,4,4.102235756971321e-07,0.237,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.38094148328634014,4,2.567734994563704e-08,0.476,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,512,1,512,1.0,1.5237659331453606,1,0.027325744148724043,0.025,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.7618829665726803,1,0.012650813241745832,0.05,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.38094148328634014,1,0.006193032730611512,0.098,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,512,1,512,1.0,1.5237659331453606,2,0.01204247917122725,0.048,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.7618829665726803,2,0.0030050185439183513,0.096,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.38094148328634014,2,0.0007509047777888528,0.192,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,512,1,512,1.0,1.5237659331453606,4,1.2911729041329175e-05,0.24,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.7618829665726803,4,8.119983944824449e-07,0.484,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.38094148328634014,4,5.082830348058667e-08,0.966,49.46298259497875,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,64,1,64,1.0,1.414150065152197,1,0.004903763103729863,0.003,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,64,2,128,0.5,0.7070750325760985,1,0.002449915952373129,0.006,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,64,4,256,0.25,0.35353751628804925,1,0.0012247122295692275,0.012,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,64,1,64,1.0,1.414150065152197,2,0.00018351084988161046,0.006,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,64,2,128,0.5,0.7070750325760985,2,4.587069389728121e-05,0.012,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,64,4,256,0.25,0.35353751628804925,2,1.1467234868513934e-05,0.024,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,64,1,64,1.0,1.414150065152197,4,9.22604480065702e-09,0.03,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,64,2,128,0.5,0.7070750325760985,4,5.767957994383635e-10,0.06,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,64,4,256,0.25,0.35353751628804925,4,3.606764962458332e-11,0.12,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,256,1,256,1.0,1.414150065152197,1,0.01640410589229704,0.012,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,256,2,512,0.5,0.7070750325760985,1,0.008194610131624204,0.025,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.35353751628804925,1,0.004096374386164034,0.049,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,256,1,256,1.0,1.414150065152197,2,0.0007200155337441842,0.024,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,256,2,512,0.5,0.7070750325760985,2,0.0001799793049727991,0.048,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.35353751628804925,2,4.499329004889774e-05,0.107,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,256,1,256,1.0,1.414150065152197,4,3.645693218564373e-08,0.12,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,256,2,512,0.5,0.7070750325760985,4,2.2792346322657593e-09,0.239,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.35353751628804925,4,1.4251138283281849e-10,0.479,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,512,1,512,1.0,1.414150065152197,1,0.016405792340268347,0.025,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.7070750325760985,1,0.008182935699691625,0.05,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.35353751628804925,1,0.004088969368712933,0.099,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,512,1,512,1.0,1.414150065152197,2,0.0013897209274377372,0.048,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.7070750325760985,2,0.0003473899174806161,0.096,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.35353751628804925,2,8.684495860561565e-05,0.191,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,512,1,512,1.0,1.414150065152197,4,7.132556323605534e-08,0.24,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.7070750325760985,4,4.459283248950965e-09,0.479,49.760274414148874,2.0
+B-B,1.47,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.35353751628804925,4,2.7881819847776394e-10,0.954,49.760274414148874,2.0
+B-B,1.93,hgbs-5,002-002,bk,4,64,1,64,1.0,1.2209021832456841,1,0.010238968254162678,0.003,49.68745557892859,2.0
+B-B,1.93,hgbs-5,002-002,bk,4,64,2,128,0.5,0.6104510916228421,1,0.0051193384127410655,0.006,49.68745557892859,2.0
+B-B,1.93,hgbs-5,002-002,bk,4,64,4,256,0.25,0.30522554581142103,1,0.002559650992296055,0.012,49.68745557892859,2.0
+B-B,1.93,hgbs-5,002-002,bk,4,64,1,64,1.0,1.2209021832456841,2,5.6296169411843153e-05,0.006,49.68745557892859,2.0
+B-B,1.93,hgbs-5,002-002,bk,4,64,2,128,0.5,0.6104510916228421,2,1.4073573743095403e-05,0.012,49.68745557892859,2.0
+B-B,1.93,hgbs-5,002-002,bk,4,64,4,256,0.25,0.30522554581142103,2,3.518364145631761e-06,0.024,49.68745557892859,2.0
+B-B,1.93,hgbs-5,002-002,bk,4,64,1,64,1.0,1.2209021832456841,4,5.72045648247343e-10,0.03,49.68745557892859,2.0
+B-B,1.93,hgbs-5,002-002,bk,4,64,2,128,0.5,0.6104510916228421,4,3.575530931102753e-11,0.06,49.68745557892859,2.0
+B-B,1.93,hgbs-5,002-002,bk,4,64,4,256,0.25,0.30522554581142103,4,2.2746675305490646e-12,0.119,49.68745557892859,2.0
+B-B,1.93,hgbs-5,002-002,bk,4,256,1,256,1.0,1.2209021832456841,1,0.004472289869327309,0.012,49.68745557892859,2.0
+B-B,1.93,hgbs-5,002-002,bk,4,256,2,512,0.5,0.6104510916228421,1,0.0022354576836961094,0.025,49.68745557892859,2.0
+B-B,1.93,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.30522554581142103,1,0.0011176429256937992,0.049,49.68745557892859,2.0
+B-B,1.93,hgbs-5,002-002,bk,4,256,1,256,1.0,1.2209021832456841,2,0.00010552012137648715,0.024,49.68745557892859,2.0
+B-B,1.93,hgbs-5,002-002,bk,4,256,2,512,0.5,0.6104510916228421,2,2.6379077124303396e-05,0.048,49.68745557892859,2.0
+B-B,1.93,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.30522554581142103,2,6.594709702776534e-06,0.097,49.68745557892859,2.0
+B-B,1.93,hgbs-5,002-002,bk,4,256,1,256,1.0,1.2209021832456841,4,9.132021250150125e-10,0.119,49.68745557892859,2.0
+B-B,1.93,hgbs-5,002-002,bk,4,256,2,512,0.5,0.6104510916228421,4,5.7071447045074905e-11,0.24,49.68745557892859,2.0
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+B-B,4.65,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267948692,4,2.690309797693395e-07,68.977,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974346,4,1.6834655479074083e-08,147.756,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.3926990816987173,4,1.0532001799031194e-09,276.662,52.598466769342764,8.671044118525131
+B-B,5.1,hgbs-5,004-008,bk,12,64,1,64,1.0,1.5707963267949188,1,0.006875130944944843,0.63,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,64,2,128,0.5,0.7853981633974594,1,0.003428082712579497,1.339,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,64,4,256,0.25,0.3926990816987297,1,0.001712778979461469,2.729,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,64,1,64,1.0,1.5707963267949188,2,0.00020792611081753114,1.236,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,64,2,128,0.5,0.7853981633974594,2,5.191524826419002e-05,2.714,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,64,4,256,0.25,0.3926990816987297,2,1.2974683837664642e-05,5.486,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,64,1,64,1.0,1.5707963267949188,4,8.797465836475163e-08,7.02,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,64,2,128,0.5,0.7853981633974594,4,5.483001935043443e-09,12.087,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,64,4,256,0.25,0.3926990816987297,4,3.424604665777841e-10,26.603,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267949188,1,0.012509815234027987,2.688,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633974594,1,0.006323773219031984,5.586,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.3926990816987297,1,0.003183589763071394,12.117,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267949188,2,0.0006166539836300871,5.853,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633974594,2,0.00015403402354599975,11.906,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.3926990816987297,2,3.850043720397706e-05,22.053,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267949188,4,1.3590625655447214e-07,27.886,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633974594,4,8.49217695597871e-09,57.255,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.3926990816987297,4,5.30879073577733e-10,112.934,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267949188,1,0.009972799097022747,5.999,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974594,1,0.004971819012088976,10.615,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.3926990816987297,1,0.0025150499806333494,23.038,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267949188,2,0.0014141034004401443,11.347,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974594,2,0.00035318372006284195,22.689,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.3926990816987297,2,8.827460284043403e-05,45.419,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267949188,4,2.997541890493529e-07,59.486,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974594,4,1.8755915663932507e-08,119.591,52.539001890952065,8.555553974331147
+B-B,5.1,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.3926990816987297,4,1.1728136437531551e-09,233.986,52.539001890952065,8.555553974331147
diff --git a/baseline/state_errors/hgbs-5/bk/state_errors_B-H.csv b/baseline/state_errors/hgbs-5/bk/state_errors_B-H.csv
new file mode 100644
index 00000000..58083137
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/bk/state_errors_B-H.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+B-H,0.7,hgbs-5,002-002,bk,4,64,1,64,1.0,1.269838481381722,1,0.009004572183831359,0.003,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,64,2,128,0.5,0.634919240690861,1,0.00441837480451107,0.006,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,64,4,256,0.25,0.3174596203454305,1,0.002199054177225914,0.012,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,64,1,64,1.0,1.269838481381722,2,0.001998994097625004,0.006,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,64,2,128,0.5,0.634919240690861,2,0.0004905951248333481,0.012,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,64,4,256,0.25,0.3174596203454305,2,0.00012209521658947684,0.024,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,64,1,64,1.0,1.269838481381722,4,1.641713978724961e-05,0.03,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,64,2,128,0.5,0.634919240690861,4,1.0196792975258395e-06,0.06,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,64,4,256,0.25,0.3174596203454305,4,6.366387129401215e-08,0.119,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,256,1,256,1.0,1.269838481381722,1,0.005554206841358628,0.012,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,256,2,512,0.5,0.634919240690861,1,0.002321145798645084,0.025,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.3174596203454305,1,0.0010991901684926932,0.049,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,256,1,256,1.0,1.269838481381722,2,0.0035217602446255877,0.024,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,256,2,512,0.5,0.634919240690861,2,0.0008642983877551789,0.048,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.3174596203454305,2,0.0002150984128176051,0.095,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,256,1,256,1.0,1.269838481381722,4,3.3737532049599235e-05,0.12,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,256,2,512,0.5,0.634919240690861,4,2.2405069392251264e-06,0.237,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.3174596203454305,4,1.4211443776437825e-07,0.476,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,512,1,512,1.0,1.269838481381722,1,0.010602940223632817,0.025,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.634919240690861,1,0.00434262676797181,0.048,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.3174596203454305,1,0.0020403019973650087,0.097,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,512,1,512,1.0,1.269838481381722,2,0.007011739884172869,0.048,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.634919240690861,2,0.0017207036456580273,0.096,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.3174596203454305,2,0.00042822663357008667,0.19,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,512,1,512,1.0,1.269838481381722,4,6.726759166667098e-05,0.239,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.634919240690861,4,4.469585596580445e-06,0.48,25.26898804344732,2.0
+B-H,0.7,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.3174596203454305,4,2.835363653832864e-07,0.964,25.26898804344732,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,64,1,64,1.0,1.2559905995012985,1,0.004454814527828597,0.003,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,64,2,128,0.5,0.6279952997506493,1,0.0021692027156661044,0.006,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,64,4,256,0.25,0.31399764987532464,1,0.0010775206864403369,0.012,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,64,1,64,1.0,1.2559905995012985,2,0.0011470121057181428,0.006,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,64,2,128,0.5,0.6279952997506493,2,0.0002816886312437017,0.012,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,64,4,256,0.25,0.31399764987532464,2,7.011533487288501e-05,0.024,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,64,1,64,1.0,1.2559905995012985,4,9.363983815863536e-06,0.03,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,64,2,128,0.5,0.6279952997506493,4,5.980478418597364e-07,0.059,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,64,4,256,0.25,0.31399764987532464,4,3.7595032019605144e-08,0.119,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,256,1,256,1.0,1.2559905995012985,1,0.011573079870402205,0.012,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,256,2,512,0.5,0.6279952997506493,1,0.005551362033245642,0.025,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.31399764987532464,1,0.0027467839483617243,0.049,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,256,1,256,1.0,1.2559905995012985,2,0.0037514243452396174,0.024,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,256,2,512,0.5,0.6279952997506493,2,0.0009216537821892712,0.048,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.31399764987532464,2,0.00022943153626905254,0.102,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,256,1,256,1.0,1.2559905995012985,4,3.20936095688161e-05,0.122,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,256,2,512,0.5,0.6279952997506493,4,2.0860812913125355e-06,0.236,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.31399764987532464,4,1.3167756619095657e-07,0.477,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,512,1,512,1.0,1.2559905995012985,1,0.006189602627187114,0.025,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.6279952997506493,1,0.001573381213917182,0.049,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.31399764987532464,1,0.00044029636524719866,0.098,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,512,1,512,1.0,1.2559905995012985,2,0.0061146213447928295,0.048,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.6279952997506493,2,0.0015021844730837876,0.095,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.31399764987532464,2,0.00037394192449820496,0.19,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,512,1,512,1.0,1.2559905995012985,4,5.573215483181514e-05,0.237,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.6279952997506493,4,3.6986692495557023e-06,0.477,25.532753436222915,2.0
+B-H,1.01,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.31399764987532464,4,2.345522789104697e-07,0.949,25.532753436222915,2.0
+B-H,1.33,hgbs-5,002-002,bk,4,64,1,64,1.0,1.245479532548053,1,0.001006056459352976,0.003,25.55653146255377,2.0
+B-H,1.33,hgbs-5,002-002,bk,4,64,2,128,0.5,0.6227397662740265,1,0.0003717908767369292,0.006,25.55653146255377,2.0
+B-H,1.33,hgbs-5,002-002,bk,4,64,4,256,0.25,0.31136988313701325,1,0.00016626284622775044,0.012,25.55653146255377,2.0
+B-H,1.33,hgbs-5,002-002,bk,4,64,1,64,1.0,1.245479532548053,2,0.0007823045470067657,0.006,25.55653146255377,2.0
+B-H,1.33,hgbs-5,002-002,bk,4,64,2,128,0.5,0.6227397662740265,2,0.0001926925816244039,0.012,25.55653146255377,2.0
+B-H,1.33,hgbs-5,002-002,bk,4,64,4,256,0.25,0.31136988313701325,2,4.799762378716827e-05,0.024,25.55653146255377,2.0
+B-H,1.33,hgbs-5,002-002,bk,4,64,1,64,1.0,1.245479532548053,4,6.207311093326894e-06,0.03,25.55653146255377,2.0
+B-H,1.33,hgbs-5,002-002,bk,4,64,2,128,0.5,0.6227397662740265,4,4.0801207686883507e-07,0.059,25.55653146255377,2.0
+B-H,1.33,hgbs-5,002-002,bk,4,64,4,256,0.25,0.31136988313701325,4,2.5816055450579195e-08,0.118,25.55653146255377,2.0
+B-H,1.33,hgbs-5,002-002,bk,4,256,1,256,1.0,1.245479532548053,1,0.004011749954799356,0.012,25.55653146255377,2.0
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+B-H,3.2,hgbs-5,004-008,bk,12,64,1,64,1.0,1.5707963267948912,2,0.0008215934737118076,4.005,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,64,2,128,0.5,0.7853981633974456,2,0.00020539500728689568,8.611,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,64,4,256,0.25,0.3926990816987228,2,5.134854317062219e-05,20.436,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,64,1,64,1.0,1.5707963267948912,4,1.090853070844275e-07,23.569,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,64,2,128,0.5,0.7853981633974456,4,6.8107889064620485e-09,48.856,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,64,4,256,0.25,0.3926990816987228,4,4.255120300572885e-10,95.548,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267948912,1,0.08697527870958695,10.929,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633974456,1,0.04221706502421617,18.875,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.3926990816987228,1,0.020896965766959503,38.094,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267948912,2,0.0032313403119511993,20.242,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633974456,2,0.0008079031301508043,40.559,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.3926990816987228,2,0.00020198000881248228,75.99,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267948912,4,1.7840602062765126e-07,91.701,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633974456,4,1.1187574414764923e-08,193.347,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.3926990816987228,4,6.996743675366385e-10,392.618,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267948912,1,0.13026517610042276,16.048,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974456,1,0.06220922980110962,33.12,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.3926990816987228,1,0.030632918880310795,66.323,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267948912,2,0.0065320660975235895,41.208,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974456,2,0.001633289087702886,77.337,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.3926990816987228,2,0.00040833905283555784,152.013,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267948912,4,3.4556800638317855e-07,191.74,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974456,4,2.166926886658205e-08,372.67,30.99988089120533,13.708687228294792
+B-H,3.2,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.3926990816987228,4,1.3554134018514556e-09,749.017,30.99988089120533,13.708687228294792
+B-H,3.51,hgbs-5,004-008,bk,12,64,1,64,1.0,1.5707963267949077,1,0.04272685052362079,2.189,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,64,2,128,0.5,0.7853981633974538,1,0.02119117175537425,5.612,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,64,4,256,0.25,0.3926990816987269,1,0.010552455071421928,9.085,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,64,1,64,1.0,1.5707963267949077,2,0.0007092777148055907,4.469,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,64,2,128,0.5,0.7853981633974538,2,0.00017729422159520636,10.313,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,64,4,256,0.25,0.3926990816987269,2,4.4321982526469856e-05,17.952,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,64,1,64,1.0,1.5707963267949077,4,1.3020274747615748e-07,19.603,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,64,2,128,0.5,0.7853981633974538,4,8.134580064114926e-09,43.332,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,64,4,256,0.25,0.3926990816987269,4,5.083748320336348e-10,89.335,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267949077,1,0.06300086444560034,6.928,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633974538,1,0.030535329845361815,17.135,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.3926990816987269,1,0.015097333129588079,37.741,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267949077,2,0.0027874976151556195,17.607,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633974538,2,0.000696836787526445,36.494,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.3926990816987269,2,0.00017420683297732526,71.751,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267949077,4,2.594428863435358e-07,88.787,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633974538,4,1.6271944721661556e-08,178.42,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.3926990816987269,4,1.018532849144133e-09,343.642,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267949077,1,0.10127096572417697,18.383,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974538,1,0.04856867388491844,37.458,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.3926990816987269,1,0.023931612183198,72.56,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267949077,2,0.005943716972011249,32.914,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974538,2,0.001485913999468461,66.728,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.3926990816987269,2,0.0003714773893565771,135.762,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267949077,4,5.021447917089257e-07,175.777,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974538,4,3.149181799216492e-08,361.461,30.96061882179537,13.63939017452418
+B-H,3.51,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.3926990816987269,4,1.9712755560953294e-09,719.021,30.96061882179537,13.63939017452418
diff --git a/baseline/state_errors/hgbs-5/bk/state_errors_Be-Be.csv b/baseline/state_errors/hgbs-5/bk/state_errors_Be-Be.csv
new file mode 100644
index 00000000..c4cf19b0
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/bk/state_errors_Be-Be.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Be-Be,1.22,hgbs-5,002-002,bk,4,64,1,64,1.0,1.0260747988992436,1,0.023893089910296643,0.003,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,64,2,128,0.5,0.5130373994496218,1,0.01194297665387907,0.006,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,64,4,256,0.25,0.2565186997248109,1,0.005971042303304329,0.012,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,64,1,64,1.0,1.0260747988992436,2,0.0006884031839409817,0.006,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,64,2,128,0.5,0.5130373994496218,2,0.0001720625698876439,0.012,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,64,4,256,0.25,0.2565186997248109,2,4.301325334161106e-05,0.024,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,64,1,64,1.0,1.0260747988992436,4,7.24390791985545e-08,0.03,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,64,2,128,0.5,0.5130373994496218,4,4.528909490676552e-09,0.059,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,64,4,256,0.25,0.2565186997248109,4,2.830703526010742e-10,0.122,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,256,1,256,1.0,1.0260747988992436,1,0.026078759726155556,0.013,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,256,2,512,0.5,0.5130373994496218,1,0.013009919956781715,0.025,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.2565186997248109,1,0.00650127350117141,0.05,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,256,1,256,1.0,1.0260747988992436,2,0.002026210503953687,0.024,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,256,2,512,0.5,0.5130373994496218,2,0.0005064200375955456,0.048,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.2565186997248109,2,0.00012659671975303208,0.095,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,256,1,256,1.0,1.0260747988992436,4,2.3599756765695074e-07,0.12,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,256,2,512,0.5,0.5130373994496218,4,1.475987885163498e-08,0.237,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.2565186997248109,4,9.22598516487084e-10,0.475,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,512,1,512,1.0,1.0260747988992436,1,0.0066434237691777465,0.024,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.5130373994496218,1,0.002838959515150862,0.049,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.2565186997248109,1,0.001352466601605006,0.098,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,512,1,512,1.0,1.0260747988992436,2,0.003914260494876381,0.047,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.5130373994496218,2,0.0009782984378844553,0.095,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.2565186997248109,2,0.00024455791822045384,0.19,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,512,1,512,1.0,1.0260747988992436,4,4.624178665404565e-07,0.238,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.5130373994496218,4,2.892203495963395e-08,0.478,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.2565186997248109,4,1.8078570987218183e-09,0.955,29.345867149153015,2.0
+Be-Be,1.77,hgbs-5,002-002,bk,4,64,1,64,1.0,0.9088207405458311,1,0.02329225182887646,0.003,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,bk,4,64,2,128,0.5,0.45441037027291553,1,0.011641427806577129,0.006,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,bk,4,64,4,256,0.25,0.22720518513645777,1,0.005820126799827476,0.012,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,bk,4,64,1,64,1.0,0.9088207405458311,2,0.0006998195970340957,0.006,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,bk,4,64,2,128,0.5,0.45441037027291553,2,0.00017489964852577568,0.012,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,bk,4,64,4,256,0.25,0.22720518513645777,2,4.3721459844293825e-05,0.024,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,bk,4,64,1,64,1.0,0.9088207405458311,4,9.1905380313814e-08,0.03,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,bk,4,64,2,128,0.5,0.45441037027291553,4,5.7456325500105814e-09,0.06,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,bk,4,64,4,256,0.25,0.22720518513645777,4,3.5913646646180654e-10,0.12,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,bk,4,256,1,256,1.0,0.9088207405458311,1,0.00682012561839082,0.012,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,bk,4,256,2,512,0.5,0.45441037027291553,1,0.003332341929925031,0.024,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.22720518513645777,1,0.0016563206564130428,0.049,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,bk,4,256,1,256,1.0,0.9088207405458311,2,0.001745113578530692,0.024,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,bk,4,256,2,512,0.5,0.45441037027291553,2,0.00043614938890303086,0.048,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.22720518513645777,2,0.00010902928452691334,0.096,29.522046001751217,2.0
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+Be-Be,5.03,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.785398163397443,4,5.408091564171523e-09,101.722,31.688619503822597,6.453539206627077
+Be-Be,5.03,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.3926990816987215,4,3.3850734050248693e-10,208.879,31.688619503822597,6.453539206627077
+Be-Be,5.58,hgbs-5,004-008,bk,12,64,1,64,1.0,1.570796326794864,1,0.004360254433751426,0.69,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,64,2,128,0.5,0.785398163397432,1,0.0021666507365748415,1.248,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,64,4,256,0.25,0.392699081698716,1,0.0010810292116949778,2.555,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,64,1,64,1.0,1.570796326794864,2,0.0001445905087607061,1.128,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,64,2,128,0.5,0.785398163397432,2,3.6102340150914015e-05,2.868,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,64,4,256,0.25,0.392699081698716,2,9.022760739561173e-06,5.45,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,64,1,64,1.0,1.570796326794864,4,7.526559595688732e-08,6.501,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,64,2,128,0.5,0.785398163397432,4,4.638636075714616e-09,15.013,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,64,4,256,0.25,0.392699081698716,4,2.889340622371582e-10,27.713,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,256,1,256,1.0,1.570796326794864,1,0.004663503134425196,2.67,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,256,2,512,0.5,0.785398163397432,1,0.002249974450882035,5.825,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.392699081698716,1,0.0011122197731089037,11.575,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,256,1,256,1.0,1.570796326794864,2,0.0004250827360152458,5.823,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,256,2,512,0.5,0.785398163397432,2,0.0001061855764944959,11.442,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.392699081698716,2,2.6541085229213764e-05,21.344,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,256,1,256,1.0,1.570796326794864,4,8.837352399163355e-08,28.638,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,256,2,512,0.5,0.785398163397432,4,5.485023174284558e-09,55.079,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.392699081698716,4,3.4222750371022035e-10,115.734,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,512,1,512,1.0,1.570796326794864,1,0.003835938200891915,5.923,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.785398163397432,1,0.0015936675228219277,11.145,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.392699081698716,1,0.0007486745066817376,22.84,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,512,1,512,1.0,1.570796326794864,2,0.0008298146424824433,10.566,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.785398163397432,2,0.00020730016577641568,23.479,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.392699081698716,2,5.181546563887548e-05,45.601,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,512,1,512,1.0,1.570796326794864,4,1.3143304678998892e-07,55.956,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.785398163397432,4,8.169157289831807e-09,114.936,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.392699081698716,4,5.099290276220838e-10,220.932,31.61405561792333,6.3073890774421315
+Be-Be,6.12,hgbs-5,004-008,bk,12,64,1,64,1.0,1.5707963267948986,1,0.004700506942743768,0.554,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,64,2,128,0.5,0.7853981633974493,1,0.002336837843046044,1.498,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,64,4,256,0.25,0.39269908169872464,1,0.0011661517527807557,2.682,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,64,1,64,1.0,1.5707963267948986,2,0.00016596929048506232,1.311,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,64,2,128,0.5,0.7853981633974493,2,4.143415404316771e-05,2.346,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,64,4,256,0.25,0.39269908169872464,2,1.0354911724493743e-05,5.571,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,64,1,64,1.0,1.5707963267948986,4,8.507996999220836e-08,6.747,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,64,2,128,0.5,0.7853981633974493,4,5.261945063675134e-09,12.962,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,64,4,256,0.25,0.39269908169872464,4,3.280334836224734e-10,27.405,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267948986,1,0.004486024713883044,2.956,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633974493,1,0.0021630239478460087,5.001,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.39269908169872464,1,0.0010694706561833476,9.543,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267948986,2,0.00045808841828046993,5.121,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633974493,2,0.00011441930470302391,9.48,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.39269908169872464,2,2.859841486333325e-05,20.614,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267948986,4,9.951320707826941e-08,25.216,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633974493,4,6.210706684860695e-09,48.627,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.39269908169872464,4,3.881442290038819e-10,100.654,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267948986,1,0.006250346660805013,4.749,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974493,1,0.0029035252138041195,9.368,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.39269908169872464,1,0.001417859412425754,19.08,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267948986,2,0.0008947817691123687,10.2,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974493,2,0.00022350608504942247,19.164,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.39269908169872464,2,5.586470953709925e-05,39.276,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267948986,4,1.5707750134791774e-07,48.8,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974493,4,9.817133799190593e-09,97.984,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.39269908169872464,4,6.13809521935561e-10,191.72,31.555329071118102,6.193530124178167
diff --git a/baseline/state_errors/hgbs-5/bk/state_errors_Be-H.csv b/baseline/state_errors/hgbs-5/bk/state_errors_Be-H.csv
new file mode 100644
index 00000000..8da815ee
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/bk/state_errors_Be-H.csv
@@ -0,0 +1,1653 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Be-H,0.8,hgbs-5,001-001,bk,2,64,1,64,1.0,0.3129425895638785,1,5.978733960281817e-16,0.001,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,64,2,128,0.5,0.15647129478193925,1,1.831026719408895e-15,0.001,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,64,4,256,0.25,0.07823564739096962,1,5.515473566030869e-15,0.003,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,64,1,64,1.0,0.3129425895638785,2,1.2658490090568385e-15,0.001,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,64,2,128,0.5,0.15647129478193925,2,6.280369834735101e-16,0.002,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,64,4,256,0.25,0.07823564739096962,2,4.386786067762737e-14,0.004,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,64,1,64,1.0,0.3129425895638785,4,1.7132003985196616e-14,0.005,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,64,2,128,0.5,0.15647129478193925,4,2.6046977375376175e-14,0.011,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,64,4,256,0.25,0.07823564739096962,4,9.837014564089037e-14,0.022,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,256,1,256,1.0,0.3129425895638785,1,1.9327528864636273e-14,0.003,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,256,2,512,0.5,0.15647129478193925,1,2.1411551250149057e-14,0.005,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,256,4,1024,0.25,0.07823564739096962,1,1.460185986575911e-14,0.01,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,256,1,256,1.0,0.3129425895638785,2,1.5105970435123383e-14,0.004,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,256,2,512,0.5,0.15647129478193925,2,2.5034298329113853e-14,0.009,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,256,4,1024,0.25,0.07823564739096962,2,1.6396945454457612e-13,0.017,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,256,1,256,1.0,0.3129425895638785,4,6.260023806825192e-14,0.022,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,256,2,512,0.5,0.15647129478193925,4,1.2607833888863544e-13,0.044,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,256,4,1024,0.25,0.07823564739096962,4,3.9208865338568284e-13,0.086,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,512,1,512,1.0,0.3129425895638785,1,3.1342128871958665e-14,0.005,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,512,2,1024,0.5,0.15647129478193925,1,3.8150985228947143e-14,0.01,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,512,4,2048,0.25,0.07823564739096962,1,1.8637202508158963e-14,0.02,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,512,1,512,1.0,0.3129425895638785,2,2.611550413777496e-14,0.009,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,512,2,1024,0.5,0.15647129478193925,2,4.464159705662674e-14,0.018,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,512,4,2048,0.25,0.07823564739096962,2,3.229376192008921e-13,0.035,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,512,1,512,1.0,0.3129425895638785,4,1.2396732594608825e-13,0.044,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,512,2,1024,0.5,0.15647129478193925,4,2.566054228154859e-13,0.087,15.052722387240184,2.0
+Be-H,0.8,hgbs-5,001-001,bk,2,512,4,2048,0.25,0.07823564739096962,4,7.776995320939104e-13,0.174,15.052722387240184,2.0
+Be-H,1.16,hgbs-5,001-001,bk,2,64,1,64,1.0,0.3220984268980037,1,8.95090418262362e-16,0.001,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,bk,2,64,2,128,0.5,0.16104921344900186,1,1.8311950045725618e-14,0.001,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,bk,2,64,4,256,0.25,0.08052460672450093,1,1.808062193355762e-14,0.003,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,bk,2,64,1,64,1.0,0.3220984268980037,2,1.1331891467359182e-14,0.001,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,bk,2,64,2,128,0.5,0.16104921344900186,2,1.515647586976232e-14,0.002,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,bk,2,64,4,256,0.25,0.08052460672450093,2,2.3093706409668854e-14,0.004,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,bk,2,64,1,64,1.0,0.3220984268980037,4,7.040337303448756e-14,0.005,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,bk,2,64,2,128,0.5,0.16104921344900186,4,7.170158612534406e-14,0.011,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,bk,2,64,4,256,0.25,0.08052460672450093,4,1.343536841641996e-13,0.022,15.241278053141754,2.0
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+Be-H,3.66,hgbs-5,005-007,bk,12,256,1,256,1.0,1.5707963267948952,2,0.0004971690598548689,11.25,19.864351853324163,21.29870948948287
+Be-H,3.66,hgbs-5,005-007,bk,12,256,2,512,0.5,0.7853981633974476,2,0.0001240977690610632,24.104,19.864351853324163,21.29870948948287
+Be-H,3.66,hgbs-5,005-007,bk,12,256,4,1024,0.25,0.3926990816987238,2,3.1012515433326195e-05,48.635,19.864351853324163,21.29870948948287
+Be-H,3.66,hgbs-5,005-007,bk,12,256,1,256,1.0,1.5707963267948952,4,1.2197058719880688e-06,59.826,19.864351853324163,21.29870948948287
+Be-H,3.66,hgbs-5,005-007,bk,12,256,2,512,0.5,0.7853981633974476,4,7.767145420952605e-08,120.31,19.864351853324163,21.29870948948287
+Be-H,3.66,hgbs-5,005-007,bk,12,256,4,1024,0.25,0.3926990816987238,4,4.881114738895401e-09,240.593,19.864351853324163,21.29870948948287
+Be-H,3.66,hgbs-5,005-007,bk,12,512,1,512,1.0,1.5707963267948952,1,0.0046919551981818575,13.166,19.864351853324163,21.29870948948287
+Be-H,3.66,hgbs-5,005-007,bk,12,512,2,1024,0.5,0.7853981633974476,1,0.0018887765085710195,27.932,19.864351853324163,21.29870948948287
+Be-H,3.66,hgbs-5,005-007,bk,12,512,4,2048,0.25,0.3926990816987238,1,0.0008736411404753956,53.9,19.864351853324163,21.29870948948287
+Be-H,3.66,hgbs-5,005-007,bk,12,512,1,512,1.0,1.5707963267948952,2,0.000982094504829465,24.177,19.864351853324163,21.29870948948287
+Be-H,3.66,hgbs-5,005-007,bk,12,512,2,1024,0.5,0.7853981633974476,2,0.0002451803191040979,51.019,19.864351853324163,21.29870948948287
+Be-H,3.66,hgbs-5,005-007,bk,12,512,4,2048,0.25,0.3926990816987238,2,6.127399200855627e-05,107.919,19.864351853324163,21.29870948948287
+Be-H,3.66,hgbs-5,005-007,bk,12,512,1,512,1.0,1.5707963267948952,4,2.0827679161893405e-06,126.39,19.864351853324163,21.29870948948287
+Be-H,3.66,hgbs-5,005-007,bk,12,512,2,1024,0.5,0.7853981633974476,4,1.3568087701710894e-07,249.649,19.864351853324163,21.29870948948287
+Be-H,3.66,hgbs-5,005-007,bk,12,512,4,2048,0.25,0.3926990816987238,4,8.570611578024797e-09,508.866,19.864351853324163,21.29870948948287
+Be-H,4.02,hgbs-5,005-007,bk,12,64,1,64,1.0,1.5707963267948895,1,0.0032424559833280036,1.416,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,64,2,128,0.5,0.7853981633974447,1,0.0015916943434513134,2.252,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,64,4,256,0.25,0.39269908169872236,1,0.0007918652920629459,5.046,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,64,1,64,1.0,1.5707963267948895,2,0.00045273512439003333,1.994,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,64,2,128,0.5,0.7853981633974447,2,0.0001127809790077736,4.841,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,64,4,256,0.25,0.39269908169872236,2,2.8170478208049348e-05,10.33,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,64,1,64,1.0,1.5707963267948895,4,1.487091045080499e-06,12.363,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,64,2,128,0.5,0.7853981633974447,4,9.132890660122212e-08,24.397,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,64,4,256,0.25,0.39269908169872236,4,5.684356846900205e-09,47.643,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,256,1,256,1.0,1.5707963267948895,1,0.004521546357987041,5.164,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,256,2,512,0.5,0.7853981633974447,1,0.0021172868192932655,10.361,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,256,4,1024,0.25,0.39269908169872236,1,0.0010378688002812494,22.353,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,256,1,256,1.0,1.5707963267948895,2,0.0006831813520178411,8.997,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,256,2,512,0.5,0.7853981633974447,2,0.00017041708621840057,21.503,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,256,4,1024,0.25,0.39269908169872236,2,4.258091265889467e-05,41.577,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,256,1,256,1.0,1.5707963267948895,4,1.7743539492283368e-06,53.986,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,256,2,512,0.5,0.7853981633974447,4,1.1228241774041661e-07,104.306,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,256,4,1024,0.25,0.39269908169872236,4,7.041847362983667e-09,208.858,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,512,1,512,1.0,1.5707963267948895,1,0.0054043521096662755,11.033,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,512,2,1024,0.5,0.7853981633974447,1,0.0022658004670964506,21.199,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,512,4,2048,0.25,0.39269908169872236,1,0.001066353363523616,40.489,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,512,1,512,1.0,1.5707963267948895,2,0.0010730557685714663,23.434,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,512,2,1024,0.5,0.7853981633974447,2,0.00026789376751419234,42.266,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,512,4,2048,0.25,0.39269908169872236,2,6.695062045113897e-05,80.058,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,512,1,512,1.0,1.5707963267948895,4,2.3346228516807935e-06,104.103,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,512,2,1024,0.5,0.7853981633974447,4,1.5246490162473235e-07,200.261,19.759565528336307,21.068122502366798
+Be-H,4.02,hgbs-5,005-007,bk,12,512,4,2048,0.25,0.39269908169872236,4,9.635440598970008e-09,415.818,19.759565528336307,21.068122502366798
diff --git a/baseline/state_errors/hgbs-5/bk/state_errors_H-H.csv b/baseline/state_errors/hgbs-5/bk/state_errors_H-H.csv
new file mode 100644
index 00000000..07b979d4
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/bk/state_errors_H-H.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+H-H,0.38,hgbs-5,002-002,bk,4,64,1,64,1.0,1.5707963267948966,1,0.0029188839001689027,0.003,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,64,2,128,0.5,0.7853981633974483,1,0.0012378211218895836,0.006,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,64,4,256,0.25,0.39269908169872414,1,0.0005917698422858577,0.012,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,64,1,64,1.0,1.5707963267948966,2,0.0016682252606997172,0.006,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,64,2,128,0.5,0.7853981633974483,2,0.00039488385251047916,0.012,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,64,4,256,0.25,0.39269908169872414,2,9.745570730785021e-05,0.024,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,64,1,64,1.0,1.5707963267948966,4,3.440467394013221e-05,0.03,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,64,2,128,0.5,0.7853981633974483,4,2.4309209554921585e-06,0.059,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,64,4,256,0.25,0.39269908169872414,4,1.5666539497003786e-07,0.117,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,256,1,256,1.0,1.5707963267948966,1,0.010798785678189343,0.012,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,256,2,512,0.5,0.7853981633974483,1,0.00448050694441204,0.025,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.39269908169872414,1,0.002125925486942383,0.049,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,256,1,256,1.0,1.5707963267948966,2,0.006516039534774214,0.024,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,256,2,512,0.5,0.7853981633974483,2,0.0015427485254559611,0.048,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.39269908169872414,2,0.00038076368572174366,0.095,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,256,1,256,1.0,1.5707963267948966,4,0.00013414345552358945,0.12,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,256,2,512,0.5,0.7853981633974483,4,9.563766413190515e-06,0.238,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.39269908169872414,4,6.173835442321254e-07,0.483,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,512,1,512,1.0,1.5707963267948966,1,0.017120693753508037,0.025,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.7853981633974483,1,0.006415191805535266,0.049,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.39269908169872414,1,0.0029191282633576677,0.098,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,512,1,512,1.0,1.5707963267948966,2,0.012313941227045221,0.048,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.7853981633974483,2,0.0029167912730439696,0.095,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.39269908169872414,2,0.0007199650633943008,0.19,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,512,1,512,1.0,1.5707963267948966,4,0.0002522810340272241,0.238,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.7853981633974483,4,1.8402508890576127e-05,0.479,1.4475922279752902,2.864962637374642
+H-H,0.38,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.39269908169872414,4,1.1928227715513299e-06,0.965,1.4475922279752902,2.864962637374642
+H-H,0.55,hgbs-5,002-002,bk,4,64,1,64,1.0,1.5707963267948961,1,0.014969409529105278,0.003,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,bk,4,64,2,128,0.5,0.7853981633974481,1,0.0069107663854357515,0.006,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,bk,4,64,4,256,0.25,0.39269908169872403,1,0.0033880141649101437,0.013,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,bk,4,64,1,64,1.0,1.5707963267948961,2,0.006446047933422165,0.006,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,bk,4,64,2,128,0.5,0.7853981633974481,2,0.0015380868649473227,0.012,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,bk,4,64,4,256,0.25,0.39269908169872403,2,0.00038028661826876596,0.024,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,bk,4,64,1,64,1.0,1.5707963267948961,4,0.00012272913129906404,0.03,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,bk,4,64,2,128,0.5,0.7853981633974481,4,8.195115389076309e-06,0.06,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,bk,4,64,4,256,0.25,0.39269908169872403,4,5.218432085347734e-07,0.12,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,bk,4,256,1,256,1.0,1.5707963267948961,1,0.020655499973859334,0.012,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,bk,4,256,2,512,0.5,0.7853981633974481,1,0.006094198196706497,0.025,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.39269908169872403,1,0.0023238640995227816,0.05,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,bk,4,256,1,256,1.0,1.5707963267948961,2,0.01901662496987379,0.024,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,bk,4,256,2,512,0.5,0.7853981633974481,2,0.004543710447762224,0.048,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.39269908169872403,2,0.0011237751378134191,0.109,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,bk,4,256,1,256,1.0,1.5707963267948961,4,0.00036643628054319587,0.119,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,bk,4,256,2,512,0.5,0.7853981633974481,4,2.680007593643141e-05,0.239,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.39269908169872403,4,1.7369234356930157e-06,0.479,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,bk,4,512,1,512,1.0,1.5707963267948961,1,0.040830396718240576,0.025,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.7853981633974481,1,0.011780828665195631,0.05,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.39269908169872403,1,0.004377605969942954,0.099,1.5973653024760397,2.570052908675395
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+H-H,1.41,hgbs-5,002-010,bk,12,512,1,512,1.0,1.570796326794902,2,0.0019059585744891229,28.925,25.19136266822199,42.63190452179983
+H-H,1.41,hgbs-5,002-010,bk,12,512,2,1024,0.5,0.785398163397451,2,0.0004759964107944923,55.656,25.19136266822199,42.63190452179983
+H-H,1.41,hgbs-5,002-010,bk,12,512,4,2048,0.25,0.3926990816987255,2,0.00011896826742525549,116.116,25.19136266822199,42.63190452179983
+H-H,1.41,hgbs-5,002-010,bk,12,512,1,512,1.0,1.570796326794902,4,1.3420781953550777e-07,139.232,25.19136266822199,42.63190452179983
+H-H,1.41,hgbs-5,002-010,bk,12,512,2,1024,0.5,0.785398163397451,4,8.393719327992009e-09,309.738,25.19136266822199,42.63190452179983
+H-H,1.41,hgbs-5,002-010,bk,12,512,4,2048,0.25,0.3926990816987255,4,5.246361041047887e-10,641.221,25.19136266822199,42.63190452179983
+H-H,1.58,hgbs-5,002-010,bk,12,64,1,64,1.0,1.5707963267948977,1,0.06046931882689352,3.059,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,64,2,128,0.5,0.7853981633974488,1,0.03024857389107973,5.903,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,64,4,256,0.25,0.3926990816987244,1,0.015125158652579095,13.27,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,64,1,64,1.0,1.5707963267948977,2,0.000876000468070303,5.015,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,64,2,128,0.5,0.7853981633974488,2,0.0002190522119163633,10.897,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,64,4,256,0.25,0.3926990816987244,2,5.4766309117122745e-05,21.175,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,64,1,64,1.0,1.5707963267948977,4,3.3059653046248295e-08,31.548,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,64,2,128,0.5,0.7853981633974488,4,2.0651006661165956e-09,55.353,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,64,4,256,0.25,0.3926990816987244,4,1.2906307518151904e-10,117.448,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,256,1,256,1.0,1.5707963267948977,1,0.09307410202746874,12.24,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,256,2,512,0.5,0.7853981633974488,1,0.046519470691517587,22.952,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,256,4,1024,0.25,0.3926990816987244,1,0.023262515768294377,43.841,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,256,1,256,1.0,1.5707963267948977,2,0.0016853818828257664,23.887,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,256,2,512,0.5,0.7853981633974488,2,0.00042138537275533396,44.34,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,256,4,1024,0.25,0.3926990816987244,2,0.00010534883023938498,94.759,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,256,1,256,1.0,1.5707963267948977,4,8.393918056842212e-08,110.623,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,256,2,512,0.5,0.7853981633974488,4,5.247865805504276e-09,227.605,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,256,4,1024,0.25,0.3926990816987244,4,3.2806400550652266e-10,459.887,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,512,1,512,1.0,1.5707963267948977,1,0.08736811641906359,21.491,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,512,2,1024,0.5,0.7853981633974488,1,0.042656969920233906,50.574,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,512,4,2048,0.25,0.3926990816987244,1,0.021194636769236764,81.231,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,512,1,512,1.0,1.5707963267948977,2,0.0019996253585093135,47.549,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,512,2,1024,0.5,0.7853981633974488,2,0.000499658265569519,93.656,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,512,4,2048,0.25,0.3926990816987244,2,0.00012489908043035935,180.238,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,512,1,512,1.0,1.5707963267948977,4,1.3388087224829857e-07,223.695,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,512,2,1024,0.5,0.7853981633974488,4,8.372334567634267e-09,436.755,25.062943601452975,42.43524825880458
+H-H,1.58,hgbs-5,002-010,bk,12,512,4,2048,0.25,0.3926990816987244,4,5.233731979875495e-10,865.015,25.062943601452975,42.43524825880458
+H-H,1.75,hgbs-5,002-010,bk,12,64,1,64,1.0,1.5707963267948957,1,0.0502980816101716,1.842,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,64,2,128,0.5,0.7853981633974478,1,0.025159077428571403,6.045,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,64,4,256,0.25,0.3926990816987239,1,0.012580570776660608,11.268,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,64,1,64,1.0,1.5707963267948957,2,0.0008838316976468296,5.711,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,64,2,128,0.5,0.7853981633974478,2,0.00022101395746342795,9.943,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,64,4,256,0.25,0.3926990816987239,2,5.525699177531366e-05,24.762,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,64,1,64,1.0,1.5707963267948957,4,3.3986388497789466e-08,27.561,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,64,2,128,0.5,0.7853981633974478,4,2.122717432330338e-09,56.787,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,64,4,256,0.25,0.3926990816987239,4,1.3294309447203242e-10,99.405,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,256,1,256,1.0,1.5707963267948957,1,0.09002743356832026,9.633,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,256,2,512,0.5,0.7853981633974478,1,0.04507251207656052,23.008,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,256,4,1024,0.25,0.3926990816987239,1,0.022548538751159003,42.4,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,256,1,256,1.0,1.5707963267948957,2,0.001837905167484734,21.776,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,256,2,512,0.5,0.7853981633974478,2,0.0004595858435735576,40.998,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,256,4,1024,0.25,0.3926990816987239,2,0.00011490329860997114,87.915,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,256,1,256,1.0,1.5707963267948957,4,8.528367675398896e-08,108.522,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,256,2,512,0.5,0.7853981633974478,4,5.331810396174847e-09,226.283,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,256,4,1024,0.25,0.3926990816987239,4,3.350684947745149e-10,428.158,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,512,1,512,1.0,1.5707963267948957,1,0.10208495090258689,19.463,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,512,2,1024,0.5,0.7853981633974478,1,0.0509234823976855,43.977,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,512,4,2048,0.25,0.3926990816987239,1,0.025454859502147462,90.477,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,512,1,512,1.0,1.5707963267948957,2,0.0022899305552451384,49.887,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,512,2,1024,0.5,0.7853981633974478,2,0.0005725427937574894,87.671,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,512,4,2048,0.25,0.3926990816987239,2,0.00014313946387891846,176.178,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,512,1,512,1.0,1.5707963267948957,4,1.3633670821637423e-07,218.796,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,512,2,1024,0.5,0.7853981633974478,4,8.525654900317393e-09,431.872,24.897379453587465,42.172358441755826
+H-H,1.75,hgbs-5,002-010,bk,12,512,4,2048,0.25,0.3926990816987239,4,5.374335066409847e-10,845.879,24.897379453587465,42.172358441755826
+H-H,1.92,hgbs-5,002-010,bk,12,64,1,64,1.0,1.5707963267949088,1,0.04484609643097157,3.166,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,64,2,128,0.5,0.7853981633974544,1,0.02243251205602641,6.126,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,64,4,256,0.25,0.3926990816987272,1,0.01121749812521514,11.0,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,64,1,64,1.0,1.5707963267949088,2,0.0008686597581594451,5.756,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,64,2,128,0.5,0.7853981633974544,2,0.0002172263359465351,10.46,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,64,4,256,0.25,0.3926990816987272,2,5.431042169227274e-05,23.568,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,64,1,64,1.0,1.5707963267949088,4,3.521289585480433e-08,26.792,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,64,2,128,0.5,0.7853981633974544,4,2.199307347269091e-09,60.426,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,64,4,256,0.25,0.3926990816987272,4,1.3747949689628586e-10,118.623,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,256,1,256,1.0,1.5707963267949088,1,0.0871094828325241,10.504,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,256,2,512,0.5,0.7853981633974544,1,0.043619417222403895,22.466,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,256,4,1024,0.25,0.3926990816987272,1,0.02182053602936297,42.134,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,256,1,256,1.0,1.5707963267949088,2,0.0018854039759167878,23.072,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,256,2,512,0.5,0.7853981633974544,2,0.0004714961990138599,49.337,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,256,4,1024,0.25,0.3926990816987272,2,0.00011788311343135892,99.303,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,256,1,256,1.0,1.5707963267949088,4,8.389115795863963e-08,120.318,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,256,2,512,0.5,0.7853981633974544,4,5.244470569922618e-09,233.293,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,256,4,1024,0.25,0.3926990816987272,4,3.2785304657899037e-10,466.114,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,512,1,512,1.0,1.5707963267949088,1,0.11185867791940632,20.81,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,512,2,1024,0.5,0.7853981633974544,1,0.05603711769642821,43.679,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,512,4,2048,0.25,0.3926990816987272,1,0.028042824582046294,84.577,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,512,1,512,1.0,1.5707963267949088,2,0.0025339838158070613,49.306,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,512,2,1024,0.5,0.7853981633974544,2,0.0006336721720111543,98.69,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,512,4,2048,0.25,0.3926990816987272,2,0.00015842904332371373,178.047,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,512,1,512,1.0,1.5707963267949088,4,1.3404505611600063e-07,233.366,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,512,2,1024,0.5,0.7853981633974544,4,8.381919131591494e-09,462.945,24.73171038950175,41.90883920410505
+H-H,1.92,hgbs-5,002-010,bk,12,512,4,2048,0.25,0.3926990816987272,4,5.239877501926252e-10,966.61,24.73171038950175,41.90883920410505
diff --git a/baseline/state_errors/hgbs-5/bk/state_errors_He-H.csv b/baseline/state_errors/hgbs-5/bk/state_errors_He-H.csv
new file mode 100644
index 00000000..7c8b56f5
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/bk/state_errors_He-H.csv
@@ -0,0 +1,1653 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+He-H,0.47,hgbs-5,001-001,bk,2,64,1,64,1.0,0.16665470337695865,1,7.608268555230076e-15,0.001,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,bk,2,64,2,128,0.5,0.08332735168847932,1,1.3009047469864779e-14,0.001,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,bk,2,64,4,256,0.25,0.04166367584423966,1,3.1755726465393446e-14,0.003,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,bk,2,64,1,64,1.0,0.16665470337695865,2,1.2981541159578806e-14,0.001,2.9881321934877882,2.0
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+He-H,1.92,hgbs-5,003-009,bk,12,256,1,256,1.0,1.5707963267949,2,0.00038246590189837875,28.14,14.297908793479628,27.944513838666495
+He-H,1.92,hgbs-5,003-009,bk,12,256,2,512,0.5,0.78539816339745,2,9.553088291237018e-05,58.072,14.297908793479628,27.944513838666495
+He-H,1.92,hgbs-5,003-009,bk,12,256,4,1024,0.25,0.392699081698725,2,2.3877366231513877e-05,116.326,14.297908793479628,27.944513838666495
+He-H,1.92,hgbs-5,003-009,bk,12,256,1,256,1.0,1.5707963267949,4,4.5009670893665094e-08,145.717,14.297908793479628,27.944513838666495
+He-H,1.92,hgbs-5,003-009,bk,12,256,2,512,0.5,0.78539816339745,4,2.805574306574694e-09,290.129,14.297908793479628,27.944513838666495
+He-H,1.92,hgbs-5,003-009,bk,12,256,4,1024,0.25,0.392699081698725,4,1.751148424638661e-10,562.065,14.297908793479628,27.944513838666495
+He-H,1.92,hgbs-5,003-009,bk,12,512,1,512,1.0,1.5707963267949,1,0.010569565968230565,25.279,14.297908793479628,27.944513838666495
+He-H,1.92,hgbs-5,003-009,bk,12,512,2,1024,0.5,0.78539816339745,1,0.0046149183210134875,52.311,14.297908793479628,27.944513838666495
+He-H,1.92,hgbs-5,003-009,bk,12,512,4,2048,0.25,0.392699081698725,1,0.0022148384721185285,107.776,14.297908793479628,27.944513838666495
+He-H,1.92,hgbs-5,003-009,bk,12,512,1,512,1.0,1.5707963267949,2,0.0005581158826604965,51.952,14.297908793479628,27.944513838666495
+He-H,1.92,hgbs-5,003-009,bk,12,512,2,1024,0.5,0.78539816339745,2,0.0001392673933152364,105.474,14.297908793479628,27.944513838666495
+He-H,1.92,hgbs-5,003-009,bk,12,512,4,2048,0.25,0.392699081698725,2,3.480047457593404e-05,231.492,14.297908793479628,27.944513838666495
+He-H,1.92,hgbs-5,003-009,bk,12,512,1,512,1.0,1.5707963267949,4,4.382840151518687e-08,267.901,14.297908793479628,27.944513838666495
+He-H,1.92,hgbs-5,003-009,bk,12,512,2,1024,0.5,0.78539816339745,4,2.73190896146611e-09,537.876,14.297908793479628,27.944513838666495
+He-H,1.92,hgbs-5,003-009,bk,12,512,4,2048,0.25,0.392699081698725,4,1.7049630494830438e-10,1016.858,14.297908793479628,27.944513838666495
+He-H,2.13,hgbs-5,003-009,bk,12,64,1,64,1.0,1.5707963267949057,1,0.016599046561122124,3.272,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,64,2,128,0.5,0.7853981633974528,1,0.008296026094917077,6.906,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,64,4,256,0.25,0.3926990816987264,1,0.0041475861038431,14.253,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,64,1,64,1.0,1.5707963267949057,2,0.0002992718884873288,7.497,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,64,2,128,0.5,0.7853981633974528,2,7.482212539538957e-05,17.164,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,64,4,256,0.25,0.3926990816987264,2,1.870579157070642e-05,31.206,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,64,1,64,1.0,1.5707963267949057,4,3.3277108113218946e-08,39.738,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,64,2,128,0.5,0.7853981633974528,4,2.0742496635726275e-09,71.882,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,64,4,256,0.25,0.3926990816987264,4,1.296574521016034e-10,145.537,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,256,1,256,1.0,1.5707963267949057,1,0.016323910619426268,14.829,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,256,2,512,0.5,0.7853981633974528,1,0.008029689849634482,32.626,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,256,4,1024,0.25,0.3926990816987264,1,0.0039977293766057945,61.037,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,256,1,256,1.0,1.5707963267949057,2,0.0004917207022231293,30.33,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,256,2,512,0.5,0.7853981633974528,2,0.00012281770721471295,55.557,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,256,4,1024,0.25,0.3926990816987264,2,3.069738745261339e-05,116.632,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,256,1,256,1.0,1.5707963267949057,4,4.251119809628423e-08,142.624,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,256,2,512,0.5,0.7853981633974528,4,2.651071456874578e-09,283.78,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,256,4,1024,0.25,0.3926990816987264,4,1.6701275928683715e-10,540.099,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,512,1,512,1.0,1.5707963267949057,1,0.01225782663367614,26.112,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,512,2,1024,0.5,0.7853981633974528,1,0.005369935316052276,56.314,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,512,4,2048,0.25,0.3926990816987264,1,0.002580700358987426,115.706,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,512,1,512,1.0,1.5707963267949057,2,0.0008115425845753779,58.584,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,512,2,1024,0.5,0.7853981633974528,2,0.00020260157256352123,103.048,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,512,4,2048,0.25,0.3926990816987264,2,5.063260755322656e-05,223.157,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,512,1,512,1.0,1.5707963267949057,4,4.5233353703900687e-08,255.886,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,512,2,1024,0.5,0.7853981633974528,4,2.8200327439661698e-09,509.789,14.110732423220915,27.57788112118852
+He-H,2.13,hgbs-5,003-009,bk,12,512,4,2048,0.25,0.3926990816987264,4,1.8128985268154122e-10,1028.023,14.110732423220915,27.57788112118852
+He-H,2.34,hgbs-5,003-009,bk,12,64,1,64,1.0,1.5707963267948828,1,0.016474847108291783,3.105,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,64,2,128,0.5,0.7853981633974414,1,0.008236918969497138,6.637,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,64,4,256,0.25,0.3926990816987207,1,0.004118427567516078,12.669,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,64,1,64,1.0,1.5707963267948828,2,0.0003044275893970778,7.52,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,64,2,128,0.5,0.7853981633974414,2,7.611579843738257e-05,12.004,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,64,4,256,0.25,0.3926990816987207,2,1.9029506645871036e-05,25.963,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,64,1,64,1.0,1.5707963267948828,4,3.342144799057389e-08,30.395,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,64,2,128,0.5,0.7853981633974414,4,2.0836078435610435e-09,62.896,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,64,4,256,0.25,0.3926990816987207,4,1.3021439910319525e-10,130.088,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,256,1,256,1.0,1.5707963267948828,1,0.016210543731606776,11.987,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,256,2,512,0.5,0.7853981633974414,1,0.008022348225323401,25.431,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,256,4,1024,0.25,0.3926990816987207,1,0.004000623915207352,50.627,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,256,1,256,1.0,1.5707963267948828,2,0.0004192703577164743,28.323,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,256,2,512,0.5,0.7853981633974414,2,0.00010472438596481895,49.127,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,256,4,1024,0.25,0.3926990816987207,2,2.6175264383980165e-05,98.579,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,256,1,256,1.0,1.5707963267948828,4,3.253699922808033e-08,122.342,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,256,2,512,0.5,0.7853981633974414,4,2.0287771262894236e-09,239.523,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,256,4,1024,0.25,0.3926990816987207,4,1.2791749222121623e-10,483.884,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,512,1,512,1.0,1.5707963267948828,1,0.011984240792381645,24.7,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,512,2,1024,0.5,0.7853981633974414,1,0.005493461873846608,47.15,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,512,4,2048,0.25,0.3926990816987207,1,0.002679808364715667,95.843,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,512,1,512,1.0,1.5707963267948828,2,0.0006206171075776826,49.309,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,512,2,1024,0.5,0.7853981633974414,2,0.00015486851249666862,94.363,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,512,4,2048,0.25,0.3926990816987207,2,3.869923891861968e-05,195.677,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,512,1,512,1.0,1.5707963267948828,4,4.175236364673358e-08,248.018,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,512,2,1024,0.5,0.7853981633974414,4,2.6034573491913065e-09,487.561,13.850179808426013,27.062546601225826
+He-H,2.34,hgbs-5,003-009,bk,12,512,4,2048,0.25,0.3926990816987207,4,1.6650129922483346e-10,972.003,13.850179808426013,27.062546601225826
diff --git a/baseline/state_errors/hgbs-5/bk/state_errors_He-He.csv b/baseline/state_errors/hgbs-5/bk/state_errors_He-He.csv
new file mode 100644
index 00000000..88699d92
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/bk/state_errors_He-He.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+He-He,0.55,hgbs-5,002-002,bk,4,64,1,64,1.0,1.5082375852511252,1,0.011993140097193713,0.003,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,bk,4,64,2,128,0.5,0.7541187926255626,1,0.005884388758891973,0.006,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,bk,4,64,4,256,0.25,0.3770593963127813,1,0.002928656011353212,0.012,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,bk,4,64,1,64,1.0,1.5082375852511252,2,0.0026617124814246047,0.006,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,bk,4,64,2,128,0.5,0.7541187926255626,2,0.0006530293390340016,0.012,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,bk,4,64,4,256,0.25,0.3770593963127813,2,0.000162507864847056,0.024,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,bk,4,64,1,64,1.0,1.5082375852511252,4,2.2086293443979593e-05,0.03,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,bk,4,64,2,128,0.5,0.7541187926255626,4,1.3694481104104497e-06,0.059,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,bk,4,64,4,256,0.25,0.3770593963127813,4,8.546544751432707e-08,0.118,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,bk,4,256,1,256,1.0,1.5082375852511252,1,0.013716800172575632,0.012,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,bk,4,256,2,512,0.5,0.7541187926255626,1,0.0064870850951094985,0.024,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.3770593963127813,1,0.003197669408985952,0.049,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,bk,4,256,1,256,1.0,1.5082375852511252,2,0.0051185319615767505,0.024,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,bk,4,256,2,512,0.5,0.7541187926255626,2,0.001255670071842553,0.047,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.3770593963127813,2,0.000312469060817259,0.094,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,bk,4,256,1,256,1.0,1.5082375852511252,4,4.783181632450263e-05,0.119,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,bk,4,256,2,512,0.5,0.7541187926255626,4,3.1360002200279666e-06,0.237,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.3770593963127813,4,1.9835598939920887e-07,0.472,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,bk,4,512,1,512,1.0,1.5082375852511252,1,0.009488863384934001,0.024,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.7541187926255626,1,0.0027805528636022426,0.048,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.3770593963127813,1,0.0010256060107042971,0.098,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,bk,4,512,1,512,1.0,1.5082375852511252,2,0.008801749604189113,0.047,5.400718320802573,2.0
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+He-He,2.76,hgbs-5,004-008,bk,12,256,2,512,0.5,0.78539816339745,1,0.00231359989628058,18.194,13.7545773656541,21.972455931711536
+He-He,2.76,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.392699081698725,1,0.0011608409814763028,31.017,13.7545773656541,21.972455931711536
+He-He,2.76,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267949,2,0.00025445498866068694,13.938,13.7545773656541,21.972455931711536
+He-He,2.76,hgbs-5,004-008,bk,12,256,2,512,0.5,0.78539816339745,2,6.342851957727349e-05,34.038,13.7545773656541,21.972455931711536
+He-He,2.76,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.392699081698725,2,1.5845590111552825e-05,65.529,13.7545773656541,21.972455931711536
+He-He,2.76,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267949,4,1.9554773047243887e-07,78.865,13.7545773656541,21.972455931711536
+He-He,2.76,hgbs-5,004-008,bk,12,256,2,512,0.5,0.78539816339745,4,1.2215397492118752e-08,162.582,13.7545773656541,21.972455931711536
+He-He,2.76,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.392699081698725,4,7.639561808920508e-10,317.497,13.7545773656541,21.972455931711536
+He-He,2.76,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267949,1,0.004491185895837935,16.347,13.7545773656541,21.972455931711536
+He-He,2.76,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.78539816339745,1,0.002265602107691637,31.467,13.7545773656541,21.972455931711536
+He-He,2.76,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.392699081698725,1,0.0011396332645778925,61.783,13.7545773656541,21.972455931711536
+He-He,2.76,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267949,2,0.0004405484004474611,31.951,13.7545773656541,21.972455931711536
+He-He,2.76,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.78539816339745,2,0.00010982163471856973,55.575,13.7545773656541,21.972455931711536
+He-He,2.76,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.392699081698725,2,2.7435752450663162e-05,119.944,13.7545773656541,21.972455931711536
+He-He,2.76,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267949,4,3.1424502015152047e-07,148.298,13.7545773656541,21.972455931711536
+He-He,2.76,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.78539816339745,4,1.9677699702487796e-08,302.081,13.7545773656541,21.972455931711536
+He-He,2.76,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.392699081698725,4,1.231052279633225e-09,594.739,13.7545773656541,21.972455931711536
diff --git a/baseline/state_errors/hgbs-5/bk/state_errors_Li-H.csv b/baseline/state_errors/hgbs-5/bk/state_errors_Li-H.csv
new file mode 100644
index 00000000..f4528b78
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/bk/state_errors_Li-H.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Li-H,0.99,hgbs-5,002-002,bk,4,64,1,64,1.0,1.395610304298943,1,0.005252117484770054,0.006,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,64,2,128,0.5,0.6978051521494715,1,0.0026155527337180756,0.012,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,64,4,256,0.25,0.34890257607473574,1,0.0013100314612608903,0.024,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,64,1,64,1.0,1.395610304298943,2,0.001138580145018027,0.012,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,64,2,128,0.5,0.6978051521494715,2,0.00028010199125454263,0.023,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,64,4,256,0.25,0.34890257607473574,2,6.974942919193622e-05,0.045,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,64,1,64,1.0,1.395610304298943,4,9.221018157853802e-06,0.057,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,64,2,128,0.5,0.6978051521494715,4,5.615367332948354e-07,0.112,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,64,4,256,0.25,0.34890257607473574,4,3.487833965773912e-08,0.225,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,256,1,256,1.0,1.395610304298943,1,0.005010487494045759,0.023,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,256,2,512,0.5,0.6978051521494715,1,0.0025494880395176616,0.046,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.34890257607473574,1,0.0012939168276331515,0.093,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,256,1,256,1.0,1.395610304298943,2,0.001225818857337005,0.045,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,256,2,512,0.5,0.6978051521494715,2,0.00029797537159052475,0.09,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.34890257607473574,2,7.397102157990173e-05,0.179,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,256,1,256,1.0,1.395610304298943,4,1.1744487269229548e-05,0.226,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,256,2,512,0.5,0.6978051521494715,4,7.474157036535468e-07,0.456,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.34890257607473574,4,4.6950449782675014e-08,0.907,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,512,1,512,1.0,1.395610304298943,1,0.002702037696301034,0.045,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.6978051521494715,1,0.0015097283002009653,0.092,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.34890257607473574,1,0.0007915343555656331,0.183,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,512,1,512,1.0,1.395610304298943,2,0.0018751149458291745,0.091,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.6978051521494715,2,0.00047344751285148415,0.182,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.34890257607473574,2,0.00011862000935514436,0.363,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,512,1,512,1.0,1.395610304298943,4,1.9424458819594093e-05,0.453,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.6978051521494715,4,1.2745630901686652e-06,0.931,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.34890257607473574,4,8.062654687575286e-08,1.823,8.412017866530181,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,64,1,64,1.0,1.351103610688643,1,0.007742240862933764,0.006,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,64,2,128,0.5,0.6755518053443215,1,0.0038652901158061025,0.012,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,64,4,256,0.25,0.33777590267216073,1,0.001938821235784924,0.023,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,64,1,64,1.0,1.351103610688643,2,0.001526373133886107,0.011,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,64,2,128,0.5,0.6755518053443215,2,0.00037492948481526213,0.023,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,64,4,256,0.25,0.33777590267216073,2,9.332590269639697e-05,0.045,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,64,1,64,1.0,1.351103610688643,4,1.0920989702952071e-05,0.057,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,64,2,128,0.5,0.6755518053443215,4,6.707337778294216e-07,0.113,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,64,4,256,0.25,0.33777590267216073,4,4.175038788810608e-08,0.23,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,256,1,256,1.0,1.351103610688643,1,0.004279110737695653,0.023,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,256,2,512,0.5,0.6755518053443215,1,0.0023028679350629005,0.046,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.33777590267216073,1,0.0011891333649910417,0.092,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,256,1,256,1.0,1.351103610688643,2,0.0019842494931874848,0.045,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,256,2,512,0.5,0.6755518053443215,2,0.0005003654522836073,0.091,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.33777590267216073,2,0.0001253359877012067,0.183,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,256,1,256,1.0,1.351103610688643,4,1.7040304676269192e-05,0.226,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,256,2,512,0.5,0.6755518053443215,4,1.1023972951427488e-06,0.454,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.33777590267216073,4,6.950101644180058e-08,0.935,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,512,1,512,1.0,1.351103610688643,1,0.006021449440784466,0.046,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.6755518053443215,1,0.0034093238652427235,0.092,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.33777590267216073,1,0.0018074460484191332,0.184,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,512,1,512,1.0,1.351103610688643,2,0.003345152635792108,0.091,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.6755518053443215,2,0.0008303074041856063,0.181,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.33777590267216073,2,0.00020711318225059204,0.364,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,512,1,512,1.0,1.351103610688643,4,3.0910051288009274e-05,0.454,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.6755518053443215,4,2.017199786214152e-06,0.912,8.504125249578077,2.0
+Li-H,1.43,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.33777590267216073,4,1.2743307831253516e-07,1.824,8.504125249578077,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,64,1,64,1.0,1.297130178031556,1,0.008449206131759613,0.006,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,64,2,128,0.5,0.648565089015778,1,0.004301701230988272,0.012,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,64,4,256,0.25,0.324282544507889,1,0.0021711487388665586,0.023,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,64,1,64,1.0,1.297130178031556,2,0.0019227923571804868,0.011,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,64,2,128,0.5,0.648565089015778,2,0.0004796257418522349,0.023,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,64,4,256,0.25,0.324282544507889,2,0.00011983501950113785,0.045,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,64,1,64,1.0,1.297130178031556,4,1.1178204436589883e-05,0.057,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,64,2,128,0.5,0.648565089015778,4,7.010411877336881e-07,0.114,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,64,4,256,0.25,0.324282544507889,4,4.3862032316508124e-08,0.225,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,256,1,256,1.0,1.297130178031556,1,0.0035823208926945723,0.023,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,256,2,512,0.5,0.648565089015778,1,0.0014563737290998321,0.046,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.324282544507889,1,0.0006835564730793724,0.092,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,256,1,256,1.0,1.297130178031556,2,0.0031075632468879496,0.046,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,256,2,512,0.5,0.648565089015778,2,0.0007913760582698697,0.091,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.324282544507889,2,0.0001987383757648655,0.185,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,256,1,256,1.0,1.297130178031556,4,2.4230532836236156e-05,0.227,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,256,2,512,0.5,0.648565089015778,4,1.5773387502735305e-06,0.459,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.324282544507889,4,9.957385178340423e-08,0.915,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,512,1,512,1.0,1.297130178031556,1,0.00504445845139463,0.046,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.648565089015778,1,0.0014072946900112657,0.092,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.324282544507889,1,0.0004959642310882454,0.203,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,512,1,512,1.0,1.297130178031556,2,0.006197220270528641,0.092,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.648565089015778,2,0.0015807540297552356,0.182,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.324282544507889,2,0.0003970100798145356,0.369,8.505227579986686,2.0
+Li-H,1.87,hgbs-5,002-002,bk,4,512,1,512,1.0,1.297130178031556,4,4.845965647469772e-05,0.463,8.505227579986686,2.0
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+Li-H,4.51,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633974488,4,1.7479599136343684e-07,145.764,12.382985110781412,15.116010921333155
+Li-H,4.51,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.3926990816987244,4,1.0881641133669776e-08,288.469,12.382985110781412,15.116010921333155
+Li-H,4.51,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267948977,1,0.014082201074983465,15.157,12.382985110781412,15.116010921333155
+Li-H,4.51,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974488,1,0.006983561547918242,30.342,12.382985110781412,15.116010921333155
+Li-H,4.51,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.3926990816987244,1,0.003483559066193378,56.982,12.382985110781412,15.116010921333155
+Li-H,4.51,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267948977,2,0.0014973930969504258,28.643,12.382985110781412,15.116010921333155
+Li-H,4.51,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974488,2,0.0003732718150662581,59.94,12.382985110781412,15.116010921333155
+Li-H,4.51,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.3926990816987244,2,9.325325901555099e-05,114.437,12.382985110781412,15.116010921333155
+Li-H,4.51,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267948977,4,3.4929862961350765e-06,141.904,12.382985110781412,15.116010921333155
+Li-H,4.51,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974488,4,2.1885913559029062e-07,268.741,12.382985110781412,15.116010921333155
+Li-H,4.51,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.3926990816987244,4,1.3694462133712222e-08,572.055,12.382985110781412,15.116010921333155
+Li-H,4.95,hgbs-5,004-008,bk,12,64,1,64,1.0,1.5707963267948957,1,0.013767152755283653,2.175,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,64,2,128,0.5,0.7853981633974478,1,0.006879923003582799,3.671,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,64,4,256,0.25,0.3926990816987239,1,0.0034391570607373,7.338,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,64,1,64,1.0,1.5707963267948957,2,0.0001988664824527575,3.597,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,64,2,128,0.5,0.7853981633974478,2,4.924731056128092e-05,7.504,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,64,4,256,0.25,0.3926990816987239,2,1.228370022071005e-05,16.162,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,64,1,64,1.0,1.5707963267948957,4,1.1844344860677745e-06,17.478,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,64,2,128,0.5,0.7853981633974478,4,7.1987333145358e-08,35.846,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,64,4,256,0.25,0.3926990816987239,4,4.46907113517547e-09,71.204,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267948957,1,0.0251479953896394,6.824,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633974478,1,0.012628740320018527,15.257,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.3926990816987239,1,0.006329089750081317,31.816,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267948957,2,0.0007025579216463724,15.896,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633974478,2,0.00017494055913672417,30.548,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.3926990816987239,2,4.369319644616436e-05,60.769,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267948957,4,2.111315943785766e-06,83.792,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633974478,4,1.3063053598476332e-07,155.125,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.3926990816987239,4,8.147386976592206e-09,304.962,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267948957,1,0.021243596853544985,14.964,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974478,1,0.010598771268719378,29.41,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.3926990816987239,1,0.005299846192844296,57.462,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267948957,2,0.0013145487256497575,30.267,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974478,2,0.0003277613678143128,58.391,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.3926990816987239,2,8.18875921996391e-05,116.711,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267948957,4,2.7643646701280952e-06,145.732,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974478,4,1.7604906576496243e-07,294.412,12.590783544522317,15.525502608150791
+Li-H,4.95,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.3926990816987239,4,1.1058845229530722e-08,609.662,12.590783544522317,15.525502608150791
diff --git a/baseline/state_errors/hgbs-5/bk/state_errors_Li-Li.csv b/baseline/state_errors/hgbs-5/bk/state_errors_Li-Li.csv
new file mode 100644
index 00000000..78544c60
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/bk/state_errors_Li-Li.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Li-Li,1.6,hgbs-5,002-002,bk,4,64,1,64,1.0,0.7521689758845226,1,0.014513039614247221,0.003,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,64,2,128,0.5,0.3760844879422613,1,0.007226954922188738,0.006,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,64,4,256,0.25,0.18804224397113065,1,0.0036097976210195345,0.012,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,64,1,64,1.0,0.7521689758845226,2,0.0014464816240677498,0.006,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,64,2,128,0.5,0.3760844879422613,2,0.0003605707786153931,0.012,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,64,4,256,0.25,0.18804224397113065,2,9.007740561220281e-05,0.024,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,64,1,64,1.0,0.7521689758845226,4,1.926699659108816e-06,0.03,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,64,2,128,0.5,0.3760844879422613,4,1.2079481495491223e-07,0.058,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,64,4,256,0.25,0.18804224397113065,4,7.555650234422414e-09,0.118,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,256,1,256,1.0,0.7521689758845226,1,0.0061446946126420396,0.012,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,256,2,512,0.5,0.3760844879422613,1,0.002610614106064563,0.024,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.18804224397113065,1,0.0012413486930400214,0.049,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,256,1,256,1.0,0.7521689758845226,2,0.003692443633468979,0.023,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,256,2,512,0.5,0.3760844879422613,2,0.0009205451757385051,0.047,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.18804224397113065,2,0.00022997667203781668,0.094,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,256,1,256,1.0,0.7521689758845226,4,5.78786852278323e-06,0.118,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,256,2,512,0.5,0.3760844879422613,4,3.650528063615458e-07,0.235,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.18804224397113065,4,2.2867633049598612e-08,0.47,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,512,1,512,1.0,0.7521689758845226,1,0.012028732594776124,0.024,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.3760844879422613,1,0.005071139600063066,0.049,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.18804224397113065,1,0.0024041724002682287,0.097,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,512,1,512,1.0,0.7521689758845226,2,0.0073823190246033715,0.047,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.3760844879422613,2,0.0018404660784181882,0.093,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.18804224397113065,2,0.00045979823776674393,0.188,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,512,1,512,1.0,0.7521689758845226,4,1.1573666427855443e-05,0.234,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.3760844879422613,4,7.299785778982492e-07,0.472,15.087429514768717,2.0
+Li-Li,1.6,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.18804224397113065,4,4.572734720609483e-08,0.944,15.087429514768717,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,64,1,64,1.0,0.7297811480497808,1,0.01732478366459719,0.003,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,64,2,128,0.5,0.3648905740248904,1,0.008639843812485604,0.006,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,64,4,256,0.25,0.1824452870124452,1,0.004317115176943435,0.012,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,64,1,64,1.0,0.7297811480497808,2,0.0014458123773554326,0.006,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,64,2,128,0.5,0.3648905740248904,2,0.00036059608125937984,0.012,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,64,4,256,0.25,0.1824452870124452,2,9.009567547736385e-05,0.024,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,64,1,64,1.0,0.7297811480497808,4,1.6138168314885767e-06,0.03,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,64,2,128,0.5,0.3648905740248904,4,1.0091782973332886e-07,0.059,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,64,4,256,0.25,0.1824452870124452,4,6.308271034727886e-09,0.119,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,256,1,256,1.0,0.7297811480497808,1,0.011159062237443102,0.012,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,256,2,512,0.5,0.3648905740248904,1,0.005421779250278071,0.024,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.1824452870124452,1,0.002690931065580058,0.048,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,256,1,256,1.0,0.7297811480497808,2,0.0029677889109090264,0.024,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,256,2,512,0.5,0.3648905740248904,2,0.0007400903109349378,0.047,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.1824452870124452,2,0.00018490699625008886,0.094,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,256,1,256,1.0,0.7297811480497808,4,4.063795425038545e-06,0.127,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,256,2,512,0.5,0.3648905740248904,4,2.559402440250943e-07,0.236,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.1824452870124452,4,1.6026837776696333e-08,0.471,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,512,1,512,1.0,0.7297811480497808,1,0.017953943265436492,0.024,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.3648905740248904,1,0.008605897446979876,0.049,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.1824452870124452,1,0.004255582879818821,0.098,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,512,1,512,1.0,0.7297811480497808,2,0.00585707420804631,0.048,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.3648905740248904,2,0.0014607098126354998,0.095,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.1824452870124452,2,0.000364955854485225,0.188,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,512,1,512,1.0,0.7297811480497808,4,8.06967899422544e-06,0.238,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.3648905740248904,4,5.083188687691435e-07,0.473,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.1824452870124452,4,3.183196660709937e-08,0.947,15.160373092959397,2.0
+Li-Li,3.01,hgbs-5,002-002,bk,4,64,1,64,1.0,0.7066318615442316,1,0.02483985595799293,0.003,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,bk,4,64,2,128,0.5,0.3533159307721158,1,0.01239587464976651,0.006,15.17945690199499,2.0
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+Li-Li,7.27,hgbs-5,004-008,bk,12,64,4,256,0.25,0.39269908169872125,2,1.040338909768231e-05,7.199,17.168064372685585,10.346434932020678
+Li-Li,7.27,hgbs-5,004-008,bk,12,64,1,64,1.0,1.570796326794885,4,2.0979556356558464e-06,8.221,17.168064372685585,10.346434932020678
+Li-Li,7.27,hgbs-5,004-008,bk,12,64,2,128,0.5,0.7853981633974425,4,1.2449871444785094e-07,17.21,17.168064372685585,10.346434932020678
+Li-Li,7.27,hgbs-5,004-008,bk,12,64,4,256,0.25,0.39269908169872125,4,7.686302525621918e-09,35.982,17.168064372685585,10.346434932020678
+Li-Li,7.27,hgbs-5,004-008,bk,12,256,1,256,1.0,1.570796326794885,1,0.02328463836327528,3.716,17.168064372685585,10.346434932020678
+Li-Li,7.27,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633974425,1,0.011671837686894889,7.628,17.168064372685585,10.346434932020678
+Li-Li,7.27,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.39269908169872125,1,0.0058429923189261095,13.669,17.168064372685585,10.346434932020678
+Li-Li,7.27,hgbs-5,004-008,bk,12,256,1,256,1.0,1.570796326794885,2,0.0003608950380693979,7.22,17.168064372685585,10.346434932020678
+Li-Li,7.27,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633974425,2,8.836798443642215e-05,15.124,17.168064372685585,10.346434932020678
+Li-Li,7.27,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.39269908169872125,2,2.198330361761633e-05,28.821,17.168064372685585,10.346434932020678
+Li-Li,7.27,hgbs-5,004-008,bk,12,256,1,256,1.0,1.570796326794885,4,3.6963602164122687e-06,36.556,17.168064372685585,10.346434932020678
+Li-Li,7.27,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633974425,4,2.2391190545420914e-07,73.439,17.168064372685585,10.346434932020678
+Li-Li,7.27,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.39269908169872125,4,1.3903973903864505e-08,146.084,17.168064372685585,10.346434932020678
+Li-Li,7.27,hgbs-5,004-008,bk,12,512,1,512,1.0,1.570796326794885,1,0.0164505304524732,7.677,17.168064372685585,10.346434932020678
+Li-Li,7.27,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974425,1,0.008240773069649342,15.331,17.168064372685585,10.346434932020678
+Li-Li,7.27,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.39269908169872125,1,0.004124222566348104,29.614,17.168064372685585,10.346434932020678
+Li-Li,7.27,hgbs-5,004-008,bk,12,512,1,512,1.0,1.570796326794885,2,0.0005708466993684464,14.54,17.168064372685585,10.346434932020678
+Li-Li,7.27,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974425,2,0.00014033667510469463,29.388,17.168064372685585,10.346434932020678
+Li-Li,7.27,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.39269908169872125,2,3.494526057643225e-05,58.442,17.168064372685585,10.346434932020678
+Li-Li,7.27,hgbs-5,004-008,bk,12,512,1,512,1.0,1.570796326794885,4,4.633821716052736e-06,74.242,17.168064372685585,10.346434932020678
+Li-Li,7.27,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974425,4,2.9136271384023284e-07,149.685,17.168064372685585,10.346434932020678
+Li-Li,7.27,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.39269908169872125,4,1.8268332939146455e-08,293.35,17.168064372685585,10.346434932020678
+Li-Li,7.98,hgbs-5,004-008,bk,12,64,1,64,1.0,1.5707963267948994,1,0.013076193076584516,0.921,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,64,2,128,0.5,0.7853981633974497,1,0.006519899016876062,1.777,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,64,4,256,0.25,0.39269908169872486,1,0.00325515655060641,3.714,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,64,1,64,1.0,1.5707963267948994,2,0.00020993872414479608,1.865,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,64,2,128,0.5,0.7853981633974497,2,5.125698197617634e-05,3.142,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,64,4,256,0.25,0.39269908169872486,2,1.274141927165933e-05,7.168,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,64,1,64,1.0,1.5707963267948994,4,2.1781376203939093e-06,8.721,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,64,2,128,0.5,0.7853981633974497,4,1.3022073295509592e-07,18.06,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,64,4,256,0.25,0.39269908169872486,4,8.05226251647356e-09,35.859,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267948994,1,0.06679586290192935,3.773,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633974497,1,0.0335101165637193,7.644,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.39269908169872486,1,0.01677810637902082,14.184,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267948994,2,0.0008454143127877448,6.385,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633974497,2,0.0002107234122072167,14.117,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.39269908169872486,2,5.264410952454422e-05,26.237,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267948994,4,3.523229019831363e-06,34.357,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633974497,4,2.1520758062906883e-07,67.621,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.39269908169872486,4,1.3386886396473398e-08,144.134,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267948994,1,0.13734230580901205,7.384,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974497,1,0.06898163215958822,14.627,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.39269908169872486,1,0.03454310282388459,29.47,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267948994,2,0.0017444378734977532,13.931,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974497,2,0.0004361644687999674,29.349,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.39269908169872486,2,0.00010904494253481111,57.382,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267948994,4,2.970227778676101e-06,71.517,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633974497,4,1.9970997256421146e-07,136.195,17.82572247748205,11.840124017148447
+Li-Li,7.98,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.39269908169872486,4,1.2710208962142049e-08,274.916,17.82572247748205,11.840124017148447
diff --git a/baseline/state_errors/hgbs-5/jw/state_errors_B-B.csv b/baseline/state_errors/hgbs-5/jw/state_errors_B-B.csv
new file mode 100644
index 00000000..1386b3d5
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/jw/state_errors_B-B.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+B-B,1.02,hgbs-5,002-002,jw,4,64,1,64,1.0,1.5237659331453606,1,0.006830008262504536,0.003,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7618829665726803,1,0.00334070567024756,0.007,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,64,4,256,0.25,0.38094148328634014,1,0.0016609814924744668,0.014,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,64,1,64,1.0,1.5237659331453606,2,0.0015515197194725906,0.007,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7618829665726803,2,0.00038707989895509946,0.013,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,64,4,256,0.25,0.38094148328634014,2,9.672013090350832e-05,0.027,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,64,1,64,1.0,1.5237659331453606,4,1.6402114045285088e-06,0.033,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7618829665726803,4,1.0311969656662581e-07,0.067,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,64,4,256,0.25,0.38094148328634014,4,6.454465826416269e-09,0.133,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,256,1,256,1.0,1.5237659331453606,1,0.023454989875239085,0.014,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7618829665726803,1,0.01140462635044699,0.028,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.38094148328634014,1,0.00566142418169368,0.056,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,256,1,256,1.0,1.5237659331453606,2,0.006141906948329895,0.027,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7618829665726803,2,0.0015324400009379198,0.054,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.38094148328634014,2,0.00038292067440556885,0.106,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,256,1,256,1.0,1.5237659331453606,4,6.524310578661651e-06,0.133,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7618829665726803,4,4.102235782358744e-07,0.275,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.38094148328634014,4,2.5677372192766304e-08,0.54,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,512,1,512,1.0,1.5237659331453606,1,0.027325744148700988,0.027,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.7618829665726803,1,0.012650813241732997,0.054,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.38094148328634014,1,0.006193032730603389,0.109,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,512,1,512,1.0,1.5237659331453606,2,0.012042479171189299,0.053,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.7618829665726803,2,0.003005018543882068,0.108,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.38094148328634014,2,0.000750904777747501,0.217,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,512,1,512,1.0,1.5237659331453606,4,1.2911729048583509e-05,0.267,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.7618829665726803,4,8.119984075199395e-07,0.538,49.46298259497875,2.0
+B-B,1.02,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.38094148328634014,4,5.082833627519881e-08,1.101,49.46298259497875,2.0
+B-B,1.47,hgbs-5,002-002,jw,4,64,1,64,1.0,1.414150065152197,1,0.00490376310372985,0.003,49.76027441414887,2.0
+B-B,1.47,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7070750325760985,1,0.0024499159523728754,0.006,49.76027441414887,2.0
+B-B,1.47,hgbs-5,002-002,jw,4,64,4,256,0.25,0.35353751628804925,1,0.0012247122295688572,0.013,49.76027441414887,2.0
+B-B,1.47,hgbs-5,002-002,jw,4,64,1,64,1.0,1.414150065152197,2,0.00018351084988055483,0.006,49.76027441414887,2.0
+B-B,1.47,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7070750325760985,2,4.5870693898553024e-05,0.013,49.76027441414887,2.0
+B-B,1.47,hgbs-5,002-002,jw,4,64,4,256,0.25,0.35353751628804925,2,1.1467234869038198e-05,0.026,49.76027441414887,2.0
+B-B,1.47,hgbs-5,002-002,jw,4,64,1,64,1.0,1.414150065152197,4,9.226040372525516e-09,0.032,49.76027441414887,2.0
+B-B,1.47,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7070750325760985,4,5.767932357229077e-10,0.065,49.76027441414887,2.0
+B-B,1.47,hgbs-5,002-002,jw,4,64,4,256,0.25,0.35353751628804925,4,3.6060111798819344e-11,0.131,49.76027441414887,2.0
+B-B,1.47,hgbs-5,002-002,jw,4,256,1,256,1.0,1.414150065152197,1,0.01640410589230174,0.013,49.76027441414887,2.0
+B-B,1.47,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7070750325760985,1,0.00819461013162867,0.026,49.76027441414887,2.0
+B-B,1.47,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.35353751628804925,1,0.0040963743861686455,0.054,49.76027441414887,2.0
+B-B,1.47,hgbs-5,002-002,jw,4,256,1,256,1.0,1.414150065152197,2,0.0007200155337419398,0.026,49.76027441414887,2.0
+B-B,1.47,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7070750325760985,2,0.00017997930497866367,0.052,49.76027441414887,2.0
+B-B,1.47,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.35353751628804925,2,4.4993290043098786e-05,0.108,49.76027441414887,2.0
+B-B,1.47,hgbs-5,002-002,jw,4,256,1,256,1.0,1.414150065152197,4,3.645692885266653e-08,0.135,49.76027441414887,2.0
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+B-B,4.19,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267948895,1,0.01160805649517541,3.293,52.38265662742467,8.233646053657068
+B-B,4.19,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633974447,1,0.00611944389217299,6.366,52.38265662742467,8.233646053657068
+B-B,4.19,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.39269908169872236,1,0.003140726580208614,13.402,52.38265662742467,8.233646053657068
+B-B,4.19,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267948895,2,0.000773293192375696,6.471,52.38265662742467,8.233646053657068
+B-B,4.19,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633974447,2,0.00019322125939485636,13.766,52.38265662742467,8.233646053657068
+B-B,4.19,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.39269908169872236,2,4.829894904152223e-05,27.206,52.38265662742467,8.233646053657068
+B-B,4.19,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267948895,4,4.956859688883027e-07,33.976,52.38265662742467,8.233646053657068
+B-B,4.19,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633974447,4,3.071625349750638e-08,66.532,52.38265662742467,8.233646053657068
+B-B,4.19,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.39269908169872236,4,1.9162046043509058e-09,127.945,52.38265662742467,8.233646053657068
+B-B,4.19,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267948895,1,0.008179303640392386,6.875,52.38265662742467,8.233646053657068
+B-B,4.19,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974447,1,0.004438639766905236,12.593,52.38265662742467,8.233646053657068
+B-B,4.19,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.39269908169872236,1,0.002328279933612511,26.395,52.38265662742467,8.233646053657068
+B-B,4.19,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267948895,2,0.001445523599235797,12.627,52.38265662742467,8.233646053657068
+B-B,4.19,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974447,2,0.0003610805206132568,28.702,52.38265662742467,8.233646053657068
+B-B,4.19,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.39269908169872236,2,9.025141419729875e-05,55.121,52.38265662742467,8.233646053657068
+B-B,4.19,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267948895,4,4.198193878763035e-07,71.137,52.38265662742467,8.233646053657068
+B-B,4.19,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974447,4,2.6795496954787382e-08,143.024,52.38265662742467,8.233646053657068
+B-B,4.19,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.39269908169872236,4,1.684700551055772e-09,284.475,52.38265662742467,8.233646053657068
+B-B,4.65,hgbs-5,004-008,jw,12,64,1,64,1.0,1.5707963267948695,1,0.005333828253725587,0.597,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,64,2,128,0.5,0.7853981633974347,1,0.0026732826766669967,1.354,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,64,4,256,0.25,0.39269908169871737,1,0.001339142637360397,3.038,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,64,1,64,1.0,1.5707963267948695,2,0.00016438930844842533,1.453,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,64,2,128,0.5,0.7853981633974347,2,4.1086288744288176e-05,2.781,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,64,4,256,0.25,0.39269908169871737,2,1.0270872759903801e-05,5.173,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,64,1,64,1.0,1.5707963267948695,4,2.255564598957611e-07,7.115,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,64,2,128,0.5,0.7853981633974347,4,1.3928103658865227e-08,14.198,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,64,4,256,0.25,0.39269908169871737,4,8.679680985525137e-10,26.788,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267948695,1,0.006349874286020036,3.158,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633974347,1,0.003399842236034573,5.497,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.39269908169871737,1,0.001760576821299055,10.496,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267948695,2,0.0005401585428438403,4.894,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633974347,2,0.00013500661750927238,10.88,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.39269908169871737,2,3.374959239793106e-05,22.095,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267948695,4,4.277009692213008e-07,27.701,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633974347,4,2.654915748377641e-08,54.337,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.39269908169871737,4,1.6568602035544307e-09,112.537,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267948695,1,0.00552387450938707,5.029,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974347,1,0.002970190412454152,11.301,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.39269908169871737,1,0.001566712249232665,22.525,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267948695,2,0.0010429552873884222,12.229,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974347,2,0.0002605478617695042,22.263,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.39269908169871737,2,6.512507257632018e-05,42.533,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267948695,4,4.091291619277502e-07,53.61,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974347,4,2.5960760878225696e-08,108.394,52.598466769342764,8.671044118525131
+B-B,4.65,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.39269908169871737,4,1.6296028610684642e-09,211.396,52.598466769342764,8.671044118525131
+B-B,5.1,hgbs-5,004-008,jw,12,64,1,64,1.0,1.5707963267949157,1,0.005334626255058126,1.102,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,64,2,128,0.5,0.7853981633974578,1,0.002662208139924834,1.5,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,64,4,256,0.25,0.3926990816987289,1,0.0013310912130684418,3.163,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,64,1,64,1.0,1.5707963267949157,2,0.00019512807208828505,2.071,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,64,2,128,0.5,0.7853981633974578,2,4.876247180738155e-05,3.167,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,64,4,256,0.25,0.3926990816987289,2,1.2189391890169185e-05,6.278,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,64,1,64,1.0,1.5707963267949157,4,2.2828409793015127e-07,8.481,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,64,2,128,0.5,0.7853981633974578,4,1.4124796797112945e-08,18.082,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,64,4,256,0.25,0.3926990816987289,4,8.806806739871644e-10,33.623,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267949157,1,0.006485179630389687,3.205,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633974578,1,0.0034635924865185352,7.271,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.3926990816987289,1,0.0017926999615629198,13.18,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267949157,2,0.0005568109334956282,6.712,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633974578,2,0.00013918249492950532,13.118,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.3926990816987289,2,3.479435660146938e-05,27.92,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267949157,4,5.002827311080282e-07,34.086,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633974578,4,3.1041299161680067e-08,68.76,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.3926990816987289,4,1.9369349245804877e-09,140.331,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267949157,1,0.005321297164818183,7.085,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974578,1,0.002683678151716715,13.474,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987289,1,0.001394732682655036,25.35,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267949157,2,0.0011848734256181767,14.85,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974578,2,0.0002960127240489149,29.792,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987289,2,7.399038882905209e-05,56.934,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267949157,4,3.932352895715222e-07,70.131,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974578,4,2.5394982703365748e-08,143.997,52.539001945196645,8.555554082820336
+B-B,5.1,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987289,4,1.600723946922253e-09,286.673,52.539001945196645,8.555554082820336
diff --git a/baseline/state_errors/hgbs-5/jw/state_errors_B-H.csv b/baseline/state_errors/hgbs-5/jw/state_errors_B-H.csv
new file mode 100644
index 00000000..bfb9d806
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/jw/state_errors_B-H.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+B-H,0.7,hgbs-5,002-002,jw,4,64,1,64,1.0,1.269838481381722,1,0.009004572183831817,0.003,25.268988043447326,2.0
+B-H,0.7,hgbs-5,002-002,jw,4,64,2,128,0.5,0.634919240690861,1,0.004418374804511362,0.007,25.268988043447326,2.0
+B-H,0.7,hgbs-5,002-002,jw,4,64,4,256,0.25,0.3174596203454305,1,0.0021990541772262196,0.014,25.268988043447326,2.0
+B-H,0.7,hgbs-5,002-002,jw,4,64,1,64,1.0,1.269838481381722,2,0.0019989940976265974,0.007,25.268988043447326,2.0
+B-H,0.7,hgbs-5,002-002,jw,4,64,2,128,0.5,0.634919240690861,2,0.0004905951248349918,0.013,25.268988043447326,2.0
+B-H,0.7,hgbs-5,002-002,jw,4,64,4,256,0.25,0.3174596203454305,2,0.00012209521658972013,0.026,25.268988043447326,2.0
+B-H,0.7,hgbs-5,002-002,jw,4,64,1,64,1.0,1.269838481381722,4,1.6417139784785146e-05,0.034,25.268988043447326,2.0
+B-H,0.7,hgbs-5,002-002,jw,4,64,2,128,0.5,0.634919240690861,4,1.019679296169427e-06,0.066,25.268988043447326,2.0
+B-H,0.7,hgbs-5,002-002,jw,4,64,4,256,0.25,0.3174596203454305,4,6.366386935430534e-08,0.13,25.268988043447326,2.0
+B-H,0.7,hgbs-5,002-002,jw,4,256,1,256,1.0,1.269838481381722,1,0.0055542068413599625,0.014,25.268988043447326,2.0
+B-H,0.7,hgbs-5,002-002,jw,4,256,2,512,0.5,0.634919240690861,1,0.0023211457986461177,0.027,25.268988043447326,2.0
+B-H,0.7,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.3174596203454305,1,0.0010991901684928797,0.055,25.268988043447326,2.0
+B-H,0.7,hgbs-5,002-002,jw,4,256,1,256,1.0,1.269838481381722,2,0.003521760244624436,0.027,25.268988043447326,2.0
+B-H,0.7,hgbs-5,002-002,jw,4,256,2,512,0.5,0.634919240690861,2,0.0008642983877609945,0.053,25.268988043447326,2.0
+B-H,0.7,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.3174596203454305,2,0.00021509841281476007,0.104,25.268988043447326,2.0
+B-H,0.7,hgbs-5,002-002,jw,4,256,1,256,1.0,1.269838481381722,4,3.373753204493198e-05,0.131,25.268988043447326,2.0
+B-H,0.7,hgbs-5,002-002,jw,4,256,2,512,0.5,0.634919240690861,4,2.2405069475412374e-06,0.268,25.268988043447326,2.0
+B-H,0.7,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.3174596203454305,4,1.4211444027850076e-07,0.533,25.268988043447326,2.0
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+B-H,3.51,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267949072,4,2.914783592399418e-07,89.076,30.96061882179538,13.63939017452418
+B-H,3.51,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633974536,4,1.8135696106412154e-08,181.041,30.96061882179538,13.63939017452418
+B-H,3.51,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.3926990816987268,4,1.132883091811086e-09,353.113,30.96061882179538,13.63939017452418
+B-H,3.51,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267949072,1,0.027392183057403256,16.41,30.96061882179538,13.63939017452418
+B-H,3.51,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974536,1,0.012273519869543318,33.925,30.96061882179538,13.63939017452418
+B-H,3.51,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987268,1,0.005828236663941739,65.313,30.96061882179538,13.63939017452418
+B-H,3.51,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267949072,2,0.003234017097777948,35.728,30.96061882179538,13.63939017452418
+B-H,3.51,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974536,2,0.0008083650919352141,67.873,30.96061882179538,13.63939017452418
+B-H,3.51,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987268,2,0.0002020825563857179,136.256,30.96061882179538,13.63939017452418
+B-H,3.51,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267949072,4,3.8606188164763186e-07,180.345,30.96061882179538,13.63939017452418
+B-H,3.51,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974536,4,2.4204031425459398e-08,348.708,30.96061882179538,13.63939017452418
+B-H,3.51,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987268,4,1.5158209607845798e-09,703.622,30.96061882179538,13.63939017452418
diff --git a/baseline/state_errors/hgbs-5/jw/state_errors_Be-Be.csv b/baseline/state_errors/hgbs-5/jw/state_errors_Be-Be.csv
new file mode 100644
index 00000000..854d6b70
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/jw/state_errors_Be-Be.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Be-Be,1.22,hgbs-5,002-002,jw,4,64,1,64,1.0,1.0260747988992436,1,0.02389308991029674,0.003,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,64,2,128,0.5,0.5130373994496218,1,0.011942976653878378,0.006,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,64,4,256,0.25,0.2565186997248109,1,0.005971042303304362,0.012,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,64,1,64,1.0,1.0260747988992436,2,0.0006884031839411001,0.006,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,64,2,128,0.5,0.5130373994496218,2,0.00017206256988757242,0.012,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,64,4,256,0.25,0.2565186997248109,2,4.301325334195516e-05,0.025,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,64,1,64,1.0,1.0260747988992436,4,7.24390755982067e-08,0.031,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,64,2,128,0.5,0.5130373994496218,4,4.528902955543986e-09,0.066,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,64,4,256,0.25,0.2565186997248109,4,2.8307019049003364e-10,0.135,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,256,1,256,1.0,1.0260747988992436,1,0.026078759726158352,0.014,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,256,2,512,0.5,0.5130373994496218,1,0.013009919956781373,0.028,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.2565186997248109,1,0.006501273501172795,0.054,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,256,1,256,1.0,1.0260747988992436,2,0.002026210503957313,0.026,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,256,2,512,0.5,0.5130373994496218,2,0.0005064200375956549,0.052,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.2565186997248109,2,0.0001265967197580815,0.103,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,256,1,256,1.0,1.0260747988992436,4,2.35997562483605e-07,0.13,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,256,2,512,0.5,0.5130373994496218,4,1.4759871398926434e-08,0.259,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.2565186997248109,4,9.226033486763296e-10,0.525,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,512,1,512,1.0,1.0260747988992436,1,0.006643423769183978,0.026,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.5130373994496218,1,0.002838959515155319,0.053,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.2565186997248109,1,0.0013524666016055753,0.106,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,512,1,512,1.0,1.0260747988992436,2,0.003914260494885804,0.052,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.5130373994496218,2,0.0009782984378907253,0.103,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.2565186997248109,2,0.000244557918231968,0.204,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,512,1,512,1.0,1.0260747988992436,4,4.6241785451783616e-07,0.252,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.5130373994496218,4,2.8922030050433002e-08,0.517,29.345867149153015,2.0
+Be-Be,1.22,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.2565186997248109,4,1.8078587545935585e-09,1.001,29.345867149153015,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,64,1,64,1.0,0.9088207405458311,1,0.023292251828875066,0.003,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,64,2,128,0.5,0.45441037027291553,1,0.011641427806576466,0.007,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,64,4,256,0.25,0.22720518513645777,1,0.005820126799827124,0.013,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,64,1,64,1.0,0.9088207405458311,2,0.00069981959703337,0.006,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,64,2,128,0.5,0.45441037027291553,2,0.00017489964852506173,0.013,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,64,4,256,0.25,0.22720518513645777,2,4.3721459841820394e-05,0.025,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,64,1,64,1.0,0.9088207405458311,4,9.190537868008148e-08,0.031,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,64,2,128,0.5,0.45441037027291553,4,5.745633462132732e-09,0.063,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,64,4,256,0.25,0.22720518513645777,4,3.591362408053879e-10,0.131,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,256,1,256,1.0,0.9088207405458311,1,0.006820125618392494,0.013,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,256,2,512,0.5,0.45441037027291553,1,0.0033323419299236302,0.026,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.22720518513645777,1,0.0016563206564120167,0.052,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,256,1,256,1.0,0.9088207405458311,2,0.0017451135785290781,0.025,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,256,2,512,0.5,0.45441037027291553,2,0.00043614938890495575,0.051,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.22720518513645777,2,0.00010902928452739702,0.101,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,256,1,256,1.0,0.9088207405458311,4,2.693423916895704e-07,0.123,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,256,2,512,0.5,0.45441037027291553,4,1.684930908137952e-08,0.247,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.22720518513645777,4,1.0533520973687343e-09,0.494,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,512,1,512,1.0,0.9088207405458311,1,0.013121584617730008,0.026,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.45441037027291553,1,0.006396787887814389,0.053,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.22720518513645777,1,0.0031775769457974903,0.104,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,512,1,512,1.0,0.9088207405458311,2,0.0034891223711710643,0.051,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.45441037027291553,2,0.0008720205244939105,0.1,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.22720518513645777,2,0.00021798886230061415,0.199,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,512,1,512,1.0,0.9088207405458311,4,5.385902431847497e-07,0.244,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.45441037027291553,4,3.369272553289566e-08,0.5,29.522046001751217,2.0
+Be-Be,1.77,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.22720518513645777,4,2.1063406465387572e-09,1.005,29.522046001751217,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,64,1,64,1.0,0.8901932923779987,1,0.020644610685056925,0.003,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,64,2,128,0.5,0.44509664618899936,1,0.010304724279458038,0.006,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,64,4,256,0.25,0.22254832309449968,1,0.0051501694432319976,0.013,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,64,1,64,1.0,0.8901932923779987,2,0.0014014493834544114,0.006,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,64,2,128,0.5,0.44509664618899936,2,0.0003498738332147654,0.013,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,64,4,256,0.25,0.22254832309449968,2,8.743799512756252e-05,0.026,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,64,1,64,1.0,0.8901932923779987,4,9.55146263273717e-07,0.033,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,64,2,128,0.5,0.44509664618899936,4,5.975974620550674e-08,0.064,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,64,4,256,0.25,0.22254832309449968,4,3.735986155560384e-09,0.127,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,256,1,256,1.0,0.8901932923779987,1,0.017054903269904005,0.013,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,256,2,512,0.5,0.44509664618899936,1,0.00839510814115659,0.026,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.22254832309449968,1,0.004180906820374885,0.052,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,256,1,256,1.0,0.8901932923779987,2,0.0033476978520473955,0.026,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,256,2,512,0.5,0.44509664618899936,2,0.0008356553069675529,0.052,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.22254832309449968,2,0.00020883467641268845,0.103,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,256,1,256,1.0,0.8901932923779987,4,2.7160090922558186e-06,0.128,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,256,2,512,0.5,0.44509664618899936,4,1.7051552515217684e-07,0.253,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.22254832309449968,4,1.0669205330928527e-08,0.51,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,512,1,512,1.0,0.8901932923779987,1,0.021484071894831105,0.028,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.44509664618899936,1,0.010368645967252971,0.054,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.22254832309449968,1,0.005136751266568155,0.108,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,512,1,512,1.0,0.8901932923779987,2,0.006531035864796156,0.052,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.44509664618899936,2,0.001630433480907528,0.105,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.22254832309449968,2,0.00040746323027094754,0.206,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,512,1,512,1.0,0.8901932923779987,4,5.360468139940476e-06,0.253,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.44509664618899936,4,3.3660167192377457e-07,0.512,29.518847091691374,2.0
+Be-Be,2.31,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.22254832309449968,4,2.106220398823223e-08,1.007,29.518847091691374,2.0
+Be-Be,2.86,hgbs-5,002-002,jw,4,64,1,64,1.0,0.893760553929102,1,0.0013365430691349264,0.003,29.491655655844152,2.0
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+Be-Be,5.58,hgbs-5,004-008,jw,12,512,1,512,1.0,1.570796326794864,1,0.14041983886399348,4.479,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.785398163397432,1,0.03593622694975194,9.576,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.392699081698716,1,0.010281629714145727,20.707,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,jw,12,512,1,512,1.0,1.570796326794864,2,0.05464643479062944,10.588,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.785398163397432,2,0.013547416324752272,18.053,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.392699081698716,2,0.0033797968566614996,39.325,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,jw,12,512,1,512,1.0,1.570796326794864,4,0.00033742791875725924,49.234,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.785398163397432,4,2.2530377053788467e-05,98.256,31.61405561792333,6.3073890774421315
+Be-Be,5.58,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.392699081698716,4,1.4309259053460458e-06,198.396,31.61405561792333,6.3073890774421315
+Be-Be,6.12,hgbs-5,004-008,jw,12,64,1,64,1.0,1.5707963267948981,1,0.036174071949160225,0.808,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,64,2,128,0.5,0.7853981633974491,1,0.015404719046612347,1.436,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,64,4,256,0.25,0.39269908169872453,1,0.0073484958374875915,3.176,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,64,1,64,1.0,1.5707963267948981,2,0.013361397283270314,1.624,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,64,2,128,0.5,0.7853981633974491,2,0.00328291760907359,3.148,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,64,4,256,0.25,0.39269908169872453,2,0.0008172421153980606,7.259,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,64,1,64,1.0,1.5707963267948981,4,0.00010400991490448797,8.525,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,64,2,128,0.5,0.7853981633974491,4,6.787371306935899e-06,15.39,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,64,4,256,0.25,0.39269908169872453,4,4.287945503703723e-07,31.284,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267948981,1,0.08034616106285764,2.798,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633974491,1,0.020172710901462325,5.678,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.39269908169872453,1,0.005475342785665939,14.01,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267948981,2,0.04774933821662708,5.835,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633974491,2,0.011744015981644021,12.474,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.39269908169872453,2,0.002924213977755268,22.851,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267948981,4,0.00037903632444446925,32.697,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633974491,4,2.5076130030791752e-05,63.566,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.39269908169872453,4,1.5890316367916928e-06,125.762,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267948981,1,0.16032422399828034,5.931,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974491,1,0.04014428408338122,11.488,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.39269908169872453,1,0.010774928677218583,22.344,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267948981,2,0.09546957990578453,12.96,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974491,2,0.023487543940660157,25.029,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.39269908169872453,2,0.005848421447304501,48.768,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267948981,4,0.0007580504897271179,61.044,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974491,4,5.015110779720482e-05,123.253,31.555329071118102,6.193530124178167
+Be-Be,6.12,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.39269908169872453,4,3.17799467845582e-06,249.605,31.555329071118102,6.193530124178167
diff --git a/baseline/state_errors/hgbs-5/jw/state_errors_Be-H.csv b/baseline/state_errors/hgbs-5/jw/state_errors_Be-H.csv
new file mode 100644
index 00000000..3ad92af7
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/jw/state_errors_Be-H.csv
@@ -0,0 +1,1653 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Be-H,0.8,hgbs-5,001-001,jw,2,64,1,64,1.0,0.3129425895638785,1,4.002966042486721e-16,0.001,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,64,2,128,0.5,0.15647129478193925,1,1.4475537224895361e-15,0.001,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,64,4,256,0.25,0.07823564739096962,1,5.175354376521686e-15,0.003,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,64,1,64,1.0,0.3129425895638785,2,1.5423711185402538e-15,0.001,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,64,2,128,0.5,0.15647129478193925,2,1.2994827337208943e-15,0.002,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,64,4,256,0.25,0.07823564739096962,2,4.4256698317907354e-14,0.004,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,64,1,64,1.0,0.3129425895638785,4,1.8622646843501795e-14,0.006,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,64,2,128,0.5,0.15647129478193925,4,2.846612701147369e-14,0.012,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,64,4,256,0.25,0.07823564739096962,4,9.825423588232764e-14,0.024,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,256,1,256,1.0,0.3129425895638785,1,1.975331381649302e-14,0.003,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,256,2,512,0.5,0.15647129478193925,1,2.0432402298135266e-14,0.006,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.07823564739096962,1,1.4919183449129048e-14,0.011,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,256,1,256,1.0,0.3129425895638785,2,1.6266282902977436e-14,0.005,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,256,2,512,0.5,0.15647129478193925,2,2.1327627036530174e-14,0.01,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.07823564739096962,2,1.6355225343971103e-13,0.019,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,256,1,256,1.0,0.3129425895638785,4,6.705609208499561e-14,0.024,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,256,2,512,0.5,0.15647129478193925,4,1.2686848640551495e-13,0.046,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.07823564739096962,4,3.898500883607325e-13,0.094,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,512,1,512,1.0,0.3129425895638785,1,3.1826242760580825e-14,0.006,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,512,2,1024,0.5,0.15647129478193925,1,3.839847212606631e-14,0.011,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,512,4,2048,0.25,0.07823564739096962,1,1.9325854722811535e-14,0.023,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,512,1,512,1.0,0.3129425895638785,2,2.611550413777496e-14,0.01,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,512,2,1024,0.5,0.15647129478193925,2,4.022946403842743e-14,0.019,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,512,4,2048,0.25,0.07823564739096962,2,3.19843769451407e-13,0.038,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,512,1,512,1.0,0.3129425895638785,4,1.3169341785028788e-13,0.048,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,512,2,1024,0.5,0.15647129478193925,4,2.561515743681348e-13,0.099,15.052722387240182,2.0
+Be-H,0.8,hgbs-5,001-001,jw,2,512,4,2048,0.25,0.07823564739096962,4,7.749210536441961e-13,0.195,15.052722387240182,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,64,1,64,1.0,0.3220984268980037,1,2.2121037052315357e-15,0.001,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,64,2,128,0.5,0.16104921344900186,1,1.7677665344505122e-14,0.001,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,64,4,256,0.25,0.08052460672450093,1,1.725709470544147e-14,0.003,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,64,1,64,1.0,0.3220984268980037,2,1.1309026229475133e-14,0.001,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,64,2,128,0.5,0.16104921344900186,2,1.3749295267948427e-14,0.003,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,64,4,256,0.25,0.08052460672450093,2,2.340280614270382e-14,0.005,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,64,1,64,1.0,0.3220984268980037,4,6.883472286208569e-14,0.006,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,64,2,128,0.5,0.16104921344900186,4,7.28766495140965e-14,0.012,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,64,4,256,0.25,0.08052460672450093,4,1.3860457507766637e-13,0.024,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,256,1,256,1.0,0.3220984268980037,1,2.2877077548925316e-14,0.003,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,256,2,512,0.5,0.16104921344900186,1,8.736037773460378e-14,0.006,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.08052460672450093,1,8.365451754223979e-14,0.011,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,256,1,256,1.0,0.3220984268980037,2,6.59612699802589e-14,0.005,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,256,2,512,0.5,0.16104921344900186,2,6.785575250373534e-14,0.01,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.08052460672450093,2,1.0525829172223982e-13,0.019,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,256,1,256,1.0,0.3220984268980037,4,2.832729328933693e-13,0.025,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,256,2,512,0.5,0.16104921344900186,4,3.0520865041583016e-13,0.048,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.08052460672450093,4,5.178129885101839e-13,0.097,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,512,1,512,1.0,0.3220984268980037,1,2.2329011263443074e-14,0.006,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,512,2,1024,0.5,0.16104921344900186,1,1.565799058575153e-13,0.011,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,512,4,2048,0.25,0.08052460672450093,1,1.516774429455944e-13,0.023,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,512,1,512,1.0,0.3220984268980037,2,1.1410419420937967e-13,0.01,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,512,2,1024,0.5,0.16104921344900186,2,1.1929661535520952e-13,0.019,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,512,4,2048,0.25,0.08052460672450093,2,1.9390953338074896e-13,0.039,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,512,1,512,1.0,0.3220984268980037,4,5.492212147078064e-13,0.048,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,512,2,1024,0.5,0.16104921344900186,4,5.965604469377725e-13,0.096,15.241278053141754,2.0
+Be-H,1.16,hgbs-5,001-001,jw,2,512,4,2048,0.25,0.08052460672450093,4,1.0559678629588903e-12,0.184,15.241278053141754,2.0
+Be-H,1.52,hgbs-5,001-001,jw,2,64,1,64,1.0,0.34359193671514054,1,8.95090418262362e-16,0.001,15.260636929341665,2.0
+Be-H,1.52,hgbs-5,001-001,jw,2,64,2,128,0.5,0.17179596835757027,1,1.4458497151625688e-14,0.001,15.260636929341665,2.0
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+Be-H,3.66,hgbs-5,005-007,jw,12,256,2,512,0.5,0.7853981633974476,1,0.0015555419091690518,10.801,19.864351853324163,21.298709489482867
+Be-H,3.66,hgbs-5,005-007,jw,12,256,4,1024,0.25,0.3926990816987238,1,0.0007755880570492415,22.353,19.864351853324163,21.298709489482867
+Be-H,3.66,hgbs-5,005-007,jw,12,256,1,256,1.0,1.5707963267948952,2,9.50419889047652e-05,11.496,19.864351853324163,21.298709489482867
+Be-H,3.66,hgbs-5,005-007,jw,12,256,2,512,0.5,0.7853981633974476,2,2.3517990313299086e-05,22.919,19.864351853324163,21.298709489482867
+Be-H,3.66,hgbs-5,005-007,jw,12,256,4,1024,0.25,0.3926990816987238,2,5.865026395066221e-06,45.908,19.864351853324163,21.298709489482867
+Be-H,3.66,hgbs-5,005-007,jw,12,256,1,256,1.0,1.5707963267948952,4,8.416568862426018e-07,62.467,19.864351853324163,21.298709489482867
+Be-H,3.66,hgbs-5,005-007,jw,12,256,2,512,0.5,0.7853981633974476,4,5.3567706622316535e-08,107.48,19.864351853324163,21.298709489482867
+Be-H,3.66,hgbs-5,005-007,jw,12,256,4,1024,0.25,0.3926990816987238,4,3.3692166169885397e-09,219.327,19.864351853324163,21.298709489482867
+Be-H,3.66,hgbs-5,005-007,jw,12,512,1,512,1.0,1.5707963267948952,1,0.0033864067810826255,12.009,19.864351853324163,21.298709489482867
+Be-H,3.66,hgbs-5,005-007,jw,12,512,2,1024,0.5,0.7853981633974476,1,0.0016743965176711751,25.292,19.864351853324163,21.298709489482867
+Be-H,3.66,hgbs-5,005-007,jw,12,512,4,2048,0.25,0.3926990816987238,1,0.0008327487165013211,43.847,19.864351853324163,21.298709489482867
+Be-H,3.66,hgbs-5,005-007,jw,12,512,1,512,1.0,1.5707963267948952,2,0.0001285086077627671,19.824,19.864351853324163,21.298709489482867
+Be-H,3.66,hgbs-5,005-007,jw,12,512,2,1024,0.5,0.7853981633974476,2,3.171077308415573e-05,45.051,19.864351853324163,21.298709489482867
+Be-H,3.66,hgbs-5,005-007,jw,12,512,4,2048,0.25,0.3926990816987238,2,7.903274136492261e-06,86.38,19.864351853324163,21.298709489482867
+Be-H,3.66,hgbs-5,005-007,jw,12,512,1,512,1.0,1.5707963267948952,4,1.2465719017978941e-06,102.258,19.864351853324163,21.298709489482867
+Be-H,3.66,hgbs-5,005-007,jw,12,512,2,1024,0.5,0.7853981633974476,4,8.340883209539951e-08,211.673,19.864351853324163,21.298709489482867
+Be-H,3.66,hgbs-5,005-007,jw,12,512,4,2048,0.25,0.3926990816987238,4,5.307478090588354e-09,445.681,19.864351853324163,21.298709489482867
+Be-H,4.02,hgbs-5,005-007,jw,12,64,1,64,1.0,1.5707963267948897,1,0.0021479733263293933,2.213,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,64,2,128,0.5,0.7853981633974448,1,0.0010720317687618823,3.813,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,64,4,256,0.25,0.3926990816987224,1,0.000535575462704331,7.746,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,64,1,64,1.0,1.5707963267948897,2,8.126953105598208e-05,4.19,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,64,2,128,0.5,0.7853981633974448,2,2.0092434453360803e-05,6.929,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,64,4,256,0.25,0.3926990816987224,2,5.009753614108503e-06,14.896,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,64,1,64,1.0,1.5707963267948897,4,6.382557107699583e-07,19.265,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,64,2,128,0.5,0.7853981633974448,4,3.8274568778081784e-08,37.541,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,64,4,256,0.25,0.3926990816987224,4,2.369696478602046e-09,77.735,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,256,1,256,1.0,1.5707963267948897,1,0.0033510534777062527,7.726,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,256,2,512,0.5,0.7853981633974448,1,0.0016655625586020194,15.189,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,256,4,1024,0.25,0.3926990816987224,1,0.0008304229040661413,30.029,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,256,1,256,1.0,1.5707963267948897,2,7.634685827067513e-05,15.064,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,256,2,512,0.5,0.7853981633974448,2,1.9077783230057437e-05,30.23,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,256,4,1024,0.25,0.3926990816987224,2,4.769086615509805e-06,64.51,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,256,1,256,1.0,1.5707963267948897,4,6.220893346935216e-07,70.993,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,256,2,512,0.5,0.7853981633974448,4,4.3002441679880486e-08,154.66,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,256,4,1024,0.25,0.3926990816987224,4,2.7548367772349e-09,303.797,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,512,1,512,1.0,1.5707963267948897,1,0.0038597361610481075,14.239,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,512,2,1024,0.5,0.7853981633974448,1,0.0019073992556923318,30.853,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,512,4,2048,0.25,0.3926990816987224,1,0.0009483034838989838,58.056,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,512,1,512,1.0,1.5707963267948897,2,0.00015079080118350028,29.776,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,512,2,1024,0.5,0.7853981633974448,2,3.74038728337776e-05,59.964,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,512,4,2048,0.25,0.3926990816987224,2,9.333620826273765e-06,121.469,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,512,1,512,1.0,1.5707963267948897,4,1.1812607164396277e-06,147.774,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,512,2,1024,0.5,0.7853981633974448,4,8.269737800375124e-08,323.048,19.759565528336303,21.068122502366794
+Be-H,4.02,hgbs-5,005-007,jw,12,512,4,2048,0.25,0.3926990816987224,4,5.311491819925441e-09,613.124,19.759565528336303,21.068122502366794
diff --git a/baseline/state_errors/hgbs-5/jw/state_errors_H-H.csv b/baseline/state_errors/hgbs-5/jw/state_errors_H-H.csv
new file mode 100644
index 00000000..64b7c8ab
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/jw/state_errors_H-H.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+H-H,0.38,hgbs-5,002-002,jw,4,64,1,64,1.0,1.5707963267948966,1,0.002918883900184659,0.003,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7853981633974483,1,0.0012378211218979755,0.006,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,64,4,256,0.25,0.39269908169872414,1,0.0005917698422900852,0.012,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,64,1,64,1.0,1.5707963267948966,2,0.0016682252607248163,0.006,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7853981633974483,2,0.00039488385253685584,0.012,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,64,4,256,0.25,0.39269908169872414,2,9.745570733558787e-05,0.024,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,64,1,64,1.0,1.5707963267948966,4,3.44046739179081e-05,0.03,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7853981633974483,4,2.4309209349950547e-06,0.059,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,64,4,256,0.25,0.39269908169872414,4,1.5666536721152587e-07,0.12,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,256,1,256,1.0,1.5707963267948966,1,0.010798785678143963,0.013,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7853981633974483,1,0.0044805069443812975,0.025,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.39269908169872414,1,0.002125925486926664,0.051,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,256,1,256,1.0,1.5707963267948966,2,0.006516039534692191,0.025,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7853981633974483,2,0.0015427485253698494,0.049,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.39269908169872414,2,0.00038076368563529463,0.099,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,256,1,256,1.0,1.5707963267948966,4,0.00013414345561945095,0.123,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7853981633974483,4,9.563766520718243e-06,0.249,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.39269908169872414,4,6.173836490890768e-07,0.501,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,512,1,512,1.0,1.5707963267948966,1,0.017120693753456144,0.026,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.7853981633974483,1,0.00641519180549058,0.05,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.39269908169872414,1,0.0029191282633345174,0.101,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,512,1,512,1.0,1.5707963267948966,2,0.0123139412269483,0.049,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.7853981633974483,2,0.002916791272943498,0.102,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.39269908169872414,2,0.0007199650632921548,0.205,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,512,1,512,1.0,1.5707963267948966,4,0.0002522810341534437,0.25,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.7853981633974483,4,1.840250901402144e-05,0.497,1.4475922279752906,2.864962637374642
+H-H,0.38,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.39269908169872414,4,1.1928228866261393e-06,0.991,1.4475922279752906,2.864962637374642
+H-H,0.55,hgbs-5,002-002,jw,4,64,1,64,1.0,1.5707963267948961,1,0.014976207383405798,0.003,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7853981633974481,1,0.006915951269468138,0.006,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,jw,4,64,4,256,0.25,0.39269908169872403,1,0.0033908390032516304,0.013,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,jw,4,64,1,64,1.0,1.5707963267948961,2,0.0064518131989066444,0.006,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7853981633974481,2,0.0015395243082537236,0.012,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,jw,4,64,4,256,0.25,0.39269908169872403,2,0.0003806457484863331,0.024,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,jw,4,64,1,64,1.0,1.5707963267948961,4,0.00012291476357661116,0.031,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7853981633974481,4,8.209297004629987e-06,0.062,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,jw,4,64,4,256,0.25,0.39269908169872403,4,5.227735685014049e-07,0.124,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,jw,4,256,1,256,1.0,1.5707963267948961,1,0.02061636830152796,0.013,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7853981633974481,1,0.006088068374649888,0.025,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.39269908169872403,1,0.002324028408154307,0.05,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,jw,4,256,1,256,1.0,1.5707963267948961,2,0.01902841765581892,0.026,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7853981633974481,2,0.0045466612490293636,0.05,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.39269908169872403,2,0.0011245129840646623,0.102,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,jw,4,256,1,256,1.0,1.5707963267948961,4,0.0003671476743220973,0.123,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7853981633974481,4,2.6856333604903767e-05,0.241,1.5973653024760397,2.570052908675395
+H-H,0.55,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.39269908169872403,4,1.740631158618735e-06,0.506,1.5973653024760397,2.570052908675395
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+H-H,1.92,hgbs-5,002-010,jw,12,512,2,1024,0.5,0.7853981633974569,2,6.429666593770187e-05,68.145,24.731710389501686,41.90883920410492
+H-H,1.92,hgbs-5,002-010,jw,12,512,4,2048,0.25,0.39269908169872847,2,1.6073816876977086e-05,135.612,24.731710389501686,41.90883920410492
+H-H,1.92,hgbs-5,002-010,jw,12,512,1,512,1.0,1.5707963267949139,4,2.843290221218846e-08,173.716,24.731710389501686,41.90883920410492
+H-H,1.92,hgbs-5,002-010,jw,12,512,2,1024,0.5,0.7853981633974569,4,1.770467057278396e-09,325.198,24.731710389501686,41.90883920410492
+H-H,1.92,hgbs-5,002-010,jw,12,512,4,2048,0.25,0.39269908169872847,4,1.10904993419029e-10,663.646,24.731710389501686,41.90883920410492
diff --git a/baseline/state_errors/hgbs-5/jw/state_errors_He-H.csv b/baseline/state_errors/hgbs-5/jw/state_errors_He-H.csv
new file mode 100644
index 00000000..bf34fed9
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/jw/state_errors_He-H.csv
@@ -0,0 +1,1653 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+He-H,0.47,hgbs-5,001-001,jw,2,64,1,64,1.0,0.16665470337695865,1,8.338691426846107e-15,0.001,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,64,2,128,0.5,0.08332735168847932,1,1.2454926050709276e-14,0.001,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,64,4,256,0.25,0.04166367584423966,1,3.167269960873177e-14,0.003,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,64,1,64,1.0,0.16665470337695865,2,1.3248454680138176e-14,0.001,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,64,2,128,0.5,0.08332735168847932,2,1.799837261104273e-14,0.002,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,64,4,256,0.25,0.04166367584423966,2,1.577376492430912e-14,0.004,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,64,1,64,1.0,0.16665470337695865,4,1.77487303110848e-14,0.005,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,64,2,128,0.5,0.08332735168847932,4,9.770877246267417e-14,0.011,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,64,4,256,0.25,0.04166367584423966,4,7.467141267586781e-14,0.021,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,256,1,256,1.0,0.16665470337695865,1,2.23685144025253e-14,0.003,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,256,2,512,0.5,0.08332735168847932,1,4.2674321619146444e-14,0.005,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.04166367584423966,1,1.411399266596815e-13,0.01,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,256,1,256,1.0,0.16665470337695865,2,4.0987270400283065e-14,0.004,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,256,2,512,0.5,0.08332735168847932,2,8.50706355094722e-14,0.009,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.04166367584423966,2,6.37250608218992e-14,0.018,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,256,1,256,1.0,0.16665470337695865,4,6.384554673941572e-14,0.022,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,256,2,512,0.5,0.08332735168847932,4,4.0779826177044386e-13,0.043,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.04166367584423966,4,3.2162425209586587e-13,0.088,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,512,1,512,1.0,0.16665470337695865,1,7.035985315978213e-14,0.005,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,512,2,1024,0.5,0.08332735168847932,1,1.1597707706977622e-13,0.01,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,512,4,2048,0.25,0.04166367584423966,1,2.565691060502578e-13,0.021,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,512,1,512,1.0,0.16665470337695865,2,1.0784889553877914e-13,0.009,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,512,2,1024,0.5,0.08332735168847932,2,1.4547840775068154e-13,0.018,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,512,4,2048,0.25,0.04166367584423966,2,1.0574575623289126e-13,0.035,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,512,1,512,1.0,0.16665470337695865,4,1.5420618141468462e-13,0.044,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,512,2,1024,0.5,0.08332735168847932,4,7.868518395855977e-13,0.086,2.9881321934877882,2.0
+He-H,0.47,hgbs-5,001-001,jw,2,512,4,2048,0.25,0.04166367584423966,4,6.310296913586534e-13,0.173,2.9881321934877882,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,64,1,64,1.0,0.22009848382173247,1,1.3903105554314612e-14,0.001,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,64,2,128,0.5,0.11004924191086624,1,8.474693583553787e-15,0.001,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,64,4,256,0.25,0.05502462095543312,1,1.56049537701437e-15,0.003,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,64,1,64,1.0,0.22009848382173247,2,1.3754925122760857e-14,0.001,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,64,2,128,0.5,0.11004924191086624,2,7.94566072274478e-15,0.002,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,64,4,256,0.25,0.05502462095543312,2,2.6395599837140127e-14,0.004,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,64,1,64,1.0,0.22009848382173247,4,2.2357736386112564e-14,0.006,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,64,2,128,0.5,0.11004924191086624,4,1.7811404037505447e-14,0.011,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,64,4,256,0.25,0.05502462095543312,4,1.5797488852432748e-14,0.022,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,256,1,256,1.0,0.22009848382173247,1,8.551919394961526e-14,0.003,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,256,2,512,0.5,0.11004924191086624,1,6.7500464273491e-14,0.005,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.05502462095543312,1,4.709102931317216e-14,0.01,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,256,1,256,1.0,0.22009848382173247,2,8.519855035468948e-14,0.004,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,256,2,512,0.5,0.11004924191086624,2,5.273235055008496e-14,0.009,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.05502462095543312,2,1.0898302312830886e-13,0.018,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,256,1,256,1.0,0.22009848382173247,4,1.0568065080594243e-13,0.022,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,256,2,512,0.5,0.11004924191086624,4,8.916495838241697e-14,0.044,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.05502462095543312,4,8.956866597344512e-14,0.088,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,512,1,512,1.0,0.22009848382173247,1,1.0072605083727713e-13,0.005,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,512,2,1024,0.5,0.11004924191086624,1,6.663595218850966e-14,0.01,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,512,4,2048,0.25,0.05502462095543312,1,4.0481143080804516e-14,0.021,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,512,1,512,1.0,0.22009848382173247,2,1.0369774271435293e-13,0.009,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,512,2,1024,0.5,0.11004924191086624,2,9.111603812676066e-14,0.018,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,512,4,2048,0.25,0.05502462095543312,2,2.3433852177318766e-13,0.035,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,512,1,512,1.0,0.22009848382173247,4,1.672572266044135e-13,0.044,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,512,2,1024,0.5,0.11004924191086624,4,1.2109576652781865e-13,0.089,3.1861563827207284,2.0
+He-H,0.68,hgbs-5,001-001,jw,2,512,4,2048,0.25,0.05502462095543312,4,1.684953191355673e-13,0.177,3.1861563827207284,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,64,1,64,1.0,0.3233789155359279,1,5.17892563931115e-15,0.001,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,64,2,128,0.5,0.16168945776796395,1,2.0783422466357178e-14,0.001,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,64,4,256,0.25,0.08084472888398198,1,2.3321291051203734e-14,0.003,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,64,1,64,1.0,0.3233789155359279,2,1.2415649449821115e-14,0.001,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,64,2,128,0.5,0.16168945776796395,2,1.7254594634794163e-14,0.002,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,64,4,256,0.25,0.08084472888398198,2,1.6720194653153416e-14,0.004,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,64,1,64,1.0,0.3233789155359279,4,4.2026451062811775e-14,0.006,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,64,2,128,0.5,0.16168945776796395,4,1.0715952920955958e-13,0.011,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,64,4,256,0.25,0.08084472888398198,4,4.955886853581998e-14,0.022,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,256,1,256,1.0,0.3233789155359279,1,6.144710845411921e-14,0.003,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,256,2,512,0.5,0.16168945776796395,1,1.27326657375521e-13,0.005,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.08084472888398198,1,1.4124689987214587e-13,0.01,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,256,1,256,1.0,0.3233789155359279,2,9.279937139529349e-14,0.004,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,256,2,512,0.5,0.16168945776796395,2,1.1608713011120287e-13,0.009,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.08084472888398198,2,1.0417714318935086e-13,0.018,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,256,1,256,1.0,0.3233789155359279,4,2.1548911255266753e-13,0.022,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,256,2,512,0.5,0.16168945776796395,4,4.68525297414453e-13,0.044,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.08084472888398198,4,2.461627840301429e-13,0.088,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,512,1,512,1.0,0.3233789155359279,1,2.3852231552534504e-14,0.005,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,512,2,1024,0.5,0.16168945776796395,1,1.4115800310815156e-13,0.01,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,512,4,2048,0.25,0.08084472888398198,1,1.6836283254085914e-13,0.021,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,512,1,512,1.0,0.3233789155359279,2,7.406194529669936e-14,0.009,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,512,2,1024,0.5,0.16168945776796395,2,1.2627820608103828e-13,0.017,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,512,4,2048,0.25,0.08084472888398198,2,8.58281567791318e-14,0.035,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,512,1,512,1.0,0.3233789155359279,4,3.1890446662700985e-13,0.044,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,512,2,1024,0.5,0.16168945776796395,4,8.162735757939871e-13,0.088,3.315684971955415,2.0
+He-H,0.88,hgbs-5,001-001,jw,2,512,4,2048,0.25,0.08084472888398198,4,3.8222515482139507e-13,0.173,3.315684971955415,2.0
+He-H,1.09,hgbs-5,001-001,jw,2,64,1,64,1.0,0.4098617734705399,1,5.2404408462462845e-15,0.001,3.40681616742321,2.0
+He-H,1.09,hgbs-5,001-001,jw,2,64,2,128,0.5,0.20493088673526996,1,9.853502986268632e-15,0.001,3.40681616742321,2.0
+He-H,1.09,hgbs-5,001-001,jw,2,64,4,256,0.25,0.10246544336763498,1,9.838480485366983e-15,0.003,3.40681616742321,2.0
+He-H,1.09,hgbs-5,001-001,jw,2,64,1,64,1.0,0.4098617734705399,2,1.601802139538882e-14,0.001,3.40681616742321,2.0
+He-H,1.09,hgbs-5,001-001,jw,2,64,2,128,0.5,0.20493088673526996,2,1.751515373810533e-14,0.002,3.40681616742321,2.0
+He-H,1.09,hgbs-5,001-001,jw,2,64,4,256,0.25,0.10246544336763498,2,9.922686215581825e-15,0.004,3.40681616742321,2.0
+He-H,1.09,hgbs-5,001-001,jw,2,64,1,64,1.0,0.4098617734705399,4,5.4019509642140583e-14,0.006,3.40681616742321,2.0
+He-H,1.09,hgbs-5,001-001,jw,2,64,2,128,0.5,0.20493088673526996,4,2.6013357054788204e-14,0.011,3.40681616742321,2.0
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+He-H,2.34,hgbs-5,003-009,jw,12,256,1,256,1.0,1.5707963267948808,4,2.199462854510806e-08,175.322,13.850179808426033,27.06254660122586
+He-H,2.34,hgbs-5,003-009,jw,12,256,2,512,0.5,0.7853981633974404,4,1.3737309773342949e-09,382.607,13.850179808426033,27.06254660122586
+He-H,2.34,hgbs-5,003-009,jw,12,256,4,1024,0.25,0.3926990816987202,4,8.749699152954912e-11,794.003,13.850179808426033,27.06254660122586
+He-H,2.34,hgbs-5,003-009,jw,12,512,1,512,1.0,1.5707963267948808,1,0.009351346203175185,53.245,13.850179808426033,27.06254660122586
+He-H,2.34,hgbs-5,003-009,jw,12,512,2,1024,0.5,0.7853981633974404,1,0.0038875467553123044,104.885,13.850179808426033,27.06254660122586
+He-H,2.34,hgbs-5,003-009,jw,12,512,4,2048,0.25,0.3926990816987202,1,0.0018330326846121563,215.521,13.850179808426033,27.06254660122586
+He-H,2.34,hgbs-5,003-009,jw,12,512,1,512,1.0,1.5707963267948808,2,0.0012466795513165602,100.489,13.850179808426033,27.06254660122586
+He-H,2.34,hgbs-5,003-009,jw,12,512,2,1024,0.5,0.7853981633974404,2,0.0003117053946670459,209.683,13.850179808426033,27.06254660122586
+He-H,2.34,hgbs-5,003-009,jw,12,512,4,2048,0.25,0.3926990816987202,2,7.792856587675926e-05,393.441,13.850179808426033,27.06254660122586
+He-H,2.34,hgbs-5,003-009,jw,12,512,1,512,1.0,1.5707963267948808,4,3.5068257647162374e-08,559.529,13.850179808426033,27.06254660122586
+He-H,2.34,hgbs-5,003-009,jw,12,512,2,1024,0.5,0.7853981633974404,4,2.1925330532845053e-09,1047.874,13.850179808426033,27.06254660122586
+He-H,2.34,hgbs-5,003-009,jw,12,512,4,2048,0.25,0.3926990816987202,4,1.4134708034480642e-10,1993.745,13.850179808426033,27.06254660122586
diff --git a/baseline/state_errors/hgbs-5/jw/state_errors_He-He.csv b/baseline/state_errors/hgbs-5/jw/state_errors_He-He.csv
new file mode 100644
index 00000000..2a1695c5
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/jw/state_errors_He-He.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+He-He,0.55,hgbs-5,002-002,jw,4,64,1,64,1.0,1.5082375852511252,1,0.011993140097192852,0.003,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7541187926255626,1,0.005884388758891671,0.006,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,64,4,256,0.25,0.3770593963127813,1,0.0029286560113529797,0.013,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,64,1,64,1.0,1.5082375852511252,2,0.0026617124814210962,0.006,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7541187926255626,2,0.0006530293390299903,0.013,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,64,4,256,0.25,0.3770593963127813,2,0.00016250786484376756,0.025,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,64,1,64,1.0,1.5082375852511252,4,2.208629344605585e-05,0.031,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7541187926255626,4,1.3694481142092428e-06,0.062,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,64,4,256,0.25,0.3770593963127813,4,8.546545186203917e-08,0.127,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,256,1,256,1.0,1.5082375852511252,1,0.013716800172571136,0.013,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7541187926255626,1,0.006487085095107008,0.026,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.3770593963127813,1,0.0031976694089852174,0.05,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,256,1,256,1.0,1.5082375852511252,2,0.00511853196156475,0.024,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7541187926255626,2,0.0012556700718310244,0.048,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.3770593963127813,2,0.000312469060817411,0.1,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,256,1,256,1.0,1.5082375852511252,4,4.7831816331175166e-05,0.123,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7541187926255626,4,3.136000227831984e-06,0.249,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.3770593963127813,4,1.9835599795595516e-07,0.492,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,512,1,512,1.0,1.5082375852511252,1,0.009488863384904537,0.027,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.7541187926255626,1,0.002780552863579847,0.053,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.3770593963127813,1,0.001025606010691983,0.104,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,512,1,512,1.0,1.5082375852511252,2,0.008801749604157695,0.057,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.7541187926255626,2,0.0021589296565673916,0.104,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.3770593963127813,2,0.0005372235791027323,0.21,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,512,1,512,1.0,1.5082375852511252,4,8.614226369883954e-05,0.259,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.7541187926255626,4,5.745332140255879e-06,0.497,5.400718320802573,2.0
+He-He,0.55,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.3770593963127813,4,3.647685458186497e-07,1.014,5.400718320802573,2.0
+He-He,0.8,hgbs-5,002-002,jw,4,64,1,64,1.0,1.570796326794895,1,0.0038289992496170085,0.003,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7853981633974475,1,0.001849666195162834,0.006,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,64,4,256,0.25,0.39269908169872375,1,0.0009173313326130459,0.013,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,64,1,64,1.0,1.570796326794895,2,0.0011260404798874547,0.006,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7853981633974475,2,0.00027050302525234704,0.013,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,64,4,256,0.25,0.39269908169872375,2,6.698435908477646e-05,0.025,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,64,1,64,1.0,1.570796326794895,4,1.864938668170213e-05,0.031,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7853981633974475,4,1.0947693793417904e-06,0.061,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,64,4,256,0.25,0.39269908169872375,4,6.741871080284915e-08,0.125,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,256,1,256,1.0,1.570796326794895,1,0.0041282394184364215,0.013,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7853981633974475,1,0.0019762746641102612,0.026,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.39269908169872375,1,0.0009779148790161026,0.051,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,256,1,256,1.0,1.570796326794895,2,0.0013573395880041896,0.025,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7853981633974475,2,0.0003260561256559188,0.049,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.39269908169872375,2,8.074027843595683e-05,0.101,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,256,1,256,1.0,1.570796326794895,4,2.280689656922503e-05,0.126,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7853981633974475,4,1.4173740215836898e-06,0.254,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.39269908169872375,4,8.867501416518417e-08,0.512,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,512,1,512,1.0,1.570796326794895,1,0.002908856158111799,0.027,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.7853981633974475,1,0.0012937797364776966,0.053,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.39269908169872375,1,0.0006272646870942953,0.104,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,512,1,512,1.0,1.570796326794895,2,0.0015188193358115804,0.052,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.7853981633974475,2,0.000364929436124134,0.102,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.39269908169872375,2,9.037125337255768e-05,0.2,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,512,1,512,1.0,1.570796326794895,4,2.6391728063228065e-05,0.251,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.7853981633974475,4,1.823613490072818e-06,0.498,5.9412479859698655,2.4460033337281537
+He-He,0.8,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.39269908169872375,4,1.1686297905049486e-07,0.996,5.9412479859698655,2.4460033337281537
+He-He,1.04,hgbs-5,002-002,jw,4,64,1,64,1.0,1.5707963267948943,1,0.0032908759373888696,0.003,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7853981633974472,1,0.0015756206816789212,0.007,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,64,4,256,0.25,0.3926990816987236,1,0.0007798903889814562,0.013,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,64,1,64,1.0,1.5707963267948943,2,0.0010777644998008664,0.006,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7853981633974472,2,0.00025623932207510336,0.012,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,64,4,256,0.25,0.3926990816987236,2,6.330415332013425e-05,0.025,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,64,1,64,1.0,1.5707963267948943,4,2.2328873263372588e-05,0.031,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7853981633974472,4,1.2873126387503548e-06,0.061,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,64,4,256,0.25,0.3926990816987236,4,7.894920420010244e-08,0.121,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,256,1,256,1.0,1.5707963267948943,1,0.003391563803514889,0.013,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7853981633974472,1,0.0016080083161981941,0.026,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.3926990816987236,1,0.0007939857283255882,0.051,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,256,1,256,1.0,1.5707963267948943,2,0.001223057711544779,0.025,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7853981633974472,2,0.0002907658553879534,0.05,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.3926990816987236,2,7.183297502928885e-05,0.103,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,256,1,256,1.0,1.5707963267948943,4,2.5299958096210722e-05,0.125,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7853981633974472,4,1.551822677496906e-06,0.246,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.3926990816987236,4,9.688907697985012e-08,0.491,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,512,1,512,1.0,1.5707963267948943,1,0.003293586775720995,0.025,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.7853981633974472,1,0.0015080626848764233,0.051,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.3926990816987236,1,0.0007378311365620223,0.099,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,512,1,512,1.0,1.5707963267948943,2,0.0015063116081764803,0.05,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.7853981633974472,2,0.0003581848419490381,0.098,6.14239057349516,2.7323077753810274
+He-He,1.04,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.3926990816987236,2,8.849325552110529e-05,0.199,6.14239057349516,2.7323077753810274
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+He-He,2.27,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267948954,2,0.02736692765063185,20.124,13.789813672210995,22.07649497535905
+He-He,2.27,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633974477,2,0.006771092217367849,40.31,13.789813672210995,22.07649497535905
+He-He,2.27,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.39269908169872386,2,0.0016884297304537842,81.356,13.789813672210995,22.07649497535905
+He-He,2.27,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267948954,4,0.00014777716662505306,105.368,13.789813672210995,22.07649497535905
+He-He,2.27,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633974477,4,9.587900143411728e-06,204.509,13.789813672210995,22.07649497535905
+He-He,2.27,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.39269908169872386,4,6.047726768677981e-07,403.926,13.789813672210995,22.07649497535905
+He-He,2.27,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267948954,1,0.09852087136965791,18.879,13.789813672210995,22.07649497535905
+He-He,2.27,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974477,1,0.02568761365428101,40.578,13.789813672210995,22.07649497535905
+He-He,2.27,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.39269908169872386,1,0.007630661934801399,84.176,13.789813672210995,22.07649497535905
+He-He,2.27,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267948954,2,0.05385326047848331,39.328,13.789813672210995,22.07649497535905
+He-He,2.27,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974477,2,0.013328792252534413,80.292,13.789813672210995,22.07649497535905
+He-He,2.27,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.39269908169872386,2,0.003323873115086269,161.706,13.789813672210995,22.07649497535905
+He-He,2.27,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267948954,4,0.0002918987168097629,208.18,13.789813672210995,22.07649497535905
+He-He,2.27,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974477,4,1.8964415288449164e-05,410.209,13.789813672210995,22.07649497535905
+He-He,2.27,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.39269908169872386,4,1.1965848204079718e-06,820.32,13.789813672210995,22.07649497535905
+He-He,2.51,hgbs-5,004-008,jw,12,64,1,64,1.0,1.5707963267949028,1,0.034780463623594306,2.3,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,64,2,128,0.5,0.7853981633974514,1,0.01617114227864771,4.657,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,64,4,256,0.25,0.3926990816987257,1,0.007931371021061383,9.114,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,64,1,64,1.0,1.5707963267949028,2,0.008858052720145018,4.499,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,64,2,128,0.5,0.7853981633974514,2,0.0021912289889504826,7.117,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,64,4,256,0.25,0.3926990816987257,2,0.000546378235936539,15.643,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,64,1,64,1.0,1.5707963267949028,4,4.503402242523305e-05,23.517,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,64,2,128,0.5,0.7853981633974514,4,2.873187958764342e-06,41.289,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,64,4,256,0.25,0.3926990816987257,4,1.8051872300111872e-07,86.6,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267949028,1,0.05413843602918618,7.502,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633974514,1,0.015637086657599046,16.634,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.3926990816987257,1,0.00562480485539019,32.887,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267949028,2,0.02824279539502297,16.089,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633974514,2,0.006992072115972026,30.687,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.3926990816987257,2,0.0017437946172194165,63.567,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267949028,4,0.00014961517061492263,86.536,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633974514,4,9.70934498589123e-06,174.005,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.3926990816987257,4,6.12459140955512e-07,329.489,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267949028,1,0.10620013109296549,14.83,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974514,1,0.029327490049321944,34.27,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987257,1,0.009824750317734351,69.545,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267949028,2,0.05636545954250074,31.456,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974514,2,0.01395404078872186,67.095,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987257,2,0.0034799976791024824,132.33,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267949028,4,0.0002987188087108462,166.712,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974514,4,1.9389084391292057e-05,337.078,13.766789559281252,22.00780765346858
+He-He,2.51,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987257,4,1.2231027621561773e-06,667.343,13.766789559281252,22.00780765346858
+He-He,2.76,hgbs-5,004-008,jw,12,64,1,64,1.0,1.570796326794902,1,0.03545222107848502,1.457,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,64,2,128,0.5,0.785398163397451,1,0.016502646479583986,4.178,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,64,4,256,0.25,0.3926990816987255,1,0.0080967706170202,8.95,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,64,1,64,1.0,1.570796326794902,2,0.009021419230076964,4.667,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,64,2,128,0.5,0.785398163397451,2,0.0022328656046837763,8.154,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,64,4,256,0.25,0.3926990816987255,2,0.0005568351590444731,18.1,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,64,1,64,1.0,1.570796326794902,4,4.510506999247654e-05,20.561,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,64,2,128,0.5,0.785398163397451,4,2.8779340618559118e-06,38.095,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,64,4,256,0.25,0.3926990816987255,4,1.8081895533899452e-07,75.888,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,256,1,256,1.0,1.570796326794902,1,0.055260357767142325,7.396,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,256,2,512,0.5,0.785398163397451,1,0.015531909834570165,15.984,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.3926990816987255,1,0.005365677400717453,30.282,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,256,1,256,1.0,1.570796326794902,2,0.02887915978357069,15.655,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,256,2,512,0.5,0.785398163397451,2,0.007148739062548885,32.476,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.3926990816987255,2,0.001782811465233133,61.646,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,256,1,256,1.0,1.570796326794902,4,0.00015048840119698985,81.097,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,256,2,512,0.5,0.785398163397451,4,9.761074144193638e-06,161.211,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.3926990816987255,4,6.156468208926457e-07,321.158,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,512,1,512,1.0,1.570796326794902,1,0.10864645988983498,17.633,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.785398163397451,1,0.029629425331764204,32.912,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987255,1,0.009702030398597095,64.018,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,512,1,512,1.0,1.570796326794902,2,0.057665260393226885,31.627,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.785398163397451,2,0.014277299088841806,65.17,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987255,2,0.0035607000808766634,125.329,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,512,1,512,1.0,1.570796326794902,4,0.00030065691362674306,164.229,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.785398163397451,4,1.9503593517898385e-05,328.979,13.754577365654098,21.972455931711536
+He-He,2.76,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987255,4,1.2301548195709574e-06,652.503,13.754577365654098,21.972455931711536
diff --git a/baseline/state_errors/hgbs-5/jw/state_errors_Li-H.csv b/baseline/state_errors/hgbs-5/jw/state_errors_Li-H.csv
new file mode 100644
index 00000000..c2ab30eb
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/jw/state_errors_Li-H.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Li-H,0.99,hgbs-5,002-002,jw,4,64,1,64,1.0,1.3956103042989425,1,0.003454096182033111,0.006,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,jw,4,64,2,128,0.5,0.6978051521494713,1,0.0016631455367687362,0.012,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,jw,4,64,4,256,0.25,0.3489025760747356,1,0.0008270323442519698,0.025,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,jw,4,64,1,64,1.0,1.3956103042989425,2,0.0005472915498327722,0.012,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,jw,4,64,2,128,0.5,0.6978051521494713,2,0.00013210178393311376,0.024,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,jw,4,64,4,256,0.25,0.3489025760747356,2,3.2739357496131744e-05,0.049,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,jw,4,64,1,64,1.0,1.3956103042989425,4,5.359953600853467e-06,0.061,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,jw,4,64,2,128,0.5,0.6978051521494713,4,3.242923998701535e-07,0.134,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,jw,4,64,4,256,0.25,0.3489025760747356,4,2.0108235366797916e-08,0.266,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,jw,4,256,1,256,1.0,1.3956103042989425,1,0.003464824232252478,0.025,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,jw,4,256,2,512,0.5,0.6978051521494713,1,0.0016377414986446452,0.049,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.3489025760747356,1,0.0008190547433270046,0.099,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,jw,4,256,1,256,1.0,1.3956103042989425,2,0.0005845499845989128,0.049,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,jw,4,256,2,512,0.5,0.6978051521494713,2,0.00014201088221129393,0.099,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.3489025760747356,2,3.525902211994017e-05,0.199,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,jw,4,256,1,256,1.0,1.3956103042989425,4,5.7879467092406395e-06,0.241,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,jw,4,256,2,512,0.5,0.6978051521494713,4,3.5672523781084524e-07,0.484,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.3489025760747356,4,2.222618341744301e-08,0.971,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,jw,4,512,1,512,1.0,1.3956103042989425,1,0.0030654583897955215,0.05,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.6978051521494713,1,0.0011570133345185736,0.099,8.412017866530181,2.0
+Li-H,0.99,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.3489025760747356,1,0.000531686602515238,0.194,8.412017866530181,2.0
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+Li-H,4.95,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267948957,2,0.0016525891632848896,22.028,12.590783544522322,15.525502608150793
+Li-H,4.95,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974478,2,0.00041217589613629465,42.739,12.590783544522322,15.525502608150793
+Li-H,4.95,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987239,2,0.00010298538467722722,89.227,12.590783544522322,15.525502608150793
+Li-H,4.95,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267948957,4,4.043249819160638e-06,104.122,12.590783544522322,15.525502608150793
+Li-H,4.95,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974478,4,2.617880245237964e-07,213.889,12.590783544522322,15.525502608150793
+Li-H,4.95,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987239,4,1.651157739721527e-08,427.009,12.590783544522322,15.525502608150793
diff --git a/baseline/state_errors/hgbs-5/jw/state_errors_Li-Li.csv b/baseline/state_errors/hgbs-5/jw/state_errors_Li-Li.csv
new file mode 100644
index 00000000..2b3b89db
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/jw/state_errors_Li-Li.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Li-Li,1.6,hgbs-5,002-002,jw,4,64,1,64,1.0,0.7521689758845226,1,0.01451303961424695,0.003,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,64,2,128,0.5,0.3760844879422613,1,0.007226954922188574,0.006,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,64,4,256,0.25,0.18804224397113065,1,0.0036097976210192955,0.013,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,64,1,64,1.0,0.7521689758845226,2,0.001446481624067862,0.007,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,64,2,128,0.5,0.3760844879422613,2,0.0003605707786156199,0.013,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,64,4,256,0.25,0.18804224397113065,2,9.007740561304178e-05,0.026,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,64,1,64,1.0,0.7521689758845226,4,1.9266996611896715e-06,0.033,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,64,2,128,0.5,0.3760844879422613,4,1.2079481523537453e-07,0.065,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,64,4,256,0.25,0.18804224397113065,4,7.555653761766379e-09,0.13,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,256,1,256,1.0,0.7521689758845226,1,0.006144694612637533,0.013,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,256,2,512,0.5,0.3760844879422613,1,0.0026106141060638307,0.027,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.18804224397113065,1,0.0012413486930375822,0.055,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,256,1,256,1.0,0.7521689758845226,2,0.0036924436334607375,0.027,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,256,2,512,0.5,0.3760844879422613,2,0.0009205451757374743,0.061,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.18804224397113065,2,0.000229976672035597,0.121,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,256,1,256,1.0,0.7521689758845226,4,5.7878685312908165e-06,0.14,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,256,2,512,0.5,0.3760844879422613,4,3.6505280709465055e-07,0.273,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.18804224397113065,4,2.2867647713694864e-08,0.522,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,512,1,512,1.0,0.7521689758845226,1,0.01202873259477066,0.027,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.3760844879422613,1,0.0050711396000618575,0.053,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.18804224397113065,1,0.0024041724002652506,0.106,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,512,1,512,1.0,0.7521689758845226,2,0.007382319024589771,0.052,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.3760844879422613,2,0.001840466078416554,0.102,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.18804224397113065,2,0.0004597982377565129,0.201,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,512,1,512,1.0,0.7521689758845226,4,1.1573666444372247e-05,0.257,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.3760844879422613,4,7.299785781028206e-07,0.517,15.08742951476872,2.0
+Li-Li,1.6,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.18804224397113065,4,4.572738934600534e-08,1.025,15.08742951476872,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,64,1,64,1.0,0.7297811480497808,1,0.01732478366459754,0.003,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,64,2,128,0.5,0.3648905740248904,1,0.008639843812485967,0.007,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,64,4,256,0.25,0.1824452870124452,1,0.004317115176943693,0.013,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,64,1,64,1.0,0.7297811480497808,2,0.0014458123773577374,0.006,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,64,2,128,0.5,0.3648905740248904,2,0.00036059608126089534,0.013,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,64,4,256,0.25,0.1824452870124452,2,9.009567548025578e-05,0.026,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,64,1,64,1.0,0.7297811480497808,4,1.613816831142111e-06,0.033,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,64,2,128,0.5,0.3648905740248904,4,1.009178271680984e-07,0.065,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,64,4,256,0.25,0.1824452870124452,4,6.308266989046394e-09,0.132,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,256,1,256,1.0,0.7297811480497808,1,0.011159062237445387,0.014,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,256,2,512,0.5,0.3648905740248904,1,0.0054217792502784775,0.028,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.1824452870124452,1,0.0026909310655807545,0.054,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,256,1,256,1.0,0.7297811480497808,2,0.0029677889109153382,0.027,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,256,2,512,0.5,0.3648905740248904,2,0.0007400903109389482,0.053,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.1824452870124452,2,0.00018490699625446682,0.107,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,256,1,256,1.0,0.7297811480497808,4,4.063795427341053e-06,0.126,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,256,2,512,0.5,0.3648905740248904,4,2.559402406256729e-07,0.255,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.1824452870124452,4,1.602683336894349e-08,0.513,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,512,1,512,1.0,0.7297811480497808,1,0.017953943265447882,0.027,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.3648905740248904,1,0.008605897446985806,0.054,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.1824452870124452,1,0.004255582879823083,0.106,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,512,1,512,1.0,0.7297811480497808,2,0.005857074208073801,0.051,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.3648905740248904,2,0.0014607098126563475,0.101,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.1824452870124452,2,0.0003649558545093522,0.206,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,512,1,512,1.0,0.7297811480497808,4,8.069678983561494e-06,0.26,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.3648905740248904,4,5.083188448676646e-07,0.514,15.160373092959397,2.0
+Li-Li,2.31,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.1824452870124452,4,3.183192749599242e-08,1.033,15.160373092959397,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,64,1,64,1.0,0.7066318615442316,1,0.024839855957993665,0.003,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,64,2,128,0.5,0.3533159307721158,1,0.012395874649766324,0.007,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,64,4,256,0.25,0.1766579653860579,1,0.0061949364912777145,0.013,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,64,1,64,1.0,0.7066318615442316,2,0.0018163465274966374,0.006,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,64,2,128,0.5,0.3533159307721158,2,0.00045346893311377874,0.013,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,64,4,256,0.25,0.1766579653860579,2,0.00011332870653563666,0.026,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,64,1,64,1.0,0.7066318615442316,4,1.2619712063083154e-06,0.032,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,64,2,128,0.5,0.3533159307721158,4,7.901735339896963e-08,0.064,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,64,4,256,0.25,0.1766579653860579,4,4.940849729394124e-09,0.128,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,256,1,256,1.0,0.7066318615442316,1,0.02435448551415234,0.013,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,256,2,512,0.5,0.3533159307721158,1,0.011976180933310928,0.026,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.1766579653860579,1,0.005962779148755967,0.052,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,256,1,256,1.0,0.7066318615442316,2,0.004963435491092652,0.025,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,256,2,512,0.5,0.3533159307721158,2,0.001239005753575293,0.052,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.1766579653860579,2,0.00030963581891174457,0.102,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,256,1,256,1.0,0.7066318615442316,4,3.965255514103961e-06,0.128,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,256,2,512,0.5,0.3533159307721158,4,2.489363393982732e-07,0.259,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.1766579653860579,4,1.55758486460923e-08,0.523,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,512,1,512,1.0,0.7066318615442316,1,0.02087686110786577,0.027,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.3533159307721158,1,0.009600166953638353,0.054,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.1766579653860579,1,0.0046898288591496655,0.105,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,512,1,512,1.0,0.7066318615442316,2,0.009626361171174831,0.052,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.3533159307721158,2,0.00240322434779564,0.105,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.1766579653860579,2,0.0006005957647002729,0.209,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,512,1,512,1.0,0.7066318615442316,4,7.801642776889722e-06,0.257,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.3533159307721158,4,4.898942971693421e-07,0.522,15.17945690199499,2.0
+Li-Li,3.01,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.1766579653860579,4,3.065424635222296e-08,1.023,15.17945690199499,2.0
+Li-Li,3.72,hgbs-5,002-002,jw,4,64,1,64,1.0,0.6879045093969218,1,0.03745274844946396,0.003,15.180830024341208,2.0
+Li-Li,3.72,hgbs-5,002-002,jw,4,64,2,128,0.5,0.3439522546984609,1,0.018696228775549283,0.007,15.180830024341208,2.0
+Li-Li,3.72,hgbs-5,002-002,jw,4,64,4,256,0.25,0.17197612734923046,1,0.00934434777949597,0.013,15.180830024341208,2.0
+Li-Li,3.72,hgbs-5,002-002,jw,4,64,1,64,1.0,0.6879045093969218,2,0.002340280567271318,0.007,15.180830024341208,2.0
+Li-Li,3.72,hgbs-5,002-002,jw,4,64,2,128,0.5,0.3439522546984609,2,0.0005845796288268184,0.013,15.180830024341208,2.0
+Li-Li,3.72,hgbs-5,002-002,jw,4,64,4,256,0.25,0.17197612734923046,2,0.00014611426779243585,0.026,15.180830024341208,2.0
+Li-Li,3.72,hgbs-5,002-002,jw,4,64,1,64,1.0,0.6879045093969218,4,8.902614380682743e-07,0.032,15.180830024341208,2.0
+Li-Li,3.72,hgbs-5,002-002,jw,4,64,2,128,0.5,0.3439522546984609,4,5.572648436228564e-08,0.064,15.180830024341208,2.0
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+Li-Li,7.27,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987267,2,3.0140128033581478e-05,70.573,17.168064372685517,10.34643493202054
+Li-Li,7.27,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267949068,4,5.662414925894399e-06,90.23,17.168064372685517,10.34643493202054
+Li-Li,7.27,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974534,4,3.6010827874225853e-07,175.818,17.168064372685517,10.34643493202054
+Li-Li,7.27,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987267,4,2.2646602554439123e-08,358.283,17.168064372685517,10.34643493202054
+Li-Li,7.98,hgbs-5,004-008,jw,12,64,1,64,1.0,1.5707963267948997,1,0.007887217663630236,1.606,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,64,2,128,0.5,0.7853981633974498,1,0.003943882809297534,3.169,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,64,4,256,0.25,0.3926990816987249,1,0.0019721158176356558,6.686,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,64,1,64,1.0,1.5707963267948997,2,0.00022286257058749925,3.326,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,64,2,128,0.5,0.7853981633974498,2,5.435650979653769e-05,5.287,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,64,4,256,0.25,0.3926990816987249,2,1.3508204364510385e-05,12.452,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,64,1,64,1.0,1.5707963267948997,4,2.4576376111575843e-06,13.167,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,64,2,128,0.5,0.7853981633974498,4,1.474675432448552e-07,32.965,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,64,4,256,0.25,0.3926990816987249,4,9.12797400751241e-09,64.257,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267948997,1,0.014394252905565962,6.934,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633974498,1,0.007219289214532767,11.95,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.3926990816987249,1,0.0036151125809547077,22.649,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267948997,2,0.0003918378132343662,12.336,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633974498,2,9.600680610375668e-05,24.313,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.3926990816987249,2,2.388560047612467e-05,49.728,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267948997,4,4.3270553916199105e-06,62.433,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633974498,4,2.6644639463832175e-07,122.635,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.3926990816987249,4,1.661096379767977e-08,243.259,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267948997,1,0.010566470238545738,11.64,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974498,1,0.005299680963416639,24.749,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987249,1,0.002654002481818702,48.384,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267948997,2,0.00032436196281265307,24.573,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974498,2,7.989329555409021e-05,49.101,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987249,2,1.990316434922799e-05,92.589,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267948997,4,3.908062085674408e-06,120.424,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974498,4,2.664384455757193e-07,235.045,17.825722477482053,11.840124017148451
+Li-Li,7.98,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987249,4,1.701370202953896e-08,478.567,17.825722477482053,11.840124017148451
diff --git a/baseline/state_errors/sto-6g/bk/state_errors_B-B.csv b/baseline/state_errors/sto-6g/bk/state_errors_B-B.csv
new file mode 100644
index 00000000..b54ca874
--- /dev/null
+++ b/baseline/state_errors/sto-6g/bk/state_errors_B-B.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+B-B,1.02,sto-6g,002-002,bk,4,64,1,64,1.0,1.3334255698194295,1,0.039452912360164565,0.003,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,64,2,128,0.5,0.6667127849097148,1,0.019652213493418638,0.007,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,64,4,256,0.25,0.3333563924548574,1,0.009816826102223092,0.013,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,64,1,64,1.0,1.3334255698194295,2,0.004297628932190674,0.007,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,64,2,128,0.5,0.6667127849097148,2,0.00107306358545052,0.013,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,64,4,256,0.25,0.3333563924548574,2,0.00026818197611875233,0.026,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,64,1,64,1.0,1.3334255698194295,4,3.011473118870326e-06,0.033,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,64,2,128,0.5,0.6667127849097148,4,1.8887647925372847e-07,0.065,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,64,4,256,0.25,0.3333563924548574,4,1.1815118795547135e-08,0.129,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,256,1,256,1.0,1.3334255698194295,1,0.03834069435042817,0.013,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,256,2,512,0.5,0.6667127849097148,1,0.018078453461948148,0.027,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,256,4,1024,0.25,0.3333563924548574,1,0.008897921218197819,0.055,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,256,1,256,1.0,1.3334255698194295,2,0.015246472685162034,0.028,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,256,2,512,0.5,0.6667127849097148,2,0.0038063483233408647,0.052,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,256,4,1024,0.25,0.3333563924548574,2,0.0009512565566218664,0.102,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,256,1,256,1.0,1.3334255698194295,4,1.1235183976255357e-05,0.128,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,256,2,512,0.5,0.6667127849097148,4,7.052650953162553e-07,0.257,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,256,4,1024,0.25,0.3333563924548574,4,4.41270352443203e-08,0.53,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,512,1,512,1.0,1.3334255698194295,1,0.055270941965725996,0.028,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,512,2,1024,0.5,0.6667127849097148,1,0.02426486261244575,0.057,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,512,4,2048,0.25,0.3333563924548574,1,0.011674359741235627,0.108,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,512,1,512,1.0,1.3334255698194295,2,0.03036718230832078,0.052,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,512,2,1024,0.5,0.6667127849097148,2,0.007580884681449016,0.107,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,512,4,2048,0.25,0.3333563924548574,2,0.0018945273349253227,0.206,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,512,1,512,1.0,1.3334255698194295,4,2.2418432928336942e-05,0.254,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,512,2,1024,0.5,0.6667127849097148,4,1.4073132219666885e-06,0.511,49.163103836114985,2.0
+B-B,1.02,sto-6g,002-002,bk,4,512,4,2048,0.25,0.3333563924548574,4,8.805342855433185e-08,1.027,49.163103836114985,2.0
+B-B,1.47,sto-6g,002-002,bk,4,64,1,64,1.0,1.1064324383312416,1,0.011739667218305414,0.003,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,64,2,128,0.5,0.5532162191656208,1,0.005868854915367802,0.007,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,64,4,256,0.25,0.2766081095828104,1,0.002934305128900202,0.014,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,64,1,64,1.0,1.1064324383312416,2,0.00015640020371338655,0.007,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,64,2,128,0.5,0.5532162191656208,2,3.9095730465123905e-05,0.013,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,64,4,256,0.25,0.2766081095828104,2,9.773662609025416e-06,0.026,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,64,1,64,1.0,1.1064324383312416,4,4.037998675413534e-09,0.033,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,64,2,128,0.5,0.5532162191656208,4,2.523771049578327e-10,0.067,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,64,4,256,0.25,0.2766081095828104,4,1.5778042477938622e-11,0.132,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,256,1,256,1.0,1.1064324383312416,1,0.003509809574263287,0.013,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,256,2,512,0.5,0.5532162191656208,1,0.0017434186928704173,0.025,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,256,4,1024,0.25,0.2766081095828104,1,0.0008702679605578705,0.052,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,256,1,256,1.0,1.1064324383312416,2,0.0004919383143965609,0.025,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,256,2,512,0.5,0.5532162191656208,2,0.00012297391403373598,0.05,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,256,4,1024,0.25,0.2766081095828104,2,3.074281196706405e-05,0.1,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,256,1,256,1.0,1.1064324383312416,4,1.1861814444583928e-08,0.125,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,256,2,512,0.5,0.5532162191656208,4,7.414879095201302e-10,0.263,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,256,4,1024,0.25,0.2766081095828104,4,4.637304098039128e-11,0.518,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,512,1,512,1.0,1.1064324383312416,1,0.006882536841796624,0.027,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,512,2,1024,0.5,0.5532162191656208,1,0.0034175923372035655,0.052,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,512,4,2048,0.25,0.2766081095828104,1,0.0017058243849377257,0.105,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,512,1,512,1.0,1.1064324383312416,2,0.0009838106239649907,0.051,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,512,2,1024,0.5,0.5532162191656208,2,0.0002459312753946911,0.103,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,512,4,2048,0.25,0.2766081095828104,2,6.148148221977877e-05,0.206,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,512,1,512,1.0,1.1064324383312416,4,2.372141165543707e-08,0.258,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,512,2,1024,0.5,0.5532162191656208,4,1.4828252572728959e-09,0.532,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,bk,4,512,4,2048,0.25,0.2766081095828104,4,9.276026297844952e-11,1.035,49.3036707936332,2.0
+B-B,1.93,sto-6g,002-002,bk,4,64,1,64,1.0,1.0239045461322092,1,0.00464406675425622,0.004,49.27058327752315,2.0
+B-B,1.93,sto-6g,002-002,bk,4,64,2,128,0.5,0.5119522730661046,1,0.0022743929507561245,0.007,49.27058327752315,2.0
+B-B,1.93,sto-6g,002-002,bk,4,64,4,256,0.25,0.2559761365330523,1,0.0011311711282411792,0.014,49.27058327752315,2.0
+B-B,1.93,sto-6g,002-002,bk,4,64,1,64,1.0,1.0239045461322092,2,0.001005091060493344,0.007,49.27058327752315,2.0
+B-B,1.93,sto-6g,002-002,bk,4,64,2,128,0.5,0.5119522730661046,2,0.00025113735199375263,0.014,49.27058327752315,2.0
+B-B,1.93,sto-6g,002-002,bk,4,64,4,256,0.25,0.2559761365330523,2,6.27758793190065e-05,0.027,49.27058327752315,2.0
+B-B,1.93,sto-6g,002-002,bk,4,64,1,64,1.0,1.0239045461322092,4,1.2443438734397888e-07,0.034,49.27058327752315,2.0
+B-B,1.93,sto-6g,002-002,bk,4,64,2,128,0.5,0.5119522730661046,4,7.783920840379693e-09,0.068,49.27058327752315,2.0
+B-B,1.93,sto-6g,002-002,bk,4,64,4,256,0.25,0.2559761365330523,4,4.866082762085018e-10,0.129,49.27058327752315,2.0
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+B-B,4.65,sto-6g,004-008,bk,12,64,1,64,1.0,1.5707963267948875,2,0.0003385054200464301,1.678,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,64,2,128,0.5,0.7853981633974437,2,8.464634292895767e-05,3.215,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,64,4,256,0.25,0.39269908169872186,2,2.1162836893175652e-05,5.245,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,64,1,64,1.0,1.5707963267948875,4,2.657441986041879e-08,6.574,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,64,2,128,0.5,0.7853981633974437,4,1.6589939109636842e-09,13.212,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,64,4,256,0.25,0.39269908169872186,4,1.0367362815254397e-10,28.032,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,256,1,256,1.0,1.5707963267948875,1,0.01738821438511013,3.054,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,256,2,512,0.5,0.7853981633974437,1,0.00869509957082106,5.899,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,256,4,1024,0.25,0.39269908169872186,1,0.0043479382590759464,12.162,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,256,1,256,1.0,1.5707963267948875,2,0.0009367326974846282,4.299,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,256,2,512,0.5,0.7853981633974437,2,0.00023430272281703085,11.6,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,256,4,1024,0.25,0.39269908169872186,2,5.858315803785404e-05,21.205,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,256,1,256,1.0,1.5707963267948875,4,3.039850380567736e-08,28.305,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,256,2,512,0.5,0.7853981633974437,4,1.899205678765928e-09,56.664,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,256,4,1024,0.25,0.39269908169872186,4,1.187954818966167e-10,117.365,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,512,1,512,1.0,1.5707963267948875,1,0.020567717735379503,6.518,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,512,2,1024,0.5,0.7853981633974437,1,0.010247014764920659,11.441,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,512,4,2048,0.25,0.39269908169872186,1,0.005115002273039486,21.907,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,512,1,512,1.0,1.5707963267948875,2,0.0014914607118675246,11.163,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,512,2,1024,0.5,0.7853981633974437,2,0.0003730443407981744,23.064,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,512,4,2048,0.25,0.39269908169872186,2,9.327228995933028e-05,43.437,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,512,1,512,1.0,1.5707963267948875,4,4.814615368700839e-08,59.116,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,512,2,1024,0.5,0.7853981633974437,4,3.0088301672723487e-09,121.362,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,bk,12,512,4,2048,0.25,0.39269908169872186,4,1.8829096079047911e-10,245.835,58.63758257334581,23.467413267507993
+B-B,5.1,sto-6g,004-008,bk,12,64,1,64,1.0,1.570796326794875,1,0.028744459295026396,1.052,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,64,2,128,0.5,0.7853981633974375,1,0.014374426632475682,2.423,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,64,4,256,0.25,0.39269908169871875,1,0.007187321263828189,4.518,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,64,1,64,1.0,1.570796326794875,2,0.00037292469268985427,2.031,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,64,2,128,0.5,0.7853981633974375,2,9.325164007357906e-05,3.503,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,64,4,256,0.25,0.39269908169871875,2,2.331419078748714e-05,7.311,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,64,1,64,1.0,1.570796326794875,4,2.7045638554372976e-08,10.104,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,64,2,128,0.5,0.7853981633974375,4,1.6882163062511578e-09,19.942,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,64,4,256,0.25,0.39269908169871875,4,1.0554426425962029e-10,41.646,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,256,1,256,1.0,1.570796326794875,1,0.015532685501005415,4.546,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,256,2,512,0.5,0.7853981633974375,1,0.007768503865829315,8.091,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,256,4,1024,0.25,0.39269908169871875,1,0.003885021587110777,19.312,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,256,1,256,1.0,1.570796326794875,2,0.0010469367860327806,7.662,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,256,2,512,0.5,0.7853981633974375,2,0.0002618557308464081,16.167,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,256,4,1024,0.25,0.39269908169871875,2,6.547153288052849e-05,31.202,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,256,1,256,1.0,1.570796326794875,4,3.643626968223848e-08,40.486,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,256,2,512,0.5,0.7853981633974375,4,2.27578819609827e-09,84.485,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,256,4,1024,0.25,0.39269908169871875,4,1.4306561123749103e-10,166.617,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,512,1,512,1.0,1.570796326794875,1,0.021292077344274296,8.929,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,512,2,1024,0.5,0.7853981633974375,1,0.010645486377720805,14.587,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,512,4,2048,0.25,0.39269908169871875,1,0.005323287744780969,32.48,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,512,1,512,1.0,1.570796326794875,2,0.0018008773784425921,16.868,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,512,2,1024,0.5,0.7853981633974375,2,0.0004504190936716884,31.77,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,512,4,2048,0.25,0.39269908169871875,2,0.0001126172607601975,64.198,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,512,1,512,1.0,1.570796326794875,4,5.191687516050477e-08,86.095,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,512,2,1024,0.5,0.7853981633974375,4,3.2441742878175446e-09,172.183,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,bk,12,512,4,2048,0.25,0.39269908169871875,4,2.0495308689716556e-10,338.717,58.340315745256326,22.85915365852655
diff --git a/baseline/state_errors/sto-6g/bk/state_errors_B-H.csv b/baseline/state_errors/sto-6g/bk/state_errors_B-H.csv
new file mode 100644
index 00000000..3492ece4
--- /dev/null
+++ b/baseline/state_errors/sto-6g/bk/state_errors_B-H.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+B-H,0.7,sto-6g,002-002,bk,4,64,1,64,1.0,1.541671226089637,1,0.03408981563623946,0.003,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,64,2,128,0.5,0.7708356130448185,1,0.014380096470220212,0.007,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,64,4,256,0.25,0.38541780652240926,1,0.0068188567915965555,0.013,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,64,1,64,1.0,1.541671226089637,2,0.00660966103038715,0.006,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,64,2,128,0.5,0.7708356130448185,2,0.0016495800855089043,0.013,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,64,4,256,0.25,0.38541780652240926,2,0.0004122182101369912,0.025,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,64,1,64,1.0,1.541671226089637,4,1.5861967055570465e-06,0.033,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,64,2,128,0.5,0.7708356130448185,4,9.89245427385533e-08,0.064,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,64,4,256,0.25,0.38541780652240926,4,6.179466642762333e-09,0.129,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,256,1,256,1.0,1.541671226089637,1,0.08778315626011891,0.013,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,256,2,512,0.5,0.7708356130448185,1,0.02506639678853177,0.025,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,256,4,1024,0.25,0.38541780652240926,1,0.00874323149863285,0.05,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,256,1,256,1.0,1.541671226089637,2,0.02633709927100542,0.025,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,256,2,512,0.5,0.7708356130448185,2,0.006573420515266749,0.049,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,256,4,1024,0.25,0.38541780652240926,2,0.0016426703217756959,0.099,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,256,1,256,1.0,1.541671226089637,4,5.257933514344505e-06,0.125,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,256,2,512,0.5,0.7708356130448185,4,3.283395251832784e-07,0.253,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,256,4,1024,0.25,0.38541780652240926,4,2.051677592867024e-08,0.511,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,512,1,512,1.0,1.541671226089637,1,0.16586953701413593,0.026,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,512,2,1024,0.5,0.7708356130448185,1,0.04156965193657344,0.053,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,512,4,2048,0.25,0.38541780652240926,1,0.010559810168978206,0.105,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,512,1,512,1.0,1.541671226089637,2,0.052654803207494265,0.051,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,512,2,1024,0.5,0.7708356130448185,2,0.013143138841627329,0.1,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,512,4,2048,0.25,0.38541780652240926,2,0.003284436515252921,0.201,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,512,1,512,1.0,1.541671226089637,4,1.0340283336335128e-05,0.252,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,512,2,1024,0.5,0.7708356130448185,4,6.45805521017531e-07,0.504,25.35397881731699,2.0
+B-H,0.7,sto-6g,002-002,bk,4,512,4,2048,0.25,0.38541780652240926,4,4.0355527575060355e-08,1.015,25.35397881731699,2.0
+B-H,1.01,sto-6g,002-002,bk,4,64,1,64,1.0,1.5420645558828652,1,0.023720802556196498,0.003,25.63752075516516,2.0
+B-H,1.01,sto-6g,002-002,bk,4,64,2,128,0.5,0.7710322779414326,1,0.006573448271901201,0.006,25.63752075516516,2.0
+B-H,1.01,sto-6g,002-002,bk,4,64,4,256,0.25,0.3855161389707163,1,0.002182518294375931,0.013,25.63752075516516,2.0
+B-H,1.01,sto-6g,002-002,bk,4,64,1,64,1.0,1.5420645558828652,2,0.005897383782784967,0.006,25.63752075516516,2.0
+B-H,1.01,sto-6g,002-002,bk,4,64,2,128,0.5,0.7710322779414326,2,0.0014727005905758738,0.012,25.63752075516516,2.0
+B-H,1.01,sto-6g,002-002,bk,4,64,4,256,0.25,0.3855161389707163,2,0.00036807241067905396,0.025,25.63752075516516,2.0
+B-H,1.01,sto-6g,002-002,bk,4,64,1,64,1.0,1.5420645558828652,4,2.3993242063818174e-06,0.031,25.63752075516516,2.0
+B-H,1.01,sto-6g,002-002,bk,4,64,2,128,0.5,0.7710322779414326,4,1.5074678702704887e-07,0.061,25.63752075516516,2.0
+B-H,1.01,sto-6g,002-002,bk,4,64,4,256,0.25,0.3855161389707163,4,9.434107079057891e-09,0.124,25.63752075516516,2.0
+B-H,1.01,sto-6g,002-002,bk,4,256,1,256,1.0,1.5420645558828652,1,0.09005499382884861,0.013,25.63752075516516,2.0
+B-H,1.01,sto-6g,002-002,bk,4,256,2,512,0.5,0.7710322779414326,1,0.022448341289332385,0.026,25.63752075516516,2.0
+B-H,1.01,sto-6g,002-002,bk,4,256,4,1024,0.25,0.3855161389707163,1,0.005608893908709035,0.051,25.63752075516516,2.0
+B-H,1.01,sto-6g,002-002,bk,4,256,1,256,1.0,1.5420645558828652,2,0.02313135195366312,0.025,25.63752075516516,2.0
+B-H,1.01,sto-6g,002-002,bk,4,256,2,512,0.5,0.7710322779414326,2,0.005777278427040387,0.05,25.63752075516516,2.0
+B-H,1.01,sto-6g,002-002,bk,4,256,4,1024,0.25,0.3855161389707163,2,0.00144396699949126,0.1,25.63752075516516,2.0
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+B-H,2.89,sto-6g,006-006,bk,12,64,4,256,0.25,0.39269908169872303,4,8.459643493163334e-09,33.842,37.739983794260645,43.01942832032584
+B-H,2.89,sto-6g,006-006,bk,12,256,1,256,1.0,1.5707963267948921,1,0.009138085329275743,3.09,37.739983794260645,43.01942832032584
+B-H,2.89,sto-6g,006-006,bk,12,256,2,512,0.5,0.7853981633974461,1,0.004533554313043908,6.417,37.739983794260645,43.01942832032584
+B-H,2.89,sto-6g,006-006,bk,12,256,4,1024,0.25,0.39269908169872303,1,0.002259874086763872,13.485,37.739983794260645,43.01942832032584
+B-H,2.89,sto-6g,006-006,bk,12,256,1,256,1.0,1.5707963267948921,2,0.0007984679438716464,6.655,37.739983794260645,43.01942832032584
+B-H,2.89,sto-6g,006-006,bk,12,256,2,512,0.5,0.7853981633974461,2,0.000198095956596894,12.816,37.739983794260645,43.01942832032584
+B-H,2.89,sto-6g,006-006,bk,12,256,4,1024,0.25,0.39269908169872303,2,4.943188144106969e-05,26.533,37.739983794260645,43.01942832032584
+B-H,2.89,sto-6g,006-006,bk,12,256,1,256,1.0,1.5707963267948921,4,3.818451503779417e-06,31.724,37.739983794260645,43.01942832032584
+B-H,2.89,sto-6g,006-006,bk,12,256,2,512,0.5,0.7853981633974461,4,2.399493720004413e-07,64.22,37.739983794260645,43.01942832032584
+B-H,2.89,sto-6g,006-006,bk,12,256,4,1024,0.25,0.39269908169872303,4,1.5023599629001062e-08,125.815,37.739983794260645,43.01942832032584
+B-H,2.89,sto-6g,006-006,bk,12,512,1,512,1.0,1.5707963267948921,1,0.014144832967406306,6.68,37.739983794260645,43.01942832032584
+B-H,2.89,sto-6g,006-006,bk,12,512,2,1024,0.5,0.7853981633974461,1,0.006966764245454588,14.045,37.739983794260645,43.01942832032584
+B-H,2.89,sto-6g,006-006,bk,12,512,4,2048,0.25,0.39269908169872303,1,0.0034607514014318693,25.351,37.739983794260645,43.01942832032584
+B-H,2.89,sto-6g,006-006,bk,12,512,1,512,1.0,1.5707963267948921,2,0.001218080079744967,13.59,37.739983794260645,43.01942832032584
+B-H,2.89,sto-6g,006-006,bk,12,512,2,1024,0.5,0.7853981633974461,2,0.0003024555095649029,26.732,37.739983794260645,43.01942832032584
+B-H,2.89,sto-6g,006-006,bk,12,512,4,2048,0.25,0.39269908169872303,2,7.548859392102393e-05,51.883,37.739983794260645,43.01942832032584
+B-H,2.89,sto-6g,006-006,bk,12,512,1,512,1.0,1.5707963267948921,4,5.467053198769773e-06,67.172,37.739983794260645,43.01942832032584
+B-H,2.89,sto-6g,006-006,bk,12,512,2,1024,0.5,0.7853981633974461,4,3.53592788703683e-07,132.861,37.739983794260645,43.01942832032584
+B-H,2.89,sto-6g,006-006,bk,12,512,4,2048,0.25,0.39269908169872303,4,2.2292622037318632e-08,272.646,37.739983794260645,43.01942832032584
+B-H,3.2,sto-6g,006-006,bk,12,64,1,64,1.0,1.5707963267948954,1,0.009199181052188601,2.199,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,64,2,128,0.5,0.7853981633974477,1,0.004582943175597478,4.105,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,64,4,256,0.25,0.39269908169872386,1,0.0022878812024013013,7.946,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,64,1,64,1.0,1.5707963267948954,2,0.0005047468289302328,4.502,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,64,2,128,0.5,0.7853981633974477,2,0.00012442861654485404,9.57,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,64,4,256,0.25,0.39269908169872386,2,3.100131400456581e-05,16.637,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,64,1,64,1.0,1.5707963267948954,4,3.5542109826860395e-06,22.6,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,64,2,128,0.5,0.7853981633974477,4,2.1637830853423608e-07,44.331,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,64,4,256,0.25,0.39269908169872386,4,1.3439361616489743e-08,90.579,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,256,1,256,1.0,1.5707963267948954,1,0.022653253402859473,8.858,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,256,2,512,0.5,0.7853981633974477,1,0.011329256103461794,18.255,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,256,4,1024,0.25,0.39269908169872386,1,0.005665590925354514,33.542,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,256,1,256,1.0,1.5707963267948954,2,0.0007717335504026411,17.118,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,256,2,512,0.5,0.7853981633974477,2,0.00019100264162650796,36.154,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,256,4,1024,0.25,0.39269908169872386,2,4.763316711839058e-05,70.751,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,256,1,256,1.0,1.5707963267948954,4,4.902237957467917e-06,89.742,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,256,2,512,0.5,0.7853981633974477,4,3.1551664693098505e-07,173.448,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,256,4,1024,0.25,0.39269908169872386,4,1.9871805459728523e-08,333.882,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,512,1,512,1.0,1.5707963267948954,1,0.037581282347058736,16.841,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,512,2,1024,0.5,0.7853981633974477,1,0.0188364072611019,34.736,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,512,4,2048,0.25,0.39269908169872386,1,0.009428682029102355,66.066,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,512,1,512,1.0,1.5707963267948954,2,0.0013139668528165053,33.026,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,512,2,1024,0.5,0.7853981633974477,2,0.00032563996136235676,66.541,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,512,4,2048,0.25,0.39269908169872386,2,8.123745765651034e-05,135.077,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,512,1,512,1.0,1.5707963267948954,4,8.912181841431065e-06,166.917,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,512,2,1024,0.5,0.7853981633974477,4,5.805501963250035e-07,348.244,37.10628251230766,41.74758522609082
+B-H,3.2,sto-6g,006-006,bk,12,512,4,2048,0.25,0.39269908169872386,4,3.6665949636334606e-08,691.333,37.10628251230766,41.74758522609082
+B-H,3.51,sto-6g,006-006,bk,12,64,1,64,1.0,1.5707963267948943,1,0.012629925806047633,2.585,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,64,2,128,0.5,0.7853981633974472,1,0.006274598257204249,5.259,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,64,4,256,0.25,0.3926990816987236,1,0.003128223728234589,10.418,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,64,1,64,1.0,1.5707963267948943,2,0.0006961167035594457,5.239,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,64,2,128,0.5,0.7853981633974472,2,0.00017190364853363537,10.915,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,64,4,256,0.25,0.3926990816987236,2,4.2848081349154965e-05,21.716,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,64,1,64,1.0,1.5707963267948943,4,4.502637515760093e-06,25.535,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,64,2,128,0.5,0.7853981633974472,4,2.7382358190977577e-07,51.778,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,64,4,256,0.25,0.3926990816987236,4,1.7005931325867582e-08,104.802,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,256,1,256,1.0,1.5707963267948943,1,0.01140892486598842,10.808,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,256,2,512,0.5,0.7853981633974472,1,0.0055750661445047355,21.587,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,256,4,1024,0.25,0.3926990816987236,1,0.0027583434341652236,41.737,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,256,1,256,1.0,1.5707963267948943,2,0.0010692177705685705,20.593,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,256,2,512,0.5,0.7853981633974472,2,0.00026355290309871757,39.287,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,256,4,1024,0.25,0.3926990816987236,2,6.566214668929334e-05,82.533,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,256,1,256,1.0,1.5707963267948943,4,8.082841548891738e-06,103.912,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,256,2,512,0.5,0.7853981633974472,4,5.153345637768806e-07,207.538,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,256,4,1024,0.25,0.3926990816987236,4,3.239197204280985e-08,421.399,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,512,1,512,1.0,1.5707963267948943,1,0.013242214006014254,21.258,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,512,2,1024,0.5,0.7853981633974472,1,0.006315736655350289,42.87,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,512,4,2048,0.25,0.3926990816987236,1,0.0030852054884155026,84.865,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,512,1,512,1.0,1.5707963267948943,2,0.0017425623098410391,42.404,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,512,2,1024,0.5,0.7853981633974472,2,0.00043163534895020427,85.87,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,512,4,2048,0.25,0.3926990816987236,2,0.00010766850669048395,173.402,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,512,1,512,1.0,1.5707963267948943,4,1.2299591949799083e-05,213.596,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,512,2,1024,0.5,0.7853981633974472,4,8.129404248300465e-07,426.166,35.436264439948125,38.405949407347
+B-H,3.51,sto-6g,006-006,bk,12,512,4,2048,0.25,0.3926990816987236,4,5.1523216496626495e-08,843.42,35.436264439948125,38.405949407347
diff --git a/baseline/state_errors/sto-6g/bk/state_errors_Be-Be.csv b/baseline/state_errors/sto-6g/bk/state_errors_Be-Be.csv
new file mode 100644
index 00000000..9df5f1cd
--- /dev/null
+++ b/baseline/state_errors/sto-6g/bk/state_errors_Be-Be.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Be-Be,1.22,sto-6g,002-002,bk,4,64,1,64,1.0,0.9558547706166985,1,0.043921510336452786,0.003,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,bk,4,64,2,128,0.5,0.4779273853083493,1,0.02194136490247818,0.007,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,bk,4,64,4,256,0.25,0.23896369265417464,1,0.010968259580313854,0.013,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,bk,4,64,1,64,1.0,0.9558547706166985,2,0.002985437310693586,0.006,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,bk,4,64,2,128,0.5,0.4779273853083493,2,0.0007459798740349152,0.013,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,bk,4,64,4,256,0.25,0.23896369265417464,2,0.00018647123853407206,0.025,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,bk,4,64,1,64,1.0,0.9558547706166985,4,1.2101304964809766e-06,0.032,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,bk,4,64,2,128,0.5,0.4779273853083493,4,7.580203201752459e-08,0.063,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,bk,4,64,4,256,0.25,0.23896369265417464,4,4.7402757897930114e-09,0.125,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,bk,4,256,1,256,1.0,0.9558547706166985,1,0.03581113492354047,0.013,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,bk,4,256,2,512,0.5,0.4779273853083493,1,0.017597400855356656,0.027,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,bk,4,256,4,1024,0.25,0.23896369265417464,1,0.008759814002563754,0.053,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,bk,4,256,1,256,1.0,0.9558547706166985,2,0.009602985819400743,0.026,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,bk,4,256,2,512,0.5,0.4779273853083493,2,0.0023992110963258584,0.051,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,bk,4,256,4,1024,0.25,0.23896369265417464,2,0.0005997064347536647,0.098,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,bk,4,256,1,256,1.0,0.9558547706166985,4,4.454611076312226e-06,0.126,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,bk,4,256,2,512,0.5,0.4779273853083493,4,2.7920508519551133e-07,0.249,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,bk,4,256,4,1024,0.25,0.23896369265417464,4,1.7462715757306192e-08,0.518,29.168720251682892,2.0
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diff --git a/baseline/state_errors/sto-6g/bk/state_errors_Be-H.csv b/baseline/state_errors/sto-6g/bk/state_errors_Be-H.csv
new file mode 100644
index 00000000..e72d28de
--- /dev/null
+++ b/baseline/state_errors/sto-6g/bk/state_errors_Be-H.csv
@@ -0,0 +1,1653 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Be-H,0.8,sto-6g,001-001,bk,2,64,1,64,1.0,0.25727277046082925,1,1.0413372650623653e-14,0.001,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,64,2,128,0.5,0.12863638523041462,1,9.507327957630223e-15,0.002,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,64,4,256,0.25,0.06431819261520731,1,3.246478215817879e-14,0.003,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,64,1,64,1.0,0.25727277046082925,2,1.0843872863719266e-14,0.001,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,64,2,128,0.5,0.12863638523041462,2,2.913145672112522e-14,0.003,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,64,4,256,0.25,0.06431819261520731,2,6.696523139554615e-14,0.005,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,64,1,64,1.0,0.25727277046082925,4,2.584489750477178e-14,0.006,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,64,2,128,0.5,0.12863638523041462,4,5.064875433280686e-14,0.013,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,64,4,256,0.25,0.06431819261520731,4,2.424488295373256e-13,0.025,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,256,1,256,1.0,0.25727277046082925,1,1.1245989317832918e-13,0.003,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,256,2,512,0.5,0.12863638523041462,1,1.256063172514984e-13,0.006,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,256,4,1024,0.25,0.06431819261520731,1,5.709148513487047e-14,0.012,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,256,1,256,1.0,0.25727277046082925,2,1.4420190211072533e-13,0.005,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,256,2,512,0.5,0.12863638523041462,2,5.6822598366051526e-14,0.01,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,256,4,1024,0.25,0.06431819261520731,2,1.647721335555325e-13,0.02,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,256,1,256,1.0,0.25727277046082925,4,2.438390742526665e-13,0.026,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,256,2,512,0.5,0.12863638523041462,4,3.099387965697283e-13,0.053,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,256,4,1024,0.25,0.06431819261520731,4,8.396373122674025e-13,0.101,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,512,1,512,1.0,0.25727277046082925,1,1.4212833246434546e-13,0.006,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,512,2,1024,0.5,0.12863638523041462,1,1.5679639331374097e-13,0.012,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,512,4,2048,0.25,0.06431819261520731,1,1.916247593844159e-13,0.025,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,512,1,512,1.0,0.25727277046082925,2,1.8533546560378139e-13,0.011,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,512,2,1024,0.5,0.12863638523041462,2,1.6955083078177308e-13,0.021,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,512,4,2048,0.25,0.06431819261520731,2,4.651355681420734e-13,0.042,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,512,1,512,1.0,0.25727277046082925,4,3.6526067546124506e-13,0.053,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,512,2,1024,0.5,0.12863638523041462,4,4.884642173909331e-13,0.105,14.935565899723834,2.0
+Be-H,0.8,sto-6g,001-001,bk,2,512,4,2048,0.25,0.06431819261520731,4,1.8165323285181761e-12,0.208,14.935565899723834,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,64,1,64,1.0,0.24716760435950907,1,2.0626333373503832e-14,0.001,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,64,2,128,0.5,0.12358380217975454,1,2.6126180464852408e-14,0.002,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,64,4,256,0.25,0.06179190108987727,1,4.492512359071411e-14,0.003,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,64,1,64,1.0,0.24716760435950907,2,2.3761690774189578e-14,0.001,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,64,2,128,0.5,0.12358380217975454,2,3.635789713486161e-14,0.003,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,64,4,256,0.25,0.06179190108987727,2,7.313437751680008e-14,0.005,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,64,1,64,1.0,0.24716760435950907,4,2.763206605725368e-14,0.006,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,64,2,128,0.5,0.12358380217975454,4,1.082563664062294e-13,0.013,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,64,4,256,0.25,0.06179190108987727,4,1.6950847909507095e-13,0.025,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,256,1,256,1.0,0.24716760435950907,1,1.7489889177436272e-14,0.003,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,256,2,512,0.5,0.12358380217975454,1,4.3338249383441464e-14,0.006,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,256,4,1024,0.25,0.06179190108987727,1,1.3826249925961583e-13,0.012,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,256,1,256,1.0,0.24716760435950907,2,3.934816632896928e-14,0.005,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,256,2,512,0.5,0.12358380217975454,2,1.0030722178184898e-13,0.01,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,256,4,1024,0.25,0.06179190108987727,2,2.5063881687734575e-13,0.021,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,256,1,256,1.0,0.24716760435950907,4,5.718599732481073e-14,0.025,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,256,2,512,0.5,0.12358380217975454,4,4.150768151128469e-13,0.049,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,256,4,1024,0.25,0.06179190108987727,4,7.134697859582847e-13,0.097,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,512,1,512,1.0,0.24716760435950907,1,3.1737089847480633e-13,0.006,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,512,2,1024,0.5,0.12358380217975454,1,2.7311145664472966e-13,0.012,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,512,4,2048,0.25,0.06179190108987727,1,1.6008495935594422e-13,0.023,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,512,1,512,1.0,0.24716760435950907,2,2.7595189030015357e-13,0.01,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,512,2,1024,0.5,0.12358380217975454,2,1.918558224136465e-13,0.02,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,512,4,2048,0.25,0.06179190108987727,2,2.403829757403332e-13,0.04,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,512,1,512,1.0,0.24716760435950907,4,2.529055152580056e-13,0.05,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,512,2,1024,0.5,0.12358380217975454,4,5.369574806697171e-13,0.104,15.121685458580995,2.0
+Be-H,1.16,sto-6g,001-001,bk,2,512,4,2048,0.25,0.06179190108987727,4,1.7328755104421911e-12,0.208,15.121685458580995,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,64,1,64,1.0,0.2516534786534518,1,1.5707988413898186e-14,0.001,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,64,2,128,0.5,0.1258267393267259,1,1.3194850017056128e-14,0.002,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,64,4,256,0.25,0.06291336966336294,1,2.1056807273202292e-14,0.003,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,64,1,64,1.0,0.2516534786534518,2,1.4518474405576613e-14,0.001,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,64,2,128,0.5,0.1258267393267259,2,1.9768517821918335e-14,0.003,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,64,4,256,0.25,0.06291336966336294,2,4.3111119431677346e-14,0.005,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,64,1,64,1.0,0.2516534786534518,4,3.695091765461099e-14,0.006,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,64,2,128,0.5,0.1258267393267259,4,6.641565335867538e-14,0.013,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,64,4,256,0.25,0.06291336966336294,4,1.7050777597559814e-13,0.026,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,256,1,256,1.0,0.2516534786534518,1,5.668936180979918e-14,0.003,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,256,2,512,0.5,0.1258267393267259,1,4.051949018611753e-14,0.006,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,256,4,1024,0.25,0.06291336966336294,1,5.3956953217137496e-14,0.012,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,256,1,256,1.0,0.2516534786534518,2,3.9173885506028036e-14,0.005,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,256,2,512,0.5,0.1258267393267259,2,4.735345234555101e-14,0.01,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,256,4,1024,0.25,0.06291336966336294,2,1.9118817366486173e-13,0.021,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,256,1,256,1.0,0.2516534786534518,4,1.23326989752658e-13,0.026,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,256,2,512,0.5,0.1258267393267259,4,2.4082925503616124e-13,0.051,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,256,4,1024,0.25,0.06291336966336294,4,6.955151704463781e-13,0.102,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,512,1,512,1.0,0.2516534786534518,1,1.1361689640360116e-13,0.006,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,512,2,1024,0.5,0.1258267393267259,1,1.2708984771712217e-13,0.012,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,512,4,2048,0.25,0.06291336966336294,1,2.2197982237058055e-13,0.025,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,512,1,512,1.0,0.2516534786534518,2,1.4759032513516902e-13,0.011,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,512,2,1024,0.5,0.1258267393267259,2,2.0769160538799986e-13,0.02,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,512,4,2048,0.25,0.06291336966336294,2,2.604441526715355e-13,0.042,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,512,1,512,1.0,0.2516534786534518,4,3.597622003560181e-13,0.053,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,512,2,1024,0.5,0.1258267393267259,4,6.183981668028916e-13,0.104,15.119792877287713,2.0
+Be-H,1.52,sto-6g,001-001,bk,2,512,4,2048,0.25,0.06291336966336294,4,1.2528983755375268e-12,0.208,15.119792877287713,2.0
+Be-H,1.88,sto-6g,001-001,bk,2,64,1,64,1.0,0.2587212410329111,1,5.266250202865051e-15,0.001,15.069517292453735,2.0
+Be-H,1.88,sto-6g,001-001,bk,2,64,2,128,0.5,0.12936062051645555,1,1.0524305272733574e-14,0.002,15.069517292453735,2.0
+Be-H,1.88,sto-6g,001-001,bk,2,64,4,256,0.25,0.06468031025822778,1,1.2693981481120717e-14,0.003,15.069517292453735,2.0
+Be-H,1.88,sto-6g,001-001,bk,2,64,1,64,1.0,0.2587212410329111,2,1.040534282191528e-14,0.001,15.069517292453735,2.0
+Be-H,1.88,sto-6g,001-001,bk,2,64,2,128,0.5,0.12936062051645555,2,3.457769959779852e-15,0.003,15.069517292453735,2.0
+Be-H,1.88,sto-6g,001-001,bk,2,64,4,256,0.25,0.06468031025822778,2,3.594465992722608e-14,0.005,15.069517292453735,2.0
+Be-H,1.88,sto-6g,001-001,bk,2,64,1,64,1.0,0.2587212410329111,4,5.999191586081526e-14,0.006,15.069517292453735,2.0
+Be-H,1.88,sto-6g,001-001,bk,2,64,2,128,0.5,0.12936062051645555,4,5.427003631421243e-14,0.013,15.069517292453735,2.0
+Be-H,1.88,sto-6g,001-001,bk,2,64,4,256,0.25,0.06468031025822778,4,7.046243646080487e-14,0.025,15.069517292453735,2.0
+Be-H,1.88,sto-6g,001-001,bk,2,256,1,256,1.0,0.2587212410329111,1,8.589604044931649e-14,0.003,15.069517292453735,2.0
+Be-H,1.88,sto-6g,001-001,bk,2,256,2,512,0.5,0.12936062051645555,1,1.0286041070588057e-13,0.006,15.069517292453735,2.0
+Be-H,1.88,sto-6g,001-001,bk,2,256,4,1024,0.25,0.06468031025822778,1,1.1073621797301115e-13,0.012,15.069517292453735,2.0
+Be-H,1.88,sto-6g,001-001,bk,2,256,1,256,1.0,0.2587212410329111,2,1.079452553350913e-13,0.005,15.069517292453735,2.0
+Be-H,1.88,sto-6g,001-001,bk,2,256,2,512,0.5,0.12936062051645555,2,7.314853337317186e-14,0.01,15.069517292453735,2.0
+Be-H,1.88,sto-6g,001-001,bk,2,256,4,1024,0.25,0.06468031025822778,2,1.9423116221191445e-13,0.021,15.069517292453735,2.0
+Be-H,1.88,sto-6g,001-001,bk,2,256,1,256,1.0,0.2587212410329111,4,1.9134557748504838e-13,0.026,15.069517292453735,2.0
+Be-H,1.88,sto-6g,001-001,bk,2,256,2,512,0.5,0.12936062051645555,4,1.5184060488134272e-13,0.052,15.069517292453735,2.0
+Be-H,1.88,sto-6g,001-001,bk,2,256,4,1024,0.25,0.06468031025822778,4,3.3950718117819465e-13,0.103,15.069517292453735,2.0
+Be-H,1.88,sto-6g,001-001,bk,2,512,1,512,1.0,0.2587212410329111,1,1.0922050004874181e-13,0.006,15.069517292453735,2.0
+Be-H,1.88,sto-6g,001-001,bk,2,512,2,1024,0.5,0.12936062051645555,1,1.4761411941263084e-13,0.012,15.069517292453735,2.0
+Be-H,1.88,sto-6g,001-001,bk,2,512,4,2048,0.25,0.06468031025822778,1,1.6381551409772784e-13,0.025,15.069517292453735,2.0
+Be-H,1.88,sto-6g,001-001,bk,2,512,1,512,1.0,0.2587212410329111,2,1.6011726567397911e-13,0.01,15.069517292453735,2.0
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+Be-H,2.95,sto-6g,005-007,bk,12,512,2,1024,0.5,0.7853981633974467,4,4.177423790827981e-07,262.101,23.567184015897876,28.393612474837607
+Be-H,2.95,sto-6g,005-007,bk,12,512,4,2048,0.25,0.39269908169872336,4,2.6350528614190853e-08,552.665,23.567184015897876,28.393612474837607
+Be-H,3.31,sto-6g,005-007,bk,12,64,1,64,1.0,1.5707963267948941,1,0.01743849114572172,1.499,23.134868754039992,27.51673485774152
+Be-H,3.31,sto-6g,005-007,bk,12,64,2,128,0.5,0.7853981633974471,1,0.008747460279128962,2.635,23.134868754039992,27.51673485774152
+Be-H,3.31,sto-6g,005-007,bk,12,64,4,256,0.25,0.39269908169872353,1,0.004381023200216802,4.886,23.134868754039992,27.51673485774152
+Be-H,3.31,sto-6g,005-007,bk,12,64,1,64,1.0,1.5707963267948941,2,0.00042950572309223,3.103,23.134868754039992,27.51673485774152
+Be-H,3.31,sto-6g,005-007,bk,12,64,2,128,0.5,0.7853981633974471,2,0.00010618556871209425,5.513,23.134868754039992,27.51673485774152
+Be-H,3.31,sto-6g,005-007,bk,12,64,4,256,0.25,0.39269908169872353,2,2.6474303949793707e-05,9.993,23.134868754039992,27.51673485774152
+Be-H,3.31,sto-6g,005-007,bk,12,64,1,64,1.0,1.5707963267948941,4,2.3618746576982762e-06,13.353,23.134868754039992,27.51673485774152
+Be-H,3.31,sto-6g,005-007,bk,12,64,2,128,0.5,0.7853981633974471,4,1.4499027947386785e-07,26.091,23.134868754039992,27.51673485774152
+Be-H,3.31,sto-6g,005-007,bk,12,64,4,256,0.25,0.39269908169872353,4,9.024069617824332e-09,55.591,23.134868754039992,27.51673485774152
+Be-H,3.31,sto-6g,005-007,bk,12,256,1,256,1.0,1.5707963267948941,1,0.012187971468069951,5.253,23.134868754039992,27.51673485774152
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+Be-H,3.31,sto-6g,005-007,bk,12,256,1,256,1.0,1.5707963267948941,2,0.0008090129763766606,11.403,23.134868754039992,27.51673485774152
+Be-H,3.31,sto-6g,005-007,bk,12,256,2,512,0.5,0.7853981633974471,2,0.00020026244037846683,22.044,23.134868754039992,27.51673485774152
+Be-H,3.31,sto-6g,005-007,bk,12,256,4,1024,0.25,0.39269908169872353,2,4.994522554918397e-05,42.039,23.134868754039992,27.51673485774152
+Be-H,3.31,sto-6g,005-007,bk,12,256,1,256,1.0,1.5707963267948941,4,4.389013120001275e-06,50.073,23.134868754039992,27.51673485774152
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+Be-H,3.31,sto-6g,005-007,bk,12,512,1,512,1.0,1.5707963267948941,1,0.01648221380896309,9.201,23.134868754039992,27.51673485774152
+Be-H,3.31,sto-6g,005-007,bk,12,512,2,1024,0.5,0.7853981633974471,1,0.008502435899218874,22.396,23.134868754039992,27.51673485774152
+Be-H,3.31,sto-6g,005-007,bk,12,512,4,2048,0.25,0.39269908169872353,1,0.004316822437447603,41.089,23.134868754039992,27.51673485774152
+Be-H,3.31,sto-6g,005-007,bk,12,512,1,512,1.0,1.5707963267948941,2,0.0013955199477454121,20.052,23.134868754039992,27.51673485774152
+Be-H,3.31,sto-6g,005-007,bk,12,512,2,1024,0.5,0.7853981633974471,2,0.00034615718136292613,43.925,23.134868754039992,27.51673485774152
+Be-H,3.31,sto-6g,005-007,bk,12,512,4,2048,0.25,0.39269908169872353,2,8.637436549533185e-05,80.88,23.134868754039992,27.51673485774152
+Be-H,3.31,sto-6g,005-007,bk,12,512,1,512,1.0,1.5707963267948941,4,7.266141199034616e-06,105.729,23.134868754039992,27.51673485774152
+Be-H,3.31,sto-6g,005-007,bk,12,512,2,1024,0.5,0.7853981633974471,4,4.749030617702134e-07,217.151,23.134868754039992,27.51673485774152
+Be-H,3.31,sto-6g,005-007,bk,12,512,4,2048,0.25,0.39269908169872353,4,3.001008901388073e-08,427.051,23.134868754039992,27.51673485774152
+Be-H,3.66,sto-6g,005-007,bk,12,64,1,64,1.0,1.57079632679489,1,0.017856588179764085,1.551,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,64,2,128,0.5,0.785398163397445,1,0.008964780285131218,2.623,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,64,4,256,0.25,0.3926990816987225,1,0.004491729043372762,6.349,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,64,1,64,1.0,1.57079632679489,2,0.0004692090316745551,3.133,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,64,2,128,0.5,0.785398163397445,2,0.00011625654049189674,6.979,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,64,4,256,0.25,0.3926990816987225,2,2.9000574656389233e-05,12.708,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,64,1,64,1.0,1.57079632679489,4,2.3455659009760484e-06,15.254,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,64,2,128,0.5,0.785398163397445,4,1.4463370739506804e-07,27.795,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,64,4,256,0.25,0.3926990816987225,4,9.012196801521157e-09,57.021,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,256,1,256,1.0,1.57079632679489,1,0.015112759545988046,5.503,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,256,2,512,0.5,0.785398163397445,1,0.007672764970397354,11.897,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,256,4,1024,0.25,0.3926990816987225,1,0.0038665749577966257,22.633,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,256,1,256,1.0,1.57079632679489,2,0.0009619066366503362,10.716,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,256,2,512,0.5,0.785398163397445,2,0.0002382716990877292,24.259,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,256,4,1024,0.25,0.3926990816987225,2,5.9434161004478386e-05,44.621,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,256,1,256,1.0,1.57079632679489,4,4.814664165667586e-06,56.213,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,256,2,512,0.5,0.785398163397445,4,3.0909566154104305e-07,113.735,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,256,4,1024,0.25,0.3926990816987225,4,1.9452622877506193e-08,228.671,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,512,1,512,1.0,1.57079632679489,1,0.016153876175861108,11.242,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,512,2,1024,0.5,0.785398163397445,1,0.008388300517492979,22.177,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,512,4,2048,0.25,0.3926990816987225,1,0.0042731156300486696,44.72,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,512,1,512,1.0,1.57079632679489,2,0.001507779573333002,20.319,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,512,2,1024,0.5,0.785398163397445,2,0.0003740142021408399,43.392,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,512,4,2048,0.25,0.3926990816987225,2,9.332633052545452e-05,82.131,22.8399698468073,26.92202924666134
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+Be-H,3.66,sto-6g,005-007,bk,12,512,2,1024,0.5,0.785398163397445,4,5.233420976574184e-07,216.95,22.8399698468073,26.92202924666134
+Be-H,3.66,sto-6g,005-007,bk,12,512,4,2048,0.25,0.3926990816987225,4,3.3102511956096865e-08,434.154,22.8399698468073,26.92202924666134
+Be-H,4.02,sto-6g,005-007,bk,12,64,1,64,1.0,1.5707963267949019,1,0.018123800844645193,1.103,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,64,2,128,0.5,0.7853981633974509,1,0.009098270516142794,2.392,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,64,4,256,0.25,0.39269908169872547,1,0.004558574203201828,4.498,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,64,1,64,1.0,1.5707963267949019,2,0.0005464484068538325,2.407,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,64,2,128,0.5,0.7853981633974509,2,0.00013501688370042087,5.864,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,64,4,256,0.25,0.39269908169872547,2,3.365754042047207e-05,9.783,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,64,1,64,1.0,1.5707963267949019,4,3.175308379836339e-06,12.673,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,64,2,128,0.5,0.7853981633974509,4,1.944349372263644e-07,28.376,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,64,4,256,0.25,0.39269908169872547,4,1.2093812871136537e-08,52.675,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,256,1,256,1.0,1.5707963267949019,1,0.015985423655575325,4.651,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,256,2,512,0.5,0.7853981633974509,1,0.008147339731569484,10.609,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,256,4,1024,0.25,0.39269908169872547,1,0.004112762198100019,18.912,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,256,1,256,1.0,1.5707963267949019,2,0.0010019389686829463,9.667,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,256,2,512,0.5,0.7853981633974509,2,0.00024825517640481785,21.095,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,256,4,1024,0.25,0.39269908169872547,2,6.192913246118666e-05,38.721,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,256,1,256,1.0,1.5707963267949019,4,5.488202317652666e-06,48.447,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,256,2,512,0.5,0.7853981633974509,4,3.5063727815888723e-07,97.289,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,256,4,1024,0.25,0.39269908169872547,4,2.2042603269038688e-08,202.104,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,512,1,512,1.0,1.5707963267949019,1,0.01503154322093239,10.477,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,512,2,1024,0.5,0.7853981633974509,1,0.007810568201688237,22.595,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,512,4,2048,0.25,0.39269908169872547,1,0.003980443567586797,40.103,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,512,1,512,1.0,1.5707963267949019,2,0.0016424146340167714,23.907,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,512,2,1024,0.5,0.7853981633974509,2,0.0004074126505043366,41.439,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,512,4,2048,0.25,0.39269908169872547,2,0.00010166021166006821,84.602,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,512,1,512,1.0,1.5707963267949019,4,9.08284841739583e-06,109.608,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,512,2,1024,0.5,0.7853981633974509,4,5.925795635059441e-07,216.518,22.638011525955083,26.516262529300036
+Be-H,4.02,sto-6g,005-007,bk,12,512,4,2048,0.25,0.39269908169872547,4,3.7433324208884174e-08,432.878,22.638011525955083,26.516262529300036
diff --git a/baseline/state_errors/sto-6g/bk/state_errors_H-H.csv b/baseline/state_errors/sto-6g/bk/state_errors_H-H.csv
new file mode 100644
index 00000000..f9c87879
--- /dev/null
+++ b/baseline/state_errors/sto-6g/bk/state_errors_H-H.csv
@@ -0,0 +1,303 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+H-H,0.38,sto-6g,002-002,bk,4,64,1,64,1.0,1.5707963267948968,1,0.09980071011897375,0.003,3.4374789780793606,5.2380630307189735
+H-H,0.38,sto-6g,002-002,bk,4,64,2,128,0.5,0.7853981633974484,1,0.027464102957057764,0.006,3.4374789780793606,5.2380630307189735
+H-H,0.38,sto-6g,002-002,bk,4,64,4,256,0.25,0.3926990816987242,1,0.009506717854127274,0.012,3.4374789780793606,5.2380630307189735
+H-H,0.38,sto-6g,002-002,bk,4,64,1,64,1.0,1.5707963267948968,2,0.03175720237892661,0.006,3.4374789780793606,5.2380630307189735
+H-H,0.38,sto-6g,002-002,bk,4,64,2,128,0.5,0.7853981633974484,2,0.007683463157125989,0.012,3.4374789780793606,5.2380630307189735
+H-H,0.38,sto-6g,002-002,bk,4,64,4,256,0.25,0.3926990816987242,2,0.0019059104396563732,0.024,3.4374789780793606,5.2380630307189735
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+H-H,1.58,sto-6g,002-002,bk,4,512,4,2048,0.25,0.39269908169872403,1,0.11383027594855694,0.1,1.6905708752467143,2.357840900530127
+H-H,1.58,sto-6g,002-002,bk,4,512,1,512,1.0,1.5707963267948961,2,0.8718590483002444,0.05,1.6905708752467143,2.357840900530127
+H-H,1.58,sto-6g,002-002,bk,4,512,2,1024,0.5,0.7853981633974481,2,0.22268748786805095,0.097,1.6905708752467143,2.357840900530127
+H-H,1.58,sto-6g,002-002,bk,4,512,4,2048,0.25,0.39269908169872403,2,0.05563285921339723,0.192,1.6905708752467143,2.357840900530127
+H-H,1.58,sto-6g,002-002,bk,4,512,1,512,1.0,1.5707963267948961,4,0.0016879221462713688,0.246,1.6905708752467143,2.357840900530127
+H-H,1.58,sto-6g,002-002,bk,4,512,2,1024,0.5,0.7853981633974481,4,0.00010675421826202217,0.491,1.6905708752467143,2.357840900530127
+H-H,1.58,sto-6g,002-002,bk,4,512,4,2048,0.25,0.39269908169872403,4,6.691631021085098e-06,0.983,1.6905708752467143,2.357840900530127
+H-H,1.75,sto-6g,002-002,bk,4,64,1,64,1.0,1.5707963267948968,1,0.23405393985991343,0.003,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,64,2,128,0.5,0.7853981633974484,1,0.07800308150697952,0.006,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,64,4,256,0.25,0.3926990816987242,1,0.0324779883365161,0.013,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,64,1,64,1.0,1.5707963267948968,2,0.14455744266848436,0.006,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,64,2,128,0.5,0.7853981633974484,2,0.03575308442484347,0.012,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,64,4,256,0.25,0.3926990816987242,2,0.008912952650954428,0.025,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,64,1,64,1.0,1.5707963267948968,4,0.000359715194619273,0.03,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,64,2,128,0.5,0.7853981633974484,4,2.2893493188852478e-05,0.06,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,64,4,256,0.25,0.3926990816987242,4,1.4372736833537357e-06,0.123,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,256,1,256,1.0,1.5707963267948968,1,0.7569084563472687,0.013,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,256,2,512,0.5,0.7853981633974484,1,0.1916127875249649,0.026,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,256,4,1024,0.25,0.3926990816987242,1,0.0479521008975752,0.051,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,256,1,256,1.0,1.5707963267948968,2,0.5690459587975405,0.025,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,256,2,512,0.5,0.7853981633974484,2,0.14251145841752627,0.049,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,256,4,1024,0.25,0.3926990816987242,2,0.03555578319686542,0.099,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,256,1,256,1.0,1.5707963267948968,4,0.0014290529062377297,0.124,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,256,2,512,0.5,0.7853981633974484,4,9.09913995043264e-05,0.244,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,256,4,1024,0.25,0.3926990816987242,4,5.71314158577361e-06,0.49,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,512,1,512,1.0,1.5707963267948968,1,1.4010071170518255,0.025,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,512,2,1024,0.5,0.7853981633974484,1,0.3814366650961625,0.05,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,512,4,2048,0.25,0.3926990816987242,1,0.09587009638299952,0.101,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,512,1,512,1.0,1.5707963267948968,2,1.0910523442084077,0.048,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,512,2,1024,0.5,0.7853981633974484,2,0.2842983663985206,0.097,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,512,4,2048,0.25,0.3926990816987242,2,0.07110032456748333,0.191,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,512,1,512,1.0,1.5707963267948968,4,0.0028581048980531954,0.243,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,512,2,1024,0.5,0.7853981633974484,4,0.0001819827873866955,0.488,1.6382999907656364,2.219457231221923
+H-H,1.75,sto-6g,002-002,bk,4,512,4,2048,0.25,0.3926990816987242,4,1.1426282313089813e-05,0.967,1.6382999907656364,2.219457231221923
+H-H,1.92,sto-6g,002-002,bk,4,64,1,64,1.0,1.5707963267948961,1,0.23004776223596282,0.003,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,64,2,128,0.5,0.7853981633974481,1,0.0931920513930619,0.006,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,64,4,256,0.25,0.39269908169872403,1,0.0434837001682058,0.013,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,64,1,64,1.0,1.5707963267948961,2,0.1725453482862681,0.006,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,64,2,128,0.5,0.7853981633974481,2,0.04269049849217205,0.012,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,64,4,256,0.25,0.39269908169872403,2,0.01064254554174644,0.024,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,64,1,64,1.0,1.5707963267948961,4,0.0005087832039798932,0.03,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,64,2,128,0.5,0.7853981633974481,4,3.253188114070612e-05,0.061,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,64,4,256,0.25,0.39269908169872403,4,2.0447480929412625e-06,0.124,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,256,1,256,1.0,1.5707963267948961,1,0.6040293771322198,0.013,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,256,2,512,0.5,0.7853981633974481,1,0.16781867792274097,0.026,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,256,4,1024,0.25,0.39269908169872403,1,0.05492074888800291,0.05,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,256,1,256,1.0,1.5707963267948961,2,0.6746134195269411,0.024,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,256,2,512,0.5,0.7853981633974481,2,0.16988627556171143,0.049,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,256,4,1024,0.25,0.39269908169872403,2,0.04239928256576263,0.1,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,256,1,256,1.0,1.5707963267948961,4,0.0020228372025335355,0.126,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,256,2,512,0.5,0.7853981633974481,4,0.00012939938584860612,0.245,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,256,4,1024,0.25,0.39269908169872403,4,8.134088041517512e-06,0.5,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,512,1,512,1.0,1.5707963267948961,1,1.1035411726534743,0.026,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,512,2,1024,0.5,0.7853981633974481,1,0.3001176984337365,0.052,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,512,4,2048,0.25,0.39269908169872403,1,0.08506348045756813,0.102,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,512,1,512,1.0,1.5707963267948961,2,1.269793394334208,0.049,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,512,2,1024,0.5,0.7853981633974481,2,0.3384752139712463,0.095,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,512,4,2048,0.25,0.39269908169872403,2,0.08476449660398637,0.199,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,512,1,512,1.0,1.5707963267948961,4,0.0040446285640252004,0.245,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,512,2,1024,0.5,0.7853981633974481,4,0.0002587368271505984,0.491,1.6087556651025388,2.1394301717026645
+H-H,1.92,sto-6g,002-002,bk,4,512,4,2048,0.25,0.39269908169872403,4,1.6264355670617102e-05,0.979,1.6087556651025388,2.1394301717026645
diff --git a/baseline/state_errors/sto-6g/bk/state_errors_He-H.csv b/baseline/state_errors/sto-6g/bk/state_errors_He-H.csv
new file mode 100644
index 00000000..997bfae3
--- /dev/null
+++ b/baseline/state_errors/sto-6g/bk/state_errors_He-H.csv
@@ -0,0 +1,573 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+He-H,0.47,sto-6g,001-001,bk,2,64,1,64,1.0,1.135217844792228,1,5.855045090355223e-15,0.001,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,64,2,128,0.5,0.567608922396114,1,1.259063398302449e-14,0.001,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,64,4,256,0.25,0.283804461198057,1,3.362674756684708e-14,0.002,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,64,1,64,1.0,1.135217844792228,2,1.4870462467007403e-14,0.001,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,64,2,128,0.5,0.567608922396114,2,2.183783572402242e-14,0.002,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,64,4,256,0.25,0.283804461198057,2,1.9484414082171497e-14,0.004,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,64,1,64,1.0,1.135217844792228,4,5.034797153079966e-14,0.005,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,64,2,128,0.5,0.567608922396114,4,3.022438178354647e-14,0.011,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,64,4,256,0.25,0.283804461198057,4,4.6609967138066564e-14,0.021,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,256,1,256,1.0,1.135217844792228,1,2.0317763853331343e-14,0.002,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,256,2,512,0.5,0.567608922396114,1,4.624248826537047e-14,0.005,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,256,4,1024,0.25,0.283804461198057,1,1.3130109993966482e-13,0.01,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,256,1,256,1.0,1.135217844792228,2,6.31736656428866e-14,0.004,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,256,2,512,0.5,0.567608922396114,2,8.796610271534177e-14,0.008,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,256,4,1024,0.25,0.283804461198057,2,7.854865168105358e-14,0.017,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,256,1,256,1.0,1.135217844792228,4,1.9401953401792202e-13,0.021,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,256,2,512,0.5,0.567608922396114,4,1.345391170046158e-13,0.041,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,256,4,1024,0.25,0.283804461198057,4,1.8807296825395563e-13,0.083,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,512,1,512,1.0,1.135217844792228,1,4.624728592287457e-14,0.005,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,512,2,1024,0.5,0.567608922396114,1,9.987077849070674e-14,0.01,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,512,4,2048,0.25,0.283804461198057,1,2.656577881015606e-13,0.02,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,512,1,512,1.0,1.135217844792228,2,1.305968231752823e-13,0.008,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,512,2,1024,0.5,0.567608922396114,2,1.8197371596144953e-13,0.017,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,512,4,2048,0.25,0.283804461198057,2,1.5552207657937735e-13,0.033,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,512,1,512,1.0,1.135217844792228,4,3.852216167910154e-13,0.041,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,512,2,1024,0.5,0.567608922396114,4,2.651059388057828e-13,0.083,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,bk,2,512,4,2048,0.25,0.283804461198057,4,3.7257293287407424e-13,0.165,2.983712022929813,2.0
+He-H,0.68,sto-6g,001-001,bk,2,64,1,64,1.0,0.7322257414402978,1,3.2315882365247814e-15,0.001,3.221843414776846,2.0
+He-H,0.68,sto-6g,001-001,bk,2,64,2,128,0.5,0.3661128707201489,1,2.1355566272775288e-15,0.001,3.221843414776846,2.0
+He-H,0.68,sto-6g,001-001,bk,2,64,4,256,0.25,0.18305643536007446,1,7.978943554234763e-15,0.002,3.221843414776846,2.0
+He-H,0.68,sto-6g,001-001,bk,2,64,1,64,1.0,0.7322257414402978,2,4.710277376051325e-15,0.001,3.221843414776846,2.0
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diff --git a/baseline/state_errors/sto-6g/bk/state_errors_Li-H.csv b/baseline/state_errors/sto-6g/bk/state_errors_Li-H.csv
new file mode 100644
index 00000000..2f6038af
--- /dev/null
+++ b/baseline/state_errors/sto-6g/bk/state_errors_Li-H.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Li-H,0.99,sto-6g,002-002,bk,4,64,1,64,1.0,1.395216476238889,1,0.006385630273665275,0.007,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,64,2,128,0.5,0.6976082381194445,1,0.0031021094225262267,0.014,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,64,4,256,0.25,0.34880411905972225,1,0.0015441773746737457,0.028,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,64,1,64,1.0,1.395216476238889,2,0.002267298040847537,0.014,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,64,2,128,0.5,0.6976082381194445,2,0.0005656503260632755,0.027,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,64,4,256,0.25,0.34880411905972225,2,0.00014133999253359897,0.054,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,64,1,64,1.0,1.395216476238889,4,1.535162146487629e-05,0.068,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,64,2,128,0.5,0.6976082381194445,4,9.901631836805004e-07,0.141,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,64,4,256,0.25,0.34880411905972225,4,6.238110727467175e-08,0.291,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,256,1,256,1.0,1.395216476238889,1,0.0163398971324966,0.03,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,256,2,512,0.5,0.6976082381194445,1,0.007605572882791991,0.057,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,256,4,1024,0.25,0.34880411905972225,1,0.0037756518712116823,0.111,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,256,1,256,1.0,1.395216476238889,2,0.007020883373262176,0.054,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,256,2,512,0.5,0.6976082381194445,2,0.0017348911621603493,0.108,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,256,4,1024,0.25,0.34880411905972225,2,0.00043245854571180125,0.222,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,256,1,256,1.0,1.395216476238889,4,4.988586950489673e-05,0.286,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,256,2,512,0.5,0.6976082381194445,4,3.261508024673407e-06,0.559,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,256,4,1024,0.25,0.34880411905972225,4,2.0613178223635913e-07,1.101,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,512,1,512,1.0,1.395216476238889,1,0.01673537886115636,0.056,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,512,2,1024,0.5,0.6976082381194445,1,0.004173527005178584,0.109,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,512,4,2048,0.25,0.34880411905972225,1,0.0010772642718908665,0.223,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,512,1,512,1.0,1.395216476238889,2,0.012813612678545841,0.113,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,512,2,1024,0.5,0.6976082381194445,2,0.003183985016610112,0.217,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,512,4,2048,0.25,0.34880411905972225,2,0.0007948344756121521,0.453,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,512,1,512,1.0,1.395216476238889,4,9.333629068684455e-05,0.571,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,512,2,1024,0.5,0.6976082381194445,4,6.160995447306423e-06,1.076,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,bk,4,512,4,2048,0.25,0.34880411905972225,4,3.902180432875226e-07,2.193,8.371150054814759,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,64,1,64,1.0,1.4122891486076665,1,0.014560728837996103,0.007,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,64,2,128,0.5,0.7061445743038333,1,0.007343839633717021,0.015,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,64,4,256,0.25,0.35307228715191663,1,0.00370551195535065,0.029,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,64,1,64,1.0,1.4122891486076665,2,0.002993584158617776,0.015,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,64,2,128,0.5,0.7061445743038333,2,0.0007341734597642048,0.029,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,64,4,256,0.25,0.35307228715191663,2,0.00018267148518611923,0.058,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,64,1,64,1.0,1.4122891486076665,4,2.2306104960653053e-05,0.069,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,64,2,128,0.5,0.7061445743038333,4,1.3876360291721614e-06,0.138,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,64,4,256,0.25,0.35307228715191663,4,8.665587649036633e-08,0.274,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,256,1,256,1.0,1.4122891486076665,1,0.00593594236708908,0.03,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,256,2,512,0.5,0.7061445743038333,1,0.0029716042493775634,0.059,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,256,4,1024,0.25,0.35307228715191663,1,0.0015312055049426674,0.114,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,256,1,256,1.0,1.4122891486076665,2,0.005830292390859026,0.055,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,256,2,512,0.5,0.7061445743038333,2,0.001458503913085292,0.111,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,256,4,1024,0.25,0.35307228715191663,2,0.000364622905491075,0.232,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,256,1,256,1.0,1.4122891486076665,4,4.83436626439363e-05,0.289,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,256,2,512,0.5,0.7061445743038333,4,3.143263875952051e-06,0.559,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,256,4,1024,0.25,0.35307228715191663,4,1.9836944762693686e-07,1.11,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,512,1,512,1.0,1.4122891486076665,1,0.007847063329748284,0.057,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,512,2,1024,0.5,0.7061445743038333,1,0.00419559528664734,0.109,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,512,4,2048,0.25,0.35307228715191663,1,0.002335388017740099,0.226,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,512,1,512,1.0,1.4122891486076665,2,0.011122228776643088,0.112,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,512,2,1024,0.5,0.7061445743038333,2,0.0027796298770848427,0.222,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,512,4,2048,0.25,0.35307228715191663,2,0.0006944203139299599,0.444,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,512,1,512,1.0,1.4122891486076665,4,9.417610567672373e-05,0.538,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,512,2,1024,0.5,0.7061445743038333,4,6.132020860937133e-06,1.115,8.483582580044896,2.0
+Li-H,1.43,sto-6g,002-002,bk,4,512,4,2048,0.25,0.35307228715191663,4,3.8711621121783105e-07,2.21,8.483582580044896,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,64,1,64,1.0,1.3740118182680578,1,0.01575318473687976,0.007,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,64,2,128,0.5,0.6870059091340289,1,0.008040354537849997,0.014,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,64,4,256,0.25,0.34350295456701446,1,0.004095847320400004,0.028,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,64,1,64,1.0,1.3740118182680578,2,0.003003708348999443,0.013,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,64,2,128,0.5,0.6870059091340289,2,0.0007312366784987675,0.027,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,64,4,256,0.25,0.34350295456701446,2,0.00018160394176147947,0.054,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,64,1,64,1.0,1.3740118182680578,4,2.1387728998868182e-05,0.072,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,64,2,128,0.5,0.6870059091340289,4,1.344513458209152e-06,0.143,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,64,4,256,0.25,0.34350295456701446,4,8.417530557675109e-08,0.283,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,256,1,256,1.0,1.3740118182680578,1,0.014018333140565229,0.029,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,256,2,512,0.5,0.6870059091340289,1,0.008096238145148673,0.056,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,256,4,1024,0.25,0.34350295456701446,1,0.004424894821319903,0.11,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,256,1,256,1.0,1.3740118182680578,2,0.010767955332232905,0.054,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,256,2,512,0.5,0.6870059091340289,2,0.0026714775364197287,0.113,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,256,4,1024,0.25,0.34350295456701446,2,0.0006663186029167124,0.228,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,256,1,256,1.0,1.3740118182680578,4,7.063968777410167e-05,0.28,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,256,2,512,0.5,0.6870059091340289,4,4.5515786338638835e-06,0.545,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,256,4,1024,0.25,0.34350295456701446,4,2.8662053707049225e-07,1.121,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,512,1,512,1.0,1.3740118182680578,1,0.022863479875714313,0.057,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,512,2,1024,0.5,0.6870059091340289,1,0.006661504912130995,0.112,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,512,4,2048,0.25,0.34350295456701446,1,0.0024847939226150693,0.223,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,512,1,512,1.0,1.3740118182680578,2,0.02035204558390926,0.116,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,512,2,1024,0.5,0.6870059091340289,2,0.005144043109440957,0.228,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,512,4,2048,0.25,0.34350295456701446,2,0.0012875868973130289,0.444,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,512,1,512,1.0,1.3740118182680578,4,0.00013696603857404755,0.547,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,512,2,1024,0.5,0.6870059091340289,4,8.846847076086666e-06,1.132,8.477571249457814,2.0
+Li-H,1.87,sto-6g,002-002,bk,4,512,4,2048,0.25,0.34350295456701446,4,5.574133607091927e-07,2.201,8.477571249457814,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,64,1,64,1.0,1.3381682907529773,1,0.03608150962934854,0.007,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,64,2,128,0.5,0.6690841453764886,1,0.019401920303462872,0.014,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,64,4,256,0.25,0.3345420726882443,1,0.010032030261107503,0.029,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,64,1,64,1.0,1.3381682907529773,2,0.010473851013297406,0.014,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,64,2,128,0.5,0.6690841453764886,2,0.00260545885631339,0.028,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,64,4,256,0.25,0.3345420726882443,2,0.0006504999841068796,0.057,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,64,1,64,1.0,1.3381682907529773,4,4.768011759058525e-05,0.072,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,64,2,128,0.5,0.6690841453764886,4,3.036479086698162e-06,0.145,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,64,4,256,0.25,0.3345420726882443,4,1.9067978958579548e-07,0.277,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,256,1,256,1.0,1.3381682907529773,1,0.02843051231464897,0.028,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,256,2,512,0.5,0.6690841453764886,1,0.014357124162885633,0.057,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,256,4,1024,0.25,0.3345420726882443,1,0.007774304689769134,0.114,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,256,1,256,1.0,1.3381682907529773,2,0.03204110319845465,0.056,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,256,2,512,0.5,0.6690841453764886,2,0.008016358499145847,0.111,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,256,4,1024,0.25,0.3345420726882443,2,0.0020034120826173357,0.218,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,256,1,256,1.0,1.3381682907529773,4,0.00014385296820059213,0.27,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,256,2,512,0.5,0.6690841453764886,4,9.260663884077038e-06,0.569,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,256,4,1024,0.25,0.3345420726882443,4,5.830274626261373e-07,1.101,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,512,1,512,1.0,1.3381682907529773,1,0.025255809007159475,0.053,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,512,2,1024,0.5,0.6690841453764886,1,0.012990755693668709,0.105,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,512,4,2048,0.25,0.3345420726882443,1,0.008621487306568728,0.223,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,512,1,512,1.0,1.3381682907529773,2,0.06342146876567437,0.109,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,512,2,1024,0.5,0.6690841453764886,2,0.015881707211328904,0.217,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,512,4,2048,0.25,0.3345420726882443,2,0.003963531323031198,0.446,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,512,1,512,1.0,1.3381682907529773,4,0.00028216167683343046,0.547,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,512,2,1024,0.5,0.6690841453764886,4,1.815367161809105e-05,1.13,8.449253415781408,2.0
+Li-H,2.31,sto-6g,002-002,bk,4,512,4,2048,0.25,0.3345420726882443,4,1.142741549138136e-06,2.191,8.449253415781408,2.0
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+Li-H,4.95,sto-6g,004-008,bk,12,256,2,512,0.5,0.7853981633974524,4,6.453359550683707e-08,118.7,15.679681407694796,22.459101286226847
+Li-H,4.95,sto-6g,004-008,bk,12,256,4,1024,0.25,0.3926990816987262,4,4.027599039837648e-09,236.585,15.679681407694796,22.459101286226847
+Li-H,4.95,sto-6g,004-008,bk,12,512,1,512,1.0,1.5707963267949048,1,0.023505540554778714,12.448,15.679681407694796,22.459101286226847
+Li-H,4.95,sto-6g,004-008,bk,12,512,2,1024,0.5,0.7853981633974524,1,0.011890439274400894,23.764,15.679681407694796,22.459101286226847
+Li-H,4.95,sto-6g,004-008,bk,12,512,4,2048,0.25,0.3926990816987262,1,0.005983341489712991,47.909,15.679681407694796,22.459101286226847
+Li-H,4.95,sto-6g,004-008,bk,12,512,1,512,1.0,1.5707963267949048,2,0.0008331542686130466,22.272,15.679681407694796,22.459101286226847
+Li-H,4.95,sto-6g,004-008,bk,12,512,2,1024,0.5,0.7853981633974524,2,0.00020788245439634352,50.116,15.679681407694796,22.459101286226847
+Li-H,4.95,sto-6g,004-008,bk,12,512,4,2048,0.25,0.3926990816987262,2,5.194571399035562e-05,96.756,15.679681407694796,22.459101286226847
+Li-H,4.95,sto-6g,004-008,bk,12,512,1,512,1.0,1.5707963267949048,4,1.294967974376738e-06,125.192,15.679681407694796,22.459101286226847
+Li-H,4.95,sto-6g,004-008,bk,12,512,2,1024,0.5,0.7853981633974524,4,8.16238390827074e-08,246.92,15.679681407694796,22.459101286226847
+Li-H,4.95,sto-6g,004-008,bk,12,512,4,2048,0.25,0.3926990816987262,4,5.112688969802711e-09,481.646,15.679681407694796,22.459101286226847
diff --git a/baseline/state_errors/sto-6g/bk/state_errors_Li-Li.csv b/baseline/state_errors/sto-6g/bk/state_errors_Li-Li.csv
new file mode 100644
index 00000000..97f9d679
--- /dev/null
+++ b/baseline/state_errors/sto-6g/bk/state_errors_Li-Li.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Li-Li,1.6,sto-6g,002-002,bk,4,64,1,64,1.0,0.8074684907145562,1,0.0910981761770737,0.003,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,64,2,128,0.5,0.4037342453572781,1,0.04554296164071602,0.007,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,64,4,256,0.25,0.20186712267863904,1,0.022770700690021132,0.013,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,64,1,64,1.0,0.8074684907145562,2,0.01096930344874217,0.006,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,64,2,128,0.5,0.4037342453572781,2,0.0027411862749281593,0.013,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,64,4,256,0.25,0.20186712267863904,2,0.0006852243350570379,0.026,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,64,1,64,1.0,0.8074684907145562,4,4.284556761660484e-06,0.033,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,64,2,128,0.5,0.4037342453572781,4,2.686372009805018e-07,0.066,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,64,4,256,0.25,0.20186712267863904,4,1.68031616338507e-08,0.132,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,256,1,256,1.0,0.8074684907145562,1,0.09986331095680831,0.013,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,256,2,512,0.5,0.4037342453572781,1,0.04948755187157523,0.027,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,256,4,1024,0.25,0.20186712267863904,1,0.024687785527758358,0.054,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,256,1,256,1.0,0.8074684907145562,2,0.04202003313440636,0.026,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,256,2,512,0.5,0.4037342453572781,2,0.010499746000624942,0.052,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,256,4,1024,0.25,0.20186712267863904,2,0.0026245720011662792,0.104,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,256,1,256,1.0,0.8074684907145562,4,1.7011278835793614e-05,0.128,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,256,2,512,0.5,0.4037342453572781,4,1.0666524064166522e-06,0.251,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,256,4,1024,0.25,0.20186712267863904,4,6.671971500761934e-08,0.508,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,512,1,512,1.0,0.8074684907145562,1,0.05417295957119435,0.027,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,512,2,1024,0.5,0.4037342453572781,1,0.022556496118264872,0.053,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,512,4,2048,0.25,0.20186712267863904,1,0.010637734460154636,0.105,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,512,1,512,1.0,0.8074684907145562,2,0.08373859949555387,0.051,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,512,2,1024,0.5,0.4037342453572781,2,0.02092743486957015,0.104,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,512,4,2048,0.25,0.20186712267863904,2,0.005231137027632038,0.209,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,512,1,512,1.0,0.8074684907145562,4,3.400327658276678e-05,0.257,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,512,2,1024,0.5,0.4037342453572781,4,2.132105545749209e-06,0.517,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,bk,4,512,4,2048,0.25,0.20186712267863904,4,1.3336456120882266e-07,1.038,15.085768750266906,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,64,1,64,1.0,0.7421797875983762,1,0.04120732976542833,0.003,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,64,2,128,0.5,0.3710898937991881,1,0.020323156644525022,0.006,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,64,4,256,0.25,0.18554494689959405,1,0.01012635747914695,0.013,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,64,1,64,1.0,0.7421797875983762,2,0.005230623310638892,0.006,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,64,2,128,0.5,0.3710898937991881,2,0.0013047332779271587,0.012,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,64,4,256,0.25,0.18554494689959405,2,0.0003260010373150439,0.025,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,64,1,64,1.0,0.7421797875983762,4,3.5762419894693167e-06,0.032,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,64,2,128,0.5,0.3710898937991881,4,2.241733317603221e-07,0.062,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,64,4,256,0.25,0.18554494689959405,4,1.402112699416202e-08,0.13,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,256,1,256,1.0,0.7421797875983762,1,0.0491975097124224,0.013,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,256,2,512,0.5,0.3710898937991881,1,0.021495651302007014,0.027,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,256,4,1024,0.25,0.18554494689959405,1,0.010325233171415824,0.053,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,256,1,256,1.0,0.7421797875983762,2,0.019401132327762114,0.026,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,256,2,512,0.5,0.3710898937991881,2,0.004840172901965535,0.051,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,256,4,1024,0.25,0.18554494689959405,2,0.0012094094284664757,0.103,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,256,1,256,1.0,0.7421797875983762,4,1.3155832202728333e-05,0.13,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,256,2,512,0.5,0.3710898937991881,4,8.255365976232864e-07,0.256,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,256,4,1024,0.25,0.18554494689959405,4,5.164752974088452e-08,0.511,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,512,1,512,1.0,0.7421797875983762,1,0.06660982171427339,0.026,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,512,2,1024,0.5,0.3710898937991881,1,0.02390268719524967,0.051,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,512,4,2048,0.25,0.18554494689959405,1,0.010456309662764158,0.106,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,512,1,512,1.0,0.7421797875983762,2,0.03863387856843787,0.051,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,512,2,1024,0.5,0.3710898937991881,2,0.009639426994570406,0.102,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,512,4,2048,0.25,0.18554494689959405,2,0.002408642769412682,0.205,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,512,1,512,1.0,0.7421797875983762,4,2.6187626454901176e-05,0.256,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,512,2,1024,0.5,0.3710898937991881,4,1.643396939167928e-06,0.512,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,bk,4,512,4,2048,0.25,0.18554494689959405,4,1.0281648958076668e-07,1.018,15.0956728804154,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,64,1,64,1.0,0.687560845232893,1,0.040518893491571124,0.003,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,64,2,128,0.5,0.3437804226164465,1,0.020074075632260706,0.007,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,64,4,256,0.25,0.17189021130822324,1,0.010013785117219821,0.013,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,64,1,64,1.0,0.687560845232893,2,0.005704684520423959,0.006,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,64,2,128,0.5,0.3437804226164465,2,0.001424117689275695,0.013,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,64,4,256,0.25,0.17189021130822324,2,0.00035590112837485024,0.026,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,64,1,64,1.0,0.687560845232893,4,3.3127991730045737e-06,0.032,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,64,2,128,0.5,0.3437804226164465,4,2.076876734820242e-07,0.065,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,64,4,256,0.25,0.17189021130822324,4,1.2990465652745389e-08,0.128,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,256,1,256,1.0,0.687560845232893,1,0.027777629358349293,0.013,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,256,2,512,0.5,0.3437804226164465,1,0.008158448038733362,0.026,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,256,4,1024,0.25,0.17189021130822324,1,0.002961868436598907,0.052,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,256,1,256,1.0,0.687560845232893,2,0.02163455564080559,0.025,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,256,2,512,0.5,0.3437804226164465,2,0.005400042527907567,0.051,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,256,4,1024,0.25,0.17189021130822324,2,0.0013494695826554205,0.098,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,256,1,256,1.0,0.687560845232893,4,1.2649855314589655e-05,0.126,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,256,2,512,0.5,0.3437804226164465,4,7.934596615165377e-07,0.255,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,256,4,1024,0.25,0.17189021130822324,4,4.9635706553052416e-08,0.504,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,512,1,512,1.0,0.687560845232893,1,0.055461776604608444,0.027,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,512,2,1024,0.5,0.3437804226164465,1,0.016222174762956378,0.053,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,512,4,2048,0.25,0.17189021130822324,1,0.005854832233437954,0.106,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,512,1,512,1.0,0.687560845232893,2,0.04326633281179951,0.05,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,512,2,1024,0.5,0.3437804226164465,2,0.010799971306226938,0.1,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,512,4,2048,0.25,0.17189021130822324,2,0.0026989191213776854,0.203,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,512,1,512,1.0,0.687560845232893,4,2.529955131107852e-05,0.258,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,512,2,1024,0.5,0.3437804226164465,4,1.5869094507213555e-06,0.512,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,bk,4,512,4,2048,0.25,0.17189021130822324,4,9.927078593450656e-08,1.009,15.087815444408017,2.0
+Li-Li,3.72,sto-6g,002-002,bk,4,64,1,64,1.0,0.6437737984887055,1,0.04223573572750392,0.003,15.066670106867704,2.0
+Li-Li,3.72,sto-6g,002-002,bk,4,64,2,128,0.5,0.32188689924435276,1,0.020835352915145437,0.006,15.066670106867704,2.0
+Li-Li,3.72,sto-6g,002-002,bk,4,64,4,256,0.25,0.16094344962217638,1,0.010382152672554228,0.013,15.066670106867704,2.0
+Li-Li,3.72,sto-6g,002-002,bk,4,64,1,64,1.0,0.6437737984887055,2,0.007681900433865773,0.006,15.066670106867704,2.0
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+Li-Li,7.27,sto-6g,004-008,bk,12,512,4,2048,0.25,0.3926990816987258,4,1.3959378342739786e-08,359.913,19.251522312741923,15.26720392801834
+Li-Li,7.98,sto-6g,004-008,bk,12,64,1,64,1.0,1.5707963267948946,1,0.03077267259209264,1.342,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,64,2,128,0.5,0.7853981633974473,1,0.0154127046874946,2.463,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,64,4,256,0.25,0.39269908169872364,1,0.007712843362403623,3.409,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,64,1,64,1.0,1.5707963267948946,2,0.0004136176929461474,2.183,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,64,2,128,0.5,0.7853981633974473,2,0.0001024965666803717,4.713,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,64,4,256,0.25,0.39269908169872364,2,2.5568942524090496e-05,8.361,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,64,1,64,1.0,1.5707963267948946,4,1.7608007208660654e-06,9.462,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,64,2,128,0.5,0.7853981633974473,4,1.078636972872895e-07,20.851,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,64,4,256,0.25,0.39269908169872364,4,6.708679664431593e-09,42.308,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,256,1,256,1.0,1.5707963267948946,1,0.033158467074575135,4.536,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,256,2,512,0.5,0.7853981633974473,1,0.01670182782142071,8.728,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,256,4,1024,0.25,0.39269908169872364,1,0.008381031167002386,16.809,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,256,1,256,1.0,1.5707963267948946,2,0.00103831830635133,8.632,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,256,2,512,0.5,0.7853981633974473,2,0.0002587349349150443,18.153,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,256,4,1024,0.25,0.39269908169872364,2,6.463256680775698e-05,37.269,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,256,1,256,1.0,1.5707963267948946,4,2.498640626408595e-06,43.661,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,256,2,512,0.5,0.7853981633974473,4,1.5766029397283534e-07,89.341,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,256,4,1024,0.25,0.39269908169872364,4,9.879373460849057e-09,175.586,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,512,1,512,1.0,1.5707963267948946,1,0.005739426344956273,8.71,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,512,2,1024,0.5,0.7853981633974473,1,0.0028480154937183732,16.342,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,512,4,2048,0.25,0.39269908169872364,1,0.0014238586331605583,38.02,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,512,1,512,1.0,1.5707963267948946,2,0.0019901720586147646,17.808,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,512,2,1024,0.5,0.7853981633974473,2,0.000496350589300798,35.965,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,512,4,2048,0.25,0.39269908169872364,2,0.00012401522710052737,74.477,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,512,1,512,1.0,1.5707963267948946,4,3.8769325318482125e-06,91.286,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,512,2,1024,0.5,0.7853981633974473,4,2.5036057240498105e-07,179.011,19.16300813663545,15.090924340158256
+Li-Li,7.98,sto-6g,004-008,bk,12,512,4,2048,0.25,0.39269908169872364,4,1.5773865216272614e-08,352.2,19.16300813663545,15.090924340158256
diff --git a/baseline/state_errors/sto-6g/jw/state_errors_B-B.csv b/baseline/state_errors/sto-6g/jw/state_errors_B-B.csv
new file mode 100644
index 00000000..052e9f52
--- /dev/null
+++ b/baseline/state_errors/sto-6g/jw/state_errors_B-B.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+B-B,1.02,sto-6g,002-002,jw,4,64,1,64,1.0,1.3334255698194295,1,0.03945291236016262,0.004,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,64,2,128,0.5,0.6667127849097148,1,0.01965221349341668,0.007,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,64,4,256,0.25,0.3333563924548574,1,0.009816826102221838,0.014,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,64,1,64,1.0,1.3334255698194295,2,0.004297628932184487,0.007,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,64,2,128,0.5,0.6667127849097148,2,0.0010730635854454224,0.014,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,64,4,256,0.25,0.3333563924548574,2,0.00026818197611416973,0.027,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,64,1,64,1.0,1.3334255698194295,4,3.011473125302643e-06,0.035,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,64,2,128,0.5,0.6667127849097148,4,1.888764795551902e-07,0.071,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,64,4,256,0.25,0.3333563924548574,4,1.181511901747184e-08,0.144,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,256,1,256,1.0,1.3334255698194295,1,0.038340694350414546,0.015,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,256,2,512,0.5,0.6667127849097148,1,0.018078453461937444,0.031,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,256,4,1024,0.25,0.3333563924548574,1,0.008897921218190632,0.059,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,256,1,256,1.0,1.3334255698194295,2,0.015246472685141347,0.031,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,256,2,512,0.5,0.6667127849097148,2,0.0038063483233216986,0.061,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,256,4,1024,0.25,0.3333563924548574,2,0.0009512565566049486,0.12,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,256,1,256,1.0,1.3334255698194295,4,1.1235184004308455e-05,0.144,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,256,2,512,0.5,0.6667127849097148,4,7.052651059574867e-07,0.291,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,256,4,1024,0.25,0.3333563924548574,4,4.4127045717411e-08,0.575,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,512,1,512,1.0,1.3334255698194295,1,0.05527094196569683,0.032,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,512,2,1024,0.5,0.6667127849097148,1,0.02426486261242426,0.058,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,512,4,2048,0.25,0.3333563924548574,1,0.011674359741217735,0.113,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,512,1,512,1.0,1.3334255698194295,2,0.03036718230829173,0.058,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,512,2,1024,0.5,0.6667127849097148,2,0.007580884681416001,0.115,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,512,4,2048,0.25,0.3333563924548574,2,0.0018945273349030608,0.235,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,512,1,512,1.0,1.3334255698194295,4,2.2418432969555876e-05,0.293,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,512,2,1024,0.5,0.6667127849097148,4,1.4073132458780167e-06,0.572,49.163103836115,2.0
+B-B,1.02,sto-6g,002-002,jw,4,512,4,2048,0.25,0.3333563924548574,4,8.805345269634085e-08,1.14,49.163103836115,2.0
+B-B,1.47,sto-6g,002-002,jw,4,64,1,64,1.0,1.1064324383312418,1,0.011739667218306153,0.004,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,64,2,128,0.5,0.5532162191656209,1,0.005868854915367373,0.007,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,64,4,256,0.25,0.27660810958281046,1,0.0029343051289004414,0.014,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,64,1,64,1.0,1.1064324383312418,2,0.00015640020371427273,0.007,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,64,2,128,0.5,0.5532162191656209,2,3.909573046479522e-05,0.014,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,64,4,256,0.25,0.27660810958281046,2,9.773662607039896e-06,0.028,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,64,1,64,1.0,1.1064324383312418,4,4.038000306187753e-09,0.036,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,64,2,128,0.5,0.5532162191656209,4,2.523795397723385e-10,0.072,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,64,4,256,0.25,0.27660810958281046,4,1.5777669508740803e-11,0.148,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,256,1,256,1.0,1.1064324383312418,1,0.0035098095742607115,0.015,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,256,2,512,0.5,0.5532162191656209,1,0.0017434186928687327,0.031,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,256,4,1024,0.25,0.27660810958281046,1,0.0008702679605595052,0.061,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,256,1,256,1.0,1.1064324383312418,2,0.000491938314393067,0.03,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,256,2,512,0.5,0.5532162191656209,2,0.00012297391402814467,0.06,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,256,4,1024,0.25,0.27660810958281046,2,3.0742811954429234e-05,0.116,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,256,1,256,1.0,1.1064324383312418,4,1.1861825941830798e-08,0.143,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,256,2,512,0.5,0.5532162191656209,4,7.415025734049641e-10,0.288,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,256,4,1024,0.25,0.27660810958281046,4,4.6396657091757897e-11,0.576,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,512,1,512,1.0,1.1064324383312418,1,0.0068825368417883975,0.029,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,512,2,1024,0.5,0.5532162191656209,1,0.0034175923371933094,0.063,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,512,4,2048,0.25,0.27660810958281046,1,0.0017058243849273152,0.122,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,512,1,512,1.0,1.1064324383312418,2,0.0009838106239498999,0.058,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,512,2,1024,0.5,0.5532162191656209,2,0.0002459312753732557,0.114,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,512,4,2048,0.25,0.27660810958281046,2,6.148148219698536e-05,0.233,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,512,1,512,1.0,1.1064324383312418,4,2.3721425957224914e-08,0.28,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,512,2,1024,0.5,0.5532162191656209,4,1.4828528721312948e-09,0.593,49.3036707936332,2.0
+B-B,1.47,sto-6g,002-002,jw,4,512,4,2048,0.25,0.27660810958281046,4,9.278006807487666e-11,1.165,49.3036707936332,2.0
+B-B,1.93,sto-6g,002-002,jw,4,64,1,64,1.0,1.0239045461322092,1,0.004288508847766429,0.004,49.27058327752314,2.0
+B-B,1.93,sto-6g,002-002,jw,4,64,2,128,0.5,0.5119522730661046,1,0.0021104514955349284,0.007,49.27058327752314,2.0
+B-B,1.93,sto-6g,002-002,jw,4,64,4,256,0.25,0.2559761365330523,1,0.0010509641669277604,0.015,49.27058327752314,2.0
+B-B,1.93,sto-6g,002-002,jw,4,64,1,64,1.0,1.0239045461322092,2,0.0008540889906353045,0.007,49.27058327752314,2.0
+B-B,1.93,sto-6g,002-002,jw,4,64,2,128,0.5,0.5119522730661046,2,0.00021339659895002104,0.014,49.27058327752314,2.0
+B-B,1.93,sto-6g,002-002,jw,4,64,4,256,0.25,0.2559761365330523,2,5.334130170555349e-05,0.029,49.27058327752314,2.0
+B-B,1.93,sto-6g,002-002,jw,4,64,1,64,1.0,1.0239045461322092,4,1.1741257102255384e-07,0.036,49.27058327752314,2.0
+B-B,1.93,sto-6g,002-002,jw,4,64,2,128,0.5,0.5119522730661046,4,7.344513283701654e-09,0.072,49.27058327752314,2.0
+B-B,1.93,sto-6g,002-002,jw,4,64,4,256,0.25,0.2559761365330523,4,4.59131179779934e-10,0.144,49.27058327752314,2.0
+B-B,1.93,sto-6g,002-002,jw,4,256,1,256,1.0,1.0239045461322092,1,0.016293948867513047,0.015,49.27058327752314,2.0
+B-B,1.93,sto-6g,002-002,jw,4,256,2,512,0.5,0.5119522730661046,1,0.008008543240811641,0.03,49.27058327752314,2.0
+B-B,1.93,sto-6g,002-002,jw,4,256,4,1024,0.25,0.2559761365330523,1,0.003986803746862094,0.06,49.27058327752314,2.0
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+B-B,4.19,sto-6g,004-008,jw,12,512,1,512,1.0,1.5707963267949028,1,0.020968990586017863,10.014,58.81354247510165,23.834160899151982
+B-B,4.19,sto-6g,004-008,jw,12,512,2,1024,0.5,0.7853981633974514,1,0.010465871285261122,19.204,58.81354247510165,23.834160899151982
+B-B,4.19,sto-6g,004-008,jw,12,512,4,2048,0.25,0.3926990816987257,1,0.005227547925764795,37.841,58.81354247510165,23.834160899151982
+B-B,4.19,sto-6g,004-008,jw,12,512,1,512,1.0,1.5707963267949028,2,0.0010206207547636143,18.415,58.81354247510165,23.834160899151982
+B-B,4.19,sto-6g,004-008,jw,12,512,2,1024,0.5,0.7853981633974514,2,0.00025517135165945785,38.066,58.81354247510165,23.834160899151982
+B-B,4.19,sto-6g,004-008,jw,12,512,4,2048,0.25,0.3926990816987257,2,6.379388898154872e-05,78.405,58.81354247510165,23.834160899151982
+B-B,4.19,sto-6g,004-008,jw,12,512,1,512,1.0,1.5707963267949028,4,1.0603602561200728e-07,94.606,58.81354247510165,23.834160899151982
+B-B,4.19,sto-6g,004-008,jw,12,512,2,1024,0.5,0.7853981633974514,4,6.666673275236232e-09,196.417,58.81354247510165,23.834160899151982
+B-B,4.19,sto-6g,004-008,jw,12,512,4,2048,0.25,0.3926990816987257,4,4.1745845625511415e-10,401.833,58.81354247510165,23.834160899151982
+B-B,4.65,sto-6g,004-008,jw,12,64,1,64,1.0,1.5707963267948875,1,0.021098955690178663,1.17,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,64,2,128,0.5,0.7853981633974437,1,0.010538056389726404,2.439,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,64,4,256,0.25,0.39269908169872186,1,0.0052660786959814136,4.103,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,64,1,64,1.0,1.5707963267948875,2,0.00021431343651505549,2.623,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,64,2,128,0.5,0.7853981633974437,2,5.35940533908036e-05,4.449,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,64,4,256,0.25,0.39269908169872186,2,1.3399518465308598e-05,9.493,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,64,1,64,1.0,1.5707963267948875,4,5.314203787540555e-08,10.358,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,64,2,128,0.5,0.7853981633974437,4,3.321055680134384e-09,22.818,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,64,4,256,0.25,0.39269908169872186,4,2.075720642439476e-10,42.601,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,256,1,256,1.0,1.5707963267948875,1,0.017390437825513673,4.425,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,256,2,512,0.5,0.7853981633974437,1,0.008696043278135132,8.559,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,256,4,1024,0.25,0.39269908169872186,1,0.004347973933297443,17.868,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,256,1,256,1.0,1.5707963267948875,2,0.0005737732604327645,7.811,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,256,2,512,0.5,0.7853981633974437,2,0.00014351269569468894,17.925,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,256,4,1024,0.25,0.39269908169872186,2,3.5882558691080385e-05,36.304,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,256,1,256,1.0,1.5707963267948875,4,9.463677635611842e-08,44.25,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,256,2,512,0.5,0.7853981633974437,4,5.928296155977161e-09,83.451,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,256,4,1024,0.25,0.39269908169872186,4,3.708455953518044e-10,178.014,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,512,1,512,1.0,1.5707963267948875,1,0.026698918297152954,8.399,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,512,2,1024,0.5,0.7853981633974437,1,0.013346269773551266,16.137,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,512,4,2048,0.25,0.39269908169872186,1,0.0066705012768500365,32.975,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,512,1,512,1.0,1.5707963267948875,2,0.00107356448761458,16.185,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,512,2,1024,0.5,0.7853981633974437,2,0.0002684124972374476,30.929,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,512,4,2048,0.25,0.39269908169872186,2,6.710450738903069e-05,67.583,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,512,1,512,1.0,1.5707963267948875,4,1.1889000957743204e-07,84.289,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,512,2,1024,0.5,0.7853981633974437,4,7.483604160825845e-09,150.775,58.63758257334581,23.467413267507993
+B-B,4.65,sto-6g,004-008,jw,12,512,4,2048,0.25,0.39269908169872186,4,4.688888191394382e-10,307.086,58.63758257334581,23.467413267507993
+B-B,5.1,sto-6g,004-008,jw,12,64,1,64,1.0,1.5707963267948752,1,0.021643749712289755,0.924,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,64,2,128,0.5,0.7853981633974376,1,0.010815601991960105,2.161,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,64,4,256,0.25,0.3926990816987188,1,0.005406134488725771,4.871,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,64,1,64,1.0,1.5707963267948752,2,0.00024647703365318966,1.89,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,64,2,128,0.5,0.7853981633974376,2,6.165353031677022e-05,3.524,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,64,4,256,0.25,0.3926990816987188,2,1.5415557023477132e-05,8.946,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,64,1,64,1.0,1.5707963267948752,4,6.156213682407245e-08,10.003,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,64,2,128,0.5,0.7853981633974376,4,3.847498874056527e-09,22.383,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,64,4,256,0.25,0.3926990816987188,4,2.4047958677596747e-10,43.886,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,256,1,256,1.0,1.5707963267948752,1,0.012320272913116336,4.777,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,256,2,512,0.5,0.7853981633974376,1,0.0061556356326569715,7.231,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,256,4,1024,0.25,0.3926990816987188,1,0.0030767265725041497,16.847,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,256,1,256,1.0,1.5707963267948752,2,0.0007068632914348132,8.858,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,256,2,512,0.5,0.7853981633974376,2,0.00017677086708842878,16.557,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,256,4,1024,0.25,0.3926990816987188,2,4.419620492524105e-05,36.186,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,256,1,256,1.0,1.5707963267948752,4,1.0958986862585184e-07,46.312,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,256,2,512,0.5,0.7853981633974376,4,6.865312421864534e-09,90.716,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,256,4,1024,0.25,0.3926990816987188,4,4.2960648337811444e-10,177.496,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,512,1,512,1.0,1.5707963267948752,1,0.0184939137582625,8.589,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,512,2,1024,0.5,0.7853981633974376,1,0.00921955618705247,16.828,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,512,4,2048,0.25,0.3926990816987188,1,0.004602577254345983,33.288,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,512,1,512,1.0,1.5707963267948752,2,0.00135611839379563,18.12,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,512,2,1024,0.5,0.7853981633974376,2,0.00033904875403413304,35.425,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,512,4,2048,0.25,0.3926990816987188,2,8.476343020789428e-05,68.873,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,512,1,512,1.0,1.5707963267948752,4,1.4388744316213687e-07,82.566,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,512,2,1024,0.5,0.7853981633974376,4,9.051447492722665e-09,170.848,58.340315745256326,22.85915365852655
+B-B,5.1,sto-6g,004-008,jw,12,512,4,2048,0.25,0.3926990816987188,4,5.674291832921835e-10,353.121,58.340315745256326,22.85915365852655
diff --git a/baseline/state_errors/sto-6g/jw/state_errors_B-H.csv b/baseline/state_errors/sto-6g/jw/state_errors_B-H.csv
new file mode 100644
index 00000000..7469c18c
--- /dev/null
+++ b/baseline/state_errors/sto-6g/jw/state_errors_B-H.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+B-H,0.7,sto-6g,002-002,jw,4,64,1,64,1.0,1.5416712260896372,1,0.03408981563624219,0.003,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,64,2,128,0.5,0.7708356130448186,1,0.014380096470220621,0.006,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,64,4,256,0.25,0.3854178065224093,1,0.0068188567915944175,0.013,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,64,1,64,1.0,1.5416712260896372,2,0.006609661030393442,0.006,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,64,2,128,0.5,0.7708356130448186,2,0.0016495800855119143,0.012,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,64,4,256,0.25,0.3854178065224093,2,0.00041221821014728976,0.024,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,64,1,64,1.0,1.5416712260896372,4,1.5861967020710176e-06,0.03,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,64,2,128,0.5,0.7708356130448186,4,9.892453770645701e-08,0.06,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,64,4,256,0.25,0.3854178065224093,4,6.179467167953114e-09,0.12,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,256,1,256,1.0,1.5416712260896372,1,0.08778315626012528,0.012,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,256,2,512,0.5,0.7708356130448186,1,0.02506639678853758,0.025,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,256,4,1024,0.25,0.3854178065224093,1,0.008743231498631947,0.05,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,256,1,256,1.0,1.5416712260896372,2,0.026337099271017017,0.024,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,256,2,512,0.5,0.7708356130448186,2,0.006573420515269339,0.048,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,256,4,1024,0.25,0.3854178065224093,2,0.0016426703217974686,0.097,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,256,1,256,1.0,1.5416712260896372,4,5.257933509250248e-06,0.121,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,256,2,512,0.5,0.7708356130448186,4,3.2833951953627645e-07,0.24,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,256,4,1024,0.25,0.3854178065224093,4,2.051676484620557e-08,0.482,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,512,1,512,1.0,1.5416712260896372,1,0.16586953701414991,0.024,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,512,2,1024,0.5,0.7708356130448186,1,0.041569651936591685,0.048,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,512,4,2048,0.25,0.3854178065224093,1,0.010559810168991518,0.098,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,512,1,512,1.0,1.5416712260896372,2,0.05265480320751403,0.049,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,512,2,1024,0.5,0.7708356130448186,2,0.01314313884163423,0.096,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,512,4,2048,0.25,0.3854178065224093,2,0.0032844365152855434,0.194,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,512,1,512,1.0,1.5416712260896372,4,1.034028332180973e-05,0.243,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,512,2,1024,0.5,0.7708356130448186,4,6.458054982566012e-07,0.484,25.353978817316985,2.0
+B-H,0.7,sto-6g,002-002,jw,4,512,4,2048,0.25,0.3854178065224093,4,4.035550341738303e-08,0.969,25.353978817316985,2.0
+B-H,1.01,sto-6g,002-002,jw,4,64,1,64,1.0,1.5420645558828652,1,0.023720802556203863,0.003,25.63752075516516,2.0
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+B-H,3.51,sto-6g,006-006,jw,12,512,2,1024,0.5,0.7853981633974623,4,8.302589149563997e-07,628.045,35.43626443994774,38.40594940734628
+B-H,3.51,sto-6g,006-006,jw,12,512,4,2048,0.25,0.39269908169873113,4,5.266546412293994e-08,1353.296,35.43626443994774,38.40594940734628
diff --git a/baseline/state_errors/sto-6g/jw/state_errors_Be-Be.csv b/baseline/state_errors/sto-6g/jw/state_errors_Be-Be.csv
new file mode 100644
index 00000000..c40d0a24
--- /dev/null
+++ b/baseline/state_errors/sto-6g/jw/state_errors_Be-Be.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Be-Be,1.22,sto-6g,002-002,jw,4,64,1,64,1.0,0.9558547706166985,1,0.04019089051356205,0.004,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,64,2,128,0.5,0.4779273853083493,1,0.02006215512964978,0.007,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,64,4,256,0.25,0.23896369265417464,1,0.010026914389424194,0.015,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,64,1,64,1.0,0.9558547706166985,2,0.002716160919722529,0.008,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,64,2,128,0.5,0.4779273853083493,2,0.0006786383127997013,0.015,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,64,4,256,0.25,0.23896369265417464,2,0.00016963445460438386,0.029,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,64,1,64,1.0,0.9558547706166985,4,9.867261700317363e-07,0.036,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,64,2,128,0.5,0.4779273853083493,4,6.178648738193313e-08,0.071,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,64,4,256,0.25,0.23896369265417464,4,3.86347734854608e-09,0.138,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,256,1,256,1.0,0.9558547706166985,1,0.0335008468769863,0.014,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,256,2,512,0.5,0.4779273853083493,1,0.016184198721329902,0.029,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,256,4,1024,0.25,0.23896369265417464,1,0.008019835575298472,0.058,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,256,1,256,1.0,0.9558547706166985,2,0.008920472080826688,0.028,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,256,2,512,0.5,0.4779273853083493,2,0.0022285675705802383,0.057,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,256,4,1024,0.25,0.23896369265417464,2,0.0005570447123293773,0.114,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,256,1,256,1.0,0.9558547706166985,4,3.5533766220759003e-06,0.144,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,256,2,512,0.5,0.4779273853083493,4,2.226632220155646e-07,0.286,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,256,4,1024,0.25,0.23896369265417464,4,1.3925490724679724e-08,0.577,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,512,1,512,1.0,0.9558547706166985,1,0.04440838952047152,0.03,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,512,2,1024,0.5,0.4779273853083493,1,0.020646488542943944,0.06,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,512,4,2048,0.25,0.23896369265417464,1,0.01011929741973514,0.12,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,512,1,512,1.0,0.9558547706166985,2,0.017730800891382993,0.057,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,512,2,1024,0.5,0.4779273853083493,2,0.004429949518120134,0.112,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,512,4,2048,0.25,0.23896369265417464,2,0.0011073129418867134,0.232,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,512,1,512,1.0,0.9558547706166985,4,7.085918763795706e-06,0.287,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,512,2,1024,0.5,0.4779273853083493,4,4.440307571851445e-07,0.573,29.168720251682892,2.0
+Be-Be,1.22,sto-6g,002-002,jw,4,512,4,2048,0.25,0.23896369265417464,4,2.7770083560628833e-08,1.162,29.168720251682892,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,64,1,64,1.0,0.8035534946937809,1,0.011237445890957572,0.004,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,64,2,128,0.5,0.40177674734689045,1,0.005617972617357396,0.007,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,64,4,256,0.25,0.20088837367344523,1,0.0028088925179357185,0.014,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,64,1,64,1.0,0.8035534946937809,2,0.00028559059071439836,0.007,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,64,2,128,0.5,0.40177674734689045,2,7.138457558013319e-05,0.014,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,64,4,256,0.25,0.20088837367344523,2,1.7845326984316627e-05,0.028,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,64,1,64,1.0,0.8035534946937809,4,1.883208998380507e-08,0.036,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,64,2,128,0.5,0.40177674734689045,4,1.1771975876870438e-09,0.07,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,64,4,256,0.25,0.20088837367344523,4,7.358325097244801e-11,0.143,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,256,1,256,1.0,0.8035534946937809,1,0.014869143954920214,0.015,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,256,2,512,0.5,0.40177674734689045,1,0.007423662874264571,0.029,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,256,4,1024,0.25,0.20088837367344523,1,0.0037104669730570966,0.059,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,256,1,256,1.0,0.8035534946937809,2,0.0009946603444844194,0.029,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,256,2,512,0.5,0.40177674734689045,2,0.0002486078020321648,0.057,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,256,4,1024,0.25,0.20088837367344523,2,6.214837062504891e-05,0.114,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,256,1,256,1.0,0.8035534946937809,4,6.309586736453149e-08,0.139,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,256,2,512,0.5,0.40177674734689045,4,3.944945948891983e-09,0.289,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,256,4,1024,0.25,0.20088837367344523,4,2.4658257247267747e-10,0.566,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,512,1,512,1.0,0.8035534946937809,1,0.020466520845173485,0.03,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,512,2,1024,0.5,0.40177674734689045,1,0.010209400774498318,0.06,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,512,4,2048,0.25,0.20088837367344523,1,0.005101714095301082,0.115,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,512,1,512,1.0,0.8035534946937809,2,0.001968681029739701,0.057,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,512,2,1024,0.5,0.40177674734689045,2,0.0004920641294776741,0.116,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,512,4,2048,0.25,0.20088837367344523,2,0.00012300939713840792,0.233,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,512,1,512,1.0,0.8035534946937809,4,1.24447399553093e-07,0.296,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,512,2,1024,0.5,0.40177674734689045,4,7.780971255775112e-09,0.581,29.305998749058364,2.0
+Be-Be,1.77,sto-6g,002-002,jw,4,512,4,2048,0.25,0.20088837367344523,4,4.863456837190382e-10,1.144,29.305998749058364,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,64,1,64,1.0,0.9669327567989265,1,0.0570094639256246,0.004,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,64,2,128,0.5,0.48346637839946327,1,0.02833540575043719,0.007,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,64,4,256,0.25,0.24173318919973164,1,0.014146478712830307,0.015,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,64,1,64,1.0,0.9669327567989265,2,0.009357618360808975,0.008,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,64,2,128,0.5,0.48346637839946327,2,0.002333350621877643,0.015,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,64,4,256,0.25,0.24173318919973164,2,0.0005829599223891793,0.03,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,64,1,64,1.0,0.9669327567989265,4,8.497143090217557e-06,0.038,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,64,2,128,0.5,0.48346637839946327,4,5.335913789838131e-07,0.073,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,64,4,256,0.25,0.24173318919973164,4,3.3388933776323216e-08,0.142,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,256,1,256,1.0,0.9669327567989265,1,0.06560556652387306,0.015,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,256,2,512,0.5,0.48346637839946327,1,0.030383573008453627,0.029,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,256,4,1024,0.25,0.24173318919973164,1,0.01487437080872615,0.058,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,256,1,256,1.0,0.9669327567989265,2,0.03566397710666993,0.028,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,256,2,512,0.5,0.48346637839946327,2,0.008892330840241297,0.056,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,256,4,1024,0.25,0.24173318919973164,2,0.002221587250078998,0.11,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,256,1,256,1.0,0.9669327567989265,4,3.207578103357025e-05,0.14,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,256,2,512,0.5,0.48346637839946327,4,2.0164113391780133e-06,0.283,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,256,4,1024,0.25,0.24173318919973164,4,1.2620824054252946e-07,0.589,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,512,1,512,1.0,0.9669327567989265,1,0.07526852454359209,0.028,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,512,2,1024,0.5,0.48346637839946327,1,0.02751139474319509,0.057,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,512,4,2048,0.25,0.24173318919973164,1,0.012168502981356327,0.116,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,512,1,512,1.0,0.9669327567989265,2,0.07109852885310651,0.057,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,512,2,1024,0.5,0.48346637839946327,2,0.017728822477304944,0.114,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,512,4,2048,0.25,0.24173318919973164,2,0.004429187051747306,0.226,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,512,1,512,1.0,0.9669327567989265,4,6.390726553455457e-05,0.277,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,512,2,1024,0.5,0.48346637839946327,4,4.017767028200188e-06,0.578,29.41187110037327,2.0
+Be-Be,2.31,sto-6g,002-002,jw,4,512,4,2048,0.25,0.24173318919973164,4,2.514787350472625e-07,1.158,29.41187110037327,2.0
+Be-Be,2.86,sto-6g,002-002,jw,4,64,1,64,1.0,0.9625030741046112,1,0.027578822590230662,0.004,29.376812704215233,2.0
+Be-Be,2.86,sto-6g,002-002,jw,4,64,2,128,0.5,0.4812515370523056,1,0.009780897510310782,0.007,29.376812704215233,2.0
+Be-Be,2.86,sto-6g,002-002,jw,4,64,4,256,0.25,0.2406257685261528,1,0.004249884700275034,0.014,29.376812704215233,2.0
+Be-Be,2.86,sto-6g,002-002,jw,4,64,1,64,1.0,0.9625030741046112,2,0.006709584002027096,0.007,29.376812704215233,2.0
+Be-Be,2.86,sto-6g,002-002,jw,4,64,2,128,0.5,0.4812515370523056,2,0.0016743020673519533,0.014,29.376812704215233,2.0
+Be-Be,2.86,sto-6g,002-002,jw,4,64,4,256,0.25,0.2406257685261528,2,0.0004183827141875449,0.028,29.376812704215233,2.0
+Be-Be,2.86,sto-6g,002-002,jw,4,64,1,64,1.0,0.9625030741046112,4,1.5322365198484608e-06,0.035,29.376812704215233,2.0
+Be-Be,2.86,sto-6g,002-002,jw,4,64,2,128,0.5,0.4812515370523056,4,9.555062609142192e-08,0.069,29.376812704215233,2.0
+Be-Be,2.86,sto-6g,002-002,jw,4,64,4,256,0.25,0.2406257685261528,4,5.968561596662516e-09,0.14,29.376812704215233,2.0
+Be-Be,2.86,sto-6g,002-002,jw,4,256,1,256,1.0,0.9625030741046112,1,0.08853662728081271,0.016,29.376812704215233,2.0
+Be-Be,2.86,sto-6g,002-002,jw,4,256,2,512,0.5,0.4812515370523056,1,0.02245441909473194,0.031,29.376812704215233,2.0
+Be-Be,2.86,sto-6g,002-002,jw,4,256,4,1024,0.25,0.2406257685261528,1,0.005978897694206219,0.064,29.376812704215233,2.0
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+Be-Be,5.58,sto-6g,004-008,jw,12,64,4,256,0.25,0.392699081698728,4,5.597624296457872e-10,42.171,36.04299807325756,17.05772417072498
+Be-Be,5.58,sto-6g,004-008,jw,12,256,1,256,1.0,1.570796326794912,1,0.02536173881857348,3.982,36.04299807325756,17.05772417072498
+Be-Be,5.58,sto-6g,004-008,jw,12,256,2,512,0.5,0.785398163397456,1,0.012751695214190865,8.207,36.04299807325756,17.05772417072498
+Be-Be,5.58,sto-6g,004-008,jw,12,256,4,1024,0.25,0.392699081698728,1,0.0063993390709783295,15.715,36.04299807325756,17.05772417072498
+Be-Be,5.58,sto-6g,004-008,jw,12,256,1,256,1.0,1.570796326794912,2,0.0027739561977287107,8.75,36.04299807325756,17.05772417072498
+Be-Be,5.58,sto-6g,004-008,jw,12,256,2,512,0.5,0.785398163397456,2,0.00069360803875608,14.687,36.04299807325756,17.05772417072498
+Be-Be,5.58,sto-6g,004-008,jw,12,256,4,1024,0.25,0.392699081698728,2,0.0001734094797212009,32.146,36.04299807325756,17.05772417072498
+Be-Be,5.58,sto-6g,004-008,jw,12,256,1,256,1.0,1.570796326794912,4,1.550197541234034e-07,38.503,36.04299807325756,17.05772417072498
+Be-Be,5.58,sto-6g,004-008,jw,12,256,2,512,0.5,0.785398163397456,4,9.892357053915333e-09,77.567,36.04299807325756,17.05772417072498
+Be-Be,5.58,sto-6g,004-008,jw,12,256,4,1024,0.25,0.392699081698728,4,6.216925529838728e-10,166.163,36.04299807325756,17.05772417072498
+Be-Be,5.58,sto-6g,004-008,jw,12,512,1,512,1.0,1.570796326794912,1,0.03814436861682349,7.656,36.04299807325756,17.05772417072498
+Be-Be,5.58,sto-6g,004-008,jw,12,512,2,1024,0.5,0.785398163397456,1,0.01930109564801243,14.645,36.04299807325756,17.05772417072498
+Be-Be,5.58,sto-6g,004-008,jw,12,512,4,2048,0.25,0.392699081698728,1,0.00972123862384302,27.398,36.04299807325756,17.05772417072498
+Be-Be,5.58,sto-6g,004-008,jw,12,512,1,512,1.0,1.570796326794912,2,0.00551787167479702,14.207,36.04299807325756,17.05772417072498
+Be-Be,5.58,sto-6g,004-008,jw,12,512,2,1024,0.5,0.785398163397456,2,0.0013796985085449552,31.598,36.04299807325756,17.05772417072498
+Be-Be,5.58,sto-6g,004-008,jw,12,512,4,2048,0.25,0.392699081698728,2,0.0003449390336383547,61.366,36.04299807325756,17.05772417072498
+Be-Be,5.58,sto-6g,004-008,jw,12,512,1,512,1.0,1.570796326794912,4,2.6918935169687065e-07,77.839,36.04299807325756,17.05772417072498
+Be-Be,5.58,sto-6g,004-008,jw,12,512,2,1024,0.5,0.785398163397456,4,1.7266355846756478e-08,155.334,36.04299807325756,17.05772417072498
+Be-Be,5.58,sto-6g,004-008,jw,12,512,4,2048,0.25,0.392699081698728,4,1.0864936724300516e-09,315.049,36.04299807325756,17.05772417072498
+Be-Be,6.12,sto-6g,004-008,jw,12,64,1,64,1.0,1.570796326794871,1,0.03565411792059463,1.173,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,64,2,128,0.5,0.7853981633974355,1,0.017872300238569252,1.669,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,64,4,256,0.25,0.39269908169871776,1,0.008947496875322829,3.387,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,64,1,64,1.0,1.570796326794871,2,0.0007892171197802588,1.635,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,64,2,128,0.5,0.7853981633974355,2,0.00019747119841088102,3.812,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,64,4,256,0.25,0.39269908169871776,2,4.937832596901907e-05,6.973,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,64,1,64,1.0,1.570796326794871,4,1.5626020196850598e-07,9.288,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,64,2,128,0.5,0.7853981633974355,4,9.781730300607852e-09,16.839,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,64,4,256,0.25,0.39269908169871776,4,6.116278994831441e-10,34.476,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,256,1,256,1.0,1.570796326794871,1,0.02174673459071577,2.647,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,256,2,512,0.5,0.7853981633974355,1,0.010912186795407312,7.068,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,256,4,1024,0.25,0.39269908169871776,1,0.005473831228801619,13.943,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,256,1,256,1.0,1.570796326794871,2,0.0029573564431340086,8.274,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,256,2,512,0.5,0.7853981633974355,2,0.0007394713738553357,14.278,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,256,4,1024,0.25,0.39269908169871776,2,0.0001848761407745039,29.548,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,256,1,256,1.0,1.570796326794871,4,1.5580127657575524e-07,34.274,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,256,2,512,0.5,0.7853981633974355,4,9.984993953597405e-09,72.427,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,256,4,1024,0.25,0.39269908169871776,4,6.280577810056904e-10,142.134,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,512,1,512,1.0,1.570796326794871,1,0.03379409362578827,6.891,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,512,2,1024,0.5,0.7853981633974355,1,0.017049917096943843,15.246,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,512,4,2048,0.25,0.39269908169871776,1,0.00858202589708888,27.316,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,512,1,512,1.0,1.570796326794871,2,0.005938646196245358,16.053,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,512,2,1024,0.5,0.7853981633974355,2,0.0014849199805003603,32.308,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,512,4,2048,0.25,0.39269908169871776,2,0.0003712461248433783,66.327,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,512,1,512,1.0,1.570796326794871,4,2.856581680802576e-07,80.308,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,512,2,1024,0.5,0.7853981633974355,4,1.8386229389410877e-08,168.762,35.920898832476155,16.808055373964798
+Be-Be,6.12,sto-6g,004-008,jw,12,512,4,2048,0.25,0.39269908169871776,4,1.1576518501858927e-09,328.712,35.920898832476155,16.808055373964798
diff --git a/baseline/state_errors/sto-6g/jw/state_errors_Be-H.csv b/baseline/state_errors/sto-6g/jw/state_errors_Be-H.csv
new file mode 100644
index 00000000..ca860b24
--- /dev/null
+++ b/baseline/state_errors/sto-6g/jw/state_errors_Be-H.csv
@@ -0,0 +1,1653 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Be-H,0.8,sto-6g,001-001,jw,2,64,1,64,1.0,0.25727277046082925,1,1.0684454666645791e-14,0.001,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,64,2,128,0.5,0.12863638523041462,1,9.4872114128953e-15,0.001,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,64,4,256,0.25,0.06431819261520731,1,3.1600816830396846e-14,0.003,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,64,1,64,1.0,0.25727277046082925,2,9.69687024193008e-15,0.001,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,64,2,128,0.5,0.12863638523041462,2,2.8411136492644345e-14,0.002,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,64,4,256,0.25,0.06431819261520731,2,6.807815255550947e-14,0.004,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,64,1,64,1.0,0.25727277046082925,4,2.6344179410407533e-14,0.006,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,64,2,128,0.5,0.12863638523041462,4,4.9117998479120575e-14,0.011,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,64,4,256,0.25,0.06431819261520731,4,2.410772606238533e-13,0.022,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,256,1,256,1.0,0.25727277046082925,1,1.1117324569563419e-13,0.003,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,256,2,512,0.5,0.12863638523041462,1,1.224896036771942e-13,0.005,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,256,4,1024,0.25,0.06431819261520731,1,5.513730150544231e-14,0.011,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,256,1,256,1.0,0.25727277046082925,2,1.4604514431336217e-13,0.004,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,256,2,512,0.5,0.12863638523041462,2,5.76753114256208e-14,0.009,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,256,4,1024,0.25,0.06431819261520731,2,1.67027473329108e-13,0.018,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,256,1,256,1.0,0.25727277046082925,4,2.443514115841344e-13,0.023,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,256,2,512,0.5,0.12863638523041462,4,3.0446234469847156e-13,0.044,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,256,4,1024,0.25,0.06431819261520731,4,8.46136941840148e-13,0.089,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,512,1,512,1.0,0.25727277046082925,1,1.4236890748013475e-13,0.005,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,512,2,1024,0.5,0.12863638523041462,1,1.5283783562573295e-13,0.011,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,512,4,2048,0.25,0.06431819261520731,1,1.8632757620385403e-13,0.021,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,512,1,512,1.0,0.25727277046082925,2,1.8899910118789832e-13,0.009,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,512,2,1024,0.5,0.12863638523041462,2,1.6966188555035472e-13,0.018,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,512,4,2048,0.25,0.06431819261520731,2,4.678248633369884e-13,0.036,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,512,1,512,1.0,0.25727277046082925,4,3.692627816310554e-13,0.045,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,512,2,1024,0.5,0.12863638523041462,4,4.812868833164841e-13,0.09,14.935565899723832,2.0
+Be-H,0.8,sto-6g,001-001,jw,2,512,4,2048,0.25,0.06431819261520731,4,1.8209188132588954e-12,0.178,14.935565899723832,2.0
+Be-H,1.16,sto-6g,001-001,jw,2,64,1,64,1.0,0.24716760435950907,1,2.074929311991161e-14,0.001,15.121685458580997,2.0
+Be-H,1.16,sto-6g,001-001,jw,2,64,2,128,0.5,0.12358380217975454,1,2.553609495945531e-14,0.001,15.121685458580997,2.0
+Be-H,1.16,sto-6g,001-001,jw,2,64,4,256,0.25,0.06179190108987727,1,4.585799016419591e-14,0.003,15.121685458580997,2.0
+Be-H,1.16,sto-6g,001-001,jw,2,64,1,64,1.0,0.24716760435950907,2,2.4043250355214864e-14,0.001,15.121685458580997,2.0
+Be-H,1.16,sto-6g,001-001,jw,2,64,2,128,0.5,0.12358380217975454,2,3.628578447023634e-14,0.002,15.121685458580997,2.0
+Be-H,1.16,sto-6g,001-001,jw,2,64,4,256,0.25,0.06179190108987727,2,7.348242384799454e-14,0.005,15.121685458580997,2.0
+Be-H,1.16,sto-6g,001-001,jw,2,64,1,64,1.0,0.24716760435950907,4,2.5741197796890274e-14,0.006,15.121685458580997,2.0
+Be-H,1.16,sto-6g,001-001,jw,2,64,2,128,0.5,0.12358380217975454,4,1.1216265410159101e-13,0.011,15.121685458580997,2.0
+Be-H,1.16,sto-6g,001-001,jw,2,64,4,256,0.25,0.06179190108987727,4,1.6817186408347014e-13,0.022,15.121685458580997,2.0
+Be-H,1.16,sto-6g,001-001,jw,2,256,1,256,1.0,0.24716760435950907,1,1.6864521627469128e-14,0.003,15.121685458580997,2.0
+Be-H,1.16,sto-6g,001-001,jw,2,256,2,512,0.5,0.12358380217975454,1,4.416556639640148e-14,0.005,15.121685458580997,2.0
+Be-H,1.16,sto-6g,001-001,jw,2,256,4,1024,0.25,0.06179190108987727,1,1.3888858976630402e-13,0.011,15.121685458580997,2.0
+Be-H,1.16,sto-6g,001-001,jw,2,256,1,256,1.0,0.24716760435950907,2,3.910070101178249e-14,0.004,15.121685458580997,2.0
+Be-H,1.16,sto-6g,001-001,jw,2,256,2,512,0.5,0.12358380217975454,2,9.978206253544407e-14,0.009,15.121685458580997,2.0
+Be-H,1.16,sto-6g,001-001,jw,2,256,4,1024,0.25,0.06179190108987727,2,2.501644689821623e-13,0.018,15.121685458580997,2.0
+Be-H,1.16,sto-6g,001-001,jw,2,256,1,256,1.0,0.24716760435950907,4,5.779444013118509e-14,0.022,15.121685458580997,2.0
+Be-H,1.16,sto-6g,001-001,jw,2,256,2,512,0.5,0.12358380217975454,4,4.23255681533716e-13,0.044,15.121685458580997,2.0
+Be-H,1.16,sto-6g,001-001,jw,2,256,4,1024,0.25,0.06179190108987727,4,7.038392048083349e-13,0.089,15.121685458580997,2.0
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+Be-H,3.31,sto-6g,005-007,jw,12,512,2,1024,0.5,0.7853981633974497,2,0.00034392405531097657,30.227,23.134868754039935,27.516734857741422
+Be-H,3.31,sto-6g,005-007,jw,12,512,4,2048,0.25,0.39269908169872486,2,8.58082171160356e-05,59.926,23.134868754039935,27.516734857741422
+Be-H,3.31,sto-6g,005-007,jw,12,512,1,512,1.0,1.5707963267948994,4,7.5579832961358385e-06,75.188,23.134868754039935,27.516734857741422
+Be-H,3.31,sto-6g,005-007,jw,12,512,2,1024,0.5,0.7853981633974497,4,4.954836085530632e-07,148.021,23.134868754039935,27.516734857741422
+Be-H,3.31,sto-6g,005-007,jw,12,512,4,2048,0.25,0.39269908169872486,4,3.1333186739571095e-08,297.194,23.134868754039935,27.516734857741422
+Be-H,3.66,sto-6g,005-007,jw,12,64,1,64,1.0,1.5707963267949008,1,0.01685476837632369,0.748,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,64,2,128,0.5,0.7853981633974504,1,0.008466923636736874,1.411,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,64,4,256,0.25,0.3926990816987252,1,0.004243699084750791,2.824,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,64,1,64,1.0,1.5707963267949008,2,0.00045165315073327785,1.313,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,64,2,128,0.5,0.7853981633974504,2,0.00011179864781497566,2.824,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,64,4,256,0.25,0.3926990816987252,2,2.7881937394684274e-05,5.781,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,64,1,64,1.0,1.5707963267949008,4,2.483130388148571e-06,7.237,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,64,2,128,0.5,0.7853981633974504,4,1.5314926877648448e-07,14.057,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,64,4,256,0.25,0.3926990816987252,4,9.543394672268561e-09,28.867,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,256,1,256,1.0,1.5707963267949008,1,0.013870060147763394,2.901,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,256,2,512,0.5,0.7853981633974504,1,0.007057168443719062,5.411,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,256,4,1024,0.25,0.3926990816987252,1,0.003560350318129236,11.64,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,256,1,256,1.0,1.5707963267949008,2,0.0009152637038642984,5.869,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,256,2,512,0.5,0.7853981633974504,2,0.00022649167712210627,11.135,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,256,4,1024,0.25,0.3926990816987252,2,5.6481901563896086e-05,22.869,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,256,1,256,1.0,1.5707963267949008,4,4.975211262891977e-06,28.535,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,256,2,512,0.5,0.7853981633974504,4,3.2026364703180125e-07,57.048,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,256,4,1024,0.25,0.3926990816987252,4,2.0168694523768393e-08,114.747,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,512,1,512,1.0,1.5707963267949008,1,0.015108265751805714,5.549,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,512,2,1024,0.5,0.7853981633974504,1,0.007887289812283668,11.841,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,512,4,2048,0.25,0.3926990816987252,1,0.004027475693746164,23.3,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,512,1,512,1.0,1.5707963267949008,2,0.0014220493437456729,11.49,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,512,2,1024,0.5,0.7853981633974504,2,0.0003523804564090332,23.212,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,512,4,2048,0.25,0.3926990816987252,2,8.790564606202e-05,45.483,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,512,1,512,1.0,1.5707963267949008,4,8.328225604311056e-06,57.293,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,512,2,1024,0.5,0.7853981633974504,4,5.481971224983534e-07,113.942,22.839969846807197,26.92202924666114
+Be-H,3.66,sto-6g,005-007,jw,12,512,4,2048,0.25,0.3926990816987252,4,3.469893817839939e-08,226.297,22.839969846807197,26.92202924666114
+Be-H,4.02,sto-6g,005-007,jw,12,64,1,64,1.0,1.5707963267948948,1,0.017074452671113755,1.182,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,64,2,128,0.5,0.7853981633974474,1,0.00857582532854638,2.14,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,64,4,256,0.25,0.3926990816987237,1,0.004298067235597055,4.537,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,64,1,64,1.0,1.5707963267948948,2,0.0005238804882804098,2.381,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,64,2,128,0.5,0.7853981633974474,2,0.00012929238654320132,4.687,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,64,4,256,0.25,0.3926990816987237,2,3.222140881312063e-05,9.19,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,64,1,64,1.0,1.5707963267948948,4,3.2571155943253857e-06,11.251,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,64,2,128,0.5,0.7853981633974474,4,1.9961421342583772e-07,21.229,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,64,4,256,0.25,0.3926990816987237,4,1.2418787326638402e-08,42.901,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,256,1,256,1.0,1.5707963267948948,1,0.014724271607369109,4.792,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,256,2,512,0.5,0.7853981633974474,1,0.007522424951079193,7.66,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,256,4,1024,0.25,0.3926990816987237,1,0.0038018217283479006,15.77,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,256,1,256,1.0,1.5707963267948948,2,0.0009552661250710967,8.347,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,256,2,512,0.5,0.7853981633974474,2,0.00023649088774666197,17.995,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,256,4,1024,0.25,0.3926990816987237,2,5.898217734860716e-05,33.375,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,256,1,256,1.0,1.5707963267948948,4,5.566924285298362e-06,43.238,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,256,2,512,0.5,0.7853981633974474,4,3.572866208895836e-07,85.927,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,256,4,1024,0.25,0.3926990816987237,4,2.2485579943971866e-08,167.904,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,512,1,512,1.0,1.5707963267948948,1,0.01394094797863279,8.672,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,512,2,1024,0.5,0.7853981633974474,1,0.007288385559315247,16.518,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,512,4,2048,0.25,0.3926990816987237,1,0.0037244833069272885,34.45,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,512,1,512,1.0,1.5707963267948948,2,0.001552030722607465,17.355,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,512,2,1024,0.5,0.7853981633974474,2,0.00038448275046861256,34.268,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,512,4,2048,0.25,0.3926990816987237,2,9.590733127238257e-05,71.621,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,512,1,512,1.0,1.5707963267948948,4,9.489226722446639e-06,84.751,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,512,2,1024,0.5,0.7853981633974474,4,6.208018674293076e-07,170.799,22.63801152595514,26.516262529300157
+Be-H,4.02,sto-6g,005-007,jw,12,512,4,2048,0.25,0.3926990816987237,4,3.9242165914614203e-08,342.542,22.63801152595514,26.516262529300157
diff --git a/baseline/state_errors/sto-6g/jw/state_errors_H-H.csv b/baseline/state_errors/sto-6g/jw/state_errors_H-H.csv
new file mode 100644
index 00000000..fb2f2a21
--- /dev/null
+++ b/baseline/state_errors/sto-6g/jw/state_errors_H-H.csv
@@ -0,0 +1,303 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+H-H,0.38,sto-6g,002-002,jw,4,64,1,64,1.0,1.570796326794897,1,0.09980071011806967,0.003,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,64,2,128,0.5,0.7853981633974485,1,0.027464102956237562,0.006,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,64,4,256,0.25,0.39269908169872425,1,0.009506717853515284,0.013,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,64,1,64,1.0,1.570796326794897,2,0.03175720237801307,0.006,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,64,2,128,0.5,0.7853981633974485,2,0.007683463156204528,0.012,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,64,4,256,0.25,0.39269908169872425,2,0.0019059104387310233,0.025,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,64,1,64,1.0,1.570796326794897,4,0.00028703311247874514,0.031,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,64,2,128,0.5,0.7853981633974485,4,1.8697455419722822e-05,0.063,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,64,4,256,0.25,0.39269908169872425,4,1.181705481500848e-06,0.123,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,256,1,256,1.0,1.570796326794897,1,0.37118472862507573,0.012,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,256,2,512,0.5,0.7853981633974485,1,0.09054268727910057,0.025,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,256,4,1024,0.25,0.39269908169872425,1,0.023273848023968112,0.049,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,256,1,256,1.0,1.570796326794897,2,0.12121067501835145,0.024,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,256,2,512,0.5,0.7853981633974485,2,0.02941789283287586,0.049,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,256,4,1024,0.25,0.39269908169872425,2,0.0073018918710142525,0.098,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,256,1,256,1.0,1.570796326794897,4,0.0009360479114494415,0.119,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,256,2,512,0.5,0.7853981633974485,4,6.402631901508705e-05,0.242,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,256,4,1024,0.25,0.39269908169872425,4,4.08745899440974e-06,0.494,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,512,1,512,1.0,1.570796326794897,1,0.7280528770542257,0.026,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,512,2,1024,0.5,0.7853981633974485,1,0.17908927119829499,0.051,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,512,4,2048,0.25,0.39269908169872425,1,0.044731521178762806,0.102,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,512,1,512,1.0,1.570796326794897,2,0.24149860784622654,0.048,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,512,2,1024,0.5,0.7853981633974485,2,0.05870727893572216,0.096,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,512,4,2048,0.25,0.39269908169872425,2,0.014573067491276896,0.197,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,512,1,512,1.0,1.570796326794897,4,0.0018498042517129667,0.248,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,512,2,1024,0.5,0.7853981633974485,4,0.00012695388603226325,0.492,3.43747897807936,5.238063030718973
+H-H,0.38,sto-6g,002-002,jw,4,512,4,2048,0.25,0.39269908169872425,4,8.110026047086944e-06,0.98,3.43747897807936,5.238063030718973
+H-H,0.55,sto-6g,002-002,jw,4,64,1,64,1.0,1.5707963267948963,1,0.12782010378056313,0.003,2.4350784885661545,4.420935991914317
+H-H,0.55,sto-6g,002-002,jw,4,64,2,128,0.5,0.7853981633974482,1,0.03292793307013338,0.007,2.4350784885661545,4.420935991914317
+H-H,0.55,sto-6g,002-002,jw,4,64,4,256,0.25,0.3926990816987241,1,0.009877664930761365,0.012,2.4350784885661545,4.420935991914317
+H-H,0.55,sto-6g,002-002,jw,4,64,1,64,1.0,1.5707963267948963,2,0.03616890715558146,0.006,2.4350784885661545,4.420935991914317
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+H-H,1.75,sto-6g,002-002,jw,4,256,2,512,0.5,0.7853981633974485,4,0.00012360556673952154,0.249,1.6382999907656366,2.219457231221923
+H-H,1.75,sto-6g,002-002,jw,4,256,4,1024,0.25,0.39269908169872425,4,7.76872727812948e-06,0.491,1.6382999907656366,2.219457231221923
+H-H,1.75,sto-6g,002-002,jw,4,512,1,512,1.0,1.570796326794897,1,1.0939870125973823,0.026,1.6382999907656366,2.219457231221923
+H-H,1.75,sto-6g,002-002,jw,4,512,2,1024,0.5,0.7853981633974485,1,0.285601118943255,0.053,1.6382999907656366,2.219457231221923
+H-H,1.75,sto-6g,002-002,jw,4,512,4,2048,0.25,0.39269908169872425,1,0.07183041150693704,0.105,1.6382999907656366,2.219457231221923
+H-H,1.75,sto-6g,002-002,jw,4,512,1,512,1.0,1.570796326794897,2,1.164978029162702,0.049,1.6382999907656366,2.219457231221923
+H-H,1.75,sto-6g,002-002,jw,4,512,2,1024,0.5,0.7853981633974485,2,0.30598457290014414,0.098,1.6382999907656366,2.219457231221923
+H-H,1.75,sto-6g,002-002,jw,4,512,4,2048,0.25,0.39269908169872425,2,0.07654979841380576,0.201,1.6382999907656366,2.219457231221923
+H-H,1.75,sto-6g,002-002,jw,4,512,1,512,1.0,1.570796326794897,4,0.0038667798626517915,0.25,1.6382999907656366,2.219457231221923
+H-H,1.75,sto-6g,002-002,jw,4,512,2,1024,0.5,0.7853981633974485,4,0.0002472111212537851,0.5,1.6382999907656366,2.219457231221923
+H-H,1.75,sto-6g,002-002,jw,4,512,4,2048,0.25,0.39269908169872425,4,1.553745370031215e-05,1.005,1.6382999907656366,2.219457231221923
+H-H,1.92,sto-6g,002-002,jw,4,64,1,64,1.0,1.5707963267948966,1,0.24179257006408786,0.003,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,64,2,128,0.5,0.7853981633974483,1,0.09217142095554333,0.006,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,64,4,256,0.25,0.39269908169872414,1,0.04179353154059743,0.013,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,64,1,64,1.0,1.5707963267948966,2,0.16557918183746873,0.006,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,64,2,128,0.5,0.7853981633974483,2,0.04097653573626578,0.012,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,64,4,256,0.25,0.39269908169872414,2,0.010216056208037644,0.025,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,64,1,64,1.0,1.5707963267948966,4,0.000439575239250075,0.031,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,64,2,128,0.5,0.7853981633974483,4,2.8054583854696116e-05,0.063,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,64,4,256,0.25,0.39269908169872414,4,1.762524726468293e-06,0.122,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,256,1,256,1.0,1.5707963267948966,1,0.696203817629383,0.013,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,256,2,512,0.5,0.7853981633974483,1,0.1885395258182813,0.025,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,256,4,1024,0.25,0.39269908169872414,1,0.05791630292141666,0.051,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,256,1,256,1.0,1.5707963267948966,2,0.6486330388885327,0.025,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,256,2,512,0.5,0.7853981633974483,2,0.16315316022564436,0.05,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,256,4,1024,0.25,0.39269908169872414,2,0.04071838354570674,0.1,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,256,1,256,1.0,1.5707963267948966,4,0.0017461588926654908,0.122,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,256,2,512,0.5,0.7853981633974483,4,0.00011149820153571517,0.246,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,256,4,1024,0.25,0.39269908169872414,4,7.005671756342691e-06,0.499,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,512,1,512,1.0,1.5707963267948966,1,1.2673874814951849,0.026,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,512,2,1024,0.5,0.7853981633974483,1,0.34751363012402847,0.051,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,512,4,2048,0.25,0.39269908169872414,1,0.09498406397470406,0.1,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,512,1,512,1.0,1.5707963267948966,2,1.2268386619600822,0.048,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,512,2,1024,0.5,0.7853981633974483,2,0.32516000821358343,0.1,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,512,4,2048,0.25,0.39269908169872414,2,0.08140711358440327,0.198,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,512,1,512,1.0,1.5707963267948966,4,0.0034912848840586907,0.251,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,512,2,1024,0.5,0.7853981633974483,4,0.00022293511183546643,0.494,1.6087556651025383,2.1394301717026645
+H-H,1.92,sto-6g,002-002,jw,4,512,4,2048,0.25,0.39269908169872414,4,1.4007562042845965e-05,0.986,1.6087556651025383,2.1394301717026645
diff --git a/baseline/state_errors/sto-6g/jw/state_errors_He-H.csv b/baseline/state_errors/sto-6g/jw/state_errors_He-H.csv
new file mode 100644
index 00000000..959d49db
--- /dev/null
+++ b/baseline/state_errors/sto-6g/jw/state_errors_He-H.csv
@@ -0,0 +1,573 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+He-H,0.47,sto-6g,001-001,jw,2,64,1,64,1.0,1.135217844792228,1,5.661048867003676e-15,0.001,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,64,2,128,0.5,0.567608922396114,1,1.2189849406669265e-14,0.001,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,64,4,256,0.25,0.283804461198057,1,3.032397938990595e-14,0.002,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,64,1,64,1.0,1.135217844792228,2,1.531795994852401e-14,0.001,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,64,2,128,0.5,0.567608922396114,2,2.1894206070058935e-14,0.002,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,64,4,256,0.25,0.283804461198057,2,1.9772024778244102e-14,0.004,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,64,1,64,1.0,1.135217844792228,4,4.8131593424203965e-14,0.005,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,64,2,128,0.5,0.567608922396114,4,3.3350377119951153e-14,0.01,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,64,4,256,0.25,0.283804461198057,4,4.069493684776313e-14,0.021,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,256,1,256,1.0,1.135217844792228,1,2.182040195769473e-14,0.003,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,256,2,512,0.5,0.567608922396114,1,4.486623336525619e-14,0.005,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,256,4,1024,0.25,0.283804461198057,1,1.2892481305705982e-13,0.01,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,256,1,256,1.0,1.135217844792228,2,6.296680070583797e-14,0.004,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,256,2,512,0.5,0.567608922396114,2,8.154406729561789e-14,0.008,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,256,4,1024,0.25,0.283804461198057,2,8.049164782830848e-14,0.017,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,256,1,256,1.0,1.135217844792228,4,1.9198463237339852e-13,0.021,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,256,2,512,0.5,0.567608922396114,4,1.34537089982731e-13,0.041,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,256,4,1024,0.25,0.283804461198057,4,1.8177342402600573e-13,0.083,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,512,1,512,1.0,1.135217844792228,1,4.609043785917335e-14,0.005,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,512,2,1024,0.5,0.567608922396114,1,1.0021280397168684e-13,0.01,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,512,4,2048,0.25,0.283804461198057,1,2.6497193121304494e-13,0.02,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,512,1,512,1.0,1.135217844792228,2,1.2914413727207065e-13,0.008,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,512,2,1024,0.5,0.567608922396114,2,1.7340027471036042e-13,0.017,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,512,4,2048,0.25,0.283804461198057,2,1.53977487299273e-13,0.033,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,512,1,512,1.0,1.135217844792228,4,3.8693317585645456e-13,0.042,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,512,2,1024,0.5,0.567608922396114,4,2.7048140961138355e-13,0.083,2.983712022929813,2.0
+He-H,0.47,sto-6g,001-001,jw,2,512,4,2048,0.25,0.283804461198057,4,3.6086750400820375e-13,0.166,2.983712022929813,2.0
+He-H,0.68,sto-6g,001-001,jw,2,64,1,64,1.0,0.7322257414402978,1,3.0058147905533703e-15,0.001,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,64,2,128,0.5,0.3661128707201489,1,2.248030287623391e-15,0.001,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,64,4,256,0.25,0.18305643536007446,1,9.699054745056637e-15,0.002,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,64,1,64,1.0,0.7322257414402978,2,4.820209419629775e-15,0.001,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,64,2,128,0.5,0.3661128707201489,2,2.1610099755140093e-14,0.002,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,64,4,256,0.25,0.18305643536007446,2,5.861525473135839e-14,0.004,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,64,1,64,1.0,0.7322257414402978,4,4.471222511805908e-14,0.005,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,64,2,128,0.5,0.3661128707201489,4,7.85937535883535e-14,0.01,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,64,4,256,0.25,0.18305643536007446,4,1.9406892186885086e-13,0.021,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,256,1,256,1.0,0.7322257414402978,1,1.037702245591572e-14,0.002,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,256,2,512,0.5,0.3661128707201489,1,1.1608601523211492e-14,0.005,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,256,4,1024,0.25,0.18305643536007446,1,4.3074936481513194e-14,0.01,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,256,1,256,1.0,0.7322257414402978,2,1.5473279103748117e-14,0.004,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,256,2,512,0.5,0.3661128707201489,2,9.604892235660608e-14,0.008,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,256,4,1024,0.25,0.18305643536007446,2,2.359373672070007e-13,0.017,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,256,1,256,1.0,0.7322257414402978,4,1.8802881494468053e-13,0.021,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,256,2,512,0.5,0.3661128707201489,4,3.038460606977227e-13,0.042,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,256,4,1024,0.25,0.18305643536007446,4,7.988772147268483e-13,0.086,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,512,1,512,1.0,0.7322257414402978,1,1.6207735234714224e-14,0.005,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,512,2,1024,0.5,0.3661128707201489,1,1.9317242558730446e-14,0.01,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,512,4,2048,0.25,0.18305643536007446,1,8.76225542858683e-14,0.02,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,512,1,512,1.0,0.7322257414402978,2,3.2967829228985296e-14,0.009,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,512,2,1024,0.5,0.3661128707201489,2,1.9126568344323908e-13,0.017,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,512,4,2048,0.25,0.18305643536007446,2,4.710997993366853e-13,0.035,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,512,1,512,1.0,0.7322257414402978,4,3.684406710708807e-13,0.044,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,512,2,1024,0.5,0.3661128707201489,4,6.098641927617945e-13,0.087,3.2218434147768455,2.0
+He-H,0.68,sto-6g,001-001,jw,2,512,4,2048,0.25,0.18305643536007446,4,1.6021078386534818e-12,0.171,3.2218434147768455,2.0
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+He-H,1.92,sto-6g,003-001,jw,4,64,1,64,1.0,1.5707963267948992,2,6.557594833179374e-08,0.011,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,64,2,128,0.5,0.7853981633974496,2,1.632885018118439e-08,0.022,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,64,4,256,0.25,0.3926990816987248,2,4.078170280156673e-09,0.043,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,64,1,64,1.0,1.5707963267948992,4,1.1043565211495712e-10,0.054,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,64,2,128,0.5,0.7853981633974496,4,6.859519908058219e-12,0.108,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,64,4,256,0.25,0.3926990816987248,4,6.11548434319121e-13,0.214,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,256,1,256,1.0,1.5707963267948992,1,2.2317407724388236e-07,0.022,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,256,2,512,0.5,0.7853981633974496,1,1.112168683367131e-07,0.043,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,256,4,1024,0.25,0.3926990816987248,1,5.5562525482630304e-08,0.086,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,256,1,256,1.0,1.5707963267948992,2,2.0945380180604357e-08,0.043,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,256,2,512,0.5,0.7853981633974496,2,5.215539947931685e-09,0.085,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,256,4,1024,0.25,0.3926990816987248,2,1.3025939015318003e-09,0.17,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,256,1,256,1.0,1.5707963267948992,4,3.527748713479377e-11,0.213,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,256,2,512,0.5,0.7853981633974496,4,2.3970026378356607e-12,0.43,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,256,4,1024,0.25,0.3926990816987248,4,1.7855765272665037e-12,0.873,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,512,1,512,1.0,1.5707963267948992,1,4.334055973009868e-07,0.043,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,512,2,1024,0.5,0.7853981633974496,1,2.1598392541138506e-07,0.087,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,512,4,2048,0.25,0.3926990816987248,1,1.0790280767525951e-07,0.173,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,512,1,512,1.0,1.5707963267948992,2,4.067607310150072e-08,0.086,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,512,2,1024,0.5,0.7853981633974496,2,1.0128614566229086e-08,0.172,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,512,4,2048,0.25,0.3926990816987248,2,2.529646357543146e-09,0.345,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,512,1,512,1.0,1.5707963267948992,4,6.850752963955756e-11,0.433,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,512,2,1024,0.5,0.7853981633974496,4,4.627866354318779e-12,0.862,4.565895704020968,5.215485405696109
+He-H,1.92,sto-6g,003-001,jw,4,512,4,2048,0.25,0.3926990816987248,4,3.772758975766912e-12,1.714,4.565895704020968,5.215485405696109
+He-H,2.13,sto-6g,003-001,jw,4,64,1,64,1.0,1.5707963267948974,1,7.846404077580583e-08,0.005,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,64,2,128,0.5,0.7853981633974487,1,3.908688246322803e-08,0.011,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,64,4,256,0.25,0.39269908169872436,1,1.9525457447772362e-08,0.022,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,64,1,64,1.0,1.5707963267948974,2,7.774709463669134e-09,0.011,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,64,2,128,0.5,0.7853981633974487,2,1.935066945445833e-09,0.022,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,64,4,256,0.25,0.39269908169872436,2,4.832328767662798e-10,0.043,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,64,1,64,1.0,1.5707963267948974,4,1.459821366676877e-11,0.054,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,64,2,128,0.5,0.7853981633974487,4,9.25611585690212e-13,0.108,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,64,4,256,0.25,0.39269908169872436,4,1.0558685507472965e-12,0.215,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,256,1,256,1.0,1.5707963267948974,1,2.9498039072304744e-07,0.022,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,256,2,512,0.5,0.7853981633974487,1,1.4694455889382102e-07,0.043,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,256,4,1024,0.25,0.39269908169872436,1,7.340467058033919e-08,0.087,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,256,1,256,1.0,1.5707963267948974,2,2.9228507918877817e-08,0.043,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,256,2,512,0.5,0.7853981633974487,2,7.274756661141785e-09,0.087,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,256,4,1024,0.25,0.39269908169872436,2,1.8166821912060072e-09,0.18,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,256,1,256,1.0,1.5707963267948974,4,5.488101445279258e-11,0.223,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,256,2,512,0.5,0.7853981633974487,4,3.483301730590671e-12,0.431,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,256,4,1024,0.25,0.39269908169872436,4,4.248497024687806e-12,0.857,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,512,1,512,1.0,1.5707963267948974,1,4.782222111969246e-07,0.043,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,512,2,1024,0.5,0.7853981633974487,1,2.3822651980142656e-07,0.086,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,512,4,2048,0.25,0.39269908169872436,1,1.1900365238005104e-07,0.171,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,512,1,512,1.0,1.5707963267948974,2,4.738525735086002e-08,0.084,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,512,2,1024,0.5,0.7853981633974487,2,1.1793835580482856e-08,0.169,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,512,4,2048,0.25,0.39269908169872436,2,2.9452053434903005e-09,0.337,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,512,1,512,1.0,1.5707963267948974,4,8.897336617364492e-11,0.423,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,512,2,1024,0.5,0.7853981633974487,4,5.701375247164436e-12,0.842,4.488469370797635,5.053637059495681
+He-H,2.13,sto-6g,003-001,jw,4,512,4,2048,0.25,0.39269908169872436,4,8.47372892450167e-12,1.714,4.488469370797635,5.053637059495681
+He-H,2.34,sto-6g,003-001,jw,4,64,1,64,1.0,1.570796326794898,1,1.9009814456994555e-07,0.005,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,64,2,128,0.5,0.785398163397449,1,9.46633005140241e-08,0.011,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,64,4,256,0.25,0.3926990816987245,1,4.7283890550714696e-08,0.023,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,64,1,64,1.0,1.570796326794898,2,1.9724764675458642e-08,0.011,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,64,2,128,0.5,0.785398163397449,2,4.907230133686802e-09,0.022,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,64,4,256,0.25,0.3926990816987245,2,1.2253229173931333e-09,0.043,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,64,1,64,1.0,1.570796326794898,4,4.062320903297964e-11,0.054,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,64,2,128,0.5,0.785398163397449,4,2.5694531503687302e-12,0.108,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,64,4,256,0.25,0.3926990816987245,4,1.4772696156936817e-12,0.215,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,256,1,256,1.0,1.570796326794898,1,1.9138778637595e-07,0.022,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,256,2,512,0.5,0.785398163397449,1,9.530550428184266e-08,0.044,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,256,4,1024,0.25,0.3926990816987245,1,4.760466844416621e-08,0.088,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,256,1,256,1.0,1.570796326794898,2,1.9858579144139935e-08,0.043,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,256,2,512,0.5,0.785398163397449,2,4.940521195653518e-09,0.086,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,256,4,1024,0.25,0.3926990816987245,2,1.233635684504744e-09,0.174,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,256,1,256,1.0,1.570796326794898,4,4.089975748347798e-11,0.216,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,256,2,512,0.5,0.785398163397449,4,3.324188240521689e-12,0.432,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,256,4,1024,0.25,0.3926990816987245,4,5.866118146239519e-12,0.862,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,512,1,512,1.0,1.570796326794898,1,1.8606613655834012e-07,0.044,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,512,2,1024,0.5,0.785398163397449,1,9.265547881054792e-08,0.09,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,512,4,2048,0.25,0.3926990816987245,1,4.628099267626289e-08,0.171,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,512,1,512,1.0,1.570796326794898,2,1.9306399739939232e-08,0.085,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,512,2,1024,0.5,0.785398163397449,2,4.8031471233318325e-09,0.169,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,512,4,2048,0.25,0.3926990816987245,2,1.199333951012649e-09,0.336,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,512,1,512,1.0,1.570796326794898,4,3.9765659163171784e-11,0.425,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,512,2,1024,0.5,0.785398163397449,4,4.94783813896569e-12,0.842,4.425749189368142,4.925014167098876
+He-H,2.34,sto-6g,003-001,jw,4,512,4,2048,0.25,0.3926990816987245,4,1.1705467853778825e-11,1.715,4.425749189368142,4.925014167098876
diff --git a/baseline/state_errors/sto-6g/jw/state_errors_Li-H.csv b/baseline/state_errors/sto-6g/jw/state_errors_Li-H.csv
new file mode 100644
index 00000000..4036416f
--- /dev/null
+++ b/baseline/state_errors/sto-6g/jw/state_errors_Li-H.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Li-H,0.99,sto-6g,002-002,jw,4,64,1,64,1.0,1.395216476238889,1,0.007110760733119362,0.006,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,jw,4,64,2,128,0.5,0.6976082381194445,1,0.0034129501433810133,0.012,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,jw,4,64,4,256,0.25,0.34880411905972225,1,0.001692403326490639,0.023,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,jw,4,64,1,64,1.0,1.395216476238889,2,0.002614136534659532,0.011,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,jw,4,64,2,128,0.5,0.6976082381194445,2,0.0006528888499034061,0.023,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,jw,4,64,4,256,0.25,0.34880411905972225,2,0.00016318279637994219,0.046,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,jw,4,64,1,64,1.0,1.395216476238889,4,1.8457217567816014e-05,0.057,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,jw,4,64,2,128,0.5,0.6976082381194445,4,1.198917754655245e-06,0.115,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,jw,4,64,4,256,0.25,0.34880411905972225,4,7.56628691155845e-08,0.229,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,jw,4,256,1,256,1.0,1.395216476238889,1,0.018699102589651545,0.023,8.371150054814759,2.0
+Li-H,0.99,sto-6g,002-002,jw,4,256,2,512,0.5,0.6976082381194445,1,0.008489702674295883,0.046,8.371150054814759,2.0
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+Li-H,4.95,sto-6g,004-008,jw,12,256,1,256,1.0,1.570796326794906,1,0.006828072757346121,4.863,15.6796814076948,22.459101286226847
+Li-H,4.95,sto-6g,004-008,jw,12,256,2,512,0.5,0.785398163397453,1,0.003348696270293318,10.02,15.6796814076948,22.459101286226847
+Li-H,4.95,sto-6g,004-008,jw,12,256,4,1024,0.25,0.3926990816987265,1,0.0016652707236365963,20.284,15.6796814076948,22.459101286226847
+Li-H,4.95,sto-6g,004-008,jw,12,256,1,256,1.0,1.570796326794906,2,0.00044710796662589665,8.246,15.6796814076948,22.459101286226847
+Li-H,4.95,sto-6g,004-008,jw,12,256,2,512,0.5,0.785398163397453,2,0.00011107161809480302,16.65,15.6796814076948,22.459101286226847
+Li-H,4.95,sto-6g,004-008,jw,12,256,4,1024,0.25,0.3926990816987265,2,2.7724597661208736e-05,32.675,15.6796814076948,22.459101286226847
+Li-H,4.95,sto-6g,004-008,jw,12,256,1,256,1.0,1.570796326794906,4,1.306266092417825e-06,40.501,15.6796814076948,22.459101286226847
+Li-H,4.95,sto-6g,004-008,jw,12,256,2,512,0.5,0.785398163397453,4,8.122681327765126e-08,81.545,15.6796814076948,22.459101286226847
+Li-H,4.95,sto-6g,004-008,jw,12,256,4,1024,0.25,0.3926990816987265,4,5.070569399899642e-09,168.818,15.6796814076948,22.459101286226847
+Li-H,4.95,sto-6g,004-008,jw,12,512,1,512,1.0,1.570796326794906,1,0.0076587120179764205,8.335,15.6796814076948,22.459101286226847
+Li-H,4.95,sto-6g,004-008,jw,12,512,2,1024,0.5,0.785398163397453,1,0.0035739358506334654,18.143,15.6796814076948,22.459101286226847
+Li-H,4.95,sto-6g,004-008,jw,12,512,4,2048,0.25,0.3926990816987265,1,0.0017431992320264295,34.161,15.6796814076948,22.459101286226847
+Li-H,4.95,sto-6g,004-008,jw,12,512,1,512,1.0,1.570796326794906,2,0.0006754743150758275,15.799,15.6796814076948,22.459101286226847
+Li-H,4.95,sto-6g,004-008,jw,12,512,2,1024,0.5,0.785398163397453,2,0.00016821546316400142,33.752,15.6796814076948,22.459101286226847
+Li-H,4.95,sto-6g,004-008,jw,12,512,4,2048,0.25,0.3926990816987265,2,4.2013814633103486e-05,67.366,15.6796814076948,22.459101286226847
+Li-H,4.95,sto-6g,004-008,jw,12,512,1,512,1.0,1.570796326794906,4,1.6043345875369977e-06,84.976,15.6796814076948,22.459101286226847
+Li-H,4.95,sto-6g,004-008,jw,12,512,2,1024,0.5,0.785398163397453,4,1.0138598449588783e-07,166.429,15.6796814076948,22.459101286226847
+Li-H,4.95,sto-6g,004-008,jw,12,512,4,2048,0.25,0.3926990816987265,4,6.354469790647565e-09,324.253,15.6796814076948,22.459101286226847
diff --git a/baseline/state_errors/sto-6g/jw/state_errors_Li-Li.csv b/baseline/state_errors/sto-6g/jw/state_errors_Li-Li.csv
new file mode 100644
index 00000000..655a20e6
--- /dev/null
+++ b/baseline/state_errors/sto-6g/jw/state_errors_Li-Li.csv
@@ -0,0 +1,1383 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : 10 per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Li-Li,1.6,sto-6g,002-002,jw,4,64,1,64,1.0,0.8074684907145564,1,0.07215656270709445,0.004,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,64,2,128,0.5,0.4037342453572782,1,0.03583613571760616,0.007,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,64,4,256,0.25,0.2018671226786391,1,0.01788761431821761,0.015,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,64,1,64,1.0,0.8074684907145564,2,0.008723760229803873,0.007,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,64,2,128,0.5,0.4037342453572782,2,0.0021797127145592255,0.014,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,64,4,256,0.25,0.2018671226786391,2,0.0005448510008532084,0.029,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,64,1,64,1.0,0.8074684907145564,4,2.246701656209509e-06,0.036,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,64,2,128,0.5,0.4037342453572782,4,1.407713750843266e-07,0.074,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,64,4,256,0.25,0.2018671226786391,4,8.803727650221616e-09,0.142,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,256,1,256,1.0,0.8074684907145564,1,0.08778572804052895,0.015,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,256,2,512,0.5,0.4037342453572782,1,0.040089321296273184,0.029,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,256,4,1024,0.25,0.2018671226786391,1,0.019539487017985774,0.057,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,256,1,256,1.0,0.8074684907145564,2,0.03384140891264618,0.027,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,256,2,512,0.5,0.4037342453572782,2,0.008455218236377484,0.054,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,256,4,1024,0.25,0.2018671226786391,2,0.002113465309894465,0.112,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,256,1,256,1.0,0.8074684907145564,4,8.83156713956723e-06,0.14,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,256,2,512,0.5,0.4037342453572782,4,5.534258579210695e-07,0.276,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,256,4,1024,0.25,0.2018671226786391,4,3.461185295933036e-08,0.553,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,512,1,512,1.0,0.8074684907145564,1,0.09096966617688008,0.029,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,512,2,1024,0.5,0.4037342453572782,1,0.026790137690234476,0.058,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,512,4,2048,0.25,0.2018671226786391,1,0.009747045606237792,0.116,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,512,1,512,1.0,0.8074684907145564,2,0.06751320458127123,0.057,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,512,2,1024,0.5,0.4037342453572782,2,0.016869850132792383,0.112,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,512,4,2048,0.25,0.2018671226786391,2,0.004216792686706676,0.227,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,512,1,512,1.0,0.8074684907145564,4,1.7639428339679147e-05,0.281,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,512,2,1024,0.5,0.4037342453572782,4,1.1053767298747017e-06,0.556,15.085768750266906,2.0
+Li-Li,1.6,sto-6g,002-002,jw,4,512,4,2048,0.25,0.2018671226786391,4,6.913161308370577e-08,1.123,15.085768750266906,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,64,1,64,1.0,0.7421797875983762,1,0.046342140063311804,0.004,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,64,2,128,0.5,0.3710898937991881,1,0.02301542919231591,0.007,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,64,4,256,0.25,0.18554494689959405,1,0.011488261350833286,0.014,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,64,1,64,1.0,0.7421797875983762,2,0.0058033420089117155,0.007,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,64,2,128,0.5,0.3710898937991881,2,0.0014475739660602057,0.014,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,64,4,256,0.25,0.18554494689959405,2,0.0003616900172314363,0.028,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,64,1,64,1.0,0.7421797875983762,4,4.816356035537286e-06,0.034,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,64,2,128,0.5,0.3710898937991881,4,3.021984331817034e-07,0.069,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,64,4,256,0.25,0.18554494689959405,4,1.890580831456524e-08,0.14,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,256,1,256,1.0,0.7421797875983762,1,0.05040973870551629,0.015,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,256,2,512,0.5,0.3710898937991881,1,0.023651843871059793,0.029,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,256,4,1024,0.25,0.18554494689959405,1,0.011624548897162827,0.058,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,256,1,256,1.0,0.7421797875983762,2,0.021138097871658282,0.028,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,256,2,512,0.5,0.3710898937991881,2,0.005273384400932733,0.055,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,256,4,1024,0.25,0.18554494689959405,2,0.001317646969285795,0.109,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,256,1,256,1.0,0.7421797875983762,4,1.81100007217073e-05,0.138,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,256,2,512,0.5,0.3710898937991881,4,1.1372987196103148e-06,0.278,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,256,4,1024,0.25,0.18554494689959405,4,7.116595217867489e-08,0.537,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,512,1,512,1.0,0.7421797875983762,1,0.058921510945788826,0.029,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,512,2,1024,0.5,0.3710898937991881,1,0.024418018755383797,0.058,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,512,4,2048,0.25,0.18554494689959405,1,0.011495467645459943,0.111,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,512,1,512,1.0,0.7421797875983762,2,0.04204396614640578,0.052,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,512,2,1024,0.5,0.3710898937991881,2,0.010490340909067471,0.105,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,512,4,2048,0.25,0.18554494689959405,2,0.0026212630784938286,0.219,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,512,1,512,1.0,0.7421797875983762,4,3.609677338086991e-05,0.275,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,512,2,1024,0.5,0.3710898937991881,4,2.266975895406787e-06,0.555,15.0956728804154,2.0
+Li-Li,2.31,sto-6g,002-002,jw,4,512,4,2048,0.25,0.18554494689959405,4,1.4185680964788896e-07,1.108,15.0956728804154,2.0
+Li-Li,3.01,sto-6g,002-002,jw,4,64,1,64,1.0,0.687560845232893,1,0.043169886200516996,0.004,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,jw,4,64,2,128,0.5,0.3437804226164465,1,0.021469173856721452,0.007,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,jw,4,64,4,256,0.25,0.17189021130822324,1,0.01072009954607773,0.015,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,jw,4,64,1,64,1.0,0.687560845232893,2,0.006026089739085179,0.007,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,jw,4,64,2,128,0.5,0.3437804226164465,2,0.00150442683442265,0.014,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,jw,4,64,4,256,0.25,0.17189021130822324,2,0.0003759757453707382,0.029,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,jw,4,64,1,64,1.0,0.687560845232893,4,3.916330716120555e-06,0.038,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,jw,4,64,2,128,0.5,0.3437804226164465,4,2.4561968681119215e-07,0.076,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,jw,4,64,4,256,0.25,0.17189021130822324,4,1.5364520176655846e-08,0.146,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,jw,4,256,1,256,1.0,0.687560845232893,1,0.023832483636323686,0.015,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,jw,4,256,2,512,0.5,0.3437804226164465,1,0.007521811797363584,0.03,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,jw,4,256,4,1024,0.25,0.17189021130822324,1,0.0029709678997384406,0.059,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,jw,4,256,1,256,1.0,0.687560845232893,2,0.022703935022016772,0.028,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,jw,4,256,2,512,0.5,0.3437804226164465,2,0.0056670107163947995,0.057,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,jw,4,256,4,1024,0.25,0.17189021130822324,2,0.0014161873696717537,0.112,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,jw,4,256,1,256,1.0,0.687560845232893,4,1.506640561389737e-05,0.141,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,jw,4,256,2,512,0.5,0.3437804226164465,4,9.453486404069016e-07,0.28,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,jw,4,256,4,1024,0.25,0.17189021130822324,4,5.914215333623558e-08,0.58,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,jw,4,512,1,512,1.0,0.687560845232893,1,0.04753696392951845,0.03,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,jw,4,512,2,1024,0.5,0.3437804226164465,1,0.014924259029749599,0.059,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,jw,4,512,4,2048,0.25,0.17189021130822324,1,0.005862852686627799,0.114,15.087815444408017,2.0
+Li-Li,3.01,sto-6g,002-002,jw,4,512,1,512,1.0,0.687560845232893,2,0.045404654967221014,0.057,15.087815444408017,2.0
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+Li-Li,7.27,sto-6g,004-008,jw,12,64,2,128,0.5,0.7853981633974481,1,0.010886953966957536,1.97,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,64,4,256,0.25,0.39269908169872403,1,0.005449029478358271,3.456,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,64,1,64,1.0,1.5707963267948961,2,0.00030700808414625637,2.203,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,64,2,128,0.5,0.7853981633974481,2,7.599393702866496e-05,3.346,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,64,4,256,0.25,0.39269908169872403,2,1.8952326651545582e-05,7.322,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,64,1,64,1.0,1.5707963267948961,4,1.3596883471226784e-06,9.002,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,64,2,128,0.5,0.7853981633974481,4,8.354518522786452e-08,19.02,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,64,4,256,0.25,0.39269908169872403,4,5.200273294520101e-09,37.468,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,256,1,256,1.0,1.5707963267948961,1,0.023129622795840257,3.513,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,256,2,512,0.5,0.7853981633974481,1,0.011670026402494385,7.62,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,256,4,1024,0.25,0.39269908169872403,1,0.00586121911067589,14.071,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,256,1,256,1.0,1.5707963267948961,2,0.0007786535294081244,6.331,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,256,2,512,0.5,0.7853981633974481,2,0.00019324708227441166,15.029,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,256,4,1024,0.25,0.39269908169872403,2,4.82255587161135e-05,29.201,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,256,1,256,1.0,1.5707963267948961,4,2.899769123215669e-06,39.294,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,256,2,512,0.5,0.7853981633974481,4,1.813873717467643e-07,77.265,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,256,4,1024,0.25,0.39269908169872403,4,1.1341703336033701e-08,158.803,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,512,1,512,1.0,1.5707963267948961,1,0.0028867497737101034,7.936,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,512,2,1024,0.5,0.7853981633974481,1,0.001446675648716515,14.985,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,512,4,2048,0.25,0.39269908169872403,1,0.0007346440312814995,30.098,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,512,1,512,1.0,1.5707963267948961,2,0.0012834572292127623,14.047,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,512,2,1024,0.5,0.7853981633974481,2,0.00031941472497077337,29.685,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,512,4,2048,0.25,0.39269908169872403,2,7.976550214289696e-05,62.143,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,512,1,512,1.0,1.5707963267948961,4,3.63241246420617e-06,78.452,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,512,2,1024,0.5,0.7853981633974481,4,2.354414122097311e-07,157.828,19.251522312741955,15.2672039280184
+Li-Li,7.27,sto-6g,004-008,jw,12,512,4,2048,0.25,0.39269908169872403,4,1.4846980027212774e-08,315.138,19.251522312741955,15.2672039280184
+Li-Li,7.98,sto-6g,004-008,jw,12,64,1,64,1.0,1.5707963267948963,1,0.02271973276269724,0.811,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,64,2,128,0.5,0.7853981633974482,1,0.011382599071460149,2.252,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,64,4,256,0.25,0.3926990816987241,1,0.005697070412423993,4.189,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,64,1,64,1.0,1.5707963267948963,2,0.0003703938142468665,1.605,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,64,2,128,0.5,0.7853981633974482,2,9.156814343683922e-05,4.037,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,64,4,256,0.25,0.3926990816987241,2,2.2829295673887332e-05,8.888,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,64,1,64,1.0,1.5707963267948963,4,1.7977377981802605e-06,8.44,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,64,2,128,0.5,0.7853981633974482,4,1.1020359259444181e-07,19.759,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,64,4,256,0.25,0.3926990816987241,4,6.855481813390228e-09,37.597,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,256,1,256,1.0,1.5707963267948963,1,0.02411860371183106,4.448,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,256,2,512,0.5,0.7853981633974482,1,0.012171893169375773,8.793,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,256,4,1024,0.25,0.3926990816987241,1,0.006113826515631054,15.478,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,256,1,256,1.0,1.5707963267948963,2,0.0007637951911263596,8.377,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,256,2,512,0.5,0.7853981633974482,2,0.00018981620678505906,15.097,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,256,4,1024,0.25,0.3926990816987241,2,4.73853450955102e-05,32.022,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,256,1,256,1.0,1.5707963267948963,4,2.5560595629047464e-06,39.533,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,256,2,512,0.5,0.7853981633974482,4,1.6177934447351242e-07,75.737,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,256,4,1024,0.25,0.3926990816987241,4,1.014526912984753e-08,148.196,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,512,1,512,1.0,1.5707963267948963,1,0.00384806126929466,8.145,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,512,2,1024,0.5,0.7853981633974482,1,0.0018523356492991154,13.974,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,512,4,2048,0.25,0.3926990816987241,1,0.0009176489138862709,31.146,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,512,1,512,1.0,1.5707963267948963,2,0.0014320483290276185,14.276,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,512,2,1024,0.5,0.7853981633974482,2,0.00035635784783301193,29.99,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,512,4,2048,0.25,0.3926990816987241,2,8.898891873294292e-05,60.617,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,512,1,512,1.0,1.5707963267948963,4,4.080230772899284e-06,71.596,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,512,2,1024,0.5,0.7853981633974482,4,2.638577625788021e-07,151.995,19.163008136635426,15.090924340158239
+Li-Li,7.98,sto-6g,004-008,jw,12,512,4,2048,0.25,0.3926990816987241,4,1.6630050758068475e-08,306.993,19.163008136635426,15.090924340158239
diff --git a/hamiltonian_generator/build_config_L_sweep.py b/hamiltonian_generator/build_config_L_sweep.py
index 7be54a07..ec7fcc95 100644
--- a/hamiltonian_generator/build_config_L_sweep.py
+++ b/hamiltonian_generator/build_config_L_sweep.py
@@ -11,15 +11,16 @@
 #   - L_min = L_min_frac * L_eq, L_max = L_max_frac * L_eq
 #   - file_stub uses absolute path so outputs save alongside config files
 #   - active_space_loop() adds hard break at max_active qubits
-#   - Molecule filter: defaults to the 9 library molecules; pass a
-#     positional argument to override, e.g. "Li-Li,Be-Be"
+#   - System filter: defaults to the 9 library molecules plus atoms H--Ne;
+#     pass a positional argument to override, e.g. "Li-Li,Be-Be" or "C,O"
+#   - Monatomic systems use one atom at the origin and have no L sweep
 #   - --run flag to call hamgen.py on all configs after writing
 #
 # Everything else (element_loop, basis_loop, configuration_loop,
 # active_space_loop, mapping_loop, write_config) mirrors build_config.py.
 #
 # Usage:
-#   # all 9 library molecules, 50 L steps, max 12 qubits
+#   # all 9 library molecules plus atoms H--Ne
 #   python build_config_L_sweep.py --L-steps 50 --max-active 12 --run
 #
 #   # specific molecules
@@ -39,16 +40,20 @@
 
 
 # =================================================================================================
-# Default molecule list — mirrors the existing library
+# Default system list: existing molecules plus atoms H through Ne
 # =================================================================================================
 
 LIBRARY_MOLECULES = {
+    ("H",), ("He",), ("Li",), ("Be",), ("B",),
+    ("C",), ("N",), ("O",), ("F",), ("Ne",),
     ("H",  "H" ), ("He", "H" ), ("He", "He"),
     ("Li", "H" ), ("Li", "Li"),
     ("Be", "H" ), ("Be", "Be"),
     ("B",  "H" ), ("B",  "B" ),
 }
 
+MAX_ATOMIC_NUMBER = 10
+
 
 # =================================================================================================
 
@@ -61,9 +66,13 @@ def __init__(self):
 
 def write_config(basis, Z1, atom1, Z2, atom2, L, occupied, vacant, mapping,
                  library_root="library"):
-    stub     = f"{atom1}-{atom2}_{L:4.2f}_{basis}"
+    if atom2 is None:
+        stub = f"{atom1}_atom_{basis}"
+        path = Path(library_root) / "atoms" / atom1 / basis
+    else:
+        stub = f"{atom1}-{atom2}_{L:4.2f}_{basis}"
+        path = Path(library_root) / f"{atom1}-{atom2}" / f"{L:.2f}" / basis
     extended = f"{stub}_as-{occupied:03d}-{vacant:03d}_{mapping}"
-    path     = Path(library_root) / f"{atom1}-{atom2}" / f"{L:.2f}" / basis
     path.mkdir(parents=True, exist_ok=True)
     abs_stub = str(path.resolve() / stub)
 
@@ -73,9 +82,12 @@ def write_config(basis, Z1, atom1, Z2, atom2, L, occupied, vacant, mapping,
         print(f'general.logfile = "{abs_stub}_as-{occupied:03d}-{vacant:03d}_{mapping}.log"', file=fout)
         print(f'general.file_stub = "{abs_stub}"',                                    file=fout)
         print(f'general.file_format = "default"',                                     file=fout)
-        print(f'L = {L}',                                                              file=fout)
-        print(f'hamiltonian.add_atom("{atom1}", -0.5 * L, 0.0, 0.0)',                 file=fout)
-        print(f'hamiltonian.add_atom("{atom2}",  0.5 * L, 0.0, 0.0)',                 file=fout)
+        if atom2 is None:
+            print(f'hamiltonian.add_atom("{atom1}", 0.0, 0.0, 0.0)',                  file=fout)
+        else:
+            print(f'L = {L}',                                                          file=fout)
+            print(f'hamiltonian.add_atom("{atom1}", -0.5 * L, 0.0, 0.0)',             file=fout)
+            print(f'hamiltonian.add_atom("{atom2}",  0.5 * L, 0.0, 0.0)',             file=fout)
         print(f'hamiltonian.basis = "{basis}"',                                        file=fout)
         print(f'hamiltonian.num_active_occupied = {occupied}',                         file=fout)
         print(f'hamiltonian.num_active_vacant = {vacant}',                             file=fout)
@@ -140,15 +152,17 @@ def do_the_thing(elements, element1, basis, configuration, element2, L,
                  library_root, config_files):
     count.count[basis] += 1
     sym1 = element1["symbol"]
-    sym2 = element2["symbol"]
+    sym2 = element2["symbol"] if element2 is not None else None
     Z1   = element1["atomic number"]
-    Z2   = element2["atomic number"]
+    Z2   = element2["atomic number"] if element2 is not None else None
+    system = f"{sym1:>2s}-{sym2:<2s}" if sym2 is not None else f"{sym1:>2s} atom"
+    spacing = f"L={L:5.2f}Å" if L is not None else " " * 8
     print('  ' * indent + '  '.join([
         f"{count.count['sto-6g']:07d}",
         f"{count.count['hgbs-5']:07d}",
         f"{configuration[:7]:7s}",
-        f"{sym1:>2s}-{sym2:<2s}",
-        f"L={L:5.2f}Å",
+        system,
+        spacing,
         f"{basis:6s}",
         f"{mapping:2s}",
         f"{total_orbitals:3}",
@@ -176,11 +190,21 @@ def mapping_loop(elements, element1, basis, configuration, element2, L,
 def active_space_loop(elements, element1, basis, configuration, element2, L,
                       count, indent, library_root, config_files, max_active):
     ratio_ideal     = 0.4
-    total_electrons = element1["atomic number"] + element2["atomic number"]
-    total_orbitals  = element1[basis] + element2[basis]
+    total_electrons = element1["atomic number"]
+    total_orbitals  = element1[basis]
+    if element2 is not None:
+        total_electrons += element2["atomic number"]
+        total_orbitals  += element2[basis]
     total_vacancies = total_orbitals - total_electrons
     n_act_occ       = 2 - total_electrons % 2
     n_act_vac       = n_act_occ
+    if total_vacancies < n_act_vac:
+        system = element1["symbol"] if element2 is None else \
+                 f"{element1['symbol']}-{element2['symbol']}"
+        print('  ' * indent +
+              f"SKIP: {system} {basis} has {total_vacancies} vacant spin "
+              f"orbitals; the first active space requires {n_act_vac}.")
+        return
     active_lo       = n_act_occ + n_act_vac
     active_hi       = total_orbitals + 1
 
@@ -305,6 +329,27 @@ def element_loop(elements, count, indent, max_period,
                    max_active, molecules=molecules)
 
 
+# =================================================================================================
+
+def atom_loop(elements, count, indent, max_period, library_root, config_files,
+              max_active, molecules=None):
+    for element in elements:
+        if element["atomic number"] > MAX_ATOMIC_NUMBER:
+            continue
+        if element["period"] > max_period:
+            continue
+        if molecules is not None and (element["symbol"],) not in molecules:
+            continue
+        print('  ' * indent + f"ATOM: {element['name']}")
+        for basis in ["sto-6g", "hgbs-5"]:
+            if element[basis] is None:
+                continue
+            active_space_loop(
+                elements, element, basis, "atom", None, None,
+                count, indent + 1, library_root, config_files, max_active
+            )
+
+
 # =================================================================================================
 
 def run_hamgen(config_files, hamgen_dir):
@@ -333,8 +378,8 @@ def parse_args():
                     "Companion script to build_config.py."
     )
     ap.add_argument("molecules",       type=str, nargs="?", default=None,
-                    help="Comma-separated molecule list e.g. Li-Li,Be-Be "
-                         "(default: all 9 library molecules)")
+                    help="Comma-separated systems, e.g. Li-Li,Be-Be or C,O "
+                         "(default: 9 molecules plus atoms H through Ne)")
     ap.add_argument("--all-molecules", action="store_true", dest="all_molecules",
                     help="Generate for all elements up to --max-period (no filter)")
     ap.add_argument("--L-steps",       type=int,   default=10,  dest="L_steps",
@@ -368,13 +413,17 @@ def main():
     elif args.molecules:
         molecules = set()
         for m in args.molecules.split(","):
-            parts = m.strip().split("-")
-            molecules.add((parts[0], parts[1]))
+            parts = tuple(p for p in m.strip().split("-") if p)
+            if len(parts) not in {1, 2}:
+                print(f"ERROR: invalid system specification {m!r}.")
+                sys.exit(1)
+            molecules.add(parts)
     else:
         molecules = LIBRARY_MOLECULES
 
+    count = Count()
     element_loop(
-        elements, Count(), indent=0,
+        elements, count, indent=0,
         max_period   = args.max_period,
         L_steps      = args.L_steps,
         L_min_frac   = args.L_min_frac,
@@ -384,6 +433,14 @@ def main():
         max_active   = args.max_active,
         molecules    = molecules,
     )
+    atom_loop(
+        elements, count, indent=0,
+        max_period   = args.max_period,
+        library_root = args.library,
+        config_files = config_files,
+        max_active   = args.max_active,
+        molecules    = molecules,
+    )
 
     print(f"\nTotal configs written: {len(config_files)}")
 
@@ -395,4 +452,4 @@ def main():
 
 
 if __name__ == "__main__":
-    main()
+    main()
\ No newline at end of file

From 62cf58b5acbdb5fc010bb91a4848182b848d5165 Mon Sep 17 00:00:00 2001
From: Shamminuj Aktar <saktar@pn2501645.lanl.gov>
Date: Tue, 4 Aug 2026 08:36:43 -0600
Subject: [PATCH 2/3] Add single-atom baseline results

---
 .../state_errors/hgbs-5/bk/state_errors_B.csv | 195 ++++++++++++++++++
 .../hgbs-5/bk/state_errors_Be.csv             | 168 +++++++++++++++
 .../state_errors/hgbs-5/bk/state_errors_C.csv | 168 +++++++++++++++
 .../state_errors/hgbs-5/bk/state_errors_F.csv | 195 ++++++++++++++++++
 .../state_errors/hgbs-5/bk/state_errors_H.csv | 195 ++++++++++++++++++
 .../hgbs-5/bk/state_errors_He.csv             | 168 +++++++++++++++
 .../hgbs-5/bk/state_errors_Li.csv             | 195 ++++++++++++++++++
 .../state_errors/hgbs-5/bk/state_errors_N.csv | 195 ++++++++++++++++++
 .../hgbs-5/bk/state_errors_Ne.csv             | 168 +++++++++++++++
 .../state_errors/hgbs-5/bk/state_errors_O.csv | 168 +++++++++++++++
 .../state_errors/hgbs-5/jw/state_errors_B.csv | 195 ++++++++++++++++++
 .../hgbs-5/jw/state_errors_Be.csv             | 168 +++++++++++++++
 .../state_errors/hgbs-5/jw/state_errors_C.csv | 168 +++++++++++++++
 .../state_errors/hgbs-5/jw/state_errors_F.csv | 195 ++++++++++++++++++
 .../state_errors/hgbs-5/jw/state_errors_H.csv | 195 ++++++++++++++++++
 .../hgbs-5/jw/state_errors_He.csv             | 168 +++++++++++++++
 .../hgbs-5/jw/state_errors_Li.csv             | 195 ++++++++++++++++++
 .../state_errors/hgbs-5/jw/state_errors_N.csv | 195 ++++++++++++++++++
 .../hgbs-5/jw/state_errors_Ne.csv             | 168 +++++++++++++++
 .../state_errors/hgbs-5/jw/state_errors_O.csv | 168 +++++++++++++++
 .../state_errors/sto-6g/bk/state_errors_B.csv | 168 +++++++++++++++
 .../sto-6g/bk/state_errors_Be.csv             | 141 +++++++++++++
 .../state_errors/sto-6g/bk/state_errors_C.csv | 141 +++++++++++++
 .../state_errors/sto-6g/bk/state_errors_F.csv | 168 +++++++++++++++
 .../state_errors/sto-6g/bk/state_errors_H.csv |  60 ++++++
 .../sto-6g/bk/state_errors_Li.csv             | 168 +++++++++++++++
 .../state_errors/sto-6g/bk/state_errors_N.csv | 168 +++++++++++++++
 .../state_errors/sto-6g/bk/state_errors_O.csv | 141 +++++++++++++
 .../state_errors/sto-6g/jw/state_errors_B.csv | 168 +++++++++++++++
 .../sto-6g/jw/state_errors_Be.csv             | 141 +++++++++++++
 .../state_errors/sto-6g/jw/state_errors_C.csv | 141 +++++++++++++
 .../state_errors/sto-6g/jw/state_errors_F.csv | 168 +++++++++++++++
 .../state_errors/sto-6g/jw/state_errors_H.csv |  60 ++++++
 .../sto-6g/jw/state_errors_Li.csv             | 168 +++++++++++++++
 .../state_errors/sto-6g/jw/state_errors_N.csv | 168 +++++++++++++++
 .../state_errors/sto-6g/jw/state_errors_O.csv | 141 +++++++++++++
 36 files changed, 5940 insertions(+)
 create mode 100644 baseline/state_errors/hgbs-5/bk/state_errors_B.csv
 create mode 100644 baseline/state_errors/hgbs-5/bk/state_errors_Be.csv
 create mode 100644 baseline/state_errors/hgbs-5/bk/state_errors_C.csv
 create mode 100644 baseline/state_errors/hgbs-5/bk/state_errors_F.csv
 create mode 100644 baseline/state_errors/hgbs-5/bk/state_errors_H.csv
 create mode 100644 baseline/state_errors/hgbs-5/bk/state_errors_He.csv
 create mode 100644 baseline/state_errors/hgbs-5/bk/state_errors_Li.csv
 create mode 100644 baseline/state_errors/hgbs-5/bk/state_errors_N.csv
 create mode 100644 baseline/state_errors/hgbs-5/bk/state_errors_Ne.csv
 create mode 100644 baseline/state_errors/hgbs-5/bk/state_errors_O.csv
 create mode 100644 baseline/state_errors/hgbs-5/jw/state_errors_B.csv
 create mode 100644 baseline/state_errors/hgbs-5/jw/state_errors_Be.csv
 create mode 100644 baseline/state_errors/hgbs-5/jw/state_errors_C.csv
 create mode 100644 baseline/state_errors/hgbs-5/jw/state_errors_F.csv
 create mode 100644 baseline/state_errors/hgbs-5/jw/state_errors_H.csv
 create mode 100644 baseline/state_errors/hgbs-5/jw/state_errors_He.csv
 create mode 100644 baseline/state_errors/hgbs-5/jw/state_errors_Li.csv
 create mode 100644 baseline/state_errors/hgbs-5/jw/state_errors_N.csv
 create mode 100644 baseline/state_errors/hgbs-5/jw/state_errors_Ne.csv
 create mode 100644 baseline/state_errors/hgbs-5/jw/state_errors_O.csv
 create mode 100644 baseline/state_errors/sto-6g/bk/state_errors_B.csv
 create mode 100644 baseline/state_errors/sto-6g/bk/state_errors_Be.csv
 create mode 100644 baseline/state_errors/sto-6g/bk/state_errors_C.csv
 create mode 100644 baseline/state_errors/sto-6g/bk/state_errors_F.csv
 create mode 100644 baseline/state_errors/sto-6g/bk/state_errors_H.csv
 create mode 100644 baseline/state_errors/sto-6g/bk/state_errors_Li.csv
 create mode 100644 baseline/state_errors/sto-6g/bk/state_errors_N.csv
 create mode 100644 baseline/state_errors/sto-6g/bk/state_errors_O.csv
 create mode 100644 baseline/state_errors/sto-6g/jw/state_errors_B.csv
 create mode 100644 baseline/state_errors/sto-6g/jw/state_errors_Be.csv
 create mode 100644 baseline/state_errors/sto-6g/jw/state_errors_C.csv
 create mode 100644 baseline/state_errors/sto-6g/jw/state_errors_F.csv
 create mode 100644 baseline/state_errors/sto-6g/jw/state_errors_H.csv
 create mode 100644 baseline/state_errors/sto-6g/jw/state_errors_Li.csv
 create mode 100644 baseline/state_errors/sto-6g/jw/state_errors_N.csv
 create mode 100644 baseline/state_errors/sto-6g/jw/state_errors_O.csv

diff --git a/baseline/state_errors/hgbs-5/bk/state_errors_B.csv b/baseline/state_errors/hgbs-5/bk/state_errors_B.csv
new file mode 100644
index 00000000..d1a0bdd7
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/bk/state_errors_B.csv
@@ -0,0 +1,195 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+B,nan,hgbs-5,001-001,bk,2,64,1,64,1.0,0.3108292364680014,1,2.375981029593432e-15,0.001,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,64,2,128,0.5,0.1554146182340007,1,2.7822109252321576e-15,0.001,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,64,4,256,0.25,0.07770730911700036,1,2.4756977713400195e-14,0.003,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,64,1,64,1.0,0.3108292364680014,2,1.421995909702643e-14,0.001,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,64,2,128,0.5,0.1554146182340007,2,1.776981230114708e-14,0.002,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,64,4,256,0.25,0.07770730911700036,2,5.788107038370811e-14,0.005,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,64,1,64,1.0,0.3108292364680014,4,1.1440146614306281e-14,0.006,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,64,2,128,0.5,0.1554146182340007,4,1.4618797122631377e-13,0.011,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,64,4,256,0.25,0.07770730911700036,4,1.9943500349468433e-13,0.023,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,256,1,256,1.0,0.3108292364680014,1,8.971536336427077e-15,0.003,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,256,2,512,0.5,0.1554146182340007,1,2.1868857395626282e-15,0.005,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,256,4,1024,0.25,0.07770730911700036,1,1.1589303290577707e-13,0.01,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,256,1,256,1.0,0.3108292364680014,2,3.593990167106484e-14,0.004,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,256,2,512,0.5,0.1554146182340007,2,8.776641295276552e-14,0.009,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,256,4,1024,0.25,0.07770730911700036,2,2.453467290367264e-13,0.017,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,256,1,256,1.0,0.3108292364680014,4,3.4798939649943133e-14,0.022,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,256,2,512,0.5,0.1554146182340007,4,5.812922714042149e-13,0.044,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,256,4,1024,0.25,0.07770730911700036,4,7.918530689604299e-13,0.086,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,512,1,512,1.0,0.3108292364680014,1,1.0228522745486597e-14,0.005,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,512,2,1024,0.5,0.1554146182340007,1,9.198785682719084e-15,0.01,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,512,4,2048,0.25,0.07770730911700036,1,2.2869335840245323e-13,0.02,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,512,1,512,1.0,0.3108292364680014,2,7.494457715654686e-14,0.009,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,512,2,1024,0.5,0.1554146182340007,2,1.709500128743381e-13,0.018,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,512,4,2048,0.25,0.07770730911700036,2,4.821919459572287e-13,0.035,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,512,1,512,1.0,0.3108292364680014,4,7.40721798868071e-14,0.043,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,512,2,1024,0.5,0.1554146182340007,4,1.1598624913394732e-12,0.087,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,bk,2,512,4,2048,0.25,0.07770730911700036,4,1.5943489163435742e-12,0.184,24.614481717137974,2.0
+B,nan,hgbs-5,001-003,bk,4,64,1,64,1.0,0.6221078202091186,1,9.807777535344682e-15,0.003,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,64,2,128,0.5,0.3110539101045593,1,9.435630643571411e-15,0.006,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,64,4,256,0.25,0.15552695505227965,1,2.1147216962070725e-14,0.012,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,64,1,64,1.0,0.6221078202091186,2,1.4991300051962044e-14,0.006,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,64,2,128,0.5,0.3110539101045593,2,2.8346804167388394e-14,0.012,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,64,4,256,0.25,0.15552695505227965,2,7.464700423890289e-14,0.024,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,64,1,64,1.0,0.6221078202091186,4,6.641094390982252e-14,0.03,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,64,2,128,0.5,0.3110539101045593,4,1.1774489641122106e-13,0.058,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,64,4,256,0.25,0.15552695505227965,4,4.531679375879243e-13,0.118,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,256,1,256,1.0,0.6221078202091186,1,2.802362188468916e-14,0.012,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,256,2,512,0.5,0.3110539101045593,1,4.973427411033276e-14,0.024,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,256,4,1024,0.25,0.15552695505227965,1,7.886460483623395e-14,0.049,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,256,1,256,1.0,0.6221078202091186,2,7.402990107480556e-14,0.023,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,256,2,512,0.5,0.3110539101045593,2,1.0758583840283532e-13,0.047,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,256,4,1024,0.25,0.15552695505227965,2,2.7790011690284175e-13,0.093,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,256,1,256,1.0,0.6221078202091186,4,2.559733068521006e-13,0.117,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,256,2,512,0.5,0.3110539101045593,4,4.66519773909911e-13,0.235,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,256,4,1024,0.25,0.15552695505227965,4,1.769354743507469e-12,0.47,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,512,1,512,1.0,0.6221078202091186,1,6.39097069872577e-14,0.024,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,512,2,1024,0.5,0.3110539101045593,1,9.18930061783599e-14,0.048,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,512,4,2048,0.25,0.15552695505227965,1,1.686966624230643e-13,0.097,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,512,1,512,1.0,0.6221078202091186,2,1.5167491360601756e-13,0.047,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,512,2,1024,0.5,0.3110539101045593,2,2.2547208325327805e-13,0.094,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,512,4,2048,0.25,0.15552695505227965,2,5.460802450155968e-13,0.186,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,512,1,512,1.0,0.6221078202091186,4,5.160017795627342e-13,0.234,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,512,2,1024,0.5,0.3110539101045593,4,9.217430874863925e-13,0.467,24.769178778995375,2.0
+B,nan,hgbs-5,001-003,bk,4,512,4,2048,0.25,0.15552695505227965,4,3.5469510138408227e-12,0.936,24.769178778995375,2.0
+B,nan,hgbs-5,003-003,bk,6,64,1,64,1.0,1.570796326794899,1,0.00538218927024607,0.008,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,64,2,128,0.5,0.7853981633974495,1,0.0026700249277465276,0.016,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,64,4,256,0.25,0.39269908169872475,1,0.0013324194085717334,0.031,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,64,1,64,1.0,1.570796326794899,2,0.0007798494872706649,0.015,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,64,2,128,0.5,0.7853981633974495,2,0.00019337905407869978,0.031,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,64,4,256,0.25,0.39269908169872475,2,4.824723941523403e-05,0.061,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,64,1,64,1.0,1.570796326794899,4,2.8555730609844026e-06,0.076,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,64,2,128,0.5,0.7853981633974495,4,1.776066259483997e-07,0.152,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,64,4,256,0.25,0.39269908169872475,4,1.1087972802068546e-08,0.307,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,256,1,256,1.0,1.570796326794899,1,0.0025893576446711147,0.031,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,256,2,512,0.5,0.7853981633974495,1,0.0011846549739009142,0.062,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,256,4,1024,0.25,0.39269908169872475,1,0.0005780589787151636,0.124,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,256,1,256,1.0,1.570796326794899,2,0.0011942401941916617,0.061,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,256,2,512,0.5,0.7853981633974495,2,0.00029607339762555493,0.122,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,256,4,1024,0.25,0.39269908169872475,2,7.38652080518751e-05,0.247,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,256,1,256,1.0,1.570796326794899,4,5.4365985425286e-06,0.314,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,256,2,512,0.5,0.7853981633974495,4,3.48938806917228e-07,0.628,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,256,4,1024,0.25,0.39269908169872475,4,2.1952332215218446e-08,1.213,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,512,1,512,1.0,1.570796326794899,1,0.0050103180899879595,0.062,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,512,2,1024,0.5,0.7853981633974495,1,0.0022788265106829225,0.129,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,512,4,2048,0.25,0.39269908169872475,1,0.0011099436767928576,0.249,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,512,1,512,1.0,1.570796326794899,2,0.0023819410216555726,0.122,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,512,2,1024,0.5,0.7853981633974495,2,0.000590534865641441,0.241,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,512,4,2048,0.25,0.39269908169872475,2,0.00014732883585338375,0.486,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,512,1,512,1.0,1.570796326794899,4,1.0855895973355618e-05,0.61,25.920014154375007,4.038929275388433
+B,nan,hgbs-5,003-003,bk,6,512,2,1024,0.5,0.7853981633974495,4,6.968547054301637e-07,1.221,25.920014154375007,4.038929275388433
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diff --git a/baseline/state_errors/hgbs-5/bk/state_errors_Be.csv b/baseline/state_errors/hgbs-5/bk/state_errors_Be.csv
new file mode 100644
index 00000000..c83bf76e
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/bk/state_errors_Be.csv
@@ -0,0 +1,168 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Be,nan,hgbs-5,002-002,bk,4,64,1,64,1.0,1.0654144112754165,1,0.024501469602294938,0.003,14.951724952127389,2.0
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+Be,nan,hgbs-5,002-002,bk,4,64,4,256,0.25,0.2663536028188541,1,0.006036105072531892,0.012,14.951724952127389,2.0
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+Be,nan,hgbs-5,002-002,bk,4,256,1,256,1.0,1.0654144112754165,1,0.022984309008309424,0.013,14.951724952127389,2.0
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diff --git a/baseline/state_errors/hgbs-5/bk/state_errors_C.csv b/baseline/state_errors/hgbs-5/bk/state_errors_C.csv
new file mode 100644
index 00000000..802b2182
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/bk/state_errors_C.csv
@@ -0,0 +1,168 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
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diff --git a/baseline/state_errors/hgbs-5/bk/state_errors_F.csv b/baseline/state_errors/hgbs-5/bk/state_errors_F.csv
new file mode 100644
index 00000000..bc2f9534
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/bk/state_errors_F.csv
@@ -0,0 +1,195 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+F,nan,hgbs-5,001-001,bk,2,64,1,64,1.0,0.9384432911220948,1,7.889616961715914e-15,0.001,99.76868953897034,2.0
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+F,nan,hgbs-5,001-001,bk,2,64,4,256,0.25,0.2346108227805237,1,9.349633632383858e-15,0.003,99.76868953897034,2.0
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diff --git a/baseline/state_errors/hgbs-5/bk/state_errors_H.csv b/baseline/state_errors/hgbs-5/bk/state_errors_H.csv
new file mode 100644
index 00000000..5c9d9bfe
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/bk/state_errors_H.csv
@@ -0,0 +1,195 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+H,nan,hgbs-5,001-001,bk,2,64,1,64,1.0,0.539947027323011,1,4.776401743812507e-15,0.001,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,64,2,128,0.5,0.2699735136615055,1,7.921316759712771e-15,0.001,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,64,4,256,0.25,0.13498675683075276,1,6.4932340672804005e-15,0.003,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,64,1,64,1.0,0.539947027323011,2,1.0037928175830333e-14,0.001,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,64,2,128,0.5,0.2699735136615055,2,1.1041138218727394e-14,0.002,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,64,4,256,0.25,0.13498675683075276,2,1.2478340636094032e-14,0.005,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,64,1,64,1.0,0.539947027323011,4,1.368571548444484e-14,0.006,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,64,2,128,0.5,0.2699735136615055,4,1.5997602109868865e-14,0.011,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,64,4,256,0.25,0.13498675683075276,4,9.152417545018884e-14,0.022,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,256,1,256,1.0,0.539947027323011,1,2.4389979555882532e-14,0.003,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,256,2,512,0.5,0.2699735136615055,1,4.408149327196846e-14,0.005,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,256,4,1024,0.25,0.13498675683075276,1,4.362854998678344e-14,0.01,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,256,1,256,1.0,0.539947027323011,2,5.5903664980445656e-14,0.004,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,256,2,512,0.5,0.2699735136615055,2,5.726010241352782e-14,0.009,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,256,4,1024,0.25,0.13498675683075276,2,4.271234166873325e-14,0.018,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,256,1,256,1.0,0.539947027323011,4,6.128167979532069e-14,0.022,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,256,2,512,0.5,0.2699735136615055,4,7.054563613755962e-14,0.044,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,256,4,1024,0.25,0.13498675683075276,4,3.795150411655294e-13,0.088,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,512,1,512,1.0,0.539947027323011,1,2.736815476167072e-14,0.005,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,512,2,1024,0.5,0.2699735136615055,1,7.660651265205297e-14,0.01,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,512,4,2048,0.25,0.13498675683075276,1,7.221790832447461e-14,0.021,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,512,1,512,1.0,0.539947027323011,2,1.0318728092563328e-13,0.009,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,512,2,1024,0.5,0.2699735136615055,2,1.1048344418227386e-13,0.017,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,512,4,2048,0.25,0.13498675683075276,2,6.738242327855725e-14,0.035,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,512,1,512,1.0,0.539947027323011,4,1.1006271183692789e-13,0.044,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,512,2,1024,0.5,0.2699735136615055,4,1.4106404219969901e-13,0.088,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,bk,2,512,4,2048,0.25,0.13498675683075276,4,7.716342766265601e-13,0.179,0.687481907249855,2.0
+H,nan,hgbs-5,001-003,bk,4,64,1,64,1.0,1.5707963267948961,1,0.007541891650959417,0.006,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,64,2,128,0.5,0.7853981633974481,1,0.0023280105930260186,0.012,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,64,4,256,0.25,0.39269908169872403,1,0.0008642458513990546,0.023,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,64,1,64,1.0,1.5707963267948961,2,9.767007830521192e-05,0.012,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,64,2,128,0.5,0.7853981633974481,2,2.0610845500864113e-05,0.023,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,64,4,256,0.25,0.39269908169872403,2,4.963917084096714e-06,0.047,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,64,1,64,1.0,1.5707963267948961,4,2.883967228670235e-07,0.056,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,64,2,128,0.5,0.7853981633974481,4,1.7707682636420197e-08,0.112,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,64,4,256,0.25,0.39269908169872403,4,1.1019671557709153e-09,0.226,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,256,1,256,1.0,1.5707963267948961,1,0.029903879343517722,0.023,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,256,2,512,0.5,0.7853981633974481,1,0.009149131996506786,0.045,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,256,4,1024,0.25,0.39269908169872403,1,0.0033510021390159893,0.091,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,256,1,256,1.0,1.5707963267948961,2,0.00037285591683736954,0.046,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,256,2,512,0.5,0.7853981633974481,2,7.986444149960817e-05,0.09,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,256,4,1024,0.25,0.39269908169872403,2,1.9234708259512968e-05,0.182,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,256,1,256,1.0,1.5707963267948961,4,1.1006483678588756e-06,0.227,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,256,2,512,0.5,0.7853981633974481,4,6.759543603234865e-08,0.454,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,256,4,1024,0.25,0.39269908169872403,4,4.206775676028595e-09,0.909,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,512,1,512,1.0,1.5707963267948961,1,0.058336662419422425,0.046,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,512,2,1024,0.5,0.7853981633974481,1,0.017377036050908335,0.091,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,512,4,2048,0.25,0.39269908169872403,1,0.006089898794241883,0.182,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,512,1,512,1.0,1.5707963267948961,2,0.0006400143382602986,0.09,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,512,2,1024,0.5,0.7853981633974481,2,0.00014409451196678976,0.18,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,512,4,2048,0.25,0.39269908169872403,2,3.4753552712021785e-05,0.355,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,512,1,512,1.0,1.5707963267948961,4,1.8887480580915779e-06,0.447,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,512,2,1024,0.5,0.7853981633974481,4,1.1608795188570551e-07,0.894,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-003,bk,4,512,4,2048,0.25,0.39269908169872403,4,7.22619018238385e-09,1.835,1.4518935380498361,2.8402651852033802
+H,nan,hgbs-5,001-005,bk,6,64,1,64,1.0,1.5707963267948977,1,0.03300424761842982,0.028,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,64,2,128,0.5,0.7853981633974488,1,0.015487233321837442,0.055,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,64,4,256,0.25,0.3926990816987244,1,0.007609928702410073,0.111,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,64,1,64,1.0,1.5707963267948977,2,0.0020608848007605566,0.055,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,64,2,128,0.5,0.7853981633974488,2,0.0005138254964233214,0.113,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,64,4,256,0.25,0.3926990816987244,2,0.00012836869340371407,0.227,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,64,1,64,1.0,1.5707963267948977,4,3.4088522812370284e-07,0.278,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,64,2,128,0.5,0.7853981633974488,4,2.11134545932537e-08,0.554,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,64,4,256,0.25,0.3926990816987244,4,1.3166417655826429e-09,1.107,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,256,1,256,1.0,1.5707963267948977,1,0.0629273931395375,0.109,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,256,2,512,0.5,0.7853981633974488,1,0.02219700838815358,0.219,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,256,4,1024,0.25,0.3926990816987244,1,0.009578709729322328,0.45,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,256,1,256,1.0,1.5707963267948977,2,0.007265440674999568,0.222,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,256,2,512,0.5,0.7853981633974488,2,0.0018104914196068439,0.442,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,256,4,1024,0.25,0.3926990816987244,2,0.00045225380927761975,0.887,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,256,1,256,1.0,1.5707963267948977,4,6.385267476898415e-07,1.117,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,256,2,512,0.5,0.7853981633974488,4,3.993421854797893e-08,2.254,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,256,4,1024,0.25,0.3926990816987244,4,2.496257033822392e-09,4.492,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,512,1,512,1.0,1.5707963267948977,1,0.10610627157879413,0.221,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,512,2,1024,0.5,0.7853981633974488,1,0.028628115086806055,0.454,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,512,4,2048,0.25,0.3926990816987244,1,0.008871122522474172,0.919,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,512,1,512,1.0,1.5707963267948977,2,0.01436056370551391,0.456,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,512,2,1024,0.5,0.7853981633974488,2,0.003578257532497724,0.908,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,512,4,2048,0.25,0.3926990816987244,2,0.0008938161149653751,1.834,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,512,1,512,1.0,1.5707963267948977,4,1.119592044232092e-06,2.332,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,512,2,1024,0.5,0.7853981633974488,4,7.018323459037e-08,4.645,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-005,bk,6,512,4,2048,0.25,0.3926990816987244,4,4.389613119021091e-09,9.487,7.959594969993024,12.944897012299158
+H,nan,hgbs-5,001-007,bk,8,64,1,64,1.0,1.570796326794892,1,0.07048563721795012,0.106,25.61426340386441,38.8512681993238
+H,nan,hgbs-5,001-007,bk,8,64,2,128,0.5,0.785398163397446,1,0.035133591813766185,0.213,25.61426340386441,38.8512681993238
+H,nan,hgbs-5,001-007,bk,8,64,4,256,0.25,0.392699081698723,1,0.017552947723514022,0.424,25.61426340386441,38.8512681993238
+H,nan,hgbs-5,001-007,bk,8,64,1,64,1.0,1.570796326794892,2,0.0018655635025310686,0.215,25.61426340386441,38.8512681993238
+H,nan,hgbs-5,001-007,bk,8,64,2,128,0.5,0.785398163397446,2,0.0004661737855358024,0.429,25.61426340386441,38.8512681993238
+H,nan,hgbs-5,001-007,bk,8,64,4,256,0.25,0.392699081698723,2,0.00011652982211612479,0.852,25.61426340386441,38.8512681993238
+H,nan,hgbs-5,001-007,bk,8,64,1,64,1.0,1.570796326794892,4,2.696097742667761e-07,1.057,25.61426340386441,38.8512681993238
+H,nan,hgbs-5,001-007,bk,8,64,2,128,0.5,0.785398163397446,4,1.6783741696618494e-08,2.12,25.61426340386441,38.8512681993238
+H,nan,hgbs-5,001-007,bk,8,64,4,256,0.25,0.392699081698723,4,1.0479818686596566e-09,4.279,25.61426340386441,38.8512681993238
+H,nan,hgbs-5,001-007,bk,8,256,1,256,1.0,1.570796326794892,1,0.07220686019831338,0.431,25.61426340386441,38.8512681993238
+H,nan,hgbs-5,001-007,bk,8,256,2,512,0.5,0.785398163397446,1,0.0321316387748205,0.869,25.61426340386441,38.8512681993238
+H,nan,hgbs-5,001-007,bk,8,256,4,1024,0.25,0.392699081698723,1,0.015523384436248374,1.719,25.61426340386441,38.8512681993238
+H,nan,hgbs-5,001-007,bk,8,256,1,256,1.0,1.570796326794892,2,0.004958806569345955,0.857,25.61426340386441,38.8512681993238
+H,nan,hgbs-5,001-007,bk,8,256,2,512,0.5,0.785398163397446,2,0.0012368803725287124,1.712,25.61426340386441,38.8512681993238
+H,nan,hgbs-5,001-007,bk,8,256,4,1024,0.25,0.392699081698723,2,0.0003090430559178165,3.416,25.61426340386441,38.8512681993238
+H,nan,hgbs-5,001-007,bk,8,256,1,256,1.0,1.570796326794892,4,6.249391487093606e-07,4.384,25.61426340386441,38.8512681993238
+H,nan,hgbs-5,001-007,bk,8,256,2,512,0.5,0.785398163397446,4,3.90805356702127e-08,8.688,25.61426340386441,38.8512681993238
+H,nan,hgbs-5,001-007,bk,8,256,4,1024,0.25,0.392699081698723,4,2.442911126022743e-09,17.371,25.61426340386441,38.8512681993238
+H,nan,hgbs-5,001-007,bk,8,512,1,512,1.0,1.570796326794892,1,0.10212585454812989,0.866,25.61426340386441,38.8512681993238
+H,nan,hgbs-5,001-007,bk,8,512,2,1024,0.5,0.785398163397446,1,0.03805985472637253,1.747,25.61426340386441,38.8512681993238
+H,nan,hgbs-5,001-007,bk,8,512,4,2048,0.25,0.392699081698723,1,0.01699378466132874,3.464,25.61426340386441,38.8512681993238
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+H,nan,hgbs-5,001-007,bk,8,512,2,1024,0.5,0.785398163397446,4,7.427925097334534e-08,17.702,25.61426340386441,38.8512681993238
+H,nan,hgbs-5,001-007,bk,8,512,4,2048,0.25,0.392699081698723,4,4.6438616774214904e-09,36.189,25.61426340386441,38.8512681993238
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+H,nan,hgbs-5,001-009,bk,10,64,1,64,1.0,1.5707963267949006,2,0.0008818832759640891,0.896,68.34089829609181,98.15329210811173
+H,nan,hgbs-5,001-009,bk,10,64,2,128,0.5,0.7853981633974503,2,0.00022039983155700156,1.826,68.34089829609181,98.15329210811173
+H,nan,hgbs-5,001-009,bk,10,64,4,256,0.25,0.39269908169872514,2,5.5095511719531807e-05,3.604,68.34089829609181,98.15329210811173
+H,nan,hgbs-5,001-009,bk,10,64,1,64,1.0,1.5707963267949006,4,6.736287807456725e-08,4.523,68.34089829609181,98.15329210811173
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+H,nan,hgbs-5,001-009,bk,10,64,4,256,0.25,0.39269908169872514,4,2.6211429302066716e-10,18.196,68.34089829609181,98.15329210811173
+H,nan,hgbs-5,001-009,bk,10,256,1,256,1.0,1.5707963267949006,1,0.08370755076997484,1.829,68.34089829609181,98.15329210811173
+H,nan,hgbs-5,001-009,bk,10,256,2,512,0.5,0.7853981633974503,1,0.0407074053288516,3.642,68.34089829609181,98.15329210811173
+H,nan,hgbs-5,001-009,bk,10,256,4,1024,0.25,0.39269908169872514,1,0.020206462267840074,7.203,68.34089829609181,98.15329210811173
+H,nan,hgbs-5,001-009,bk,10,256,1,256,1.0,1.5707963267949006,2,0.002361717814571137,3.628,68.34089829609181,98.15329210811173
+H,nan,hgbs-5,001-009,bk,10,256,2,512,0.5,0.7853981633974503,2,0.0005896768278134967,7.427,68.34089829609181,98.15329210811173
+H,nan,hgbs-5,001-009,bk,10,256,4,1024,0.25,0.39269908169872514,2,0.00014737207712496952,14.65,68.34089829609181,98.15329210811173
+H,nan,hgbs-5,001-009,bk,10,256,1,256,1.0,1.5707963267949006,4,1.773448472041095e-07,18.351,68.34089829609181,98.15329210811173
+H,nan,hgbs-5,001-009,bk,10,256,2,512,0.5,0.7853981633974503,4,1.1078138244958682e-08,36.893,68.34089829609181,98.15329210811173
+H,nan,hgbs-5,001-009,bk,10,256,4,1024,0.25,0.39269908169872514,4,6.926165765666606e-10,74.206,68.34089829609181,98.15329210811173
+H,nan,hgbs-5,001-009,bk,10,512,1,512,1.0,1.5707963267949006,1,0.0869975764267927,3.658,68.34089829609181,98.15329210811173
+H,nan,hgbs-5,001-009,bk,10,512,2,1024,0.5,0.7853981633974503,1,0.03840307821934056,7.292,68.34089829609181,98.15329210811173
+H,nan,hgbs-5,001-009,bk,10,512,4,2048,0.25,0.39269908169872514,1,0.018504183848452007,14.596,68.34089829609181,98.15329210811173
+H,nan,hgbs-5,001-009,bk,10,512,1,512,1.0,1.5707963267949006,2,0.004417804930526777,7.343,68.34089829609181,98.15329210811173
+H,nan,hgbs-5,001-009,bk,10,512,2,1024,0.5,0.7853981633974503,2,0.001102858637108516,14.615,68.34089829609181,98.15329210811173
+H,nan,hgbs-5,001-009,bk,10,512,4,2048,0.25,0.39269908169872514,2,0.00027561490724784286,29.541,68.34089829609181,98.15329210811173
+H,nan,hgbs-5,001-009,bk,10,512,1,512,1.0,1.5707963267949006,4,3.2527047835481065e-07,36.639,68.34089829609181,98.15329210811173
+H,nan,hgbs-5,001-009,bk,10,512,2,1024,0.5,0.7853981633974503,4,2.033915236190009e-08,73.731,68.34089829609181,98.15329210811173
+H,nan,hgbs-5,001-009,bk,10,512,4,2048,0.25,0.39269908169872514,4,1.2719014610655747e-09,146.997,68.34089829609181,98.15329210811173
+H,nan,hgbs-5,001-011,bk,12,64,1,64,1.0,1.5707963267949099,1,0.033659700193465855,5.401,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,64,2,128,0.5,0.7853981633974549,1,0.016816907405221643,12.671,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,64,4,256,0.25,0.39269908169872747,1,0.008406827984161251,24.788,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,64,1,64,1.0,1.5707963267949099,2,0.00037883165556369767,11.058,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,64,2,128,0.5,0.7853981633974549,2,9.467707275142067e-05,23.211,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,64,4,256,0.25,0.39269908169872747,2,2.3667336574128013e-05,47.918,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,64,1,64,1.0,1.5707963267949099,4,2.7681492757965722e-08,62.478,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,64,2,128,0.5,0.7853981633974549,4,1.7145626494956987e-09,124.003,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,64,4,256,0.25,0.39269908169872747,4,1.0716390425823815e-10,245.107,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,256,1,256,1.0,1.5707963267949099,1,0.08172885019188743,25.59,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,256,2,512,0.5,0.7853981633974549,1,0.040675501434120964,51.479,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,256,4,1024,0.25,0.39269908169872747,1,0.02031392801565828,95.482,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,256,1,256,1.0,1.5707963267949099,2,0.0012958114842668072,48.125,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,256,2,512,0.5,0.7853981633974549,2,0.00032378645370810977,90.762,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,256,4,1024,0.25,0.39269908169872747,2,8.093618895601323e-05,165.641,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,256,1,256,1.0,1.5707963267949099,4,6.695634726156426e-08,198.883,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,256,2,512,0.5,0.7853981633974549,4,4.168604242835469e-09,365.128,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,256,4,1024,0.25,0.39269908169872747,4,2.619930411713546e-10,722.36,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,512,1,512,1.0,1.5707963267949099,1,0.0990713998483506,35.963,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,512,2,1024,0.5,0.7853981633974549,1,0.048521762116329824,72.413,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,512,4,2048,0.25,0.39269908169872747,1,0.024131443985707504,139.217,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,512,1,512,1.0,1.5707963267949099,2,0.0024388756907828906,71.652,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,512,2,1024,0.5,0.7853981633974549,2,0.0006093207740790112,139.078,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,512,4,2048,0.25,0.39269908169872747,2,0.00015230525140884932,287.262,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,512,1,512,1.0,1.5707963267949099,4,1.176357698393938e-07,343.564,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,512,2,1024,0.5,0.7853981633974549,4,7.3343059277462545e-09,675.393,169.4261397647175,229.56149887331458
+H,nan,hgbs-5,001-011,bk,12,512,4,2048,0.25,0.39269908169872747,4,4.617750922140985e-10,1347.458,169.4261397647175,229.56149887331458
diff --git a/baseline/state_errors/hgbs-5/bk/state_errors_He.csv b/baseline/state_errors/hgbs-5/bk/state_errors_He.csv
new file mode 100644
index 00000000..901e4d43
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/bk/state_errors_He.csv
@@ -0,0 +1,168 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+He,nan,hgbs-5,002-002,bk,4,64,1,64,1.0,1.570796326794896,1,0.003703012827995966,0.006,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,64,2,128,0.5,0.785398163397448,1,0.001807351245537335,0.012,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,64,4,256,0.25,0.392699081698724,1,0.000901284301781656,0.024,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,64,1,64,1.0,1.570796326794896,2,0.0016057856603508007,0.017,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,64,2,128,0.5,0.785398163397448,2,0.00039873743790902824,0.023,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,64,4,256,0.25,0.392699081698724,2,9.952956933033478e-05,0.045,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,64,1,64,1.0,1.570796326794896,4,2.9689137962468564e-05,0.056,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,64,2,128,0.5,0.785398163397448,4,1.8772061203259723e-06,0.113,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,64,4,256,0.25,0.392699081698724,4,1.180806441514937e-07,0.227,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,256,1,256,1.0,1.570796326794896,1,0.008641484903793973,0.023,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,256,2,512,0.5,0.785398163397448,1,0.003965894071729402,0.047,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.392699081698724,1,0.0019640522073116617,0.094,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,256,1,256,1.0,1.570796326794896,2,0.0041447997926264265,0.046,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,256,2,512,0.5,0.785398163397448,2,0.0009950334438351945,0.091,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.392699081698724,2,0.0002462934262915885,0.181,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,256,1,256,1.0,1.570796326794896,4,7.781842842512919e-05,0.226,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,256,2,512,0.5,0.785398163397448,4,5.319569184286511e-06,0.45,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.392699081698724,4,3.4080627437085525e-07,0.902,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,512,1,512,1.0,1.570796326794896,1,0.008306114539756666,0.048,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.785398163397448,1,0.002517751559451237,0.092,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.392699081698724,1,0.0010048695851091756,0.183,3.7315325105471597,3.8965208998204903
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+He,nan,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.392699081698724,2,0.00040651780116645074,0.359,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,512,1,512,1.0,1.570796326794896,4,0.00012356455775811565,0.451,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.785398163397448,4,9.167004866006575e-06,0.895,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.392699081698724,4,5.96370710672436e-07,1.844,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-004,bk,6,64,1,64,1.0,1.570796326794892,1,0.011225631393019039,0.028,4.91947183236137,6.935547359902397
+He,nan,hgbs-5,002-004,bk,6,64,2,128,0.5,0.785398163397446,1,0.004816570361666027,0.055,4.91947183236137,6.935547359902397
+He,nan,hgbs-5,002-004,bk,6,64,4,256,0.25,0.392699081698723,1,0.0023198029570400966,0.11,4.91947183236137,6.935547359902397
+He,nan,hgbs-5,002-004,bk,6,64,1,64,1.0,1.570796326794892,2,0.0026158344386994223,0.055,4.91947183236137,6.935547359902397
+He,nan,hgbs-5,002-004,bk,6,64,2,128,0.5,0.785398163397446,2,0.0006481304133983984,0.111,4.91947183236137,6.935547359902397
+He,nan,hgbs-5,002-004,bk,6,64,4,256,0.25,0.392699081698723,2,0.000161678222055552,0.221,4.91947183236137,6.935547359902397
+He,nan,hgbs-5,002-004,bk,6,64,1,64,1.0,1.570796326794892,4,8.098508663014557e-06,0.276,4.91947183236137,6.935547359902397
+He,nan,hgbs-5,002-004,bk,6,64,2,128,0.5,0.785398163397446,4,5.021553746540827e-07,0.56,4.91947183236137,6.935547359902397
+He,nan,hgbs-5,002-004,bk,6,64,4,256,0.25,0.392699081698723,4,3.1329321581047054e-08,1.099,4.91947183236137,6.935547359902397
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diff --git a/baseline/state_errors/hgbs-5/bk/state_errors_Li.csv b/baseline/state_errors/hgbs-5/bk/state_errors_Li.csv
new file mode 100644
index 00000000..ba7398fa
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/bk/state_errors_Li.csv
@@ -0,0 +1,195 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Li,nan,hgbs-5,001-001,bk,2,64,1,64,1.0,0.215501353403793,1,2.286089127109703e-15,0.001,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,64,2,128,0.5,0.1077506767018965,1,6.661338147750939e-16,0.001,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,64,4,256,0.25,0.05387533835094825,1,1.772188612679574e-14,0.003,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,64,1,64,1.0,0.215501353403793,2,3.510833468576701e-16,0.001,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,64,2,128,0.5,0.1077506767018965,2,1.559379280465073e-14,0.002,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,64,4,256,0.25,0.05387533835094825,2,1.4075881081297389e-14,0.004,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,64,1,64,1.0,0.215501353403793,4,6.26169722837292e-15,0.005,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,64,2,128,0.5,0.1077506767018965,4,4.0743256437179903e-14,0.012,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,64,4,256,0.25,0.05387533835094825,4,1.705817845407646e-13,0.022,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,256,1,256,1.0,0.215501353403793,1,9.338792278964869e-15,0.003,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,256,2,512,0.5,0.1077506767018965,1,1.224080674111502e-15,0.005,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,256,4,1024,0.25,0.05387533835094825,1,7.355577878478933e-14,0.01,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,256,1,256,1.0,0.215501353403793,2,2.8426100110059218e-15,0.004,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,256,2,512,0.5,0.1077506767018965,2,6.464103735998925e-14,0.009,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,256,4,1024,0.25,0.05387533835094825,2,5.710068705613614e-14,0.018,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,256,1,256,1.0,0.215501353403793,4,3.2319517578357355e-14,0.022,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,256,2,512,0.5,0.1077506767018965,4,1.552087817666152e-13,0.044,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,256,4,1024,0.25,0.05387533835094825,4,6.811997635325289e-13,0.088,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,512,1,512,1.0,0.215501353403793,1,1.2677098998722225e-14,0.005,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,512,2,1024,0.5,0.1077506767018965,1,2.914203267236168e-15,0.01,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,512,4,2048,0.25,0.05387533835094825,1,1.3375212317088145e-13,0.021,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,512,1,512,1.0,0.215501353403793,2,9.562107994358404e-15,0.009,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,512,2,1024,0.5,0.1077506767018965,2,1.183648229267606e-13,0.018,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,512,4,2048,0.25,0.05387533835094825,2,1.1598086320468326e-13,0.035,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,512,1,512,1.0,0.215501353403793,4,6.322473999893409e-14,0.044,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,512,2,1024,0.5,0.1077506767018965,4,3.040637382801295e-13,0.087,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,bk,2,512,4,2048,0.25,0.05387533835094825,4,1.353280373830181e-12,0.175,7.510665638972435,2.0
+Li,nan,hgbs-5,001-003,bk,4,64,1,64,1.0,0.41283840832818536,1,5.79553930444239e-16,0.003,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,64,2,128,0.5,0.20641920416409268,1,5.3590557194365134e-15,0.006,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,64,4,256,0.25,0.10320960208204634,1,2.2115743058035106e-14,0.012,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,64,1,64,1.0,0.41283840832818536,2,3.705967219626505e-15,0.006,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,64,2,128,0.5,0.20641920416409268,2,2.0022911605078178e-14,0.012,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,64,4,256,0.25,0.10320960208204634,2,8.946560221778489e-14,0.024,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,64,1,64,1.0,0.41283840832818536,4,1.9389549286677077e-13,0.03,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,64,2,128,0.5,0.20641920416409268,4,3.66237739182585e-14,0.059,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,64,4,256,0.25,0.10320960208204634,4,5.0397430526577725e-14,0.12,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,256,1,256,1.0,0.41283840832818536,1,1.3652132499385933e-14,0.012,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,256,2,512,0.5,0.20641920416409268,1,1.4467447049889627e-14,0.024,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,256,4,1024,0.25,0.10320960208204634,1,8.589058735409684e-14,0.049,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,256,1,256,1.0,0.41283840832818536,2,1.882253767051252e-14,0.024,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,256,2,512,0.5,0.20641920416409268,2,7.92134014064863e-14,0.047,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,256,4,1024,0.25,0.10320960208204634,2,3.6466213234707863e-13,0.095,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,256,1,256,1.0,0.41283840832818536,4,7.428485270965375e-13,0.118,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,256,2,512,0.5,0.20641920416409268,4,1.403455953664044e-13,0.24,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,256,4,1024,0.25,0.10320960208204634,4,1.7290319291190882e-13,0.478,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,512,1,512,1.0,0.41283840832818536,1,2.749971135862795e-14,0.024,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,512,2,1024,0.5,0.20641920416409268,1,2.257059173404695e-14,0.049,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,512,4,2048,0.25,0.10320960208204634,1,1.7333795861287868e-13,0.097,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,512,1,512,1.0,0.41283840832818536,2,3.295586375003816e-14,0.047,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,512,2,1024,0.5,0.20641920416409268,2,1.6415183386530456e-13,0.094,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,512,4,2048,0.25,0.10320960208204634,2,7.216269460082609e-13,0.189,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,512,1,512,1.0,0.41283840832818536,4,1.4802124117912847e-12,0.239,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,512,2,1024,0.5,0.20641920416409268,4,2.7525339660363806e-13,0.474,7.596665836714668,2.0
+Li,nan,hgbs-5,001-003,bk,4,512,4,2048,0.25,0.10320960208204634,4,2.9706564246007007e-13,0.941,7.596665836714668,2.0
+Li,nan,hgbs-5,003-003,bk,6,64,1,64,1.0,1.5707963267948972,1,0.0005923554712436324,0.015,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,64,2,128,0.5,0.7853981633974486,1,0.00023105078289517364,0.029,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,64,4,256,0.25,0.3926990816987243,1,0.00010608134296181925,0.058,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,64,1,64,1.0,1.5707963267948972,2,0.00015332599908746733,0.029,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,64,2,128,0.5,0.7853981633974486,2,3.83362506738952e-05,0.057,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,64,4,256,0.25,0.3926990816987243,2,9.584553067593396e-06,0.114,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,64,1,64,1.0,1.5707963267948972,4,1.2463661713108313e-06,0.143,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,64,2,128,0.5,0.7853981633974486,4,7.208506138265137e-08,0.286,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,64,4,256,0.25,0.3926990816987243,4,4.427148360351626e-09,0.575,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,256,1,256,1.0,1.5707963267948972,1,0.002134689039157017,0.057,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,256,2,512,0.5,0.7853981633974486,1,0.0007741448443328071,0.13,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,256,4,1024,0.25,0.3926990816987243,1,0.0003418510367766454,0.236,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,256,1,256,1.0,1.5707963267948972,2,0.0005594263799299511,0.114,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,256,2,512,0.5,0.7853981633974486,2,0.000139644587282989,0.229,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,256,4,1024,0.25,0.3926990816987243,2,3.489816403971201e-05,0.467,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,256,1,256,1.0,1.5707963267948972,4,4.229140984101384e-06,0.572,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,256,2,512,0.5,0.7853981633974486,4,2.451957587002972e-07,1.167,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,256,4,1024,0.25,0.3926990816987243,4,1.5071951653812743e-08,2.278,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,512,1,512,1.0,1.5707963267948972,1,0.003454129612225662,0.115,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,512,2,1024,0.5,0.7853981633974486,1,0.0009565055704028441,0.227,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,512,4,2048,0.25,0.3926990816987243,1,0.00031948231805095336,0.464,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,512,1,512,1.0,1.5707963267948972,2,0.0009289179839256633,0.232,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,512,2,1024,0.5,0.7853981633974486,2,0.0002317428726698604,0.46,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,512,4,2048,0.25,0.3926990816987243,2,5.790613673589845e-05,0.908,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,512,1,512,1.0,1.5707963267948972,4,4.637659570927515e-06,1.157,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,512,2,1024,0.5,0.7853981633974486,4,2.752529385692828e-07,2.314,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-003,bk,6,512,4,2048,0.25,0.3926990816987243,4,1.7048009105930067e-08,4.609,9.370177003480588,9.644235208008237
+Li,nan,hgbs-5,003-005,bk,8,64,1,64,1.0,1.5707963267948968,1,0.0025746491944785553,0.029,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,64,2,128,0.5,0.7853981633974484,1,0.0012140932086715168,0.058,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,64,4,256,0.25,0.3926990816987242,1,0.0005979172937134671,0.116,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,64,1,64,1.0,1.5707963267948968,2,0.00058819911039733,0.058,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,64,2,128,0.5,0.7853981633974484,2,0.000146591558905777,0.113,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,64,4,256,0.25,0.3926990816987242,2,3.662045242395879e-05,0.234,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,64,1,64,1.0,1.5707963267948968,4,4.583046257149369e-06,0.288,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,64,2,128,0.5,0.7853981633974484,4,2.66383633913097e-07,0.577,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,64,4,256,0.25,0.3926990816987242,4,1.636989686344451e-08,1.163,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,256,1,256,1.0,1.5707963267948968,1,0.0038502262326689926,0.115,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,256,2,512,0.5,0.7853981633974484,1,0.0014540245899158195,0.23,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,256,4,1024,0.25,0.3926990816987242,1,0.0006566965506267159,0.476,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,256,1,256,1.0,1.5707963267948968,2,0.0010004505506668777,0.231,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,256,2,512,0.5,0.7853981633974484,2,0.00024989993999373486,0.459,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,256,4,1024,0.25,0.3926990816987242,2,6.246150106540374e-05,0.929,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,256,1,256,1.0,1.5707963267948968,4,5.238132607039318e-06,1.186,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,256,2,512,0.5,0.7853981633974484,4,3.1129762106238767e-07,2.366,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,256,4,1024,0.25,0.3926990816987242,4,1.9254026474324163e-08,4.751,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,512,1,512,1.0,1.5707963267948968,1,0.005928824689868313,0.244,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,512,2,1024,0.5,0.7853981633974484,1,0.0016378873365668857,0.475,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,512,4,2048,0.25,0.3926990816987242,1,0.00054513256572543,0.978,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,512,1,512,1.0,1.5707963267948968,2,0.0016695856455823045,0.479,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,512,2,1024,0.5,0.7853981633974484,2,0.0004160045914832357,0.981,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,512,4,2048,0.25,0.3926990816987242,2,0.00010391675328549678,1.952,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,512,1,512,1.0,1.5707963267948968,4,4.1411905507800725e-06,2.433,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,512,2,1024,0.5,0.7853981633974484,4,2.7738972739176114e-07,4.839,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-005,bk,8,512,4,2048,0.25,0.3926990816987242,4,1.7658653536010924e-08,9.856,9.486603373381476,9.896380165416595
+Li,nan,hgbs-5,003-007,bk,10,64,1,64,1.0,1.5707963267948963,1,0.0016670533030302534,0.073,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,64,2,128,0.5,0.7853981633974482,1,0.0007489323687636627,0.146,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,64,4,256,0.25,0.3926990816987241,1,0.00036346897737402425,0.293,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,64,1,64,1.0,1.5707963267948963,2,0.0003949132461415132,0.144,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,64,2,128,0.5,0.7853981633974482,2,9.85532426214267e-05,0.293,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,64,4,256,0.25,0.3926990816987241,2,2.4628379166767793e-05,0.593,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,64,1,64,1.0,1.5707963267948963,4,3.151290491156647e-06,0.74,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,64,2,128,0.5,0.7853981633974482,4,1.8467019436339245e-07,1.505,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,64,4,256,0.25,0.3926990816987241,4,1.1369288203358434e-08,3.026,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,256,1,256,1.0,1.5707963267948963,1,0.004852372474329175,0.302,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,256,2,512,0.5,0.7853981633974482,1,0.0019965121585106696,0.605,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,256,4,1024,0.25,0.3926990816987241,1,0.000938315623394663,1.194,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,256,1,256,1.0,1.5707963267948963,2,0.0011967755859040555,0.594,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,256,2,512,0.5,0.7853981633974482,2,0.0002982469624665664,1.208,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,256,4,1024,0.25,0.3926990816987241,2,7.450323184987971e-05,2.398,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,256,1,256,1.0,1.5707963267948963,4,4.694104317979979e-06,3.002,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,256,2,512,0.5,0.7853981633974482,4,2.875449190027422e-07,5.991,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,256,4,1024,0.25,0.3926990816987241,4,1.7905548042741587e-08,12.049,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,512,1,512,1.0,1.5707963267948963,1,0.006063082062886514,0.589,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,512,2,1024,0.5,0.7853981633974482,1,0.0015058137596324337,1.206,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,512,4,2048,0.25,0.3926990816987241,1,0.00037869855873839486,2.395,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,512,1,512,1.0,1.5707963267948963,2,0.0018854792703682497,1.198,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,512,2,1024,0.5,0.7853981633974482,2,0.0004704778586578695,2.431,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,512,4,2048,0.25,0.3926990816987241,2,0.0001175657390381952,4.8,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,512,1,512,1.0,1.5707963267948963,4,4.93989101723085e-06,6.079,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,512,2,1024,0.5,0.7853981633974482,4,3.2626513164970904e-07,12.1,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-007,bk,10,512,4,2048,0.25,0.3926990816987241,4,2.0680574227434145e-08,24.437,9.837111707619973,10.762207132786443
+Li,nan,hgbs-5,003-009,bk,12,64,1,64,1.0,1.5707963267948881,1,0.0028837563465706614,0.504,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,64,2,128,0.5,0.7853981633974441,1,0.0014154882932710798,1.023,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,64,4,256,0.25,0.39269908169872203,1,0.0007044675635197252,1.961,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,64,1,64,1.0,1.5707963267948881,2,0.0004018421029125349,0.992,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,64,2,128,0.5,0.7853981633974441,2,0.00010009822979011519,2.017,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,64,4,256,0.25,0.39269908169872203,2,2.500219442693751e-05,3.921,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,64,1,64,1.0,1.5707963267948881,4,9.657801550337261e-07,4.86,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,64,2,128,0.5,0.7853981633974441,4,5.96529921638048e-08,10.172,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,64,4,256,0.25,0.39269908169872203,4,3.7176323491404188e-09,19.227,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,256,1,256,1.0,1.5707963267948881,1,0.0028695876948165843,2.316,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,256,2,512,0.5,0.7853981633974441,1,0.0012484154559594548,4.234,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,256,4,1024,0.25,0.39269908169872203,1,0.0005989967042795426,8.41,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,256,1,256,1.0,1.5707963267948881,2,0.0005880447587925962,3.697,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,256,2,512,0.5,0.7853981633974441,2,0.00014647039833054918,7.767,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,256,4,1024,0.25,0.39269908169872203,2,3.6584338492132734e-05,16.802,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,256,1,256,1.0,1.5707963267948881,4,1.2299471753870907e-06,20.444,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,256,2,512,0.5,0.7853981633974441,4,7.670065895423163e-08,42.084,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,256,4,1024,0.25,0.39269908169872203,4,4.792079422821447e-09,83.428,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,512,1,512,1.0,1.5707963267948881,1,0.004315578380373521,3.594,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,512,2,1024,0.5,0.7853981633974441,1,0.0016662221731250373,7.835,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,512,4,2048,0.25,0.39269908169872203,1,0.0007602103057892245,16.852,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,512,1,512,1.0,1.5707963267948881,2,0.001065488205337183,7.851,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,512,2,1024,0.5,0.7853981633974441,2,0.0002660295726075224,16.323,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,512,4,2048,0.25,0.39269908169872203,2,6.648590620225484e-05,32.822,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,512,1,512,1.0,1.5707963267948881,4,1.8900828918625688e-06,43.855,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,512,2,1024,0.5,0.7853981633974441,4,1.199544433843223e-07,81.84,10.81460532099265,13.058876858508349
+Li,nan,hgbs-5,003-009,bk,12,512,4,2048,0.25,0.39269908169872203,4,7.52566101565908e-09,165.648,10.81460532099265,13.058876858508349
diff --git a/baseline/state_errors/hgbs-5/bk/state_errors_N.csv b/baseline/state_errors/hgbs-5/bk/state_errors_N.csv
new file mode 100644
index 00000000..9e3e351d
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/bk/state_errors_N.csv
@@ -0,0 +1,195 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+N,nan,hgbs-5,001-001,bk,2,64,1,64,1.0,0.5983372820531593,1,1.042206157031943e-14,0.001,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,64,2,128,0.5,0.29916864102657964,1,1.508024561581292e-14,0.001,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,64,4,256,0.25,0.14958432051328982,1,1.0823962785272514e-14,0.003,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,64,1,64,1.0,0.5983372820531593,2,1.2959208739370123e-14,0.001,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,64,2,128,0.5,0.29916864102657964,2,1.4126033808751265e-14,0.002,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,64,4,256,0.25,0.14958432051328982,2,4.781440693916055e-14,0.004,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,64,1,64,1.0,0.5983372820531593,4,4.1729361054938644e-14,0.006,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,64,2,128,0.5,0.29916864102657964,4,2.2591060794550186e-14,0.011,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,64,4,256,0.25,0.14958432051328982,4,5.160498268576016e-14,0.023,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,256,1,256,1.0,0.5983372820531593,1,3.672355303117524e-14,0.003,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,256,2,512,0.5,0.29916864102657964,1,5.6361863570604346e-14,0.005,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,256,4,1024,0.25,0.14958432051328982,1,3.4426089786928816e-14,0.011,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,256,1,256,1.0,0.5983372820531593,2,4.8511537756502665e-14,0.004,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,256,2,512,0.5,0.29916864102657964,2,5.266542764194288e-14,0.009,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,256,4,1024,0.25,0.14958432051328982,2,1.9396435284066454e-13,0.018,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,256,1,256,1.0,0.5983372820531593,4,1.6730162400139225e-13,0.022,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,256,2,512,0.5,0.29916864102657964,4,1.003526164076354e-13,0.044,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,256,4,1024,0.25,0.14958432051328982,4,1.5811417932477258e-13,0.089,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,512,1,512,1.0,0.5983372820531593,1,3.710952637038971e-15,0.005,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,512,2,1024,0.5,0.29916864102657964,1,1.7271502340008845e-13,0.011,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,512,4,2048,0.25,0.14958432051328982,1,4.1562841541043977e-14,0.021,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,512,1,512,1.0,0.5983372820531593,2,1.581974801831606e-13,0.009,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,512,2,1024,0.5,0.29916864102657964,2,3.864979601044666e-14,0.018,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,512,4,2048,0.25,0.14958432051328982,2,4.4371185124984763e-13,0.035,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,512,1,512,1.0,0.5983372820531593,4,4.0566597157177694e-13,0.044,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,512,2,1024,0.5,0.29916864102657964,4,1.2931067401760982e-13,0.088,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,bk,2,512,4,2048,0.25,0.14958432051328982,4,2.3197819856364333e-13,0.182,54.46661462815728,2.0
+N,nan,hgbs-5,001-003,bk,4,64,1,64,1.0,1.5701150562443293,1,4.010659409720108e-15,0.003,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,bk,4,64,2,128,0.5,0.7850575281221647,1,1.939842759152126e-14,0.006,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,bk,4,64,4,256,0.25,0.39252876406108234,1,3.8151631680754993e-14,0.012,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,bk,4,64,1,64,1.0,1.5701150562443293,2,1.5992222816086733e-14,0.006,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,bk,4,64,2,128,0.5,0.7850575281221647,2,4.6970832329475e-14,0.012,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,bk,4,64,4,256,0.25,0.39252876406108234,2,1.3219698338813252e-13,0.024,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,bk,4,64,1,64,1.0,1.5701150562443293,4,2.865429579930623e-14,0.03,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,bk,4,64,2,128,0.5,0.7850575281221647,4,7.248634188653309e-14,0.061,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,bk,4,64,4,256,0.25,0.39252876406108234,4,2.91981246878099e-13,0.12,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,bk,4,256,1,256,1.0,1.5701150562443293,1,1.6560589360689978e-14,0.013,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,bk,4,256,2,512,0.5,0.7850575281221647,1,7.719244366506703e-14,0.025,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,bk,4,256,4,1024,0.25,0.39252876406108234,1,1.5835411886919338e-13,0.05,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,bk,4,256,1,256,1.0,1.5701150562443293,2,6.714646888010427e-14,0.024,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,bk,4,256,2,512,0.5,0.7850575281221647,2,2.037293136906655e-13,0.049,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,bk,4,256,4,1024,0.25,0.39252876406108234,2,5.540995320362193e-13,0.095,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,bk,4,256,1,256,1.0,1.5701150562443293,4,8.768218029824222e-14,0.12,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,bk,4,256,2,512,0.5,0.7850575281221647,4,2.921906633052057e-13,0.239,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,bk,4,256,4,1024,0.25,0.39252876406108234,4,1.1730448829803698e-12,0.48,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,bk,4,512,1,512,1.0,1.5701150562443293,1,2.7281929515069857e-14,0.024,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,bk,4,512,2,1024,0.5,0.7850575281221647,1,1.479827589256929e-13,0.049,55.005613473738855,2.0
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+N,nan,hgbs-5,005-007,bk,12,512,1,512,1.0,1.5707963267949405,2,0.0019416510874176681,6.411,60.87296186322471,16.850219434118046
+N,nan,hgbs-5,005-007,bk,12,512,2,1024,0.5,0.7853981633974703,2,0.0004850097322944961,12.101,60.87296186322471,16.850219434118046
+N,nan,hgbs-5,005-007,bk,12,512,4,2048,0.25,0.39269908169873513,2,0.00012122727392187292,25.01,60.87296186322471,16.850219434118046
+N,nan,hgbs-5,005-007,bk,12,512,1,512,1.0,1.5707963267949405,4,9.731943393202523e-07,31.261,60.87296186322471,16.850219434118046
+N,nan,hgbs-5,005-007,bk,12,512,2,1024,0.5,0.7853981633974703,4,6.101038109087099e-08,63.184,60.87296186322471,16.850219434118046
+N,nan,hgbs-5,005-007,bk,12,512,4,2048,0.25,0.39269908169873513,4,3.81612271250457e-09,123.016,60.87296186322471,16.850219434118046
diff --git a/baseline/state_errors/hgbs-5/bk/state_errors_Ne.csv b/baseline/state_errors/hgbs-5/bk/state_errors_Ne.csv
new file mode 100644
index 00000000..900af144
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/bk/state_errors_Ne.csv
@@ -0,0 +1,168 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Ne,nan,hgbs-5,002-002,bk,4,64,1,64,1.0,1.5707963267948495,1,4.6469716492123835e-05,0.006,129.17754149636303,3.3807933314839715
+Ne,nan,hgbs-5,002-002,bk,4,64,2,128,0.5,0.7853981633974247,1,2.184552778613761e-05,0.011,129.17754149636303,3.3807933314839715
+Ne,nan,hgbs-5,002-002,bk,4,64,4,256,0.25,0.39269908169871237,1,1.077192990967251e-05,0.023,129.17754149636303,3.3807933314839715
+Ne,nan,hgbs-5,002-002,bk,4,64,1,64,1.0,1.5707963267948495,2,1.791831068407067e-05,0.011,129.17754149636303,3.3807933314839715
+Ne,nan,hgbs-5,002-002,bk,4,64,2,128,0.5,0.7853981633974247,2,4.1681418688021756e-06,0.022,129.17754149636303,3.3807933314839715
+Ne,nan,hgbs-5,002-002,bk,4,64,4,256,0.25,0.39269908169871237,2,1.024865403278966e-06,0.045,129.17754149636303,3.3807933314839715
+Ne,nan,hgbs-5,002-002,bk,4,64,1,64,1.0,1.5707963267948495,4,5.282072539289154e-07,0.056,129.17754149636303,3.3807933314839715
+Ne,nan,hgbs-5,002-002,bk,4,64,2,128,0.5,0.7853981633974247,4,2.9179151641527363e-08,0.112,129.17754149636303,3.3807933314839715
+Ne,nan,hgbs-5,002-002,bk,4,64,4,256,0.25,0.39269908169871237,4,1.7714524631879364e-09,0.223,129.17754149636303,3.3807933314839715
+Ne,nan,hgbs-5,002-002,bk,4,256,1,256,1.0,1.5707963267948495,1,2.226662235928683e-05,0.023,129.17754149636303,3.3807933314839715
+Ne,nan,hgbs-5,002-002,bk,4,256,2,512,0.5,0.7853981633974247,1,1.0454636781315635e-05,0.047,129.17754149636303,3.3807933314839715
+Ne,nan,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.39269908169871237,1,5.153996183156217e-06,0.091,129.17754149636303,3.3807933314839715
+Ne,nan,hgbs-5,002-002,bk,4,256,1,256,1.0,1.5707963267948495,2,8.55264128056993e-06,0.045,129.17754149636303,3.3807933314839715
+Ne,nan,hgbs-5,002-002,bk,4,256,2,512,0.5,0.7853981633974247,2,1.985059761880013e-06,0.09,129.17754149636303,3.3807933314839715
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+Ne,nan,hgbs-5,002-002,bk,4,256,2,512,0.5,0.7853981633974247,4,1.3920085426968845e-08,0.449,129.17754149636303,3.3807933314839715
+Ne,nan,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.39269908169871237,4,8.450233379210229e-10,0.898,129.17754149636303,3.3807933314839715
+Ne,nan,hgbs-5,002-002,bk,4,512,1,512,1.0,1.5707963267948495,1,4.229944369189285e-05,0.046,129.17754149636303,3.3807933314839715
+Ne,nan,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.7853981633974247,1,1.9868722750203944e-05,0.09,129.17754149636303,3.3807933314839715
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+Ne,nan,hgbs-5,002-002,bk,4,512,1,512,1.0,1.5707963267948495,2,1.6262737271657124e-05,0.09,129.17754149636303,3.3807933314839715
+Ne,nan,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.7853981633974247,2,3.775328272711889e-06,0.179,129.17754149636303,3.3807933314839715
+Ne,nan,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.39269908169871237,2,9.278281420618514e-07,0.355,129.17754149636303,3.3807933314839715
+Ne,nan,hgbs-5,002-002,bk,4,512,1,512,1.0,1.5707963267948495,4,4.793658964755174e-07,0.452,129.17754149636303,3.3807933314839715
+Ne,nan,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.7853981633974247,4,2.647328635984928e-08,0.892,129.17754149636303,3.3807933314839715
+Ne,nan,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.39269908169871237,4,1.6071274915699768e-09,1.834,129.17754149636303,3.3807933314839715
+Ne,nan,hgbs-5,002-004,bk,6,64,1,64,1.0,1.5707963267948832,1,0.00012366564998784842,0.026,129.39841800549843,3.8962109808573757
+Ne,nan,hgbs-5,002-004,bk,6,64,2,128,0.5,0.7853981633974416,1,5.769355649672508e-05,0.052,129.39841800549843,3.8962109808573757
+Ne,nan,hgbs-5,002-004,bk,6,64,4,256,0.25,0.3926990816987208,1,2.838191692333973e-05,0.103,129.39841800549843,3.8962109808573757
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+Ne,nan,hgbs-5,002-004,bk,6,64,2,128,0.5,0.7853981633974416,2,8.34165968717489e-06,0.101,129.39841800549843,3.8962109808573757
+Ne,nan,hgbs-5,002-004,bk,6,64,4,256,0.25,0.3926990816987208,2,2.0501722658973327e-06,0.205,129.39841800549843,3.8962109808573757
+Ne,nan,hgbs-5,002-004,bk,6,64,1,64,1.0,1.5707963267948832,4,8.38286888045716e-07,0.253,129.39841800549843,3.8962109808573757
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+Ne,nan,hgbs-5,002-004,bk,6,64,4,256,0.25,0.3926990816987208,4,2.9092851987129373e-09,1.02,129.39841800549843,3.8962109808573757
+Ne,nan,hgbs-5,002-004,bk,6,256,1,256,1.0,1.5707963267948832,1,0.00018089294829803893,0.101,129.39841800549843,3.8962109808573757
+Ne,nan,hgbs-5,002-004,bk,6,256,2,512,0.5,0.7853981633974416,1,8.435855627992095e-05,0.203,129.39841800549843,3.8962109808573757
+Ne,nan,hgbs-5,002-004,bk,6,256,4,1024,0.25,0.3926990816987208,1,4.1515795692420384e-05,0.403,129.39841800549843,3.8962109808573757
+Ne,nan,hgbs-5,002-004,bk,6,256,1,256,1.0,1.5707963267948832,2,5.1932936426659065e-05,0.202,129.39841800549843,3.8962109808573757
+Ne,nan,hgbs-5,002-004,bk,6,256,2,512,0.5,0.7853981633974416,2,1.2061270642867136e-05,0.408,129.39841800549843,3.8962109808573757
+Ne,nan,hgbs-5,002-004,bk,6,256,4,1024,0.25,0.3926990816987208,2,2.962879341042137e-06,0.814,129.39841800549843,3.8962109808573757
+Ne,nan,hgbs-5,002-004,bk,6,256,1,256,1.0,1.5707963267948832,4,1.209495944619499e-06,1.019,129.39841800549843,3.8962109808573757
+Ne,nan,hgbs-5,002-004,bk,6,256,2,512,0.5,0.7853981633974416,4,6.871199460088064e-08,2.04,129.39841800549843,3.8962109808573757
+Ne,nan,hgbs-5,002-004,bk,6,256,4,1024,0.25,0.3926990816987208,4,4.197512241127362e-09,4.119,129.39841800549843,3.8962109808573757
+Ne,nan,hgbs-5,002-004,bk,6,512,1,512,1.0,1.5707963267948832,1,0.00021473498367965074,0.205,129.39841800549843,3.8962109808573757
+Ne,nan,hgbs-5,002-004,bk,6,512,2,1024,0.5,0.7853981633974416,1,9.993917352594794e-05,0.408,129.39841800549843,3.8962109808573757
+Ne,nan,hgbs-5,002-004,bk,6,512,4,2048,0.25,0.3926990816987208,1,4.9164396133682164e-05,0.809,129.39841800549843,3.8962109808573757
+Ne,nan,hgbs-5,002-004,bk,6,512,1,512,1.0,1.5707963267948832,2,6.152319807643358e-05,0.404,129.39841800549843,3.8962109808573757
+Ne,nan,hgbs-5,002-004,bk,6,512,2,1024,0.5,0.7853981633974416,2,1.4261510721533733e-05,0.826,129.39841800549843,3.8962109808573757
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+Ne,nan,hgbs-5,002-004,bk,6,512,2,1024,0.5,0.7853981633974416,4,8.168976384099115e-08,4.264,129.39841800549843,3.8962109808573757
+Ne,nan,hgbs-5,002-004,bk,6,512,4,2048,0.25,0.3926990816987208,4,4.990265147506406e-09,8.62,129.39841800549843,3.8962109808573757
+Ne,nan,hgbs-5,004-004,bk,8,64,1,64,1.0,1.570796326794983,1,0.00015938100945796964,0.103,132.11608635800937,12.900881510848194
+Ne,nan,hgbs-5,004-004,bk,8,64,2,128,0.5,0.7853981633974915,1,7.963850623981732e-05,0.203,132.11608635800937,12.900881510848194
+Ne,nan,hgbs-5,004-004,bk,8,64,4,256,0.25,0.39269908169874573,1,3.981287694070843e-05,0.402,132.11608635800937,12.900881510848194
+Ne,nan,hgbs-5,004-004,bk,8,64,1,64,1.0,1.570796326794983,2,6.214640372391112e-06,0.211,132.11608635800937,12.900881510848194
+Ne,nan,hgbs-5,004-004,bk,8,64,2,128,0.5,0.7853981633974915,2,1.5485017398964814e-06,0.41,132.11608635800937,12.900881510848194
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+Ne,nan,hgbs-5,004-004,bk,8,256,1,256,1.0,1.570796326794983,4,1.037195181168506e-08,4.075,132.11608635800937,12.900881510848194
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+Ne,nan,hgbs-5,004-006,bk,10,64,4,256,0.25,0.39269908169879075,1,0.00011052863217878851,1.446,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,64,1,64,1.0,1.570796326795163,2,1.5668015104891218e-05,0.751,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,64,2,128,0.5,0.7853981633975815,2,3.9037450608278874e-06,1.469,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,64,4,256,0.25,0.39269908169879075,2,9.751132288143818e-07,2.946,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,64,1,64,1.0,1.570796326795163,4,2.4129858866147347e-08,3.663,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,64,2,128,0.5,0.7853981633975815,4,1.4983802449111826e-09,7.381,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,64,4,256,0.25,0.39269908169879075,4,9.470937222112354e-11,14.709,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,256,1,256,1.0,1.570796326795163,1,0.00048476468052852323,1.482,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,256,2,512,0.5,0.7853981633975815,1,0.0002421628545916004,2.931,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,256,4,1024,0.25,0.39269908169879075,1,0.00012104779719737947,5.879,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,256,1,256,1.0,1.570796326795163,2,1.907339247019935e-05,2.969,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,256,2,512,0.5,0.7853981633975815,2,4.75138769030365e-06,6.009,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,256,4,1024,0.25,0.39269908169879075,2,1.1867943581171712e-06,11.886,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,256,1,256,1.0,1.570796326795163,4,3.0404062462905516e-08,15.039,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,256,2,512,0.5,0.7853981633975815,4,1.887502298989359e-09,29.976,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,256,4,1024,0.25,0.39269908169879075,4,1.32541263242917e-10,60.435,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,512,1,512,1.0,1.570796326795163,1,0.00012257993686585938,2.992,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,512,2,1024,0.5,0.7853981633975815,1,6.1008991812828985e-05,6.191,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,512,4,2048,0.25,0.39269908169879075,1,3.0459459883753015e-05,12.252,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,512,1,512,1.0,1.570796326795163,2,1.1638566871740062e-05,5.988,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,512,2,1024,0.5,0.7853981633975815,2,2.901464971197367e-06,12.004,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,512,4,2048,0.25,0.39269908169879075,2,7.248589735128981e-07,23.91,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,512,1,512,1.0,1.570796326795163,4,1.9567013006322886e-08,29.901,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,512,2,1024,0.5,0.7853981633975815,4,1.2160660580981467e-09,60.049,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-006,bk,10,512,4,2048,0.25,0.39269908169879075,4,1.434220478688164e-10,120.17,132.46098255545164,13.609389988431644
+Ne,nan,hgbs-5,004-008,bk,12,64,1,64,1.0,1.5707963267950218,1,0.0007009672603856552,2.412,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,64,2,128,0.5,0.7853981633975109,1,0.00034981476181790053,4.976,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,64,4,256,0.25,0.39269908169875545,1,0.00017481941998255857,9.195,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,64,1,64,1.0,1.5707963267950218,2,4.4302158485343105e-05,3.424,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,64,2,128,0.5,0.7853981633975109,2,1.1044437033434337e-05,9.382,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,64,4,256,0.25,0.39269908169875545,2,2.7591743953628767e-06,18.374,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,64,1,64,1.0,1.5707963267950218,4,4.970212299130165e-08,22.771,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,64,2,128,0.5,0.7853981633975109,4,3.09206069050928e-09,48.197,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,64,4,256,0.25,0.39269908169875545,4,1.930422825450955e-10,104.09,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267950218,1,0.0007297288764724502,11.298,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633975109,1,0.0003640241679066585,21.221,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.39269908169875545,1,0.00018188683181917767,43.005,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267950218,2,4.616741159497651e-05,21.106,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633975109,2,1.150897630997899e-05,39.709,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.39269908169875545,2,2.875198894711814e-06,82.397,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,256,1,256,1.0,1.5707963267950218,4,5.1774980025538036e-08,109.939,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,256,2,512,0.5,0.7853981633975109,4,3.221452828495231e-09,209.64,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,256,4,1024,0.25,0.39269908169875545,4,2.011791023933843e-10,376.826,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267950218,1,0.0004183509994827361,16.642,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633975109,1,0.00020880573721739263,34.332,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.39269908169875545,1,0.00010434135261109748,67.936,133.26546429307314,15.18524593902697
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+Ne,nan,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633975109,2,5.6589069162013315e-06,66.54,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.39269908169875545,2,1.4138017011730703e-06,126.111,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,512,1,512,1.0,1.5707963267950218,4,2.8127357102939807e-08,163.935,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,512,2,1024,0.5,0.7853981633975109,4,1.754047581617368e-09,309.998,133.26546429307314,15.18524593902697
+Ne,nan,hgbs-5,004-008,bk,12,512,4,2048,0.25,0.39269908169875545,4,1.098869613235558e-10,611.033,133.26546429307314,15.18524593902697
diff --git a/baseline/state_errors/hgbs-5/bk/state_errors_O.csv b/baseline/state_errors/hgbs-5/bk/state_errors_O.csv
new file mode 100644
index 00000000..b079fec0
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/bk/state_errors_O.csv
@@ -0,0 +1,168 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+O,nan,hgbs-5,002-002,bk,4,64,1,64,1.0,1.5707963267948621,1,0.006504387415079352,0.003,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,64,2,128,0.5,0.7853981633974311,1,0.0032337221870524136,0.007,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,64,4,256,0.25,0.39269908169871554,1,0.0016145467969969783,0.012,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,64,1,64,1.0,1.5707963267948621,2,0.0007194884010699305,0.006,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,64,2,128,0.5,0.7853981633974311,2,0.0001797710864018172,0.012,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,64,4,256,0.25,0.39269908169871554,2,4.493646227875552e-05,0.024,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,64,1,64,1.0,1.5707963267948621,4,1.7669974623471714e-07,0.03,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,64,2,128,0.5,0.7853981633974311,4,1.1059059220906688e-08,0.059,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,64,4,256,0.25,0.39269908169871554,4,6.914426093219783e-10,0.119,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,256,1,256,1.0,1.5707963267948621,1,0.022201369782982365,0.012,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,256,2,512,0.5,0.7853981633974311,1,0.011023787503090835,0.025,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.39269908169871554,1,0.0055022496803121485,0.05,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,256,1,256,1.0,1.5707963267948621,2,0.002848833177941952,0.024,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,256,2,512,0.5,0.7853981633974311,2,0.000711835644287813,0.048,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.39269908169871554,2,0.00017793562270011174,0.099,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,256,1,256,1.0,1.5707963267948621,4,7.028448872239504e-07,0.12,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,256,2,512,0.5,0.7853981633974311,4,4.3989829652885386e-08,0.243,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,256,4,1024,0.25,0.39269908169871554,4,2.7503697410280932e-09,0.481,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,512,1,512,1.0,1.5707963267948621,1,0.02459021946438414,0.025,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.7853981633974311,1,0.012064894224024266,0.05,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.39269908169871554,1,0.006003351950066154,0.099,76.02813086020299,3.3365291020163
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+O,nan,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.7853981633974311,2,0.0013963159063046214,0.096,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.39269908169871554,2,0.000349037813913953,0.193,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,512,1,512,1.0,1.5707963267948621,4,1.3908604848813449e-06,0.24,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,512,2,1024,0.5,0.7853981633974311,4,8.705557516642138e-08,0.48,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-002,bk,4,512,4,2048,0.25,0.39269908169871554,4,5.443071852129648e-09,0.964,76.02813086020299,3.3365291020163
+O,nan,hgbs-5,002-004,bk,6,64,1,64,1.0,1.5707963267948428,1,0.013093014764942942,0.012,76.07119369915821,3.5132026267050946
+O,nan,hgbs-5,002-004,bk,6,64,2,128,0.5,0.7853981633974214,1,0.006536703150864005,0.024,76.07119369915821,3.5132026267050946
+O,nan,hgbs-5,002-004,bk,6,64,4,256,0.25,0.3926990816987107,1,0.0032671254449758045,0.046,76.07119369915821,3.5132026267050946
+O,nan,hgbs-5,002-004,bk,6,64,1,64,1.0,1.5707963267948428,2,0.0007013064919115585,0.023,76.07119369915821,3.5132026267050946
+O,nan,hgbs-5,002-004,bk,6,64,2,128,0.5,0.7853981633974214,2,0.00017523188364911837,0.046,76.07119369915821,3.5132026267050946
+O,nan,hgbs-5,002-004,bk,6,64,4,256,0.25,0.3926990816987107,2,4.3802053357544056e-05,0.092,76.07119369915821,3.5132026267050946
+O,nan,hgbs-5,002-004,bk,6,64,1,64,1.0,1.5707963267948428,4,1.4758861075493034e-07,0.116,76.07119369915821,3.5132026267050946
+O,nan,hgbs-5,002-004,bk,6,64,2,128,0.5,0.7853981633974214,4,9.232432113804354e-09,0.228,76.07119369915821,3.5132026267050946
+O,nan,hgbs-5,002-004,bk,6,64,4,256,0.25,0.3926990816987107,4,5.771396799430584e-10,0.462,76.07119369915821,3.5132026267050946
+O,nan,hgbs-5,002-004,bk,6,256,1,256,1.0,1.5707963267948428,1,0.02015336322394653,0.046,76.07119369915821,3.5132026267050946
+O,nan,hgbs-5,002-004,bk,6,256,2,512,0.5,0.7853981633974214,1,0.010027037932762089,0.092,76.07119369915821,3.5132026267050946
+O,nan,hgbs-5,002-004,bk,6,256,4,1024,0.25,0.3926990816987107,1,0.00500729480458796,0.184,76.07119369915821,3.5132026267050946
+O,nan,hgbs-5,002-004,bk,6,256,1,256,1.0,1.5707963267948428,2,0.002441073433415256,0.094,76.07119369915821,3.5132026267050946
+O,nan,hgbs-5,002-004,bk,6,256,2,512,0.5,0.7853981633974214,2,0.0006100228241133152,0.184,76.07119369915821,3.5132026267050946
+O,nan,hgbs-5,002-004,bk,6,256,4,1024,0.25,0.3926990816987107,2,0.00015249035898490178,0.367,76.07119369915821,3.5132026267050946
+O,nan,hgbs-5,002-004,bk,6,256,1,256,1.0,1.5707963267948428,4,5.433168130761584e-07,0.485,76.07119369915821,3.5132026267050946
+O,nan,hgbs-5,002-004,bk,6,256,2,512,0.5,0.7853981633974214,4,3.3996477613393095e-08,0.934,76.07119369915821,3.5132026267050946
+O,nan,hgbs-5,002-004,bk,6,256,4,1024,0.25,0.3926990816987107,4,2.1253494457653813e-09,1.835,76.07119369915821,3.5132026267050946
+O,nan,hgbs-5,002-004,bk,6,512,1,512,1.0,1.5707963267948428,1,0.024329772629474056,0.092,76.07119369915821,3.5132026267050946
+O,nan,hgbs-5,002-004,bk,6,512,2,1024,0.5,0.7853981633974214,1,0.011979170103209612,0.187,76.07119369915821,3.5132026267050946
+O,nan,hgbs-5,002-004,bk,6,512,4,2048,0.25,0.3926990816987107,1,0.005966153684168778,0.368,76.07119369915821,3.5132026267050946
+O,nan,hgbs-5,002-004,bk,6,512,1,512,1.0,1.5707963267948428,2,0.004794970466534658,0.182,76.07119369915821,3.5132026267050946
+O,nan,hgbs-5,002-004,bk,6,512,2,1024,0.5,0.7853981633974214,2,0.0011982038468585576,0.363,76.07119369915821,3.5132026267050946
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diff --git a/baseline/state_errors/hgbs-5/jw/state_errors_B.csv b/baseline/state_errors/hgbs-5/jw/state_errors_B.csv
new file mode 100644
index 00000000..45631823
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/jw/state_errors_B.csv
@@ -0,0 +1,195 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+B,nan,hgbs-5,001-001,jw,2,64,1,64,1.0,0.3108292364680014,1,2.795470146924422e-15,0.001,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,jw,2,64,2,128,0.5,0.1554146182340007,1,2.3420180361420893e-15,0.001,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,jw,2,64,4,256,0.25,0.07770730911700036,1,2.3982102277830815e-14,0.003,24.614481717137974,2.0
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+B,nan,hgbs-5,001-001,jw,2,256,2,512,0.5,0.1554146182340007,1,5.215980901651371e-15,0.006,24.614481717137974,2.0
+B,nan,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.07770730911700036,1,1.1193525990289484e-13,0.012,24.614481717137974,2.0
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+B,nan,hgbs-5,003-007,jw,10,256,2,512,0.5,0.7853981633974445,2,0.00017171275895077034,1.25,26.446788614026822,5.296524153016854
+B,nan,hgbs-5,003-007,jw,10,256,4,1024,0.25,0.39269908169872225,2,4.2869012125591735e-05,2.496,26.446788614026822,5.296524153016854
+B,nan,hgbs-5,003-007,jw,10,256,1,256,1.0,1.570796326794889,4,1.1537158271642287e-06,3.204,26.446788614026822,5.296524153016854
+B,nan,hgbs-5,003-007,jw,10,256,2,512,0.5,0.7853981633974445,4,7.240135415387938e-08,6.306,26.446788614026822,5.296524153016854
+B,nan,hgbs-5,003-007,jw,10,256,4,1024,0.25,0.39269908169872225,4,4.529677380304569e-09,12.401,26.446788614026822,5.296524153016854
+B,nan,hgbs-5,003-007,jw,10,512,1,512,1.0,1.570796326794889,1,0.005977181924897619,0.627,26.446788614026822,5.296524153016854
+B,nan,hgbs-5,003-007,jw,10,512,2,1024,0.5,0.7853981633974445,1,0.0028090422300870777,1.245,26.446788614026822,5.296524153016854
+B,nan,hgbs-5,003-007,jw,10,512,4,2048,0.25,0.39269908169872225,1,0.001381232649345057,2.495,26.446788614026822,5.296524153016854
+B,nan,hgbs-5,003-007,jw,10,512,1,512,1.0,1.570796326794889,2,0.00130874118562231,1.241,26.446788614026822,5.296524153016854
+B,nan,hgbs-5,003-007,jw,10,512,2,1024,0.5,0.7853981633974445,2,0.00032532547864290396,2.468,26.446788614026822,5.296524153016854
+B,nan,hgbs-5,003-007,jw,10,512,4,2048,0.25,0.39269908169872225,2,8.121616780863337e-05,4.965,26.446788614026822,5.296524153016854
+B,nan,hgbs-5,003-007,jw,10,512,1,512,1.0,1.570796326794889,4,2.1718023577995996e-06,6.203,26.446788614026822,5.296524153016854
+B,nan,hgbs-5,003-007,jw,10,512,2,1024,0.5,0.7853981633974445,4,1.3650669766965875e-07,12.516,26.446788614026822,5.296524153016854
+B,nan,hgbs-5,003-007,jw,10,512,4,2048,0.25,0.39269908169872225,4,8.543629953905129e-09,24.843,26.446788614026822,5.296524153016854
+B,nan,hgbs-5,005-007,jw,12,64,1,64,1.0,1.57079632679489,1,0.00040418363043807627,0.484,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,64,2,128,0.5,0.785398163397445,1,0.00020067653192555542,1.071,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,64,4,256,0.25,0.3926990816987225,1,0.00010012594130000538,1.73,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,64,1,64,1.0,1.57079632679489,2,4.389944176386728e-05,0.798,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,64,2,128,0.5,0.785398163397445,2,1.0691069459677118e-05,1.877,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,64,4,256,0.25,0.3926990816987225,2,2.6561267561596208e-06,3.778,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,64,1,64,1.0,1.57079632679489,4,5.411523418047777e-07,4.361,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,64,2,128,0.5,0.785398163397445,4,3.169792609153761e-08,10.284,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,64,4,256,0.25,0.3926990816987225,4,1.9504791917428865e-09,18.983,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,256,1,256,1.0,1.57079632679489,1,0.0005568873612572284,1.931,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,256,2,512,0.5,0.785398163397445,1,0.0002769548489148825,3.704,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,256,4,1024,0.25,0.3926990816987225,1,0.00013822104594936633,7.191,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,256,1,256,1.0,1.57079632679489,2,4.1041586958553195e-05,3.875,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,256,2,512,0.5,0.785398163397445,2,1.0008524072926472e-05,7.257,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,256,4,1024,0.25,0.3926990816987225,2,2.487338716486138e-06,15.46,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,256,1,256,1.0,1.57079632679489,4,5.162795016754112e-07,19.988,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,256,2,512,0.5,0.785398163397445,4,3.04909724302827e-08,37.511,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,256,4,1024,0.25,0.3926990816987225,4,1.8806292369489723e-09,78.147,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,512,1,512,1.0,1.57079632679489,1,0.000972206741308301,4.582,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,512,2,1024,0.5,0.785398163397445,1,0.0004839588156398234,7.699,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,512,4,2048,0.25,0.3926990816987225,1,0.00024157427177640034,17.193,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,512,1,512,1.0,1.57079632679489,2,4.6326895015891766e-05,9.322,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,512,2,1024,0.5,0.785398163397445,2,1.1260335853674967e-05,17.785,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,512,4,2048,0.25,0.3926990816987225,2,2.796471416133051e-06,34.664,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,512,1,512,1.0,1.57079632679489,4,6.19759748857454e-07,42.675,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,512,2,1024,0.5,0.785398163397445,4,3.705188389255295e-08,84.209,31.360372070384603,32.42636976900421
+B,nan,hgbs-5,005-007,jw,12,512,4,2048,0.25,0.3926990816987225,4,2.293396659525414e-09,166.614,31.360372070384603,32.42636976900421
diff --git a/baseline/state_errors/hgbs-5/jw/state_errors_Be.csv b/baseline/state_errors/hgbs-5/jw/state_errors_Be.csv
new file mode 100644
index 00000000..3edc51dd
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/jw/state_errors_Be.csv
@@ -0,0 +1,168 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Be,nan,hgbs-5,002-002,jw,4,64,1,64,1.0,1.0654144112754165,1,0.024501469602294376,0.003,14.951724952127389,2.0
+Be,nan,hgbs-5,002-002,jw,4,64,2,128,0.5,0.5327072056377082,1,0.012107520616320661,0.007,14.951724952127389,2.0
+Be,nan,hgbs-5,002-002,jw,4,64,4,256,0.25,0.2663536028188541,1,0.006036105072532047,0.014,14.951724952127389,2.0
+Be,nan,hgbs-5,002-002,jw,4,64,1,64,1.0,1.0654144112754165,2,0.004335330298969742,0.007,14.951724952127389,2.0
+Be,nan,hgbs-5,002-002,jw,4,64,2,128,0.5,0.5327072056377082,2,0.0010746043267510078,0.014,14.951724952127389,2.0
+Be,nan,hgbs-5,002-002,jw,4,64,4,256,0.25,0.2663536028188541,2,0.00026808288387648757,0.027,14.951724952127389,2.0
+Be,nan,hgbs-5,002-002,jw,4,64,1,64,1.0,1.0654144112754165,4,1.8047698900439684e-05,0.034,14.951724952127389,2.0
+Be,nan,hgbs-5,002-002,jw,4,64,2,128,0.5,0.5327072056377082,4,1.138651769987256e-06,0.067,14.951724952127389,2.0
+Be,nan,hgbs-5,002-002,jw,4,64,4,256,0.25,0.2663536028188541,4,7.134081463696453e-08,0.136,14.951724952127389,2.0
+Be,nan,hgbs-5,002-002,jw,4,256,1,256,1.0,1.0654144112754165,1,0.022984309008313063,0.015,14.951724952127389,2.0
+Be,nan,hgbs-5,002-002,jw,4,256,2,512,0.5,0.5327072056377082,1,0.010357856927546356,0.029,14.951724952127389,2.0
+Be,nan,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.2663536028188541,1,0.005030457832098608,0.058,14.951724952127389,2.0
+Be,nan,hgbs-5,002-002,jw,4,256,1,256,1.0,1.0654144112754165,2,0.011321038365422914,0.028,14.951724952127389,2.0
+Be,nan,hgbs-5,002-002,jw,4,256,2,512,0.5,0.5327072056377082,2,0.0028052347763040104,0.056,14.951724952127389,2.0
+Be,nan,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.2663536028188541,2,0.0006997676732686787,0.11,14.951724952127389,2.0
+Be,nan,hgbs-5,002-002,jw,4,256,1,256,1.0,1.0654144112754165,4,5.391561210832465e-05,0.139,14.951724952127389,2.0
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+Be,nan,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.2663536028188541,4,2.1811310035629814e-07,0.566,14.951724952127389,2.0
+Be,nan,hgbs-5,002-002,jw,4,512,1,512,1.0,1.0654144112754165,1,0.0324219160962875,0.029,14.951724952127389,2.0
+Be,nan,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.5327072056377082,1,0.013063496482532536,0.06,14.951724952127389,2.0
+Be,nan,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.2663536028188541,1,0.006084942939969314,0.116,14.951724952127389,2.0
+Be,nan,hgbs-5,002-002,jw,4,512,1,512,1.0,1.0654144112754165,2,0.02219147833288981,0.056,14.951724952127389,2.0
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+Be,nan,hgbs-5,002-002,jw,4,512,1,512,1.0,1.0654144112754165,4,0.00010659537830344672,0.284,14.951724952127389,2.0
+Be,nan,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.5327072056377082,4,6.858573353493144e-06,0.56,14.951724952127389,2.0
+Be,nan,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.2663536028188541,4,4.3174030918730263e-07,1.161,14.951724952127389,2.0
+Be,nan,hgbs-5,002-004,jw,6,64,1,64,1.0,1.3776765907452015,1,0.022715879738626713,0.009,15.134437773312936,2.0
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+Be,nan,hgbs-5,002-004,jw,6,64,1,64,1.0,1.3776765907452015,2,0.003834909916777562,0.019,15.134437773312936,2.0
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+Be,nan,hgbs-5,002-004,jw,6,64,1,64,1.0,1.3776765907452015,4,1.3468264488638805e-05,0.096,15.134437773312936,2.0
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+Be,nan,hgbs-5,002-004,jw,6,64,4,256,0.25,0.3444191476863004,4,5.247223405446242e-08,0.371,15.134437773312936,2.0
+Be,nan,hgbs-5,002-004,jw,6,256,1,256,1.0,1.3776765907452015,1,0.024590197530280068,0.036,15.134437773312936,2.0
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+Be,nan,hgbs-5,002-004,jw,6,256,2,512,0.5,0.6888382953726008,2,0.0029634224374124195,0.158,15.134437773312936,2.0
+Be,nan,hgbs-5,002-004,jw,6,256,4,1024,0.25,0.3444191476863004,2,0.000738868360042446,0.304,15.134437773312936,2.0
+Be,nan,hgbs-5,002-004,jw,6,256,1,256,1.0,1.3776765907452015,4,3.520398470467038e-05,0.367,15.134437773312936,2.0
+Be,nan,hgbs-5,002-004,jw,6,256,2,512,0.5,0.6888382953726008,4,2.2378422563820813e-06,0.73,15.134437773312936,2.0
+Be,nan,hgbs-5,002-004,jw,6,256,4,1024,0.25,0.3444191476863004,4,1.4045053285202577e-07,1.464,15.134437773312936,2.0
+Be,nan,hgbs-5,002-004,jw,6,512,1,512,1.0,1.3776765907452015,1,0.0473716682552117,0.075,15.134437773312936,2.0
+Be,nan,hgbs-5,002-004,jw,6,512,2,1024,0.5,0.6888382953726008,1,0.014642844533312912,0.146,15.134437773312936,2.0
+Be,nan,hgbs-5,002-004,jw,6,512,4,2048,0.25,0.3444191476863004,1,0.00569643190098425,0.302,15.134437773312936,2.0
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+Be,nan,hgbs-5,002-004,jw,6,512,4,2048,0.25,0.3444191476863004,2,0.0014748359100213283,0.59,15.134437773312936,2.0
+Be,nan,hgbs-5,002-004,jw,6,512,1,512,1.0,1.3776765907452015,4,7.012097058712251e-05,0.737,15.134437773312936,2.0
+Be,nan,hgbs-5,002-004,jw,6,512,2,1024,0.5,0.6888382953726008,4,4.458642425417961e-06,1.479,15.134437773312936,2.0
+Be,nan,hgbs-5,002-004,jw,6,512,4,2048,0.25,0.3444191476863004,4,2.7984930206321186e-07,2.915,15.134437773312936,2.0
+Be,nan,hgbs-5,004-004,jw,8,64,1,64,1.0,1.5707963267948974,1,0.0010351144768649494,0.034,18.145741414288384,18.609507286837935
+Be,nan,hgbs-5,004-004,jw,8,64,2,128,0.5,0.7853981633974487,1,0.0005160225903647068,0.066,18.145741414288384,18.609507286837935
+Be,nan,hgbs-5,004-004,jw,8,64,4,256,0.25,0.39269908169872436,1,0.00025778398522716275,0.129,18.145741414288384,18.609507286837935
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diff --git a/baseline/state_errors/hgbs-5/jw/state_errors_C.csv b/baseline/state_errors/hgbs-5/jw/state_errors_C.csv
new file mode 100644
index 00000000..8724b032
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/jw/state_errors_C.csv
@@ -0,0 +1,168 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+C,nan,hgbs-5,002-002,jw,4,64,1,64,1.0,1.564775100974882,1,0.0053321143601005256,0.003,38.31821652863812,2.0
+C,nan,hgbs-5,002-002,jw,4,64,2,128,0.5,0.782387550487441,1,0.0026164354465517447,0.007,38.31821652863812,2.0
+C,nan,hgbs-5,002-002,jw,4,64,4,256,0.25,0.3911937752437205,1,0.0013020096954110892,0.015,38.31821652863812,2.0
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+C,nan,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974558,1,0.00960516344910487,8.271,42.78230737362774,12.611753086205894
+C,nan,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987279,1,0.004504787730780744,15.339,42.78230737362774,12.611753086205894
+C,nan,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267949117,2,0.006317656025812721,7.785,42.78230737362774,12.611753086205894
+C,nan,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974558,2,0.0015782139674760487,14.904,42.78230737362774,12.611753086205894
+C,nan,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987279,2,0.00039447880549141497,30.353,42.78230737362774,12.611753086205894
+C,nan,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267949117,4,8.729809503134396e-06,38.692,42.78230737362774,12.611753086205894
+C,nan,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633974558,4,5.744710184648589e-07,77.999,42.78230737362774,12.611753086205894
+C,nan,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987279,4,3.639065426015175e-08,151.776,42.78230737362774,12.611753086205894
diff --git a/baseline/state_errors/hgbs-5/jw/state_errors_F.csv b/baseline/state_errors/hgbs-5/jw/state_errors_F.csv
new file mode 100644
index 00000000..23fe0611
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/jw/state_errors_F.csv
@@ -0,0 +1,195 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+F,nan,hgbs-5,001-001,jw,2,64,1,64,1.0,0.9384432911220948,1,6.5787155061052736e-15,0.001,99.76868953897032,2.0
+F,nan,hgbs-5,001-001,jw,2,64,2,128,0.5,0.4692216455610474,1,2.086658193924118e-15,0.002,99.76868953897032,2.0
+F,nan,hgbs-5,001-001,jw,2,64,4,256,0.25,0.2346108227805237,1,6.221212756561689e-15,0.003,99.76868953897032,2.0
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+F,nan,hgbs-5,001-001,jw,2,256,1,256,1.0,0.9384432911220948,1,2.2434816489603936e-14,0.003,99.76868953897032,2.0
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diff --git a/baseline/state_errors/hgbs-5/jw/state_errors_H.csv b/baseline/state_errors/hgbs-5/jw/state_errors_H.csv
new file mode 100644
index 00000000..fdc0ea03
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/jw/state_errors_H.csv
@@ -0,0 +1,195 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+H,nan,hgbs-5,001-001,jw,2,64,1,64,1.0,0.539947027323011,1,3.898096732789775e-15,0.001,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,jw,2,64,2,128,0.5,0.2699735136615055,1,7.240035132560014e-15,0.001,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,jw,2,64,4,256,0.25,0.13498675683075276,1,7.337053935761137e-15,0.003,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,jw,2,64,1,64,1.0,0.539947027323011,2,9.657454624824016e-15,0.001,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,jw,2,64,2,128,0.5,0.2699735136615055,2,1.1493411718770912e-14,0.002,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,jw,2,64,4,256,0.25,0.13498675683075276,2,1.1471745351640449e-14,0.004,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,jw,2,64,1,64,1.0,0.539947027323011,4,1.3785111698046733e-14,0.006,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,jw,2,64,2,128,0.5,0.2699735136615055,4,1.659764018918965e-14,0.011,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,jw,2,64,4,256,0.25,0.13498675683075276,4,9.485693947173486e-14,0.022,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,jw,2,256,1,256,1.0,0.539947027323011,1,2.1991695008450843e-14,0.003,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,jw,2,256,2,512,0.5,0.2699735136615055,1,4.339772253553822e-14,0.005,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.13498675683075276,1,4.41271510580399e-14,0.01,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,jw,2,256,1,256,1.0,0.539947027323011,2,5.5371210932508694e-14,0.004,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,jw,2,256,2,512,0.5,0.2699735136615055,2,5.913040660890789e-14,0.009,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.13498675683075276,2,4.072651987392693e-14,0.017,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,jw,2,256,1,256,1.0,0.539947027323011,4,6.32870441402256e-14,0.022,0.687481907249855,2.0
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+H,nan,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.13498675683075276,4,3.8506259759653784e-13,0.087,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,jw,2,512,1,512,1.0,0.539947027323011,1,2.3895040579838767e-14,0.005,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,jw,2,512,2,1024,0.5,0.2699735136615055,1,7.161223405126277e-14,0.01,0.687481907249855,2.0
+H,nan,hgbs-5,001-001,jw,2,512,4,2048,0.25,0.13498675683075276,1,7.145987925090564e-14,0.021,0.687481907249855,2.0
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+H,nan,hgbs-5,001-001,jw,2,512,2,1024,0.5,0.2699735136615055,2,1.111405546236525e-13,0.018,0.687481907249855,2.0
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+H,nan,hgbs-5,001-009,jw,10,512,1,512,1.0,1.5707963267948966,4,4.1197742766080665e-08,29.697,68.34089829609186,98.15329210811186
+H,nan,hgbs-5,001-009,jw,10,512,2,1024,0.5,0.7853981633974483,4,2.5597124078168373e-09,59.518,68.34089829609186,98.15329210811186
+H,nan,hgbs-5,001-009,jw,10,512,4,2048,0.25,0.39269908169872414,4,1.606429173068379e-10,121.783,68.34089829609186,98.15329210811186
+H,nan,hgbs-5,001-011,jw,12,64,1,64,1.0,1.5707963267949068,1,0.019167253541762783,5.008,169.42613976471773,229.56149887331497
+H,nan,hgbs-5,001-011,jw,12,64,2,128,0.5,0.7853981633974534,1,0.009583306659875354,10.676,169.42613976471773,229.56149887331497
+H,nan,hgbs-5,001-011,jw,12,64,4,256,0.25,0.3926990816987267,1,0.004791613228543861,15.503,169.42613976471773,229.56149887331497
+H,nan,hgbs-5,001-011,jw,12,64,1,64,1.0,1.5707963267949068,2,0.0001408977175464106,8.203,169.42613976471773,229.56149887331497
+H,nan,hgbs-5,001-011,jw,12,64,2,128,0.5,0.7853981633974534,2,3.522629498214834e-05,19.817,169.42613976471773,229.56149887331497
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+H,nan,hgbs-5,001-011,jw,12,64,4,256,0.25,0.3926990816987267,4,5.678869583758905e-11,182.966,169.42613976471773,229.56149887331497
+H,nan,hgbs-5,001-011,jw,12,256,1,256,1.0,1.5707963267949068,1,0.04372945565466291,14.001,169.42613976471773,229.56149887331497
+H,nan,hgbs-5,001-011,jw,12,256,2,512,0.5,0.7853981633974534,1,0.021847141328882533,40.043,169.42613976471773,229.56149887331497
+H,nan,hgbs-5,001-011,jw,12,256,4,1024,0.25,0.3926990816987267,1,0.010921367195385102,69.494,169.42613976471773,229.56149887331497
+H,nan,hgbs-5,001-011,jw,12,256,1,256,1.0,1.5707963267949068,2,0.0004834466346368373,32.484,169.42613976471773,229.56149887331497
+H,nan,hgbs-5,001-011,jw,12,256,2,512,0.5,0.7853981633974534,2,0.00012087009557803282,87.146,169.42613976471773,229.56149887331497
+H,nan,hgbs-5,001-011,jw,12,256,4,1024,0.25,0.3926990816987267,2,3.0218050945763502e-05,131.016,169.42613976471773,229.56149887331497
+H,nan,hgbs-5,001-011,jw,12,256,1,256,1.0,1.5707963267949068,4,1.898082683382281e-08,184.298,169.42613976471773,229.56149887331497
+H,nan,hgbs-5,001-011,jw,12,256,2,512,0.5,0.7853981633974534,4,1.1441430647618196e-09,362.743,169.42613976471773,229.56149887331497
+H,nan,hgbs-5,001-011,jw,12,256,4,1024,0.25,0.3926990816987267,4,7.554519097345441e-11,713.868,169.42613976471773,229.56149887331497
+H,nan,hgbs-5,001-011,jw,12,512,1,512,1.0,1.5707963267949068,1,0.05708578155546719,39.475,169.42613976471773,229.56149887331497
+H,nan,hgbs-5,001-011,jw,12,512,2,1024,0.5,0.7853981633974534,1,0.02841891579563319,90.959,169.42613976471773,229.56149887331497
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+H,nan,hgbs-5,001-011,jw,12,512,4,2048,0.25,0.3926990816987267,2,5.3114209480523693e-05,268.784,169.42613976471773,229.56149887331497
+H,nan,hgbs-5,001-011,jw,12,512,1,512,1.0,1.5707963267949068,4,1.5477393416724457e-08,412.532,169.42613976471773,229.56149887331497
+H,nan,hgbs-5,001-011,jw,12,512,2,1024,0.5,0.7853981633974534,4,9.381006711173187e-10,787.566,169.42613976471773,229.56149887331497
+H,nan,hgbs-5,001-011,jw,12,512,4,2048,0.25,0.3926990816987267,4,7.809842801463341e-11,2752.157,169.42613976471773,229.56149887331497
diff --git a/baseline/state_errors/hgbs-5/jw/state_errors_He.csv b/baseline/state_errors/hgbs-5/jw/state_errors_He.csv
new file mode 100644
index 00000000..373045d0
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/jw/state_errors_He.csv
@@ -0,0 +1,168 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+He,nan,hgbs-5,002-002,jw,4,64,1,64,1.0,1.570796326794896,1,0.004234321850461641,0.006,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,jw,4,64,2,128,0.5,0.785398163397448,1,0.0020372363034064107,0.011,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,jw,4,64,4,256,0.25,0.392699081698724,1,0.0010119961778784134,0.023,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,jw,4,64,1,64,1.0,1.570796326794896,2,0.0018893775431686709,0.011,3.7315325105471597,3.8965208998204903
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+He,nan,hgbs-5,002-002,jw,4,64,4,256,0.25,0.392699081698724,4,1.4448169321303438e-07,0.22,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,jw,4,256,1,256,1.0,1.570796326794896,1,0.010320403083222221,0.023,3.7315325105471597,3.8965208998204903
+He,nan,hgbs-5,002-002,jw,4,256,2,512,0.5,0.785398163397448,1,0.004559800380335723,0.046,3.7315325105471597,3.8965208998204903
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diff --git a/baseline/state_errors/hgbs-5/jw/state_errors_Li.csv b/baseline/state_errors/hgbs-5/jw/state_errors_Li.csv
new file mode 100644
index 00000000..91ee3af4
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/jw/state_errors_Li.csv
@@ -0,0 +1,195 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Li,nan,hgbs-5,001-001,jw,2,64,1,64,1.0,0.215501353403793,1,2.089609621416101e-15,0.001,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,jw,2,64,2,128,0.5,0.1077506767018965,1,1.4602703977091186e-15,0.002,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,jw,2,64,4,256,0.25,0.05387533835094825,1,1.6716876971328807e-14,0.003,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,jw,2,64,1,64,1.0,0.215501353403793,2,6.473657049138938e-16,0.001,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,jw,2,64,2,128,0.5,0.1077506767018965,2,1.5340072500643862e-14,0.003,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,jw,2,64,4,256,0.25,0.05387533835094825,2,1.4796924022974305e-14,0.005,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,jw,2,64,1,64,1.0,0.215501353403793,4,8.233821441490076e-15,0.007,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,jw,2,64,2,128,0.5,0.1077506767018965,4,4.17488514772616e-14,0.013,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,jw,2,64,4,256,0.25,0.05387533835094825,4,1.7131396922183356e-13,0.026,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,jw,2,256,1,256,1.0,0.215501353403793,1,7.222905281501288e-15,0.003,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,jw,2,256,2,512,0.5,0.1077506767018965,1,1.4475537224895361e-15,0.006,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.05387533835094825,1,7.053685149147207e-14,0.012,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,jw,2,256,1,256,1.0,0.215501353403793,2,3.1087483753007656e-15,0.005,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,jw,2,256,2,512,0.5,0.1077506767018965,2,6.389143603671508e-14,0.011,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.05387533835094825,2,5.697099471504766e-14,0.021,7.510665638972435,2.0
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+Li,nan,hgbs-5,001-001,jw,2,256,2,512,0.5,0.1077506767018965,4,1.5537843924031164e-13,0.052,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.05387533835094825,4,6.845861338482873e-13,0.104,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,jw,2,512,1,512,1.0,0.215501353403793,1,9.036560719766055e-15,0.006,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,jw,2,512,2,1024,0.5,0.1077506767018965,1,5.126297777653475e-15,0.012,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,jw,2,512,4,2048,0.25,0.05387533835094825,1,1.3671080264340434e-13,0.024,7.510665638972435,2.0
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+Li,nan,hgbs-5,001-001,jw,2,512,4,2048,0.25,0.05387533835094825,2,1.1502724955606204e-13,0.041,7.510665638972435,2.0
+Li,nan,hgbs-5,001-001,jw,2,512,1,512,1.0,0.215501353403793,4,6.19738435780053e-14,0.052,7.510665638972435,2.0
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+Li,nan,hgbs-5,003-007,jw,10,512,2,1024,0.5,0.7853981633974482,4,1.8606591587237167e-08,12.759,9.837111707619973,10.762207132786441
+Li,nan,hgbs-5,003-007,jw,10,512,4,2048,0.25,0.3926990816987241,4,1.1463806276006659e-09,25.741,9.837111707619973,10.762207132786441
+Li,nan,hgbs-5,003-009,jw,12,64,1,64,1.0,1.57079632679489,1,0.0002774090896635348,0.716,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,64,2,128,0.5,0.785398163397445,1,0.00013698028527254602,0.934,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,64,4,256,0.25,0.3926990816987225,1,6.821312497766023e-05,2.445,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,64,1,64,1.0,1.57079632679489,2,2.8704754908504247e-05,1.225,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,64,2,128,0.5,0.785398163397445,2,7.03906126928223e-06,2.056,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,64,4,256,0.25,0.3926990816987225,2,1.751609918418783e-06,4.926,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,64,1,64,1.0,1.57079632679489,4,2.3731993737837644e-07,5.824,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,64,2,128,0.5,0.785398163397445,4,1.4103755238339638e-08,10.632,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,64,4,256,0.25,0.3926990816987225,4,8.707282924603577e-10,21.899,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,256,1,256,1.0,1.57079632679489,1,0.00031464447994958403,2.151,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,256,2,512,0.5,0.785398163397445,1,0.0001542829508285004,4.542,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,256,4,1024,0.25,0.3926990816987225,1,7.66199785817162e-05,8.873,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,256,1,256,1.0,1.57079632679489,2,5.4993892409647576e-05,3.983,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,256,2,512,0.5,0.785398163397445,2,1.3434463868030203e-05,9.245,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,256,4,1024,0.25,0.3926990816987225,2,3.340043213972685e-06,18.785,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,256,1,256,1.0,1.57079632679489,4,5.532916003717186e-07,22.815,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,256,2,512,0.5,0.785398163397445,4,3.298103030525104e-08,44.854,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,256,4,1024,0.25,0.3926990816987225,4,2.0377209525047974e-09,93.417,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,512,1,512,1.0,1.57079632679489,1,0.00040906176334260907,4.733,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,512,2,1024,0.5,0.785398163397445,1,0.00019765565163122373,9.324,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,512,4,2048,0.25,0.3926990816987225,1,9.721906065691794e-05,18.242,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,512,1,512,1.0,1.57079632679489,2,5.6406466423091944e-05,8.935,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,512,2,1024,0.5,0.785398163397445,2,1.4005171187785219e-05,18.351,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,512,4,2048,0.25,0.3926990816987225,2,3.4953855249782515e-06,37.999,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,512,1,512,1.0,1.57079632679489,4,3.3762956695653324e-07,44.66,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,512,2,1024,0.5,0.785398163397445,4,2.0611306817100768e-08,87.801,10.814605379042536,13.058876974608118
+Li,nan,hgbs-5,003-009,jw,12,512,4,2048,0.25,0.3926990816987225,4,1.281293698750287e-09,171.153,10.814605379042536,13.058876974608118
diff --git a/baseline/state_errors/hgbs-5/jw/state_errors_N.csv b/baseline/state_errors/hgbs-5/jw/state_errors_N.csv
new file mode 100644
index 00000000..60722365
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/jw/state_errors_N.csv
@@ -0,0 +1,195 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+N,nan,hgbs-5,001-001,jw,2,64,1,64,1.0,0.5983372820531593,1,1.039408322846928e-14,0.001,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,64,2,128,0.5,0.29916864102657964,1,1.635319321593902e-14,0.002,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,64,4,256,0.25,0.14958432051328982,1,1.0294138515293655e-14,0.003,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,64,1,64,1.0,0.5983372820531593,2,1.235544054705901e-14,0.001,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,64,2,128,0.5,0.29916864102657964,2,1.4214757307157084e-14,0.003,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,64,4,256,0.25,0.14958432051328982,2,4.7934288911093617e-14,0.005,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,64,1,64,1.0,0.5983372820531593,4,4.471608437300864e-14,0.006,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,64,2,128,0.5,0.29916864102657964,4,2.3218862041379378e-14,0.013,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,64,4,256,0.25,0.14958432051328982,4,4.4769149807930333e-14,0.026,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,256,1,256,1.0,0.5983372820531593,1,3.507448270792365e-14,0.003,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,256,2,512,0.5,0.29916864102657964,1,6.159779582203322e-14,0.006,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.14958432051328982,1,3.002749233805794e-14,0.012,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,256,1,256,1.0,0.5983372820531593,2,4.7901202514673404e-14,0.005,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,256,2,512,0.5,0.29916864102657964,2,5.242078228209767e-14,0.01,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.14958432051328982,2,1.9318749167051833e-13,0.02,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,256,1,256,1.0,0.5983372820531593,4,1.692837563480517e-13,0.026,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,256,2,512,0.5,0.29916864102657964,4,9.798056678688285e-14,0.051,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,256,4,1024,0.25,0.14958432051328982,4,1.619753968998061e-13,0.101,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,512,1,512,1.0,0.5983372820531593,1,4.695862805838358e-15,0.006,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,512,2,1024,0.5,0.29916864102657964,1,1.7760966118178204e-13,0.012,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,512,4,2048,0.25,0.14958432051328982,1,3.5294791441638725e-14,0.024,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,512,1,512,1.0,0.5983372820531593,2,1.5665262614136606e-13,0.01,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,512,2,1024,0.5,0.29916864102657964,2,3.7441520513141e-14,0.02,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,512,4,2048,0.25,0.14958432051328982,2,4.4479087159972527e-13,0.04,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,512,1,512,1.0,0.5983372820531593,4,4.009186322152301e-13,0.051,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,512,2,1024,0.5,0.29916864102657964,4,1.2352353795374876e-13,0.101,54.46661462815728,2.0
+N,nan,hgbs-5,001-001,jw,2,512,4,2048,0.25,0.14958432051328982,4,2.4325949218055487e-13,0.202,54.46661462815728,2.0
+N,nan,hgbs-5,001-003,jw,4,64,1,64,1.0,1.5701150562443293,1,2.9142039126238022e-15,0.004,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,64,2,128,0.5,0.7850575281221647,1,1.976851787067795e-14,0.007,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,64,4,256,0.25,0.39252876406108234,1,4.203231646120299e-14,0.014,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,64,1,64,1.0,1.5701150562443293,2,1.727137390825451e-14,0.007,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,64,2,128,0.5,0.7850575281221647,2,4.3570843696349196e-14,0.014,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,64,4,256,0.25,0.39252876406108234,2,1.36211018267813e-13,0.027,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,64,1,64,1.0,1.5701150562443293,4,2.1606035948798386e-14,0.035,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,64,2,128,0.5,0.7850575281221647,4,7.220394159793673e-14,0.068,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,64,4,256,0.25,0.39252876406108234,4,2.93095198786274e-13,0.136,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,256,1,256,1.0,1.5701150562443293,1,6.358390375199081e-15,0.014,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,256,2,512,0.5,0.7850575281221647,1,7.460211338021489e-14,0.028,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,256,4,1024,0.25,0.39252876406108234,1,1.586681169768451e-13,0.056,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,256,1,256,1.0,1.5701150562443293,2,6.766761519876779e-14,0.027,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,256,2,512,0.5,0.7850575281221647,2,1.9971798256234557e-13,0.054,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,256,4,1024,0.25,0.39252876406108234,2,5.566094912866473e-13,0.109,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,256,1,256,1.0,1.5701150562443293,4,7.807212783994926e-14,0.138,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,256,2,512,0.5,0.7850575281221647,4,3.034891656869337e-13,0.27,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,256,4,1024,0.25,0.39252876406108234,4,1.1802375090602452e-12,0.542,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,512,1,512,1.0,1.5701150562443293,1,1.4328844086358683e-14,0.028,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,512,2,1024,0.5,0.7850575281221647,1,1.4396869536066183e-13,0.056,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,512,4,2048,0.25,0.39252876406108234,1,3.269105125658761e-13,0.111,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,512,1,512,1.0,1.5701150562443293,2,1.3240317004657957e-13,0.054,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,512,2,1024,0.5,0.7850575281221647,2,3.9158102833790704e-13,0.109,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,512,4,2048,0.25,0.39252876406108234,2,1.0887616220624737e-12,0.212,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,512,1,512,1.0,1.5701150562443293,4,1.5126229672532132e-13,0.268,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,512,2,1024,0.5,0.7850575281221647,4,6.137158341043656e-13,0.541,55.005613473738855,2.0
+N,nan,hgbs-5,001-003,jw,4,512,4,2048,0.25,0.39252876406108234,4,2.3365069571204345e-12,1.094,55.005613473738855,2.0
+N,nan,hgbs-5,003-003,jw,6,64,1,64,1.0,1.5707963267949123,1,0.0003604906750231059,0.009,56.68114009935842,5.8356446939695985
+N,nan,hgbs-5,003-003,jw,6,64,2,128,0.5,0.7853981633974562,1,0.000175349450787534,0.019,56.68114009935842,5.8356446939695985
+N,nan,hgbs-5,003-003,jw,6,64,4,256,0.25,0.3926990816987281,1,8.705274550486714e-05,0.037,56.68114009935842,5.8356446939695985
+N,nan,hgbs-5,003-003,jw,6,64,1,64,1.0,1.5707963267949123,2,9.800010631618988e-05,0.018,56.68114009935842,5.8356446939695985
+N,nan,hgbs-5,003-003,jw,6,64,2,128,0.5,0.7853981633974562,2,2.4488270400592857e-05,0.036,56.68114009935842,5.8356446939695985
+N,nan,hgbs-5,003-003,jw,6,64,4,256,0.25,0.3926990816987281,2,6.12133345352824e-06,0.071,56.68114009935842,5.8356446939695985
+N,nan,hgbs-5,003-003,jw,6,64,1,64,1.0,1.5707963267949123,4,2.808240185365992e-08,0.09,56.68114009935842,5.8356446939695985
+N,nan,hgbs-5,003-003,jw,6,64,2,128,0.5,0.7853981633974562,4,1.7580217598365395e-09,0.183,56.68114009935842,5.8356446939695985
+N,nan,hgbs-5,003-003,jw,6,64,4,256,0.25,0.3926990816987281,4,1.0991695507979142e-10,0.372,56.68114009935842,5.8356446939695985
+N,nan,hgbs-5,003-003,jw,6,256,1,256,1.0,1.5707963267949123,1,0.0014376103329462643,0.036,56.68114009935842,5.8356446939695985
+N,nan,hgbs-5,003-003,jw,6,256,2,512,0.5,0.7853981633974562,1,0.0006991534547721773,0.073,56.68114009935842,5.8356446939695985
+N,nan,hgbs-5,003-003,jw,6,256,4,1024,0.25,0.3926990816987281,1,0.0003470798554098198,0.149,56.68114009935842,5.8356446939695985
+N,nan,hgbs-5,003-003,jw,6,256,1,256,1.0,1.5707963267949123,2,0.0003919832669139718,0.072,56.68114009935842,5.8356446939695985
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diff --git a/baseline/state_errors/hgbs-5/jw/state_errors_Ne.csv b/baseline/state_errors/hgbs-5/jw/state_errors_Ne.csv
new file mode 100644
index 00000000..85bc1e73
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/jw/state_errors_Ne.csv
@@ -0,0 +1,168 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Ne,nan,hgbs-5,002-002,jw,4,64,1,64,1.0,1.5707963267948628,1,5.2811277967590846e-05,0.006,129.17754149636303,3.380793331483943
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+Ne,nan,hgbs-5,004-006,jw,10,512,4,2048,0.25,0.3926990816987899,4,1.2665812761913612e-10,99.627,132.46098255545166,13.609389988431673
+Ne,nan,hgbs-5,004-008,jw,12,64,1,64,1.0,1.5707963267950216,1,0.0005870837045954282,0.806,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,64,2,128,0.5,0.7853981633975108,1,0.00029274547142624815,2.347,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,64,4,256,0.25,0.3926990816987554,1,0.00014626867114188812,6.927,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,64,1,64,1.0,1.5707963267950216,2,4.2473589188996784e-05,1.72,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,64,2,128,0.5,0.7853981633975108,2,1.0588188270811567e-05,6.9,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,64,4,256,0.25,0.3926990816987554,2,2.6451677184893586e-06,11.582,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,64,1,64,1.0,1.5707963267950216,4,4.755674751743247e-08,12.634,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,64,2,128,0.5,0.7853981633975108,4,2.958661034319812e-09,31.755,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,64,4,256,0.25,0.3926990816987554,4,1.8471703450080502e-10,60.329,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267950216,1,0.0006142961826842018,7.996,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633975108,1,0.00030615427913632706,14.866,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.3926990816987554,1,0.0001529303344562479,25.331,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267950216,2,4.453187666782491e-05,12.623,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633975108,2,1.1100857921313635e-05,27.567,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.3926990816987554,2,2.7732168650762377e-06,45.728,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267950216,4,5.01442228395937e-08,70.417,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633975108,4,3.11972387612773e-09,127.081,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,256,4,1024,0.25,0.3926990816987554,4,1.9484697724554545e-10,241.529,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267950216,1,0.00025008898978699724,14.487,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633975108,1,0.00012439317719540458,27.535,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987554,1,6.210108789124991e-05,57.752,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267950216,2,2.0948891097211275e-05,23.02,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633975108,2,5.22586322765484e-06,57.073,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987554,2,1.3057589815576099e-06,108.531,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,512,1,512,1.0,1.5707963267950216,4,2.4857291395341963e-08,129.627,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,512,2,1024,0.5,0.7853981633975108,4,1.5510862731130595e-09,263.292,133.26546429307317,15.18524593902697
+Ne,nan,hgbs-5,004-008,jw,12,512,4,2048,0.25,0.3926990816987554,4,9.753490922554886e-11,504.263,133.26546429307317,15.18524593902697
diff --git a/baseline/state_errors/hgbs-5/jw/state_errors_O.csv b/baseline/state_errors/hgbs-5/jw/state_errors_O.csv
new file mode 100644
index 00000000..40fc4ec8
--- /dev/null
+++ b/baseline/state_errors/hgbs-5/jw/state_errors_O.csv
@@ -0,0 +1,168 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : hgbs-5
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+O,nan,hgbs-5,002-002,jw,4,64,1,64,1.0,1.5707963267948621,1,0.006504387415078563,0.003,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7853981633974311,1,0.003233722187053344,0.006,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,64,4,256,0.25,0.39269908169871554,1,0.001614546796997128,0.012,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,64,1,64,1.0,1.5707963267948621,2,0.0007194884010669138,0.006,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7853981633974311,2,0.0001797710863998066,0.012,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,64,4,256,0.25,0.39269908169871554,2,4.4936462270827376e-05,0.024,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,64,1,64,1.0,1.5707963267948621,4,1.76699751375376e-07,0.03,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,64,2,128,0.5,0.7853981633974311,4,1.1059061417280529e-08,0.06,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,64,4,256,0.25,0.39269908169871554,4,6.914498771673198e-10,0.118,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,256,1,256,1.0,1.5707963267948621,1,0.02220136978297787,0.012,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7853981633974311,1,0.011023787503087372,0.024,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.39269908169871554,1,0.005502249680307767,0.049,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,256,1,256,1.0,1.5707963267948621,2,0.0028488331779369133,0.024,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7853981633974311,2,0.0007118356442821778,0.047,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.39269908169871554,2,0.0001779356226818118,0.095,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,256,1,256,1.0,1.5707963267948621,4,7.02844901193479e-07,0.119,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,256,2,512,0.5,0.7853981633974311,4,4.3989831797342e-08,0.24,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,256,4,1024,0.25,0.39269908169871554,4,2.7504038872430526e-09,0.477,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,512,1,512,1.0,1.5707963267948621,1,0.02459021946437702,0.024,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.7853981633974311,1,0.012064894224021953,0.049,76.02813086020298,3.3365291020163
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+O,nan,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.7853981633974311,2,0.0013963159062887582,0.094,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.39269908169871554,2,0.0003490378138848102,0.189,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,512,1,512,1.0,1.5707963267948621,4,1.3908605099611743e-06,0.237,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,512,2,1024,0.5,0.7853981633974311,4,8.7055595414086e-08,0.475,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-002,jw,4,512,4,2048,0.25,0.39269908169871554,4,5.443113939149828e-09,0.942,76.02813086020298,3.3365291020163
+O,nan,hgbs-5,002-004,jw,6,64,1,64,1.0,1.5707963267948424,1,0.013092997533865704,0.012,76.0711936991582,3.5132026267050946
+O,nan,hgbs-5,002-004,jw,6,64,2,128,0.5,0.7853981633974212,1,0.006536694299605125,0.024,76.0711936991582,3.5132026267050946
+O,nan,hgbs-5,002-004,jw,6,64,4,256,0.25,0.3926990816987106,1,0.003267120992624287,0.046,76.0711936991582,3.5132026267050946
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+O,nan,hgbs-5,002-004,jw,6,64,4,256,0.25,0.3926990816987106,2,4.3802005262612515e-05,0.091,76.0711936991582,3.5132026267050946
+O,nan,hgbs-5,002-004,jw,6,64,1,64,1.0,1.5707963267948424,4,1.4742310250575544e-07,0.114,76.0711936991582,3.5132026267050946
+O,nan,hgbs-5,002-004,jw,6,64,2,128,0.5,0.7853981633974212,4,9.22326561062394e-09,0.229,76.0711936991582,3.5132026267050946
+O,nan,hgbs-5,002-004,jw,6,64,4,256,0.25,0.3926990816987106,4,5.765895780736889e-10,0.458,76.0711936991582,3.5132026267050946
+O,nan,hgbs-5,002-004,jw,6,256,1,256,1.0,1.5707963267948424,1,0.020153337822296495,0.046,76.0711936991582,3.5132026267050946
+O,nan,hgbs-5,002-004,jw,6,256,2,512,0.5,0.7853981633974212,1,0.010027024304003552,0.092,76.0711936991582,3.5132026267050946
+O,nan,hgbs-5,002-004,jw,6,256,4,1024,0.25,0.3926990816987106,1,0.005007287884991288,0.183,76.0711936991582,3.5132026267050946
+O,nan,hgbs-5,002-004,jw,6,256,1,256,1.0,1.5707963267948424,2,0.002441071493327223,0.093,76.0711936991582,3.5132026267050946
+O,nan,hgbs-5,002-004,jw,6,256,2,512,0.5,0.7853981633974212,2,0.0006100223443810871,0.186,76.0711936991582,3.5132026267050946
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+O,nan,hgbs-5,002-004,jw,6,256,1,256,1.0,1.5707963267948424,4,5.430626487641468e-07,0.462,76.0711936991582,3.5132026267050946
+O,nan,hgbs-5,002-004,jw,6,256,2,512,0.5,0.7853981633974212,4,3.3981913738347835e-08,0.925,76.0711936991582,3.5132026267050946
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+O,nan,hgbs-5,002-004,jw,6,512,1,512,1.0,1.5707963267948424,1,0.024329747485235517,0.092,76.0711936991582,3.5132026267050946
+O,nan,hgbs-5,002-004,jw,6,512,2,1024,0.5,0.7853981633974212,1,0.011979154719654049,0.186,76.0711936991582,3.5132026267050946
+O,nan,hgbs-5,002-004,jw,6,512,4,2048,0.25,0.3926990816987106,1,0.005966145662455783,0.368,76.0711936991582,3.5132026267050946
+O,nan,hgbs-5,002-004,jw,6,512,1,512,1.0,1.5707963267948424,2,0.004794968230253922,0.183,76.0711936991582,3.5132026267050946
+O,nan,hgbs-5,002-004,jw,6,512,2,1024,0.5,0.7853981633974212,2,0.0011982032905089237,0.37,76.0711936991582,3.5132026267050946
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+O,nan,hgbs-5,002-004,jw,6,512,2,1024,0.5,0.7853981633974212,4,6.731912209067153e-08,1.849,76.0711936991582,3.5132026267050946
+O,nan,hgbs-5,002-004,jw,6,512,4,2048,0.25,0.3926990816987106,4,4.20873538121901e-09,3.699,76.0711936991582,3.5132026267050946
+O,nan,hgbs-5,004-004,jw,8,64,1,64,1.0,1.570796326794857,1,0.007349712412819837,0.041,79.18765424060192,11.396892890312728
+O,nan,hgbs-5,004-004,jw,8,64,2,128,0.5,0.7853981633974285,1,0.003675300146564196,0.082,79.18765424060192,11.396892890312728
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+O,nan,hgbs-5,004-006,jw,10,256,4,1024,0.25,0.3926990816987115,2,7.650383723329525e-06,4.981,79.40113298670548,11.870361525889933
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+O,nan,hgbs-5,004-006,jw,10,512,1,512,1.0,1.570796326794846,4,7.305350243696056e-08,12.505,79.40113298670548,11.870361525889933
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+O,nan,hgbs-5,004-008,jw,12,64,4,256,0.25,0.3926990816986973,4,2.595793273674132e-10,53.171,80.41896385377831,14.060611578553875
+O,nan,hgbs-5,004-008,jw,12,256,1,256,1.0,1.5707963267947893,1,0.0008982132763064041,4.651,80.41896385377831,14.060611578553875
+O,nan,hgbs-5,004-008,jw,12,256,2,512,0.5,0.7853981633973947,1,0.0003170721033604986,10.005,80.41896385377831,14.060611578553875
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diff --git a/baseline/state_errors/sto-6g/bk/state_errors_B.csv b/baseline/state_errors/sto-6g/bk/state_errors_B.csv
new file mode 100644
index 00000000..8d8b8e6e
--- /dev/null
+++ b/baseline/state_errors/sto-6g/bk/state_errors_B.csv
@@ -0,0 +1,168 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+B,nan,sto-6g,001-001,bk,2,64,1,64,1.0,0.37164972282687403,1,3.800791407964896e-15,0.001,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,64,2,128,0.5,0.18582486141343701,1,1.459763857693517e-14,0.002,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,64,4,256,0.25,0.09291243070671851,1,2.273600140854491e-14,0.003,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,64,1,64,1.0,0.37164972282687403,2,1.484588634429633e-14,0.001,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,64,2,128,0.5,0.18582486141343701,2,1.713632025752675e-14,0.003,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,64,4,256,0.25,0.09291243070671851,2,1.2798420660306359e-14,0.005,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,64,1,64,1.0,0.37164972282687403,4,4.4720907973358165e-14,0.007,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,64,2,128,0.5,0.18582486141343701,4,4.3936786895367854e-14,0.013,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,64,4,256,0.25,0.09291243070671851,4,1.4398698088834183e-14,0.025,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,256,1,256,1.0,0.37164972282687403,1,6.595967575616694e-14,0.003,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,256,2,512,0.5,0.18582486141343701,1,6.676133941474183e-14,0.006,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,256,4,1024,0.25,0.09291243070671851,1,8.890002983637492e-14,0.012,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,256,1,256,1.0,0.37164972282687403,2,6.713435183653869e-14,0.005,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,256,2,512,0.5,0.18582486141343701,2,7.430079980799678e-14,0.01,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,256,4,1024,0.25,0.09291243070671851,2,9.723943992593046e-14,0.021,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,256,1,256,1.0,0.37164972282687403,4,1.6570007045078545e-13,0.025,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,256,2,512,0.5,0.18582486141343701,4,2.2719050702264935e-13,0.05,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,256,4,1024,0.25,0.09291243070671851,4,6.44312076072269e-14,0.1,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,512,1,512,1.0,0.37164972282687403,1,9.560558199487552e-14,0.006,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,512,2,1024,0.5,0.18582486141343701,1,1.000494065936456e-13,0.012,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,512,4,2048,0.25,0.09291243070671851,1,1.6178144810612525e-13,0.024,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,512,1,512,1.0,0.37164972282687403,2,1.0491243743390522e-13,0.01,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,512,2,1024,0.5,0.18582486141343701,2,1.1988944020140538e-13,0.02,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,512,4,2048,0.25,0.09291243070671851,2,1.6741766566957516e-13,0.04,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,512,1,512,1.0,0.37164972282687403,4,3.217606484940741e-13,0.05,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,512,2,1024,0.5,0.18582486141343701,4,4.4354346704824424e-13,0.102,24.484116895907313,2.0
+B,nan,sto-6g,001-001,bk,2,512,4,2048,0.25,0.09291243070671851,4,1.0187910408496893e-13,0.204,24.484116895907313,2.0
+B,nan,sto-6g,001-003,bk,4,64,1,64,1.0,1.570796326794905,1,2.5631676735615557e-15,0.003,25.82532601584391,4.057721471586504
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diff --git a/baseline/state_errors/sto-6g/bk/state_errors_Be.csv b/baseline/state_errors/sto-6g/bk/state_errors_Be.csv
new file mode 100644
index 00000000..13c45709
--- /dev/null
+++ b/baseline/state_errors/sto-6g/bk/state_errors_Be.csv
@@ -0,0 +1,141 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Be,nan,sto-6g,002-002,bk,4,64,1,64,1.0,1.3090798663688794,1,0.04604102303301431,0.003,15.018087472300778,2.0
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+Be,nan,sto-6g,002-002,bk,4,64,4,256,0.25,0.32726996659221985,1,0.0028608062743173067,0.012,15.018087472300778,2.0
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+Be,nan,sto-6g,002-002,bk,4,64,4,256,0.25,0.32726996659221985,4,1.0482036309082106e-08,0.119,15.018087472300778,2.0
+Be,nan,sto-6g,002-002,bk,4,256,1,256,1.0,1.3090798663688794,1,0.18391934662413534,0.012,15.018087472300778,2.0
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diff --git a/baseline/state_errors/sto-6g/bk/state_errors_C.csv b/baseline/state_errors/sto-6g/bk/state_errors_C.csv
new file mode 100644
index 00000000..f035fde4
--- /dev/null
+++ b/baseline/state_errors/sto-6g/bk/state_errors_C.csv
@@ -0,0 +1,141 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
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+C,nan,sto-6g,006-004,bk,10,256,4,1024,0.25,0.3926990816987225,2,2.8935843440199363e-05,2.419,51.007084326107694,52.71036701829845
+C,nan,sto-6g,006-004,bk,10,256,1,256,1.0,1.57079632679489,4,2.593283155429528e-06,3.048,51.007084326107694,52.71036701829845
+C,nan,sto-6g,006-004,bk,10,256,2,512,0.5,0.785398163397445,4,1.7008111683653527e-07,6.104,51.007084326107694,52.71036701829845
+C,nan,sto-6g,006-004,bk,10,256,4,1024,0.25,0.3926990816987225,4,1.0760602517205339e-08,12.204,51.007084326107694,52.71036701829845
+C,nan,sto-6g,006-004,bk,10,512,1,512,1.0,1.57079632679489,1,0.007931622429070207,0.631,51.007084326107694,52.71036701829845
+C,nan,sto-6g,006-004,bk,10,512,2,1024,0.5,0.785398163397445,1,0.0038638032870128283,1.252,51.007084326107694,52.71036701829845
+C,nan,sto-6g,006-004,bk,10,512,4,2048,0.25,0.3926990816987225,1,0.001908301899548504,2.505,51.007084326107694,52.71036701829845
+C,nan,sto-6g,006-004,bk,10,512,1,512,1.0,1.57079632679489,2,0.0008551928032469614,1.237,51.007084326107694,52.71036701829845
+C,nan,sto-6g,006-004,bk,10,512,2,1024,0.5,0.785398163397445,2,0.00021221010435010403,2.451,51.007084326107694,52.71036701829845
+C,nan,sto-6g,006-004,bk,10,512,4,2048,0.25,0.3926990816987225,2,5.2957039713540394e-05,4.949,51.007084326107694,52.71036701829845
+C,nan,sto-6g,006-004,bk,10,512,1,512,1.0,1.57079632679489,4,4.931295418684352e-06,6.232,51.007084326107694,52.71036701829845
+C,nan,sto-6g,006-004,bk,10,512,2,1024,0.5,0.785398163397445,4,3.2282884784606885e-07,12.283,51.007084326107694,52.71036701829845
+C,nan,sto-6g,006-004,bk,10,512,4,2048,0.25,0.3926990816987225,4,2.0417216460644002e-08,24.43,51.007084326107694,52.71036701829845
diff --git a/baseline/state_errors/sto-6g/bk/state_errors_F.csv b/baseline/state_errors/sto-6g/bk/state_errors_F.csv
new file mode 100644
index 00000000..a3e75177
--- /dev/null
+++ b/baseline/state_errors/sto-6g/bk/state_errors_F.csv
@@ -0,0 +1,168 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+F,nan,sto-6g,001-001,bk,2,64,1,64,1.0,0.6104163502882614,1,9.672977386678462e-16,0.001,99.05233499463276,2.0
+F,nan,sto-6g,001-001,bk,2,64,2,128,0.5,0.3052081751441307,1,1.5332426233510216e-14,0.001,99.05233499463276,2.0
+F,nan,sto-6g,001-001,bk,2,64,4,256,0.25,0.15260408757206534,1,4.0772997852353766e-14,0.002,99.05233499463276,2.0
+F,nan,sto-6g,001-001,bk,2,64,1,64,1.0,0.6104163502882614,2,1.5988851326294323e-14,0.001,99.05233499463276,2.0
+F,nan,sto-6g,001-001,bk,2,64,2,128,0.5,0.3052081751441307,2,2.988856118742999e-14,0.002,99.05233499463276,2.0
+F,nan,sto-6g,001-001,bk,2,64,4,256,0.25,0.15260408757206534,2,3.298261819722054e-14,0.004,99.05233499463276,2.0
+F,nan,sto-6g,001-001,bk,2,64,1,64,1.0,0.6104163502882614,4,3.305185131948905e-14,0.005,99.05233499463276,2.0
+F,nan,sto-6g,001-001,bk,2,64,2,128,0.5,0.3052081751441307,4,1.3700647017204682e-14,0.011,99.05233499463276,2.0
+F,nan,sto-6g,001-001,bk,2,64,4,256,0.25,0.15260408757206534,4,6.751851839804726e-14,0.022,99.05233499463276,2.0
+F,nan,sto-6g,001-001,bk,2,256,1,256,1.0,0.6104163502882614,1,7.731801207867616e-14,0.003,99.05233499463276,2.0
+F,nan,sto-6g,001-001,bk,2,256,2,512,0.5,0.3052081751441307,1,1.3213223897398962e-13,0.005,99.05233499463276,2.0
+F,nan,sto-6g,001-001,bk,2,256,4,1024,0.25,0.15260408757206534,1,2.296420378090156e-13,0.01,99.05233499463276,2.0
+F,nan,sto-6g,001-001,bk,2,256,1,256,1.0,0.6104163502882614,2,1.3157281122502238e-13,0.004,99.05233499463276,2.0
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+F,nan,sto-6g,001-001,bk,2,512,2,1024,0.5,0.3052081751441307,1,3.069268979829901e-13,0.01,99.05233499463276,2.0
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+F,nan,sto-6g,003-001,bk,4,64,1,64,1.0,1.5707963267949048,1,5.832899347358449e-15,0.003,101.3323892876403,6.843659246273603
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+F,nan,sto-6g,003-001,bk,4,64,4,256,0.25,0.3926990816987262,4,4.91691572361096e-13,0.119,101.3323892876403,6.843659246273603
+F,nan,sto-6g,003-001,bk,4,256,1,256,1.0,1.5707963267949048,1,2.3390101322986936e-14,0.012,101.3323892876403,6.843659246273603
+F,nan,sto-6g,003-001,bk,4,256,2,512,0.5,0.7853981633974524,1,8.795051723736549e-14,0.025,101.3323892876403,6.843659246273603
+F,nan,sto-6g,003-001,bk,4,256,4,1024,0.25,0.3926990816987262,1,1.8831574832682662e-13,0.048,101.3323892876403,6.843659246273603
+F,nan,sto-6g,003-001,bk,4,256,1,256,1.0,1.5707963267949048,2,6.582190289226083e-14,0.023,101.3323892876403,6.843659246273603
+F,nan,sto-6g,003-001,bk,4,256,2,512,0.5,0.7853981633974524,2,1.588696165281181e-13,0.046,101.3323892876403,6.843659246273603
+F,nan,sto-6g,003-001,bk,4,256,4,1024,0.25,0.3926990816987262,2,7.743505294787755e-13,0.093,101.3323892876403,6.843659246273603
+F,nan,sto-6g,003-001,bk,4,256,1,256,1.0,1.5707963267949048,4,4.616052688404015e-13,0.117,101.3323892876403,6.843659246273603
+F,nan,sto-6g,003-001,bk,4,256,2,512,0.5,0.7853981633974524,4,1.2099517334557552e-12,0.233,101.3323892876403,6.843659246273603
+F,nan,sto-6g,003-001,bk,4,256,4,1024,0.25,0.3926990816987262,4,2.033979555636347e-12,0.469,101.3323892876403,6.843659246273603
+F,nan,sto-6g,003-001,bk,4,512,1,512,1.0,1.5707963267949048,1,4.64270911714738e-14,0.024,101.3323892876403,6.843659246273603
+F,nan,sto-6g,003-001,bk,4,512,2,1024,0.5,0.7853981633974524,1,1.8762731396797805e-13,0.049,101.3323892876403,6.843659246273603
+F,nan,sto-6g,003-001,bk,4,512,4,2048,0.25,0.3926990816987262,1,3.8464444681789824e-13,0.096,101.3323892876403,6.843659246273603
+F,nan,sto-6g,003-001,bk,4,512,1,512,1.0,1.5707963267949048,2,1.2426397811028664e-13,0.046,101.3323892876403,6.843659246273603
+F,nan,sto-6g,003-001,bk,4,512,2,1024,0.5,0.7853981633974524,2,3.14563075001968e-13,0.093,101.3323892876403,6.843659246273603
+F,nan,sto-6g,003-001,bk,4,512,4,2048,0.25,0.3926990816987262,2,1.5380038327456798e-12,0.197,101.3323892876403,6.843659246273603
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+F,nan,sto-6g,005-001,bk,6,64,1,64,1.0,1.5707963267949046,1,3.308259750247303e-14,0.009,105.39345559650695,18.199359031001052
+F,nan,sto-6g,005-001,bk,6,64,2,128,0.5,0.7853981633974523,1,3.4326006685565606e-14,0.017,105.39345559650695,18.199359031001052
+F,nan,sto-6g,005-001,bk,6,64,4,256,0.25,0.39269908169872614,1,2.934448830397356e-13,0.032,105.39345559650695,18.199359031001052
+F,nan,sto-6g,005-001,bk,6,64,1,64,1.0,1.5707963267949046,2,2.7651463553110536e-14,0.016,105.39345559650695,18.199359031001052
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+F,nan,sto-6g,005-001,bk,6,256,2,512,0.5,0.7853981633974523,4,6.152145019101148e-13,0.608,105.39345559650695,18.199359031001052
+F,nan,sto-6g,005-001,bk,6,256,4,1024,0.25,0.39269908169872614,4,5.412358886951979e-12,1.223,105.39345559650695,18.199359031001052
+F,nan,sto-6g,005-001,bk,6,512,1,512,1.0,1.5707963267949046,1,2.434984614531626e-13,0.063,105.39345559650695,18.199359031001052
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+F,nan,sto-6g,007-001,bk,8,64,1,64,1.0,1.5707963267949023,1,0.0004418169374030622,0.016,111.31853209353892,36.624737474982055
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+F,nan,sto-6g,007-001,bk,8,64,1,64,1.0,1.5707963267949023,2,6.932148087365762e-05,0.032,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,64,2,128,0.5,0.7853981633974512,2,1.73314186533175e-05,0.065,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,64,4,256,0.25,0.3926990816987256,2,4.332919747882407e-06,0.128,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,64,1,64,1.0,1.5707963267949023,4,1.1451005653871539e-07,0.159,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,64,2,128,0.5,0.7853981633974512,4,7.1055306803165576e-09,0.32,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,64,4,256,0.25,0.3926990816987256,4,4.4330071820572615e-10,0.656,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,256,1,256,1.0,1.5707963267949023,1,9.753885222926135e-05,0.064,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,256,2,512,0.5,0.7853981633974512,1,4.816432807156169e-05,0.129,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,256,4,1024,0.25,0.3926990816987256,1,2.4006011292372175e-05,0.257,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,256,1,256,1.0,1.5707963267949023,2,1.5313523912325877e-05,0.128,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,256,2,512,0.5,0.7853981633974512,2,3.837005550599752e-06,0.254,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,256,4,1024,0.25,0.3926990816987256,2,9.597907188940536e-07,0.516,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,256,1,256,1.0,1.5707963267949023,4,2.993621590526502e-08,0.66,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,256,2,512,0.5,0.7853981633974512,4,1.872756508089107e-09,1.314,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,256,4,1024,0.25,0.3926990816987256,4,1.1711832836609067e-10,2.595,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,512,1,512,1.0,1.5707963267949023,1,0.00019039807863876682,0.131,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,512,2,1024,0.5,0.7853981633974512,1,9.399617158212592e-05,0.26,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,512,4,2048,0.25,0.3926990816987256,1,4.684661359835702e-05,0.52,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,512,1,512,1.0,1.5707963267949023,2,2.9884591341879506e-05,0.256,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,512,2,1024,0.5,0.7853981633974512,2,7.4871973479304495e-06,0.51,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,512,4,2048,0.25,0.3926990816987256,2,1.8728026958523138e-06,1.03,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,512,1,512,1.0,1.5707963267949023,4,5.871838254098093e-08,1.307,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,512,2,1024,0.5,0.7853981633974512,4,3.674575353123311e-09,2.631,111.31853209353892,36.624737474982055
+F,nan,sto-6g,007-001,bk,8,512,4,2048,0.25,0.3926990816987256,4,2.298274932290302e-10,5.112,111.31853209353892,36.624737474982055
+F,nan,sto-6g,009-001,bk,10,64,1,64,1.0,1.5707963267948934,1,6.361937281198337e-05,0.067,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,64,2,128,0.5,0.7853981633974467,1,3.156688357753289e-05,0.136,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,64,4,256,0.25,0.39269908169872336,1,1.5753708452003862e-05,0.279,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,64,1,64,1.0,1.5707963267948934,2,7.382655672744828e-06,0.141,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,64,2,128,0.5,0.7853981633974467,2,1.8454822943923146e-06,0.278,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,64,4,256,0.25,0.39269908169872336,2,4.613589938062944e-07,0.552,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,64,1,64,1.0,1.5707963267948934,4,1.971697995886708e-08,0.682,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,64,2,128,0.5,0.7853981633974467,4,1.207384568862941e-09,1.341,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,64,4,256,0.25,0.39269908169872336,4,7.510125665964821e-11,2.687,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,256,1,256,1.0,1.5707963267948934,1,8.747913105929689e-05,0.277,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,256,2,512,0.5,0.7853981633974467,1,4.357724726138907e-05,0.555,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,256,4,1024,0.25,0.39269908169872336,1,2.17687179181278e-05,1.105,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,256,1,256,1.0,1.5707963267948934,2,7.37319258019653e-06,0.549,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,256,2,512,0.5,0.7853981633974467,2,1.8430884780164834e-06,1.099,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,256,4,1024,0.25,0.39269908169872336,2,4.6075915368910297e-07,2.153,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,256,1,256,1.0,1.5707963267948934,4,1.6426065445779608e-08,2.714,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,256,2,512,0.5,0.7853981633974467,4,1.0087583998172715e-09,5.406,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,256,4,1024,0.25,0.39269908169872336,4,6.299533100044138e-11,10.906,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,512,1,512,1.0,1.5707963267948934,1,9.660398368514546e-05,0.556,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,512,2,1024,0.5,0.7853981633974467,1,4.806713970898914e-05,1.091,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,512,4,2048,0.25,0.39269908169872336,1,2.4004816888968554e-05,2.129,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,512,1,512,1.0,1.5707963267948934,2,9.219453633372637e-06,1.068,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,512,2,1024,0.5,0.7853981633974467,2,2.304361493030863e-06,2.176,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,512,4,2048,0.25,0.39269908169872336,2,5.760592177203415e-07,4.302,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,512,1,512,1.0,1.5707963267948934,4,2.2410562207747672e-08,5.444,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,512,2,1024,0.5,0.7853981633974467,4,1.375472379788565e-09,10.822,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,bk,10,512,4,2048,0.25,0.39269908169872336,4,8.621419672025e-11,21.683,125.90541716971194,128.57023647378466
diff --git a/baseline/state_errors/sto-6g/bk/state_errors_H.csv b/baseline/state_errors/sto-6g/bk/state_errors_H.csv
new file mode 100644
index 00000000..9bee0e3d
--- /dev/null
+++ b/baseline/state_errors/sto-6g/bk/state_errors_H.csv
@@ -0,0 +1,60 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+H,nan,sto-6g,001-001,bk,2,64,1,64,1.0,0.43556520845691515,1,1.6062590694338418e-14,0.001,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,64,2,128,0.5,0.21778260422845758,1,1.7342593406614676e-14,0.001,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,64,4,256,0.25,0.10889130211422879,1,1.7907659923172134e-14,0.002,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,64,1,64,1.0,0.43556520845691515,2,1.4271872719387392e-14,0.001,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,64,2,128,0.5,0.21778260422845758,2,2.0516008304297064e-14,0.002,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,64,4,256,0.25,0.10889130211422879,2,5.6805242124354586e-14,0.004,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,64,1,64,1.0,0.43556520845691515,4,3.6177090423635216e-14,0.005,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,64,2,128,0.5,0.21778260422845758,4,1.0778315928076987e-14,0.01,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,64,4,256,0.25,0.10889130211422879,4,1.2200386249994468e-13,0.021,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,256,1,256,1.0,0.43556520845691515,1,6.594238792161323e-14,0.003,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,256,2,512,0.5,0.21778260422845758,1,1.1147020661647973e-13,0.005,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,256,4,1024,0.25,0.10889130211422879,1,1.3118669805156684e-13,0.01,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,256,1,256,1.0,0.43556520845691515,2,8.251519302877323e-14,0.004,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,256,2,512,0.5,0.21778260422845758,2,1.4294310070929836e-13,0.008,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,256,4,1024,0.25,0.10889130211422879,2,1.4968215230271462e-13,0.017,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,256,1,256,1.0,0.43556520845691515,4,6.877981726598525e-14,0.021,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,256,2,512,0.5,0.21778260422845758,4,9.048092878824609e-14,0.042,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,256,4,1024,0.25,0.10889130211422879,4,5.821873408077303e-13,0.085,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,512,1,512,1.0,0.43556520845691515,1,2.615848310569988e-13,0.005,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,512,2,1024,0.5,0.21778260422845758,1,3.6156064115809346e-13,0.01,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,512,4,2048,0.25,0.10889130211422879,1,4.0924846583716963e-13,0.02,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,512,1,512,1.0,0.43556520845691515,2,3.027780165059955e-13,0.008,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,512,2,1024,0.5,0.21778260422845758,2,4.2819973988515867e-13,0.017,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,512,4,2048,0.25,0.10889130211422879,2,1.6382084685029685e-13,0.034,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,512,1,512,1.0,0.43556520845691515,4,4.793335675980531e-14,0.043,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,512,2,1024,0.5,0.21778260422845758,4,3.242135999208425e-13,0.085,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,bk,2,512,4,2048,0.25,0.10889130211422879,4,1.300124775685339e-12,0.17,0.5545788477181589,2.0
diff --git a/baseline/state_errors/sto-6g/bk/state_errors_Li.csv b/baseline/state_errors/sto-6g/bk/state_errors_Li.csv
new file mode 100644
index 00000000..63efded5
--- /dev/null
+++ b/baseline/state_errors/sto-6g/bk/state_errors_Li.csv
@@ -0,0 +1,168 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Li,nan,sto-6g,001-001,bk,2,64,1,64,1.0,0.16941492886731396,1,3.2501293141927617e-15,0.001,7.436938100002826,2.0
+Li,nan,sto-6g,001-001,bk,2,64,2,128,0.5,0.08470746443365698,1,8.995547373193812e-15,0.001,7.436938100002826,2.0
+Li,nan,sto-6g,001-001,bk,2,64,4,256,0.25,0.04235373221682849,1,7.406111315403549e-15,0.003,7.436938100002826,2.0
+Li,nan,sto-6g,001-001,bk,2,64,1,64,1.0,0.16941492886731396,2,4.319894765979208e-15,0.001,7.436938100002826,2.0
+Li,nan,sto-6g,001-001,bk,2,64,2,128,0.5,0.08470746443365698,2,1.0880752066901082e-14,0.002,7.436938100002826,2.0
+Li,nan,sto-6g,001-001,bk,2,64,4,256,0.25,0.04235373221682849,2,1.5281605931599846e-14,0.005,7.436938100002826,2.0
+Li,nan,sto-6g,001-001,bk,2,64,1,64,1.0,0.16941492886731396,4,1.068124563979262e-14,0.006,7.436938100002826,2.0
+Li,nan,sto-6g,001-001,bk,2,64,2,128,0.5,0.08470746443365698,4,8.633659897859981e-14,0.012,7.436938100002826,2.0
+Li,nan,sto-6g,001-001,bk,2,64,4,256,0.25,0.04235373221682849,4,1.898419367412937e-13,0.024,7.436938100002826,2.0
+Li,nan,sto-6g,001-001,bk,2,256,1,256,1.0,0.16941492886731396,1,2.006564955195144e-14,0.003,7.436938100002826,2.0
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+Li,nan,sto-6g,003-007,bk,10,256,4,1024,0.25,0.39269908169872514,1,0.0003290832279279206,1.14,12.600911486424293,16.85491309809888
+Li,nan,sto-6g,003-007,bk,10,256,1,256,1.0,1.5707963267949006,2,0.00030404214449367866,0.562,12.600911486424293,16.85491309809888
+Li,nan,sto-6g,003-007,bk,10,256,2,512,0.5,0.7853981633974503,2,7.523074828807114e-05,1.14,12.600911486424293,16.85491309809888
+Li,nan,sto-6g,003-007,bk,10,256,4,1024,0.25,0.39269908169872514,2,1.876002009310406e-05,2.287,12.600911486424293,16.85491309809888
+Li,nan,sto-6g,003-007,bk,10,256,1,256,1.0,1.5707963267949006,4,1.167354646483067e-06,2.859,12.600911486424293,16.85491309809888
+Li,nan,sto-6g,003-007,bk,10,256,2,512,0.5,0.7853981633974503,4,7.267431949670764e-08,5.767,12.600911486424293,16.85491309809888
+Li,nan,sto-6g,003-007,bk,10,256,4,1024,0.25,0.39269908169872514,4,4.538360785932197e-09,11.422,12.600911486424293,16.85491309809888
+Li,nan,sto-6g,003-007,bk,10,512,1,512,1.0,1.5707963267949006,1,0.0022029528071537247,0.579,12.600911486424293,16.85491309809888
+Li,nan,sto-6g,003-007,bk,10,512,2,1024,0.5,0.7853981633974503,1,0.0010140206584524538,1.144,12.600911486424293,16.85491309809888
+Li,nan,sto-6g,003-007,bk,10,512,4,2048,0.25,0.39269908169872514,1,0.0004958349307662042,2.317,12.600911486424293,16.85491309809888
+Li,nan,sto-6g,003-007,bk,10,512,1,512,1.0,1.5707963267949006,2,0.0005805019425862469,1.163,12.600911486424293,16.85491309809888
+Li,nan,sto-6g,003-007,bk,10,512,2,1024,0.5,0.7853981633974503,2,0.00014356829340169823,2.327,12.600911486424293,16.85491309809888
+Li,nan,sto-6g,003-007,bk,10,512,4,2048,0.25,0.39269908169872514,2,3.579691133441874e-05,4.543,12.600911486424293,16.85491309809888
+Li,nan,sto-6g,003-007,bk,10,512,1,512,1.0,1.5707963267949006,4,2.1796482738413328e-06,5.709,12.600911486424293,16.85491309809888
+Li,nan,sto-6g,003-007,bk,10,512,2,1024,0.5,0.7853981633974503,4,1.360298229190817e-07,11.424,12.600911486424293,16.85491309809888
+Li,nan,sto-6g,003-007,bk,10,512,4,2048,0.25,0.39269908169872514,4,8.500213024172522e-09,22.214,12.600911486424293,16.85491309809888
diff --git a/baseline/state_errors/sto-6g/bk/state_errors_N.csv b/baseline/state_errors/sto-6g/bk/state_errors_N.csv
new file mode 100644
index 00000000..bffa1fc7
--- /dev/null
+++ b/baseline/state_errors/sto-6g/bk/state_errors_N.csv
@@ -0,0 +1,168 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+N,nan,sto-6g,001-001,bk,2,64,1,64,1.0,0.39578566649955094,1,1.397735073462211e-14,0.001,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,64,2,128,0.5,0.19789283324977547,1,1.021465519080908e-14,0.002,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,64,4,256,0.25,0.09894641662488773,1,2.015941549611042e-14,0.003,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,64,1,64,1.0,0.39578566649955094,2,1.3457190012878228e-14,0.001,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,64,2,128,0.5,0.19789283324977547,2,2.039579716598493e-14,0.003,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,64,4,256,0.25,0.09894641662488773,2,2.997931103410507e-14,0.005,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,64,1,64,1.0,0.39578566649955094,4,4.063875045410953e-14,0.006,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,64,2,128,0.5,0.19789283324977547,4,3.686542320760843e-14,0.013,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,64,4,256,0.25,0.09894641662488773,4,1.6135039701298817e-14,0.025,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,256,1,256,1.0,0.39578566649955094,1,7.896656378517847e-14,0.003,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,256,2,512,0.5,0.19789283324977547,1,1.088305286764363e-13,0.006,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,256,4,1024,0.25,0.09894641662488773,1,3.810056098534992e-14,0.012,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,256,1,256,1.0,0.39578566649955094,2,9.553816266882561e-14,0.005,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,256,2,512,0.5,0.19789283324977547,2,3.866514068893169e-14,0.01,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,256,4,1024,0.25,0.09894641662488773,2,4.130836312509721e-14,0.02,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,256,1,256,1.0,0.39578566649955094,4,8.733469500452963e-14,0.025,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,256,2,512,0.5,0.19789283324977547,4,5.108232534890496e-14,0.052,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,256,4,1024,0.25,0.09894641662488773,4,8.258059465889016e-14,0.104,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,512,1,512,1.0,0.39578566649955094,1,3.367261089209639e-13,0.006,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,512,2,1024,0.5,0.19789283324977547,1,4.050408913200379e-13,0.012,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,512,4,2048,0.25,0.09894641662488773,1,3.084043096123689e-13,0.024,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,512,1,512,1.0,0.39578566649955094,2,3.599713429300787e-13,0.01,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,512,2,1024,0.5,0.19789283324977547,2,3.077253045538021e-13,0.02,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,512,4,2048,0.25,0.09894641662488773,2,2.830518391414387e-13,0.04,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,512,1,512,1.0,0.39578566649955094,4,2.4886485526874724e-13,0.05,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,512,2,1024,0.5,0.19789283324977547,4,2.749667032333561e-13,0.1,54.145734798375415,2.0
+N,nan,sto-6g,001-001,bk,2,512,4,2048,0.25,0.09894641662488773,4,3.151197077979047e-13,0.209,54.145734798375415,2.0
+N,nan,sto-6g,001-003,bk,4,64,1,64,1.0,1.5707963267949048,1,2.9358004244413496e-15,0.004,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,64,2,128,0.5,0.7853981633974524,1,8.222399758722933e-15,0.007,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,64,4,256,0.25,0.3926990816987262,1,5.275116400463186e-14,0.014,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,64,1,64,1.0,1.5707963267949048,2,9.17933600189034e-15,0.007,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,64,2,128,0.5,0.7853981633974524,2,4.8774689107643597e-14,0.014,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,64,4,256,0.25,0.3926990816987262,2,4.5750349743257873e-14,0.027,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,64,1,64,1.0,1.5707963267949048,4,1.3209789059657784e-14,0.033,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,64,2,128,0.5,0.7853981633974524,4,2.969161719983784e-14,0.067,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,64,4,256,0.25,0.3926990816987262,4,1.3678052424241964e-13,0.138,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,256,1,256,1.0,1.5707963267949048,1,1.2150734003087508e-14,0.015,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,256,2,512,0.5,0.7853981633974524,1,3.662714195187488e-14,0.03,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,256,4,1024,0.25,0.3926990816987262,1,2.136182773628091e-13,0.058,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,256,1,256,1.0,1.5707963267949048,2,3.416444282571855e-14,0.028,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,256,2,512,0.5,0.7853981633974524,2,1.868150416730599e-13,0.056,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,256,4,1024,0.25,0.3926990816987262,2,1.9494646958655705e-13,0.112,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,256,1,256,1.0,1.5707963267949048,4,9.61439840135286e-14,0.138,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,256,2,512,0.5,0.7853981633974524,4,1.2336995874174387e-13,0.278,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,256,4,1024,0.25,0.3926990816987262,4,5.67736751588267e-13,0.545,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,512,1,512,1.0,1.5707963267949048,1,3.1550855780182444e-14,0.028,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,512,2,1024,0.5,0.7853981633974524,1,8.216445745780229e-14,0.056,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,512,4,2048,0.25,0.3926990816987262,1,4.3431642361354565e-13,0.112,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,512,1,512,1.0,1.5707963267949048,2,7.394227109156264e-14,0.054,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,512,2,1024,0.5,0.7853981633974524,2,3.768716447790648e-13,0.105,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,512,4,2048,0.25,0.3926990816987262,2,3.949480898277011e-13,0.215,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,512,1,512,1.0,1.5707963267949048,4,1.8768723317278317e-13,0.27,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,512,2,1024,0.5,0.7853981633974524,4,2.6012677097857505e-13,0.536,55.76699633125251,4.563340457134331
+N,nan,sto-6g,001-003,bk,4,512,4,2048,0.25,0.3926990816987262,4,1.1043518790421198e-12,1.105,55.76699633125251,4.563340457134331
+N,nan,sto-6g,003-003,bk,6,64,1,64,1.0,1.570796326794905,1,6.465348274015172e-14,0.009,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,64,2,128,0.5,0.7853981633974525,1,9.596762522998602e-14,0.018,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,64,4,256,0.25,0.39269908169872625,1,8.947273395618593e-14,0.036,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,64,1,64,1.0,1.570796326794905,2,9.000202384138512e-14,0.018,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,64,2,128,0.5,0.7853981633974525,2,9.487233445445263e-14,0.035,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,64,4,256,0.25,0.39269908169872625,2,9.098200862825856e-14,0.071,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,64,1,64,1.0,1.570796326794905,4,4.231809496543743e-13,0.088,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,64,2,128,0.5,0.7853981633974525,4,2.947187774279533e-13,0.176,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,64,4,256,0.25,0.39269908169872625,4,1.4485040123135158e-12,0.356,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,256,1,256,1.0,1.570796326794905,1,2.6506867546731463e-13,0.036,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,256,2,512,0.5,0.7853981633974525,1,3.931535709322403e-13,0.07,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,256,4,1024,0.25,0.39269908169872625,1,3.930477531857983e-13,0.14,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,256,1,256,1.0,1.570796326794905,2,3.613162819757842e-13,0.069,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,256,2,512,0.5,0.7853981633974525,2,4.147363145014381e-13,0.142,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,256,4,1024,0.25,0.39269908169872625,2,3.864020274716613e-13,0.292,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,256,1,256,1.0,1.570796326794905,4,1.700846017330997e-12,0.364,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,256,2,512,0.5,0.7853981633974525,4,1.109729845115307e-12,0.701,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,256,4,1024,0.25,0.39269908169872625,4,5.782680755253281e-12,1.407,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,512,1,512,1.0,1.570796326794905,1,5.262941222908277e-13,0.072,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,512,2,1024,0.5,0.7853981633974525,1,7.561892894254097e-13,0.139,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,512,4,2048,0.25,0.39269908169872625,1,7.832095759758087e-13,0.283,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,512,1,512,1.0,1.570796326794905,2,7.193117176010634e-13,0.141,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,512,2,1024,0.5,0.7853981633974525,2,8.203991676024621e-13,0.286,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,512,4,2048,0.25,0.39269908169872625,2,7.931133262279802e-13,0.569,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,512,1,512,1.0,1.570796326794905,4,3.3787754110518382e-12,0.705,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,512,2,1024,0.5,0.7853981633974525,4,2.2016151457295267e-12,1.387,56.475501637267854,5.721039901277578
+N,nan,sto-6g,003-003,bk,6,512,4,2048,0.25,0.39269908169872625,4,1.1618910656913164e-11,2.814,56.475501637267854,5.721039901277578
+N,nan,sto-6g,005-003,bk,8,64,1,64,1.0,1.570796326794889,1,0.02956430196919979,0.019,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,64,2,128,0.5,0.7853981633974445,1,0.014747159758715253,0.038,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,64,4,256,0.25,0.39269908169872225,1,0.007365803553009298,0.075,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,64,1,64,1.0,1.570796326794889,2,0.0014358823545977443,0.037,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,64,2,128,0.5,0.7853981633974445,2,0.00035882724280689345,0.075,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,64,4,256,0.25,0.39269908169872225,2,8.969784866993544e-05,0.147,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,64,1,64,1.0,1.570796326794889,4,4.6359557621978614e-07,0.18,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,64,2,128,0.5,0.7853981633974445,4,2.902843728420466e-08,0.359,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,64,4,256,0.25,0.39269908169872225,4,1.8151114647673215e-09,0.74,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,256,1,256,1.0,1.570796326794889,1,0.08436003092989948,0.075,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,256,2,512,0.5,0.7853981633974445,1,0.04145609182067678,0.149,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,256,4,1024,0.25,0.39269908169872225,1,0.02055026768173318,0.302,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,256,1,256,1.0,1.570796326794889,2,0.0050560993531480955,0.148,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,256,2,512,0.5,0.7853981633974445,2,0.0012632656131006878,0.289,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,256,4,1024,0.25,0.39269908169872225,2,0.0003157688657540684,0.584,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,256,1,256,1.0,1.570796326794889,4,1.748853622222021e-06,0.725,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,256,2,512,0.5,0.7853981633974445,4,1.0954182567867493e-07,1.476,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,256,4,1024,0.25,0.39269908169872225,4,6.850107798646614e-09,2.969,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,512,1,512,1.0,1.570796326794889,1,0.09120673808070932,0.145,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,512,2,1024,0.5,0.7853981633974445,1,0.04395749859395286,0.291,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,512,4,2048,0.25,0.39269908169872225,1,0.02158647845083146,0.593,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,512,1,512,1.0,1.570796326794889,2,0.010030916598558086,0.292,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,512,2,1024,0.5,0.7853981633974445,2,0.002506128170724943,0.584,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,512,4,2048,0.25,0.39269908169872225,2,0.000626431101504846,1.165,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,512,1,512,1.0,1.570796326794889,4,3.4969725502459003e-06,1.442,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,512,2,1024,0.5,0.7853981633974445,4,2.1903066485872372e-07,2.926,61.00823500036085,16.8748388392044
+N,nan,sto-6g,005-003,bk,8,512,4,2048,0.25,0.39269908169872225,4,1.3696754850769418e-08,5.861,61.00823500036085,16.8748388392044
+N,nan,sto-6g,007-003,bk,10,64,1,64,1.0,1.5707963267948932,1,0.007040603210142646,0.079,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,64,2,128,0.5,0.7853981633974466,1,0.0035159677575255215,0.155,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,64,4,256,0.25,0.3926990816987233,1,0.0017570385694510437,0.299,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,64,1,64,1.0,1.5707963267948932,2,0.00018783329349775473,0.151,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,64,2,128,0.5,0.7853981633974466,2,4.6565507611677015e-05,0.309,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,64,4,256,0.25,0.3926990816987233,2,1.16176796163834e-05,0.623,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,64,1,64,1.0,1.5707963267948932,4,1.003505192536477e-06,0.788,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,64,2,128,0.5,0.7853981633974466,4,6.07462437024502e-08,1.519,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,64,4,256,0.25,0.3926990816987233,4,3.767605286182078e-09,3.079,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,256,1,256,1.0,1.5707963267948932,1,0.005372819456747063,0.304,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,256,2,512,0.5,0.7853981633974466,1,0.002678576721754223,0.625,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,256,4,1024,0.25,0.3926990816987233,1,0.0013376396947909304,1.266,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,256,1,256,1.0,1.5707963267948932,2,0.0002889773798693484,0.626,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,256,2,512,0.5,0.7853981633974466,2,7.1409923829919e-05,1.231,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,256,4,1024,0.25,0.3926990816987233,2,1.7802461690628867e-05,2.482,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,256,1,256,1.0,1.5707963267948932,4,1.9923212298350544e-06,3.136,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,256,2,512,0.5,0.7853981633974466,4,1.2086655618783977e-07,6.093,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,256,4,1024,0.25,0.3926990816987233,4,7.501596458435764e-09,12.28,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,512,1,512,1.0,1.5707963267948932,1,0.01003925093742575,0.632,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,512,2,1024,0.5,0.7853981633974466,1,0.004997608223028611,1.256,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,512,4,2048,0.25,0.3926990816987233,1,0.0024936305005770544,2.528,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,512,1,512,1.0,1.5707963267948932,2,0.0003419439575827042,1.235,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,512,2,1024,0.5,0.7853981633974466,2,8.432441618244119e-05,2.475,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,512,4,2048,0.25,0.3926990816987233,2,2.1011596525070743e-05,4.945,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,512,1,512,1.0,1.5707963267948932,4,2.395167103832673e-06,6.004,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,512,2,1024,0.5,0.7853981633974466,4,1.475195900966773e-07,12.048,72.07837705920753,74.01171529514514
+N,nan,sto-6g,007-003,bk,10,512,4,2048,0.25,0.3926990816987233,4,9.192839863720788e-09,23.918,72.07837705920753,74.01171529514514
diff --git a/baseline/state_errors/sto-6g/bk/state_errors_O.csv b/baseline/state_errors/sto-6g/bk/state_errors_O.csv
new file mode 100644
index 00000000..ae424e32
--- /dev/null
+++ b/baseline/state_errors/sto-6g/bk/state_errors_O.csv
@@ -0,0 +1,141 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : bk   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+O,nan,sto-6g,002-002,bk,4,64,1,64,1.0,1.570796326794932,1,7.622140442382445e-15,0.003,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,64,2,128,0.5,0.785398163397466,1,2.971172142582517e-14,0.006,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,64,4,256,0.25,0.392699081698733,1,3.962333714114375e-14,0.013,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,64,1,64,1.0,1.570796326794932,2,3.376112108245195e-14,0.006,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,64,2,128,0.5,0.785398163397466,2,2.9123588366958275e-14,0.012,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,64,4,256,0.25,0.392699081698733,2,1.75273904745017e-13,0.024,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,64,1,64,1.0,1.570796326794932,4,3.761032329165933e-14,0.03,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,64,2,128,0.5,0.785398163397466,4,3.2976704369455676e-13,0.059,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,64,4,256,0.25,0.392699081698733,4,1.0548610947074868e-13,0.119,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,256,1,256,1.0,1.570796326794932,1,3.092607019652766e-14,0.012,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,256,2,512,0.5,0.785398163397466,1,1.1184176783537865e-13,0.024,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,256,4,1024,0.25,0.392699081698733,1,1.483129683523087e-13,0.049,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,256,1,256,1.0,1.570796326794932,2,1.2464464293674062e-13,0.024,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,256,2,512,0.5,0.785398163397466,2,1.1818867092219488e-13,0.047,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,256,4,1024,0.25,0.392699081698733,2,7.058431001612393e-13,0.094,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,256,1,256,1.0,1.570796326794932,4,1.7784314035160307e-13,0.118,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,256,2,512,0.5,0.785398163397466,4,1.2896716666582317e-12,0.234,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,256,4,1024,0.25,0.392699081698733,4,4.2449935127820174e-13,0.474,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,512,1,512,1.0,1.570796326794932,1,6.137598828259121e-14,0.025,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,512,2,1024,0.5,0.785398163397466,1,2.210873534553894e-13,0.048,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,512,4,2048,0.25,0.392699081698733,1,2.9706524510881737e-13,0.097,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,512,1,512,1.0,1.570796326794932,2,2.444405058358425e-13,0.048,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,512,2,1024,0.5,0.785398163397466,2,2.404619334958244e-13,0.094,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,512,4,2048,0.25,0.392699081698733,2,1.413069413652442e-12,0.189,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,512,1,512,1.0,1.570796326794932,4,3.7032822444898067e-13,0.234,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,512,2,1024,0.5,0.785398163397466,4,2.5558665302885067e-12,0.472,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,002-002,bk,4,512,4,2048,0.25,0.392699081698733,4,8.361294949090917e-13,0.937,75.49599311106773,2.8864775604281476
+O,nan,sto-6g,004-002,bk,6,64,1,64,1.0,1.5707963267949343,1,0.006524342943735963,0.008,79.07928691260868,11.330190011851215
+O,nan,sto-6g,004-002,bk,6,64,2,128,0.5,0.7853981633974672,1,0.003261891000300502,0.016,79.07928691260868,11.330190011851215
+O,nan,sto-6g,004-002,bk,6,64,4,256,0.25,0.3926990816987336,1,0.0016308795541811456,0.032,79.07928691260868,11.330190011851215
+O,nan,sto-6g,004-002,bk,6,64,1,64,1.0,1.5707963267949343,2,3.0251500965674836e-05,0.016,79.07928691260868,11.330190011851215
+O,nan,sto-6g,004-002,bk,6,64,2,128,0.5,0.7853981633974672,2,7.562745432568646e-06,0.031,79.07928691260868,11.330190011851215
+O,nan,sto-6g,004-002,bk,6,64,4,256,0.25,0.3926990816987336,2,1.89067824058217e-06,0.063,79.07928691260868,11.330190011851215
+O,nan,sto-6g,004-002,bk,6,64,1,64,1.0,1.5707963267949343,4,2.1713281964883637e-10,0.078,79.07928691260868,11.330190011851215
+O,nan,sto-6g,004-002,bk,6,64,2,128,0.5,0.7853981633974672,4,1.3567686072903699e-11,0.156,79.07928691260868,11.330190011851215
+O,nan,sto-6g,004-002,bk,6,64,4,256,0.25,0.3926990816987336,4,8.896195572995329e-13,0.312,79.07928691260868,11.330190011851215
+O,nan,sto-6g,004-002,bk,6,256,1,256,1.0,1.5707963267949343,1,0.012689753020140833,0.032,79.07928691260868,11.330190011851215
+O,nan,sto-6g,004-002,bk,6,256,2,512,0.5,0.7853981633974672,1,0.006342581105893716,0.062,79.07928691260868,11.330190011851215
+O,nan,sto-6g,004-002,bk,6,256,4,1024,0.25,0.3926990816987336,1,0.0031707138239172082,0.126,79.07928691260868,11.330190011851215
+O,nan,sto-6g,004-002,bk,6,256,1,256,1.0,1.5707963267949343,2,6.837387538429223e-05,0.062,79.07928691260868,11.330190011851215
+O,nan,sto-6g,004-002,bk,6,256,2,512,0.5,0.7853981633974672,2,1.7093275093401957e-05,0.122,79.07928691260868,11.330190011851215
+O,nan,sto-6g,004-002,bk,6,256,4,1024,0.25,0.3926990816987336,2,4.273306666523907e-06,0.245,79.07928691260868,11.330190011851215
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+O,nan,sto-6g,004-002,bk,6,256,2,512,0.5,0.7853981633974672,4,2.075204142434173e-11,0.607,79.07928691260868,11.330190011851215
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diff --git a/baseline/state_errors/sto-6g/jw/state_errors_B.csv b/baseline/state_errors/sto-6g/jw/state_errors_B.csv
new file mode 100644
index 00000000..cead7128
--- /dev/null
+++ b/baseline/state_errors/sto-6g/jw/state_errors_B.csv
@@ -0,0 +1,168 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+B,nan,sto-6g,001-001,jw,2,64,1,64,1.0,0.37164972282687403,1,5.074338674593921e-15,0.001,24.484116895907313,2.0
+B,nan,sto-6g,001-001,jw,2,64,2,128,0.5,0.18582486141343701,1,1.3835089558108834e-14,0.002,24.484116895907313,2.0
+B,nan,sto-6g,001-001,jw,2,64,4,256,0.25,0.09291243070671851,1,1.9828595652310073e-14,0.003,24.484116895907313,2.0
+B,nan,sto-6g,001-001,jw,2,64,1,64,1.0,0.37164972282687403,2,1.4885685496664094e-14,0.001,24.484116895907313,2.0
+B,nan,sto-6g,001-001,jw,2,64,2,128,0.5,0.18582486141343701,2,1.69111421863192e-14,0.003,24.484116895907313,2.0
+B,nan,sto-6g,001-001,jw,2,64,4,256,0.25,0.09291243070671851,2,1.3346709450655608e-14,0.005,24.484116895907313,2.0
+B,nan,sto-6g,001-001,jw,2,64,1,64,1.0,0.37164972282687403,4,4.525027168000529e-14,0.006,24.484116895907313,2.0
+B,nan,sto-6g,001-001,jw,2,64,2,128,0.5,0.18582486141343701,4,4.4267837332919145e-14,0.012,24.484116895907313,2.0
+B,nan,sto-6g,001-001,jw,2,64,4,256,0.25,0.09291243070671851,4,1.0527818253729124e-14,0.024,24.484116895907313,2.0
+B,nan,sto-6g,001-001,jw,2,256,1,256,1.0,0.37164972282687403,1,6.413765235640767e-14,0.003,24.484116895907313,2.0
+B,nan,sto-6g,001-001,jw,2,256,2,512,0.5,0.18582486141343701,1,6.49089401339857e-14,0.006,24.484116895907313,2.0
+B,nan,sto-6g,001-001,jw,2,256,4,1024,0.25,0.09291243070671851,1,8.943961096401119e-14,0.011,24.484116895907313,2.0
+B,nan,sto-6g,001-001,jw,2,256,1,256,1.0,0.37164972282687403,2,6.528451240140649e-14,0.005,24.484116895907313,2.0
+B,nan,sto-6g,001-001,jw,2,256,2,512,0.5,0.18582486141343701,2,7.522340661594991e-14,0.01,24.484116895907313,2.0
+B,nan,sto-6g,001-001,jw,2,256,4,1024,0.25,0.09291243070671851,2,9.73267375312364e-14,0.02,24.484116895907313,2.0
+B,nan,sto-6g,001-001,jw,2,256,1,256,1.0,0.37164972282687403,4,1.626801050587296e-13,0.025,24.484116895907313,2.0
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+B,nan,sto-6g,001-001,jw,2,256,4,1024,0.25,0.09291243070671851,4,6.495041916866897e-14,0.099,24.484116895907313,2.0
+B,nan,sto-6g,001-001,jw,2,512,1,512,1.0,0.37164972282687403,1,9.22542726630826e-14,0.006,24.484116895907313,2.0
+B,nan,sto-6g,001-001,jw,2,512,2,1024,0.5,0.18582486141343701,1,9.976089055286778e-14,0.012,24.484116895907313,2.0
+B,nan,sto-6g,001-001,jw,2,512,4,2048,0.25,0.09291243070671851,1,1.5883491607756163e-13,0.023,24.484116895907313,2.0
+B,nan,sto-6g,001-001,jw,2,512,1,512,1.0,0.37164972282687403,2,1.0178347643496124e-13,0.01,24.484116895907313,2.0
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+B,nan,sto-6g,001-001,jw,2,512,4,2048,0.25,0.09291243070671851,2,1.683365112563204e-13,0.04,24.484116895907313,2.0
+B,nan,sto-6g,001-001,jw,2,512,1,512,1.0,0.37164972282687403,4,3.244635776182864e-13,0.05,24.484116895907313,2.0
+B,nan,sto-6g,001-001,jw,2,512,2,1024,0.5,0.18582486141343701,4,4.47076129576351e-13,0.099,24.484116895907313,2.0
+B,nan,sto-6g,001-001,jw,2,512,4,2048,0.25,0.09291243070671851,4,9.559666560812723e-14,0.194,24.484116895907313,2.0
+B,nan,sto-6g,001-003,jw,4,64,1,64,1.0,1.5707963267949048,1,1.4042018569347593e-14,0.003,25.825326015843906,4.057721471586504
+B,nan,sto-6g,001-003,jw,4,64,2,128,0.5,0.7853981633974524,1,5.148605418832088e-14,0.007,25.825326015843906,4.057721471586504
+B,nan,sto-6g,001-003,jw,4,64,4,256,0.25,0.3926990816987262,1,8.584716532884672e-14,0.014,25.825326015843906,4.057721471586504
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diff --git a/baseline/state_errors/sto-6g/jw/state_errors_Be.csv b/baseline/state_errors/sto-6g/jw/state_errors_Be.csv
new file mode 100644
index 00000000..6df63228
--- /dev/null
+++ b/baseline/state_errors/sto-6g/jw/state_errors_Be.csv
@@ -0,0 +1,141 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Be,nan,sto-6g,002-002,jw,4,64,1,64,1.0,1.3090798663688794,1,0.04604102303300969,0.003,15.018087472300778,2.0
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diff --git a/baseline/state_errors/sto-6g/jw/state_errors_C.csv b/baseline/state_errors/sto-6g/jw/state_errors_C.csv
new file mode 100644
index 00000000..bf282785
--- /dev/null
+++ b/baseline/state_errors/sto-6g/jw/state_errors_C.csv
@@ -0,0 +1,141 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
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+C,nan,sto-6g,006-004,jw,10,256,1,256,1.0,1.5707963267948903,2,0.000439762842281838,0.619,51.0070843261077,52.71036701829841
+C,nan,sto-6g,006-004,jw,10,256,2,512,0.5,0.7853981633974452,2,0.0001091557374559491,1.227,51.0070843261077,52.71036701829841
+C,nan,sto-6g,006-004,jw,10,256,4,1024,0.25,0.3926990816987226,2,2.7241853286960596e-05,2.458,51.0070843261077,52.71036701829841
+C,nan,sto-6g,006-004,jw,10,256,1,256,1.0,1.5707963267948903,4,2.636963802744721e-06,3.042,51.0070843261077,52.71036701829841
+C,nan,sto-6g,006-004,jw,10,256,2,512,0.5,0.7853981633974452,4,1.7336188830114573e-07,6.074,51.0070843261077,52.71036701829841
+C,nan,sto-6g,006-004,jw,10,256,4,1024,0.25,0.3926990816987226,4,1.0974824937928676e-08,12.126,51.0070843261077,52.71036701829841
+C,nan,sto-6g,006-004,jw,10,512,1,512,1.0,1.5707963267948903,1,0.007574066892081059,0.584,51.0070843261077,52.71036701829841
+C,nan,sto-6g,006-004,jw,10,512,2,1024,0.5,0.7853981633974452,1,0.0036890004354893065,1.229,51.0070843261077,52.71036701829841
+C,nan,sto-6g,006-004,jw,10,512,4,2048,0.25,0.3926990816987226,1,0.0018217317608885035,2.454,51.0070843261077,52.71036701829841
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+C,nan,sto-6g,006-004,jw,10,512,2,1024,0.5,0.7853981633974452,2,0.0001985972216211187,2.417,51.0070843261077,52.71036701829841
+C,nan,sto-6g,006-004,jw,10,512,4,2048,0.25,0.3926990816987226,2,4.954887150622154e-05,4.865,51.0070843261077,52.71036701829841
+C,nan,sto-6g,006-004,jw,10,512,1,512,1.0,1.5707963267948903,4,4.999988271900708e-06,6.104,51.0070843261077,52.71036701829841
+C,nan,sto-6g,006-004,jw,10,512,2,1024,0.5,0.7853981633974452,4,3.2848039629071134e-07,12.169,51.0070843261077,52.71036701829841
+C,nan,sto-6g,006-004,jw,10,512,4,2048,0.25,0.3926990816987226,4,2.0792467789469265e-08,24.38,51.0070843261077,52.71036701829841
diff --git a/baseline/state_errors/sto-6g/jw/state_errors_F.csv b/baseline/state_errors/sto-6g/jw/state_errors_F.csv
new file mode 100644
index 00000000..a6c73b15
--- /dev/null
+++ b/baseline/state_errors/sto-6g/jw/state_errors_F.csv
@@ -0,0 +1,168 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+F,nan,sto-6g,001-001,jw,2,64,1,64,1.0,0.6104163502882614,1,8.142194023153073e-16,0.001,99.05233499463276,2.0
+F,nan,sto-6g,001-001,jw,2,64,2,128,0.5,0.3052081751441307,1,1.5298700120724732e-14,0.001,99.05233499463276,2.0
+F,nan,sto-6g,001-001,jw,2,64,4,256,0.25,0.15260408757206534,1,4.067079873612506e-14,0.003,99.05233499463276,2.0
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+F,nan,sto-6g,005-001,jw,6,512,4,2048,0.25,0.39269908169872614,4,1.0887925815757358e-11,2.456,105.39345559650698,18.199359031001052
+F,nan,sto-6g,007-001,jw,8,64,1,64,1.0,1.5707963267949023,1,0.00041540738647716615,0.016,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,64,2,128,0.5,0.7853981633974512,1,0.00020437325569574988,0.033,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,64,4,256,0.25,0.3926990816987256,1,0.00010177272207795408,0.065,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,64,1,64,1.0,1.5707963267949023,2,6.527147692160992e-05,0.032,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,64,2,128,0.5,0.7853981633974512,2,1.6314540527548302e-05,0.064,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,64,4,256,0.25,0.3926990816987256,2,4.078427932698064e-06,0.128,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,64,1,64,1.0,1.5707963267949023,4,1.0763015298904158e-07,0.163,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,64,2,128,0.5,0.7853981633974512,4,6.678112903358544e-09,0.323,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,64,4,256,0.25,0.3926990816987256,4,4.166285543650142e-10,0.644,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,256,1,256,1.0,1.5707963267949023,1,0.00018918791697132182,0.065,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,256,2,512,0.5,0.7853981633974512,1,6.502105686577855e-05,0.13,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,256,4,1024,0.25,0.3926990816987256,1,2.762429245447119e-05,0.259,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,256,1,256,1.0,1.5707963267949023,2,4.4882223326723456e-05,0.129,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,256,2,512,0.5,0.7853981633974512,2,1.1221064850425577e-05,0.255,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,256,4,1024,0.25,0.3926990816987256,2,2.805298940217169e-06,0.516,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,256,1,256,1.0,1.5707963267949023,4,3.935047609581081e-08,0.652,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,256,2,512,0.5,0.7853981633974512,4,2.455575758146242e-09,1.284,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,256,4,1024,0.25,0.3926990816987256,4,1.534445013556345e-10,2.599,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,512,1,512,1.0,1.5707963267949023,1,0.0003752087275899651,0.128,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,512,2,1024,0.5,0.7853981633974512,1,0.00012778927081175966,0.257,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,512,4,2048,0.25,0.3926990816987256,1,5.392732253387772e-05,0.513,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,512,1,512,1.0,1.5707963267949023,2,8.939227157204853e-05,0.257,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,512,2,1024,0.5,0.7853981633974512,2,2.2349008873283932e-05,0.512,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,512,4,2048,0.25,0.3926990816987256,2,5.587312541972766e-06,1.034,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,512,1,512,1.0,1.5707963267949023,4,7.670716676128159e-08,1.291,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,512,2,1024,0.5,0.7853981633974512,4,4.78885495447043e-09,2.583,111.31853209353895,36.624737474982055
+F,nan,sto-6g,007-001,jw,8,512,4,2048,0.25,0.3926990816987256,4,2.992616678623687e-10,5.151,111.31853209353895,36.624737474982055
+F,nan,sto-6g,009-001,jw,10,64,1,64,1.0,1.5707963267948932,1,7.68392563769823e-05,0.068,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,64,2,128,0.5,0.7853981633974466,1,3.832199652768243e-05,0.136,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,64,4,256,0.25,0.3926990816987233,1,1.9149386400017396e-05,0.269,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,64,1,64,1.0,1.5707963267948932,2,4.998597503611705e-06,0.133,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,64,2,128,0.5,0.7853981633974466,2,1.2496087593088852e-06,0.272,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,64,4,256,0.25,0.3926990816987233,2,3.1240029661118645e-07,0.536,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,64,1,64,1.0,1.5707963267948932,4,3.543787546018815e-08,0.668,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,64,2,128,0.5,0.7853981633974466,4,2.110983414348547e-09,1.331,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,64,4,256,0.25,0.3926990816987233,4,1.3042055831940737e-10,2.695,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,256,1,256,1.0,1.5707963267948932,1,0.00011760488908003733,0.271,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,256,2,512,0.5,0.7853981633974466,1,5.864972739829243e-05,0.557,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,256,4,1024,0.25,0.3926990816987233,1,2.930633876798319e-05,1.095,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,256,1,256,1.0,1.5707963267948932,2,6.879359806650558e-06,0.533,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,256,2,512,0.5,0.7853981633974466,2,1.7188130586539286e-06,1.069,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,256,4,1024,0.25,0.3926990816987233,2,4.2964007544087835e-07,2.151,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,256,1,256,1.0,1.5707963267948932,4,4.1903349082319867e-08,2.681,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,256,2,512,0.5,0.7853981633974466,4,2.4973335157881775e-09,5.351,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,256,4,1024,0.25,0.3926990816987233,4,1.5439098498216998e-10,10.764,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,512,1,512,1.0,1.5707963267948932,1,8.969464055747926e-05,0.551,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,512,2,1024,0.5,0.7853981633974466,1,4.449698214718568e-05,1.079,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,512,4,2048,0.25,0.3926990816987233,1,2.2205351897397857e-05,2.152,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,512,1,512,1.0,1.5707963267948932,2,6.711208937184553e-06,1.07,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,512,2,1024,0.5,0.7853981633974466,2,1.6778818325900838e-06,2.146,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,512,4,2048,0.25,0.3926990816987233,2,4.194749749988112e-07,4.289,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,512,1,512,1.0,1.5707963267948932,4,4.359116078306518e-08,5.355,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,512,2,1024,0.5,0.7853981633974466,4,2.601380656504229e-09,10.798,125.90541716971194,128.57023647378466
+F,nan,sto-6g,009-001,jw,10,512,4,2048,0.25,0.3926990816987233,4,1.611212146697726e-10,21.561,125.90541716971194,128.57023647378466
diff --git a/baseline/state_errors/sto-6g/jw/state_errors_H.csv b/baseline/state_errors/sto-6g/jw/state_errors_H.csv
new file mode 100644
index 00000000..273a0144
--- /dev/null
+++ b/baseline/state_errors/sto-6g/jw/state_errors_H.csv
@@ -0,0 +1,60 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+H,nan,sto-6g,001-001,jw,2,64,1,64,1.0,0.43556520845691515,1,1.680072297996111e-14,0.001,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,64,2,128,0.5,0.21778260422845758,1,1.719089923821385e-14,0.001,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,64,4,256,0.25,0.10889130211422879,1,1.9389211565826716e-14,0.002,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,64,1,64,1.0,0.43556520845691515,2,1.426020863185402e-14,0.001,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,64,2,128,0.5,0.21778260422845758,2,1.998062180714235e-14,0.002,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,64,4,256,0.25,0.10889130211422879,2,5.668120760912748e-14,0.004,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,64,1,64,1.0,0.43556520845691515,4,3.755771433604981e-14,0.005,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,64,2,128,0.5,0.21778260422845758,4,6.987352464431301e-15,0.01,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,64,4,256,0.25,0.10889130211422879,4,1.2359754471413708e-13,0.021,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,256,1,256,1.0,0.43556520845691515,1,6.897907767905921e-14,0.002,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,256,2,512,0.5,0.21778260422845758,1,1.1285617735592019e-13,0.005,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,256,4,1024,0.25,0.10889130211422879,1,1.3361703608789407e-13,0.01,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,256,1,256,1.0,0.43556520845691515,2,8.271548984767034e-14,0.004,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,256,2,512,0.5,0.21778260422845758,2,1.4245939555527722e-13,0.008,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,256,4,1024,0.25,0.10889130211422879,2,1.4769371631776245e-13,0.017,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,256,1,256,1.0,0.43556520845691515,4,6.870773754112766e-14,0.021,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,256,2,512,0.5,0.21778260422845758,4,9.184490663479703e-14,0.042,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,256,4,1024,0.25,0.10889130211422879,4,5.851467814948831e-13,0.084,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,512,1,512,1.0,0.43556520845691515,1,2.6302420650436387e-13,0.005,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,512,2,1024,0.5,0.21778260422845758,1,3.6459713986578274e-13,0.01,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,512,4,2048,0.25,0.10889130211422879,1,4.055887230577637e-13,0.02,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,512,1,512,1.0,0.43556520845691515,2,3.023709885324869e-13,0.008,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,512,2,1024,0.5,0.21778260422845758,2,4.2248577361027047e-13,0.017,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,512,4,2048,0.25,0.10889130211422879,2,1.618202236127752e-13,0.033,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,512,1,512,1.0,0.43556520845691515,4,4.2518063195290835e-14,0.042,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,512,2,1024,0.5,0.21778260422845758,4,3.3151804676434144e-13,0.083,0.5545788477181589,2.0
+H,nan,sto-6g,001-001,jw,2,512,4,2048,0.25,0.10889130211422879,4,1.3055705658344597e-12,0.167,0.5545788477181589,2.0
diff --git a/baseline/state_errors/sto-6g/jw/state_errors_Li.csv b/baseline/state_errors/sto-6g/jw/state_errors_Li.csv
new file mode 100644
index 00000000..60cc10b5
--- /dev/null
+++ b/baseline/state_errors/sto-6g/jw/state_errors_Li.csv
@@ -0,0 +1,168 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+Li,nan,sto-6g,001-001,jw,2,64,1,64,1.0,0.16941492886731396,1,3.227294399221455e-15,0.001,7.436938100002826,2.0
+Li,nan,sto-6g,001-001,jw,2,64,2,128,0.5,0.08470746443365698,1,8.773572135525474e-15,0.001,7.436938100002826,2.0
+Li,nan,sto-6g,001-001,jw,2,64,4,256,0.25,0.04235373221682849,1,7.4517388679806e-15,0.003,7.436938100002826,2.0
+Li,nan,sto-6g,001-001,jw,2,64,1,64,1.0,0.16941492886731396,2,4.1213057840373734e-15,0.001,7.436938100002826,2.0
+Li,nan,sto-6g,001-001,jw,2,64,2,128,0.5,0.08470746443365698,2,1.1102230246251565e-14,0.002,7.436938100002826,2.0
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+Li,nan,sto-6g,003-007,jw,10,64,4,256,0.25,0.39269908169872525,2,1.919398773377167e-05,0.556,12.600911486424293,16.854913098098876
+Li,nan,sto-6g,003-007,jw,10,64,1,64,1.0,1.570796326794901,4,1.8877453998543248e-06,0.701,12.600911486424293,16.854913098098876
+Li,nan,sto-6g,003-007,jw,10,64,2,128,0.5,0.7853981633974505,4,1.1503201390956455e-07,1.385,12.600911486424293,16.854913098098876
+Li,nan,sto-6g,003-007,jw,10,64,4,256,0.25,0.39269908169872525,4,7.1446432751859805e-09,2.8,12.600911486424293,16.854913098098876
+Li,nan,sto-6g,003-007,jw,10,256,1,256,1.0,1.570796326794901,1,0.0014815046796360822,0.281,12.600911486424293,16.854913098098876
+Li,nan,sto-6g,003-007,jw,10,256,2,512,0.5,0.7853981633974505,1,0.0007032386539248505,0.571,12.600911486424293,16.854913098098876
+Li,nan,sto-6g,003-007,jw,10,256,4,1024,0.25,0.39269908169872525,1,0.0003465242721291659,1.142,12.600911486424293,16.854913098098876
+Li,nan,sto-6g,003-007,jw,10,256,1,256,1.0,1.570796326794901,2,0.00029525045379496297,0.571,12.600911486424293,16.854913098098876
+Li,nan,sto-6g,003-007,jw,10,256,2,512,0.5,0.7853981633974505,2,7.305861939691168e-05,1.126,12.600911486424293,16.854913098098876
+Li,nan,sto-6g,003-007,jw,10,256,4,1024,0.25,0.39269908169872525,2,1.8218565377566227e-05,2.216,12.600911486424293,16.854913098098876
+Li,nan,sto-6g,003-007,jw,10,256,1,256,1.0,1.570796326794901,4,1.097313077874202e-06,2.838,12.600911486424293,16.854913098098876
+Li,nan,sto-6g,003-007,jw,10,256,2,512,0.5,0.7853981633974505,4,6.820305252935977e-08,5.637,12.600911486424293,16.854913098098876
+Li,nan,sto-6g,003-007,jw,10,256,4,1024,0.25,0.39269908169872525,4,4.257438949102286e-09,11.289,12.600911486424293,16.854913098098876
+Li,nan,sto-6g,003-007,jw,10,512,1,512,1.0,1.570796326794901,1,0.0021945764530313045,0.558,12.600911486424293,16.854913098098876
+Li,nan,sto-6g,003-007,jw,10,512,2,1024,0.5,0.7853981633974505,1,0.0010033813807271534,1.124,12.600911486424293,16.854913098098876
+Li,nan,sto-6g,003-007,jw,10,512,4,2048,0.25,0.39269908169872525,1,0.0004896068885863857,2.251,12.600911486424293,16.854913098098876
+Li,nan,sto-6g,003-007,jw,10,512,1,512,1.0,1.570796326794901,2,0.0005600780407361173,1.138,12.600911486424293,16.854913098098876
+Li,nan,sto-6g,003-007,jw,10,512,2,1024,0.5,0.7853981633974505,2,0.0001385151617343336,2.272,12.600911486424293,16.854913098098876
+Li,nan,sto-6g,003-007,jw,10,512,4,2048,0.25,0.39269908169872525,2,3.4536864451823284e-05,4.488,12.600911486424293,16.854913098098876
+Li,nan,sto-6g,003-007,jw,10,512,1,512,1.0,1.570796326794901,4,2.0416361039867018e-06,5.592,12.600911486424293,16.854913098098876
+Li,nan,sto-6g,003-007,jw,10,512,2,1024,0.5,0.7853981633974505,4,1.2719552863207462e-07,11.27,12.600911486424293,16.854913098098876
+Li,nan,sto-6g,003-007,jw,10,512,4,2048,0.25,0.39269908169872525,4,7.944738061971856e-09,22.571,12.600911486424293,16.854913098098876
diff --git a/baseline/state_errors/sto-6g/jw/state_errors_N.csv b/baseline/state_errors/sto-6g/jw/state_errors_N.csv
new file mode 100644
index 00000000..3ee45d39
--- /dev/null
+++ b/baseline/state_errors/sto-6g/jw/state_errors_N.csv
@@ -0,0 +1,168 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+N,nan,sto-6g,001-001,jw,2,64,1,64,1.0,0.39578566649955094,1,1.3868569895346418e-14,0.001,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,64,2,128,0.5,0.19789283324977547,1,1.0053037303109397e-14,0.001,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,64,4,256,0.25,0.09894641662488773,1,2.0390735208568635e-14,0.003,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,64,1,64,1.0,0.39578566649955094,2,1.3406259075902451e-14,0.001,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,64,2,128,0.5,0.19789283324977547,2,2.039579716598493e-14,0.002,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,64,4,256,0.25,0.09894641662488773,2,3.009032119999819e-14,0.005,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,64,1,64,1.0,0.39578566649955094,4,4.158774527240129e-14,0.006,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,64,2,128,0.5,0.19789283324977547,4,3.242535543737154e-14,0.012,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,64,4,256,0.25,0.09894641662488773,4,1.4806916741210234e-14,0.023,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,256,1,256,1.0,0.39578566649955094,1,7.791057313319064e-14,0.003,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,256,2,512,0.5,0.19789283324977547,1,1.0849446818623311e-13,0.006,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,256,4,1024,0.25,0.09894641662488773,1,3.89222345981688e-14,0.011,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,256,1,256,1.0,0.39578566649955094,2,9.533771956697813e-14,0.005,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,256,2,512,0.5,0.19789283324977547,2,4.1097601241877936e-14,0.009,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,256,4,1024,0.25,0.09894641662488773,2,4.5738527505019856e-14,0.019,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,256,1,256,1.0,0.39578566649955094,4,8.626290014307931e-14,0.025,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,256,2,512,0.5,0.19789283324977547,4,5.0565022034384004e-14,0.049,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,256,4,1024,0.25,0.09894641662488773,4,7.82769630706622e-14,0.097,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,512,1,512,1.0,0.39578566649955094,1,3.3631109252797255e-13,0.006,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,512,2,1024,0.5,0.19789283324977547,1,4.0385483792276897e-13,0.012,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,512,4,2048,0.25,0.09894641662488773,1,3.0137895604257475e-13,0.023,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,512,1,512,1.0,0.39578566649955094,2,3.609887262246844e-13,0.01,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,512,2,1024,0.5,0.19789283324977547,2,3.0883796488350444e-13,0.02,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,512,4,2048,0.25,0.09894641662488773,2,2.781711422583987e-13,0.04,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,512,1,512,1.0,0.39578566649955094,4,2.4963248057239053e-13,0.05,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,512,2,1024,0.5,0.19789283324977547,4,2.8063620642352974e-13,0.099,54.14573479837542,2.0
+N,nan,sto-6g,001-001,jw,2,512,4,2048,0.25,0.09894641662488773,4,3.171864095314903e-13,0.195,54.14573479837542,2.0
+N,nan,sto-6g,001-003,jw,4,64,1,64,1.0,1.570796326794905,1,4.197245453456882e-15,0.003,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,64,2,128,0.5,0.7853981633974525,1,7.931881215681573e-15,0.007,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,64,4,256,0.25,0.39269908169872625,1,5.89111422354476e-14,0.013,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,64,1,64,1.0,1.570796326794905,2,7.797686997855428e-15,0.007,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,64,2,128,0.5,0.7853981633974525,2,4.9729688943554666e-14,0.013,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,64,4,256,0.25,0.39269908169872625,2,4.599972335383306e-14,0.026,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,64,1,64,1.0,1.570796326794905,4,1.2259295854563215e-14,0.033,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,64,2,128,0.5,0.7853981633974525,4,2.5781090359691462e-14,0.066,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,64,4,256,0.25,0.39269908169872625,4,1.4027196712669649e-13,0.133,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,256,1,256,1.0,1.570796326794905,1,2.0019217715621423e-14,0.013,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,256,2,512,0.5,0.7853981633974525,1,3.5969855415574315e-14,0.027,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,256,4,1024,0.25,0.39269908169872625,1,2.309929728949272e-13,0.053,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,256,1,256,1.0,1.570796326794905,2,3.433175112741466e-14,0.027,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,256,2,512,0.5,0.7853981633974525,2,1.985739095124741e-13,0.053,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,256,4,1024,0.25,0.39269908169872625,2,1.9071489191487462e-13,0.105,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,256,1,256,1.0,1.570796326794905,4,2.6281115900342073e-14,0.131,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,256,2,512,0.5,0.7853981633974525,4,1.1608374566810937e-13,0.264,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,256,4,1024,0.25,0.39269908169872625,4,5.769014679626574e-13,0.524,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,512,1,512,1.0,1.570796326794905,1,3.5721760111420036e-14,0.027,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,512,2,1024,0.5,0.7853981633974525,1,7.790507037184583e-14,0.054,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,512,4,2048,0.25,0.39269908169872625,1,4.475399900494735e-13,0.107,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,512,1,512,1.0,1.570796326794905,2,6.977025220106203e-14,0.052,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,512,2,1024,0.5,0.7853981633974525,2,3.9601088814576245e-13,0.104,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,512,4,2048,0.25,0.39269908169872625,2,3.902644284051314e-13,0.207,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,512,1,512,1.0,1.570796326794905,4,5.616499675982446e-14,0.263,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,512,2,1024,0.5,0.7853981633974525,4,2.444977549695147e-13,0.526,55.76699633125252,4.563340457134331
+N,nan,sto-6g,001-003,jw,4,512,4,2048,0.25,0.39269908169872625,4,1.1323064970287103e-12,1.057,55.76699633125252,4.563340457134331
+N,nan,sto-6g,003-003,jw,6,64,1,64,1.0,1.5707963267949052,1,6.479438136717948e-14,0.009,56.47550163726786,5.721039901277578
+N,nan,sto-6g,003-003,jw,6,64,2,128,0.5,0.7853981633974526,1,9.437257463300862e-14,0.017,56.47550163726786,5.721039901277578
+N,nan,sto-6g,003-003,jw,6,64,4,256,0.25,0.3926990816987263,1,9.392348688954553e-14,0.035,56.47550163726786,5.721039901277578
+N,nan,sto-6g,003-003,jw,6,64,1,64,1.0,1.5707963267949052,2,9.031026699802468e-14,0.016,56.47550163726786,5.721039901277578
+N,nan,sto-6g,003-003,jw,6,64,2,128,0.5,0.7853981633974526,2,1.0948306516158506e-13,0.034,56.47550163726786,5.721039901277578
+N,nan,sto-6g,003-003,jw,6,64,4,256,0.25,0.3926990816987263,2,9.628006828250801e-14,0.067,56.47550163726786,5.721039901277578
+N,nan,sto-6g,003-003,jw,6,64,1,64,1.0,1.5707963267949052,4,4.2358649038296395e-13,0.085,56.47550163726786,5.721039901277578
+N,nan,sto-6g,003-003,jw,6,64,2,128,0.5,0.7853981633974526,4,2.9682772243985163e-13,0.169,56.47550163726786,5.721039901277578
+N,nan,sto-6g,003-003,jw,6,64,4,256,0.25,0.3926990816987263,4,1.4629132939338586e-12,0.34,56.47550163726786,5.721039901277578
+N,nan,sto-6g,003-003,jw,6,256,1,256,1.0,1.5707963267949052,1,2.613380506514756e-13,0.034,56.47550163726786,5.721039901277578
+N,nan,sto-6g,003-003,jw,6,256,2,512,0.5,0.7853981633974526,1,3.872720774333288e-13,0.069,56.47550163726786,5.721039901277578
+N,nan,sto-6g,003-003,jw,6,256,4,1024,0.25,0.3926990816987263,1,3.9158877258028113e-13,0.138,56.47550163726786,5.721039901277578
+N,nan,sto-6g,003-003,jw,6,256,1,256,1.0,1.5707963267949052,2,3.558162673233354e-13,0.068,56.47550163726786,5.721039901277578
+N,nan,sto-6g,003-003,jw,6,256,2,512,0.5,0.7853981633974526,2,4.183589782126689e-13,0.135,56.47550163726786,5.721039901277578
+N,nan,sto-6g,003-003,jw,6,256,4,1024,0.25,0.3926990816987263,2,3.894158657627647e-13,0.27,56.47550163726786,5.721039901277578
+N,nan,sto-6g,003-003,jw,6,256,1,256,1.0,1.5707963267949052,4,1.7096007826864266e-12,0.341,56.47550163726786,5.721039901277578
+N,nan,sto-6g,003-003,jw,6,256,2,512,0.5,0.7853981633974526,4,1.113530135180107e-12,0.653,56.47550163726786,5.721039901277578
+N,nan,sto-6g,003-003,jw,6,256,4,1024,0.25,0.3926990816987263,4,5.8466137789657054e-12,1.32,56.47550163726786,5.721039901277578
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+N,nan,sto-6g,003-003,jw,6,512,2,1024,0.5,0.7853981633974526,1,7.593955083355105e-13,0.131,56.47550163726786,5.721039901277578
+N,nan,sto-6g,003-003,jw,6,512,4,2048,0.25,0.3926990816987263,1,7.89454916107614e-13,0.262,56.47550163726786,5.721039901277578
+N,nan,sto-6g,003-003,jw,6,512,1,512,1.0,1.5707963267949052,2,7.127819836533046e-13,0.129,56.47550163726786,5.721039901277578
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+N,nan,sto-6g,003-003,jw,6,512,4,2048,0.25,0.3926990816987263,4,1.1707474148835037e-11,2.562,56.47550163726786,5.721039901277578
+N,nan,sto-6g,005-003,jw,8,64,1,64,1.0,1.570796326794889,1,0.01792733095150997,0.018,61.008235000360834,16.8748388392044
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+N,nan,sto-6g,005-003,jw,8,64,1,64,1.0,1.570796326794889,2,0.0013472259460600964,0.034,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,64,2,128,0.5,0.7853981633974445,2,0.0003366488178304784,0.069,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,64,4,256,0.25,0.39269908169872225,2,8.415234932378564e-05,0.14,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,64,1,64,1.0,1.570796326794889,4,4.263374145422765e-07,0.171,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,64,2,128,0.5,0.7853981633974445,4,2.66871558825749e-08,0.347,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,64,4,256,0.25,0.39269908169872225,4,1.6685897220060372e-09,0.686,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,256,1,256,1.0,1.570796326794889,1,0.007823108172556235,0.068,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,256,2,512,0.5,0.7853981633974445,1,0.003325664557176402,0.134,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,256,4,1024,0.25,0.39269908169872225,1,0.0015819707084654602,0.271,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,256,1,256,1.0,1.570796326794889,2,0.00476793413557235,0.136,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,256,2,512,0.5,0.7853981633974445,2,0.0011912144672240905,0.272,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,256,4,1024,0.25,0.39269908169872225,2,0.0002977554840166919,0.548,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,256,1,256,1.0,1.570796326794889,4,1.6156340055110106e-06,0.683,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,256,2,512,0.5,0.7853981633974445,4,1.0117626623815274e-07,1.36,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,256,4,1024,0.25,0.39269908169872225,4,6.32663185974452e-09,2.726,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,512,1,512,1.0,1.570796326794889,1,0.01532582292947713,0.139,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,512,2,1024,0.5,0.7853981633974445,1,0.006480289599081058,0.277,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,512,4,2048,0.25,0.39269908169872225,1,0.003077592514251851,0.555,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,512,1,512,1.0,1.570796326794889,2,0.00953512677074957,0.274,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,512,2,1024,0.5,0.7853981633974445,2,0.002382259667192742,0.541,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,512,4,2048,0.25,0.39269908169872225,2,0.0005954690584736768,1.081,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,512,1,512,1.0,1.570796326794889,4,3.209270929979819e-06,1.341,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,512,2,1024,0.5,0.7853981633974445,4,2.010328842090713e-07,2.713,61.008235000360834,16.8748388392044
+N,nan,sto-6g,005-003,jw,8,512,4,2048,0.25,0.39269908169872225,4,1.2571660334158421e-08,5.51,61.008235000360834,16.8748388392044
+N,nan,sto-6g,007-003,jw,10,64,1,64,1.0,1.570796326794889,1,0.006350987960326667,0.073,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,64,2,128,0.5,0.7853981633974445,1,0.0031714716085225656,0.144,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,64,4,256,0.25,0.39269908169872225,1,0.0015849148526101524,0.288,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,64,1,64,1.0,1.570796326794889,2,0.00017372403951012563,0.14,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,64,2,128,0.5,0.7853981633974445,2,4.304535575891567e-05,0.286,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,64,4,256,0.25,0.39269908169872225,2,1.0738084878396791e-05,0.567,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,64,1,64,1.0,1.570796326794889,4,9.333377919872656e-07,0.714,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,64,2,128,0.5,0.7853981633974445,4,5.6465590967425875e-08,1.445,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,64,4,256,0.25,0.39269908169872225,4,3.50158590237806e-09,2.813,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,256,1,256,1.0,1.570796326794889,1,0.0018180061088293718,0.286,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,256,2,512,0.5,0.7853981633974445,1,0.000900095321596422,0.571,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,256,4,1024,0.25,0.39269908169872225,1,0.0004487070351954901,1.137,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,256,1,256,1.0,1.570796326794889,2,0.00027694896415200265,0.569,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,256,2,512,0.5,0.7853981633974445,2,6.83767631447829e-05,1.129,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,256,4,1024,0.25,0.39269908169872225,2,1.7042605348047507e-05,2.286,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,256,1,256,1.0,1.570796326794889,4,1.96891034444761e-06,2.861,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,256,2,512,0.5,0.7853981633974445,4,1.1915423142564237e-07,5.717,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,256,4,1024,0.25,0.39269908169872225,4,7.390420221846738e-09,11.454,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,512,1,512,1.0,1.570796326794889,1,0.0018197441992295223,0.578,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,512,2,1024,0.5,0.7853981633974445,1,0.0008981224384253517,1.146,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,512,4,2048,0.25,0.39269908169872225,1,0.00044775095526874,2.303,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,512,1,512,1.0,1.570796326794889,2,0.0003231655410927022,1.156,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,512,2,1024,0.5,0.7853981633974445,2,7.960335534293227e-05,2.282,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,512,4,2048,0.25,0.39269908169872225,2,1.9829758840023688e-05,4.624,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,512,1,512,1.0,1.570796326794889,4,2.3246899516667213e-06,5.731,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,512,2,1024,0.5,0.7853981633974445,4,1.4241753718372882e-07,11.428,72.07837705920765,74.01171529514534
+N,nan,sto-6g,007-003,jw,10,512,4,2048,0.25,0.39269908169872225,4,8.862310470362817e-09,22.976,72.07837705920765,74.01171529514534
diff --git a/baseline/state_errors/sto-6g/jw/state_errors_O.csv b/baseline/state_errors/sto-6g/jw/state_errors_O.csv
new file mode 100644
index 00000000..4cab3462
--- /dev/null
+++ b/baseline/state_errors/sto-6g/jw/state_errors_O.csv
@@ -0,0 +1,141 @@
+# BASELINE: Trotter state error for QPE Hamiltonian simulation.
+# 
+# metric        : err = || psi_trotter - psi_exact ||_2
+# initial state : Hartree-Fock |11..100..0> (top n_occ bits, JW)
+# reference     : scipy expm_multiply, exp(-i H T) psi0
+# generator     : H_terms = pi * (H - shift*I) / normalization,
+#                 identity term excluded
+# normalization : 2 * max(1, one_norm - |shift|)  [Julia hamiltonian_utils.jl]
+# term ordering : ascending signed coefficient, ties broken by ascending
+#                 lexicographic Pauli string (deterministic; the
+#                 ascending direction follows Julia, the tie-break is an
+#                 addition)
+# delta_t       : 1 / n_steps, where n_steps is PER U and
+#                 U = exp(-i H_terms) is one unit of evolution
+# total_steps   : T / delta_t = T * n_steps
+# dt_norm       : delta_t * sum|c_j|; equals pi/2, pi/4, pi/8 wherever
+#                 the shifted one-norm is at least 1, which fixes the
+#                 dimensionless step size across systems
+# T             : swept, identical for every Hamiltonian. NOT derived
+#                 from any per-molecule circuit-depth table; it is an
+#                 independent axis of the study.
+# mapping       : jw   (HF determinant encoded per mapping:
+#                 JW stores the occupation directly, BK stores
+#                 (encoder_bk @ occ) mod 2, as in hamgen.get_initial_state)
+# basis         : sto-6g
+# active space  : all
+# T swept       : 64,256,512
+# n_steps swept : 1,2,4   (delta_t = 1.0, 0.5, 0.25)
+# orders        : 1,2,4
+# bond lengths  : all per active space, evenly spaced over the sorted L range (deterministic)
+# 
+# Generated by compute_trotter_state_error.py.
+molecule,L,basis,active,mapping,n_qubits,T,n_steps,total_steps,delta_t,dt_norm,order,err,seconds,one_norm,normalization
+O,nan,sto-6g,002-002,jw,4,64,1,64,1.0,1.5707963267949325,1,8.852984462928288e-15,0.003,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,64,2,128,0.5,0.7853981633974663,1,3.102260192630333e-14,0.006,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,64,4,256,0.25,0.39269908169873313,1,3.593555010157547e-14,0.013,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,64,1,64,1.0,1.5707963267949325,2,3.265483281844567e-14,0.006,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,64,2,128,0.5,0.7853981633974663,2,2.8066462903094386e-14,0.012,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,64,4,256,0.25,0.39269908169873313,2,1.7663033416485944e-13,0.024,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,64,1,64,1.0,1.5707963267949325,4,4.008712572961846e-14,0.03,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,64,2,128,0.5,0.7853981633974663,4,3.2091821747633117e-13,0.058,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,64,4,256,0.25,0.39269908169873313,4,1.0505593532373622e-13,0.116,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,256,1,256,1.0,1.5707963267949325,1,3.491020897987306e-14,0.012,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,256,2,512,0.5,0.7853981633974663,1,1.1625256517387665e-13,0.024,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,256,4,1024,0.25,0.39269908169873313,1,1.499538308788131e-13,0.048,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,256,1,256,1.0,1.5707963267949325,2,1.26217252543674e-13,0.023,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,256,2,512,0.5,0.7853981633974663,2,1.1193373911945718e-13,0.047,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,256,4,1024,0.25,0.39269908169873313,2,7.071680094649768e-13,0.093,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,256,1,256,1.0,1.5707963267949325,4,1.750847704367687e-13,0.117,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,256,2,512,0.5,0.7853981633974663,4,1.2809717204452414e-12,0.233,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,256,4,1024,0.25,0.39269908169873313,4,4.2779859585305925e-13,0.468,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,512,1,512,1.0,1.5707963267949325,1,6.816254161458644e-14,0.024,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,512,2,1024,0.5,0.7853981633974663,1,2.284821259115989e-13,0.048,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,512,4,2048,0.25,0.39269908169873313,1,3.06056390675918e-13,0.096,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,512,1,512,1.0,1.5707963267949325,2,2.552150446776287e-13,0.047,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,512,2,1024,0.5,0.7853981633974663,2,2.272341992886181e-13,0.094,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,512,4,2048,0.25,0.39269908169873313,2,1.4099468400222906e-12,0.187,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,512,1,512,1.0,1.5707963267949325,4,3.768084497357379e-13,0.233,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,512,2,1024,0.5,0.7853981633974663,4,2.5630715770825253e-12,0.465,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,002-002,jw,4,512,4,2048,0.25,0.39269908169873313,4,8.469002468733297e-13,0.928,75.4959931110677,2.8864775604281476
+O,nan,sto-6g,004-002,jw,6,64,1,64,1.0,1.5707963267949343,1,4.489731817616386e-05,0.008,79.07928691260865,11.330190011851215
+O,nan,sto-6g,004-002,jw,6,64,2,128,0.5,0.7853981633974672,1,1.2525115918462937e-05,0.016,79.07928691260865,11.330190011851215
+O,nan,sto-6g,004-002,jw,6,64,4,256,0.25,0.3926990816987336,1,4.182028461085022e-06,0.031,79.07928691260865,11.330190011851215
+O,nan,sto-6g,004-002,jw,6,64,1,64,1.0,1.5707963267949343,2,1.1970673933705138e-05,0.016,79.07928691260865,11.330190011851215
+O,nan,sto-6g,004-002,jw,6,64,2,128,0.5,0.7853981633974672,2,2.993629351486314e-06,0.031,79.07928691260865,11.330190011851215
+O,nan,sto-6g,004-002,jw,6,64,4,256,0.25,0.3926990816987336,2,7.484640886703615e-07,0.062,79.07928691260865,11.330190011851215
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From 98e3841b65a643f4e4766f12cc28dbd211457003 Mon Sep 17 00:00:00 2001
From: Shamminuj Aktar <saktar@pn2501645.lanl.gov>
Date: Tue, 4 Aug 2026 08:43:03 -0600
Subject: [PATCH 3/3] README: results now cover all 19 systems

---
 baseline/README.md | 2 +-
 1 file changed, 1 insertion(+), 1 deletion(-)

diff --git a/baseline/README.md b/baseline/README.md
index 67fcbcfb..426a199f 100644
--- a/baseline/README.md
+++ b/baseline/README.md
@@ -4,7 +4,7 @@
 
 Reference measurements of Trotterization error for the QHAT molecular Hamiltonian library.
 
-Results currently cover hgbs-5 for the 9 diatomics; sto-6g and the single atoms will be added soon.
+Results cover all 9 molecules and 10 atoms in both basis sets (sto-6g and hgbs-5) and both fermion-to-qubit mappings (JW and BK).
 
 For each Hamiltonian, **state error** is the distance between Trotterized and exact evolution under that Hamiltonian, starting from the Hartree-Fock (HF) initial state: