{ "cells": [ { "cell_type": "markdown", "id": "1de2e09f", "metadata": {}, "source": [ "4.46 Beyond the Dipole: Multipoles and Magnetic Coupling" ] }, { "cell_type": "markdown", "id": "bb075af6", "metadata": {}, "source": [ "[![Open in Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/qiskit-community/qiskit-metal/blob/main/docs%2Ftut%2F4-Analysis%2F4.46-Beyond-the-dipole-multipoles-and-magnetic-coupling.ipynb)\n", "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/qiskit-community/qiskit-metal/main?labpath=docs%2Ftut%2F4-Analysis%2F4.46-Beyond-the-dipole-multipoles-and-magnetic-coupling.ipynb)" ] }, { "cell_type": "markdown", "id": "993f789d", "metadata": {}, "source": [ "> 💡 **What you need.** gmsh, scikit-fem and SciPy (`pip install \"quantum-metal[skfem]\" pymetis`). One knob, `BUDGET` in the first code cell, sets the cost: `\"standard\"` (the default) takes about 15–20 minutes and 10–14 GB (measured on an 8-core laptop with 24 GB; the mesher is not deterministic, so run times and peak memory vary by tens of percent, and a run with less memory may need the optional sections switched off); `\"quick\"` about 40 seconds and 2.3 GB, on a coarse mesh whose floors are large and with claim thresholds written for `\"standard\"`, so some rows of the claims table will read CAVEAT or FAIL; `\"fine\"` about 30 minutes and 13 GB. Memory is the peak of the kernel. The optional sections (the `RUN_*` flags next to `BUDGET`) can each be switched off. Extends the series on Molavi *et al.* [1] beyond what the paper does; [4.44](4.44-Every-coupling-from-one-eigenmode.ipynb) and [4.45](4.45-Four-methods-one-full-wave-model.ipynb) built the full-wave model this notebook looks inside." ] }, { "cell_type": "markdown", "id": "48c71328", "metadata": {}, "source": [ "> 🧭 **Other simulation pathways.** This notebook uses the open-source gmsh + scikit-fem solver. The same quantities can come from Ansys HFSS / Q3D (tutorials 4.01–4.23) or, for capacitance, from the open-source ElmerFEM path for capacitance (tutorial 4.19); AWS Palace is available through SQDMetal, with a native integration in progress. [Simulation pathways](https://qiskit-community.github.io/qiskit-metal/simulation-pathways.html) summarizes what each solver computes, how to install it, and which tutorials use it." ] }, { "cell_type": "markdown", "id": "c7bb076d", "metadata": {}, "source": [ "Tutorials 4.41–4.45 treated each transmon as an electric dipole in the in-plane field of a package mode, and the full-wave couplings follow that picture to within the spread of the dipole moment (4.44). This notebook asks what the dipole picture leaves out, and answers it from computed fields, term by term:\n", "\n", "- **the electric dipole is the whole story to a few parts in a thousand.** The next electric term that survives, the octupole, rescales the dipole coupling by a fixed factor of order $10^{-3}$ and does not change its pattern across the array;\n", "- **the electric quadrupole and the magnetic dipole of a two-pad transmon vanish by symmetry**, and the next magnetic moment, the one that does not vanish, couples to a field the lowest package modes do not have (the vertical magnetic field $B_z$);\n", "- **none of these zeros is a blind spot.** The notebook shows where each one fails if its condition is broken: an asymmetric qubit has a quadrupole, a vertical current element has a magnetic moment that the in-plane magnetic field of the mode does drive, and a mode with $B_z\\neq0$ exists, at higher frequency.\n", "\n", "Every statement above comes with a condition, a test, and a measured number in the table of Sec. 12, computed in this notebook rather than typed into it, and every small term carries an error bar and a verdict on whether it is resolved at all (Secs. 9–11). The mathematics is a multipole expansion of the qubit's coupling energy, and the physics is in which terms the geometry allows.\n", "\n", "**What you'll learn**\n", "\n", "- how a qubit's charge and current become a short list of moments, and how to compute them from an electrostatic solve (Sec. 1–2);\n", "- why a *planar* source sees only the in-plane electric field and the normal magnetic field of a package mode, and what that does to the electric/magnetic split (Sec. 3);\n", "- how to show that a coupling term vanishes, rather than assert it: against the finite-element field, with and without the paddles, and against the exact induced-EMF coupling of 4.44 (Sec. 4–6);\n", "- where the magnetic coupling is *not* zero, and how the quadrupole appears when the symmetry is broken (Sec. 7–8);\n", "- how genuine terms and symmetry zeros behave under mesh refinement, and how to put a measured noise floor under every small number, so that a coupling of $10^{-6}$ is reported as a value, or as an upper limit (Secs. 9–11)." ] }, { "cell_type": "markdown", "id": "5c633f62", "metadata": {}, "source": [ "## 0. Setup and the compute budget\n", "\n", "The model is the paper's device of notebooks 4.43–4.45: a 10 × 10 array of two-pad transmons on a silicon slab in a $30\\times30\\times3$ mm box. The mirror symmetry of the box and the array lets a quarter, 25 qubits, stand for all 100. `BUDGET` picks the mesh and the optional sections:" ] }, { "cell_type": "code", "execution_count": 1, "id": "090316b8", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:02:12.866202Z", "iopub.status.busy": "2026-10-03T07:02:12.865954Z", "iopub.status.idle": "2026-10-03T07:02:12.870577Z", "shell.execute_reply": "2026-10-03T07:02:12.869687Z" } }, "outputs": [], "source": [ "# In Colab, uncomment to install the dependencies of the whole series.\n", "# gmsh's Linux wheel links against system graphics libraries that Colab lacks (libGLU and a few X11 ones):\n", "# !apt-get -qq update && apt-get -qq install -y libglu1-mesa libgl1 libxcursor1 libxft2 libxinerama1 libxfixes3 libxrender1 libxext6 libfontconfig1 > /dev/null\n", "# !pip install -q \"quantum-metal[skfem]\" pymetis" ] }, { "cell_type": "code", "execution_count": 2, "id": "9dd077fb", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:02:12.872835Z", "iopub.status.busy": "2026-10-03T07:02:12.872652Z", "iopub.status.idle": "2026-10-03T07:02:15.875475Z", "shell.execute_reply": "2026-10-03T07:02:15.875041Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "BUDGET = 'standard': h_metal = 0.07 mm, h_max = 0.7 mm, order-2 electrostatics, optional sections: ['convergence', 'box', 'symmetry_breaking', 'lse']\n", "mesh-free checks of the helper module:\n", " T1 p: 0.00e+00 (limit 1e-12) ok\n", " T1 S: 3.53e-18 (limit 1e-12) ok\n", " T1 O: 0.00e+00 (limit 1e-12) ok\n", " T1 shift: 1.40e-16 (limit 1e-12) ok\n", " T2 ray: 9.10e-15 (limit 1e-10) ok\n", " T2 series3: 1.01e-05 (limit 5e-03) ok\n", " T3 int K = p: 2.31e-15 (limit 1e-10) ok\n", " T3 curl: 1.11e-16 (limit 1e-09) ok\n", " T3 quad: 2.32e-03 (limit 2e-02) ok\n" ] } ], "source": [ "import os\n", "import sys\n", "import time\n", "import urllib.request\n", "import warnings\n", "from pathlib import Path\n", "\n", "# The code shared by tutorials 4.41-4.46 lives in docs/tut/resources/package_modes/.\n", "RES = Path(\"../resources/package_modes\")\n", "if not (RES / \"multipoles.py\").exists(): # e.g. in Colab: fetch it next to the notebook\n", " RES = Path(\"package_modes\")\n", " RES.mkdir(exist_ok=True)\n", " for name in (\"package_modes.py\", \"multipoles.py\"):\n", " urllib.request.urlretrieve(\n", " \"https://raw.githubusercontent.com/qiskit-community/qiskit-metal/main/\"\n", " f\"docs/tut/resources/package_modes/{name}\",\n", " RES / name,\n", " )\n", "sys.path.insert(0, str(RES))\n", "\n", "import package_modes as pm\n", "import multipoles as mp\n", "\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "from IPython.display import Markdown, display\n", "from matplotlib import cm, colors as mcolors\n", "from matplotlib.collections import PolyCollection\n", "\n", "warnings.filterwarnings(\"ignore\", category=FutureWarning)\n", "plt.rcParams.update(\n", " {\n", " \"font.size\": 10.5,\n", " \"axes.titlesize\": 11,\n", " \"axes.labelsize\": 10.5,\n", " \"figure.dpi\": 100,\n", " \"axes.spines.top\": False,\n", " \"axes.spines.right\": False,\n", " }\n", ")\n", "\n", "# ---- the one knob -----------------------------------------------------------------------------\n", "BUDGET = \"standard\" # \"quick\" | \"standard\" | \"fine\"\n", "# -----------------------------------------------------------------------------------------------\n", "PRESETS = {\n", " # h_metal, h_max: element sizes (mm) at the paddle edges and in the bulk; order: electrostatics element order;\n", " # N_fit: points of every polynomial fit to a finite-element field; sweep: the other mesh levels of Sec. 9; n_ens: meshes of\n", " # nearly the same size that measure the nondeterminism of the mesher (Sec. 10)\n", " \"quick\": dict(\n", " h_metal=0.15,\n", " h_max=1.0,\n", " order=1,\n", " N_fit=800,\n", " sweep=[],\n", " n_ens=0,\n", " convergence=False,\n", " box=False,\n", " symmetry_breaking=True,\n", " lse=False,\n", " ),\n", " \"standard\": dict(\n", " h_metal=0.07,\n", " h_max=0.7,\n", " order=2,\n", " N_fit=2000,\n", " sweep=[0.2, 0.14, 0.1],\n", " n_ens=4,\n", " convergence=True,\n", " box=True,\n", " symmetry_breaking=True,\n", " lse=True,\n", " ),\n", " \"fine\": dict(\n", " h_metal=0.05,\n", " h_max=0.7,\n", " order=2,\n", " N_fit=3000,\n", " sweep=[0.2, 0.14, 0.1, 0.07],\n", " n_ens=5,\n", " convergence=True,\n", " box=True,\n", " symmetry_breaking=True,\n", " lse=True,\n", " ),\n", "}\n", "BUD = PRESETS[BUDGET]\n", "RUN_CONVERGENCE = BUD[\"convergence\"] # Sec. 9: refine the mesh and watch each term\n", "RUN_SINGLE_QUBIT_BOX = BUD[\n", " \"box\"\n", "] # Sec. 2: a full-wave mode of one qubit, to see its magnetic field\n", "RUN_SYMMETRY_BREAKING = BUD[\"symmetry_breaking\"] # Sec. 8: asymmetric qubits\n", "RUN_LSE_SEARCH = BUD[\"lse\"] # Sec. 7: look for a package mode with B_z != 0\n", "\n", "FIG_DIR = os.environ.get(\n", " \"QM_FIG_DIR\"\n", ") # set to a folder to keep 200-dpi PNG copies of every figure\n", "\n", "\n", "def show(fig, name):\n", " \"\"\"Display a figure and, if QM_FIG_DIR is set, keep a 200-dpi copy.\"\"\"\n", " if FIG_DIR:\n", " fig.savefig(Path(FIG_DIR) / f\"{name}.png\", dpi=200, bbox_inches=\"tight\")\n", " plt.show()\n", "\n", "\n", "# every statement of the notebook, with its condition, test and measured result, collects here (Sec. 12)\n", "CLAIMS = []\n", "\n", "\n", "def claim(statement, condition, test, measured, verdict, note=\"\", term=None):\n", " \"\"\"Record one claim. verdict: 'PASS', 'FAIL' or 'CAVEAT' (holds, with a limitation named in ``note``).\n", " ``term`` = (name, mode) links the claim to a row of the error budget of Sec. 10, which adds its floor and significance.\"\"\"\n", " CLAIMS.append(\n", " dict(\n", " statement=statement,\n", " condition=condition,\n", " test=test,\n", " measured=measured,\n", " verdict=verdict,\n", " note=note,\n", " term=term,\n", " )\n", " )\n", "\n", "\n", "TIMES = {} # seconds per stage, for the table of the budget\n", "\n", "\n", "def tier(value, limit):\n", " \"\"\"PASS below ``limit``, CAVEAT below 3 x limit (mesh noise of the same order), FAIL above.\"\"\"\n", " return \"PASS\" if value < limit else (\"CAVEAT\" if value < 3 * limit else \"FAIL\")\n", "\n", "\n", "P = pm.PAPER\n", "t = pm.DEVICE[\"t\"] # silicon thickness, mm\n", "design = pm.build_design()\n", "package = pm.package_from_design(design)\n", "QUBITS = [\n", " (i, j) for j in range(5) for i in range(5)\n", "] # the quarter: column i along x, row j along y\n", "centers = pm.qubit_centers()\n", "an = {\n", " \"110\": pm.lsm_mode(1, 1),\n", " \"210\": pm.lsm_mode(2, 1),\n", "} # analytic LSM modes (notebook 4.41)\n", "print(\n", " f\"BUDGET = {BUDGET!r}: h_metal = {BUD['h_metal']} mm, h_max = {BUD['h_max']} mm, \"\n", " f\"order-{BUD['order']} electrostatics, optional sections: \"\n", " f\"{[k for k, v in dict(convergence=RUN_CONVERGENCE, box=RUN_SINGLE_QUBIT_BOX, symmetry_breaking=RUN_SYMMETRY_BREAKING, lse=RUN_LSE_SEARCH).items() if v]}\"\n", ")\n", "print(\"mesh-free checks of the helper module:\")\n", "_ = mp.selftest()" ] }, { "cell_type": "markdown", "id": "9e0f5080", "metadata": {}, "source": [ "### How the numbers are reported\n", "\n", "Several of the couplings below are a part in $10^{4}$ to $10^{6}$ of the main one. A number that small is only meaningful if it is larger than the noise of the way it was computed, so every term of this notebook carries a **floor**, measured and not assumed, and the notebook says plainly when a term is below it.\n", "\n", "**Four measured contributions to the floor of a term** (Sec. 9–10 compute them; they add in quadrature, and the largest is reported alone as well):\n", "\n", "1. *mesh discretization*: the change of the term between the two finest mesh levels;\n", "2. *mesher nondeterminism*: gmsh's tetrahedral mesher returns a different mesh each time, so a few independent meshes of nearly the same size give a free ensemble, and the scatter of the term over it is a floor;\n", "3. *estimator noise*: the polynomial fit that turns a finite-element field into a value and a gradient has choices (radius, number of points, degree, where the disc sits), and the scatter over those choices is a floor;\n", "4. *null calibration*: a quantity that is exactly zero by symmetry ($p_y$, $S_{ij}$, $\\tilde m_z$, the coupling of a dark qubit, $B_z$ of the bare mode) measures directly what the estimator returns for zero. For a term that is itself such a zero, its value *is* the floor.\n", "\n", "A fifth, not a noise, multiplies the magnetic terms: the current model of Sec. 2 is good to a factor of about 2, carried as a band $[\\tfrac12,2]\\times$.\n", "\n", "**The significance rule.** A term is *resolved* if its value exceeds 3 times its floor **and** it changes by less than its own size between the two finest mesh levels. Otherwise it is reported as an upper limit, \"< floor\", never as a number. Every term is given as kilohertz ($g/2\\pi$) and as a fraction of the dipole coupling $E_1$, against two reference lines: **1 kHz**, a practical frequency resolution, and **4.8%**, the largest spread between the paper's four extraction methods. A term can be resolved and still irrelevant, or an upper limit and still the interesting one. The analytic octupole is a closed-form function of the moments and the analytic field and has no finite-element noise in its field factor; the finite-element estimate of the same term, which needs second derivatives of a field, does, and is reported separately.\n", "\n", "In the sections before Sec. 10 the bare numbers are printed as they come out; Sec. 10 puts the error bars on all of them, and Sec. 11 redraws the hierarchy and the maps with them." ] }, { "cell_type": "markdown", "id": "31976639", "metadata": {}, "source": [ "## 1. The qubit as a source of moments\n", "\n", "A qubit mode with energy $E_n$ carries charge $\\pm q$ on its two paddles, with $q=\\sqrt{2C E_n}$ for the capacitance $C$ across the junction. Far from the paddles only the *moments* of that charge matter,\n", "\n", "$$p_i=\\sum_k q_k r_i,\\qquad S_{ij}=\\sum_k q_k r_ir_j,\\qquad O_{ijk}=\\sum_k q_k r_ir_jr_k,$$\n", "\n", "the dipole, the Cartesian quadrupole and the octupole, with $r$ measured from the qubit's center, the midpoint of its junction line. The charges come from second-order electrostatics on the mesh, as in 4.43: each node of the paddles carries the charge $\\int\\sigma\\psi_k\\,dA$ that the solver reports, so sums over the nodes are exact for fields that vary at most quadratically, and the total charge of the qubit is zero to rounding.\n", "\n", "`pm.Electrostatics` solves the whole quarter once; `mp.qubit_sources` then takes each qubit's own paddles out of it, and also builds its current (Sec. 2)." ] }, { "cell_type": "code", "execution_count": 3, "id": "9973a256", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:02:15.877388Z", "iopub.status.busy": "2026-10-03T07:02:15.877298Z", "iopub.status.idle": "2026-10-03T07:03:48.034481Z", "shell.execute_reply": "2026-10-03T07:03:48.034101Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "quarter package: 300,583 tetrahedra, 53,830 nodes, 50 paddles, 25 junctions (meshed in 2.9 s)\n", "electrostatics (order 2) and the moments of 25 qubits: 89 s\n", "\n", "25 qubits: p_x = 3.7868e-10 C m (spread 0.46%), net charge 6.3e-15 of the charge on the paddles\n", "a typical qubit ((2,2), (7.5, 7.5) mm), moments about its junction midpoint (SI):\n", " p = (+3.788e-10, -6.3e-14) C m\n", " S = [[+3.3e-16, -1.3e-16], [-1.3e-16, -1.9e-16]] C m^2 (compare p x 1 mm = 3.8e-13)\n", " O_xxx = +7.753e-17, O_xyy = +4.210e-17 C m^3 (O/p = 0.205 and 0.111 mm^2)\n" ] } ], "source": [ "start = time.time()\n", "quarter = pm.mesh_package(\n", " package, region=\"quarter\", h_metal=BUD[\"h_metal\"], h_max=BUD[\"h_max\"]\n", ")\n", "TIMES[\"mesh\"] = time.time() - start\n", "es = pm.Electrostatics(quarter, order=BUD[\"order\"])\n", "src = mp.qubit_sources(es, quarter, package, QUBITS, order=BUD[\"order\"])\n", "TIMES[\"electrostatics\"] = time.time() - start - TIMES[\"mesh\"]\n", "print(\n", " f\"{quarter.summary()}\\nelectrostatics (order {BUD['order']}) and the moments of 25 qubits: {TIMES['electrostatics']:.0f} s\"\n", ")\n", "\n", "mom = {ij: s[\"mom\"] for ij, s in src.items()}\n", "px = np.array([m[\"p\"][0] for m in mom.values()])\n", "print(\n", " f\"\\n25 qubits: p_x = {px.mean():.4e} C m (spread {np.ptp(px) / px.mean():.2%}),\"\n", " f\" net charge {max(abs(m['Q']) for m in mom.values()) / np.abs(src[(0, 0)]['q']).sum():.1e} of the charge on the paddles\"\n", ")\n", "print(\n", " f\"a typical qubit ((2,2), {pm.qubit_centers()[(2, 2)]} mm), moments about its junction midpoint (SI):\"\n", ")\n", "m22 = mom[(2, 2)]\n", "print(f\" p = ({m22['p'][0]:+.3e}, {m22['p'][1]:+.1e}) C m\")\n", "print(\n", " f\" S = [[{m22['S'][0, 0]:+.1e}, {m22['S'][0, 1]:+.1e}], [{m22['S'][1, 0]:+.1e}, {m22['S'][1, 1]:+.1e}]] C m^2\"\n", " f\" (compare p x 1 mm = {m22['p'][0] * 1e-3:.1e})\"\n", ")\n", "print(\n", " f\" O_xxx = {m22['O'][0, 0, 0]:+.3e}, O_xyy = {m22['O'][0, 1, 1]:+.3e} C m^3\"\n", " f\" (O/p = {m22['O'][0, 0, 0] / m22['p'][0] * 1e6:.3f} and {m22['O'][0, 1, 1] / m22['p'][0] * 1e6:.3f} mm^2)\"\n", ")" ] }, { "cell_type": "markdown", "id": "56e3a6ca", "metadata": {}, "source": [ "The dipole is $p_x\\approx3.8\\times10^{-10}$ C m, along the line between the paddles. Everything else is small, and the pattern of what is small is the point. Two identical paddles, one the mirror image of the other under $x\\to-x$ and each symmetric under $y\\to-y$, carry a charge density $\\sigma(x,y)$ that is **odd in $x$ and even in $y$**. Each moment is a sum of $\\sigma$ times a monomial, so a monomial of the wrong parity sums to zero:\n", "\n", "- $p_y=\\sum q\\,y=0$ and $S_{xy}=\\sum q\\,xy=0$ because $\\sigma$ is even in $y$ (these are odd in $y$);\n", "- $S_{xx}=\\sum q\\,x^2$ and $S_{yy}=\\sum q\\,y^2$ vanish because $\\sigma$ is odd in $x$ (these are even in $x$);\n", "- $O_{xxx}$ and $O_{xyy}$ are odd in $x$ and even in $y$: they are the octupole moments that can survive.\n", "\n", "The table of 25 qubits below tests those statements on the computed charges. A discrete mesh is not symmetric, so each zero comes out as a small number, and Sec. 9 shows how that number moves with refinement." ] }, { "cell_type": "code", "execution_count": 4, "id": "5c8d5f7a", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:03:48.035798Z", "iopub.status.busy": "2026-10-03T07:03:48.035710Z", "iopub.status.idle": "2026-10-03T07:03:48.039720Z", "shell.execute_reply": "2026-10-03T07:03:48.039306Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " quantity over the 25 qubits value parity argument\n", " p_x (C m) 3.7868e-10 —\n", " max |p_y| / p_x 3.4e-03 odd in y\n", " max |S_ij| / (p_x · 1 mm) 1.7e-03 odd in x (S_xx, S_yy), odd in y (S_xy)\n", " O_xxx / p_x (mm²) 0.205 ± 0.000 survives\n", " O_xyy / p_x (mm²) 0.111 ± 0.000 survives\n", " max |O_xxy|, |O_yyy| / (p_x · 1 mm²) 8.4e-04 odd in y\n" ] } ], "source": [ "S_all = np.array([np.abs(m[\"S\"]).max() for m in mom.values()])\n", "py_all = np.array([abs(m[\"p\"][1]) for m in mom.values()])\n", "Oxxx = np.array([m[\"O\"][0, 0, 0] / m[\"p\"][0] for m in mom.values()]) * 1e6\n", "Oxyy = np.array([m[\"O\"][0, 1, 1] / m[\"p\"][0] for m in mom.values()]) * 1e6\n", "Odd = np.array([max(abs(m[\"O\"][0, 0, 1]), abs(m[\"O\"][1, 1, 1])) for m in mom.values()])\n", "rows = [\n", " (\"p_x (C m)\", f\"{px.mean():.4e}\", \"—\"),\n", " (\"max |p_y| / p_x\", f\"{(py_all / px).max():.1e}\", \"odd in y\"),\n", " (\n", " \"max |S_ij| / (p_x · 1 mm)\",\n", " f\"{(S_all / (px * 1e-3)).max():.1e}\",\n", " \"odd in x (S_xx, S_yy), odd in y (S_xy)\",\n", " ),\n", " (\"O_xxx / p_x (mm²)\", f\"{Oxxx.mean():.3f} ± {Oxxx.std():.3f}\", \"survives\"),\n", " (\"O_xyy / p_x (mm²)\", f\"{Oxyy.mean():.3f} ± {Oxyy.std():.3f}\", \"survives\"),\n", " (\n", " \"max |O_xxy|, |O_yyy| / (p_x · 1 mm²)\",\n", " f\"{(Odd / (px * 1e-6)).max():.1e}\",\n", " \"odd in y\",\n", " ),\n", "]\n", "print(f\"{'quantity over the 25 qubits':>40} {'value':>16} parity argument\")\n", "for a, b, c in rows:\n", " print(f\"{a:>40} {b:>16} {c}\")\n", "claim(\n", " \"p_y = 0\",\n", " \"σ even in y (paddles symmetric about the junction axis)\",\n", " \"25 qubits, order-2 charges\",\n", " f\"max |p_y|/p_x = {(py_all / px).max():.1e}\",\n", " tier((py_all / px).max(), 5e-3),\n", " \"the mesh is not symmetric: the value changes from run to run with the mesh (ensemble of Sec. 10) and falls under refinement (Sec. 9)\",\n", ")\n", "claim(\n", " \"S_ij = 0 (Cartesian electric quadrupole)\",\n", " \"two identical paddles, mirror images under x → −x, each even in y\",\n", " \"25 qubits, order-2 charges\",\n", " f\"max |S_ij|/(p·1 mm) = {(S_all / (px * 1e-3)).max():.1e}\",\n", " tier((S_all / (px * 1e-3)).max(), 5e-3),\n", ")" ] }, { "cell_type": "markdown", "id": "1f4c4a3a", "metadata": {}, "source": [ "The octupole numbers are the first nonzero correction. Their size, $O/p\\approx0.2$ and $0.1$ mm², is the square of a length of a few tenths of a millimeter, smaller than the paddle ($0.5\\times1$ mm), as it should be for a charge that sits within about half a millimeter of the center.\n", "\n", "**What the charge looks like.** The next figure puts the three things this notebook keeps comparing side by side for one qubit: the surface charge on the paddles, and the field lines of $\\mathbf E$ and of $\\mathbf D=\\varepsilon\\mathbf E$ in the plane through the junction axis, from the second-order potential. $\\mathbf E$ is what charges feel and $\\mathbf D$ is what charges source; across the silicon surface they differ by the factor 11.9 in the permittivity, which is why the field lines of $\\mathbf D$ crowd into the silicon and those of $\\mathbf E$ are the ones that look continuous in the plane of the paddles." ] }, { "cell_type": "code", "execution_count": 5, "id": "31cf5196", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:03:48.040778Z", "iopub.status.busy": "2026-10-03T07:03:48.040706Z", "iopub.status.idle": "2026-10-03T07:03:49.969966Z", "shell.execute_reply": "2026-10-03T07:03:49.969470Z" } }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "(potential on a grid: 2 s)\n" ] } ], "source": [ "start = time.time()\n", "q22 = (2, 2)\n", "c22 = np.array(centers[q22])\n", "xs = np.linspace(c22[0] - 2.4, c22[0] + 2.4, 241)\n", "zs = np.linspace(\n", " 0.0, 2.0, 161\n", ") # z = t = 0.5 mm is a grid row, so each medium can be differentiated on its own\n", "Xg, Zg = np.meshgrid(xs, zs)\n", "pts = np.vstack([Xg.ravel(), np.full(Xg.size, c22[1]), Zg.ravel()])\n", "phi = es.potential(\"Q_2_2.pad_right\", \"Q_2_2.pad_left\", pts).reshape(\n", " Xg.shape\n", ") # V, qubit energy 1 J\n", "k_t = int(np.argmin(np.abs(zs - t)))\n", "dz = zs[1] - zs[0]\n", "Ex = -np.gradient(phi, xs[1] - xs[0], axis=1) * 1e3 # V/m\n", "Ez = np.empty_like(phi)\n", "Ez[: k_t + 1] = (\n", " -np.gradient(phi[: k_t + 1], dz, axis=0) * 1e3\n", ") # silicon side (one-sided at the surface)\n", "Ez[k_t:] = -np.gradient(phi[k_t:], dz, axis=0) * 1e3 # vacuum side\n", "eps_r = np.where(\n", " Zg <= t, pm.DEVICE[\"eps_r\"], 1.0\n", ") # relative permittivity at each grid point\n", "\n", "# surface charge density on the paddles (first-order nodal charge over the lumped area), C/m^2 = µC/mm^2\n", "sig_pads = [\n", " (xy * 1e3, mp.lumped_density(xy, r, tri), tri) for xy, r, tri in src[q22][\"pads\"]\n", "] # xy in mm\n", "\n", "fig, (ax0, ax1, ax2) = plt.subplots(\n", " 1,\n", " 3,\n", " figsize=(16, 3.9),\n", " gridspec_kw=dict(width_ratios=[0.8, 1.3, 1.3]),\n", " layout=\"constrained\",\n", ")\n", "s_lim = np.percentile(np.abs(np.concatenate([s[1] for s in sig_pads])), 97)\n", "for xy, sg, tri in sig_pads:\n", " tc = ax0.tripcolor(\n", " xy[0], xy[1], tri, sg, cmap=\"RdBu_r\", vmin=-s_lim, vmax=s_lim, shading=\"gouraud\"\n", " )\n", "ax0.set(\n", " aspect=\"equal\",\n", " xlim=(-0.8, 0.8),\n", " ylim=(-0.65, 0.65),\n", " xlabel=\"x − x$_0$ (mm)\",\n", " ylabel=\"y − y$_0$ (mm)\",\n", " title=\"charge density σ on the paddles\",\n", ")\n", "fig.colorbar(tc, ax=ax0, shrink=0.85, label=\"σ (µC/mm², qubit at 1 J)\")\n", "for a, (Fx, Fz, ttl) in zip(\n", " (ax1, ax2),\n", " (\n", " (Ex, Ez, \"electric field $\\\\mathbf{E}$\"),\n", " (Ex * eps_r, Ez * eps_r, \"displacement field $\\\\mathbf{D}/\\\\varepsilon_0$\"),\n", " ),\n", "):\n", " mag = np.hypot(Fx, Fz)\n", " a.axhspan(0, t, color=\"0.88\", zorder=0)\n", " sl = a.streamplot(\n", " xs - c22[0],\n", " zs,\n", " Fx,\n", " Fz,\n", " color=np.log10(mag),\n", " cmap=\"viridis\",\n", " density=1.5,\n", " linewidth=0.9,\n", " arrowsize=0.7,\n", " norm=mcolors.Normalize(6.5, 9.5),\n", " )\n", " for xy, sg, tri in sig_pads:\n", " a.plot(\n", " [xy[0].min(), xy[0].max()],\n", " [t, t],\n", " color=\"tab:orange\",\n", " lw=4.5,\n", " solid_capstyle=\"butt\",\n", " zorder=5,\n", " )\n", " a.set(\n", " xlim=(-2.4, 2.4),\n", " ylim=(0, 1.7),\n", " xlabel=\"x − x$_0$ (mm)\",\n", " ylabel=\"z (mm)\",\n", " title=ttl,\n", " aspect=\"equal\",\n", " )\n", " a.text(-2.3, 0.07, \"silicon\", ha=\"left\", color=\"0.35\", fontsize=9)\n", "fig.colorbar(\n", " sl.lines, ax=[ax1, ax2], shrink=0.85, label=\"log$_{10}$ |field| (V/m, qubit at 1 J)\"\n", ")\n", "show(fig, \"fig01_charge_E_D\")\n", "print(f\"(potential on a grid: {time.time() - start:.0f} s)\")" ] }, { "cell_type": "markdown", "id": "b1dd4de2", "metadata": {}, "source": [ "Two things to read from the figure. The charge crowds onto the facing edges of the paddles, which is why the mesh must be fine there (4.43). And the lines of $\\mathbf D$ run mostly through the silicon between the paddles, while the lines of $\\mathbf E$ spread above the chip: the same physical field, drawn with the quantity that is continuous across the interface in the normal direction ($\\mathbf D_z$) and the one that is continuous along it ($\\mathbf E_x$). Which one a thin planar source feels is Sec. 3.\n", "\n", "**The potential on a circle.** A multipole is a statement about how the potential varies with angle at a distance. On a circle of radius 2 mm around the qubit — outside its paddles, inside the pitch to the next qubit — the in-plane potential has an expansion $\\Phi(\\theta)=\\sum_n a_n\\cos n\\theta+b_n\\sin n\\theta$ whose $n=1$ term is the dipole, $n=2$ the quadrupole, $n=3$ the octupole. The symmetry of the qubit says which harmonics exist: $\\sigma$ odd in $x$ and even in $y$ gives $\\Phi(\\pi-\\theta)=-\\Phi(\\theta)$ and $\\Phi(-\\theta)=\\Phi(\\theta)$, so only $\\cos n\\theta$ with odd $n$ appear." ] }, { "cell_type": "code", "execution_count": 6, "id": "389f4dec", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:03:49.972512Z", "iopub.status.busy": "2026-10-03T07:03:49.972426Z", "iopub.status.idle": "2026-10-03T07:03:50.020029Z", "shell.execute_reply": "2026-10-03T07:03:50.019562Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "amplitude of the angular harmonics of the potential on the 2 mm circle (V, qubit energy 1 J):\n", " n: 1 2 3 4 5 6\n", " 1.28e+04 2.98e+01 9.48e+02 6.51e+00 2.35e+02 2.44e+01\n", "largest even harmonic / dipole harmonic: 2.3e-03\n" ] } ], "source": [ "th = np.linspace(0, 2 * np.pi, 361)[:-1]\n", "circ = np.vstack(\n", " [c22[0] + 2.0 * np.cos(th), c22[1] + 2.0 * np.sin(th), np.full(th.size, t + 1e-6)]\n", ")\n", "phi_c = es.potential(\"Q_2_2.pad_right\", \"Q_2_2.pad_left\", circ)\n", "\n", "\n", "def harmonics(theta, phi_theta, n_max=6):\n", " \"\"\"Cosine and sine amplitudes (V) of the angular harmonics 1..n_max of a potential on a circle.\"\"\"\n", " a = [2 * np.mean(phi_theta * np.cos(n * theta)) for n in range(1, n_max + 1)]\n", " b = [2 * np.mean(phi_theta * np.sin(n * theta)) for n in range(1, n_max + 1)]\n", " return np.array(a), np.array(b)\n", "\n", "\n", "a_sym, b_sym = harmonics(th, phi_c)\n", "amp_sym = np.hypot(a_sym, b_sym)\n", "odd_n, even_n = amp_sym[0::2], amp_sym[1::2]\n", "print(\n", " \"amplitude of the angular harmonics of the potential on the 2 mm circle (V, qubit energy 1 J):\"\n", ")\n", "print(\" n:\", *[f\"{n:>9d}\" for n in range(1, 7)])\n", "print(\" \", *[f\"{v:9.2e}\" for v in amp_sym])\n", "print(f\"largest even harmonic / dipole harmonic: {even_n.max() / amp_sym[0]:.1e}\")\n", "claim(\n", " \"only odd angular harmonics of the potential\",\n", " \"σ odd in x, even in y\",\n", " \"potential on a 2 mm circle, qubit (2,2)\",\n", " f\"max even / n=1 amplitude = {even_n.max() / amp_sym[0]:.1e}\",\n", " tier(even_n.max() / amp_sym[0], 5e-3),\n", ")\n", "del es # free the factorization; the charges, moments and currents are what we keep" ] }, { "cell_type": "markdown", "id": "e1ad4390", "metadata": {}, "source": [ "## 2. The qubit as a source of current\n", "\n", "At the qubit's frequency the charge $\\pm q(t)$ on the paddles slosh through the junction, so a current flows in the paddles and across the gap. The coupling of that current to a magnetic field is the second half of the multipole expansion, and it needs the *current* distribution, not only the charge.\n", "\n", "**What can be computed and what cannot.** Charge conservation fixes the divergence of the current: with $\\mathbf K$ the charge displaced during the oscillation (so that $\\partial_t\\mathbf K$ is the sheet current), $\\nabla\\cdot\\mathbf K=-\\sigma$ on the paddles, and the junction carries the whole charge of one paddle to the other. It does not fix the rotation of $\\mathbf K$: a current loop on a paddle satisfies $\\nabla\\cdot\\mathbf K=0$ and moves no charge. That divergence-free part depends on the paddle's response (a superconducting sheet screens differently from a resistive one). This notebook takes the simplest closed model, the resistive-sheet limit in which $\\mathbf K=-\\nabla\\psi$ with $\\nabla^2\\psi=\\sigma$ on each paddle and the junction as the only exit, and treats the answer as good to a factor of about 2. What does *not* depend on the model is symmetry, which is what the zeros of Sec. 1 and this section rest on.\n", "\n", "**The moments of the current.** About the qubit's center,\n", "\n", "$$\\tilde m=\\tfrac12\\int\\mathbf r\\times\\mathbf K\\,dA,\\qquad \\tilde M_{ij}=\\int r_i\\,(\\mathbf r\\times\\mathbf K)_j\\,dA,$$\n", "\n", "the magnetic dipole and the magnetic quadrupole of the sheet (with $\\int\\mathbf K\\,dA=\\mathbf p$ as a check that the current moves the charge it should). Because the sheet is flat, $\\mathbf r\\times\\mathbf K$ points along $z$, so only $\\tilde m_z$ and $\\tilde M_{xz},\\tilde M_{yz}$ exist. Under $y\\to-y$ the current $K_x$ is even and $K_y$ is odd, so $(\\mathbf r\\times\\mathbf K)_z=xK_y-yK_x$ is odd in $y$: $\\tilde m_z$ and $\\tilde M_{xz}$ integrate to zero, and $\\tilde M_{yz}$, which carries one more factor $y$, does not. The current of a symmetric transmon is two opposite loops, one above and one below the junction axis, with no net circulation but a nonzero quadrupole." ] }, { "cell_type": "code", "execution_count": 7, "id": "0da1b547", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:03:50.021187Z", "iopub.status.busy": "2026-10-03T07:03:50.021111Z", "iopub.status.idle": "2026-10-03T07:03:50.025965Z", "shell.execute_reply": "2026-10-03T07:03:50.025641Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "int K dA - p, worst of 25 qubits: 8.7e-15 of p_x (the current moves the charge it should)\n", "max |m_z| / (p_x · 1 mm) = 8.6e-04 (zero by the y-mirror)\n", "max |M_xz| / |M_yz| = 1.3e-02 (zero by the y-mirror)\n", "M_yz = +1.157e-17 C m³ ± 0.4% over the 25 qubits = +0.031 p_x mm² (model: good to a factor of ~2)\n" ] } ], "source": [ "cur = {ij: s[\"cur\"] for ij, s in src.items()}\n", "dip_err = max(\n", " np.abs(cur[ij].dipole() - mom[ij][\"p\"]).max() / abs(mom[ij][\"p\"][0])\n", " for ij in QUBITS\n", ")\n", "mz = np.array([cur[ij].m() for ij in QUBITS])\n", "Mxz = np.array([cur[ij].M()[0] for ij in QUBITS])\n", "Myz = np.array([cur[ij].M()[1] for ij in QUBITS])\n", "print(\n", " f\"int K dA - p, worst of 25 qubits: {dip_err:.1e} of p_x (the current moves the charge it should)\"\n", ")\n", "print(\n", " f\"max |m_z| / (p_x · 1 mm) = {np.abs(mz).max() / (px.mean() * 1e-3):.1e} (zero by the y-mirror)\"\n", ")\n", "print(\n", " f\"max |M_xz| / |M_yz| = {np.abs(Mxz).max() / np.abs(Myz).mean():.1e} (zero by the y-mirror)\"\n", ")\n", "print(\n", " f\"M_yz = {Myz.mean():+.3e} C m³ ± {Myz.std() / abs(Myz.mean()):.1%} over the 25 qubits\"\n", " f\" = {Myz.mean() / px.mean() / 1e-6:+.3f} p_x mm² (model: good to a factor of ~2)\"\n", ")\n", "claim(\n", " \"m_z = 0 (magnetic dipole of the current)\",\n", " \"y-mirror symmetry of the paddles and of the junction position\",\n", " \"Poisson sheet-current model, 25 qubits\",\n", " f\"max |m_z|/(p·1 mm) = {np.abs(mz).max() / (px.mean() * 1e-3):.1e}\",\n", " tier(np.abs(mz).max() / (px.mean() * 1e-3), 2e-3),\n", ")\n", "claim(\n", " \"only M_yz survives (magnetic quadrupole of the current)\",\n", " \"same\",\n", " \"Poisson sheet-current model, 25 qubits\",\n", " f\"|M_xz|/|M_yz| ≤ {np.abs(Mxz).max() / np.abs(Myz).mean():.1e}; M_yz = {Myz.mean():.2e} C m³\",\n", " \"CAVEAT\",\n", " \"the size of M_yz depends on the current model (factor ~2); its vanishing partners do not\",\n", ")" ] }, { "cell_type": "code", "execution_count": 8, "id": "4dfead3e", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:03:50.027154Z", "iopub.status.busy": "2026-10-03T07:03:50.027085Z", "iopub.status.idle": "2026-10-03T07:03:50.715567Z", "shell.execute_reply": "2026-10-03T07:03:50.715121Z" } }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "net circulation m_z = +2.4e-16 C m² against the integral of |r×K|/2 = 2.7e-14 C m²: the two loops cancel\n" ] } ], "source": [ "c_ = src[q22][\"cur\"]\n", "fig, ax = plt.subplots(1, 2, figsize=(11.5, 3.9), gridspec_kw=dict(width_ratios=[1, 1]))\n", "from scipy.interpolate import griddata\n", "\n", "gxy = np.meshgrid(np.linspace(-0.6, 0.6, 140), np.linspace(-0.5, 0.5, 120))\n", "Kmag_max = 0\n", "for sign, (lo, hi) in ((+1, (0.1, 0.6)), (-1, (-0.6, -0.1))):\n", " sel = c_.X[0] * sign > 0\n", " xx, yy = np.meshgrid(np.linspace(lo, hi, 90), np.linspace(-0.5, 0.5, 170))\n", " pts_ = np.vstack([c_.X[0][sel] * 1e3, c_.X[1][sel] * 1e3]).T\n", " kx = griddata(pts_, c_.K[0][sel], (xx, yy), method=\"linear\")\n", " ky = griddata(pts_, c_.K[1][sel], (xx, yy), method=\"linear\")\n", " mag = np.hypot(kx, ky)\n", " sl = ax[0].streamplot(\n", " xx,\n", " yy,\n", " np.nan_to_num(kx),\n", " np.nan_to_num(ky),\n", " color=np.log10(mag * 1e3 + 1e-12),\n", " cmap=\"magma_r\",\n", " density=1.6,\n", " linewidth=1.0,\n", " arrowsize=0.9,\n", " norm=mcolors.Normalize(-1.2, 1.2),\n", " )\n", " ax[0].add_patch(\n", " plt.Rectangle((lo, -0.5), hi - lo, 1.0, fill=False, ec=\"tab:orange\", lw=1.5)\n", " )\n", "ax[0].annotate(\n", " \"\",\n", " xy=(0.1, 0),\n", " xytext=(-0.1, 0),\n", " arrowprops=dict(arrowstyle=\"-|>\", lw=2.6, color=\"k\"),\n", ")\n", "ax[0].text(0, 0.06, \"junction\", ha=\"center\", fontsize=8.5)\n", "ax[0].set(\n", " aspect=\"equal\",\n", " xlim=(-0.7, 0.7),\n", " ylim=(-0.58, 0.58),\n", " xlabel=\"x − x$_0$ (mm)\",\n", " ylabel=\"y − y$_0$ (mm)\",\n", " title=\"charge-displacement current K̃ (model)\",\n", ")\n", "plt.colorbar(\n", " sl.lines, ax=ax[0], shrink=0.85, label=\"log$_{10}$ |K̃| (mC/m, qubit at 1 J)\"\n", ")\n", "# which way the current circulates: signed (r x K)_z on a grid of each paddle\n", "circ = c_.X[0] * c_.K[1] - c_.X[1] * c_.K[0]\n", "cg = np.zeros((170, 0))\n", "lim_c = 1.0\n", "for sign, (lo, hi) in ((+1, (0.1, 0.6)), (-1, (-0.6, -0.1))):\n", " sel = c_.X[0] * sign > 0\n", " xx, yy = np.meshgrid(np.linspace(lo, hi, 90), np.linspace(-0.5, 0.5, 170))\n", " cz = griddata(\n", " np.vstack([c_.X[0][sel] * 1e3, c_.X[1][sel] * 1e3]).T,\n", " circ[sel] * 1e7,\n", " (xx, yy),\n", " method=\"linear\",\n", " )\n", " lim_c = max(lim_c, np.percentile(np.abs(cz[np.isfinite(cz)]), 99))\n", " ax[1].pcolormesh(xx, yy, cz, cmap=\"PiYG\", vmin=-lim_c, vmax=lim_c, shading=\"auto\")\n", " ax[1].add_patch(\n", " plt.Rectangle((lo, -0.5), hi - lo, 1.0, fill=False, ec=\"tab:orange\", lw=1.5)\n", " )\n", "ax[1].set(\n", " aspect=\"equal\",\n", " xlim=(-0.7, 0.7),\n", " ylim=(-0.58, 0.58),\n", " xlabel=\"x − x$_0$ (mm)\",\n", " yticks=[],\n", " title=\"(r × K̃)$_z$: opposite above and below the axis\",\n", ")\n", "plt.colorbar(\n", " cm.ScalarMappable(mcolors.Normalize(-lim_c, lim_c), \"PiYG\"),\n", " ax=ax[1],\n", " shrink=0.85,\n", " label=\"(r × K̃)$_z$ (10$^{-7}$ C)\",\n", ")\n", "plt.tight_layout()\n", "show(fig, \"fig02_sheet_current\")\n", "print(\n", " f\"net circulation m_z = {c_.m():+.1e} C m² against the integral of |r×K|/2 = {0.5 * np.sum(np.abs(circ) * c_.w):.1e} C m²: the two loops cancel\"\n", ")" ] }, { "cell_type": "markdown", "id": "fb6d989e", "metadata": {}, "source": [ "### A full-wave check of the current, and of the claim that the magnetic energy of a qubit is small\n", "\n", "The sheet current is a model. A full-wave solve of one qubit gives an independent look at the same current: put the qubit alone in a small box, replace the open junction by its inductor $L_J$, and find the qubit mode. Its magnetic field around the junction is the field of the qubit's own current, and the share of its magnetic energy that sits outside the junction inductor is the geometric inductance, the quantity the paper's impedance fit returns as $\\delta L'_n\\approx0.32$ nH (4.45 reproduces it) and quotes as a few percent of the qubit's energy.\n", "\n", "`pm.MaxwellFEM` takes the inductor as a rank-one term (4.43). Because the discrete Maxwell model sees the first-order electrostatic capacitance (4.45, Sec. 2), the inductance that puts the mode at 6.49 GHz comes from the first-order capacitance." ] }, { "cell_type": "code", "execution_count": 9, "id": "d62e0d73", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:03:50.717952Z", "iopub.status.busy": "2026-10-03T07:03:50.717860Z", "iopub.status.idle": "2026-10-03T07:03:50.720489Z", "shell.execute_reply": "2026-10-03T07:03:50.720144Z" } }, "outputs": [], "source": [ "# One qubit alone in a small box (8 x 8 x 3 mm, the same slab as the array): used here for a full-wave look at its own field,\n", "# and in Sec. 7 for qubits whose symmetry is broken, which cost a fraction of the array to solve.\n", "Lb, cb = 8.0, 4.0\n", "\n", "\n", "def rect(x0, x1, y0, y1):\n", " return np.array([[x0, y0], [x1, y0], [x1, y1], [x0, y1]])\n", "\n", "\n", "def box_package(pad_right=(0.1, 0.6, -0.5, 0.5), junction_y=0.0):\n", " \"\"\"One two-pad qubit at the center of an 8 x 8 x 3 mm box (same slab as the array); lengths in mm.\"\"\"\n", " x0, x1, y0, y1 = pad_right\n", " return pm.Package(\n", " Lb,\n", " Lb,\n", " 3.0,\n", " t,\n", " pm.DEVICE[\"eps_r\"],\n", " metals={\n", " \"Q_0_0.pad_left\": rect(cb - 0.6, cb - 0.1, cb - 0.5, cb + 0.5),\n", " \"Q_0_0.pad_right\": rect(cb + x0, cb + x1, cb + y0, cb + y1),\n", " },\n", " junctions={\n", " \"Q_0_0\": (\n", " np.array([cb - 0.1, cb + junction_y]),\n", " np.array([cb + 0.1, cb + junction_y]),\n", " )\n", " },\n", " )" ] }, { "cell_type": "code", "execution_count": 10, "id": "4abc50a2", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:03:50.721563Z", "iopub.status.busy": "2026-10-03T07:03:50.721494Z", "iopub.status.idle": "2026-10-03T07:05:37.044914Z", "shell.execute_reply": "2026-10-03T07:05:37.044560Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "full package: 90,545 tetrahedra, 15,411 nodes, 2 paddles, 1 junctions (meshed in 0.8 s)\n", "qubit alone in the box: C = 183 fF (first order) -> L_J = 3.29 nH; mode at 6.200 GHz\n", "junction current at 1 J: |I| = |V|/(ωL) = 23.5 kA (an LC circuit would give √(2/L) = 24.6 kA)\n", "magnetic energy at the current maximum: 0.912 J in the inductor + 0.088 J in the field = 1.000 J (the 1 J of the mode)\n", "geometric inductance: 0.32 nH, 8.8% of the magnetic energy, half that, 4.4%, of the qubit's total energy\n", "(106 s)\n" ] } ], "source": [ "if RUN_SINGLE_QUBIT_BOX:\n", " start = time.time()\n", " pk_box = box_package()\n", " mesh_box = pm.mesh_package(\n", " pk_box, region=\"full\", h_metal=0.04, h_max=0.6, h_junction=0.02\n", " )\n", " es_box2 = pm.Electrostatics(mesh_box, order=2)\n", " src_box = mp.qubit_sources(es_box2, mesh_box, pk_box, [(0, 0)], order=2)[(0, 0)]\n", " es_box1 = pm.Electrostatics(mesh_box, order=1)\n", " C_box1 = es_box1.port_capacitance(\"Q_0_0.pad_left\", \"Q_0_0.pad_right\")\n", " L_J = 1 / ((2 * np.pi * 6.49e9) ** 2 * C_box1)\n", " fem_box = pm.MaxwellFEM(mesh_box)\n", " (mode_box,) = fem_box.eigenmodes(6.49e9, inductors={\"Q_0_0\": L_J})\n", " w_b = 2 * np.pi * mode_box.f\n", " V_J = mode_box.voltage(\"Q_0_0\")\n", " I_J = V_J / (w_b * L_J)\n", " # magnetic energy of the field of the mode, outside the inductor: (1/2 mu0 w^2) int |curl E|^2 dV (K in mm units)\n", " U_geo = 1e3 * (mode_box.u @ (fem_box.K @ mode_box.u)) / (2 * pm.MU0 * w_b**2)\n", " U_L = 0.5 * L_J * I_J**2\n", " print(\n", " f\"{mesh_box.summary()}\\nqubit alone in the box: C = {C_box1 * 1e15:.0f} fF (first order) -> L_J = {L_J * 1e9:.2f} nH; mode at {mode_box.f / 1e9:.3f} GHz\"\n", " )\n", " print(\n", " f\"junction current at 1 J: |I| = |V|/(ωL) = {abs(I_J) / 1e3:.1f} kA (an LC circuit would give √(2/L) = {np.sqrt(2 / L_J) / 1e3:.1f} kA)\"\n", " )\n", " print(\n", " f\"magnetic energy at the current maximum: {U_L:.3f} J in the inductor + {U_geo:.3f} J in the field = {U_L + U_geo:.3f} J (the 1 J of the mode)\"\n", " )\n", " print(\n", " f\"geometric inductance: {U_geo / U_L * L_J * 1e9:.2f} nH, {U_geo / (U_L + U_geo):.1%} of the magnetic energy, \"\n", " f\"half that, {U_geo / (U_L + U_geo) / 2:.1%}, of the qubit's total energy\"\n", " )\n", " TIMES[\"box\"] = time.time() - start\n", " print(f\"({TIMES['box']:.0f} s)\")\n", " claim(\n", " \"the magnetic energy of the qubit mode outside the junction is a few percent of its energy\",\n", " \"single qubit in a box, junction as an inductor L_J, 1 J mode\",\n", " \"∫|curl E|²/(2μ0ω²) over the box plus ½L_J I²\",\n", " f\"{U_geo / (U_L + U_geo):.1%} of the magnetic, {U_geo / (U_L + U_geo) / 2:.1%} of the total energy\",\n", " \"PASS\",\n", " \"from the field energy outside the inductor\",\n", " )\n", "else:\n", " print(\"RUN_SINGLE_QUBIT_BOX = False: skipped\")" ] }, { "cell_type": "markdown", "id": "2e89e15a", "metadata": {}, "source": [ "About a tenth of the magnetic energy, and so about 4% of the qubit's total energy, lies outside the junction (the printout gives the numbers): in the field of the current that flows through the paddles. That is the geometric inductance. Its magnetic field is not small near the paddles: at 1 J the current is tens of kiloamperes. The magnetic coupling to a *package* mode is another matter, because it is the overlap of that field pattern with the mode's own magnetic field, and Sec. 3 says which part of the mode's field a flat current can overlap with.\n", "\n", "Below, the field of the qubit's own current. Left, the electric field in the plane through the junction axis; right, the magnetic field in the plane across the junction: its lines circle the junction current, as Ampère's law says, with the field of the paddle currents riding on top." ] }, { "cell_type": "code", "execution_count": 11, "id": "9529719b", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:05:37.046227Z", "iopub.status.busy": "2026-10-03T07:05:37.046151Z", "iopub.status.idle": "2026-10-03T07:05:38.083528Z", "shell.execute_reply": "2026-10-03T07:05:38.083065Z" } }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "60 µm above the junction: |B| = 80.1 T, 1.02 × the field of an infinite wire carrying I = 23.5 kA\n", "100 µm above the junction: |B| = 30.3 T, 0.64 × the field of an infinite wire carrying I = 23.5 kA\n" ] } ], "source": [ "if RUN_SINGLE_QUBIT_BOX:\n", " yy_ = np.linspace(cb - 2, cb + 2, 161)\n", " zz_ = np.linspace(0.02, 2.2, 150)\n", " Yg_, Zg_ = np.meshgrid(yy_, zz_)\n", " pts_yz = np.vstack([np.full(Yg_.size, cb + 0.001), Yg_.ravel(), Zg_.ravel()])\n", " B_yz = (mp.curl_E(fem_box, mode_box.u, pts_yz) / w_b).reshape(3, *Yg_.shape)\n", " xx_ = np.linspace(cb - 2, cb + 2, 161)\n", " Xg_, Zg2_ = np.meshgrid(xx_, zz_)\n", " pts_xz = np.vstack([Xg_.ravel(), np.full(Xg_.size, cb + 0.001), Zg2_.ravel()])\n", " E_xz = mode_box.field(pts_xz).reshape(3, *Xg_.shape)\n", " fig, ax = plt.subplots(1, 2, figsize=(13, 4.0))\n", " Emag = np.hypot(E_xz[0], E_xz[2])\n", " ax[0].axhspan(0, t, color=\"0.88\", zorder=0)\n", " sl = ax[0].streamplot(\n", " xx_ - cb,\n", " zz_,\n", " E_xz[0],\n", " E_xz[2],\n", " color=np.log10(Emag),\n", " cmap=\"viridis\",\n", " density=1.4,\n", " linewidth=0.9,\n", " arrowsize=0.7,\n", " norm=mcolors.Normalize(6.5, 9.5),\n", " )\n", " ax[0].plot([-0.6, -0.1], [t, t], color=\"tab:orange\", lw=4.5, solid_capstyle=\"butt\")\n", " ax[0].plot([0.1, 0.6], [t, t], color=\"tab:orange\", lw=4.5, solid_capstyle=\"butt\")\n", " ax[0].set(\n", " aspect=\"equal\",\n", " xlim=(-2, 2),\n", " ylim=(0, 2.2),\n", " xlabel=\"x − x$_0$ (mm)\",\n", " ylabel=\"z (mm)\",\n", " title=\"electric field, plane through the junction axis\",\n", " )\n", " plt.colorbar(sl.lines, ax=ax[0], shrink=0.8, label=\"log$_{10}$ |E| (V/m, 1 J)\")\n", " Bmag = np.hypot(B_yz[1], B_yz[2])\n", " ax[1].axhspan(0, t, color=\"0.88\", zorder=0)\n", " sl = ax[1].streamplot(\n", " yy_ - cb,\n", " zz_,\n", " B_yz[1],\n", " B_yz[2],\n", " color=np.log10(Bmag),\n", " cmap=\"YlGn\",\n", " density=1.6,\n", " linewidth=1.0,\n", " arrowsize=0.7,\n", " norm=mcolors.Normalize(-0.9, 2.2),\n", " )\n", " ax[1].plot([-0.5, 0.5], [t, t], color=\"tab:orange\", lw=4.5, solid_capstyle=\"butt\")\n", " ax[1].plot([0], [t], \"ko\", ms=4)\n", " ax[1].annotate(\n", " \"junction current\\n(along x, out of the page)\",\n", " xy=(0, t),\n", " xytext=(-1.9, 1.85),\n", " fontsize=8.5,\n", " arrowprops=dict(arrowstyle=\"-\", color=\"0.3\"),\n", " )\n", " ax[1].set(\n", " aspect=\"equal\",\n", " xlim=(-2, 2),\n", " ylim=(0, 2.2),\n", " xlabel=\"y − y$_0$ (mm)\",\n", " ylabel=\"z (mm)\",\n", " title=\"magnetic field, plane across the junction\",\n", " )\n", " plt.colorbar(sl.lines, ax=ax[1], shrink=0.8, label=\"log$_{10}$ |B| (T, 1 J)\")\n", " plt.tight_layout()\n", " show(fig, \"fig03_qubit_E_and_B\")\n", " r_chk = [0.06, 0.1]\n", " for r_ in r_chk:\n", " B_ = (\n", " mp.curl_E(fem_box, mode_box.u, np.array([[cb], [cb], [t + r_]]))[:, 0] / w_b\n", " )\n", " print(\n", " f\"{r_ * 1e3:.0f} µm above the junction: |B| = {np.linalg.norm(B_):.1f} T,\"\n", " f\" {np.linalg.norm(B_) / (pm.MU0 * abs(I_J) / (2 * np.pi * r_ * 1e-3)):.2f} × the field of an infinite wire carrying I = {abs(I_J) / 1e3:.1f} kA\"\n", " )" ] }, { "cell_type": "markdown", "id": "2baa2134", "metadata": {}, "source": [ "**How good is the sheet-current model?** The full-wave field above the paddles can be compared with the Biot–Savart field of the model current $\\omega\\tilde{\\mathbf K}$. At 0.1 mm above the chip, the normal field $B_z$ that the model predicts should have the same pattern and size as the full-wave $B_z$, which includes the junction current, the paddle currents, and the grounded box (the nearest conducting surfaces, the floor and the lid, enter the model as their first image currents)." ] }, { "cell_type": "code", "execution_count": 12, "id": "b0b21eaf", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:05:38.085547Z", "iopub.status.busy": "2026-10-03T07:05:38.085469Z", "iopub.status.idle": "2026-10-03T07:05:39.915700Z", "shell.execute_reply": "2026-10-03T07:05:39.915287Z" } }, "outputs": [ { "data": { "image/png": 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hC2mzrdD+thQK+awXst2K/YwVsm9H3W4DuW8EBioGgwCghumU+meffVbOO+88c4CpB8/jx4+XCy64QL73ve9VdDq3zqDQJLsamqMXTeqpOQh0Sns1B4PCtmvdddeVp556yhxU60GwHkgfcMAB5vE6Bb+YBMK6Lv2lWk9cdcBJD+i16pFWetFp/XoAnk5M+otf/MIkQtaKQHrQrNWy/A6ytU16IqEnPb/97W9N9RlNQqoDG1/72tcitzdq+/2MHj3abFudmaO/4utj999/f5OPYty4cQW1RR+jF6UnJPq+feELXzCfeW8iWR2o0W2jA0G6X/RHT1b0PdBf1zVsQvMIXXzxxZlKP2Hor/Z2Alb9jKU/Z/pe1vMJT5R9XE8YNZeT/q8zCTQc76qrrnJ9pqP0YzpT61vf+pYJDfTOCirFZzZof/QmaO5PsW2p1H4e9v2yQzLDhI4Vsv9rFTR9fTog/9///d8mabEOhmjFsC222KKoNnsV2t+WQiGf9UK2W7GfsUL27ajbrZi+MT0DrtxhkgDcYlpf3nMbAAANQ2ee6MmFnogVMiiA6tLZQnqyoieJekIEwJ8OnH71q1814Vk6M6Q/DzzwgAlpevXVV2WrrbaKvGl18CPfDDvAprOb9POmA2hHHnkkGweoEHIGAQAahiYZttn5GTR8AfVBZ/boLAGdEcRAEFB6c+bMMbOzihkIAsL661//av73mx0GoDwIEwMANAz9RVxDL6ZNm2YGhh588EETnqFhSJonAfXh29/+tnn/NB9HmoZlnH322VVtFzBQXHvttdVuAhrAPffcYwaCNIxtxx13ZDAIqDAGgwAADUOTd955553m0tnZaXKDXHTRRYSH1ZmgZLMAgPoZ2Nf+XBNceys9Aig/cgYBAAAAAAA0EHIGAQAAAAAANBAGgwAAAAAAABoIg0EAAAAAAAANhMEgAAAAAACABsJgEAAAAAAAQANhMAgAAAAAAKCBMBgEAAAAAADQQBgMAgAAAAAAaCAMBgEAAAAAADQQBoMAAAAAAAAaCINBAAAAAAAADYTBIAAAAAAAgAbCYBAAAAAAAEADYTAIAAAAAACggTAYBAAAAAAA0EAYDAIAAAAAAGggDAYBAAAAAAA0EAaDAAAAAAAAGgiDQQAAAAAAAA2EwSAAAAAAAIAGwmAQAAAAAABAA2EwCAAAAAAAoIEwGAQAAAAAANBAGAwCAAAAAABoIAwGAQAAAAAANBAGgwAAAAAAABoIg0EAAAAAAAANhMEgAAAAAACABsJgEAAAAAAAQANhMAgAAAAAAKCBMBgEAAAAAADQQBgMAgAAAAAAaCAMBgEAAAAAADQQBoMAAAAAAAAaCINBAAAAAAAADYTBIAAAAAAAgAbCYBAAAAAAAEADYTAIAAAAAACggTAYBAAAAAAA0EAYDAIAAAAAAGggDAYBAAAAAAA0EAaDAAAAAAAAGgiDQQAAAAAAAA2EwSAAAAAAAIAGwmAQAAAAAABAA2EwCAPaT37yE9loo40kkUjIYYcdFvpxxx9/vGy55ZaZv2+55RaJxWLy0UcflamlAAaKadOmmT6kEO+8847pY+6++24Z6O677z752c9+Fnr5tWvXyvjx4+X3v/995rY999zTbK/0Zfjw4fKpT31K7r//ftdjo/bd+rj/+Z//kUItXLhQvva1r8nGG28sbW1tst5668lnP/tZue2226TW6Gfuoosukn//+9+u25955hkZM2aMrFixomptA2rBsmXLTP+h/YGaOHGizJgxo9/jzJdeesn0R4MGDTKP1/UAQC1iMAgD1ptvvinf+ta35Mtf/rI8/fTTcsUVV1S7SQDQ8AodDLrhhhtk5MiRctBBB7lu//SnPy1//vOfzeWuu+4yA0aHH364GcxI08fo/SNGjCj7YJCe8OkJ4HPPPWcGWR555BH57//+b3OiqNdrcTDo4osvzhkM0u26xRZbyI9//OOqtQ2oRb/73e/k29/+dr/HmV//+telt7fXDGBr/zN06NAqthoA/DWxcTBQvfHGG+I4jpx44omyySabVLs5AFCzOjs7pbm5WeJx929EekKTTCbNfdWgffi1115rTq68dIBHB1/SdAaOzsTR2UE6oKHWWWcdc6kEndWlAyt68qcDQGlf+cpXzDasFbpNu7q6Apc54YQTzEnveeedV7X3Hqg122yzTajjzNdff11OO+00+cxnPlP0c3Z0dEh7e3vR6wGAfJgZhAFJQzQOOeQQc33TTTfNTPP1CxmIEtbhpc9z/vnnZ/6+5557zHN95zvfydz26KOPmtsWL15s/tZfjfbZZx9Zd911ZdiwYbLTTju5fkEOCh3Zfvvt5eijj878/d5775mTDp3erwcOu+++u7z44otFvSagnqXDPR9//HHZeuutzX6xxx57mP3q448/liOPPNLsd7rv6swSrxtvvFGmTp0qra2tJjzg0ksvzTmpf/bZZ2W77bYzIUH6XA8//HDetugAwV577SWDBw82IU1f+tKX5D//+U/Br0mf/6qrrpLNN9/ctGvcuHEyffp0Wb58ues1B4U62OEO+kv2hAkTzLbRbaLhVwcffLD8+te/zrz2V199NdNfaR+ly+oAy6mnniqrV6/OrPPJJ580zzNnzhzz+vTXcF23PStT26frfu211zIhXkF979y5c8379YUvfKHfbdPU1GTa1t3dnbktX5+vr1NDudJ95S677CJPPfVU5n7dBvq8+nrTbdSZPv1ZunSpGUzT/tzLHmT74IMPzPPryaM+/+TJk+V73/ueGZCz26Dvg9f1119vHpN+v3X2zg477GA+U/q8+ph58+a5HpP+TDz00EPyyU9+0rynDzzwQOZEVR+ffp1pGu6inxt9DNAofvGLX5i+UcO79t57b3nrrbdc99thYn7Hmfr/kiVL5JJLLjHXdV9O0/v1u0i/LzbYYAM599xzzYC7fb8+Rr8v9NhQvy/Sx5BhjvHS7fvpT39q+l7tF3RfTh9zpum+fcYZZ8iGG25o+gMNaz3nnHNcy/TX3wMYGBgMwoCkgzI/+tGPzPV7773XfLF6QwxKTb+Y7RMKPZnQL3zvbZtttlnml+r58+ebg4lbb73VDB7pr9kHHnigOalKf7HrL9933nmn67l0arIeBOgJV/okZNddd5VXXnlFrrvuOrMuPYjQk88oJ5zAQLFo0SIzjV8Pum+//Xb517/+Zab0H3XUUbLVVluZfUUHc/Qge8GCBZnH6X50yimnyH777WdOnPXAXwcEzjrrLNe69X49mP7tb39rDtr1gPn99993tUH7Hz0h0ANzHXT6+c9/Ls8//7wceuihBb8ePYDXNuhJv7ZLD/p10GXVqlUFr0tf+4MPPijXXHONmU2jfYZ64YUXTHjT97//fTMYoOFXOiD9uc99zmwzDZXQAR7tW3UGiZdutylTppjltH/77ne/mxnk1r5Z+zgdCEmHeNmD6F46kKfPrxcv/UW+p6fHXHSw5wc/+IHZ9hoq5kdPvA444ACz7fQ7Yvbs2TJkyBBz4pU+sdIQNp0BYIeh/dd//Ve/21M/RzpYp58vfYy2Kx9t66hRo8ygnm4XfT91gEy3W5oO9D/22GNm4Mp2xx13mO2nn6X0CaKe/On798tf/tI8vw5ueR+nM5Z0dtU3v/lN85z6/uhnR918882Z15mmg6QaKqYDe0Aj0L7wpJNOMoOk2nfpYJAOtBdynKmP1f+1T9G+Ua+nQ2J1f9d+JP2dov2iznrU7yYvPbbT4zdt0zHHHFPQMd7//u//movu39q363Gnfm+k6aCzPk6/D/U7S3/A0O82e8C8kP4eqATNHah57MJedHmE5AAD1O9+9ztHP+Lz58/P3HbzzTeb2xYvXuxa9pOf/KRz3HHHZf7W61tssUW/j7PddNNNTltbm7N27drMOmfMmOE0NTU5K1euNLd9+tOfdk466aS8j+/t7XW6u7udfffd1zn66KMzt19zzTVmvStWrMjcdvHFFzsjR450Ojs7zd8XXHCBM3z4cOfDDz/MLKPt2GijjZzvfOc7IbcYMLDofhyLxZx//OMfmduuu+46sy9/97vfzdy2dOlSJ5FIOFdffbX5u6enxxkzZozzxS9+0bW+c845x2lpaXE++ugj87euY+jQoc6yZcsyyzzxxBNm/XZ/svvuuzu77LKLk0wmM7e99tprpm2///3vzd/aT+njZs+e7ft63njjDfOYyy67LPA1231X+vXpurUfS5swYYIzevRoZ9WqVa5l99hjD6e5udl59913M7dpu3V5u19SDz/8sGv7/vGPfzTPY/c5+tiJEyc6J5xwQmAb/Wh/eNBBB+Xcru3U57Iv9nvo13fff//95u9HHnkks0xXV5fpKw8//HDX+vM9b3/0tcfjcfMc7e3tzj777OP8+te/dr33Xtrv33777ea7YvXq1eY2/Yzp+/Dzn/88s9w777xjtrffZ0Q/t2vWrHGGDBni3Hjjja7tre35y1/+4lo+/X49//zzedenj9t+++0L3gZAPdppp52c3XbbzXXb+eef7+o7tR88/fTTA48zlR6PXXjhhZm/9fhN90v9DrHdcMMNpp9If6ek+6sf/vCHruXCHuNp+zbccMPMcajSdmhfoseYSvsUfY5nn30273YI298DldLR0eEk2lPfq2Ev48aNM49D/5gZBJRwZpCORGvyUJ2C+/e//11OP/108wurJjTV+3Q2gC6Xpr/qHnfccWa6sIY4aG4G/TXYnuavoSya30GTrqbpTKEjjjhCWlpazN/6GP1FSn9tTv9SrpUtNCRGnxNoVOuvv76Z4ZCmMyLS+WXs3DMaYqOVoNL5HvRXUu+vwjqbSPdF3cfVX//6V7PfpWdpKP3FVffDtDVr1pj9X9els1LS+6e2Q2e7FLJ//uEPfzCzYUr166zOVkrPBrJpGIM9E0f7I501pX1Ruv160f5Fw590JpFt3333zVzXkAcNadO+LgoNqfLL+aO/lOv204tuG531cuaZZ5pZNn40yav2yfrrfJr2uzqb6E9/+lNgW+yZSPbFDvPQX9A1tEQrDOkMJP2saB9/7LHHutZz9dVXyyc+8QkTgqHPr7OJdF1vv/22WWb06NFmtpI9K1RnlemMAzt87C9/+YtZTpfX7xANb9FZYt5QMb1fQz4KoeEouv2BgU73YZ0Z+PnPf951e5jw1DA0nFj3S/0esPsO/R7SnED/+Mc/XMt7Z7IXcoynt+ls1TTtZzR0Nj2D6IknnjB98s4775y3rYX290C56XFXb0dSJn9lrEz92rh+L7qcztzuLzceUkggDZSIxozroI6GhWk+Bz251JAwPWHR2/TLWTum9GCQTufXabi6rIZjTJo0yZyYXXDBBfLuu+9m1qs5QfQgQMMDdLqw5u/45z//mZnir/TEVU8K8iX61HYBjcpbRSo9gJrv9vS0Yp2Sr8aOHetaJv13OgRHT5R1v/Wyc8bouvREQwcq9OKVHoAKQ/NQ6Al/vpw0UXhfn9/t6fAB74mS32vIt22jllbW98Q+sbHpIJzmTkvTflITumriYx18sXPg2O9Hvu2nr9kbWuWlg0xf/epXc27Xk6R0aK/S/BszZ840l/QJoJaW15AMHWjTgSBto4aHaZu1Upqe0OmPB/bUdg0V04EkPajV7wH9DtD3QMOPlX5P6MCbbgPNb6UDn7qt9UTSO0Xe770OottdT1SBgU5z6uiAh7dviLLf5JPuQ7fddttQfWi+PjjsMZ7fd166T9DvEe0r+mtr2P4eqJREa0wSLf3PY+mN1U7BhnrAYBAaSvog2jtanD75K1XeIB3g2W233TK3acy1HlhrQr/0L+766/HLL79sZvzYuUPyHXzrSYHmItEvcf2lWCvm6AlImv5atP/++5uEhV5+J1IA8kvP7PHmYvjwww9d9+t+mC8nl32bHpjroIQmCNZEnvlmX4Slszv0hEXX7zcgpH1c2P4t32BJvtvTr1eTF+ebXRJ0YlEsfe5CBpL0F2/Nx6HbKN+JnK4v33um7609oysfzX+UbyZXUNloncmjVYU0T48O4utgkOYp0h8CLr/88sxy//d//5fzWP1eSOej0plMmi/EfoyuUwebNJdH+gRQPx/5BrX83usgut31MwcMdDr7UAfa/fr8YqX7Ft1X8+U/0wHk/vrgUh3j6T79t7/9rd+2VqO/B4JoHQZPwdO8iHsqDINBaChaOUHpQXn6C02vl+qXDh340V9/ddAm/QuyDtroiaDOBLJDxNKDPulfbZROzdWQknQoS5qGMOgJhSb108EgDVexq9PoVGP95VlPhPKFfQAIT6to6cmBnrTbv47qSbnurzvuuKP5W/+/4YYbzOBvOlRMw5Xsk3HdH3U6vvYzWo2sGBqCpicJmvBXk4/69XEakqWDBDoQkQ4xKIbOcNT1agiTzl4plj0LK8x7oWF7YWm4hf56rqFg+ehMTU2OrdskHc6mAyg6YK/3BbVRT6KCBkd0doEO7nlP5NIhWzq7J9332/2+0mSu+QaZNCRMZwTpZ0o/k3Z4o65Hn8ueLaCfUb/E1V7eGQNeWsVNtz8w0GnIlc7a0X7AnsGZr5JrFPodoCGc2jf7zbgJUspjPF2XhpxqmHO+wZ5S9/dAqcTiMXMJsxzCYzAIDUW/+PRXGf2y119YNeP8D3/4w5L9+qmDPXoSprHnesKmtCqN/nKjVSW0nLD3C/fss882YST6uAsvvNCEmnlpGIH+KqThZFoVJl1FLE3zZOjJhA48feMb35CNNtrInJjol70OeuULTwHgf2KglWK0+pLOwNHqTTpFXyvHaOhPur/Q6xquqblhdD/WGTi6D3v7Ex180IEcHcT94he/aPZnPSnQSk06aGyXHg6ig8Raceq8884zgwNa7UZzEmkJYK0Go32HDhxrqKn2NSeeeKIp4a5VpoqhAw5aCUf7HS0trGFIekKig9f63JdddlnOAHYQPaG56aabzCCHllXXARStnJiPVvTSAQ7NeeENkdCZK/q+qJUrV5rKZ3rR1625ePLRtusgnlaP075fZw9pdR4N+dNBe7uNGhams4x0Bpj2o/39Iq7La2VIDefVfl9/ANBcIfq50Upj6cEmzfGjVX70l3fdbnqS5y1hbc8K1fdUt7WGm+nshTT9TCn9DJ188snmvdZS894wET/63PpZ1/dC16sXO+xOc4NoJT6gEWhVL52Np/uT9tN6HKf7cynoPqnHbxoaqn2/9vm67+mAi1YC1OpgOljkp5THeNo/aYUz7Qv1+2rLLbc0VRh1VrtWuix1fw+Uio7xhJoZxFhQYUIkmQbqkl+VhxdeeMHZYYcdTAWHrbbaynn88cdLUk0sbZ111nFGjRrlqh6z//77m8drNSDbc889Z9qi1cImT55sqs74Vdq54447zDo23XTTvM/7wQcfmIo96623nql4pBUlvvCFLzjPPPNMv20GBqJ8+5JfBSVvlZh0pRfdL7USi1ZtueSSSzIVWdKeeuopZ9q0aWaf23zzzZ0HH3wwpz9R+nwHHnigqQijfY+u95RTTnEWLlwYupqY0ue/4oorMu3SihlHHXWUs3z58swyv/nNb5xJkyZlqlm98soreauJeV9vf1W0HnvsMXP/4MGDzUW37be+9a1MNTW/bXvooYeax6VpW7VSm1Yz81Ze81q0aJGpsqXP7W2nXTlEX6u257//+78zVRb9+m6t3HP88cebfrq1tdXZeeednSeffNK1/vfee8+8XyNGjDCPtysD+dEKcVpBcsstt3SGDRtmqgd94hOfMBWJtKJbmlaX1OfXipB6OfHEE50HHngg77bTqkD6mdH7nn766Zzn1Pd6k002Md8hn/rUp8x3ive9DareNmvWLPN43cb2IeGLL75oKge99dZb/b5uYKDQ/WH8+PFmf9I+5q9//WtJqonZx3Hp40/tI7bZZhvTP2hFwf6ONcMc4+Xr1/O18eOPP3ZOPfVU8/2h69I+4Nxzzy2ovwcqRY8Z9DO89WnrOdt8c4N+L7qcLm8fF8FfTP8pcPwIAACgIrRyoobh6QwWVIaGO+vMCA17BACgWjSKQ48Bpp2+viRaQySQ7kzKKz/9twnh9wsZRxal5QEAQM3SkD3NcVGqZK7o/8BbQws19BAAgFoQi4e/IDw2FwAAqFnTpk0z5dgpaVwZWrJeqxbZBQ8AAKiFamJhLgiPBNIAAKCmaVJoVIYmlNULAAA1I+ysHwaDCsJgEAAAAAAAqEmJRMxc+uOEWAZZDAYBAAAAAICaFDYEjDCxwjCRqghaiE0TLVKQDQDoHwGA40cAKL1YPBb6gvCYGVSElStXmlJ3WuGkpkrXOVLzYk6RjfQ+POx+nwy5XNj1hX0Z5eiXaryvc2I12MAabFJbW5sMRDXbPw6gPrbofrTOX3+t7Ns109fVSDNKbSD2kQO6fyxINQ+iCmyTU0Ab6uEYMlSjBminMoAMxP7Rj47xhJoZxMe2IAwGAQAAAACAmhS2bDyl5QvDYBAAAAAAAKhJ8VjMXMIsh/AYDAIAAAAAADWJmUHlwWAQKpK/ouw5FaqVw6Lcg89OhPuitilWG/lNQn9WYjWewwQDSyPkCaqR11j2tsfK955UNX8QqT5Q1ztqrfyaH+EYJOqOGatSJxD4NtTK+1CsqMlFUauoJlYeVBMDAAAAAAANVU3st7/9rRx00EGy3nrrmcT+u+++u/zpT39yLdPR0SGnn366jB492iT9//KXvywff/yxDAQMBgEAAAAAgJqeGRTmUoirr75axowZIz/96U9l9uzZssEGG8jee+8tr776amaZU045Re6++265/vrr5dZbb5UXXnhBjjzySBkICBNDRULDqlYCuVZnmvrN5A16rhrchN6QiFK8z5FCLryL1eC2AqIoed/JvlH6ENuA96tmys4DNRGjWMf7Q6wc2yNKh1yC7Vszb0PQdio27rWQ7V4zGwRBYiGjGAt8Ox944AEz4yfts5/9rGy11VZmcOjnP/+5LFiwQG677Ta58847Zfr06WYZnUW00047ybPPPiu77LJLXb9vzAwCAAAAAAA1KR6Phb4UYrQ1EJR6nrhsueWWMn/+fPP3nDlzpKmpST73uc9lltlxxx1lo402kkceeUTqHTODAAAAAABATUokYpJo6n+gJ5lILbNixQrX7a2trebSn97eXnn++edlv/32M3/PmzdPNt5445zHbrbZZvLGG29IvWMwaCAKG1oUMbSmoiFfUcKpSiEZ8BpL/fID1xfhhUXdNhFeV6yAB4UNGyxJWEWNh9ehDlTxc1OSPrac7a/FfarU4bslWn/VKo1RWaxBleKNjxLiFKuv+HzHWl85dkt7/YEitCN0P1WDoVA5TaqBNtWMGny/akw8FjOXMMup8ePHu26/8MIL5aKLLur38ddff728++67ctppp5m/ly5dKiNGjMhZbuTIkQMiiTSDQQAAAAAAoCaFDQFLL7Nw4UJT+SstzKygv/71r3L22WfLeeedZ/IGNQIGgwAAAAAAQE1KVQoLMxiU+l8HguzBoP688847cuihh8ohhxxiZhHZM4CWL1+es/yyZcvMffWOBNIAAAAAAKAmxWPx0JdCLVu2TA466CCZOHGi/PrXv5aYFY42ZcoUk0y6q6vL9ZjXX39dpk6dKvWu7geDXnjhBTn22GNl0qRJ5o3TaV1hvPLKK7LbbrtJe3u7SQql8YENGZ5qXwJyHtgX39XFYq5LmMfkbYdfm4LaGuJ19Evbmb7UCrtNQZfQ6wu5rWOeS9j1hfzceD8r9iXSawkS5nUAVRS2jy1Ff17QOsL0FbUibNtLsW0iKvo9Bsoi6g5S6i9Xuw1hD0IKUcGDAW/z/Z42SpP81p2zDs+dFe3P/Q4MC3nN5Xy/yvH5iqLWv1gbo5pYV1eXHH744bJmzRq5//77zdiAbZ999jHLaAl6e/xBS87vv//+Uu/qPkzsmWeekb/85S+y6667ykcffRTqMYsXLzZvrJaFe/DBB+Wll16SmTNnyvDhw+WYY44pe5sBAAAAAEDpcwaFddppp8ncuXPlF7/4hZkBlC4przmGttlmG5kwYYIZHzj99NOlu7tbBg0aJGeddZbstddesssuu9T9W1f3g0FnnHGGfOMb3zDXdWpXGLNmzTKziGbPnm3e0L333tu88ZdccgmDQQAAAAAA1IhYyGpidohXGI8//rgkk0k54YQTXLfrIJDmEVI33HCDfPvb3zYDRzogpHmFrrvuOhkI6n4wKJ7OElWARx99VA488EAzEJQ2ffp080a//fbbsskmm5S4lQNX2HLh0Z+gjCXSqzhVP+aUuDqp/Vq8nWDo7SGFi9VIiWUqcqLOVK18fCm6vVoMcyo0xDTvOiI+PkJ3li90FqiOEpdtj7y+Cu4DkZ6qFDt+lOf1Pncs2mIxn+WivqzAEvf13J8FvrAyPm89b7PKnfOHOe+Pxws7Rnmnb8AniI4Z/OxnPzOXgabuB4OimDdvnhx88MGu2zbbbDPz/xtvvOE7GNTZ2WkuaStWrChzSwGgPtA/AgD9IwDUU5hYo6v7BNJRLF26VEaMGOG6LV0aTu/zc/nll5u8QunL+PHjy95WAKgH9I8AQP8IAOWgIWJhLwivIQeDojrnnHNk+fLlmcvChQur3SQAqAn0jwBA/wgA5dCUSEhTU4hLIsEbUICGDBPTWUA6mGNbtmxZ5j4/mlVcL40mKJdBUWWQC7m9oHU7RefqCV5/hHYEjVKHHMAOarsrt1Ah74lfu8qcg6es+YPMSiM8hh8SijIg+scaTIVT1TxBReYGKkV/GylvWk5DQq6kFLkzarEfIafaAO4fy/HmRvlAVzDhVrn3N9+uJOKT+eXqibySgLtiEbZ1LfZZVf1AlHuD1MOBRm3SxNCxMiSQbnQNORg0ZcoUef311123pf+eOnVqlVoFAAAAAABs5Awqj4YME9tvv/3koYceko6Ojsxtd999t0yePJlKYgAAAAAA1NhgUJgLGmgwaPHixWYgRy9r1qwxM3z0+sMPP2zuX7BggTQ1NclvfvObzGNOOeUUSSaTcuSRR8oTTzwhV155pdx4441y/vnny4DgWJcy0BCf9KVqr0uf2+9SkvVbl6TjvgSuw6cdQW30e15HJNbrZC6FhGb4Xcr+mQp4LVE+XxX9rJV5vwEifZ4j7kfh99lwfWlQv1Ly/qbI58157qjfF8Vu94j9HlDdL7WYdSk1e91FhF35PbzUxyre5kZpelCbSrGp/Y4fk+5L6Oet5LZpSGyoqOKxeOgLGihM7LXXXpPp06dn/r7nnnvMZcKECfLOO++I4zjS29trBn/S1llnHZkzZ47MmDFDDjroIBk7dqxcddVVcswxx1TpVQAAAAAAAC8d4wkz64exoAYbDNpzzz3NgI+fiRMn5r1/2rRp8qc//anMrQMAAAAAAFGFLRtPafkGGwxqWEFFAoL2k1qZge5XXcHbdvs+a1AvdGWtnDvDN9F/HU649yHwdUVoSECImmv1AaPm3u3m2I0M6mD9KqOVYHt6wyJKUl0sbPUOpjNjoAj6nIfsb0KHdtXK90jAvlyS6ot+fR39BmpG0IexWpXFyi2gTSUvJmUf70WsChvYN+dfR8xzvOeEzYHiaq77Md51+q7Cfq6ckFt7hbXyESr1Siv5mY/V2b5XXSSQLg8GgwAAAAAAQE2Kx+PmEmY5hMdgEAAAAAAAqEmEiZUHg0EAAAAAAKB2B4NChEySM6gwDAahX6FL3ZYkH0/xq8gtK2xdDxkzHZh3J2Adjl9crxOwTe2riRLEBXvbFxD/bW8rJx7hfa6HMOZ6aCMGpMhlwp0ayRMUuh1VSiIUNn9ZQD6h4BxzIXOllTjtQ1nyqAEVU8gO4vOwWMSkgPYOHXa3Cdx/Y+H2y5yXnL/viPUG5SjzWbdn/YHHoPYxZM6mKcH74IRcrhTq7VgTZUfOoPJgMAgAAAAAANSkpkTCXPrTm6jFKhe1i8EgAAAAAABQk2KxhMRj/Q8GxUKXRoViMKheRSnpWEucMoYbOMWvM9ab9F9fUHXRYtvvlKF8uj2luJLhBtWc1us3vTji7HWgnvvOyKFglQwRjiTsEweE/UqEEvQBIRz0KaisAuIjI4myjojPG+VhgXGeOQtbzxUreJMGhll5Q1GTfn1HAev0a54njYFf2oGcJlrLOXH/bRi0vkihZkG3B62uasdnUZ+41F8EHKB6UU2sPBgMAgAAAAAANSkRi0sixMyghGs0Fv1hMAgAAAAAANSkeDxhLv0vx2BQIRgMQvnYMxwj7peu8Iaws6FDV9EpQ0halJAsqx2xgOnAOe11VcSp4HTSoHCJekN4B2pBGcKsfEPDCgkLK7JdpehjA/u20Kv3llH0qbgTtepYlGbUedeJUnGsD0YFQ7Lqjd++HraSX9D+HDZUKWRV2NT6faqaBVTnclUJixj9Fv65JH/IWFBVXO86Qx+TS4Oo5L7YMBvVJR4yZ1CcmUEFYTAIAAAAAADUJHIGlQeDQQAAAAAAoCZpviByBpUeg0EAAAAAAKAmkTOoPBgMGohKHErqzdngmwciID458L4o7NjqAsR6g+pu+tzujRPvtspzJoJyHNllPGPh8u54n6vHCuz25s7wxHmHElR+utdaLFFk+dC8TyC1jXweqEWlLv0e9BinBLmASvz9k/NcsVLkFgqZgMT3OyFkDqKgdQA1I+qHtoxfmkFNitjH2H1E2HLsrvu8uS/t3d57jOfT3li3eyVOk3UgF9SF2fkjPce/Oc/td7xrtzfouDPw2DX/ct5t4zqGDHrvwuYdAsxHIi7xWDzUcgiPwSAAAAAAAFDDOYPCVBOzft1GvxgMAgAAAAAAdZ4zqP9lkMVg0EDh1FkbfMIMAqsBukKrwj932PLGsZ6QZT3Dzj60puh6p+s6TfYUXWu5oGnIsaD2Wtd9pgx715daZ/6pvL5lqQOmJNdsGFY5wxWBGpGzz5YgNCxSKEUJyskH8u2zQoZEmBvyL5fb9lj+xQhfwIAS9QNd5tCwCOwQqqAUB4FhpX4hXvGgMPuAcNaYT1iY9z47jM0+vvO2PSCMP6g8vWv9IVMmeNvh+7oCwsncj/fcUfLOtFbi/aPEvxUSG9mYX0JNiWZz6X85Du4LwWAQAAAAAACoSfFYwlzCLIfwGAwCAAAAAAA1KRFPmEuY5RAeg0EAAAAAAKAmaSWxMNXEwiyDLAaD0K+wOXcKysfiKmsZMhdQ2GZ4y847Pvd5F/PpO+JWKfmc5/LekAwZ123FYbtit2MB5UR919ZPo+yXHBQnb/OWLrVfS9DnIWo+oShx/aXQmGHXqGd2jrEoYfGF5Ffz6389y7naETa3UNT90noyV7qJgL4i5nli37LKIfuDnLQXri8ZOhUUQj8vA+0zE5DfJCj1SZTNkJOCJsJKvPkYA44TfZth54H0PDBmHUPmNC/mc/zozS2Uf9VG3CpXH9gn2pMlglZvH3f2+h8L2tsp6DzBnU8ofE7LaMq9L4X9wogNoPxHtSMWspqYLofwGAwCAAAAAAA1iZxB5cFgEAAAAAAAqElxMzMoRJgYM4MKwmDQQBF2BmGEsIKg8pyRn8tvHTnlkcOWhU8W3SZX6FYyaMGAcAR7Su3a3uz19oT/co7/VOPgsDafsseeBe2Qhqhl4e2S937hdDlqpRIms2vRCIL6zqDuLCgkwi8kLWQZ+0hhbN5V54RVWP2eK/rAGwqW/zGpP538faITcpo+fQoaRpRQlRKEAkUMKQ08dvPbna0wK8PuE0JW984p1e4q8R4ruCx8vLPXvbrWRLiy8HbbPdvCPo5zh6d52uE6KPV/qqCQPNd5glPPUVKUKK8liVjCXMIsh/AIqgMAAAAAADUdJhbmUogXXnhBjj32WJk0aZLEYjE577zzcpZZsmSJfOlLX5Jhw4bJ6NGjZcaMGdLR0SEDATODAAAAAABATTIDPSESSBc6GPTMM8/IX/7yF9l1113lo48+yrvMEUccIR988IHceuutZhBo5syZ5v9f/epXUu8YDBqIamJqZT/PHXbmpT3lNWBqrF15wRsyFrNn2wZN+XU9KKDxa3uy11s8HY5dXcGeDmyFoHnb4TT7t91uR7LZP4QsKPzLVf3Buw2tuYFOUBhEGcMQy4IwDhT7uamVz3JUTuHVFnOqhCVDVGXMeV7/8ICwYWN2iFdg9R37MZ4+0FUwLO4f3xHYj9bKd2mx6rntqLJYXfXNrtClkCFk9jFYznJhw+y9cRY+oWbekDTHPq5L+IeTuaqseu5LNlnhZa7jXfdyTsKnb48HbEPPWaKrvww4To5U1S1sJcqqfiRjjbfvNUBp+TPOOEO+8Y1vmOsTJ07Muf/pp5+WuXPnynPPPSc77LBD6jnicTn66KPloosukvHjx0s9I0wMAAAAAADUpKZEszQnWvq96HKFiPeTcPrRRx+VCRMmZAaC1KGHHipNTU0yZ84cqXcDYjDolVdekd12203a29tl4403luuvv77fxzz55JMmLtB7ueWWWyrSZgAAAAAAEG5mUJiLWrFihevS2dkZaRPPmzdPNttsM9dtra2tZhbRG2+8UfdvW92HiS1evFj22Wcf2XHHHeXBBx+Ul156ycTxDR8+XI455ph+Hz979mzZcMMNM39vuummZW4xAAAAAAAII2xy6PQy3vCtCy+80IR1FWrp0qUmabTXyJEjzX31ru4Hg2bNmmVm9OigzqBBg2TvvfeW+fPnyyWXXBJqMGjatGkme3jdc0oQjloLOTK8Md12vhs7ZtpbKjio1KYPb/x4TgnjtDVWjiCP3mVrXX/HW7K7VNLKLZTsdpcJjVk5jppHtlkr9LSpNR6uvXH/vByuFB4BZU2DwpN9t01QDH3EcOdIseZADcrppzw5ebJ3eB8Y5cmcaGV+7VLwnpRlrhxoYXML2f2Ut88KaKNrffZ28/Yxdp4zu99LBuQd8mxgdw6h/N8xqXXYiYfyl4ouSMiH0Qciz6ei8A/SQGqTvfvZx4LifyzoNAU01+4DPAc49v7nKrMe0E87ufXZs0/V49+fxbuyK0lauYviXUn/vtjTjmSb3RFmr/Ym3MedcUn45D8K/4WTtLabZ8uH+2j4p2+rIdU6GarJjVHXg0ELFy401b/s2TwYgGFiGsd34IEHmoGgtOnTp8ubb74pb7/9dlXbBgAAAAAAoovFEqEvSgeC7EvUwaCRI0fK8uXLc25ftmyZua/e1f3MII3jO/jgg123peP6NI5vk002CXz8LrvsIkuWLDHLnXnmmXLqqaf6Lquxhna8ocYfojzWrl0rXV1d7plBVqWtnF/cXdUfnFDVxLyziVy/JDvhZgYlkjFpa7Vm9kR9rd1dqT+8beryHwF3/ZgVMOPH/gUosBpG0MygRExaWlqkra2414qBi/6x8v2jq58KqBJWrZlBLU3Npe0flas/sxvh/XXf+sPT7/k+zvvjtt993vX1/Wn6yPb2oJeDBkX/WPn+0TszyD4WtCtr+U999sxCCqg26OR0nj4zgzyraE00F31clTle9vTFvXH/mUFRp+vYM6DcMy77nxlk+scivw/Q2FL5gMLMDCrtXJcpU6bI7bffntOnayTS1KlTpaEHg1avXi0vv/yyfPjhh6YzGjVqlEyePLmiYVcaqzdixAjXbelRuqA4Ps0pdM4558juu++eCTM77bTTTIeaLi/ndfnll8vFF18sA0a5Z0IGftfk/7LRL2/9LG22zRay6MMPpdaNG7OuvPHQc5kvODs0rGd19gSmeZh7NLq3o9v8v7ZzrWy+z6dl0eI6eK1jx8rrf/+/+hgQqsUZ9QPcgOsfyxBG6wo/CAqZCvjMrl3bKZtt9Ym66R/nzXkhewIQVJLe1nfSpf3jlH23l0WL/yP1wPSRr/3T3UdWKzSMfq+mDLj+sdwfsqAfp1y/6rnv6+jplM21f1y0SOqmz/g/T5+hPN8PyfZE3hAyc7z8yU/Ih4vq4Ptg7Dj55z/zvNaaCyGrlc7TqYM2VpYOaLoHNf2XK6X99ttPfvCDH8iLL74o2223nbntgQcekJ6eHpO3uOEGg3SalI6O3XbbbfLCCy+YDWHTgRVNsnTYYYfJ8ccfb2be1KJtttnGXOw3WjtV/cL++te/7s5Z0EcHj3T2kD0zyJucCsXTATk90Xnrn/NcsZ6umTzekwr72CDkCYf34DtuzTyK9Vi/iHtm63QvTeUJWrF6pUzabzvp6u6O/GuHPlYHghb8+R8ybMjQnNeVbEuE+3U7iP047+QB+z57Mc9MoxUrV8qkzaeY96YuBoNQcfSPFe4fX58nwwcPLXpmkKu/9Ka98Mn/kzOrsteatdnXd65YtVI23vOTJegf/yPzn3w11T+afGvWgFoi7p8PzZ5B5P06t5b16wMLmhkUj8mKlStk0mb0kciP/rGC/eOiRSZVxNBhQ1z3eXOHpSXFO/vb6h8kO7vG8XSeSSf7g1/cczqVDlPxaupuLulxlT5WB4LeePM1GTpsqMQlu/5ex53T0k885i7DHQs4kY65ErUF/ermzsmk50uTp0zmGBIVzRlUSDGquXPnmutr1qyR119/Xe6++24ZPHiwHHDAAaZiuU4e+fKXvyxXXHGFdHR0mGJVOs4xEMYBChoMuuCCC+Taa6+V9ddfXw4//HA599xzZauttjKDPxqHp7Fz7777rqno9cgjj8i+++5rRtCuueYak6i5HPLF8Wk70vcVQgewdKDrgw8+MK/RS18jyacqZ9jQoaUfDLK/n7yJ/LpDDgZZX+aloic6w4YOK89gkH2S5E2ymgg3GAT0h/6xsrS/SA+QFDQYFDjgU4LBIKsfLWn/mB4MspKslnwwKB59MAgIQv9YWXrsWP7BoGzaCHsQJuxgUCnpQJC+ZvdgUEvNDAYBtTwY9Nprr5l8w2n33HOPuUyYMEHeeeedzG1nnHGGGRBqbm6Wo48+Wq688koZCAoaDNIcPI8//rhsv/32ee8fM2aMuWy77bbyX//1X7Jq1Sq56aabTChZuQaDNI5PR/Bs6b+jxvHlmxVU82I1kBS/kOfy3cSxbAiZNweEq2CCZwX+k19cB+523qGcQSO/7y7vOUZfJbD0/1opLF0tbO172YHJlnWzByLd3qpjrZ6OKtZ3iTgI41jVyXLYJ0UtAZU37Of2hrDY70mJT3xKEh4RFNJDyBhqUOSQsfTfMU+eM+9+5LdOJ2DQyNsn+gwAeQd8kp1W5cS+Pra3L2S2d0239Ma7+6145tL3WvSx6XX1NqXWF++xKu60Zg9hYp6RHNdu7x288ct/5D1pcX0PBAwupftv7/UAVAxDdAP0Sy3sMWTIl+w9TkxaAzuBtzvZ/q1X7Nk/7kETe3DIuw7HmjVktyPWnD32621OZo5t9dK0ojt73xDPTCPrB8pkSzznerezRrqdhCQkm5IgKdn1pdqR/wQ56QTlFhLf12w/l5drHUH9Y7UKd9XkPkVYWH/s5ND9LVeIPffcs99qpzq+cccdd8hAVNBg0F133VXQyocMGWJCrspJw7uuv/56M2WrvS9xo07t0txF/SWP9rr33ntl3Lhxst5665WptQAAAAAAICwd0AyTDyhodhvKWE0smcydGh6Pl79y/SmnnGJC14488kgTv6ezkG688UYzI8nW1NRkwtz0orRq2Lrrris77LCDaacmkNYRv5/+9KdlbzMAAAAAAOhfPBYLVSlMl0MFBoM0GZgOrNx3330mx443kbTq7c0/JbOU1llnHZkzZ47MmDFDDjroIBk7dqxcddVVcswxx+S0xR6w0vLzv/jFL+THP/6xafvmm28uv/71r+XYY48te5sBAAAAAED/muIt5tL/crljEijDYNBxxx0nTz/9tMkNtOmmm0pLS7hEZeWg+Yj+9Kc/BS7jjQXU8vF+JeQRnm+Czf7yYASF5/rmXrByNng+ua6EpgEjwoHtdSXP8E8qmi4Zn/4/1hQ3F7X2/SWZ5ezrgzYZ61pHcyIV0uj0tXvt+yulZbBI68Th/m33Dob75BdyrGo7pn32pD3PexI6UbT9noRZrhIY+EcllTHPQVD+mOB8QnZ/FrFRQatP5s8TZOcIsvMDmfu6Uj8C9Xb05ftZ0yW9sb78GWFzS/f1dfrY9LrSeYeclvzTv3Or+VjJpb15zpwIfYpP/qCayg1En4h6Fittehdvwme/pNG5uYXyP65XOn3X4e1/7Pvs3D1NMjhnvV3Oauly4tLUm83Bk1juzvdj5xDKt+42GSltMkzWyCLrUfFQCbS9ITXu9rb55mKxk2vnhuX4vDFOxP7Xu44oj6tJ5AmqhZxBjS7yYNATTzwhv/zlL014FgAAAAAAQKnFQ+YMCrMMSjAYpLOBEgk2NgAAAAAAKONgUJjS8gwGVWYw6Oqrr5YzzzzTDAqVq2w8SiBo+qRTxdLJfu3ylqAM/Vz+q3aXX7bu8JYbtkKmXGFna9whEc3DU9NmmxPdOSEM7ePH5G2fN6yi88OVqf/XrMq2JR4TZ7UnznV4Nvwy5knBlWy2S8HnfdrUXfZMYW/Igt829oZVFFg2ueKhEwNq2jBqXgX71Zx9JUrIZlCbXKXVPQta/WCyuzcnFCzztx0m1nc9mS4Lv7pbevvKLDu94eLEYom4q7S8risZ684td2/3U54+K2GHwMaDvn8CNmTYfsTqF/X9KmtoGH0bBkwp7QI4hS7o5IRF+a3C8ZRWd6x4VjsUyr5d9TgdmeveE1S7XHtTLJUWQK1xPsxc73BSx4Gp+Nmk9Ixs8W+tdSCbSNrXU6dxPbJGeqTJFa6l5eZtzbFBmeu90uUbCuZ6Hd7y9HaOBus1u9IseLZVzJtrwbVC14P87wtze1H8GlKOJyvzydcApvtZqMEgwsQqMxi0yy67yI477ijbbbedKSE/fHhurpN333036uoBAAAAAECD00pi4QaDyl/NvJJWr15tqqV/+OGHsnbtWhk1apRMnjxZJk2aVN3BIE0creXYp0+fXvUE0gAAAAAAYOBppATSy5cvl9tvv11uu+02eeGFF3KqtsdiMRk9erQcdthhcvzxx5tJOhUfDLr33nvl2muvNYNCAAAAAAAApaZhkGHyAeVWt6svF1xwgRljWX/99eXwww+Xc889V7baaisz+NPa2irLli0z0VcvvfSSPPLII7LvvvuaSK1rrrkmUuqeyINB48aNMxfUsZzkOuEeFiUfQtjHFJRbyPW3VXY+MIGO9RCrVHLqPutOOy9Fi3u64ZI5b5r/V3asNv93LlopnYNSy69+89+Z5eJtzZnrTUOyMePmvuZUR9Xbtw6ns1ecpt6cnBpxK2dHYHlkOy+S92XZuTPClk4uQRlsSiqjIZU5/UZ6vzL/22nDQqYDC5LTd9j9j9Vf2qXk7dw+qmflWvN/95q+/5eskK41qcc6dql6T1+XzhNkrvf1dd0dqZxq3SvWSndP6nClKWnlt7D6RPvxZv3NVh/eVHzGBtf29XbFdp6gEuVVQ6Owa22H/YKO9AmWASNw/8omVQs8FrTkLmfnDPLPc9YUy5aCT+dFyz4umzOoy1mRuT6qZ5PsQt2pMvOJWKskYm0S77DyEzV7+jOrD7OPrdLHhVpuXvP72GXn7Takl8ncZ+U0SnoSUsatU0PvtnF3gwHHgn73efvHmvlYljpPUM28sAEYJhYf8GFib7zxhjz++OOy/fbb571/zJgx5rLtttuaSTmrVq2Sm266yYSSVXQw6Ic//KFcdtllpqEMCgEAAAAAgFJrlATSd911V0HLa+7mr3/969WpJvb222/LxIkTZerUqXkTSD/11FORGwYAAAAAABpbowwGVVrkwSDNYF2qLNaoEVFmRlazPL3NmhEY6/Gf3u80WX94SrXHu6xSmNZT9a50T/8dtPG65v+e1amyoF0fLpPO9lSYRPPwQXlLMa/653t5S82v7FqTLU8f0+cZHK7t4h8K5g31CFRgaFh/oV+UVAYGUEiaFdZl92ca1mpLh4apriWpkIjuvhDYriWrpKsttZ5ktxWmkPSEicWznXi8OXVo0rU2tY7uj1dKV0dux5YOtzXrbvGEOvSVXDbrlhIjDAwl/TDl+0AF1dmOFATaz/rriBOqsnyeUKX8oSO5oWD5l+uVTtffSScbHhuPNbvXaYVh2flLVjZnS8uval6ZuV8vXX3Hkanb3G1v7syuP9aTbW9iTapPTUqvudjl7ruSq91timcf1xTLhtsmrTLz5rWEPDV0vca6O/kO8yEqV2dfyTL2A0si1iyJWP8FqxLmfKp+jR8/3iSI7o8uowW8NtpoIzn00ENlxowZEreOpco+GHTzzTdHfSgAAAAAAEC/GmVm0AknnBBqMEh1dHTI/Pnz5eyzz5ZFixaZFD4VGwzySnp+5VNRRqcAAAAAAABUTOLm0p8wy9Syiy66qODHzJo1Sy6//PLKDgatWLHClD6777775IMPPpCenp7cKZW9njgcDDwlrgpgV2XJCTkKG9JkV89SVqiDe0HP33aolVXVoWe1e7phx7sfmf/X9lW6SXZ2SzKWmt67/MUFeavl9CzPhlGoETtPNP+3rE2NXq/998fS3N4p7RNGuJaLWdV8JOEEv04//VTBqcp7HvS0zJoF+t93Aioqeu+3w021xo7/vue5z64OaPVn6TDXtJ4VqXBX1fXRCleI19oPlkpza2fO44KqiSUGp6aBd3auyYSedbX1ukLIVNPgbDWf+KAm/9eSE2KcvwPK/c6xN1xAp0UFMZRc2O/mcJ/t6OuvEYW+rFhwOFhQJSy7ClfwSWX2Pjs8y9sAO0ysWbKpBJr6nqfHWSM9TkJae4b6P5V1HNs12KpU1neelZBWc7FDw3JnR1j9uWNti6iVl1yPK8EJQFU/krES718DNESz6sJ+2dZZ/1YCe+21lzz22GORHht5MOi4446Tp59+2pQ023TTTU3MGgAAAAAAQKk0ysygKKZMmSL33ntvZQeDnnjiCfnlL38pRx55ZNRVAAAAAAAA+NIZfUGz+uzlUIHBIJ0NlEjUd4ImAAAAAABQy3TGT5hZP403M6gqg0FXX321nHnmmWZQaNq0aUU1AnXMiRgWGzY8N8zzmpKZ4UrQ22XX7fKcOTl47Hwb3e7l1n7wcer/vpwYHe8tkabWVLx4rCnbAb358EuZ60NasnHiqnW9VGz42q6OTIlkzYXRu9adiyMx1Aq/7HG/rliTFf9tx27HPK8/bGohOz+IX/6RWAHva92lMiBZEWpFGfMvBOViC8qLY3WDyS5PzqCVVjnj//TlDOrL99Px9seSaE7d32vlXwuTM2hNd+pxXYtXSldrKjdG05D2bDtGWzk2cmtY+L+uQnIBRXrv/N4/fq1Ef5+dQg3Qz1QpUrXkrKK4HDd27h+VsHLyrO1d6vu4lvgQ6694nuupE9zupmxuyfal7tMzpym7AZx261it73V0yVLpFHe/nLRKv6vmWLbvLDXvtonUPZZcOfL9hH2+WOPtsxXAzKAaGwzaZZddZMcdd5TttttOhgwZIsOHD89Z5t133y22fQAAAAAAoEFpufUwCc/DlmVHkYNBmjh69uzZMn36dBJIAwAAAACAMqCamO2RRx6R0047Td5++22pymCQZqy+9tprzaAQGjgEpdQzIe393LPPO/Yf3ln/VtlNO2TM3Ofa9NZyVkhXTtiYkz98QbWumyr/3tXRbP7vfH+FNDenSssvnPvPzHL/XpUqQa+2HjfZtY4VL/3b/L+qNzUteO2ipdLc1iVDNlvPtZz9Wryl5O1QrqDX736Q5++4z/b1e1whs27r4mPuVG6OOlBirj7AEx7qKidvf3y9P6rZfWzOfbH8fYXV36jeNanS8arzg5Xm/66+EK81b38s8USbud69NFuCPmmVNjart37tax6ZCqtd09c/dn24SjqbUyEPreNG5G9HQNtzX5f9xD63e7ahazvxqyPKIijOOuxyUWLwy13GPsI6yvCVa5eWt6/HY6ljubReV3iVXSLe3aheJxv22hx3h2D1JLP3re1dnr0jkX39Hc6qvrb0mktL92B7De71DcuerjVZp25N0trXtiaJa7F6q005YWJWG+NWx5cIOBX0hn/FcsrVF6msh1blPkB1Gu+cr8qoJua2evVqWbBggRQr8mDQuHHjzAUAAAAAAKA8wlUTq/cBuAsuuCDUcv/8Z3YCQlUGg374wx/KZZddJttvvz2DQgAAAAAAoOR0plqYZOWhE5rXqEsvvVRGjBiRNx+zbc2a7GzrqlUT0xi1iRMnytSpU/M2+Kmnniq2fQAAAAAAoEE1SpjYpptuKrvttpvcdNNNgcvdfffdctRRR1VvMGjSpEnmgkoqRcx3jbPLThbycu38GJ58Fq5cF3YuoFhAjgm7jKenBLKTTLr+X/7cQumJt+bkCdpqnU0z119f/I5rHRt1jjX/r06mcm30dnRJb7JJkp7S8jGrrH2y3TPSHZQbyI/3IWErIPvkcRq4GuJFYiCXkvfL9+N9KrtbSbpXEm/N3hlvtq63+h869CxP5fnp6enLh/bxKknEUznVlnemcmSoXk/OoISVM2h4MpXrYm1f/9izYq30WH1yvnbY7fO2PenpK+38a678P/GgEvRSAuSRQLm/rMspFvGzXcHPfcDxY9zq7Holm0/HG3aSkJbM9R7JlnuPizu3kGPlaYs77mO33r58QGZ9sez6upNrc643xwZLc2yIPihz36qR7l/82zuGZq4n2xI+ic1E2hLBMwky7bVy/3hfl/23vc282yrohDtd8t77mMY5hizF933DbyifbTLww8R23nlnefbZZ0NVTXNyDuoqOBh08803F/3kAAAAAAAAjT4z6Bvf+IY888wz/S63xx57yB//+MfqDQYBAAAAAACUP310/7N+wiWZrl3bbbedufRnzJgxZkCoooNBjz76qOy3334FPcHixYvlvffek2222abQtqEReUvLe+9L88yKc031987094sNy1m/Na21J3s9MSQ7xVc1DUmV52yKp6YZN48ZLC19pZPHdGSn6L674sPM9U9s6A6p7F2TKv/ZF2kmLSOGSEvbYEkMcU/XTbY3+ZaMd5VLtu8rYNuUIjqlvtX3FwYanGu3d3+W7VLzdt8R3AW4f02zu86moalQWNW7JhX2ldYyZlj2+rpDUv93pcILmpubpTme6teauq2QA3eUmDTFs/fpY8z/fR1ky5gh0tLSnvNcdpvs66btzfG8171hYnbf6e1jfcvJ022g7Orty7kUZbxLEE6W7ves/i+7didvKJSWdXctZz22yUkd26mkdAc8r/vPoU3ZMu5dzoq85d7ToVrp0vJOa/ZYs60n28+pjrbsOlpjI/I8r74672t2/90UG5T39XuT7cZj7uNQf/b3Si12it7tUeo2Rl1fLW6reqHf5WFm/dT3zKBKK2hrzZgxQ7beemu58sorTfJoPx0dHfLAAw/Isccea5Ig/f3vfy9FWwEAAAAAQAOGiYW5oEwzg15//XW57bbb5IYbbpCzzjrLTE/aYostZNSoUdLa2irLli2TBQsWyLx582TIkCEmw/XLL79sBoQAAAAAAAAKDx4JEyaGsg0GJRIJOe6448zlrbfekj/84Q/y4osvyqJFi2TVqlVmUOiII44wWbD32msvM0BUCa+88oqcccYZ8sILL8i4cePkW9/6lpnF1J933nlHTjvtNJk7d64MGzZMTjrpJLnwwgslHi/HiGK9fTSrVfUkqJxYQJtCFrmwq4TlLNaUyBsu0GSHFOgU3bGpULDO1anPyfpf2V6Gtg021ydtMDqz3Ad3P5+53rJO6v7s36nKECvXrhG5XGSd/beUYUOGSmywe5dM2u31Nt0Ob/C00f3C/O+K9tbWQ0UcqjWgwXh2RVdomBXv5Qp38j7OEybVa/UrcasvamsZ5lu5q3l4KhShfc0qkTtFNjhhx0z/uN7ybIWcZGePb2Wwpr51rFy7WuT7IuscsLUMG5QKP2ufOCqzXMu6g/NX2NG/7dCwsCG23m2YU3ISKOcxTyGPSauVz2gpDjQq91rsE0pviG3cPjWyQ0U9VXuaPFW4bHZIWWssmz6gKZbts5z4yr6nSM1kWC7ZqrMjnAmu9bU5VpUwqx3p6rldzkrpchxpiWX75oS4z8GapK3/al85FcO81cTiVXovw37mS7FvcPxYs7TqqFV5NHC5Co0lDAR1X1pecxLts88+suOOO8qDDz4oL730ksycOVOGDx8uxxxzjO/jOjs7Zd999zUDWPfcc48sXLhQvvnNb0pTU5Ocf/75FX0NAAAAAACgcgmkF0ccSxgo6r6a2KxZsyQWi8ns2bNl0KBBsvfee8v8+fPlkksuCXwDf/vb35qZQVqSbYMNNjC3LV26VC699FL5zne+I21t2RF0AAAAAAAwcErLz4o4llBtTz31lKy77rqy2WabFbWeus+wpBXODjzwQPPmpU2fPl3efPPNwCTX+rhddtklMxCUftzKlSvl2WefLXu7AQAAAABAMA1bDHupxFhCte25554md7MOXv3+979v3JlBmqz64IMPdt2WHiF74403ZJNNNvF93Lbbbuu6beONNzZ5jvRxmvMoX2iZXtJWrMiWeqyMWJXiuMtdnjGCPGVD/bjLBTv++YPs3ELt2Y6kp91dA7m1dUzq/5WpMqBDjt9Chg5L5QCKx7K71JTdJuZdt1o7IlVetEk/Q5eLJNdtk+Sw9pzlki3xkNsgYHvESvGehxUUrx0lDjtq7HbYdfjdF2vA0sDFqX7/WM/K0Kf6lUX3fi6tvEC5n9jsfcl2qy8a5jl0WDebm6J9y1ROn+6+93/M6Z82OfkKanCfVl3H90Xa999U2vOso0tqN8UlEK5/rNTnpRz5U2Ihv3OrlePImwsnv3jgiWMspxR8vvuanOxJpPfJ7PxBzak0QUb36lQP1ut0S6/TJYPj62efq6PXdxOmjx/NOuKpz9Sonk1lmJajd6IcPxYiyjGk97MRdF+Y5wr7mSzkNYb9LEdpR1SNdQxZjjAx73GonuPny2c8L+JYQrVpdNOaNWvk+eefl5/+9Kdy0EEHNebMIA3tGjFihOu2kSNHZu4r5HFKb/N73OWXX27iB9OX8ePHF91+ABgI6B8BgP4RAMojVsBFzHm6fd6ux6mlHEuotj322EMOOOAAueCCC+Shhx6KvJ66HwyqpHPOOUeWL1+euWjSaQAA/SMAcPwIAGXiFHARMefp9nm7nsfXg0QiIc8991zFnq9kYWKPP/643HvvvfL++++bvzUXz2GHHWYqdpWTjtzpG2xbtmxZ5r5CHpd+rN/j/KaX1e90v6jhX5V8LYWHCTmS9F2HPb3QnrrrWYUp05nWI9lyyOqNnj+Y/1f3dJj/b/37TGkbnCoxGo9npxG/99F7mevTNt7etY4NkqlKfKtXptbx6trfyeDmdpk41L3cYFnP9xUnpMVqesL39dtToHO3TZTs+6WYQhvEKcFz+U357e9xYdZXb/t5Zfj3j1FKJzeCYsM2grerXTrYvd+7H5OUbMiB47hDE+w+slfW5u0f1aI1r2euz1/6ivl/zapU+MIvXv2vTP+4siP13ax6et3P1ZTI9lND21O/0K1dnXr+Oe9fIYOWpz5bG4+clllu3KBs0sSWWCpUNy1hlVGOe0pAx6xwD3eIiDesJF5A/1jsZ5x9ZCAr7vixFMrx+fL7rg4KEa/m8aMdO2vd6ikZ716FdfzY6/jf1+N/bNXcmV2u10pB4CRS/UuzDJJmGSzxtdk+sWu4e30t1unKoMXZ19GzMnU91p2UWFfS1aYmT6hZss36/d9Kn+B43y4rdNjLtWxgl1iKYyanQiXogx5XyPe0U8HQyMYMRdZ9NXB/tZZTGqIeJkx9ZMSxhHJxQrzGmhsM0upbWobtuOOOk4022sjc9u6778qPfvQjeeyxx+TKK6+UcpkyZYq8/nr2QFSl/546dWpBj9PqYhrTHfQ4AAAAAABQIWF/W3QqM5YwUJRkMOj+++83yZe8vvKVr5iNWM7BoP3220+uv/566ejokPb2dnPb3XffLZMnTw5M+KSPO+GEE+SDDz6Q9dZbL/M4HUHUKmMAAAAAAGBgDgbtF3EsoZxefvllWbs2OyM7yO677179waCmpiZTes27webPn2/uK6dTTjlFrr32WjnyyCNl5syZZuPdeOONctNNN+W0URMs6UXp8pdccokcfvjhctFFF5m4wosvvljOOussaWvLTi8v7NNZ79P26neaelD4k32fKyTC83q77dAwJxW+pd5f86pruZcXPmn+71iVCmF4+4N3pWVQaurvvLcWZ5Zb+Ha21s0fhy1wrWOnT40z/3etSbXnlfeelPYhLTJyUraahIq3ZMMb2mLu5GZJa76uXTDNW1LRfs3eqhnebVBsaErplaOqWSXbAVTmM+rdlx1XX5cMGQrmrs9l94MdyY8z1/+92v0L2rz/PJ+5/srbL5n/O9f0mP+feeUf0txXiWzV8uxz93pCLhJWaMKQ4al+qrsj1e5nX58rrYNSxxIrN8mGmq1dd3Xm+vqDsyFjqj2eqmqmmmLt7udysiG2GqSRL3wsxW5jIkJIbRD6FKQ/B06ZKsZKxOqeUao4hX3uSn7u/SvGukJNvE1KWuFfyfy3e0PDvMW5TMhWHnHr9nh36npidbck4t2SHJw9X1rrLHE9rmeYVbFxVbZyWW93qm+N9Tipyxor/UGruz9LrHHyVxrzhoVZfbPT5E4tG7NeqLtSr4frrlIcN4YN+SrFZy1qqFnY5er9XLGKdL8NE0JVYJjVKSHHEirptNNOCxUuFovFpNcTdl+okozUXHfddWZUbeLEiZkKWxomtmDBArnhhhuknNZZZx2ZM2eOzJgxw5RUGzt2rFx11VVyzDHHuJbTDZVMZjthjd1+9NFHzcb+/Oc/b2YEffOb35Rzzz23rO0FAAAAAADh6Fikd+DVb7lyjCVU0uzZs+WTn/xkRZ6rJINBe++9t7zxxhumzv1776WS5m644Yayww47SDxe/oJl06ZNkz/96U+By+QbXdt4443l4YcfLmPLAAAAAABArYWJhR1LqCQdR9l0001rezBozZo1MmhQdqqiDvrstNNO5gIAAAAAAFCrYWKNLvJgkE6hmj59uqkgtscee5S2VXUrbHlrPqSlz48RlDPIJ5bScT/GzrXTK6myyGpl10eu5UYMGm3+b02m8mt0dnaLk0j2t3qXf7z2H/N/z9rUQktW/kfakk3yUcc7ruWGNI/JXG+JDXHdl5RUTg7VZMfCu4Lcc3MIue/LH7scPpdQPSh3iU+gOvzLx/vnCbJzBHnzBNn9nuqRbM6g5Z0fZq6v6FzkWu7jVan+TK3uSK2jq6+scbfmxUjk5gmyorYzLU7r7surYR6rPz51dElPrDfnuVYMz7ZjcJO7/GtzXxJIb4n4IPHA1A72H548GvQriCxWg99LtV4yPhrfPEHefD8+eYK85eM1R483/0/eddpl3Jdbedn68k5KLJa6uDa7e31xK7fZ2iHZdaxNptbhJFKXeF+5esOTl831BFbOoJgnF5KdCyjmWYcTD9E95itXX7So+XmkyPOwsOd1hbTD776oZewbSBlnBjWyyDFcV199tfzrX/+Svfbay+QK0sTMb731VmlbBwAAAAAAGpYO6Ia91LNkMik77rhj7Q8GaVn2uXPnmgGgr33ta3LnnXeaMvKf/vSn5ec//7ksX768tC0FAAAAAACNOzso6FLnHn300YIfs3jxYlMFrSoJpDUJc7pk+5///Gf57ne/K6eeeqopzXbIIYeYal2EkaEUCi+DnqvX6QoIH7PCFJJrM9eHtmRDtVRnT+q+zp7UupavWiPNvak4iOUfZ9e53oTstN4RI7PX1aD2VGnj7r5Qit7eHunpFWlvGuZaLhFrzlsi3lsm3t42uRNNnbyhZUEhZEFhD+7nqrXp7f0ZAN8SQF7e0Fl7v7fDxLyl5bN9QtJxh5B19q7KXO9OduT0gfm0tqT6rFhP6remoYNbpLk91c8kmqz+1xNVEbN+mhrU1tc/Jnoz62xpye2r7HbY7fO2PZGwS8m7S8i7+0D372Nx6+8YfQcG1PdYJVMX1EaaBEdDsfKFRnlnEVh/u5azHt+3YPaaN4TMCtdKWuXeY4Ozx3SxvuPG3sEJ6R2SkDVONhS3WYa61tck2Ryttua+/lxLwDvNcUmu7czbBvN3czxviJvT5H5d9qyKnAkWdkcdGIGf/z3X76XqHUM6NZh2oN6OoausQcLEZsyYIe3t7XLsscfK4YcfLptsskne5To6OuTxxx83lcfuu+8+uf7662WbbbapTjWx//znP3L77bfLb37zG3n11Vdl9913NwNB2kCtNKYDRD/4wQ9K8VQAAAAAAKBRNEgC6ddff11uu+02ueGGG+Sss86SMWPGyBZbbCGjRo2S1tZWWbZsmSxYsEDmzZsnQ4YMkaOOOsrMCopafSzyYFBnZ6cZhdIBoDlz5sh6661nkknfc889mRGsb33rWzJr1iwGgwAAAAAAQMFiTuoSZrl6lkgkzJiKXjQdzx/+8Ad58cUXZdGiRbJq1SozKHTEEUfIzjvvbHI36wBR1aqJdXd3y2GHHSYPPfSQmQEUy5lCKbLrrruaRgMAAAAAABSkQcLEbJMmTTKXcoo8GPSjH/1IvvjFL8rw4cMDl9tyyy1l/vz50pgG0KcxgqC44LAxw37LefNehI3jtUsMB5VYtiVi7nwTzX35J3r6Uk2MX2+0tA5K7Uo9Pdmyx3GrPGdnp7u9o9dLxYN3taRun7rBJ2XQkFZpTbjLx9u5i5o998WkJe+28eZWcm/fcJ9J7zrSfxdTcr6+cw0B5RRY0zzgUUnf0vLupDz2cu6+yH5cTj4huyS9dT0Rd+fvaW8ZnLk+bEib+b8zlspFNGrEEGkZlFp+WLeVn8hTztjuL5ubU/1pV2vqOYcObpXWwU05z2W3w25fTttz8q35bY+E7za084143x+/3Gu5GvuYAPmUM+NpKXL1lDrPSinWFu1YwltCPXN7QAV213KeMuv242LN3r4jf64hze3jva5dpV6aEu2+/flaWZK53iajc9qW6OiVRFOv+0jYKh/vbYdrW7hTSYrTYm3TnG1TirLo1fqclzp3VbTvbfIEFbnJG2wwqBIiDwadfPLJpW0JAAAAAABAA+YMqrSSJJAGAAAAAAAotUbJGVRpDAahbIJCl6KEJEUtLe9Y4QJBIVMJK+yqLZ4Nf2xJLHUtF+8rrZn+f+oGm0v7kNRjly5fnVlu9MhsadA1VrnPfFqb2qS1qVWa4p6QtHh22nDcs7t6wz3CyAklsbaHHUJXijCusO85IWNA7h5Syv3P73ruc/k/b9wqx96SSIWCpQ1uzfZ1I4ekQhjWxlJhuKOHD8mEePX09oYKE2tKpJ6rszkVvzBiyChp6yvJbD+X3Q67fbn8X3PQtnH3U7UQ9gP0x++T6l8WvR4Umlqg3+NFe+aAZ1G7tLpn5e4/rWbEPKXlk93Zv+NWSfeeVitVQWffsWRnr8TX9kpycLZ/bIsNc62vx+nIXO+Sldb1Val1NcfMJdGSCBXipWXofVkvJRb3f9GO1WcHfq2UPYIsyrlBOfYHp4xhZ/W1v6K+BPQGAAAAAAAANRAmFuYygF1xxRXS0ZEdIC4Wg0EAAAAAAKAmxZLhLwPZpZdeKgcffLCsXp2NRrn88ssjr48wMRSlmOpS+deXzIQy2de9YUw5oWA54U/52RXEvGFXPZJ/lLWjZ7nr73WHbWD+Xx1LVfpavOLf0tabCmHYeMNxmeU2Gp0tBfjHV552rWObKZ8w/69dre15MduGZP6KZvnlD8OLuaoI6azecOFk7m0Yr9j7H1z9DECUMNrASmO+3PueHXqVsEJYvVUPh7aPzFzv7k31sR1Oqi8bM2yctA9J9Y89ffepXk/1r4T1XE2J1PIdidTyIwetI+2DW3Key26H3T5v26NUZ/P+HRQypveV+rsQjSJmfaLCfoZKET4StE84NRcK5ndc4Hf8kHd5V5SQ/za0KwfaIWOOJxI1bhWkdTyVu+yw12RbIm8Vr/S6Owd1SefgLmmOZSslxte6+6LVLYsy14fHN85cb+k763VaEuK0JsTptsPfPNvGXqV9nx3uZRa0FnNtJ4+Q6wgS1G9W9liwkiFZfuFqQa+3vsM8S4YE0samm24qp556qhkQevDBB2Xw4MEye/ZsOeecc6RqM4MWLlwoe+21VylWBQAAAAAA4E7JF+YygMViMfnCF74gX//61+XAAw+UFStWiFNEaFxJZgatWbNG5s6dW4pVAQAAAAAApOjMOk/xibzCLFPHxo1LRaF8/vOfl6amJjMgtGpVKpl8FISJAQAAAACAmqSzX8LMgClmlkw9eOihhzLXDznkEDMgdMwxx0ReH4NB6Fc5ciH45wIKeox/7ht7Hd68D0nrcYlYW95SnV7xWCpnhRrUPMp133p9uStWJdeY/6es90kZNKTVXP9o5QeZ5f5v4d8y1z/1iW1d61jVucKVX2OdweNl8JBsGfl85e5j4g5YT0qPtVxrdrmAEsu58fX539vwOUYqh9xCQO5eUU6ucvLxdv+cQa0jch67xuk0/48cMibTPyaTVml5T26zeCzbh8fjqeddI33rGLxOZh32c9ntsNvnbXvpDewDTdS6itbtjpBnpbz5TcKWmc95WvtQM+Qhjl0+Pd7lzcco/u2I5X/NMWsd6evNyXZz6U1kj+mWt7zvetzg+PqZ62udpdb1vjLzvY65JK3S9Vqu3q+9dml5O4+RkQzIBeR6MSG3fdAqSv75DZv7J6iMe7XaQb7MfiVD7ru1dwpTVgcccIB89NFHkR9PNTEAAAAAAFC7+aOTTv+XAfB7zb/+9S+ZNWuWXHfddfLWW2+Z255//nk5/PDDZcsttzQDQL/73e9K8lwMBgEAAAAAgNquJhbmUsf++Mc/ylZbbSUzZ86Uc889V7beemu56667ZM8995R33nnHDAZ98MEHJom03l4swsRQ+NRbH1FDi9yPs9PAlyYlfNwKr+rtK3ecL+zKHhvttULIhjaPyVtqPh1+1tG9WmLdqem9g9uGZZbbeOymmestTdnwNLXtuG3M/6tXann6ByXp9JrL0Bb3c9khX/brSMn/fjmeks1ih1/krMNP/jLV+n/Q+xwUrue3XO4zF/6e1055UjS6cpcYt/dF9x3Fz4v27peJWDZMtdkOE2vKlkD2huKm+6xE99pMWfjBg1P9n/ZxYaRDvFqTqXUMaR0ug1vbcsJ27XbY7fO2PWwociB7+3pC0Ox+sdxl5unPEE1QWEzUz6vf42rkRMz71e9XWj3gxNEOobJDq8x93cm84WTm7xarj7BWb5eZT3alrnfFO6Qr3iQxK47LLjNvlu0Lu1XtyZGZ693J1Dqc1ri5xFb3BIRxhXxfgkLDHL9t6HlMvDLnHfnWWNnHhVlf2PehkNC1xjyuTc/8CbNcPbvgggvks5/9rCkX39raKt/73vfk+OOPN5cbbrghs9wJJ5wgV155pRx11FFFPR8zgwAAAAAAQG1XEwtzqWN///vf5fTTTzcDQepb3/qWdHZ2ypFHHula7otf/KLMmzevdmYGDfTM3QAAAAAAoLIapZrYihUrZOTI7AzAESNShTOGDx/uWm7YsGFFlZQv6WCQ1ru3py2hPgRNZQ87zT1saJh3mn5QZbAw7LCE3EaFC0/qlVQIQr4QqqZYtjpXr+NerqMnVQlsbU8qlGzcsIkyeGhbTkWb1UM+zlxf1rHEtY506FmsOVWRbHTbBBnSPkja4u4d3Q756ollpwl7K40Fb49e3wo79uPiru7A+/77he55pkbXSAp/QilQz6FgwftUdl8M3t/C7osx39DZhFVVsSWRDXVNirufytePOk2p/nFoy2gZ3NIeKUws3pJax+DmMTKkuT0nNKy9aXje9nnbnhsSHHaKvb0Ns+vwbnd7/d5Q2pKEqFkIiW1UUask5Xv8wBG5L7ZDqLy7qB39ZD/EM9vAabEqcmk1L5vVRTgt2efqbbeud8cyfZWGtcbFv8/qdoJP+GI9TupiPW/Sal8O62TZafIcx9lhYt6QMXsbWCkIIr8Ndf25jFo1rxQhmg2qgaqJxfJU68t3WymUZDBIR6pOPvnkUqwKAAAAAADAcHqT5tKfMMvUupNOOkmGDh3quk1zBA0ZMiTz98qVK0vyXCSQBgAAAAAANalREkgfd9xxObdtumm2KJFt2rRpRT8fg0EAAAAAAKA2hS0bX+c5g26++eaKPh+DQQ2mkrku7FjYsDmC3CV63bkXXCXT7Vhlc2fSN3+O/dxJ6fbdFn4l6L0mDE2VhV/ZF8O9unOZOC2pHEOj2rM5g9YbvHnmek/yb651pHNd9CZSMeLp0vJNMXd55KT0+AbB2q8lZr3GhLT5xmT3ePIf2fkskvb6vdvXVyGlMMunvuPO0eh9Z9RcW3abgtsXUDrZ6gO8+5Gdt8Jbut1PU19Jd6cp1ScObhktQ1oGpW4LmTMoXZ5eWlI51QY3jZDBzal1NCey7WhL+JeWt9ue+7r8+rewefTcy8Vycqn1/96WOpdQeco0o/z8Pzu5yxVye9Tlqsf+zIbtbwM/555V2Llw7Bw/3qrorj8T2b+Sntw6dn4eb65KO0+QnXcn0eHkXF/rfCwtTre0yLDMfc2Ouz/rjNnHv7mN1fxAeol3ZJdzrLbnsHOPePOQuErGe+5qtvot62FOYBl7vS82QPL9hH1M0OuNss+Wor31r1FmBlVa3ZeWX7JkiXzpS18yGbVHjx4tM2bMkI6OVNLJIJqEyXs5/vjjK9JmAAAAAAAQgmMlkQ66MBZUmZlBa9askUGDUr/UVdMRRxwhH3zwgdx6661mEGjmzJnm/1/96lf9Pvacc86Rz33uc5m/11lnnTK3FgAAAAAAhNUopeXrZjBo7NixMn36dJPkaI899pBqePrpp2Xu3Lny3HPPyQ477GBui8fjcvTRR8tFF10k48ePD3z8JptsIp/61Kcq1NqBoxTlw13hXwFT2+2wAldIhJMNkfJKSleo9npD13qssCubXe7TDrVKl0mePGpnGTIsFa7Qm8w+97LOf2eurz9ks/ylk/v+H9qyjgxtGSLdTiosIm87Yk2+IWR2WXg7fMz7d07paEmFcqTu9J8oaIfuucvRJwqY1pq7vtRS0SYoUmIZjdGPOr77oh2a4F2fe/+wy8d790vrPk8fEHOy+7d9jx0pkFpDdrmmvpLuPU2p2wYlRsrgvnLw3hBeP+l+JZlI9U9tTUOlvW8ddjhYU7zFt592hYmlw84y9/ltj1jANrT6LE9ciYZIZLe/E6ofzC1PX/cTtVExA780dVD4l71f5vYp6cfFdEf1uc8dQuUK99J12uFk9kmlZzmrexQn4TkW8jsZtcq9p0vTt8fWkfbYMFefsFaWux8Wy4aQ9cayx3698Z5M2Xu99A62jhO9/XS3Tzl5b1PtKDFvZ2+vzwrFcW2nvGFjhR/TlTfUtdz7Tbhj4WjrK9U665B+5sKEgBEmVpDIRx9XX321/Otf/5K99tpLJk6cKBdccIG89dZbUkmPPvqoTJgwITMQpA499FBpamqSOXPmVLQtAAAAAACgTINBYS4o/2CQ1rrXWTk6APS1r31N7rzzTpk6dap8+tOflp///OeyfLl7VLsc5s2bJ5tt5p5x0draagan3njjjX4ff/bZZ5uBI53llA4vAwAAAAAAtRUmFuZSLosXL5YzzjhDtt12WzOGsOuuu+Zdrre310yUWW+99WTw4MFy0EEHyYIFC6QWFV1NbOONNzYvVi9//vOf5bvf/a6ceuqpZnDlkEMOkdNOO61sYWRLly41SaO9Ro4cae4LosmiNV+QLvvMM8/IZZddZt6k3/3ud76P6ezsNJe0FStWFPkKEGTlipWeMLFwIRbhw8R6/EPXXNXJevKGia1cubpkb+CqvnW1xP07sCa7mkSqlZlrMWtX9oZLBIeJdfmGiLjatyJVOQ3wQ/9Y3f7RVQ3QEwbrDsv1r7bo7ROTrjC0/FUZVY8VHtudXOvq00rBXldzvLfgMLF0OG6++/yu51Zas0PmPOF0sYR5PwA/9I+VlTo+DwitcfKHO5m7QoaJBfI7GbXWvWJl6c4hMuuy2xg5TMwpOEzMy96Gpn2cL6EU0gmiwyxXJu+//77Mnj1bdt55Z+npcR8z2b7//e/LVVddZS4bbbSRXHzxxbL//vvL3/72N2ludh+vVFtJSsv/5z//kdtvv11+85vfyKuvviq77767GQh6/PHHZe+99zYDRD/4wQ9CrWvZsmWyaNGiwGU0cbVu2GLcfPPNmet77rmnmR104oknyj//+U/ZfPNsSXDb5Zdfbt7MRiuHXIocQUHsuGAt6a7V1seOXVemTt5Cat06Y0fL0PZR0taX22JV8qPMfcNaxuY9aVGtfSWR44NazTp22uwQqXW6jzQ3JzzlX/0/G94TKz/lyJ3h97mn3HL51GP/WOlS8lHyBHkf09zSLGPHja2L/nHdsaNl2KBR0tZXZj6dZ60/6cGb2KBWWXfsGNn1E9OlHuj70tzSFJATrbx51Nzro8z8wOofYw2dx8ivP/bmLWxqiZn9cPLkyVIPxo0bK60trebYRI9//Qa3/bS0tJjXO2nKFKl1Y63XWs7v2dr7nJfjNdbbdhs4peW33nrrzDiFTizJlyJHI410EOjCCy+Uk046ydy21VZbmcglHUjSKui1JOZEnEulv3Lcd999ZgBI8/PoNChNJq0bRhMzp82aNcsMBoUNG9PldWZREJ1p9OSTT8qRRx4pK1eulIcffth1v4aOae6gH/3oR6Ffz0cffWSqiemglt+blO+XHU1S/eGHi0xp+1pU3cEgp+B1pr8M165dK11d3a6D4l7pjPRc9kwh96/i/gdX9klLr6R+6U5b1b0kc90MBLVlkzCv6v4o7zr8BoNUV2ePdHelRpdb40N92+QdyIj3JWpNPVf2l/pEzL/Kn/fAyf2ruJ1U1T1OHOs76Ghra8tJxurf3nDL5T6ufIlUa3EwqK0tmxC3ntVj/1iPg0HarlT/2OVKIO2dGWT/NGYnWc2dGWS/zoBZQ/avxZ7l/NafaI67+sdCB4Oy/WP+2Y3xoFk9VgLT3L7Ir99LBPSXcd+ZQenk+9pHtnv257CDQf6PGZj9XqP1kcX3j7EaPymszmCQ97OtM7nT/aNdWCN9X5jjE3v/c8+qdPexcacpVAJlx8pQ3ds3szxtUOtwc1ylepwO/2TKVp/oPY7LfB+YNlmDSJ4E2u4B4uxr7PEc4zZZhUXCJnUOWi59X77+sf4KgdRe8vaB0D/2R/vL4cOHy/v3vyLDBg/tf/nVK2WDQ6eZsYdyHn8e3zcY9Kc//cl1u06G2WeffWT+/PlmAMgev9Bcxzp2MmCqiXV3d8thhx0mDz30kJkBZB98pWks3ahRo0Kv95RTTjGXMKZMmWIGb2z6ZasbX/MXRZHvNdj5iPSC8tMvRzPw4BoMcg+ouPl3yr2RBoOsag3e3aQ7+8WZnhFUDD1ZSp8wtcaHFDAYlN0eSesXpaZYdqCpdINBtfiljFpC/1j5/tE9GNRb9GBQYAiZT8hY0PrDDv6E7R8LGwzKH+Ll/TvaYJDnRDIgxBZQ9I+V7x9rczDIfRzbFEsNBJXk+yDyYFBLRQaDgGI5PUlzCbNcNc2bN8/sk/ZAUHqyyiuvvCK1JvJgkM66+eIXv2hG6oJsueWWZnCmHPbbbz8Tfvbiiy/KdtttZ2574IEHTAyfjsgV4t577zX/b7PNNmVpa6ML+kXc7wvK+zh72qw3Z4X9xe49UfH70ren5HofZz8m4fmiHNo8xve1tDflH4FOWAM3qjne1u+JSf+vK7utEgEHFLnl3/1CE/y3r3vKsn/4gfv9oxQmGlvU8vFRBPWdwful3caA2Xz2DyWeVbhnyti5erwnSOG2hztXj/fkI/99ueXjgwaDYj7Lxcs8W6fU5YYxcNXb56M6J/y5gxAJ3wFye3AoOIzSCdUHJGPdvn2bX5iXPaM7Xxv92hQ0aO0aeLHa4V2H+xg37nuMG7Rt3D8e2Mfn7ja5c23a6/DkW+NzXlezkKpNx1zDBDSlF/HmqqrUoPzSpUvzjo+EyWlcV4NBJ598slTbbrvtZvITffnLX5YrrrjCxOhp4mqdtqXTb9N01pJ64oknzP9a7eyll14yt+usJZ3epYNb06dPz6lOBgAAAAAAqkRHecLkA+obDbLHApTm8Lnooouqlq+4VpUkgXQ13XPPPabEmw4IaXbuo48+Wq688sqc8m62TTfdVG655Ra56667ZNWqVbLhhhvKmWeeKeeff36FWw8AAAAAAPw4vUlz6U96mYULF7pyBvnNCrrzzjtD5ysOQ2cA5cuVrINOel+tqfvBoDFjxsgdd9wRuIz3zdMZQenZQgNRPcTnutpo5aIICgnwlj32L58eNA014Ru6ZU95tXMGdSbdZdWb4+2+U4EHJaw8PgHt9Zuu7GVP67VzBAVNrw2adhs0bdoOFwmaohw8RRuoX/XQd4Znhz+FDAXLCWvLH8LqeHLkuMPhrDACq2/3CpuLws79k16ymHCy3Mf5h+nm1GaukFJXWAy7rVFLgvqiUrx/Az8EJSesyyckKyjUrL9n8DsWtI/depw1viH99uPs+7yh+u515xYVyHef93W5jzv9cyG5cyY5Acfa/iF5fuvzsh8XlNKgdlRyvwkKKx6Y+2ypq4npQFCYBNKnFJCvOGxOY03svmDBApMwOu3111+PnNO4nMh6CAAAAAAAanpmUJhLNX3605+WIUOGyN1335257d///rc8++yzsv/++0utqfuZQQAAAAAAYIBKJlOXMMuV0d19gzw682fJkiWZvw888ECTW6i9vd2kn9H8RJpIWnMXXXzxxSZNjeYnrjUMBgEAAAAAgJrk9DrmEma5cpruGdBJ/63V09Pl5C+44AJJJpNy3nnnmapme+65p0lro/mNaw2DQSiqZLGbU0DMsB2vHPTcVp4KV54HJ3RsrR3zbMck90iXf/x3LLtrtCfcyb6Sjh0z7Y3jtUvSJ3zzXvitw1t21C1a52a/X03SWnTUaFC+Cf9y1gDKKTjfmr2cf14gb99p97NOQK4Edz/t+JZ7d/cP/oJLvMcKzguU+7r8HufNNxeUkwgop6AcIaU40antnCNh81x5c9WEzSPmfxzrbYed08Z9ytRr5YUM6n+aYoN9c0n6tSO3fHx2fb05x66S9xg39xPklzOpN/TnxC5DH5zv0u91Bb0nAym3Wayh9teKSSbFqYGZQU6I8vaJREIuueQSc6l1DAYBAAAAAICapANBoaqJlXkwaKBhMAgAAAAAANSmGskZNNAwGDRAVK8kcgmeN6d0sLV2x56+6r9zB5cHzt/GJhnk+jtpTb2119fjdLiWs8t/ep+rx+nMXI97QiRsdjhY3Jp2GyzpW5I0aMqze7lwJVSDSny6wkACQzNyH5lfPU8FBirLt8R7QBl3N28olP04/5Bgd/iFW1AImfu5EiV9/cH9jf9yQaFh4RoRtD4gKj5HYfYp9zGI/77oPd5xHyf5pxZwr8N/fXbYvTdczZ2SoDNvmJX3uezlvMdgdiiXd9uEDd2Kcqzm7bPt1+kuQe9fnj4s+tHcLRLmPWokye6kJJt6Qy2H8BgMAgAAAAAAtRsmFmLWD2FihWEwCAAAAAAA1CbNFxQiZ1CoZZDBYBD6FbbqQlRB03pd1Wisu3LDFNwVGmx2BQi7CkNQyII9xbU5NsR1n7sahHvbNMX8qnUFTWXu9V3OXb0iWvhF2NdZ2am84UI9qE4GhN2lPH2MK2wsqIqOHf7lf5/ffpkbplvu6euxIiuQqfzLBoaTBYQzA7UjNuDDSsKHkPnv9/Z93hAvvwq03ipe7hB8b+hK9nFN0hZQTcxen/8pmd03eZdzrzMWEGoWK/i4Puw2jBRuW1Xh0klEN3D2t1riJB1zCbMcwmMwCAAAAAAA1CStJBaqmhgzgwrCYBAAAAAAAKhJjhMyZ1DoghpQDAYBAAAAAIDa1OukLmGWQ2gMBg1w3njfsGUnw+cJqk7pw6AcQUHccdfueOq4tPvGkIdlx5C7S3DGSlBuOWgdcd/1hc3JE1ROPmy+jKDPTdjXWe4cVf7PG5STiZK/qA7v/uvOo+Wfb829jnC5HbxryM0h1P86Sr0vh81rFryPenMBxYvaz4P783rLnYHq0s9SrIjjp8YrPx2UFyg4n1DSp7/0Hifnz7fmZT+Xt2S8e/1+173HYM2+fae77bktybf+sMf7XsG5i/LnWsrNTxS2xH2U77BSqId9w/8z2qioJlYeDAYBAAAAAICaRM6g8mAwCAAAAAAA1CRmBpUHg0Hod6p7OcJ2oqzfr8x8IYIm8Ied1mpPofWWE/V7Lfb03yCFTYUtcahG6FCwoNKtUcLfyhtmEbYMbdjHAHVR5tben61kikGhw7khaT6rzrklWdI+ILywIWSFlJ237yx1yBf9CoI4AzTcpTZKy9uhTGGPY4KO4+x1RE2t4D4W7vVdnzcMza8dYcNloxwXleI7zLvu4GPIWuwvq7W/Nd5+nhc5g8qCwSAAAAAAAFCTnKQTrppYksGzQjAYBAAAAAAAalKyp0eS3T2hlkN4DAYBAAAAAIDaRJhYWTAYNED4xdZGLS1ZSe58Dsmqtd/ehu5cF/55I4ImKyZcZUKjlaoPWx45bLx6PBYud1HYzxdllIHK8tvvg3IBBeW+iVn5hHKFzSNWHSUpOx8yLxDl5FEeuvc4Ay9nWYmFz1VYeJ6ZsMeZQcdZUfOS2eXZbQlpDf3c7vsKb0fQ6/c+r513yX2cHD4XUKHtq0+xmt6f6hUJpMuDwSAAAAAAAFCTnJ6kOIkQOYN6Sl/4aCBjMAgAAAAAANQkpzdpLmGWQ3gMBg1A9RAaFpb/tNaogqbQ5r8vaHpu+JLx7hLL4cPGSlA6OZaoYGhGlCnayZKHnkWZDj2wpiijFuSWao9SfjjoM+sfKmp/ngO/E3xK0HvXEVweuNQl2AtX0P5bZGhYYa83SrhE9bcnMJCPY8P2xcHhX0Gl2mMhjyH9js/8w65yQ8vyl7jP/f4pfJv6ty84dC98ufvilf65ShHiNXDOw2puMCjErB8GgwrDYBAAAAAAAKhNIWcG6XIIj8EgAAAAAABQuzmD4uQMKjUGg1A32fTtKa+JWEuoigy560j4hkT4TaENDvXwdkrFhh80RZvKXPJQsFhdhy1UcooyUAuC+qmgfSBs1TG7v6yLfaoEVcLquQ9EoyhFJbDaC2mJ2scEf/dn/45bx1pBIbbu25sCwrO82zB/O7zHqk7JQ+T91+EXQlaK/jw3dLhy3xGlf65y7w9UGovK6XFCDgbVXp9WyxgMAgAAAAAANcnpdcwlzHIIj8EgAAAAAABQk0ggXR51Pe958eLFcsYZZ8i2224rTU1Nsuuuu4Z+7JIlS+RLX/qSDBs2TEaPHi0zZsyQjo6OsrYXAAAAAACEl+zsCX1Bg8wMev/992X27Nmy8847S09PYW/8EUccIR988IHceuutZhBo5syZ5v9f/epXZWtvY/OPaw/KixOl3Hu52aU2kxHLk8ZiIUvSO7Gic2JEibseqPkx6iLXCQasoFLwQY9yc0r6XCXJJ+S7ghL00yXo56Lu99H6wUo+F9Ao4RD586wUVi7dLy9k2LLo7seHfW57OW+p9qQUftJq5zvq75l9c2bWhUrm1vF7rqD+vBRtIn9QwQmkYySQLrW6HgzaeuutZdGiReb68ccfL2+99Vaoxz399NMyd+5cee6552SHHXYwt8XjcTn66KPloosukvHjx5e13QAAAAAAIGSYWJgE0pSWL0hd/xSlAzhRPProozJhwoTMQJA69NBDTajZnDlzSthCAAAAAABQbM6gfi8MBjXOzKCo5s2bJ5tttpnrttbWVpk4caK88cYbUo8KmypbmODS6tHX6rd+P0HP6w7d6o0UfuCarOn0hpzy2xxq/UHrK6SNxfJOUQ544rqelk44GIr93JSzT630tPJo4Wn++1HobVPi/qvcIaDRQ7VqO/yU/hD1r/j+OLjsfHGP8d5nH4e6+1/363CXuPd/LvfjSvvdVMh3nTudgN3GsNuzkJDlcn4HBz1XfR//DmRmoCfEMYwuh/AacjBo6dKlJmm018iRI819fjo7O80lbcWKFWVrIwDUE/pHAKB/BICylZYPkzOI0vL1PRi0bNmyTB4gP4MGDZKNNtpIKu3yyy+Xiy++uOLPCwC1jv4RAOgfAaAcmBnUIINBd955p5x66qmBy+yxxx7y5JNPRn4OnQG0fPnyvANRep+fc845R84880zXzKBGTDYdNeQgaI2lnJIZdUq8K/wrln/qbiHPnXSqU9rQ+/rDVxWyQySCXnOsgp+Nyk0HR3HoHwtTmn2luJAxr7DtqPd9qvjKXdUMSUM9on8sJb9QpfCVxoKOEcL2b0HLhQ/Jz98nBFcZixdfHTKwHVFC6KQE6y53mFjYVlYyFIyws4JzBoWaGUSYWF0PBp1yyinmUk5TpkyR22+/PSfEYf78+TJ16lTfx2leIb0AAOgfASAMjh8BoASDQWFyBjEYVJCG/Glqv/32k3feeUdefPHFzG0PPPCA9PT0yD777FPVtgEAAAAAgJRQlcT6LuXy/PPPy3HHHScbb7yxDB48WLbaaiv51a9+lXfZa6+91hSnam9vl912203+9re/1eRbWXMzgwp19913m/8XLFggS5Ysyfx94IEHmtxCatKkSSa0LP1m6Ruy++67y5e//GW54oorpKOjQ2bOnCnHH398Q4Z9AQAAAABQswmkQ4TWlTOB9G9/+1t577335MILL5QJEybI3Llz5eSTTzYRRqeddlpmuZtvvtmklrnssstku+22k5/85Cdmwsn//d//5S1iVU11Pxg0ffr0vH9ryJeOximd8dPb6y7tfc8998gZZ5xhBoSam5vl6KOPliuvvFLqVZQY39I8b7lzxBRegj5qLga/LegElKoPjBm38g4FKXUcd+76w+YJCr/G7OPdcfHVzBPkh/xBqHXe/TDaflR8voWw/UEt7uflz8FDniDUs1otl1143rPw+dHCZ7LxX38p8qMV/rpycw7FQvXHQceTpcj1VvrjqSjv/0DK1VOt11+fzKwfp7phYmeffbZrMOczn/mMfPjhh3L11Ve7BoMuvfRSM0h01llnmb8/9alPmXGJG2+8Ub73ve9JLan7wSDH6X/n0ZAwrzFjxsgdd9xRplYBAAAAAIBiOV09koz3X5zHSZavgM/oPLN6tt56a/nlL3+Z+futt96St99+2zVhRUPKNGrpkUceYTAIAAAAAAAg9MygeIiZQclkpup3JRL5//nPfzYpadLmzZtn/t9ss81cy+nfOhhUa+p+ZhAqGxZWfuVtrz2dNmqJ5VKXVS5NKdBwr6U0oRT1Gy7h3Z71XiIb5eP9bFSyLy192Xlb8a9j4JZFL31/UK1tRd+G2hEUClPafjVaGFNQG/xL1UcrwR61jyk8/KsU31m1ecwUNeTRqZGQr1KHITZYzqAwYWLJ1Db25gHWPD8XXXRRSdv04osvyv/8z//Iddddl7lt6dKl5v8RI0a4lh05cmTmvlrCYBAAAAAAAKjd0vKhBoNSyyxcuFCGDRuWud1vVtCyZctk0aJFgevUolQbbbSR6zYtXHXUUUeZIlWaH6heMRgEAAAAAABqUtJJmkuY5ZQOBNmDQX7uvPNOOfXUUwOX0QGfJ598MvO3Vg/7/Oc/L/F4XGbPnm3+t2cAqeXLl0tbW5tr0Cl9Xy0ZqHO9AQAAAABAnUs6TuhLIU455RRTkCroYg8E6d9f+9rX5LXXXpPf//73MmrUKNf6pkyZYv5//fXXXbfr31OnTpVaw8wg1FRuhOD8GE5VcnFUM0Y6t7xo4dzl373bMFa297k05bKBxlb6/ahWS0xXUvn69IGbTwn1rVb27aAy7lHXEeae2s8jF3V9fseouX1R4esv//Gv0+Cf5Vp5LfWh10maS5jlyum8886Tu+++W+bMmSOTJ0/OuV+TSW+yySZmGZ1RpNasWSMPPfSQzJw5U2oNg0EAAAAAAGBAhImVw6233iqXXXaZfP3rX5eWlhb5y1/+krlvm222yeQl0gGjk046SSZMmCDbbrut/OQnP5FYLFaTuYUYDAIAAAAAADUpbAhYoWFihXjiiSfM/9dee6252ObPny8TJ04017/61a/KypUr5cc//rF8+OGHsv3228tjjz0mo0ePllrDYNAAV83yyFFUMrQo6LmiTvWP0t7ShxUETest7ZRf7+sNei2UWMZA6Uur2Y+Wpuy8/9rDqcXvkeqF89ZKaFhtlH3GwBK2XHZYQaHqpQizKb69YUvBB30n1Ma+WIv9dK18Dkuhmu2ohc9XY84MuuWWW8wlDJ09pJdax2AQAAAAAACoSVpWPsxAT5jy88hiMKgImk1c6TSwelHrM4O83L98l7ftjTEzqLwzE2rlF/La+4XOX1dXtwwdOtTEEg8k9dg/1ls/Wr2k7LXx+t2YGVTrfV1UA7GPrJ/+sRQzMoLWEWX9pV5ftJlBfo8p5HFB62j0/b72ZwbVxvbo6uoacP2jnx4nKT3J3lDLITwGg4qQ/hKfNCk3kzgAhLV8+XIZNmzYgNpg9I8ASmWg9ZH0jwBKZaD1j4HVxKT61cQGGgaDirD++uvLwoULB8yI7IoVK2T8+PHmNTVCp1IJbFO2Zxjahww09I/oD/1jaQ3k7TnQ+siB1j8O9M9fNbA92aaN2j8GJpCW6iaQHogYDCpCPB6XDTfcUAYa/RLni5xtWsv4jNY++keExf5cWmzP2jdQ+0fF54/tWev4jNZxAmmpbgLpgYjBIAAAAAAAUJMYDCoPBoMAAAAAAEBNIkysPBgMQkZra6tceOGF5n+UBtu0tNieqBY+e2zTWsdnFHz+Bg72Z7Yp3JgZVB4xJ13fEgAAAAAAoEaSqQ8fPlxmtX9Z2mMt/S7f4XTJKR23N0yVtWIxMwgAAAAAANQkZgaVB4NBAAAAAACgJpEzqDwYDAIAAAAAADWJmUHlwWAQAAAAAACo4ZlByVDLIbw4Gwv5LF68WM444wzZdtttpampSXbddVc2VAFeeeUV2W233aS9vV023nhjuf7669l+RXjhhRfk2GOPlUmTJkksFpPzzjuP7YmqoX8sDv1jadE/otbQR0ZH/1ha9I8DR3eyN/QF4TEzCHm9//77Mnv2bNl5552lp6eHrVTgQdA+++wjO+64ozz44IPy0ksvycyZM00m/GOOOYZtGcEzzzwjf/nLX8yg5EcffcQ2RFXRP0ZH/1h69I+oNfSR0dA/lh7948BBmFh5MBiEvLbeemtZtGiRuX788cfLW2+9xZYKadasWWb2ig6mDRo0SPbee2+ZP3++XHLJJQwGRaSz1L7xjW+Y6xMnTuSziKqif4yO/rH06B9Ra+gjo6F/LD36x4HDMWFiTqjlEB5hYsj/wYjz0Yjq0UcflQMPPNAMBKVNnz5d3nzzTXn77bf5xEXA5xG1hM9jdPSPpcfnEbWGz2Q09I+lx2dx4FjjdMqaZIiL01ntptYVZgYBJTZv3jw5+OCDXbdtttlm5v833nhDNtlkE7Y5gIZE/wgA9I9AWC0tLTJu3Dj5/qJHQj9Gl9fHoX8MBgEltnTpUhkxYoTrtpEjR2buA4BGRf8IAPSPQFhtbW0m3UZXV1fox+hAkD4O/WMwqIEsW7YskwfIj4Y2bbTRRhVrEwDUAvpHAKCPBFB7dGCHwZ3yYDCogdx5551y6qmnBi6zxx57yJNPPlmxNg1EOgto+fLlOSea6fsA1B76x8qgfwTqE31k+dE/Aqg0sgQ3kFNOOcVkWA+6MBBUvClTpsjrr7/uui3999SpU0vwDABKjf6xMugfgfpEH1l+9I8AKo3BIKDE9ttvP3nooYeko6Mjc9vdd98tkydPJnk0gIZG/wgA9I8AagNhYvClAxhqwYIFsmTJkszf3rLpyP317Nprr5UjjzxSZs6cKS+//LLceOONctNNN7GpIlq8eLHMnTvXXF+zZo2ZaaWfx8GDB8sBBxzAdkXF0T9GQ/9YevSPqEX0kYWjfyw9+kcgWMzR2CAg34cjFsu7XTSj+8SJE9lmAV555RWZMWOGvPDCCzJ27Fj59re/LWeccQbbLCINX/zMZz6Tc/uECRPknXfeYbui4ugfo6N/LC36R9Qi+sho6B9Li/4RCMZgEAAAAAAAQAMhZxAAAAAAAEADYTAIAAAAAACggTAYBAAAAAAA0EAYDAIAAAAAAGggDAYBAAAAAAA0EAaDAAAAAAAAGgiDQQAAAAAAAA2EwSAAAAAAAIAGwmAQAAAAAABAA2EwCKiinp4emTRpkjz88MNVa8ORRx4p559/ftWeHwDyoX8EAH/0kQCKxWAQUEW33367tLW1yQEHHFC1NnznO9+Ra6+9VpYuXVq1NgCAF/0jAPijjwRQLAaDgCr62c9+Jscee2xV34MddthB1l9/fXNQAQC1gv4RAOgjAZQPg0GoK0uWLJFx48bJzJkzM7d1dXXJ1ltvLYccckhdPe+bb74pzz33nBx++OGu248//njZdddd5e677zYhZEOGDDEDRvp8c+fOlWnTpsnQoUPlsMMOk2XLlhX9OKVtuO222yK9DgC1gf6R/hEAfSTHkABCc4A6c8899zjxeNx5+umnzd/nnXeeM2LECOf999+vq+edNWuWM3r06JzbjzvuOGfdddd1dtppJ+f+++93brzxRqe1tdU5+eSTnWnTpjl33XWXc8cddzijRo1yzjjjjKIfpx544AEnkUg4K1asiPRaANQG+kf6RwD0kRxDAgiDwSDUpSOPPNKZPHmy88wzzzhNTU3OzTffXHfPe+KJJzq77757zu06qNPc3Oy89957rufVsdsXXnghc9tZZ53ljB8/vujHqXfeeccsN3fu3MivB0BtoH+kfwRAH2l/J3AMCSCfpvBziIDacf3118sWW2whe+21l3z2s581IVJBNCxq0aJFgcsMGjRINtpoo6Ke94knnpAZM2ZId3e3HHroofLjH//Yd13anlGjRuW9b+rUqbLBBhtk/t50001N2Nd2223nuu2DDz7QAV2JxWJFPW706NHm/w8//DDw9QOoffSP9I8A6CPTOIYE4IecQahL66yzjnz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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "the model's B_z, scaled by the best fit factor 0.87, has correlation 0.957 with the full-wave B_z; peak |B_z| 22.3 T (model) against 25.3 T (full wave)\n" ] } ], "source": [ "if RUN_SINGLE_QUBIT_BOX:\n", " xs_b = np.linspace(cb - 1.6, cb + 1.6, 81)\n", " ys_b = np.linspace(cb - 1.2, cb + 1.2, 61)\n", " Xb, Yb = np.meshgrid(xs_b, ys_b)\n", " zh = 0.1 # mm above the chip\n", " Bz_fw = (\n", " mp.curl_E(\n", " fem_box,\n", " mode_box.u,\n", " np.vstack([Xb.ravel(), Yb.ravel(), np.full(Xb.size, t + zh)]),\n", " )\n", " / w_b\n", " )[2].reshape(Xb.shape)\n", " P_b = np.vstack([(Xb.ravel() - cb) * 1e-3, (Yb.ravel() - cb) * 1e-3])\n", " Bz_model = (\n", " src_box[\"cur\"]\n", " .bz(\n", " P_b,\n", " zh * 1e-3,\n", " w_b,\n", " images=[(-2 * t * 1e-3, -1), (2 * (3.0 - t) * 1e-3, -1)],\n", " )\n", " .reshape(Xb.shape)\n", " )\n", " sgn = np.sign(\n", " np.sum(Bz_fw * Bz_model)\n", " ) # the sign of a full-wave eigenvector is arbitrary\n", " Bz_model *= sgn\n", " lim = np.abs(Bz_fw).max()\n", " fig, ax = plt.subplots(1, 3, figsize=(15, 3.6), sharey=True)\n", " for a, F_, ttl in zip(\n", " ax,\n", " (Bz_fw, Bz_model, Bz_fw - Bz_model),\n", " (\"full wave\", \"model current (Biot–Savart)\", \"difference\"),\n", " ):\n", " im = a.pcolormesh(\n", " Xb - cb, Yb - cb, F_, cmap=\"PiYG\", vmin=-lim, vmax=lim, shading=\"auto\"\n", " )\n", " for xr in ((-0.6, -0.1), (0.1, 0.6)):\n", " a.add_patch(\n", " plt.Rectangle(\n", " (xr[0], -0.5), xr[1] - xr[0], 1.0, fill=False, ec=\"k\", lw=0.8\n", " )\n", " )\n", " a.set(aspect=\"equal\", xlabel=\"x − x$_0$ (mm)\", title=ttl)\n", " ax[0].set_ylabel(\"y − y$_0$ (mm)\")\n", " fig.colorbar(im, ax=ax, shrink=0.85, label=\"B$_z$ (T, 1 J)\")\n", " fig.suptitle(\n", " \"normal magnetic field B$_z$ 0.1 mm above the chip, qubit mode at 1 J\", y=1.02\n", " )\n", " show(fig, \"fig04_Bz_model_vs_fullwave\")\n", " corr = np.corrcoef(Bz_fw.ravel(), Bz_model.ravel())[0, 1]\n", " ratio = np.sum(Bz_fw * Bz_model) / np.sum(Bz_model**2)\n", " print(\n", " f\"the model's B_z, scaled by the best fit factor {ratio:.2f}, has correlation {corr:.3f} with the full-wave B_z;\"\n", " f\" peak |B_z| {np.abs(Bz_model).max():.1f} T (model) against {np.abs(Bz_fw).max():.1f} T (full wave)\"\n", " )\n", " claim(\n", " \"the sheet-current model reproduces the qubit's own B_z pattern\",\n", " \"single qubit in a box, 0.1 mm above the chip\",\n", " \"Biot–Savart of the model current vs the full-wave curl E/ω\",\n", " f\"correlation {corr:.3f}; full wave / model amplitude = {ratio:.2f}\",\n", " \"PASS\" if corr > 0.9 and 0.5 < ratio < 2 else \"FAIL\",\n", " \"one geometry; the model's factor-2 flag stays for the magnetic quadrupole\",\n", " )" ] }, { "cell_type": "markdown", "id": "0658fd3e", "metadata": {}, "source": [ "## 3. What a flat source sees\n", "\n", "The qubit is a flat object: charge and current confined to the plane of the paddles, $z=t$, a distance that is a thousand times shorter than the wavelength. Its coupling energy with a mode, written in the multipolar (Power–Zienau–Woolley) form [3, 4] in which a neutral source couples to the *fields* $\\mathbf E$ and $\\mathbf B$ and not to the potentials, is a sum of two pieces,\n", "\n", "$$U=\\underbrace{\\sum_k q_k\\int_0^1\\mathbf r_k\\cdot\\mathbf E(\\mathbf r_0+\\lambda\\mathbf r_k)\\,d\\lambda}_{\\text{charges: the electric multipoles}}\\;+\\;\\underbrace{\\int\\mathcal M_z(\\mathbf r)\\,(\\nabla\\times\\mathbf E)_z\\,dA}_{\\text{currents: the magnetic multipoles}},$$\n", "\n", "the first term being an exact sum over the charges (the charge $q_k$ at $\\mathbf r_k$ is pushed along the straight line from the origin $\\mathbf r_0$, and the work it does in the field is added up), the second the interaction of a magnetization sheet $\\mathcal M$ with the field's curl, which by Faraday's law is $\\nabla\\times\\mathbf E=\\omega\\mathbf B$ up to phase. Expanding both in the position about $\\mathbf r_0$ gives the series of the introduction,\n", "\n", "$$U=\\mathbf p\\!\\cdot\\!\\mathbf E+\\tfrac12S_{ij}\\partial_iE_j+\\tfrac16O_{ijk}\\partial_i\\partial_jE_k+\\dots\\;+\\;\\tilde m\\,(\\nabla\\!\\times\\!\\mathbf E)_z+\\tfrac13\\tilde M_{iz}\\,\\partial_i(\\nabla\\!\\times\\!\\mathbf E)_z+\\dots$$\n", "\n", "with $g/2\\pi=fU/4$ for two modes of 1 J on resonance (the same normalization that gives $A=p_xE_{0x}f/4$ in 4.41). Three consequences follow from the source being flat, and none of them is an approximation:\n", "\n", "1. **Only the in-plane electric field enters.** $\\mathbf r_k$ lies in the plane, so $\\mathbf r_k\\cdot\\mathbf E$ involves $E_x$ and $E_y$ at $z=t$ and nothing else. The quantities that jump across the silicon surface do not enter: $E_z$ jumps by the factor $\\varepsilon_r=11.9$ and $D_x$ by the same factor, while $E_x$, $E_y$ (tangential $\\mathbf E$) are continuous. The field the qubit feels is unambiguous.\n", "2. **Only the normal magnetic field enters.** $\\mathbf r\\times\\tilde{\\mathbf K}$ points along $z$ for an in-plane current, so the magnetization sheet is $\\mathcal M_z$ and couples to $(\\nabla\\times\\mathbf E)_z=\\omega B_z$. The in-plane magnetic field $B_x,B_y$ — which for these modes is $16$ times larger than $E_x/c$ — exerts no torque on a current loop that has no extent along $z$. With $\\mu_r=1$ everywhere, $\\mathbf B=\\mu_0\\mathbf H$ and all components of $\\mathbf B$ are continuous across the interface.\n", "3. **A mode whose in-plane $\\mathbf E$ is a gradient has no magnetic coupling to any flat source.** $(\\nabla\\times\\mathbf E)_z=\\partial_xE_y-\\partial_yE_x=0$ means $\\mathbf E_t=-\\nabla_t\\Phi$ in the plane. The LSM$_{ab0}$ modes of the loaded box are the modes that are transverse-magnetic to $z$: their $H_z$, hence $B_z$, is zero by construction, and their in-plane field is $\\mathbf E_t=\\nabla_t\\partial_zE_z/\\gamma^2$, a gradient. (The loaded-box modes with $B_z\\neq0$ are the LSE, or TE$_z$, modes; Sec. 8 looks for them.)\n", "\n", "The same three statements can be put in the velocity gauge, where the coupling is $\\int\\tilde{\\mathbf K}\\cdot\\mathbf E\\,dA$ (the sheet current in the field it moves through), and then the third has a one-line proof: for a gradient field $\\int\\tilde{\\mathbf K}\\cdot(-\\nabla\\Phi)\\,dA=\\int\\Phi\\,\\nabla\\!\\cdot\\!\\tilde{\\mathbf K}\\,dA=-\\int\\Phi\\,\\sigma\\,dA$, the potential energy of the charges, whatever $\\tilde{\\mathbf K}$ is. **The divergence-free part of the current, the part that the model of Sec. 2 cannot fix, drops out exactly** when $B_z=0$.\n", "\n", "The cell below checks all of this on the computed current. With the analytic in-plane field of the LSM$_{110}$ mode at one qubit, the overlap $\\int\\tilde{\\mathbf K}\\cdot\\mathbf E\\,dA$ with the model current matches the charge-only ray integral; adding an arbitrary loop current changes nothing; and with a field that has curl, the same added loop does change the overlap." ] }, { "cell_type": "code", "execution_count": 13, "id": "9000839a", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:05:39.917046Z", "iopub.status.busy": "2026-10-03T07:05:39.916953Z", "iopub.status.idle": "2026-10-03T07:05:39.922611Z", "shell.execute_reply": "2026-10-03T07:05:39.922266Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "qubit (1,2) in the analytic LSM110 field, g/2π = f U/4:\n", " charges only, ray integral : -9.8787 MHz\n", " model current, ∫K̃·E dA : -9.8785 MHz (differs by 1.9e-05)\n", " plus a loop current K̃' = K̃ + ∇×(zχ) : -9.8785 MHz (net current moved: 8e-07 of p; change of the coupling 7.8e-07 of the total)\n", " the same loop in a field with curl : changes ∫K̃·E dA by +8.89e-13 J = 1.000 × 2Δm̃_z (a loop current has a magnetic moment, and it couples to curl E)\n" ] } ], "source": [ "E_an110 = mp.lsm_inplane(an[\"110\"])\n", "s_ = src[(1, 2)]\n", "cu_ = s_[\"cur\"]\n", "U_vel = cu_.overlap(E_an110, s_[\"c\"])\n", "U_ray = mp.ray_coupling(E_an110, s_[\"c\"], s_[\"r\"], s_[\"q\"])\n", "# a divergence-free loop current on each paddle: K_loop = (d_y chi, -d_x chi), chi = a bubble that vanishes on the paddle edges\n", "X_, Y_ = cu_.X, cu_.K * 0\n", "chi_scale = 1e-6 # a loop current about as strong as K̃ itself\n", "xr, yr = np.abs(cu_.X[0]), cu_.X[1]\n", "x_lo, x_hi, y_hi = 0.1e-3, 0.6e-3, 0.5e-3\n", "dchi_dx = (\n", " chi_scale\n", " * ((x_hi - xr) - (xr - x_lo))\n", " * np.sign(cu_.X[0])\n", " * (y_hi**2 - yr**2)\n", " / (y_hi**2 * 0.25e-3**2)\n", ")\n", "dchi_dy = chi_scale * (xr - x_lo) * (x_hi - xr) * (-2 * yr) / (y_hi**2 * 0.25e-3**2)\n", "loop = mp.SheetCurrent(cu_.X, cu_.K + np.vstack([dchi_dy, -dchi_dx]), cu_.w, cu_.lines)\n", "div_free = np.abs(loop.dipole() - cu_.dipole()).max() / abs(cu_.dipole()[0])\n", "U_loop = loop.overlap(E_an110, s_[\"c\"])\n", "E_curl = lambda x, y: (\n", " -(y - s_[\"c\"][1]) * 1e-3,\n", " (x - s_[\"c\"][0]) * 1e-3,\n", ") # a field with (curl E)_z = 2 V/m^2\n", "dU_curl = loop.overlap(E_curl, s_[\"c\"]) - cu_.overlap(E_curl, s_[\"c\"])\n", "print(\"qubit (1,2) in the analytic LSM110 field, g/2π = f U/4:\")\n", "print(f\" charges only, ray integral : {mp.g_MHz(an['110'].f, U_ray):+.4f} MHz\")\n", "print(\n", " f\" model current, ∫K̃·E dA : {mp.g_MHz(an['110'].f, U_vel):+.4f} MHz (differs by {abs(U_vel / U_ray - 1):.1e})\"\n", ")\n", "print(\n", " f\" plus a loop current K̃' = K̃ + ∇×(zχ) : {mp.g_MHz(an['110'].f, U_loop):+.4f} MHz (net current moved: {div_free:.0e} of p; \"\n", " f\"change of the coupling {abs(U_loop - U_vel) / abs(U_ray):.1e} of the total)\"\n", ")\n", "print(\n", " f\" the same loop in a field with curl : changes ∫K̃·E dA by {dU_curl:+.2e} J \"\n", " f\"= {dU_curl / (2 * loop.m() - 2 * cu_.m()):.3f} × 2Δm̃_z (a loop current has a magnetic moment, and it couples to curl E)\"\n", ")\n", "claim(\n", " \"the divergence-free part of the current does not couple to a mode with B_z = 0\",\n", " \"flat source; in-plane E a gradient\",\n", " \"∫K̃·E dA of the model with and without an added loop current, analytic LSM110\",\n", " f\"change {abs(U_loop - U_vel) / abs(U_ray):.1e} of the coupling\",\n", " \"PASS\" if abs(U_loop - U_vel) / abs(U_ray) < 1e-4 else \"FAIL\",\n", " \"this is why the factor-2 uncertainty of the current model does not touch the electric coupling\",\n", ")" ] }, { "cell_type": "markdown", "id": "0dd03469", "metadata": {}, "source": [ "(The dipole approximation is the standard starting point for the coupling of a transmon to a cavity mode [9, 10]; it is known to need replacing when a qubit is not small against the wavelength, as for giant atoms [11]. This notebook is the opposite regime, a qubit a fortieth of a wavelength across, where the question is how fast the expansion converges and which terms exist.)\n", "\n", "That settles which fields a flat qubit can feel. What remains is to *measure* those fields in the finite-element solution, because \"the mode has $B_z=0$\" is a property of the idealized analytic mode, and the real package has 200 paddles in it. First the bare mode, the one the series is an expansion in: the package without any paddles. Then (Sec. 6) the mode with every paddle present." ] }, { "cell_type": "markdown", "id": "23eadc37", "metadata": {}, "source": [ "## 4. The package mode at the chip plane\n", "\n", "`mp.bare_mode` removes the paddles and junctions from the mesh of Sec. 1 and solves for the mode of the empty package, on a mesh that is still fine around every qubit: the field is sampled where the qubits are. A polynomial fit over a disc around each qubit gives the field and its gradient there (the field of a lowest-order edge element scatters by a percent or so from one tetrahedron to the next, so the value at the central point alone is not the value of the underlying field, but a fit over several hundred tetrahedra is). The same fit gives $(\\nabla\\times E)_z$, computed from the edge coefficients, and its gradient.\n", "\n", "Two modes, as in 4.44: LSM$_{110}$ (PMC cuts) and LSM$_{210}$ (PEC at the middle of $x$, which excludes its degenerate twin LSM$_{120}$)." ] }, { "cell_type": "code", "execution_count": 14, "id": "17e70a9b", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:05:39.923607Z", "iopub.status.busy": "2026-10-03T07:05:39.923541Z", "iopub.status.idle": "2026-10-03T07:07:32.284330Z", "shell.execute_reply": "2026-10-03T07:07:32.283677Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "LSM110: 6.4917 GHz (analytic 6.4928), 340,363 unknowns, 56 s\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "LSM210: 10.2326 GHz (analytic 10.2368), 339,095 unknowns, 56 s\n" ] } ], "source": [ "bare = {}\n", "for tag, cuts, f_guess in (\n", " (\"110\", (\"pmc\", \"pmc\"), 6.5e9),\n", " (\"210\", (\"pec\", \"pmc\"), 10.2e9),\n", "):\n", " start = time.time()\n", " bare[tag] = mp.bare_data(\n", " quarter,\n", " cuts,\n", " f_guess,\n", " an[tag],\n", " src,\n", " t + 1e-6,\n", " N=BUD[\"N_fit\"],\n", " maps=True,\n", " keep=True,\n", " )\n", " bare[tag][\"fem\"]._factors.clear()\n", " TIMES[\"bare \" + tag] = time.time() - start\n", " d = bare[tag]\n", " print(\n", " f\"LSM{tag}: {d['f'] / 1e9:.4f} GHz (analytic {an[tag].f / 1e9:.4f}), {d['n_dofs']:,} unknowns, {TIMES['bare ' + tag]:.0f} s\"\n", " )" ] }, { "cell_type": "markdown", "id": "5e3e28ff", "metadata": {}, "source": [ "Does the finite-element field agree with the analytic mode where the qubits are? The in-plane field, its gradient, and the magnetic field, which here is the curl of the stored electric field divided by $\\omega$ (Faraday), each against the analytic LSM mode:" ] }, { "cell_type": "code", "execution_count": 15, "id": "f6198d0a", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:07:32.285987Z", "iopub.status.busy": "2026-10-03T07:07:32.285879Z", "iopub.status.idle": "2026-10-03T07:07:32.314108Z", "shell.execute_reply": "2026-10-03T07:07:32.313726Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " E at qubits ∇E at qubits in-plane B rms B_z / max B_t max B_z / max B_t max B_t (T)\n", "LSM110: 0.39% 4.03% 0.73% 8.1e-04 4.1e-03 1.37\n", "LSM210: 0.29% 5.08% 1.11% 1.3e-03 6.2e-03 1.73\n", "(errors are relative to the field maximum of the mode; E and ∇E: worst of the 25 qubits)\n", "LSM110: ∮E·dl around four loops: finite element ['+200', '-537', '+89', '+232'] V, analytic ['4e-12', '1e-11', '1e-11', '3e-12'] V; relative to ω·B_t,max·area: ≤ 1.1e-03\n", "LSM210: ∮E·dl around four loops: finite element ['+442', '-74', '-322', '+550'] V, analytic ['0e+00', '1e-11', '-3e-11', '-5e-12'] V; relative to ω·B_t,max·area: ≤ 9.9e-04\n" ] } ], "source": [ "rows = []\n", "for tag in bare:\n", " d, a_ = bare[tag], an[tag]\n", " E1_err, grad_err = [], []\n", " for ij in QUBITS:\n", " c = src[ij][\"c\"]\n", " ft = d[\"fits\"][ij]\n", " E_an = -mp.phi_derivs(a_, c[0], c[1], 1)\n", " dE_an = -mp.phi_derivs(a_, c[0], c[1], 2)\n", " E1_err.append(np.abs(ft[\"E0\"] - E_an).max())\n", " grad_err.append(np.abs(ft[\"dE\"] - dE_an).max())\n", " G, w_ = d[\"maps\"], 2 * np.pi * d[\"f\"]\n", " X_, Y_ = np.meshgrid(G[\"x\"], G[\"x\"])\n", " Ea_, Ba_ = mp.lsm_fields(a_, X_, Y_, t + 1e-6)\n", " Bt_max = np.hypot(G[\"curl\"][0], G[\"curl\"][1]).max() / w_\n", " errB = np.linalg.norm(\n", " np.stack([G[\"curl\"][0] / w_ - Ba_[0], G[\"curl\"][1] / w_ - Ba_[1]])\n", " ) / np.linalg.norm(Ba_[:2])\n", " Bz_rms = np.sqrt(np.mean((G[\"curl\"][2] / w_) ** 2))\n", " Emax = np.abs(mp.phi_derivs(a_, 0, 0, 1)).max()\n", " rows.append(\n", " (\n", " tag,\n", " np.max(E1_err) / (a_.a * a_.E0x),\n", " np.max(grad_err) / (a_.E0x * np.pi / 30e-3 * a_.a),\n", " errB,\n", " Bz_rms / Bt_max,\n", " np.abs(G[\"curl\"][2] / w_).max() / Bt_max,\n", " Bt_max,\n", " )\n", " )\n", "print(\n", " f\"{'':>7} {'E at qubits':>12} {'∇E at qubits':>13} {'in-plane B':>11} {'rms B_z / max B_t':>18} {'max B_z / max B_t':>18} {'max B_t (T)':>12}\"\n", ")\n", "for tag, e1, ge, eb, bzr, bzm, btm in rows:\n", " print(\n", " f\"LSM{tag}: {e1:12.2%} {ge:13.2%} {eb:11.2%} {bzr:18.1e} {bzm:18.1e} {btm:12.2f}\"\n", " )\n", "print(\n", " \"(errors are relative to the field maximum of the mode; E and ∇E: worst of the 25 qubits)\"\n", ")\n", "\n", "# the loop test: the circulation of E around a closed loop is omega times the magnetic flux through it, with no derivative taken\n", "loops = [(3, 5, 3, 5), (6, 9, 6, 9), (10, 14, 2, 6), (1, 3, 10, 13)]\n", "for tag in bare:\n", " d = bare[tag]\n", " E_fe = mp.plane_field(d[\"mode\"], t + 1e-6)\n", " w_ = 2 * np.pi * d[\"f\"]\n", " Bt_max = np.hypot(d[\"maps\"][\"curl\"][0], d[\"maps\"][\"curl\"][1]).max() / w_\n", " circ_fe = [mp.loop_circulation(E_fe, r) for r in loops]\n", " circ_an = [mp.loop_circulation(mp.lsm_inplane(an[tag]), r) for r in loops]\n", " scale = [w_ * Bt_max * (r[1] - r[0]) * (r[3] - r[2]) * 1e-6 for r in loops]\n", " d[\"loop_ratio\"] = max(abs(c_) / s_ for c_, s_ in zip(circ_fe, scale))\n", " print(\n", " f\"LSM{tag}: ∮E·dl around four loops: finite element {[f'{c_:+.0f}' for c_ in circ_fe]} V, analytic \"\n", " f\"{[f'{c_:.0e}' for c_ in circ_an]} V; relative to ω·B_t,max·area: ≤ {d['loop_ratio']:.1e}\"\n", " )\n", " for k_, (lab, val) in enumerate(\n", " ((\"in-plane E at the qubits\", rows[0][1] if tag == \"110\" else rows[1][1]),)\n", " ):\n", " pass\n", "claim(\n", " \"B_z = 0 for the bare package mode\",\n", " \"LSM_ab0 (TM in z): H_z = 0\",\n", " \"FE curl E/ω on the quarter chip plane; loop circulation\",\n", " \"; \".join(\n", " f\"LSM{r[0]}: rms B_z/max B_t = {r[4]:.1e}, loop ≤ {bare[r[0]]['loop_ratio']:.1e}\"\n", " for r in rows\n", " ),\n", " \"PASS\" if all(r[4] < 2e-3 for r in rows) else \"CAVEAT\",\n", " \"B_z is not identically zero in the discrete solution; it is a discretization floor (Sec. 9)\",\n", ")\n", "claim(\n", " \"the FE mode reproduces the analytic in-plane E, ∇E and in-plane B at the qubits\",\n", " \"bare mode, h_metal as set by BUDGET\",\n", " \"disc fit vs analytic, 25 qubits\",\n", " \"; \".join(f\"LSM{r[0]}: E {r[1]:.1%}, ∇E {r[2]:.1%}, B_t {r[3]:.1%}\" for r in rows),\n", " \"PASS\" if all(max(r[1], r[3]) < 0.02 and r[2] < 0.15 for r in rows) else \"CAVEAT\",\n", ")" ] }, { "cell_type": "markdown", "id": "89f11d17", "metadata": {}, "source": [ "The finite-element mode reproduces the analytic one: the electric field at the qubits to a fraction of a percent of its maximum, its gradient to a few percent, and the in-plane magnetic field (obtained by differentiating the electric field, the less accurate direction) to about one percent. The normal magnetic field is not exactly zero in the discrete solution, and the ratio to the in-plane field is the *noise floor* of the finite-element curl, which Sec. 9 follows under refinement. The loop test, which differentiates nothing, agrees: the circulation of $\\mathbf E$ around any loop is a tiny fraction of $\\omega B_{t}\\times\\text{area}$.\n", "\n", "**Seeing it.** The next figure maps the LSM$_{110}$ mode over the quarter chip at the silicon surface. The electric field (left) is the in-plane gradient of the potential, with the in-plane gradient tensor at each qubit drawn as a cross along its principal axes (red where the field grows along that axis, blue where it falls). The magnetic field (center) is a rotation of the electric one, with 16 times the weight, and the normal component (right), drawn on the *same* color scale as the in-plane magnitude, is invisible." ] }, { "cell_type": "code", "execution_count": 16, "id": "6ff52a3b", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:07:32.315298Z", "iopub.status.busy": "2026-10-03T07:07:32.315231Z", "iopub.status.idle": "2026-10-03T07:07:32.933056Z", "shell.execute_reply": "2026-10-03T07:07:32.932589Z" } }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "d, a_ = bare[\"110\"], an[\"110\"]\n", "G, w_ = d[\"maps\"], 2 * np.pi * d[\"f\"]\n", "gx_ = G[\"x\"]\n", "X_, Y_ = np.meshgrid(gx_, gx_)\n", "Bt_ = np.hypot(G[\"curl\"][0], G[\"curl\"][1]) / w_\n", "Bz_ = G[\"curl\"][2] / w_\n", "Bmax = Bt_.max()\n", "fig, ax = plt.subplots(1, 4, figsize=(20, 4.9))\n", "st = 4 # one arrow per mm\n", "Em = np.hypot(G[\"E\"][0], G[\"E\"][1]) / 1e6\n", "for a_k in (ax[0], ax[1]):\n", " im = a_k.pcolormesh(\n", " X_, Y_, Em, cmap=\"Greys\", vmin=0, vmax=Em.max() * 1.1, shading=\"gouraud\"\n", " )\n", "# (1) in-plane E arrows\n", "ax[0].quiver(\n", " X_[::st, ::st],\n", " Y_[::st, ::st],\n", " G[\"E\"][0][::st, ::st],\n", " G[\"E\"][1][::st, ::st],\n", " color=\"tab:blue\",\n", " angles=\"xy\",\n", " scale_units=\"xy\",\n", " scale=np.hypot(G[\"E\"][0], G[\"E\"][1]).max() / 1.1,\n", " width=0.004,\n", " headwidth=4,\n", " zorder=3,\n", ")\n", "for ij in QUBITS:\n", " ax[0].plot(*src[ij][\"c\"], \"o\", ms=2.5, color=\"k\", zorder=6)\n", "ax[0].set(\n", " aspect=\"equal\",\n", " xlim=(0, 15),\n", " ylim=(0, 15),\n", " xlabel=\"x (mm)\",\n", " ylabel=\"y (mm)\",\n", " title=\"in-plane E (arrows) and |E$_\\\\parallel$|; dots: qubits\",\n", ")\n", "plt.colorbar(im, ax=ax[0], shrink=0.78, label=\"|E$_\\\\parallel$| (MV/m, 1 J)\")\n", "# (2) gradient tensor at each qubit, drawn along its principal axes\n", "for ij in QUBITS:\n", " c = src[ij][\"c\"]\n", " dE = d[\"fits\"][ij][\"dE\"]\n", " ev, evec = np.linalg.eigh(0.5 * (dE + dE.T))\n", " for lam_, v_ in zip(ev, evec.T):\n", " L_ = 0.15 + 0.85 * abs(lam_) / np.abs(ev).max()\n", " ax[1].plot(\n", " [c[0] - L_ * v_[0], c[0] + L_ * v_[0]],\n", " [c[1] - L_ * v_[1], c[1] + L_ * v_[1]],\n", " color=\"tab:red\" if lam_ > 0 else \"tab:blue\",\n", " lw=2.0,\n", " solid_capstyle=\"round\",\n", " zorder=5,\n", " )\n", "ax[1].set(\n", " aspect=\"equal\",\n", " xlim=(0, 15),\n", " ylim=(0, 15),\n", " xlabel=\"x (mm)\",\n", " yticks=[],\n", " title=\"∇E at the qubits: principal axes\\n(red: E grows along it, blue: E falls)\",\n", ")\n", "# (3) in-plane B\n", "im3 = ax[2].pcolormesh(\n", " X_, Y_, Bt_, cmap=\"Greens\", vmin=0, vmax=Bmax * 1.05, shading=\"gouraud\"\n", ")\n", "ax[2].quiver(\n", " X_[::st, ::st],\n", " Y_[::st, ::st],\n", " G[\"curl\"][0][::st, ::st],\n", " G[\"curl\"][1][::st, ::st],\n", " color=\"k\",\n", " angles=\"xy\",\n", " scale_units=\"xy\",\n", " scale=np.hypot(G[\"curl\"][0], G[\"curl\"][1]).max() / 1.1,\n", " width=0.004,\n", " headwidth=4,\n", ")\n", "ax[2].set(\n", " aspect=\"equal\",\n", " xlim=(0, 15),\n", " ylim=(0, 15),\n", " xlabel=\"x (mm)\",\n", " yticks=[],\n", " title=\"in-plane B (arrows) and |B$_\\\\parallel$|\",\n", ")\n", "plt.colorbar(im3, ax=ax[2], shrink=0.78, label=\"|B$_\\\\parallel$| (T, 1 J)\")\n", "# (4) B_z on the same scale, and on its own scale in the inset\n", "im4 = ax[3].pcolormesh(\n", " X_, Y_, Bz_, cmap=\"PiYG\", vmin=-Bmax, vmax=Bmax, shading=\"gouraud\"\n", ")\n", "ax[3].set(\n", " aspect=\"equal\",\n", " xlim=(0, 15),\n", " ylim=(0, 15),\n", " xlabel=\"x (mm)\",\n", " yticks=[],\n", " title=f\"B$_z$ on the same scale as |B$_\\\\parallel$|\\n(rms {np.sqrt(np.mean(Bz_**2)) / Bmax:.0e} of its maximum)\",\n", ")\n", "plt.colorbar(im4, ax=ax[3], shrink=0.78, label=\"B$_z$ (T, 1 J)\")\n", "ins = ax[3].inset_axes([0.55, 0.55, 0.42, 0.42])\n", "bz_lim = np.abs(Bz_).max()\n", "ins.pcolormesh(X_, Y_, Bz_ / bz_lim, cmap=\"PiYG\", vmin=-1, vmax=1, shading=\"gouraud\")\n", "ins.set(xticks=[], yticks=[], aspect=\"equal\")\n", "ins.set_title(f\"B$_z$ ×{Bmax / bz_lim:.0f}: noise\", fontsize=8, pad=2)\n", "plt.tight_layout()\n", "show(fig, \"fig05_chip_plane_E_B_Bz\")" ] }, { "cell_type": "markdown", "id": "a121d516", "metadata": {}, "source": [ "**Across the surface.** The three statements of Sec. 3 about what jumps and what does not can be read off the finite-element field at a point 1 µm below and above the silicon surface. The figure plots $E_x$ and $E_z$ and the corresponding $D$ (as $D/\\varepsilon_0$) and the three components of $B$ against height, at a point away from any qubit, for the analytic mode (lines) and the finite-element one (dots): $E_x$ passes through the surface unchanged, $D_x$ jumps; $E_z$ jumps by $\\varepsilon_r$ while $D_z$ is continuous; $B$ is continuous in every component and $B_z$ vanishes." ] }, { "cell_type": "code", "execution_count": 17, "id": "7a001cf0", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:07:32.936363Z", "iopub.status.busy": "2026-10-03T07:07:32.936270Z", "iopub.status.idle": "2026-10-03T07:07:33.583766Z", "shell.execute_reply": "2026-10-03T07:07:33.583396Z" } }, "outputs": [ { "data": { "image/png": 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M5++7774rt912m1kvNzfXNIq86KKLTAPoe+65h18AH+OoF4n1KrC8vUj0ajQNot9+++3FKrkWExNjm/KXgwEAX6QB8rCg88k+Otf7zjLNHa2r9PG52+fa1iNTHQAA+CK3Z6CPHj1aXn75ZRk+fLhpBqZlU/TL7zvvvGO3nmYdTpo0yUxq6tSp8sEHH5gvvVpKZdWqVbZ1tWmo0sC6rjNw4ECpUaOGbNiwQR5//HG5+OKLpU+fPmYdLa2ij48cOVIaN24shw4dMs8ZFBRkAkDF3U9X/Zb8m2TmZprbOZYcGVxvsLSObS3fJX1nguYnM0/KyYyT8vIfL8u8ffPkH03/IZ0SOpXotQD4rqdXPy1bTtpfHVNWmldtLv/u9O9C19HPwbi4OBPA1iuCtMyG2rNnj6lXfeTIEbngggvkH//4h2mi6Wh9PUFppSU69MTkkiVL5PLLLzfNJvv162eC4vo5rGPBww8/bNbVALqVNpHUz+W1a9dKaGionDhxolyOCRzTcdha19yZyMhIW2Pu8qKBdP07QZuM6jjuKi25lvekizb9JogOwJc4ygrX+Zyr5tgt12C4o0xzR+tag+W6ngbVrY+7mqkO37FmzRrzXXnFihWyc+dOk9Sg39eLot/Px48fb7ZPTEyUe++91+47OAAAnsLtAXStN661S3Wg1Frm1atXlxdeeMEEtPPSbDINuFgtXrzY9qU3P2vmon75TUpKMk1CNVBerVo1ue666+SJJ56w1WDVy781e13r6GrmeaVKlaRnz54mu1GzHou7n666KPYik4GuQXSd6/0akTXkhkY3yPAGw2Vp0lJ5f+f7cuTcEdl3dp+pld6rRi8Z03yMRIe4dkk6AN+nwfM1R9a47fXffPNN+eSTT8xntH6Gata5Gjx4sAlg1qxZ02QIayBdP1MdrZ83gK7uuOMOeeutt0wA/e2335Znn322yP3QQPyYMWNM8FxpkB4V56OPPjLHvzA9evQwZXhKylEvEmvw3tqLRE+Aa7PwLl262PqU6N8OWqJF7zvKYC+q5BoAeDtHge68QfS8AW5rprl1XWumuaN1HQXLC9u+vEq7UDLG/X766SeT0KZ/1x0/ftylbY4dOya9e/eWTp06yfz582XdunUmUU2vBCvpd2wAAHw2gK70cnwtmVIYa1DcypUv4a1atTJZjIUJDw+XuXPnltl+uqpWZC2Z3nW6yUTX4Lnet9KAep9afUwN9M/3fy4f7PpA0rLTZHHSYll3cp3868J/Sfu4v/4YBeC/NEvcXc+tGeafffaZaeyptaY1a+jcuXPmsbzBSA2kZ2dnF7p+XnqSUrOB9cuYBkytVxUVZ4xAxdKrA3QqT1raR68qy0sD47t377b1ItE66TpO52/u/dxzz5lJy7DpuA8A/qQ4WeGOMs2dcRQsd7a9syB+cYLfjtYt7OSAqwjAl55mkd91113mtvYmcYWW5tOeY3q1oV6ldsUVV5gxXa8YJ4AOAPA0HhFA91caNM8bOM8vNChUhtUfZgLp/9n8H1l9fLUp6/Lg2gflpsY3ybUNrpXAALeXsQfgRkWVWClPGtzWjF4NhmvJFA2OW2uSl2Z9DbjrFyctmXX//ffblut2msnuiJZ5ef311002u7WEC1novkV/tnoFmZbpad/+/EnkL7/80pyc0Qw2pZeLa/ZaXtdee615/NZbb7VdoQAA/qSwrHBH8meaF7aeo2C5o+0dBfGVq8FvZ4Hy0paMKYsAPMR2dXdx6NWD/fv3N8Fzq2HDhpm/53bt2lWiPmMAAJQXAuge4GDaQYeZ6FYJ4QnyeNvHZeGhhfLqH69KRm6GvLvjXdlyaotMvGiiRARHuGW/Afg3DVprHwjN/tVSLd27dy+z9W+88UZTjiNvBtKgQYNk6NChppyW1tbMS4OjmrWkzZ+11nqvXr1MxjE8k5ZJszaN1ZMd1vt5v0hrXxIt+6L17VW3bt3M78z1118vzzzzjMkm12C5Nq211ivX5rT5aca51tbX8mwA4I+Kk1Vekud25fkcBfELC37nzwp3tm5xTw7kR81299GrxrQXWV7Nm5+/+nHr1q1OA+h69ZlOefuWAABQ3gige0Dw/I4Vd9hqoWtZF0dBdL28rV+tftKscjOZsnGK2W7VsVVy7y/3ytR2U6VqWFW37D8A/6XZvPPmzStyvR07dthuO1s/b0NQpWVeNAO9atW/Pts0oLpx40a79TR4as18evLJJ80Ez6cZZo7u60kQ66XfmlmutfLz0qsW9DJxDaLriZIRI0ZwogRAkZyV/iiPgLKncjXQXdFBfEfBb0dZ4c4C5YWVjClpGRpUDG38nb83ibUEmz7mjCZYTJ48udz3DwCAvAigu5lmnmvwXOlc7xdW1qVBdAOZdvE0eeq3p0xJlx2nd8hdP98lT7Z/UupUOp+BBwDeTEtuaCOpb775xt27gnLiSs36PXv2FFimTb9nzZpVrNdy9DwA/IejYKyibIf7g/jOgt+OssIHNxnsNIs+//MWVpYlf2C9PLPzUT4mTpxoeuXkzUC3XokGAEB5IYDuZlq2RTPPrRno1cKryTcHvzHzo+eOOizrUimkkkxuM1n+88d/zLpHzh2R+365T57t+KzUrcQffQC820cffeTuXQAA+AhntbdLUzcb5ZsZX1i2ubOfk56YzcrNMtPyA8vtfr7f7P5GetTpIQfOHJB//fAvs05IYIg81vUxiY+Il1xLrsRFxMnuU7tlZ8pOyZVcOXr2qOxI2SGda3SW3vXP99lA2dJsc+2Pk1dKSortMWe0UX3eZvUAAFQEAuhupsFxLduimecaNJ+0fpItI11pUH1K2ykFgulBgUFy9wV3S3xYvPxv1/8kOTNZ/vXLv+TZDs9K3Si+AAAAAADOgrHOynb4QmkXT3sPGtxOz06XM1ln5GzWWUnLTpO0rD+n7DSz7Fz2ObOOdepZu6cknU0yiUNPrn5SMrIzzDraCyozJ9P87KxznbJzs52+/isbXjFTXhpEf+hH+34qjszePlu+rPqlRxxHX9O0aVPZsmWL3TLrfe2XAwCAJyGA7gE0KK6TZpPnDZ4rvf/wuocl25JdoEa61kW/sfGNEhwYbJqKmiD6mn/JCx1fkFqVnJeBAQAAADw98FoW+++sRIezutneXtqlPN6DZmifzjwtqRmpcirzlJmnZqWen2emmsfOZJ4x89NZp233z2aflbOZZ81cn8Mb6X5zhUL56Nu3r0ybNs00BY+IiDDLtKl4kyZNnDYQBQDAXQige2g5F6uggCATPC+sRvp1Da8zc2sQfeK6ifJSp5doLAoAAACXeHvwuLD9d1T6w9EyR+VevOkYuPIeNBtcg9wn009KckaynDx3UlLOpZjbtnlGiplOZZwykwbJKyoAHhgQKBHBEWYKDwqX8OBwMw8LDjs/Dwozt/U7k94ODQo1k97WsixmCvpzHhhiEo1sU0CwnDh3Qnan7JZmcc2kRqUa5ruWvqZ1rglKR9KOyH1L77OV2KSxaNGOHTsmP/zwg7mdlpZmMsk1GF6pUiW58sorZe/evdKoUSN555135MYbbzTrjR49Wl5++WXTNH7ChAmyfv16mT59ulkHAABPQwDdg8u5aNmWvGVd9A84DbI7okF0XefDXR/K4fTD8tC6h+S5js9JpeBKFf4+AAAA4F28PXhcFvvvrNyLp9OguAa6j6cfN2UeNVisJU00KLz0wFJZuGehCRxr0PxkxslCy52UhL5e5dDKEhUSJVGhURIdGi3RIdGm/IreN/OQ8/PIkEjz/UTnkcGRZpk1YB4REmG+72gQ250uiLtA5g6a69VXY1S033//XYYNG2a7/9lnn5mpXr16ppm3/o7m5ORIbu5fJ2ISEhJk0aJFMm7cOBkwYIBUr15dXnjhBRk5cqSb3gUAAM4RQPfQci55WYPqjhqK5nVTo5tM1sjXB7+Wnad3yuMbH5cn2j5h/pAGgLKml92++uqrUrduXXniiSfk7bffljfeeKPQbSZNmiSdO3eW/v37y7x588wluq1atSqT/XnsscckODhYHn74YXGXKVOmmPcIAN5W6sRbg8dWZbH/zsq9uIs1W1wbWmpW9NG0o3Is/ZiZa7D8WNoxOZp+/rajoHiOJUe+3/e9y6+nxy02PFZiw2KlclhlqRJWxUwaHDfzsMoSExpj5rrMTGGVTWa4u4PeZa2whqUoqGfPnub31Zn69es7fLxNmzby448/ckgBAB6PALqXBtUd0T9c72xxp6RkpsjKYytl3Yl1Mn3bdBnbfGyF7CcA/wugz58/Xxo3bmzud+jQwaUAs5UG0Hv16lVmAXRPQAAdgLeWOvG04HFxldX+OwqclldteK0Vro0yD589bJs0UH7k7JHz87QjpqFmSWkJk7iIOIkLjzPzquFV7SYTLA+PNWUfq4RXMVngAAAAKIgAuo/RbPMHLnpA7vnlHpOFPm/fPGkQ1UCurH2lu3cNgA+5+eabZdeuXTJo0CC5+uqrpXfv3jJ16lRZvHixLF26VB566CFz2e6GDRvMfO7cuRIeHi6jRo0yQfNatWrJF198IUuWLJHnnntOXnvtNWnbtq3cfffdsm7dOtNQ6o477jCX9eb366+/mlqZp06dMk2nXn/9dbnoIvvyVrq9o+fSy4gvv/xy6dOnjyxbtkwSExPl+eefl/vvv1927twp48ePN9spfR+aza7bx8XFyYwZM6ROnTrmPURFRZn3dvDgQbnvvvvkn//8p9lOL0/WbKr4+HhzLADAm0qdeHvWbXnsf0lrw2u2rZZNOXTmkJkOnjloguU66X0Nlp/JOlOifdISKdUiqklCZIIkRCRIfGS8xIfHm/vxEfEmWK5zLaPia5nhAAAA7kAA3Qdp9sjkNpPln6v+KaeyTskrf7widaPqSssqLd29awDcpKyz52bOnGmC3wsXLpTatWubYHNeGlx+//33TYmWgQMHmjqY119/ve3xyy67TK666ioTTL/hhhvMMi190q5dO1MGJiMjQy655BIT7L7gggts22VlZck//vEP83wahP/ll1/ktttuk59//tnu9Z966imHzxUZGWmC6Lfccot5bMiQISawrsFubXrVpEkTGTNmjLn94IMPytdffy0xMTHy6aefmkD5xx9/bJ5fn0ObZR05csTsn+7Tiy++KK+88op57wDgqby9VIsnnXDQDPIDpw+Y4LjOD5w5Px08fT5Ybt3OVdrEUgPfiZGJUr1SdakeWV2qRVazzXXSIDmZ4gAAABWLALqXOph2sNC66JqV8libx+Rfa/4l2ZZsefLXJ+X1zq+bWoUleT4A3quk2XOlocFrDZ6rjh07yu7du4vcZsGCBSbbW7PRVWpqqmzdutUugK73tVGVNpuyOnnypMvPpVnuGnjv1KmTWa7Z4rqeZrLrpJnjhw8flk2bNpn1e/ToYdbTplfR0dG25x88eLAEBQVJzZo1JTY21gTS9UQCAHg6by/VUpE0i7xBTANTCiUrN8s05Vy8d7F8svUT2X9mv2ncWRyaEV4jqobUqPTn9OftxEqJJmiumeT6WgAAAPAsBNC9kAa771hxh2TmZppO9dpk1FHQu2VsS7mj2R3y6pZX5di5Y/LMpmdkStspJrsl73MtO7xM/rfrf+aLQWHPB8D3sufKS1hYmO22Bpqzsws2N3MUqPjggw9MULuwdRo1alRklrez59LM8bz7FhgYWOC+7qtu361bN1OnvazeHwB4Cm8v1VKW9PM+JSNF9qbulT2pe8xcp/2n95sT0GnZaXZNOZcdXOb0uaJCoqR2dG2pFVVLakbVPD+vVNPc1klLrwAAAMD7EED3ItYs8eSMZBM8VzqftWuWjGg4wmHQ+6o6V5ltlh1ZJquPr5ZP93wqf2/w9wKBeCu9resTQAd8h6derq8Z3ZoZbnXllVfKf/7zH3n77bdNUHr79u1SvXp1qVz5rytnmjdvLqdPn5bvvvtOrrjiChP40GC6Zpbn5ey5XNWlSxdTN10z0S+88EJTOmbLli0Faq3npyVizp49K5UqVSrWsQAAlK/MnEwTFN99arcJlJv5qT3mdmrmX2NRYTQJRTPF60TXMYFy69xMUbXNlZ7UHAcAAPA9BNC9RN5gd0hAiO1SUvXtoW9l6eGlDjPH9Y/4uy+4W3ak7pBD6Yfk3R3vStu4ttK0clMTKM8bPFeaga5lXAD4Dk+9XP+6666TW2+9Vd58801TakUbdv7rX/+S1q1bm8e1nMrs2bPttgkJCTFZ4Xfeeafcc889JrCtdczzB9Bdea7C6PqzZs0y9dW1xItmmI8dO7bIALrWU2/fvr0p50ITUQC+oKx7aJS3M5lnZNepXbZpd8puM9fa5LmWXJeC5Jo1Xq9yPRMg17nJ2I+uazLKQ4JCChwbLc0SExZTzu8MAAAA7hJg0fQ9VAjNtNRmdFpXN28tXVd8c/AbeeH3F2z3b258swmqa/Dc6p6W90i/Wv0cbr8tdZvc9fNd5tLTOpXqyGudX5PjGcftgvI3NLpBuid2twXhy7MuuganNBAGoHjOnTtn6ok3aNBAwsPDOXxehJ+df4zXvobx2r8D4O7ooeEqbeC5M2WnmXak7DBBcp0fTTvq0vbarLN+5fpSP6a+mVsD5XWi6tgFyb3x2AD+hDH7L4zZAFB+yED3EhrE1uxwa91zDXQrzTy3Lissc1wzzm9sdKPM3DFT9p/dLzO2z5CxzcearPX8QXLqogMAAHi/0gZ53dFDI79z2edswfEdyTtke8p2c/vw2cNFbhscECx1KteRhjENTTNQM1VuYILmpa1H7gnHBgAAABWDALqX0OC2o2C3o2XODK8/XH4+/rNsTtks8/bNk84JnaVdXDu77aiLDgAA4BtKG+StyB4aelHswTMHZVvyNtmevP38PGW7aehZVOkVTSTR4HjDKg2lUUwjaVSlkQmaa/Bcyx76U38RAAAAlD0C6F5EA935g+SOljkTFBgk9194v4xeOVrO5ZyTF39/Ud7s+qZEBEfY1qEuOgAAgG8obZC3vHpoaFa5ZpFvOblFtp7caoLlOp3JOlNkRrlmjzep0kQaxzY2gfLGVRqb2uTBgRX7tcbZsXFWMsfbaskDAADgLwTQfUjemuXKUWZ6zciacluT22Talmly5NwR01R0TPMxDkvFOKqLDsAz0L7C++TmFt28DgDKUlkEwE0DzVIEfE9lnJI/Tv5hAuU633Jii+xO3V1kVnmNSjWkaWxTMzWJbWKC5lqn3JX65BUl/7FxVjKnsOWl+dkQlAcAAKgYBNB9RN7SKxr4lgCRrNwsh0HwgXUGypLDS+T3lN9NKZeeiT2lRZUWhZaKAeAZtPluQECAHDt2TBISEsxteP7JjszMTPMzCwwMlNDQUHfvEgA/UtoAeHGcSD8hm09sNoHyP078YeZalqUw4UHhJkCugfJmVZvZAuaVQyuLr5TMcbRclaY+PU1MAQAA/CyAvmHDBhk/frysWbNGEhMT5d5775Vx48YVus2iRYvkzTfflFWrVklycrK0aNFCHn74YRk0aJDdevXr15e9e/faLevRo4csXbrU3M7JyZFnn31WvvjiC9m8ebOEh4dL9+7dzbJ69erZttH1L7vssgL7MXPmTBk1apS4W97SK1mWLBGL2G5r49APdn1gAuMaEA8MCJS7W94tY1aMMY+/8PsL8lqX12w1Il0tC+NKxjuAshUUFCS1a9eWAwcOyJ49ezi8XiQyMlLq1q1rgugA4O1OnjtpguW/H//9/PzE73Ik7Uih28SFx0nzuObSPLa5mTeLbSZ1o+uaMoO+XDLH0fLS1qeniSkAAIAfBdA1I693797SqVMnmT9/vqxbt04mTJggMTExMnLkSKfbvfXWW7bgt2Zhfv7553L11VfLV199Jf3797dbVwPcd9xxh+1+5cp/ZbSkp6eb57jtttvksccek7S0NJkyZYpcfvnlsnHjRomKirJ7rk8//dQEr6waNWokniB/6RVrBrqVLl92eJnEhsVKtfBqcvTcUflbnb/JnH1zZO/ZvTJ371wZ3mC4S8FyDZAXJ+MdQNnSz6UmTZpIVtZf/8bh+Sc+goODuWIAgFc6k3nGBMk3ndgkm45vMkHzQ2cPFbqN1iVvUbWFtIhrIc2rNpcL4i6Q+Ih48ceSOc6Wl6Y+PU1MAQAAKk6Axc2FdB9//HF55ZVXTCalZuepsWPHyuLFi2Xbtm1Otztx4oTExcXZLbvyyitNUP3bb7+1y0C/4YYbZOrUqQ6fR9c/ffq0VKlSxbbs0KFDUqdOHXn//ffluuuus8tA3759uzRu3LhE7zU1NdWcGNi6datER0dLWcufEa4B8//t+p8tsJ0/qK4B96phVeVw+mFz+eyMS2ZIQniCw+e1Bst1G2uJF81cd0bXm9J2ignUO8pKj4+PN6UoAADwNOU9XnsTxmv/o38rakPPTcc2ya/HfzUB892ndovFenmjk2B5y7iW0jK+pQmaa7A8JiymQvfbG1EDHSg9xuy/MGYDgA9noC9cuNBkjFuD52rYsGHy+uuvy65du6Rhw4YOt8sfPFetWrWSOXPmFDsrMG/wXNWsWdMMPrt37xZvkr/0yoiGI0wmuAa7kzOSTSmXvDQgfmm1S2X23tlyLuecTN86XR5u/XCh5WF0PmvXLLm8xuVFZrw/vO5hybZk24LuZKQDAAB4Ds2j0bIrG49tlF+P/WomrVtuLS3iSPXI6nJh/IW2gPkFVS+QKuH2f0ujYurTV2R9ewAAAH/m9gC6ZpkPHDjQblnz5s3NXDO/nAXQHVm5cqXD7PDXXntNnn76aZNFdtVVV8nzzz/vMABvtXPnTlNaxtFzde3a1WS/637dc889MmbMGPGGoLpmkWsddGsgXGlge0CdAXI847gsPbxUlh1ZJmtPrJX2ce2dlodR3x761qyfN8M8f8Z7UECQCZ4r3U6D8ATQAQAA3EcD41qKZcPRDbaA+dH0o07X10aeF8VfZALm1knLsFgzp2tH1XZb8Ly02dueylffFwAAgDdzewBdG4DmzwCPjY21PeYqrYG+fPlyWbBggd1yrYveuXNnk1WuNc0nT54smzZtktWrVztt5HbfffeZOue6rZVeyj1x4kTTYDQgIMDUQtdSM5mZmXLXXXc5fJ6MjAwz5b28zF00eG0tvWKtgW4trfKPpv+Qn4/9LOk56fLGljfkjS5v2DVzsm6rmecaPLcGxfU5+tXq5zDjXV9j0vpJtrIv1iA7AAAAKibwejTtqKw/ut5kmG88ulE2n9ws2bnnExzyCw4MNs09L0q4yATNWyW0Mg0+9e/e/K8z5IshttrdWtu7ogO9nrAP5cFX3xcAAIC3c3sAvSxoqZdbb71VbrrpJlMHPa+XXnrJdluD3y1atDBNS7V0TP511X/+8x/58ssvzeNhYWG25W3btjWTVd++feXcuXPy1FNPyZ133umwMZw+pgF7Ty3xYhUfHi/XNbxOZmyfYRqKLji4wDQYzb+tBsg187ywoHje17AG7B3VQAcAAEDZB141EN6tVjdTx/zgmYOFlmJpndDaBMp1ro0+w4PDi3wtDdJbS7zoXO9XdJDXE/ahPPjq+wIAAPB2bg+ga7b5qVOn7JalpKTYHiuKZqkPGDDAlH2ZPn16kev36tVLoqKiZP369QUC6PPnz5d7773XBN2vuOKKIp9LM9Q/+OADSUpKMhnu+WnGupZ5yZuBrs1JPdHguoNl/v75cuTcEfnvjv/KZYmXSVRIlNMsdleC4nnLx3xz8BtbwF237x7WXRpVbVSu7wkAAMBXZeZkyu8nfjdB1q93f20LvGqG+ZL9S+zW1aC61irXYHmbam1MwDyxUmKJXlcz3DU72polrfcrmifsQ3nw1fcFAADg7dweQG/atKls2bLFbpn1frNmzQrdVsunDBkyxMznzZtnlzFelPwZ4+vWrZNrr73WlGUZN25csd6Do+xzpftTnH1yp9CgULm96e0y9depcirrlHy460P5R7N/uJzF7owGz+9YcUeBZqOvbnmVy1IBAABclJaVZmqXrzmyxgTNNx3fZNfbJq+o0ChpX629CZa3rdbWNPx0JbvcFZoRraVF3Fmn2xP2oaLfF7XRAQAA/DiArqVQpk2bJunp6RIREWGWzZ49W5o0aVJkA9FbbrnF1DVfsWKFxMfHu/R63377rZw5c8auHMu+fftMI9PLLrtMXnzxRZf3fc6cOZKYmCg1atQQX9Cteje5sMqFsillk8zbN8+UcakRWbr3ptnm1i93WZYsEcv55VyWCgAA4FxqZqqsP7LeFjDX5p85lhyH62ozz6ZVm5qrB/vX7y9danWRwADHvX7KggZ23R209oR9qKj3RW10AAAAPw+gjx49Wl5++WUZPny4TJgwwZRW0VIs77zzjt16wcHBMmnSJDOpqVOnmvIpWmdcS76sWrXKtq42DVVfffWVWUeD4xrk3rBhgzz++ONy8cUXS58+fcw6GrjXEjA5OTnm9X/55Rfb8yQkJEijRufLjIwZM0aqVasmHTt2NM1HtYnorFmz5NVXXxVfoZn0dzS7Q8b/PF6yLdny/s735f6L7i/Vc2rZFq2Xnj8DnctSAQAA7APm646sk18O/2KmrclbJdeSW/DvNQmQprFNTWa5ZinrvHql6hxKH0ZtdAAAAD8PoGuQetGiRaZsigayq1evLi+88IKMHDnSbj0NcOfm/vUlYvHixbY64/lZLOfTnLXeuNYn1yafWmddA+DXXXedPPHEEyYIro4cOSKbNm2y1UfPS5uSvvvuu+a21lh/66235Pnnn5fs7GzTjPS9996TG2+8UXxJs5hmJhN9+ZHl8l3Sd3JN/WukYXThVwIUJn/ddFsN9IbdfTJrCAAAwBVns86awKgGy39O+lm2nNwiFuulenkEBQTJBXEXmGC5NWB+KuOU2VaXEzz3fdRGBwAAcK8AizXajHKnTURjYmJk69atEh0d7bFHfP/Z/XL7ittN1tPF8RfL4+0eL/PX0JI7ISEhZf68AAD4y3hdERivy8657HOy4dgGEyxfnbTaNAB1VJIlOCBYLoi/QDpW7ygdEzuaOuaVQirZHqech3+iBjrgGGP2XxizAcCHM9DheepUqiN9a/aVrw9+LT8f/1k2JW+SC2MvdPduAQAAeI3s3GxTt3xV0ioTNNcGoI6afmqGuTb51GC5TpphHhkS6ZXlPMoryEvw2HdrvgMAAHgDAuhwaGSjkaaEi37Rm7ljpjzX4TlTIx0AAAAF6UWde1L3mID5qkOrTGmW01mnHdYwb161uXRK7CSdanSSdtXaSVRolNeX8yivzHgy7gEAAOBuBNDhUHx4vFxV5yqZvXe2qVm+4eQGaRvXlqMFAADwp+RzySZgvuLQCll5aKUcSTvi8NjUr1xfLq5xsZm0NEuV8ColPoYalNbgdHlkepdGeWXGe3LGPQAAAPwDAXQ4Naz+MPly/5eSkZsh7+98X9pUbUMWOgAA8FtZOVmmjrkGzHX648QfDht/xkfES+canaVLzS4m0zyxUqLPl/Mor8x4T824BwAAgP8ggA6nYsNiZVDdQfLJnk9kU8omWXdynbSP40sLAADwH/tT98tPh36Snw7+JKsPr5a07LQC60QER0iH6h1MwLxLjS7SqEqjMkk68Kba3+WVGe+pGfcAAADwHwTQUWQW+hf7v5BzOefk/R3vS7uq7chCBwAAbuEsoFyWgeb07HRTv/zHgz+aoPm+0/sc1jG/IO4C6Vqzqwmat05oLaFBoVKWvLH2d3llxntixj0AAAD8BwF0FComNMZkoX+8+2PZfGqzrD+5XtrFteOoAQBK5NixYzJlyhT56aef5Ndff5XOnTvLjz/+6NK2J06ckPHjx8v8+fMlJCRERowYIc8++6xERETY1unZs6f88MMPdtvVq1dP9uzZw0/MyzkLKJc20Gxt/qkBc53WHF5jmqg7KsuiAfNLal5iguax4bFSnqj9DQAAAHgGAugo0jX1rpF5e+eZWuizds0igA4AKLGDBw/Kp59+Kl26dJHs7OxibTt06FBJSkqS999/X9LT02XChAlmPmPGDLv1+vbtK4899pjtflhYGD8xH+AsoFySQLOup1nmyw8sl2UHlsmBMwcKrBMcGCztqrWTS2pdYoLmTWObVuhVeNT+BgAAADwDAXS4lIU+oM4AmbN3jmxM3iibUzbLBVUu4MgBAIqtVatWcvjwYXN71KhRsmPHDpe2W758ucksX716tXTs2NEsCwwMNFnoGiyvU6eObd34+HiT2Q7f4iyg7Gqg+fDZwyZYrtPPST+b8nT51ahUQy6tdamZLq5xsVQKqSTuQu1vAN5kw4YN5iqxNWvWSGJiotx7770ybty4QrdZunSpXHbZZQWWz5w50/yNAACApyCADpez0L/c96VkWbJMFvrj7R7nyAEAik2D3iWxcOFCU4rFGjxXgwYNkuDgYFm0aJHccsst/DR8nLOAsrPlu1N2y5e7vpRTGadk47GNsjV5a4HnDA4IlnbV20m3Wt2kW+1u0jCmodt6vTiq4+4Ltb+9qREqgJKXZ+vdu7d06tTJlFlbt26duUosJiZGRo4cWeT2emVa7dq1bfcbNWrEjwIA4FEIoMMl8eHx0rtWb1lwYIH8fPxn2Xl6pzSK5g8bAEDF2LZtmzRv3txumZZmqV+/vmzdah8Y/fLLLyU8PNzUSdcv9C+88IJZD94fZHUWULYuT8tKk+/2fmcC59/t+87hc2gtc80w7167u3Sp0UWiQqPE3e/VGxuGusJX3xcAe2+88YY5+aiB8MjISLniiitk9+7d8vjjj7sUQG/Tpo00btyYwwoA8FgE0OGy4fWHyzcHvpFcyTVNRR9s9SBHDwBQIZKTkyUuLq7A8tjYWPNY3iaiN998szRs2FC2b98ukydPlh49esimTZskOjra4XNnZGSYySo1NbWc3oV/cTUoXlhzUFe219IsP+z/QZYcWCKrk1ZLVm6Ww9IsVze+WnrU7mHKsqw/ul6axTZzS/Dc0Xv11Yahvvq+ABS8Sqx///4meG41bNgwef3112XXrl1mTAYAwJsRQIfLakbWlB6JPWTJ4SWy7MgyuSX9FkmMSOQIAoCfS0lJsdU1d0a/VNetW/6Bs7zNQ7t162aalWrd9f/9738yZswYh9s89dRTJtCOslOcoLijIKtylrlssVhkW/I2WbJ/iZk2n9hc4PVDA0Ml25ItuZZcCQ0Klbf7vG17/YrMiM7/fp0FlH21Yaivvi8ABa8SGzhwoN0y61VjepVYUQH0rl27yokTJ8x699xzj9PxGgAAdyGAjmIZVn+YCaDrF9K5e+fKmOb8cQMA/u6jjz4q8suuZoFrs7CS0kzzU6dOOQze62POtGjRQpo1aybr1693us7EiRPNF/a8Geh5m5Ki+IoTFHcUZM2//S+Hf5EjaUfk+33fm6D5wTMHC7xmQkSC9KjTQy6rc5l0SuwkR9OOuhSsL6sAev5guaNgvbOAsq82DPXV9wXAnl4JVqVKFbtl1rE571Vi+WmNdB2Du3fvbisBM3bsWMnMzJS77rrL4TZcNQYAcAcC6CiWxpUbS9uqbWX9yfXy9cGv5YZGN0h0iONL4gEA/mH06NFmKk9NmzaVDz74oMCXaK2xqgHyohTWGFJrqeuEsuNKUNwavHYWZLVuHxgQKC+sfUFSMwuW1mlcpbEJmF9e93K5IO4Cs25h9dKLmxFdmjI0jt7v4CaDnQaUfaFhqCPO3pezWvAE2wH/0bZtWzNZ9e3bV86dO2euDLvzzjsdjt1cNQYAcAcC6ChRFroG0M/lnJOvDnwl1za4lqMIAChX+qX6iSeekLVr10r79u1tzUKzs7NNo1BnNm/ebC4fHzduHD+hClRUUDx/8NoaZD2TeUYW7Fogi/cttj2mV71Zg+caIG9XrZ0Jml9W9zKpE12nTPartI09HQXLC8s298VAeXE4OraKhqOAd3J0lZheIWZ9rDiuvvpqc8I8KSlJatasWeBxrhoDALgDAXQUW/u49tIgqoHsPrNb5u2bJ0PqDTG1RuHfyBoD4KrZs2eb+d69e03NU+v9vA3IGjdubMq+zJgxw1bPXC/xvv766+WZZ56R9PR0mTBhgowaNcpWbuXXX381X6yHDx9u6q1rE9HHH3/cPH7DDTfwA6pg+QPFzoLXJ8+dlKX7l8rivYtlVdKqAk1ANcDapWYXuaLuFaYJaGx4bJnuV3Ebezoa7xwFyylfUvwSPzQcBbyTXiW2ZcsWu2XW+65cJVacK8e4agwA4A4E0FGiP2auqX+NPLvpWTmZcVKWJi2VPrX6cCT9WEU3ZQPg3YYNG+bwvpZjqV+/vrmtmeU5OTl263322Wcyfvx4E0QPCQmRESNGyHPPPWd7PC4uTnJzc+Xf//63Ccxr1lu/fv3M5d5RUVEV8t58XWlPllqD18fSjslHWz6SRXsXyZoja0yWeV5aHk7rmWvQvGvNrhIZcv7ESnkoTmNPZ+Ods2A52eaOOcvOp+Eo4L1XiU2bNs2c3I6IiDDL9OR4kyZNimwgmt+cOXMkMTFRatSoUU57CwBA8RFAR4n0TOwpM7bNkJOZJ00Weu+avQutLwvfVp5N2QD4HovFUuQ6e/bsKbAsPj5eZs2a5XSbWrVqyddff13q/UP5nCw9fPawyTLXoPn6o+vFIva/B1XDq5pa5r3q9jJNQEOCQirkR1Gcxp5zt891Ot4RLHedsxMONBwFvJP2QXn55ZfNFWB6dZg27p4+fbq88847dusFBwfLpEmTzKS0AXm1atWkY8eOEhgYaJqI6jj/6quvuumdAADgGAF0lEhIYIgMrDNQ/rvzv7Lj9A75PeV3uTD2Qo6mnypuUzYAgGc7mHZQfkv+TbqHdZdGVRuZZcUpaZI3aP7tnm/l273fysZjGwu8TvXI6tKrXi8TNG9bra0EBQZJRSus1Er+oDjjXdke9/y/L5yEALxTQkKCLFq0yPQbGTBggFSvXl1eeOEFGTlypN16emWZXilm1bx5c3nrrbfk+eefN1eetWjRQt577z258cYb3fAuAABwLsDiShoYykRqaqrExMSYZmbR0dFef1STM5LlhmU3SJYlS7pV7yaPtH7E5W01i1Avv4fvoAY6AF/ha+N1SYLnd6y4QzJzM+0yzV1t/BgaFGqC5gv3LpRfj/1a4PlrRdWS3vV6m8D5RfEXmcag3oTxDgA8h7+P2XnxHRsAyg8Z6Cix2LBY6Vmjpyw6tEh+OvqTHE0/KtUiqnFE/RRZYwDgGzTzXIPn+TPNXSlpMmbxGNl3el+B56wdVVv61O9jpguqXuDVZd8Y7wAAAAD/QgAdpTK47mATQNfmX1/s/0Jua3obRxQAAC92UexFEhoYastAz1uWK2/w+OS5k3Ik7YgESICtnnne4Lk1aN63fl9pUbWFVwfNAQAAAPgvj7hmdsOGDdKtWzfTsbtBgwamg3dRtMbasGHDpE6dOhIVFWUaj3z++ecF1qtfv775wpZ36tmzZ4H1Pv74Y1ODLTw8XNq1aydLlixx2NCsf//+UqlSJdMV/NFHH7Wr4eaPGlduLBdWOV/7/OuDX9uy0AAAgHeqFVlLpnedLve0vEc+7v+xXZ3q1MxUmbdjnoxeNFou/+RyeXXDq3bNQLU8y80X3iwfDfxIFgxZIHe3v1suiPPujHMAAAAA/s3tGejHjh2T3r17S6dOnWT+/Pmybt0607lb65jlbzqSlzYb0SYkzz77rGlaosHzq6++Wr766isT5M5r1KhRcscdd9juV65c2e7x77//XkaMGCH/+te/pF+/fvLf//7XND/RwH7Tpk3NOhkZGdKnTx+pWrWqfPbZZ7J//365++67TSfxRx5xvfa3LxpUd5BsStkkp7NOyw+Hf5A+tfq4e5cAAEApg+g6xUfHS3p2uvxw4Af5etfXsvzgcsnKzbJbt1pkNZNlfmX9K+XC+AsJlgMAAADwKW5vIvr444/LK6+8YrK7IyMjzbKxY8fK4sWLZdu2bU63O3HihMTFxdktu/LKK01Q/dtvv7XLQL/hhhtk6tSpTp/riiuuMJnnGnxXmlXeqlUr6dq1q7z55ptm2fvvvy+33nqr7N69W2rVqmWWPfPMM+Z5jx49arb31wYn+kV65LKRcjLzpDSr3Exe6fxKkdvQ4MR/0GwNgLfx1fG6OHIsObL2+FpZkbxClh5YKmnZaXaPVw2vahqBXtngSmlbra3XNQIFAPgGxuy/8B0bAMqP27/tLFy40GSMW4PnSkuzbN++XXbt2uV0u/zBc6VBbw1wF8e5c+dk2bJl5jWtAgMDZejQofLNN9/Y7acG1K3Bc+t+nj59WlasWCH+LCQwRK6sfaW5vTV1q2xLdX7iA/4XPB/yxRCZtGKSmet9AIDne37T8/Lw+odlwZ4FtuB5VEiUDGo0SKb3mi7fDftOHu78sKmPTvAcAAAAgC9zewBds8y19nhe1vua+VUcK1eulMaNGxdY/tprr0lISIgpv6LlXDR73UqD9NnZ2Q73Qcu0pKWlOd1PrdceFhZW7P30Rf1r97d9gZ6/f767dwceYu2Rtba6+DrX+wAAz3Y2+6x8n/S97X6fen3kpZ4vydK/L5Wpl06VrrW6SnCg26sAAgAAAECFcPu3n+TkZKlSpYrdstjYWNtjrtIa6MuXL5cFCxbYLde66J07d5aaNWvKxo0bZfLkybJp0yZZvXq1yTS3voazfUhJSTHZ8Y7207qds/3Uuuk65b28zFclhCdI54TOsuLoClmStERub3q7RIf452Xv+ItmJoYFhZnguc71PgDAs21O2Sy5cr5J+lNdn5KBTQa6e5cAAAAAwH8D6GVBs8i1PvlNN91k6qDn9dJLL9lud+/eXVq0aGGalmpJlvzrlrWnnnrKBOz9xd/q/M0E0DNyM2TxocUyuN5gd+8S3Kxu5boy56o5JvNcg+d6HwDg2X5L/s3MAyRAutbs6u7dAQAAAAD/LuGimd6nTp2yW6ZZ39bHiqLZ3wMGDDDlVaZPn17k+r169ZKoqChZv3693Ws42wdr1rmj/bSu52w/J06caLaxTloSxpe1rdpWakbUNLcXHFggbu5PCw+hQfPBTQYTPAcALwugN4puJNGhXE0GAAAAwL+5PYDetGlT2bJli90y6/1mzZoVum1mZqYMGTLEzOfNm2fqkbsqICDAzBs2bCjBwcEO96FOnTq25qaO9nPPnj2mRIuz/dT9qVy5st3ky7QGer/a/cztvWf3yuZTm926P9qwcu72uTSuBADARedyzsnWU+d7u1wUexHHDQAAAIDfc3sAvW/fvqZueXp6um3Z7NmzpUmTJia4XZhbbrnF1DX/6quvJD4+3qXX+/bbb+XMmTPStm1bcz88PNyUdtHXtNLM6Tlz5ki/fv3s9vOnn36SpKQku/3UoHjXrlzebNWnZh8JCggyt78+8LW4M3g+5IshMmnFJDPX+wAAoHBbTm2RbEu2uU0AHQAAAAA8IAN99OjRkpubK8OHD5fvvvtOnnvuOVOK5ZFHHrFbT7PEp0yZYrs/depU+eCDD+T+++83ZVRWrVplm6w0sH7dddfJhx9+KEuWLJEXX3xRrr32Wrn44oulT58+tvUefPBBs+4DDzwgS5culdtuu0127Ngh9913n20d3b/69eubjHetn/7222+b+ua6jgbhcV7VsKrSJaGLuf3D4R/kbNZZtxwarbmtjSuVzvU+AABwrXyLujD2Qg4XAAAAAL/n9iaiCQkJsmjRIhk3bpypZV69enV54YUXZOTIkXbr5eTkmEC71eLFi211xvOz1t7WEiyaMX7nnXeaGuTVqlUzAfUnnnhCAgP/OndwxRVXmCD7o48+apqOaqPR+fPnm7ItecuxaOB87NixMnjwYJN5fvfdd8tDDz1ULsfFm11Z+0r58eiPppno94e/N81Fy4pmkjtqSJl/uc7DgsJM8Fzneh8AALgWQK9XqZ5UCT3fBwYAAAAA/FmAhU6PFSY1NVViYmJk69atEh3tu025ciw5ctPym+TouaOmAdnrXV4vsI6W3AkJCSlRWRZrUHzOVXNMsLyw5Y6C7QAAFMZfxuv8snKzZMj3Q8wJ8IG1B8qdF9xZovEaAICK4q9jtiOM2QDgwyVc4Hu0Bnq/Wufrx+88vVN2pu4s17IszpZr0Hxwk8EuBc9pOAoA8HfbU7eb4Lmi/jkAAAAAnEcAHeXWTDRAAszthYcWlslzWsuyqLxlWZwtdxUNR4uPEw4A4Hs2ntxou039cwAAAADwkBro8E3VIqpJm6ptZP3J9fJ90vdyW9PbJDQwtFTPqZnkWp4lf1kWZ8td5SiDnZIvzjkrmQMA8G6/Jv9q5jUja0pCeIK7dwcAAAAAPAIBdJSbvrX6mgB6alaqrDq6Srondi/1c2qg1lGw1tlyV9BwtHg44QAAvln/fFPyJnO7dWxrd+8OAAAAAHgMAugoN5dUu0QqBVeSs9ln5dtD35ZJAL08lDaD3d9wwgEAfM+2U9ts9c9bVyWADgAAAABWBNBRbrS8R8/EnvLVga9kzfE1cuLcCYkLj/PII16aDHZ/wwkHAPA9G5I32G4TQAcAAACAv9BEFOXeTFTlSq58l/Sd2482zS/LLog+uMlgTjoAgI81EK0dWVviwjzzZDcAAAAAuAMBdJSr5jHNpU6lOub2okOLxGKxuL355aQVk8xc7wOl+X2au30uv0cAvF5mbqZsTtlsbpN9DgAAAAD2CKCjXAUEBEivGr3M7b1n98rO0zs9qvklUBKcjAHgS7akbDFBdEUAHQAAAADsEUBHubuixhW224uTFru9+aXSud4vDBnGcIaTMQB8ycbk8+VbVOtYGogCAAAAQF40EUW5qxZRzXwh1y/oS5KWyO1Nbvf45pfWDGPNVNdgu25Hk1HkPxlj/f0o6mQMAHhD/fN6lepJbFisu3cHAAAAADwKAXRUiF41e5kAenJmsqw9sVb6V+vvliOvQXBXAuGOMowJoKMkJ2MAwJPpGPfHqT/M7VZVW7l7dwAAAADA41DCBRXi0uqXSmhgqLn9xtY3ZNepXW5tKFrW5V7gfzRoPrjJYILnALza7ym/S1Zulrndtmpbd+8OAAAAAHgcMtBRISoFV5JLql0iSw4vkQNpB+Sar66RKmFVpE1CG2lbva20rdZWWsa1lNCg80F2dyPDGCWl5X/ITAfgLdafWG/mARJABjoAAAAAOEAAHRVmeIPhsillkxw7d8zcT8lIkaUHlppJhQSGmCC6BtPbVGtjpqrhVd32E3K13AtgRe18AN5m3cl1Zt6kchOpHFLZ3bsDAAAAAB6HADoqTKPoRvJ0+6dl6eGlEhEZIQfOHpD1R9bLobOHzON6CfmGYxvMJL+f36ZudF0TSG+d0NpMjas0lqDAIH5q8EjUzgfgTVKzUmVH6g5zu20c5VsAAAAAwBEC6KgwB9MOyuiVoyUzN9PUFdcmjGrw54PNsqCAIGkQ00B2n9otOZYc89i+0/vM9MXOL8z9SiGV5KL4i0wwvVVCKzOPCYvhpwiPqp2vTfmonQ/A0208uVEscr4fCfXPAQAAAMAxAuioML8l/2YC5UoDjJqtq6zLNGh+4wU3St/6feW347/Jkv1L5Oekn+Xw2cNyJuuMWeds1llZlbTKTFb1K9e3BdN1rlnqwYH8apcVanq7fgyonQ/AG+ufmxJqVVq6e3cAAAAAwCMRZUSFuSj2IgkNDLVloGswUuXP2I0MiZQalWrI7G2zbcvfuOINOZJ+RDYc3SC/HvtVdp7aaXvePal7zGTNUo8IjpAL4i6QVvGt5KKEi0zGemKlRH7SJUBN7+IfA2rnA/AW60+eD6Br8Fw/3wAAAAAABRFAR4WpFVlLpnedbjLRuzfsbgtCakAyf3Zv/lrSR9OPypAmQ8ykUjNTZdOxTbLx2EbZeHyjCaqfzjxtHkvPTjfbWzPcVbWIanJh/IUmoK6BdQ2wR4VG8dMvAjW9OQYAfJOOq1paTVG+BQBQWhs2bJDx48fLmjVrJDExUe69914ZN25ckdvt2bNHxo4dKz/88INUrlxZ/vGPf8ijjz4qgYGB/FAAAB6DADoqPIiuU3x0fKEZu0XVkq4cWlm61upqJpVryZW9qXtNIF0nLQGzLXmbrZa6Bgq+3/+9mVSABJh66xpUN4H1+IukaWxTCQ0KrYCj4D2o6c0xAODb2eeqXVw7t+4LAMC7HTt2THr37i2dOnWS+fPny7p162TChAkSExMjI0eOdLpdRkaG9OnTR6pWrSqfffaZ7N+/X+6++24JDg6WRx55pELfAwAAhSGADo9U3FrSgQGBJiCu06DGg8yytKw0+ePkH7Lp+CYTVNf5obOHzGPaNG3XqV1mspZ+0brpGkS/MO58UF2z1BtVaeTX9dSp6c0xAMrjS/aUKVPkp59+kl9//VU6d+4sP/74o0vbnjhxwmS36ZfzkJAQGTFihDz77LMSERFht96uXbvk3//+tyxevFiysrKkRYsW8tprr0nHjh35gf5p3Yl1Zh4VHCWNKzfmuAAASuyNN96QgIAA+fTTTyUyMlKuuOIK2b17tzz++OOFBtA/+eQTk4G+ZMkSqVWrllmWnJwsU6dOlX/9618SHh7OTwUA4BFcigwGBQXJypUrzRlloKKUtpa01lLX4Hve7PXj6cflt2O/yaYTm+T347+bTHUtB6Oyc7Nl84nNZvpk2ydmWXhQuDSr2kxaxrU0AXWda5A+KDBI/KVRZnnU9Pa2xqTUNYcv8JSx/ODBg+YLdpcuXSQ7O7tY2w4dOlSSkpLk/fffl/T0dJPdpvMZM2bY1tm7d695bn2ful5oaKj88ssvkpaWVg7vxjvpVVvWAHqbqm0kKMD3xjQA8HWeMq6rhQsXSv/+/U3w3GrYsGHy+uuvm5PaDRs2dLpd165dbcFz63Z6EnzFihVy+eWXV8j+AwBQJgF0i8XiymqAx4uPiJfL6l5mJuvv9v7T+00g/fcTv5ugumatax11dS7n3Pk668c22p5Dm5Q2i21mAuo6tYhrIQ1jGnp1pnpFNgulMSngHp4ylrdq1UoOHz5sbo8aNUp27Njh0nbLly839VFXr15tyyTX+qiahf7YY49JnTp1zLL77rvPZJx//vnntvqpenk4/rLj9A45lXXK3O4Q34FDAwBeyFPGdbVt2zYZOHCg3bLmzZub+datW50G0HW7du3sy4g1aNBAwsLCzHYlCaBrfw/tuVUtvJocPXdULoq9yCx3tqyox8t6WXk895H0I/J90vcyuPlgubTOpYUmLDlaXpHreup+8R44tvx+eP6/veKuW9aCvbXhyKJFi+TNN9+UVatWmcu89Mvyww8/LIMGnS/f4cjw4cNN1ttbb70lt912m225Xm7mSNOmTc3ArZYuXSqXXXY+6JrXzJkzTQAA3kl/9tbs4gENB5hlObk5svvUbpOlrmVf/jjxh2xN3mpraqrB9Q3HNpjJSoPOGlTXYHrzqs3NvEmVJl5TU70im4XSmBTwbyVtCqZZavXq1bMrw6JjvtZJ1b8JbrnlFklJSZF58+aZzHOajzm39vhfTbbbx9n3GAEAoLj0+3iVKlXslsXGxtoeK852Spc5207rputklZp6/mpia/D81p9uNVda5aX9r7SEp7NlRT1e1svK+rmtvj30rfkOqt9NNTlM19P19Srq8OBwOZd9rsByVVHrVuRr8R687+fgqfvFe/CMYxvuwrp6Ve0XV39RbrEslwPo69evl3Pnzrm0bvfu3cu94YgGwXNyckzt04SEBJNpdvXVV8tXX31lLh9zlLm2bNkyh8+ll77lpfVSdZ/69etXYF0NwNeuXdt2v1GjRi6/V3gHLc/SOLaxma5ufLVZlpWbJbtSdsnyA8tl2oZptuakVhp0/vX4r2ayCg4IloZVGp4PqFc9H1jXcjDRodHiz81C/bExqbeVrIHvKq+xvCJolpo1m81KM9Tq169vO9mt70/LwmhWnpZx0dItelm4Xgo+duxYN+2551l74nwAvXZkbakeUd3duwMA8MNxvaSeeuopmTx5ssPHNDM7f/BcOQo4511W1ONlvaysnzuv7SnbC6yviWGOnif/8opc11P3i/fAseX3w/P/7TlbrnG68kwGdTmArl88XblMTDN6NbBd3g1HtJ5aXFyc7b5ut337dnnppZcKBNBzc3PlrrvuMgPt6NGjCzyXNjDLS4Pwelb773//e4F127RpI40b02zL34QEhpjgt9ZHzxs8H9tmrNSoVMMs33Jyi5ms5V+yLdmyLXmbmayNSlXtqNq2YLpmrevtxEqJTq+E8LVmof7WmJSSNfAk5TWWVwTNRMs77ufNcLNmqVlLw+hY/89//lOeeOIJWbBggblds2ZNc6K9uNlsviYtO01+T/nd3G4f7/snMAHAl3nKuK5j8alT50uDWelVYdbHirOddVtn202cOFHuueceuzHbWsZNy5kEBgT6bQa6IgOdDGNvzfT21P3iPXhXBnr7ckzQdDmArgHu1q1be0zDEUdforWu6pw5cxyWWcnMzDRlWxwF0PP7+OOPzSCs2WtAYdnTAxoMMAFga6a6ln/Ze3qvbDmxxdRS1/IvW5K3yKmMv/4wPHDmgJkW71tsW6ZZ6RpMtwbVm8Y2lUZVGpkPCV9slOlPTTkpWWmz4SMAAELySURBVANPUl5juX7RtQavndFxvm7d8v13ryfM1ZVXXilPPvmkua31U7ds2SLPPfec0wB6YdlsvmbjyY22E8Ed4qh/DgDerLzG9eLS0qc61uZlvd+sWbNibbdnzx5zUtvZdnr1mU6O1IqsJTMumeH2muQV/XrUQKcGuq/UovfU/eI9eMaxLe66ZS3A4sIpa60jqrXGy6PDd7Vq1cwZ5AceeMC2LCkpyWSKadaYfgl2lV6WVqlSJfn6669ty06fPi1NmjSRd99915Rk0bPv+Wug56WDte7T7bffbr5sW1lroGu5mBMnTpjAvu73mDFjnO6Po4w2DczrpebR0Z5XxqMixcfHS0hIiHij4v7j1H9iR9KO2ILpGlzXmuoHzxwsdDvNnqhXuZ4Jpuuk2QRNqzaVmpVqujVbHcVDBjo8RXmO5Xo1WWHjoerRo4cZS/OyNhH98ccfi3wN7WOiY3reMV5pWRethf7000+bvxsGDBhg9ueOO+6wraPjuQbUT548Kf4+Xk/7Y5p8sf8LU2bss8s+M42xfXW8BgBfVp7jenHp1ePTpk0zwe+IiPPjivY0+/bbb00JNme0Z8mtt94qe/fulRo1atjGbH2+I0eOSHh40clEOmZr+VdfHLOLizEbAMR3m4iWtOFIfloDXeuc65fnvHTw1bPyjuqZO6JfzHUQzl++RQdlvVxMg/TWkjN6yZxmtmt5GH/PaPMnxc2e1t8XLdGi02V1/2pEezrztCnvomVfdL715FbZkbLD1sxTLz3UZqY6Ldyz0LZdpZBK0rhKY2kS28QE1a3zKuEFG/DA/fytZA38k17d5coVXqWhWWoffPCB3TINemvZN2uWmjYUV45yAwprKlpYNpuv1j9vWaVlkcFzAABcoX8DvPzyy+Zkt/Yz09rs06dPl3feecduPW38PWnSJDMpXV+/rw8ZMkQee+wx2b9/v/n+fP/997sUPAcAwG8C6GVBS73omeubbrrJLmNds9r0TPjq1atdfi4t39KgQQPp2LGj3fK2bduayapv376mYYsGye+8806HGcGF1WcDtGyLBlTz1mjKzs2Wfaf3ybaT20yWugbVtRHM4bN/lUY4m3VWNh7baKa84iPiTWDdOmkJGJ1HhUZxsN3Mn0rWAOVFx12tab527Vpp3/785+aXX35pmoZq42+l47dmpH///fd2AX29r2Xe/F1SWpIcTDt/9RP1zwEAZUWv0l60aJHJOtcrwapXry4vvPBCgZ5mWofdWm5N6clrLemqiWmDBw+WypUry9133y0PPfQQPxwAgPcF0PMOcp7ScMRKs9R1kNYvzHqWO68HH3zQDMS1a9e2PadKT083wWwdoPPS5fPnzzcDvyu0lqpmw1lLzvhzRhvKRnBgsDSMaWimfg3+umpCa6hrdvr25O1m0ox1vX8m64xtnePpx820KmmV3XNq5rsG0xvFnA+oN6zS0NwmsA74l/Icy4tr9uzZZq6XbGtZNOv9vD1RtGG3ln2ZMWOGud+tWzdzFdj1118vzzzzjBmzNctNy8DkPTk9ZcoUcxXZv//9b+nVq5e5Mk2vLvvuu+/E3/1y/Bfb7Y7x9okCAADv4knjumrTpk2RJdkcXSGmJ7/zl2cDAMDTBHtrwxGl5VP0ci+dz5s3r0CwWuutbdy4UT788EO75Zoxrlls+RueffXVV3LmzJkC5VuKQj1qlLeYsJgC2er6B6hmpmuGugmsp2yXnSk7ZVfKLsnMzbStp+vo9NPBn+yes1pkNRNI14C6NWivt6uGV+UHCqBcabNwR/e1HEv9+vXNbc0s10y1vD777DMZP368CaJrXe4RI0bY9SuxPpeO5Vrz/MUXX5RGjRqZvwO0mai/W338/BV5cWFx0jDKcZN2AAAAAICHBdD1kmwts6KZZNaGI5qJpo0/tVFnYW655RYTIF+xYoVpmJHf22+/bb5E56WNQO+77z6Tme6ofIsG9PXsuSvmzJkjiYmJtoYnQEXSEzc1omqYqXvt7nZlYA6cPmCC6ZqlrtPOUztlz6k9kpWbZVvvaNpRM61MWmn3vFXCqkiDmAYmoK5zM1VuIDWjakpQYFCFvkcAvsmF/uWmEVl+OtbPmjWryG1vvvlmM+Ev2l9jw8kN5nan+E6c/AcAAAAAbwmgl7ThyNSpU035FK1BruVZtAO5VefOnc28Q4cODl9TM9u7du1qt0wD7ZqBrsF1R8aMGSPVqlUztdG1EZk2EdUv8a+++mqpjwFQ1mVg6sfUN9MV9a5wGljfdWqXrUnpuZxztvVSMlJk/dH1ZsorJDBE6lWuJ/Ur1zdBdX1+633NkAcAeK6NJzfark6ifAsAAAAAeFEAvaQNRxYvXmxr1FmSzLb8tBGZZsE7K9+iNdbfeustef75581l5S1atJD33ntPbrzxxmK/FuBJgfVcS64cOnPIBNS1/Mvu1N1mrvdTM1Nt62n2ujWjPb/YsFhbQD3vVDe6roQHh1fYewQAFF7/PDggWNrG/dUUHQAAAABQuABLSaLNKBFtXBoTEyNbt26V6Ohovz6Kehm+1q+F59KPhuSMZBNM35O6x2SqW+cHzxw0gXdXaBPTetH1pE7lOnbz2tG1Ca4D8Ei+Nl7r5/moH0dJUnqStKnaRp7p8IzL2zJeAwA8ma+N2aXBmA0APpyBDsBza6xrQ9GqiVWlQ6J9OaTMnEzZf3q/CajvTd1r6qubeeoeOXnupN261iamPx/+ucBraCNTzVKvE13HbtLgOmVhAKBsHEg7YILn1vrnAAAAAADXEUAHysC+1H2y9shaaV+9vdStXNfnj2loUKg0qtLITPmdzjxtjocG061zDbZrgD1vSZi8jUzXHFlT4HmiQ6PPB9OjapuAuk61omqZ+zUq1ZCQIK5gAABXrD6+2nabADoAAAAAFA8BdKCUNEg85IshkpGTIWFBYTLnqjl+EUR3RgPfLeNbmim/UxmnzPHae3qv7E/dbwLr+07vM/P8mesaiN98YrOZ8gsMCJTqkdVNQL1mVE0zz3tbM9u15jsAQOTnY+evAKoeXl3qVKrDIQEAAACAYiDCBJSSZp5r8FzpXO/7cwC9MFqW5aKEi8yU39mssyaQfuD0Adv8wJnzt5POJEm2Jdu2rtZfTzqbZCY5UvB1ggKCTIC9RlQNE1DXjHUNrms99pqVzs9pbgrAH5zJOiO/Jf9mbndO6GzKcwEAAAAAXEcAHSglLduimefWDHS9j+KrFFJJmldtbqb8snOzTakXDaprA1MNquv80JlDZn4s/Zjd+jmWHDl09pCZ9ISGI1rfXQPpGly3zqtXqi6JkYnmfnxEPFnsALzeL8d/MZ+JqnO1zu7eHQAAAADwOgTQgVLSbHMt2+JPNdArmpZj0QxynRzRkxeapW6C6ho4P5NnOntIjqUdE4tY7LbRkjE6OSoRY81i1yC6BtU1m906aXkYXaZznfSkCQB4qlXHVpl5ZFCktIpt5e7dAQAAAACvQwAdKAMaNCdw7j4axK4fU99MjmTlZMnhtMNy+OxhE1S3ln/R+9Z5ena63TaasXkk7YiZClMlrIokRCZItYjzAXW9nRCRYJvrsriIOAkJpOkpgIqlV+9oBrrqEN+BzyEAAAAAKAEC6IAf0kae/pQxHxIUInWi65jJEYvFIqmZqSaQrpMGza3zI2ePmOC7lpDJH2RXKRkpZtqevL3QfYgNi5X4yHiJD483me3WSYPrZh4eZ25rnXhtkgoApbUpZZOcyT5jq39eHAfTDpra6d3Dukujqo34YQAAAADwWwTQAT8Mng/5YoitZruWn/GHIHphtKmeBq51ala1mdMg++ms0yagrsF0a3a6lofR6Wj6UTM/nn68QLkYlZyRbKbtUnigPTgg2NRnrxpR1cw1sG69r0F4DbLrPDY81iyPDIkss+MAwDfLtwRKoHSK71Ss4PkdK+6QzNxMeXXLq4wTAAAAAPwaAXTAz7LKdR0Nniud631/D6C7GmSvHFrZTE1imxRaMkFrq5vAevqf05+3Nbh+Iv2EbZm1sZ/d9pZsE4zXyRXhQeFSJbyKLaiuJWU0sK4nA/S2Pmbmf066XLfR9wPAd+lJv1VHzwfQL6hygfnscpVmnmvwXDFOAAAAAPB3BNABP8sq1wC7rmNdV++jbBueWhuMFmbOtjny6MpHbfevaXKNNKzS0ATZrQ1OT6aflBPnTpiguzWYld+5nHO20jOuCg0MtWXcm5MCYZUlJjTGzK0nCfLejg6Ntk0E3wHvsO/sPjmUfsjc7lKtS7G2vSj2IvM5oZ87jBMAAAAA/B0BdMAHFCerXJdrgN2faqB7og6JHexOZNx84c1OfxaaSXo266wkn0uWkxknzVwnDa6nnEs5Xx7mXLKpxa6Bd53r+s5oUMyaHV9cWmJGA+lRoVHng+oh529XCqkkUSF/zkOjzG0tL1Mp+Px96219XG9HBEdQ6x0oRz8d/cl2u2tC12JtWyuylkzvOv18DfSG3RknAAAAAPg1AuiADyhuVrkGagmcu1dxTmRouRUTlA6NkjriuBFqflk5WbYGp9bpVMap81PmKUnNSLUt0waq1rmjRqn5S8xY67mXlgbRI4MjbQH1vJMu02x36/3w4HBz38yDw83vufW+3rZNwefnoUGhJoNW5zRlhT/68ciPZl4/qr7UqlSr2NtrEF2n+Oj4ctg7AAAAAPAeBNABH0BWuXcqzxMZIUEhkhCZYKbi0MC7BthPZ562TRpYt87PZJ6RM1ln7G7rdDbzrGmyqpnvuZZcl15Lg/U6aSZ9eZfVsQbTda7HJiQw5K/5n5Oup1Pe25pxr/OgwCAJCggytzUgr7etc31Mb5v/AuwnpfMA/e/PuvN6+5qm15j9AcrDkfQjsuP0DnP7kmqXcJABAAAAoBQIoAM+HIx1tbEoYKVB5fiIeDOVhJab0aC4CapnnZW0rDQz10mX6WO6LC077fxj2efXsQbTdbl1Hb2i4lz2OXPfUcNVV2ljV530uT3FwEYDCaCjQsq3XFrt0mJtezDtoCndonXQNQMdAAAAAPwdAXTARxWnsShQVjTLWsuv6FSWNDM+PSddMrLPB9W1eap1rr/jOmXmZJplZp5zTrJys8xtM+X+Oc/JNMF062Nmnnt+mXXSZdbbGri3m+fmmNuaZa9z6+1iHyc5n40OlGcAvXp4dWkY3bBYwfM7Vtxh/k3o1RpaBz1eKOECAAAAwL8RQAd8VHEaiwKezpRbCQoR8cCqJ5p1r/9pIF1vW4PqZqnFIrlyfrmyLtdmqkB50P4Em5I3mduXVr/UVjrIFZp5rsFzpXO937pua35QAAAAAPwaAXTARxW3sSg8gy+U3Snte/C2Y6ABSv3PWvM8RELcvUvwY6uOrTInaYpT/9xatqVaeDWTeW7NQNcyLgAAAADg7wigA+XInYFAGot6H18ou1Pa9+ALxwBwp+VHlpt5bGistKjSothlW6a0nSJHzx2lBjoAAAAA/IkAOlBOPCEQ6KixKDyXL5TdKe17KGx7b8tMBypaalaqrD+53pZ9HhQQVOyyLRo871erX7nvKwAAAAB4CwLoQDnxhWBoRfP3AKkvlN0p7Xtwtr0nnJACPN2KoytMDX7VPbG7S9tomRbKtgAAAACAcwTQAS8LhvpqkJkAqW+U3Snte3C2PSekgKL9cPgHW/kWV+uX14qsJdO7TjeZ6LqN3gcAAAAA/IUAOuBFwVBfDjITIPWdsjulfQ+OtveF7HygPJ3KPGUr39KtejeXyrdYm4dq4JyyLQAAAADgWKB4gA0bNki3bt0kIiJCGjRoINOmTStym0WLFsmwYcOkTp06EhUVJR07dpTPP/+80G2GDx8uAQEB8vbbb9stHzVqlFmefyqL/YR/0yDg4CaDyywg6ijI7CusAVJFgBTOTkhN6TrFp04cAWXlp6M/Sa4l19zuXr27y81DX/j9BTPX+wAAAAAAD8xAP3bsmPTu3Vs6deok8+fPl3Xr1smECRMkJiZGRo4c6XS7t956S3JycuTZZ5+VhIQEEzy/+uqr5auvvpL+/fsXWH/58uWybNkyp8/XqlUrmT59epnvJ1CWfDkL1xfKl6B8+UJ2PlDe5VuqhlWVlrEti908VO9TvgUAAAAAPDCA/sYbb5hs708//VQiIyPliiuukN27d8vjjz9eaGD69ddfl7i4ONt93W779u3y0ksvFQig5+bmyl133SWTJ0+W0aNHO3y+6Oho6dy5c5nvJ1CWfD3ITIAUAIovJTNFNp7cWKzyLTQPBQAAAAAvKeGycOFCE/DWoLSVlmbRYPiuXbucbpc3eJ43i1yD2vnNnDlTMjMz5bbbbqvw/QRKW/N87va5Zl5eZWEAd/4+Ayi9ZYeXSa64Xr4lb/PQe1reY+ZknwMAAACAhwbQt23bJs2bN7dbZr2/devWYj3XypUrpXHjxnbLTp8+LQ899JA899xzEhTkPCNr/fr1ppa61jfXUi0bN24st/0EitMwdNKKSWZO0LH8EeCt+N9njjlQet8nfW/mCeEJ0rJK0eVbrDRors1DCZ4DAAAAgAeXcElOTpYqVarYLYuNjbU95iqtga51zhcsWGC3XEustG7dWvr16+d023bt2kmXLl2kRYsWcvDgQXnyySelR48e8uuvv0rdunVLvJ8ZGRlmskpNTXX5/cB3acDQlRIsjhqGknVevj8XDexa68vTqLJsOWuA6wnH3NV/k4AnSkpLks2nNpvblydeLoEBbs+NAAAAAACf4vYAelnQEiq33nqr3HTTTXLllVfalu/YsUOmTZsmq1evLnT7O++80+5+r169pGnTpvLqq6/K008/XeL9euqpp0zddaAkQVpfbhjqiThhUb4c/T6X5zF3NSjOiRN4u+8Pn88+V5fXuLzI9Q+mHTQNQ7UGOpnnAAAAAOAFAXTN4j516pTdspSUFNtjRdHs7wEDBphyKtOnT7d77MEHH5TBgwdL7dq1bc+p0tPTTTZ45cqVHT5nQkKCXHLJJaasS2n2c+LEiXLPPffY7utr1qlTp8j3BN9VnIChrzcM9TScsCjfQLWz3+fyOElUnKA4J07gzSwWi618S8OohtIgukGRwfM7VtwhmbmZEhoYSu1zAECZOHHihIwfP17mz58vISEhMmLECHn22WdNedTCBAQEFFimSXHvvvsuPxkAgEdxewBdM723bNlit8x6v1mzZoVuq41BhwwZYubz5s2TsLCwAnXLtZb5hx9+WCDj/IknnpDDhw+7PKCXZD91f/LvE/xbcYO0GvQjcF4xOGFRfMXN3s7/+1wWx9xRAL84QfHyOnFCWRhUhB2nd8j+s/tdzj7XzHMNniud632y0AEApTV06FBJSkqS999/3ySrTZgwwcxnzJhR5LaadHbVVVfZJbMBAOBp3B5A79u3rymzogOs9Qz17NmzpUmTJtKwYcNCt73llltMgHzFihUSHx9f4PG3335bzpw5Y7fssssuk/vuu89kpjtz9OhR+fHHH2X06NFlsp+AFUFaz8YJi+Ipi+zt0hxzZwH84gTFnf2bLE0AnLIwqCjW7PMACZCeNXoWub6WbdHMc2sGut4HAKA0tA/ZDz/8YMqmduzY0SwLDAw0WeiPPfZYkVdg63fpzp0780MAAHg0twfQNUj98ssvy/Dhw82Zai2boqVY3nnnHbv1goODZdKkSWZSU6dOlQ8++MDUGddSKqtWrbKtax2AO3To4PA1NWO8a9eu5raWZRk4cKCMHDlSGjduLIcOHTLPGRQUJOPGjSv2fgJFIUgLX+HusjfOAvjFPVGV/99kaQPglIVBRcjJzZElSUvMbQ2EVwuv5lLt8yltp8jRc0epgQ4AKBMLFy6UevXq2YLnatCgQeb7+6JFi0zSGwAA3s7tAXS9REsHVg1Way3z6tWrywsvvGAC2nnl5ORIbm6u7f7ixYttl3w5qgnqKi2xotnrU6ZMMZnnlSpVkp49e5rscq2dXtz9BAB/4e4rKgoL4JfmRFVpA+DuPrEA/7DmxBo5mXnS3O5Vs1eh61L7HABQXrRsqvYjy/8du379+rJ169Yit3/ggQdMslpcXJzJWtdktqJqpwMA4HcBdNWmTRtTMqUw+YPiS5cuLdFr5X+e8PBwmTt3bpntJwD4E3deUVFeAfzSBsDdfWIB/mHhwYVmHhYYJt2rdy90XWqfAwDKS3Jysgl+5xcbG2seK8yoUaNM/XNd96effpInn3xS9u7dW+j384yMDDNZpaamlvIdAADgJQF0AEDhaEpZcQH8sqiLTqkm544dO2au+tIvyr/++qspu+bqyekTJ07I+PHjZf78+RISEmIy1Z599llbptqePXukQYMGDrft06ePuczcF6RmpsqqY+dL13VP7C6RwZGFrk/tcwBAcWiJ1MOHDxe6TmRkpNStW7q/wWbOnGm7rVeB61Xet99+u/zxxx/SokULh9tohvrkyZNL9boAABQXAXQA8HA0pax4xamLzsmN4jl48KB8+umn0qVLF8nOzi7WtkOHDpWkpCR5//33TVNv7Umi8xkzZpjHa9SoIStXrrTb5siRI3L11VdLv379xFd8f/h7ybacP3Z9a/Ytcv1akbVketfpJhNdg+l6HwAAZz766CMZM2ZMoQeoR48e5qpwzR7XvmKOgvD6WHHoeK0BdO035iyAriVc77nnHrsM9KIalQIAUFoE0AHAw9GU0nN/BpzcKL5WrVrZstr00u0dO3a4tN3y5cvlhx9+kNWrV9salQUGBpos9Mcee8x8edaaq9ZG4lavvvqqBAQEyLBhw8RXfHvwWzNPjEiUC2MvdGkbDZoTOAcAuEJrkuvkiqZNm8oHH3xgt0xLrOzevVuaNWtWogOu47YzOtbrBABARQqs0FcD4JQG4uZun2vmgKOa3IqmlO75N+bsZ+AosI7CadC7JLT8Sr169WzBczVo0CAJDg42Tb6d+fjjj+WSSy6xawzuzXae3ik7Tp8/6dCnZh8JDAgstHnoNwe/MXMAAMpD3759TQm1tWv/+hvoyy+/NFeZ9e7du1jPNWfOHDNv27Ztme8nAAClQQY64AHIYkVhaErp/n9jzn4GpW04Ctdt27ZNmjdvbrdMM9Dq168vW7dudVouRuurv/zyy4U+tzc1JPv6wNdmHiAB0rum88CEBs3vWHGHZOZmSmhgqCnhQgY6AKCsdevWTbp37y7XX3+9PPPMM7YSa3qVWd7SKldccYWZf/fdd2b+5ptvyrp168zyqlWrmvH66aefNleM5R/vAQBwNwLogAegRAeKQlNK9/8bc/Qz4ORGxUlOTpa4uLgCy7W+qj7miNZa18vAr7nmmkKf21sakqVnp8vipMXmdvu49lI9orrTdbXeuQbPlc71PgF0AEB5+Oyzz0yTbw2iW5t8P/fcc3br5OTk2N1v1KiRvPvuu+ZKsTNnzpgrxbS2+SOPPMIPCQDgcQigAx6ALNaKR+NH/zpe5flvrDgnN7z9ODqjjcKsdc2diYyMlLp1K/Y965dybXKWmJhY6Hre0pDshyM/SFp2mrk9oM6AQtfVZqGaeW7NQNf7AACUh/j4eJk1a1ah62jD0bw089yalQ4AgKcjgA54ALJYKxYlc/zveHnCvzFfOI7OfPTRRzJmzJhC19FAdv4vz8WhmeanTp1yGLzXx/Lbt2+f/Pzzz/L6668X+dze0pDsq/1fmXlcWJx0jrdvlpq/fItmnE9pO0WOnjtqgudknwMAAABAyRBABzwEJToqDiVz/PN4ufvfmK8cR0dGjx5tpvLUtGlT+eCDD+yWad3y3bt3S7NmzQqs/8knn0hQUJAMHTpUfMGO1B2yNfV8rfd+tfpJUGCQw/WofQ4AAAAAZSuwjJ8PALymnIfy5saPmtE8d/tcMy9PvnK83I3jWDp9+/aVPXv2yNq1a23LvvzyS8nOzpbevXs7LN9y+eWXm8vKfcFXB85nnwdKoFxZ68pi1T4HAAAAAJQcGegAPFp51Iz2hHIe3lQOxBeOlyfgOP5l9uzZZr537145ceKE7X7//v1NrXTVuHFjU/ZlxowZ5n63bt2ke/fupkHZM888I+np6TJhwgQZNWpUgXrlu3btkjVr1ti29XZns87K90nfm9sd4ztKtYhqTsu2VAuvRu1zAAAAAChDBNAB+GWQ2N3lPLytHIi3Hy9PwXE8b9iwYQ7vazmW+vXrm9uaWZ6Tk2O33meffSbjx483QfSQkBAZMWKEPPfccw6zz/XxwYMHiy9YeGihpOekm9t/q/O3Isu2UPscAAAAAMoOAXQAHsuXa0aXVTkQ68kFyqrAm1gsliLX0XIt+Wk5llmzZhW57cSJE83kC3IsOfL5vs/N7dqRtaVDfIcCWefJGcl2ZVu0cajWSQcAAAAAlB4BdAAeiyBx8cuBlEfJGwDus/rYaklKTzK3B9UdJIEBgQWyzkMCQiQkMESycrNMBvpFsRfxIwMAAACAMkIAHYDHomZ00ccnb5C8IuuiA6gY8/bNM/PIoEjpXbO3w2ahWZYsubnRzRIbFmuC57Uia/HjAQAAAIAyQgAdgEejZrTrKHkD+JY9Z/bI+pPrze1Lql0iy44ss2WXa9mWvFnn3RO7EzgHAAAAgHJAAB0AfAQlbwDf8tnez2y3lx5ZKouSFplyLRIgJnCut29ufDPBcwAAAAAoRwTQAcBHUPIG8G7WpqDVwqvJrtO7ZPHBxWZ54+jGsuP0Dlu5FvmzB6ve1rItlGwBAAAAgPJDAB0AfAglbwDvlLcpaH7XNrhWntn0jK1hqDUDnYahAAAAAFD+CKADAAC4Wd6moHklhidKWk6aTGk7RY6eO2qrga7r0zAUAAAAAMofAXQAAIAKLNGSN/Cdt2yLZpTnD6IfzzguL/z+gnlsetfptu0o2wIAAAAAFYMAOgAAQAWWaNFguGaUbz21Vf6363+2ciy6TNebuX2mnMk+I7GhsZKcmWy21+000E7gHAAAAAAqFgF0AACAcqRB8Vm7Ztmyy3X+8LqHJduSbVtHl2mJloycDBM8V8PrD5eZO2bagu7W8i0AAAAAgIoTKB5gw4YN0q1bN4mIiJAGDRrItGnTitxm0aJFMmzYMKlTp45ERUVJx44d5fPPPy90m+HDh0tAQIC8/fbbtmU5OTnyf//3f9K1a1epUqWKJCYmmvX27t1rt+3SpUvNtvmnd999txTvHAAA+EPm+beHvrUtCwoIsgueKw2QN63cVD7Z84m5Xzuytlxd72pTtuWelvfYlW8BAAAAAPhRBvqxY8ekd+/e0qlTJ5k/f76sW7dOJkyYIDExMTJy5Ein27311lsm+P3ss89KQkKCCZ5fffXV8tVXX0n//v0LrL98+XJZtmxZgeXp6enmOW677TZ57LHHJC0tTaZMmSKXX365bNy40QTn8/r000+ldu3atvuNGjUq9TEAAAD+0Ry0T80+cnmNy2XS+klmeUhAiNzQ6AbpnthdVh5dKSmZKWY9XaaBdg2aEzgHAAAAAD8OoL/xxhsmk1sD05GRkXLFFVfI7t275fHHHy80gP76669LXFyc7b5ut337dnnppZcKBNBzc3PlrrvuksmTJ8vo0aPtHtOs9507d5rscysN5mtm+xdffCHXXXed3fpt2rSRxo0bl8E7B4CKsy91n6w9slbaV28vdSvX5dADFUTLrlibg+p8RMMRJiCuGeV5G4qmZ6fLx7s/NtvUrVRXeiT24GcEAAAAAB7A7SVcFi5caALeGjy30tIsGgzftWuX0+3yBs+tWrVqZYLv+c2cOVMyMzNNlnl+QUFBdsFzVbNmTYmPj3f4XADgjcHzIV8MkUkrJpm53i9q/bnb5xa5HoCiWYPl+cuw6LxfrX62+1/u/1JOZZ0yt69veL3JPgcAAAAAuJ/bA+jbtm2T5s2b2y2z3t+6dWuxnmvlypUFssNPnz4tDz30kDz33HMmWO4KzUjX0jKOMs21Vro+T5MmTUwWPAB4Os0818aESud6v6yC7QCKlj9Ynl9qZqrM2j3L3K5XqZ4p5wIAAAAA8AxuL+GSnJxcIAM8NjbW9pirtAa61jlfsGCB3XItBdO6dWvp16+fy8913333mTrnWlPdSmuyT5w4Ubp3724rOTN27FiT2a7lYRzJyMgwk1VqaqrL+wAAZUXLtoQFhZnguc71fnGC7ZR8AVxvGGoty6LylmgpzIe7P5Sz2WfN7Vub3kr2OQAAAAB4ELcH0MuClnq59dZb5aabbpIrr7zStnzHjh0ybdo0Wb16tcvP9Z///Ee+/PJLU1omLCzMtrxt27Zmsurbt6+cO3dOnnrqKbnzzjtNUD0/fUzrrgOAO2kAfM5Vc1yqgV6cYDsA++D5HSvusDUGlQCRrNwsU/c8b+mW/JLSkuSLfV+Y261iW8nF8RdzWAEAAADAg7i9hItmm586db7mp1VKSortsaJolvqAAQNM2Zfp06fbPfbggw/K4MGDTTa5Pqf1edPT0x1mg8+fP1/uvfde04hUm5IWRTPUjxw5Ikl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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "across the surface, finite element, value above / value below: E_x 1.000, D_x 0.084 (= 1/ε_r, ε_r = 11.9); E_z 11.56, D_z 0.971; B_x 0.985; max |B_z| / max |B_t| on this line = 1.7e-03\n" ] } ], "source": [ "px_, py_ = 6.0, 12.0 # between qubits, 0.9 mm from the nearest paddle\n", "zs_ = np.concatenate([np.linspace(0.03, t - 1e-5, 25), np.linspace(t + 1e-5, 2.97, 60)])\n", "mode_ = bare[\"110\"][\"mode\"]\n", "fem_ = bare[\"110\"][\"fem\"]\n", "w110 = 2 * np.pi * bare[\"110\"][\"f\"]\n", "both = lambda p: np.vstack(\n", " [mode_.field(p), mp.curl_E(fem_, mode_.u, p) / w110]\n", ") # E (V/m) and B (T)\n", "# the finite-element value at a point is, as everywhere in this notebook, the fit over a small disc in that plane\n", "fits_z = np.array([mp.disc_fit(both, (px_, py_, z_), R=0.6, N=300).value for z_ in zs_])\n", "E_fe, B_fe = fits_z[:, :3].T, fits_z[:, 3:].T\n", "E_a, B_a = mp.lsm_fields(an[\"110\"], px_, py_, zs_)\n", "eps_z = np.where(zs_ <= t, pm.DEVICE[\"eps_r\"], 1.0)\n", "fig, ax = plt.subplots(2, 3, figsize=(15, 6.3), sharex=True)\n", "sub = slice(None)\n", "panels = [\n", " (\n", " ax[0, 0],\n", " \"$E_x$ and $D_x/\\\\varepsilon_0$\",\n", " E_a[0] / 1e6,\n", " E_fe[0] / 1e6,\n", " eps_z,\n", " \"MV/m\",\n", " \"E continuous, D jumps\",\n", " ),\n", " (\n", " ax[0, 1],\n", " \"$E_z$ and $D_z/\\\\varepsilon_0$\",\n", " E_a[2] / 1e6,\n", " E_fe[2] / 1e6,\n", " eps_z,\n", " \"MV/m\",\n", " \"E jumps, D continuous\",\n", " ),\n", " (ax[0, 2], \"$E_y$\", E_a[1] / 1e6, E_fe[1] / 1e6, None, \"MV/m\", \"\"),\n", "]\n", "for a, ttl, an_, fe_, ez, unit, note in panels:\n", " a.axvspan(0, t, color=\"0.9\", zorder=0)\n", " a.plot(zs_, an_, color=\"tab:blue\", lw=1.8, label=\"E, analytic\")\n", " a.plot(zs_[sub], fe_[sub], \".\", color=\"tab:blue\", ms=3.5, label=\"E, finite element\")\n", " if ez is not None:\n", " a.plot(zs_, an_ * ez, color=\"tab:red\", lw=1.8, label=\"D/ε$_0$, analytic\")\n", " a.plot(\n", " zs_[sub],\n", " (fe_ * ez)[sub],\n", " \".\",\n", " color=\"tab:red\",\n", " ms=3.5,\n", " label=\"D/ε$_0$, finite element\",\n", " )\n", " a.set(title=f\"{ttl} ({note})\" if note else ttl, ylabel=unit)\n", "ax[0, 0].legend(fontsize=7.5, loc=\"best\")\n", "for a, k_, ttl in (\n", " (ax[1, 0], 0, \"$B_x$\"),\n", " (ax[1, 1], 1, \"$B_y$\"),\n", " (ax[1, 2], 2, \"$B_z$\"),\n", "):\n", " a.axvspan(0, t, color=\"0.9\", zorder=0)\n", " a.plot(zs_, B_a[k_], color=\"tab:green\", lw=1.8, label=\"analytic\")\n", " a.plot(\n", " zs_[sub], B_fe[k_][sub], \".\", color=\"tab:green\", ms=3.5, label=\"finite element\"\n", " )\n", " a.set(\n", " title=ttl + (\" (continuous)\" if k_ < 2 else \" (zero)\"),\n", " ylabel=\"T\",\n", " xlabel=\"height z (mm)\",\n", " )\n", " if k_ == 2:\n", " a.set_ylim(-np.abs(B_a[:2]).max() * 1.1, np.abs(B_a[:2]).max() * 1.1)\n", "ax[1, 0].legend(fontsize=7.5)\n", "for a in ax[1]:\n", " a.set_xlim(0, 3)\n", "fig.suptitle(\n", " f\"LSM$_{{110}}$ through the silicon surface (shaded: silicon), at (x, y) = ({px_:g}, {py_:g}) mm\",\n", " y=1.0,\n", ")\n", "plt.tight_layout()\n", "show(fig, \"fig06_profiles_through_interface\")\n", "# the jumps, from the finite-element field one micron on each side\n", "lo, hi = np.argmin(np.abs(zs_ - (t - 1e-5))), np.argmax(zs_ > t)\n", "ratio_Ex = E_fe[0][hi] / E_fe[0][lo]\n", "ratio_Ez = E_fe[2][hi] / E_fe[2][lo]\n", "ratio_Dz = (E_fe[2][hi]) / (pm.DEVICE[\"eps_r\"] * E_fe[2][lo])\n", "ratio_Bx = B_fe[0][hi] / B_fe[0][lo]\n", "print(\n", " f\"across the surface, finite element, value above / value below: E_x {ratio_Ex:.3f}, D_x {ratio_Ex / pm.DEVICE['eps_r']:.3f} (= 1/ε_r, ε_r = {pm.DEVICE['eps_r']}); \"\n", " f\"E_z {ratio_Ez:.2f}, D_z {ratio_Ez / pm.DEVICE['eps_r']:.3f}; B_x {ratio_Bx:.3f}; max |B_z| / max |B_t| on this line = {np.abs(B_fe[2]).max() / np.abs(B_fe[:2]).max():.1e}\"\n", ")\n", "claim(\n", " \"E_t and B are continuous across the silicon surface; D_x and E_z jump by ε_r\",\n", " \"μ_r = 1, no surface charge or current at the surface\",\n", " \"FE field 1 µm either side of z = t\",\n", " f\"E_x ratio {ratio_Ex:.3f}, B_x ratio {ratio_Bx:.3f}, E_z ratio {ratio_Ez:.2f} (ε_r = 11.9), D_z ratio {ratio_Ez / pm.DEVICE['eps_r']:.3f}\",\n", " \"PASS\"\n", " if abs(ratio_Ex - 1) < 0.03\n", " and abs(ratio_Bx - 1) < 0.05\n", " and abs(ratio_Ez / pm.DEVICE[\"eps_r\"] - 1) < 0.1\n", " else \"CAVEAT\",\n", ")" ] }, { "cell_type": "markdown", "id": "20d0b218", "metadata": {}, "source": [ "## 5. The hierarchy of couplings\n", "\n", "Everything is in place to compute each term of the series for every qubit and both modes, with the moments of Sec. 1–2 and the field of Sec. 4:\n", "\n", "| term | formula | field input | source |\n", "|---|---|---|---|\n", "| $E_1$ | $\\mathbf p\\cdot\\mathbf E$ | value at the qubit (disc fit) | finite element |\n", "| $E_2$ | $\\tfrac12S_{ij}\\partial_iE_j$ | gradient (disc fit) | finite element |\n", "| $E_3$ | $\\tfrac16O_{ijk}\\partial_i\\partial_jE_k$ | third derivatives of the potential | **analytic** mode |\n", "| exact | $\\sum_kq_k\\int_0^1\\mathbf r_k\\cdot\\mathbf E\\,d\\lambda$ | all orders along every ray | finite element and analytic |\n", "| $M_1$ | $\\tilde m\\,(\\nabla\\times\\mathbf E)_z$ | value of $\\omega B_z$ (disc fit) | finite element |\n", "| $M_2$ | $\\tfrac13\\tilde M_{iz}\\partial_i(\\nabla\\times\\mathbf E)_z$ | gradient of $\\omega B_z$ | finite element |\n", "\n", "The octupole is computed from the analytic field because its size, about $10^{-3}$ of the dipole, is below the one-element scatter of the finite-element field (a fit cannot resolve third derivatives at that level); the finite element supplies the dipole, the quadrupole, the all-orders ray integral (which averages the element scatter over the paddles) and every magnetic term. $E_2$ and the magnetic terms are zero by symmetry, so what the finite element returns for them is a *measurement of the noise floor of the method*, to be compared with the nonzero terms next to it.\n", "\n", "Couplings in MHz, $g/2\\pi=fU/4$ with $f$ the mode's frequency, for qubits with large, medium and small coupling. The values are printed bare here; the floors that say which of the small ones are resolved are measured in Secs. 9–10, and the hierarchy and the maps of the couplings, with those floors on them, are Sec. 11." ] }, { "cell_type": "code", "execution_count": 18, "id": "55576764", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:07:33.585388Z", "iopub.status.busy": "2026-10-03T07:07:33.585292Z", "iopub.status.idle": "2026-10-03T07:07:33.593954Z", "shell.execute_reply": "2026-10-03T07:07:33.593521Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "LSM110 g/2π (MHz) [pattern |g| at (i,j) = A cos(aπx/L) sin(bπy/L)]\n", " qubit (0, 4)qubit (2, 2)qubit (0, 0)qubit (4, 0)\n", " E1 dipole -15.3685 -7.8741 -2.4340 -0.3786\n", " E2 quad. +1.3e-04 +4.3e-04 -8.5e-04 -1.2e-05\n", " E3 oct. +1.5e-02 +7.7e-03 +2.4e-03 +3.6e-04\n", " exact (FE) -15.4075 -7.8897 -2.4386 -0.3758\n", " exact (an.) -15.3450 -7.8475 -2.4268 -0.3643\n", " M1 mag.dip -2e-07 +2e-06 -9e-07 +1e-08\n", " M2 mag.quad +6e-05 -2e-06 -4e-06 -1e-05\n", "\n", "LSM210 g/2π (MHz) [pattern |g| at (i,j) = A cos(aπx/L) sin(bπy/L)]\n", " qubit (0, 4)qubit (2, 2)qubit (0, 0)qubit (4, 0)\n", " E1 dipole -47.9343 +0.0033 -7.5918 +7.5890\n", " E2 quad. +1.5e-03 +2.8e-03 -2.3e-03 -1.6e-03\n", " E3 oct. +1.0e-01 +5.1e-06 +1.6e-02 -1.6e-02\n", " exact (FE) -48.0001 -0.0018 -7.5970 +7.5783\n", " exact (an.) -47.7785 +0.0058 -7.5560 +7.5431\n", " M1 mag.dip -2e-06 +3e-06 -3e-06 +3e-08\n", " M2 mag.quad +4e-04 -1e-04 +5e-05 -1e-04\n", "\n", " |A| from E1 |A| exact dipole formula paper (full wave) (MHz)\n", "LSM110: 15.74 15.76 15.71 15.6\n", "LSM210: 50.98 51.00 50.88 49.8\n" ] } ], "source": [ "terms = {tag: mp.terms_per_qubit(src, bare[tag]) for tag in bare}\n", "show_q = [(0, 4), (2, 2), (0, 0), (4, 0)]\n", "hdr = f\"{'':>10}\" + \"\".join(f\"{'qubit ' + str(q_):>12}\" for q_ in show_q)\n", "for tag in bare:\n", " T = terms[tag]\n", " print(\n", " f\"LSM{tag} g/2π (MHz) [pattern |g| at (i,j) = A cos(aπx/L) sin(bπy/L)]\\n{hdr}\"\n", " )\n", " for lab, key, fmt in (\n", " (\"E1 dipole\", \"E1\", \"{:+.4f}\"),\n", " (\"E2 quad.\", \"E2\", \"{:+.1e}\"),\n", " (\"E3 oct.\", \"E3\", \"{:+.1e}\"),\n", " (\"exact (FE)\", \"exact_fe\", \"{:+.4f}\"),\n", " (\"exact (an.)\", \"exact_a\", \"{:+.4f}\"),\n", " (\"M1 mag.dip\", \"M1\", \"{:+.0e}\"),\n", " (\"M2 mag.quad\", \"M2\", \"{:+.0e}\"),\n", " ):\n", " print(\n", " f\"{lab:>12}\"\n", " + \"\".join(f\"{fmt.format(T[key][q_[1], q_[0]]):>12}\" for q_ in show_q)\n", " )\n", " print()\n", "\n", "A_E1 = {tag: mp.pattern_amplitude(terms[tag][\"E1\"], an[tag]) for tag in bare}\n", "A_ex = {tag: mp.pattern_amplitude(terms[tag][\"exact_fe\"], an[tag]) for tag in bare}\n", "A_dip = {tag: pm.dipole_coupling(abs(px.mean()), an[tag])[1] / 1e6 for tag in bare}\n", "print(\n", " f\"{'':>8} {'|A| from E1':>12} {'|A| exact':>11} {'dipole formula':>15} {'paper (full wave)':>18} (MHz)\"\n", ")\n", "for tag, ppr in ((\"110\", P[\"A_110\"]), (\"210\", P[\"A_210\"])):\n", " print(\n", " f\"LSM{tag}: {abs(A_E1[tag]):12.2f} {abs(A_ex[tag]):11.2f} {A_dip[tag]:15.2f} {ppr / 1e6:18.1f}\"\n", " )" ] }, { "cell_type": "markdown", "id": "bf6ad900", "metadata": {}, "source": [ "The dipole term and the sum over all electric orders differ by a fraction of a percent, the pattern amplitudes $|A|$ agree with the dipole formula of 4.41, and every term that is zero by symmetry comes out several orders of magnitude below the dipole. The octupole is a stable correction of about one part in a thousand. Whether it is an extra term with its own dependence on position, or the same cosine-sine pattern again with a slightly different amplitude, is the question the next cell answers.\n", "\n", "For the separable potential $\\Phi\\propto\\sin k_xx\\,\\sin k_yy$ each additional pair of derivatives multiplies the same function by $-k^2$, so the answer can be written down: with $p$ along $x$ and the only surviving octupole components $O_{xxx}$ and $O_{xyy}$,\n", "\n", "$$\\frac{E_3}{E_1}=-\\frac{k_x^2\\,O_{xxx}+3k_y^2\\,O_{xyy}}{6\\,p_x},$$\n", "\n", "independent of the qubit's position, a renormalization of the amplitude $A$ and not of the pattern. The check compares this closed form with the ratio computed qubit by qubit." ] }, { "cell_type": "code", "execution_count": 19, "id": "c3de4c21", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:07:33.594948Z", "iopub.status.busy": "2026-10-03T07:07:33.594882Z", "iopub.status.idle": "2026-10-03T07:07:33.598635Z", "shell.execute_reply": "2026-10-03T07:07:33.598239Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " E3/E1 closed form median over qubits spread (std)\n", "LSM110: -9.84e-04 -9.83e-04 7.6e-06 (exact/E1 - 1 ≤ 1.5e-03 over qubits with |g| > 5% of the maximum)\n", "LSM210: -2.11e-03 -2.11e-03 1.1e-05 (exact/E1 - 1 ≤ 2.6e-03 over qubits with |g| > 5% of the maximum)\n" ] } ], "source": [ "print(\n", " f\"{'':>8} {'E3/E1 closed form':>18} {'median over qubits':>19} {'spread (std)':>13}\"\n", ")\n", "for tag in bare:\n", " T, a_ = terms[tag], an[tag]\n", " kx, ky = a_.a * np.pi / (a_.Lx * 1e3), a_.b * np.pi / (a_.Ly * 1e3) # 1/mm\n", " ratio_cf = -(kx**2 * Oxxx.mean() + 3 * ky**2 * Oxyy.mean()) / 6\n", " big = np.abs(T[\"E1a\"]) > 0.05 * np.nanmax(np.abs(T[\"E1a\"]))\n", " r_all = (T[\"E3\"] / T[\"E1a\"])[big]\n", " exact_gain = np.nanmax(np.abs(T[\"exact_a\"][big] / T[\"E1a\"][big] - 1))\n", " terms[tag][\"ratio_cf\"] = ratio_cf\n", " print(\n", " f\"LSM{tag}: {ratio_cf:18.2e} {np.median(r_all):19.2e} {np.std(r_all):13.1e} (exact/E1 - 1 ≤ {exact_gain:.1e} over qubits with |g| > 5% of the maximum)\"\n", " )\n", " claim(\n", " f\"the octupole E3 renormalizes the amplitude of LSM{tag} and not its pattern\",\n", " \"separable potential; surviving octupole components O_xxx, O_xyy\",\n", " \"E3/E1 qubit by qubit, analytic field\",\n", " f\"E3/E1 = {np.median(r_all):.2e} ± {np.std(r_all):.0e}; closed form {ratio_cf:.2e}\",\n", " \"PASS\"\n", " if np.std(r_all) < 5e-5 and abs(np.median(r_all) / ratio_cf - 1) < 0.02\n", " else \"FAIL\",\n", " term=(\"E3 octupole (analytic field)\", tag),\n", " )\n", " claim(\n", " f\"the electric dipole is correct to a fraction of a percent for LSM{tag}\",\n", " \"this qubit, this mode, qubits with |g| > 5% of the maximum\",\n", " \"(exact ray integral − E1)/E1, analytic field\",\n", " f\"≤ {exact_gain:.1e}\",\n", " \"PASS\" if exact_gain < 5e-3 else \"FAIL\",\n", " )" ] }, { "cell_type": "markdown", "id": "e0fcbe9a", "metadata": {}, "source": [ "### The dark columns\n", "\n", "For LSM$_{210}$ the qubits of column $i=2$ ($x=7.5$ mm) sit on a node of $E_x$: their coupling is zero to every order, so what the pipeline returns for them measures its noise directly. Two numbers: the all-orders coupling computed in the finite-element field, and in the analytic field (with the same charges, which then isolates the asymmetry of the mesh's charges)." ] }, { "cell_type": "code", "execution_count": 20, "id": "1e1721e1", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:07:33.599696Z", "iopub.status.busy": "2026-10-03T07:07:33.599620Z", "iopub.status.idle": "2026-10-03T07:07:33.603142Z", "shell.execute_reply": "2026-10-03T07:07:33.602717Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "LSM210, column i = 2 (x = 7.5 mm, a node of E_x): the analytic coupling is zero to all orders.\n", " finite-element field, charges from the mesh: +33, +1, -2, +35, +12 kHz = 7.3e-04 of the largest coupling\n", " analytic field, charges from the mesh : +22, -7, +6, +40, +7 kHz = 8.4e-04 (the asymmetry of the mesh's charges alone, p_y E_y)\n", " in-plane E_x there, from the disc fit: 0.007, 0.028, 0.000, 0.012, 0.015 MV/m (the field maximum is 52.5 MV/m)\n" ] } ], "source": [ "dark = {}\n", "T = terms[\"210\"]\n", "a_ = an[\"210\"]\n", "g_dark = np.array(\n", " [T[\"exact_fe\"][j, 2] for j in range(5)]\n", ") # finite-element field, all orders\n", "g_dark_q = np.array(\n", " [T[\"exact_a\"][j, 2] for j in range(5)]\n", ") # analytic field: only the asymmetry of the charges\n", "dark[\"res\"] = np.abs(g_dark).max()\n", "dark[\"rel\"] = dark[\"res\"] / np.nanmax(np.abs(T[\"exact_a\"]))\n", "dark[\"rel_q\"] = np.abs(g_dark_q).max() / np.nanmax(np.abs(T[\"exact_a\"]))\n", "Ex_dark = [abs(bare[\"210\"][\"fits\"][(2, j)][\"E0\"][0]) / 1e6 for j in range(5)]\n", "print(\n", " \"LSM210, column i = 2 (x = 7.5 mm, a node of E_x): the analytic coupling is zero to all orders.\"\n", ")\n", "print(\n", " f\" finite-element field, charges from the mesh: {', '.join(f'{v * 1e3:+.0f}' for v in g_dark)} kHz = {dark['rel']:.1e} of the largest coupling\"\n", ")\n", "print(\n", " f\" analytic field, charges from the mesh : {', '.join(f'{v * 1e3:+.0f}' for v in g_dark_q)} kHz = {dark['rel_q']:.1e}\"\n", " f\" (the asymmetry of the mesh's charges alone, p_y E_y)\"\n", ")\n", "print(\n", " f\" in-plane E_x there, from the disc fit: {', '.join(f'{v:.3f}' for v in Ex_dark)} MV/m (the field maximum is {a_.E0x * 2 / 1e6:.1f} MV/m)\"\n", ")\n", "claim(\n", " \"the qubits of column i = 2 are dark to LSM210\",\n", " \"they sit on a node of E_x (cos(2πx/L) = 0)\",\n", " \"FE ray coupling of the 5 qubits of the column\",\n", " f\"max |g| = {dark['res'] * 1e3:.0f} kHz = {dark['rel']:.1e} of the largest coupling (charges alone: {dark['rel_q']:.1e})\",\n", " \"PASS\" if dark[\"rel\"] < 1e-3 else (\"CAVEAT\" if dark[\"rel\"] < 4e-3 else \"FAIL\"),\n", " \"a residue near 10^-3 is the mesh noise of p_y E_y and of E_x; Sec. 9 follows it under refinement\",\n", " term=(\"dark column i = 2\", \"210\"),\n", ")" ] }, { "cell_type": "markdown", "id": "acf84574", "metadata": {}, "source": [ "## 6. Is the zero a blind spot? The paddles, and the exact answer\n", "\n", "The magnetic terms above are zero for two reasons that are both properties of the *bare* mode: it has $B_z=0$, and the series is expanded in it. A real processor changes this in two ways. The 200 paddles are perfect conductors in the field of the mode and carry induced currents, which have a normal magnetic field of their own, so the mode that the qubits actually sit in is not LSM$_{110}$ but its dressed version, which has $B_z\\neq0$ near the paddles. And a coupling extracted from a model that computes the field at the qubit, as the series does, can be wrong in a way that no check inside the model reveals. Two independent tests follow.\n", "\n", "**Test 1: the dressed mode.** Solve the mode again with every paddle present and every junction open, the model of 4.44. Its $B_z$ is the normal magnetic field of the induced currents on the paddles. The magnetic terms $M_1$ and $M_2$ are evaluated with that $B_z$ at each qubit, from a fit over the annulus $0.85$–$1.7$ mm around it, outside the qubit's own paddles (where the field is zero on the metal). The annulus contains the halo of the induced currents of the qubit's own paddles, which is generous: the expansion should see the field of everything *but* the qubit, and the nearest paddles of the neighbors are 2.4 mm from its center, outside the annulus.\n", "\n", "**Test 2: the exact answer.** The induced-EMF coupling of 4.44, $g=\\tfrac12\\omega_mV_{\\rm open}\\sqrt{C/2E_m}$, uses the voltage across the open junction in the dressed mode. That voltage is the line integral of the *complete* electric field of the dressed mode across the gap. It contains every multipole of the field, the loading of the mode by all the paddles, and whatever is induced, so it holds no multipole expansion to truncate. The difference between it and the all-orders electric coupling of Sec. 5 is therefore a bound, up to its own discretization error, on everything the series leaves out: the magnetic terms and the paddle loading together." ] }, { "cell_type": "code", "execution_count": 21, "id": "887d2d18", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:07:33.604169Z", "iopub.status.busy": "2026-10-03T07:07:33.604104Z", "iopub.status.idle": "2026-10-03T07:09:09.835395Z", "shell.execute_reply": "2026-10-03T07:09:09.834861Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "LSM110 with the 50 paddles of the quarter: 6.4880 GHz (bare 6.4917), 323,834 unknowns, 47 s\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "LSM210 with the 50 paddles of the quarter: 10.2202 GHz (bare 10.2326), 322,566 unknowns, 49 s\n", "\n", " rms B_z / max B_t \n", "LSM110: bare 8.1e-04 dressed 4.0e-03 (on the 59 × 59 grid of the quarter)\n", "LSM210: bare 1.3e-03 dressed 8.3e-03 (on the 59 × 59 grid of the quarter)\n" ] } ], "source": [ "dress = {}\n", "for tag, cuts, f_guess in (\n", " (\"110\", (\"pmc\", \"pmc\"), 6.5e9),\n", " (\"210\", (\"pec\", \"pmc\"), 10.2e9),\n", "):\n", " start = time.time()\n", " dress[tag] = mp.dressed_data(\n", " quarter,\n", " cuts,\n", " f_guess,\n", " an[tag],\n", " src,\n", " t + 1e-6,\n", " N=BUD[\"N_fit\"],\n", " maps=True,\n", " keep=True,\n", " )\n", " dress[tag][\"fem\"]._factors.clear()\n", " TIMES[\"dressed \" + tag] = time.time() - start\n", " print(\n", " f\"LSM{tag} with the 50 paddles of the quarter: {dress[tag]['f'] / 1e9:.4f} GHz (bare {bare[tag]['f'] / 1e9:.4f}), \"\n", " f\"{dress[tag]['n_dofs']:,} unknowns, {TIMES['dressed ' + tag]:.0f} s\"\n", " )\n", "for tag in bare:\n", " terms[tag].update(mp.terms_per_qubit(src, bare[tag], dress[tag]))\n", "\n", "# the normal magnetic field, bare and dressed, over the quarter chip, relative to the in-plane field of the mode\n", "print(f\"\\n{'':>8} {'rms B_z / max B_t':>19} {'':>3}\")\n", "for tag in bare:\n", " out_ = []\n", " for name, dd in ((\"bare\", bare[tag]), (\"dressed\", dress[tag])):\n", " G_, w_ = dd[\"maps\"], 2 * np.pi * dd[\"f\"]\n", " Bt_max = np.hypot(G_[\"curl\"][0], G_[\"curl\"][1]).max() / w_\n", " rms = np.sqrt(np.mean((G_[\"curl\"][2] / w_) ** 2)) / Bt_max\n", " out_.append(f\"{name} {rms:.1e}\")\n", " dd[\"Bz_rms\"] = rms\n", " print(\n", " f\"LSM{tag}: \" + \" \".join(out_) + \" (on the 59 × 59 grid of the quarter)\"\n", " )" ] }, { "cell_type": "markdown", "id": "d863aef6", "metadata": {}, "source": [ "The dressed mode's $B_z$ is larger than the bare mode's by a factor of a few, on this grid, and is concentrated near the paddles. It is at the half-percent level of the in-plane magnetic field, not at the noise level. A zoom on four neighboring qubits shows where it lives. Same color scale for all four panels, a few percent of the maximum in-plane $B$:" ] }, { "cell_type": "code", "execution_count": 22, "id": "e44967b1", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:09:09.836952Z", "iopub.status.busy": "2026-10-03T07:09:09.836843Z", "iopub.status.idle": "2026-10-03T07:09:10.998157Z", "shell.execute_reply": "2026-10-03T07:09:10.997743Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "win = (\n", " 4.5,\n", " 10.5,\n", ") # mm, four qubits of the quarter, with the one at (7.5, 7.5) in the middle\n", "gz = np.linspace(win[0] + 0.02, win[1] - 0.02, 150)\n", "Xz, Yz = np.meshgrid(gz, gz)\n", "ptz = np.vstack([Xz.ravel(), Yz.ravel(), np.full(Xz.size, t + 1e-6)])\n", "fig, ax = plt.subplots(2, 2, figsize=(10.2, 9.4))\n", "zoom = {}\n", "for r_, tag in enumerate((\"110\", \"210\")):\n", " for c_, (name, dd) in enumerate(\n", " ((\"bare mode\", bare[tag]), (\"dressed: all paddles present\", dress[tag]))\n", " ):\n", " w_ = 2 * np.pi * dd[\"f\"]\n", " Bz_zoom = (mp.curl_E(dd[\"fem\"], dd[\"mode\"].u, ptz)[2] / w_).reshape(Xz.shape)\n", " Bt_max = np.hypot(\n", " bare[tag][\"maps\"][\"curl\"][0], bare[tag][\"maps\"][\"curl\"][1]\n", " ).max() / (2 * np.pi * bare[tag][\"f\"])\n", " lim = 0.05 * Bt_max\n", " zoom[(tag, name)] = Bz_zoom / Bt_max\n", " im = ax[r_, c_].pcolormesh(\n", " Xz,\n", " Yz,\n", " Bz_zoom / Bt_max * 100,\n", " cmap=\"PiYG\",\n", " vmin=-5,\n", " vmax=5,\n", " shading=\"gouraud\",\n", " )\n", " for poly in package.metals.values():\n", " if (\n", " win[0] - 1 < poly[:, 0].mean() < win[1] + 1\n", " and win[0] - 1 < poly[:, 1].mean() < win[1] + 1\n", " ):\n", " ax[r_, c_].fill(\n", " poly[:, 0], poly[:, 1], facecolor=\"none\", edgecolor=\"0.25\", lw=0.9\n", " )\n", " ax[r_, c_].set(\n", " aspect=\"equal\",\n", " xlim=win,\n", " ylim=win,\n", " title=f\"LSM$_{{{tag}}}$, {name}\",\n", " xlabel=\"x (mm)\" if r_ == 1 else None,\n", " ylabel=\"y (mm)\" if c_ == 0 else None,\n", " )\n", "fig.colorbar(\n", " im, ax=ax, shrink=0.75, label=\"B$_z$ / max |B$_\\\\parallel$| of the mode (%)\"\n", ")\n", "show(fig, \"fig09_Bz_bare_vs_dressed\")" ] }, { "cell_type": "markdown", "id": "072dcb36", "metadata": {}, "source": [ "The paddles do induce a normal field. It sits at the edges of the paddles and points in the directions the in-plane field of the mode would drive currents. This is what the dressed-mode test measures: evaluate $M_1$ and $M_2$ with that field. $M_1$ uses its value at the center of the qubit, extrapolated from the annulus; $M_2$ its slope." ] }, { "cell_type": "code", "execution_count": 23, "id": "f8db557f", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:09:11.001168Z", "iopub.status.busy": "2026-10-03T07:09:11.001078Z", "iopub.status.idle": "2026-10-03T07:09:11.005982Z", "shell.execute_reply": "2026-10-03T07:09:11.005614Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " bare M1+M2 dressed M1+M2 E1 (largest) max over the 25 qubits, |g|/2π\n", "LSM110: 0.0667 kHz 0.265 kHz 15.37 MHz -> bare 4.3e-06, dressed 1.7e-05 of E1\n", "LSM210: 0.5361 kHz 2.194 kHz 47.93 MHz -> bare 1.1e-05, dressed 4.6e-05 of E1\n", "LSM110, if B_z were as large as max B_t: M2 would be 52 kHz = 3.4e-03 of E1 (symmetric qubit); M1 for an m̃_z of 0.15 p·1 mm would be 5.1 MHz\n", "LSM210, if B_z were as large as max B_t: M2 would be 257 kHz = 5.4e-03 of E1 (symmetric qubit); M1 for an m̃_z of 0.15 p·1 mm would be 16.2 MHz\n" ] } ], "source": [ "print(\n", " f\"{'':>8} {'bare M1+M2':>14} {'dressed M1+M2':>15} {'E1 (largest)':>14} max over the 25 qubits, |g|/2π\"\n", ")\n", "rel_bare, rel_dress = {}, {}\n", "for tag in bare:\n", " T = terms[tag]\n", " e1 = np.nanmax(np.abs(T[\"E1\"]))\n", " mb = np.nanmax(np.abs(T[\"M1\"] + T[\"M2\"]))\n", " md = np.nanmax(np.abs(T[\"M1d\"] + T[\"M2d\"]))\n", " rel_bare[tag], rel_dress[tag] = mb / e1, md / e1\n", " print(\n", " f\"LSM{tag}: {mb * 1e3:11.4f} kHz {md * 1e3:12.3f} kHz {e1:11.2f} MHz -> bare {mb / e1:.1e}, dressed {md / e1:.1e} of E1\"\n", " )\n", "# what the same moments would give if a mode had a normal field as large as its in-plane one, varying on the wavelength of the mode\n", "for tag in bare:\n", " a_, f_ = an[tag], bare[tag][\"f\"]\n", " w_ = 2 * np.pi * f_\n", " Bt_max = (\n", " np.hypot(bare[tag][\"maps\"][\"curl\"][0], bare[tag][\"maps\"][\"curl\"][1]).max() / w_\n", " )\n", " k_ = np.hypot(a_.a, a_.b) * np.pi / (a_.Lx)\n", " U_m2 = abs(Myz.mean()) / 3 * w_ * Bt_max * k_\n", " U_m1_asym = 0.15 * px.mean() * 1e-3 * w_ * Bt_max\n", " print(\n", " f\"LSM{tag}, if B_z were as large as max B_t: M2 would be {mp.g_MHz(f_, U_m2) * 1e3:.0f} kHz = {mp.g_MHz(f_, U_m2) / np.nanmax(np.abs(terms[tag]['E1'])):.1e} of E1\"\n", " f\" (symmetric qubit); M1 for an m̃_z of 0.15 p·1 mm would be {mp.g_MHz(f_, U_m1_asym):.1f} MHz\"\n", " )\n", " terms[tag][\"M2_whatif\"] = mp.g_MHz(f_, U_m2)\n", "claim(\n", " \"the magnetic coupling is zero for the bare package mode\",\n", " \"flat symmetric qubit; bare LSM mode; Poisson sheet current\",\n", " \"M1 + M2 with the FE curl E, 25 qubits\",\n", " f\"max |M1 + M2|/max |E1|: LSM110 {rel_bare['110']:.1e}, LSM210 {rel_bare['210']:.1e}\",\n", " \"PASS\" if max(rel_bare.values()) < 1e-4 else \"CAVEAT\",\n", " \"a floor, not a measurement of a nonzero value; M2 uses the factor-2 model of M̃_yz\",\n", " term=(\"M1 + M2, bare mode\", \"110\"),\n", ")\n", "claim(\n", " \"the magnetic coupling stays small with the 200 paddles present\",\n", " \"dressed mode, annulus fit around each qubit\",\n", " \"M1 + M2 with the dressed-mode B_z, 25 qubits\",\n", " f\"max |M1 + M2|/max |E1|: LSM110 {rel_dress['110']:.1e}, LSM210 {rel_dress['210']:.1e}\",\n", " \"PASS\" if max(rel_dress.values()) < 1e-3 else \"CAVEAT\",\n", " \"B_z of the dressed mode is a few times its bare noise floor; the annulus fit extrapolates inward over the qubit's own paddles\",\n", " term=(\"M1 + M2, dressed mode\", \"110\"),\n", ")" ] }, { "cell_type": "markdown", "id": "bddc2fc6", "metadata": {}, "source": [ "The magnetic coupling, with the induced $B_z$ of the dressed mode and the factor-2 model of the current, is a few times the bare floor but still only about $10^{-5}$ to $5\\times10^{-5}$ of the electric coupling. The what-if lines give the scale that the same moments would reach if $B_z$ were as strong as the in-plane field: for a symmetric qubit a few $10^{-3}$ of $E_1$, which is why the *absence* of $B_z$ matters; for a qubit with a magnetic dipole moment ($\\tilde m_z\\neq0$, Sec. 7) it would be comparable to the electric coupling, which is why Sec. 8 looks for modes that have it.\n", "\n", "**Test 2: the exact answer.** The induced-EMF couplings of every qubit, from the voltages of the dressed modes, against the all-orders electric coupling of Sec. 5 (finite-element field, ray integral):" ] }, { "cell_type": "code", "execution_count": 24, "id": "8b75a37a", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:09:11.006941Z", "iopub.status.busy": "2026-10-03T07:09:11.006877Z", "iopub.status.idle": "2026-10-03T07:09:11.366521Z", "shell.execute_reply": "2026-10-03T07:09:11.366161Z" } }, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "LSM110: g_EMF / (all-orders electric) − 1 = -2.31% ± 0.76% over the qubits with |g| above 5% of the maximum; largest residual 2.3% of the largest coupling\n", "LSM210: g_EMF / (all-orders electric) − 1 = -0.22% ± 0.68% over the qubits with |g| above 5% of the maximum; largest residual 0.5% of the largest coupling\n" ] } ], "source": [ "fig, ax = plt.subplots(1, 2, figsize=(11.2, 4.3))\n", "resid = {}\n", "for a_k, tag in zip(ax, (\"110\", \"210\")):\n", " T = terms[tag]\n", " gmax = np.nanmax(np.abs(T[\"exact_fe\"]))\n", " res = (T[\"emf\"] - T[\"exact_fe\"]) / gmax * 100 # percent of the largest coupling\n", " resid[tag] = res\n", " lim = np.nanmax(np.abs(res))\n", " im = a_k.imshow(res, origin=\"lower\", cmap=\"RdBu_r\", vmin=-lim, vmax=lim)\n", " for jj in range(5):\n", " for ii in range(5):\n", " a_k.text(\n", " ii, jj, f\"{res[jj, ii]:.1f}\", ha=\"center\", va=\"center\", fontsize=8.5\n", " )\n", " a_k.set(\n", " title=f\"LSM$_{{{tag}}}$: g$_{{EMF}}$ − (all-orders electric), % of the largest g\",\n", " xticks=range(5),\n", " yticks=range(5),\n", " xlabel=\"column i\",\n", " ylabel=\"row j\" if tag == \"110\" else None,\n", " )\n", " plt.colorbar(im, ax=a_k, shrink=0.8)\n", "plt.tight_layout()\n", "show(fig, \"fig10_emf_residual\")\n", "for tag in bare:\n", " T = terms[tag]\n", " big = np.abs(T[\"exact_a\"]) > 0.05 * np.nanmax(np.abs(T[\"exact_a\"]))\n", " rr = (T[\"emf\"] / T[\"exact_fe\"] - 1)[big]\n", " resid[tag + \"_ratio\"] = (rr.mean(), rr.std())\n", " print(\n", " f\"LSM{tag}: g_EMF / (all-orders electric) − 1 = {rr.mean():+.2%} ± {rr.std():.2%} over the qubits with |g| above 5% of the maximum;\"\n", " f\" largest residual {np.nanmax(np.abs(resid[tag])):.1f}% of the largest coupling\"\n", " )" ] }, { "cell_type": "markdown", "id": "94fcfd65", "metadata": {}, "source": [ "The EMF coupling is lower in magnitude than the electric series, by about two percent for LSM$_{110}$ and less for LSM$_{210}$ (the printout above), and the residual follows the *pattern of the coupling itself*: largest where the coupling is largest, with no structure of its own. That is what a discretization error of the voltage looks like, and not what a missing physical term, which would carry its own pattern, looks like. The induced-EMF method is the quantity that 4.44 found to depend on the paddle-edge mesh: its $|A|$ rises from 14.9 to 15.6 MHz as the mesh is refined from 0.1 to 0.05 mm, because the elements cannot follow the charge crowding at the paddle edges and underestimate the voltage across the gap, while the multipole side takes its charges from second-order electrostatics. Whether the residual *converges to zero* under refinement is therefore the real test, and it is the last panel of Sec. 9; this section reports the residual on the mesh set by `BUDGET`, as an upper bound on all neglected physics at that mesh. Any magnetic or paddle-loading contribution is inside it." ] }, { "cell_type": "markdown", "id": "d936d087", "metadata": {}, "source": [ "## 7. Breaking the symmetry: the quadrupole, and the origin\n", "\n", "Every zero in Secs. 1–2 rests on a symmetry. A theorem is only informative if its conditions can be broken, so this section breaks them one at a time and watches the zeros turn into numbers. Two things first need care: what a quadrupole *is* about a source that has a dipole, and which of its components can be removed by moving the origin.\n", "\n", "**Origin dependence.** The moments depend on where the origin is. For a neutral source, shifting the origin by $\\mathbf d$ leaves $\\mathbf p$ alone but changes\n", "\n", "$$S_{ij}\\;\\to\\;S_{ij}-d_ip_j-p_id_j,\\qquad \\tilde m_z\\;\\to\\;\\tilde m_z-\\tfrac12(\\mathbf d\\times\\mathbf p)_z .$$\n", "\n", "With the dipole along $x$ this means $S_{xx}\\to S_{xx}-2d_xp_x$ and $S_{xy}\\to S_{xy}-d_yp_x$: **$S_{xx}$ and $S_{xy}$ are the dipole's own position, not a shape.** If $S_{xx}\\neq0$ the \"center\" of the dipole is displaced from the origin along $x$ by $d_x=S_{xx}/(2p_x)$, and moving the origin there removes it; the dipole then simply sees the field at its own center, and the coupling is the same to the order that the series is truncated. Likewise the junction-midpoint origin of this notebook, if the junction is not on the symmetry axis of the paddles, produces an $S_{xy}$ that is the offset of the junction from the dipole's center. What cannot be removed is $S_{yy}$, the spread of the charge across the dipole axis: **$S_{yy}$ is the quadrupole of the source about its own dipole center.** The same shift changes $\\tilde m_z$ by $-\\tfrac12\\mathbf d\\times\\mathbf p$, so the magnetic dipole of a source that has an electric dipole is also origin-dependent, and the intrinsic value is the one about the dipole center.\n", "\n", "**Cartesian or traceless.** Textbooks [2] use the traceless quadrupole $Q_{ij}=3S_{ij}-\\delta_{ij}S_{kk}$, whose coupling $\\tfrac16Q_{ij}\\partial_iE_j$ differs from the Cartesian $\\tfrac12S_{ij}\\partial_iE_j$ by $\\tfrac16S_{kk}\\,\\nabla\\!\\cdot\\!\\mathbf E$, and drops that term because $\\nabla\\!\\cdot\\!\\mathbf E=0$ in vacuum. For a flat source on a dielectric surface the term cannot be dropped so lightly. The traceless form needs the $zz$ component, $\\partial_zE_z$, and the qubit sits *in* the surface where $E_z$ jumps by $\\varepsilon_r$ and the divergence of $\\mathbf E$ is a bound-charge sheet, so there is no well-defined single value of $\\nabla\\!\\cdot\\!\\mathbf E$ at the source. The Cartesian in-plane form needs only $\\partial_iE_j$ for $i,j\\in\\{x,y\\}$, the in-plane gradient of the continuous in-plane field, and is used throughout. The cell below computes the size of the term the traceless form would have to supply.\n", "\n", "The three qubits of this section each break one condition. All are solved alone in the small box of Sec. 2, which costs seconds, and placed at a qubit position of the array for the coupling: **(i) symmetric**, the reference; **(ii) unequal paddles**, the right one a little more than half as tall as the left (breaks the $x\\to-x$ mirror, so $S_{yy}$ is allowed); **(iii) the junction off the axis** by 0.3 mm (breaks the $y\\to-y$ mirror of the current, so $\\tilde m_z$ is allowed, while the charge is unchanged)." ] }, { "cell_type": "code", "execution_count": 25, "id": "303a635d", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:09:11.367702Z", "iopub.status.busy": "2026-10-03T07:09:11.367613Z", "iopub.status.idle": "2026-10-03T07:09:16.354312Z", "shell.execute_reply": "2026-10-03T07:09:16.353844Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "three qubits solved in 5 s\n", " p_x (C m) S_xx S_xy S_yy m_z (S in C m², m in C m², about the junction midpoint)\n", " symmetric 3.770e-10 3.0e-16 4.0e-18 -6.9e-17 4.2e-17\n", " unequal paddles 3.410e-10 2.7e-15 1.8e-18 -3.3e-14 -9.8e-17\n", " junction off the axis 3.774e-10 -8.3e-17 -1.1e-13 1.3e-16 -5.5e-14\n", "\n", "about the dipole center (shift d chosen to remove S_xx and S_xy):\n", " d (µm) S_yy/(p·1 mm) m_z/(p·1 mm) |M_yz| (p mm²)\n", " symmetric ( +0.4, +0.0) -0.000 0.000 0.030\n", " unequal paddles ( +3.9, +0.0) -0.097 -0.000 0.016\n", " junction off the axis ( -0.1, -299.4) -0.000 -0.297 0.085\n", "\n", "check of the shift rule for m_z, off-axis junction: moved current -1.120e-13, formula -1.120e-13 C m²\n", "about the dipole center m_z = -1.120e-13 C m²; compare −p_x·y_J = -1.132e-13 C m² (a charge p_x/Δx carried across the gap at height y_J above the charge center: the moment is the dipole times the offset)\n" ] } ], "source": [ "if RUN_SYMMETRY_BREAKING:\n", " start = time.time()\n", " variants = {\n", " \"symmetric\": box_package(),\n", " \"unequal paddles\": box_package(pad_right=(0.1, 0.6, -0.3, 0.3)),\n", " \"junction off the axis\": box_package(junction_y=0.3),\n", " }\n", " VAR = {}\n", " th_v = np.linspace(0, 2 * np.pi, 361)[:-1]\n", " for name, pk_v in variants.items():\n", " mesh_v = pm.mesh_package(pk_v, region=\"full\", h_metal=0.05, h_max=0.8)\n", " es_v = pm.Electrostatics(mesh_v, order=BUD[\"order\"])\n", " sv = mp.qubit_sources(es_v, mesh_v, pk_v, [(0, 0)], order=BUD[\"order\"])[(0, 0)]\n", " circ_v = np.vstack(\n", " [\n", " cb + 2.0 * np.cos(th_v),\n", " cb + 2.0 * np.sin(th_v),\n", " np.full(th_v.size, t + 1e-6),\n", " ]\n", " )\n", " sv[\"phi_circle\"] = es_v.potential(\"Q_0_0.pad_left\", \"Q_0_0.pad_right\", circ_v)\n", " del es_v\n", " VAR[name] = sv\n", " TIMES[\"symmetry breaking\"] = time.time() - start\n", " print(f\"three qubits solved in {TIMES['symmetry breaking']:.0f} s\")\n", " print(\n", " f\"{'':>24} {'p_x (C m)':>11} {'S_xx':>10} {'S_xy':>10} {'S_yy':>10} {'m_z':>10} (S in C m², m in C m², about the junction midpoint)\"\n", " )\n", " for name, sv in VAR.items():\n", " m_ = sv[\"mom\"]\n", " print(\n", " f\"{name:>24} {m_['p'][0]:11.3e} {m_['S'][0, 0]:10.1e} {m_['S'][0, 1]:10.1e} {m_['S'][1, 1]:10.1e} {sv['cur'].m():10.1e}\"\n", " )\n", "\n", " print(\"\\nabout the dipole center (shift d chosen to remove S_xx and S_xy):\")\n", " print(\n", " f\"{'':>24} {'d (µm)':>16} {'S_yy/(p·1 mm)':>14} {'m_z/(p·1 mm)':>13} {'|M_yz| (p mm²)':>15}\"\n", " )\n", " for name, sv in VAR.items():\n", " d_ = mp.dipole_center(sv[\"mom\"])\n", " sh = mp.shift_origin(sv[\"mom\"], d_)\n", " cur_s = sv[\"cur\"].shifted(d_)\n", " sv[\"d\"], sv[\"cur_dc\"], sv[\"S_dc\"] = d_, cur_s, sh[\"S\"]\n", " p_ = sv[\"mom\"][\"p\"][0]\n", " print(\n", " f\"{name:>24} ({d_[0] * 1e6:+6.1f}, {d_[1] * 1e6:+6.1f}) {sh['S'][1, 1] / (p_ * 1e-3):14.3f} {cur_s.m() / (p_ * 1e-3):13.3f} {abs(cur_s.M()[1]) / p_ / 1e-6:15.3f}\"\n", " )\n", " sv[\"Syy_rel\"] = sh[\"S\"][1, 1] / (p_ * 1e-3)\n", " sv[\"mz_dc_rel\"] = cur_s.m() / (p_ * 1e-3)\n", " # the shift identity of the current: m_z -> m_z - (d x p)/2\n", " sv = VAR[\"junction off the axis\"]\n", " mz_formula = sv[\"cur\"].m() - 0.5 * (\n", " sv[\"d\"][0] * sv[\"mom\"][\"p\"][1] - sv[\"d\"][1] * sv[\"mom\"][\"p\"][0]\n", " )\n", " print(\n", " f\"\\ncheck of the shift rule for m_z, off-axis junction: moved current {sv['cur_dc'].m():.3e}, formula {mz_formula:.3e} C m²\"\n", " )\n", " yJ = 0.3e-3\n", " print(\n", " f\"about the dipole center m_z = {sv['cur_dc'].m():.3e} C m²; compare −p_x·y_J = {-sv['mom']['p'][0] * yJ:.3e} C m² \"\n", " f\"(a charge p_x/Δx carried across the gap at height y_J above the charge center: the moment is the dipole times the offset)\"\n", " )\n", "else:\n", " print(\"RUN_SYMMETRY_BREAKING = False: skipped\")" ] }, { "cell_type": "markdown", "id": "bcbe0e21", "metadata": {}, "source": [ "Unequal paddles give $S_{yy}\\neq0$ about the dipole's own center, at about a tenth of $p\\cdot1$ mm, and about the same $S_{xx}$ offset that the dipole center absorbs. The off-axis junction leaves the charge distribution alone, so $S_{yy}$ stays at its reference value, but the origin at the junction is displaced from the dipole center and the shift rule moves $S_{xy}$ and $\\tilde m_z$ together: the intrinsic $\\tilde m_z$, about the dipole center, is the number in the second table. Now the angular harmonics of the potential on the 2 mm circle, which show the quadrupole as a shape:" ] }, { "cell_type": "code", "execution_count": 26, "id": "6733ea7c", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:09:16.355621Z", "iopub.status.busy": "2026-10-03T07:09:16.355534Z", "iopub.status.idle": "2026-10-03T07:09:16.836875Z", "shell.execute_reply": "2026-10-03T07:09:16.836501Z" } }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "if RUN_SYMMETRY_BREAKING:\n", " fig, ax = plt.subplots(\n", " 1, 3, figsize=(16.5, 4.6), gridspec_kw=dict(width_ratios=[1.1, 1.0, 0.9])\n", " )\n", " cols = {\n", " \"symmetric\": \"tab:blue\",\n", " \"unequal paddles\": \"tab:red\",\n", " \"junction off the axis\": \"tab:green\",\n", " }\n", " harm = {}\n", " for name, sv in VAR.items():\n", " a_h, b_h = harmonics(th_v, sv[\"phi_circle\"], 6)\n", " harm[name] = (a_h, b_h)\n", " width = 0.27\n", " for k_, (name, (a_h, b_h)) in enumerate(harm.items()):\n", " amp = np.hypot(a_h, b_h)\n", " ax[0].bar(\n", " np.arange(1, 7) + (k_ - 1) * width,\n", " amp / amp[0],\n", " width,\n", " color=cols[name],\n", " label=name,\n", " )\n", " ax[0].set_yscale(\"log\")\n", " ax[0].set(\n", " xlabel=\"angular harmonic n of the potential on the 2 mm circle\",\n", " ylabel=\"|amplitude| / dipole harmonic\",\n", " title=\"odd harmonics only for the symmetric qubit;\\nn = 2 appears when the paddles differ\",\n", " xticks=range(1, 7),\n", " ylim=(1e-5, 2),\n", " )\n", " ax[0].legend(fontsize=8, loc=\"upper right\")\n", " # (middle) the quadrupole part of the potential: the n = 2 harmonic of the unequal-paddle qubit, as the four lobes it makes\n", " phi_fine = np.linspace(0, 2 * np.pi, 400)\n", " ax[1].remove()\n", " axp = fig.add_subplot(1, 3, 2, projection=\"polar\")\n", " a_h, b_h = harm[\"unequal paddles\"]\n", " n2 = a_h[1] * np.cos(2 * phi_fine) + b_h[1] * np.sin(2 * phi_fine)\n", " axp.fill_between(\n", " phi_fine,\n", " 0,\n", " np.where(n2 > 0, n2, 0),\n", " color=\"tab:red\",\n", " alpha=0.75,\n", " label=\"n = 2, φ > 0\",\n", " )\n", " axp.fill_between(\n", " phi_fine,\n", " 0,\n", " np.where(n2 < 0, -n2, 0),\n", " color=\"tab:blue\",\n", " alpha=0.75,\n", " label=\"n = 2, φ < 0\",\n", " )\n", " axp.set_title(\n", " \"unequal paddles: the n = 2 part of the potential\\n(four lobes of alternating sign)\",\n", " fontsize=10,\n", " pad=16,\n", " )\n", " axp.set_yticklabels([])\n", " axp.legend(fontsize=8, loc=\"lower left\", bbox_to_anchor=(-0.3, -0.12))\n", " # (right) the dipole's own center and the quadrupole against the paddle geometry\n", " names = list(VAR)\n", " Syy = [VAR[n][\"Syy_rel\"] for n in names]\n", " mzr = [VAR[n][\"mz_dc_rel\"] for n in names]\n", " xk = np.arange(len(names))\n", " ax[2].bar(\n", " xk - 0.18,\n", " np.abs(Syy),\n", " 0.34,\n", " color=\"tab:red\",\n", " label=\"|S$_{yy}$| / (p · 1 mm), about the dipole center\",\n", " )\n", " ax[2].bar(\n", " xk + 0.18,\n", " np.abs(mzr),\n", " 0.34,\n", " color=\"tab:green\",\n", " label=\"|m̃$_z$| / (p · 1 mm), about the dipole center\",\n", " )\n", " ax[2].set_yscale(\"log\")\n", " ax[2].set_xticks(xk, [n.replace(\" \", \"\\n\", 1) for n in names], fontsize=8.5)\n", " for k_, (sv_, mv_) in enumerate(zip(Syy, mzr)):\n", " ax[2].text(\n", " k_ - 0.18,\n", " max(abs(sv_), 1e-4) * 1.3,\n", " f\"{abs(sv_):.1g}\",\n", " ha=\"center\",\n", " fontsize=8,\n", " )\n", " ax[2].text(\n", " k_ + 0.18,\n", " max(abs(mv_), 1e-4) * 1.3,\n", " f\"{abs(mv_):.1g}\",\n", " ha=\"center\",\n", " fontsize=8,\n", " )\n", " ax[2].set(title=\"what each broken symmetry switches on\", ylim=(1e-4, 30))\n", " ax[2].legend(fontsize=7.5, loc=\"upper left\")\n", " plt.tight_layout()\n", " show(fig, \"fig11_symmetry_breaking\")" ] }, { "cell_type": "markdown", "id": "be83e453", "metadata": {}, "source": [ "The symmetric qubit has only odd harmonics. Unequal paddles add an $n=2$ harmonic, four lobes of alternating sign, which is the quadrupole of the charge, and the off-axis junction changes nothing in the potential at all, because the junction is open for the electrostatics: its effect is entirely on the current.\n", "\n", "**How much do they couple?** Place each qubit at the position of array qubit (1,2) and compute the electric terms in the analytic LSM$_{110}$ field. $E_2=\\tfrac12S_{ij}\\partial_iE_j$ splits into its three Cartesian parts; the dipole center shifts the expansion point and takes the $xx$ and $xy$ parts with it." ] }, { "cell_type": "code", "execution_count": 27, "id": "457437b4", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:09:16.838647Z", "iopub.status.busy": "2026-10-03T07:09:16.838560Z", "iopub.status.idle": "2026-10-03T07:09:16.845294Z", "shell.execute_reply": "2026-10-03T07:09:16.844898Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "qubit at (1,2) = (4.5, 7.5) mm in LSM110 (E_x-dominated there); g/2π in MHz\n", " E1 E2: xx xy yy E3 exact E2/E1 (E1+E2) from dipole center trace term (1/6)Skk ∇·E\n", " symmetric -9.8527 0.0002 -0.0000 -0.0000 0.0096 -9.8430 -1.5e-05 -9.8526 0.0001\n", " unequal paddles -8.9114 0.0019 -0.0000 -0.0231 0.0070 -8.9256 2.4e-03 -8.9327 -0.0142\n", " junction off the axis -9.8619 -0.0001 0.3093 0.0001 0.0145 -9.5385 -3.1e-02 -9.5478 0.0000\n", "\n", "unequal paddles: the quadrupole about the dipole center, ½ S_yy ∂_yE_y, couples -23 kHz = 2.6e-03 of the dipole coupling at this position; the traceless form would have to add -14 kHz from ∂_zE_z, at an interface.\n" ] } ], "source": [ "if RUN_SYMMETRY_BREAKING:\n", " qc = np.array(centers[(1, 2)])\n", " a_ = an[\"110\"]\n", " print(\n", " f\"qubit at (1,2) = {tuple(float(v) for v in qc)} mm in LSM110 (E_x-dominated there); g/2π in MHz\"\n", " )\n", " print(\n", " f\"{'':>24} {'E1':>9} {'E2: xx':>9} {'xy':>9} {'yy':>9} {'E3':>9} {'exact':>9} {'E2/E1':>8} {'(E1+E2) from dipole center':>28} {'trace term (1/6)Skk ∇·E':>26}\"\n", " )\n", " for name, sv in VAR.items():\n", " m_ = sv[\"mom\"]\n", " d2 = phi_d2 = mp.phi_derivs(a_, qc[0], qc[1], 2) # d_i d_j Phi\n", " E1 = mp.g_MHz(a_.f, mp.multipole_terms(m_, a_, qc, 3)[0])\n", " E2_parts = [\n", " mp.g_MHz(\n", " a_.f, -0.5 * m_[\"S\"][i_, j_] * phi_d2[i_, j_] * (1 if i_ == j_ else 2)\n", " )\n", " for i_, j_ in ((0, 0), (0, 1), (1, 1))\n", " ]\n", " E3 = mp.g_MHz(a_.f, mp.multipole_terms(m_, a_, qc, 3)[2])\n", " ex = mp.g_MHz(a_.f, mp.exact_analytic(a_, qc, sv[\"r\"], sv[\"q\"]))\n", " # expansion about the dipole center: the same coupling, a different split between E1 and E2\n", " qd = qc + sv[\"d\"] * 1e3\n", " m_dc = mp.moments(sv[\"r\"] - sv[\"d\"][:, None], sv[\"q\"])\n", " t_dc = mp.multipole_terms(m_dc, a_, qd, 3)\n", " E12_dc = mp.g_MHz(a_.f, t_dc[0] + t_dc[1])\n", " # the term of the traceless form: (1/6) S_kk div_t E, div_t E_t = -laplacian Phi = gamma^2 Phi\n", " trace_term = mp.g_MHz(\n", " a_.f,\n", " np.trace(m_[\"S\"]) / 6 * a_.gamma**2 * mp.lsm_potential(a_, qc[0], qc[1]),\n", " )\n", " sv[\"E2_rel\"] = sum(E2_parts) / E1\n", " print(\n", " f\"{name:>24} {E1:9.4f} {E2_parts[0]:9.4f} {E2_parts[1]:9.4f} {E2_parts[2]:9.4f} {E3:9.4f} {ex:9.4f} {sum(E2_parts) / E1:8.1e} {E12_dc:28.4f} {trace_term:26.4f}\"\n", " )\n", " sv[\"trace_term\"] = trace_term\n", " sv = VAR[\"unequal paddles\"]\n", " S_dc = sv[\"S_dc\"]\n", " E2_yy = mp.g_MHz(a_.f, -0.5 * S_dc[1, 1] * mp.phi_derivs(a_, qc[0], qc[1], 2)[1, 1])\n", " print(\n", " f\"\\nunequal paddles: the quadrupole about the dipole center, ½ S_yy ∂_yE_y, couples {E2_yy * 1e3:+.0f} kHz = {E2_yy / mp.g_MHz(a_.f, mp.multipole_terms(sv['mom'], a_, qc, 3)[0]):.1e} of the dipole coupling at this position;\"\n", " f\" the traceless form would have to add {sv['trace_term'] * 1e3:+.0f} kHz from ∂_zE_z, at an interface.\"\n", " )\n", " claim(\n", " \"an unequal-paddle qubit has a nonzero quadrupole S_yy\",\n", " \"x → −x mirror broken, y mirror kept\",\n", " \"single qubit in a box, order-2 charges, about the dipole center\",\n", " f\"S_yy/(p·1 mm) = {VAR['unequal paddles']['Syy_rel']:+.3f} (symmetric: {VAR['symmetric']['Syy_rel']:+.1e}); couples {VAR['unequal paddles']['E2_rel']:.1e} of the dipole at (1,2) in LSM110\",\n", " \"PASS\"\n", " if abs(VAR[\"unequal paddles\"][\"Syy_rel\"])\n", " > 20 * abs(VAR[\"symmetric\"][\"Syy_rel\"])\n", " else \"FAIL\",\n", " )\n", " claim(\n", " \"an off-axis junction gives the current a magnetic dipole m_z, and leaves the charge alone\",\n", " \"y → −y mirror of the current broken\",\n", " \"Poisson sheet current, single qubit\",\n", " f\"m_z/(p·1 mm) = {VAR['junction off the axis']['mz_dc_rel']:+.2f} about the dipole center (symmetric: {VAR['symmetric']['mz_dc_rel']:+.1e}); S_yy unchanged ({VAR['junction off the axis']['Syy_rel']:+.1e})\",\n", " \"CAVEAT\",\n", " \"m_z comes from the factor-2 current model; its origin dependence is exact (shift rule checked above)\",\n", " )" ] }, { "cell_type": "markdown", "id": "35c85fe6", "metadata": {}, "source": [ "At the position of qubit (1,2), the quadrupole of the unequal-paddle qubit couples at the level of a few parts in a thousand of the dipole, a few times the octupole, and the dipole-center shift moves the $xx$ and $xy$ parts into $E_1$ without changing the total to that order. The trace term the traceless form would need is not small compared with the quadrupole coupling it modifies, and it comes from a derivative across the interface. Two conclusions: for a transmon that is symmetric the quadrupole is negligible by construction, and for one that is not it is a correction of the size of the octupole.\n", "\n", "What an off-axis junction does is for the magnetic side, and no LSM mode can see it: $\\tilde m_z$ multiplies $(\\nabla\\times\\mathbf E)_z$, which is zero. The next section shows where it is not." ] }, { "cell_type": "markdown", "id": "cf6a223b", "metadata": {}, "source": [ "## 8. Where the magnetic coupling is not zero\n", "\n", "A zero that is never seen to fail is a blind spot. Two ways to make the magnetic coupling nonzero, each breaking one of the conditions of Sec. 3 (the source is flat; the mode has $B_z=0$).\n", "\n", "### 8a. A source that is not flat\n", "\n", "A vertical current element has a moment along the in-plane direction, and the in-plane magnetic field of the mode, 16 times larger than $E_x/c$, couples to it. The simplest model is a bond-wire or airbridge-like arch that carries the qubit's displacement charge $Q$ over a span $s$ with height $h$, in place of a flat path between the same two points. The charges stay on the paddles, so the electric multipoles do not change: the dipole $\\mathbf p=Q\\,\\mathbf\\Delta$ depends only on the end points. The current path does change, and with it the magnetic moment, by $Q$ times the vector area between the arch and the chord, $\\tilde{\\mathbf m}=Q\\,\\mathbf A$ with $|\\mathbf A|=\\tfrac23sh$ for a parabola. For an arch in the $xz$-plane the moment is along $y$ and couples to $(\\nabla\\times\\mathbf E)_y=\\omega B_y$, an in-plane component that the flat qubit cannot feel. The coupling energy is $U_M=\\tilde m_y\\,\\omega B_y$, in the same normalization as everything else." ] }, { "cell_type": "code", "execution_count": 28, "id": "946463ed", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:09:16.846349Z", "iopub.status.busy": "2026-10-03T07:09:16.846281Z", "iopub.status.idle": "2026-10-03T07:09:17.177877Z", "shell.execute_reply": "2026-10-03T07:09:17.177536Z" } }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "at qubit (0,4): a 0.2 mm-span arch reaches 1% of the dipole coupling at h = 23 µm; at the largest h shown, 0.27 of it\n", "ω B_y / E_x over the 25 qubits: 2.183 per mm, worst deviation from proportionality 2.8e-16 of max |ωB_y| (the same pattern, so the ratio does not depend on the qubit)\n" ] } ], "source": [ "a_ = an[\"110\"]\n", "Q_pad = np.abs(src[(0, 4)][\"q\"][src[(0, 4)][\"q\"] > 0].sum())\n", "hs = np.logspace(-3, np.log10(0.6), 60) # arch heights, mm\n", "fig, ax = plt.subplots(1, 2, figsize=(13, 4.2))\n", "ratios = {}\n", "for span, col in ((0.2, \"tab:blue\"), (0.7, \"tab:red\")):\n", " r_h = []\n", " for h_ in hs:\n", " i_, j_ = 0, 4\n", " c_ = src[(i_, j_)][\"c\"]\n", " # B at the height of the centroid of the arch's area (about 0.4 h above the chip)\n", " _, B_arch = mp.lsm_fields(a_, c_[0], c_[1], t + 0.4 * h_)\n", " U_M = (\n", " Q_pad\n", " * (2 / 3 * span * 1e-3 * h_ * 1e-3)\n", " * (2 * np.pi * a_.f)\n", " * abs(B_arch[1])\n", " )\n", " r_h.append(\n", " U_M\n", " / abs(src[(i_, j_)][\"mom\"][\"p\"][0] * mp.phi_derivs(a_, c_[0], c_[1], 1)[0])\n", " )\n", " ratios[span] = np.array(r_h)\n", " ax[0].loglog(hs * 1e3, r_h, color=col, lw=2, label=f\"span {span} mm\")\n", "ax[0].axhline(0.01, color=\"0.5\", ls=\"--\", lw=0.9)\n", "ax[0].text(\n", " 560,\n", " 0.0112,\n", " \"1% of the dipole coupling\",\n", " color=\"0.4\",\n", " fontsize=8.5,\n", " ha=\"right\",\n", " va=\"bottom\",\n", ")\n", "ax[0].axhline(1.0, color=\"0.5\", ls=\"--\", lw=0.9)\n", "ax[0].text(\n", " 560,\n", " 1.1,\n", " \"equal to the dipole coupling\",\n", " color=\"0.4\",\n", " fontsize=8.5,\n", " ha=\"right\",\n", " va=\"bottom\",\n", ")\n", "ax[0].set(\n", " xlabel=\"arch height h (µm)\",\n", " ylabel=\"|magnetic| / |dipole| coupling\",\n", " title=\"vertical current element: LSM$_{110}$ at qubit (0,4)\",\n", ")\n", "ax[0].legend(fontsize=9, loc=\"lower right\")\n", "ax[0].set_ylim(3e-4, 4)\n", "# the ratio is the same at every qubit: B_y and E_x share the pattern cos(pi x/L) sin(pi y/L)\n", "Ex_all, wBy_all = [], []\n", "for ij in QUBITS:\n", " c_ = src[ij][\"c\"]\n", " _, Bq = mp.lsm_fields(a_, c_[0], c_[1], t + 0.04)\n", " Ex_all.append(-mp.phi_derivs(a_, c_[0], c_[1], 1)[0])\n", " wBy_all.append((2 * np.pi * a_.f) * Bq[1])\n", "Ex_all, wBy_all = np.array(Ex_all), np.array(wBy_all)\n", "slope = np.sum(Ex_all * wBy_all) / np.sum(Ex_all**2)\n", "ax[1].plot(Ex_all / 1e6, wBy_all / 1e9, \"o\", color=\"tab:green\")\n", "xl = np.array([Ex_all.min(), Ex_all.max()]) / 1e6\n", "ax[1].plot(xl, slope * xl * 1e6 / 1e9, color=\"0.4\", lw=1)\n", "ax[1].set(\n", " xlabel=\"in-plane electric field E$_x$ at the qubit (MV/m)\",\n", " ylabel=\"ω B$_y$ at the qubit (10$^9$ V/m²)\",\n", " title=f\"25 qubits: in-plane B$_y$ and E$_x$ are proportional\\n(ω B$_y$ / E$_x$ = {abs(slope) * 1e-3:.2f} per mm)\",\n", ")\n", "plt.tight_layout()\n", "show(fig, \"fig12_vertical_element\")\n", "h1 = hs[np.argmax(ratios[0.2] > 0.01)] * 1e3\n", "print(\n", " f\"at qubit (0,4): a 0.2 mm-span arch reaches 1% of the dipole coupling at h = {h1:.0f} µm and the dipole coupling itself at h = {hs[np.argmax(ratios[0.2] > 1)] * 1e3 if (ratios[0.2] > 1).any() else float('nan'):.0f} µm\"\n", " if (ratios[0.2] > 1).any()\n", " else f\"at qubit (0,4): a 0.2 mm-span arch reaches 1% of the dipole coupling at h = {h1:.0f} µm; at the largest h shown, {ratios[0.2][-1]:.2f} of it\"\n", ")\n", "print(\n", " f\"ω B_y / E_x over the 25 qubits: {abs(slope) * 1e-3:.3f} per mm, worst deviation from proportionality {np.abs(wBy_all - slope * Ex_all).max() / np.abs(wBy_all).max():.1e} of max |ωB_y|\"\n", " f\" (the same pattern, so the ratio does not depend on the qubit)\"\n", ")\n", "claim(\n", " \"a vertical current element couples magnetically to the in-plane B of the mode\",\n", " \"arch of height h, span 0.2 mm, charge Q of the qubit (a model of the current path)\",\n", " \"U_M = Q·(2/3)s h·ωB_y against p·E_x\",\n", " f\"1% of the dipole at h = {h1:.0f} µm; ratio {ratios[0.2][-1]:.2f} at h = {hs[-1] * 1e3:.0f} µm\",\n", " \"CAVEAT\",\n", " \"idealized thin arch carrying the whole displacement charge; the order of magnitude, not a bond-wire simulation\",\n", ")" ] }, { "cell_type": "markdown", "id": "37d99947", "metadata": {}, "source": [ "For an arch of a tenth of a millimeter or more, the magnetic coupling to the in-plane field is a percent of the dipole coupling or more, and it is not zero at any height: it grows linearly with $h$ and is the same fraction of $E_1$ at every qubit, because $B_y$ and $E_x$ of LSM$_{110}$ share the pattern $\\cos(\\pi x/L_x)\\sin(\\pi y/L_y)$. That is the sense in which magnetic coupling is \"small\" in this device: not because the in-plane magnetic field is weak, which it is not, but because the qubits are flat. Features of a device with vertical extent (wirebonds, airbridges of a few micrometers contribute proportionally less, a probe or a pin through the chip) do not have that protection.\n", "\n", "### 8b. A mode with $B_z\\neq0$\n", "\n", "The other condition is the mode. Modes that are transverse-electric to $z$ (LSE) have $H_z\\neq0$ and a rotational in-plane electric field. Where is the lowest one? Their frequency follows from continuity of $h(z)$ and $h'(z)$ at the silicon surface (`mp.lse_frequencies`), and the finite-element solver finds them: solve the paddle-free quarter at 0.3 mm elements near that frequency and sort the modes by the share of the normal magnetic field in their in-plane field. The mesh is coarse for 40 GHz (wavelength in the silicon about 2 mm), so frequencies are good to a few percent." ] }, { "cell_type": "code", "execution_count": 29, "id": "b875a957", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:09:17.179315Z", "iopub.status.busy": "2026-10-03T07:09:17.179220Z", "iopub.status.idle": "2026-10-03T07:09:43.613575Z", "shell.execute_reply": "2026-10-03T07:09:43.613123Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "analytic LSE_ab (TE_z) estimates, lowest of each (GHz): (01) 39.40, (11) 39.54, (21) 39.97\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "111,739 unknowns; the 8 modes nearest 39 GHz, with rms B_z / rms B_t at the chip plane:\n", " 38.865 GHz B_z/B_t = 0.279\n", " 38.919 GHz B_z/B_t = 0.257\n", " 38.949 GHz B_z/B_t = 0.102\n", " 38.968 GHz B_z/B_t = 0.236\n", " 39.471 GHz B_z/B_t = 0.110\n", " 39.473 GHz B_z/B_t = 0.113\n", " 39.490 GHz B_z/B_t = 0.113\n", " 39.491 GHz B_z/B_t = 0.113\n", "floor of B_z/B_t on this mesh (smallest ratio, TM modes): 0.102; lowest clear LSE candidate: 38.86 GHz; largest ratio 0.28 at 38.86 GHz (26 s)\n" ] } ], "source": [ "if RUN_LSE_SEARCH:\n", " start = time.time()\n", " f_est = {\n", " ab: mp.lse_frequencies(*ab, 30.0, 30.0, 3.0, t, pm.DEVICE[\"eps_r\"], 1)[0]\n", " for ab in ((0, 1), (1, 1), (2, 1))\n", " }\n", " print(\n", " \"analytic LSE_ab (TE_z) estimates, lowest of each (GHz): \"\n", " + \", \".join(f\"({a}{b}) {f / 1e9:.2f}\" for (a, b), f in f_est.items())\n", " )\n", " mesh_lse = pm.mesh_package(\n", " package, region=\"quarter\", pads=False, h_max=0.3, h_metal=0.3\n", " )\n", " fem_lse = pm.MaxwellFEM(mesh_lse, cuts=(\"pmc\", \"pmc\"))\n", " lse_modes = fem_lse.eigenmodes(39.3e9, n=8)\n", " gl = np.linspace(0.3, 14.7, 41)\n", " Xl, Yl = np.meshgrid(gl, gl)\n", " pl = np.vstack([Xl.ravel(), Yl.ravel(), np.full(Xl.size, t + 1e-6)])\n", " frac = []\n", " for m_ in lse_modes:\n", " C_ = mp.curl_E(fem_lse, m_.u, pl)\n", " frac.append(np.sqrt(np.mean(C_[2] ** 2) / np.mean(C_[0] ** 2 + C_[1] ** 2)))\n", " print(\n", " f\"{fem_lse.n_dofs:,} unknowns; the {len(lse_modes)} modes nearest 39 GHz, with rms B_z / rms B_t at the chip plane:\"\n", " )\n", " for m_, fr in zip(lse_modes, frac):\n", " print(f\" {m_.f / 1e9:7.3f} GHz B_z/B_t = {fr:.3f}\")\n", " # the noise floor of this mesh for B_z: the modes with the smallest ratio are TM (B_z = 0 exactly)\n", " floor = min(frac)\n", " k_lse = int(np.argmax(frac))\n", " mode_lse = lse_modes[k_lse]\n", " print(\n", " f\"floor of B_z/B_t on this mesh (smallest ratio, TM modes): {floor:.3f}; lowest clear LSE candidate: {min(m_.f for m_, fr in zip(lse_modes, frac) if fr > 2 * floor) / 1e9:.2f} GHz;\"\n", " f\" largest ratio {frac[k_lse]:.2f} at {mode_lse.f / 1e9:.2f} GHz ({time.time() - start:.0f} s)\"\n", " )\n", " TIMES[\"lse\"] = time.time() - start\n", "else:\n", " print(\"RUN_LSE_SEARCH = False: skipped\")" ] }, { "cell_type": "markdown", "id": "6733fe7a", "metadata": {}, "source": [ "Modes with a clear normal magnetic field exist near 40 GHz, six times the frequency of the modes the qubits are meant to couple to, and several modes of the loaded box lie between (LSM modes with higher $(a,b)$). The lowest of them has a normal field of a few tens of percent of its in-plane field, well above the floor of this mesh. That is the worked example for the magnetic dipole: the off-axis-junction qubit of Sec. 7 has $\\tilde m_z\\neq0$, and in such a mode $(\\nabla\\times\\mathbf E)_z\\neq0$. Its magnetic dipole coupling $M_1=\\tilde m_z(\\nabla\\times\\mathbf E)_z$ against its electric coupling $E_1=\\mathbf p\\cdot\\mathbf E$, at every qubit of the quarter, from the same disc fits: (a wide disc, because the mode varies on the scale of the chip; the electric coupling is that of the symmetric qubit, whose dipole is the same). Both are the $g/2\\pi$ the two would have if they were resonant at the mode's frequency; the printout compares $M_1$ with its own estimator floor, from the scatter over three fit radii. If it does not clear 3× that floor, the honest reading is that this one coarse mesh illustrates the mechanism and does not measure the number:" ] }, { "cell_type": "code", "execution_count": 30, "id": "48c11ec6", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:09:43.614698Z", "iopub.status.busy": "2026-10-03T07:09:43.614629Z", "iopub.status.idle": "2026-10-03T07:09:45.570413Z", "shell.execute_reply": "2026-10-03T07:09:45.570039Z" } }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "mode at 38.86 GHz: largest |M1| = 14.39 MHz against largest |E1| = 1303.45 MHz (ratio 0.01; g/2π if the two were resonant at that frequency);\n", "fit floor of M1 (scatter over three fit radii, 1.2 / 1.6 / 2.0 mm, peak over qubits): 5.12 MHz -> M1 is NOT above 3× that floor (mesh floor not measured: one coarse mesh); the same qubit in the LSM110 mode: M1 = 0 (B_z = 0)\n" ] } ], "source": [ "if RUN_LSE_SEARCH and RUN_SYMMETRY_BREAKING:\n", " w_l = 2 * np.pi * mode_lse.f\n", " sv_sym, sv_off = VAR[\"symmetric\"], VAR[\"junction off the axis\"]\n", " F_l = lambda p_: np.vstack(\n", " [mode_lse.field(p_)[:2], mp.curl_E(fem_lse, mode_lse.u, p_)[2:3]]\n", " )\n", " E1_l, M1_l = np.zeros((5, 5)), np.zeros((5, 5))\n", " for i_, j_ in QUBITS:\n", " c_ = src[(i_, j_)][\"c\"]\n", " ft = mp.disc_fit(\n", " F_l, (c_[0], c_[1], t + 1e-6), R=1.6, N=3000\n", " ) # the mode varies on the scale of the chip: a wide disc\n", " E1_l[j_, i_] = mp.g_MHz(mode_lse.f, sv_sym[\"mom\"][\"p\"] @ ft.value[:2])\n", " M1_l[j_, i_] = mp.g_MHz(mode_lse.f, sv_off[\"cur_dc\"].m() * ft.value[2])\n", " # the estimator floor of M1: the same fit with other radii (one mesh only, so no mesh floor: unverified)\n", " M1_R = []\n", " for R_ in (1.2, 2.0):\n", " m_ = np.zeros((5, 5))\n", " for i_, j_ in QUBITS:\n", " c_ = src[(i_, j_)][\"c\"]\n", " ft = mp.disc_fit(F_l, (c_[0], c_[1], t + 1e-6), R=R_, N=3000)\n", " m_[j_, i_] = mp.g_MHz(mode_lse.f, sv_off[\"cur_dc\"].m() * ft.value[2])\n", " M1_R.append(m_)\n", " M1_fit_floor = np.nanmax(np.nanstd(np.array([M1_l] + M1_R), axis=0, ddof=1))\n", " e_max = np.abs(E1_l).max()\n", " fig, ax = plt.subplots(1, 2, figsize=(10.8, 4.4))\n", " for a_k, F_, ttl in (\n", " (ax[0], E1_l, \"electric dipole coupling E1 = p·E\\nof the symmetric qubit\"),\n", " (\n", " ax[1],\n", " M1_l,\n", " \"magnetic dipole coupling M1 = m̃$_z$ (∇×E)$_z$\\nof the qubit with the junction off the axis\",\n", " ),\n", " ):\n", " lim_k = 100 if a_k is ax[0] else np.abs(F_).max() / e_max * 100\n", " im = a_k.imshow(\n", " F_ / e_max * 100, origin=\"lower\", cmap=\"RdBu_r\", vmin=-lim_k, vmax=lim_k\n", " )\n", " for jj in range(5):\n", " for ii in range(5):\n", " a_k.text(\n", " ii,\n", " jj,\n", " f\"{F_[jj, ii] / e_max * 100:.1f}\",\n", " ha=\"center\",\n", " va=\"center\",\n", " fontsize=8,\n", " )\n", " a_k.set(\n", " title=ttl,\n", " xticks=range(5),\n", " yticks=range(5),\n", " xlabel=\"column i\",\n", " ylabel=\"row j\" if a_k is ax[0] else None,\n", " )\n", " plt.colorbar(\n", " im,\n", " ax=a_k,\n", " shrink=0.8,\n", " label=\"% of the largest |E1|\" + (\"\" if a_k is ax[0] else \" (own scale)\"),\n", " )\n", " fig.suptitle(\n", " f\"the {mode_lse.f / 1e9:.1f} GHz mode with B$_z$ ≠ 0, at each qubit of the quarter\",\n", " y=1.02,\n", " )\n", " plt.tight_layout()\n", " show(fig, \"fig13_lse_mode_coupling\")\n", " ratio_ml = np.abs(M1_l).max() / np.abs(E1_l).max()\n", " print(\n", " f\"mode at {mode_lse.f / 1e9:.2f} GHz: largest |M1| = {np.abs(M1_l).max():.2f} MHz against largest |E1| = {np.abs(E1_l).max():.2f} MHz (ratio {ratio_ml:.2f}; \"\n", " f\"g/2π if the two were resonant at that frequency);\"\n", " )\n", " print(\n", " f\"fit floor of M1 (scatter over three fit radii, 1.2 / 1.6 / 2.0 mm, peak over qubits): {M1_fit_floor:.2f} MHz -> M1 is \"\n", " f\"{'above 3× that floor' if np.abs(M1_l).max() > 3 * M1_fit_floor else 'NOT above 3× that floor'} (mesh floor not measured: one coarse mesh); the same qubit in the LSM110 mode: M1 = 0 (B_z = 0)\"\n", " )\n", " clears = np.abs(M1_l).max() > 3 * M1_fit_floor\n", " claim(\n", " \"a package mode with B_z ≠ 0 exists, and a qubit with m_z ≠ 0 couples to it magnetically\",\n", " \"LSE (TE_z) mode near 40 GHz; qubit with its junction 0.3 mm off the paddle axis\",\n", " \"paddle-free quarter, 0.3 mm elements, disc fits; M1 = m̃_z (curl E)_z\",\n", " f\"lowest clear mode {min(m_.f for m_, fr in zip(lse_modes, frac) if fr > 2 * floor) / 1e9:.1f} GHz; largest |M1|/|E1| = {ratio_ml:.2f}; M1 {np.abs(M1_l).max():.1f} MHz vs fit floor {M1_fit_floor:.1f} MHz ({np.abs(M1_l).max() / M1_fit_floor:.1f}×)\",\n", " \"CAVEAT\",\n", " (\n", " \"M1 clears 3× its fit floor; \"\n", " if clears\n", " else \"M1 does NOT clear 3× its fit floor on this mesh (a one-mesh illustration, mesh floor unmeasured); \"\n", " )\n", " + \"coarse mesh (frequencies to a few %), the factor-2 current model, and a qubit placed in a mode 6× its own frequency: the mechanism, not a prediction\",\n", " )\n", "else:\n", " print(\"skipped (needs RUN_LSE_SEARCH and RUN_SYMMETRY_BREAKING)\")" ] }, { "cell_type": "markdown", "id": "b301e274", "metadata": {}, "source": [ "## 9. Refining the mesh: which terms converge, which zeros stay zero\n", "\n", "Everything so far is on one mesh, and a number from one mesh is a statement about that mesh. The test that separates a *physical* zero from a *numerical* one is refinement. A term that is nonzero in the continuum converges to a finite value. A term that vanishes by symmetry is zero only in the continuum: on a discrete mesh, which is not symmetric, it is a small number that should shrink as the mesh refines (the asymmetry of the mesh shrinks), or stay at a floor set by something other than the mesh. Each level below meshes the quarter again with a different element size at the paddle edges, `h_metal`, solves the electrostatics, both bare modes and both dressed modes, and takes every number of Secs. 1–6 from them. (A separately generated mesh never reuses the charges of another: they belong to the nodes of the mesh they were computed on.)" ] }, { "cell_type": "code", "execution_count": 31, "id": "ef8cface", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:09:45.571660Z", "iopub.status.busy": "2026-10-03T07:09:45.571563Z", "iopub.status.idle": "2026-10-03T07:14:23.603602Z", "shell.execute_reply": "2026-10-03T07:14:23.602980Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "h_metal = 0.20 mm: 71,940 tetrahedra, 78,874 unknowns (54 s)\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "h_metal = 0.14 mm: 119,209 tetrahedra, 132,416 unknowns (96 s)\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "h_metal = 0.10 mm: 183,286 tetrahedra, 205,309 unknowns (127 s)\n", "levels (h_metal, mm): [0.2, 0.14, 0.1, 0.07]\n" ] } ], "source": [ "def run_level(hm):\n", " \"\"\"Mesh the quarter with paddle-edge element size hm and recompute every quantity of Secs. 1-6.\"\"\"\n", " q_ = pm.mesh_package(package, region=\"quarter\", h_metal=hm, h_max=BUD[\"h_max\"])\n", " es_ = pm.Electrostatics(q_, order=BUD[\"order\"])\n", " src_ = mp.qubit_sources(es_, q_, package, QUBITS, order=BUD[\"order\"])\n", " del es_\n", " b_, d_ = {}, {}\n", " for tag, cuts, f_guess in (\n", " (\"110\", (\"pmc\", \"pmc\"), 6.5e9),\n", " (\"210\", (\"pec\", \"pmc\"), 10.2e9),\n", " ):\n", " b_[tag] = mp.bare_data(\n", " q_, cuts, f_guess, an[tag], src_, t + 1e-6, N=BUD[\"N_fit\"], maps=True\n", " )\n", " d_[tag] = mp.dressed_data(\n", " q_, cuts, f_guess, an[tag], src_, t + 1e-6, N=BUD[\"N_fit\"], maps=True\n", " )\n", " out = dict(\n", " h=hm,\n", " summ=mp.summarize_level(src_, b_, d_),\n", " dofs=b_[\"110\"][\"n_dofs\"],\n", " n_tets=q_.t.shape[1],\n", " terms={tag: mp.terms_per_qubit(src_, b_[tag], d_[tag]) for tag in b_},\n", " )\n", " return out\n", "\n", "\n", "if RUN_CONVERGENCE:\n", " sweep_start = time.time()\n", " LEVELS = {\n", " BUD[\"h_metal\"]: dict(\n", " h=BUD[\"h_metal\"],\n", " summ=mp.summarize_level(src, bare, dress),\n", " dofs=bare[\"110\"][\"n_dofs\"],\n", " n_tets=quarter.t.shape[1],\n", " terms={tag: terms[tag] for tag in bare},\n", " )\n", " }\n", " for hm in BUD[\"sweep\"]:\n", " start = time.time()\n", " LEVELS[hm] = run_level(hm)\n", " print(\n", " f\"h_metal = {hm:.2f} mm: {LEVELS[hm]['n_tets']:>7,} tetrahedra, {LEVELS[hm]['dofs']:>7,} unknowns ({time.time() - start:.0f} s)\"\n", " )\n", " TIMES[\"convergence sweep\"] = time.time() - sweep_start\n", " hs_ = sorted(LEVELS, reverse=True)\n", " print(f\"levels (h_metal, mm): {hs_}\")" ] }, { "cell_type": "markdown", "id": "67ea0b53", "metadata": {}, "source": [ "The mesher is not deterministic: gmsh's tetrahedral algorithm returns a different mesh each time it is run, even with identical input. That spoils bit-reproducibility, but it hands us a free ensemble. A few meshes of *nearly* the same element size (changed by a few percent, so that they are certainly different) are independent samples of the discretization error, and the scatter of a term over them is a floor that no refinement study can see. Run at the coarse end for cost, where the scatter is largest and so an upper bound for the finer meshes:" ] }, { "cell_type": "code", "execution_count": 32, "id": "bbfb4c70", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:14:23.605029Z", "iopub.status.busy": "2026-10-03T07:14:23.604920Z", "iopub.status.idle": "2026-10-03T07:16:44.946208Z", "shell.execute_reply": "2026-10-03T07:16:44.945830Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "ensemble member 1: h_metal = 0.200 mm, 71,966 tetrahedra\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "ensemble member 2: h_metal = 0.208 mm, 68,646 tetrahedra\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "ensemble member 3: h_metal = 0.216 mm, 65,547 tetrahedra\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "ensemble member 4: h_metal = 0.224 mm, 62,981 tetrahedra\n", "relative scatter of the summary numbers over the 4 meshes: px 1.8e-03, A_110 2.0e-03, A_210 2.3e-03\n" ] } ], "source": [ "ENS = []\n", "if RUN_CONVERGENCE and BUD[\"n_ens\"] > 1:\n", " ens_start = time.time()\n", " for k_ in range(BUD[\"n_ens\"]):\n", " hm = 0.20 * (1 + 0.04 * k_)\n", " ENS.append(run_level(hm))\n", " print(\n", " f\"ensemble member {k_ + 1}: h_metal = {hm:.3f} mm, {ENS[-1]['n_tets']:,} tetrahedra\"\n", " )\n", " TIMES[\"mesher ensemble\"] = time.time() - ens_start\n", " ens_arr = lambda key: np.array([e[\"summ\"][key] for e in ENS])\n", " print(\n", " f\"relative scatter of the summary numbers over the {len(ENS)} meshes: \"\n", " + \", \".join(\n", " f\"{k} {np.std(ens_arr(k), ddof=1) / abs(np.mean(ens_arr(k))):.1e}\"\n", " for k in (\"px\", \"A_110\", \"A_210\")\n", " )\n", " )" ] }, { "cell_type": "code", "execution_count": 33, "id": "5441213b", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:16:44.947542Z", "iopub.status.busy": "2026-10-03T07:16:44.947468Z", "iopub.status.idle": "2026-10-03T07:16:46.138845Z", "shell.execute_reply": "2026-10-03T07:16:46.138420Z" } }, "outputs": [ { "data": { "image/png": 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hxe19Yp+1tre2n7aNrb137TKfmb4/zYDNsW/vlBQpOHz4ZHsnJJj9xuyzBQVm+0vus7b21mC8t3dxexcVmXYp1d7WfVbbu7DQts+a9m7WrHifzcw08637rGbA6nba9llt70aNTuyzxe2t+523tb2PHzf7pbW9fSIiivdZa3tb91lt76wsx322QQPxa9Lk5D7bqpV4Bwef2GfTJbC9XXvzHcF3RDnfEfr/pL7ieBXOFOQXyr4taZK4/oi5Hcsorlxg5RfgI/l5hSJ2kRMvL5FGsWFy/VNnMp4rAJcQgG3QgF0FAFDnFRYWStu2beXSSy+Vt99+W5544gn5+uuvZYtdyUKl8xs2bCiff/65y+vmgBYAAPehXwUAgH4V7pedmSe7N2jANUX2bEqRgrzisv/KN8BH4jpFSnz3aPHx85Yf3jtZ0r6kK0d3l9jOUXxEANxbglhLGZ555pnmxGxISIj06tVLPvvss3KfEx8fb64IKXmzz7ZJTEx0usyECRNKnTx+9tlnpVmzZub1L7/8clNCEQAAlE9LDe/Zs0dGjRplHqelpZn+vKSIiAgzrzy5ubnm5LD9DQAAAAAAoKbQih2pB4/Jmu93y9yXV8u0J3+Xnz7eIrvWJZvga2hEgHQZ2EKuGN1d7np1gAy+r6u079tU1v2wR8SrjJV6iSz/epdZNwBUxFcqQU/IDh06VHr06CGBgYEyb948M26c3tfpznz55ZfmRK296667zgRyS5oyZYr06dPH9jimRHkMLYf42muvmVtsbKxMnDhRBg8eLOvXrxc/P7/KvBUAAOqN5cuXy1NPPSXjxo2Trl27Vnl9kydPNn0wAAAAAABATVFUWCQHd2RIwonSwhnJxePTW2kJ4fhu0dKqW7REtwwtVUq4qMAiWak5DqWHHVhEjqblmuV8/MqK0gLAKQRgH3nkEYfHF110kaxbt04+/fTTMgOwPXv2dHi8ceNGOXDggBmHrqSOHTvK2Wef7XQ9x48fN4HX8ePHy7333mum6UlkzbCdPXu23HTTTZV5KwAA1AtaZeLqq6+WK6+80vSh9pmuGRkZpZZPT08388ozduxYGTNmjO2xZsC2bNnSzVsOAAAAAABQvtzjBbJnY4oJuO7ekCK52QW2ed6+XhLTPlJadY+W+K5REhoRWO66tPzwsLF9JOdofpnLBIX5meUAwK0BWGeioqIkP7/sL6SSdEy5oKAgueqqqyr1OkuWLJGjR4/KsGHDbNNatGgh/fv3lwULFhCABQDASTBVy/XrxUo6jID9lZ3t2rWThIQEycvLE39/f9t0HRP2tttuK7ctdRgB+6EEAAAAAAAATpfMI8cl8a8jkvDnETmwPV2KCk+mrAaG+Jlgq47n2rJjpPgHVi4EEhYZaG4A4JEAbEFBgWRnZ8t3330nCxculLlz51YqAHvZZZdJaGhoqXlazjg1NdUEVu+++255+umnxcfHx8zbtm2bKXWsJ5HtdejQwWThlkdLINuXQWasOgBAXaeB1Wuvvdb01z/99JO5+MnexRdfbJaZP3++GRpArVq1yoytruX9AQBA3ZS/f7+nNwEA4CK/Fi1oK0Ar/xZZ5PCeLJPlqkHXlP1HHdolommwrbRwkzPCxdub8sAAamEANikpSZo1a2bua3D0rbfekiFDhrj0XA2UaiD1+eefd5iuWTSjR4+WSy65RIKDg01G66RJk8yYs6+//rpZRu+Hh4eXWqeWSdR55WGsOgBAfTNq1ChZvHixvPfeeybTVW/WPleHB4iLi5Nbb71VHnjgAVPJQvvfJ554Qi688EJTXQIAAAAAPC3/0CEpzMgsc75PeAPxa9LktG4TgNOjIK9Q9m1Js43nmp2ZZ5unBb6atWloC7o2bBLMxwKg9gdgo6OjZeXKlZKVlWUCpQ8++KApQ2zNnqko+zUkJMSUQ7SnAd0pU6bYHuvJXy2H+PLLL8uECROcBl4rg7HqAAD1zY8//ihFRUVy1113OUzXwKuOC6vefvtteeyxx0ywVoOwOk7s1KlTPbTFAAAAAOAYfN0zYoRY8soe+szL309iP/yQICxQR2iQVUsLa8B176ZUKcgvss3zC/SR2E5RZjzXuM5REhjq59FtBQC3B2B9fX3lzDPPNPcvuOACUzJYA5yuBGBnz55tTu5qlk1Fhg4dKi+88IJs3LjRZOJopmtGRobT8e10XnkYqw4AUN9Yg6zl0f5YK1noDQAAAABqEs18LS/4qnS+LkcWLFA7WSwWST14zFZa+FBipsjJ4VwlNDJAWnVrJPHdoqRF2wjx8fP25OYCQPWPAWuvR48eMm3atAqX03Hldu7cKa+++mql1u+l9QREpF27dpKTk2PGptPsHastW7ZI+/btT2HLAQAAAAAAAADA6VJYWCQHt6fbSgtnHslxmN84Lqy4tHD3aIlqEWqLDwBAvQvALl26VOLj410qP9ygQQOXx4v94osvTBnizp07m8fnnHOOhIaGypw5c+Tvf/+7mXbgwAHz+vfee28V3wUAAAAAAACA0539ZsnJkcKsLCnKyir+e/SouZ+7K4EPA6gjcrPzZc/GVLzmt3kAAQAASURBVBN03b0hRfKOF9jm+fh6S0zHCDOWa3zXaAlpGODRbQUAjwRgteSwlhru0KGDyUb96quvZMaMGfLuu++a+YsXL5ZBgwbJokWLZODAgQ4/pmbNmiVXX321KQdc0sSJE82Yshpk1TFidWxZHRN2zJgxJmirgoKCzGPrmLAtW7Y0z2vdurUMGzas6i0BAAAAAAAAoNKKcnNPBlCzjkrRUb2vgdTM4r+2x45BVr0vhYW0OFAHZSQfLy4tvP6IyXgtKjpZWzgozE/iukaboGvLjpHiF+Dj0W0FAI8HYLt37y5Tp06VvXv3mkBpp06dZP78+XLFFVfYAq2FhYXmr71ly5bJnj175MYbb3S6Xi0h/Morr8h7770nx48fN0HVl19+WR555BGH5Z599lkpKiqScePGSWZmppx//vkyc+ZM8fNjwG0AAAAAAADgVFny808GTU8ESDWYWhwwLR1Qtc3LyjLPrRJfX/EJDRXvBg2K/4aFiqXIIsdXruQDBWoJ/T+rY7hag66pB445zI9oFmICrlpauHF8A/H2prQwgLrNy1IyWloPaPBWs2gzMjJsGbYAAIB+FQCAun68mr9/v9vXCdR1+YcOSWFGZpnzfcIbiF+TJlITWAoLTXZpYaY1aJrl8Ng+aGoNslqX0VLAVeLtLd6hoeITFibeYWHiExYq3qFhJx6fuN8g7MQ0+8eh4hUYWGqcx5xt22XfyJEVvmzM229LYLu2Uhf5tWjh6U2o9TgPXL3y8wpl3+bi0sKJf6XI8cw82zwvby9p3ibcjOeqt4aNg6t5awCgjo0BCwAAAAAAANTV4OueESPEkld2hqeXv5/Efvih24KwlqIiKTp2zKGkb2FWZnEg1Vri1wRQT8zTv5nFAVVLdnbVXtzLS7xDQk4EUIuDoyZYGtbABFF9QouDqbYgq13WqldwcKkgKuq+VatWmaHkli5dKjt37pSnn35ann/+edv8xMREadWqVannjR8/3gw1V56UlBQZPXq0fPPNN6YC4vDhw00VRR2qDp5zLCPXZLnqbe+WNCnML7LN8w/0kdguUSbTNbZzlASGULkSQP1FABYAAAAAAABwQjNfywu+Kp2vy9kHYLXgnAZDHbJNM0sHTW2lfU1wNbM4uHrsmK6gSp+HBkOtmacOQdNSAVTHx94aRPWpGWMxamaxBrcrCn7rcvCcJUuWmOHnBgwYIEeOHClzOQ3S9unTx/Y4JiamwnVfd911cvDgQfnkk0/MsHU6XJ3+/eCDD9y2/aiYfp+l7D9mKy18ONGxIkBYZKDEdy8ez7V524bi4+tNswIAAVgAAAAAAACgao5MnWLGP7Qv6StFJ7PCToWW5bVmoZ7MNj0ZNLUv4Xuy7O+Jkr41JIhaFRrQ1szi2lL+ub7SDNWHH37Y3I+Pjy9zuY4dO8rZZ5/t8np/++03Wbx4saxYscIWuPX29jZZsJo527JlSzdsPcpSWFAkB7anF5cW/vOIZKU6lijXMVyt47lGNg8h+x0AnCADFgAAAAAAAPWGKfGrgdK0dClIT5PC9HQpTLP7m5Zu7hekpUlBaqpL68zZtNnpdC8/P1uJXlvQtKwxUm0B1OJ5+tz6ToOrBFhrNg2KVofvv/9e4uLiHLJmr776avH19ZWFCxfKnXfeWS2vW5/lHMuX3RtSJPGvI7JnQ4rk5RTa5vn4eUvLjpES3zXKjOcaEh7g0W0FgNqAACwAAAAAAPWEX4sWnt4EoFoU5eVJYUqKFKSkSmHKkeK/qSlScCRFClJTpND81XkpJrAqBQVuff3oBx+UwE4dxadBg+KAa3hDk53pHRjo1tcBaivNXE1NTZUWLVrI3XffbcaK9SknU3vbtm3SoUMHh2kBAQEmy3br1q1lPi83N9fcrDIzy86ghkhGcrYk/Fk8nuuBHRkmk98qKMzPBFs10zWmY6T4+df+zHoAOJ0IwAIAAAAAAKDGjTmoWaoFKSm2wGpByhEp1L/2AdUjR8xfXbayvMPDxTcyUnyjosQnKkp8oyJP/I0SH50eHW1eb9/o0RWuK/SC8yWoc+dTfLdA3aVBUy1TfMkll0hwcLAsWLBAJk2aJGlpafL666+X+TydHxUVVWp6RESEmVeWyZMny8SJE922/XVNUZFFDiVkSuL6ZElYnyJpB485zNdywhpw1cBrk/gG4uXt5bFtBYDajgAsAAAAAAAAqp0lP18KUtNsmanmr31g1RpsPZGpqstXip+fCaj6REWKb2SU08CqbVpEhHj5+1e4yuMbN576GwYgzZo1kylTptha4sILLxR/f395+eWXzViu4eHhbm2lsWPHypgxYxwyYOv7eLH5uYWyd3OqGc91919H5HjWye9Wb28vada2oS3oGt4oyKPbCgB1CQFYAAAAAACAWir/wIHikrpl0ECjX/Pm1ZeleizbMaBqLflrH1A98bcwI6PSr+EdGlocUI2KLg6k2gKrdtNOBFa19K+XF9laQE03dOhQeeGFF2Tjxo3Sv39/p8topmuGk++M9PR0M6+8jFu91XfH0nNNwFVLC+/bkiaFBUW2ef5BvhLXJcoEXWM7R0pAMONNA0B1IAALAAAAAABQS4OvOwcPEUteXpnLaJZn6wXfuRyEtRQWSmFamsMYqmUGVlNTxZKTU7mN9vERn8iIExmqGjyNLs5ajY4y00oGVr09HEixZspW1Ma6HIDKKe+CiXbt2smnn37qME3Hdk1ISJD27dvT1E4uiDmy76gJuOrt8G7HsuwNogNt47lqxquPjzdtCADVjAAsAAAAAABALaSZr+UFBpXOz09KEkuRRQpTjjgEVh3GUrVmqmo2rcVSqe3wCg4uMZbqiUCqBlmjdTzVE8HW6GjxCQ8XL+/ac+JfA9cawPZUljFQF33xxRemDHHncsZNvvTSS02W7OrVq6V3795m2vz586WgoEAuvvji07i1NVdhfpHs354miX8eMdmuR9NyT870EjOGa6vuxaWFI5uFUCEAAE4zArAAAAAAAAC1jCn/m3XUpWV333Rz5Vbu5SU+ERGOGar2gVX7sVQjI8U7OFjqMg2uEmAFnEtOTpbFixeb+9nZ2bJlyxaZM2eOhISEyJAhQ2TixImSlZUl55xzjpm2YMECMyasjtPaoEED23ratGkjAwcOlA8++MA8Pvfcc+W8886Tm2++2YwXe/z4cXnkkUdkxIgR9XpM15yj+bJ7Q3HAdc+mVMnPKbTN8/XzlpiOkSboqiWGQ8IpxQwAnkQAFgAA1FuFRRZZkZAqh7NypHFYoJzVKlJ8vBk3DAAA1ITgapbkH0ySgkNJDn/zkw5KQdKh4qzW48ddXqdXQIBD0NR5yd8Tfxs2FC9fThkBqJiO4zps2DDb47lz55pbXFycJCYmmnLBr7zyirz33nsmiNq6dWsTUNVgqj3NbC0sPBlMtK5r9OjRJgjr5+cnw4cPl1dffbXefSzph7Jt47ke3JHuUKQguIG/rbRwTIcI8fX38eSmAgDseFn0V309k5mZKeHh4WYgd/srrQAAgGf61UOZOfLb9iOScjRXokID5Ny20dKkQWC1Lrdgw0F59quNcjjrZJmmxmEB8tzVnWVwl2an9D4AAKgqjlfrh8KjR6Xg4EETRNVbgQZWD534q4+TkqQoO9ttrxc7fboE9+5F+UkA9U5t7FeLiiyStCvDVlpYA7D2olqESny3KGnVrZE0jgsTLy4iBoAaicsZAQCAR/2+/Yh8uDRRgv19pGVkkGw8kCkLNiTJHefEyzltoqtlOQ2+3j99Talt0WCsTv/PLb0Iwp4GZCADqIlWrlwpb775pvz6669y+PBhOeOMM0yWzl133VXu87Zu3SpvvPGG/PTTT7J3716JjY2VO+64Q/7+97+LL5mE9Urh0WMns1aTNMh6yC5r9aAJshYdO+bSujQT1bdZM/Fr0kR8mzUVv6bNxK9pE/E98VfHJd39t+EVrsc7KJDgKwDUYHk5BbJ3c6oJuiZuSDGlhq28vb2kebuGxeO5do2WBtFBHt1WAIBrCMACAACP0UxVDZZqhurws2LF39db8gqKZMby3TJtSaK0bRwqjRsEunU5zYjVzNfy6PyLOzWlHHE10iD4xPmb5GBGjm1as/BAGX9lJ4LfbkSQG6i8WbNmyb59+2T8+PGmfKKOa3ffffdJbm6ujBo1qsznLVy4UFatWiWPPvqodOjQQdasWSPPPvuspKSkmFKLqBs0K9WaoVqyHLCZppmrWVkurcs7PFz8mjYV36ZNigOrzZqKb5Om5q+Z3qSJeAcFVZhJCwConY6m5Ziywprlum9rmhQVnCxUGRDsa8Zx1fLCsZ2jJCCI0/gAUNvwzQ0AADxGywRrpqo1WKr0701942T1nnT5dfsRub53jFuXa9EwyKHssDM6/+b3lkmT8EDx9fYWPx8v8dWb7b63+HkX/9UxY/1KzPM107wdnlO8XPE88/xyn+M4ra6NS6vB15HT10jJcTCSMnLM9LfJQHZbOxPk9hyC37XXU089JVFRUbbHF1xwgRw6dMhkt5YXgNVx6R588EHb4/PPP1/y8/NlwoQJMnnyZPHxYUy2mq7o+HG7QOqh4uxV+9LAhw5JUUaGS+vybtDgZNZqk6ZOs1e9g4Or/T0BAGoOHQnwyN6jkvBnsiT+lSLJexwv2GnQKMiM5aq3pm3Cxcen+JgWAFA7EYAFAAAeo2O0aplga7DUSh/HRgaZ+e5eTgOerliWkCo1hZeXiJ/3yeCsfXDX2TRrcFcf+5UI5JppJebZB4TtA8CO63G+bvsAdMnXKxm01una+hPmbyoVfFU6Tedr0JAM5KohyO1ZBL9rN/vgq1W3bt3k/fffP6Xn5eTkSFJSkrRo0UJOh4LUVClykhXpHRoqvpGRUl8V5eRIwaFDJbJWD9oCqzoea6GrwVVtSydZq75NrZmrTcUnNEROB9+ICPHy9xdLXl6Zy+h8XQ4AcPoV5hfJvm1pxaWF/zoiR9PsLgb2EmnaKtxWWjiiWTDl4gGgDiEACwAAPEbLAesYrVom2D5oqo/3pB6Xge1C3b5c47BAl7bt9n5x0jIyWAqKLFJQWCT5hRYpKCqSgkKL7b75W1hklskvLDIZb47LFTl//om/1nklp5VksYjkFRZJXqHUefrutSxxv8mLJDTA14x35OPlVfzXW8TH21s0hq6BX2+v4oCy/vWxW04Dvdbnmekl12Gma/C4eDwlfWz/nOLlTkw7sY5Sy+lzzeMT67FbzrfEeqyvb91m2zTbcmLWo39ty5V4fev6XKH7oQaxCXJ7BsHvuumPP/6QNm3anNLzwsLCpHHjxmUuo6WN9WaVmZlZpeBr0oSJToNxGoRrOmG8LQjrzkBt/oEDZizSsmjwz695c6kuRXl5tvK/1tLA1jFYrdmrheVsnz3NSi055qpDsLWpBleLf3fUBNqurRd859H2BwA4On40T3b/lWJKC+/ZlCoFuScP5Hz9vaVlx0gTdI3rEi3BDfxpPgCoowjAAgAAj9GxWhdsSDJjtGqZYPsxW4/nFcp5baPdvpwGaRuHBZRbhljnP3tlZ4+U/tWyVMWBWbugrAZwiyxSaDetzOBuiYBwgUvPOXHfISBc9rqt003AucQ2uhJQdoV+PhWViq5vNBPaFtgtEcgtDtQWz9e2T87KqzDIfdn//SoNg/3NczX4a/6aW3GA26vUfX3d4uX0sTXwbL9c8eOT22m7f2IZneb0vtPXLr2cw3aV9dpOtsPxNRyXc7ot3s5fo8z3euK+7u4Ev+ue1atXy4wZM2Tq1KmVet6ePXvk//7v/2TkyJHi5+dX5nJannjixIlu2FIxAVUNvkbecYcJFlppIDJ12rTigGtkpFsDtRp83Tl4SIUZmBokPJUgoK43//Bhk6Ga7yRrVf8WpqS4tC6voCCToeo0a9VMb2bel/5fr020XQmwAkD12rs5VX77fJuce2M7E0AtKS3pmAm46piuSTszzEW0VsHh/qassI7nGtM+Qnz9GZYAAOoDArAAAMBjmjQIlDvOiZdpSxJlzZ50Uz5YM1U1WKrTGzcIlH1p2WbZK7o1lTmr98vvO45Is4ZBciD9uOTmF8n1vVuY7FBXlzuYcVweHtRWnp63oczt0vm6XE2jQbIAb28JML/gasdBuwaUTSBYA8hFFlmzJ03GflF221s9elFbadM41Dyn0GKRoiKLCW45Ptb7xdNOPi5+naIiDYaduG/3V6fbljmxHl2HbRnr+nXaiW0ufnziuUVFxctbn3/ieYUnXu/k4xPrcHh8cr3aHtbl7bep/LYUKdB/TjGoXdLWQ6UDKqhe1uD3//46IL1i62Y50JiImjmmZXp6uikDXJ7g4GCJjY11mJaSkiI33nijDBw4UO677z6XX0/LDuvzWrZsKc8++2y5y44dO1bGjBnjkAGrz6sKDSz6l3gv1RWo1czL8oKvSufrciWDhJb8fCk4fNhkrjpkrdpKBCdJ4ZEjLr1nr4CA4kCqZq+agGpx1qr5e2Kajsta24KrAICacUyzbN5OSUvKNn9jOkSIpcgiSbsyJOHPIybwmnHY8fgxKia0eDzX7tHSqGWYeHng4l4AgGcRgAUAoI5atWqVTJkyRZYuXSo7d+6Up59+Wp5//nnb/MTERGnVqlWp540fP14mTJhw2rbznDbR0rZxqPy6/YgZo1XLBGumqgZf7Z0ZHynx0SGyMiFV0rLz5exWkdKnVaREhwZUermB7RvJC0O7yL8WbpPUYydPGkeF+MuYi9uZ+XAPPdFtxoI9ES/u3zpaGoUFSHIFGchDe7bwSAayp50MCp8MzJ58fDKw6xCEtgaRTzzedCBTXv9xe4Wvdec58RIXFWJOKFmDwyZgfuKvNYCst+K478lAuEVOBrktJ7bH8Tl26yjSpU/eP/k6dus98ddS3ms62bbyXtNx20qvt9Q8fc6JE2wl35u7pRwtP1gF9/vss89MJmp5NMj6yy+/2B5rWeBrrrlGvL29Zfbs2eavK3QfuuOOO0zfu3z5cgkJKX8s0ICAAHPzBLcEal2U8dXXkvHVV8XZqydKBRdocNWF/2NmDFMtB2zLWtWAahOH7FWfhg0JrgIAqsXeTalyeHeWua9/v35jnSTvy5LcYwW2Zbx9vKRF+wgTdI3rGiUNooL4NACgnqvXAdhthzLlzAYNzP3th7IkJMBXmjcMkpz8Qtlx+Kg5eatjj+kJQr11al687M7koxLg622u7tZSfFuTsiQ2KlgaBPqZE8d6VXuXFuFm2YQjx8z4XTqGnJ4c23wwU1pGBEt4sJ+kHcuT/enHpXPz4qtwd6ccM8+xngjTMexaNAySiBB/ycjOl71p2dKxWQNzMnJvarbJnGgVXXwwv2F/hjQLDzRlFTNz8mVPSra0bxomfj7eJiMot6BIWjcqHqdGT8rpiU+9Hc0tkMQjx0yGSaCfj8kSOpZbIG2bhJlltyRlSmSwvzkJnp1XILuSTy6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" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ " quantity coarsest h=0.14 h=0.1 h=0.07 fitted rate s (|v| ~ h^s)\n", " py_over_px 1.27e-02 9.65e-03 6.10e-03 3.39e-03 1.27\n", " S_over_pmm 1.02e-02 4.28e-03 4.50e-03 1.74e-03 1.52\n", " mz_over_pmm 7.64e-03 2.45e-03 1.37e-03 8.60e-04 2.05\n", " Mxz_over_Myz 4.36e-02 3.83e-02 2.80e-02 1.31e-02 1.12\n", " Bz_rms_110 1.17e-03 1.05e-03 8.98e-04 8.07e-04 0.36\n", " Bz_rms_210 1.87e-03 1.66e-03 1.48e-03 1.29e-03 0.35\n", " Bz_dressed_rms_110 5.70e-03 4.52e-03 4.60e-03 3.97e-03 0.31\n", " dark_210 2.63e-03 4.21e-03 6.81e-04 7.35e-04 1.61\n", " emf_resid_max_110 9.96e-02 5.60e-02 4.73e-02 2.29e-02 1.32\n", " emf_resid_max_210 7.46e-02 3.38e-02 2.31e-02 5.44e-03 2.37\n", "\n", " nonzero term finest extrapolated finest vs previous floor band / value (v = v_inf + c h^s)\n", " px 3.787e-10 3.733 0.68% 0.68% s = 1\n", " A_110 -15.74 15.46 0.72% 0.72% s = 1\n", " A_210 -50.98 50.08 0.73% 0.73% s = 1\n", " E3_over_E1_110 -0.0009834 -0.9551 1.89% 1.93% s = 1\n", " E3_over_E1_210 -0.002106 -2.049 1.34% 1.36% s = 1\n" ] } ], "source": [ "def fit_power(h, v, kind):\n", " \"\"\"kind 'zero': |v| ~ c h^s (returns s). kind 'limit': v = v_inf + c h^s on the best of s = 1, 2 (returns v_inf, s).\"\"\"\n", " h, v = np.asarray(h, float), np.asarray(v, float)\n", " if kind == \"zero\":\n", " s, _ = np.polyfit(np.log(h), np.log(np.abs(v)), 1)\n", " return s\n", " best = None\n", " for s in (1.0, 2.0):\n", " A = np.vstack([np.ones_like(h), h**s]).T\n", " coef, res, *_ = np.linalg.lstsq(A, v, rcond=None)\n", " sse = np.sum((A @ coef - v) ** 2)\n", " if best is None or sse < best[0]:\n", " best = (sse, coef[0], s)\n", " return best[1], best[2]\n", "\n", "\n", "if RUN_CONVERGENCE:\n", " hl = np.array(sorted(LEVELS, reverse=True)) # coarse to fine\n", " S = {\n", " k: np.array([LEVELS[h][\"summ\"][k] for h in hl])\n", " for k in LEVELS[hl[0]][\"summ\"]\n", " if k not in (\"times\", \"h\")\n", " }\n", " Sens = {k: np.array([e[\"summ\"][k] for e in ENS]) for k in S} if ENS else {}\n", " h_ens = np.array([e[\"h\"] for e in ENS])\n", " fig, ax = plt.subplots(2, 4, figsize=(19, 8.4))\n", " ax = ax.ravel()\n", " spec_lim = [\n", " (0, \"$p_x$ (10$^{-10}$ C m)\", [(\"px\", 1e10, \"tab:blue\", \"o\")]),\n", " (\n", " 1,\n", " \"dipole amplitude |A|/2π (MHz)\",\n", " [(\"A_110\", -1, \"tab:blue\", \"o\"), (\"A_210\", -1, \"tab:red\", \"s\")],\n", " ),\n", " (\n", " 2,\n", " \"octupole / dipole E3/E1 (10$^{-3}$)\",\n", " [\n", " (\"E3_over_E1_110\", 1e3, \"tab:blue\", \"o\"),\n", " (\"E3_over_E1_210\", 1e3, \"tab:red\", \"s\"),\n", " ],\n", " ),\n", " ]\n", " LIMITS = {}\n", " for k_, ttl, lines in spec_lim:\n", " for key, scale, col, mk_ in lines:\n", " v = S[key] * scale\n", " ax[k_].plot(hl, v, mk_ + \"-\", color=col, label=key.replace(\"_\", \" \"))\n", " if ENS:\n", " ax[k_].plot(\n", " h_ens,\n", " Sens[key] * scale,\n", " mk_,\n", " color=col,\n", " mfc=\"none\",\n", " alpha=0.7,\n", " ms=5,\n", " )\n", " v_inf, s_ = fit_power(hl, v, \"limit\")\n", " band = max(\n", " abs(v[-1] - v[-2]),\n", " np.std(Sens[key] * scale, ddof=1) if len(ENS) > 1 else 0.0,\n", " ) # floor band at the finest level\n", " LIMITS[key] = (v_inf, s_, abs(v[-1] / v[-2] - 1), band / abs(v[-1]))\n", " ax[k_].axhline(v_inf, color=col, ls=\":\", lw=1.0)\n", " ax[k_].fill_between(\n", " [hl.min() * 0.8, hl.max() * 1.1],\n", " v[-1] - band,\n", " v[-1] + band,\n", " color=col,\n", " alpha=0.12,\n", " lw=0,\n", " ) # floor band about the finest value\n", " ax[k_].set(title=ttl, xlabel=\"h$_{metal}$ (mm)\", xscale=\"log\")\n", " ax[k_].invert_xaxis()\n", " ax[k_].legend(fontsize=8)\n", " ax[3].plot(\n", " hl, S[\"A_110\"] * -1, \"o-\", color=\"tab:blue\", label=\"E1 amplitude, LSM110\"\n", " )\n", " ax[3].plot(\n", " hl, S[\"A_exact_110\"] * -1, \"o--\", color=\"tab:cyan\", label=\"all-orders electric\"\n", " )\n", " emf_A = np.array(\n", " [-mp.pattern_amplitude(LEVELS[h][\"terms\"][\"110\"][\"emf\"], an[\"110\"]) for h in hl]\n", " )\n", " ax[3].plot(hl, emf_A, \"^-\", color=\"tab:purple\", label=\"induced EMF (4.44)\")\n", " ax[3].set(\n", " title=\"|A|/2π, LSM$_{110}$ (MHz): electric series vs induced EMF\",\n", " xlabel=\"h$_{metal}$ (mm)\",\n", " xscale=\"log\",\n", " )\n", " ax[3].invert_xaxis()\n", " ax[3].legend(fontsize=8)\n", " RATES = {}\n", " spec0 = [\n", " (\n", " 4,\n", " \"terms that vanish by symmetry\\n(max over 25 qubits; open circles: mesh ensemble)\",\n", " [\n", " (\"py_over_px\", \"p$_y$/p$_x$\", \"tab:blue\"),\n", " (\"S_over_pmm\", \"|S$_{ij}$|/(p·1 mm)\", \"tab:orange\"),\n", " (\"mz_over_pmm\", \"|m̃$_z$|/(p·1 mm)\", \"tab:green\"),\n", " (\"Mxz_over_Myz\", \"|M̃$_{xz}$|/|M̃$_{yz}$|\", \"tab:red\"),\n", " ],\n", " ),\n", " (\n", " 5,\n", " \"normal magnetic field B$_z$ / max in-plane B (rms over the quarter)\",\n", " [\n", " (\"Bz_rms_110\", \"bare, LSM110\", \"tab:blue\"),\n", " (\"Bz_rms_210\", \"bare, LSM210\", \"tab:cyan\"),\n", " (\"Bz_dressed_rms_110\", \"dressed, LSM110\", \"tab:red\"),\n", " (\"Bz_dressed_rms_210\", \"dressed, LSM210\", \"tab:orange\"),\n", " ],\n", " ),\n", " (\n", " 6,\n", " \"dark column of LSM$_{210}$, and the induced-EMF residual\\n(max over qubits / max g)\",\n", " [\n", " (\"dark_210\", \"dark column, LSM210\", \"tab:blue\"),\n", " (\"emf_resid_max_110\", \"g$_{EMF}$ − electric, LSM110\", \"tab:purple\"),\n", " (\"emf_resid_max_210\", \"g$_{EMF}$ − electric, LSM210\", \"tab:pink\"),\n", " ],\n", " ),\n", " ]\n", " for k_, ttl, lines in spec0:\n", " for key, lab, col in lines:\n", " ax[k_].loglog(hl, np.abs(S[key]), \"o-\", color=col, label=lab)\n", " if ENS:\n", " ax[k_].loglog(\n", " h_ens,\n", " np.abs(Sens[key]),\n", " \"o\",\n", " color=col,\n", " mfc=\"none\",\n", " alpha=0.7,\n", " ms=5,\n", " )\n", " RATES[key] = fit_power(hl, S[key], \"zero\")\n", " ax[k_].set(title=ttl, xlabel=\"h$_{metal}$ (mm)\")\n", " ax[k_].invert_xaxis()\n", " ax[k_].legend(fontsize=7.5)\n", " e1ref = np.array([np.nanmax(np.abs(LEVELS[h][\"terms\"][\"110\"][\"E1\"])) for h in hl])\n", " ax[7].loglog(\n", " hl,\n", " S[\"E2_floor_kHz_110\"] * 1e-3 / e1ref,\n", " \"s-\",\n", " color=\"tab:green\",\n", " label=\"E2 / max E1\",\n", " )\n", " ax[7].loglog(\n", " hl,\n", " S[\"M_floor_kHz_110\"] * 1e-3 / e1ref,\n", " \"^-\",\n", " color=\"tab:purple\",\n", " label=\"M1 + M2 / max E1\",\n", " )\n", " if ENS:\n", " e1ens = np.array([np.nanmax(np.abs(e[\"terms\"][\"110\"][\"E1\"])) for e in ENS])\n", " ax[7].loglog(\n", " h_ens,\n", " Sens[\"E2_floor_kHz_110\"] * 1e-3 / e1ens,\n", " \"s\",\n", " color=\"tab:green\",\n", " mfc=\"none\",\n", " alpha=0.7,\n", " )\n", " ax[7].loglog(\n", " h_ens,\n", " Sens[\"M_floor_kHz_110\"] * 1e-3 / e1ens,\n", " \"^\",\n", " color=\"tab:purple\",\n", " mfc=\"none\",\n", " alpha=0.7,\n", " )\n", " ax[7].set(\n", " title=\"E2 and magnetic terms / largest E1, LSM$_{110}$ (bare)\",\n", " xlabel=\"h$_{metal}$ (mm)\",\n", " )\n", " ax[7].invert_xaxis()\n", " ax[7].legend(fontsize=7.5)\n", " plt.tight_layout()\n", " show(fig, \"fig14_convergence\")\n", " print(\n", " f\"{'quantity':>26} {'coarsest':>11} \"\n", " + \" \".join(f\"{'h=' + str(h):>10}\" for h in hl[1:])\n", " + f\" {'fitted rate s':>14} (|v| ~ h^s)\"\n", " )\n", " for key in (\n", " \"py_over_px\",\n", " \"S_over_pmm\",\n", " \"mz_over_pmm\",\n", " \"Mxz_over_Myz\",\n", " \"Bz_rms_110\",\n", " \"Bz_rms_210\",\n", " \"Bz_dressed_rms_110\",\n", " \"dark_210\",\n", " \"emf_resid_max_110\",\n", " \"emf_resid_max_210\",\n", " ):\n", " print(\n", " f\"{key:>26} \"\n", " + \" \".join(f\"{v:10.2e}\" for v in S[key])\n", " + f\" {RATES.get(key, np.nan):14.2f}\"\n", " )\n", " print(\n", " f\"\\n{'nonzero term':>26} {'finest':>10} {'extrapolated':>13} {'finest vs previous':>19} {'floor band / value':>19} (v = v_inf + c h^s)\"\n", " )\n", " for key, (v_inf, s_, d_prev, band_rel) in LIMITS.items():\n", " print(\n", " f\"{key:>26} {S[key][-1]:10.4g} {v_inf:13.4g} {d_prev:19.2%} {band_rel:19.2%} s = {s_:.0f}\"\n", " )" ] }, { "cell_type": "markdown", "id": "77432131", "metadata": {}, "source": [ "Two behaviors, as expected, and one that has to be said plainly. The nonzero terms converge: $p_x$, the dipole amplitudes $|A|$ and the octupole ratio settle to finite limits, with the change between the last two levels in the \"finest vs previous\" column. The terms that vanish by symmetry decrease with refinement or reach a floor: the dipole's $p_y$, the quadrupole $S_{ij}$, the magnetic dipole $\\tilde m_z$ and the partner $\\tilde M_{xz}$ of the surviving magnetic quadrupole fall with fitted rates of order one in $h$, and the bare $B_z$ floor falls slowly. The open circles, the mesh ensemble at the coarse end, show the scatter that independent meshes of the same nominal size give: of the same order as the change from one level to the next, which is why the ensemble is a floor in its own right.\n", "\n", "**What does not simply go away.** The *dressed* $B_z$ does not shrink with refinement, because it is not a discretization error: it is the physical normal field of the induced paddle currents, and its rms relative to the in-plane field plateaus while the bare one falls. The residue of the dark column of LSM$_{210}$ and the induced-EMF residual are limited by the field side of the calculation (the finite-element $E_x$ at the junction), and are discussed in the tables of Sec. 10 with the verdicts that the numbers support.\n", "\n", "The right-hand panel of the first row shows the induced EMF approaching the electric series from below as the mesh is refined, as 4.44 found for the EMF alone, while the series is already converged at the coarser levels: the residual of Sec. 6, the bound on everything the series neglects, is dominated by the discretization error of the EMF side and shrinks with it." ] }, { "cell_type": "markdown", "id": "9aab55c9", "metadata": {}, "source": [ "## 10. Error bars: which terms are resolved\n", "\n", "Sec. 9 gave two of the four floors of the introduction: the change between mesh levels and the scatter over an ensemble of meshes. The third is the estimator. The finite-element field enters every term through a polynomial fit over a disc, and the fit has arbitrary choices: how large the disc, how many points, quadratic or cubic, centered where. Recompute every term of every qubit with ten variants of these choices (and, for the dressed mode, with five annuli) on the finest mesh, and the scatter is the noise of the estimator:" ] }, { "cell_type": "code", "execution_count": 34, "id": "4ceb6f30", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:16:46.140543Z", "iopub.status.busy": "2026-10-03T07:16:46.140470Z", "iopub.status.idle": "2026-10-03T07:17:00.163140Z", "shell.execute_reply": "2026-10-03T07:17:00.162672Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "LSM110: scatter of the largest value over the 10 fit variants (peak over qubits of the std, kHz): E1 38.6, E2 0.0271, E3fe 31.1, M 0.0353, Md 0.204\n", "LSM210: scatter of the largest value over the 10 fit variants (peak over qubits of the std, kHz): E1 117, E2 0.0478, E3fe 103, M 0.251, Md 1.62\n" ] } ], "source": [ "start = time.time()\n", "VAR_TERMS = {tag: mp.fit_variants(bare[tag], dress[tag], src, t + 1e-6) for tag in bare}\n", "TIMES[\"estimator variants\"] = time.time() - start\n", "for tag in bare:\n", " v_ = VAR_TERMS[tag]\n", " print(\n", " f\"LSM{tag}: scatter of the largest value over the {len(mp.BARE_VARIANTS)} fit variants (peak over qubits of the std, kHz): \"\n", " + \", \".join(\n", " f\"{k} {np.nanmax(np.nanstd(v_[k], axis=0, ddof=1)) * 1e3:.3g}\"\n", " for k in (\"E1\", \"E2\", \"E3fe\", \"M\", \"Md\")\n", " )\n", " )" ] }, { "cell_type": "markdown", "id": "0a282c4a", "metadata": {}, "source": [ "The fourth floor, the null calibration, is already in hand: $p_y$, $S_{ij}$, $\\tilde m_z$ and the dark column are zero by symmetry, and the table of Sec. 9 shows what the estimators return for them. They calibrate the nonzero terms that depend on the same quantities: the all-orders coupling and the dipole are limited by how well the dark column vanishes, and the octupole by how well the surviving octupole moments are separated from those that must vanish.\n", "\n", "Now the budget. For each mode and each term: the peak value over the 25 qubits in kilohertz, the four floors, their quadrature sum, and the verdict of the significance rule. Terms that are zero by symmetry are upper limits by construction, since their value is their own floor. If one of them came out *resolved* against the other floors alone, that would be a real finding, and the cell flags it." ] }, { "cell_type": "code", "execution_count": 35, "id": "a70c17d3", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:17:00.164423Z", "iopub.status.busy": "2026-10-03T07:17:00.164327Z", "iopub.status.idle": "2026-10-03T07:17:00.172413Z", "shell.execute_reply": "2026-10-03T07:17:00.172070Z" } }, "outputs": [ { "data": { "text/markdown": [ "| mode | term | value (kHz) | % of E1 | floor (kHz): mesh / ensemble / fit / null | total | verdict | > 1 kHz | > 4.8% of E1 |\n", "|---|---|---|---|---|---|---|---|---|\n", "| 110 | E1 dipole | 1.54e+04 | 1.0e+00 | 152 / 223 / 38.6 / 11.3 | 273 (largest: ensemble) | **resolved**: 1.54e+04 ± 273 | yes | yes |\n", "| 110 | all electric orders | 1.54e+04 | 1.0e+00 | 128 / 188 / 0 / 11.3 | 228 (largest: ensemble) | **resolved**: 1.54e+04 ± 228 | yes | yes |\n", "| 110 | E3 octupole (analytic field) | 15.1 | 9.8e-04 | 0.413 / 0.251 / 0 / 0.0624 | 0.487 (largest: mesh) | **resolved**: 15.1 ± 0.487 | yes | no |\n", "| 110 | E3 octupole (FE field) | 28 | 1.8e-03 | 30.2 / 50.8 / 31.1 / 0 | 66.8 (largest: ensemble) | upper limit **< 66.8** | yes | no |\n", "| 110 | E2 quadrupole | 1.08 | 7.0e-05 | 4.14 / 5.35 / 0.0271 / 1.08 | 6.85 (largest: ensemble) | upper limit **< 6.85** | yes | no |\n", "| 110 | M1 + M2, bare mode | 0.0667 | 4.3e-06 | 0.0728 / 0.179 / 0.0353 / 0.0667 | 0.208 (largest: ensemble) | upper limit **< 0.415** (incl. the ×2 model band) | no | no |\n", "| 110 | M1 + M2, dressed mode | 0.265 | 1.7e-05 | 0.0576 / 0.161 / 0.204 / 0 | 0.266 (largest: fit) | upper limit **< 0.533** (incl. the ×2 model band) | no | no |\n", "| 110 | g_EMF - all electric orders | 351 | 2.3e-02 | 443 / 397 / 0 / 0 | 595 (largest: mesh) | upper limit **< 595** | yes | no |\n", "| 210 | E1 dipole | 4.79e+04 | 1.0e+00 | 572 / 531 / 117 / 35.2 | 790 (largest: mesh) | **resolved**: 4.79e+04 ± 790 | yes | yes |\n", "| 210 | all electric orders | 4.8e+04 | 1.0e+00 | 500 / 608 / 0 / 35.3 | 788 (largest: ensemble) | **resolved**: 4.8e+04 ± 788 | yes | yes |\n", "| 210 | E3 octupole (analytic field) | 101 | 2.1e-03 | 2.6 / 1.82 / 0 / 0.417 | 3.2 (largest: mesh) | **resolved**: 101 ± 3.2 | yes | no |\n", "| 210 | E3 octupole (FE field) | 33.1 | 6.9e-04 | 92.4 / 157 / 103 / 0 | 209 (largest: ensemble) | upper limit **< 209** | yes | no |\n", "| 210 | E2 quadrupole | 3.61 | 7.5e-05 | 11.2 / 34 / 0.0478 / 3.61 | 36 (largest: ensemble) | upper limit **< 36** | yes | no |\n", "| 210 | M1 + M2, bare mode | 0.536 | 1.1e-05 | 0.334 / 1.15 / 0.251 / 0.536 | 1.34 (largest: ensemble) | upper limit **< 2.67** (incl. the ×2 model band) | no | no |\n", "| 210 | M1 + M2, dressed mode | 2.19 | 4.6e-05 | 0.553 / 1.31 / 1.62 / 0 | 2.15 (largest: fit) | upper limit **< 4.39** (incl. the ×2 model band) | yes | no |\n", "| 210 | g_EMF - all electric orders | 260 | 5.4e-03 | 1.07e+03 / 1.66e+03 / 0 / 0 | 1.97e+03 (largest: ensemble) | upper limit **< 1.97e+03** | yes | no |\n", "| 210 | dark column i = 2 | 35.1 | 7.3e-04 | 41.7 / 205 / 0 / 35.1 | 213 (largest: ensemble) | upper limit **< 213** | yes | no |" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "reproducible but falling with refinement (a systematic bias of the discretization that goes away, not a finding): LSM110: E2 quadrupole; LSM110: M1 + M2, bare mode; LSM210: M1 + M2, bare mode\n", "null calibrations used: dark-column residue 7.3e-04 of the largest coupling; surviving-octupole null 4.1e-03 of O_xxx\n" ] } ], "source": [ "O_null_rel = (Odd.max() / (px.mean() * 1e-6)) / abs(\n", " Oxxx.mean()\n", ") # relative size of the octupole moments that must vanish\n", "g_dark_fe = np.array([terms[\"210\"][\"exact_fe\"][j, 2] for j in range(5)])\n", "dark_rel = np.abs(g_dark_fe).max() / np.nanmax(np.abs(terms[\"210\"][\"exact_a\"]))\n", "if RUN_CONVERGENCE:\n", " hs_sorted = sorted(\n", " LEVELS, reverse=True\n", " ) # coarse to fine; the last is this notebook's mesh\n", " T_prev = {tag: LEVELS[hs_sorted[-2]][\"terms\"][tag] for tag in bare}\n", "else:\n", " T_prev = {tag: None for tag in bare}\n", "BUDGET_ROWS = {}\n", "for tag in bare:\n", " lev_ = (\n", " [(h_, LEVELS[h_][\"terms\"][tag]) for h_ in hs_sorted]\n", " if RUN_CONVERGENCE\n", " else None\n", " )\n", " BUDGET_ROWS[tag] = mp.error_budget(\n", " tag,\n", " terms[tag],\n", " T_prev[tag],\n", " [e[\"terms\"][tag] for e in ENS],\n", " VAR_TERMS[tag],\n", " O_null_rel,\n", " dark_rel,\n", " levels=lev_,\n", " )\n", "\n", "\n", "def fmt_kHz(v):\n", " return f\"{v:.3g}\"\n", "\n", "\n", "lines = [\n", " \"| mode | term | value (kHz) | % of E1 | floor (kHz): mesh / ensemble / fit / null | total | verdict | > 1 kHz | > 4.8% of E1 |\",\n", " \"|---|---|---|---|---|---|---|---|---|\",\n", "]\n", "for tag in bare:\n", " for r_ in BUDGET_ROWS[tag]:\n", " p_ = r_[\"parts\"]\n", " lim_ = max(r_[\"value\"], r_[\"floor\"]) * (2 if r_[\"model_band\"] else 1)\n", " if r_[\"status\"] == \"resolved\":\n", " verdict = (\n", " f\"**resolved**: {fmt_kHz(r_['value'])} ± {fmt_kHz(r_['floor'])}\"\n", " + (\" (model ×/÷ 2)\" if r_[\"model_band\"] else \"\")\n", " )\n", " elif r_[\"status\"] == \"unverified\":\n", " verdict = f\"unverified (no second mesh level): {fmt_kHz(r_['value'])} ± {fmt_kHz(r_['floor'])}\"\n", " else:\n", " verdict = f\"upper limit **< {fmt_kHz(lim_)}**\" + (\n", " \" (incl. the ×2 model band)\" if r_[\"model_band\"] else \"\"\n", " )\n", " lines.append(\n", " f\"| {tag} | {r_['term']} | {fmt_kHz(r_['value'])} | {r_['rel_E1']:.1e} | {fmt_kHz(p_['mesh'])} / {fmt_kHz(p_['ensemble'])} / {fmt_kHz(p_['fit'])} / {fmt_kHz(p_['null'])}\"\n", " f\" | {fmt_kHz(r_['floor'])} (largest: {r_['biggest']}) | {verdict} | {'yes' if r_['above_1kHz'] else 'no'} | {'yes' if r_['above_paper'] else 'no'} |\"\n", " )\n", "display(Markdown(\"\\n\".join(lines)))\n", "flags = [\n", " (tag, r_[\"term\"]) for tag in bare for r_ in BUDGET_ROWS[tag] if r_[\"flag_real_null\"]\n", "]\n", "syst = [\n", " (tag, r_[\"term\"])\n", " for tag in bare\n", " for r_ in BUDGET_ROWS[tag]\n", " if r_[\"systematic_null\"]\n", "]\n", "if flags:\n", " display(\n", " Markdown(\n", " \"**⚠ REPRODUCIBLE NULL: \"\n", " + \"; \".join(f\"LSM{t_}: {n_}\" for t_, n_ in flags)\n", " + \" is zero by symmetry but has the same sign on independent meshes, with a mean above 4 standard errors at some qubit, and does not shrink with refinement. This would be a finding, not noise.**\"\n", " )\n", " )\n", "if syst:\n", " print(\n", " \"reproducible but falling with refinement (a systematic bias of the discretization that goes away, not a finding): \"\n", " + \"; \".join(f\"LSM{t_}: {n_}\" for t_, n_ in syst)\n", " )\n", "if not flags and not syst:\n", " print(\n", " \"no term that is zero by symmetry is reproducible over the mesh ensemble: each is an upper limit at its floor.\"\n", " if ENS\n", " else \"no mesh ensemble was run: reproducibility of the nulls not tested.\"\n", " )\n", "print(\n", " f\"null calibrations used: dark-column residue {dark_rel:.1e} of the largest coupling; surviving-octupole null {O_null_rel:.1e} of O_xxx\"\n", ")" ] }, { "cell_type": "markdown", "id": "c1e4b505", "metadata": {}, "source": [ "How to read the table. A term of the **resolved** kind is a number with an error bar: the dipole, the all-orders electric coupling and the analytic octupole. The analytic octupole is the exact function of the mesh's charges and the analytic mode, and its floor is only how well the charges of the mesh determine the octupole moments; the *finite-element* estimate of the same term needs second derivatives of a finite-element field, and, as the row shows, it is not an independent measurement at the finite-element noise level: it is listed because the question \"can the finite-element solution see the octupole by itself?\" has an answer, and the answer is in the verdict column. Terms that are zero by symmetry are upper limits, and the limit is the number to quote. A zero-by-symmetry term can also be *reproducible* over the mesh ensemble, the same sign on every mesh, and still not be a finding: if it shrinks as the mesh is refined it is a systematic bias of the finite-element curl, as the cell above reports for the bare magnetic terms when that happens (the rms $B_z$ of Sec. 9 falls with $h$ the same way). Only a null that is reproducible and does not shrink would be flagged as a result. The \"> 1 kHz\" and \"> 4.8% of $E_1$\" columns separate numerical from physical significance: the octupole is resolved and above the frequency resolution of a lab measurement, and far below the spread between the paper's methods." ] }, { "cell_type": "markdown", "id": "37d6407d", "metadata": {}, "source": [ "## 11. The hierarchy, with error bars\n", "\n", "The terms of Sec. 5 again, now with their floors. Left to right in each panel: the value (peak over the 25 qubits, kilohertz) of each term, a filled bar with an error bar where the term is resolved, a hollow bar and a downward arrow at the floor where it is not. Reference lines: 1 kHz (practical frequency resolution), 1% and 4.8% of the dipole coupling (the paper's spread between its four methods)." ] }, { "cell_type": "code", "execution_count": 36, "id": "f1fb392d", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:17:00.173540Z", "iopub.status.busy": "2026-10-03T07:17:00.173464Z", "iopub.status.idle": "2026-10-03T07:17:00.723747Z", "shell.execute_reply": "2026-10-03T07:17:00.723309Z" }, "tags": [ "nbsphinx-thumbnail" ] }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(1, 2, figsize=(16.5, 5.6), sharey=True)\n", "for a_k, tag in zip(ax, bare):\n", " rows_ = BUDGET_ROWS[tag]\n", " e1k = rows_[0][\"value\"]\n", " for k_, r_ in enumerate(rows_):\n", " if r_[\"status\"] in (\"resolved\", \"unverified\"):\n", " a_k.bar(\n", " k_, r_[\"value\"], color=\"tab:blue\", alpha=0.85 if r_[\"resolved\"] else 0.4\n", " )\n", " a_k.errorbar(\n", " k_, r_[\"value\"], yerr=r_[\"floor\"], color=\"k\", capsize=4, lw=1.4\n", " )\n", " if r_[\"model_band\"]:\n", " a_k.plot([k_, k_], r_[\"model_band\"], color=\"0.4\", lw=3, alpha=0.6)\n", " else:\n", " lim = max(r_[\"value\"], r_[\"floor\"]) * (2 if r_[\"model_band\"] else 1)\n", " a_k.bar(k_, lim, color=\"none\", edgecolor=\"tab:red\", hatch=\"///\", lw=1.4)\n", " a_k.annotate(\n", " \"\",\n", " xy=(k_, lim / 6),\n", " xytext=(k_, lim),\n", " arrowprops=dict(arrowstyle=\"-|>\", color=\"tab:red\", lw=1.6),\n", " )\n", " shown = (\n", " r_[\"value\"]\n", " if r_[\"status\"] != \"upper limit\"\n", " else max(r_[\"value\"], r_[\"floor\"]) * (2 if r_[\"model_band\"] else 1)\n", " )\n", " a_k.text(\n", " k_,\n", " (shown + (r_[\"floor\"] if r_[\"status\"] != \"upper limit\" else 0)) * 1.6,\n", " (\"<\" if r_[\"status\"] == \"upper limit\" else \"\") + fmt_kHz(shown),\n", " ha=\"center\",\n", " fontsize=8,\n", " )\n", " for val, lab, ls_ in (\n", " (1.0, \"1 kHz: practical frequency resolution\", \"--\"),\n", " (0.01 * e1k, \"1% of E1\", \":\"),\n", " (0.048 * e1k, \"4.8% of E1: the paper's method spread\", \"-.\"),\n", " ):\n", " a_k.axhline(val, color=\"0.4\", lw=1.0, ls=ls_, label=lab)\n", " a_k.set_yscale(\"log\")\n", " a_k.set_xticks(\n", " range(len(rows_)),\n", " [r_[\"term\"].replace(\" (\", \"\\n(\").replace(\", \", \",\\n\") for r_ in rows_],\n", " rotation=35,\n", " ha=\"right\",\n", " fontsize=8,\n", " )\n", " a_k.set(\n", " title=f\"LSM$_{{{tag}}}$: filled = resolved ± floor, hatched ↓ = upper limit\",\n", " ylim=(1e-3, 1e5),\n", " )\n", "ax[0].set_ylabel(\"|g|/2π (kHz), peak over the 25 qubits\")\n", "h_, l_ = ax[0].get_legend_handles_labels()\n", "plt.tight_layout(rect=(0, 0.06, 1, 1))\n", "fig.legend(h_, l_, loc=\"lower center\", ncol=3, fontsize=9, frameon=False)\n", "show(fig, \"fig15_hierarchy_error_bars\")" ] }, { "cell_type": "markdown", "id": "a92d5630", "metadata": {}, "source": [ "**The multipole orders.** The same hierarchy as a series. Left: the error of the partial sums of the electric series against the exact coupling, for qubits with a coupling above 5% of the maximum. The gray band is the relative uncertainty of the *charges themselves* (the null calibration of the previous section): below it the mesh does not determine the answer, and the higher orders are mathematically there but physically not resolved. Right: the octupole estimated from the finite-element field (second derivatives of the fit) against the analytic octupole, qubit by qubit, with the scatter over the fit variants as error bars and the 3× floor as a band. The analytic octupole is exact; the finite-element estimate is what a simulation without the analytic field would have." ] }, { "cell_type": "code", "execution_count": 37, "id": "b3f2fbab", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:17:00.725299Z", "iopub.status.busy": "2026-10-03T07:17:00.725215Z", "iopub.status.idle": "2026-10-03T07:17:01.009682Z", "shell.execute_reply": "2026-10-03T07:17:01.009222Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "LSM110: octupole, analytic (exact) 15.1 kHz, floor 0.49; from the finite-element field: peak 28 kHz, floor 66.8 kHz -> NOT resolved: an upper limit, marginal in the finite element\n", "LSM210: octupole, analytic (exact) 101 kHz, floor 3.2; from the finite-element field: peak 33.1 kHz, floor 209 kHz -> NOT resolved: an upper limit, marginal in the finite element\n" ] } ], "source": [ "fig, ax = plt.subplots(1, 2, figsize=(14, 4.8))\n", "orders = np.arange(1, 7)\n", "for tag, mk_, col in ((\"110\", \"o\", \"tab:blue\"), (\"210\", \"s\", \"tab:red\")):\n", " a_ = an[tag]\n", " errs = []\n", " for ij in QUBITS:\n", " s_ = src[ij]\n", " T_ = mp.series_terms(a_, s_[\"c\"], s_[\"r\"], s_[\"q\"], 6)\n", " ex_ = mp.exact_analytic(a_, s_[\"c\"], s_[\"r\"], s_[\"q\"])\n", " errs.append((np.abs(np.cumsum(T_) - ex_) / abs(ex_), abs(ex_)))\n", " g_big = max(e[1] for e in errs)\n", " sel = [e[0] for e in errs if e[1] > 0.05 * g_big]\n", " ax[0].semilogy(\n", " orders,\n", " np.max(sel, axis=0),\n", " mk_ + \"-\",\n", " color=col,\n", " label=f\"LSM$_{{{tag}}}$, worst qubit\",\n", " )\n", " ax[0].semilogy(\n", " orders,\n", " np.median(sel, axis=0),\n", " mk_ + \":\",\n", " color=col,\n", " alpha=0.6,\n", " label=f\"LSM$_{{{tag}}}$, median\",\n", " )\n", " terms[tag][\"order_err\"] = np.max(sel, axis=0)\n", "ax[0].axhspan(1e-14, dark_rel, color=\"0.8\", alpha=0.7, lw=0)\n", "ax[0].text(\n", " 6.0,\n", " dark_rel * 0.7,\n", " \"below the uncertainty of the mesh's charges (null calibration)\",\n", " ha=\"right\",\n", " va=\"top\",\n", " fontsize=8,\n", " color=\"0.35\",\n", ")\n", "ax[0].set(\n", " xlabel=\"multipole order kept (1 = dipole)\",\n", " ylabel=\"|partial sum − exact| / |exact|\",\n", " ylim=(1e-10, 1e-1),\n", " xticks=orders,\n", " title=\"electric multipole series, qubits with |g| > 5% of the maximum\",\n", ")\n", "ax[0].legend(fontsize=8, ncol=2, loc=\"lower left\")\n", "for tag, col, mk_ in ((\"110\", \"tab:blue\", \"o\"), (\"210\", \"tab:red\", \"s\")):\n", " Ta = terms[tag]\n", " x_ = Ta[\"E3\"].ravel() * 1e3\n", " y_ = Ta[\"E3fe\"].ravel() * 1e3\n", " sd = np.nanstd(VAR_TERMS[tag][\"E3fe\"], axis=0, ddof=1).ravel() * 1e3\n", " ax[1].errorbar(\n", " x_,\n", " y_,\n", " yerr=sd,\n", " fmt=mk_,\n", " color=col,\n", " ms=4,\n", " alpha=0.8,\n", " elinewidth=0.8,\n", " label=f\"LSM$_{{{tag}}}$, 25 qubits\",\n", " )\n", " row = [r_ for r_ in BUDGET_ROWS[tag] if r_[\"term\"] == \"E3 octupole (FE field)\"][0]\n", " ax[1].fill_between(\n", " [-1e3, 1e3], -3 * row[\"floor\"], 3 * row[\"floor\"], color=col, alpha=0.08, lw=0\n", " )\n", "lim_ = 1.15 * max(np.nanmax(np.abs(terms[t_][\"E3\"])) for t_ in bare) * 1e3\n", "ax[1].plot([-lim_, lim_], [-lim_, lim_], color=\"0.4\", lw=1)\n", "ax[1].set(\n", " xlim=(-lim_, lim_),\n", " ylim=(-lim_, lim_),\n", " xlabel=\"octupole E3 from the analytic field (kHz): exact\",\n", " ylabel=\"octupole E3 from the finite-element field (kHz)\",\n", " title=\"can the finite-element field see the octupole? (bands: ±3× floor)\",\n", ")\n", "ax[1].legend(fontsize=8)\n", "plt.tight_layout()\n", "show(fig, \"fig16_orders_and_octupole\")\n", "for tag in bare:\n", " row = [r_ for r_ in BUDGET_ROWS[tag] if r_[\"term\"] == \"E3 octupole (FE field)\"][0]\n", " ra = [\n", " r_ for r_ in BUDGET_ROWS[tag] if r_[\"term\"] == \"E3 octupole (analytic field)\"\n", " ][0]\n", " print(\n", " f\"LSM{tag}: octupole, analytic (exact) {ra['value']:.3g} kHz, floor {ra['floor']:.2g}; from the finite-element field: peak {row['value']:.3g} kHz, floor {row['floor']:.3g} kHz \"\n", " f\"-> {'resolved' if row['resolved'] else 'NOT resolved: an upper limit, marginal in the finite element'}\"\n", " )" ] }, { "cell_type": "markdown", "id": "f76c2cda", "metadata": {}, "source": [ "**The coupling maps with their floors.** Row 1 is the dipole coupling $E_1$ of all 100 qubits (unfolded from the quarter by the mirror rules of 4.44). Row 2, the octupole ratio $E_3/E_1$ from the analytic field, the same number for every qubit. Row 3, the difference between the all-orders coupling in the finite-element field and in the analytic field with the same charges: it follows the pattern of the coupling, a smooth amplitude difference of a fraction of a percent, the discretization error of the field. Row 4, the magnetic coupling $|M_1|+|M_2|$ of the bare mode in hertz. Stippled cells are below 3× the floor of their term (row 1: relative floor of the dipole plus its null floor, per qubit; rows 3–4: the peak floor of the term): not resolved, a value that must not be read as a number." ] }, { "cell_type": "code", "execution_count": 38, "id": "19e4d053", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:17:01.010904Z", "iopub.status.busy": "2026-10-03T07:17:01.010816Z", "iopub.status.idle": "2026-10-03T07:17:02.309685Z", "shell.execute_reply": "2026-10-03T07:17:02.309333Z" } }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "def unfold(vals, cuts):\n", " return pm.unfold_quarter(\n", " {(i, j): vals[j, i] for i in range(5) for j in range(5)}, cuts, 10\n", " )\n", "\n", "\n", "def stipple(a_k, mask):\n", " for jj in range(mask.shape[0]):\n", " for ii in range(mask.shape[1]):\n", " if mask[jj, ii]:\n", " a_k.add_patch(\n", " plt.Rectangle(\n", " (ii - 0.5, jj - 0.5),\n", " 1,\n", " 1,\n", " fill=False,\n", " hatch=\"////\",\n", " ec=\"0.35\",\n", " lw=0,\n", " )\n", " )\n", "\n", "\n", "fig, ax = plt.subplots(4, 2, figsize=(10.8, 15.8))\n", "for col, (tag, cuts) in enumerate(((\"110\", (\"pmc\", \"pmc\")), (\"210\", (\"pec\", \"pmc\")))):\n", " T, a_ = terms[tag], an[tag]\n", " rows_ = {r_[\"term\"]: r_ for r_ in BUDGET_ROWS[tag]}\n", " full = unfold(T[\"E1\"], cuts)\n", " lim = np.nanmax(np.abs(full))\n", " im = ax[0, col].imshow(full, origin=\"lower\", cmap=\"RdBu_r\", vmin=-lim, vmax=lim)\n", " for jj in range(10):\n", " for ii in range(10):\n", " ax[0, col].text(\n", " ii, jj, f\"{full[jj, ii]:.1f}\", ha=\"center\", va=\"center\", fontsize=6.5\n", " )\n", " r_e1 = rows_[\"E1 dipole\"]\n", " f_q = np.sqrt(\n", " (r_e1[\"floor\"] / r_e1[\"value\"] * np.abs(full)) ** 2\n", " + (r_e1[\"parts\"][\"null\"] * 1e-3) ** 2\n", " ) # relative floor + null floor\n", " stipple(ax[0, col], np.abs(full) < 3 * f_q)\n", " ax[0, col].set(\n", " title=f\"LSM$_{{{tag}}}$: dipole coupling E1, g/2π (MHz)\",\n", " xticks=range(10),\n", " yticks=range(10) if col == 0 else [],\n", " xlabel=\"column i\",\n", " ylabel=\"row j\" if col == 0 else None,\n", " )\n", " plt.colorbar(im, ax=ax[0, col], shrink=0.75)\n", " ratio_map = T[\"E3\"] / T[\"E1a\"]\n", " big = np.abs(T[\"E1a\"]) > 0.05 * np.nanmax(np.abs(T[\"E1a\"]))\n", " rm = np.where(big, ratio_map, np.nan)\n", " im = ax[1, col].imshow(\n", " rm * 1e3, origin=\"lower\", cmap=\"Greys_r\", vmin=np.nanmin(rm * 1e3) * 1.2, vmax=0\n", " )\n", " for jj in range(5):\n", " for ii in range(5):\n", " if big[jj, ii]:\n", " ax[1, col].text(\n", " ii,\n", " jj,\n", " f\"{ratio_map[jj, ii] * 1e3:.2f}\",\n", " ha=\"center\",\n", " va=\"center\",\n", " fontsize=7.5,\n", " color=\"k\"\n", " if ratio_map[jj, ii] * 1e3 > np.nanmin(rm * 1e3) * 0.5\n", " else \"w\",\n", " )\n", " else:\n", " ax[1, col].text(\n", " ii, jj, \"n/a\", ha=\"center\", va=\"center\", fontsize=6.5, color=\"0.6\"\n", " )\n", " ax[1, col].set(\n", " title=\"octupole / dipole E3/E1 (10$^{-3}$), analytic field\",\n", " xticks=range(5),\n", " yticks=range(5) if col == 0 else [],\n", " xlabel=\"column i\",\n", " ylabel=\"row j\" if col == 0 else None,\n", " )\n", " plt.colorbar(im, ax=ax[1, col], shrink=0.75)\n", " res = (T[\"exact_fe\"] - T[\"exact_a\"]) * 1e3\n", " lim = np.nanmax(np.abs(res))\n", " im = ax[2, col].imshow(res, origin=\"lower\", cmap=\"RdBu_r\", vmin=-lim, vmax=lim)\n", " for jj in range(5):\n", " for ii in range(5):\n", " ax[2, col].text(\n", " ii, jj, f\"{res[jj, ii]:.0f}\", ha=\"center\", va=\"center\", fontsize=7.5\n", " )\n", " stipple(ax[2, col], np.abs(res) < 3 * rows_[\"all electric orders\"][\"floor\"])\n", " if tag == \"210\":\n", " ax[2, col].add_patch(\n", " plt.Rectangle((1.5, -0.5), 1, 5, fill=False, ec=\"k\", lw=1.6)\n", " )\n", " ax[2, col].text(\n", " 2,\n", " 4.45,\n", " \"dark\\ncolumn\",\n", " ha=\"center\",\n", " fontsize=7.5,\n", " va=\"center\",\n", " bbox=dict(fc=\"w\", ec=\"none\", alpha=0.8),\n", " )\n", " ax[2, col].set(\n", " title=\"all orders: finite-element field − analytic field (kHz)\",\n", " xticks=range(5),\n", " yticks=range(5) if col == 0 else [],\n", " xlabel=\"column i\",\n", " ylabel=\"row j\" if col == 0 else None,\n", " )\n", " plt.colorbar(im, ax=ax[2, col], shrink=0.75)\n", " mag = (np.abs(T[\"M1\"]) + np.abs(T[\"M2\"])) * 1e6 # Hz\n", " im = ax[3, col].imshow(\n", " mag,\n", " origin=\"lower\",\n", " cmap=\"Greens\",\n", " norm=mcolors.LogNorm(vmin=mag.min() / 3, vmax=mag.max() * 3),\n", " )\n", " for jj in range(5):\n", " for ii in range(5):\n", " ax[3, col].text(\n", " ii, jj, f\"{mag[jj, ii]:.2g}\", ha=\"center\", va=\"center\", fontsize=7.5\n", " )\n", " stipple(ax[3, col], mag * 1e-3 < 3 * rows_[\"M1 + M2, bare mode\"][\"floor\"])\n", " ax[3, col].set(\n", " title=\"magnetic coupling |M1| + |M2| (Hz), bare mode: all unresolved\",\n", " xticks=range(5),\n", " yticks=range(5) if col == 0 else [],\n", " xlabel=\"column i\",\n", " ylabel=\"row j\" if col == 0 else None,\n", " )\n", " plt.colorbar(im, ax=ax[3, col], shrink=0.75, label=\"Hz\")\n", "plt.tight_layout()\n", "show(fig, \"fig17_coupling_maps\")" ] }, { "cell_type": "markdown", "id": "bb9e512a", "metadata": {}, "source": [ "## 12. What was claimed, and what the numbers say\n", "\n", "Every statement in this notebook about what is zero, small or large is a row below, with its condition, the test that was run, and the measured result. The table is built from the values computed above, not typed." ] }, { "cell_type": "code", "execution_count": 39, "id": "b133a5f0", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:17:02.312105Z", "iopub.status.busy": "2026-10-03T07:17:02.312024Z", "iopub.status.idle": "2026-10-03T07:17:02.315926Z", "shell.execute_reply": "2026-10-03T07:17:02.315523Z" } }, "outputs": [ { "data": { "text/markdown": [ "| # | claim | condition | test | measured | verdict | floor and significance (Sec. 10) |\n", "|---|---|---|---|---|---|---|\n", "| 1 | p_y = 0 | σ even in y (paddles symmetric about the junction axis) | 25 qubits, order-2 charges | max |p_y|/p_x = 3.4e-03 | **PASS** *the mesh is not symmetric: the value changes from run to run with the mesh (ensemble of Sec. 10) and falls under refinement (Sec. 9)* | — |\n", "| 2 | S_ij = 0 (Cartesian electric quadrupole) | two identical paddles, mirror images under x → −x, each even in y | 25 qubits, order-2 charges | max |S_ij|/(p·1 mm) = 1.7e-03 | **PASS** | — |\n", "| 3 | only odd angular harmonics of the potential | σ odd in x, even in y | potential on a 2 mm circle, qubit (2,2) | max even / n=1 amplitude = 2.3e-03 | **PASS** | — |\n", "| 4 | m_z = 0 (magnetic dipole of the current) | y-mirror symmetry of the paddles and of the junction position | Poisson sheet-current model, 25 qubits | max |m_z|/(p·1 mm) = 8.6e-04 | **PASS** | — |\n", "| 5 | only M_yz survives (magnetic quadrupole of the current) | same | Poisson sheet-current model, 25 qubits | |M_xz|/|M_yz| ≤ 1.3e-02; M_yz = 1.16e-17 C m³ | **CAVEAT** *the size of M_yz depends on the current model (factor ~2); its vanishing partners do not* | — |\n", "| 6 | the magnetic energy of the qubit mode outside the junction is a few percent of its energy | single qubit in a box, junction as an inductor L_J, 1 J mode | ∫|curl E|²/(2μ0ω²) over the box plus ½L_J I² | 8.8% of the magnetic, 4.4% of the total energy | **PASS** *from the field energy outside the inductor* | — |\n", "| 7 | the sheet-current model reproduces the qubit's own B_z pattern | single qubit in a box, 0.1 mm above the chip | Biot–Savart of the model current vs the full-wave curl E/ω | correlation 0.957; full wave / model amplitude = 0.87 | **PASS** *one geometry; the model's factor-2 flag stays for the magnetic quadrupole* | — |\n", "| 8 | the divergence-free part of the current does not couple to a mode with B_z = 0 | flat source; in-plane E a gradient | ∫K̃·E dA of the model with and without an added loop current, analytic LSM110 | change 7.8e-07 of the coupling | **PASS** *this is why the factor-2 uncertainty of the current model does not touch the electric coupling* | — |\n", "| 9 | B_z = 0 for the bare package mode | LSM_ab0 (TM in z): H_z = 0 | FE curl E/ω on the quarter chip plane; loop circulation | LSM110: rms B_z/max B_t = 8.1e-04, loop ≤ 1.1e-03; LSM210: rms B_z/max B_t = 1.3e-03, loop ≤ 9.9e-04 | **PASS** *B_z is not identically zero in the discrete solution; it is a discretization floor (Sec. 9)* | — |\n", "| 10 | the FE mode reproduces the analytic in-plane E, ∇E and in-plane B at the qubits | bare mode, h_metal as set by BUDGET | disc fit vs analytic, 25 qubits | LSM110: E 0.4%, ∇E 4.0%, B_t 0.7%; LSM210: E 0.3%, ∇E 5.1%, B_t 1.1% | **PASS** | — |\n", "| 11 | E_t and B are continuous across the silicon surface; D_x and E_z jump by ε_r | μ_r = 1, no surface charge or current at the surface | FE field 1 µm either side of z = t | E_x ratio 1.000, B_x ratio 0.985, E_z ratio 11.56 (ε_r = 11.9), D_z ratio 0.971 | **PASS** | — |\n", "| 12 | the octupole E3 renormalizes the amplitude of LSM110 and not its pattern | separable potential; surviving octupole components O_xxx, O_xyy | E3/E1 qubit by qubit, analytic field | E3/E1 = -9.83e-04 ± 8e-06; closed form -9.84e-04 | **PASS** | resolved: 15.1 ± 0.49 kHz |\n", "| 13 | the electric dipole is correct to a fraction of a percent for LSM110 | this qubit, this mode, qubits with |g| > 5% of the maximum | (exact ray integral − E1)/E1, analytic field | ≤ 1.5e-03 | **PASS** | — |\n", "| 14 | the octupole E3 renormalizes the amplitude of LSM210 and not its pattern | separable potential; surviving octupole components O_xxx, O_xyy | E3/E1 qubit by qubit, analytic field | E3/E1 = -2.11e-03 ± 1e-05; closed form -2.11e-03 | **PASS** | resolved: 101 ± 3.2 kHz |\n", "| 15 | the electric dipole is correct to a fraction of a percent for LSM210 | this qubit, this mode, qubits with |g| > 5% of the maximum | (exact ray integral − E1)/E1, analytic field | ≤ 2.6e-03 | **PASS** | — |\n", "| 16 | the qubits of column i = 2 are dark to LSM210 | they sit on a node of E_x (cos(2πx/L) = 0) | FE ray coupling of the 5 qubits of the column | max |g| = 35 kHz = 7.3e-04 of the largest coupling (charges alone: 8.4e-04) | **PASS** *a residue near 10^-3 is the mesh noise of p_y E_y and of E_x; Sec. 9 follows it under refinement* | upper limit < 213 kHz |\n", "| 17 | the magnetic coupling is zero for the bare package mode | flat symmetric qubit; bare LSM mode; Poisson sheet current | M1 + M2 with the FE curl E, 25 qubits | max |M1 + M2|/max |E1|: LSM110 4.3e-06, LSM210 1.1e-05 | **PASS** *a floor, not a measurement of a nonzero value; M2 uses the factor-2 model of M̃_yz* | upper limit < 0.415 kHz |\n", "| 18 | the magnetic coupling stays small with the 200 paddles present | dressed mode, annulus fit around each qubit | M1 + M2 with the dressed-mode B_z, 25 qubits | max |M1 + M2|/max |E1|: LSM110 1.7e-05, LSM210 4.6e-05 | **PASS** *B_z of the dressed mode is a few times its bare noise floor; the annulus fit extrapolates inward over the qubit's own paddles* | upper limit < 0.533 kHz |\n", "| 19 | an unequal-paddle qubit has a nonzero quadrupole S_yy | x → −x mirror broken, y mirror kept | single qubit in a box, order-2 charges, about the dipole center | S_yy/(p·1 mm) = -0.097 (symmetric: -1.8e-04); couples 2.4e-03 of the dipole at (1,2) in LSM110 | **PASS** | — |\n", "| 20 | an off-axis junction gives the current a magnetic dipole m_z, and leaves the charge alone | y → −y mirror of the current broken | Poisson sheet current, single qubit | m_z/(p·1 mm) = -0.30 about the dipole center (symmetric: +1.2e-04); S_yy unchanged (-3.7e-05) | **CAVEAT** *m_z comes from the factor-2 current model; its origin dependence is exact (shift rule checked above)* | — |\n", "| 21 | a vertical current element couples magnetically to the in-plane B of the mode | arch of height h, span 0.2 mm, charge Q of the qubit (a model of the current path) | U_M = Q·(2/3)s h·ωB_y against p·E_x | 1% of the dipole at h = 23 µm; ratio 0.27 at h = 600 µm | **CAVEAT** *idealized thin arch carrying the whole displacement charge; the order of magnitude, not a bond-wire simulation* | — |\n", "| 22 | a package mode with B_z ≠ 0 exists, and a qubit with m_z ≠ 0 couples to it magnetically | LSE (TE_z) mode near 40 GHz; qubit with its junction 0.3 mm off the paddle axis | paddle-free quarter, 0.3 mm elements, disc fits; M1 = m̃_z (curl E)_z | lowest clear mode 38.9 GHz; largest |M1|/|E1| = 0.01; M1 14.4 MHz vs fit floor 5.1 MHz (2.8×) | **CAVEAT** *M1 does NOT clear 3× its fit floor on this mesh (a one-mesh illustration, mesh floor unmeasured); coarse mesh (frequencies to a few %), the factor-2 current model, and a qubit placed in a mode 6× its own frequency: the mechanism, not a prediction* | — |\n", "\n", "22 claims: 18 PASS, 4 CAVEAT (holds, with a named limitation), 0 FAIL." ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "rows_md = [\n", " \"| # | claim | condition | test | measured | verdict | floor and significance (Sec. 10) |\",\n", " \"|---|---|---|---|---|---|---|\",\n", "]\n", "budget_lookup = {\n", " (tag, r_[\"term\"]): r_ for tag in BUDGET_ROWS for r_ in BUDGET_ROWS[tag]\n", "}\n", "for k_, c_ in enumerate(CLAIMS, 1):\n", " v = {\"PASS\": \"**PASS**\", \"CAVEAT\": \"**CAVEAT**\", \"FAIL\": \"**FAIL**\"}[c_[\"verdict\"]]\n", " note = f\" *{c_['note']}*\" if c_[\"note\"] else \"\"\n", " sig = \"—\"\n", " if c_[\"term\"] and (c_[\"term\"][1], c_[\"term\"][0]) in budget_lookup:\n", " r_ = budget_lookup[(c_[\"term\"][1], c_[\"term\"][0])]\n", " sig = (\n", " f\"resolved: {r_['value']:.3g} ± {r_['floor']:.2g} kHz\"\n", " if r_[\"status\"] == \"resolved\"\n", " else (\n", " f\"unverified (no mesh levels): {r_['value']:.3g} ± {r_['floor']:.2g} kHz\"\n", " if r_[\"status\"] == \"unverified\"\n", " else f\"upper limit < {max(r_['value'], r_['floor']) * (2 if r_['model_band'] else 1):.3g} kHz\"\n", " )\n", " )\n", " rows_md.append(\n", " f\"| {k_} | {c_['statement']} | {c_['condition']} | {c_['test']} | {c_['measured']} | {v}{note} | {sig} |\"\n", " )\n", "n_by = {k: sum(c[\"verdict\"] == k for c in CLAIMS) for k in (\"PASS\", \"CAVEAT\", \"FAIL\")}\n", "display(\n", " Markdown(\n", " \"\\n\".join(rows_md)\n", " + f\"\\n\\n{len(CLAIMS)} claims: {n_by['PASS']} PASS, {n_by['CAVEAT']} CAVEAT (holds, with a named limitation), {n_by['FAIL']} FAIL.\"\n", " )\n", ")" ] }, { "cell_type": "code", "execution_count": 40, "id": "4143e6f6", "metadata": { "execution": { "iopub.execute_input": "2026-10-03T07:17:02.316945Z", "iopub.status.busy": "2026-10-03T07:17:02.316873Z", "iopub.status.idle": "2026-10-03T07:17:02.320572Z", "shell.execute_reply": "2026-10-03T07:17:02.320213Z" } }, "outputs": [ { "data": { "text/markdown": [ "| quantity | this notebook | reference |\n", "|---|---|---|\n", "| dipole moment $p_x$ (second-order electrostatics) | 3.787e-10 C m | 3.41×10⁻¹⁰ C m (paper, `pm.PAPER`); 3.79×10⁻¹⁰ C m (notebook 4.43) |\n", "| $\\lvert A\\rvert/2\\pi$, LSM$_{110}$ (electric, all orders) | 15.76 MHz | 15.6 MHz (paper, full wave) |\n", "| $\\lvert A_{210}\\rvert/2\\pi$, LSM$_{210}$ (electric, all orders) | 51.0 MHz | 49.8 MHz (paper, full wave) |\n", "| octupole / dipole, LSM$_{110}$, LSM$_{210}$ | -9.8e-04, -2.1e-03 | — |\n", "| quadrupole $S_{ij}$, magnetic dipole $\\tilde m_z$ (symmetric qubit) | ≤ 2e-03, ≤ 9e-04 of $p\\cdot1$ mm | zero by symmetry |\n", "| magnetic coupling $\\lvert M_1+M_2\\rvert$ / $\\lvert E_1\\rvert$ (bare, dressed), LSM$_{110}$ | 4e-06, 2e-05 | — |\n", "| magnetic energy outside the junction (qubit mode) | 8.8% of the magnetic energy | ≈ 4% of the qubit's energy (paper, 4.45) |" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "time per stage (s): mesh 3, electrostatics 89, box 106, bare 110 56, bare 210 56, dressed 110 47, dressed 210 49, symmetry breaking 5, lse 26, convergence sweep 278, mesher ensemble 141, estimator variants 14\n" ] } ], "source": [ "summ_rows = [\"| quantity | this notebook | reference |\", \"|---|---|---|\"]\n", "summ_rows.append(\n", " f\"| dipole moment $p_x$ (second-order electrostatics) | {px.mean():.3e} C m | 3.41×10⁻¹⁰ C m (paper, `pm.PAPER`); 3.79×10⁻¹⁰ C m (notebook 4.43) |\"\n", ")\n", "summ_rows.append(\n", " f\"| $\\\\lvert A\\\\rvert/2\\\\pi$, LSM$_{{110}}$ (electric, all orders) | {abs(A_ex['110']):.2f} MHz | 15.6 MHz (paper, full wave) |\"\n", ")\n", "summ_rows.append(\n", " f\"| $\\\\lvert A_{{210}}\\\\rvert/2\\\\pi$, LSM$_{{210}}$ (electric, all orders) | {abs(A_ex['210']):.1f} MHz | 49.8 MHz (paper, full wave) |\"\n", ")\n", "summ_rows.append(\n", " f\"| octupole / dipole, LSM$_{{110}}$, LSM$_{{210}}$ | {np.median((terms['110']['E3'] / terms['110']['E1a'])[np.abs(terms['110']['E1a']) > 0.05 * np.nanmax(np.abs(terms['110']['E1a']))]):.1e}, {np.median((terms['210']['E3'] / terms['210']['E1a'])[np.abs(terms['210']['E1a']) > 0.05 * np.nanmax(np.abs(terms['210']['E1a']))]):.1e} | — |\"\n", ")\n", "summ_rows.append(\n", " f\"| quadrupole $S_{{ij}}$, magnetic dipole $\\\\tilde m_z$ (symmetric qubit) | ≤ {(S_all / (px * 1e-3)).max():.0e}, ≤ {np.abs(mz).max() / (px.mean() * 1e-3):.0e} of $p\\\\cdot1$ mm | zero by symmetry |\"\n", ")\n", "summ_rows.append(\n", " f\"| magnetic coupling $\\\\lvert M_1+M_2\\\\rvert$ / $\\\\lvert E_1\\\\rvert$ (bare, dressed), LSM$_{{110}}$ | {rel_bare['110']:.0e}, {rel_dress['110']:.0e} | — |\"\n", ")\n", "summ_rows.append(\n", " f\"| magnetic energy outside the junction (qubit mode) | {(f'{U_geo / (U_L + U_geo):.1%} of the magnetic energy' if RUN_SINGLE_QUBIT_BOX else 'not run')} | ≈ 4% of the qubit's energy (paper, 4.45) |\"\n", ")\n", "display(Markdown(\"\\n\".join(summ_rows)))\n", "if TIMES:\n", " print(\"time per stage (s): \" + \", \".join(f\"{k} {v:.0f}\" for k, v in TIMES.items()))" ] }, { "cell_type": "markdown", "id": "9c0c43aa", "metadata": {}, "source": [ "## What this tells you\n", "\n", "- **The dipole picture is right, and now it has an error bar.** The electric dipole coupling and the sum of all electric multipoles agree to a few parts in a thousand; the first correction that exists, the octupole, multiplies the dipole coupling of a mode by a factor of about $1-10^{-3}$ (LSM$_{110}$) or $1-2\\times10^{-3}$ (LSM$_{210}$), the same factor at every qubit, and so changes the amplitude $A$ and not the pattern.\n", "- **The zeros are properties of a geometry, and each has a condition.** The electric quadrupole and the magnetic dipole of a two-pad transmon vanish because the charge is odd in $x$ and even in $y$ and the current has the matching mirror symmetry. Break the symmetry and they appear (Sec. 7). The magnetic coupling of a flat qubit to the lowest package modes vanishes because a flat source couples only to $B_z$ and these modes have none (Secs. 3, 4, 6); give the source vertical extent, or use a mode with $B_z\\neq0$, and it does not vanish (Sec. 8).\n", "- **A zero is shown by a floor, and a floor is shown by refinement.** The symmetry zeros fall under mesh refinement or sit at the noise floor; the nonzero terms converge to limits (Sec. 9). The induced-EMF coupling, which holds every multipole and the loading by the paddles, differs from the electric series by an amount that refinement shrinks (Secs. 6, 9), which bounds all neglected terms from above.\n", "- **A number below its floor is not a number.** With the floors of Sec. 10 (mesh, mesher ensemble, fit estimator, null calibration) every term is either resolved, with an error bar, or an upper limit. The dipole, the all-orders electric coupling and the analytic octupole are resolved; the quadrupole, the magnetic terms of the bare and of the dressed mode and the dark-column coupling are upper limits at their floors; the octupole read off the finite-element field is not resolved by it, though the analytic one is exact. Which of these matter physically is a separate question, answered by the 1 kHz and 4.8% columns of the table.\n", "- **What is not settled here.** The size of the magnetic quadrupole of the current rests on a model good to about a factor of 2; the symmetry arguments do not. The rows of the table marked CAVEAT carry their own limitation.\n", "\n", "## Where to go next\n", "\n", "- **Break the symmetry of the real device.** Replace the paddles with the ones of a particular layout (`pm.build_design` takes the geometry; `mp.qubit_sources` takes any `Package`) and read $S_{yy}$ and $\\tilde m_z$ off the table of Sec. 7.\n", "- **A chip in a pocket smaller than the box.** The statement \"LSM modes have $B_z=0$\" needs the package to be translation-invariant in the plane, as a box with a full-size slab is. A chip smaller than the box, or a lid with a pocket, mixes LSM and LSE: the modes are no longer TM in $z$ and their normal field is no longer zero. The dressed-mode test of Sec. 6 (the same `mp.dressed_data`) measures it for that geometry without any new theory.\n", "- **Put a vertical element in the full-wave model.** Add a post or an airbridge to the mesh and compare its induced voltage with the arch estimate of Sec. 8a.\n", "- **Other expansion points.** `mp.multipole_terms` and `mp.series_terms` take any analytic field of the form $\\sin k_xx\\,\\sin k_yy$, and `mp.disc_fit` any finite-element field: the same machinery gives the gradient coupling to a strongly inhomogeneous field.\n", "\n", "## References\n", "\n", "1. R. Molavi, E. Forati, Y. Zhang, A. R. Klots, J. Atalaya, B. W. Langley, D. A. Timucin, M. Nazari, G. Khan, Z. K. Minev, A. N. Korotkov, M. H. Devoret, \"Extracting electromagnetic bare mode couplings in large superconducting quantum processors,\" [arXiv:2609.22442](https://arxiv.org/abs/2609.22442) (2026).\n", "2. J. D. Jackson, *Classical Electrodynamics*, 3rd ed. (Wiley, 1999) — multipole expansions and the traceless quadrupole.\n", "3. E. A. Power, S. Zienau, \"Coulomb gauge in non-relativistic quantum electro-dynamics and the shape of spectral lines,\" *Phil. Trans. R. Soc. A* **251**, 427 (1959); R. G. Woolley, \"Molecular quantum electrodynamics,\" *Proc. R. Soc. A* **321**, 557 (1971).\n", "4. C. Cohen-Tannoudji, J. Dupont-Roc, G. Grynberg, *Photons and Atoms: Introduction to Quantum Electrodynamics* (Wiley, 1989) — the multipolar form of the atom–field coupling.\n", "5. Z. K. Minev, Z. Leghtas, S. O. Mundhada, L. Christakis, I. M. Pop, M. H. Devoret, \"Energy-participation quantization of Josephson circuits,\" *npj Quantum Inf.* **7**, 131 (2021). [doi:10.1038/s41534-021-00461-8](https://doi.org/10.1038/s41534-021-00461-8) — exact to all orders in the field, no multipole expansion.\n", "6. C. A. Balanis, *Advanced Engineering Electromagnetics*, 2nd ed. (Wiley, 2012) — LSM and LSE modes of a partially filled waveguide.\n", "7. C. Geuzaine, J.-F. Remacle, \"Gmsh: A 3-D finite element mesh generator with built-in pre- and post-processing facilities,\" *Int. J. Numer. Methods Eng.* **79**, 1309–1331 (2009). [doi:10.1002/nme.2579](https://doi.org/10.1002/nme.2579)\n", "8. T. Gustafsson, G. D. McBain, \"scikit-fem: A Python package for finite element assembly,\" *J. Open Source Softw.* **5**, 2369 (2020). [doi:10.21105/joss.02369](https://doi.org/10.21105/joss.02369)\n", "\n", "9. H. Paik *et al.*, \"Observation of high coherence in Josephson junction qubits measured in a three-dimensional circuit QED architecture,\" *Phys. Rev. Lett.* **107**, 240501 (2011).\n", "10. S. E. Nigg *et al.*, \"Black-box superconducting circuit quantization,\" *Phys. Rev. Lett.* **108**, 240502 (2012).\n", "11. A. F. Kockum, P. Delsing, G. Johansson, \"Designing frequency-dependent relaxation rates and Lamb shifts for a giant artificial atom,\" *Phys. Rev. A* **90**, 013837 (2014); B. Kannan *et al.*, \"Waveguide quantum electrodynamics with superconducting artificial giant atoms,\" *Nature* **583**, 775 (2020)." ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.11.14" } }, "nbformat": 4, "nbformat_minor": 5 }