{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "89bbcebd",
   "metadata": {},
   "source": [
    "# A.4 Full chip design"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8117d06f",
   "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/circuit-examples/full-design-flow-examples/A.4-Full-chip-design.ipynb)\n",
    "[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/qiskit-community/qiskit-metal/main?labpath=docs%2Fcircuit-examples%2Ffull-design-flow-examples%2FA.4-Full-chip-design.ipynb)\n",
    "\n",
    "> 💡 **Running in Colab or Binder?** Skip the desktop GUI install — the cell below grabs the lite (no-Qt) wheel, and `qm.gui(design)` auto-picks an inline matplotlib viewer with the same API as the desktop `MetalGUI`."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "simulation-pathways",
   "metadata": {},
   "source": [
    "> 🧭 **Other simulation pathways.** This notebook uses Ansys and ElmerFEM side by side. A third route is the pip-installable gmsh + scikit-fem solver for eigenmodes, couplings and capacitance (tutorials 4.43–4.45); 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": "code",
   "execution_count": 1,
   "id": "af37ab8e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:32.845144Z",
     "iopub.status.busy": "2026-09-27T06:08:32.844842Z",
     "iopub.status.idle": "2026-09-27T06:08:32.849500Z",
     "shell.execute_reply": "2026-09-27T06:08:32.848450Z"
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   },
   "outputs": [],
   "source": [
    "# In Colab / Binder, uncomment to install Quantum Metal (lite, no Qt).\n",
    "# Locally you should already have it via `pip install quantum-metal` or\n",
    "# `pip install 'quantum-metal[gui]'` for the desktop GUI.\n",
    "# !pip install -q quantum-metal\n",
    "# For the gmsh / ElmerFEM section, also:\n",
    "# Colab only (not needed locally): gmsh's Linux wheel needs system graphics libraries Colab lacks.\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[mesh]\""
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a4860a96",
   "metadata": {},
   "source": [
    "> 💡 **Desktop GUI or inline.** `metal.gui(design)` opens the desktop `MetalGUI` when Qt and a display are available and falls back to an inline viewer (Colab, Binder, a server) with the same API, so `gui.rebuild()` and `gui.screenshot()` work in both. See [1.1 Quick start](https://qiskit-community.github.io/qiskit-metal/tut/1-Overview/1.1-Quick-start.html) and [`docs/headless-usage.rst`](https://qiskit-community.github.io/qiskit-metal/headless-usage.html).\n",
    ">\n",
    "> The analysis sections use Ansys (Q3D and HFSS); their outputs are from a run with Ansys installed. The layout and the GDS export run anywhere."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "70ecabbc",
   "metadata": {
    "execution": {
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     "iopub.status.idle": "2026-09-27T06:08:35.293892Z",
     "shell.execute_reply": "2026-09-27T06:08:35.291693Z"
    }
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   "outputs": [
    {
     "data": {
      "text/html": [
       "\n",
       "    <h1 style=\"\n",
       "        background: #12c2e9;  /* fallback for old browsers */\n",
       "        background: -webkit-linear-gradient(to right, #d4418e 0%, #0652c5 74%);  /* Chrome 10-25, Safari 5.1-6 */\n",
       "        background: linear-gradient(315deg, #d4418e 0%, #0652c5 74%); /* W3C, IE 10+/ Edge, Firefox 16+, Chrome 26+, Opera 12+, Safari 7+ */\n",
       "        margin-top: 50px;\n",
       "        border-style: outset;\n",
       "        padding-top:100px;\n",
       "        padding-bottom:50px;\n",
       "        padding-left:25px;\n",
       "        color: white;\n",
       "    \"> Welcome to Qiskit Metal! <h1>\n",
       "        "
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import qiskit_metal as metal\n",
    "from qiskit_metal import Dict, designs, draw, open_docs\n",
    "\n",
    "%metal_heading Welcome to Qiskit Metal!"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "2e3d4614",
   "metadata": {},
   "source": [
    "This notebook builds a complete multi-qubit chip from start to finish: lay it out, analyze and tune it, and export it to GDS for fabrication.\n",
    "\n",
    "The chip mixes the parts a real design uses: transmon pockets and crossmons with flux lines, a tunable coupler, meandered and straight transmission lines, capacitive couplers, a multiplexed readout line, and launchpads for the wire bonds. It is a teaching layout rather than a working device -- the resonator lengths are only roughly chosen -- but every step is the one you would take on a real chip.\n",
    "\n",
    "**What you'll do**\n",
    "\n",
    "1. **Layout** -- place the qubits, connect them with buses, add readout and control lines.\n",
    "2. **Analyze** -- extract the capacitance matrix and run the lumped-oscillator model (LOM) with Ansys Q3D, then an eigenmode simulation and energy-participation (EPR) analysis with HFSS.\n",
    "3. **Export** -- write the mask to GDS."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "418cec1d",
   "metadata": {},
   "source": [
    "## Layout"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "01f94259",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:35.299051Z",
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     "iopub.status.idle": "2026-09-27T06:08:35.311273Z",
     "shell.execute_reply": "2026-09-27T06:08:35.310009Z"
    }
   },
   "outputs": [],
   "source": [
    "from qiskit_metal.qlibrary.qubits.transmon_pocket_6 import TransmonPocket6\n",
    "from qiskit_metal.qlibrary.qubits.transmon_cross_fl import TransmonCrossFL\n",
    "\n",
    "from qiskit_metal.qlibrary.couplers.tunable_coupler_01 import TunableCoupler01\n",
    "\n",
    "from qiskit_metal.qlibrary.tlines.meandered import RouteMeander\n",
    "from qiskit_metal.qlibrary.tlines.pathfinder import RoutePathfinder\n",
    "from qiskit_metal.qlibrary.tlines.anchored_path import RouteAnchors\n",
    "\n",
    "from qiskit_metal.qlibrary.lumped.cap_n_interdigital import CapNInterdigital\n",
    "from qiskit_metal.qlibrary.couplers.cap_n_interdigital_tee import CapNInterdigitalTee\n",
    "from qiskit_metal.qlibrary.couplers.coupled_line_tee import CoupledLineTee\n",
    "\n",
    "from qiskit_metal.qlibrary.terminations.launchpad_wb import LaunchpadWirebond\n",
    "from qiskit_metal.qlibrary.terminations.launchpad_wb_coupled import (\n",
    "    LaunchpadWirebondCoupled,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "11f335b5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:35.368047Z",
     "iopub.status.busy": "2026-09-27T06:08:35.362003Z",
     "iopub.status.idle": "2026-09-27T06:08:38.025754Z",
     "shell.execute_reply": "2026-09-27T06:08:38.024875Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div style='border-left:4px solid #6929C4;padding:8px 12px;background:#f4f1fb;color:#222;font-family:sans-serif;font-size:13px;line-height:1.4;margin:4px 0;'><b>Quantum Metal — headless viewer active.</b> Rendering inline via <code>qm.view(design)</code>; <code>gui.rebuild()</code>, <code>gui.screenshot()</code>, <code>gui.edit_component(...)</code> work as in the desktop GUI.<br>For the full desktop experience (Qt window, dockable panels): <code>pip install 'quantum-metal[gui]'</code> and re-import.</div>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "design = metal.designs.DesignPlanar()\n",
    "\n",
    "gui = metal.gui(design)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "59941f9b",
   "metadata": {},
   "source": [
    "Since we are likely to be making many changes while tuning and modifying our design, we will enable overwriting. We can also check all of the chip properties to see if we want to change the size or any other parameter."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "9e3cdd42",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:38.028480Z",
     "iopub.status.busy": "2026-09-27T06:08:38.028216Z",
     "iopub.status.idle": "2026-09-27T06:08:38.035363Z",
     "shell.execute_reply": "2026-09-27T06:08:38.034315Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'material': 'silicon',\n",
       " 'layer_start': '0',\n",
       " 'layer_end': '2048',\n",
       " 'size': {'center_x': '0.0mm',\n",
       "  'center_y': '0.0mm',\n",
       "  'center_z': '0.0mm',\n",
       "  'size_x': '9mm',\n",
       "  'size_y': '6mm',\n",
       "  'size_z': '-750um',\n",
       "  'sample_holder_top': '890um',\n",
       "  'sample_holder_bottom': '1650um'}}"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "design.overwrite_enabled = True\n",
    "design.chips.main"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "ce352d68",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:38.038778Z",
     "iopub.status.busy": "2026-09-27T06:08:38.038480Z",
     "iopub.status.idle": "2026-09-27T06:08:38.042498Z",
     "shell.execute_reply": "2026-09-27T06:08:38.041432Z"
    }
   },
   "outputs": [],
   "source": [
    "# 11 mm x 8 mm, centered 0.5 mm below the origin so the launchpads sit at the\n",
    "# chip edges.\n",
    "design.chips.main.size.size_x = \"11mm\"\n",
    "design.chips.main.size.size_y = \"8mm\"\n",
    "design.chips.main.size.center_y = \"-0.5mm\""
   ]
  },
  {
   "cell_type": "markdown",
   "id": "03dfb41a",
   "metadata": {},
   "source": [
    "#### The Qubits"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e47293c0",
   "metadata": {},
   "source": [
    "We will add a collection of qubits. First we will place a transmon pocket with six connection pads. We can see any options the qubit qcomponent has to figure out what we might want to modify when creating the component. This will include the components default options (which the component designer included) as well as renderer options (which are added based on what renderers are present in Metal)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "a083915a",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:38.045464Z",
     "iopub.status.busy": "2026-09-27T06:08:38.045076Z",
     "iopub.status.idle": "2026-09-27T06:08:38.052981Z",
     "shell.execute_reply": "2026-09-27T06:08:38.050465Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'pos_x': '0.0um',\n",
       " 'pos_y': '0.0um',\n",
       " 'orientation': '0.0',\n",
       " 'chip': 'main',\n",
       " 'layer': '1',\n",
       " 'connection_pads': {},\n",
       " '_default_connection_pads': {'pad_gap': '15um',\n",
       "  'pad_width': '125um',\n",
       "  'pad_height': '30um',\n",
       "  'pad_cpw_shift': '0um',\n",
       "  'pad_cpw_extent': '25um',\n",
       "  'cpw_width': '10um',\n",
       "  'cpw_gap': '6um',\n",
       "  'cpw_extend': '100um',\n",
       "  'pocket_extent': '5um',\n",
       "  'pocket_rise': '0um',\n",
       "  'loc_W': '+1',\n",
       "  'loc_H': '+1'},\n",
       " 'pad_gap': '30um',\n",
       " 'inductor_width': '20um',\n",
       " 'pad_width': '455um',\n",
       " 'pad_height': '90um',\n",
       " 'pocket_width': '650um',\n",
       " 'pocket_height': '650um',\n",
       " 'hfss_wire_bonds': False,\n",
       " 'q3d_wire_bonds': False,\n",
       " 'aedt_q3d_wire_bonds': False,\n",
       " 'aedt_hfss_wire_bonds': False,\n",
       " 'hfss_inductance': '10nH',\n",
       " 'hfss_capacitance': 0,\n",
       " 'hfss_resistance': 0,\n",
       " 'hfss_mesh_kw_jj': 7e-06,\n",
       " 'q3d_inductance': '10nH',\n",
       " 'q3d_capacitance': 0,\n",
       " 'q3d_resistance': 0,\n",
       " 'q3d_mesh_kw_jj': 7e-06,\n",
       " 'gds_cell_name': 'my_other_junction',\n",
       " 'aedt_q3d_inductance': 1e-08,\n",
       " 'aedt_q3d_capacitance': 0,\n",
       " 'aedt_hfss_inductance': 1e-08,\n",
       " 'aedt_hfss_capacitance': 0}"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "TransmonPocket6.get_template_options(design)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "235602f0",
   "metadata": {
    "execution": {
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     "shell.execute_reply": "2026-09-27T06:08:39.000063Z"
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   },
   "outputs": [
    {
     "data": {
      "image/png": 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mjEbFbChgRho4nm2wm66f67zUKrjVV1et+aIjiBoPE11PfZZGZx/R0b/QXS9aBIeuD6ErRbZW0ejAVX0Oa0510ef0aINa8xEthLM9f9H11vdEtIVdO1KWqGuIuleG17b6ckd3djLpeyp6W+3IZB7RkMzvr5Fec9Fs9L7RZAXhPRXNHUCCi+4wOEofDBqxrcJY/du0p68PzcwzTuoLRJdHB/io9UUndlAfQn1Z5NIKocfTYUE9lqZH0geOWrY1glyH6vQ/tTroA4eiG7BBc3RrdgsVAXrfq9BVAalpz3SZxoKEAiG01o1GMzKoyNbRL33+qHjRjnjo0qAiRbNXZBbdoeVW66BBgZpbWTOnaLq3XM5qq0aFMDez+gWrK4uKInVrCI0HY+3PHWhKO83KpM8z9fFWw4L6AatLnnYYNAtUaBFVw0T0TIjRIwWaxULPl44Gqv9xtpmjoicsU+uodkR0hELjb4o5/3e0y4eKaM24ouzU9VDfH9H11neMuiCqcUc7HWPprx4XNSqFQaAjzVoiaoHWwFcdmVFDlApk3V6vX+0Ianv/8Ic/+MI6uhM60msumpsGCOssmXo+9Z6iSwmQkqJbX2wqbvVFqQ9mfZHkexpiFeb60cwBur/MU+eORl+e+pDWj0ar68tEh/r0ZatWkfE4ZAxgdNoZ1hEpzcagYlFHt9SfOpM+Q/QezpxSMBsd9VLBpp9s1Eo8XBGtLi9qnVS/bxXdGgynMSYahzLaHMsq8jUvsmjwmn5ExfFwrfP6PFLXDf0/2yDE4agAVWGtubPVd1vPnfoQZ1Ixra4y0VmjtJ4a26KZOfSZqG0TFWS6Xmtr66D7UDGoI5NqCFGfYnVNCDtBoVAsBnXnUWu3CksVmeFzX1MiasdArcFa99CdRd2H9KPPew2YtXYCIGU60lSKmTTYVMW2vju1k5h5annJPLPoSK85FeAqvHW0Wa8zzSIm2okJ+QNI+DzdOuSo1m6Nmla/7HwL7kAtGPqC1RfLWA6F6ZCr+iCqhUwf5qG1C4AN6k6i7mCf/exn/SnW9Z6N9vvVZ4imYMu1T6ymp9OhfbUe6rbagVeBqM8TFanRE8UMtyOgk/SEaQnV6q1W5NE+Oy6++GK/k6/HHKkrQZTmhlYhq6Nzud4mOkuGnhdNNacTn4TZoAIVouqCkjnlop6P73znO77LgVr7taOhHRHNLhVtHQ10n+oDr3m/1Wqu51IFso4ARLsCjZXu6ytf+Yo/6hm6wmTS/9UNSDtAWncNwtd0gzqRTNJpR0pHfTTjl16rykVHSPQ6VNYf+chHBnZ4cnnN6flRg5O6Len/2qlSzjr6W+igWgDFUdbV1VWUU1NpRhENZFKri+ZZzfeLJEotQGrluOCCC/yJCsZyX/pCUauDvqTGMgc4gPGhqdHCnM6ahUGnN08b9Y9Wn24VRypkx0rdQ3SfoZVfU6bme6QQAJCQlm61UGkgyNe//nU/g8BYzoKmQ5o6Q5cOf2qQTyHUiqRCWycVUNFOf24gGXSq8DBtn/qrqnU2bdQAoMYAtWQWg1qxr7zySj/gUfS7Wk8BACls6VZ/bk20rz5k6lupfmUayKgTHYzWJzIbTYel6Zc0UEh9PTOnehqOBtZoGi61IOmEFzrUph0ADSgZbfYDADaE2UvUgqudZg0uK7TL2qFEXfJ0dE/URUGfwSMN5gQAJLDoVsuyZhzRIEr1wdRIaZ24RgM39LdartQKo6n/whm3olMd6Ys1dCPRUv9Tv26dSUyHTHU79RtX8a1+f2rZ0e8q8DXKW0W6pgbU6YbDKXz1haOpyHQYVzMFZJuKCQAAAEhM0S0aJa0TKmhwlFqoNC2Vpg9UK7Om8tM0SppZRNP76bCqpgc74ogjfNcPFdL6v5YauKSiW/ehgl0DMzXFmKY70oh9napXfcg12l6zDGiaME2TpfvSgCwNqNL96351Uh7dp1q+x9I3HAAAADBRdOukDBpR/5vf/GZg/m11O1HLs4pundhAv2tKLhXOKqBVWKs/uApjtYBrdLXmn9WcpWrdVlGtVnT9rlZtXV+HS3W9aHcRjfjWQE6dCEOFvVrBddIcdXnRACONDAcAAAASfxp4Fb0qntUdRK3OOtGBWqPDaZ81eEjz5IbWbE0xqAn+d+zY4ZfqxxlOcRyl4lp9xTWXrM5Iqb6doXVcrd86mY7mcNXAyZ/97Ge+Zfy9732vb2lXAa9pDAEAAIBUtHSrFVrz2upkBW9/+9v9zCOaR1VdPlQ4Z56VMlfql61iWv3Chyug9di6nk4SoIFE6paiwl4/mk0lnCEMAAAASHTRLWrl1lndZs+e7efZ1u9jHT2vVm6d9EL3oynE1HI+HA221MkbNL+3zrqm0ztrrl8AAAAg8fN0B2rV1o+6jLz85S8vynRV9fX1vgX9wQcf9GdaG4n6h2sgpU55u2TJEnfaaaeN+fEBAAAAU0W3unFo0KL6Zqurh/ppF4OKZ835/a1vfcv3/x6OupPopDqaRlDrwdy+AAAASF3RLep7fd555/l5tt/1rne53/3ud35Kv7FQl5ILL7zQz3qiU0SrJV3dR6LFtubpXrVqlfvSl77ki3Sd1RIAAABIXZ/uQNMB6ixyKoQ108jxxx/vC2ENhNSJaxoaGvzAynzmzlZhrRPwaC7w5uZm95GPfMQdddRR7v777/cnv/nLX/7iW9aPPfZYd/3117t58+bFsWkAAACAjaJbNJWfCm/N0a2iW0t1+2hsbPSFt06Oo6WmE9RUgDpdvKYB1KnbVYxrRhJ1U9Fp3DX1n+b3/sxnPuPn39b/Na+3+oxrDm8V2Dr9uwp8dS956UtfGtdmAQAAAHaKblGrtM4mqWL4kksu8YWyLnv00UcHTpCj1mmdDEct3xoIqX7hoehWwa0ZSdSVRAW25uXWZTJ//nz3zW9+09/nZZdd5k+8o79f+9rXxrlJAAAAgK2iWx555BH34Q9/2Ld0f+pTn3JvfvObfaGsYlpFtFq/1Yqtgruurs6fgVJnslQLtlq+9bsu05kmb731Vj9AU9dV9xLNUvKFL3zBF+Rf//rX/cwpAAAAwCFXdMtzzz3nvvjFL7qbbrrJF8YaFLls2TLfqn3HHXe43//+9/4U7upyEj2RjVq1n3zySXfLLbf4Liqnn366P+mOWsp10ps777zTn+r9c5/7nG/5BgAAAA7ZojsU0P/5n//prrjiCt+1RP2uddIbFdA///nP/YlvjjvuuCGDKzds2OBWrFjhi/TXve51/ro6Cc+sWbN8C7qKdfUDBwAAANyhXnQH6i6i2UZ+8pOf+P7d6jqift2akUQznOikNuoDrn7e6qetLiXqfqLL1I1k0aJF/jTzr3/969306dPHe/UBAAAA+0V3oJlJ1OJ93333uT/96U/uiSeeGBhYqUGU5eXlvtBW3+6jjz7at3TrLJcLFy6kZRsAAACJUdKiOyrMVKKpAbdt2+Z/12BJDZTUaeDVwq2/AQAAgKQxU3QDAAAAaRXLaeABAAAA/DeKbgAAACBmFN0AAABAzCi6AQAAgJhRdAMAAAAxo+gGAAAAYkbRDQAAAMSMohsAAACIGUU3AAAAQNENAAAAJBst3QAAAEDMKLoBAACAmFF0AwAAADGj6AYAAABiRtENAAAAxIyiGwAAAIgZRTcAAAAQM4puAAAAIGYU3QAAAEDMKLoBAACAmFF0AwAAADGj6AYAAABiRtENAAAAxIyiGwAAAIgZRTcAAAAQM4puAAAAIGYU3QAAAEDMKLoBAACAmFF0AwAAADGj6AYAAABiRtENAAAAxIyiGwAAICG+8IUvuL/97W/j9nif+tSn3N///nf/+2233eauvfZaZ8WXv/xl9+ijj7qkqCz1CgAAAAD5+vjHP+6ShJZuAAAAoAD79+/P+bq0dAMAACTItm3b3De+8Q23ZcsWN3v2bHfeeee5hoYG/7/Ozk538803u6eeesqVlZW55z//+e71r3+9q6ysdPv27XP//u//7jZs2OD6+vrcrFmz3Jve9CZ/H3LgwAH3m9/8xv3+97935eXl7tWvfvWI6zHSY+3evdtdf/317umnn3b9/f1u+vTp7l3vepdrbGx0a9as8Y+j20+YMMGddNJJ7rWvfe2Q+//qV7/qli9f7pYtWzZw2fe+9z23YMECv27qavPGN77RPe95z/P/e/LJJ93q1av98zNlyhR35plnuuOOO851dHT461566aX+8X73u9+5m266ybeUz5w503dR0e0uuuiiEe9HfvrTn/pt1XO5du1ad8YZZ7hTTjklp9wougEAABJERevKlStdfX29+8EPfuD7Wr/97W/3xe0111zj5s+f7z796U+73t5e98Mf/tDdfvvt7vTTT/f/P+GEE9z555/vi+pbb73V/du//Zv7xCc+4QvJBx54wP/84z/+oy/ib7zxRl9cZjPaY911112+iP/sZz/ri/DW1lZf8Or+VLh+8IMfdEceeaTbs2ePL26zedGLXuS3NRTdKp5V4L/1rW8dct3Nmze7H/3oR76w1/2uX7/eff/733f/9E//5A477DBf9D/zzDNu8eLF/j6mTZvm+6qr6NbfRx99dE73Iw899JB797vf7d7xjnf4nZdc0b0EAAAgQV72spf5orGqqsotXbrUtbS0+Mu13L59u29trq6udrW1tb5F+M9//rP//8SJE90LX/hCX/zqtqeddpoveHft2uX/r+udfPLJvhDV7c866yxfXGcz2mNVVFS47u5uf/8q8GfPnu2vE/6nVvq9e/e6SZMmuSOOOCLrY2jb1FK+c+fOgWJXrdyhVT9KrfMqzlU86/F0vWOPPdY9/PDD/v9HHXWUL7K1I6BC+jWvec3AANFo0T3a/cjChQvdokWL/P+17bmipRsAACBB6urqBn5X0Rdao9va2nzL8cUXXzzo+io0paenx91yyy3u8ccf9wWxWrdFXUGmTp3qi+9oQavHUSt1NqM91ite8Qrf+q2WdBXXL3jBC3w3DRX8q1at8i3hamlvamryxX8oeqPUkq9iWYX8K1/5Svfggw+6l7/85cOuj4rnP/3pT4PWRa3lovu588473aZNm3wXlyVLlvguJF1dXX4HQK3audyP6LkqBEU3AABACqgYnDx5svv85z+f9f93332327hxo7vwwgv9dVU0q2tIoP7L7e3tA3+rz/Vw3SdGeywV12oF18+OHTt8V5T777/f99E+5phj/I8GId53332+i4z6W6vlOJOK3TvuuMN3C1Gr+fHHHz/s+qggV+t8Niqqf/zjH/vpFlWAq9VdRf29997r+7arxT2X+5Gws5IvupcAAACkgLppqGj81a9+5VuX1TVELbdq2RZdppZrFZhqHVdLb5S6nqgI3rp1q28V1/+HKzBHeywNTtT9qJVY3VoqKip8Ua1C/q9//au/jf7W/7IV24EGSWpHQC30GsyoYj6bE0880bdOq5Vaj6mdBXUjUSu2aAdB3WZUZIdWdS3vueeeQa3so93PWNDSDQAAkAIqXt/znvf4bhs6cYwKW3UXUSEpp556qp+9RIMb1dKrAY9qfQ5e/OIX+8L5W9/6li+21UdbBXIhj6X+3pohRN031AXm+OOP97OUqFuLZg+57rrrfKE+Y8YM9853vnPYwjvcVgM83//+9w+77XPmzPEDG3/961/7Aln3pxbsN7zhDQPXUQu3tleDP0XFtrq56PJ87qdQZV1dXdl7yAMAAAAoCrqXAAAAADGj6AYAAABiRtENAAAAxIyBlAZptKzO3KSRtoVOSwMAAID4aCCoBopqrvGRZmAJKLoNUsGtsx0BAADAtieeeMKfcXM0FN0GqYU7hKgpfTZs2ODmzp2b014Uxu9oBLnYRDY2kYtN5GIX2djPRWfyVCNpqNtGQ9FtUOhSotOvKkj96KxJFN223nTkYhPZ2EQuNpGLXWSTnFxy7QpM0ykAAAAQM06OY1BHR4c/+9HmzZt9a7c66msvikGVdigTcrGJbGwiF5vIxS6ysZ+LTmkf6jW1fI+Glu4E6OvrK/UqIAtysYtsbCIXm8jFLrJJVy4U3cZpb6qlpcUvYQe52EU2NpGLTeRiF9mkLxeKbgAAACBmFN0AAABAzCi6E4CpAm0iF7vIxiZysYlc7CKbdOXC7CXGZy/JZTQsAAAAbNdrtHQbp4763d3dDKQ0hlzsIhubyMUmcrGLbNKXC0W3cQq1tbWVotsYcrGLbGwiF5vIxS6ySV8uFN0AAABAzCrjfgAAAAAgekbHAwcODFpm0hkfNWBRP+Gs3Ek/MzdFdwJUV1eXehWQBbnYRTY2kYtN5GJXGrIJRfb+/fv9Tyi0w/9GEwrtUIDrp6KioqQzuxSaC7OXGMTsJQAAIMlUWIdCOxTbmULrdWYBHQr18DPcbSorK30BXqoW8HzrNVq6jdOLrbOz09XV1SX+sEqakItdZGMTudhELnYlNRsV2319ff4nFM2hSD5wsIVbv1dVVQ0qmKPbGAptLXU/vb29A/ejn3C5ivlo8T0erd/RXPLFQErjFO62bduYvcQYcrGLbGwiF5vIxa6kZaOCuqenx+3du9cv9bcKZBXXEyZM8D+hKB6tr3b08mhhrtuE+1KhrctVeO/bt8//hOLcai60dAMAAKBgoTVaBbCE1mf9RFufKysr/fV0fRXl0eI7XC/arUTXCT+6TmjRFi1DF5bQ6h3+Dq3o1lB0AwAAIG8qckMRrSI5DHIMBW+0e4moGNbvoejWMip0Hcm8TPenglu3z7w8/C+sR7jvcH1LXXMouhOgpqam1KuALMjFLrKxiVxsIhe7LGejFuVQ6IZWaP2oaFb3klA8qyjWbB/lB1u0Qyt0dMrA6LSB0W4n0Vbwkfprh24nut/Q4q6l7jc8toVcmL3EIGYvAQAASehOEgpp/ajIVd/qMGAyUDE+YcKErK3O+faNjl4/2yDMzNb3UPTH0d0k33qNgZTG6cXT1tY25AWM0iIXu8jGJnKxiVzsspqNilm1ZIeZQ1RMh24foV91puFOgJM5aDLzJ5vMWU4ypyYUrU9o4dZlYX1LnQtFdwK0t7eXehWQBbnYRTY2kYtN5GKXtWxCwa2CM9ptZLTW6kJnFCkbpT92tkGXoV+3hJlPwgwnxSq8C82FPt0AAAAYUWgxDrOOhCn7gjCQMttgyHB5IbLdLvoY0d+jJ9MJLdHh/2FKw+jUheONohsAAADDCgXrcAV35iwjoT91EMdZI8uydEEJxXU47Xxm4R12HIbrXx43iu4EyKVzPsYfudhFNjaRi03kYpeFbMJsJGHQZDjzY3SWkagwaDHbaeDLYi50w/pJtnUQ7RBo3bWe450LRbdxemHMmDGj1KuBDORiF9nYRC42kYtdVrKJnvQmzIs9Ust1mD5QQl/q0Ne6KjLPdtyi83hnzmii38OsK+OZCwMpjdMLRacbtTZ6+VBHLnaRjU3kYhO52GUhmzDfdZh6T0Vqtq4lwwlFbyh0D5RoW6Knjw8DPwtdn7HkQtGdAJoHEvaQi11kYxO52EQudpUym1CYhgGShc51rUJdtz+Q5QyU4y16lsqxrE+huVB0AwAAYJBoP+jRzgg5YqF5cOClqMgt1rR9hdK6hG0Jp4wfLxTdAAAAGKDW7egMJIXOsx0tdCsO9q0udWt35rSCas0fLxTdCdDQ0FDqVUAW5GIX2dhELjaRi12lyibayh2dMrDQ4js6zWBfCVu7o1MfBsOdRTOOXJi9xDi9UBsbG0u9GshALnaRjU3kYhO52FXKbMIUf2F6QBXKoX936KOd7/R/lQfn7w6DM8dywpx8hTm6w0wsYYaVUHBrvXKdQnAsudDSbZxeDK2trcxeYgy52EU2NpGLTeRiV6myCXNbh8JUxWgYfKjidO/evb61OPMEOKMpOzhFXzgt+3i0doeCWtMWhtPAh0Gh+olObZjrtowlF1q6E6C7u7vUq4AsyMUusrGJXGwiF7tKkU1o/VVxGubjVoGqv8M0e2HO63Cd0CI+Wst1xcHrhhbvYp+pMvTXDjsOWoYzVIadCBX+0RPohJlMdP1QhMeVC0U3AAAABrphhII0OmNJGAwZCubojwrX6Fkqo78HZQfPXqmiV7fR/YT7HM5wrc/Ry0NRHYrt6N/R/uTZTuoTdhrCNuVadBeKohsAAAADhWv0dOpRoWhWcRo9xXoo1kPBHgrsaAFefrCAD63OocU826nkw/Uyf48W12EpmV09oo8bCu5sjxGuF+4j7lPVU3Qbp/B1utHxGmyA3JCLXWRjE7nYRC52lSKbaOGZbV7uaAty6K6hn2ghHIrwaDeP6DZJuI/QwhzOEpntOiNNWxiuG1rVoz/hNqH1e7gW+GgXE/2MdgKgseRC0W2cQq2vry/1aiADudhFNjaRi03kYlcpsgmFc7RlOBTQ0aI3s+CMtmSrJTyzRTraKt1/sKiP3l/moMrMbinhMbK1ome2lGeub/T30A89dCuJFuFhXePMhaLbOL0INm3a5GbPnl3w2aBQfORiF9nYRC42kYtdpcgm2tocLZqDaIGbuYwKl2W2GvdnFMMSivFshXa2x8m1hTmz8A+FfegGowI8Ogg0tHTnk0u+KLoTQFPzwB5ysYtsbCIXm8jFrvHMJtoaLaGbSGa3jbHsAJRltEqHWVLCspg7F5nrG86IGYruUGRHpwvMdRrAQnOh6AYAADjEZZ4eXYbrB10sZZE5u/WYmpowrj7s0YGVoaU78+yYYz3d/WgougEAADBIGCgZZ9eWsoMFdnSawrin7QuPE37CWSqDOGcwoZOwcQq+qamJ2UuMIRe7yMYmcrGJXOwqRTaZM5OMR1/yioN9qvXY+Z7lcqzCGTej0xnGmQtFt3EKtaamhqLbGHKxi2xsIhebyMWuUmUzngW3hC4foauJCu/xlNm6PlrhPZZcKLqNUx+ndevW5dy5H+ODXOwiG5vIxSZysauU2Yx3oV95sMgvRWt3vts7llwouhOAgtsmcrGLbGwiF5vIxa5SZKOCV/2cx/Oxyw6e6TLMlz2erd2Zj5dLAV7oc0PRDQAAgIGCU0WopsXLPGlNnCoODmwMrd1xF/3hcfbt2zfo9PVxYvYSAAAADBIK33Cq97j7eJcdbO2OnrxGgxzjmo88TBmY2ZUlzsKbots4hd/c3MxASmPIxS6ysYlcbCIXu8Y7m+iJa8KZJFX8qsU7nL0xFN9xzqVdWVnpu7foMYtZ7IeT4YSdCf1oO6Lbmst2jSUXiu4EGI85K5E/crGLbGwiF5vIxa7xzCacCEfFp5ZqdY62BodCOJxkJkz1l3mWyWK1dh84WCCHvt6FtmhnnnkyzMMddiK0DGeYzLXALzQX+nQbpxeHRsmO90hejIxc7CIbm8jFJnKxqxTZhOI2FKbq3jFx4kS/DIWmilcV4OoLvXfvXr9U0RpOMqMCNxS30Z98C28JrdKZ9xUtpKOndA990cO6hfXTuoVt0nZMmDDBb1d08Gaup7gfSy40oQIAAGCg5ToUutHTwKtYDYVuKHLDYMRQLIdluJ9oS3hZpLV6tJbr0IoeCunMebSjxXfmqeszi+Foq3xYRkXvg4GUAAAAiF0okkNBGy1QQ5cM/YRCNRTf0eI1WohHlWUU3dFCPNoaHh4z3G/0NO2jtZpn9jeP7jAM14odup1kK8iLjZZuAAAADLROq2hWMZrZdzmzu0goakOhnnmdaCtyf5b/ZyugM6cKjN53tAtItHCPFtqZ9x1a5sMOQ7SwDusYtiXulu6yrq4uOgsb09HR4WbNmuU2b97s6urqBg7xjPcZojC86GAMcrGFbGwiF5vIxa5SZRP6a6sIVb/ncKbIbHN2D1f4ZooWwf0Zy9FEi+5oYTzc42UOoMzsPhKmQAynnVe/b1E/71wGSEZz6ezsHKjX6uvrR70tLd0JEEbvwhZysYtsbCIXm8jFrlJkE1qDo4V26IKRrc92Lsay43Ag0lc7l/uJdoOJzsmdOegyzJISupaEqQPjzIXZS4zTi6GlpYXZS4whF7vIxiZysYlc7CpVNmHAYeibHZ1BJFrQxt3/OQjFf5iyMB9hfTX7SpiBJWxXmH9cdJ1cdwrGkgst3QAAABigIjS0DmfOaz3eXSrLy8sHBlMWOuAxdCsJLfTRAj7sZIwHWroBAAAwINrdIsxhXehJasaqLPLYoatIocJJf6JFe75dS8aCojsBxusQDvJDLnaRjU3kYhO52FWqbELLcHTQYiknDSg/OO2fhBb4QkW3JXq/+a5PQY/N7CW2Zy/JZTQsAABAMakrh2YxCad+1+we49UinI0Kba1PGASp9SmEtkf3o+0by/0UUq/RhGqcXhTd3d0MpDSGXOwiG5vIxSZysavU2WR269DAw7G0MI9V6FNeaGt3dAClfg9dTcYzF4pu4xRqa2srRbcx5GIX2dhELjaRi10WslGhGwrv0NKsojXzBDbjpfLgYEg9JxoMmetzo3XXeoeW8rBDUUg3kbHkwuwlAAAAyErFaRjAGFq89bsK4DCTyHj19y4/2Ac7tLqriB5uCsMw1aB+tL7RIjmcIGe8UXQDAAAgKxXUmuM6erKcUHyHE+SEojcU4HEW4RUH59SOziOux9U6hq4w2c5GGajYLtVMLBTdCaAXEuwhF7vIxiZysYlc7LKSTShqQ/cMCUVraE0OxXb0bJWZRXjZGAvdUPhnFtJaJ61buE4QHjtcFk6UM9ZZYQrNhdlLDGL2EgAAYE0YiKgiNzrdXrRVObPoDcuyLD+Z1wui9xF+D/edreiO3k+04JfQ9zuOGVjyrddo6TZOL5TOzk5XV1dX0jkyMRi52EU2NpGLTeRil8VsQpEdCm8V4Wr1VXcNrW9mt47oz4FhBl8Ot235DlQMrfGhqNa6RQvu6P+KlUu+KLqNU7jbtm1zkydPNvOmA7lYxnvGJnKxiVzssppNZuGtpYruzMGJmUV3f+Qn/D/zujJcK3hYhr7cmUV5mFIwzGwSCu7QpaRYLdzRXPJF0Q0AAIDci8eDZ6sMs4iEpYrvUNxmG1DZn9HiHb1OZreUbMV56DKiZZhNRdcNUxuG1u3Qx1zrWYw+3MVC0Q0AAIC8qNBVH2kVuWEWERXBocU7W6G7f//+gf7gow2yDIV3KNTD72H2ET1+tCAP66HLwjzcpZqlZDg2Sv8U+9rXvuYPQVx00UUF30dNTU1R1wnFQS52kY1N5GITudhlPZvQVzoMUAzdTTSTiIrgaKt2/8FuH2HawVymFgyDIkOXkuhZKEPRHubr1n1HdwbCFIKWcqGlO0Zr1qxx1157rTvuuOMKvg+9qJqamoq6Xhg7crGLbGwiF5vIxa6kZBO6cYQuH6E41k+Ywzs6t/aBgy3d+fSxDoMzdbvwe3iMUNiH07qHri8Wc6GlOyZdXV1u1apV7lvf+pabOnVqwfejF1NbW1vJTrmK7MjFLrKxiVxsIhe7kpZNtNU7nGJd664WaLVE79u3b6A7SJh6cKTp/0Lrtm4XWri13Lt370DLdnSg5MSJE8elO8lYcqGlOyYf/ehH3ete9zr3ile8wn35y18e8brhxRhoKhoJe3MKV/M/hhdwpmyXh8M2+VwumS/+4S4Ph3vyuTzXdU/CNumx2tvbs87LmdRtynfdrW5T9D2Tlm1KQ04hFzVCpGWbcrnc+jZJ9P2Shm1KS06Z3/9J2abQn1rFcLQ1en+ka0jYRhXOmd1Moq3Z0W0Ll4cpAENruR4riK5TXDmFXKZMmZJ34U3RHYOf/exn7uGHH3b33HNPTte/4oor3OWXXz7k8g0bNrja2lq3c+dOt2PHDjdz5ky/1GTsQUNDg2tsbHRbtmxx3d3dA5fPmDHDv1E3bdrk9yYDHRJRXyTdd/TF0tzc7A/JrFu3btA6zJ8/3+9ptrS0DHoh6/I9e/a41tbWgcu1p6n70U6DptMJ9Hh6XG2HCtVA66f1TOI2aY9adu3a5bcrDduUlpy2bt3qt2H9+vX+/ZOGbUpDTmFuW0nLNqUhp7lz5/rL9X4JBUbStyktOek9o/V69tln3YIFCxK7TfPmzfO3b21tHVQ0z549229TdN1VQB9++OFu9+7dvrAVvS71nasaSN+52t5QJIdt0n2M1zaFAlw7DLp+PjgjZZFt3LjRnXLKKe6Xv/zlQF/u0047zR1//PHuK1/5Ss4t3QsXLvT3pUGY+jDUi1bB05Jgo3VEj6U3m76wMkdoJ3Wb8l13q9uk1pTwngmtIUnfpjTkpPtTLioeotOBJXmbcrnc+jbJM888M/B+ScM2pSWn8J4J3/9p2KbotoX7iLZqS3gdhscJP+E5KPU2hVy0g6R6bc6cOZyRslQeeughv8f1spe9bOAyFQH33Xefu/rqq/2eW+bgAfV/0k+mUDDoEEZ4EWYWeNHrFuPy6CGe0S7PPCQ02uVxr/t4b1M45JftcZO6TcVcx1JtU/Q9M17vG3LKLSflMlJ+5DT+rz0VEJnvl+HyI6fxzyn6/Z+mz/KKLIMoo4VtPt8Hpdgm5RK+b/JBS3eRaa9Hh4KiPvjBD7pjjjnGfeQjH3FLliwZ9T50iGTWrFk57zkBAABgfOVbr9Gnu8jq6uqGFNbqJ6S+RbkU3JnUCqH+V9OmTct7jwrxIRe7yMYmcrGJXOwiG/u55IsqLgGigwNgB7nYRTY2kYtN5GIX2aQrF1q6x8Ftt902Hg8DAAAAo2jpBgAAAGJG0Z0Amm8S9pCLXWRjE7nYRC52kU26cqF7iXEaPKlBmLCFXOwiG5vIxSZysYts0pcLLd0JGCUbzuIEO8jFLrKxiVxsIhe7yCZ9uVB0J0D0FKawg1zsIhubyMUmcrGLbNKVC0U3AAAAEDOKbgAAACBmFN3GlZWVuRkzZvgl7CAXu8jGJnKxiVzsIpv05cLsJcYp1Pr6+lKvBjKQi11kYxO52EQudpFN+nKhpds4jY5taWlh9hJjyMUusrGJXGwiF7vIJn25UHQnQE9PT6lXAVmQi11kYxO52EQudpFNunKh6AYAAABiRtENAAAAxIyiOwEd9puampi9xBhysYtsbCIXm8jFLrJJXy7MXmKcQq2pqSn1aiADudhFNjaRi03kYhfZpC8XWrqN0+jYdevWMXuJMeRiF9nYRC42kYtdZJO+XCi6E6CQYBE/crGLbGwiF5vIxS6ySVcudC/BIJ2dnW7v3r3DPitVVVVu6tSpQy7fuXOn6+3tHfZ2EydOdHV1dUMub2trc/v37x/2djqEU1tbO+Ty7du3u/7+/mFvN3nyZDdp0qQhb5IdO3a4kUyZMsVVV1cPuqyvr8+1t7cPua/u7m63bds2V15e7hoaGlxlZeWQKYV27do14uNNmzbN3z5qz549rqura8RDW9OnTx9y+e7du/06DaeiosI1NjYOuZzMc8s8E5nn9z7X50P0PZOE9/mhkHn4LNNneLbbHWqf7VYzH+l7mc/23F6TFlB0Y5A1a9a4tWvXDvuszJkzx5111llDLr/33nvdxo0bh73dokWL3PLly4dcfvvtt4/4obd06VK3bNmyIZfffPPNI34RnHrqqW7x4sVDPmBvvPFGN5IzzzzTNTc3D7qso6Mj6+30BXXffff5388999whX1hbtmxxq1evHvHxVq5cOeSLYP369e7uu+8eccdn1apVQy5/7LHHfH4jfXmsWLFiyOVknnvmUWSe//s8+p5Jyvv8UMhc27RhwwY+241m/vjjj7s///nPw96Oz/bBtJOk94DFwrusq6tr+F1KlIQ+/GfNmuU2b97sXzT60tGbsZCRsvmi1TO31hC1xOhyvbmVi5XWEFq6J/lswntGv6e9BSwpmes5jb5nomj1LF3m4bNMrcd6TWeipbt07/PwWabH022T8D4v9dGN9vZ2d+edd7o3v/nNbsaMGS4O0e8YPcehXsvl1PAU3QkouhWw3ozjUXQjN8qEXGwiG5vIxSZysYts8qcdFB2JmDlz5pDGlDhyybfoZiClcQpWo2RH2gvE+CMXu8jGJnKxiVzsIpv8qdBW17G4Cu6x5kLRDX9I6Prrr/dLAAAAFB9FN3wfLPWDGqkvFgAAAApH0Q0AAADEjKLbOHXUnz9/PoMojSEXu8jGJnKxiVzsIpv8aSaeMFuSxVwouhMgzhcPCkcudpGNTeRiE7nYRTb5UVfZG264YdQpX0uVC0W3cRod29LSwuwlxpCLXWRjE7nYRC52kU36cqHoBgAAAGJG0Q0AAADEjKI7ATJPJVtsOjXr0qVL/RJ2ckHhyMYmcrGJXOwim3TlUln0NUHRg9Uo2TjV1ta6ZcuWxfoYaTMeuaAwZGMTudhELnaRTfpyoanOOHXU7+7uZiClMeRiF9nYRC42kYtdZJO+XCi6jVOora2tFN3GkItdZGMTudhELnaRTfpyoXsJAAAAEq+hocGde+65rr6+3llE0Q0AAIDEq6ysdI2Njc4qupckQHV1daz3v337dnfNNdf4JezkgsKRjU3kYhO52EU26cqFlu4EjJJtbm6O9THUL6m3t5d+48ZyQWHIxiZysYlc7CKb9OVCS7dxKog7OjooiI0hF7vIxiZysYlc7CKb9OVC0W2cQt22bRtFtzHkYhfZ2EQuNpGLXWSTv56eHtfS0uKXFnOh6AYAAEDi7dq1y61evdovLaLoBgAAAGJG0Z0ANTU1pV4FZEEudpGNTeRiE7nYRTbpyoXZSxIwSrapqanUq4EM5GIX2dhELjaRi11kk75caOk27sCBA66trc0v4zJ58mR36qmn+iXs5ILCkI1N5GITudhFNunLhaI7Adrb22O9/0mTJrnFixf7JezkgsKRjU3kYhO52EU26cqFohsAAACIGUU3AAAAEDMGUiZAfX19qVcBWZCLXWRjE7nYRC52kU1+pk2b5lauXOkqKytN5kLRnYBRsjNmzIj1MTQYoK+vz79I9XiwkQsKQzY2kYtN5GIX2RT2nFVXV5v9/qfCMk4FsU43GucsGTt27HDXXnutX8JOLigM2dhELjaRi11kk75cKLoToKOjo9SrgCzIxS6ysYlcbCIXu8gmXblQdAMAAAAxo+gGAABA4u3Zs8c9/vjjfmkRRXcCNDQ0lHoVkAW52EU2NpGLTeRiF9nkp6ury919991+aTEXZi8xTqNkGxsbS70ayEAudpGNTeRiE7nYRTbpy4WWbuM0Ora1tZVZMowhF7vIxiZysYlc7CKb9OVC0Z0A3d3dpV4FZEEudpGNTeRiE7nYRTbpyoWiG27KlCnuzDPP9EsAAAAUH3264c/e1NzczDMBAAAQE1q6jSsrK/OnG9USdpCLXWRjE7nYRC52kU36cqGl2ziFWl9fX+rVQAZysYtsbCIXm8jFLrIp7DmrqqqKtaFyLLnQ0m2cRse2tLQwe4kx5GIX2dhELjaRi11kk7/p06e7VatW+aXFXCi6E6CnpyfW++/r63NtbW1+CTu5oHBkYxO52EQudpFNunKh6IZrb293N9xwg18CAACg+Ci6AQAAgJhRdBunDvtNTU3MXmIMudhFNjaRi03kYhfZpC8Xim7jFGpNTQ1FtzHkYhfZ2EQuNpGLXWSTv927d7sHHnjALy3mQtFtnEbHrlu3jtlLjCEXu8jGJnKxiVzsIpvCTs++Zs2agk/THncuFN0JUEiwiB+52EU2NpGLTeRiF9mkKxeKbgAAACBmFN0AAABAzDgNvHHqqN/c3BzrQMqGhgZ37rnncrp5Y7mgMGRjE7nYRC52kU36cqHoToDKysrY77+xsTHWx0ijuHNB4cjGJnKxiVzsIpt05UL3EuP6+/v9KFktYQe52EU2NpGLTeRiF9mkLxeKbgAAACReRUWF7zKrpUUcHwcAAEDiNTY2uhUrVjiraOmG6+npcS0tLX4JAACA4qPoNk6jY+fPnx/rLBm7du1yq1ev9kvYyQWFIRubyMUmcrGLbNKXC0V3AvT19ZV6FZAFudhFNjaRi03kYhfZpCsXim7jNDpWXT+YvcQWcrGLbGwiF5vIxS6ySV8uFN0AAABIvM7OTnfXXXf5pUUU3QAAAEi8vXv3urVr1/qlRRTdCVBeTkwWkYtdZGMTudhELnaRTbpyYZ7uBASrUbKwhVzsIhubyMUmcrGLbNKXC02oxqmjfnd3NwMpjSEXu8jGJnKxiVzsIpv05ULRbZxCbW1tjbXonjZtmlu5cqVfwk4uKAzZ2EQuNpGLXWSTvlzoXgJ/qKS6uppnAgAAICa0dAMAAAAxo+hOAFqhbSIXu8jGJnKxiVzsIpv8VFVVuTlz5vilxVzKurq66JRqTEdHh5s1a5bbvHmzq6+vL/XqAAAAYIz1Gi3dMbjiiivcy1/+cnf44Ye7efPmube97W3uySefLOi+1FFfocY5YG/Pnj3u8ccf90vYyQWFIRubyMUmcrGLbNKXC0V3DO699173vve9z915553ul7/8pevt7XVnn3222717d973pVC3bdsWa3HX1dXl7r77br+EnVxQGLKxiVxsIhe7yCZ9uTB7SQx+8YtfDPr7u9/9rp9I/aGHHnInn3xyHA8JAAAAwyi6x4EOQ0hDQ0PW/+/bt8//BJ2dnX554MAB/6O9KS01tZ+WmbJdXlZW5n9yuTz8Hh4n8/rhf5mPqcvyuTzXdS/GNo207sXYpvBYadqmfNfd6jZF3zNp2aY05BRyCddNwzblcrn1bQqXZd5PkrcpLTllfv+nYZuikrpNIZds75vRUHTHTIF8/OMfdyeeeKJbsmTJsH3AL7/88iGXb9iwwdXW1vpuKTt27HAzZ870y1DEh0K+sbHRbdmyxZ8hKZgxY4bv1L9p0ybX09MzcHlTU5Orqanx9x1eLLpdRUWFfwGtW7du0Dqohb6vr8+1tLQMOQWq+oBrgvjoaN7m5ma/06BDL4EeT4+7c+dO197ePnC51k/rGcc2idalsrIylm2aOHGif8xdu3b57UrDNqUlp61bt/r3zPr16/37Jw3blIac9Pmyd+9e/3tatikNOc2dO9dfX++XUGAkfZvSkpPeM/ose/bZZ92CBQtSsU1x56TPGD3Oscce64444ohYtkm5TJo0yXcd1vXzwewlMfvwhz/sbr/9dv8ze/bsnFu6Fy5c6DZu3DhoNGxce3N6Yd90003unHPOcdOnTx9y/TTtobJN5MRrj/cTnxF8lvP9lM7v3G2Reuawww6LfZvU8KYpCnOdvYSW7hh99KMfdbfddpv7zW9+M2zBLRMmTPA/2V5Ioj27qVOnDrpsuOsWcnn4XS+i4a4fXmCZl+VzeRzrnsvl2dZlrNukN2ZbW5vPJdvjJnGbir2OpdomfTiG90x4rKRvUxpy0nsmmksatimXy61vU2YuadimtOQUzSYt25Sp2NsUrWdyuX6ul2d+/6u1fbjv/5Ewe0kM9KWvglszl6xevdpPGzgW0UMpsINc7CIbm8jFJnKxi2zSlQst3TH4yEc+4n72s5+56667ztXV1fk+RaJDD+oHZI324HT2puH2TgEAADA2FN0x+P73v++Xp59++pCpA88//3xnjfpxr1q1qtSrAQAAkFoU3TEo9klmOBW8TeRiF9nYRC42kYtdZJOuXCi6jVMnfU1xA1vIxS6ysYlcbCIXu8gmfbkwkNI4jZLVFDj5TsCOeJGLXWRjE7nYRC52kU3+dA6NRYsW+aXFXCi6EyA6iT3sIBe7yMYmcrGJXOwim/xo8orly5f7pcVcKLrhz3j1wAMP+CUAAACKj6Ib/hSpa9asGXSqVAAAABQPRXcCNDQ0lHoVkAW52EU2NpGLTeRiF9mkKxdmL0nAKNnGxsZSrwYykItdZGMTudhELnaRTfpyoaXbOI2ObW1tZfYSY8jFLrKxiVxsIhe7yCZ/bW1t7vrrr/dLi7lQdCcAfa1tIhe7yMYmcrGJXOwim/zs37/ftbe3+6XFXCi6AQAAgJhRdAMAAAAxo+g2rqyszJ9uVMu4VFRU+JG4WsJOLigM2dhELjaRi11kk75cmL3EOIVaX18f62NoFO6KFStifYy0GY9cUBiysYlcbCIXu8gmfbnQ0m2cRse2tLQwe4kx5GIX2dhELjaRi11kk75cKLoToKenp9SrgCzIxS6ysYlcbCIXu8gmXblQdAMAACDxampq3NKlS/3SIvp0AwAAIPFqa2vdsmXLnFW0dCegw35TU1Oss2R0dna6u+66yy9hJxcUhmxsIhebyMUusklfLhTdxilUHSaJs7jbu3evW7t2rV/CTi4oDNnYRC42kYtdZJO+XCi6jdPo2HXr1jF7iTHkYhfZ2EQuNpGLXWSTvlwouhOgkGARP3Kxi2xsIhebyMUusklXLhTdAAAASLzt27e7a665xi8tougGAABA4vX397ve3l6/tIii2zh11G9ubmbAnjHkYhfZ2EQuNpGLXWSTvlwouhOgspLp1C0iF7vIxiZysYlc7CKbdOVC0W2cDpFolGych0qqqqrcnDlz/BJ2ckFhyMYmcrGJXOwim/TlQhMq3NSpU91ZZ53FMwEAABATWroBAACAmFF0AwAAADEr6+rqolOqMR0dHW7WrFlu8+bNrq6uzvcb0ihZTjluhzIhF5vIxiZysYlc7CKb/O3Zs8etX7/ezZs3z02aNMnFnUtnZ+dAvVZfXz/qbWnpToC+vr5SrwKyIBe7yMYmcrGJXOwim/yo0F68eHFsBfdYc6HoNk57Uy0tLbHOkrFz50536623+iXs5ILCkI1N5GITudhFNunLhaIb/uxNGzdu9EsAAAAUH0U3AAAAEDOK7gQoLycmi8jFLrKxiVxsIhe7yCY/Bw4ccD09PX5pMReqOeMU7Pz583njGUMudpGNTeRiE7nYRTb527Fjh7v22mv90mIuFN3GqaN+d3c3A/aMIRe7yMYmcrGJXOwim/TlQtFtnEJtbW2l6DaGXOwiG5vIxSZysYts0pcLRTcAAAAQM4puuIkTJ7pFixb5JQAAAIqvMob7RJFVV1fH+pzqVPPLly+P9THSKO5cUDiysYlcbCIXu8gmXblQdBun0bHNzc2lXg1kIBe7yMYmcrGJXOwim/TlQvcS49RRv6Ojg4GUxpCLXWRjE7nYRC52kU36cqHoNk6hbtu2jaLbGHKxi2xsIhebyMUussnflClT3JlnnumXFnOhewkAAABS0de62XCXXFq64dra2tz111/vlwAAACg+iu4EqKmpifX+9+/f79rb2/0SdnJB4cjGJnKxiVzsIpt05UL3kgSMkm1qair1aiADudhFNjaRi03kYhfZpC8XWrqNO3DggO/2oSXsIBe7yMYmcrGJXOwim/z19fX5mklLi7lQdCeAun7AHnKxi2xsIhebyMUussn/+brhhhtif94KvX+KbgAAACBmFN0AAABAzCi6E6C+vr7Uq4AsyMUusrGJXGwiF7vIJl25MHtJAkbJzpgxI/apb5YuXcrURMZyQWHIxiZysYlc7CKb9OVCS7dxGh2r043GOXtJbW2tW7ZsmV/CTi4oDNnYRC42kYtdZJO+XCi6E6Cjo6PUq4AsyMUusrGJXGwiF7vIJl25UHQDAAAAMaNPNwAAABKvoaHBnXvuuWYHoFJ0J+RFBHvIxS6ysYlcbCIXu8gmP5WVla6xsdFZzYXuJQkYJasXkJZx2b59u7vmmmv8EnZyQWHIxiZysYlc7CKb9OVCxWCcRse2trbGOktGf3+/6+3t9UvYyQWFIRubyMUmcrGLbNKXC0V3AnR3d5d6FZAFudhFNjaRi03kYhfZpCsXim4AAAAkXk9Pj2tpafFLiyi6AQAAkHi7du1yq1ev9kuLKLqNKysr86cb1RJ2kItdZGMTudhELnaRTfpyYcpA4xSq1fkmD2XkYhfZ2EQuNpGLXWSTvlxo6TZOo2PVP4lZMmwhF7vIxiZysYlc7CKb9OVC0Z0AcQ8ImDx5sjv11FP9ErmzOlADZGMV7xmbyMUusklXLnQvgZs0aZJbvHgxzwQAAEBMaOkGAAAAYkbRnYAO+01NTcxeYgy52EU2NpGLTeRiF9mkL5eyrq4uzv1tTEdHh5s1a5bbvHkzM5cAAADkQIMb+/r6XGVlpSsvLzdXr9HSnYAX0Lp162KdvUT3rUEBzJBiKxcUhmxsIhebyMUussmfCu3q6upYC+6x5ELRnQBxF3Y7duxw1157rV8idxTcdpGNTeRiE7nYRTbpyoWiGwAAAIgZRTcAAAAQM4pu4zQ6trm5mdlLjCEXu8jGJnKxiVzsIpv87dmzxz3++ON+aTEXiu4E0Chc2EMudpGNTeRiE7nYRTb56erqcnfffbdfWsyFotu4/v5+P0pWS9hBLnaRjU3kYhO52EU26cuFohsAAACIGUU3AAAAEDOKbrgpU6a4M8880y8BAABQfIzQM06jY+fPnx/r7CU6e5NG4sJWLigM2dhELjaRi11kk75caOlOgL6+vlKvArIgF7vIxiZysYlc7CKbdOVC0W2cRse2tLQwe4kx5GIX2dhELjaRi11kkz+1PldVVcV6FHosudC9BAAAAIk3ffp0t2rVKmcVLd3wh0na2to4jAUAABATiu4EKC+PN6b29nZ3ww03+CXs5ILCkY1N5GITudhFNunKhe4lCQhWo2RhC7nYRTY2kYtN5GIX2aQvF5rqjFNH/e7ubgZSGkMudpGNTeRiE7nYRTbpy4Wi2ziF2traStFtDLnYRTY2kYtN5GIX2eRv9+7d7oEHHvBLi7lQdAMAACDxuru73Zo1a/zSIorumFx99dXu2GOPddOmTXPLly93Dz74YFwPBQAAAOMoumPw85//3H3yk5/0P/fee6877rjj3Bvf+Ea3devWgk/TDnvIxS6ysYlcbCIXu8gmXblQdMfgW9/6lnvXu97l3vGOd7jFixe7q666yk2aNMn9+Mc/zj+g8nLX3NzMtEHGkItdZGMTudhELnaRTfpyYcrAIuvp6XEPPfSQ+9jHPjZwmYJ5xSte4f70pz9lvc2+ffv8T9DZ2emXBw4ccPv37/d/19XVuYqKCn9ZJt1/5uU6Bap+crl8ypQp7q1vfaurr6/Pen3JHDCgx9Rl+Vye67oXY5tGWvdibJN+10CN2traIaebTeo25bvuVrdJ9x/eM7qPNGxTGnLSUrno82a46ydtm3K53Po26fKOjg43efLkQZ9lSd6mtOQU3jPh+z8N2xR3TmEZbhvHNun3rq4un0u29RkJRXeR7dixwxfKhx122KDL9feTTz6Z9TZXXHGFu/zyy4dcvmHDBl/U7dy50+9VzZw509+/PiCDhoYG19jY6LZs2TJo4MCMGTN8Eb1p0ya/IxA0NTW5mpoaf9/RF4vuX2/qdevWDVoHzUWpM1a2tLQMmaNyz549fgRv9HCL7kcfEtu2bRu4XI+nx9V2RE/Ao/XTesa5TZWVlbFs08SJE93evXtdb2+v3640bFNaclI3Lm3D1KlT/fsnDduUhpxCAfH85z/ff2GlYZvSkNPcuXP99ug2ocBI+jalJSe9Z7ReerwFCxakYpvizknrr20Js5fEsU2hAJ8wYYK/fj7Kurq68p/zBMPSi+foo492d9xxh3vJS14ycPnFF1/s+3ffddddObV0L1y40G3cuNG3Pqxfv97NmzfPB5/mPdQkbZMeS282fWFlHmJK6jblu+5Wt0k7veE9o8vSsE1pyEn3p1xUPOg2adimXC63vk3yzDPPDLxf0rBNackpvGfC938atinunFSo33TTTe6cc87xjZ1xbFPIRTsNqtfmzJnjNm/e7Iv50dDSXWSarUQtxpmDJvW3Wqqz0d6SfjKFgiEcIg+XZVOsy6OHF0e7PLxIc7087nUv1TZle9ykb1Mx1rFU2xR9z4zX+4accssp/J7W114St0kFROb7JenblKacot//admmqGJvU1VVlW+5105KLtfP9fLMdQnrN9z1h8NAyiLToZEXvvCFg1q09aGmv1/84hcXdJ865AF7yMUusrGJXGwiF7vIJj/qWrJixQq/tJgLLd0xuOCCC9z73/9+d8IJJ7ilS5e6b3/7275P0fnnn5/3fWkvSn2N4qR+Ter3pJZ4pieykwsKQzY2kYtN5GIX2aQvF1q6Y/CWt7zFXXbZZe7SSy91J510kvvb3/7m+xgN171kJGolb2try3uEbD527drlVq9e7ZewkwsKQzY2kYtN5GIX2aQvF4rumHzgAx9wjz/+uA9GXUuWLVtW8H1FR+rCDnKxi2xsIhebyMUusklXLhTdAAAAQMwougEAAJB4nZ2dvndBOMmgNRTdCZDL3I8Yf+RiF9nYRC42kYtdZJMfnbRu7dq1fmkxF2YvScAoWZ1BCbaQi11kYxO52EQudpFN+nKhpds4jY7VGZaYJcMWcrGLbGwiF5vIxS6ySV8uFN0J0NHRUepVQBbkYhfZ2EQuNpGLXWSTrlzoXgJ/6vqVK1cOnDYVAAAAxUWVBd8/iTNRAgAAxIfuJQnQ0NBQ6lVAFuRiF9nYRC42kYtdZJOuXGjpTkArdGNjY6lXAxnIxS6ysYlcbCIXu8gmf1VVVW7OnDl+aTEXWrqN0+jY1tZWZi8xhlzsIhubyMUmcrGLbPI3depUd9ZZZ/mlxVwouhOgu7s71vvfs2ePe/zxx/0SdnJB4cjGJnKxiVzsIpt05ULRDdfV1eXuvvtuvwQAAEDxUXQDAAAAMaPoNq6srMyfblRL2EEudpGNTeRiE7nYRTbpy4Wi2ziFWl9fT9FtDLnYRTY2kYtN5GIX2eRv586d7tZbb/VLi7lQdBun0bEtLS3MXmIMudhFNjaRi03kYhfZ5K+3t9dt3LjRLy3mQtGdAD09PaVeBWRBLnaRjU3kYhO52EU26cqFohsAAACIGUU3fL8knb2JwZoAAADx4DTwxqkQbmpqirUgnj59ulu1alVs959G45ELCkM2NpGLTeRiF9mkLxdauo1TqDU1NRR3xpCLXWRjkwY2aeDR3r17S70qiOD9YhfZpC8Xim7j9CW1bt06Zi8xhlzsIhubg45uueUW953vfMetXr3a7dmzp9SrhIN4v9hFNunLhaI7AQoJFvEjF7vIxhaNGamurnaVlZVuy5Ytbv/+/aVeJUTwfrGLbPIzceJEt2jRIr+0mAt9ugEAsdJhWBXdjIEAEKe6ujq3fPlyZxUt3XC7d+92DzzwgF8CQLGpO8nmzZv975MnT/Yt3gBwqOGTzzi1DDU3N8faQtTd3e3WrFnj5s2b52pra2N7nDQZj1xQGLKJdzDkvn37Bl1WXl7uBxVJV1fXkNtMmjTJdyfRTr36QR555JGur6/PX1fdTiZMmOD/zhxgqRzD55Fu29/f73+vqKjw94ni4P1iF9mkLxeK7gSgVcgmcrGLbIpv165d7tlnn/WnP45SAaxCWh599NGB4jg46qij/GUqrKdMmeJbvO+55x7/vxkzZriZM2cOFORRKsgXLlzof3/iiScGTuusvponnngihXcR8X6xi2zSlQtFt3H6stKX0fz582lVNYRc7CKbeGYfefrpp11HR8eQYletPaEQzzZ4SQMnVXDLnDlzfIGtLywV1TrKpttqUFK21utwv7q+flR4q0WcgZjFw/vFLrKxn0u+KLoBAKMW3c8995wvjDUgcjgj/U/Fub6swhlwo9dVF5Vc7leFt07mFffMBACSqa2tzd1+++3uNa95jWtsbHTWMJASABCrYvXDVnGuft4ccgeQjY6Ctbe3mz0aRtENAIi96Fbr9FgHHqubirqrZA7mBIAkoOg2Tl9S9Oe2h1zsIht71GdbXVTUDzJzoGW+97Nt27aBQZUYO94vdpFN+nKh6E6AMAgpzlaohoYGv4SdXFA4sikufTbU19cX3FIdpghUtxD1sxyp/zbGH+8Xu8gmXblQdBunViGN4B9L69Bo9CW4YsUKk4MODuVcUBiyKT71xz7iiCP8AMhCaNYTFd2aHnDnzp3+b9jA+8UusklfLsxeAgAYtVuHWnbC7CNRKqBDdw8V5WoRz/z/z26+1W1t73RLjz/WPfS3te7Bvzzq/uGtb8p63ZHuCwCSjKIbADDIpk2bBp0hUv2xH3vsMd8tJFp0d3Z2upt/fbvrK/v/LeA1lc69/S1vHFQs+7m195e7aQtf7KYdMcdN65vq9mx8dEi/bBXcP/35L1z3waO21a7PnfP6030re2hR0owE6qKiwZRqOdd66X6mTp3qpk2bRooATKPoTgBNkwV7yMUushlbwX3Rpz/runr+e8qtSRMnugVzZrqe3v1uX89/zxzSvXu3e3rjc27+sle7ivIy17157ZBiWkWzivG9W55y+6aVud7NT/q/M7uq6HYquKtmLXKqsdet+S93xz33ucoq9f/+78O4uzp3u3033upvv29fj+vp2ecmV1e4q772ZQrvAvF+sYts8lNTU+OWLl3qlxZzoeg2TsEWctYjxItc7CKbsYmeeKa6eoKbMKHauf4Dviju64vOfVvmJk2c5Kr6+1zXMw/9/7m4K/rdnj173I4dOwbd55mvfeVAy/mcw146cHbJ6PV0u/K+va5r3V98V5b9e7tcn1q2q/674K6qqnZ1k53r3r5zUEu8ZP6N3PB+sYts8qd5/JctW+as5kLRbZwOq+rLSK1FY53jdjg6RLxmzRq/d1hXVxfLY6TNeOSCwpDN2KibhlqNNeAxnDlSXT8eeughN2HChIET0+h1r/eAzlS590CZ69e0gOWV7me/unPY+66vq3UdnbuH/X9ff4XrP9DnKsrL3ZxZTe6VJ5846DNJ2apLybHHHjtoBhTtKMyePXuMW35o4v1iF9nYzyVfFN0JCLe1tTXWubrVQrR27Vq3ZMkSim5DuaAwZFOcwjvaR3ry5Mnu73//+5DTwPuzvk2odTMXneQm1U0Z8T7Ly5w7Zlq1e3JHjzswyqD/PZ273K619/tWK01nGqjg1pddc3OzXyeMHe8Xu8jGfi75ougGAIxIxe/ixYt9f+9sVHDXThl5ytEy1++qJux3NfW1rt+NvqO6i0wApAxFNwBgRDqaoz7bwx3V6d7VNvozeKDP7Suvdp1t+1xZRdWoLd0AkDYU3QnA2dtsIhe7yKa41KVj/fr1fr7u6KwjYWaSjif/6EY63Y1u19m120087lj35COPubraGlc+yhlws81wInTnKj7eL3aRTX62b9/ubr75Znf22We76dOnO2u5UHQbp1Gy6r8IW8jFLrIpPvXd1rzYmQOHNC3X2We81v9vJOqL/fSmrc5NqHNLn7/EHTn7sFG/tPRYmSfH0W2OPPJI+nMXEe8Xu8imsP7WmhkpzrNFjyUXim7j9MLR7CIawU8Ljx3kYhfZjB/NanLzr347cEKb4RzYv991dO12M2bMcNu2bXNP/r02p5buzBPtoPh4v9hFNvZzyRdFdwLC1ZeURupTdNtBLnaRzfgJJ7SZksPsJU37e93C6RPcE9tz69Ot2UsyT7Sjv59++ml/2Djuk18cKni/2EU29nPJF0U3fL/JOXPmZO0/CQCjyXX2kgk1+11d45SCZy8J8+OqjzgAJA1FN9zUqVPdWWedxTMBwFNh6+fg1pdEZaXvS93U1OTPIKn+2UFoic5l9hLN091bVe26O3Kbp7v/4Fkwo48Xim1dHu1HrvVjwBkA6yi6E4DDqDaRi11kM7aCe/Xq1f5Mk6J+izNnzvRnqNQJIaL27dvnerra3da/3DVQoFcOc8SsvLzM1c5tds9taHEHhqm6+/yp5vvUpO16uzv8SbuiWep3DWL61a9+5drb2wcuP/zww90b3vAGCu8C8X6xi2zSlQtFt3H6glELE2whF7vIZmzUwn3rrbcOPJcaS6JiWgMaNVd3dFYAnc22fedOV9d4mKuoqHTVZfvdm8943YinRz7xhOcNW+zfeMuv3P7ycrd/f5/b3d3ttm7d6k/xHs1W3eDUn1It4FqX0Pp92mmnUXQXgPeLXWSTvlwouo3TF4pamNQFREHDBnKxi2zGRt001N0stHSLTsXe3d3tn1stA/0+pX6zmzCpxhfnEyudL84zZxzR9VRU6zMszPWdeR3NhKIC+4CfCWWCqzn8cHfYYYcNalFSka0ZUF760pf6wlszCISWbu0QIH+8X+wim/xpcOOpp54a67Si0VzyRdGdADqMWki4iBe52EU2Yyu61VUjs+/273//ezdhwoQhO//HH3/8QOt3tmJaBfePr/u527PfuRcsWegefvQJN6li6HSA+l2XhX7iuq9oK3ewYMECN3fuXN/K7ruiOOcL7pFa1zEy3i92kU1+9DmwePFiZzUXim74PbZ7773XnXzyyRT3AIYMTAyDFlVwZw5YbGwcedYSFcZ+XtuOLn8/u3btchMass9vO9qc3Or6osGcOrSbrSAHAMsouuFbljZu3DhkTlwAGCsV0v/w1je5J5980rdI15ywxLeOF3LSGxXd6vZyzDHH0H8bQOLQSTgBOCObTeRiF9kUl1q41be60BN0KQ8dilWXEPW1JB9byMMusklXLhTdCfiy08AhBlHaQi52kU3xqeBWX+pCT6Cl/uFtbW1u+/btvujWbCiwgfeLXWRT2CBHfd7EeQKtseRC0W2cXjgapc8Z2GwhF7vIxi6dvl19wmlEsIP3i11kkz+N+bj22mv90mIuFN0JoKm0YA+52EU2xaUBkI888sigGU3ypa4pOtGOupiEs10Wch9hvnAUD+8Xu8gmXblQdAMASnKK+Xype8sRRxzB9IAAEomOdQCAnGS2dKubiPpna0rAbLMfhekFw7SBaqkO11VrtX5UgGcW4bqeCuzM+9XfainXYV26qABIGoruBNDZ4OKk+W4XLVrEvLfGckHhyKa4VDzrc0IFr1qqA81IMmfOHLdv3z731FNPDbndkUce6ZdPP/20H4ypQ7IqlnU/Ooukbq++l62trYNup8GWzc3Nvhh//PHHB/1P05vqf5wMp3h4v9hFNunKhaLbOH1BjXbyibFSP8vly5fH+hhpMx65oDBkE0/RrZNnZbZ0q5Xbn7r9wAF/wppM4VTMGkCpfuGrV692S5YscS95yUv8+0et2Sq+jz766EG3C2eYDKd9z/Y/FAfvF7vIJn25UHQbpy+zLVu2uJkzZ3I41RBysYtsxucslZlfQqHAHu7/mjJQreK1tbV+MGSYfnCk+1U3k5HuF2PH+8UusrEpmku+GEiZAN3d3aVeBWRBLnaRjS3q062WbhXQs2bNoqXaGN4vdpFNunKh6AYAjAt1F1EXFS0BoNimTJnizjzzTL+0iKIbABAr9cPWodhQdGeb6QQAxkpd1TTQergua6VGn27j1KdRA4m0jIv6Wt5+++3uNa95DYMDDeWCwpCNPRr4eMYZZ7jOzk4/Y4nVL8RDEe8Xu8gmfblQdBsXzsAWJ03L1d7eXvAJKw5F45ELCkM2NmnKQP3AFt4vdpFN+nKhe0kCRsm2tLT4JewgF7vIxiZysYlc7CKb9OVC0Z0AmXPjwgZysYtsbCIXm8jFLrLJf6YkdZnV0mIuFN0AAABIvPb2dnfDDTf4pUUU3QAAAEDMKLoT0GFfp1dmlgxbyMUusrGJXGwiF7vIJn25MHuJcQqVEf/2kItdZGMTudhELnaRTfpyoaXbOI2OXbduXayzl+jFs3TpUop7Y7mgMGRjE7nYRC52kU36cqGlOwHiLuxqa2vdsmXLYn2MNKLgtotsbCIXm8jFLrJJVy60dAMAAAAxo+gGAAAAYlbW1dXVH/eDID8dHR1u1qxZbvPmza6urs719va6qqoqZjAxpL+/n1yMIhubyMUmcrGLbPKnk+KohtJp2isrK2PPpbOzc6Bey+XU8PTpToC4XjgYG3Kxi2xsIhebyMUussn/+WpsbHRWc6F7iXHao9IoWS3jsn37dnfNNdf4JezkgsKQjU3kYhO52EU26cuFohsDh0ooIAEAAOJB0Q0AAADEjKIbAAAAidfT0+NaWlr80iKK7gScbnT+/PnMXGIMudhFNjaRi03kYhfZ5G/Xrl1u9erVfmkxF4ruhEyBA3vIxS6ysYlcbCIXu8gmXblQdBunwY06VMIgR1vIxS6ysYlcbCIXu8gmfblQdAMAAAAxo+iGmzx5sjv11FP9EgAAAMXHqQ4ToLw83n2jSZMmucWLF8f6GGkUdy4oHNnYRC42kYtdZJOuXKgaimjDhg3uQx/6kFuyZImbPn26e97znucuvfTSMU1do2A1SpY3ni3kYhfZ2EQuNpGLXWSTvlxo6S6iJ5980h04cMBdddVVbsGCBe6xxx5zF1xwgevu7nZf/OIXC7pPddTfs2ePb40uZHoaxINc7CIbm8jFJnKxi2zs55IvWrqL6DWveY377ne/6171qlf5vaAzzzzTffjDH3a33HLLmMJtbW1l9hJjyMUusrGJXGwiF7vIJn/Tpk1zK1eu9EuLudDSHTNN0N7Q0DDidfbt2+d/gs7OTr9Uq7l+FKyWOpShZaZsl6tVXD+5XK7f9+/f7yorK4e0poe/M19cekxdls/lua57MbZppHUvxjaFx0rTNuW77la3KfqeScs2pSGnkEu4bhq2KZfLrW9TuCzzfpK8TWnJKfP7Pw3bFBXXNqmWCeLYppBLtvfNaCi6Y/T000+7q6++2l122WUjXu+KK65wl19+edY+4rW1tW7nzp1ux44dbubMmX7Z0dExcB0V9I2NjW7Lli2+G0swY8YMV19f7zZt2jSoT3lTU5Orqanx9x1eLLrdH/7wB/eGN7zBdXV1DVoHtdhrEnjNSZnZn0mHV7S3F1RXV7vm5ma/07Bt27aBy/V4elxtR3t7+8DlWj+tZxzbJFoXvfnWrVtX9G2aOHHiwE6VtisN25SWnLZu3eq3Yf369f79k4ZtSkNO+oIKDQpp2aY05DR37lx/ud4vocBI+jalJSe9Z7Rezz77rO+ymoZtSkNOoQDv7e31189HWVdXV/7t44eYSy65xF155ZUjXmfNmjVu4cKFA39v3rzZnXbaae6UU05x3/72t/Nu6dZ9bdy40U/jpxfH7NmzffBx7KHqhX3TTTe5c845xw8Azbx+mlsSCt0mPZY+KPRGzRxMkdRtynfdrW6TjtqE94wuS8M2pSEn3Z8+F+fMmeNvk4ZtyuVy69sk+q6ZNWvWoM+yJG9TWnLSbaLf/2nYpjTkFD7LlIvqNX2m6W8V86Oh6M6BitK2trYRr6M9Nu2hiYqx008/3S1btsy3dOc7wlV7a/oAzDXEYmzfjTfe6N785jf7vUAAAAAUt16je0kOVIjmWozqiT/jjDPcC17wAj+ocqxT/YVDsnV1dQN7XCg9crGLbGwiF5vIxS6yyZ+6q6ir1Lx58wqaXSTfXPLF7CVFpIJbLdw61KApArdv3+77E+lnLOGqJTrbIUGUDrnYRTY2kYtN5GIX2eRP49LuvvvuIePTrORCS3cR3XnnnX7wpH6OOeaYQf+L8wUAAAAA22jpLqLzzz/fF9fZfgAAAHDoouhOAE1jA3vIxS6ysYlcbCIXu8gmXbnQvcQ4DcTUtHRxmjJlij97ppawkwsKQzY2kYtN5GIX2aQvF1q6jdN8kJquMN+zHuUjTEYfpjyEjVxQGLKxiVxsIhe7yCZ9uVB0J0D07Euwg1zsIhubyMUmcrGLbNKVC0U3AAAAEq+srMxVVVWZPa8JfboBAACQeNOnT3erVq1yVtHSnQBxnwq+r6/P90/SEnZyQeHIxiZysYlc7CKbdOVC0Z2AUbI6Bf1YTyc/Wt+kG264gb5jxnJBYcjGJnKxiVzsIpv05ULFYJxGx+p0o8ySYQu52EU2NpGLTeRiF9mkLxeK7gTo6Ogo9SogC3Kxi2xsIhebyMUusklXLhTdAAAASLzdu3e7Bx54wC8tougGAABA4nV3d7s1a9b4pUUU3QnQ0NBQ6lVAFuRiF9nYRC42kYtdZJOuXJin2ziNjm1sbCz1aiADudhFNjaRi03kYhfZpC8XWrqN0+jY1tZWZi8xhlzsIhubyMUmcrGLbNKXCy3dCRB33yQdJjn33HOZhD9PVvuMgWys4j1jE7nYRTbpyoWiG66yspIuLAAAADGiewkAAAAQM4pu48rKyvzpRrWEHeRiF9nYRC42kYtdZJO/iooK32VWS4u5lHV1dfXHslYY05mOZs2a5TZv3kw/awAAgBTUa7R0G6fRsS0tLbHOXtLT0+MfQ0vYyQWFIRubyMUmcrGLbNKXC0V3AsRdDO/atcutXr3aL5E7dlLsIhubyMUmcrGLbNKVC0U3AAAAEDOKbgAAACBmFN3GaXRsU1MTs5cYQy52kY1N5GITudhFNvnr7Ox0d911l19azIWi2ziFWlNTQ9FtDLnYRTY2kYtN5GIX2eRv7969bu3atX5pMReKbuM0OnbdunXMkmEMudhFNjaRi03kYhfZpC8Xiu4EYFo6m8jFLrKxiVxsIhe7yCZduVB0AwAAADGrjPsBYN+0adPcypUrXWUlLwcAAIA4UGUZp476zc3NsQ6kLC8vd9XV1bHdfxqNRy4oDNnYRC42kYtdZJO+XOhekgC0QNtELnaRjU3kYhO52EU26cqFotu4/v5+P0pWS9hBLnaRjU3kYhO52EU2+auqqnJz5szxS4u50L0EAAAAiTd16lR31llnOato6Ybbs2ePe/zxx/0SAAAAxUfRDdfV1eXuvvtuvwQAAEDxUXQbp9Gx8+fPZ5YMY8jFLrKxiVxsIhe7yCZ9uVB0J0BfX1+pVwFZkItdZGMTudhELnaRTbpyoeg2TqNjW1pamL3EGHKxi2xsIhebyMUussnfzp073a233uqXFnOh6AYAAEDi9fb2uo0bN/qlRRTdAAAAQMwouhNAp2mHPeRiF9nYRC42kYtdZJOuXDg5TgKC1SjZOGkErs7eVMhI3EPVeOSCwpCNTeRiE7nYRTbpy4UmVOPUUb+7uzvWgZTTp093q1at8kvYyQWFIRubyMUmcrGLbNKXC0W3cQq1tbWV4s4YcrGLbGwiF5vIxS6ySV8uFN0AAABAzCi6AQAAkHgTJ050ixYt8kuLGEiZANXV1aVeBWRBLnaRjU3kYhO52EU2+amrq3PLly93VnMp6+rqYiSYMR0dHW7WrFlu8+bNrr6+PvbH2717t3vsscfcscce62pra2N/PAAAgEOtXqN7iXHqqK9Q45wlQ6Nw16xZ45ewkwsKQzY2kYtN5GIX2aQvF4pu4xTqtm3bKO6MIRe7yMYmcrGJXOwim/TlQtENAAAAxIyiGwAAAInX1tbmrr/+er+0iKI7AWpqakq9CsiCXOwiG5vIxSZysYts8rN//37X3t7ulxZzYcpA48rLy11TU1OpVwMZyMUusrGJXGwiF7vIJn250NJt3IEDB/xhEi1hB7nYRTY2kYtN5GIX2aQvF4ruBNChkjhVVFS4hoYGv4SdXFA4srGJXGwiF7vIJl250L0ErrGx0a1YsYJnAgAAICa0dAMAAAAxo+hOgPE4FTzyRy52kY1N5GITudhFNunKhe4lCRglO2PGjFKvBjKQi11kYxO52EQudpFNYVP5LV26NNapFseSCy3dxml0rE43yuwltpCLXWRjE7nYRC52kU3+amtr3bJly/zSYi4U3QnQ0dER6/13dna6u+66yy9hJxcUjmxsIhebyMUusklXLhTdcHv37nVr1671SwAAABQfRTcAAAAQM4ruBNCJa2APudhFNjaRi03kYhfZpCsXim7jNEpWJ6/REnaQi11kYxO52EQudpFN/rZv3+6uueYav7SYC5WccRod29rayuwlxpCLXWRjE7nYRC52kU3++vv7XW9vr19azIWiOwG6u7tLvQrIglzsIhubyMUmcrGLbNKVC0U3AAAAEDOKbriqqio3Z84cvwQAAEDxcRp448rKyvzpRrWMy9SpU91ZZ50V2/2n0XjkgsKQjU3kYhO52EU26cuFots4hVpfX1/q1UAGcrGLbGwiF5vIxS6ySV8udC8xTqNjW1pamL3EGHKxi2xsIhebyMUusklfLhTdCdDT01PqVUAW5GIX2dhELjaRi11kk5/Jkye7U0891S8t5kL3EgAAACTepEmT3OLFi51VtHTD7dy50916661+CQAAgOKj6E5Ah/2mpqZYZ8nQ2Zs2btzol7CTCwpDNjaRi03kYhfZpC8XupcYp1BrampKvRrIQC52kY1N5GITudhFNunLhZZu4zQ6dt26dcxeYgy52EU2NpGLTeRiF9kU9pxpkGMhM4uMR11G0Z0Acb54UDhysYtsbCIXm8jFLrLJz44dO9y1117rlxZzoegGAAAAYkbRDQAAAMSMojsBHfabm5uZJcMYcrGLbGwiF5vIxS6ySV8uFN0JUFkZ7yQzEydOdIsWLfJL2MkFhSMbm8jFJnKxi2zSlQtFt3H9/f1+lKyWcamrq3PLly/3S9jJBYUhG5vIxSZysYts0pcLRTcAAAAQM4puAAAAIGYU3QAAAEi8KVOmuDPPPNMvLSrr6uqiU6oxHR0dbtasWW7z5s2+n7X6DWmUbCEjZREPZUIuNpGNTeRiE7nYRTb2c+ns7Byo1+rr60e9LS3dCdDX1xfr/be1tbnrr7/eL2EnFxSObGwiF5vIxS6ySVcuFN3GaW+qpaUl1lky9u/f79rb2/0SdnJBYcjGJnKxiVzsIpv05ULRHZN9+/a5E0880U2ePNn99a9/jethAAAAkAAU3TG5+OKLXVNTU1x3DwAAgIxuH+oqa7VbDkV3DH7729+6O+64w1122WVFub/ycmKyiFzsIhubyMUmcrGLbPKjrrI33HCDX1rMhfNYF9mWLVvcBRdc4K677jpXU1OTc1cU/QQaDSsHDhzwy7lz5w78L1yWGX7m5WG2k1wuD7+rf1K264f/ZT5mGMGb6+W5rnsxtmmkdS/WNs2fP98/ZubjJnmb0pBT9D2jx0rDNqUlJ+WStm0a7fIkbNO8efOGfP4nfZvSklP0+z8t2xRnTtF6Jvp3sbdJ75ls9z8aiu4iUigf+MAH3KpVq9wJJ5zgNmzYkNPtrrjiCnf55ZcPuVy3V5/w3t5e19jY6A477DC3Y8cOP6Vg0NDQ4P+nYr+7u3vg8hkzZvjpazZt2uR6enoGLleXF+0M6L7Di0W3q6ioGDi1aWZhqcM0GjQQfYHr8j179rjW1taBy6urq11zc7Pfadi2bdvA5Xo8Pe7OnTsH7X1q/bSecWyTaF0qKytj2aZJkya5qVOnur1796Zmm9KUk94zVVVVqdqmNOQkCxYsSNU2JT0nFQ86HK/1TMs2pSknfZZNmDAhVdsUZ05af23L7t27/f/j2qaZM2f675hc67yAebpzcMkll7grr7xyxOusWbPGdym56aab3G233eaLWIWxZMkSd//997vjjz8+r5buhQsXuo0bN/qie/369f6DUcHHsYeqF7bW+5xzznHTp08fcv20tyQUsk16LOUbWu7SsE35rrvVbdIsPOE9o8vSsE1pyEn3p1xUdOs2adimXC63vk3yzDPPDLxf0rBNackpvGfC938atinunKL1jBoq49imkIt2GlSvzZkzJ+d5umnpzsGFF17ozjvvvBGvoyf/nnvucX/84x/9XlbUKaec4lasWOG+973vZb2t9mL1kykUDAo9fBgO149oLJersF+6dKmrra0d9vrhhZd5WT6Xx7HuuVyebV2KuU3ZHjfp21SMdSzVNkXfM3G+b3K5nJwG5xR+T+trL4nbpAIi8/2S9G1KU07R7/+0bFNUsbcp+lzlcv1cL89cl7B+w11/OBTdOdDhCP2M5qtf/ar7zGc+M/D3c889584++2z3ox/9yC1btsxZpWLb8voBAAAkHUV3EanvT5RakEWHU2fPnl3w/aqPE+whF7vIxiZysYlc7CKbdOVC0W2cDl1kFvMoPXKxi2xsIhebyMUusklfLkwAHSMNsuvq6hpxEOVo1HlfI3KzDX5B6ZCLXWRjE7nYRC52kU3+NBPLueee65cWc6HoNk6hajQuRbct5GIX2dhELjaRi11kkz/N8qLJLLS0mAtFN9z27dvdNddc45cAAAAoPopu+L01TcBPazoAAEA8KLoTINfTyWN8kYtdZGMTudhELnaRTbpyoehOwChZnZ403wnYES9ysYtsbCIXm8jFLrLJn07trtPNR0/xbikXKjnjdLawtra2rKc+RemQi11kYxO52EQudpFN/nbt2uVWr17tlxZzoehOgPb29lKvArIgF7vIxiZysYlc7CKbdOVC0Q0AAADEjKIbAAAAiBlFdwLU19fHev+TJ092p556ql/CTi4oHNnYRC42kYtdZJOuXOI7ZQ+KQqNjZ8yYEeuzOWnSJLd48eJYHyNtxiMXFIZsbCIXm8jFLrJJXy60dBun0bE63Sizl9hCLnaRjU3kYhO52EU26cuFojsBOjo6Sr0KyIJc7CIbm8jFJnKxi2zSlQvdSwAAAJB406ZNcytXrnSVlTbLW1q64Q+R6OxNdGEBAABJ7m9dXV1t9izeNtcKgzQ0NMT6jOzYscNde+21fgk7uaBwZGMTudhELnaRTbpysdn+jgHaW2tsbOQZMYZc7CIbm8jFJnKxi2zSlwtFt3Hq8rFlyxY3c+bM2A+XbN++fdj/VVRUZH2RdXZ2ur179w57u6qqKjd16tQhl+/cudP19vYOe7uJEye6urq6IZe3tbW5/fv3D3u7mpoaV1tbm3Xb+vv7h72d5ijX1ImZz/1wrf/6n7Zh7ty5fl2j+vr6Rj1FrPaSM/ucqYvPrl27Ru2vlvk62LNnj+vq6hr2NmVlZW769OlDLt+9e7fr7u5OXebhPaP117YXK/NgypQp/vBlFJmPnnl4z+h64TVs/X1+KGSu2ymjzO8Y6+/zQyFzZbdx48ZB75lD+bN9LJnHVZfli6I7AUZ68xSDXthy9913j/hBsmLFiiGXr1mzxq1du3bY282ZM8edddZZQy6/9957/YfJcBYtWuSWL18+5PLbb799xA+9pUuXumXLlg25/Oabbx7xQ0EnB8qcq1wfsDfeeOOwt9GHlj5MVHhnjmoe6XZy7rnnDvnQ05t49erVI95OA0QyvwjWr18/Ynb6oFy1atWQyx977DGfXxoz13vmrrvuKnrmcuaZZ7rm5uZBl5F5bpnrNa8v2iS9zw+FzF/0ohcl8n2e9sw3bNjgHnnkkUHvmUP9s73QzK3UZWVdXV3D7y6gJPTGnjVrltu8ebPfY1u3bp2bP39+rC3d7Bnn39K9detWd/TRR9PSbaw1RNnoPaP7oqXbzvs8vGcOO+wwWrqNtXRrfTK/Y9Lc6pmklu5nnnlm0Hsmipbu0rV0h7pM78lQr+VylkqKboNKUXSj8DcdudhCNjaRi03kYhfZ2DSWopsqzjjtyep0oyO12GH8kYtdZGMTudhELnaRTfpyoU+3cQo1l70njC9ysYtsbCIXm8jFLrJJXy60dCfgMEZLSwsnrjGGXOwiG5vIxSZysYts0pcLRXcCaBAG7CEXu8jGJnKxiVzsIpt05ULRDQAAAMSMohsAAACIGUV3AjrsNzU1MXuJMeRiF9nYRC42kYtdZJO+XJi9xDiFGs4YCTvIxS6ysYlcbCIXu8gmfbnQ0p2QSdgLGSWL+JCLXWRjE7nYRC52kU36cqHoTgAKbpvIxS6ysYlcbCIXu8gmXblQdAMAAAAxo+gGAAAAYkbRnYAO+83NzcxeYgy52EU2NpGLTeRiF9mkLxeK7gSorGSSGYvIxS6ysYlcbCIXu8gmXblQdBvX39/vR8lqCTvIxS6ysYlcbCIXu8gmfblQdAMAAAAxo+gGAAAAYkbRDQAAAMSsrKuri87CxnR0dLhZs2a5zZs3u7q6Ot9vSKNkCxkpi3goE3KxiWxsIhebyMUusrGfS2dn50C9Vl9fP+ptaelOgL6+vlKvArIgF7vIxiZysYlc7CKbdOVC0W2c9qZaWlqYvcQYcrGLbGwiF5vIxS6ySV8uFN0AAABAzCi6AQAAgJhRdCdAeTkxWUQudpGNTeRiE7nYRTbpyoXZS4zPXpLLaFgAAADYrtdoQjVOHfW7u7sZSGkMudhFNjaRi03kYhfZpC8Xim7jFGpraytFtzHkYhfZ2EQuNpGLXWSTvlwougEAAICYUXQDAAAAMaPoToDq6upSrwKyIBe7yMYmcrGJXOwim3TlwuwlBjF7CQAAgG3MXpIy6qivUAvpsI/4kItdZGMTudhELnaRTfpyoXuJcQp127ZtFN3GkItdZGMTudhELnaRTfpyoegGAAAAYkbRDQAAAMSMojsBampqSr0KyIJc7CIbm8jFJnKxi2zSlQuzlxjE7CUAAAC2MXtJyhw4cMC1tbX5JewgF7vIxiZysYlc7CKb9OVC95IEaG9vL/UqIAtysYtsbCIXm8jFLrJJVy4U3QAAAEDMKLoBAACAmFF0J0B9fX2pVwFZkItdZGMTudhELnaRTbpyqSz6mqCoysvL3YwZM3hWjSEXu8jGJnKxiVzsIpv05UJLt3EaHavTjTJ7iS3kYhfZ2EQuNpGLXWSTvlwouhMyDyTsIRe7yMYmcrGJXOwim3TlQtENAAAAxIyiGwAAAIgZRXcCNDQ0lHoVkAW52EU2NpGLTeRiF9mkKxdmL0nAKNnGxsZSrwYykItdZGMTudhELnaRTfpyoaXbOI2ObW1tZfYSY8jFLrKxiVxsIhe7yCZ9uVB0J0B3d3epVwFZkItdZGMTudhELnaRTbpyoegGAAAAYkbRDQAAAMSMotu4srIyf7pRLWEHudhFNjaRi03kYhfZpC8XZi8xTqHW19eXejWQgVzsIhubyMUmcrGLbNKXCy3dxml0bEtLC7OXGEMudpGNTeRiE7nYRTbpy4WiOwF6enpKvQrIglzsIhubyMUmcrGLbNKVC0U3AAAAEDOKbgAAACBmFN0J6LDf1NTE7CXGkItdZGMTudhELnaRTfpyYfYS4xRqTU1NqVcDGcjFLrKxiVxsIhe7yCZ9udDSbZxGx65bt47ZS4whF7vIxiZysYlc7CKb9OVC0Z0AhQSL+JGLXWRjE7nYRC52kU26cqHoBgAAAGJG0Q0AAADEjKI7AR32m5ubmb3EGHKxi2xsIhebyMUusklfLhTdCVBZySQzFpGLXWRjE7nYRC52kU26cqHoNq6/v9+PktUSdpCLXWRjE7nYRC52kU36cqHoBgAAAGJG0Q0AAADEjKI7Brfddptbvny5mz59upszZ45729veFsfDAAAwxM6dO922bdsKemZ6enr8bXfv3p3T9Xfs2OF/gKTq6Ojwr/n9+/fH/liM0CuyX/ziF+7CCy90n/3sZ92pp57q+vr63GOPPVbw/Wl07Pz585m9xBhysYtsbCIXV3ARvHfvXtfb2+tPyKHnUYO4qqur3aRJk8b83RBHLirYu7u73ZQpU/x6FqKzs9Nv97Rp01x5+ejtg3pu9uzZ458vFU/qb6vbVVVV+VN2J2VAooo/rfPUqVMT857RTlc4WUxDQ0PW51p5tLW1DVyvsbHRVVRUFPR4ynjXrl0+19raWjfexpJLMl6FCaEC+6KLLnKXXnqpe+c73zlw+eLFi8d8v3oTwhZysYtsbCKX3KlI6erq8oWnqHhVMaOiRUWHClv9T4VtZvFSV1eX1yCvseSi4jAO2katUy4Ft3ZIVIRpm/VcTJw40V+u4nvfvn3+R8WZirSkSdp7Rq/JyZMnZ83zQIrOrl1oLhTdRfTwww+7zZs3+w+Jk046yW3ZssUdf/zxvghfsmTJsLcLHwrRPXzRC1QfGs8++6ybN2/ewAduJj1e5uXaA9NPPpdL5gf1cJfrMXVZPpfnuu5J2CY9VktLi5s7d+6QL4WkblO+6251m6LvGV2Whm1KQ066P+WyYMGCYa+ftG3K5fJCt0kFt1pu9cWuwjraqqbiUf/TT3t7u29dDP/XMqxP9DGG2yaJvl90m3C7XLYpul7h8nAf0ezzyUnfhypqJkyYMNC6n23ddbne73oO9D8Ve2r9j+ah+1FBru9VXa77tPzaC+sdnsPo97/Vz4iwrtox1Gsy8wiMftfl/f39fjvCURvtIBWyTZk/Y92m0V6rkvn9r1zU2p3vjgRFdxFpChn54he/6C6//HJfkF111VXu9NNP9wW5Dqdkc8UVV/jrZ9qwYYPfO1f/PB2+mTlzpl+q/1GgD1vdrwp8Hc4LZsyY4err692mTZv8HmbQ1NTkP7B139EXiyZ615shbEOgF5U+tFRgRl/IulxvotbW1oHL9YbT/ejDLdqfUI+nx9V26MMx0PppPZO4TaElRR/m2q40bFNactq6davfhvXr1/v3Txq2KQ056UsrNCikZZviyinawn3EEUf44kTrkrlNKiD15b99+/aBVjeti26v5yDasqt11zpu3Lhx4DnQNs2aNcsXuXq/hCJWPypgo9uk/PR/rb+em/C86/nQ42hnStuk91+4f11H96NuBSq0VIzlmpPWKRRvI+Wkz2A9Z9p+bXe2nLQ+Wmc9j7pfPV+idQpdBXTbaE76jFe2oXtPoM8UrZe2M1yuxzz88MN9V5joNul51PYo2+eee85fPzw32lbtTCm/cF2t22GHHebXXTnpOdcRDd3mmGOO8c+vtkm5a1uirz1drsfVZXpudf963nW5rqvnRz/KQ8+ZHkvXDZnqf3oedR+h+1Ku76dQUKvm0fWefvrpQUdfdLleC7t27RoolLVdes1Ecwp9qvU+0P+1XVqX0EVIj6vnMTqGQFnoedR9SyiodX396PWrbdXlWie93nX96Dbp/9pOyeUzIhTgev3o+vko6+rqYgLoUVxyySXuyiuvHPE6a9ascX/5y1/cypUrfaGtZQhTbxbdx6pVq3Ju6V64cKF/0+kNog9DWrpttWLpsfRmo6XbXmujPrjDe4aWbjs56f6Ui75odRvLrY2lbukOfaJVNOg7YLh112tdBYhup4IvXK5CXwWFiqZA96kCR/9XQaXb6PYqHFSEHn300f6y0F9Wj6vHD+8pXaZlZj9tPb7uUxMHaB1VWIY+6CpcwxFaXSfsBIyWk9ZHSxWrI+Uhuq4uj/b9zpaHdnC0TtouFa3hOdHznK0fsrZB/1eRHRpZwuOFbi/hOQxFnZ6baJcDPZd6XD1fuo7+p8fRDoB+dPtwlEL3o8dURqFFXs+Pjp7rs0zFpXYMtE7RDMK26naqHdS1SOury7W9Krz1uHq8UExrvfS/UMxqHfV4Wg9dHo4yhCMso72fQp/usDOpx9FtA61bWO/du3f7x1BhrccPOek62j7dr9Y/rIt+dH/qxhR2mnTd8HyGLPT44ShH6HoVdiokbJeur+c887Wh50Svocx+2sO1dOuzLOzIasIM5RQK95HQ0p0DDYw877zzRryOnnztgcmiRYsGLtcLV/+Ltphk0nXCh0BUeFPrhRb9MMmmWJcPNzAg2+XhjZfr5XGv+3hvU8gn2+MmdZuKuY6l2qboe2a83jfklFtOofUrra+9Ym2TCrBQeIX7zHZ9FSPRbofhOuF9EL2NihQ9/yp2MruEhK4XmZ9poRhUUaKiQ8VK5sDI6GPo92ihriJopIGU2bYpDIIMBVRU5vOrQinsRGQWzZl56LkMhVdocR/pMyJ6efR/Kswy+9BrnbWjo2IvekRbtwvFowrOaPGu51SZhJ0TXVcFoYpFbYuKZ2Wj/4X6IJprdJ0yL89c93DkInrkQ+urx1ahq3ULj6HnXi3++l84ujHaazi61PpGjwCItlPbNGHChIGdiszXmHZ+wgDS6OOFHSPdh9Y/unOg37MNpIzurEZF7yuaRcgp2+sg+hxH6TUw0nMzHIruHGjvLdpiMJwXvvCF/kXw1FNP+T7d0cMPOkRYiHCoDLaQi11kYxO55C6ziB7teQ3jf/ItAMLtQz/74QYoioqh8RjQF4765jLrST7PUyiUxzqYL9uMG7osFJTKIfM6et6iRZ7o79B3Pe73TNgZynz80IocbfRTIam/VZxq3fKdfSYU3frRY+ox9JyMNMvI3oNFugrlzCx1u9CynetA2OFmRdHOlrZLO2uZeeRjLLlQdBeRDi2oC8lll13mDzeoL9A3v/lN/783velNBd1nOOxSjKmhUDzkYhfZ2EQupaVCSsWNuhuo4AiH5iXbd4yKJRUoKjDUEjpeU+6pIAqtvnEo5NTdUaFVdrjZOMIAwahsz124zkjrU6z3TLbHD8XtSP8rZAcldKEJRXcoqEcqcnt7eweW4fcobftIOyfZhEJdt8t8jse64xXNJV8U3UWmglsvuPe85z3+xfaiF73IrV69eqBvWiHhapBBEubqPJSQi11kYxO55C50CcilOMi1tVetiCr09L0UHXyqIkn9lENf+yAUOfo+K3Q+5XxpW6IDLkeTT3EYBumNZVuiM6XoeYt2/wkFY7YieqTv7tGK7mJ8/4902+G6So2Fnhd15dCOSRiwOdLr80Bk4G0xhDne9Zh67GjmxXiMaC75ouguMr0RNXuJfgAAKOR7JBRxIx3eV2EcBimOVkyGgYz6CQMoVZhkDuQPVPiGgZFhgF7cDT9hNolcuzSE1vAwBd1IhV1oQc216M5WyKtgU8EVBitG6TnK1ko7XsbaeltMem7C7COhf34uXaSmT58+5tdYeM0q5+hUmuF/xSrsC8Vp4AEAMCT0sdUh7JGKqVBA5Ns/NZxAJgxai85THBWKSxXloYCKU5gFJNeuJaH/cXiuRto5CTsW0ecqFGTZnuNs3RlCa3m2iQ/Go+DOd31LJTr7SmhtHknlwS4uxXgOQ0bRmUuCUu4UBRTdCVDoaXQRL3Kxi2xsIpfcqAhR66CK3DBVXya1JIYidbSWRN1PtoIjTNc2Un/taOEdZjEZTSF9gnW/YZ7pfFo7NdBO19cOSLbCW8VomA89c0aUUNxH5+EWPVfZWv9DK3nmc6kssmVUiDCbR7b3TL7rW0rKRePccplGb9LB169mUsn2PIZuR0HIMNt1w/8yM9J1df+l/iyje4lxegFpQCZsIRe7yMYmcsm/aFEhGgY/hhOihAIkFBwqakbrMqH70RRxup4K7DC3c5hyT98xI92HCm/RuqiA1WOOVBiH4lDFqIreMLXaSDsHoWtJtlbkkWi9w8lRwlk8Q+Guxw73q3XKnEEjDCbV86m+2vpdz2so/qMnhInOzKHH0nqGubDDLB+Z1y9EmNNbj6GsNAVhaDHOd31LSbnk2pWnsrLSjzlQfnqth37YYerJMK1ieF2FKWHDEZhQaOv1FU4apOciPEd6/vS3fi/GczSWzzJauo3Tiy7X1gWMH3Kxi2xsIpf8qGhUsRvmUA6ziajoUyESCrJcWtx0Xyo4Q5EYZnZQgaJiZ7juJdlavMMJX0a6fphnWo+rx9J6j9aXNt/+3FEqpvRcqL+6HjMMFg33qW1UV5psOwragdDzq+c0dOeJzlud+TjhBDh6/vQ4uk/dd7Fmdwkn71FO2mnRINdoq20+65skkyZN8s+jtkM7MeE1qteZco3usEXPohmyDv3tRf8LYxJ0P2Fu9lxa3eP+LOOMlAYpTJ2qVGc40htQpx/VKNlC5mBFPPRmJhebyMYmcikOFRBqtRYNFBvrzCJWclFxGc48WCxhFgsVXPouTRor2WD4XNQ6H+q1XIp6UgQAICFUmOrLPXQZKVZf4lIKU+0Vu7VWhbZaQ8NpyIFSo083AAAJoi4YKrzV6q2Cdbzm0Y6LCuNczvqcr9ANIQywHG1aQSBuFN0JkOupTzG+yMUusrGJXIpHrcLFahlOcy4qskc6Bbl1ac4myQrNhT7dxvt0F6vjPwAAAEpXr3GcxTgdDtMUOpbONgVysYz3jE3kYhO52EU26cuFojsBNNck7CEXu8jGJnKxiVzsIpt05ULRDQAAAMSMohsAAACIGUV3AjCY0iZysYtsbCIXm8jFLrKxqdBcmDIwAdMdxTF/KcaGXOwiG5vIxSZysYts0pcLLd3GaXTstm3bmL3EGHKxi2xsIhebyMUusklfLhTdCZkHEvaQi11kYxO52EQudpFNunKh6AYAAABiRp9ug/r7+/2ys7PTH77o6urye1XqRwQbyMUusrGJXGwiF7vIxn4uu3fvHlS3jYai2yCFKQsXLiz1qgAAAGCUum3KlCluNGVdXV25lecY172o1tZWN3nyZB+kiu8nnnjC1dXVkYIROgpBLjaRjU3kYhO52EU29nMJdVpTU1NOvRFo6TZIwc2ePdv/XlZW5pcquJmv0x5ysYtsbCIXm8jFLrKxnUsuLdwBnYQBAACAmFF0AwAAADGj6DZuwoQJ7pOf/KRfwg5ysYtsbCIXm8jFLrJJXy4MpAQAAABiRks3AAAAEDOKbgAAACBmFN0AAABAzCi6AQAAgJhRdAMAAAAxo+hOmNtuu80tX77cTZ8+3c2ZM8e97W1vK/Uq4aB9+/a5E0880Z8W9q9//SvPS4lt2LDBfehDH3JLlizx75fnPe957tJLL3U9PT2lXrVDztVXX+2OPfZYN23aNP/59eCDD5Z6lQ55V1xxhXv5y1/uDj/8cDdv3jz/XfLkk08e8s+LNV/72tf8d8pFF11U6lWBc27z5s1u1apV7ogjjvDfKy9+8Yvdn//855yfG4ruBPnFL37h3vve97rzzz/f/f73v3e33367e+tb31rq1cJBF198sWtqauL5MEIFxIEDB9xVV13lHnjgAfelL33JXXPNNe5zn/tcqVftkPLzn//cz2mrn3vvvdcdd9xx7o1vfKPbunVrqVftkKYs3ve+97k777zT/fKXv3S9vb3u7LPPdrt37y71quGgNWvWuGuvvda/Z1B67e3t7tWvfrWrqqpy//Ef/+EbDy6//HI3derUnO+DeboToq+vz7cUffrTn3bvfOc7S706yPDb3/7WfeITn3A/+clP3LJly9z999/vjj/+eJ4nY77xjW+473//++6RRx4p9aocMtSyfcIJJ7grr7zS/60doYULF7oPfOAD7mMf+1ipVw8Hbdu2zc2fP98fTT355JN5Xkqsq6vL5/D1r3/dffnLX/bfJ1/5yldKvVqHtEsuuWSgwbNQtHQnxMMPP+wPa5SXl7uTTjrJHXnkke5Nb3qTe/TRR0u9aoe8LVu2uAsuuMAXczU1NYf882HZrl27XENDQ6lX45ChrjwPPfSQe8UrXjFwmT7D9Pef/vSnkq4bBuvo6PBL3h82fPSjH3Wve93rBr13UFqrV6/2DQjqbaAuWarFfvCDH+R1HxTdCbFu3Tq//OIXv+j7dumQrQ5pnH766a6tra3Uq3fI6u/v9y126uOlNyPsevrpp33f4pUrV5Z6VQ4ZO3bscPv373eHHXbYoMv1t3ZWYYOOPnz84x/3Y1I0BgKl9bOf/cw3tH3+858nCkPWr1/vG9eOOuood/PNN7v3vOc97l/+5V/8Ee5cUXQbOFyhQRIj/TzxxBO+uBMFrP6QL3zhC913v/tdV1ZW5m666aZSb8Yhm8t3vvMdfxjwn//5n0u9yoeMXLOJ0lEiHRnSz7vf/e6SrTtg0Uc+8hH32GOPuR/+8IelXpVD3saNG33DmvpyT5w48ZB/PqztnL7gBS/w44Ke//zn+wacd73rXX6sUK4qY11DjOrCCy9055133ojXUT+75557zv++aNGigcsnTJjg/9fS0sIzXaJc7rnnHvfHP/7RNTY2DvrfKaec4lasWOG+973vkU2JsglaW1vdGWec4V7ykpe4f/3XfyWPcaTZSioqKoYMmtTfM2fOJAsj3RjUj/s3v/mNmz17dqlX55Cn7ljqX/+yl71s4LnQ0aL77rvPH6nTkW29pzD+NNNPtAYTjU9Rq3euKLpLbMaMGf5nNGrZVpH91FNP+X5EotHmmhZNU9egNLl89atfdZ/5zGcG/tbOkWYA+NGPfuQHVKJ02YQWbhXcap3QkSH1J8b4qa6u9p9dd911l3v9618/0Fqkv9///vcTRQnp6KkGsmrmkl//+te+jypsDDxWQ07UBz/4QXfMMcf4IxIU3KXz0pe+dMi0mn//+9/zqsEouhOivr7e9xu+7LLL/Pzczc3N7pvf/Kb/nw6ZozSUQ5S6NsiCBQtoNSoxFdwa86CMNBZi+/btA/+jlXX8aJCxCmyNeVi6dKn79re/7bq7u/1gJJSOCjj1Hb7uuutcXV3dQB97fddMmjSJaEpEWWT2q9cAfR1Npb996T/LXvWqV/nGtnPOOcdP6aiBlPkcQaXoThAV3JWVlb7z/t69e92LXvQiP5qW0ebAUJp/WIMn9aNWoij1w8f4eMtb3uJ3eHRiIhV2mvpM41DY8SktDQgT7ZhG6YgQO0TAUGo0+OlPf+o++9nP+vM+zJ0710/nqK6kuWKebgAAACBmdHAEAAAAYkbRDQAAAMSMohsAAACIGUU3AAAAEDOKbgAAACBmFN0AAABAzCi6AQAAgJhRdAMAAAAxo+gGAAAAYkbRDQAAAMSMohsAAABw8fp/H5+EvgW33X4AAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 800x800 with 2 Axes>"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "options = dict(\n",
    "    pad_width=\"425 um\",\n",
    "    pocket_height=\"650um\",\n",
    "    connection_pads=dict(\n",
    "        readout=dict(loc_W=0, loc_H=-1, pad_width=\"80um\", pad_gap=\"50um\"),\n",
    "        bus_01=dict(loc_W=-1, loc_H=-1, pad_width=\"60um\", pad_gap=\"10um\"),\n",
    "        bus_02=dict(loc_W=-1, loc_H=+1, pad_width=\"60um\", pad_gap=\"10um\"),\n",
    "        bus_03=dict(loc_W=0, loc_H=+1, pad_width=\"90um\", pad_gap=\"30um\"),\n",
    "        bus_04=dict(loc_W=+1, loc_H=+1, pad_width=\"60um\", pad_gap=\"10um\"),\n",
    "        bus_05=dict(loc_W=+1, loc_H=-1, pad_width=\"60um\", pad_gap=\"10um\"),\n",
    "    ),\n",
    ")\n",
    "\n",
    "q_main = TransmonPocket6(\n",
    "    design,\n",
    "    \"Q_Main\",\n",
    "    options=dict(\n",
    "        pos_x=\"0mm\",\n",
    "        pos_y=\"-1mm\",\n",
    "        gds_cell_name=\"FakeJunction_01\",\n",
    "        hfss_inductance=\"14nH\",\n",
    "        **options,\n",
    "    ),\n",
    ")\n",
    "\n",
    "gui.rebuild()\n",
    "gui.autoscale()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8842df69",
   "metadata": {},
   "source": [
    "We then will add a mixture of additional qubits. This is not (though do not let me stop any experimental investigation) a design one would normally create for any experiment of computational purpose, but allows for having a mixture of different components on one chip."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "a8d85b4e",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:39.004899Z",
     "iopub.status.busy": "2026-09-27T06:08:39.004467Z",
     "iopub.status.idle": "2026-09-27T06:08:39.010096Z",
     "shell.execute_reply": "2026-09-27T06:08:39.009227Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'pos_x': '0.0um',\n",
       " 'pos_y': '0.0um',\n",
       " 'orientation': '0.0',\n",
       " 'chip': 'main',\n",
       " 'layer': '1',\n",
       " 'connection_pads': {},\n",
       " '_default_connection_pads': {'connector_type': '0',\n",
       "  'claw_length': '30um',\n",
       "  'ground_spacing': '5um',\n",
       "  'ground_spacing_back': None,\n",
       "  'claw_width': '10um',\n",
       "  'claw_width_back': None,\n",
       "  'claw_gap': '6um',\n",
       "  'claw_cpw_length': '40um',\n",
       "  'claw_cpw_width': '10um',\n",
       "  'connector_location': '0'},\n",
       " 'cross_width': '20um',\n",
       " 'cross_length': '200um',\n",
       " 'cross_gap': '20um',\n",
       " 'make_fl': True,\n",
       " 'fl_options': {'t_top': '15um',\n",
       "  't_offset': '0um',\n",
       "  't_inductive_gap': '3um',\n",
       "  't_width': '5um',\n",
       "  't_gap': '3um'},\n",
       " 'hfss_wire_bonds': False,\n",
       " 'q3d_wire_bonds': False,\n",
       " 'aedt_q3d_wire_bonds': False,\n",
       " 'aedt_hfss_wire_bonds': False,\n",
       " 'hfss_inductance': '10nH',\n",
       " 'hfss_capacitance': 0,\n",
       " 'hfss_resistance': 0,\n",
       " 'hfss_mesh_kw_jj': 7e-06,\n",
       " 'q3d_inductance': '10nH',\n",
       " 'q3d_capacitance': 0,\n",
       " 'q3d_resistance': 0,\n",
       " 'q3d_mesh_kw_jj': 7e-06,\n",
       " 'gds_cell_name': 'my_other_junction',\n",
       " 'aedt_q3d_inductance': 1e-08,\n",
       " 'aedt_q3d_capacitance': 0,\n",
       " 'aedt_hfss_inductance': 1e-08,\n",
       " 'aedt_hfss_capacitance': 0}"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "TransmonCrossFL.get_template_options(design)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fc2855c4",
   "metadata": {},
   "source": [
    "We will add two crossmons with flux lines to the west side of the chip, which we will couple to each other using a tunable coupler. To make sure the various readout and control lines will have space to connect to launchers at the chip edge, we have to be mindful of where we place them, and making sure we have enough space for routing while avoiding cross talk."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "5ee0d446",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:39.012564Z",
     "iopub.status.busy": "2026-09-27T06:08:39.012276Z",
     "iopub.status.idle": "2026-09-27T06:08:39.758087Z",
     "shell.execute_reply": "2026-09-27T06:08:39.755933Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 2 Axes>"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Q1 = TransmonCrossFL(\n",
    "    design,\n",
    "    \"Q1\",\n",
    "    options=dict(\n",
    "        pos_x=\"-2.75mm\",\n",
    "        pos_y=\"-1.8mm\",\n",
    "        connection_pads=dict(\n",
    "            bus_01=dict(connector_location=\"180\", claw_length=\"95um\"),\n",
    "            readout=dict(connector_location=\"0\"),\n",
    "        ),\n",
    "        fl_options=dict(),\n",
    "    ),\n",
    ")\n",
    "\n",
    "Q2 = TransmonCrossFL(\n",
    "    design,\n",
    "    \"Q2\",\n",
    "    options=dict(\n",
    "        pos_x=\"-2.75mm\",\n",
    "        pos_y=\"-1.2mm\",\n",
    "        orientation=\"180\",\n",
    "        connection_pads=dict(\n",
    "            bus_02=dict(connector_location=\"0\", claw_length=\"95um\"),\n",
    "            readout=dict(connector_location=\"180\"),\n",
    "        ),\n",
    "        fl_options=dict(),\n",
    "    ),\n",
    ")\n",
    "\n",
    "\n",
    "tune_c_Q12 = TunableCoupler01(\n",
    "    design,\n",
    "    \"Tune_C_Q12\",\n",
    "    options=dict(pos_x=\"-2.81mm\", pos_y=\"-1.5mm\", orientation=90, c_width=\"500um\"),\n",
    ")\n",
    "\n",
    "gui.rebuild()\n",
    "gui.autoscale()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b9ea3f08",
   "metadata": {},
   "source": [
    "We then will add three transmon pockets to the north side of the chip, with the intention of having them in a linear series of coupling to each other, as well as the 'main' qubit to the south."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "f20e798b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:39.761018Z",
     "iopub.status.busy": "2026-09-27T06:08:39.760538Z",
     "iopub.status.idle": "2026-09-27T06:08:40.039806Z",
     "shell.execute_reply": "2026-09-27T06:08:40.038481Z"
    }
   },
   "outputs": [],
   "source": [
    "Q3 = TransmonPocket6(\n",
    "    design,\n",
    "    \"Q3\",\n",
    "    options=dict(\n",
    "        pos_x=\"-3mm\",\n",
    "        pos_y=\"0.5mm\",\n",
    "        gds_cell_name=\"FakeJunction_01\",\n",
    "        hfss_inductance=\"14nH\",\n",
    "        connection_pads=dict(\n",
    "            bus_03=dict(loc_W=0, loc_H=-1, pad_width=\"80um\", pad_gap=\"15um\"),\n",
    "            bus_q3_q4=dict(loc_W=1, loc_H=-1, pad_width=\"80um\", pad_gap=\"15um\"),\n",
    "            readout=dict(loc_W=0, loc_H=1, pad_width=\"80um\", pad_gap=\"50um\"),\n",
    "        ),\n",
    "    ),\n",
    ")\n",
    "\n",
    "Q4 = TransmonPocket6(\n",
    "    design,\n",
    "    \"Q4\",\n",
    "    options=dict(\n",
    "        pos_x=\"0mm\",\n",
    "        pos_y=\"1mm\",\n",
    "        gds_cell_name=\"FakeJunction_01\",\n",
    "        hfss_inductance=\"14nH\",\n",
    "        connection_pads=dict(\n",
    "            bus_04=dict(loc_W=0, loc_H=-1, pad_width=\"80um\", pad_gap=\"15um\"),\n",
    "            bus_q3_q4=dict(loc_W=-1, loc_H=-1, pad_width=\"80um\", pad_gap=\"15um\"),\n",
    "            bus_q4_q5=dict(loc_W=1, loc_H=-1, pad_width=\"80um\", pad_gap=\"15um\"),\n",
    "            readout=dict(loc_W=0, loc_H=1, pad_width=\"80um\", pad_gap=\"50um\"),\n",
    "        ),\n",
    "    ),\n",
    ")\n",
    "\n",
    "Q5 = TransmonPocket6(\n",
    "    design,\n",
    "    \"Q5\",\n",
    "    options=dict(\n",
    "        pos_x=\"3mm\",\n",
    "        pos_y=\"0.5mm\",\n",
    "        gds_cell_name=\"FakeJunction_01\",\n",
    "        hfss_inductance=\"14nH\",\n",
    "        connection_pads=dict(\n",
    "            bus_05=dict(loc_W=0, loc_H=-1, pad_width=\"80um\", pad_gap=\"15um\"),\n",
    "            bus_q4_q5=dict(loc_W=-1, loc_H=-1, pad_width=\"80um\", pad_gap=\"15um\"),\n",
    "            readout=dict(loc_W=0, loc_H=1, pad_width=\"80um\", pad_gap=\"50um\"),\n",
    "        ),\n",
    "    ),\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8cb9a627",
   "metadata": {},
   "source": [
    "#### The Busses"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b172ee0b",
   "metadata": {},
   "source": [
    "We now couple the qubits to each other, primarily using RouteMeander. Although one needs to run simulations to properly tune the line lengths for target frequencies, an initial estimate could be determined from the below method;"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "b1c12fe8",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:40.044526Z",
     "iopub.status.busy": "2026-09-27T06:08:40.043641Z",
     "iopub.status.idle": "2026-09-27T06:08:40.049437Z",
     "shell.execute_reply": "2026-09-27T06:08:40.048474Z"
    }
   },
   "outputs": [],
   "source": [
    "from qiskit_metal.analyses.em.cpw_calculations import guided_wavelength\n",
    "\n",
    "\n",
    "def find_resonator_length(frequency, line_width, line_gap, N):\n",
    "    # frequency in GHz\n",
    "    # line_width/line_gap in um\n",
    "    # N -> 2 for lambda/2, 4 for lambda/4\n",
    "\n",
    "    [lambdaG, etfSqrt, q] = guided_wavelength(\n",
    "        frequency * 10**9,\n",
    "        line_width * 10**-6,\n",
    "        line_gap * 10**-6,\n",
    "        750 * 10**-6,\n",
    "        200 * 10**-9,\n",
    "    )\n",
    "    return str(lambdaG / N * 10**3) + \" mm\""
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b55c1b29",
   "metadata": {},
   "source": [
    "As we are not worried about creating a functional chip in this tutorial, we will give the resonators somewhat arbitrary lengths. First coupling the two crossmons to Q_Main."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "ae45ae71",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:40.052978Z",
     "iopub.status.busy": "2026-09-27T06:08:40.052427Z",
     "iopub.status.idle": "2026-09-27T06:08:41.151382Z",
     "shell.execute_reply": "2026-09-27T06:08:41.149858Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 2 Axes>"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "bus_01 = RouteMeander(\n",
    "    design,\n",
    "    \"Bus_01\",\n",
    "    options=dict(\n",
    "        hfss_wire_bonds=True,\n",
    "        pin_inputs=Dict(\n",
    "            start_pin=Dict(component=\"Q_Main\", pin=\"bus_01\"),\n",
    "            end_pin=Dict(component=\"Q1\", pin=\"bus_01\"),\n",
    "        ),\n",
    "        lead=Dict(start_straight=\"125um\", end_straight=\"225um\"),\n",
    "        meander=Dict(asymmetry=\"1305um\", spacing=\"250um\"),\n",
    "        fillet=\"99um\",\n",
    "        total_length=\"6mm\",\n",
    "    ),\n",
    ")\n",
    "\n",
    "bus_02 = RouteMeander(\n",
    "    design,\n",
    "    \"Bus_02\",\n",
    "    options=dict(\n",
    "        hfss_wire_bonds=True,\n",
    "        pin_inputs=Dict(\n",
    "            start_pin=Dict(component=\"Q_Main\", pin=\"bus_02\"),\n",
    "            end_pin=Dict(component=\"Q2\", pin=\"bus_02\"),\n",
    "        ),\n",
    "        lead=Dict(start_straight=\"325um\", end_straight=\"125um\"),\n",
    "        meander=Dict(asymmetry=\"450um\"),\n",
    "        fillet=\"99um\",\n",
    "        total_length=\"6.4mm\",\n",
    "    ),\n",
    ")\n",
    "\n",
    "\n",
    "gui.rebuild()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4d10cc8c",
   "metadata": {},
   "source": [
    "Then the three transmon pockets on the north side to Q_Main."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "ea425425",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:41.155856Z",
     "iopub.status.busy": "2026-09-27T06:08:41.155634Z",
     "iopub.status.idle": "2026-09-27T06:08:42.534320Z",
     "shell.execute_reply": "2026-09-27T06:08:42.533442Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 2 Axes>"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "bus_03 = RouteMeander(\n",
    "    design,\n",
    "    \"Bus_03\",\n",
    "    options=dict(\n",
    "        hfss_wire_bonds=True,\n",
    "        pin_inputs=Dict(\n",
    "            start_pin=Dict(component=\"Q_Main\", pin=\"bus_03\"),\n",
    "            end_pin=Dict(component=\"Q3\", pin=\"bus_03\"),\n",
    "        ),\n",
    "        lead=Dict(start_straight=\"225um\", end_straight=\"25um\"),\n",
    "        meander=Dict(asymmetry=\"50um\"),\n",
    "        fillet=\"99um\",\n",
    "        total_length=\"6.8mm\",\n",
    "    ),\n",
    ")\n",
    "\n",
    "# To help set the right spacing, jogs can be used to set some initially controlled routing paths\n",
    "from collections import OrderedDict\n",
    "\n",
    "jogs_start = OrderedDict()\n",
    "jogs_start[0] = [\"L\", \"250um\"]\n",
    "jogs_start[1] = [\"R\", \"200um\"]\n",
    "\n",
    "jogs_end = OrderedDict()\n",
    "jogs_end[0] = [\"L\", \"600um\"]\n",
    "\n",
    "bus_04 = RouteMeander(\n",
    "    design,\n",
    "    \"Bus_04\",\n",
    "    options=dict(\n",
    "        hfss_wire_bonds=True,\n",
    "        pin_inputs=Dict(\n",
    "            start_pin=Dict(component=\"Q_Main\", pin=\"bus_04\"),\n",
    "            end_pin=Dict(component=\"Q4\", pin=\"bus_04\"),\n",
    "        ),\n",
    "        lead=Dict(\n",
    "            start_straight=\"225um\",\n",
    "            # end_straight = '25um',\n",
    "            start_jogged_extension=jogs_start,\n",
    "            # end_jogged_extension = jogs_end\n",
    "        ),\n",
    "        meander=Dict(asymmetry=\"150um\"),\n",
    "        fillet=\"99um\",\n",
    "        total_length=\"7.2mm\",\n",
    "    ),\n",
    ")\n",
    "\n",
    "bus_05 = RouteMeander(\n",
    "    design,\n",
    "    \"Bus_05\",\n",
    "    options=dict(\n",
    "        hfss_wire_bonds=True,\n",
    "        pin_inputs=Dict(\n",
    "            start_pin=Dict(component=\"Q_Main\", pin=\"bus_05\"),\n",
    "            end_pin=Dict(component=\"Q5\", pin=\"bus_05\"),\n",
    "        ),\n",
    "        lead=Dict(start_straight=\"225um\", end_straight=\"25um\"),\n",
    "        meander=Dict(asymmetry=\"50um\"),\n",
    "        fillet=\"99um\",\n",
    "        total_length=\"7.6mm\",\n",
    "    ),\n",
    ")\n",
    "\n",
    "gui.rebuild()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "295979ad",
   "metadata": {},
   "source": [
    "Finally the three transmon pockets on the north side to each other. This concludes the interconnectivity between the qubits."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "e02f6ff7",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:42.537589Z",
     "iopub.status.busy": "2026-09-27T06:08:42.537225Z",
     "iopub.status.idle": "2026-09-27T06:08:43.630867Z",
     "shell.execute_reply": "2026-09-27T06:08:43.629815Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 2 Axes>"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "bus_q3_q4 = RouteMeander(\n",
    "    design,\n",
    "    \"Bus_Q3_Q4\",\n",
    "    options=dict(\n",
    "        hfss_wire_bonds=True,\n",
    "        pin_inputs=Dict(\n",
    "            start_pin=Dict(component=\"Q3\", pin=\"bus_q3_q4\"),\n",
    "            end_pin=Dict(component=\"Q4\", pin=\"bus_q3_q4\"),\n",
    "        ),\n",
    "        lead=Dict(start_straight=\"125um\", end_straight=\"125um\"),\n",
    "        meander=Dict(asymmetry=\"50um\"),\n",
    "        fillet=\"99um\",\n",
    "        total_length=\"6.4mm\",\n",
    "    ),\n",
    ")\n",
    "\n",
    "bus_q4_q5 = RouteMeander(\n",
    "    design,\n",
    "    \"Bus_Q4_Q5\",\n",
    "    options=dict(\n",
    "        hfss_wire_bonds=True,\n",
    "        pin_inputs=Dict(\n",
    "            start_pin=Dict(component=\"Q4\", pin=\"bus_q4_q5\"),\n",
    "            end_pin=Dict(component=\"Q5\", pin=\"bus_q4_q5\"),\n",
    "        ),\n",
    "        lead=Dict(start_straight=\"125um\", end_straight=\"25um\"),\n",
    "        meander=Dict(asymmetry=\"50um\"),\n",
    "        fillet=\"99um\",\n",
    "        total_length=\"6.8mm\",\n",
    "    ),\n",
    ")\n",
    "\n",
    "gui.rebuild()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8afab96f",
   "metadata": {},
   "source": [
    "#### The Readouts and Control Lines\n",
    "\n",
    "The intention for this design is to have the three north transmon pockets be multiplexed to one readout line. The crossmons to their own readouts, as well as Q_Main. The tunable coupler, and the two crossmons also have flux lines which need to be connected to launchers.\n",
    "First we will place the wirebond launchers at the edges of the chip."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "4f10294f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:43.635227Z",
     "iopub.status.busy": "2026-09-27T06:08:43.634372Z",
     "iopub.status.idle": "2026-09-27T06:08:44.860631Z",
     "shell.execute_reply": "2026-09-27T06:08:44.859133Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 2 Axes>"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "launch_qmain_read = LaunchpadWirebond(\n",
    "    design,\n",
    "    \"Launch_QMain_Read\",\n",
    "    options=dict(pos_x=\"2mm\", pos_y=\"-4mm\", orientation=\"90\"),\n",
    ")\n",
    "\n",
    "launch_q1_fl = LaunchpadWirebond(\n",
    "    design,\n",
    "    \"Launch_Q1_FL\",\n",
    "    options=dict(\n",
    "        pos_x=\"0mm\",\n",
    "        pos_y=\"-4mm\",\n",
    "        orientation=\"90\",\n",
    "        trace_width=\"5um\",\n",
    "        trace_gap=\"3um\",\n",
    "    ),\n",
    ")\n",
    "launch_q1_read = LaunchpadWirebondCoupled(\n",
    "    design, \"Launch_Q1_Read\", options=dict(pos_x=\"-2mm\", pos_y=\"-4mm\", orientation=\"90\")\n",
    ")\n",
    "\n",
    "launch_tcoup_fl = LaunchpadWirebond(\n",
    "    design,\n",
    "    \"Launch_TuneC_FL\",\n",
    "    options=dict(\n",
    "        pos_x=\"-4mm\",\n",
    "        pos_y=\"-4mm\",\n",
    "        orientation=\"90\",\n",
    "        trace_width=\"5um\",\n",
    "        trace_gap=\"3um\",\n",
    "    ),\n",
    ")\n",
    "launch_tcoup_read = LaunchpadWirebondCoupled(\n",
    "    design,\n",
    "    \"Launch_TuneC_Read\",\n",
    "    options=dict(pos_x=\"-5mm\", pos_y=\"-3mm\", orientation=\"0\"),\n",
    ")\n",
    "\n",
    "launch_q2_read = LaunchpadWirebondCoupled(\n",
    "    design, \"Launch_Q2_Read\", options=dict(pos_x=\"-5mm\", pos_y=\"-1mm\", orientation=\"0\")\n",
    ")\n",
    "launch_q2_fl = LaunchpadWirebond(\n",
    "    design,\n",
    "    \"Launch_Q2_FL\",\n",
    "    options=dict(\n",
    "        pos_x=\"-5mm\",\n",
    "        pos_y=\"1mm\",\n",
    "        orientation=\"0\",\n",
    "        trace_width=\"5um\",\n",
    "        trace_gap=\"3um\",\n",
    "    ),\n",
    ")\n",
    "\n",
    "launch_nw = LaunchpadWirebond(\n",
    "    design, \"Launch_NW\", options=dict(pos_x=\"-5mm\", pos_y=\"3mm\", orientation=0)\n",
    ")\n",
    "launch_ne = LaunchpadWirebond(\n",
    "    design, \"Launch_NE\", options=dict(pos_x=\"5mm\", pos_y=\"3mm\", orientation=180)\n",
    ")\n",
    "\n",
    "\n",
    "gui.rebuild()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5a8e228f",
   "metadata": {},
   "source": [
    "We then will add in the readout resonators for Q_Main, Q1, Q2 and the tuneable coupler.\n",
    "We will add a finger capacitor for the Q_Main readout, instead of just using the LaunchpadWirebondCoupled."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "adbb0e1d",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:44.863799Z",
     "iopub.status.busy": "2026-09-27T06:08:44.863549Z",
     "iopub.status.idle": "2026-09-27T06:08:46.259774Z",
     "shell.execute_reply": "2026-09-27T06:08:46.258843Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 2 Axes>"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Main Readout\n",
    "\n",
    "\n",
    "read_q_main_cap = CapNInterdigital(\n",
    "    design,\n",
    "    \"Read_Q_Main_Cap\",\n",
    "    options=dict(pos_x=\"2mm\", pos_y=\"-3.5mm\", orientation=\"0\"),\n",
    ")\n",
    "\n",
    "jogs_end = OrderedDict()\n",
    "jogs_end[0] = [\"L\", \"600um\"]\n",
    "\n",
    "jogs_start = OrderedDict()\n",
    "jogs_start[0] = [\"L\", \"250um\"]\n",
    "\n",
    "read_q_main = RouteMeander(\n",
    "    design,\n",
    "    \"Read_Q_Main\",\n",
    "    options=dict(\n",
    "        hfss_wire_bonds=True,\n",
    "        pin_inputs=Dict(\n",
    "            start_pin=Dict(component=\"Q_Main\", pin=\"readout\"),\n",
    "            end_pin=Dict(component=\"Read_Q_Main_Cap\", pin=\"north_end\"),\n",
    "        ),\n",
    "        lead=Dict(\n",
    "            start_straight=\"725um\",\n",
    "            end_straight=\"625um\",\n",
    "            start_jogged_extension=jogs_start,\n",
    "            end_jogged_extension=jogs_end,\n",
    "        ),\n",
    "        meander=Dict(asymmetry=\"50um\"),\n",
    "        fillet=\"99um\",\n",
    "        total_length=\"5.6mm\",\n",
    "    ),\n",
    ")\n",
    "\n",
    "read_q_main_cap_launch = RoutePathfinder(\n",
    "    design,\n",
    "    \"Read_Q_Main_Cap_Launch\",\n",
    "    options=dict(\n",
    "        hfss_wire_bonds=True,\n",
    "        pin_inputs=dict(\n",
    "            start_pin=Dict(component=\"Read_Q_Main_Cap\", pin=\"south_end\"),\n",
    "            end_pin=Dict(component=\"Launch_QMain_Read\", pin=\"tie\"),\n",
    "        ),\n",
    "        lead=Dict(\n",
    "            start_straight=\"0um\",\n",
    "            end_straight=\"0um\",\n",
    "            # start_jogged_extension = jogs_start,\n",
    "            # end_jogged_extension = jogs_end\n",
    "        ),\n",
    "    ),\n",
    ")\n",
    "\n",
    "\n",
    "gui.rebuild()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "c5928f13",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:46.261975Z",
     "iopub.status.busy": "2026-09-27T06:08:46.261782Z",
     "iopub.status.idle": "2026-09-27T06:08:47.642700Z",
     "shell.execute_reply": "2026-09-27T06:08:47.640537Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 2 Axes>"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Crossmon's Readouts\n",
    "\n",
    "jogs_end = OrderedDict()\n",
    "jogs_end[0] = [\"L\", \"600um\"]\n",
    "\n",
    "jogs_start = OrderedDict()\n",
    "jogs_start[0] = [\"L\", \"250um\"]\n",
    "\n",
    "read_q1 = RouteMeander(\n",
    "    design,\n",
    "    \"Read_Q1\",\n",
    "    options=dict(\n",
    "        hfss_wire_bonds=True,\n",
    "        pin_inputs=Dict(\n",
    "            start_pin=Dict(component=\"Q1\", pin=\"readout\"),\n",
    "            end_pin=Dict(component=\"Launch_Q1_Read\", pin=\"tie\"),\n",
    "        ),\n",
    "        lead=Dict(\n",
    "            start_straight=\"250um\",\n",
    "            end_straight=\"25um\",\n",
    "            # start_jogged_extension = jogs_start,\n",
    "            # end_jogged_extension = jogs_end\n",
    "        ),\n",
    "        meander=Dict(asymmetry=\"50um\"),\n",
    "        fillet=\"99um\",\n",
    "        total_length=\"6.8mm\",\n",
    "    ),\n",
    ")\n",
    "\n",
    "\n",
    "jogs_end = OrderedDict()\n",
    "jogs_end[0] = [\"L\", \"600um\"]\n",
    "\n",
    "jogs_start = OrderedDict()\n",
    "jogs_start[0] = [\"L\", \"250um\"]\n",
    "\n",
    "read_tunec = RouteMeander(\n",
    "    design,\n",
    "    \"Read_TuneC\",\n",
    "    options=dict(\n",
    "        hfss_wire_bonds=True,\n",
    "        pin_inputs=Dict(\n",
    "            start_pin=Dict(component=\"Tune_C_Q12\", pin=\"Control\"),\n",
    "            end_pin=Dict(component=\"Launch_TuneC_Read\", pin=\"tie\"),\n",
    "        ),\n",
    "        lead=Dict(\n",
    "            start_straight=\"1525um\",\n",
    "            end_straight=\"125um\",\n",
    "            # start_jogged_extension = jogs_start,\n",
    "            # end_jogged_extension = jogs_end\n",
    "        ),\n",
    "        meander=Dict(asymmetry=\"50um\"),\n",
    "        fillet=\"99um\",\n",
    "        total_length=\"5.8mm\",\n",
    "    ),\n",
    ")\n",
    "\n",
    "jogs_end = OrderedDict()\n",
    "jogs_end[0] = [\"L\", \"600um\"]\n",
    "\n",
    "jogs_start = OrderedDict()\n",
    "jogs_start[0] = [\"L\", \"250um\"]\n",
    "\n",
    "\n",
    "read_q2 = RouteMeander(\n",
    "    design,\n",
    "    \"Read_Q2\",\n",
    "    options=dict(\n",
    "        hfss_wire_bonds=True,\n",
    "        pin_inputs=Dict(\n",
    "            start_pin=Dict(component=\"Q2\", pin=\"readout\"),\n",
    "            end_pin=Dict(component=\"Launch_Q2_Read\", pin=\"tie\"),\n",
    "        ),\n",
    "        lead=Dict(\n",
    "            start_straight=\"350um\",\n",
    "            end_straight=\"0um\",\n",
    "            # start_jogged_extension = jogs_start,\n",
    "            # end_jogged_extension = jogs_end\n",
    "        ),\n",
    "        meander=Dict(asymmetry=\"-450um\"),\n",
    "        fillet=\"99um\",\n",
    "        total_length=\"5.4mm\",\n",
    "    ),\n",
    ")\n",
    "\n",
    "\n",
    "gui.rebuild()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fc67a802",
   "metadata": {},
   "source": [
    "Finishing off this section of the chip by connecting the flux lines to appropraite wirebond launch pads."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "d78b73e0",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:47.645311Z",
     "iopub.status.busy": "2026-09-27T06:08:47.645084Z",
     "iopub.status.idle": "2026-09-27T06:08:49.851963Z",
     "shell.execute_reply": "2026-09-27T06:08:49.849726Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 2 Axes>"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Crossmon flux lines\n",
    "\n",
    "flux_line_Q1 = RoutePathfinder(\n",
    "    design,\n",
    "    \"Flux_Line_Q1\",\n",
    "    options=dict(\n",
    "        hfss_wire_bonds=True,\n",
    "        pin_inputs=Dict(\n",
    "            start_pin=Dict(component=\"Q1\", pin=\"flux_line\"),\n",
    "            end_pin=Dict(component=\"Launch_Q1_FL\", pin=\"tie\"),\n",
    "        ),\n",
    "        fillet=\"99um\",\n",
    "        trace_width=\"5um\",\n",
    "        trace_gap=\"3um\",\n",
    "        # anchors = anchors\n",
    "    ),\n",
    ")\n",
    "\n",
    "\n",
    "jogs_start = OrderedDict()\n",
    "jogs_start[0] = [\"L\", \"750um\"]\n",
    "\n",
    "flux_line_tunec = RoutePathfinder(\n",
    "    design,\n",
    "    \"Flux_Line_TuneC\",\n",
    "    options=dict(\n",
    "        hfss_wire_bonds=True,\n",
    "        pin_inputs=Dict(\n",
    "            start_pin=Dict(component=\"Tune_C_Q12\", pin=\"Flux\"),\n",
    "            end_pin=Dict(component=\"Launch_TuneC_FL\", pin=\"tie\"),\n",
    "        ),\n",
    "        lead=Dict(\n",
    "            start_straight=\"875um\",\n",
    "            end_straight=\"350um\",\n",
    "            start_jogged_extension=jogs_start,\n",
    "            # end_jogged_extension = jogs_end\n",
    "        ),\n",
    "        fillet=\"99um\",\n",
    "        trace_width=\"5um\",\n",
    "        trace_gap=\"3um\",\n",
    "        # anchors = anchors\n",
    "    ),\n",
    ")\n",
    "\n",
    "\n",
    "jogs_start = OrderedDict()\n",
    "jogs_start[0] = [\"L\", \"525um\"]\n",
    "jogs_start[1] = [\"R\", \"625um\"]\n",
    "\n",
    "flux_line_Q2 = RoutePathfinder(\n",
    "    design,\n",
    "    \"Flux_Line_Q2\",\n",
    "    options=dict(\n",
    "        hfss_wire_bonds=True,\n",
    "        pin_inputs=Dict(\n",
    "            start_pin=Dict(component=\"Q2\", pin=\"flux_line\"),\n",
    "            end_pin=Dict(component=\"Launch_Q2_FL\", pin=\"tie\"),\n",
    "        ),\n",
    "        lead=Dict(\n",
    "            start_straight=\"175um\",\n",
    "            end_straight=\"150um\",\n",
    "            start_jogged_extension=jogs_start,\n",
    "            # end_jogged_extension = jogs_end\n",
    "        ),\n",
    "        fillet=\"99um\",\n",
    "        trace_width=\"5um\",\n",
    "        trace_gap=\"3um\",\n",
    "        # anchors = anchors\n",
    "    ),\n",
    ")\n",
    "\n",
    "gui.rebuild()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "979aa998",
   "metadata": {},
   "source": [
    "Shifting our focus now to the three transmon pockets in the north. As we want these to be multiplexed to a single readout line, we will add in a few three port components, such as the CoupledLineTee and CapNInterdigitalTee.\n",
    "Q3 will have an inductive coupling to the readout line (as we want a lambda/4 resonator), Q4 will have a simple gap capacitor, and Q5 will have an interdigitated capacitor."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "d5d1bed5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:49.859051Z",
     "iopub.status.busy": "2026-09-27T06:08:49.858491Z",
     "iopub.status.idle": "2026-09-27T06:08:52.079929Z",
     "shell.execute_reply": "2026-09-27T06:08:52.078311Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 2 Axes>"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "q3_read_T = CoupledLineTee(\n",
    "    design,\n",
    "    \"Q3_Read_T\",\n",
    "    options=dict(\n",
    "        pos_x=\"-3mm\",\n",
    "        pos_y=\"3mm\",\n",
    "        orientation=\"0\",\n",
    "        coupling_length=\"200um\",\n",
    "        open_termination=False,\n",
    "    ),\n",
    ")\n",
    "# We use finger count to set the width of the gap capacitance, -> N*cap_width + (N-1)*cap_gap\n",
    "q4_read_T = CapNInterdigitalTee(\n",
    "    design,\n",
    "    \"Q4_Read_T\",\n",
    "    options=dict(\n",
    "        pos_x=\"0mm\", pos_y=\"3mm\", orientation=\"0\", finger_length=\"0um\", finger_count=\"8\"\n",
    "    ),\n",
    ")\n",
    "q5_read_T = CapNInterdigitalTee(\n",
    "    design,\n",
    "    \"Q5_Read_T\",\n",
    "    options=dict(\n",
    "        pos_x=\"3mm\",\n",
    "        pos_y=\"3mm\",\n",
    "        orientation=\"0\",\n",
    "        finger_length=\"50um\",\n",
    "        finger_count=\"11\",\n",
    "    ),\n",
    ")\n",
    "\n",
    "gui.rebuild()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "61751402",
   "metadata": {},
   "source": [
    "We add in the readout resonators to each respective qubit."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "020a31e4",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:52.103489Z",
     "iopub.status.busy": "2026-09-27T06:08:52.100601Z",
     "iopub.status.idle": "2026-09-27T06:08:54.434051Z",
     "shell.execute_reply": "2026-09-27T06:08:54.431879Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 2 Axes>"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "read_q3 = RouteMeander(\n",
    "    design,\n",
    "    \"Read_Q3\",\n",
    "    options=dict(\n",
    "        hfss_wire_bonds=True,\n",
    "        pin_inputs=Dict(\n",
    "            start_pin=Dict(component=\"Q3\", pin=\"readout\"),\n",
    "            end_pin=Dict(component=\"Q3_Read_T\", pin=\"second_end\"),\n",
    "        ),\n",
    "        lead=Dict(\n",
    "            start_straight=\"150um\",\n",
    "            end_straight=\"150um\",\n",
    "            # start_jogged_extension = jogs_start,\n",
    "            # end_jogged_extension = jogs_end\n",
    "        ),\n",
    "        meander=Dict(asymmetry=\"0um\"),\n",
    "        fillet=\"99um\",\n",
    "        total_length=\"5mm\",\n",
    "    ),\n",
    ")\n",
    "\n",
    "read_q4 = RouteMeander(\n",
    "    design,\n",
    "    \"Read_Q4\",\n",
    "    options=dict(\n",
    "        hfss_wire_bonds=True,\n",
    "        pin_inputs=Dict(\n",
    "            start_pin=Dict(component=\"Q4\", pin=\"readout\"),\n",
    "            end_pin=Dict(component=\"Q4_Read_T\", pin=\"second_end\"),\n",
    "        ),\n",
    "        lead=Dict(\n",
    "            start_straight=\"125um\",\n",
    "            end_straight=\"125um\",\n",
    "            # start_jogged_extension = jogs_start,\n",
    "            # end_jogged_extension = jogs_end\n",
    "        ),\n",
    "        meander=Dict(asymmetry=\"0um\"),\n",
    "        fillet=\"99um\",\n",
    "        total_length=\"5.8mm\",\n",
    "    ),\n",
    ")\n",
    "\n",
    "read_q5 = RouteMeander(\n",
    "    design,\n",
    "    \"Read_Q5\",\n",
    "    options=dict(\n",
    "        hfss_wire_bonds=True,\n",
    "        pin_inputs=Dict(\n",
    "            start_pin=Dict(component=\"Q5\", pin=\"readout\"),\n",
    "            end_pin=Dict(component=\"Q5_Read_T\", pin=\"second_end\"),\n",
    "        ),\n",
    "        lead=Dict(\n",
    "            start_straight=\"125um\",\n",
    "            end_straight=\"125um\",\n",
    "            # start_jogged_extension = jogs_start,\n",
    "            # end_jogged_extension = jogs_end\n",
    "        ),\n",
    "        meander=Dict(asymmetry=\"0um\"),\n",
    "        fillet=\"99um\",\n",
    "        total_length=\"5.4mm\",\n",
    "    ),\n",
    ")\n",
    "\n",
    "gui.rebuild()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bb625fab",
   "metadata": {},
   "source": [
    "We complete the layout by connecting the multiplexed readout line to the launchpads on either side of the chip."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "c48dd3d1",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:54.437060Z",
     "iopub.status.busy": "2026-09-27T06:08:54.436569Z",
     "iopub.status.idle": "2026-09-27T06:08:56.820011Z",
     "shell.execute_reply": "2026-09-27T06:08:56.818667Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 2 Axes>"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "mp_tl_01 = RoutePathfinder(\n",
    "    design,\n",
    "    \"ML_TL_01\",\n",
    "    options=dict(\n",
    "        hfss_wire_bonds=True,\n",
    "        pin_inputs=dict(\n",
    "            start_pin=Dict(component=\"Launch_NW\", pin=\"tie\"),\n",
    "            end_pin=Dict(component=\"Q3_Read_T\", pin=\"prime_start\"),\n",
    "        ),\n",
    "    ),\n",
    ")\n",
    "\n",
    "mp_tl_02 = RoutePathfinder(\n",
    "    design,\n",
    "    \"ML_TL_02\",\n",
    "    options=dict(\n",
    "        hfss_wire_bonds=True,\n",
    "        pin_inputs=dict(\n",
    "            start_pin=Dict(component=\"Q3_Read_T\", pin=\"prime_end\"),\n",
    "            end_pin=Dict(component=\"Q4_Read_T\", pin=\"prime_start\"),\n",
    "        ),\n",
    "    ),\n",
    ")\n",
    "\n",
    "mp_tl_03 = RoutePathfinder(\n",
    "    design,\n",
    "    \"ML_TL_03\",\n",
    "    options=dict(\n",
    "        hfss_wire_bonds=True,\n",
    "        pin_inputs=dict(\n",
    "            start_pin=Dict(component=\"Q4_Read_T\", pin=\"prime_end\"),\n",
    "            end_pin=Dict(component=\"Q5_Read_T\", pin=\"prime_start\"),\n",
    "        ),\n",
    "    ),\n",
    ")\n",
    "\n",
    "mp_tl_04 = RoutePathfinder(\n",
    "    design,\n",
    "    \"ML_TL_04\",\n",
    "    options=dict(\n",
    "        hfss_wire_bonds=True,\n",
    "        pin_inputs=dict(\n",
    "            start_pin=Dict(component=\"Q5_Read_T\", pin=\"prime_end\"),\n",
    "            end_pin=Dict(component=\"Launch_NE\", pin=\"tie\"),\n",
    "        ),\n",
    "    ),\n",
    ")\n",
    "\n",
    "gui.rebuild()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "6b48dcca",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:56.822951Z",
     "iopub.status.busy": "2026-09-27T06:08:56.822785Z",
     "iopub.status.idle": "2026-09-27T06:08:59.372685Z",
     "shell.execute_reply": "2026-09-27T06:08:59.371821Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Rebuild the design in the GUI and save a screenshot as a .png file.\n",
    "\n",
    "gui.rebuild()\n",
    "gui.autoscale()\n",
    "gui.screenshot()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "675eb409",
   "metadata": {},
   "source": [
    "With this, the layout is complete.\n",
    "\n",
    "Anyone familiar with chip design will spot choices a real chip would revisit -- a few transmission lines run closer to each other than you would want for crosstalk, and some of the chip is unused. Compacting the layout means moving components and rerouting, which the same code makes easy to iterate on. For this tutorial, we move on to analysis and tuning."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3fb81a2a",
   "metadata": {},
   "source": [
    "## Analyze\n",
    "## Capacitance Extraction and LOM"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "95566cae",
   "metadata": {},
   "source": [
    "First we want to quickly look at the qubit parameters. Initial simulation and analysis is to use a lumped element approximation, by extracting the capacitance matrix of the qubit. We first analyze the qubit `Q_Main`, by first extracting the matrix and then using LOM analysis on it.\n",
    "\n",
    "For starters, let's select the appropriate QAnalysis class."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "1482d0b2",
   "metadata": {},
   "outputs": [],
   "source": [
    "from qiskit_metal.analyses.quantization import LOManalysis\n",
    "\n",
    "c1 = LOManalysis(design, \"q3d\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cc98c4e0",
   "metadata": {},
   "source": [
    "We can check if we wish to change any of the default options for the analysis. You should modify the number of passes and convergence based on the accuracy you require for your simulation.\n",
    "\n",
    "Depending on the complexity of the simulation, it could take a minute, or multiple hours. It is generally best to start with a small number of `max_passes` if you are unsure, so can you get a sense on the timing. As each adaptive pass adds additional tetrahedrons, the simulation time per pass will increase significantly (as well as the amount of system memory necessary)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "c86588c0",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'name': 'Setup',\n",
       " 'reuse_selected_design': True,\n",
       " 'freq_ghz': 5.0,\n",
       " 'save_fields': False,\n",
       " 'enabled': True,\n",
       " 'max_passes': 15,\n",
       " 'min_passes': 2,\n",
       " 'min_converged_passes': 2,\n",
       " 'percent_error': 0.5,\n",
       " 'percent_refinement': 30,\n",
       " 'auto_increase_solution_order': True,\n",
       " 'solution_order': 'High',\n",
       " 'solver_type': 'Iterative'}"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "c1.sim.setup"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "f9338fe7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'name': 'Tune_Q_Main',\n",
       " 'reuse_selected_design': True,\n",
       " 'freq_ghz': 5.0,\n",
       " 'save_fields': False,\n",
       " 'enabled': True,\n",
       " 'max_passes': 16,\n",
       " 'min_passes': 2,\n",
       " 'min_converged_passes': 2,\n",
       " 'percent_error': 0.05,\n",
       " 'percent_refinement': 30,\n",
       " 'auto_increase_solution_order': True,\n",
       " 'solution_order': 'High',\n",
       " 'solver_type': 'Iterative'}"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "c1.sim.setup.name = \"Tune_Q_Main\"\n",
    "c1.sim.setup.max_passes = 16\n",
    "c1.sim.setup.min_converged_passes = 2\n",
    "c1.sim.setup.percent_error = 0.05\n",
    "c1.sim.setup"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "02584fde",
   "metadata": {},
   "source": [
    "Next we will want to run the simulation for Q_Main. To obtain the complete capacitance matrix from this simulation, we will want to terminate the unconnected pins of Q_Main with opens, so that they are regarded as isolated charge islands in the simulation. You will need to list all of the pin names in the call. To recall them, one can look at the GUI, or check the pin dictionary attached to Q_Main: `q_main.pins.keys()`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "67cf8411",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "INFO 09:51AM [connect_project]: Connecting to Ansys Desktop API...\n",
      "INFO 09:51AM [load_ansys_project]: \tOpened Ansys App\n",
      "INFO 09:51AM [load_ansys_project]: \tOpened Ansys Desktop v2020.2.0\n",
      "INFO 09:51AM [load_ansys_project]: \tOpened Ansys Project\n",
      "\tFolder:    C:/Ansoft/\n",
      "\tProject:   Project23\n",
      "INFO 09:51AM [connect_design]: No active design found (or error getting active design).\n",
      "INFO 09:51AM [connect]: \t Connected to project \"Project23\". No design detected\n",
      "INFO 09:51AM [connect_design]: \tOpened active design\n",
      "\tDesign:    Q_Main_q3d [Solution type: Q3D]\n",
      "WARNING 09:51AM [connect_setup]: \tNo design setup detected.\n",
      "WARNING 09:51AM [connect_setup]: \tCreating Q3D default setup.\n",
      "INFO 09:51AM [get_setup]: \tOpened setup `Setup`  (<class 'pyEPR.ansys.AnsysQ3DSetup'>)\n",
      "INFO 09:51AM [get_setup]: \tOpened setup `Tune_Q_Main`  (<class 'pyEPR.ansys.AnsysQ3DSetup'>)\n",
      "INFO 09:51AM [analyze]: Analyzing setup Tune_Q_Main\n",
      "INFO 09:55AM [get_matrix]: Exporting matrix data to (C:\\Temp\\tmpjks6h_rl.txt, C, , Tune_Q_Main:LastAdaptive, \"Original\", \"ohm\", \"nH\", \"fF\", \"mSie\", 5000000000, Maxwell, 1, False\n",
      "INFO 09:55AM [get_matrix]: Exporting matrix data to (C:\\Temp\\tmpmpomn8hh.txt, C, , Tune_Q_Main:AdaptivePass, \"Original\", \"ohm\", \"nH\", \"fF\", \"mSie\", 5000000000, Maxwell, 1, False\n",
      "INFO 09:55AM [get_matrix]: Exporting matrix data to (C:\\Temp\\tmpo1bs65q6.txt, C, , Tune_Q_Main:AdaptivePass, \"Original\", \"ohm\", \"nH\", \"fF\", \"mSie\", 5000000000, Maxwell, 2, False\n",
      "INFO 09:55AM [get_matrix]: Exporting matrix data to (C:\\Temp\\tmp27ap2rm7.txt, C, , Tune_Q_Main:AdaptivePass, \"Original\", \"ohm\", \"nH\", \"fF\", \"mSie\", 5000000000, Maxwell, 3, False\n",
      "INFO 09:55AM [get_matrix]: Exporting matrix data to (C:\\Temp\\tmpid24udcc.txt, C, , Tune_Q_Main:AdaptivePass, \"Original\", \"ohm\", \"nH\", \"fF\", \"mSie\", 5000000000, Maxwell, 4, False\n",
      "INFO 09:55AM [get_matrix]: Exporting matrix data to (C:\\Temp\\tmpanpc3fp0.txt, C, , Tune_Q_Main:AdaptivePass, \"Original\", \"ohm\", \"nH\", \"fF\", \"mSie\", 5000000000, Maxwell, 5, False\n",
      "INFO 09:55AM [get_matrix]: Exporting matrix data to (C:\\Temp\\tmp7xe__y8o.txt, C, , Tune_Q_Main:AdaptivePass, \"Original\", \"ohm\", \"nH\", \"fF\", \"mSie\", 5000000000, Maxwell, 6, False\n",
      "INFO 09:55AM [get_matrix]: Exporting matrix data to (C:\\Temp\\tmpzbj0ejdi.txt, C, , Tune_Q_Main:AdaptivePass, \"Original\", \"ohm\", \"nH\", \"fF\", \"mSie\", 5000000000, Maxwell, 7, False\n",
      "INFO 09:55AM [get_matrix]: Exporting matrix data to (C:\\Temp\\tmp_kgnraw6.txt, C, , Tune_Q_Main:AdaptivePass, \"Original\", \"ohm\", \"nH\", \"fF\", \"mSie\", 5000000000, Maxwell, 8, False\n",
      "INFO 09:55AM [get_matrix]: Exporting matrix data to (C:\\Temp\\tmpa99kh4q1.txt, C, , Tune_Q_Main:AdaptivePass, \"Original\", \"ohm\", \"nH\", \"fF\", \"mSie\", 5000000000, Maxwell, 9, False\n",
      "INFO 09:55AM [get_matrix]: Exporting matrix data to (C:\\Temp\\tmp_e2tr4z4.txt, C, , Tune_Q_Main:AdaptivePass, \"Original\", \"ohm\", \"nH\", \"fF\", \"mSie\", 5000000000, Maxwell, 10, False\n",
      "INFO 09:55AM [get_matrix]: Exporting matrix data to (C:\\Temp\\tmpfth1uezt.txt, C, , Tune_Q_Main:AdaptivePass, \"Original\", \"ohm\", \"nH\", \"fF\", \"mSie\", 5000000000, Maxwell, 11, False\n",
      "INFO 09:55AM [get_matrix]: Exporting matrix data to (C:\\Temp\\tmpzhz29lld.txt, C, , Tune_Q_Main:AdaptivePass, \"Original\", \"ohm\", \"nH\", \"fF\", \"mSie\", 5000000000, Maxwell, 12, False\n",
      "INFO 09:55AM [get_matrix]: Exporting matrix data to (C:\\Temp\\tmp2ly1bynz.txt, C, , Tune_Q_Main:AdaptivePass, \"Original\", \"ohm\", \"nH\", \"fF\", \"mSie\", 5000000000, Maxwell, 13, False\n",
      "INFO 09:55AM [get_matrix]: Exporting matrix data to (C:\\Temp\\tmppd5sj06r.txt, C, , Tune_Q_Main:AdaptivePass, \"Original\", \"ohm\", \"nH\", \"fF\", \"mSie\", 5000000000, Maxwell, 14, False\n",
      "INFO 09:55AM [get_matrix]: Exporting matrix data to (C:\\Temp\\tmpx3ryjtku.txt, C, , Tune_Q_Main:AdaptivePass, \"Original\", \"ohm\", \"nH\", \"fF\", \"mSie\", 5000000000, Maxwell, 15, False\n",
      "INFO 09:55AM [get_matrix]: Exporting matrix data to (C:\\Temp\\tmpqgpyoudh.txt, C, , Tune_Q_Main:AdaptivePass, \"Original\", \"ohm\", \"nH\", \"fF\", \"mSie\", 5000000000, Maxwell, 16, False\n",
      "INFO 09:55AM [get_matrix]: Exporting matrix data to (C:\\Temp\\tmp0ypb80s2.txt, C, , Tune_Q_Main:AdaptivePass, \"Original\", \"ohm\", \"nH\", \"fF\", \"mSie\", 5000000000, Maxwell, 17, False\n"
     ]
    }
   ],
   "source": [
    "c1.sim.run(\n",
    "    name=\"Q_Main\",\n",
    "    components=[\"Q_Main\"],\n",
    "    open_terminations=[\n",
    "        (\"Q_Main\", \"readout\"),\n",
    "        (\"Q_Main\", \"bus_01\"),\n",
    "        (\"Q_Main\", \"bus_02\"),\n",
    "        (\"Q_Main\", \"bus_03\"),\n",
    "        (\"Q_Main\", \"bus_04\"),\n",
    "        (\"Q_Main\", \"bus_05\"),\n",
    "    ],\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4e435710",
   "metadata": {},
   "source": [
    "With the simulation completed, we can look at the capacitance matrix."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "938c6265",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
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       "\n",
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>bus_01_connector_pad_Q_Main</th>\n",
       "      <th>bus_02_connector_pad_Q_Main</th>\n",
       "      <th>bus_03_connector_pad_Q_Main</th>\n",
       "      <th>bus_04_connector_pad_Q_Main</th>\n",
       "      <th>bus_05_connector_pad_Q_Main</th>\n",
       "      <th>ground_main_plane</th>\n",
       "      <th>pad_bot_Q_Main</th>\n",
       "      <th>pad_top_Q_Main</th>\n",
       "      <th>readout_connector_pad_Q_Main</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>bus_01_connector_pad_Q_Main</th>\n",
       "      <td>41.02176</td>\n",
       "      <td>-0.24001</td>\n",
       "      <td>-0.11719</td>\n",
       "      <td>-0.04481</td>\n",
       "      <td>-0.07874</td>\n",
       "      <td>-29.00822</td>\n",
       "      <td>-9.26982</td>\n",
       "      <td>-1.06835</td>\n",
       "      <td>-0.69738</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>bus_02_connector_pad_Q_Main</th>\n",
       "      <td>-0.24001</td>\n",
       "      <td>41.00041</td>\n",
       "      <td>-0.75929</td>\n",
       "      <td>-0.07826</td>\n",
       "      <td>-0.04484</td>\n",
       "      <td>-28.98620</td>\n",
       "      <td>-1.07415</td>\n",
       "      <td>-9.21369</td>\n",
       "      <td>-0.10640</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>bus_03_connector_pad_Q_Main</th>\n",
       "      <td>-0.11719</td>\n",
       "      <td>-0.75929</td>\n",
       "      <td>45.49485</td>\n",
       "      <td>-0.75936</td>\n",
       "      <td>-0.11710</td>\n",
       "      <td>-31.95144</td>\n",
       "      <td>-1.30891</td>\n",
       "      <td>-9.60366</td>\n",
       "      <td>-0.15780</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>bus_04_connector_pad_Q_Main</th>\n",
       "      <td>-0.04481</td>\n",
       "      <td>-0.07826</td>\n",
       "      <td>-0.75936</td>\n",
       "      <td>41.02315</td>\n",
       "      <td>-0.24004</td>\n",
       "      <td>-29.00650</td>\n",
       "      <td>-1.07408</td>\n",
       "      <td>-9.21787</td>\n",
       "      <td>-0.10629</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>bus_05_connector_pad_Q_Main</th>\n",
       "      <td>-0.07874</td>\n",
       "      <td>-0.04484</td>\n",
       "      <td>-0.11710</td>\n",
       "      <td>-0.24004</td>\n",
       "      <td>41.00041</td>\n",
       "      <td>-28.98777</td>\n",
       "      <td>-9.26969</td>\n",
       "      <td>-1.06800</td>\n",
       "      <td>-0.69718</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ground_main_plane</th>\n",
       "      <td>-29.00822</td>\n",
       "      <td>-28.98620</td>\n",
       "      <td>-31.95144</td>\n",
       "      <td>-29.00650</td>\n",
       "      <td>-28.98777</td>\n",
       "      <td>308.85307</td>\n",
       "      <td>-33.31374</td>\n",
       "      <td>-32.77926</td>\n",
       "      <td>-31.47933</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>pad_bot_Q_Main</th>\n",
       "      <td>-9.26982</td>\n",
       "      <td>-1.07415</td>\n",
       "      <td>-1.30891</td>\n",
       "      <td>-1.07408</td>\n",
       "      <td>-9.26969</td>\n",
       "      <td>-33.31374</td>\n",
       "      <td>95.77645</td>\n",
       "      <td>-31.23494</td>\n",
       "      <td>-7.05105</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>pad_top_Q_Main</th>\n",
       "      <td>-1.06835</td>\n",
       "      <td>-9.21369</td>\n",
       "      <td>-9.60366</td>\n",
       "      <td>-9.21787</td>\n",
       "      <td>-1.06800</td>\n",
       "      <td>-32.77926</td>\n",
       "      <td>-31.23494</td>\n",
       "      <td>97.45815</td>\n",
       "      <td>-1.13125</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>readout_connector_pad_Q_Main</th>\n",
       "      <td>-0.69738</td>\n",
       "      <td>-0.10640</td>\n",
       "      <td>-0.15780</td>\n",
       "      <td>-0.10629</td>\n",
       "      <td>-0.69718</td>\n",
       "      <td>-31.47933</td>\n",
       "      <td>-7.05105</td>\n",
       "      <td>-1.13125</td>\n",
       "      <td>42.10847</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                              bus_01_connector_pad_Q_Main  \\\n",
       "bus_01_connector_pad_Q_Main                      41.02176   \n",
       "bus_02_connector_pad_Q_Main                      -0.24001   \n",
       "bus_03_connector_pad_Q_Main                      -0.11719   \n",
       "bus_04_connector_pad_Q_Main                      -0.04481   \n",
       "bus_05_connector_pad_Q_Main                      -0.07874   \n",
       "ground_main_plane                               -29.00822   \n",
       "pad_bot_Q_Main                                   -9.26982   \n",
       "pad_top_Q_Main                                   -1.06835   \n",
       "readout_connector_pad_Q_Main                     -0.69738   \n",
       "\n",
       "                              bus_02_connector_pad_Q_Main  \\\n",
       "bus_01_connector_pad_Q_Main                      -0.24001   \n",
       "bus_02_connector_pad_Q_Main                      41.00041   \n",
       "bus_03_connector_pad_Q_Main                      -0.75929   \n",
       "bus_04_connector_pad_Q_Main                      -0.07826   \n",
       "bus_05_connector_pad_Q_Main                      -0.04484   \n",
       "ground_main_plane                               -28.98620   \n",
       "pad_bot_Q_Main                                   -1.07415   \n",
       "pad_top_Q_Main                                   -9.21369   \n",
       "readout_connector_pad_Q_Main                     -0.10640   \n",
       "\n",
       "                              bus_03_connector_pad_Q_Main  \\\n",
       "bus_01_connector_pad_Q_Main                      -0.11719   \n",
       "bus_02_connector_pad_Q_Main                      -0.75929   \n",
       "bus_03_connector_pad_Q_Main                      45.49485   \n",
       "bus_04_connector_pad_Q_Main                      -0.75936   \n",
       "bus_05_connector_pad_Q_Main                      -0.11710   \n",
       "ground_main_plane                               -31.95144   \n",
       "pad_bot_Q_Main                                   -1.30891   \n",
       "pad_top_Q_Main                                   -9.60366   \n",
       "readout_connector_pad_Q_Main                     -0.15780   \n",
       "\n",
       "                              bus_04_connector_pad_Q_Main  \\\n",
       "bus_01_connector_pad_Q_Main                      -0.04481   \n",
       "bus_02_connector_pad_Q_Main                      -0.07826   \n",
       "bus_03_connector_pad_Q_Main                      -0.75936   \n",
       "bus_04_connector_pad_Q_Main                      41.02315   \n",
       "bus_05_connector_pad_Q_Main                      -0.24004   \n",
       "ground_main_plane                               -29.00650   \n",
       "pad_bot_Q_Main                                   -1.07408   \n",
       "pad_top_Q_Main                                   -9.21787   \n",
       "readout_connector_pad_Q_Main                     -0.10629   \n",
       "\n",
       "                              bus_05_connector_pad_Q_Main  ground_main_plane  \\\n",
       "bus_01_connector_pad_Q_Main                      -0.07874          -29.00822   \n",
       "bus_02_connector_pad_Q_Main                      -0.04484          -28.98620   \n",
       "bus_03_connector_pad_Q_Main                      -0.11710          -31.95144   \n",
       "bus_04_connector_pad_Q_Main                      -0.24004          -29.00650   \n",
       "bus_05_connector_pad_Q_Main                      41.00041          -28.98777   \n",
       "ground_main_plane                               -28.98777          308.85307   \n",
       "pad_bot_Q_Main                                   -9.26969          -33.31374   \n",
       "pad_top_Q_Main                                   -1.06800          -32.77926   \n",
       "readout_connector_pad_Q_Main                     -0.69718          -31.47933   \n",
       "\n",
       "                              pad_bot_Q_Main  pad_top_Q_Main  \\\n",
       "bus_01_connector_pad_Q_Main         -9.26982        -1.06835   \n",
       "bus_02_connector_pad_Q_Main         -1.07415        -9.21369   \n",
       "bus_03_connector_pad_Q_Main         -1.30891        -9.60366   \n",
       "bus_04_connector_pad_Q_Main         -1.07408        -9.21787   \n",
       "bus_05_connector_pad_Q_Main         -9.26969        -1.06800   \n",
       "ground_main_plane                  -33.31374       -32.77926   \n",
       "pad_bot_Q_Main                      95.77645       -31.23494   \n",
       "pad_top_Q_Main                     -31.23494        97.45815   \n",
       "readout_connector_pad_Q_Main        -7.05105        -1.13125   \n",
       "\n",
       "                              readout_connector_pad_Q_Main  \n",
       "bus_01_connector_pad_Q_Main                       -0.69738  \n",
       "bus_02_connector_pad_Q_Main                       -0.10640  \n",
       "bus_03_connector_pad_Q_Main                       -0.15780  \n",
       "bus_04_connector_pad_Q_Main                       -0.10629  \n",
       "bus_05_connector_pad_Q_Main                       -0.69718  \n",
       "ground_main_plane                                -31.47933  \n",
       "pad_bot_Q_Main                                    -7.05105  \n",
       "pad_top_Q_Main                                    -1.13125  \n",
       "readout_connector_pad_Q_Main                      42.10847  "
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "c1.sim.capacitance_matrix"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3b419673",
   "metadata": {},
   "source": [
    "But more importantly, we can use that matrix to run LOM analysis."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "0a0937ac",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[6, 7] [8 0 1 2 3 4]\n",
      "Predicted Values\n",
      "\n",
      "Transmon Properties\n",
      "f_Q 4.963607 [GHz]\n",
      "EC 298.739021 [MHz]\n",
      "EJ 11.671114 [GHz]\n",
      "alpha -351.473280 [MHz]\n",
      "dispersion 85.768110 [KHz]\n",
      "Lq 13.994355 [nH]\n",
      "Cq 64.839966 [fF]\n",
      "T1 139.259252 [us]\n",
      "\n",
      "**Coupling Properties**\n",
      "\n",
      "tCqbus1 3.015572 [fF]\n",
      "gbus1_in_MHz 43.820486 [MHz]\n",
      "χ_bus1 -0.287307 [MHz]\n",
      "1/T1bus1 223.182422 [Hz]\n",
      "T1bus1 713.115943 [us]\n",
      "\n",
      "tCqbus2 4.171076 [fF]\n",
      "gbus2_in_MHz 48.504025 [MHz]\n",
      "χ_bus2 -2.645931 [MHz]\n",
      "1/T1bus2 287.292183 [Hz]\n",
      "T1bus2 553.982853 [us]\n",
      "\n",
      "tCqbus3 -3.999772 [fF]\n",
      "gbus3_in_MHz -47.339949 [MHz]\n",
      "χ_bus3 -1.980823 [MHz]\n",
      "1/T1bus3 204.154172 [Hz]\n",
      "T1bus3 779.582126 [us]\n",
      "\n",
      "tCqbus4 -4.073126 [fF]\n",
      "gbus4_in_MHz -49.034442 [MHz]\n",
      "χ_bus4 -1.716249 [MHz]\n",
      "1/T1bus4 169.570131 [Hz]\n",
      "T1bus4 938.578876 [us]\n",
      "\n",
      "tCqbus5 -4.001869 [fF]\n",
      "gbus5_in_MHz -49.021470 [MHz]\n",
      "χ_bus5 -1.415561 [MHz]\n",
      "1/T1bus5 135.025422 [Hz]\n",
      "T1bus5 1178.703542 [us]\n",
      "\n",
      "tCqbus6 4.171183 [fF]\n",
      "gbus6_in_MHz 51.958983 [MHz]\n",
      "χ_bus6 -1.335697 [MHz]\n",
      "1/T1bus6 123.643673 [Hz]\n",
      "T1bus6 1287.206527 [us]\n",
      "Bus-Bus Couplings\n",
      "gbus1_2 3.325733 [MHz]\n",
      "gbus1_3 1.912509 [MHz]\n",
      "gbus1_4 2.174045 [MHz]\n",
      "gbus1_5 1.979171 [MHz]\n",
      "gbus1_6 3.559683 [MHz]\n",
      "gbus2_3 2.144945 [MHz]\n",
      "gbus2_4 2.034516 [MHz]\n",
      "gbus2_5 1.819268 [MHz]\n",
      "gbus2_6 1.928359 [MHz]\n",
      "gbus3_4 3.378480 [MHz]\n",
      "gbus3_5 1.912662 [MHz]\n",
      "gbus3_6 1.881624 [MHz]\n",
      "gbus4_5 3.496435 [MHz]\n",
      "gbus4_6 2.177719 [MHz]\n",
      "gbus5_6 2.376495 [MHz]\n"
     ]
    },
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>fQ</th>\n",
       "      <th>EC</th>\n",
       "      <th>EJ</th>\n",
       "      <th>alpha</th>\n",
       "      <th>dispersion</th>\n",
       "      <th>gbus</th>\n",
       "      <th>chi_in_MHz</th>\n",
       "      <th>χr MHz</th>\n",
       "      <th>gr MHz</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>5.334856</td>\n",
       "      <td>349.017036</td>\n",
       "      <td>11.671114</td>\n",
       "      <td>-418.169804</td>\n",
       "      <td>304.17916</td>\n",
       "      <td>[46.33925002733205, 44.187331992065, -42.60569...</td>\n",
       "      <td>[-0.5299131495471634, -9.027355440831576, -5.3...</td>\n",
       "      <td>0.529913</td>\n",
       "      <td>46.339250</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>5.293479</td>\n",
       "      <td>343.185353</td>\n",
       "      <td>11.671114</td>\n",
       "      <td>-410.316354</td>\n",
       "      <td>266.531163</td>\n",
       "      <td>[44.48347532561871, 43.91119291374231, -40.557...</td>\n",
       "      <td>[-0.46063358481393896, -7.215266047760587, -4....</td>\n",
       "      <td>0.460634</td>\n",
       "      <td>44.483475</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>5.17092</td>\n",
       "      <td>326.250466</td>\n",
       "      <td>11.671114</td>\n",
       "      <td>-387.687301</td>\n",
       "      <td>177.943279</td>\n",
       "      <td>[43.075350634431345, 44.952056360711815, -42.4...</td>\n",
       "      <td>[-0.3648586676742546, -4.484695488473718, -2.8...</td>\n",
       "      <td>0.364859</td>\n",
       "      <td>43.075351</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5.108373</td>\n",
       "      <td>317.801003</td>\n",
       "      <td>11.671114</td>\n",
       "      <td>-376.493737</td>\n",
       "      <td>143.687618</td>\n",
       "      <td>[43.13448774561514, 43.30507017705921, -44.091...</td>\n",
       "      <td>[-0.3364016456250303, -3.3214019525977982, -2....</td>\n",
       "      <td>0.336402</td>\n",
       "      <td>43.134488</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>5.074637</td>\n",
       "      <td>313.297364</td>\n",
       "      <td>11.671114</td>\n",
       "      <td>-370.553464</td>\n",
       "      <td>127.750448</td>\n",
       "      <td>[43.277211774574475, 45.44982592921459, -43.97...</td>\n",
       "      <td>[-0.3238225188245248, -3.2664264401609686, -2....</td>\n",
       "      <td>0.323823</td>\n",
       "      <td>43.277212</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>5.041406</td>\n",
       "      <td>308.897746</td>\n",
       "      <td>11.671114</td>\n",
       "      <td>-364.767715</td>\n",
       "      <td>113.602489</td>\n",
       "      <td>[43.129687798475445, 46.338514084696286, -45.2...</td>\n",
       "      <td>[-0.3078723909186688, -3.0514480686225833, -2....</td>\n",
       "      <td>0.307872</td>\n",
       "      <td>43.129688</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>5.023692</td>\n",
       "      <td>306.56726</td>\n",
       "      <td>11.671114</td>\n",
       "      <td>-361.709895</td>\n",
       "      <td>106.643367</td>\n",
       "      <td>[43.19413642807277, 46.657953431831764, -45.44...</td>\n",
       "      <td>[-0.3017295453629039, -2.9276804873799436, -2....</td>\n",
       "      <td>0.301730</td>\n",
       "      <td>43.194136</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>5.008631</td>\n",
       "      <td>304.593954</td>\n",
       "      <td>11.671114</td>\n",
       "      <td>-359.124452</td>\n",
       "      <td>101.0268</td>\n",
       "      <td>[43.35990049055785, 46.99778023673387, -46.254...</td>\n",
       "      <td>[-0.2981493080591482, -2.837011006665539, -2.1...</td>\n",
       "      <td>0.298149</td>\n",
       "      <td>43.359900</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>4.995019</td>\n",
       "      <td>302.81687</td>\n",
       "      <td>11.671114</td>\n",
       "      <td>-356.799016</td>\n",
       "      <td>96.177974</td>\n",
       "      <td>[43.46480555843615, 47.44716630141518, -46.470...</td>\n",
       "      <td>[-0.29435169781569703, -2.77574777235584, -2.0...</td>\n",
       "      <td>0.294352</td>\n",
       "      <td>43.464806</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>4.989574</td>\n",
       "      <td>302.107679</td>\n",
       "      <td>11.671114</td>\n",
       "      <td>-355.871761</td>\n",
       "      <td>94.296886</td>\n",
       "      <td>[43.597944296844695, 47.654276741440626, -46.5...</td>\n",
       "      <td>[-0.294078462456382, -2.7551199777315323, -2.0...</td>\n",
       "      <td>0.294078</td>\n",
       "      <td>43.597944</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>4.98144</td>\n",
       "      <td>301.050061</td>\n",
       "      <td>11.671114</td>\n",
       "      <td>-354.489758</td>\n",
       "      <td>91.547639</td>\n",
       "      <td>[43.550558591120705, 48.01342068567195, -46.89...</td>\n",
       "      <td>[-0.2903720998583706, -2.7305526898818075, -2....</td>\n",
       "      <td>0.290372</td>\n",
       "      <td>43.550559</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>4.975829</td>\n",
       "      <td>300.321846</td>\n",
       "      <td>11.671114</td>\n",
       "      <td>-353.538756</td>\n",
       "      <td>89.693095</td>\n",
       "      <td>[43.677893070257284, 48.10303127872349, -47.06...</td>\n",
       "      <td>[-0.28996661844835814, -2.6961457251648193, -2...</td>\n",
       "      <td>0.289967</td>\n",
       "      <td>43.677893</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>4.97308</td>\n",
       "      <td>299.965387</td>\n",
       "      <td>11.671114</td>\n",
       "      <td>-353.073412</td>\n",
       "      <td>88.796586</td>\n",
       "      <td>[43.74422948775013, 48.268028637087, -47.10813...</td>\n",
       "      <td>[-0.28981954135701093, -2.693030802856854, -2....</td>\n",
       "      <td>0.289820</td>\n",
       "      <td>43.744229</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>4.969275</td>\n",
       "      <td>299.47245</td>\n",
       "      <td>11.671114</td>\n",
       "      <td>-352.430083</td>\n",
       "      <td>87.568934</td>\n",
       "      <td>[43.73302237009102, 48.38885048108347, -47.226...</td>\n",
       "      <td>[-0.2882553488551673, -2.6768170445299937, -2....</td>\n",
       "      <td>0.288255</td>\n",
       "      <td>43.733022</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>4.966898</td>\n",
       "      <td>299.164667</td>\n",
       "      <td>11.671114</td>\n",
       "      <td>-352.028505</td>\n",
       "      <td>86.809485</td>\n",
       "      <td>[43.77570019556721, 48.46146286708871, -47.343...</td>\n",
       "      <td>[-0.2879360055703413, -2.6664620128030103, -1....</td>\n",
       "      <td>0.287936</td>\n",
       "      <td>43.775700</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>4.963607</td>\n",
       "      <td>298.739021</td>\n",
       "      <td>11.671114</td>\n",
       "      <td>-351.47328</td>\n",
       "      <td>85.76811</td>\n",
       "      <td>[43.82048616757409, 48.50402461483827, -47.339...</td>\n",
       "      <td>[-0.2873072774566821, -2.6459305257029584, -1....</td>\n",
       "      <td>0.287307</td>\n",
       "      <td>43.820486</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "          fQ          EC         EJ       alpha  dispersion  \\\n",
       "1   5.334856  349.017036  11.671114 -418.169804   304.17916   \n",
       "2   5.293479  343.185353  11.671114 -410.316354  266.531163   \n",
       "3    5.17092  326.250466  11.671114 -387.687301  177.943279   \n",
       "4   5.108373  317.801003  11.671114 -376.493737  143.687618   \n",
       "5   5.074637  313.297364  11.671114 -370.553464  127.750448   \n",
       "6   5.041406  308.897746  11.671114 -364.767715  113.602489   \n",
       "7   5.023692   306.56726  11.671114 -361.709895  106.643367   \n",
       "8   5.008631  304.593954  11.671114 -359.124452    101.0268   \n",
       "9   4.995019   302.81687  11.671114 -356.799016   96.177974   \n",
       "10  4.989574  302.107679  11.671114 -355.871761   94.296886   \n",
       "11   4.98144  301.050061  11.671114 -354.489758   91.547639   \n",
       "12  4.975829  300.321846  11.671114 -353.538756   89.693095   \n",
       "13   4.97308  299.965387  11.671114 -353.073412   88.796586   \n",
       "14  4.969275   299.47245  11.671114 -352.430083   87.568934   \n",
       "15  4.966898  299.164667  11.671114 -352.028505   86.809485   \n",
       "16  4.963607  298.739021  11.671114  -351.47328    85.76811   \n",
       "\n",
       "                                                 gbus  \\\n",
       "1   [46.33925002733205, 44.187331992065, -42.60569...   \n",
       "2   [44.48347532561871, 43.91119291374231, -40.557...   \n",
       "3   [43.075350634431345, 44.952056360711815, -42.4...   \n",
       "4   [43.13448774561514, 43.30507017705921, -44.091...   \n",
       "5   [43.277211774574475, 45.44982592921459, -43.97...   \n",
       "6   [43.129687798475445, 46.338514084696286, -45.2...   \n",
       "7   [43.19413642807277, 46.657953431831764, -45.44...   \n",
       "8   [43.35990049055785, 46.99778023673387, -46.254...   \n",
       "9   [43.46480555843615, 47.44716630141518, -46.470...   \n",
       "10  [43.597944296844695, 47.654276741440626, -46.5...   \n",
       "11  [43.550558591120705, 48.01342068567195, -46.89...   \n",
       "12  [43.677893070257284, 48.10303127872349, -47.06...   \n",
       "13  [43.74422948775013, 48.268028637087, -47.10813...   \n",
       "14  [43.73302237009102, 48.38885048108347, -47.226...   \n",
       "15  [43.77570019556721, 48.46146286708871, -47.343...   \n",
       "16  [43.82048616757409, 48.50402461483827, -47.339...   \n",
       "\n",
       "                                           chi_in_MHz    χr MHz     gr MHz  \n",
       "1   [-0.5299131495471634, -9.027355440831576, -5.3...  0.529913  46.339250  \n",
       "2   [-0.46063358481393896, -7.215266047760587, -4....  0.460634  44.483475  \n",
       "3   [-0.3648586676742546, -4.484695488473718, -2.8...  0.364859  43.075351  \n",
       "4   [-0.3364016456250303, -3.3214019525977982, -2....  0.336402  43.134488  \n",
       "5   [-0.3238225188245248, -3.2664264401609686, -2....  0.323823  43.277212  \n",
       "6   [-0.3078723909186688, -3.0514480686225833, -2....  0.307872  43.129688  \n",
       "7   [-0.3017295453629039, -2.9276804873799436, -2....  0.301730  43.194136  \n",
       "8   [-0.2981493080591482, -2.837011006665539, -2.1...  0.298149  43.359900  \n",
       "9   [-0.29435169781569703, -2.77574777235584, -2.0...  0.294352  43.464806  \n",
       "10  [-0.294078462456382, -2.7551199777315323, -2.0...  0.294078  43.597944  \n",
       "11  [-0.2903720998583706, -2.7305526898818075, -2....  0.290372  43.550559  \n",
       "12  [-0.28996661844835814, -2.6961457251648193, -2...  0.289967  43.677893  \n",
       "13  [-0.28981954135701093, -2.693030802856854, -2....  0.289820  43.744229  \n",
       "14  [-0.2882553488551673, -2.6768170445299937, -2....  0.288255  43.733022  \n",
       "15  [-0.2879360055703413, -2.6664620128030103, -1....  0.287936  43.775700  \n",
       "16  [-0.2873072774566821, -2.6459305257029584, -1....  0.287307  43.820486  "
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "c1.setup.junctions = Dict({\"Lj\": 14, \"Cj\": 2})\n",
    "c1.setup.freq_readout = 7.0\n",
    "c1.setup.freq_bus = [5.6, 5.7, 5.8, 5.9, 6.0]  # list of the bus frequencies\n",
    "\n",
    "c1.run_lom()\n",
    "c1.lumped_oscillator_all"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bbdaa6d8",
   "metadata": {},
   "source": [
    "Which gives us the qubits frequency, anharmonicity, and coupling strength to the different connection pads.\n",
    "\n",
    "We can further check if these parameters converged well. If they have not, we may want to modify our simulation in order to get a more accurate result. We then will want to make modifications to our qubit options, such as `pad_gap` of the qubit, or modifying the size of the connection pads, in order to hit the desired qubit anharmonicity or readout chi values respectively."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "a161f7c2",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "INFO 09:55AM [hfss_report_full_convergence]: Creating report for variation 0\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Design \"Q_Main_q3d\" info:\n",
      "\t# eigenmodes    0\n",
      "\t# variations    1\n"
     ]
    }
   ],
   "source": [
    "c1.plot_convergence()\n",
    "c1.plot_convergence_chi()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8f35dc1f",
   "metadata": {},
   "source": [
    "Once the analysis and tuning is complete, we can stop the analysis and the renderer."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "1f092bd8",
   "metadata": {},
   "outputs": [],
   "source": [
    "c1.sim.close()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "elmer-lom-0",
   "metadata": {},
   "source": [
    "#### Without Ansys: capacitance with ElmerFEM\n",
    "\n",
    "The Q3D run above needs Ansys. The open-source path computes the same capacitance matrix with gmsh (mesh) and [ElmerFEM](https://www.elmerfem.org/) (electrostatics), and LOM 2.0 turns it into qubit parameters; tutorial [4.19](../../tut/4-Analysis/4.19-Analyze-a-transmon-using-ElmerFEM.ipynb) walks through each step on a single transmon.\n",
    "\n",
    "The gmsh and Elmer renderers read a layer stack, which a `MultiPlanar` design carries, so `Q_Main` is copied, with the same options, into a small design of its own: a 2 mm × 2 mm chip centered on the qubit. As in the Q3D run, every connection pad is left open. This needs `pip install \"quantum-metal[mesh]\"` and `ElmerSolver` on your `PATH`; without them the cells below say so and do nothing."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "elmer-lom-1",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "12:18AM 28s INFO [run]: Mesh not exported yet; exporting it now.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "12:18AM 30s INFO [run]: Running ElmerGrid on input mesh from Gmsh...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "12:18AM 32s INFO [run]: Running ElmerSolver for solver type: 'capacitance'\n"
     ]
    },
    {
     "data": {
      "text/html": [
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Q_Main_readout_connector_pad</th>\n",
       "      <th>Q_Main_bus_01_connector_pad</th>\n",
       "      <th>Q_Main_bus_02_connector_pad</th>\n",
       "      <th>Q_Main_bus_03_connector_pad</th>\n",
       "      <th>Q_Main_bus_04_connector_pad</th>\n",
       "      <th>Q_Main_bus_05_connector_pad</th>\n",
       "      <th>Q_Main_pad_top</th>\n",
       "      <th>Q_Main_pad_bot</th>\n",
       "      <th>ground_plane</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Q_Main_readout_connector_pad</th>\n",
       "      <td>53.61</td>\n",
       "      <td>-0.83</td>\n",
       "      <td>-0.12</td>\n",
       "      <td>-0.18</td>\n",
       "      <td>-0.12</td>\n",
       "      <td>-0.83</td>\n",
       "      <td>-1.20</td>\n",
       "      <td>-7.98</td>\n",
       "      <td>-42.36</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Q_Main_bus_01_connector_pad</th>\n",
       "      <td>-0.83</td>\n",
       "      <td>53.83</td>\n",
       "      <td>-0.27</td>\n",
       "      <td>-0.13</td>\n",
       "      <td>-0.05</td>\n",
       "      <td>-0.09</td>\n",
       "      <td>-1.15</td>\n",
       "      <td>-11.49</td>\n",
       "      <td>-39.82</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Q_Main_bus_02_connector_pad</th>\n",
       "      <td>-0.12</td>\n",
       "      <td>-0.27</td>\n",
       "      <td>53.96</td>\n",
       "      <td>-0.90</td>\n",
       "      <td>-0.09</td>\n",
       "      <td>-0.05</td>\n",
       "      <td>-11.54</td>\n",
       "      <td>-1.17</td>\n",
       "      <td>-39.82</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Q_Main_bus_03_connector_pad</th>\n",
       "      <td>-0.18</td>\n",
       "      <td>-0.13</td>\n",
       "      <td>-0.90</td>\n",
       "      <td>57.95</td>\n",
       "      <td>-0.90</td>\n",
       "      <td>-0.13</td>\n",
       "      <td>-10.95</td>\n",
       "      <td>-1.40</td>\n",
       "      <td>-43.35</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Q_Main_bus_04_connector_pad</th>\n",
       "      <td>-0.12</td>\n",
       "      <td>-0.05</td>\n",
       "      <td>-0.09</td>\n",
       "      <td>-0.90</td>\n",
       "      <td>53.86</td>\n",
       "      <td>-0.27</td>\n",
       "      <td>-11.61</td>\n",
       "      <td>-1.16</td>\n",
       "      <td>-39.65</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Q_Main_bus_05_connector_pad</th>\n",
       "      <td>-0.83</td>\n",
       "      <td>-0.09</td>\n",
       "      <td>-0.05</td>\n",
       "      <td>-0.13</td>\n",
       "      <td>-0.27</td>\n",
       "      <td>54.13</td>\n",
       "      <td>-1.16</td>\n",
       "      <td>-11.55</td>\n",
       "      <td>-40.05</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Q_Main_pad_top</th>\n",
       "      <td>-1.20</td>\n",
       "      <td>-1.15</td>\n",
       "      <td>-11.54</td>\n",
       "      <td>-10.95</td>\n",
       "      <td>-11.61</td>\n",
       "      <td>-1.16</td>\n",
       "      <td>105.80</td>\n",
       "      <td>-34.33</td>\n",
       "      <td>-33.85</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Q_Main_pad_bot</th>\n",
       "      <td>-7.98</td>\n",
       "      <td>-11.49</td>\n",
       "      <td>-1.17</td>\n",
       "      <td>-1.40</td>\n",
       "      <td>-1.16</td>\n",
       "      <td>-11.55</td>\n",
       "      <td>-34.33</td>\n",
       "      <td>103.55</td>\n",
       "      <td>-34.47</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>ground_plane</th>\n",
       "      <td>-42.36</td>\n",
       "      <td>-39.82</td>\n",
       "      <td>-39.82</td>\n",
       "      <td>-43.35</td>\n",
       "      <td>-39.65</td>\n",
       "      <td>-40.05</td>\n",
       "      <td>-33.85</td>\n",
       "      <td>-34.47</td>\n",
       "      <td>300.00</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                              Q_Main_readout_connector_pad  \\\n",
       "Q_Main_readout_connector_pad                         53.61   \n",
       "Q_Main_bus_01_connector_pad                          -0.83   \n",
       "Q_Main_bus_02_connector_pad                          -0.12   \n",
       "Q_Main_bus_03_connector_pad                          -0.18   \n",
       "Q_Main_bus_04_connector_pad                          -0.12   \n",
       "Q_Main_bus_05_connector_pad                          -0.83   \n",
       "Q_Main_pad_top                                       -1.20   \n",
       "Q_Main_pad_bot                                       -7.98   \n",
       "ground_plane                                        -42.36   \n",
       "\n",
       "                              Q_Main_bus_01_connector_pad  \\\n",
       "Q_Main_readout_connector_pad                        -0.83   \n",
       "Q_Main_bus_01_connector_pad                         53.83   \n",
       "Q_Main_bus_02_connector_pad                         -0.27   \n",
       "Q_Main_bus_03_connector_pad                         -0.13   \n",
       "Q_Main_bus_04_connector_pad                         -0.05   \n",
       "Q_Main_bus_05_connector_pad                         -0.09   \n",
       "Q_Main_pad_top                                      -1.15   \n",
       "Q_Main_pad_bot                                     -11.49   \n",
       "ground_plane                                       -39.82   \n",
       "\n",
       "                              Q_Main_bus_02_connector_pad  \\\n",
       "Q_Main_readout_connector_pad                        -0.12   \n",
       "Q_Main_bus_01_connector_pad                         -0.27   \n",
       "Q_Main_bus_02_connector_pad                         53.96   \n",
       "Q_Main_bus_03_connector_pad                         -0.90   \n",
       "Q_Main_bus_04_connector_pad                         -0.09   \n",
       "Q_Main_bus_05_connector_pad                         -0.05   \n",
       "Q_Main_pad_top                                     -11.54   \n",
       "Q_Main_pad_bot                                      -1.17   \n",
       "ground_plane                                       -39.82   \n",
       "\n",
       "                              Q_Main_bus_03_connector_pad  \\\n",
       "Q_Main_readout_connector_pad                        -0.18   \n",
       "Q_Main_bus_01_connector_pad                         -0.13   \n",
       "Q_Main_bus_02_connector_pad                         -0.90   \n",
       "Q_Main_bus_03_connector_pad                         57.95   \n",
       "Q_Main_bus_04_connector_pad                         -0.90   \n",
       "Q_Main_bus_05_connector_pad                         -0.13   \n",
       "Q_Main_pad_top                                     -10.95   \n",
       "Q_Main_pad_bot                                      -1.40   \n",
       "ground_plane                                       -43.35   \n",
       "\n",
       "                              Q_Main_bus_04_connector_pad  \\\n",
       "Q_Main_readout_connector_pad                        -0.12   \n",
       "Q_Main_bus_01_connector_pad                         -0.05   \n",
       "Q_Main_bus_02_connector_pad                         -0.09   \n",
       "Q_Main_bus_03_connector_pad                         -0.90   \n",
       "Q_Main_bus_04_connector_pad                         53.86   \n",
       "Q_Main_bus_05_connector_pad                         -0.27   \n",
       "Q_Main_pad_top                                     -11.61   \n",
       "Q_Main_pad_bot                                      -1.16   \n",
       "ground_plane                                       -39.65   \n",
       "\n",
       "                              Q_Main_bus_05_connector_pad  Q_Main_pad_top  \\\n",
       "Q_Main_readout_connector_pad                        -0.83           -1.20   \n",
       "Q_Main_bus_01_connector_pad                         -0.09           -1.15   \n",
       "Q_Main_bus_02_connector_pad                         -0.05          -11.54   \n",
       "Q_Main_bus_03_connector_pad                         -0.13          -10.95   \n",
       "Q_Main_bus_04_connector_pad                         -0.27          -11.61   \n",
       "Q_Main_bus_05_connector_pad                         54.13           -1.16   \n",
       "Q_Main_pad_top                                      -1.16          105.80   \n",
       "Q_Main_pad_bot                                     -11.55          -34.33   \n",
       "ground_plane                                       -40.05          -33.85   \n",
       "\n",
       "                              Q_Main_pad_bot  ground_plane  \n",
       "Q_Main_readout_connector_pad           -7.98        -42.36  \n",
       "Q_Main_bus_01_connector_pad           -11.49        -39.82  \n",
       "Q_Main_bus_02_connector_pad            -1.17        -39.82  \n",
       "Q_Main_bus_03_connector_pad            -1.40        -43.35  \n",
       "Q_Main_bus_04_connector_pad            -1.16        -39.65  \n",
       "Q_Main_bus_05_connector_pad           -11.55        -40.05  \n",
       "Q_Main_pad_top                        -34.33        -33.85  \n",
       "Q_Main_pad_bot                        103.55        -34.47  \n",
       "ground_plane                          -34.47        300.00  "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import copy\n",
    "import shutil\n",
    "import tempfile\n",
    "\n",
    "HAVE_ELMER = shutil.which(\"ElmerSolver\") is not None\n",
    "if not HAVE_ELMER:\n",
    "    print(\n",
    "        \"ElmerSolver not found: install ElmerFEM (https://www.elmerfem.org/) to run this section.\"\n",
    "    )\n",
    "else:\n",
    "    import gmsh\n",
    "    from qiskit_metal.renderers.renderer_elmer.elmer_renderer import QElmerRenderer\n",
    "\n",
    "    q_main_cell = designs.MultiPlanar({}, True)\n",
    "    q_main_cell.chips.main.size.update(\n",
    "        size_x=\"2mm\",\n",
    "        size_y=\"2mm\",\n",
    "        center_x=q_main.options.pos_x,\n",
    "        center_y=q_main.options.pos_y,\n",
    "    )\n",
    "    TransmonPocket6(q_main_cell, \"Q_Main\", options=copy.deepcopy(q_main.options))\n",
    "\n",
    "    elmer = QElmerRenderer(q_main_cell)\n",
    "    if not gmsh.isInitialized():\n",
    "        gmsh.initialize()\n",
    "    gmsh.option.setNumber(\"General.Terminal\", 0)\n",
    "    elmer.options.simulation_dir = tempfile.mkdtemp(\n",
    "        prefix=\"q_main_\"\n",
    "    )  # Elmer's scratch files\n",
    "    elmer.gmsh.options.mesh.min_size = \"5um\"\n",
    "    elmer.gmsh.options.mesh.max_size = \"50um\"\n",
    "    elmer.render_design(\n",
    "        open_pins=[(\"Q_Main\", pin) for pin in q_main.pins], skip_junctions=True\n",
    "    )\n",
    "    elmer.add_solution_setup(\"capacitance\")\n",
    "    elmer.run(\"capacitance\")\n",
    "    elmer_cmat = elmer.capacitance_matrix  # fF\n",
    "    elmer.close()\n",
    "    display(elmer_cmat.round(2))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "elmer-lom-2",
   "metadata": {},
   "source": [
    "The rows match the Q3D matrix above, named differently (`Q_Main_pad_top` for `pad_top_Q_Main`); the `ground_plane` diagonal is a placeholder, because ground is the reference conductor. The values are a little larger than Q3D's, and they come down as the mesh is refined (they also change by about 0.5% from one run to the next, because the mesh does):\n",
    "\n",
    "| mesh `min_size` / `max_size` | readout pad | `pad_top` | `pad_top`–`pad_bot` | solve time |\n",
    "|---|---|---|---|---|\n",
    "| 5 um / 50 um (this cell) | 53.6 fF | 105.8 fF | −34.3 fF | ~1 min |\n",
    "| 3 um / 30 um | 48.4 fF | 100.8 fF | −32.7 fF | ~8 min |\n",
    "| Q3D above (16 passes) | 42.1 fF | 97.5 fF | −31.2 fF | — |\n",
    "\n",
    "For tuning, check convergence the same way as with Q3D: refine the mesh until the entries you care about stop moving.\n",
    "\n",
    "#### LOM 2.0 on the Elmer matrix\n",
    "\n",
    "LOM 2.0 builds the circuit from the matrix: the junction (14 nH, 2 fF, as in `c1.setup`) between the two pads makes the transmon, and each connection pad ends a transmission-line resonator at the frequency used above."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "elmer-lom-3",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "f_Q   = 4.807 GHz\n",
      "alpha = -320 MHz\n",
      "\n",
      "           g (MHz)   chi (MHz)\n",
      "readout       44.0      -0.35\n",
      "bus_01        51.3      -2.39\n",
      "bus_02        51.3      -1.47\n",
      "bus_03        49.1      -1.45\n",
      "bus_04        53.5      -2.07\n",
      "bus_05        55.2      -1.36\n"
     ]
    }
   ],
   "source": [
    "if HAVE_ELMER:\n",
    "    from scipy.constants import speed_of_light\n",
    "    from qiskit_metal.analyses.quantization.lom_core_analysis import (\n",
    "        Cell,\n",
    "        CompositeSystem,\n",
    "        Subsystem,\n",
    "    )\n",
    "\n",
    "    line_freqs = {\n",
    "        \"readout\": 7.0,\n",
    "        \"bus_01\": 5.6,\n",
    "        \"bus_02\": 5.7,\n",
    "        \"bus_03\": 5.8,\n",
    "        \"bus_04\": 5.9,\n",
    "        \"bus_05\": 6.0,\n",
    "    }\n",
    "    junction = (\"Q_Main_pad_top\", \"Q_Main_pad_bot\")\n",
    "    cell = Cell(\n",
    "        dict(\n",
    "            node_rename={f\"Q_Main_{pad}_connector_pad\": pad for pad in line_freqs},\n",
    "            cap_mat=elmer_cmat,\n",
    "            ind_dict={junction: 14},  # nH\n",
    "            jj_dict={junction: \"j1\"},\n",
    "            cj_dict={junction: 2},  # fF\n",
    "        )\n",
    "    )\n",
    "    qubit = Subsystem(name=\"Q_Main\", sys_type=\"TRANSMON\", nodes=[\"j1\"])\n",
    "    lines = [\n",
    "        Subsystem(\n",
    "            name=pad,\n",
    "            sys_type=\"TL_RESONATOR\",\n",
    "            nodes=[pad],\n",
    "            q_opts=dict(f_res=f, Z0=50, vp=0.404314 * speed_of_light),\n",
    "        )\n",
    "        for pad, f in line_freqs.items()\n",
    "    ]\n",
    "    system = CompositeSystem(\n",
    "        subsystems=[qubit, *lines],\n",
    "        cells=[cell],\n",
    "        grd_node=\"ground_plane\",\n",
    "        nodes_force_keep=list(line_freqs),\n",
    "    )\n",
    "    results = system.hamiltonian_results(system.add_interaction(), print_info=False)\n",
    "    chi = results[\"chi_in_MHz\"].to_dataframe()\n",
    "    g = system.compute_gs().to_dataframe()\n",
    "\n",
    "    print(f\"f_Q   = {results['fQ_in_Ghz']['Q_Main']:.3f} GHz\")\n",
    "    print(f\"alpha = {chi.loc['Q_Main', 'Q_Main']:.0f} MHz\")\n",
    "    print(\"\\n           g (MHz)   chi (MHz)\")\n",
    "    for pad in line_freqs:\n",
    "        print(f\"{pad:9s} {abs(g.loc['j1', pad]):8.1f}   {chi.loc['Q_Main', pad]:8.2f}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "elmer-lom-4",
   "metadata": {},
   "source": [
    "The Q3D matrix with LOM 1 above gave 4.96 GHz and −351 MHz, with couplings of 44–52 MHz. The Elmer numbers are lower in frequency and anharmonicity because the coarser Elmer mesh gives the pads more capacitance: a larger total capacitance lowers the charging energy $E_C$, and with it both the frequency and the anharmonicity."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9dc0af12",
   "metadata": {},
   "source": [
    "## Eigenmode and EPR\n",
    "\n",
    "Once each of our qubits have been run through LOM, we can begin to look at the resonant busses and readouts, and larger coupled sections of the chip. One such case could be looking at Q_Main, Q5, and Bus_05. This allows us not only to look at some of the parameters of the individual qubits, but also the bus frequency and if the qubits are coupled (via the bus) to the degree we wish.\n",
    "\n",
    "#### Preparations\n",
    "We will setup the design and simulation in the same manner as we did previously, but with the methods needed for an eigenmode simulation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "fb4a2326",
   "metadata": {},
   "outputs": [],
   "source": [
    "from qiskit_metal.analyses.quantization import EPRanalysis\n",
    "\n",
    "eig_qb = EPRanalysis(design, \"hfss\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f881cd6f",
   "metadata": {},
   "source": [
    "(optional) you can tune the wirebond size by directly modifying the renderer options."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "dd06f8a0",
   "metadata": {},
   "outputs": [],
   "source": [
    "eig_qb.sim.renderer.options[\"wb_size\"] = 5"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "82cb95ed",
   "metadata": {},
   "source": [
    "Review and update the simulation setup by executing following two cells."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "64b8e7f8",
   "metadata": {},
   "outputs": [],
   "source": [
    "em_p = eig_qb.sim.setup"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "9b934c91",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'name': '3Modes',\n",
       " 'reuse_selected_design': True,\n",
       " 'min_freq_ghz': 4,\n",
       " 'n_modes': 3,\n",
       " 'max_delta_f': 0.1,\n",
       " 'max_passes': 10,\n",
       " 'min_passes': 1,\n",
       " 'min_converged': 2,\n",
       " 'pct_refinement': 30,\n",
       " 'basis_order': 1,\n",
       " 'vars': {'Lj1': '13 nH', 'Cj1': '0 fF', 'Lj2': '15 nH', 'Cj2': '0 fF'}}"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "em_p.name = \"3Modes\"\n",
    "em_p.min_freq_ghz = 4\n",
    "em_p.n_modes = 3\n",
    "em_p.max_passes = 10\n",
    "em_p.max_delta_f = 0.1\n",
    "em_p.min_converged = 2\n",
    "# Design variables can also be added in for direct simulation sweeps.\n",
    "em_p.vars = Dict({\"Lj1\": \"13 nH\", \"Cj1\": \"0 fF\", \"Lj2\": \"15 nH\", \"Cj2\": \"0 fF\"})\n",
    "\n",
    "eig_qb.sim.setup"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "13298383",
   "metadata": {},
   "source": [
    "Before we execute the analysis, we want to update the design if needed. For example we may want to modify the junction inductance of the two qubits based on the previous LOM analysis, so they are near the desired frequency. Further, one may want to change the length of the bus after initial simulations to get it to the target frequency:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "98931035",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:59.376468Z",
     "iopub.status.busy": "2026-09-27T06:08:59.376278Z",
     "iopub.status.idle": "2026-09-27T06:08:59.380796Z",
     "shell.execute_reply": "2026-09-27T06:08:59.379729Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'14nH'"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "q_main.options.hfss_inductance"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "86973a26",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:59.384481Z",
     "iopub.status.busy": "2026-09-27T06:08:59.384362Z",
     "iopub.status.idle": "2026-09-27T06:08:59.387749Z",
     "shell.execute_reply": "2026-09-27T06:08:59.386962Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'14nH'"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Q5.options.hfss_inductance"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "58ab0812",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:08:59.392657Z",
     "iopub.status.busy": "2026-09-27T06:08:59.391836Z",
     "iopub.status.idle": "2026-09-27T06:09:01.402962Z",
     "shell.execute_reply": "2026-09-27T06:09:01.400835Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 2 Axes>"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "q_main.options.hfss_inductance = \"13nH\"\n",
    "Q5.options.hfss_inductance = \"15nH\"\n",
    "bus_05.options.total_length = \"7.5mm\"\n",
    "\n",
    "gui.rebuild()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "be69243f",
   "metadata": {},
   "source": [
    "We can now run the simulation on the specified layout. All unconnected pins are left as shorts, as we are only concerned about simulating the resonant mode of the three components listed."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "29613501",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "INFO 09:55AM [connect_project]: Connecting to Ansys Desktop API...\n",
      "INFO 09:55AM [load_ansys_project]: \tOpened Ansys App\n",
      "INFO 09:55AM [load_ansys_project]: \tOpened Ansys Desktop v2020.2.0\n",
      "INFO 09:55AM [load_ansys_project]: \tOpened Ansys Project\n",
      "\tFolder:    C:/Ansoft/\n",
      "\tProject:   Project23\n",
      "INFO 09:55AM [connect_design]: \tOpened active design\n",
      "\tDesign:    Q_Main_q3d [Solution type: Q3D]\n",
      "INFO 09:55AM [get_setup]: \tOpened setup `Setup`  (<class 'pyEPR.ansys.AnsysQ3DSetup'>)\n",
      "INFO 09:55AM [connect]: \tConnected to project \"Project23\" and design \"Q_Main_q3d\" 😀 \n",
      "\n",
      "INFO 09:55AM [connect_design]: \tOpened active design\n",
      "\tDesign:    QMain_Q5_Bus05_hfss [Solution type: Eigenmode]\n",
      "WARNING 09:55AM [connect_setup]: \tNo design setup detected.\n",
      "WARNING 09:55AM [connect_setup]: \tCreating eigenmode default setup.\n",
      "INFO 09:55AM [get_setup]: \tOpened setup `Setup`  (<class 'pyEPR.ansys.HfssEMSetup'>)\n",
      "INFO 09:55AM [get_setup]: \tOpened setup `3Modes`  (<class 'pyEPR.ansys.HfssEMSetup'>)\n",
      "INFO 09:55AM [analyze]: Analyzing setup 3Modes\n",
      "09:59AM 09s INFO [get_f_convergence]: Saved convergences to C:\\workspace\\qiskit-metal\\docs\\circuit-examples\\full-design-flow-examples\\hfss_eig_f_convergence.csv\n"
     ]
    }
   ],
   "source": [
    "eig_qb.sim.run(\n",
    "    name=\"QMain_Q5_Bus05\", components=[\"Q_Main\", \"Q5\", \"Bus_05\"], open_terminations=[]\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "23c8fdfc",
   "metadata": {},
   "source": [
    "Once the simulation is complete, we can check to see if the convergence was good."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "be6ef967",
   "metadata": {},
   "outputs": [],
   "source": [
    "eig_qb.sim.plot_convergences()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1e2e7c65",
   "metadata": {},
   "source": [
    "With the eigenmode simulation complete (and nicely converged) we can run some EPR analysis on the result.\n",
    "\n",
    "At first we need to define the junctions in terms of name, inductance_variable, capacitance_variable, rectancle that was defined in the rendering to represent the junction `port` and line that was defined in the rendering to represent the direction of the current thorugh the junction."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "40958220",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'junctions': {'jj1': {'Lj_variable': 'Lj1',\n",
       "   'Cj_variable': 'Cj1',\n",
       "   'rect': 'JJ_rect_Lj_Q_Main_rect_jj',\n",
       "   'line': 'JJ_Lj_Q_Main_rect_jj_'},\n",
       "  'jj2': {'Lj_variable': 'Lj2',\n",
       "   'Cj_variable': 'Cj2',\n",
       "   'rect': 'JJ_rect_Lj_Q5_rect_jj',\n",
       "   'line': 'JJ_Lj_Q5_rect_jj_'}},\n",
       " 'dissipatives': {'dielectrics_bulk': ['main']},\n",
       " 'cos_trunc': 8,\n",
       " 'fock_trunc': 7,\n",
       " 'sweep_variable': 'Lj1'}"
      ]
     },
     "execution_count": 41,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "eig_qb.del_junction()\n",
    "eig_qb.add_junction(\n",
    "    \"jj1\", \"Lj1\", \"Cj1\", rect=\"JJ_rect_Lj_Q_Main_rect_jj\", line=\"JJ_Lj_Q_Main_rect_jj_\"\n",
    ")\n",
    "eig_qb.add_junction(\n",
    "    \"jj2\", \"Lj2\", \"Cj2\", rect=\"JJ_rect_Lj_Q5_rect_jj\", line=\"JJ_Lj_Q5_rect_jj_\"\n",
    ")\n",
    "eig_qb.setup.sweep_variable = \"Lj1\"\n",
    "eig_qb.setup"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "23466e00",
   "metadata": {},
   "source": [
    "Note in the previous cell output that the dissipatives have alrady been defined by default.\n",
    "\n",
    "Now we can start looking at the EPR values. First we look at the electric field and subtrate participation. Then extract the kerr matrix."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "636906e6",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Design \"QMain_Q5_Bus05_hfss\" info:\n",
      "\t# eigenmodes    3\n",
      "\t# variations    1\n",
      "Design \"QMain_Q5_Bus05_hfss\" info:\n",
      "\t# eigenmodes    3\n",
      "\t# variations    1\n",
      "\n",
      "        energy_elec_all       = 5.30807060349227e-24\n",
      "        energy_elec_substrate = 4.86434514599116e-24\n",
      "        EPR of substrate = 91.6%\n",
      "\n",
      "        energy_mag    = 2.32419129800195e-26\n",
      "        energy_mag % of energy_elec_all  = 0.4%\n",
      "        \n",
      "\n",
      "Variation 0  [1/1]\n",
      "\n",
      "  \u001b[1mMode 0 at 4.81 GHz   [1/3]\u001b[0m\n",
      "    Calculating ℰ_magnetic,ℰ_electric\n",
      "       (ℰ_E-ℰ_H)/ℰ_E       ℰ_E       ℰ_H\n",
      "               99.6%  2.654e-24 1.162e-26\n",
      "\n",
      "    Calculating junction energy participation ration (EPR)\n",
      "\tmethod=`line_voltage`. First estimates:\n",
      "\tjunction        EPR p_0j   sign s_0j    (p_capacitive)\n",
      "\t\tEnergy fraction (Lj over Lj&Cj)= 97.68%\n",
      "\tjj1             3.29205e-06  (+)        7.83062e-08\n",
      "\t\tEnergy fraction (Lj over Lj&Cj)= 97.33%\n",
      "\tjj2             0.994398  (+)        0.0272922\n",
      "\t\t(U_tot_cap-U_tot_ind)/mean=1.41%\n",
      "Calculating Qdielectric_main for mode 0 (0/2)\n",
      "p_dielectric_main_0 = 0.9164055095255939\n",
      "\n",
      "  \u001b[1mMode 1 at 7.39 GHz   [2/3]\u001b[0m\n",
      "    Calculating ℰ_magnetic,ℰ_electric\n",
      "       (ℰ_E-ℰ_H)/ℰ_E       ℰ_E       ℰ_H\n",
      "                0.1%  3.353e-24  3.35e-24\n",
      "\n",
      "    Calculating junction energy participation ration (EPR)\n",
      "\tmethod=`line_voltage`. First estimates:\n",
      "\tjunction        EPR p_1j   sign s_1j    (p_capacitive)\n",
      "\t\tEnergy fraction (Lj over Lj&Cj)= 94.69%\n",
      "\tjj1             0.000383918  (+)        2.15125e-05\n",
      "\t\tEnergy fraction (Lj over Lj&Cj)= 93.93%\n",
      "\tjj2             0.000723443  (+)        4.6774e-05\n",
      "\t\t(U_tot_cap-U_tot_ind)/mean=0.00%\n",
      "Calculating Qdielectric_main for mode 1 (1/2)\n",
      "p_dielectric_main_1 = 0.9185431895828703\n",
      "\n",
      "  \u001b[1mMode 2 at 14.79 GHz   [3/3]\u001b[0m\n",
      "    Calculating ℰ_magnetic,ℰ_electric\n",
      "       (ℰ_E-ℰ_H)/ℰ_E       ℰ_E       ℰ_H\n",
      "                0.0%  2.501e-24 2.501e-24\n",
      "\n",
      "    Calculating junction energy participation ration (EPR)\n",
      "\tmethod=`line_voltage`. First estimates:\n",
      "\tjunction        EPR p_2j   sign s_2j    (p_capacitive)\n",
      "\t\tEnergy fraction (Lj over Lj&Cj)= 81.67%\n",
      "\tjj1             5.19757e-05  (+)        1.16685e-05\n",
      "\t\tEnergy fraction (Lj over Lj&Cj)= 79.43%\n",
      "\tjj2             8.11545e-05  (+)        2.1022e-05\n",
      "\t\t(U_tot_cap-U_tot_ind)/mean=0.00%\n",
      "Calculating Qdielectric_main for mode 2 (2/2)\n",
      "p_dielectric_main_2 = 0.91725087597056\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING 09:59AM [__init__]: <p>Error: <class 'IndexError'></p>\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "ANALYSIS DONE. Data saved to:\n",
      "\n",
      "C:\\data-pyEPR\\Project23\\QMain_Q5_Bus05_hfss\\2021-07-20 09-59-11.npz\n",
      "\n",
      "\n",
      "\t Differences in variations:\n",
      "\n",
      "\n",
      "\n",
      " . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . \n",
      "Variation 0\n",
      "\n",
      "Starting the diagonalization\n",
      "Finished the diagonalization\n",
      "Pm_norm=\n",
      "modes\n",
      "0    1.028611\n",
      "1    1.031457\n",
      "2    1.123854\n",
      "dtype: float64\n",
      "\n",
      "Pm_norm idx =\n",
      "     jj1    jj2\n",
      "0  False   True\n",
      "1  False  False\n",
      "2  False  False\n",
      "*** P (participation matrix, not normlz.)\n",
      "        jj1       jj2\n",
      "0  0.000003  0.967980\n",
      "1  0.000384  0.000723\n",
      "2  0.000052  0.000081\n",
      "\n",
      "*** S (sign-bit matrix)\n",
      "   s_jj1  s_jj2\n",
      "0      1      1\n",
      "1      1      1\n",
      "2      1      1\n",
      "*** P (participation matrix, normalized.)\n",
      "   3.2e-06        1\n",
      "   0.00038  0.00072\n",
      "   5.2e-05  8.1e-05\n",
      "\n",
      "*** Chi matrix O1 PT (MHz)\n",
      "    Diag is anharmonicity, off diag is full cross-Kerr.\n",
      "       264    0.588    0.132\n",
      "     0.588 0.000408 0.000191\n",
      "     0.132 0.000191 2.24e-05\n",
      "\n",
      "*** Chi matrix ND (MHz) \n",
      "       298      0.5    0.116\n",
      "       0.5 0.000317 0.000173\n",
      "     0.116 0.000173 2.28e-05\n",
      "\n",
      "*** Frequencies O1 PT (MHz)\n",
      "0     4550.033083\n",
      "1     7388.261062\n",
      "2    14788.982401\n",
      "dtype: float64\n",
      "\n",
      "*** Frequencies ND (MHz)\n",
      "0     4533.470356\n",
      "1     7388.272216\n",
      "2    14788.988393\n",
      "dtype: float64\n",
      "\n",
      "*** Q_coupling\n",
      "Empty DataFrame\n",
      "Columns: []\n",
      "Index: [0, 1, 2]\n"
     ]
    },
    {
     "data": {
      "text/markdown": [
       "#### Mode frequencies (MHz)"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/markdown": [
       "###### Numerical diagonalization"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
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       "\n",
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
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       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>Lj1</th>\n",
       "      <th>13</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>eigenmode</th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>4550.03</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>7388.26</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>14788.98</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "Lj1              13\n",
       "eigenmode          \n",
       "0           4550.03\n",
       "1           7388.26\n",
       "2          14788.98"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/markdown": [
       "#### Kerr Non-linear coefficient table (MHz)"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/markdown": [
       "###### Numerical diagonalization"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
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       "        vertical-align: middle;\n",
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       "\n",
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       "\n",
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th>0</th>\n",
       "      <th>1</th>\n",
       "      <th>2</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Lj1</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th rowspan=\"3\" valign=\"top\">13</th>\n",
       "      <th>0</th>\n",
       "      <td>297.70</td>\n",
       "      <td>5.00e-01</td>\n",
       "      <td>1.16e-01</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>0.50</td>\n",
       "      <td>3.17e-04</td>\n",
       "      <td>1.73e-04</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>0.12</td>\n",
       "      <td>1.73e-04</td>\n",
       "      <td>2.28e-05</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            0         1         2\n",
       "Lj1                              \n",
       "13  0  297.70  5.00e-01  1.16e-01\n",
       "    1    0.50  3.17e-04  1.73e-04\n",
       "    2    0.12  1.73e-04  2.28e-05"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "eig_qb.run_epr()\n",
    "# (pyEPR allows to switch modes: eprd.set_mode(1))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3b45546e",
   "metadata": {},
   "source": [
    "From the analysis results we can determine the qubits anharmonicities and coupling strength.\n",
    "Once the analysis and tuning is complete, we can close the connection to Ansys."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "12caade9",
   "metadata": {},
   "outputs": [],
   "source": [
    "eig_qb.sim.close()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b735b211",
   "metadata": {},
   "source": [
    "### Rendering to a GDS File"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d65fbf4f",
   "metadata": {},
   "source": [
    "Once all of the tuning is complete, we will want to prepare a GDS file so we can create a mask and fabricate our chip. We first create a gds render instance."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "8e66f101",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:09:01.408066Z",
     "iopub.status.busy": "2026-09-27T06:09:01.406981Z",
     "iopub.status.idle": "2026-09-27T06:09:01.411887Z",
     "shell.execute_reply": "2026-09-27T06:09:01.410439Z"
    }
   },
   "outputs": [],
   "source": [
    "full_chip_gds = design.renderers.gds"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cd624d27",
   "metadata": {},
   "source": [
    "The various options for the gds renderer can also be checked and changed as necessary. A key option is the gds file which holds the cells for your junction ebeam design. Make sure this is pointing at the correct file so they are placed in your final mask at the appropriate locations."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "db64865a",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:09:01.417700Z",
     "iopub.status.busy": "2026-09-27T06:09:01.416540Z",
     "iopub.status.idle": "2026-09-27T06:09:01.422395Z",
     "shell.execute_reply": "2026-09-27T06:09:01.421323Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'short_segments_to_not_fillet': 'True',\n",
       " 'check_short_segments_by_scaling_fillet': '2.0',\n",
       " 'gds_unit': 0.001,\n",
       " 'ground_plane': 'True',\n",
       " 'negative_mask': {'main': []},\n",
       " 'fabricate': 'False',\n",
       " 'corners': 'natural',\n",
       " 'tolerance': '0.00001',\n",
       " 'precision': '0.000000001',\n",
       " 'width_LineString': '10um',\n",
       " 'path_filename': '../resources/Fake_Junctions.GDS',\n",
       " 'junction_pad_overlap': '5um',\n",
       " 'max_points': '199',\n",
       " 'cheese': {'datatype': '100',\n",
       "  'shape': '0',\n",
       "  'cheese_0_x': '25um',\n",
       "  'cheese_0_y': '25um',\n",
       "  'cheese_1_radius': '100um',\n",
       "  'view_in_file': {'main': {1: True}},\n",
       "  'delta_x': '100um',\n",
       "  'delta_y': '100um',\n",
       "  'edge_nocheese': '200um'},\n",
       " 'no_cheese': {'datatype': '99',\n",
       "  'buffer': '25um',\n",
       "  'cap_style': '2',\n",
       "  'join_style': '2',\n",
       "  'view_in_file': {'main': {1: True}}},\n",
       " 'bounding_box_scale_x': '1.2',\n",
       " 'bounding_box_scale_y': '1.2'}"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "full_chip_gds.options"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "15a6c01f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:09:01.426499Z",
     "iopub.status.busy": "2026-09-27T06:09:01.426235Z",
     "iopub.status.idle": "2026-09-27T06:09:01.431739Z",
     "shell.execute_reply": "2026-09-27T06:09:01.429808Z"
    }
   },
   "outputs": [],
   "source": [
    "full_chip_gds.options[\"path_filename\"] = \"../../tut/resources/Fake_Junctions.GDS\"\n",
    "full_chip_gds.options[\"no_cheese\"][\"buffer\"] = \"50um\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "8f939c70",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-09-27T06:09:01.435577Z",
     "iopub.status.busy": "2026-09-27T06:09:01.435404Z",
     "iopub.status.idle": "2026-09-27T06:09:02.841870Z",
     "shell.execute_reply": "2026-09-27T06:09:02.840979Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "11:09PM 01s INFO [import_junction_gds_file]: Rescaling imported junction library from unit=1e-06 to unit=0.001 (scale factor=0.001).\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "1"
      ]
     },
     "execution_count": 30,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "full_chip_gds.export_to_gds(\"Full_Chip_01.gds\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d2cea794",
   "metadata": {},
   "source": [
    "(optional) With the design complete, we can close the GUI."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "475c9737",
   "metadata": {},
   "outputs": [],
   "source": [
    "# gui.main_window.close()"
   ]
  }
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