{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "54383333457ada66",
   "metadata": {},
   "source": [
    "[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/nrao/astrohack/blob/v1.0.1/docs/beamcut_tutorial.ipynb)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f4ce33ae2c4a0b61",
   "metadata": {
    "collapsed": true,
    "jupyter": {
     "outputs_hidden": true
    }
   },
   "source": [
    "![astrohack](astrohack_logo.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "68e9cee71e47e521",
   "metadata": {},
   "source": [
    "# Beam cut analysis tutorial\n",
    "\n",
    "Beam cuts are a commonly used measurement to infer properties of the telescope beam without having to resort to a much more expensive full holography. With that in mind `astrohack.beamcut` was created with an intent to aid VLA operations and in the near future the commissioning of the ngVLA prototype antenna. In this tutorial we go through the astrohack reduction of a calibrated ms."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "cd51135c1a9c538c",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-02-10T16:51:07.392844902Z",
     "start_time": "2026-02-10T16:51:04.832433643Z"
    },
    "execution": {
     "iopub.execute_input": "2026-03-19T21:38:57.408613Z",
     "iopub.status.busy": "2026-03-19T21:38:57.408482Z",
     "iopub.status.idle": "2026-03-19T21:38:59.535647Z",
     "shell.execute_reply": "2026-03-19T21:38:59.535105Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "AstroHACK version 1.0.1 already installed.\n"
     ]
    }
   ],
   "source": [
    "import os\n",
    "\n",
    "try:\n",
    "    import astrohack\n",
    "\n",
    "    print(\"AstroHACK version\", astrohack.__version__, \"already installed.\")\n",
    "except ImportError as e:\n",
    "    print(e)\n",
    "    print(\"Installing AstroHACK\")\n",
    "\n",
    "    os.system(\"pip install astrohack\")\n",
    "\n",
    "    import astrohack\n",
    "\n",
    "    print(\"astrohack version\", astrohack.__version__, \" installed.\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e69e12b1c4a437f2",
   "metadata": {},
   "source": [
    "## Download tutorial data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "fe3dd386e7860dd0",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-02-10T16:51:11.192069726Z",
     "start_time": "2026-02-10T16:51:07.396407775Z"
    },
    "execution": {
     "iopub.execute_input": "2026-03-19T21:38:59.536919Z",
     "iopub.status.busy": "2026-03-19T21:38:59.536751Z",
     "iopub.status.idle": "2026-03-19T21:39:00.424230Z",
     "shell.execute_reply": "2026-03-19T21:39:00.423739Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:38:59,537\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Updating file metadata information ...  \n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "3eda0ff389f3460a82ac91e1dcd9f846",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:38:59,751\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Module path: \u001b[38;2;50;50;205m/export/home/arya/miniforge3/envs/casadev/lib/python3.12/site-packages/toolviper\u001b[0m \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:38:59,755\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Downloading from [cloudflare] .... \n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\">                          \n",
       " <span style=\"font-weight: bold\"> Download List          </span> \n",
       " ──────────────────────── \n",
       "  <span style=\"color: #800080; text-decoration-color: #800080\">kband_beamcut_small.ms</span>  \n",
       "                          \n",
       "</pre>\n"
      ],
      "text/plain": [
       "                          \n",
       " \u001b[1m \u001b[0m\u001b[1mDownload List         \u001b[0m\u001b[1m \u001b[0m \n",
       " ──────────────────────── \n",
       "  \u001b[35mkband_beamcut_small.ms\u001b[0m  \n",
       "                          \n"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "f6165d4485a9476b8b41c1311f199e8f",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Output()"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<pre style=\"white-space:pre;overflow-x:auto;line-height:normal;font-family:Menlo,'DejaVu Sans Mono',consolas,'Courier New',monospace\"></pre>\n"
      ],
      "text/plain": []
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Download data.\n",
    "import toolviper\n",
    "\n",
    "basename = \"kband_beamcut_small\"\n",
    "ms_name = f\"data/{basename}.ms\"\n",
    "\n",
    "toolviper.utils.data.update()\n",
    "toolviper.utils.data.download(file=f\"{basename}.ms\", folder=\"data\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "12afa92538ed8cc",
   "metadata": {},
   "source": [
    "## Starting local Dask client"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "71a7acc19db8e999",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-02-10T16:51:11.261502550Z",
     "start_time": "2026-02-10T16:51:11.194798840Z"
    },
    "execution": {
     "iopub.execute_input": "2026-03-19T21:39:00.432998Z",
     "iopub.status.busy": "2026-03-19T21:39:00.432881Z",
     "iopub.status.idle": "2026-03-19T21:39:01.387109Z",
     "shell.execute_reply": "2026-03-19T21:39:01.386626Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:00,448\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Module path: \u001b[38;2;50;50;205m/export/home/arya/miniforge3/envs/casadev/lib/python3.12/site-packages/toolviper\u001b[0m \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:00,452\u001b[0m] \u001b[38;2;255;160;0m WARNING\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m It is recommended that the local cache directory be set using the \u001b[38;2;50;50;205mdask_local_dir\u001b[0m parameter. \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:01,384\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Client <MenrvaClient: 'tcp://127.0.0.1:39903' processes=4 threads=4, memory=14.90 GiB> \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<MenrvaClient: 'tcp://127.0.0.1:39903' processes=4 threads=4, memory=14.90 GiB>\n"
     ]
    }
   ],
   "source": [
    "from toolviper.dask.client import local_client\n",
    "\n",
    "parallel = True\n",
    "\n",
    "if parallel:\n",
    "    client = local_client(cores=4, memory_limit=\"4GB\")\n",
    "    print(client)\n",
    "else:\n",
    "    client = None"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "344167b8b3df6198",
   "metadata": {},
   "source": [
    "## Extract beam cut data to Astrohack formats\n",
    "\n",
    "In this step we use `astrohack.extract_pointing` and `astrohack.extract_holog` to create an astrohack holog.zarr holography file from the ms. The usage of these functions originally created for holography purposes is needed to simplify the process of creating the beamcuts as `astrohack.extract_pointing` determines which antennas were moving and `astrohack.extract_holog` matches visibilities to pointing data in a convenient way."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "1be3727584b82d6d",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-02-10T16:51:25.630423400Z",
     "start_time": "2026-02-10T16:51:11.267936492Z"
    },
    "execution": {
     "iopub.execute_input": "2026-03-19T21:39:01.388478Z",
     "iopub.status.busy": "2026-03-19T21:39:01.388322Z",
     "iopub.status.idle": "2026-03-19T21:39:05.264502Z",
     "shell.execute_reply": "2026-03-19T21:39:05.263371Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:01,389\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Module path: \u001b[38;2;50;50;205m/export/home/arya/work/Holography-1022/astrohack/src/astrohack\u001b[0m \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:01,391\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Creating output file name: data/kband_beamcut_small.point.zarr \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:02,436\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Consolidating data/kband_beamcut_small.point.zarr... \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:02,538\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Module path: \u001b[38;2;50;50;205m/export/home/arya/work/Holography-1022/astrohack/src/astrohack\u001b[0m \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:02,541\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Creating output file name: data/kband_beamcut_small.holog.zarr \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:02,564\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Pre-processing ddi: 0, scans: [8 ... 13] \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:02,564\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Pre-processing ddi: 1, scans: [8 ... 13] \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:03,854\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m EA15: DDI 0: Suggested cell size 1.64 amin, FOV: (19.72 amin, 19.76 amin) \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:03,856\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m EA17: DDI 0: Suggested cell size 1.64 amin, FOV: (19.73 amin, 19.76 amin) \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:04,844\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Finished extracting holography chunk for DDI 0, map_0. \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:05,154\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m EA15: DDI 1: Suggested cell size 1.63 amin, FOV: (19.72 amin, 19.76 amin) \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:05,155\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m EA17: DDI 1: Suggested cell size 1.63 amin, FOV: (19.73 amin, 19.76 amin) \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:05,212\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Finished extracting holography chunk for DDI 1, map_0. \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:05,213\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Consolidating data/kband_beamcut_small.holog.zarr... \n"
     ]
    }
   ],
   "source": [
    "from astrohack import extract_pointing, extract_holog\n",
    "\n",
    "point_name = f\"data/{basename}.point.zarr\"\n",
    "holog_name = f\"data/{basename}.holog.zarr\"\n",
    "\n",
    "# Extract pointing data to an astrohack file format\n",
    "point_mds = extract_pointing(\n",
    "    ms_name,\n",
    "    point_name,\n",
    "    overwrite=True,\n",
    "    parallel=parallel\n",
    ")\n",
    "\n",
    "# Extract visibilities to an astrohack file format\n",
    "holog_mds = extract_holog(\n",
    "    ms_name,\n",
    "    point_name,\n",
    "    holog_name,\n",
    "    data_column=\"DATA\",  # This applies to this dataset only as it has been split\n",
    "    overwrite=True,\n",
    "    parallel=parallel,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "82a46ba7d5237185",
   "metadata": {},
   "source": [
    "## Running beamcut\n",
    "\n",
    "`astrohack.beamcut` executes the following steps for each antenna & DDI combination:\n",
    "1. Break up visibility data onto different cuts based on scans\n",
    "2. Determine the cut direction based on the L and M distributions in each cut\n",
    "3. Flatten the cut onto a distance from pointing center axis\n",
    "4. Fit multiple gaussians to the multiple lobes present in the beam\n",
    "5. Identify the primary beam and the first sidelobes\n",
    "6. Measure primary beam offset and the first sidelobe ratio\n",
    "7. If a destination is given, plots of the beam cut in the sky, the beam in amplitude and the beam in attenuation are produced along with a table with the properties of all beam lobes as measured with the gaussian fit.\n",
    "\n",
    "The measurements in step 6 are indeed the crux of the matter, as the offset of the primary beam is an important measure of antenna optical alignment and the first sidelobe ratio is linked to focus offsets.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "74f116c53c0cd37c",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-02-10T16:51:28.823857870Z",
     "start_time": "2026-02-10T16:51:25.632170305Z"
    },
    "execution": {
     "iopub.execute_input": "2026-03-19T21:39:05.265954Z",
     "iopub.status.busy": "2026-03-19T21:39:05.265799Z",
     "iopub.status.idle": "2026-03-19T21:39:07.949106Z",
     "shell.execute_reply": "2026-03-19T21:39:07.948552Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:05,266\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Module path: \u001b[38;2;50;50;205m/export/home/arya/work/Holography-1022/astrohack/src/astrohack\u001b[0m \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:05,270\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Creating output file name: data/kband_beamcut_small.beamcut.zarr \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:06,861\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m    worker_2: \u001b[0m processing EA15: DDI 1 \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:07,323\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m    worker_0: \u001b[0m processing EA15: DDI 0 \n",
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:07,324\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m    worker_1: \u001b[0m processing EA17: DDI 0 \n",
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:07,324\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m    worker_3: \u001b[0m processing EA17: DDI 1 \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:07,863\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Consolidating data/kband_beamcut_small.beamcut.zarr... \n"
     ]
    }
   ],
   "source": [
    "from astrohack import beamcut\n",
    "\n",
    "beamcut_name = f\"data/{basename}.beamcut.zarr\"\n",
    "\n",
    "beamcut_mds = beamcut(\n",
    "    holog_name,\n",
    "    beamcut_name,\n",
    "    destination=None,  # This parameter is to be filled with a destination directory for beamcut products.\n",
    "    overwrite=True,\n",
    "    parallel=parallel,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bc8e5bc615d72136",
   "metadata": {},
   "source": [
    "## Interact with a beamcut object\n",
    "\n",
    "The beamcut object is the return of `astrohack.beamcut` and can also be obtained by opening a beamcut.zarr file on disk by using `astrohack.open_beamcut`.\n",
    "This object allows the user to directly manipulate the data contained in the related file on disk, as well as requesting new plots and reports to be generated from the data on disk."
   ]
  },
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     "text": [
      "################################################################################\n",
      "###                               Summary for:                               ###\n",
      "###                  data/kband_beamcut_small.beamcut.zarr                   ###\n",
      "################################################################################\n",
      "\n",
      "Data origin:\n",
      "creation_time:    2026-03-19 15:39:05 MDT\n",
      "creator_function: beamcut\n",
      "origin:           astrohack\n",
      "version:          1.0.1\n",
      "\n",
      "Input Parameters:\n",
      "+--------------+---------------------------------------+\n",
      "| Parameter    | Value                                 |\n",
      "+--------------+---------------------------------------+\n",
      "| ant          | all                                   |\n",
      "| azel_unit    | deg                                   |\n",
      "| beamcut_name | data/kband_beamcut_small.beamcut.zarr |\n",
      "| ddi          | all                                   |\n",
      "| destination  | None                                  |\n",
      "| display      | False                                 |\n",
      "| dpi          | 300                                   |\n",
      "| holog_name   | data/kband_beamcut_small.holog.zarr   |\n",
      "| lm_unit      | amin                                  |\n",
      "| overwrite    | True                                  |\n",
      "| parallel     | True                                  |\n",
      "| phase_scale  | None                                  |\n",
      "| phase_unit   | deg                                   |\n",
      "| y_scale      | None                                  |\n",
      "+--------------+---------------------------------------+\n",
      "\n",
      "Available methods:\n",
      "+------------------------------+-----------------------------------------------+\n",
      "| Methods                      | Description                                   |\n",
      "+------------------------------+-----------------------------------------------+\n",
      "| add_node                     | Add a node to the data tree file structure,   |\n",
      "|                              | however this node is not yet consolidated     |\n",
      "|                              | into the data tree         structure,         |\n",
      "|                              | consolidate must be called to integrate all   |\n",
      "|                              | nodes writen by add_node onto the tree        |\n",
      "|                              | structure.                                    |\n",
      "| consolidate                  | Traverse own file structure on disk           |\n",
      "|                              | consolidating metadata to create a unified    |\n",
      "|                              | data tree entity.                             |\n",
      "| create_beam_fit_report       | Create reports on the parameters of the       |\n",
      "|                              | gaussians fitted to the beamcut.              |\n",
      "| create_from_input_parameters | Create an AstrohackBaseFile object from a     |\n",
      "|                              | filename and initializes xdtree root          |\n",
      "|                              | attributes.                                   |\n",
      "| is_close_to                  | Tests if self and other_mds are close to each |\n",
      "|                              | other.                                        |\n",
      "| items                        | Get children items                            |\n",
      "| keys                         | Get children keys                             |\n",
      "| observation_summary          | Create a Summary of observation information   |\n",
      "| open                         | Open Base file.                               |\n",
      "| plot_beam_cuts_over_sky      | Plot beamcuts contained in the beamcut_mds    |\n",
      "|                              | over the sky                                  |\n",
      "| plot_beamcut_in_amplitude    | Plot beamcuts contained in the beamcut_mds in |\n",
      "|                              | amplitude                                     |\n",
      "| plot_beamcut_in_attenuation  | Plot beamcuts contained in the beamcut_mds in |\n",
      "|                              | attenuation                                   |\n",
      "| plot_beamcut_in_phase        | Plot beamcuts contained in the beamcut_mds in |\n",
      "|                              | phase                                         |\n",
      "| summary                      | Prints summary of this Astrohack File object, |\n",
      "|                              | with available data, attributes and methods   |\n",
      "| values                       | Get children values                           |\n",
      "| write                        | Write mds to disk by saving the data tree to  |\n",
      "|                              | a file                                        |\n",
      "+------------------------------+-----------------------------------------------+\n",
      "\n",
      "Data Contents:\n",
      "+----------+-------+--------------------+\n",
      "| Antenna  | DDI   | Cut                |\n",
      "+----------+-------+--------------------+\n",
      "| ant_ea15 | ddi_0 | ['cut_0', 'cut_1'] |\n",
      "| ant_ea15 | ddi_1 | ['cut_0', 'cut_1'] |\n",
      "| ant_ea17 | ddi_0 | ['cut_0', 'cut_1'] |\n",
      "| ant_ea17 | ddi_1 | ['cut_0', 'cut_1'] |\n",
      "+----------+-------+--------------------+\n"
     ]
    }
   ],
   "source": [
    "from astrohack import open_beamcut\n",
    "\n",
    "beamcut_mds = open_beamcut(beamcut_name)\n",
    "\n",
    "beamcut_mds.summary()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "120508c0b3af71d5",
   "metadata": {},
   "source": [
    "### Observation summary\n",
    "\n",
    "The observation summary contains relevant observation information for each antenna and DDI combination as well as cut timing and direction."
   ]
  },
  {
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      "[\u001b[38;2;128;05;128m2026-03-19 15:39:08,006\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Module path: \u001b[38;2;50;50;205m/export/home/arya/work/Holography-1022/astrohack/src/astrohack\u001b[0m \n"
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     "text": [
      "############################################################\n",
      "###                   ant_ea15, ddi_0                    ###\n",
      "############################################################\n",
      "\n",
      "   General:\n",
      "      Telescope name     => EVLA\n",
      "      Antenna name       => ea15\n",
      "      Station            => N04\n",
      "      Reference antennas => ['ea23 @ N08']\n",
      "      Source             => HOLORASTER\n",
      "      Phase center       => 16h42m58.810s +39°48m36.990s [FK5]\n",
      "      Az el info         => @ l,m = (0,0), Az, El = (294.3, 45.4) [deg]\n",
      "      Start time         => 25 Nov 2025, 23:10:56 (UTC)\n",
      "      Stop time          => 25 Nov 2025, 23:20:42 (UTC)\n",
      "      Duration           => 9 min, 46.05 sec\n",
      "\n",
      "   Spectral:\n",
      "      Channel width      => 128.000 MHz\n",
      "      Frequency range    => 21.315 GHz to 21.443 GHz\n",
      "      Number of channels => 1\n",
      "      Rep. frequency     => 21.380 GHz\n",
      "      Rep. wavelength    => 1.402 cm\n",
      "\n",
      "   Beam:\n",
      "      Cell size          => 1.64 amin\n",
      "      Grid size          => 13 by 13 pixels\n",
      "      L extent           => From -9.87 amin to 9.83 amin\n",
      "      M extent           => From -9.80 amin to 9.89 amin\n",
      "\n",
      "   cut_0:\n",
      "      El. cut (S -> N) at 2025-11-25 23:16 UTC\n",
      "\n",
      "   cut_1:\n",
      "      Az. cut (W -> E) at 2025-11-25 23:19 UTC\n",
      "\n",
      "############################################################\n",
      "###                   ant_ea15, ddi_1                    ###\n",
      "############################################################\n",
      "\n",
      "   General:\n",
      "      Telescope name     => EVLA\n",
      "      Antenna name       => ea15\n",
      "      Station            => N04\n",
      "      Reference antennas => ['ea23 @ N08']\n",
      "      Source             => HOLORASTER\n",
      "      Phase center       => 16h42m58.810s +39°48m36.990s [FK5]\n",
      "      Az el info         => @ l,m = (0,0), Az, El = (294.3, 45.4) [deg]\n",
      "      Start time         => 25 Nov 2025, 23:10:56 (UTC)\n",
      "      Stop time          => 25 Nov 2025, 23:20:42 (UTC)\n",
      "      Duration           => 9 min, 46.05 sec\n",
      "\n",
      "   Spectral:\n",
      "      Channel width      => 128.000 MHz\n",
      "      Frequency range    => 21.443 GHz to 21.571 GHz\n",
      "      Number of channels => 1\n",
      "      Rep. frequency     => 21.508 GHz\n",
      "      Rep. wavelength    => 1.394 cm\n",
      "\n",
      "   Beam:\n",
      "      Cell size          => 1.63 amin\n",
      "      Grid size          => 13 by 13 pixels\n",
      "      L extent           => From -9.87 amin to 9.83 amin\n",
      "      M extent           => From -9.80 amin to 9.89 amin\n",
      "\n",
      "   cut_0:\n",
      "      El. cut (S -> N) at 2025-11-25 23:16 UTC\n",
      "\n",
      "   cut_1:\n",
      "      Az. cut (W -> E) at 2025-11-25 23:19 UTC\n",
      "\n",
      "############################################################\n",
      "###                   ant_ea17, ddi_0                    ###\n",
      "############################################################\n",
      "\n",
      "   General:\n",
      "      Telescope name     => EVLA\n",
      "      Antenna name       => ea17\n",
      "      Station            => W04\n",
      "      Reference antennas => ['ea11 @ W08']\n",
      "      Source             => HOLORASTER\n",
      "      Phase center       => 16h42m58.810s +39°48m36.990s [FK5]\n",
      "      Az el info         => @ l,m = (0,0), Az, El = (294.2, 45.4) [deg]\n",
      "      Start time         => 25 Nov 2025, 23:10:56 (UTC)\n",
      "      Stop time          => 25 Nov 2025, 23:20:42 (UTC)\n",
      "      Duration           => 9 min, 46.05 sec\n",
      "\n",
      "   Spectral:\n",
      "      Channel width      => 128.000 MHz\n",
      "      Frequency range    => 21.315 GHz to 21.443 GHz\n",
      "      Number of channels => 1\n",
      "      Rep. frequency     => 21.380 GHz\n",
      "      Rep. wavelength    => 1.402 cm\n",
      "\n",
      "   Beam:\n",
      "      Cell size          => 1.64 amin\n",
      "      Grid size          => 13 by 13 pixels\n",
      "      L extent           => From -9.88 amin to 9.85 amin\n",
      "      M extent           => From -9.88 amin to 9.87 amin\n",
      "\n",
      "   cut_0:\n",
      "      El. cut (S -> N) at 2025-11-25 23:16 UTC\n",
      "\n",
      "   cut_1:\n",
      "      Az. cut (W -> E) at 2025-11-25 23:19 UTC\n",
      "\n",
      "############################################################\n",
      "###                   ant_ea17, ddi_1                    ###\n",
      "############################################################\n",
      "\n",
      "   General:\n",
      "      Telescope name     => EVLA\n",
      "      Antenna name       => ea17\n",
      "      Station            => W04\n",
      "      Reference antennas => ['ea11 @ W08']\n",
      "      Source             => HOLORASTER\n",
      "      Phase center       => 16h42m58.810s +39°48m36.990s [FK5]\n",
      "      Az el info         => @ l,m = (0,0), Az, El = (294.2, 45.4) [deg]\n",
      "      Start time         => 25 Nov 2025, 23:10:56 (UTC)\n",
      "      Stop time          => 25 Nov 2025, 23:20:42 (UTC)\n",
      "      Duration           => 9 min, 46.05 sec\n",
      "\n",
      "   Spectral:\n",
      "      Channel width      => 128.000 MHz\n",
      "      Frequency range    => 21.443 GHz to 21.571 GHz\n",
      "      Number of channels => 1\n",
      "      Rep. frequency     => 21.508 GHz\n",
      "      Rep. wavelength    => 1.394 cm\n",
      "\n",
      "   Beam:\n",
      "      Cell size          => 1.63 amin\n",
      "      Grid size          => 13 by 13 pixels\n",
      "      L extent           => From -9.88 amin to 9.85 amin\n",
      "      M extent           => From -9.88 amin to 9.87 amin\n",
      "\n",
      "   cut_0:\n",
      "      El. cut (S -> N) at 2025-11-25 23:16 UTC\n",
      "\n",
      "   cut_1:\n",
      "      Az. cut (W -> E) at 2025-11-25 23:19 UTC\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "beamcut_mds.observation_summary(\"data/beamcut_summary.txt\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "16966dd52055f8d7",
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   "source": [
    "### Interacting with datatree\n",
    "\n",
    "Below its is shown how to interact directly with the data tree contained in the beamcut_mds by simply especifying the keys of interest to arrive at the desired xarray dataset."
   ]
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       "  margin-block-start: 0;\n",
       "  margin-block-end: 0;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item > input,\n",
       ".xr-group-box-contents > input,\n",
       ".xr-array-wrap > input {\n",
       "  display: block;\n",
       "  opacity: 0;\n",
       "  height: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-section-item > input + label,\n",
       ".xr-var-item > input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item > input:enabled + label,\n",
       ".xr-var-item > input:enabled + label,\n",
       ".xr-array-wrap > input:enabled + label,\n",
       ".xr-group-box-contents > input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item > input:focus-visible + label,\n",
       ".xr-var-item > input:focus-visible + label,\n",
       ".xr-array-wrap > input:focus-visible + label,\n",
       ".xr-group-box-contents > input:focus-visible + label {\n",
       "  outline: auto;\n",
       "}\n",
       "\n",
       ".xr-section-item > input:enabled + label:hover,\n",
       ".xr-var-item > input:enabled + label:hover,\n",
       ".xr-array-wrap > input:enabled + label:hover,\n",
       ".xr-group-box-contents > input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "  white-space: nowrap;\n",
       "}\n",
       "\n",
       ".xr-section-summary > em {\n",
       "  font-weight: normal;\n",
       "}\n",
       "\n",
       ".xr-span-grid {\n",
       "  grid-column-end: -1;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.3em;\n",
       "}\n",
       "\n",
       ".xr-group-box-contents > input:checked + label > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.6em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: \"►\";\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: \"▼\";\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details,\n",
       ".xr-group-box-contents > label {\n",
       "  padding-top: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  grid-column: 1 / -1;\n",
       "  margin-top: 4px;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in ~ .xr-section-details {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-children {\n",
       "  display: inline-grid;\n",
       "  grid-template-columns: 100%;\n",
       "  grid-column: 1 / -1;\n",
       "  padding-top: 4px;\n",
       "}\n",
       "\n",
       ".xr-group-box {\n",
       "  display: inline-grid;\n",
       "  grid-template-columns: 0px 30px auto;\n",
       "}\n",
       "\n",
       ".xr-group-box-vline {\n",
       "  grid-column-start: 1;\n",
       "  border-right: 0.2em solid;\n",
       "  border-color: var(--xr-border-color);\n",
       "  width: 0px;\n",
       "}\n",
       "\n",
       ".xr-group-box-hline {\n",
       "  grid-column-start: 2;\n",
       "  grid-row-start: 1;\n",
       "  height: 1em;\n",
       "  width: 26px;\n",
       "  border-bottom: 0.2em solid;\n",
       "  border-color: var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-group-box-contents {\n",
       "  grid-column-start: 3;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-group-box-contents > label::before {\n",
       "  content: \"📂\";\n",
       "  padding-right: 0.3em;\n",
       "}\n",
       "\n",
       ".xr-group-box-contents > input:checked + label::before {\n",
       "  content: \"📁\";\n",
       "}\n",
       "\n",
       ".xr-group-box-contents > input:checked + label {\n",
       "  padding-bottom: 0px;\n",
       "}\n",
       "\n",
       ".xr-group-box-contents > input:checked ~ .xr-sections {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-group-box-contents > input + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-group-box-ellipsis {\n",
       "  font-size: 1.4em;\n",
       "  font-weight: 900;\n",
       "  color: var(--xr-font-color2);\n",
       "  letter-spacing: 0.15em;\n",
       "  cursor: default;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: \"(\";\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: \")\";\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: \",\";\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  border-color: var(--xr-background-color-row-odd);\n",
       "  margin-bottom: 0;\n",
       "  padding-top: 2px;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "  border-color: var(--xr-background-color-row-even);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  border-top: 2px dotted var(--xr-background-color);\n",
       "  padding-bottom: 20px !important;\n",
       "  padding-top: 10px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in + label,\n",
       ".xr-var-data-in + label,\n",
       ".xr-index-data-in + label {\n",
       "  padding: 0 1px;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-data > pre,\n",
       ".xr-index-data > pre,\n",
       ".xr-var-data > table > tbody > tr {\n",
       "  background-color: transparent !important;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked + label > .xr-icon-file-text2,\n",
       ".xr-var-data-in:checked + label > .xr-icon-database,\n",
       ".xr-index-data-in:checked + label > .xr-icon-database {\n",
       "  color: var(--xr-font-color0);\n",
       "  filter: drop-shadow(1px 1px 5px var(--xr-font-color2));\n",
       "  stroke-width: 0.8px;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataTree &#x27;cut_0&#x27;&gt;\n",
       "Group: /ant_ea17/ddi_0/cut_0\n",
       "    Dimensions:       (lm_dist: 487, time: 487, lm: 2)\n",
       "    Coordinates:\n",
       "      * lm_dist       (lm_dist) float64 4kB -0.002873 -0.002863 ... 0.002871\n",
       "      * time          (time) float64 4kB 5.271e+09 5.271e+09 ... 5.271e+09 5.271e+09\n",
       "    Dimensions without coordinates: lm\n",
       "    Data variables:\n",
       "        LL_amp_fit    (lm_dist) float64 4kB dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;\n",
       "        LL_amplitude  (lm_dist) float64 4kB dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;\n",
       "        LL_phase      (lm_dist) float64 4kB dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;\n",
       "        LL_weight     (lm_dist) float64 4kB dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;\n",
       "        RR_amp_fit    (lm_dist) float64 4kB dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;\n",
       "        RR_amplitude  (lm_dist) float64 4kB dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;\n",
       "        RR_phase      (lm_dist) float64 4kB dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;\n",
       "        RR_weight     (lm_dist) float64 4kB dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;\n",
       "        lm_offsets    (time, lm) float64 8kB dask.array&lt;chunksize=(487, 2), meta=np.ndarray&gt;\n",
       "    Attributes: (12/19)\n",
       "        LL_amp_fit_pars:           [-0.0020771884159861693, 0.16536998921100482, ...\n",
       "        LL_first_side_lobe_ratio:  0.9506975351868078\n",
       "        LL_fit_succeeded:          True\n",
       "        LL_n_peaks:                5\n",
       "        LL_pb_center:              2.0066879975923337e-05\n",
       "        LL_pb_fwhm:                0.0007089940968873998\n",
       "        ...                        ...\n",
       "        available_corrs:           [&#x27;RR&#x27;, &#x27;LL&#x27;]\n",
       "        direction:                 El. cut (S -&gt; N)\n",
       "        lm_angle:                  8.043802534404685e-06\n",
       "        scan_number:               8\n",
       "        time_string:               2025-11-25 23:16\n",
       "        xlabel:                    Elevation offset</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataTree</div><div class='xr-obj-name'>&#x27;cut_0&#x27;</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-2ad762f6-0967-449b-86e8-c7a4ef362266' class='xr-section-summary-in' type='checkbox' disabled /><label for='section-2ad762f6-0967-449b-86e8-c7a4ef362266' class='xr-section-summary'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>lm_dist</span>: 487</li><li><span class='xr-has-index'>time</span>: 487</li><li><span>lm</span>: 2</li></ul></div></li><li class='xr-section-item'><input id='section-d56f8d6a-d596-4093-bc45-a3665d4c1992' class='xr-section-summary-in' type='checkbox' checked /><label for='section-d56f8d6a-d596-4093-bc45-a3665d4c1992' class='xr-section-summary' title='Expand/collapse section'>Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lm_dist</span></div><div class='xr-var-dims'>(lm_dist)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-0.002873 -0.002863 ... 0.002871</div><input id='attrs-79f3be66-1a09-40ab-ba7d-93b55c231b8a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-79f3be66-1a09-40ab-ba7d-93b55c231b8a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c34b1337-1c14-4a04-ab6f-51d68c614b66' class='xr-var-data-in' type='checkbox'><label for='data-c34b1337-1c14-4a04-ab6f-51d68c614b66' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([-0.002873, -0.002863, -0.002849, ...,  0.002855,  0.002869,  0.002871],\n",
       "      shape=(487,))</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.271e+09 5.271e+09 ... 5.271e+09</div><input id='attrs-e6cc17a1-c473-4444-a059-68224149291f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e6cc17a1-c473-4444-a059-68224149291f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ce3a8ec6-fb11-4bae-8405-0a6d7026a24d' class='xr-var-data-in' type='checkbox'><label for='data-ce3a8ec6-fb11-4bae-8405-0a6d7026a24d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([5.270829e+09, 5.270829e+09, 5.270829e+09, ..., 5.270829e+09,\n",
       "       5.270829e+09, 5.270829e+09], shape=(487,))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-493a94b7-f2ac-43aa-8404-ec6aaf47da9a' class='xr-section-summary-in' type='checkbox' checked /><label for='section-493a94b7-f2ac-43aa-8404-ec6aaf47da9a' class='xr-section-summary' title='Expand/collapse section'>Data variables: <span>(9)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>LL_amp_fit</span></div><div class='xr-var-dims'>(lm_dist)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;</div><input id='attrs-57dbad51-fd53-4d2a-97db-cfb4f2675899' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-57dbad51-fd53-4d2a-97db-cfb4f2675899' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3cea2b4f-06f9-419d-a226-c9d0ff4a6fc9' class='xr-var-data-in' type='checkbox'><label for='data-3cea2b4f-06f9-419d-a226-c9d0ff4a6fc9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (487,) </td>\n",
       "                        <td> (487,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "            </table>\n",
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       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>LL_amplitude</span></div><div class='xr-var-dims'>(lm_dist)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;</div><input id='attrs-09485872-26d8-44ff-ba60-4d2220c19471' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-09485872-26d8-44ff-ba60-4d2220c19471' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-917b4440-454f-48f3-884b-90cbb79dd9de' class='xr-var-data-in' type='checkbox'><label for='data-917b4440-454f-48f3-884b-90cbb79dd9de' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                        <td> 3.80 kiB </td>\n",
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       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (487,) </td>\n",
       "                        <td> (487,) </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "            </table>\n",
       "        </td>\n",
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       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>LL_phase</span></div><div class='xr-var-dims'>(lm_dist)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;</div><input id='attrs-1fc7c262-e672-4baa-b6c2-5c6397bcaa31' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1fc7c262-e672-4baa-b6c2-5c6397bcaa31' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-99883f6a-3c98-422b-9d72-429d9d45512e' class='xr-var-data-in' type='checkbox'><label for='data-99883f6a-3c98-422b-9d72-429d9d45512e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (487,) </td>\n",
       "                        <td> (487,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "        </td>\n",
       "        <td>\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>LL_weight</span></div><div class='xr-var-dims'>(lm_dist)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;</div><input id='attrs-4c603940-e33e-4a9d-a0ec-8d5b68d1cb59' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4c603940-e33e-4a9d-a0ec-8d5b68d1cb59' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5d72c704-fe2e-40c0-9ff8-bd66f8a55580' class='xr-var-data-in' type='checkbox'><label for='data-5d72c704-fe2e-40c0-9ff8-bd66f8a55580' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (487,) </td>\n",
       "                        <td> (487,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
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       "</svg>\n",
       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>RR_amp_fit</span></div><div class='xr-var-dims'>(lm_dist)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;</div><input id='attrs-953de9f4-fb9b-4cba-8457-171c74b4d582' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-953de9f4-fb9b-4cba-8457-171c74b4d582' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-15b08619-e4f0-47a1-837e-7ace359942bd' class='xr-var-data-in' type='checkbox'><label for='data-15b08619-e4f0-47a1-837e-7ace359942bd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (487,) </td>\n",
       "                        <td> (487,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"170\" height=\"75\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
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       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>RR_amplitude</span></div><div class='xr-var-dims'>(lm_dist)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;</div><input id='attrs-5a839e97-238d-4908-b0d4-092330bcc4bb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5a839e97-238d-4908-b0d4-092330bcc4bb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a08f7682-bf9a-4383-a2d0-113ef88d3b05' class='xr-var-data-in' type='checkbox'><label for='data-a08f7682-bf9a-4383-a2d0-113ef88d3b05' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (487,) </td>\n",
       "                        <td> (487,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
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       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "        </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>RR_phase</span></div><div class='xr-var-dims'>(lm_dist)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;</div><input id='attrs-0ba511e5-aefe-45a7-ac91-e2710746faf4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0ba511e5-aefe-45a7-ac91-e2710746faf4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f2add85f-6a4b-42f8-ac3c-b1d2c36a09cc' class='xr-var-data-in' type='checkbox'><label for='data-f2add85f-6a4b-42f8-ac3c-b1d2c36a09cc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
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       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                        <td> 3.80 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (487,) </td>\n",
       "                        <td> (487,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
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       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>RR_weight</span></div><div class='xr-var-dims'>(lm_dist)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(487,), meta=np.ndarray&gt;</div><input id='attrs-b02ed6d2-6f7f-4486-adbb-3552a92b13f4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b02ed6d2-6f7f-4486-adbb-3552a92b13f4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bcc6a440-3d55-4a4b-ac49-7de19af45750' class='xr-var-data-in' type='checkbox'><label for='data-bcc6a440-3d55-4a4b-ac49-7de19af45750' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
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       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
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       "                <tbody>\n",
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       "                        <td> 3.80 kiB </td>\n",
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       "                        <td> (487,) </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
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       "                    <tr>\n",
       "                        <th> Data type </th>\n",
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       "                        <th> Array </th>\n",
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      ],
      "text/plain": [
       "<xarray.DataTree 'cut_0'>\n",
       "Group: /ant_ea17/ddi_0/cut_0\n",
       "    Dimensions:       (lm_dist: 487, time: 487, lm: 2)\n",
       "    Coordinates:\n",
       "      * lm_dist       (lm_dist) float64 4kB -0.002873 -0.002863 ... 0.002871\n",
       "      * time          (time) float64 4kB 5.271e+09 5.271e+09 ... 5.271e+09 5.271e+09\n",
       "    Dimensions without coordinates: lm\n",
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       "        LL_amplitude  (lm_dist) float64 4kB dask.array<chunksize=(487,), meta=np.ndarray>\n",
       "        LL_phase      (lm_dist) float64 4kB dask.array<chunksize=(487,), meta=np.ndarray>\n",
       "        LL_weight     (lm_dist) float64 4kB dask.array<chunksize=(487,), meta=np.ndarray>\n",
       "        RR_amp_fit    (lm_dist) float64 4kB dask.array<chunksize=(487,), meta=np.ndarray>\n",
       "        RR_amplitude  (lm_dist) float64 4kB dask.array<chunksize=(487,), meta=np.ndarray>\n",
       "        RR_phase      (lm_dist) float64 4kB dask.array<chunksize=(487,), meta=np.ndarray>\n",
       "        RR_weight     (lm_dist) float64 4kB dask.array<chunksize=(487,), meta=np.ndarray>\n",
       "        lm_offsets    (time, lm) float64 8kB dask.array<chunksize=(487, 2), meta=np.ndarray>\n",
       "    Attributes: (12/19)\n",
       "        LL_amp_fit_pars:           [-0.0020771884159861693, 0.16536998921100482, ...\n",
       "        LL_first_side_lobe_ratio:  0.9506975351868078\n",
       "        LL_fit_succeeded:          True\n",
       "        LL_n_peaks:                5\n",
       "        LL_pb_center:              2.0066879975923337e-05\n",
       "        LL_pb_fwhm:                0.0007089940968873998\n",
       "        ...                        ...\n",
       "        available_corrs:           ['RR', 'LL']\n",
       "        direction:                 El. cut (S -> N)\n",
       "        lm_angle:                  8.043802534404685e-06\n",
       "        scan_number:               8\n",
       "        time_string:               2025-11-25 23:16\n",
       "        xlabel:                    Elevation offset"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ea17_ddi_0 = beamcut_mds[\"ant_ea17\"][\"ddi_0\"][\"cut_0\"]\n",
    "\n",
    "ea17_ddi_0"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "735fd58637f7a725",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2025-12-30T19:29:14.538870513Z",
     "start_time": "2025-12-30T19:29:14.395954201Z"
    }
   },
   "source": [
    "### Creating beam cut  plots\n",
    "\n",
    "Creating plots from the data in a beamcut_mds can be done by using the plotting methods.\n",
    "\n",
    "#### Beamcut Sky coverage\n",
    "The first of these methods is `plot_beam_cuts_over_sky` which creates a plot of all pointings for each antenna and DDI combination, colored by cut (scan)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "66db2ab621d41558",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-02-10T16:51:30.689149745Z",
     "start_time": "2026-02-10T16:51:29.354772800Z"
    },
    "execution": {
     "iopub.execute_input": "2026-03-19T21:39:08.154401Z",
     "iopub.status.busy": "2026-03-19T21:39:08.154256Z",
     "iopub.status.idle": "2026-03-19T21:39:08.666411Z",
     "shell.execute_reply": "2026-03-19T21:39:08.665817Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:08,155\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Module path: \u001b[38;2;50;50;205m/export/home/arya/work/Holography-1022/astrohack/src/astrohack\u001b[0m \n"
     ]
    },
    {
     "data": {
      "image/png": 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lZ2fbmyjmFxMTow4dOqhv376qXr26vv76a02bNk0REREaOXKkJM/2S15zq6CgoALjOnXqpF9++cX++oUXXtCYMWMcpjE75yTp8ccfV3Z2ttP1vvvuu3rjjTc0a9Ys+3norqKcx+6sNycnR2+99ZZeeukl7dq1SxUqVFCbNm3Up08fdenSRTVq1NDGjRs1bdo0xcXF6eqrr3Y598KOrxEjRujBBx/UsGHD9OSTTyonJ0dTpkxRYmKipL/357Fjx/TMM89owoQJHv3C6+qxmF92drb++9//qk+fPqpTp449fsUVV6h79+765ptv7DFXPzfbtm2rFStW6NZbb7X/XZByOxbfdNNNHt+tytXPh4sp7uPC1f3Yvn17tW/f3v765ptv1m233aZmzZpp3LhxWrZsWaHr8WR+V/e3O9+RsrOzS3R/o3AUFhZp3bq1wxfxgQMHqnnz5ho5cqR69eql1NRUpaam6s0339Sbb75puozk5GRJuX/8p0+frgULFujw4cMOTXnMmm/kP1klKTQ0VP7+/vamR/njx44dK3Q7UlJSlJ6ebtntHl2RkpKi06dPm97R5IorrlBOTo7+/PNPh2YBZnfwKMyF+89Mdna2Fi1apM6dOys+Pt4eb9OmjWbNmqWVK1eqW7dubq33QhkZGfryyy/VvXv3Er/MnpGRofDw8BKfR5ICAgKUlZVVIH7mzBn7eHeZFRaHDx/Wxo0bNWHChELnrVq1aoE7cRWHpKQk9ezZU6Ghofb+C8WtUaNGatSokSRp8ODB6tatm3r37q2NGzfaC/9Fixbp/vvv1+7du1W7dm1JuU0Tc3JyNHbsWA0cOFDVq1f3aL8EBwdLUoF2+5I0b948nTx5UkePHnVoDpqfs3OuatWqpk2kpNymWcOHD9fAgQM1evRop7kVpijnsbvr/eGHH/TMM89o5MiRat68uZKSkrRs2TJNnjxZTz75pKTc93bEiBH2femKix1fw4cP159//qkXXnhB77zzjiSpZcuWevLJJzV16lR7ETh+/HhVq1ZNDz/8sMvrNuPKsXihlJQUZWZm2psv5tewYUOHwiIlJcWlz83k5GRlZmaa3qGoOO5a5MrngyuK+7jwZD/Gxsbqlltu0Weffabs7Gy3/1a5Or+r+9vVfZ33b0nubxSOwqKU+Pj4qHPnznr55Ze1Z88e+5fEO++80+mvmHm38Xz44Ye1YMECjRo1Su3atVNoaKhsNpsGDBignJycAvOZndDOTnLDhf4GrnD2oVHYL41WKsoX1Yv57rvvlJiYqEWLFmnRokUFxi9cuNDjwuKLL77Q6dOnNWjQII+WczGHDh1SWlqaW3+EizJPnsjISNPnceT9kpr/VydXhYaGqnLlyg7LfeqppxQQEHDR212ePXtWx48fd2k9YWFhLn3opqWl6aabblJqaqp++OGHIm1TUdx222164IEHtHv3bnvx/cYbb6h58+b2oiLPzTffrLi4OP3888/q2rWrR/slNDRUkZGR+v333wuMy+tzUZwPCztx4oT69u2rBg0a6N///neRl+PueVyU9TZo0EA7d+5U1apV7bF7771XZ8+e1W+//aasrCw1a9bM9GqPM64eX1OnTtWYMWO0fft2hYaGqmnTpvq///s/e1579uzRm2++qdmzZzsU5WfOnNG5c+eUkJCgkJAQVatWzeXc8pgdi57I+7y72OdmWfncuZjiPC6KYz9GRUXp7NmzOnXqVIF+Vq7wdP78XN3XKH0UFqUo784JGRkZatSokYKDg5WdnX3RX0o//fRTDRkyxOEuTmfOnHH5bhueCAsLU0hIiOmXhfyqVq1qms+BAwccXhdH06mwsDAFBgZq165dBcbt3LlTPj4+Ht11xlULFy5UeHi4Xn/99QLjPvvsM33++eeaO3euR0XNwoULFRQUpJtvvtmTVC8qr1Nq9+7dS3SePFdffbVWrVpVoMnaxo0b7eOLIjIy0v6h+t577+n999/XW2+9ZXqHovzWrVvncjOa+Pj4i3aiP3PmjHr37q3du3drxYoVaty4sUvLLg55zVvyX808evSow5eXPHkdo/P+Nnm6X3r27Kl///vf2rRpk73Dd0nIycnRoEGDlJqaqhUrVhS4gYU73DmPi7peZ8efr6+vWrRo4XbO7h5fF94Nb8WKFapdu7YaNWqk77//Xjk5OXrkkUf0yCOPFJi3bt26evTRR4t0pyizY/FCYWFhCggIcLibW54L/8aHhYW59LmZnZ0tf39/7d27t8A4s1hpKc7j4vDhwx7vx/3798vf39+tAtfd+V3d367ua0kKDw/3iv1dbpVe945Lg7POq2fPnjXq169v+Pr6GmlpaYZhGMbQoUMNX19f47fffiuwnLyOV4ZhGNWqVTOGDh3qMH7mzJmGJIfO13kdlVNSUhymHTJkiFG5cuUC63C1c54rnbdfe+01Q5Lxyy+/2Mfl3S89/2E3Z84cQ5Lx888/X3S9hlF4520/Pz+HjnFJSUlGSEiIaeftC98TZ1ztfHz69GkjODjYuOeee0zH//jjj4YkY9GiRQXGudpRNzk52ahYsaJx1113uZR7YVx5JkXdunWNzMzMEpsnvw0bNhR4XsKZM2eM2NhYo02bNkXZRMMwDKNDhw7G5Zdfbnz//fdGQECA8dRTT7k03/Hjx43ly5e7NOTfXjPnz583br75ZqNixYrG119/7dL6L3ZMnDp1yvjjjz8cjuOjR48WmO7s2bPGNddcYwQEBBgnT560x3v16mX4+voau3btcpi+T58+ho+Pj73Do6f7Zffu3UZgYKDRpEkTIykpqcD4vGdF5F9+UZ5j8cwzzxg+Pj7Gf//734vmVBh3z+PiWq8ninJ85bdo0SJDkvGvf/3LMAzDSElJMT7//PMCQ5MmTYw6deoYn3/+ufHrr7/a5/f0WDTjTudtVz83e/XqVWKdt8vicyzc2Y/536c827ZtMypVqmTcfPPNDnGz/e3O/GZc3d+u7mvDKJn9DddwxcIiS5cu1c6dOyXltv/74IMPtGfPHj311FP2XwJnzJihVatWqU2bNrrvvvvUuHFjHT9+XFu3btWKFSvsTTN69eql9957T6GhoWrcuLHWr1+vFStWWHZru2nTpunbb79Vx44ddf/99+uKK65QYmKiPvnkE61du1ZVqlTRgAEDNHbsWN1666165JFHdPr0ac2ZM0cNGjTQ1q1b7cvK+xXm6aef1oABA1SpUiX17t3brae8StKUKVO0fPlyXXfddRoxYoQqVqyoefPmKSsrSzNnzvR4m/Pvv/zat2+vevXqafHixTp58qTTKwlt27ZVWFiYFi5caL/d4muvvabU1FT7L+pfffWVDh06JCm3uVtoaKjDMj766COdP3++0GZQNptNHTt2dPmpzXnbdf78eR09elTfffedli9frujoaC1evNjeSdfTeS6mTZs26tevn8aNG6fk5GTFxsbqnXfeUUJCgubPn1/kbaxVq5Y2bNigXr166a677tL06dNdyqc4+1g8/vjjWrx4sXr37q3jx48XeM5H/j4Grh4TmzZtUufOnTVx4kRNmjRJUu7tmNPT09WhQwdddtllSkpK0sKFC7Vz507NmjXL4VfDJ554QkuXLtX111+vkSNHqnr16lqyZImWLl2qe++9196Mxp39YqZ+/fr64IMPNHDgQDVs2ND+5G3DMBQfH68PPvhAPj4+BZpkueO3337Tc889pw4dOig5Odnp++vKcePOedy4cWOX1lvS3Dm+vv/+e02ePFndunVT9erVtWHDBi1YsEA9evTQo48+KkmqUaOG+vTpU2A9eb9sXzjO02PRzLPPPqtly5bp+uuv14gRI3T+/Hm9+uqratKkiX799VeHaV393Jw0aZK+/fZbXXvttXrwwQeVnZ2t1157TVdeeaW2bdvmsMyi/h29UN7nQ2lwZz/2799fAQEBat++vcLDw7Vjxw69+eabCgwM1IwZMxzmN9vf7sxvxtX97eq+ltzb3yhmpV3ZlHdmt6Pz9/c3rr76amPOnDn2X/jzHD161HjooYeMqKgoo1KlSkZERIRxww03GG+++aZ9mhMnThh33323UaNGDSMoKMjo3r27sXPnTiM6OtqSKxaGYRgHDhwwBg8ebISFhRl+fn5GvXr1jIceesjhCbDffvutceWVVxq+vr5Gw4YNjffff9/0SZrPPfeccdlllxk+Pj4X/UWnsCd8bt261ejevbsRFBRkBAYGGp07dzbWrVvnME1Rr1g4G/J+Ue7du7fh7+9f6C0Ahw4dalSqVMl+q7zo6Gi3bmHatm1bIzw83OFWkfmdPHnSkGQMGDDA7e3y9fU1IiIijBtvvNF4+eWXjfT09GKdx5Vf9DIzM40xY8YYERERhp+fn9GqVStj2bJlRd5GwzCM0aNHG5KM4cOHFzjXrNKxY8dCj6H8XD0m8s6DiRMn2mMffvih0bVrV6NmzZpGxYoVjapVqxpdu3Y1vvzyS9O8Nm7caNx0001GRESEUalSJaNBgwbG1KlTC9zi0pX9cjF79+41HnzwQSM2Ntbw9/c3AgICjEaNGhnDhw83tm3b5jCtu1csLnZrYMNw/bhx5zz+9NNPXd6vJcmd42vv3r1Gt27djBo1ahh+fn5Go0aNjOnTpxd4crez9Zh9PhTHsWhmzZo1RosWLQxfX1+jXr16xty5c50+idmVz03DyL2y2rx5c8PX19e4/PLLjX//+9/G448/bvj7+9un8eTvqLPPh/zTltaTt/OY7ceXX37ZaN26tVGtWjWjYsWKRmRkpHHnnXcae/bsKTC/2f52Z35nXN3fru5rw3Btf6P42QyjmHrrAihV33zzjXr16qVffvmlyA+0KusuhW1E8eO4gTN9+vTR9u3b7W38OVbKtwv3N4qfe4+LBVBmrVq1SgMGDCjXH4aXwjai+HHcQCr43JU9e/bom2++UadOnewxjpXyw5X9jeLHFQsAAFDuRUZGaujQoapXr54OHDigOXPmKCsrSz///LPpcxTg3djfpYPO2wAAoNzr0aOHPvzwQyUlJcnPz0/t2rXTtGnT+JJZTrG/SwdXLAAAAAB4jD4WAAAAADxGYQEAAADAYxQWAAAAADxGYQEAAADAYxQWAAAAADxGYQEAAADAYxQWAAAAADxGYQEAAADAYxQWAAAAADxGYQEAAADAYxQWAAAAADxGYQEAAADAYxQWAAAAADxGYQEAAADAYxQWAAAAADxGYQEAAADAYxQWAAAAADxWsbQTKA9ycnJ05MgRBQcHy2azlXY6AAAAQLEwDEMnT55UrVq15ONT+DUJCoticOTIEUVFRZV2GgAAAECJ+PPPP1W7du1Cp6GwKAbBwcGSct/wkJCQUs4GAAAAKB7p6emKioqyf98tDIVFMchr/hQSEkJhAQAAgHLHleb+dN4GAAAA4DEKCwAAAAAeo7AAAAAA4DH6WAAAgHIrJydHZ8+eLe00gDKrUqVKqlChQrEsi8ICAACUS2fPnlV8fLxycnJKOxWgTKtSpYoiIiI8fh4bhQUAACh3DMNQYmKiKlSooKioqIs+2Au4FBmGodOnTys5OVmSFBkZ6dHyKCwAAEC5c/78eZ0+fVq1atVSYGBgaacDlFkBAQGSpOTkZIWHh3vULIryHQAAlDvZ2dmSJF9f31LOBCj78orvc+fOebQcCgsAAFBuedpmHLgUFNd5QmEBAAAAwGMUFgAAACgRq1evls1mU2pqammn4tRdd92ladOmlXYaRTZ37lz17t27tNOQRGEBAABQbsTFxalKlSouTbt69Wpdc8018vPzU2xsrOLi4txeX0xMjGw2W4FhxowZbi+ruLhTzPzyyy/65ptv9Mgjj9hj8fHxuuOOO1SrVi35+/urdu3auuWWW7Rz584SzLqgTp06yWazadGiRQ7x2bNnKyYmxv76nnvu0datW/XDDz9Ymp8ZCgsAAIBLTHx8vHr27KnOnTtr27ZtGjVqlO69917997//dXtZkydPVmJiosPw8MMPl0DWxe/VV19Vv379FBQUJCm38/KNN96otLQ0ffbZZ9q1a5c++ugjNW3a1O2rLocOHZJhGB7l5+/vr/HjxxfaqdrX11d33HGHXnnlFY/WVRwoLAAAAApx6JC0alXuvyUtJydHM2fOVGxsrPz8/FSnTh1NnTpVkvkv8du2bZPNZlNCQoJWr16tu+++W2lpafYrB5MmTTJdz9y5c1W3bl3NmjVLV1xxhUaOHKnbbrtNL730kts5BwcHKyIiwmGoXLlyUTbf7u2331aTJk3k5+enyMhIjRw5UpKUkJAgm82mbdu22adNTU2VzWbT6tWrlZCQoM6dO0uSqlatKpvNpqFDh5quIzs7W59++qlDM6Lt27dr3759euONN9S2bVtFR0fr2muv1ZQpU9S2bVu3tmHChAmqV6+eJk6cqP3797v3BvzPwIEDlZqaqrfeeqvQ6Xr37q3FixcrMzOzSOspLl5VWHz//ffq3bu3atWqJZvNpi+++MJhvGEYeuaZZxQZGamAgAB17dpVe/bsuehyX3/9dcXExMjf319t2rTRpk2bSmgLAACAN5k/X4qOlrp0yf13/vySXd+4ceM0Y8YMTZgwQTt27NAHH3ygmjVrujRv+/btNXv2bIWEhNivHIwZM8Z02vXr16tr164Ose7du2v9+vUeb4On5syZo4ceekj333+/fvvtNy1evFixsbEuzRsVFaX//Oc/kqRdu3YpMTFRL7/8sum0v/76q9LS0tSyZUt7LCwsTD4+Pvr000/ttywuqldeeUUTJkzQmjVrVL9+fXXo0EFvv/22Tp486fIyQkJC9PTTT2vy5Mk6deqU0+latmyp8+fPa+PGjR7l7CmvKixOnTqlq666Sq+//rrp+JkzZ+qVV17R3LlztXHjRlWuXFndu3fXmTNnnC7zo48+0ujRozVx4kRt3bpVV111lbp3725/AiEAALg0HTok3X+/lJOT+zonR3rggZK7cnHy5Em9/PLLmjlzpoYMGaLLL79c1113ne69916X5vf19VVoaKhsNpv9ykFeE58LJSUlFShYatasqfT0dLd/9R47dqyCgoIcBk/a+0+ZMkWPP/64Hn30UTVo0ECtWrXSqFGjXJq3QoUKqlatmiQpPDxcERERCg0NNZ32wIEDqlChgsLDw+2xyy67TK+88oqeeeYZVa1aVV26dNFzzz1XpCsOwcHBuueee7R69Wrt379f3bp10/PPP6+IiAjdeeedWr58uUtNpUaMGCF/f3+9+OKLTqcJDAxUaGioDhw44HaexcmrCoubbrpJU6ZM0a233lpgnGEYmj17tsaPH69bbrlFzZo107vvvqsjR44UuLKR34svvqj77rtPd999txo3bqy5c+cqMDBQb7/9dgluCQAAKOv27Pm7qMiTnS3t3Vsy6/vjjz+UlZWlG264oWRWUEKeeOIJbdu2zWHIfxXAHcnJyTpy5Igl70FmZqb8/PwKPMPhoYceUlJSkhYuXKh27drpk08+UZMmTbR8+XLT5SxcuPCiRVV0dLTGjx+vXbt26Y033tCXX36pbt26KS0t7aJ5+vn5afLkyfrXv/6lv/76y+l0AQEBOn369EWXV5K8qrAoTHx8vJKSkhwu64WGhqpNmzZOL+udPXtWW7ZscZjHx8dHXbt2LfRSYFZWltLT0x0GAABQvtSvL/lc8E2pQgXJxVY5bgsICCh0vM//ksn/K3dRn5QcERGho0ePOsSOHj2qkJCQi+ZxoRo1aig2NtZhcHcZeax8D2rUqKHTp0/r7NmzBcYFBwerd+/emjp1qn755Rddf/31mjJliulybr755osWVX/99ZdeffVVtW7dWvfdd5+6dOmi//znP06vplzozjvvVHR0tNMcJOn48eMKCwtzaXklpdwUFklJSZJkelkvb9yF/vrrL2VnZ7s1jyRNnz5doaGh9iEqKsrD7AEArvrpJ+nFF3P/BUpS7drSm2/mFhNS7r/z5uXGS0L9+vUVEBCglStXmo7P+9KYmJhoj+XvxCzlNodypW9Au3btCqxn+fLlateunZtZF6/g4GDFxMR4/B5Iuuj7cPXVV0uSduzYUeh0NptNjRo1ctrHITg42LSoysrK0ieffKKbb75ZtWrV0ttvv61Bgwbp8OHD+vLLL/XPf/7T5Sde+/j4aPr06ZozZ44SEhIKjN+3b5/OnDmj5s2bu7S8klJuCgsrjRs3Tmlpafbhzz//LO2UAOCSMHSo1Lq19Pjjuf86udkLUGyGDZMSEnLvCpWQkPu6pPj7+2vs2LF68skn9e6772rfvn3asGGD5v+vx3hsbKyioqI0adIk7dmzR19//bVmzZrlsIyYmBhlZGRo5cqV+uuvv5w2jRk+fLj279+vJ598Ujt37tQbb7yhjz/+WI899pjbeZ88eVJJSUkOg7PWHIcPH1ajRo0KvVHOpEmTNGvWLL3yyivas2ePtm7dqldffVVS7hWNtm3basaMGfrjjz+0Zs0ajR8/3mH+6Oho2Ww2LVmyRCkpKcrIyDBdT1hYmK655hqtXbvWHtu2bZtuueUWffrpp9qxY4f27t2r+fPn6+2339Ytt9zi1vsyYsQIPfzww6pfv742b96sn3/+WY8++miRryr07NlTbdq00bx58wqM++GHH1SvXj1dfvnlRVp2sTG8lCTj888/t7/et2+fIcn4+eefHabr0KGD8cgjj5guIysry6hQoYLDcgzDMAYPHmzcfPPNLueSlpZmSDLS0tJcngcA4J5NmwxDKjhs2lTamaEsyszMNHbs2GFkZmaWdipuyc7ONqZMmWJER0cblSpVMurUqWNMmzbNPn7t2rVG06ZNDX9/f+P66683PvnkE0OSER8fb59m+PDhRvXq1Q1JxsSJE52ua9WqVcbVV19t+Pr6GvXq1TMWLFjgMH7BggXGxb4qRkdHG5IKDA888IB9HZKMEydOGIZhGPHx8YYkY9WqVYUud+7cuUbDhg2NSpUqGZGRkcbDDz9sH7djxw6jXbt2RkBAgHH11Vcb3377bYFlTp482YiIiDBsNpsxZMgQp+t54403jLZt29pfp6SkGI888ohx5ZVXGkFBQUZwcLDRtGlT41//+peRnZ1daM4X2rNnj3Hu3Dm35smvY8eOxqOPPuoQW7dunSHJiI6Odoh369bNmD59epHXVdj54s73XJthePjkjlJis9n0+eefq0+fPpJy29rVqlVLY8aM0eOPPy5JSk9PV3h4uOLi4jRgwADT5bRp00atW7e2V8I5OTmqU6eORo4cqaeeesqlXNLT0xUaGqq0tDSFhIR4vnEAgAKeeUZ67rmC8YkTJSe36scl7MyZM4qPj1fdunXl7+9f2ul4pYkTJ2rNmjVavXp1aadSYjIzM9WwYUN99NFHpd4MrKi2b9+uLl26aPfu3S732bhQYeeLO99zKxZp7aUkIyNDe/PdiiE+Pl7btm1TtWrVVKdOHY0aNUpTpkxR/fr1VbduXU2YMEG1atWyFx+SdMMNN+jWW2+1P2hl9OjRGjJkiFq2bKnWrVtr9uzZOnXqlO6++26rNw8AUIjISPN4RIS1eQCXiqVLl+q1114r7TRKVEBAgN59991C77ZU1iUmJurdd98tclFRnLyqsNi8ebP9aYpSblEgSUOGDFFcXJyefPJJnTp1Svfff79SU1N13XXXadmyZQ6V1759+xwOnv79+yslJUXPPPOMkpKSdPXVV2vZsmUuP4wGAGANZ/fJKKmOtMCl7lJ5YHCnTp1KOwWPXPigw9LktU2hyhKaQgFAyaMpFNxBUyjAdcXVFIq7QgEAvAJNoQCgbKOwAAB4BWcP8m3Rwto8AADmKCwAAF4hPt48bvKsKABAKaCwAAB4hWPH3IsDAKxFYQEAAADAYxQWAAAAADxGYQEAAAD8z8qVK3XFFVcoOzu7tFMpFgMGDNCsWbMsWReFBQDAK5w44V4cuBTFxcWpSpUqF50uMTFRd9xxhxo0aCAfHx+NGjXKo/V++OGHqlChgh566CGPllNSYmJiNHv2bJemffLJJzV+/HhVqFBBO3fulM1m04YNGxymadu2rfz9/XXmzBl77MyZM/L399f8+fOLM/VCxcXFyWazFRjyP4ti/Pjxmjp1qtLS0ko8HwoLAIBX2LfPPL5/v7V5AOVBVlaWwsLCNH78eF111VUeL2/+/Pl68skn9eGHHzp82fY2a9eu1b59+9S3b19JUqNGjRQREaHVq1fbpzl58qS2bt2qsLAwh4Jj/fr1ysrKUpcuXVxeX2pqqtLT0z3KOSQkRImJiQ7DgQMH7OOvvPJKXX755Xr//fc9Wo8rKCwAAF4hONi9OFBsDh2SVq3K/beE5eTkaObMmYqNjZWfn5/q1KmjqVOnSpJWr14tm82m1NRU+/Tbtm2TzWZTQkKCVq9erbvvvltpaWn2X64nOXksfUxMjF5++WUNHjxYoaGhHuUcHx+vdevW6amnnlKDBg302WefOYzv1KmT6a/qCW7cK3r79u3q1auXQkJCFBwcrOuvv177/vdrQ6dOnQpccenTp4+GDh1qH3/gwAE99thj9nU7s2jRIt14440Ov/h37tzZobBYu3atGjRooN69ezvEV69erejoaNWtW9fl7frll18UERGhO++8U8uXL1dOTo7L8+ax2WyKiIhwGGrWrOkwTe/evbVo0SK3l+0uCgsAgFfo2tU87saPg4D75s+XoqNzD7To6NzXJWjcuHGaMWOGJkyYoB07duiDDz4o8CXRmfbt22v27NkOv2CPGTOmRPOVpAULFqhnz54KDQ3VnXfeWaAp0Geffebwa/o///lPNWzY0OXtOnz4sDp06CA/Pz9999132rJli+655x6dP3/epfk/++wz1a5dW5MnT7bn4MwPP/yglhc8jbNz585au3atfX2rVq1Sp06d1LFjR61atco+3apVq9S5c2eXcsrToUMHLV26VH5+frrtttsUHR2t//u//9OuXbvcWs7FtG7dWps2bVJWVlaxLvdCFBYAAK9QubJ5PCjI2jxwCTl0SLr/finvV+ScHOmBB0rsysXJkyf18ssva+bMmRoyZIguv/xyXXfddbr33ntdmt/X11ehoaEOv2AHlfAJkpOTo7i4ON15552ScjsKr127VvH5nmhZrVo1ez4ffvihvvvuOy1evFgBAQEureP1119XaGioFi1apJYtW6pBgwa6++671bBhQ5fmr1atmipUqKDg4GB7Hs4cOHBAtWrVcoh17txZp06d0k8//SQp98pEx44d1aFDB23cuFFnzpxRZmamNm3a5HZhYbPZ1LFjR82fP19JSUmaOXOmfv75Z1155ZVq27at5s6de9G+EWlpaQoKCnIYbrrpJodpatWqpbNnzyopKcmt/NxFYQEA8Ar160sXtmDw8ZFiY0snH1wC9uz5u6jIk50t7d1bIqv7448/lJWVpRtuuKFEll8Sli9frlOnTukf//iHJKlGjRq68cYb9fbbbxeYdunSpXrqqaf00UcfqUGDBi6vY9u2bbr++utVqVKlYsvbmczMTIdmUJIUGxur2rVra/Xq1UpPT9fPP/+sjh07KjIyUnXq1NH69evt/SsKKyzyf/EfPnx4gfEBAQEaOHCgli5dqu3bt+vcuXN68MEHtWDBgkJzDg4O1rZt2xyGf//73wWWLUmnT5929a0okoolunQAAIqRYRT+GihW9evnVq/5i4sKFUqsmr3YL/g+Prm/Bxv5Dvxz586VSC6umj9/vo4fP+6Qe05Ojn799Vc9++yz9px37NihAQMGaMaMGerWrZtb63DlfTEu+GNQ1PelRo0aOmFyq7lOnTpp1apVatasmerXr6/w8HBJsjeHMgxDsbGxioqKcrrsbdu22f8fEhJSYPz58+f17bff6r333tOXX36pevXqaebMmRo0aFChOfv4+Cj2Isfk8ePHJUlhYWGFTucprlgAALzCunUFY4YhrV9vfS64RNSuLb35Zm4xIeX+O29ebrwE1K9fXwEBAVq5cqXp+Lwvhfn7COT/sirlNoey6vkLx44d05dffqlFixY5/Fr+888/68SJE/r2228lSX/99Zd69+6tvn376rHHHnN7Pc2aNdMPP/zgtFgICwtzeE+ys7P1+++/O0zj6vvSvHlz7dixo0C8c+fOWrdunZYvX65OnTrZ4x06dNDq1au1evXqizaDio2NtQ95hYkkbd26VY899phq166twYMHq0aNGvr+++/1+++/64knniiWYuD3339X7dq1VaNGDY+XVRgKCwCAV3DW+qSEWqUAuYYNkxIScu8KlZCQ+7qE+Pv7a+zYsXryySf17rvvat++fdqwYYO9M3TeL+KTJk3Snj179PXXXxd48FlMTIwyMjK0cuVK/fXXX4U2fckrBDIyMpSSkqJt27aZfql25r333lP16tV1++2368orr7QPV111lf7xj3/Y8+7bt68CAwM1adIkJSUl2Ye8L/qDBw/WuHHjnK5n5MiRSk9P14ABA7R582bt2bNH7733nr2Dc5cuXfT111/r66+/1s6dO/Xggw863Dkr7335/vvvdfjwYf31119O19W9e3etXbu2QDyvn8Xbb7+tjh072uMdO3bUxo0bi9S/QsrtLN62bVvt379fb7zxho4cOaJXX321QAfywhiG4fC+5g357zD1ww8/uH2lqEgMeCwtLc2QZKSlpZV2KgBQbk2YYBi51ygch4kTSzszlEWZmZnGjh07jMzMzNJOxS3Z2dnGlClTjOjoaKNSpUpGnTp1jGnTptnHr1271mjatKnh7+9vXH/99cYnn3xiSDLi4+Pt0wwfPtyoXr26IcmYWMgJIqnAEB0dbR+/atWqAsvOr2nTpsaIESNMx3300UeGr6+vkZKSYrqe/Mvt2LGjMWTIkELfl19++cXo1q2bERgYaAQHBxvXX3+9sW/fPsMwDOPs2bPGgw8+aFSrVs0IDw83pk+fbtxyyy0Oy1y/fr3RrFkzw8/Pzyjs6++xY8cMf39/Y+fOnQXGRUdHG5KMxMREh3hMTIwhyThy5Eih22Dmr7/+MpKTk92eL8+CBQucvr95eWZmZhqhoaHG+vXrnS6nsPPFne+5NsOghaqn0tPTFRoaqrS0NNM2cwAAzy1ZIvXuXTD+1VdSr17W54Oy7cyZM4qPj1fdunULdMaFaxYsWKBp06Zpx44dlnScLiueeOIJpaena968eaWdSrGYM2eOPv/8c3vTNDOFnS/ufM+lKRQAwCs4a9GRmWltHsCl4ptvvtG0adMuqaJCkp5++mlFR0cX6WF1ZVGlSpX06quvWrIu7goFAPAKx465FwfgmU8++aS0UygVVapU0f/93/+VdhrFxtXnoBQHrlgAALyCyR0gC40DAKxFYQEA8ArJyebxlBRr8wAAmKOwAAB4hXy3fXdQws97gpfjHjXAxRXXeUJhAQDwCs4eLFtCD0GGl6vwv4fanT17tpQzAcq+vOedeNpRn87bAACvEBhoHg8IsDYPeIeKFSsqMDBQKSkpqlSpknx8+C0VuJBhGDp9+rSSk5NVpUoVe0FeVBQWAACvsHu3eZwnb8OMzWZTZGSk4uPjdeDAgdJOByjTqlSpooiICI+XQ2EBAPAK1aqZx6tUsTQNeBFfX1/Vr1+f5lBAISpVquTxlYo8FBYAAK+wf795PCHB0jTgZXx8fHjyNmARGhwCALyCs++Gfn7W5gEAMEdhAQDwCtwVCgDKNgoLAIBXqFvXPB4TY2kaAAAnKCwAAF4hPt48Th8LACgbKCwAAF7h2DH34gAAa1FYAAAAAPAYhQUAwCucOOFeHABgLQoLAIBXSE42j6ekWJsHAMAchQUAwCs0bGgeb9DA2jwAAOYoLAAAXqFlS/N4ixbW5gEAMEdhAQDwCtxuFgDKNgoLAIBX4HazAFC2UVgAAAAA8BiFBQAAAACPUVgAAAAA8BiFBQAAAACPUVgAALwCT94GgLKNwgIA4BV48jYAlG0UFgAAr8CTtwGgbKOwAAB4BZ68DQBlG4UFAMAr8ORtACjbKCwAAF6BJ28DQNlWrgqLmJgY2Wy2AsNDDz1kOn1cXFyBaf39/S3OGgAAAPB+FUs7geL0008/KTs72/76999/14033qh+/fo5nSckJES7du2yv7bZbCWaIwAAAFAelavCIiwszOH1jBkzdPnll6tjx45O57HZbIqIiCjp1AAAHuI5FgBQtpWrplD5nT17Vu+//77uueeeQq9CZGRkKDo6WlFRUbrlllu0ffv2iy47KytL6enpDgMAoGTxHAsAKNvKbWHxxRdfKDU1VUOHDnU6TcOGDfX222/ryy+/1Pvvv6+cnBy1b99ehw4dKnTZ06dPV2hoqH2Iiooq5uwBABfiORYAULbZDMMwSjuJktC9e3f5+vrqq6++cnmec+fO6YorrtDAgQP13HPPOZ0uKytLWVlZ9tfp6emKiopSWlqaQkJCPMobAGBuyRKpd++C8a++knr1sj4fALgUpKenKzQ01KXvueWqj0WeAwcOaMWKFfrss8/cmq9SpUpq3ry59u7dW+h0fn5+8vPz8yRFAICbNm0yj2/eTGEBAGVBuWwKtWDBAoWHh6tnz55uzZedna3ffvtNkZGRJZQZAKConN0NnN95AKBsKHeFRU5OjhYsWKAhQ4aoYkXHCzKDBw/WuHHj7K8nT56sb7/9Vvv379fWrVt155136sCBA7r33nutThsAcBGxse7FAQDWKndNoVasWKGDBw/qnnvuKTDu4MGD8vH5u5Y6ceKE7rvvPiUlJalq1apq0aKF1q1bp8aNG1uZMgDABXXrmsdjYixNAwDgRLntvG0ldzq1AACK5uOPpf79zeOFPAcVAOABd77nlrumUACA8unYMffiAABrUVgAAAAA8BiFBQAAAACPUVgAALzCiRPuxQEA1qKwAAB4hTNnzONZWdbmAQAwR2EBAPAK9eqZx7ndLACUDRQWAACvsH+/eTwhwdI0AABOUFgAALxCZKR5PCLC2jwAAOYoLAAAXqFlS/N4ixbW5gEAMEdhAQDwCps3m8e3bLE2DwCAOQoLAIBXSEw0jyclWZsHAMAchQUAwCtwVygAKNsoLAAAXuH4cfN4aqqlaQAAnKCwAAB4hQYNzOOxsdbmAQAwR2EBAPAKp0+bxzMzrc0DAGCOwgIA4BWOHXMvDgCwFoUFAAAAAI9RWAAAAADwGIUFAAAAAI9RWAAAvEL16u7FAQDWorAAAHiFunXN4zwgDwDKBgoLAIBX2LzZPL5li7V5AADMUVgAALzCrl3m8d27rc0DAGCOwgIA4BXCw83jYWHW5gEAMEdhAQDwClWruhcHAFiLwgIAAACAxygsAAAAAHiMwgIAAACAxygsAAAAAHiMwgIA4BVOnHAvDgCwFoUFAMArnDljHs/KsjYPAIA5CgsAgFeoV888HhNjaRoAACcoLAAAXmH/fvN4QoKlaQAAnKCwAAB4BX9/87ifn7V5AADMUVgAALwCT94GgLKNwgIA4BWqV3cvDgCwFoUFAMArBAaaxwMCrM0DAGCOwgIA4BU2bTKPb95sbR4AAHMUFgAArxAZaR6PiLA2DwCAOQoLAIBXiIoyj9eubW0eAABzFBYAAK+we7d5fO9ea/MAAJijsAAAeIVq1czjVapYmgYAwAkKCwCAV+DJ2wBQtlFYAAC8Ak/eBoCyjcICAOAVePI2AJRtFBYAAK9w4oR7cQCAtSgsAABe4cwZ83hWlrV5AADMUVgAALxC69bm8ZYtrc0DAGCOwgIA4BVOnzaPZ2ZamwcAwByFBQDAKxw75l4cAGCtclVYTJo0STabzWFo1KhRofN88sknatSokfz9/dW0aVN98803FmULAAAAlB/lqrCQpCZNmigxMdE+rF271um069at08CBAzVs2DD9/PPP6tOnj/r06aPff//dwowBAK6oXt29OADAWuWusKhYsaIiIiLsQ40aNZxO+/LLL6tHjx564okndMUVV+i5557TNddco9dee83CjAEArqhb1zweE2NpGgAAJ8pdYbFnzx7VqlVL9erV06BBg3Tw4EGn065fv15du3Z1iHXv3l3r168vdB1ZWVlKT093GAAAJWvzZvP4li3W5gEAMFeuCos2bdooLi5Oy5Yt05w5cxQfH6/rr79eJ0+eNJ0+KSlJNWvWdIjVrFlTSUlJha5n+vTpCg0NtQ9RUVHFtg0AAHO7dpnHd++2Ng8AgLlyVVjcdNNN6tevn5o1a6bu3bvrm2++UWpqqj7++ONiXc+4ceOUlpZmH/78889iXT4AoKDwcPN4WJi1eQAAzFUs7QRKUpUqVdSgQQPt3bvXdHxERISOHj3qEDt69KgiIiIKXa6fn5/8/PyKLU8AAADA25WrKxYXysjI0L59+xQZGWk6vl27dlq5cqVDbPny5WrXrp0V6QEA3HDmjHk8K8vaPAAA5spVYTFmzBitWbNGCQkJWrdunW699VZVqFBBAwcOlCQNHjxY48aNs0//6KOPatmyZZo1a5Z27typSZMmafPmzRo5cmRpbQIAwIl69czj3BUKAMqGctUU6tChQxo4cKCOHTumsLAwXXfdddqwYYPC/tcA9+DBg/Lx+buWat++vT744AONHz9e//d//6f69evriy++0JVXXllamwAAcGL/fvN4QoKlaQAAnChXhcWiRYsKHb969eoCsX79+qlfv34llBEAoLj4+5vH6fIGAGVDuWoKBQAov6pWdS8OALAWhQUAAAAAj1FYAAAAAPAYhQUAAAAAj1FYAAC8QvXq7sUBANaisAAAeIXAQPN4QIC1eQAAzFFYAAC8wqZN5vHNm63NAwBgjsICAOAVeI4FAJRtFBYAAK/AcywAoGyjsAAAAADgMQoLAAAAAB6jsAAAeAVuNwsAZRuFBQDAK3C7WQAo2ygsAABegdvNAkDZRmEBAPAK3G4WAMo2CgsAgFfgdrMAULZRWAAAvAKdtwGgbKOwAAB4hdOnzeOnTlmbBwDAHIUFAMArfPedeXz1akvTAAA4QWEBAPAKkZHm8YgIa/MAAJijsAAAeIUWLdyLAwCsRWEBAPAKdeuax2NiLE0DAOAEhQUAwCvEx5vHExIsTQMA4ASFBQDAKxw75l4cAGAtCgsAAAAAHqOwAAB4hRMn3IsDAKxFYQEA8ArJyebxlBRr8wAAmKOwAAB4hfBw83hYmLV5AADMUVgAALxC1aruxQEA1qKwAAAAAOAxCgsAgFeg8zYAlG0UFgAAr3DmjHk8K8vaPAAA5igsAABeoXVr83jLltbmAQAwR2EBAPAKlSubx4OCrM0DAGCOwgIA4BVOnTKPZ2RYmwcAwByFBQDAK2zaZB7fvNnaPAAA5igsAABewd/fPO7nZ20eAABzFBYAAK/AA/IAoGyjsAAAAADgMQoLAIBX4AF5AFC2UVgAALxCcrJ5PCXF2jwAAOYoLAAAXiE83DweFmZtHgAAcxQWAACvEBvrXhwAYC0KCwCAVwgMNI8HBFibBwDAHIUFAMAr7N5tHt+719o8AADmKCwAAF7h+uvN49dea20eAABzFBYAAAAAPEZhAQDwCl99ZR7/+mtr8wAAmKOwAAB4hchI83hEhLV5AADMUVgAALxCy5bm8RYtrM0DAGCuXBUW06dPV6tWrRQcHKzw8HD16dNHu3btKnSeuLg42Ww2h8Hf39+ijAEAroqPN48nJFiaBgDAiXJVWKxZs0YPPfSQNmzYoOXLl+vcuXPq1q2bTp06Veh8ISEhSkxMtA8HDhywKGMAgKu2bHEvDgCwVsXSTqA4LVu2zOF1XFycwsPDtWXLFnXo0MHpfDabTRE00gWAMs3Z8yr27bM2D6DYHTok7dkj1a8v1a5d2tkARVaurlhcKC0tTZJUrVq1QqfLyMhQdHS0oqKidMstt2j79u2FTp+VlaX09HSHAQBQsmJjzeOXX25tHkCxmj9fio6WunTJ/Xf+/NLOCCiycltY5OTkaNSoUbr22mt15ZVXOp2uYcOGevvtt/Xll1/q/fffV05Ojtq3b69Dhw45nWf69OkKDQ21D1FRUSWxCQCAfJx10qbzNrzWoUPS/fdLOTm5r3NypAceyI0DXshmGIZR2kmUhAcffFBLly7V2rVrVduNy4rnzp3TFVdcoYEDB+q5554znSYrK0tZWVn21+np6YqKilJaWppCQkI8zh0AUNBPP0mtWxeMb9oktWplfT6Ax1atyr1SYRbv1MnydAAz6enpCg0Ndel7brnqY5Fn5MiRWrJkib7//nu3igpJqlSpkpo3b669zhrzSvLz85Ofn5+naQIA3FDYXaEoLOCV6teXfHz+vmIhSRUqOG/3B5Rx5aoplGEYGjlypD7//HN99913qlu3rtvLyM7O1m+//aZIZ09iAgCUCme/9xTyOxBQttWuLb35Zm4xIeX+O28eHbjhtcrVFYuHHnpIH3zwgb788ksFBwcrKSlJkhQaGqqAgABJ0uDBg3XZZZdp+vTpkqTJkyerbdu2io2NVWpqql544QUdOHBA9957b6ltBwCgoDNnzOP5WqYC3mfYMKl799wKOTaWogJerVwVFnPmzJEkdbqgXeKCBQs0dOhQSdLBgwfl4/P3hZoTJ07ovvvuU1JSkqpWraoWLVpo3bp1aty4sVVpAwBcYNa/QnL+RG7Aa9SuTUGBcqFcFRau9ENfvXq1w+uXXnpJL730UgllBAAoLqdPm8czM63NAwBgrlz1sQAAlF/HjrkXBwBYi8ICAOAVqld3Lw4AsBaFBQDAKwQGmsf/d28OAEApc6mPRbVq1dxaqM1m09atWxUdHV2kpAAAuNCmTebxzZulXr2szQUAUJBLhUVqaqpmz56t0NDQi05rGIZGjBih7Oxsj5MDACCPv795nOeVAkDZ4PJdoQYMGKDw8HCXpn344YeLnBAAAGaqVnUvDgCwlkuFRU7+R8274OTJk0VKBgAAAIB3ovM2AMArJCS4FwcAWKtID8jbs2ePVq1apeTk5AJXM5555pliSQwAgPwSE83jSUnW5gEAMOd2YfHWW2/pwQcfVI0aNRQRESGbzWYfZ7PZKCwAACWiSxfpvfcKxjt1sjwVAIAJtwuLKVOmaOrUqRo7dmxJ5AMAgClndzCPibE0DQCAE273sThx4oT69etXErkAAOBUUJB5vHJla/MAAJhzu7Do16+fvv3225LIBQAAp+LjzeN03gaAssHtplCxsbGaMGGCNmzYoKZNm6pSpUoO4x955JFiSw4AgDx797oXBwBYy+3C4s0331RQUJDWrFmjNWvWOIyz2WwUFgCAEpGcbB5PSbE2DwCAObcLi3hn16IBAChBDRuaxxs0sDYPAIA5HpAHAPAKLVuax1u0sDYPAIA5l65YjB49Ws8995wqV66s0aNHFzrtiy++WCyJAQCQX2Gdt1u1sjQVAIAJlwqLn3/+WefOnbP/35n8D8sDAKA40XkbAMo2lwqLVatWmf4fAACr0HkbAMo2+lgAALxCeLh5PCzM2jwAAObcvivUmTNn9Oqrr2rVqlVKTk5WTk6Ow/itW7cWW3IAAOSpWtW9OADAWm4XFsOGDdO3336r2267Ta1bt6ZfBQDAEtWruxcHAFjL7cJiyZIl+uabb3TttdeWRD4AAJhq375gzGaT2rWzPhcAQEFu97G47LLLFBwcXBK5AAAAAPBSbhcWs2bN0tixY3XgwIGSyAcAAFPr1hWMGYa0fr31uQAACnK7sGjZsqXOnDmjevXqKTg4WNWqVXMYAAAoCVu2uBcHAFjL7T4WAwcO1OHDhzVt2jTVrFmTztsAAEs4exDevn3W5gEAMOd2YbFu3TqtX79eV111VUnkAwCAqRYtpM8+Kxi/5hrrcwEAFOR2U6hGjRopMzOzJHIBAMCpG280j3ftam0eAABzbhcWM2bM0OOPP67Vq1fr2LFjSk9PdxgAACgJmzebx+ljAQBlg9tNoXr06CFJuuGGGxzihmHIZrMpOzu7eDIDACCfXbvM47t3W5sHAMCc24XFqlWrSiIPAAAK1bChebxBA2vzAACYc7uw6NixY0nkAQBAoVq2NI+3aGFtHgAAc24XFnlOnz6tgwcP6uzZsw7xZs2aeZwUAAAXio83jyckSK1aWZoKAMCE24VFSkqK7r77bi1dutR0PH0sAAAl4dgx9+IAAGu5fVeoUaNGKTU1VRs3blRAQICWLVumd955R/Xr19fixYtLIkcAAJSQ4F4cAGAtt69YfPfdd/ryyy/VsmVL+fj4KDo6WjfeeKNCQkI0ffp09ezZsyTyBABc4hITzeNJSdbmAQAw5/YVi1OnTik8PFySVLVqVaWkpEiSmjZtqq1btxZvdgAA/E+XLubxTp0sTQMA4ITbhUXDhg216383E7/qqqs0b948HT58WHPnzlVkZGSxJwgAgCQFBprHK1e2Ng8AgDm3m0I9+uijSvzf9eiJEyeqR48eWrhwoXx9fRUXF1fc+QEAIInO2wBQ1rldWNx55532/7do0UIHDhzQzp07VadOHdWoUaNYkwMAIE/16u7FAQDWKvJzLPIEBgbqmmuuKY5cAABwqm5d83hMjKVpAACccKmPxejRo3Xq1CmXFzpu3DgdP368yEkBAHChwh6QBwAofS4VFi+//LJOnz7t8kJff/11paamFjUnAAAKoI8FAJRtLjWFMgxDDRo0kM1mc2mh7lzdAAAAAOD9XCosFixY4PaCa9as6fY8AAAAALyTS4XFkCFDSjoPAAAAAF7M7QfkAQAAAMCFymVh8frrrysmJkb+/v5q06aNNm3aVOj0n3zyiRo1aiR/f381bdpU33zzjUWZAgAAAOWDx8+xKGs++ugjjR49WnPnzlWbNm00e/Zsde/eXbt27VJ4eHiB6detW6eBAwdq+vTp6tWrlz744AP16dNHW7du1ZVXXlkKWwCUgEOHpD17pPr1pdq1S3ZdP/0k/fCDdP31UqtWpZNf3vKCgqSMDPeW6yyXQ4ekdety/9++fcHluTLek2282PyebHNhy78wfrHXzpYpFcwvL2a2rAvH6SIPyCvq+3vhOvP2Yd26f9/f1mx/lpb8+/li+bn6nrizT93JsST/3lzsfCsNJb3dnp7jVuWJS5rNMAyjtJMoTm3atFGrVq302muvSZJycnIUFRWlhx9+WE899VSB6fv3769Tp05pyZIl9ljbtm119dVXa+7cuS6tMz09XaGhoUpLS1NISEjxbAhKzoUfzGb3qjxxQkpOlsLDpdjY3C8ZGRl/z7N3r3TmjNS6tXT6tPP7XZ44kTtdvXrS/v1SZKTUsuXf682/nqpV/56venXHdW7eLCUm5i7n+HGpQQPH9V64Hn//v5f3yy/Sm29KhiHZbFLPnlLfvrnLqVbt7+nztnPzZmnXLsec8vIxe7/yb8PixdLGjX+Pa9lSeughx3Vc+CXghReksWP/zq9PH+nGGx3X6c77vX69lO98lpS73DvukK69tvBtWbtW+uCDv+fp2VN64AHpq69y38P8evXKfR/375d++0364gvH8YMGSY0b5+Z94oT0+ut/b2NeLidOSPv2ScHBUteuudsmFczvwrzuuEO6+ea/p/vyy7/H5/Hxke67T7rqKvP3Kf/xsn9/7vz598GVV0p//inFxf293g4dpO+//3u6pk2lX3/9e/z//Z/UrFlu3vlzNmOz5S4n7/+NGkl//FFwnI9P7jEUE6N9qdX0/nP7lSl/paqqjqm6ElRXS279t2p+/qbjfsvbN/nPhbx9n3c+Xbh9hX0cDhqUu8/ylhMYKO3enXsO5Z1LF55TVav+Pe2mTY65XKiw4zJvGe+9J3388cXzkwqe93nH3IUunK5167/PYR8f6bbbpJtuMt826e9jKe/czH8s5q037zy42PnrCmfneP7zLf/fwby/a/n/5uZNk/e3tHJl6dSp3H2U/2903t8ds7+r+fM5c6bgsXT//bl/Iy48RsyW4+x4yptWcv53rWdPqV07x7/feZ8VZp85+c9LHx/pH//4e/78x6nkfJ9duM+PHSv8OHc2fVkpCHFRbn3PNdx09913G+np6QXiGRkZxt133+3u4opVVlaWUaFCBePzzz93iA8ePNi4+eabTeeJiooyXnrpJYfYM888YzRr1szl9aalpRmSjLS0NHdThtX+/W/D8PExjNyPUYbSGgYNMow33sj9t7RzYfCaIcfFGAMDgxcMNlvuZzLKPHe+57rdx+Kdd95RZmZmgXhmZqbeffdddxdXrP766y9lZ2cXuNVtzZo1lZSUZDpPUlKSW9NLUlZWltLT0x0GeIFDh3J/RcrJKe1MsHChNGJE7r+Ai8yepOTa05UAlDmGkfuZfOhQaWeCYuRyYZGenq60tDQZhqGTJ086fKk+ceKEvvnmG9M+DOXR9OnTFRoaah+ioqJKOyW4Ys8eigoAAMqKnJzcJmcoN1zuvF2lShXZbDbZbDY1aNCgwHibzaZnn322WJNzV40aNVShQgUdPXrUIX706FFFRESYzhMREeHW9JI0btw4jR492v46PT2d4sIb1K+f26aU4gIAgNLn45PbvwPlhsuFxapVq2QYhrp06aL//Oc/qlatmn2cr6+voqOjVatWrRJJ0lW+vr5q0aKFVq5cqT59+kjK7by9cuVKjRw50nSedu3aaeXKlRo1apQ9tnz5crVr187pevz8/OTn51ecqcMKtWvndlJ84AEpO7u0swHgJkMFmz6ZxTxis+X+jahWTZo2rTiXDCA/my33M5kO3OWK23eFOnDggOrUqSObrWy2bP3oo480ZMgQzZs3T61bt9bs2bP18ccfa+fOnapZs6YGDx6syy67TNOnT5eUe7vZjh07asaMGerZs6cWLVqkadOmuXW7We4K5WUOHcq99Fq5spSQ4PyuUCkpUlhY7q8pMTG5dw3Jm2fvXikrK/duG5mZhd+lKCsrd/6EBCkiQmrR4u/15l/PhXcJyb/OLVukpKTcWGpqbk7513vhevz8HO+Ek1coL1niuJwqVf6ePm87t2zJvTtJ/pzy8jF7vy7chrz1JSZKP/749zp+/VX6/POC75HNJj3+uNSxY+4dTfJyz79Od9/vvOkkx7xPnMi9c1F+Pj7SlCkFtzXvPc+/LLP3Mf/7lzd+/fq/15eXT1BQwWPuxIncO7cEB0tdupjn7MyF+6R6dSkgIPe9uvba3LvB5OXh7H3Kf1z26vV37nnv94XHm9l74Oy9zssxL6fYWMf34MJl7d6de4eevPMjb3mnTuXeHW3vXq3cWkXfv5egM/JTqqrquKorQTGaem+CunWT435zdi5cOI3Z9uV90Tl0yPw9zL9dVar8fS5deE7lHccBAY7Htiv709n68r+P+f8mmc3j6nF04XFrdg6bbZtU8JzLm//C886V89cVhZ1TZn8H8/6umU2Tt+/zbt+6ebPj3+j858GF231hPmbHktkxYrYcZ8dT3rRSwW3OOy/yjqv8f7/zju3PPsu9o52U+3cu/53x8vbv11//PX/+4zT/Oi/cZ872ubPj3Nn0+c81lGnufM8t0u1mf/jhB82bN0/79+/XJ598ossuu0zvvfee6tatq+uuu67IiReX1157TS+88IKSkpJ09dVX65VXXlGbNm0kSZ06dVJMTIzi8m4Lp9wH5I0fP14JCQmqX7++Zs6cqX/84x8ur4/CAnDRhV/UrP5wWbUq9wu8WbxTJ2tyQJF9/LHUv795vF8/6/MByry8H9JiY/kSjyIr0cLiP//5j+666y4NGjRI7733nnbs2KF69erptdde0zfffHNJPrWawgLwEocOSdHRjv1sKlTI/WWQD90y76efcm+Ff6FNm1x/FiMAwD3ufM91+3azU6ZM0dy5c/XWW2+pUqVK9vi1116rrVu3up8tAFglr59NhQq5rytUkObNo6jwEnkPmr5QXsspAEDpcrnzdp5du3apQ4cOBeKhoaFKTU0tjpwAoOQMGyZ1707zAC/k7K6U3K0SAMoGtwuLiIgI7d27VzExMQ7xtWvXql69esWVFwCUnNq1KSi8UHKyeTwlxdo8AADm3G4Kdd999+nRRx/Vxo0bZbPZdOTIES1cuFBjxozRgw8+WBI5AgCghg3N4yaPVgIAlAK3r1g89dRTysnJ0Q033KDTp0+rQ4cO8vPz05gxY/Twww+XRI4AAKhlS/N4ixbW5gEAMOd2YWGz2fT000/riSee0N69e5WRkaHGjRsrKCioJPIDAEBS4Z23uSsUAJQ+t5tC5fH19VXjxo3VqFEjrVixQn/88Udx5gUAgAM6bwNA2eZ2YXH77bfrtddekyRlZmaqVatWuv3229WsWTP95z//KfYEAQCQ6LwNAGWd24XF999/r+uvv16S9PnnnysnJ0epqal65ZVXNGXKlGJPEAAASQoPN4+HhVmbBwDAnNuFRVpamqpVqyZJWrZsmfr27avAwED17NlTe/bsKfYEAQCQpKpV3YsDAKzldmERFRWl9evX69SpU1q2bJm6desmSTpx4oT8/f2LPUEAACSpenX34gAAa7l9V6hRo0Zp0KBBCgoKUnR0tDp16iQpt4lU06ZNizs/AAAkSXXrmscveF4rAKCUuFRYpKenKyQkRJI0YsQItWnTRgcPHtSNN94oH5/cix716tWjjwUAoMRwu1kAKNtcKiyqVq2qxMREhYeHq0uXLvrss8/U4oInEvXs2bNEEgQAQOJ2swBQ1rnUxyIoKEjHjh2TJK1evVrnzp0r0aQAALgQt5sFgLLNpSsWXbt2VefOnXXFFVdIkm699Vb5+vqaTvvdd98VX3YAAPwPt5sFgLLNpcLi/fff1zvvvKN9+/ZpzZo1atKkiQIDA0s6NwAA7LjdLACUbS4VFufOndPw4cMlSZs3b9bzzz+vKlWqlGReAAA44HazAFC2udTHomrVqkr+X+NWm81WogkBAGDG2YXygABr8wAAmHO78/aaNWvovA0AsNymTebxzZutzQMAYM7tztuGYdB5GwBguchI83hEhLV5AADM0XkbAOAVWrY0j1/wWCUAQClxqbAICAig8zYAoFRlZJjHT52yNg8AgDmXCov8Vq1aZf+/YRiS6NANACh5zgoIZwUHAMBaLnXevtC7776rpk2bKiAgQAEBAWrWrJnee++94s4NAAA7Om8DQNnm9hWLF198URMmTNDIkSN17bXXSpLWrl2r4cOH66+//tJjjz1W7EkCAODvbx7387M2DwCAObcLi1dffVVz5szR4MGD7bGbb75ZTZo00aRJkygsAAAlgidvA0DZ5nZTqMTERLVv375AvH379kpMTCyWpAAAuBBP3gaAss3twiI2NlYff/xxgfhHH32k+vXrF0tSAABcqG5d83hMjKVpAACccLsp1LPPPqv+/fvr+++/t/ex+PHHH7Vy5UrTggMAgOIQH28eT0iQWrWyNBUAgAm3r1j07dtXGzduVI0aNfTFF1/oiy++UI0aNbRp0ybdeuutJZEjAADau9e9OADAWm5fsZCkFi1a6P333y/uXAAAcCo52TyekmJtHgAAc0V6jgUAAFZr2NA83qCBtXkAAMxRWAAAvEJUlHm8dm1r8wAAmKOwAAB4hd27zeP0sQCAsoHCAgDgFapVM49XqWJpGgAAJygsAABeYf9+83hCgqVpAACccPmuUPfcc49L07399ttFTgYAAGciI83jERHW5gEAMOdyYREXF6fo6Gg1b95chmGUZE4AABTQsqV5vEULa/MAAJhzubB48MEH9eGHHyo+Pl5333237rzzTlVz1uAVAIBixpO3AaBsc7mPxeuvv67ExEQ9+eST+uqrrxQVFaXbb79d//3vf7mCAQAocceOuRcHAFjLrc7bfn5+GjhwoJYvX64dO3aoSZMmGjFihGJiYpSRkVFSOQIAoBMn3IsDAKxV5LtC+fj4yGazyTAMZWdnF2dOAAAUcOaMeTwry9o8AADm3CossrKy9OGHH+rGG29UgwYN9Ntvv+m1117TwYMHFRQUVFI5AgCg1q3N4846dQMArOVy5+0RI0Zo0aJFioqK0j333KMPP/xQNWrUKMncAACwO33aPJ6ZaW0eAABzLhcWc+fOVZ06dVSvXj2tWbNGa9asMZ3us88+K7bkAADIs3eve3EAgLVcLiwGDx4sm81WkrkAAOBUcrJ5PCXF2jwAAObcekAeAAClJTzcPB4WZm0eAABzRb4rFAAAVqpa1b04AMBaFBYAAK9Qvbp7cQCAtcpNYZGQkKBhw4apbt26CggI0OWXX66JEyfq7Nmzhc7XqVMn2Ww2h2H48OEWZQ0AcFXduubxmBhL0wAAOOFyH4uybufOncrJydG8efMUGxur33//Xffdd59OnTqlf/3rX4XOe99992ny5Mn214GBgSWdLgDATRkZ5vFTp6zNAwBgrtwUFj169FCPHj3sr+vVq6ddu3Zpzpw5Fy0sAgMDFRERUdIpAgA84KyAcFZwAACsVW6aQplJS0tTtWrVLjrdwoULVaNGDV155ZUaN26cTjt7ChMAoNRs2mQe37zZ2jwAAObKzRWLC+3du1evvvrqRa9W3HHHHYqOjlatWrX066+/auzYsdq1a1ehD/rLyspSVlaW/XV6enqx5Q0AMOfvbx7387M2DwCAuTJfWDz11FN6/vnnC53mjz/+UKNGjeyvDx8+rB49eqhfv3667777Cp33/vvvt/+/adOmioyM1A033KB9+/bp8ssvN51n+vTpevbZZ93YCgCAp7jdLACUbTbDMIzSTqIwKSkpOnbsWKHT1KtXT76+vpKkI0eOqFOnTmrbtq3i4uLk4+Nea69Tp04pKChIy5YtU/fu3U2nMbtiERUVpbS0NIWEhLi1PgCAaz7+WOrf3zzer5/1+QDApSA9PV2hoaEufc8t81cswsLCFObiY1UPHz6szp07q0WLFlqwYIHbRYUkbdu2TZIUGRnpdBo/Pz/5ce0dACzF7WYBoGwrN523Dx8+rE6dOqlOnTr617/+pZSUFCUlJSkpKclhmkaNGmnT/3oA7tu3T88995y2bNmihIQELV68WIMHD1aHDh3UrFmz0toUAIAJZ520t2yxNg8AgLkyf8XCVcuXL9fevXu1d+9e1a5d22FcXmuvc+fOadeuXfa7Pvn6+mrFihWaPXu2Tp06paioKPXt21fjx4+3PH8AQOESE83j+X4/AgCUojLfx8IbuNP2DABQNEuWSL17F4x/9ZXUq5f1+QDApcCd77nlpikUAKB8+/NP8/ihQ9bmAQAwR2EBAPAKu3aZx3fvtjYPAIA5CgsAgFcIDzePu3jjQABACaOwAAB4BR6QBwBlG4UFAAAAAI9RWAAAvMKJE+7FAQDWorAAAHiFM2fM41lZ1uYBADBHYQEA8Apmz7CQpJ49rc0DAGCOwgIA4BUiI92LAwCsRWEBAPAK69aZx9evtzYPAIA5CgsAgFfYu9e9OADAWhQWAACvkJxsHk9JsTYPAIA5CgsAgFfgydsAULZRWAAAvAJP3gaAso3CAgAAAIDHKCwAAAAAeIzCAgDgFapXdy8OALAWhQUAwCvUrWsej4mxNA0AgBMUFgAAr7B8uXl8xQpr8wAAmKOwAAB4hZ07zeO7dlmbBwDAHIUFAMArdOliHu/UydI0AABOUFgAALxCYKB5vHJla/MAAJijsAAAeIW9e92LAwCsRWEBAPAKZ86Yx7OyrM0DAGCOwgIA4BV69zaP9+xpbR4AAHMUFgAArxAZ6V4cAGAtCgsAgFf46ivz+JIl1uYBADBHYQEA8AqJiebxpCRr8wAAmKOwAAB4hdatzeMtW1qbBwDAHIUFAMArnD5tHs/MtDYPAIA5CgsAgFc4dsy9OADAWhQWAACvcOKEe3EAgLUoLAAAXmHfPvP4/v3W5gEAMEdhAQAAAMBjFBYAAK/g7O5PLVpYmwcAwByFBQDAK1BYAEDZRmEBAPAK8fHm8YQES9MAADhBYQEA8Ap797oXBwBYi8ICAOAVzpwxj2dlWZsHAMAchQUAwCu0bm0ed9b3AgBgLQoLAIBXOH3aPJ6ZaW0eAABzFBYAAK9w7Jh7cQCAtSgsAABe4cQJ9+IAAGtRWAAAvMK+febx/futzQMAYI7CAgDgFYKD3YsDAKxFYQEA8AqDBpnHBw60Ng8AgDkKCwCAV2jVSmrf3jHWvn1uHABQ+igsAABe4dAhaf16x9iGDblxAEDpo7AAAHiFdeskw3CM5eQULDYAAKWDwgIA4BX27nUvDgCwVrkqLGJiYmSz2RyGGTNmFDrPmTNn9NBDD6l69eoKCgpS3759dfToUYsyBgC4KjnZPJ6SYm0eAABz5aqwkKTJkycrMTHRPjz88MOFTv/YY4/pq6++0ieffKI1a9boyJEj+uc//2lRtgAAV4WHm8fDwqzNAwBgrmJpJ1DcgoODFRER4dK0aWlpmj9/vj744AN16dJFkrRgwQJdccUV2rBhg9q2bVuSqQIA3FC1qntxAIC1yt0VixkzZqh69epq3ry5XnjhBZ0/f97ptFu2bNG5c+fUtWtXe6xRo0aqU6eO1tMbEADKlOrV3YsDAKxVrq5YPPLII7rmmmtUrVo1rVu3TuPGjVNiYqJefPFF0+mTkpLk6+urKlWqOMRr1qyppKQkp+vJyspSVlaW/XV6enqx5A8AcK5uXfN4TIylaQAAnCjzVyyeeuqpAh2yLxx27twpSRo9erQ6deqkZs2aafjw4Zo1a5ZeffVVhyKgOEyfPl2hoaH2ISoqqliXDwAoaPNm8/iWLdbmAQAwV+avWDz++OMaOnRoodPUq1fPNN6mTRudP39eCQkJatiwYYHxEREROnv2rFJTUx2uWhw9erTQfhrjxo3T6NGj7a/T09MpLgCghO3aZR7fvdvaPAAA5sp8YREWFqawIt7yY9u2bfLx8VG4k1uJtGjRQpUqVdLKlSvVt29fSdKuXbt08OBBtWvXzuly/fz85OfnV6ScAABFY/L7kCSpQQNr8wAAmCvzhYWr1q9fr40bN6pz584KDg7W+vXr9dhjj+nOO+9U1f/dMuTw4cO64YYb9O6776p169YKDQ3VsGHDNHr0aFWrVk0hISF6+OGH1a5dO+4IBQBlTMuW5vEWLazNAwBgrtwUFn5+flq0aJEmTZqkrKws1a1bV4899phDk6Vz585p165dOn36tD320ksvycfHR3379lVWVpa6d++uN954ozQ2AQBQiPh483hCgtSqlaWpAABMlJvC4pprrtGGDRsKnSYmJkaGYTjE/P399frrr+v1118vyfQAAB46dsy9OADAWmX+rlAAAEjSiRPuxQEA1qKwAAB4heRk83hKirV5AADMUVgAALwCd4UCgLKNwgIA4BW4KxQAlG0UFgAAr8CTtwGgbKOwAAB4BZ68DQBlG4UFAMArhIebx8PCrM0DAGCOwgIA4BWqVnUvDgCwFoUFAAAAAI9RWAAAvEL16u7FAQDWorAAAHiF06fN46dOWZsHAMAchQUAwCt89515fPVqS9MAADhBYQEA8AqRkebxiAhr8wAAmKOwAAB4BWdP2ObJ2wBQNlBYAAC8Qvv25vF27azNAwBgjsICAOAVEhPdiwMArEVhAQDwCgsXmsc//NDaPAAA5igsAAAAAHiMwgIA4BW6djWPd+libR4AAHMUFgAAr+DsAXmZmdbmAQAwR2EBAPAKe/e6FwcAWIvCAgDgFZKTzeMpKdbmAQAwR2EBAPAKDRuaxxs0sDYPAIA5CgsAgFdo2dI8zpO3AaBsoLAAAHiFzZvN41u2WJsHAMAchQUAwCs4e8J2UpK1eQAAzFFYAAC8QuvW5nFnTaQAANaisAAAeAWeYwEAZRuFBQDAKxw75l4cAGAtCgsAAAAAHqOwAAB4hRMn3IsDAKxFYQEA8ApnzpjHs7KszQMAYI7CAgDgFerVM4/HxFiaBgDACQoLAIBX2L/fPJ6QYGkaAAAnKCwAAF7B39887udnbR4AAHMUFgAAr1C1qntxAIC1KCwAAF6Bu0IBQNlGYQEA8ArcFQoAyjYKCwCAV2jd2jzesqW1eQAAzFFYAAC8wp9/mscPHbI2DwCAOQoLAIBX2LXLPL57t7V5AADMUVgAALxCeLh5PCzM2jwAAOYoLAAAXiE21r04AMBaFBYAAK9Qt655PCbG0jQAAE5QWAAAvEJ8vHk8IcHSNAAATlBYAAC8wrFj7sUBANaisAAAAADgMQoLAIBXOHHCvTgAwFoUFgAAr3DmjHk8K8vaPAAA5igsAABeoXVr83jLltbmAQAwV24Ki9WrV8tms5kOP/30k9P5OnXqVGD64cOHW5g5AMAVf/5pHj90yNo8AADmKpZ2AsWlffv2SkxMdIhNmDBBK1euVMuL/Jx13333afLkyfbXgYGBJZIjAKDodu0yj+/ebW0eAABz5aaw8PX1VUREhP31uXPn9OWXX+rhhx+WzWYrdN7AwECHeQEAZY+fn3nc19faPAAA5spNU6gLLV68WMeOHdPdd9990WkXLlyoGjVq6Morr9S4ceN0+vRpCzIEALjDWWHh729tHgAAc+XmisWF5s+fr+7du6t27dqFTnfHHXcoOjpatWrV0q+//qqxY8dq165d+uyzz5zOk5WVpax8tyFJT08vtrwBAObovA0AZVuZLyyeeuopPf/884VO88cff6hRo0b214cOHdJ///tfffzxxxdd/v3332//f9OmTRUZGakbbrhB+/bt0+WXX246z/Tp0/Xss8+6uAUAgOJQubJ5PCjI2jwAAOZshmEYpZ1EYVJSUnTs2LFCp6lXr5588zWyfe655/Tqq6/q8OHDqlSpklvrO3XqlIKCgrRs2TJ1797ddBqzKxZRUVFKS0tTSEiIW+sDALjmp5/Mr1ps2iS1amV9PgBwKUhPT1doaKhL33PL/BWLsLAwhYWFuTy9YRhasGCBBg8e7HZRIUnbtm2TJEVGRjqdxs/PT37OGvsCAErE5s3m8S1bKCwAoCwod523v/vuO8XHx+vee+8tMO7w4cNq1KiRNm3aJEnat2+fnnvuOW3ZskUJCQlavHixBg8erA4dOqhZs2ZWpw4AKAS3mwWAsq3MX7Fw1/z589W+fXuHPhd5zp07p127dtnv+uTr66sVK1Zo9uzZOnXqlKKiotS3b1+NHz/e6rQBABcRHm4ed+OiNgCgBJW7wuKDDz5wOi4mJkb5u5RERUVpzZo1VqQFAPBQbKx7cQCAtcpdUygAQPkUGGgeDwiwNg8AgDkKCwCAV/hf97gCnHXqBgBYi8ICAOAVnD1hm5v0AUDZQGEBAPAKVau6FwcAWIvCAgAAAIDHKCwAAAAAeIzCAgAAAIDHKCwAAF7hxAn34gAAa1FYAAC8QnKyeTwlxdo8AADmKCwAAF4hPNw8HhZmbR4AAHMUFgAArxAb614cAGAtCgsAgFeoW9c8HhNjaRoAACcoLAAAXiE+3jyekGBpGgAAJygsAABe4dgx9+IAAGtRWAAAvAK3mwWAso3CAgDgFc6cMY9nZVmbBwDAHIUFAMArtG5tHm/Z0to8AADmKCwAAF6hcmXzeFCQtXkAAMxRWAAAvMKpU+bxjAxr8wAAmKOwAAB4hRUrzOPffWdtHgAAcxQWAACvcPKke3EAgLUoLAAAXuHyy83j9epZmwcAwByFBQDAK8TGuhcHAFiLwgIA4BXq1jWPx8RYmgYAwAkKCwCAV1i+3DzurFM3AMBaFBYAAK+wZYt5fOtWa/MAAJijsAAAeAVnfSmcdeoGAFiLwgIA4BWc9aWgjwUAlA0UFgAAAAA8RmEBAPAK1au7FwcAWIvCAgDgFbjdLACUbRQWAACvEB9vHk9IsDQNAIATFBYAAK9w7Jh7cQCAtSgsAABegT4WAFC2UVgAALxCYKB5PCDA2jwAAOYoLAAAXmHTJvP45s3W5gEAMEdhAQDwCv7+5nE/P2vzAACYo7AAAHiFqlXdiwMArEVhAQAAAMBjFBYAAK/AXaEAoGyjsAAAeAWevA0AZRuFBQDAK/DkbQAo2ygsAABeYe9e9+IAAGtRWAAAvMK+febx/futzQMAYI7CAgDgFYKD3YsDAKxFYQEA8Apdu5rHu3SxNg8AgDkKCwCAVzh92jyemWltHgAAcxQWAACvQOdtACjbKCwAAF7hzBnzeFaWtXkAAMxRWAAAvELr1ubxli2tzQMAYM5rCoupU6eqffv2CgwMVJUqVUynOXjwoHr27KnAwECFh4friSee0Pnz5wtd7vHjxzVo0CCFhISoSpUqGjZsmDIyMkpgCwAAnqCPBQCUbV5TWJw9e1b9+vXTgw8+aDo+OztbPXv21NmzZ7Vu3Tq98847iouL0zPPPFPocgcNGqTt27dr+fLlWrJkib7//nvdf//9JbEJAAAPHDvmXhwAYC2bYRhGaSfhjri4OI0aNUqpqakO8aVLl6pXr146cuSIatasKUmaO3euxo4dq5SUFPn6+hZY1h9//KHGjRvrp59+Usv/XUtftmyZ/vGPf+jQoUOqVauWSzmlp6crNDRUaWlpCgkJ8WwDAQCmPv5Y6t/fPN6vn/X5AMClwJ3vuV5zxeJi1q9fr6ZNm9qLCknq3r270tPTtX37dqfzVKlSxV5USFLXrl3l4+OjjRs3lnjOAADXtW8v2WyOMZtNateudPIBADgqN4VFUlKSQ1Ehyf46KSnJ6Tzh4eEOsYoVK6patWpO55GkrKwspaenOwwAgJJVu7b01luSz/8+uXx8cl/Xrl26eQEAcpVqYfHUU0/JZrMVOuzcubM0UzQ1ffp0hYaG2oeoqKjSTgkALgnDhkkHDkirVuX+O2xYaWcEAMhTsTRX/vjjj2vo0KGFTlOvXj2XlhUREaFNmzY5xI4ePWof52ye5ORkh9j58+d1/Phxp/NI0rhx4zR69Gj76/T0dIoLALBI7dpcpQCAsqhUC4uwsDCFhYUVy7LatWunqVOnKjk52d68afny5QoJCVHjxo2dzpOamqotW7aoRYsWkqTvvvtOOTk5atOmjdN1+fn5yc/Pr1jyBgAAAMoDr+ljcfDgQW3btk0HDx5Udna2tm3bpm3bttmfOdGtWzc1btxYd911l3755Rf997//1fjx4/XQQw/Zi4BNmzapUaNGOnz4sCTpiiuuUI8ePXTfffdp06ZN+vHHHzVy5EgNGDDA5TtCAQAAACjlKxbueOaZZ/TOO+/YXzdv3lyStGrVKnXq1EkVKlTQkiVL9OCDD6pdu3aqXLmyhgwZosmTJ9vnOX36tHbt2qVz587ZYwsXLtTIkSN1ww03yMfHR3379tUrr7xi3YYBAAAA5YDXPceiLOI5FgAAACiPLsnnWAAAAAAoPRQWAAAAADxGYQEAAADAYxQWAAAAADxGYQEAAADAYxQWAAAAADxGYQEAAADAYxQWAAAAADxGYQEAAADAYxQWAAAAADxGYQEAAADAYxQWAAAAADxGYQEAAADAYxQWAAAAADxWsbQTKA8Mw5Akpaenl3ImAAAAQPHJ+36b9323MBQWxeDkyZOSpKioqFLOBAAAACh+J0+eVGhoaKHT2AxXyg8UKicnR0eOHFFwcLBsNltppwMT6enpioqK0p9//qmQkJDSTgclhP18aWA/XxrYz5cG9nPZZxiGTp48qVq1asnHp/BeFFyxKAY+Pj6qXbt2aacBF4SEhPCH6xLAfr40sJ8vDeznSwP7uWy72JWKPHTeBgAAAOAxCgsAAAAAHqOwwCXBz89PEydOlJ+fX2mnghLEfr40sJ8vDeznSwP7uXyh8zYAAAAAj3HFAgAAAIDHKCwAAAAAeIzCAgAAAIDHKCwAAAAAeIzCAuXe1KlT1b59ewUGBqpKlSqm0xw8eFA9e/ZUYGCgwsPD9cQTT+j8+fPWJopiFxMTI5vN5jDMmDGjtNOCh15//XXFxMTI399fbdq00aZNm0o7JRSjSZMmFThvGzVqVNppwUPff/+9evfurVq1aslms+mLL75wGG8Yhp555hlFRkYqICBAXbt21Z49e0onWRQZhQXKvbNnz6pfv3568MEHTcdnZ2erZ8+eOnv2rNatW6d33nlHcXFxeuaZZyzOFCVh8uTJSkxMtA8PP/xwaacED3z00UcaPXq0Jk6cqK1bt+qqq65S9+7dlZycXNqpoRg1adLE4bxdu3ZtaacED506dUpXXXWVXn/9ddPxM2fO1CuvvKK5c+dq48aNqly5srp3764zZ85YnCk8we1mccmIi4vTqFGjlJqa6hBfunSpevXqpSNHjqhmzZqSpLlz52rs2LFKSUmRr69vKWSL4hATE6NRo0Zp1KhRpZ0KikmbNm3UqlUrvfbaa5KknJwcRUVF6eGHH9ZTTz1VytmhOEyaNElffPGFtm3bVtqpoITYbDZ9/vnn6tOnj6TcqxW1atXS448/rjFjxkiS0tLSVLNmTcXFxWnAgAGlmC3cwRULXPLWr1+vpk2b2osKSerevbvS09O1ffv2UswMxWHGjBmqXr26mjdvrhdeeIEmbl7s7Nmz2rJli7p27WqP+fj4qGvXrlq/fn0pZobitmfPHtWqVUv16tXToEGDdPDgwdJOCSUoPj5eSUlJDud2aGio2rRpw7ntZSqWdgJAaUtKSnIoKiTZXyclJZVGSigmjzzyiK655hpVq1ZN69at07hx45SYmKgXX3yxtFNDEfz111/Kzs42PV937txZSlmhuLVp00ZxcXFq2LChEhMT9eyzz+r666/X77//ruDg4NJODyUg77PW7Nzmc9i7cMUCXumpp54q0LnvwoEvGuWTO/t+9OjR6tSpk5o1a6bhw4dr1qxZevXVV5WVlVXKWwHAmZtuukn9+vVTs2bN1L17d33zzTdKTU3Vxx9/XNqpAbgIrljAKz3++OMaOnRoodPUq1fPpWVFREQUuKvM0aNH7eNQtniy79u0aaPz588rISFBDRs2LIHsUJJq1KihChUq2M/PPEePHuVcLceqVKmiBg0aaO/evaWdCkpI3vl79OhRRUZG2uNHjx7V1VdfXUpZoSgoLOCVwsLCFBYWVizLateunaZOnark5GSFh4dLkpYvX66QkBA1bty4WNaB4uPJvt+2bZt8fHzs+xnexdfXVy1atNDKlSvtnT5zcnK0cuVKjRw5snSTQ4nJyMjQvn37dNddd5V2KighdevWVUREhFauXGkvJNLT07Vx40and3RE2URhgXLv4MGDOn78uA4ePKjs7Gz7nUZiY2MVFBSkbt26qXHjxrrrrrs0c+ZMJSUlafz48XrooYfk5+dXusmjyNavX6+NGzeqc+fOCg4O1vr16/XYY4/pzjvvVNWqVUs7PRTR6NGjNWTIELVs2VKtW7fW7NmzderUKd19992lnRqKyZgxY9S7d29FR0fryJEjmjhxoipUqKCBAweWdmrwQEZGhsNVp/j4eG3btk3VqlVTnTp1NGrUKE2ZMkX169dX3bp1NWHCBNWqVcv+IwK8hAGUc0OGDDEkFRhWrVplnyYhIcG46aabjICAAKNGjRrG448/bpw7d670kobHtmzZYrRp08YIDQ01/P39jSuuuMKYNm2acebMmdJODR569dVXjTp16hi+vr5G69atjQ0bNpR2SihG/fv3NyIjIw1fX1/jsssuM/r372/s3bu3tNOCh1atWmX6WTxkyBDDMAwjJyfHmDBhglGzZk3Dz8/PuOGGG4xdu3aVbtJwG8+xAAAAAOAx7goFAAAAwGMUFgAAAAA8RmEBAAAAwGMUFgAAAAA8RmEBAAAAwGMUFgAAAAA8RmEBAAAAwGMUFgAAj+zcuVNt27aVv7+/rr76aqcxKwwdOlQ2m002m01ffPFFia/P3fWsXr3anh9PFAZQ3lQs7QQAANYZOnSoUlNTi/VL98SJE1W5cmXt2rVLQUFBTmOemDRpkr744gtt27btotP26NFDCxYsUNWqVT1e78UkJia6tZ727dsrMTFRjz76qLKyskowMwCwHoUFAMAj+/btU8+ePRUdHV1ozCp+fn6KiIiwZF3ursfX11cREREKCAigsABQ7tAUCgDgVE5OjiZPnqzatWvLz89PV199tZYtW2Yfb7PZtGXLFk2ePFk2m02TJk0yjZ09e1YjR45UZGSk/P39FR0drenTp9uXk5qaqnvvvVdhYWEKCQlRly5d9Msvv0iS4uLi9Oyzz+qXX36xNyOKi4tzazvGjh2rBg0aKDAwUPXq1dOECRN07tw5+/hJkybp6quv1ttvv606deooKChII0aMUHZ2tmbOnKmIiAiFh4dr6tSpDsvN3xQqISFBNptNn332mTp37qzAwEBdddVVWr9+vZvvOgB4J65YAACcevnllzVr1izNmzdPzZs319tvv62bb75Z27dvV/369ZWYmKiuXbuqR48eGjNmjIKCgjR8+PACsVdeeUWLFy/Wxx9/rDp16ujPP//Un3/+aV9Pv379FBAQoKVLlyo0NFTz5s3TDTfcoN27d6t///76/ffftWzZMq1YsUKSFBoa6tZ2BAcHKy4uTrVq1dJvv/2m++67T8HBwXryySft0+zbt09Lly7VsmXLtG/fPt12223av3+/GjRooDVr1mjdunW655571LVrV7Vp08bpup5++mn961//Uv369fX0009r4MCB2rt3rypW5CMXQPnGXzkAgFP/+te/NHbsWA0YMECS9Pzzz2vVqlWaPXu2Xn/9dUVERKhixYoKCgqyNwsKCgoqEDt48KDq16+v6667TjabzaGJ1Nq1a7Vp0yYlJyfLz8/Pvt4vvvhCn376qe6//377MovaxGn8+PH2/8fExGjMmDFatGiRQ2GRk5Ojt99+W8HBwWrcuLE6d+6sXbt26ZtvvpGPj48aNmxo3/7CCosxY8aoZ8+ekqRnn31WTZo00d69e9WoUaMi5Q4A3oLCAgBgKj09XUeOHNG1117rEL/22mvtzZRcNXToUN14441q2LChevTooV69eqlbt26SpF9++UUZGRmqXr26wzyZmZnat2+fZxvxPx999JFeeeUV7du3TxkZGTp//rxCQkIcpomJiVFwcLD9dc2aNVWhQgX5+Pg4xJKTkwtdV7Nmzez/j4yMlCQlJydTWAAo9ygsAAAl7pprrlF8fLyWLl2qFStW6Pbbb1fXrl316aefKiMjQ5GRkVq9enWB+apUqeLxutevX69Bgwbp2WefVffu3RUaGqpFixZp1qxZDtNVqlTJ4bXNZjON5eTkFLq+/PPYbDZJuug8AFAeUFgAAEyFhISoVq1a+vHHH9WxY0d7/Mcff1Tr1q2LtLz+/furf//+uu2229SjRw8dP35c11xzjZKSklSxYkXFxMSYzuvr66vs7Owibce6desUHR2tp59+2h47cOBAkZYFAHCOwgIALjFpaWkFngdRvXp1RUVFFZj2iSee0MSJE3X55Zfr6quv1oIFC7Rt2zYtXLjQrXW++OKLioyMVPPmzeXj46NPPvlEERERqlKlirp27ap27dqpT58+mjlzpho0aKAjR47o66+/1q233qqWLVsqJiZG8fHx2rZtm2rXrq3g4GB7f4yLqV+/vg4ePKhFixapVatW+vrrr/X555+7lT8A4OIoLADgErN69Wo1b97cITZs2DD9+9//LjDtI488orS0ND3++ONKTk5W48aNtXjxYtWvX9+tdQYHB2vmzJnas2ePKlSooFatWtk7RUvSN998o6efflp33323UlJSFBERoQ4dOqhmzZqSpL59+9pv45qamqoFCxZo6NChLq375ptv1mOPPaaRI0cqKytLPXv21IQJEzRp0iS3tgEAUDibYRhGaScBAEBxKIkni5cEb8kTANzBA/IAAOXKkiVLFBQUpCVLlpR2KgX88MMPCgoKcrspGQB4A65YAADKjeTkZKWnp0vKvdVr5cqVSzkjR5mZmTp8+LAkOTznAwDKAwoLAAAAAB6jKRQAAAAAj1FYAAAAAPAYhQUAAAAAj1FYAAAAAPAYhQUAAAAAj1FYAAAAAPAYhQUAAAAAj1FYAAAAAPAYhQUAAAAAj/0/G23SZWm3eX0AAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 800x640 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "beamcut_exports = \"beamcut_exports\"\n",
    "\n",
    "beamcut_mds.plot_beam_cuts_over_sky(\n",
    "    beamcut_exports,\n",
    "    ant=\"ea17\",\n",
    "    ddi=0,\n",
    "    display=True,\n",
    "    parallel=False,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "859b3f7305664412",
   "metadata": {},
   "source": [
    "#### Amplitude plots\n",
    "\n",
    "The next plotting method is `plot_beamcut_in_amplitude` which plots the beamcut data in amplitude for each correlation and cut while identifying the lobes marked in the report.\n",
    "Key properties are also shown, the primary beam offset, FWHM and the first side lobe ratio (FSLR)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "93c2dcb878f3bf44",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-02-10T16:51:33.642047977Z",
     "start_time": "2026-02-10T16:51:30.711019667Z"
    },
    "execution": {
     "iopub.execute_input": "2026-03-19T21:39:08.667737Z",
     "iopub.status.busy": "2026-03-19T21:39:08.667522Z",
     "iopub.status.idle": "2026-03-19T21:39:10.540594Z",
     "shell.execute_reply": "2026-03-19T21:39:10.540080Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:08,668\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Module path: \u001b[38;2;50;50;205m/export/home/arya/work/Holography-1022/astrohack/src/astrohack\u001b[0m \n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x900 with 8 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "beamcut_mds.plot_beamcut_in_amplitude(\n",
    "    beamcut_exports,\n",
    "    ant=\"ea17\",\n",
    "    ddi=0,\n",
    "    display=True,\n",
    "    parallel=False,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9dbbc772-5f28-4c48-8d5a-e1431daffa66",
   "metadata": {},
   "source": [
    "#### Phase plots\n",
    "\n",
    "Another way of visualizing a beam cut is through the `plot_beamcut_in_phase` method. Here the phase accross the beam cut is plotted which can give important hints to disentangle between focal plane misalignments and pointing errors. Also present in this plot is the multi-gaussian fit to the primary beam in amplitude, which help identify when phase regimes change, usually at at null."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "144effa1-c69d-49a4-a24a-9b9b9bf5eebc",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-03-19T21:39:10.543063Z",
     "iopub.status.busy": "2026-03-19T21:39:10.542834Z",
     "iopub.status.idle": "2026-03-19T21:39:12.436851Z",
     "shell.execute_reply": "2026-03-19T21:39:12.436304Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:10,543\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Module path: \u001b[38;2;50;50;205m/export/home/arya/work/Holography-1022/astrohack/src/astrohack\u001b[0m \n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x900 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "beamcut_mds.plot_beamcut_in_phase(\n",
    "    beamcut_exports,\n",
    "    ant=\"ea17\",\n",
    "    ddi=0,\n",
    "    display=True,\n",
    "    parallel=False,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a93f11dd2b7f172a",
   "metadata": {},
   "source": [
    "#### Attenuation plots\n",
    "\n",
    "The remaining plotting method is `plot_beamcut_in_attenuation` which plots each cut in attenuation in a way that let us compare the parallel hands directly.\n",
    "Also present in this plot are the primary beam offset, FWHM and the first side lobe ratio (FSLR), however the numbers shown here are the average between the 2 parallel hands."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "1a02cb9ae7df404f",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-02-10T16:51:35.193027248Z",
     "start_time": "2026-02-10T16:51:33.672152538Z"
    },
    "execution": {
     "iopub.execute_input": "2026-03-19T21:39:12.439511Z",
     "iopub.status.busy": "2026-03-19T21:39:12.439332Z",
     "iopub.status.idle": "2026-03-19T21:39:13.302049Z",
     "shell.execute_reply": "2026-03-19T21:39:13.301562Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:12,440\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Module path: \u001b[38;2;50;50;205m/export/home/arya/work/Holography-1022/astrohack/src/astrohack\u001b[0m \n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 600x900 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "beamcut_mds.plot_beamcut_in_attenuation(\n",
    "    beamcut_exports,\n",
    "    ant=\"ea17\",\n",
    "    ddi=0,\n",
    "    display=True,\n",
    "    parallel=False,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e86bd0893364b0b6",
   "metadata": {},
   "source": [
    "#### Create report on beam cut gaussian fit\n",
    "\n",
    "Lastly, `create_beam_fit_report` produces a report with the fitted parameters to each of the lobes present in the beam."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "51fbea7b61c7181",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-02-10T16:51:35.355598975Z",
     "start_time": "2026-02-10T16:51:35.195342142Z"
    },
    "execution": {
     "iopub.execute_input": "2026-03-19T21:39:13.303770Z",
     "iopub.status.busy": "2026-03-19T21:39:13.303603Z",
     "iopub.status.idle": "2026-03-19T21:39:13.416946Z",
     "shell.execute_reply": "2026-03-19T21:39:13.416299Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[\u001b[38;2;128;05;128m2026-03-19 15:39:13,304\u001b[0m] \u001b[38;2;50;50;205m    INFO\u001b[0m\u001b[38;2;112;128;144m   astrohack: \u001b[0m Module path: \u001b[38;2;50;50;205m/export/home/arya/work/Holography-1022/astrohack/src/astrohack\u001b[0m \n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "- Beam cut for EA17, DDI 0, $\\nu$ = 21.380 GHz, Az ~ 294.3 deg, El ~ 45.5 deg\n",
      "\n",
      "  - RR El. cut (S -> N), 2025-11-25 23:16 UTC, Beam fit results:\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "    | Id | Center [amin] | Amplitude [ ] | FWHM [amin] | Attenuation [dB] |\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "    | 1) |     -7.328    |     0.092     |    3.118    |     -10.275      |\n",
      "    | 2) |     -3.378    |     0.173     |    1.229    |      -7.546      |\n",
      "    | 3) |     -0.003    |     0.999     |    2.417    |      0.066       |\n",
      "    | 4) |     3.401     |     0.234     |    1.353    |      -6.239      |\n",
      "    | 5) |     7.366     |     0.098     |    2.800    |     -10.011      |\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "\n",
      "  - LL El. cut (S -> N), 2025-11-25 23:16 UTC, Beam fit results:\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "    | Id | Center [amin] | Amplitude [ ] | FWHM [amin] | Attenuation [dB] |\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "    | 1) |     -7.141    |     0.165     |    2.850    |      -9.265      |\n",
      "    | 2) |     -3.314    |     0.279     |    1.253    |      -6.997      |\n",
      "    | 3) |     0.069     |     1.406     |    2.437    |      0.031       |\n",
      "    | 4) |     3.487     |     0.293     |    1.317    |      -6.778      |\n",
      "    | 5) |     7.388     |     0.104     |    2.898    |     -11.275      |\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "\n",
      "  - RR Az. cut (W -> E), 2025-11-25 23:19 UTC, Beam fit results:\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "    | Id | Center [amin] | Amplitude [ ] | FWHM [amin] | Attenuation [dB] |\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "    | 1) |     -7.481    |     0.078     |    2.799    |     -11.231      |\n",
      "    | 2) |     -3.509    |     0.227     |    1.297    |      -6.606      |\n",
      "    | 3) |     -0.055    |     1.047     |    2.460    |      0.030       |\n",
      "    | 4) |     3.314     |     0.241     |    1.375    |      -6.343      |\n",
      "    | 5) |     7.251     |     0.100     |    2.646    |     -10.191      |\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "\n",
      "  - LL Az. cut (W -> E), 2025-11-25 23:19 UTC, Beam fit results:\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "    | Id | Center [amin] | Amplitude [ ] | FWHM [amin] | Attenuation [dB] |\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "    | 1) |     -7.382    |     0.070     |    3.511    |     -11.667      |\n",
      "    | 2) |     -3.413    |     0.219     |    1.317    |      -6.734      |\n",
      "    | 3) |     0.025     |     1.044     |    2.448    |      0.055       |\n",
      "    | 4) |     3.396     |     0.233     |    1.371    |      -6.459      |\n",
      "    | 5) |     7.221     |     0.105     |    2.515    |      -9.916      |\n",
      "    +----+---------------+---------------+-------------+------------------+\n",
      "\n"
     ]
    }
   ],
   "source": [
    "beamcut_mds.create_beam_fit_report(beamcut_exports, ant=\"ea17\", ddi=0, parallel=False)\n",
    "\n",
    "with open(\"beamcut_exports/beamcut_report_ant_ea17_ddi_0.txt\", \"r\") as infile:\n",
    "    for line in infile:\n",
    "        print(line[:-1])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "3d73b3ae48ba362c",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2026-02-10T16:51:35.397426890Z",
     "start_time": "2026-02-10T16:51:35.358308269Z"
    },
    "execution": {
     "iopub.execute_input": "2026-03-19T21:39:13.418259Z",
     "iopub.status.busy": "2026-03-19T21:39:13.418102Z",
     "iopub.status.idle": "2026-03-19T21:39:13.426536Z",
     "shell.execute_reply": "2026-03-19T21:39:13.426044Z"
    }
   },
   "outputs": [],
   "source": [
    "if parallel:\n",
    "    client.close()"
   ]
  }
 ],
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