{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Fermipy tutorial"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This tutorial shows how to perform Fermi-LAT analysis with the Fermipy Python package. \n",
    "Many parts of this tutorial are taken directly from the documentation page of Fermipy: [fermipy.readthedocs](http://fermipy.readthedocs.io/en/latest/).\n",
    "I suggest to visit the documentation page to find further informations.\n",
    "\n",
    "Fermipy is a python package created by Mattew Wood and maintained by a wide community of people. Fermipy facilitates analysis of data from the Large Area Telescope (LAT) with the Fermi Science Tools.\n",
    "The Fermipy package is built on the pyLikelihood interface of the Fermi Science Tools and provides a set of high-level tools for performing common analysis tasks:\n",
    "* Data and model preparation with the gt-tools (gtselect, gtmktime, etc.).\n",
    "* Extracting a spectral energy distribution (SED) of a source.\n",
    "* Generating TS and residual maps for a region of interest.\n",
    "* Finding new source candidates.\n",
    "* Localizing a source or fitting its spatial extension.\n",
    "* Perfoming phase analysis\n",
    "* Calculating light curves\n",
    "* Deriving the sensitivity of gamma-ray sources with a specific SED and spatial morphology."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Installation"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Instruction on how to install in SLAC machines or in your laptop Fermipy are available at this page: [fermipy.installation](http://fermipy.readthedocs.io/en/latest/install.html).\n",
    "Fermipy is only compatible with Science Tools v10r0p5 or later. If you are using an earlier version, you will need to download and install the latest version from the [FSSC](https://fermi.gsfc.nasa.gov/ssc/). Note that it is recommended to use the non-ROOT binary distributions of the Science Tools. These instructions assume that you want to run Fermipy on the SLAC machines."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "With these instructions you will create your own Conda installation and you will install all the packages needed to use FermiPy and Science Tools.\n",
    "Using your own Conda installation avoids conflicts with package versions because you build your own environment."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "First grab the installation and setup scripts from the fermipy github repository:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:07:35.592552Z",
     "iopub.status.busy": "2026-02-25T23:07:35.592356Z",
     "iopub.status.idle": "2026-02-25T23:07:35.595525Z",
     "shell.execute_reply": "2026-02-25T23:07:35.595046Z"
    }
   },
   "outputs": [],
   "source": [
    "# ! curl -OL https://raw.githubusercontent.com/fermiPy/fermipy/master/condainstall.sh\n",
    "# ! curl -OL https://raw.githubusercontent.com/fermiPy/fermipy/master/slacsetup.sh"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now choose an installation path. This should be a new directory (e.g. $HOME/anaconda) that has at least 2-4 GB available. We will assign this location to the CONDABASE environment variable which is used by the setup script to find the location of your python installation. To avoid setting this every time you log in it's recommended to set CONDABASE into your .bashrc file.\n",
    "\n",
    "Now run the following commands to install anaconda and fermipy. This will take about 5-10 minutes."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:07:35.597044Z",
     "iopub.status.busy": "2026-02-25T23:07:35.596888Z",
     "iopub.status.idle": "2026-02-25T23:07:35.599225Z",
     "shell.execute_reply": "2026-02-25T23:07:35.598647Z"
    }
   },
   "outputs": [],
   "source": [
    "# export CONDABASE=<path to install directory>\n",
    "# bash condainstall.sh $CONDABASE"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Once anaconda is installed you will initialize your python and ST environment by running the slacsetup function in slacsetup.sh. This function will set the appropriate environment variables needed to run the STs and python."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:07:35.600853Z",
     "iopub.status.busy": "2026-02-25T23:07:35.600692Z",
     "iopub.status.idle": "2026-02-25T23:07:35.602862Z",
     "shell.execute_reply": "2026-02-25T23:07:35.602384Z"
    }
   },
   "outputs": [],
   "source": [
    "# source slacsetup.sh\n",
    "# slacsetup"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "For convenience you can also copy this function into your .bashrc file so that it will automatically be available when you launch a new shell session. By default the function will setup your environment to point to a recent version of the STs and the installation of python in CONDABASE. If CONDABASE is not defined then it will use the installation of python that is packaged with a given release of the STs. The slacsetup function takes two optional arguments which can be used to override the ST version or python installation path."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:07:35.604391Z",
     "iopub.status.busy": "2026-02-25T23:07:35.604237Z",
     "iopub.status.idle": "2026-02-25T23:07:35.606410Z",
     "shell.execute_reply": "2026-02-25T23:07:35.605962Z"
    }
   },
   "outputs": [],
   "source": [
    "# Use ST 10-00-05\n",
    "# slacsetup 10-00-05\n",
    "# Use ST 11-01-01 and python distribution located at <PATH>\n",
    "# slacsetup 11-01-01 <PATH>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The installation script only installs packages that are required by fermipy and the STs. Once you've initialized your shell environment you are free to install additional python packages with the conda package manager tool with conda install <package name>. Packages that are not available on conda can also be installed with pip."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "conda install fermipy"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "conda can also be used to upgrade packages. For instance you can upgrade fermipy to the newest version with the conda update command:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:07:35.608019Z",
     "iopub.status.busy": "2026-02-25T23:07:35.607858Z",
     "iopub.status.idle": "2026-02-25T23:07:35.610280Z",
     "shell.execute_reply": "2026-02-25T23:07:35.609697Z"
    }
   },
   "outputs": [],
   "source": [
    "# conda update fermipy"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "If you want to make development of Fermipy you should get the github version making:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:07:35.611869Z",
     "iopub.status.busy": "2026-02-25T23:07:35.611706Z",
     "iopub.status.idle": "2026-02-25T23:07:35.613848Z",
     "shell.execute_reply": "2026-02-25T23:07:35.613350Z"
    }
   },
   "outputs": [],
   "source": [
    "# git clone https://github.com/fermiPy/fermipy.git"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Then you should create a branch using:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:07:35.615391Z",
     "iopub.status.busy": "2026-02-25T23:07:35.615219Z",
     "iopub.status.idle": "2026-02-25T23:07:35.617437Z",
     "shell.execute_reply": "2026-02-25T23:07:35.616992Z"
    }
   },
   "outputs": [],
   "source": [
    "# git checkout -b mattia-dev"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In the branch you can make your development of Fermipy and then use the git commands to merge them to the master repository."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "More informations on how to install Fermipy are available here: [fermipy-install](http://fermipy.readthedocs.io/en/latest/install.html)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Download the raw files\n",
    "\n",
    "The files can be obtained from the [Fermi SSC website](https://fermi.gsfc.nasa.gov/cgi-bin/ssc/LAT/LATDataQuery.cgi). The following data selection choices were made:\n",
    "\n",
    "* Object name or coordinates: 302.25,-44.37\n",
    "* Coordinate system: GAL\n",
    "* Search radius (degrees): 12\n",
    "* Observation dates: 239557417,512994417\n",
    "* Time system: MET\n",
    "* Energy range (MeV): 100,500000\n",
    "* LAT data type: Photon\n",
    "* Spacecraft data: yes\n",
    "\n",
    "The raw data with these selections can be downloaded using wget."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:07:35.619151Z",
     "iopub.status.busy": "2026-02-25T23:07:35.618969Z",
     "iopub.status.idle": "2026-02-25T23:07:35.621484Z",
     "shell.execute_reply": "2026-02-25T23:07:35.621041Z"
    }
   },
   "outputs": [],
   "source": [
    "# # Set up a subdirectory for the data\n",
    "# !mkdir -p SMC_data/PH\n",
    "# !mkdir -p SMC_data/SC\n",
    "\n",
    "# # Download the data and place into the subdirectory\n",
    "# !wget -P ./SMC_data/PH/ https://fermi.gsfc.nasa.gov/FTP/fermi/data/lat/queries/L240613164330AE56FF4635_PH00.fits\n",
    "# !wget -P ./SMC_data/PH/ https://fermi.gsfc.nasa.gov/FTP/fermi/data/lat/queries/L240613164330AE56FF4635_PH01.fits\n",
    "# !wget -P ./SMC_data/PH/ https://fermi.gsfc.nasa.gov/FTP/fermi/data/lat/queries/L240613164330AE56FF4635_PH02.fits\n",
    "# !wget -P ./SMC_data/PH/ https://fermi.gsfc.nasa.gov/FTP/fermi/data/lat/queries/L240613164330AE56FF4635_PH03.fits\n",
    "# !wget -P ./SMC_data/PH/ https://fermi.gsfc.nasa.gov/FTP/fermi/data/lat/queries/L240613164330AE56FF4635_PH04.fits\n",
    "# !wget -P ./SMC_data/PH/ https://fermi.gsfc.nasa.gov/FTP/fermi/data/lat/queries/L240613164330AE56FF4635_PH05.fits\n",
    "# !wget -P ./SMC_data/PH/ https://fermi.gsfc.nasa.gov/FTP/fermi/data/lat/queries/L240613164330AE56FF4635_PH06.fits\n",
    "\n",
    "# !wget -P ./SMC_data/SC/ https://fermi.gsfc.nasa.gov/FTP/fermi/data/lat/queries/L240613164330AE56FF4635_SC00.fits\n",
    "\n",
    "# # Make a file list\n",
    "# !ls ./SMC_data/PH/*PH*.fits > ./SMC_data/PH.txt"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Note that processing the raw photon and spacecraft files can take multiple hours. Alternatively, you can download the pre-processed data from github."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:07:35.623047Z",
     "iopub.status.busy": "2026-02-25T23:07:35.622890Z",
     "iopub.status.idle": "2026-02-25T23:07:36.020041Z",
     "shell.execute_reply": "2026-02-25T23:07:36.019305Z"
    }
   },
   "outputs": [],
   "source": [
    "import os\n",
    "if os.path.isfile('./../data/SMC_data.tar.gz'):\n",
    "    !tar xzf ./../data/SMC_data.tar.gz\n",
    "else:\n",
    "    !curl -OL --output-dir ./../data/ https://raw.githubusercontent.com/fermiPy/fermipy-extras/master/data/SMC_data.tar.gz\n",
    "    !tar xzf ./../data/SMC_data.tar.gz"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Configuration file:"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The first step is to compose a configuration file that defines the data selection and analysis parameters. Fermipy uses YAML files to read and write its configuration in a persistent format. The configuration file has a hierarchical structure that groups parameters into dictionaries that are keyed to a section name (data, binning, etc.). Below I report a sample of configuration applied for an analysis of the SMC:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:07:36.022287Z",
     "iopub.status.busy": "2026-02-25T23:07:36.022096Z",
     "iopub.status.idle": "2026-02-25T23:07:38.316954Z",
     "shell.execute_reply": "2026-02-25T23:07:38.316306Z"
    }
   },
   "outputs": [],
   "source": [
    "import os\n",
    "import numpy as np\n",
    "from fermipy.gtanalysis import GTAnalysis\n",
    "from fermipy.plotting import ROIPlotter, SEDPlotter\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:07:38.319235Z",
     "iopub.status.busy": "2026-02-25T23:07:38.318958Z",
     "iopub.status.idle": "2026-02-25T23:07:38.465802Z",
     "shell.execute_reply": "2026-02-25T23:07:38.465040Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "data:\r\n",
      "  evfile : './SMC_data/PH.txt'\r\n",
      "  scfile : './SMC_data/SC/SC_copy.fits'\r\n",
      "  ltcube : 'ltcube_00.fits'\r\n",
      "\r\n",
      "binning:\r\n",
      "  roiwidth   : 12.0\r\n",
      "  binsz      : 0.08\r\n",
      "  binsperdec : 8\r\n",
      "  coordsys   : 'GAL'\r\n",
      "\r\n",
      "selection :\r\n",
      "  emin : 1000\r\n",
      "  emax : 500000\r\n",
      "  tmin : 239557417\r\n",
      "  tmax : 512994417\r\n",
      "  zmax    : 105\r\n",
      "  evclass : 128\r\n",
      "  evtype  : 3\r\n",
      "  glon: 302.25\r\n",
      "  glat : -44.37\r\n",
      " \r\n",
      "gtlike:\r\n",
      "  edisp : True\r\n",
      "  irfs : 'P8R2_SOURCE_V6'\r\n",
      "  edisp_disable : ['isodiff','galdiff']\r\n",
      "\r\n",
      "model:\r\n",
      "  src_roiwidth : 12.0\r\n",
      "  galdiff  : '$FERMI_DIFFUSE_DIR/gll_iem_v07.fits'\r\n",
      "  isodiff  : '$FERMI_DIFFUSE_DIR/iso_P8R2_SOURCE_V6_v06.txt'  \r\n",
      "  catalogs: gll_psc_v16.fit\r\n",
      "\r\n",
      "fileio:\r\n",
      "  usescratch: False\r\n",
      "  outdir : SMC_data"
     ]
    }
   ],
   "source": [
    "!cat ./SMC_data/config.yaml"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The configuration file has the same structure as the configuration dictionary such that one can read/write configurations using the load/dump methods of the yaml module:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:07:38.468171Z",
     "iopub.status.busy": "2026-02-25T23:07:38.467971Z",
     "iopub.status.idle": "2026-02-25T23:07:38.476595Z",
     "shell.execute_reply": "2026-02-25T23:07:38.476129Z"
    }
   },
   "outputs": [],
   "source": [
    "import yaml\n",
    "# Load a configuration\n",
    "config = yaml.load(open('./SMC_data/config.yaml'), Loader=yaml.FullLoader)\n",
    "# Update a parameter and write a new configuration\n",
    "config['selection']['emin'] = 1000.\n",
    "yaml.dump(config, open('new_config.yaml','w'))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The data section defines the input data set and spacecraft file for the analysis. Here evfile points to a list of FT1 files that encompass the chosen ROI, energy range, and time selection.\n",
    "The parameters in the binning section define the dimensions of the ROI and the spatial and energy bin size.\n",
    "The selection section defines parameters related to the data selection (energy range, zmax cut, and event class/type). The target parameter in this section defines the ROI center to have the same coordinates as the given source.\n",
    "The model section defines parameters related to the ROI model definition (diffuse templates, point sources).\n",
    "Fermipy gives the user the option to combine multiple data selections into a joint likelihood with the components section. For more informations on this visit: http://fermipy.readthedocs.io/en/latest/quickstart.html"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Note that the setup for a joint analysis is identical to the above except for the modification to the components section.  The following example shows the components configuration one would use to define a joint analysis with the four PSF event types:\n",
    "```python\n",
    "components:\n",
    "  - { selection : { evtype : 4  } }\n",
    "  - { selection : { evtype : 8  } }\n",
    "  - { selection : { evtype : 16 } }\n",
    "  - { selection : { evtype : 32 } }\n",
    "```"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Start your run"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "First of all you need to load the configuration file, create the object gta and run the tool gta.setup that implements the ST gtselect, gtmktime, gtbin, gtexpcube, gtsrcmap tools"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Begin the setup routine. As most of the files are included, only the source-map should be created. Will take ~5min."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:07:38.478414Z",
     "iopub.status.busy": "2026-02-25T23:07:38.478244Z",
     "iopub.status.idle": "2026-02-25T23:09:22.212934Z",
     "shell.execute_reply": "2026-02-25T23:09:22.212314Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:38 INFO    GTAnalysis.__init__(): \n",
      "--------------------------------------------------------------------------------\n",
      "fermipy version 1.4.1 \n",
      "ScienceTools version 2.2.0\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:39 INFO    GTAnalysis.setup(): Running setup.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:39 INFO    GTBinnedAnalysis.setup(): Running setup for component 00\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:39 INFO    GTBinnedAnalysis._select_data(): Skipping data selection.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:39 INFO    GTBinnedAnalysis.setup(): Using external LT cube.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "{'Prefactor': 0, 'Index1': 1, 'Scale': 2, 'Cutoff': 3, 'Index2': 4}\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:39 INFO    GTBinnedAnalysis._create_expcube(): Skipping gtexpcube.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATEREF to '2001-01-01T00:01:04.184' from MJDREF.\n",
      "Set MJD-OBS to 54682.655283 from DATE-OBS.\n",
      "Set MJD-END to 57847.435324 from DATE-END'. [astropy.wcs.wcs]\n",
      "2026-02-25 23:07:39 INFO    GTBinnedAnalysis.run_gtapp(): Running gtsrcmaps.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:39 INFO    GTBinnedAnalysis.run_gtapp(): time -p gtsrcmaps scfile=./SMC_data/SC/SC_copy.fits sctable=\"SC_DATA\" expcube=/home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/ltcube_00.fits cmap=/home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/ccube_00.fits srcmdl=/home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/srcmdl_00.xml bexpmap=/home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/bexpmap_00.fits wmap=none outfile=/home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/srcmap_00.fits irfs=\"P8R2_SOURCE_V6\" evtype=3 convol=yes resample=yes rfactor=2 minbinsz=0.05 ptsrc=yes psfcorr=yes emapbnds=no edisp_bins=-1 copyall=no chatter=3 clobber=yes debug=no gui=no mode=\"ql\"\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:39 INFO    GTBinnedAnalysis.run_gtapp(): This is gtsrcmaps version HEAD\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:39 INFO    GTBinnedAnalysis.run_gtapp(): Using evtype=3 (i.e., FRONT/BACK irfs)\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:39 INFO    GTBinnedAnalysis.run_gtapp(): ResponseFunctions::load: IRF used: P8R2_SOURCE_V6\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:39 INFO    GTBinnedAnalysis.run_gtapp(): event_types:  0  1\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:44 INFO    GTBinnedAnalysis.run_gtapp(): Creating source named 3FGL J0059.0-7242e\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:44 INFO    GTBinnedAnalysis.run_gtapp(): Creating source named 3FGL J0112.9-7506\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:44 INFO    GTBinnedAnalysis.run_gtapp(): Creating source named 3FGL J0023.9-7203\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:44 INFO    GTBinnedAnalysis.run_gtapp(): Creating source named 3FGL J0029.1-7045\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:44 INFO    GTBinnedAnalysis.run_gtapp(): Creating source named 3FGL J0021.6-6835\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:44 INFO    GTBinnedAnalysis.run_gtapp(): Creating source named 3FGL J2351.9-7601\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:44 INFO    GTBinnedAnalysis.run_gtapp(): Creating source named 3FGL J2338.7-7401\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:44 INFO    GTBinnedAnalysis.run_gtapp(): Creating source named 3FGL J0146.4-6746\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:44 INFO    GTBinnedAnalysis.run_gtapp(): Creating source named 3FGL J2336.5-7620\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:44 INFO    GTBinnedAnalysis.run_gtapp(): Creating source named 3FGL J0002.0-6722\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:44 INFO    GTBinnedAnalysis.run_gtapp(): Creating source named isodiff\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:44 INFO    GTBinnedAnalysis.run_gtapp(): Creating source named galdiff\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:45 INFO    GTBinnedAnalysis.run_gtapp(): Generating SourceMap for 3FGL J0002.0-6722 23....................!\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:45 INFO    GTBinnedAnalysis.run_gtapp(): Generating SourceMap for 3FGL J0021.6-6835 23....................!\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:46 INFO    GTBinnedAnalysis.run_gtapp(): Generating SourceMap for 3FGL J0023.9-7203 23....................!\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:07:47 INFO    GTBinnedAnalysis.run_gtapp(): Generating SourceMap for 3FGL J0029.1-7045 23....................!\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:08:14 INFO    GTBinnedAnalysis.run_gtapp(): Generating SourceMap for 3FGL J0059.0-7242e 23....................!\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:08:15 INFO    GTBinnedAnalysis.run_gtapp(): Generating SourceMap for 3FGL J0112.9-7506 23....................!\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:08:16 INFO    GTBinnedAnalysis.run_gtapp(): Generating SourceMap for 3FGL J0146.4-6746 23....................!\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:08:16 INFO    GTBinnedAnalysis.run_gtapp(): Generating SourceMap for 3FGL J2336.5-7620 23....................!\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:08:17 INFO    GTBinnedAnalysis.run_gtapp(): Generating SourceMap for 3FGL J2338.7-7401 23....................!\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:08:18 INFO    GTBinnedAnalysis.run_gtapp(): Generating SourceMap for 3FGL J2351.9-7601 23....................!\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:08:48 INFO    GTBinnedAnalysis.run_gtapp(): Generating SourceMap for galdiff 23....................!\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:13 INFO    GTBinnedAnalysis.run_gtapp(): Generating SourceMap for isodiff 23....................!\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:13 INFO    GTBinnedAnalysis.run_gtapp(): Finished gtsrcmaps. Execution time: 93.87 s\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:13 INFO    GTBinnedAnalysis.setup(): Finished setup for component 00\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:13 INFO    GTBinnedAnalysis._create_binned_analysis(): Creating BinnedAnalysis for component 00.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:18 INFO    GTAnalysis.setup(): Initializing source properties\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:22 INFO    GTAnalysis.setup(): Finished setup.\n"
     ]
    }
   ],
   "source": [
    "gta = GTAnalysis('new_config.yaml')\n",
    "gta.setup()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:09:22.214777Z",
     "iopub.status.busy": "2026-02-25T23:09:22.214561Z",
     "iopub.status.idle": "2026-02-25T23:09:22.218082Z",
     "shell.execute_reply": "2026-02-25T23:09:22.217634Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:22 INFO    GTAnalysis.print_model(): \n",
      "sourcename            offset    norm  eflux     index        ts       npred free\n",
      "--------------------------------------------------------------------------------\n",
      "3FGL J0059.0-7242e     0.088   1.059  1.45e-05   2.22       nan      1437.6     \n",
      "3FGL J0112.9-7506      2.572   1.172  1.31e-06   2.17       nan       120.3     \n",
      "3FGL J0023.9-7203      2.662   0.714   9.3e-06   2.65       nan      1679.9     \n",
      "3FGL J0029.1-7045      3.008   0.506  2.49e-06   2.28       nan       270.6     \n",
      "3FGL J0021.6-6835      5.122   1.859  5.27e-07   2.65       nan        84.2     \n",
      "3FGL J2351.9-7601      5.495   1.027  3.74e-06   1.69       nan       117.8     \n",
      "3FGL J2338.7-7401      5.777   0.677  4.38e-06   1.89       nan       213.7     \n",
      "3FGL J0146.4-6746      6.423   0.420  1.03e-06   2.39       nan       124.0     \n",
      "3FGL J2336.5-7620      6.454   0.557  1.66e-06   2.33       nan       187.3     \n",
      "3FGL J0002.0-6722      7.153   0.483  2.07e-06   1.95       nan       113.5     \n",
      "isodiff                  ---   1.000    0.0313   2.12       nan      9099.9     \n",
      "galdiff                  ---   1.000     0.132   0.00       nan     16777.6     \n",
      "\n"
     ]
    }
   ],
   "source": [
    "gta.print_model()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:09:22.219555Z",
     "iopub.status.busy": "2026-02-25T23:09:22.219393Z",
     "iopub.status.idle": "2026-02-25T23:09:25.705329Z",
     "shell.execute_reply": "2026-02-25T23:09:25.704792Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:22 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0059.0-7242e    : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:22 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0112.9-7506     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:22 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0023.9-7203     : ['norm', 'alpha', 'beta']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:22 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0029.1-7045     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:22 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0021.6-6835     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:22 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J2351.9-7601     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:22 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J2338.7-7401     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:22 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0146.4-6746     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:22 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J2336.5-7620     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:22 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0002.0-6722     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:22 INFO    GTAnalysis.free_source(): Freeing parameters for isodiff               : ['Normalization']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:22 INFO    GTAnalysis.free_source(): Freeing parameters for galdiff               : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:22 INFO    GTAnalysis.fit(): Starting fit.\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Drm_Cache::update Measured counts < 0 3FGL J0023.9-7203 21 -3.92429e-11 6.86055e-11\n",
      "508.548 476.301 383.986 267.676 161.68 85.2989 39.7061 16.4355 5.9306 1.87763 0.52174 0.127727 0.0277026 0.00525312 0.00086478 0.000124394 1.56781e-05 1.73055e-06 1.67578e-07 1.42376e-08 1.05942e-09 6.86055e-11 \n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/runner/work/fermipy/fermipy/fermipy/utils.py:793: UserWarning: \n",
      "The maximal number of iterations maxit (set to 20 by the program)\n",
      "allowed for finding a smoothing spline with fp=s has been reached: s\n",
      "too small.\n",
      "There is an approximation returned but the corresponding weighted sum\n",
      "of squared residuals does not satisfy the condition abs(fp-s)/s < tol.\n",
      "  spline = UnivariateSpline(x, y, k=2,\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:25 INFO    GTAnalysis.fit(): Fit returned successfully. Quality:   3 Status:   0\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:25 INFO    GTAnalysis.fit(): LogLike:   -73815.272 DeltaLogLike:      154.334 \n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "{'fit_quality': 3,\n",
       " 'fit_status': 0,\n",
       " 'fit_success': True,\n",
       " 'dloglike': 154.33350336243166,\n",
       " 'edm': 0.00040817174676986245,\n",
       " 'loglike': -73815.27176892347,\n",
       " 'covariance': array([[ 4.98571048e-03,  4.07251389e-03, -2.54532021e-04,\n",
       "         -5.78972632e-05,  1.77001865e-05,  3.75091363e-05,\n",
       "         -1.21452409e-05,  1.67954117e-05,  1.30485290e-05,\n",
       "          9.50166404e-05,  1.01977968e-05,  4.96423895e-05,\n",
       "          1.55702488e-05,  4.74407335e-05,  2.57854615e-05,\n",
       "          2.75712397e-05,  2.82884366e-05,  2.24037483e-05,\n",
       "          1.78679609e-05,  3.26236510e-05,  1.88846184e-05,\n",
       "         -1.86837634e-05, -3.89180313e-05, -1.07154762e-04],\n",
       "        [ 4.07251389e-03,  1.88425372e-02, -4.94709427e-04,\n",
       "         -7.57633023e-05,  2.37483063e-05,  4.83155053e-05,\n",
       "         -1.25102366e-05,  2.08193908e-05,  2.69551614e-05,\n",
       "          1.76664373e-04,  6.24318465e-05,  7.44724284e-05,\n",
       "          3.37920653e-05,  4.82951204e-05,  3.62066614e-05,\n",
       "          4.90329536e-05,  6.45150368e-05,  2.30247459e-05,\n",
       "          2.98071894e-05,  2.66787585e-05,  3.92225864e-05,\n",
       "         -9.21043632e-05, -8.08092265e-05, -2.55399335e-05],\n",
       "        [-2.54532021e-04, -4.94709427e-04,  2.42814884e+00,\n",
       "          6.74241295e-01,  2.86690555e-04,  6.21833596e-04,\n",
       "         -1.68568021e-04, -3.75295644e-04, -5.09985898e-04,\n",
       "          2.55642065e-03,  9.47281867e-04,  7.53719995e-04,\n",
       "          4.19538977e-04,  1.07843872e-03,  7.43424504e-04,\n",
       "          5.83741135e-04,  8.84447133e-04,  3.90170936e-04,\n",
       "          4.73678499e-04,  2.31274366e-04,  5.31518980e-04,\n",
       "         -7.47119288e-04, -2.05556596e-03, -2.59554361e-03],\n",
       "        [-5.78972632e-05, -7.57633023e-05,  6.74241295e-01,\n",
       "          2.44610902e-01,  3.45341096e-05,  7.88453536e-05,\n",
       "         -1.48121171e-05, -6.93763722e-05, -8.27501964e-05,\n",
       "          3.87021084e-04,  2.43489755e-04,  1.97353130e-05,\n",
       "          6.03050388e-05,  1.28286915e-04,  1.16245874e-04,\n",
       "          6.01811569e-05,  1.46288940e-04,  2.48863968e-05,\n",
       "          6.78135444e-05, -6.42537969e-05,  8.03235455e-05,\n",
       "         -1.42246537e-04, -4.52563942e-04, -3.41689285e-04],\n",
       "        [ 1.77001865e-05,  2.37483063e-05,  2.86690555e-04,\n",
       "          3.45341096e-05,  2.98482327e-03,  9.28936792e-03,\n",
       "         -3.42644770e-03, -1.48019110e-04, -2.05809063e-04,\n",
       "         -1.42811266e-04, -5.28177780e-05,  3.13922485e-05,\n",
       "          1.65878012e-05,  4.06809152e-05,  2.75636024e-05,\n",
       "          1.87630613e-05,  2.89427589e-05,  8.88328461e-06,\n",
       "          9.60904560e-06,  5.72117820e-06,  1.52158553e-05,\n",
       "         -2.30608221e-05, -7.65189956e-05, -1.04686804e-04],\n",
       "        [ 3.75091363e-05,  4.83155053e-05,  6.21833596e-04,\n",
       "          7.88453536e-05,  9.28936792e-03,  3.46068811e-02,\n",
       "         -1.40838200e-02, -2.90759521e-04, -4.66575801e-04,\n",
       "         -3.22337842e-04, -1.34181327e-04,  2.51024854e-05,\n",
       "          2.46396805e-05,  9.80682675e-05,  6.60889055e-05,\n",
       "          2.20830456e-05,  4.89283655e-05,  1.58188741e-05,\n",
       "          1.66628937e-05, -9.02006881e-06,  2.34522705e-05,\n",
       "         -2.97673621e-06, -2.13849556e-04, -3.43662039e-04],\n",
       "        [-1.21452409e-05, -1.25102366e-05, -1.68568021e-04,\n",
       "         -1.48121171e-05, -3.42644770e-03, -1.40838200e-02,\n",
       "          6.30834129e-03,  8.01970755e-05,  1.34732751e-04,\n",
       "          9.64608750e-05,  4.15845404e-05, -4.64048163e-08,\n",
       "         -3.81981363e-06, -3.19115405e-05, -1.99368857e-05,\n",
       "         -2.09455169e-06, -8.74809200e-06, -4.88820017e-06,\n",
       "         -3.38777696e-06,  3.68086784e-06, -3.58826146e-06,\n",
       "         -1.46351148e-05,  6.56431087e-05,  1.32233176e-04],\n",
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       "         -6.93763722e-05, -1.48019110e-04, -2.90759521e-04,\n",
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       "         -4.25468447e-05, -3.47143376e-05, -3.43962021e-05],\n",
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       "         -8.27501964e-05, -2.05809063e-04, -4.66575801e-04,\n",
       "          1.34732751e-04,  4.06709069e-03,  1.17841263e-02,\n",
       "          3.13755230e-06,  6.95020983e-06,  5.10869899e-05,\n",
       "          2.61919698e-05,  3.16228756e-05,  2.62823835e-05,\n",
       "          3.32850510e-05,  4.78726295e-05,  1.34905519e-05,\n",
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       "         -6.99617880e-05, -6.99566720e-05, -1.23203229e-05],\n",
       "        [ 9.50166404e-05,  1.76664373e-04,  2.55642065e-03,\n",
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       "          2.17665453e-04,  2.82310679e-04,  8.73111851e-05,\n",
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       "         -4.56955040e-04, -2.84144002e-04,  1.08612143e-04],\n",
       "        [ 1.01977968e-05,  6.24318465e-05,  9.47281867e-04,\n",
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       "         -1.41795605e-05,  3.56539860e-05,  4.91728841e-05,\n",
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       "         -1.88778330e-04, -1.84654595e-04,  8.56894141e-05],\n",
       "        [ 4.96423895e-05,  7.44724284e-05,  7.53719995e-04,\n",
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       "         -1.42127889e-04, -3.74885149e-05,  3.73142150e-02,\n",
       "          1.32906663e-02,  5.16972452e-05,  3.61775588e-05,\n",
       "          1.31700623e-04,  1.32947857e-04,  5.22632564e-05,\n",
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       "         -2.69885501e-04,  4.01340517e-05,  2.85529918e-04],\n",
       "        [ 1.55702488e-05,  3.37920653e-05,  4.19538977e-04,\n",
       "          6.03050388e-05,  1.65878012e-05,  2.46396805e-05,\n",
       "         -3.81981363e-06,  1.96893252e-05,  2.61919698e-05,\n",
       "         -5.66370936e-05, -1.41795605e-05,  1.32906663e-02,\n",
       "          1.22798456e-02,  2.17516790e-05,  2.06135956e-05,\n",
       "          4.95771637e-05,  6.03621865e-05,  1.65273709e-05,\n",
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       "         -1.14850906e-04, -2.88120068e-05,  9.79975229e-05],\n",
       "        [ 4.74407335e-05,  4.82951204e-05,  1.07843872e-03,\n",
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       "         -3.19115405e-05,  3.21446516e-05,  3.16228756e-05,\n",
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       "          2.17516790e-05,  9.38070891e-03,  8.10022834e-03,\n",
       "          3.53648266e-05,  4.65696083e-05,  3.56614185e-05,\n",
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       "         -4.77780692e-06, -1.32107471e-04, -2.87817571e-04],\n",
       "        [ 2.57854615e-05,  3.62066614e-05,  7.43424504e-04,\n",
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       "         -1.99368857e-05,  2.04969897e-05,  2.62823835e-05,\n",
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       "          2.87686303e-05,  4.41209336e-05,  1.98572047e-05,\n",
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       "         -3.54352661e-05, -1.05750507e-04, -1.36802157e-04],\n",
       "        [ 2.75712397e-05,  4.90329536e-05,  5.83741135e-04,\n",
       "          6.01811569e-05,  1.87630613e-05,  2.20830456e-05,\n",
       "         -2.09455169e-06,  2.84422084e-05,  3.32850510e-05,\n",
       "          2.17665453e-04,  6.32523985e-05,  1.31700623e-04,\n",
       "          4.95771637e-05,  3.53648266e-05,  2.87686303e-05,\n",
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       "         -2.81722105e-06, -4.90622609e-04, -4.53545618e-04,\n",
       "         -1.64150264e-04, -1.94224690e-05,  1.41485729e-04],\n",
       "        [ 2.82884366e-05,  6.45150368e-05,  8.84447133e-04,\n",
       "          1.46288940e-04,  2.89427589e-05,  4.89283655e-05,\n",
       "         -8.74809200e-06,  3.30135278e-05,  4.78726295e-05,\n",
       "          2.82310679e-04,  1.11223754e-04,  1.32947857e-04,\n",
       "          6.03621865e-05,  4.65696083e-05,  4.41209336e-05,\n",
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       "         -1.90985927e-06, -4.30218150e-04, -5.67254919e-04,\n",
       "         -2.00628633e-04, -8.87877732e-05,  1.30761586e-04],\n",
       "        [ 2.24037483e-05,  2.30247459e-05,  3.90170936e-04,\n",
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       "         -4.88820017e-06,  1.61053824e-05,  1.34905519e-05,\n",
       "          8.73111851e-05,  1.07875460e-05,  5.22632564e-05,\n",
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       "         -4.88274689e-06, -8.65248532e-06,  3.90067021e-03,\n",
       "          1.49193303e-03, -1.06687376e-05, -1.49090030e-05,\n",
       "         -3.32588204e-05, -2.15483042e-05, -4.87914585e-05],\n",
       "        [ 1.78679609e-05,  2.98071894e-05,  4.73678499e-04,\n",
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       "         -3.38777696e-06,  1.64205345e-05,  2.08847510e-05,\n",
       "          1.21739476e-04,  4.20040470e-05,  5.50981708e-05,\n",
       "          2.41889816e-05,  3.18687802e-05,  2.41027047e-05,\n",
       "         -2.81722105e-06, -1.90985927e-06,  1.49193303e-03,\n",
       "          8.62340969e-03, -1.64081890e-05, -1.34059726e-05,\n",
       "         -6.89088566e-05, -5.00911622e-05, -3.38388902e-06],\n",
       "        [ 3.26236510e-05,  2.66787585e-05,  2.31274366e-04,\n",
       "         -6.42537969e-05,  5.72117820e-06, -9.02006881e-06,\n",
       "          3.68086784e-06,  2.36642334e-05,  1.10568003e-05,\n",
       "          1.11517198e-04, -1.84884026e-05,  1.20520621e-04,\n",
       "          2.86961452e-05,  3.18286785e-05,  1.09625334e-05,\n",
       "         -4.90622609e-04, -4.30218150e-04, -1.06687376e-05,\n",
       "         -1.64081890e-05,  2.55714818e-02, -5.24793824e-03,\n",
       "         -8.15057385e-05,  7.06541623e-05,  7.82582840e-05],\n",
       "        [ 1.88846184e-05,  3.92225864e-05,  5.31518980e-04,\n",
       "          8.03235455e-05,  1.52158553e-05,  2.34522705e-05,\n",
       "         -3.58826146e-06,  2.07913988e-05,  2.84003491e-05,\n",
       "          1.67572332e-04,  6.16536171e-05,  8.36596892e-05,\n",
       "          3.62065805e-05,  2.97170675e-05,  2.65190273e-05,\n",
       "         -4.53545618e-04, -5.67254919e-04, -1.49090030e-05,\n",
       "         -1.34059726e-05, -5.24793824e-03,  9.82307515e-03,\n",
       "         -1.20664981e-04, -4.70839462e-05,  7.78580913e-05],\n",
       "        [-1.86837634e-05, -9.21043632e-05, -7.47119288e-04,\n",
       "         -1.42246537e-04, -2.30608221e-05, -2.97673621e-06,\n",
       "         -1.46351148e-05, -4.25468447e-05, -6.99617880e-05,\n",
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       "         -1.14850906e-04, -4.77780692e-06, -3.54352661e-05,\n",
       "         -1.64150264e-04, -2.00628633e-04, -3.32588204e-05,\n",
       "         -6.89088566e-05, -8.15057385e-05, -1.20664981e-04,\n",
       "          4.47954799e-04,  1.42452741e-05, -6.26032629e-04],\n",
       "        [-3.89180313e-05, -8.08092265e-05, -2.05556596e-03,\n",
       "         -4.52563942e-04, -7.65189956e-05, -2.13849556e-04,\n",
       "          6.56431087e-05, -3.47143376e-05, -6.99566720e-05,\n",
       "         -2.84144002e-04, -1.84654595e-04,  4.01340517e-05,\n",
       "         -2.88120068e-05, -1.32107471e-04, -1.05750507e-04,\n",
       "         -1.94224690e-05, -8.87877732e-05, -2.15483042e-05,\n",
       "         -5.00911622e-05,  7.06541623e-05, -4.70839462e-05,\n",
       "          1.42452741e-05,  4.23523229e-04,  5.18007943e-04],\n",
       "        [-1.07154762e-04, -2.55399335e-05, -2.59554361e-03,\n",
       "         -3.41689285e-04, -1.04686804e-04, -3.43662039e-04,\n",
       "          1.32233176e-04, -3.43962021e-05, -1.23203229e-05,\n",
       "          1.08612143e-04,  8.56894141e-05,  2.85529918e-04,\n",
       "          9.79975229e-05, -2.87817571e-04, -1.36802157e-04,\n",
       "          1.41485729e-04,  1.30761586e-04, -4.87914585e-05,\n",
       "         -3.38388902e-06,  7.82582840e-05,  7.78580913e-05,\n",
       "         -6.26032629e-04,  5.18007943e-04,  1.86206151e-03]]),\n",
       " 'correlation': array([[ 1.00000000e+00,  4.20174175e-01, -2.31334948e-03,\n",
       "         -1.65789340e-03,  4.58833379e-03,  2.85556668e-03,\n",
       "         -2.16563378e-03,  4.14929191e-03,  1.70235188e-03,\n",
       "          1.17901487e-02,  2.36496952e-03,  3.63958608e-03,\n",
       "          1.98991979e-03,  6.93697354e-03,  3.18750624e-03,\n",
       "          4.62963303e-03,  2.65657714e-03,  5.08027872e-03,\n",
       "          2.72503419e-03,  2.88928969e-03,  2.69849087e-03,\n",
       "         -1.25021221e-02, -2.67823523e-02, -3.51682646e-02],\n",
       "        [ 4.20174175e-01,  1.00000000e+00, -2.31282537e-03,\n",
       "         -1.11596687e-03,  3.16667607e-03,  1.89206305e-03,\n",
       "         -1.14746181e-03,  2.64572798e-03,  1.80893746e-03,\n",
       "          1.12761910e-02,  7.44764921e-03,  2.80859210e-03,\n",
       "          2.22151163e-03,  3.63258455e-03,  2.30228166e-03,\n",
       "          4.23518285e-03,  3.11650818e-03,  2.68568787e-03,\n",
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       "         -3.17024931e-02, -2.86057041e-02, -4.31174491e-03],\n",
       "        [-2.31334948e-03, -2.31282537e-03,  1.00000000e+00,\n",
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       "          1.43740054e-02,  9.95461105e-03,  2.50400522e-03,\n",
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       "         -2.26534942e-02, -6.40995747e-02, -3.86005655e-02],\n",
       "        [-1.65789340e-03, -1.11596687e-03,  8.74862480e-01,\n",
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       "          1.10032060e-03,  2.67809899e-03,  2.05153678e-03,\n",
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       "         -1.35889751e-02, -4.44634776e-02, -1.60101885e-02],\n",
       "        [ 4.58833379e-03,  3.16667607e-03,  3.36756838e-03,\n",
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       "         -2.29026796e-02, -1.58308247e-02,  2.97458208e-03,\n",
       "          2.73988957e-03,  7.68800353e-03,  4.40368584e-03,\n",
       "          4.07191017e-03,  3.51283401e-03,  2.60342247e-03,\n",
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       "         -1.99433623e-02, -6.80567699e-02, -4.44053828e-02],\n",
       "        [ 2.85556668e-03,  1.89206305e-03,  2.14513831e-03,\n",
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       "         -9.53194760e-01, -2.72646281e-02, -2.31042719e-02,\n",
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       "          9.64560966e-04, -3.03214993e-04,  1.27197897e-03,\n",
       "         -7.56035212e-04, -5.58584017e-02, -4.28107977e-02],\n",
       "        [-2.16563378e-03, -1.14746181e-03, -1.36200890e-03,\n",
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       "          1.00000000e+00,  1.76135868e-02,  1.56266862e-02,\n",
       "          1.06408604e-02,  8.57347802e-03, -3.02460254e-06,\n",
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       "         -3.12670777e-04, -7.30352908e-04, -9.85420913e-04,\n",
       "         -4.59322489e-04,  2.89810881e-04, -4.55829845e-04,\n",
       "         -8.70605579e-03,  4.01599286e-02,  3.85820969e-02],\n",
       "        [ 4.14929191e-03,  2.64572798e-03, -4.20129073e-03,\n",
       "         -2.44692437e-03, -4.72612652e-02, -2.72646281e-02,\n",
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       "          3.09942580e-03,  5.78945600e-03,  3.12087669e-03,\n",
       "          5.88252770e-03,  3.81870238e-03,  4.49829869e-03,\n",
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       "         -3.50668798e-02, -2.94250446e-02, -1.39046591e-02],\n",
       "        [ 1.70235188e-03,  1.80893746e-03, -3.01489243e-03,\n",
       "         -1.54128317e-03, -3.47021587e-02, -2.31042719e-02,\n",
       "          1.56266862e-02,  6.53554829e-01,  1.00000000e+00,\n",
       "          2.53235985e-04,  1.04841191e-03,  2.43626466e-03,\n",
       "          2.17732378e-03,  3.00770222e-03,  2.11327355e-03,\n",
       "          3.63541784e-03,  2.92425742e-03,  1.98980908e-03,\n",
       "          2.07176789e-03,  6.36946307e-04,  2.63967982e-03,\n",
       "         -3.04505478e-02, -3.13142367e-02, -2.63012497e-03],\n",
       "        [ 1.17901487e-02,  1.12761910e-02,  1.43740054e-02,\n",
       "          6.85614288e-03, -2.29026796e-02, -1.51814482e-02,\n",
       "          1.06408604e-02, -4.08619056e-04,  2.53235985e-04,\n",
       "          1.00000000e+00,  8.27818129e-01, -6.44651932e-03,\n",
       "         -4.47803666e-03,  1.46752712e-02,  1.00842746e-02,\n",
       "          2.26113476e-02,  1.64016469e-02,  1.22485141e-02,\n",
       "          1.14861651e-02,  6.11008203e-03,  1.48136377e-02,\n",
       "         -1.89164447e-01, -1.20971486e-01,  2.20528392e-02],\n",
       "        [ 2.36496952e-03,  7.44764921e-03,  9.95461105e-03,\n",
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       "        [ 3.63958608e-03,  2.80859210e-03,  2.50400522e-03,\n",
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       "         -6.60123665e-02,  1.00957185e-02,  3.42544859e-02],\n",
       "        [ 1.98991979e-03,  2.22151163e-03,  2.42961919e-03,\n",
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       "        [ 3.18750624e-03,  2.30228166e-03,  4.16427002e-03,\n",
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       "          1.00842746e-02,  7.02826403e-03,  1.63471394e-03,\n",
       "          1.62366699e-03,  7.29993671e-01,  1.00000000e+00,\n",
       "          2.97723181e-03,  2.55364997e-03,  2.77516084e-03,\n",
       "          2.26550974e-03,  5.98373902e-04,  2.33546585e-03,\n",
       "         -1.46136353e-02, -4.48521746e-02, -2.76716844e-02],\n",
       "        [ 4.62963303e-03,  4.23518285e-03,  4.44156935e-03,\n",
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       "         -3.12670777e-04,  5.88252770e-03,  3.63541784e-03,\n",
       "          2.26113476e-02,  1.22804286e-02,  8.08359367e-03,\n",
       "          5.30443370e-03,  4.32919855e-03,  2.97723181e-03,\n",
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       "         -9.19556229e-02, -1.11897304e-02,  3.88749127e-02],\n",
       "        [ 2.65657714e-03,  3.11650818e-03,  3.76366741e-03,\n",
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       "         -7.30352908e-04,  3.81870238e-03,  2.92425742e-03,\n",
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       "          3.61198154e-03,  3.18831900e-03,  2.55364997e-03,\n",
       "          7.53504261e-01,  1.00000000e+00, -9.18646165e-04,\n",
       "         -1.36376289e-04, -1.78397101e-02, -3.79517276e-02,\n",
       "         -6.28568815e-02, -2.86082676e-02,  2.00937124e-02],\n",
       "        [ 5.08027872e-03,  2.68568787e-03,  4.00910699e-03,\n",
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       "         -9.85420913e-04,  4.49829869e-03,  1.98980908e-03,\n",
       "          1.22485141e-02,  2.82836705e-03,  4.33201243e-03,\n",
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       "          2.57241008e-01, -1.06823172e-03, -2.40854770e-03,\n",
       "         -2.51605499e-02, -1.67650504e-02, -1.81041097e-02],\n",
       "        [ 2.72503419e-03,  2.33836244e-03,  3.27345602e-03,\n",
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       "         -3.50605268e-02, -2.62109633e-02, -8.44460986e-04],\n",
       "        [ 2.88928969e-03,  1.21539649e-03,  9.28136602e-04,\n",
       "         -8.12424374e-04,  6.54859628e-04, -3.03214993e-04,\n",
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       "          6.11008203e-03, -1.89323344e-03,  3.90163158e-03,\n",
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       "         -1.10495144e-03,  1.00000000e+00, -3.31121236e-01,\n",
       "         -2.40820327e-02,  2.14694633e-02,  1.13411048e-02],\n",
       "        [ 2.69849087e-03,  2.88298780e-03,  3.44157621e-03,\n",
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       "         -4.55829845e-04,  3.65937434e-03,  2.63967982e-03,\n",
       "          1.48136377e-02,  1.01863255e-02,  4.36973760e-03,\n",
       "          3.29660812e-03,  3.09573935e-03,  2.33546585e-03,\n",
       "         -5.42564087e-02, -3.79517276e-02, -2.40854770e-03,\n",
       "         -1.45658249e-03, -3.31121236e-01,  1.00000000e+00,\n",
       "         -5.75228531e-02, -2.30839701e-02,  1.82046783e-02],\n",
       "        [-1.25021221e-02, -3.17024931e-02, -2.26534942e-02,\n",
       "         -1.35889751e-02, -1.99433623e-02, -7.56035212e-04,\n",
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       "         -1.89164447e-01, -1.46055450e-01, -6.60123665e-02,\n",
       "         -4.89689593e-02, -2.33073914e-03, -1.46136353e-02,\n",
       "         -9.19556229e-02, -6.28568815e-02, -2.51605499e-02,\n",
       "         -3.50605268e-02, -2.40820327e-02, -5.75228531e-02,\n",
       "          1.00000000e+00,  3.27050710e-02, -6.85461175e-01],\n",
       "        [-2.67823523e-02, -2.86057041e-02, -6.40995747e-02,\n",
       "         -4.44634776e-02, -6.80567699e-02, -5.58584017e-02,\n",
       "          4.01599286e-02, -2.94250446e-02, -3.13142367e-02,\n",
       "         -1.20971486e-01, -1.46927884e-01,  1.00957185e-02,\n",
       "         -1.26339292e-02, -6.62782347e-02, -4.48521746e-02,\n",
       "         -1.11897304e-02, -2.86082676e-02, -1.67650504e-02,\n",
       "         -2.62109633e-02,  2.14694633e-02, -2.30839701e-02,\n",
       "          3.27050710e-02,  1.00000000e+00,  5.83311838e-01],\n",
       "        [-3.51682646e-02, -4.31174491e-03, -3.86005655e-02,\n",
       "         -1.60101885e-02, -4.44053828e-02, -4.28107977e-02,\n",
       "          3.85820969e-02, -1.39046591e-02, -2.63012497e-03,\n",
       "          2.20528392e-02,  3.25171808e-02,  3.42544859e-02,\n",
       "          2.04937594e-02, -6.88656201e-02, -2.76716844e-02,\n",
       "          3.88749127e-02,  2.00937124e-02, -1.81041097e-02,\n",
       "         -8.44460986e-04,  1.13411048e-02,  1.82046783e-02,\n",
       "         -6.85461175e-01,  5.83311838e-01,  1.00000000e+00]]),\n",
       " 'values': array([0.40873049, 1.97712566, 2.61760355, 3.28600754, 0.59437064,\n",
       "        1.1738829 , 0.58513717, 0.45812393, 2.32763903, 1.353692  ,\n",
       "        2.45898536, 1.13309978, 1.95233296, 0.66407893, 2.35321718,\n",
       "        0.39179202, 2.28983575, 0.59760462, 2.01578901, 1.40372793,\n",
       "        2.01286481, 1.09425086, 0.04635347, 0.68354775]),\n",
       " 'errors': array([0.07060956, 0.13726812, 1.55825185, 0.49458154, 0.05463354,\n",
       "        0.18602925, 0.07942507, 0.0573262 , 0.10855472, 0.11413448,\n",
       "        0.0610685 , 0.19316888, 0.11081446, 0.09685406, 0.11456721,\n",
       "        0.08434245, 0.15080752, 0.06245535, 0.09286232, 0.15991086,\n",
       "        0.09911143, 0.02116494, 0.02057968, 0.04315161]),\n",
       " 'indices': array([ 0,  1,  3,  4,  6,  7,  8, 10, 11, 13, 14, 16, 17, 19, 20, 22, 23,\n",
       "        25, 26, 28, 29, 31, 32, 34]),\n",
       " 'is_norm': array([ True, False,  True, False,  True, False, False,  True, False,\n",
       "         True, False,  True, False,  True, False,  True, False,  True,\n",
       "        False,  True, False,  True, False,  True]),\n",
       " 'src_names': ['3FGL J0002.0-6722',\n",
       "  '3FGL J0002.0-6722',\n",
       "  '3FGL J0021.6-6835',\n",
       "  '3FGL J0021.6-6835',\n",
       "  '3FGL J0023.9-7203',\n",
       "  '3FGL J0023.9-7203',\n",
       "  '3FGL J0023.9-7203',\n",
       "  '3FGL J0029.1-7045',\n",
       "  '3FGL J0029.1-7045',\n",
       "  '3FGL J0059.0-7242e',\n",
       "  '3FGL J0059.0-7242e',\n",
       "  '3FGL J0112.9-7506',\n",
       "  '3FGL J0112.9-7506',\n",
       "  '3FGL J0146.4-6746',\n",
       "  '3FGL J0146.4-6746',\n",
       "  '3FGL J2336.5-7620',\n",
       "  '3FGL J2336.5-7620',\n",
       "  '3FGL J2338.7-7401',\n",
       "  '3FGL J2338.7-7401',\n",
       "  '3FGL J2351.9-7601',\n",
       "  '3FGL J2351.9-7601',\n",
       "  'galdiff',\n",
       "  'galdiff',\n",
       "  'isodiff'],\n",
       " 'par_names': ['Prefactor',\n",
       "  'Index',\n",
       "  'Prefactor',\n",
       "  'Index',\n",
       "  'norm',\n",
       "  'alpha',\n",
       "  'beta',\n",
       "  'Prefactor',\n",
       "  'Index',\n",
       "  'Prefactor',\n",
       "  'Index',\n",
       "  'Prefactor',\n",
       "  'Index',\n",
       "  'Prefactor',\n",
       "  'Index',\n",
       "  'Prefactor',\n",
       "  'Index',\n",
       "  'Prefactor',\n",
       "  'Index',\n",
       "  'Prefactor',\n",
       "  'Index',\n",
       "  'Prefactor',\n",
       "  'Index',\n",
       "  'Normalization'],\n",
       " 'config': {'optimizer': 'MINUIT',\n",
       "  'tol': 0.001,\n",
       "  'max_iter': 100,\n",
       "  'init_lambda': 0.0001,\n",
       "  'retries': 3,\n",
       "  'min_fit_quality': 2,\n",
       "  'verbosity': 0,\n",
       "  'covar': True,\n",
       "  'reoptimize': False},\n",
       " 'niter': 1}"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "gta.free_sources()\n",
    "gta.fit()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Output files"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The current state of the ROI can be written at any point by calling write_roi."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:09:25.707154Z",
     "iopub.status.busy": "2026-02-25T23:09:25.706963Z",
     "iopub.status.idle": "2026-02-25T23:09:28.747937Z",
     "shell.execute_reply": "2026-02-25T23:09:28.747260Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:25 INFO    GTBinnedAnalysis.write_xml(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/initial_00.xml...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:25 INFO    GTAnalysis.write_fits(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/initial.fits...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING: Format %s cannot be mapped to the accepted TDISPn keyword values.  Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n",
      "WARNING: Format %f cannot be mapped to the accepted TDISPn keyword values.  Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n",
      "WARNING: Format %s cannot be mapped to the accepted TDISPn keyword values.  Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:26 INFO    GTBinnedAnalysis.write_model_map(): Generating model map for component 00.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:26 INFO    GTAnalysis.write_roi(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/initial.npy...\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "gta.write_roi('initial',make_plots=True,save_model_map=True)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The output file will contain all information about the state of the ROI as calculated up to that point in the analysis including model parameters and measured source characteristics (flux, TS, NPred). An XML model file will also be saved for each analysis component."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The output file can be read with load:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:09:28.749957Z",
     "iopub.status.busy": "2026-02-25T23:09:28.749782Z",
     "iopub.status.idle": "2026-02-25T23:09:34.192725Z",
     "shell.execute_reply": "2026-02-25T23:09:34.192194Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:28 INFO    GTAnalysis.load_roi(): Loading ROI file: /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/initial.npy\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:28 INFO    GTBinnedAnalysis._create_binned_analysis(): Creating BinnedAnalysis for component 00.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:34 INFO    GTAnalysis.load_roi(): Finished Loading ROI\n"
     ]
    }
   ],
   "source": [
    "gta.load_roi('initial')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Using gta.print_model You have an overview of the sources and components present in the ROI."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:09:34.194482Z",
     "iopub.status.busy": "2026-02-25T23:09:34.194293Z",
     "iopub.status.idle": "2026-02-25T23:09:34.197697Z",
     "shell.execute_reply": "2026-02-25T23:09:34.197213Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:34 INFO    GTAnalysis.print_model(): \n",
      "sourcename            offset    norm  eflux     index        ts       npred free\n",
      "--------------------------------------------------------------------------------\n",
      "3FGL J0059.0-7242e     0.088   1.354  1.02e-05   2.46    631.43      1387.2    *\n",
      "3FGL J0112.9-7506      2.572   1.133  2.16e-06   1.95    145.27       129.2    *\n",
      "3FGL J0023.9-7203      2.662   0.594  9.79e-06   2.70   5206.25      1799.4    *\n",
      "3FGL J0029.1-7045      3.008   0.458  2.07e-06   2.33    269.77       239.2    *\n",
      "3FGL J0021.6-6835      5.122   2.618  2.57e-07   3.29     16.47        57.1    *\n",
      "3FGL J2351.9-7601      5.495   1.404  2.85e-06   2.01    243.25       192.1    *\n",
      "3FGL J2338.7-7401      5.777   0.598  2.91e-06   2.02    294.33       187.1    *\n",
      "3FGL J0146.4-6746      6.423   0.664  1.76e-06   2.35    256.39       201.6    *\n",
      "3FGL J2336.5-7620      6.454   0.392  1.28e-06   2.29    112.83       135.9    *\n",
      "3FGL J0002.0-6722      7.153   0.409  1.63e-06   1.98     94.14        95.4    *\n",
      "isodiff                  ---   0.684    0.0214   2.12    713.57      6220.2    *\n",
      "galdiff                  ---   1.094     0.134   0.05   7041.53     17811.3    *\n",
      "\n"
     ]
    }
   ],
   "source": [
    "gta.print_model()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Source Dictionary"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The sources dictionary contains one element per source keyed to the source name. It is possible to have access to a lot of informations concerning each source of model."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:09:34.199254Z",
     "iopub.status.busy": "2026-02-25T23:09:34.199091Z",
     "iopub.status.idle": "2026-02-25T23:09:34.203704Z",
     "shell.execute_reply": "2026-02-25T23:09:34.203191Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "3FGL J0059.0-7242e\n",
      "Name           : 3FGL J0059.0-7242e\n",
      "Associations   : ['3FGL J0059.0-7242e', 'SMC', '2FGL J0059.0-7242e']\n",
      "RA/DEC         :     14.750/   -72.700\n",
      "GLON/GLAT      :    302.145/   -44.417\n",
      "TS             : 631.43\n",
      "Npred          : 1387.21\n",
      "Flux           : 3.407e-09 +/- 1.61e-10\n",
      "EnergyFlux     :  1.02e-05 +/- 8.19e-07\n",
      "SpatialModel   : SpatialMap\n",
      "SpectrumType   : PowerLaw\n",
      "Spectral Parameters\n",
      "b'Prefactor'   :  1.354e-11 +/-  1.141e-12\n",
      "b'Index'       :     -2.459 +/-   -0.06107\n",
      "b'Scale'       :      665.5 +/-        nan\n",
      "302.1449479051668\n",
      "-44.41669737470087\n",
      "3.406737511517394e-09\n",
      "1387.206279433444\n"
     ]
    }
   ],
   "source": [
    "print(gta.roi.sources[0].name) #NAME OF THE SOURCE\n",
    "print(gta.roi[gta.roi.sources[0].name]) #NAME OF THE SOURCE\n",
    "print(gta.roi[gta.roi.sources[0].name]['glon']) #Longitude OF THE SOURCE\n",
    "print(gta.roi[gta.roi.sources[0].name]['glat']) #Latitude OF THE SOURCE\n",
    "print(gta.roi[gta.roi.sources[0].name]['flux']) #Flux OF THE SOURCE\n",
    "print(gta.roi[gta.roi.sources[0].name]['npred']) #npred OF THE SOURCE"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Other possible outputs are listed here [fermipy/sourcedictionary](http://fermipy.readthedocs.io/en/latest/output.html)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:09:34.205259Z",
     "iopub.status.busy": "2026-02-25T23:09:34.205093Z",
     "iopub.status.idle": "2026-02-25T23:09:34.312450Z",
     "shell.execute_reply": "2026-02-25T23:09:34.311823Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:34 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0059.0-7242e    : ['Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/runner/work/fermipy/fermipy/fermipy/utils.py:793: UserWarning: \n",
      "A theoretically impossible result was found during the iteration\n",
      "process for finding a smoothing spline with fp = s: s too small.\n",
      "There is an approximation returned but the corresponding weighted sum\n",
      "of squared residuals does not satisfy the condition abs(fp-s)/s < tol.\n",
      "  spline = UnivariateSpline(x, y, k=2,\n"
     ]
    }
   ],
   "source": [
    "gta.free_shape(gta.roi.sources[0].name,free=False) #Free or fix the index\n",
    "gta.get_free_source_params(gta.roi.sources[0].name) #Free or fix parameters for a source\n",
    "gta.set_parameter(gta.roi.sources[0].name,par='Index',value=2.0,scale=-1.0,bounds=[-2.,5.]) #Change the value and bounds for a parameter of a source"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "You can always use gta.print_model() to have a summary of you model."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:09:34.314203Z",
     "iopub.status.busy": "2026-02-25T23:09:34.314012Z",
     "iopub.status.idle": "2026-02-25T23:09:34.317714Z",
     "shell.execute_reply": "2026-02-25T23:09:34.317105Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:34 INFO    GTAnalysis.print_model(): \n",
      "sourcename            offset    norm  eflux     index        ts       npred free\n",
      "--------------------------------------------------------------------------------\n",
      "3FGL J0059.0-7242e     0.088   1.354  4.79e+05  -2.00-1410013839029.03705007031198.9    *\n",
      "3FGL J0112.9-7506      2.572   1.133  2.16e-06   1.95    145.27       129.2    *\n",
      "3FGL J0023.9-7203      2.662   0.594  9.79e-06   2.70   5206.25      1799.4    *\n",
      "3FGL J0029.1-7045      3.008   0.458  2.07e-06   2.33    269.77       239.2    *\n",
      "3FGL J0021.6-6835      5.122   2.618  2.57e-07   3.29     16.47        57.1    *\n",
      "3FGL J2351.9-7601      5.495   1.404  2.85e-06   2.01    243.25       192.1    *\n",
      "3FGL J2338.7-7401      5.777   0.598  2.91e-06   2.02    294.33       187.1    *\n",
      "3FGL J0146.4-6746      6.423   0.664  1.76e-06   2.35    256.39       201.6    *\n",
      "3FGL J2336.5-7620      6.454   0.392  1.28e-06   2.29    112.83       135.9    *\n",
      "3FGL J0002.0-6722      7.153   0.409  1.63e-06   1.98     94.14        95.4    *\n",
      "isodiff                  ---   0.684    0.0214   2.12    713.57      6220.2    *\n",
      "galdiff                  ---   1.094     0.134   0.05   7041.53     17811.3    *\n",
      "\n"
     ]
    }
   ],
   "source": [
    "gta.print_model()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Customizing your model"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The ROIModel class is responsible for managing the source and diffuse components in the ROI. Configuration of the model is controlled with the model block of YAML configuration file."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "DIFFUSE AND ISOTROPIC TEMPLATES\n",
    "\n",
    "The simplest configuration uses a single file for the galactic and isotropic diffuse components. By default the galactic diffuse and isotropic components will be named galdiff and isodiff respectively. An alias for each component will also be created with the name of the mapcube or file spectrum. For instance the galactic diffuse can be referred to as galdiff or gll_iem_v06 in the following example."
   ]
  },
  {
   "cell_type": "raw",
   "metadata": {},
   "source": [
    "model:\n",
    "  src_roiwidth : 10.0\n",
    "  galdiff  : '$FERMI_DIFFUSE_DIR/gll_iem_v06.fits'\n",
    "  isodiff  : '$FERMI_DIFFUSE_DIR/isotropic_source_4years_P8V3.txt'\n",
    "  catalogs : ['gll_psc_v14.fit']"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "To define two or more galactic diffuse components you can optionally define the galdiff and isodiff parameters as lists. A separate component will be generated for each element in the list with the name galdiffXX or isodiffXX where XX is an integer position in the list."
   ]
  },
  {
   "cell_type": "raw",
   "metadata": {},
   "source": [
    "model:\n",
    "  galdiff  :\n",
    "    - '$FERMI_DIFFUSE_DIR/diffuse_component0.fits'\n",
    "    - '$FERMI_DIFFUSE_DIR/diffuse_component1.fits'"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "SOURCE COMPONENT"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The list of sources for inclusion in the ROI model is set by defining a list of catalogs with the catalogs parameter. Catalog files can be in either XML or FITS format. Sources from the catalogs in this list that satisfy either the src_roiwidth or src_radius selections are added to the ROI model. If a source is defined in multiple catalogs the source definition from the last file in the catalogs list takes precedence."
   ]
  },
  {
   "cell_type": "raw",
   "metadata": {},
   "source": [
    "model:\n",
    "\n",
    "  src_radius: 5.0\n",
    "  src_roiwidth: 10.0\n",
    "  catalogs :\n",
    "    - 'gll_psc_v16.fit'\n",
    "    - 'extra_sources.xml'"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Individual sources can also be defined within the configuration file with the sources parameter. This parameter contains a list of dictionaries that defines the spatial and spectral parameters of each source. The keys of the source dictionary map to the spectral and spatial source properties as they would be defined in the XML model file."
   ]
  },
  {
   "cell_type": "raw",
   "metadata": {},
   "source": [
    "model:\n",
    "  sources  :\n",
    "    - { name: 'SourceA', glon : 120.0, glat : -3.0,\n",
    "     SpectrumType : 'PowerLaw', Index : 2.0, Scale : 1000, Prefactor : !!float 1e-11,\n",
    "     SpatialModel: 'PointSource' }\n",
    "    - { name: 'SourceB', glon : 122.0, glat : -3.0,\n",
    "     SpectrumType : 'LogParabola', norm : !!float 1E-11, Scale : 1000, beta : 0.0,\n",
    "     SpatialModel: 'PointSource' }\n",
    "model:\n",
    "  sources  :\n",
    "    - { name: 'PointSource', glon : 120.0, glat : 0.0,\n",
    "     SpectrumType : 'PowerLaw', Index : 2.0, Scale : 1000, Prefactor : !!float 1e-11,\n",
    "     SpatialModel: 'PointSource' }\n",
    "    - { name: 'DiskSource', glon : 120.0, glat : 0.0,\n",
    "     SpectrumType : 'PowerLaw', Index : 2.0, Scale : 1000, Prefactor : !!float 1e-11,\n",
    "     SpatialModel: 'RadialDisk', SpatialWidth: 1.0 }\n",
    "    - { name: 'GaussSource', glon : 120.0, glat : 0.0,\n",
    "     SpectrumType : 'PowerLaw', Index : 2.0, Scale : 1000, Prefactor : !!float 1e-11,\n",
    "     SpatialModel: 'RadialGaussian', SpatialWidth: 1.0 }\n",
    "    - { name: 'MapSource', glon : 120.0, glat : 0.0,\n",
    "     SpectrumType : 'PowerLaw', Index : 2.0, Scale : 1000, Prefactor : !!float 1e-11,\n",
    "     SpatialModel: 'SpatialTemplate', Spatial_Filename : 'template.fits' }"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Or you can do it while you are running your script with:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:09:34.319834Z",
     "iopub.status.busy": "2026-02-25T23:09:34.319667Z",
     "iopub.status.idle": "2026-02-25T23:09:35.089940Z",
     "shell.execute_reply": "2026-02-25T23:09:35.089411Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:34 INFO    GTAnalysis.delete_source(): Deleting source 3FGL J0059.0-7242e\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:34 INFO    GTAnalysis.add_source(): Adding source SMC\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.print_model(): \n",
      "sourcename            offset    norm  eflux     index        ts       npred free\n",
      "--------------------------------------------------------------------------------\n",
      "SMC                    0.000   1.000  2.29e-07   2.40       nan        30.6    *\n",
      "3FGL J0112.9-7506      2.572   1.133  2.16e-06   1.95    145.27       129.2    *\n",
      "3FGL J0023.9-7203      2.662   0.594  9.79e-06   2.70   5206.25      1799.4    *\n",
      "3FGL J0029.1-7045      3.008   0.458  2.07e-06   2.33    269.77       239.2    *\n",
      "3FGL J0021.6-6835      5.122   2.618  2.57e-07   3.29     16.47        57.1    *\n",
      "3FGL J2351.9-7601      5.495   1.404  2.85e-06   2.01    243.25       192.1    *\n",
      "3FGL J2338.7-7401      5.777   0.598  2.91e-06   2.02    294.33       187.1    *\n",
      "3FGL J0146.4-6746      6.423   0.664  1.76e-06   2.35    256.39       201.6    *\n",
      "3FGL J2336.5-7620      6.454   0.392  1.28e-06   2.29    112.83       135.9    *\n",
      "3FGL J0002.0-6722      7.153   0.409  1.63e-06   1.98     94.14        95.4    *\n",
      "isodiff                  ---   0.684    0.0214   2.12    713.57      6220.2    *\n",
      "galdiff                  ---   1.094     0.134   0.05   7041.53     17811.3    *\n",
      "\n"
     ]
    }
   ],
   "source": [
    "gta.delete_source(gta.roi.sources[0].name)\n",
    "glon0 = gta.config['selection']['glon']\n",
    "glat0 = gta.config['selection']['glat']\n",
    "gta.add_source('SMC', dict(glon=glon0, glat=glat0, Index=dict(value=-2.4,scale=1.0,max=\"-1.\",min=\"-5.\"), Scale=dict(value=1e3,scale=1.0,max=\"1e5\",min=\"1e0\"), Prefactor=dict(value=1.0,scale=1e-13,max=\"10000.0\", min=\"0.0001\"), SpectrumType='PowerLaw'), free=True, init_source=True, save_source_maps=True)\n",
    "gta.print_model()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "All sources have nan because we have not done yet a fit do the ROI. Moreover in the model above all sources are fixed. In order to free the parameters of the source it's enough to make gta.free_sources()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:09:35.091653Z",
     "iopub.status.busy": "2026-02-25T23:09:35.091457Z",
     "iopub.status.idle": "2026-02-25T23:09:35.098909Z",
     "shell.execute_reply": "2026-02-25T23:09:35.098420Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Freeing parameters for SMC                   : ['Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.print_model(): \n",
      "sourcename            offset    norm  eflux     index        ts       npred free\n",
      "--------------------------------------------------------------------------------\n",
      "SMC                    0.000   1.000  2.29e-07   2.40       nan        30.6    *\n",
      "3FGL J0112.9-7506      2.572   1.133  2.16e-06   1.95    145.27       129.2    *\n",
      "3FGL J0023.9-7203      2.662   0.594  9.79e-06   2.70   5206.25      1799.4    *\n",
      "3FGL J0029.1-7045      3.008   0.458  2.07e-06   2.33    269.77       239.2    *\n",
      "3FGL J0021.6-6835      5.122   2.618  2.57e-07   3.29     16.47        57.1    *\n",
      "3FGL J2351.9-7601      5.495   1.404  2.85e-06   2.01    243.25       192.1    *\n",
      "3FGL J2338.7-7401      5.777   0.598  2.91e-06   2.02    294.33       187.1    *\n",
      "3FGL J0146.4-6746      6.423   0.664  1.76e-06   2.35    256.39       201.6    *\n",
      "3FGL J2336.5-7620      6.454   0.392  1.28e-06   2.29    112.83       135.9    *\n",
      "3FGL J0002.0-6722      7.153   0.409  1.63e-06   1.98     94.14        95.4    *\n",
      "isodiff                  ---   0.684    0.0214   2.12    713.57      6220.2    *\n",
      "galdiff                  ---   1.094     0.134   0.05   7041.53     17811.3    *\n",
      "\n"
     ]
    }
   ],
   "source": [
    "gta.free_sources()\n",
    "gta.print_model()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "It is also possible to free only the sources that are at a certain angular distance from a source. For example below we free the sources that are 2 degrees away from 3FGL J0322.5-3721:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:09:35.100402Z",
     "iopub.status.busy": "2026-02-25T23:09:35.100226Z",
     "iopub.status.idle": "2026-02-25T23:09:35.121328Z",
     "shell.execute_reply": "2026-02-25T23:09:35.120871Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Fixing parameters for SMC                   : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0112.9-7506     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0023.9-7203     : ['norm', 'alpha', 'beta']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0029.1-7045     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0021.6-6835     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J2351.9-7601     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J2338.7-7401     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0146.4-6746     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J2336.5-7620     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0002.0-6722     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Fixing parameters for isodiff               : ['Normalization']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Fixing parameters for galdiff               : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Freeing parameters for SMC                   : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0112.9-7506     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0023.9-7203     : ['norm', 'alpha', 'beta']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Freeing parameters for isodiff               : ['Normalization']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Freeing parameters for galdiff               : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.print_model(): \n",
      "sourcename            offset    norm  eflux     index        ts       npred free\n",
      "--------------------------------------------------------------------------------\n",
      "SMC                    0.000   1.000  2.29e-07   2.40       nan        30.6    *\n",
      "3FGL J0112.9-7506      2.572   1.133  2.16e-06   1.95    145.27       129.2    *\n",
      "3FGL J0023.9-7203      2.662   0.594  9.79e-06   2.70   5206.25      1799.4    *\n",
      "3FGL J0029.1-7045      3.008   0.458  2.07e-06   2.33    269.77       239.2     \n",
      "3FGL J0021.6-6835      5.122   2.618  2.57e-07   3.29     16.47        57.1     \n",
      "3FGL J2351.9-7601      5.495   1.404  2.85e-06   2.01    243.25       192.1     \n",
      "3FGL J2338.7-7401      5.777   0.598  2.91e-06   2.02    294.33       187.1     \n",
      "3FGL J0146.4-6746      6.423   0.664  1.76e-06   2.35    256.39       201.6     \n",
      "3FGL J2336.5-7620      6.454   0.392  1.28e-06   2.29    112.83       135.9     \n",
      "3FGL J0002.0-6722      7.153   0.409  1.63e-06   1.98     94.14        95.4     \n",
      "isodiff                  ---   0.684    0.0214   2.12    713.57      6220.2    *\n",
      "galdiff                  ---   1.094     0.134   0.05   7041.53     17811.3    *\n",
      "\n"
     ]
    }
   ],
   "source": [
    "gta.free_sources(free=False)\n",
    "gta.free_sources(skydir=gta.roi[gta.roi.sources[0].name].skydir,distance=[3.0],free=True)\n",
    "gta.print_model()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Fit Roi"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Source fitting with fermipy is generally performed with the optimize and fit methods.\n",
    "fit is a wrapper on the pyLikelihood fit method and performs a likelihood fit of all free parameters of the model. This method can be used to manually optimize of the model by calling it after freeing one or more source parameters."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:09:35.122914Z",
     "iopub.status.busy": "2026-02-25T23:09:35.122747Z",
     "iopub.status.idle": "2026-02-25T23:09:42.195361Z",
     "shell.execute_reply": "2026-02-25T23:09:42.194733Z"
    },
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.print_model(): \n",
      "sourcename            offset    norm  eflux     index        ts       npred free\n",
      "--------------------------------------------------------------------------------\n",
      "SMC                    0.000   1.000  2.29e-07   2.40       nan        30.6    *\n",
      "3FGL J0112.9-7506      2.572   1.133  2.16e-06   1.95    145.27       129.2    *\n",
      "3FGL J0023.9-7203      2.662   0.594  9.79e-06   2.70   5206.25      1799.4    *\n",
      "3FGL J0029.1-7045      3.008   0.458  2.07e-06   2.33    269.77       239.2     \n",
      "3FGL J0021.6-6835      5.122   2.618  2.57e-07   3.29     16.47        57.1     \n",
      "3FGL J2351.9-7601      5.495   1.404  2.85e-06   2.01    243.25       192.1     \n",
      "3FGL J2338.7-7401      5.777   0.598  2.91e-06   2.02    294.33       187.1     \n",
      "3FGL J0146.4-6746      6.423   0.664  1.76e-06   2.35    256.39       201.6     \n",
      "3FGL J2336.5-7620      6.454   0.392  1.28e-06   2.29    112.83       135.9     \n",
      "3FGL J0002.0-6722      7.153   0.409  1.63e-06   1.98     94.14        95.4     \n",
      "isodiff                  ---   0.684    0.0214   2.12    713.57      6220.2    *\n",
      "galdiff                  ---   1.094     0.134   0.05   7041.53     17811.3    *\n",
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0029.1-7045     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0021.6-6835     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J2351.9-7601     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J2338.7-7401     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0146.4-6746     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J2336.5-7620     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0002.0-6722     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.print_model(): \n",
      "sourcename            offset    norm  eflux     index        ts       npred free\n",
      "--------------------------------------------------------------------------------\n",
      "SMC                    0.000   1.000  2.29e-07   2.40       nan        30.6    *\n",
      "3FGL J0112.9-7506      2.572   1.133  2.16e-06   1.95    145.27       129.2    *\n",
      "3FGL J0023.9-7203      2.662   0.594  9.79e-06   2.70   5206.25      1799.4    *\n",
      "3FGL J0029.1-7045      3.008   0.458  2.07e-06   2.33    269.77       239.2    *\n",
      "3FGL J0021.6-6835      5.122   2.618  2.57e-07   3.29     16.47        57.1    *\n",
      "3FGL J2351.9-7601      5.495   1.404  2.85e-06   2.01    243.25       192.1    *\n",
      "3FGL J2338.7-7401      5.777   0.598  2.91e-06   2.02    294.33       187.1    *\n",
      "3FGL J0146.4-6746      6.423   0.664  1.76e-06   2.35    256.39       201.6    *\n",
      "3FGL J2336.5-7620      6.454   0.392  1.28e-06   2.29    112.83       135.9    *\n",
      "3FGL J0002.0-6722      7.153   0.409  1.63e-06   1.98     94.14        95.4    *\n",
      "isodiff                  ---   0.684    0.0214   2.12    713.57      6220.2    *\n",
      "galdiff                  ---   1.094     0.134   0.05   7041.53     17811.3    *\n",
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:35 INFO    GTAnalysis.fit(): Starting fit.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/runner/work/fermipy/fermipy/fermipy/utils.py:793: UserWarning: \n",
      "The maximal number of iterations maxit (set to 20 by the program)\n",
      "allowed for finding a smoothing spline with fp=s has been reached: s\n",
      "too small.\n",
      "There is an approximation returned but the corresponding weighted sum\n",
      "of squared residuals does not satisfy the condition abs(fp-s)/s < tol.\n",
      "  spline = UnivariateSpline(x, y, k=2,\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:39 INFO    GTAnalysis.fit(): Fit returned successfully. Quality:   3 Status:   0\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:39 INFO    GTAnalysis.fit(): LogLike:   -74007.768 DeltaLogLike:      124.131 \n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:39 INFO    GTAnalysis.print_model(): \n",
      "sourcename            offset    norm  eflux     index        ts       npred free\n",
      "--------------------------------------------------------------------------------\n",
      "SMC                    0.000  16.743  1.54e-06   3.08    237.86       345.4    *\n",
      "3FGL J0112.9-7506      2.572   1.156  2.13e-06   1.96    144.09       130.9    *\n",
      "3FGL J0023.9-7203      2.662   0.614  9.88e-06   2.71   5220.39      1821.4    *\n",
      "3FGL J0029.1-7045      3.008   0.456  2.05e-06   2.33    262.02       237.5    *\n",
      "3FGL J0021.6-6835      5.122   2.244  2.22e-07   3.28     12.44        49.3    *\n",
      "3FGL J2351.9-7601      5.495   1.350  2.82e-06   1.99    227.99       181.7    *\n",
      "3FGL J2338.7-7401      5.777   0.573   2.9e-06   2.00    278.99       179.3    *\n",
      "3FGL J0146.4-6746      6.423   0.628  1.73e-06   2.33    240.73       193.3    *\n",
      "3FGL J2336.5-7620      6.454   0.350  1.25e-06   2.25    102.13       125.3    *\n",
      "3FGL J0002.0-6722      7.153   0.380  1.61e-06   1.95     86.39        89.3    *\n",
      "isodiff                  ---   0.692    0.0217   2.12    676.40      6299.0    *\n",
      "galdiff                  ---   1.145     0.143   0.03   7143.72     18803.3    *\n",
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:39 INFO    GTBinnedAnalysis.write_xml(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/SMC_firstfit_00.xml...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:39 INFO    GTAnalysis.write_fits(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/SMC_firstfit.fits...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING: Format %s cannot be mapped to the accepted TDISPn keyword values.  Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n",
      "WARNING: Format %f cannot be mapped to the accepted TDISPn keyword values.  Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n",
      "WARNING: Format %s cannot be mapped to the accepted TDISPn keyword values.  Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:39 INFO    GTBinnedAnalysis.write_model_map(): Generating model map for component 00.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:40 INFO    GTAnalysis.write_roi(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/SMC_firstfit.npy...\n"
     ]
    }
   ],
   "source": [
    "gta.print_model()\n",
    "gta.free_sources(free=True)\n",
    "gta.print_model()\n",
    "first_fit=gta.fit()\n",
    "gta.print_model()\n",
    "gta.write_roi('SMC_firstfit',make_plots=True,save_model_map=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "By default fit will repeat the fit until a fit quality of 3 is obtained. After the fit returns all sources with free parameters will have their properties (flux, TS, NPred, etc.) updated in the ROIModel instance. The return value of the method is a dictionary containing the following diagnostic information about the fit."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The fit also accepts keyword arguments which can be used to configure its behavior at runtime:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:09:42.197552Z",
     "iopub.status.busy": "2026-02-25T23:09:42.197369Z",
     "iopub.status.idle": "2026-02-25T23:09:42.200877Z",
     "shell.execute_reply": "2026-02-25T23:09:42.200345Z"
    },
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "3\n",
      "[0.06991289 0.14072903 1.95529323 0.72232398 0.05789817 0.19306505\n",
      " 0.0824121  0.058591   0.11147643 0.20037076 0.11381506 0.09626897\n",
      " 0.11835223 0.08326155 0.15952366 0.06197246 0.09395016 0.1555259\n",
      " 0.09940693 2.08724529 0.16953993 0.02112615 0.01936994 0.04429168]\n",
      "-74007.7682636879\n",
      "[ 0.38044108  1.95000454  2.24442147  3.28059977  0.61376278  1.20944436\n",
      "  0.57544589  0.45570337  2.33070973  1.15558693  1.96447879  0.62764624\n",
      "  2.33430442  0.35032136  2.25046591  0.57271341  1.99675518  1.35003922\n",
      "  1.98995478 16.74347976 -3.08450717  1.1448052   0.03238419  0.69220955]\n"
     ]
    }
   ],
   "source": [
    "print(first_fit['fit_quality'])\n",
    "print(first_fit['errors'])\n",
    "print(first_fit['loglike'])\n",
    "print(first_fit['values'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:09:42.202402Z",
     "iopub.status.busy": "2026-02-25T23:09:42.202222Z",
     "iopub.status.idle": "2026-02-25T23:09:42.206000Z",
     "shell.execute_reply": "2026-02-25T23:09:42.205396Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[b'Prefactor' b'Index' b'Scale' b'' b'' b'' b'' b'' b'' b'']\n",
      "[ 1.67434798e-12 -3.08450717e+00  1.00000000e+03             nan\n",
      "             nan             nan             nan             nan\n",
      "             nan             nan]\n",
      "[2.08724529e-13 1.69539934e-01            nan            nan\n",
      "            nan            nan            nan            nan\n",
      "            nan            nan]\n"
     ]
    }
   ],
   "source": [
    "print(gta.roi.sources[0]['param_names'])\n",
    "print(gta.roi.sources[0]['param_values'])\n",
    "print(gta.roi.sources[0]['param_errors'])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The optimize method performs an automatic optimization of the ROI by fitting all sources with an iterative strategy. It is generally good practice to run this method once at the start of your analysis to ensure that all parameters are close to their global likelihood maxima."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:09:42.207661Z",
     "iopub.status.busy": "2026-02-25T23:09:42.207470Z",
     "iopub.status.idle": "2026-02-25T23:09:47.624367Z",
     "shell.execute_reply": "2026-02-25T23:09:47.623877Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:42 INFO    GTAnalysis.load_roi(): Loading ROI file: /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/initial.npy\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:42 INFO    GTBinnedAnalysis._create_binned_analysis(): Creating BinnedAnalysis for component 00.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:47 INFO    GTAnalysis.load_roi(): Finished Loading ROI\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:47 INFO    GTAnalysis.print_model(): \n",
      "sourcename            offset    norm  eflux     index        ts       npred free\n",
      "--------------------------------------------------------------------------------\n",
      "3FGL J0059.0-7242e     0.088   1.354  1.02e-05   2.46    631.43      1387.2    *\n",
      "3FGL J0112.9-7506      2.572   1.133  2.16e-06   1.95    145.27       129.2    *\n",
      "3FGL J0023.9-7203      2.662   0.594  9.79e-06   2.70   5206.25      1799.4    *\n",
      "3FGL J0029.1-7045      3.008   0.458  2.07e-06   2.33    269.77       239.2    *\n",
      "3FGL J0021.6-6835      5.122   2.618  2.57e-07   3.29     16.47        57.1    *\n",
      "3FGL J2351.9-7601      5.495   1.404  2.85e-06   2.01    243.25       192.1    *\n",
      "3FGL J2338.7-7401      5.777   0.598  2.91e-06   2.02    294.33       187.1    *\n",
      "3FGL J0146.4-6746      6.423   0.664  1.76e-06   2.35    256.39       201.6    *\n",
      "3FGL J2336.5-7620      6.454   0.392  1.28e-06   2.29    112.83       135.9    *\n",
      "3FGL J0002.0-6722      7.153   0.409  1.63e-06   1.98     94.14        95.4    *\n",
      "isodiff                  ---   0.684    0.0214   2.12    713.57      6220.2    *\n",
      "galdiff                  ---   1.094     0.134   0.05   7041.53     17811.3    *\n",
      "\n"
     ]
    }
   ],
   "source": [
    "gta.load_roi('initial')\n",
    "gta.print_model()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:09:47.626024Z",
     "iopub.status.busy": "2026-02-25T23:09:47.625845Z",
     "iopub.status.idle": "2026-02-25T23:09:53.033429Z",
     "shell.execute_reply": "2026-02-25T23:09:53.032954Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:47 INFO    GTAnalysis.load_roi(): Loading ROI file: /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/SMC_firstfit.npy\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:47 INFO    GTBinnedAnalysis._create_binned_analysis(): Creating BinnedAnalysis for component 00.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:53 INFO    GTAnalysis.load_roi(): Finished Loading ROI\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:53 INFO    GTAnalysis.print_model(): \n",
      "sourcename            offset    norm  eflux     index        ts       npred free\n",
      "--------------------------------------------------------------------------------\n",
      "SMC                    0.000  16.743  1.54e-06   3.08    237.86       345.4    *\n",
      "3FGL J0112.9-7506      2.572   1.156  2.13e-06   1.96    144.09       130.9    *\n",
      "3FGL J0023.9-7203      2.662   0.614  9.88e-06   2.71   5220.39      1821.4    *\n",
      "3FGL J0029.1-7045      3.008   0.456  2.05e-06   2.33    262.02       237.5    *\n",
      "3FGL J0021.6-6835      5.122   2.244  2.22e-07   3.28     12.44        49.3    *\n",
      "3FGL J2351.9-7601      5.495   1.350  2.82e-06   1.99    227.99       181.7    *\n",
      "3FGL J2338.7-7401      5.777   0.573   2.9e-06   2.00    278.99       179.3    *\n",
      "3FGL J0146.4-6746      6.423   0.628  1.73e-06   2.33    240.73       193.3    *\n",
      "3FGL J2336.5-7620      6.454   0.350  1.25e-06   2.25    102.13       125.3    *\n",
      "3FGL J0002.0-6722      7.153   0.380  1.61e-06   1.95     86.39        89.3    *\n",
      "isodiff                  ---   0.692    0.0217   2.12    676.40      6299.0    *\n",
      "galdiff                  ---   1.145     0.143   0.03   7143.72     18803.3    *\n",
      "\n"
     ]
    }
   ],
   "source": [
    "gta.load_roi('SMC_firstfit')\n",
    "gta.print_model()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## TS Map"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "tsmap() generates a test statistic (TS) map for an additional source component centered at each spatial bin in the ROI. The methodology is similar to that of the gttsmap ST application but with the following approximations:\n",
    "\n",
    "* Evaluation of the likelihood is limited to pixels in the vicinity of the test source position.\n",
    "* The background model is fixed when fitting the test source amplitude.\n",
    "\n",
    "TS Cube is a related method that can also be used to generate TS maps as well as cubes (TS vs. position and energy)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:09:53.035212Z",
     "iopub.status.busy": "2026-02-25T23:09:53.035032Z",
     "iopub.status.idle": "2026-02-25T23:10:02.935095Z",
     "shell.execute_reply": "2026-02-25T23:10:02.934351Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:53 INFO    GTAnalysis.tsmap(): Generating TS map\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:09:53 INFO    GTAnalysis._make_tsmap_fast(): Fitting test source.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:02 INFO    GTAnalysis.tsmap(): Finished TS map\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:02 WARNING GTAnalysis.tsmap(): Saving TS maps in .npy files is disabled b/c of incompatibilities in python3, remove the maps from the /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/TSmap_start_pointsource_powerlaw_2.00_tsmap.npy\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:02 INFO    GTAnalysis.tsmap(): Execution time: 9.89 s\n"
     ]
    }
   ],
   "source": [
    "plt.clf()\n",
    "tsmap_postfit = gta.tsmap(prefix='TSmap_start',make_plots=True,write_fits=True,write_npy=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:10:02.937228Z",
     "iopub.status.busy": "2026-02-25T23:10:02.937031Z",
     "iopub.status.idle": "2026-02-25T23:10:03.694384Z",
     "shell.execute_reply": "2026-02-25T23:10:03.693772Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 800x600 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1400x600 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.clf()\n",
    "fig = plt.figure(figsize=(14,6))\n",
    "ROIPlotter(tsmap_postfit['sqrt_ts'],roi=gta.roi).plot(levels=[0,3,5,7],vmin=0,vmax=5,subplot=121,cmap='magma')\n",
    "plt.gca().set_title('Sqrt(TS)')\n",
    "ROIPlotter(tsmap_postfit['npred'],roi=gta.roi).plot(vmin=0,vmax=100,subplot=122,cmap='magma')\n",
    "plt.gca().set_title('NPred')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Looking to the TSmap it is quite clear that the model does not fit sufficiently well the data."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Residual Map"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "residmap() calculates the residual between smoothed data and model maps. Whereas a TS map is only sensitive to positive deviations with respect to the model, residmap() is sensitive to both positive and negative residuals and therefore can be useful for assessing the model goodness-of-fit. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:10:03.696580Z",
     "iopub.status.busy": "2026-02-25T23:10:03.696394Z",
     "iopub.status.idle": "2026-02-25T23:10:06.277307Z",
     "shell.execute_reply": "2026-02-25T23:10:06.276743Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:03 INFO    GTAnalysis.residmap(): Generating residual maps\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:03 INFO    GTAnalysis.add_source(): Adding source residmap_testsource\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:04 INFO    GTAnalysis.delete_source(): Deleting source residmap_testsource\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:06 INFO    GTAnalysis.residmap(): Finished residual maps\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:06 WARNING GTAnalysis.residmap(): Saving maps in .npy files is disabled b/c of incompatibilities in python3, remove the maps from the /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/SMC_postfit_pointsource_powerlaw_2.00_residmap.npy\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:06 INFO    GTAnalysis.residmap(): Execution time: 2.58 s\n"
     ]
    }
   ],
   "source": [
    "resid = gta.residmap('SMC_postfit',model={'SpatialModel' : 'PointSource', 'Index' : 2.0},write_fits=True,write_npy=True,make_plots=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:10:06.279146Z",
     "iopub.status.busy": "2026-02-25T23:10:06.278948Z",
     "iopub.status.idle": "2026-02-25T23:10:06.902984Z",
     "shell.execute_reply": "2026-02-25T23:10:06.902310Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1400x600 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.clf()\n",
    "fig = plt.figure(figsize=(14,6))\n",
    "ROIPlotter(resid['data'],roi=gta.roi).plot(vmin=50,vmax=400,subplot=121,cmap='magma')\n",
    "plt.gca().set_title('Data')\n",
    "ROIPlotter(resid['model'],roi=gta.roi).plot(vmin=50,vmax=400,subplot=122,cmap='magma')\n",
    "plt.gca().set_title('Model')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:10:06.904918Z",
     "iopub.status.busy": "2026-02-25T23:10:06.904742Z",
     "iopub.status.idle": "2026-02-25T23:10:07.444550Z",
     "shell.execute_reply": "2026-02-25T23:10:07.443903Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1400x600 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.clf()\n",
    "fig = plt.figure(figsize=(14,6))\n",
    "ROIPlotter(resid['sigma'],roi=gta.roi).plot(vmin=-5,vmax=5,levels=[-5,-3,3,5],subplot=121,cmap='RdBu_r')\n",
    "plt.gca().set_title('Significance')\n",
    "ROIPlotter(resid['excess'],roi=gta.roi).plot(vmin=-100,vmax=100,subplot=122,cmap='RdBu_r')\n",
    "plt.gca().set_title('Excess')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Source Localization"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The localize() method can be used to spatially localize a source. Localization is performed by scanning the likelihood surface in source position in a local patch around the nominal source position. The fit to the source position proceeds in two iterations:\n",
    "\n",
    "TS Map Scan: Obtain a first estimate of the source position by generating a likelihood map of the region using the tsmap method. In this step all background parameters are fixed to their nominal values. The size of the search region used for this step is set with the dtheta_max parameter.\n",
    "Likelihood Scan: Refine the position of the source by performing a scan of the likelihood surface in a box centered on the best-fit position found in the first iteration. The size of the search region is set to encompass the 99% positional uncertainty contour. This method uses a full likelihood fit at each point in the likelihood scan and will re-fit all free parameters of the model.\n",
    "If a peak is found in the search region and the positional fit succeeds, the method will update the position of the source in the model to the new best-fit position."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:10:07.447296Z",
     "iopub.status.busy": "2026-02-25T23:10:07.447092Z",
     "iopub.status.idle": "2026-02-25T23:10:13.352980Z",
     "shell.execute_reply": "2026-02-25T23:10:13.352409Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:07 INFO    GTAnalysis.free_source(): Fixing parameters for SMC                   : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:07 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0112.9-7506     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:07 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0023.9-7203     : ['norm', 'alpha', 'beta']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:07 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0029.1-7045     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:07 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0021.6-6835     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:07 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J2351.9-7601     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:07 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J2338.7-7401     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:07 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0146.4-6746     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:07 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J2336.5-7620     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:07 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0002.0-6722     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:07 INFO    GTAnalysis.free_source(): Fixing parameters for isodiff               : ['Normalization']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:07 INFO    GTAnalysis.free_source(): Fixing parameters for galdiff               : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:07 INFO    GTAnalysis.print_model(): \n",
      "sourcename            offset    norm  eflux     index        ts       npred free\n",
      "--------------------------------------------------------------------------------\n",
      "SMC                    0.000  16.743  1.54e-06   3.08    237.86       345.4     \n",
      "3FGL J0112.9-7506      2.572   1.156  2.13e-06   1.96    144.09       130.9     \n",
      "3FGL J0023.9-7203      2.662   0.614  9.88e-06   2.71   5220.39      1821.4     \n",
      "3FGL J0029.1-7045      3.008   0.456  2.05e-06   2.33    262.02       237.5     \n",
      "3FGL J0021.6-6835      5.122   2.244  2.22e-07   3.28     12.44        49.3     \n",
      "3FGL J2351.9-7601      5.495   1.350  2.82e-06   1.99    227.99       181.7     \n",
      "3FGL J2338.7-7401      5.777   0.573   2.9e-06   2.00    278.99       179.3     \n",
      "3FGL J0146.4-6746      6.423   0.628  1.73e-06   2.33    240.73       193.3     \n",
      "3FGL J2336.5-7620      6.454   0.350  1.25e-06   2.25    102.13       125.3     \n",
      "3FGL J0002.0-6722      7.153   0.380  1.61e-06   1.95     86.39        89.3     \n",
      "isodiff                  ---   0.692    0.0217   2.12    676.40      6299.0     \n",
      "galdiff                  ---   1.145     0.143   0.03   7143.72     18803.3     \n",
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:07 INFO    GTAnalysis.free_source(): Freeing parameters for SMC                   : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:07 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0112.9-7506     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:07 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0023.9-7203     : ['norm', 'alpha', 'beta']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:07 INFO    GTAnalysis.free_source(): Freeing parameters for isodiff               : ['Normalization']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:07 INFO    GTAnalysis.free_source(): Freeing parameters for galdiff               : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:07 INFO    GTAnalysis.print_model(): \n",
      "sourcename            offset    norm  eflux     index        ts       npred free\n",
      "--------------------------------------------------------------------------------\n",
      "SMC                    0.000  16.743  1.54e-06   3.08    237.86       345.4    *\n",
      "3FGL J0112.9-7506      2.572   1.156  2.13e-06   1.96    144.09       130.9    *\n",
      "3FGL J0023.9-7203      2.662   0.614  9.88e-06   2.71   5220.39      1821.4    *\n",
      "3FGL J0029.1-7045      3.008   0.456  2.05e-06   2.33    262.02       237.5     \n",
      "3FGL J0021.6-6835      5.122   2.244  2.22e-07   3.28     12.44        49.3     \n",
      "3FGL J2351.9-7601      5.495   1.350  2.82e-06   1.99    227.99       181.7     \n",
      "3FGL J2338.7-7401      5.777   0.573   2.9e-06   2.00    278.99       179.3     \n",
      "3FGL J0146.4-6746      6.423   0.628  1.73e-06   2.33    240.73       193.3     \n",
      "3FGL J2336.5-7620      6.454   0.350  1.25e-06   2.25    102.13       125.3     \n",
      "3FGL J0002.0-6722      7.153   0.380  1.61e-06   1.95     86.39        89.3     \n",
      "isodiff                  ---   0.692    0.0217   2.12    676.40      6299.0    *\n",
      "galdiff                  ---   1.145     0.143   0.03   7143.72     18803.3    *\n",
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:07 INFO    GTAnalysis.localize(): Running localization for SMC\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:11 INFO    GTAnalysis._localize(): Localization succeeded.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:11 INFO    GTAnalysis._localize(): Updating source SMC to localized position.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:11 INFO    GTAnalysis.delete_source(): Deleting source SMC\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:11 INFO    GTAnalysis.add_source(): Adding source SMC\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:12 INFO    GTAnalysis._localize(): Localization completed with new position:\n",
      "(  ra, dec) = (   14.4129 +/-   0.0668,  -72.6823 +/-   0.0573)\n",
      "(glon,glat) = (  302.2844 +/-   0.0682,  -44.4382 +/-   0.0557)\n",
      "offset =   0.0725 r68 =   0.0786 r95 =   0.1268 r99 =   0.1572\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:12 INFO    GTAnalysis._localize(): LogLike:   -74004.956 DeltaLogLike:        3.025\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:12 INFO    GTAnalysis.localize(): Finished localization.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:13 WARNING GTAnalysis.localize(): Saving TS maps in .npy files is disabled b/c of incompatibilities in python3, remove the maps from the /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/smc_loc.npy\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:13 INFO    GTAnalysis.localize(): Execution time: 5.88 s\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:13 INFO    GTAnalysis.print_model(): \n",
      "sourcename            offset    norm  eflux     index        ts       npred free\n",
      "--------------------------------------------------------------------------------\n",
      "SMC                    0.072  17.030  1.54e-06   3.11    247.69       347.5    *\n",
      "3FGL J0112.9-7506      2.572   1.156  2.13e-06   1.96    144.09       130.9    *\n",
      "3FGL J0023.9-7203      2.662   0.614  9.88e-06   2.71   5220.39      1821.4    *\n",
      "3FGL J0029.1-7045      3.008   0.456  2.05e-06   2.33    262.02       237.5     \n",
      "3FGL J0021.6-6835      5.122   2.244  2.22e-07   3.28     12.44        49.3     \n",
      "3FGL J2351.9-7601      5.495   1.350  2.82e-06   1.99    227.99       181.7     \n",
      "3FGL J2338.7-7401      5.777   0.573   2.9e-06   2.00    278.99       179.3     \n",
      "3FGL J0146.4-6746      6.423   0.628  1.73e-06   2.33    240.73       193.3     \n",
      "3FGL J2336.5-7620      6.454   0.350  1.25e-06   2.25    102.13       125.3     \n",
      "3FGL J0002.0-6722      7.153   0.380  1.61e-06   1.95     86.39        89.3     \n",
      "isodiff                  ---   0.692    0.0217   2.12    676.40      6299.0    *\n",
      "galdiff                  ---   1.145     0.143   0.03   7143.72     18803.3    *\n",
      "\n"
     ]
    }
   ],
   "source": [
    "gta.free_sources(free=False)\n",
    "gta.print_model()\n",
    "gta.free_sources(skydir=gta.roi[gta.roi.sources[0].name].skydir,distance=[3.0],free=True)\n",
    "gta.print_model()\n",
    "localsmc = gta.localize(gta.roi.sources[0].name, update=True, make_plots=True)\n",
    "gta.print_model()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The SMC is relocalized at 0.07deg."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:10:13.354880Z",
     "iopub.status.busy": "2026-02-25T23:10:13.354678Z",
     "iopub.status.idle": "2026-02-25T23:10:13.358710Z",
     "shell.execute_reply": "2026-02-25T23:10:13.358196Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "302.2843802615741\n",
      "-44.43818743570833\n",
      "0.07855371928038839\n",
      "0.12676992855694294\n",
      "0.15719279984855322\n",
      "0.08167938347530923\n",
      "0.0328468114688483\n",
      "2.7860946212749695\n"
     ]
    }
   ],
   "source": [
    "print(localsmc['glon'])\n",
    "print(localsmc['glat'])\n",
    "print(localsmc['pos_r68'])\n",
    "print(localsmc['pos_r95'])\n",
    "print(localsmc['pos_r99'])\n",
    "print(localsmc['pos_err_semimajor'])\n",
    "print(localsmc['pos_err_semiminor'])\n",
    "print(localsmc['dloglike_loc'])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Extension Fitting"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The extension() method executes a source extension analysis for a given source by computing a likelihood ratio test with respect to the no-extension (point-source) hypothesis and a best-fit model for extension. The best-fit extension is found by performing a likelihood profile scan over the source width (68% containment) and fitting for the extension that maximizes the model likelihood. Currently this method supports two models for extension: a 2D Gaussian (RadialGaussian) or a 2D disk (RadialDisk).\n",
    "\n",
    "By default the method will fix all background parameters before performing the extension fit. One can leave background parameters free by setting free_background=True."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:10:13.360322Z",
     "iopub.status.busy": "2026-02-25T23:10:13.360156Z",
     "iopub.status.idle": "2026-02-25T23:10:29.746940Z",
     "shell.execute_reply": "2026-02-25T23:10:29.746344Z"
    },
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:13 INFO    GTAnalysis.free_source(): Fixing parameters for SMC                   : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:13 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0112.9-7506     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:13 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0023.9-7203     : ['norm', 'alpha', 'beta']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:13 INFO    GTAnalysis.free_source(): Fixing parameters for isodiff               : ['Normalization']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:13 INFO    GTAnalysis.free_source(): Fixing parameters for galdiff               : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:13 INFO    GTAnalysis.print_model(): \n",
      "sourcename            offset    norm  eflux     index        ts       npred free\n",
      "--------------------------------------------------------------------------------\n",
      "SMC                    0.072  17.030  1.54e-06   3.11    247.69       347.5     \n",
      "3FGL J0112.9-7506      2.572   1.156  2.13e-06   1.96    144.09       130.9     \n",
      "3FGL J0023.9-7203      2.662   0.614  9.88e-06   2.71   5220.39      1821.4     \n",
      "3FGL J0029.1-7045      3.008   0.456  2.05e-06   2.33    262.02       237.5     \n",
      "3FGL J0021.6-6835      5.122   2.244  2.22e-07   3.28     12.44        49.3     \n",
      "3FGL J2351.9-7601      5.495   1.350  2.82e-06   1.99    227.99       181.7     \n",
      "3FGL J2338.7-7401      5.777   0.573   2.9e-06   2.00    278.99       179.3     \n",
      "3FGL J0146.4-6746      6.423   0.628  1.73e-06   2.33    240.73       193.3     \n",
      "3FGL J2336.5-7620      6.454   0.350  1.25e-06   2.25    102.13       125.3     \n",
      "3FGL J0002.0-6722      7.153   0.380  1.61e-06   1.95     86.39        89.3     \n",
      "isodiff                  ---   0.692    0.0217   2.12    676.40      6299.0     \n",
      "galdiff                  ---   1.145     0.143   0.03   7143.72     18803.3     \n",
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:13 INFO    GTAnalysis.free_source(): Freeing parameters for SMC                   : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:13 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0023.9-7203     : ['norm', 'alpha', 'beta']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:13 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0112.9-7506     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:13 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0029.1-7045     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:13 INFO    GTAnalysis.free_source(): Freeing parameters for isodiff               : ['Normalization']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:13 INFO    GTAnalysis.free_source(): Freeing parameters for galdiff               : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:13 INFO    GTAnalysis.print_model(): \n",
      "sourcename            offset    norm  eflux     index        ts       npred free\n",
      "--------------------------------------------------------------------------------\n",
      "SMC                    0.072  17.030  1.54e-06   3.11    247.69       347.5    *\n",
      "3FGL J0112.9-7506      2.572   1.156  2.13e-06   1.96    144.09       130.9    *\n",
      "3FGL J0023.9-7203      2.662   0.614  9.88e-06   2.71   5220.39      1821.4    *\n",
      "3FGL J0029.1-7045      3.008   0.456  2.05e-06   2.33    262.02       237.5    *\n",
      "3FGL J0021.6-6835      5.122   2.244  2.22e-07   3.28     12.44        49.3     \n",
      "3FGL J2351.9-7601      5.495   1.350  2.82e-06   1.99    227.99       181.7     \n",
      "3FGL J2338.7-7401      5.777   0.573   2.9e-06   2.00    278.99       179.3     \n",
      "3FGL J0146.4-6746      6.423   0.628  1.73e-06   2.33    240.73       193.3     \n",
      "3FGL J2336.5-7620      6.454   0.350  1.25e-06   2.25    102.13       125.3     \n",
      "3FGL J0002.0-6722      7.153   0.380  1.61e-06   1.95     86.39        89.3     \n",
      "isodiff                  ---   0.692    0.0217   2.12    676.40      6299.0    *\n",
      "galdiff                  ---   1.145     0.143   0.03   7143.72     18803.3    *\n",
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:13 INFO    GTAnalysis.extension(): Running extension fit for SMC\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:18 INFO    GTAnalysis._extension(): Fitting extended-source model.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:22 INFO    GTAnalysis._extension(): Generating TS map.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:24 INFO    GTAnalysis._extension(): Testing point-source model.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:29 INFO    GTAnalysis._extension(): Best-fit extension: 1.0934 + 0.0711 - 0.0641\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:29 INFO    GTAnalysis._extension(): TS_ext:        363.960\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:29 INFO    GTAnalysis._extension(): Extension UL: 1.2048\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:29 INFO    GTAnalysis._extension(): LogLike:   -73823.018 DeltaLogLike:      181.938\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:29 INFO    GTAnalysis.extension(): Finished extension fit.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:29 WARNING GTAnalysis.extension(): Saving maps in .npy files is disabled b/c of incompatibilities in python3, remove the maps from the /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/smc_ext.npy\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:29 INFO    GTAnalysis.extension(): Execution time: 16.36 s\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:29 INFO    GTAnalysis.print_model(): \n",
      "sourcename            offset    norm  eflux     index        ts       npred free\n",
      "--------------------------------------------------------------------------------\n",
      "SMC                    0.072  37.873  8.09e-06   2.44    611.57      1128.7    *\n",
      "3FGL J0112.9-7506      2.572   1.156  2.13e-06   1.96    144.09       130.9    *\n",
      "3FGL J0023.9-7203      2.662   0.614  9.88e-06   2.71   5220.39      1821.4    *\n",
      "3FGL J0029.1-7045      3.008   0.456  2.05e-06   2.33    262.02       237.5    *\n",
      "3FGL J0021.6-6835      5.122   2.244  2.22e-07   3.28     12.44        49.3     \n",
      "3FGL J2351.9-7601      5.495   1.350  2.82e-06   1.99    227.99       181.7     \n",
      "3FGL J2338.7-7401      5.777   0.573   2.9e-06   2.00    278.99       179.3     \n",
      "3FGL J0146.4-6746      6.423   0.628  1.73e-06   2.33    240.73       193.3     \n",
      "3FGL J2336.5-7620      6.454   0.350  1.25e-06   2.25    102.13       125.3     \n",
      "3FGL J0002.0-6722      7.153   0.380  1.61e-06   1.95     86.39        89.3     \n",
      "isodiff                  ---   0.692    0.0217   2.12    676.40      6299.0    *\n",
      "galdiff                  ---   1.145     0.143   0.03   7143.72     18803.3    *\n",
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "{'spatial_model': 'RadialGaussian', 'width': [], 'fit_position': False, 'width_min': 0.01, 'width_max': 1.0, 'width_nstep': 21, 'free_background': False, 'fix_shape': False, 'free_radius': None, 'fit_ebin': False, 'update': True, 'save_model_map': False, 'sqrt_ts_threshold': 3.0, 'psf_scale_fn': None, 'make_tsmap': True, 'tsmap_fitter': 'tsmap', 'make_plots': True, 'write_fits': True, 'write_npy': True, 'reoptimize': False, 'ra_format': 'hour', 'optimizer': {'optimizer': 'MINUIT', 'tol': 0.001, 'max_iter': 100, 'init_lambda': 0.0001, 'retries': 3, 'min_fit_quality': 2, 'verbosity': 0}, 'prefix': '', 'outfile': None, 'loge_bins': []}\n",
      "{'spatial_model': 'RadialGaussian', 'width': [], 'fit_position': False, 'width_min': 0.01, 'width_max': 1.0, 'width_nstep': 21, 'free_background': False, 'fix_shape': False, 'free_radius': None, 'fit_ebin': False, 'update': True, 'save_model_map': False, 'sqrt_ts_threshold': 3.0, 'psf_scale_fn': None, 'make_tsmap': True, 'tsmap_fitter': 'tsmap', 'make_plots': True, 'write_fits': True, 'write_npy': True, 'reoptimize': False, 'ra_format': 'hour', 'optimizer': {'optimizer': 'MINUIT', 'tol': 0.001, 'max_iter': 100, 'init_lambda': 0.0001, 'retries': 3, 'min_fit_quality': 2, 'verbosity': 0}, 'prefix': '', 'outfile': None, 'loge_bins': []}\n",
      "{'name': 'SMC', 'file': None, 'config': {'spatial_model': 'RadialGaussian', 'width': [], 'fit_position': False, 'width_min': 0.01, 'width_max': 1.0, 'width_nstep': 21, 'free_background': False, 'fix_shape': False, 'free_radius': None, 'fit_ebin': False, 'update': True, 'save_model_map': False, 'sqrt_ts_threshold': 3.0, 'psf_scale_fn': None, 'make_tsmap': True, 'tsmap_fitter': 'tsmap', 'make_plots': True, 'write_fits': True, 'write_npy': True, 'reoptimize': False, 'ra_format': 'hour', 'optimizer': {'optimizer': 'MINUIT', 'tol': 0.001, 'max_iter': 100, 'init_lambda': 0.0001, 'retries': 3, 'min_fit_quality': 2, 'verbosity': 0}, 'prefix': '', 'outfile': None, 'loge_bins': []}, 'width': array([0.        , 0.01      , 0.01258925, 0.01584893, 0.01995262,\n",
      "       0.02511886, 0.03162278, 0.03981072, 0.05011872, 0.06309573,\n",
      "       0.07943282, 0.1       , 0.12589254, 0.15848932, 0.19952623,\n",
      "       0.25118864, 0.31622777, 0.39810717, 0.50118723, 0.63095734,\n",
      "       0.79432823, 1.        ]), 'dloglike': array([8.87445842e-03, 8.89452997e-02, 1.41156992e-01, 2.23932399e-01,\n",
      "       3.55122023e-01, 5.62931809e-01, 8.91949928e-01, 1.41254733e+00,\n",
      "       2.23503533e+00, 3.53109574e+00, 5.56481373e+00, 8.73004410e+00,\n",
      "       1.36037509e+01, 2.11754956e+01, 3.24697746e+01, 4.76795818e+01,\n",
      "       6.78030352e+01, 9.15188983e+01, 1.17996215e+02, 1.44955740e+02,\n",
      "       1.67622886e+02, 1.80764122e+02]), 'loglike': array([-74005.17861959, -74005.09854875, -74005.04633705, -74004.96356165,\n",
      "       -74004.83237202, -74004.62456224, -74004.29554412, -74003.77494671,\n",
      "       -74002.95245872, -74001.65639831, -73999.62268032, -73996.45744994,\n",
      "       -73991.58374314, -73984.01199847, -73972.71771942, -73957.50791225,\n",
      "       -73937.38445883, -73913.66859577, -73887.19127856, -73860.23175429,\n",
      "       -73837.56460786, -73824.42337211]), 'loglike_ptsrc': -74005.18749404605, 'loglike_ext': -73823.01773309303, 'loglike_init': -74004.95613240519, 'loglike_base': -74004.95613240465, 'ext': 1.0933767550850568, 'ext_err_hi': 0.0710919613227825, 'ext_err_lo': 0.06411071814020364, 'ext_err': 0.06760133973149307, 'ext_ul95': 1.2048203454000854, 'ts_ext': 363.9600503608235, 'ebin_e_min': array([], dtype=float64), 'ebin_e_ctr': array([], dtype=float64), 'ebin_e_max': array([], dtype=float64), 'ebin_ext': array([], dtype=float64), 'ebin_ext_err': array([], dtype=float64), 'ebin_ext_err_hi': array([], dtype=float64), 'ebin_ext_err_lo': array([], dtype=float64), 'ebin_ext_ul95': array([], dtype=float64), 'ebin_ts_ext': array([], dtype=float64), 'ebin_dloglike': array([], shape=(0, 22), dtype=float64), 'ebin_loglike': array([], shape=(0, 22), dtype=float64), 'ebin_loglike_ptsrc': array([], dtype=float64), 'ebin_loglike_ext': array([], dtype=float64), 'ra': 14.41286585005637, 'dec': -72.6822517991408, 'glon': 302.28438026157403, 'glat': -44.4381874357083, 'ra_err': nan, 'dec_err': nan, 'glon_err': nan, 'glat_err': nan, 'pos_offset': 0.0, 'pos_err': nan, 'pos_r68': nan, 'pos_r95': nan, 'pos_r99': nan, 'pos_err_semimajor': nan, 'pos_err_semiminor': nan, 'pos_angle': nan, 'tsmap': <gammapy.maps.wcs.ndmap.WcsNDMap object at 0x7f53aab2aa00>, 'ptsrc_tot_map': None, 'ptsrc_src_map': None, 'ptsrc_bkg_map': None, 'ext_tot_map': None, 'ext_src_map': None, 'ext_bkg_map': None, 'source_fit': {'param_names': array([b'Prefactor', b'Index', b'Scale', b'', b'', b'', b'', b'', b'',\n",
      "       b''], dtype='|S32'), 'param_values': array([ 3.80310097e-12, -2.44934062e+00,  1.00000000e+03,             nan,\n",
      "                   nan,             nan,             nan,             nan,\n",
      "                   nan,             nan]), 'param_errors': array([2.58631158e-13, 6.42353817e-02,            nan,            nan,\n",
      "                  nan,            nan,            nan,            nan,\n",
      "                  nan,            nan]), 'ts': 611.1870074401377, 'loglike': -73823.20746886564, 'loglike_scan': array([-74128.80097259, -73825.93130365, -73825.28359089, -73824.72600647,\n",
      "       -73824.25734506, -73823.87642726, -73823.5820988 , -73823.37322984,\n",
      "       -73823.24871424, -73823.20746887, -73823.2353798 , -73823.3186679 ,\n",
      "       -73823.45675837, -73823.64908602, -73823.89509503, -73824.19423877,\n",
      "       -73824.54597952, -73824.94978836, -73825.40514488, -73825.91153707]), 'dloglike_scan': array([-3.05593504e+02, -2.72383479e+00, -2.07612202e+00, -1.51853760e+00,\n",
      "       -1.04987620e+00, -6.68958393e-01, -3.74629934e-01, -1.65760976e-01,\n",
      "       -4.12453745e-02,  0.00000000e+00, -2.79109358e-02, -1.11199033e-01,\n",
      "       -2.49289502e-01, -4.41617152e-01, -6.87626168e-01, -9.86769902e-01,\n",
      "       -1.33851066e+00, -1.74231949e+00, -2.19767601e+00, -2.70406820e+00]), 'eflux_scan': array([0.00000000e+00, 7.04541486e-06, 7.15795007e-06, 7.27048529e-06,\n",
      "       7.38302050e-06, 7.49555571e-06, 7.60809092e-06, 7.72062613e-06,\n",
      "       7.83316135e-06, 7.94569656e-06, 8.03854505e-06, 8.13139354e-06,\n",
      "       8.22424203e-06, 8.31709052e-06, 8.40993901e-06, 8.50278750e-06,\n",
      "       8.59563599e-06, 8.68848448e-06, 8.78133297e-06, 8.87418146e-06]), 'flux_scan': array([0.00000000e+00, 2.32802797e-09, 2.36521317e-09, 2.40239836e-09,\n",
      "       2.43958355e-09, 2.47676875e-09, 2.51395394e-09, 2.55113914e-09,\n",
      "       2.58832433e-09, 2.62550953e-09, 2.65618960e-09, 2.68686968e-09,\n",
      "       2.71754976e-09, 2.74822984e-09, 2.77890992e-09, 2.80959000e-09,\n",
      "       2.84027008e-09, 2.87095016e-09, 2.90163024e-09, 2.93231031e-09]), 'norm_scan': array([ 0.        , 33.72193228, 34.26056696, 34.79920165, 35.33783633,\n",
      "       35.87647101, 36.4151057 , 36.95374038, 37.49237506, 38.03100975,\n",
      "       38.47541658, 38.91982342, 39.36423025, 39.80863708, 40.25304392,\n",
      "       40.69745075, 41.14185759, 41.58626442, 42.03067126, 42.47507809]), 'npred': 1124.7379457335603, 'npred_wt': 1124.7379457335603, 'pivot_energy': 1000.0, 'flux': 2.6255095261727488e-09, 'flux100': 7.392778772434294e-08, 'flux1000': 2.6249493329170427e-09, 'flux10000': 9.26403746966029e-11, 'flux_err': 2.716925583330113e-10, 'flux100_err': 5.5614102710026396e-09, 'flux1000_err': 2.7157092122572687e-10, 'flux10000_err': 2.2465655471285004e-11, 'flux_ul95': 2.8420950210328774e-09, 'flux100_ul95': 8.002629406323704e-08, 'flux1000_ul95': 2.841488615896279e-09, 'flux10000_ul95': 1.0028253375094081e-10, 'eflux': 7.945696558110034e-06, 'eflux100': 2.318334329992341e-05, 'eflux1000': 7.827078112178487e-06, 'eflux10000': 2.370554362038278e-06, 'eflux_err': 1.3580936436354446e-06, 'eflux100_err': 1.3112180683286926e-06, 'eflux1000_err': 1.3075558659176449e-06, 'eflux10000_err': 6.692636136169798e-07, 'eflux_ul95': 8.601158899378055e-06, 'eflux100_ul95': 2.5095800989020282e-05, 'eflux1000_ul95': 8.47275529191671e-06, 'eflux10000_ul95': 2.5661079048750957e-06, 'dnde': 3.803100974718096e-12, 'dnde100': 1.0702333412104598e-09, 'dnde1000': 3.803100974718096e-12, 'dnde10000': 1.351441453650012e-14, 'dnde_err': 2.5863115756258356e-13, 'dnde100_err': 1.2048949629145216e-10, 'dnde1000_err': 2.5863115756258356e-13, 'dnde10000_err': 2.7139373718956286e-15, 'dnde_index': 2.4493406201568346, 'dnde100_index': 2.4493406201679364, 'dnde1000_index': 2.4493406201568346, 'dnde10000_index': 2.449340620145733, 'name': 'SMC', 'spectral_pars': {'Prefactor': {'name': 'Prefactor', 'value': 38.03100974718095, 'error': 2.586311575625835, 'min': 0.0001, 'max': 10000.0, 'free': True, 'scale': 1.0000000000000003e-13}, 'Index': {'name': 'Index', 'value': -2.449340620163031, 'error': 0.06423538174658115, 'min': -5.0, 'max': -1.0, 'free': True, 'scale': 1.0}, 'Scale': {'name': 'Scale', 'value': 1000.0, 'error': nan, 'min': 1.0, 'max': 100000.0, 'free': False, 'scale': 1.0}}, 'model_counts': array([3.60736175e+02, 2.51377012e+02, 1.71416364e+02, 1.14957581e+02,\n",
      "       7.60212719e+01, 4.99730528e+01, 3.30563847e+01, 2.21233675e+01,\n",
      "       1.47984598e+01, 9.91629261e+00, 6.67012401e+00, 4.51888320e+00,\n",
      "       3.08484466e+00, 2.08925595e+00, 1.39755005e+00, 9.29826496e-01,\n",
      "       6.16140814e-01, 4.07840511e-01, 2.70356112e-01, 1.79516079e-01,\n",
      "       1.19079153e-01, 7.85676245e-02]), 'model_counts_wt': array([3.60736175e+02, 2.51377012e+02, 1.71416364e+02, 1.14957581e+02,\n",
      "       7.60212719e+01, 4.99730528e+01, 3.30563847e+01, 2.21233675e+01,\n",
      "       1.47984598e+01, 9.91629261e+00, 6.67012401e+00, 4.51888320e+00,\n",
      "       3.08484466e+00, 2.08925595e+00, 1.39755005e+00, 9.29826496e-01,\n",
      "       6.16140814e-01, 4.07840511e-01, 2.70356112e-01, 1.79516079e-01,\n",
      "       1.19079153e-01, 7.85676245e-02]), 'covar': array([[6.68900757e+00, 1.14183992e-01],\n",
      "       [1.14183992e-01, 4.12618427e-03]]), 'model_flux': {'energies': array([  1000.        ,   1135.22257894,   1288.73030373,   1462.99573896,\n",
      "         1660.82579576,   1885.40694302,   2140.35653221,   2429.78106234,\n",
      "         2758.34232385,   3131.33248647,   3554.7593408 ,   4035.44306637,\n",
      "         4581.12608497,   5200.59776862,   5903.83601091,   6702.16794193,\n",
      "         7608.45237552,   8637.28692746,   9805.24314083,  11131.13340544,\n",
      "        12636.31397103,  14345.02893447,  16284.80074193,  18486.87349575,\n",
      "        20986.71620635,  23824.59409522,  27046.21715093,  30703.47638461,\n",
      "        34855.2796437 ,  39568.50044674,  44919.05512187,  50993.12559891,\n",
      "        57888.54755052,  65716.38624129,  74602.72546734,  84690.69840085,\n",
      "        96142.7930507 , 109143.46947334, 123902.13088979, 140656.49656465,\n",
      "       159676.43077454, 181268.28953953, 205779.85513079, 233605.93783511,\n",
      "       265194.73520446, 301055.05121965, 341764.49164796, 387978.76759812,\n",
      "       440442.25712601, 499999.99500797]), 'log_energies': array([3.        , 3.05508102, 3.11016204, 3.16524306, 3.22032408,\n",
      "       3.2754051 , 3.33048612, 3.38556714, 3.44064816, 3.49572918,\n",
      "       3.5508102 , 3.60589122, 3.66097224, 3.71605327, 3.77113429,\n",
      "       3.82621531, 3.88129633, 3.93637735, 3.99145837, 4.04653939,\n",
      "       4.10162041, 4.15670143, 4.21178245, 4.26686347, 4.32194449,\n",
      "       4.37702551, 4.43210653, 4.48718755, 4.54226857, 4.59734959,\n",
      "       4.65243061, 4.70751163, 4.76259265, 4.81767367, 4.87275469,\n",
      "       4.92783571, 4.98291673, 5.03799776, 5.09307878, 5.1481598 ,\n",
      "       5.20324082, 5.25832184, 5.31340286, 5.36848388, 5.4235649 ,\n",
      "       5.47864592, 5.53372694, 5.58880796, 5.64388898, 5.69897   ]), 'dnde': array([3.80310097e-12, 2.78756932e-12, 2.04321230e-12, 1.49761891e-12,\n",
      "       1.09771382e-12, 8.04594303e-13, 5.89745685e-13, 4.32267507e-13,\n",
      "       3.16840296e-13, 2.32235298e-13, 1.70222141e-13, 1.24768188e-13,\n",
      "       9.14516800e-14, 6.70315879e-14, 4.91323262e-14, 3.60126555e-14,\n",
      "       2.63962945e-14, 1.93477642e-14, 1.41813836e-14, 1.03945675e-14,\n",
      "       7.61893455e-15, 5.58447128e-15, 4.09326518e-15, 3.00025177e-15,\n",
      "       2.19910274e-15, 1.61188235e-15, 1.18146581e-15, 8.65982225e-16,\n",
      "       6.34741359e-16, 4.65248109e-16, 3.41014178e-16, 2.49954094e-16,\n",
      "       1.83209536e-16, 1.34287594e-16, 9.84291451e-17, 7.21458795e-17,\n",
      "       5.28809626e-17, 3.87603037e-17, 2.84102457e-17, 2.08239355e-17,\n",
      "       1.52633769e-17, 1.11876391e-17, 8.20023442e-18, 6.01054824e-18,\n",
      "       4.40556797e-18, 3.22916120e-18, 2.36688711e-18, 1.73486372e-18,\n",
      "       1.27160780e-18, 9.32053846e-19]), 'dnde_lo': array([3.56093818e-12, 2.59588346e-12, 1.89171694e-12, 1.37820839e-12,\n",
      "       1.00389898e-12, 7.31144587e-13, 5.32440655e-13, 3.87709572e-13,\n",
      "       2.82305282e-13, 2.05549426e-13, 1.49659502e-13, 1.08965195e-13,\n",
      "       7.93360446e-14, 5.77637699e-14, 4.20576670e-14, 3.06225566e-14,\n",
      "       2.22969738e-14, 1.62352845e-14, 1.18218227e-14, 8.60835948e-15,\n",
      "       6.26856981e-15, 4.56487855e-15, 3.32432243e-15, 2.42097651e-15,\n",
      "       1.76316043e-15, 1.28412453e-15, 9.35269319e-16, 6.81209359e-16,\n",
      "       4.96179702e-16, 3.61419780e-16, 2.63268813e-16, 1.91779199e-16,\n",
      "       1.39707002e-16, 1.01776944e-16, 7.41472695e-17, 5.40201015e-17,\n",
      "       3.93577302e-17, 2.86760309e-17, 2.08940343e-17, 1.52243848e-17,\n",
      "       1.10935692e-17, 8.08382384e-18, 5.89082727e-18, 4.29288778e-18,\n",
      "       3.12850231e-18, 2.28001136e-18, 1.66169389e-18, 1.21109553e-18,\n",
      "       8.82712018e-19, 6.43387799e-19]), 'dnde_hi': array([4.06173213e-12, 2.99340968e-12, 2.20683995e-12, 1.62737538e-12,\n",
      "       1.20029571e-12, 8.85422669e-13, 6.53218288e-13, 4.81946311e-13,\n",
      "       3.55600054e-13, 2.62385717e-13, 1.93610008e-13, 1.42863056e-13,\n",
      "       1.05417529e-13, 7.77863665e-14, 5.73970373e-14, 4.23515048e-14,\n",
      "       3.12492794e-14, 2.30569398e-14, 1.70118979e-14, 1.25514081e-14,\n",
      "       9.26019258e-15, 6.83179610e-15, 5.04007063e-15, 3.71813219e-15,\n",
      "       2.74283201e-15, 2.02329653e-15, 1.49247007e-15, 1.10087333e-15,\n",
      "       8.11997329e-16, 5.98904141e-16, 4.41718366e-16, 3.25775942e-16,\n",
      "       2.40258066e-16, 1.77183135e-16, 1.30662891e-16, 9.63535386e-17,\n",
      "       7.10507487e-17, 5.23908328e-17, 3.86302641e-17, 2.84830090e-17,\n",
      "       2.10005158e-17, 1.54831762e-17, 1.14150087e-17, 8.41547507e-18,\n",
      "       6.20393634e-18, 4.57343425e-18, 3.37135175e-18, 2.48514839e-18,\n",
      "       1.83183911e-18, 1.35023445e-18]), 'dnde_err': array([2.58631158e-13, 2.05840367e-13, 1.63627648e-13, 1.29756469e-13,\n",
      "       1.02581881e-13, 8.08283662e-14, 6.34726026e-14, 4.96788035e-14,\n",
      "       3.87597577e-14, 3.01504192e-14, 2.33878670e-14, 1.80948677e-14,\n",
      "       1.39658489e-14, 1.07547786e-14, 8.26471108e-15, 6.33884933e-15,\n",
      "       4.85298486e-15, 3.70917563e-15, 2.83051430e-15, 2.15684065e-15,\n",
      "       1.64125803e-15, 1.24732482e-15, 9.46805450e-16, 7.17880418e-16,\n",
      "       5.43729264e-16, 4.11414182e-16, 3.11004254e-16, 2.34891103e-16,\n",
      "       1.77255971e-16, 1.33656032e-16, 1.00704188e-16, 7.58218473e-17,\n",
      "       5.70485301e-17, 4.28955411e-17, 3.22337461e-17, 2.42076591e-17,\n",
      "       1.81697861e-17, 1.36305292e-17, 1.02200184e-17, 7.65907352e-18,\n",
      "       5.73713888e-18, 4.29553707e-18, 3.21477428e-18, 2.40492683e-18,\n",
      "       1.79836837e-18, 1.34427305e-18, 1.00446464e-18, 7.50284673e-19,\n",
      "       5.60231311e-19, 4.18180606e-19]), 'dnde_ferr': array([0.06584021, 0.07130338, 0.0771146 , 0.08318771, 0.08945716,\n",
      "       0.09587321, 0.10239806, 0.1090028 , 0.11566517, 0.1223679 ,\n",
      "       0.1290975 , 0.13584336, 0.14259708, 0.14935195, 0.15610263,\n",
      "       0.16284481, 0.16957504, 0.17629053, 0.18298903, 0.18966872,\n",
      "       0.19632816, 0.20296617, 0.20958185, 0.21617447, 0.22274347,\n",
      "       0.22928845, 0.23580909, 0.24230519, 0.24877663, 0.25522335,\n",
      "       0.26164536, 0.2680427 , 0.27441548, 0.2807638 , 0.28708784,\n",
      "       0.29338777, 0.29966378, 0.3059161 , 0.31214496, 0.31835059,\n",
      "       0.32453325, 0.3306932 , 0.3368307 , 0.34294603, 0.34903945,\n",
      "       0.35511124, 0.36116168, 0.36719105, 0.37319962, 0.37918767]), 'pivot_energy': 1000.0}}}\n"
     ]
    }
   ],
   "source": [
    "gta.free_sources(free=False)\n",
    "gta.print_model()\n",
    "gta.free_sources(skydir=gta.roi[gta.roi.sources[0].name].skydir,distance=[3.0],free=True)\n",
    "gta.print_model()\n",
    "extensionsmc = gta.extension(gta.roi.sources[0].name,update=True,make_plots=True,sqrt_ts_threshold=3.0,spatial_model='RadialGaussian')\n",
    "gta.print_model()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In this specific case SMC is found to be extended with TSext=371 and with an angular extension of 1.19\\pm0.07deg."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:10:29.748947Z",
     "iopub.status.busy": "2026-02-25T23:10:29.748750Z",
     "iopub.status.idle": "2026-02-25T23:10:29.752392Z",
     "shell.execute_reply": "2026-02-25T23:10:29.751931Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1.0933767550850568\n",
      "0.0710919613227825\n",
      "0.06411071814020364\n",
      "0.06760133973149307\n",
      "1.0933767550850568\n",
      "1.2048203454000854\n",
      "363.9600503608235\n"
     ]
    }
   ],
   "source": [
    "print(extensionsmc['ext'])\n",
    "print(extensionsmc['ext_err_hi'])\n",
    "print(extensionsmc['ext_err_lo'])\n",
    "print(extensionsmc['ext_err'])\n",
    "print(extensionsmc['ext'])\n",
    "print(extensionsmc['ext_ul95'])\n",
    "print(extensionsmc['ts_ext'])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Source Finding"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "find_sources() is an iterative source-finding algorithm that uses peak detection on a TS map to find new source candidates. The procedure for adding new sources at each iteration is as follows:\n",
    "\n",
    "* Generate a TS map for the test source model defined with the model argument.\n",
    "* Identify peaks with sqrt(TS) > sqrt_ts_threshold and an angular distance of at least min_separation from a higher amplitude peak in the map.\n",
    "* Order the peaks by TS and add a source at each peak starting from the highest TS peak. Set the source position by fitting a 2D parabola to the log-likelihood surface around the peak maximum. After adding each source, re-fit its spectral parameters.\n",
    "* Add sources at the N highest peaks up to N = sources_per_iter.\n",
    "\n",
    "Source finding is repeated up to max_iter iterations or until no peaks are found in a given iteration. Sources found by the method are added to the model and given designations PS JXXXX.X+XXXX according to their position in celestial coordinates.\n",
    "\n",
    "This may take a few minutes."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:10:29.753974Z",
     "iopub.status.busy": "2026-02-25T23:10:29.753801Z",
     "iopub.status.idle": "2026-02-25T23:11:02.342331Z",
     "shell.execute_reply": "2026-02-25T23:11:02.341643Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:29 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0021.6-6835     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:29 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J2351.9-7601     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:29 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J2338.7-7401     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:29 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0146.4-6746     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:29 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J2336.5-7620     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:29 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0002.0-6722     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:29 INFO    GTAnalysis.find_sources(): Starting.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:29 INFO    GTAnalysis.tsmap(): Generating TS map\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:30 INFO    GTAnalysis._make_tsmap_fast(): Fitting test source.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:38 INFO    GTAnalysis.tsmap(): Finished TS map\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:38 WARNING GTAnalysis.tsmap(): Saving TS maps in .npy files is disabled b/c of incompatibilities in python3, remove the maps from the /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/sourcefind_00_pointsource_powerlaw_2.00_tsmap.npy\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:38 INFO    GTAnalysis.tsmap(): Execution time: 9.03 s\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:38 INFO    GTAnalysis._build_src_dicts_from_peaks(): Found source\n",
      "name: PS J0040.7-7158\n",
      "ts: 46.845299\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:38 INFO    GTAnalysis._build_src_dicts_from_peaks(): Found source\n",
      "name: PS J0000.6-7354\n",
      "ts: 46.104512\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:38 INFO    GTAnalysis._build_src_dicts_from_peaks(): Found source\n",
      "name: PS J0102.8-7052\n",
      "ts: 29.406879\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:38 INFO    GTAnalysis.add_source(): Adding source PS J0040.7-7158\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:39 INFO    GTAnalysis.free_source(): Fixing parameters for PS J0040.7-7158       : ['Prefactor']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:39 INFO    GTAnalysis.add_source(): Adding source PS J0000.6-7354\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:40 INFO    GTAnalysis.free_source(): Fixing parameters for PS J0000.6-7354       : ['Prefactor']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:40 INFO    GTAnalysis.add_source(): Adding source PS J0102.8-7052\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:41 INFO    GTAnalysis.free_source(): Fixing parameters for PS J0102.8-7052       : ['Prefactor']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:41 INFO    GTAnalysis._find_sources_iterate(): Performing spectral fit for PS J0040.7-7158.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:41 INFO    GTAnalysis.free_source(): Freeing parameters for PS J0040.7-7158       : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:41 INFO    GTAnalysis.fit(): Starting fit.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/runner/work/fermipy/fermipy/fermipy/utils.py:793: UserWarning: \n",
      "The maximal number of iterations maxit (set to 20 by the program)\n",
      "allowed for finding a smoothing spline with fp=s has been reached: s\n",
      "too small.\n",
      "There is an approximation returned but the corresponding weighted sum\n",
      "of squared residuals does not satisfy the condition abs(fp-s)/s < tol.\n",
      "  spline = UnivariateSpline(x, y, k=2,\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:45 INFO    GTAnalysis.fit(): Fit returned successfully. Quality:   3 Status:   0\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:45 INFO    GTAnalysis.fit(): LogLike:   -73739.790 DeltaLogLike:       20.272 \n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:45 INFO    GTAnalysis._find_sources_iterate(): {'Index': {'error': 0.18304093782478006, 'value': -2.2299213773351614},\n",
      " 'Prefactor': {'error': 7.406011069471449e-14, 'value': 2.5440955727876956e-13},\n",
      " 'Scale': {'error': nan, 'value': 1000.0}}\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:45 INFO    GTAnalysis.free_source(): Fixing parameters for PS J0040.7-7158       : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:45 INFO    GTAnalysis._find_sources_iterate(): Performing spectral fit for PS J0000.6-7354.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:45 INFO    GTAnalysis.free_source(): Freeing parameters for PS J0000.6-7354       : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:45 INFO    GTAnalysis.fit(): Starting fit.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:49 INFO    GTAnalysis.fit(): Fit returned successfully. Quality:   3 Status:   0\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:49 INFO    GTAnalysis.fit(): LogLike:   -73739.249 DeltaLogLike:        0.541 \n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:49 INFO    GTAnalysis._find_sources_iterate(): {'Index': {'error': 0.1858441040956374, 'value': -2.176241356373905},\n",
      " 'Prefactor': {'error': 6.303342684672173e-14, 'value': 1.9932066851208575e-13},\n",
      " 'Scale': {'error': nan, 'value': 1000.0}}\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:49 INFO    GTAnalysis.free_source(): Fixing parameters for PS J0000.6-7354       : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:49 INFO    GTAnalysis._find_sources_iterate(): Performing spectral fit for PS J0102.8-7052.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:49 INFO    GTAnalysis.free_source(): Freeing parameters for PS J0102.8-7052       : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:49 INFO    GTAnalysis.fit(): Starting fit.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:53 INFO    GTAnalysis.fit(): Fit returned successfully. Quality:   3 Status:   0\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:53 INFO    GTAnalysis.fit(): LogLike:   -73733.983 DeltaLogLike:        5.265 \n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:53 INFO    GTAnalysis._find_sources_iterate(): {'Index': {'error': 0.25607249839555624, 'value': -2.734897844544784},\n",
      " 'Prefactor': {'error': 9.882191571214541e-14, 'value': 3.730890368782016e-13},\n",
      " 'Scale': {'error': nan, 'value': 1000.0}}\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:53 INFO    GTAnalysis.free_source(): Fixing parameters for PS J0102.8-7052       : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:53 INFO    GTAnalysis.find_sources(): Found 3 sources in iteration 0.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:53 INFO    GTAnalysis.tsmap(): Generating TS map\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:10:53 INFO    GTAnalysis._make_tsmap_fast(): Fitting test source.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:02 INFO    GTAnalysis.tsmap(): Finished TS map\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:02 WARNING GTAnalysis.tsmap(): Saving TS maps in .npy files is disabled b/c of incompatibilities in python3, remove the maps from the /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/sourcefind_01_pointsource_powerlaw_2.00_tsmap.npy\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:02 INFO    GTAnalysis.tsmap(): Execution time: 9.03 s\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:02 INFO    GTAnalysis.find_sources(): Found 0 sources in iteration 1.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:02 INFO    GTAnalysis.find_sources(): Done.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:02 INFO    GTAnalysis.find_sources(): Execution time: 32.58 s\n"
     ]
    }
   ],
   "source": [
    "gta.free_sources()\n",
    "model = {'Index' : 2.0, 'SpatialModel' : 'PointSource'}\n",
    "findsource26 = gta.find_sources(model=model,sqrt_ts_threshold=5,min_separation=0.2,tsmap_fitter='tsmap')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:11:02.344308Z",
     "iopub.status.busy": "2026-02-25T23:11:02.344093Z",
     "iopub.status.idle": "2026-02-25T23:11:05.117524Z",
     "shell.execute_reply": "2026-02-25T23:11:05.116881Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:02 INFO    GTAnalysis.print_model(): \n",
      "sourcename            offset    norm  eflux     index        ts       npred free\n",
      "--------------------------------------------------------------------------------\n",
      "SMC                    0.072  37.938  8.16e-06   2.43    589.10      1133.7    *\n",
      "PS J0040.7-7158        1.523   2.544  8.41e-07   2.23     53.63        88.5     \n",
      "PS J0102.8-7052        1.918   3.731  5.02e-07   2.73     44.61        91.8     \n",
      "3FGL J0112.9-7506      2.572   1.188  2.16e-06   1.97    151.36       134.2    *\n",
      "3FGL J0023.9-7203      2.662   0.591  9.78e-06   2.70   5225.69      1795.0    *\n",
      "3FGL J0029.1-7045      3.008   0.458  2.08e-06   2.33    271.03       239.3    *\n",
      "PS J0000.6-7354        4.262   1.993  7.53e-07   2.18     53.96        72.2     \n",
      "3FGL J0021.6-6835      5.122   2.628  2.57e-07   3.29     16.48        57.2    *\n",
      "3FGL J2351.9-7601      5.495   1.400  2.85e-06   2.01    242.69       191.2    *\n",
      "3FGL J2338.7-7401      5.777   0.591  2.92e-06   2.01    292.25       185.0    *\n",
      "3FGL J0146.4-6746      6.423   0.665  1.76e-06   2.35    257.03       201.9    *\n",
      "3FGL J2336.5-7620      6.454   0.389  1.28e-06   2.29    112.51       135.3    *\n",
      "3FGL J0002.0-6722      7.153   0.409  1.63e-06   1.98     94.41        95.5    *\n",
      "isodiff                  ---   0.673    0.0211   2.12    697.36      6126.1    *\n",
      "galdiff                  ---   1.100     0.135   0.05   7280.08     17908.1    *\n",
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:02 INFO    GTBinnedAnalysis.write_xml(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/SMC_relext_TS25_00.xml...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:02 INFO    GTAnalysis.write_fits(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/SMC_relext_TS25.fits...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING: Format %s cannot be mapped to the accepted TDISPn keyword values.  Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n",
      "WARNING: Format %f cannot be mapped to the accepted TDISPn keyword values.  Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING: Format %s cannot be mapped to the accepted TDISPn keyword values.  Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:02 INFO    GTBinnedAnalysis.write_model_map(): Generating model map for component 00.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:03 INFO    GTAnalysis.write_roi(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/SMC_relext_TS25.npy...\n"
     ]
    }
   ],
   "source": [
    "gta.print_model()\n",
    "gta.write_roi('SMC_relext_TS25',make_plots=True,save_model_map=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:11:05.119549Z",
     "iopub.status.busy": "2026-02-25T23:11:05.119364Z",
     "iopub.status.idle": "2026-02-25T23:11:14.997374Z",
     "shell.execute_reply": "2026-02-25T23:11:14.996795Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:05 INFO    GTAnalysis.tsmap(): Generating TS map\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:05 INFO    GTAnalysis._make_tsmap_fast(): Fitting test source.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:14 INFO    GTAnalysis.tsmap(): Finished TS map\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:14 WARNING GTAnalysis.tsmap(): Saving TS maps in .npy files is disabled b/c of incompatibilities in python3, remove the maps from the /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/TSmap_relext_TS25_pointsource_powerlaw_2.00_tsmap.npy\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:14 INFO    GTAnalysis.tsmap(): Execution time: 9.87 s\n"
     ]
    }
   ],
   "source": [
    "tsmap_relext = gta.tsmap(prefix='TSmap_relext_TS25',make_plots=True,write_fits=True,write_npy=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:11:14.999309Z",
     "iopub.status.busy": "2026-02-25T23:11:14.999096Z",
     "iopub.status.idle": "2026-02-25T23:11:15.920089Z",
     "shell.execute_reply": "2026-02-25T23:11:15.919430Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 800x600 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 1400x600 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.clf()\n",
    "fig = plt.figure(figsize=(14,6))\n",
    "ROIPlotter(tsmap_relext['sqrt_ts'],roi=gta.roi).plot(levels=[0,3,5,7],vmin=0,vmax=6,subplot=121,cmap='magma')\n",
    "plt.gca().set_title('Sqrt(TS)')\n",
    "ROIPlotter(tsmap_relext['npred'],roi=gta.roi).plot(vmin=0,vmax=100,subplot=122,cmap='magma')\n",
    "plt.gca().set_title('NPred')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:11:15.922247Z",
     "iopub.status.busy": "2026-02-25T23:11:15.922076Z",
     "iopub.status.idle": "2026-02-25T23:11:18.576995Z",
     "shell.execute_reply": "2026-02-25T23:11:18.576278Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:15 INFO    GTAnalysis.residmap(): Generating residual maps\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:15 INFO    GTAnalysis.add_source(): Adding source residmap_testsource\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:16 INFO    GTAnalysis.delete_source(): Deleting source residmap_testsource\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:18 INFO    GTAnalysis.residmap(): Finished residual maps\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:18 WARNING GTAnalysis.residmap(): Saving maps in .npy files is disabled b/c of incompatibilities in python3, remove the maps from the /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/TSmap_relext_TS26_pointsource_powerlaw_2.00_residmap.npy\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:18 INFO    GTAnalysis.residmap(): Execution time: 2.65 s\n"
     ]
    }
   ],
   "source": [
    "resid_relext = gta.residmap('TSmap_relext_TS26',model={'SpatialModel' : 'PointSource', 'Index' : 2.0},write_fits=True,write_npy=True,make_plots=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:11:18.579016Z",
     "iopub.status.busy": "2026-02-25T23:11:18.578815Z",
     "iopub.status.idle": "2026-02-25T23:11:19.110547Z",
     "shell.execute_reply": "2026-02-25T23:11:19.109885Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1400x600 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.clf()\n",
    "fig = plt.figure(figsize=(14,6))\n",
    "ROIPlotter(resid_relext['data'],roi=gta.roi).plot(vmin=50,vmax=400,subplot=121,cmap='magma')\n",
    "plt.gca().set_title('Data')\n",
    "ROIPlotter(resid_relext['model'],roi=gta.roi).plot(vmin=50,vmax=400,subplot=122,cmap='magma')\n",
    "plt.gca().set_title('Model')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:11:19.112448Z",
     "iopub.status.busy": "2026-02-25T23:11:19.112280Z",
     "iopub.status.idle": "2026-02-25T23:11:19.664370Z",
     "shell.execute_reply": "2026-02-25T23:11:19.663728Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1400x600 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.clf()\n",
    "fig = plt.figure(figsize=(14,6))\n",
    "ROIPlotter(resid_relext['sigma'],roi=gta.roi).plot(vmin=-5,vmax=5,levels=[-5,-3,3,5],subplot=121,cmap='RdBu_r')\n",
    "plt.gca().set_title('Significance')\n",
    "ROIPlotter(resid_relext['excess'],roi=gta.roi).plot(vmin=-100,vmax=100,subplot=122,cmap='RdBu_r')\n",
    "plt.gca().set_title('Excess')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Sed Analysis"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The sed() method computes a spectral energy distribution (SED) by performing independent fits for the flux normalization of a source in bins of energy. The normalization in each bin is fit using a power-law spectral parameterization with a fixed index. The value of this index can be set with the bin_index parameter or allowed to vary over the energy range according to the local slope of the global spectral model (with the use_local_index parameter).\n",
    "\n",
    "The free_background, free_radius, and cov_scale parameters control how nuisance parameters are dealt with in the fit. By default the method will fix the parameters of background components ROI when fitting the source normalization in each energy bin (free_background=False). Setting free_background=True will profile the normalizations of all background components that were free when the method was executed. In order to minimize overfitting, background normalization parameters are constrained with priors taken from the global fit. The strength of the priors is controlled with the cov_scale parameter. A larger (smaller) value of cov_scale applies a weaker (stronger) constraint on the background amplitude. Setting cov_scale=None performs an unconstrained fit without priors.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:11:19.666710Z",
     "iopub.status.busy": "2026-02-25T23:11:19.666511Z",
     "iopub.status.idle": "2026-02-25T23:11:22.092560Z",
     "shell.execute_reply": "2026-02-25T23:11:22.091896Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.free_source(): Fixing parameters for SMC                   : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0112.9-7506     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0023.9-7203     : ['norm', 'alpha', 'beta']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0029.1-7045     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0021.6-6835     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J2351.9-7601     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J2338.7-7401     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0146.4-6746     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J2336.5-7620     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0002.0-6722     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.free_source(): Fixing parameters for isodiff               : ['Normalization']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.free_source(): Fixing parameters for galdiff               : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.print_model(): \n",
      "sourcename            offset    norm  eflux     index        ts       npred free\n",
      "--------------------------------------------------------------------------------\n",
      "SMC                    0.072  37.938  8.16e-06   2.43    589.10      1133.7     \n",
      "PS J0040.7-7158        1.523   2.544  8.41e-07   2.23     53.63        88.5     \n",
      "PS J0102.8-7052        1.918   3.731  5.02e-07   2.73     44.61        91.8     \n",
      "3FGL J0112.9-7506      2.572   1.188  2.16e-06   1.97    151.36       134.2     \n",
      "3FGL J0023.9-7203      2.662   0.591  9.78e-06   2.70   5225.69      1795.0     \n",
      "3FGL J0029.1-7045      3.008   0.458  2.08e-06   2.33    271.03       239.3     \n",
      "PS J0000.6-7354        4.262   1.993  7.53e-07   2.18     53.96        72.2     \n",
      "3FGL J0021.6-6835      5.122   2.628  2.57e-07   3.29     16.48        57.2     \n",
      "3FGL J2351.9-7601      5.495   1.400  2.85e-06   2.01    242.69       191.2     \n",
      "3FGL J2338.7-7401      5.777   0.591  2.92e-06   2.01    292.25       185.0     \n",
      "3FGL J0146.4-6746      6.423   0.665  1.76e-06   2.35    257.03       201.9     \n",
      "3FGL J2336.5-7620      6.454   0.389  1.28e-06   2.29    112.51       135.3     \n",
      "3FGL J0002.0-6722      7.153   0.409  1.63e-06   1.98     94.41        95.5     \n",
      "isodiff                  ---   0.673    0.0211   2.12    697.36      6126.1     \n",
      "galdiff                  ---   1.100     0.135   0.05   7280.08     17908.1     \n",
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.free_source(): Freeing parameters for SMC                   : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.free_source(): Freeing parameters for PS J0040.7-7158       : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.free_source(): Freeing parameters for PS J0102.8-7052       : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0023.9-7203     : ['norm', 'alpha', 'beta']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0112.9-7506     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.free_source(): Freeing parameters for 3FGL J0029.1-7045     : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.free_source(): Freeing parameters for isodiff               : ['Normalization']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.free_source(): Freeing parameters for galdiff               : ['Prefactor', 'Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.print_model(): \n",
      "sourcename            offset    norm  eflux     index        ts       npred free\n",
      "--------------------------------------------------------------------------------\n",
      "SMC                    0.072  37.938  8.16e-06   2.43    589.10      1133.7    *\n",
      "PS J0040.7-7158        1.523   2.544  8.41e-07   2.23     53.63        88.5    *\n",
      "PS J0102.8-7052        1.918   3.731  5.02e-07   2.73     44.61        91.8    *\n",
      "3FGL J0112.9-7506      2.572   1.188  2.16e-06   1.97    151.36       134.2    *\n",
      "3FGL J0023.9-7203      2.662   0.591  9.78e-06   2.70   5225.69      1795.0    *\n",
      "3FGL J0029.1-7045      3.008   0.458  2.08e-06   2.33    271.03       239.3    *\n",
      "PS J0000.6-7354        4.262   1.993  7.53e-07   2.18     53.96        72.2     \n",
      "3FGL J0021.6-6835      5.122   2.628  2.57e-07   3.29     16.48        57.2     \n",
      "3FGL J2351.9-7601      5.495   1.400  2.85e-06   2.01    242.69       191.2     \n",
      "3FGL J2338.7-7401      5.777   0.591  2.92e-06   2.01    292.25       185.0     \n",
      "3FGL J0146.4-6746      6.423   0.665  1.76e-06   2.35    257.03       201.9     \n",
      "3FGL J2336.5-7620      6.454   0.389  1.28e-06   2.29    112.51       135.3     \n",
      "3FGL J0002.0-6722      7.153   0.409  1.63e-06   1.98     94.41        95.5     \n",
      "isodiff                  ---   0.673    0.0211   2.12    697.36      6126.1    *\n",
      "galdiff                  ---   1.100     0.135   0.05   7280.08     17908.1    *\n",
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:19 INFO    GTAnalysis.sed(): Computing SED for SMC\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:20 INFO    GTAnalysis._make_sed(): Fitting SED\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:20 INFO    GTAnalysis.free_source(): Fixing parameters for SMC                   : ['Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:20 INFO    GTAnalysis.free_source(): Fixing parameters for PS J0040.7-7158       : ['Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:20 INFO    GTAnalysis.free_source(): Fixing parameters for PS J0102.8-7052       : ['Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:20 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0112.9-7506     : ['Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:20 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0023.9-7203     : ['alpha', 'beta']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:20 INFO    GTAnalysis.free_source(): Fixing parameters for 3FGL J0029.1-7045     : ['Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:20 INFO    GTAnalysis.free_source(): Fixing parameters for galdiff               : ['Index']\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:21 INFO    GTAnalysis.sed(): Finished SED\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:22 INFO    GTAnalysis.sed(): Execution time: 2.40 s\n"
     ]
    }
   ],
   "source": [
    "gta.free_sources(free=False)\n",
    "gta.print_model()\n",
    "gta.free_sources(skydir=gta.roi[gta.roi.sources[0].name].skydir,distance=[3.0],free=True)\n",
    "gta.print_model()\n",
    "sedsmc = gta.sed(gta.roi.sources[0].name, bin_index=2.2, outfile='sedSMC.fits', loge_bins=None,write_npy=True,write_fits=True,make_plots=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:11:22.094490Z",
     "iopub.status.busy": "2026-02-25T23:11:22.094300Z",
     "iopub.status.idle": "2026-02-25T23:11:22.099390Z",
     "shell.execute_reply": "2026-02-25T23:11:22.098920Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[  1000.           1326.41675759   1759.38141482   2333.67299161\n",
      "   3095.42296281   4105.8208897    5446.02963176   7223.70496591\n",
      "   9581.64331867  12709.25226315  16857.76517829  22360.93710169\n",
      "  29659.92168712  39341.41715463  52183.11498128  69216.55817447\n",
      "  91810.00266538 121778.32604983 161528.81238386 214254.52357972\n",
      " 284190.7904658  376955.42682685]\n",
      "[  1326.41675759   1759.38141482   2333.67299161   3095.42296281\n",
      "   4105.8208897    5446.02963176   7223.70496591   9581.64331867\n",
      "  12709.25226315  16857.76517829  22360.93710169  29659.92168712\n",
      "  39341.41715463  52183.11498128  69216.55817447  91810.00266538\n",
      " 121778.32604983 161528.81238386 214254.52357972 284190.7904658\n",
      " 376955.42682685 499999.99500797]\n",
      "[  1151.70167908   1527.63640687   2026.28252958   2687.69510285\n",
      "   3565.00382372   4728.68081266   6272.20147121   8319.5531384\n",
      "  11035.19469844  14637.26717129  19415.33998741  25753.12880578\n",
      "  34159.38160838  45309.5761943   60099.38114346  79716.82626953\n",
      " 105737.73422587 140252.30258689 186033.00444196 246757.2945568\n",
      " 327303.01055795 434140.19801402]\n",
      "[7.87353243e-10 6.25439407e-10 3.88233117e-10 2.83188157e-10\n",
      " 1.73240690e-10 1.58400536e-10 9.26656142e-11 5.24741227e-11\n",
      " 3.82015047e-11 3.44187595e-11 1.86529375e-14 9.45189894e-12\n",
      " 6.85955693e-18 4.58470944e-18 2.25162052e-13 3.03946406e-12\n",
      " 1.35471767e-18 3.83085981e-12 2.26440901e-16 4.02467489e-19\n",
      " 3.95276163e-18 1.79609334e-19]\n",
      "[9.02588228e-07 9.51010442e-07 7.83019583e-07 7.57591566e-07\n",
      " 6.14737842e-07 7.45549856e-07 5.78520367e-07 4.34535468e-07\n",
      " 4.19604863e-07 5.01458800e-07 3.60472344e-10 2.42286443e-07\n",
      " 2.33230911e-13 2.06767302e-13 1.34693067e-08 2.41172096e-07\n",
      " 1.42580075e-13 5.34793726e-07 4.19300053e-11 9.88509501e-14\n",
      " 1.28774736e-12 7.76137999e-14]\n",
      "[3.19479091e-06 3.36618563e-06 2.77156711e-06 2.68156240e-06\n",
      " 2.17591900e-06 2.63893970e-06 2.04772404e-06 1.53807675e-06\n",
      " 1.48522855e-06 1.77495780e-06 1.27581974e-09 8.57594308e-07\n",
      " 8.25541451e-13 7.31871165e-13 4.76758031e-08 8.53649976e-07\n",
      " 5.04674795e-13 1.89294972e-06 1.48414965e-10 3.49891686e-13\n",
      " 4.55809576e-12 2.74720914e-13]\n",
      "[2.80875308e-12 1.68625253e-12 8.19352686e-13 4.58372162e-13\n",
      " 2.24254513e-13 1.52454435e-13 7.28157606e-14 3.48634265e-14\n",
      " 2.07670255e-14 1.36923575e-14 2.17807765e-15 3.48225994e-15\n",
      " 5.20850469e-16 3.35547663e-16 3.70446661e-16 4.78839325e-16\n",
      " 1.00894645e-16 2.77583069e-16 9.91581999e-17 4.30892598e-17\n",
      " 3.86617839e-17 2.47867775e-17]\n",
      "[1.42109227e+02 1.50590702e+02 9.55060260e+01 8.39253058e+01\n",
      " 4.87697225e+01 5.80943557e+01 3.20404488e+01 1.54978643e+01\n",
      " 1.00251295e+01 1.20056160e+01 0.00000000e+00 1.71922559e+00\n",
      " 0.00000000e+00 0.00000000e+00 2.45887836e-03 1.50896803e+00\n",
      " 0.00000000e+00 3.92673490e+00 0.00000000e+00 0.00000000e+00\n",
      " 0.00000000e+00 0.00000000e+00]\n"
     ]
    }
   ],
   "source": [
    "print(sedsmc['e_min'])\n",
    "print(sedsmc['e_max'])\n",
    "print(sedsmc['e_ref'])\n",
    "print(sedsmc['flux'])\n",
    "print(sedsmc['eflux'])\n",
    "print(sedsmc['e2dnde'])\n",
    "print(sedsmc['dnde_ul95'])\n",
    "print(sedsmc['ts'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:11:22.100924Z",
     "iopub.status.busy": "2026-02-25T23:11:22.100759Z",
     "iopub.status.idle": "2026-02-25T23:11:22.183690Z",
     "shell.execute_reply": "2026-02-25T23:11:22.183171Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[3.72557716e-06 3.93516199e-06 3.36411537e-06 3.31114526e-06\n",
      " 2.85010717e-06 3.40894553e-06 2.86460925e-06 2.41307082e-06\n",
      " 2.52891537e-06 2.93358199e-06 8.21038192e-07 2.30951712e-06\n",
      " 6.07761324e-07 6.88865157e-07 1.33802949e-06 3.04291492e-06\n",
      " 1.12804939e-06 5.46025560e-06 3.43169462e-06 2.62366894e-06\n",
      " 4.14173100e-06 4.67175510e-06]\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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Uyc9K1sWDukiSHn37K4urcQaCCQC0Y76GRv197S5J0tRRPVm3JAJuOOcUSdLyTd+quIwN/k6GYAIA7dhrn3yr/dU+dU5L1PiBXawuJyr165ym8/rlym9I895lXZOTIZgAQDtlGIYeP/yL8tozeyg+ll8JkXLD6KZekyUffaNSD+uanAg/hQDQTr3/Vbm+2FutpPhYTT68+RwiY2iPTJ3ePVN1jX498a9iq8uxNYIJALRTj7/XtIPw5Wd0U3pyvMXVRDeXy6UbD/eaLFy7S57aeosrsi+CCQC0Q1/tr9GqL0oPL6jW0+py2oXz+uWqb6dUVfsatODwgGMci2ACAO3QE4d7S87v10k9c1hQzQwxMa6WsSZPvFes2vpGiyuyJ4IJALQzB7x1erFlQTV6S8x08eA8dc1IUlmNr6UNcDSCCQC0M89++LVq6/0akJem4T2zrC6nXYmPjWkJg4+9vUMNjX6LK7IfggkAtCN1DX49/e9iSSyoZpUrhuYrMzleX1cc1PLNe60ux3ZMCSbV1dW6/fbbNWbMGHXs2FEul0uzZs0y49IAgCP889M9Kq32KbeDWxMG5lldTruUnBCnH5/Z1Gvy6JqvZBiGxRXZiynBpLy8XPPmzZPP59PEiRPNuCQA4D80LajWNOj12jN7KCGOTnOrXDOyu5ITYrXlW4/e2VZmdTm2YspPZffu3XXgwAG9/fbbmjNnjhmXBAD8h7U7KrTlW48S42P0o+EsqGalzJQEXTm0qQ0eXbPd4mrsxZRg4nK5eI4JABb723tNy8//n9O7KSM5weJqMHVUT8XFuLR2R4U2fH3A6nJsg348AGgHduyv0covSiWxoJpd5GUkaeJpXSVJf337K4ursQ9bBxOfzyePx3PUCwAQvCf/VSzDkM7vl6tTOqZaXQ4Ou2F0L0nSis/2aXtpjcXV2EPQwWTNmjUtj2ZO9tq4cWNIxc2ZM0fp6ektr/z8/JC+HwC0R1UH67VkfdNiXj85i94SO+md20E/6J8rSVr4AcvUS1JcsCcUFhZq/vz5AR1bUBDa4KoZM2Zo+vTpLV97PB7CCQAE6Z+b9uhQfaMKO3XQyFOyrS4H/+FHI7rrrc9L9Y+Pd+vX4/opMT7W6pIsFXQw6dKli6ZOnRqJWo7hdrvldrtNuRYARKuXN+yWJF32va5MRLChs/t0VNeMJO2uPKRlm77VZd/rZnVJlrL1GBMAQGhKKg5qXfEBuVzSfw1hQTU7io1x6cqhTU8DFn34tcXVWC/oHpO2Wr58ubxer6qrqyVJW7Zs0ZIlSyRJ48ePV3JyslmlAEC78eoneyRJI3pmq0t6ksXV4Hj+e2i+Hli5TeuKD+jLfdXq26mD1SVZxrRgcuONN2rXru8G9ixevFiLFy+WJO3cuVM9evQwqxQAaBcMw9BLhx/jXHp4WirsqVNaos7vl6s3tuzTog+/1syLB1hdkmVMe5RTXFwswzBafRFKACD8Ptvj0fbSGiXExWjcwM5Wl4OTmHx4Nd4X13+j2vpGi6uxDmNMACBKvbKxqbfkB/1zlZYYb3E1OJlRhwfBemobtGzTt1aXYxmCCQBEoUa/oVc2No0vmTiExzhOEBvj0qRhTYNgn/2g/Q6CJZgAQBRau6NcpdU+pSfF65zCXKvLQYAuPyNfsTEufbSraRBse0QwAYAo1DzodcKgLkqI4696p+iUltiyEmx77TXhpxUAokxtfaNe37xXEo9xnGjSsKZBsP/4uH0OgiWYAECUeevzfarxNahrRpLO6J5pdTkI0tlHDIJd+mn7GwRLMAGAKPPyhqZBr5cMyVNMDEvQO03MEYNg2+NKsAQTAIgiB7x1WrO1VBKLqjnZfx8xCHZbOxsESzABgCiydNO3avAbKuqSpj7teFlzp8s9YhDsCx+VWFyNuQgmABBFXmYJ+qgxeXh3SdKrh9ejaS8IJgAQJUoqDuqjXU07CV88mJ2EnW5U7xx1y2waBNueEEwAIEo0L0F/5inZ6pyeaHE1CFXTINgCq8swHcEEAKLAkTsJX8LaJVHj8tO7Ka6dzayKs7qANvF6pdhYq6sAANvYsqdKe3aXKyMuRuN6dmj6exKOlxsrje3ZQX9vfsOp7RpE3S7DMIwIlhJWHo9H6enpqpKUZnUxAAAgIB5J6ZKqqqqUlnbi3+A8ygEAALbhzEc5e/ZIJ0lcANBe/Ht7mX7y9EdKT47XO7edy6Z9Ucbr9Sq3UydJ0pRH3tRfrhlpcUVt4PFIeYHNFHNmMElJaXoBAPTi1u06lJCoy04vUEI6i6pFo4OH/7liZ7Vq4txKdTvs13dj4JsREqsBwMEO1TVqxWeHdxJmUbWo52vw680te60uI6IIJgDgYM07CXfLTNLpBewk3B68EuUrwRJMAMDBmhdVYyfh9uPdbWUqr/FZXUbEEEwAwKEqvHVas3W/JGkii6q1C6d2TVOj39CyTd9aXUrEEEwAwKGWHd5JeEAeOwm3FxMGdpEU3Y9zCCYA4FBvbNkniQ372pMLT+0il0v6aNcBfXPg4MlPcCCCCQA4UI2vQWu/Kpck/aB/J4urgVk6pSdqRM9sSdJrn0Tn4xyCCQA40HvbylTX6Ff37GSd0pF1ndqTS4Y09ZA1D3yONgQTAHCgVV80PcY5r1+uXC5m47QnF57aRfGxLn2xt1pf7qu2upywI5gAgMP4/YZWfdE0G4fHOO1PenK8RvfNlSS9GoWDYAkmAOAwn+6uUlmNT6nuOA3tkWV1ObBAy+OcT3bLMAyLqwkvggkAOMyqz5se45zdN4cN+9qpH/TvpOSEWJVUHNKGkkqrywkrfqIBwGFWflEqSTq/H49x2qukhFiNHdBZUvQ9ziGYAICDfFt1SJ/t8cjlks4p7Gh1ObDQfx1ev+afn+5RQ6Pf4mrCh2ACAA6y6nBvyWn5GcpOdVtcDax0Vp8cZSbHq6ymTu/vKLe6nLAhmACAg6z6/PBjHGbjtHvxsTGaMCj6lqgnmACAQxyqa9R728skSef3z7W4GtjBJYc3b3x9817V1jdaXE14EEwAwCH+/VWZfA1+dc1IUiGb9kHS6QWZ6pqRpBpfg1YffszndAQTAHCI5tk4rPaKZjExLl00uOlxzqufRMfjHIIJADiAYRhHjC/hMQ6+c8ngpsc5K78olae23uJqQkcwAQAH+GyPR3s9tUqKj9WIXtlWlwMb6d+lg/rkpqquwa/XN++1upyQEUwAwAGapwmf1SdHifGxFlcDO3G5XC1rmhBMAACmaB5f8gMe46AV405tWgX2ve1lqvE1WFxNaAgmAGBzpdW1+uTwfijnFhJMcKzeuanqmZOiuga/3vlyv9XlhIRgAgA2t+aLpl80g7qlKzct0eJqYEcul0tjipoW3XvjM2c/ziGYAIDNrfyiaTdhNu3DiYwZ0PTzsfKLUtU7eO8cggkA2JivoVHvbmO1V5zckPxM5aS6VV3boA92VFhdTpsRTADAxtbuqNDBukZ1SnNrQF6a1eXAxmJjXLqgqCm8vrHFuY9zCCYAYGOrPm96jMNqrwjEmKKm2TlvfLZPhmFYXE3bEEwAwKYMw2iZJsz4EgRi5CnZSkmI1V5PrTbtrrK6nDYhmACATX25r0bfHDgkd1yMvt87x+py4ACJ8bE65/CU8jc+22dxNW1jSjBZtWqVrrvuOvXr108pKSnq2rWrLrnkEq1fv96MywOAIzXPxjnzlGwlJbDaKwLTPDvHqeNMTAkmjz76qIqLi/WLX/xCy5Yt04MPPqjS0lKNGDFCq1atMqMEAHCc7zbt4zEOAndOYa7iYlz6cl+NdpZ5rS4naHFmXOThhx9Wbu7R09zGjRun3r1767777tN5551nRhkA4BgV3jp9/PUBSU0DX4FApSfFa+Qp2Xp3W5ne3LJXPz37FKtLCoopPSb/GUokKTU1VUVFRSopKTGjBABwlDVbS+U3pP5d0pSXkWR1OXCY71aBdd44E8sGv1ZVVenjjz/WgAEDjnuMz+eTx+M56gUA7cF3s3HoLUHwfnA4mKz/+oD2V/ssriY4lgWTm2++WV6vV3feeedxj5kzZ47S09NbXvn5+SZWCADWqG/0652tTfvjsNor2qJLepIGd0uXYUgrP3dWr0nQwWTNmjVyuVwBvTZu3Njq97j77ru1cOFC/elPf9Lpp59+3GvNmDFDVVVVLS8e+wBoD9btrFC1r0HZKQka3C3D6nLgUGMGHF5sbYuzgknQg18LCws1f/78gI4tKCg45r3Zs2frnnvu0b333qtbbrnlhOe73W653e5gSwQAR2t+jHNuv1zFxLDaK9pmTFEn/WHFVr23vUw1vgaluk2Z7xKyoKvs0qWLpk6d2qaLzZ49W7NmzdKsWbN0xx13tOl7AEC0W72V8SUIXe/cVPXMSdHOMq/e+XK/xg/sYnVJATFtjMnvf/97zZo1S3fddZdmzpxp1mUBwFH2VtVqx36vYlzSmaz2ihC4XK4jZuc4Z7E1U/p17r//fv32t7/VuHHjNGHCBK1du/aoz0eMGGFGGQBge+/vKJMkndo1XelJ8RZXA6cbM6CTHntnh1Z+Uar6Rr/iY+2/E40pweS1116TJL3++ut6/fXXj/ncqTsgAkC4vf9VuSRpZK9siytBNBiSn6mcVLfKanz6YEeFzupj/144U6LTmjVrZBjGcV8AgCbv72gKJiNOIZggdLExLl1QdHhTP4fsnWP/Ph0AaCdKKg6qpOKQYmNcGtojy+pyECXGFB2eNvzZPvn99u8MIJgAgE0095YM7pbumKmdsL+Rp2QrJSFWez212rS7yupyTopgAgA2sbZ5fAmPcRBGifGxOqfQOY9zCCYAYAOGYbT0mIzsZf8BinCWMQOcs6kfwQQAbGBX+UF9W1Wr+FiXTu+eaXU5iDLnFOYqLsalbaU12lnmtbqcEyKYAIAN/PvwY5zTCjKVlBBrcTWINulJ8RrWs2lA9ZrDKwvbFcEEAGzgu8c4jC9BZJxT2FGS9PaX+y2u5MQIJgBgMcMwvltYjYGviJDRfZsGwK7dUa7a+kaLqzk+ggkAWOyr/TUqq/HJHRej0woyrC4HUapvp1R1TktUbb1fH+6ssLqc4yKYAIDFmntLTu+eKXcc40sQGS6Xq+Vxzpqt9n2cQzABAIs1D3w9k8c4iLDRfZvHmdh3ACzBBAAs5PcbWruD8SUwx5m9cxQb49JX+70qqThodTmtIpgAgIW27qvWgYP1Sk6I1aBuGVaXgyiXnhSv7x0ex2TX2TkEEwCwUPP4kjN6ZCk+lr+SEXnNy9MTTAAAx2geX8L6JTBL8ziTf28vU12D3+JqjkUwAQCLNPoNfbCTga8wV1GXNOWkJshb16iPdtlv2jDBBAAssmWPR9W1DergjtOAvDSry0E7ERPj0tl97bsKLMEEACzy/o4ySdKwnlmKY3wJTNQybdiG65nwXwIAWIRl6GGVUX06yuWSvthbrX2eWqvLOQrBBAAsUN/43bLgBBOYLSslQYMPT0+3W68JwQQALLBpd5W8dY3KSI5X/86ML4H5Rtt0nAnBBAAs0PwYZ3jPLMXEuCyuBu3R6MP75ry7bb8aGu0zbZhgAgAWaFmGnvVLYJHB3TKUkRwvT22DNpZUWl1OC4IJAJjM19CodcXN40tyLK4G7VVsjEuj+tjvcQ7BBABM9klJlWrr/cpOSVDfTqlWl4N2zI7jTAgmAGCy5vElI07JlsvF+BJY5+y+TT12n35TpbIan8XVNCGYAIDJmhdWY3wJrJbbIbFl1eF3t9mj14RgAgAmqq1v1Me7KiWxfgnswW6rwBJMAMBEH+86oLpGvzqludUrJ8XqcoCWYPLOtjL5/YbF1RBMAMBU7x8xTZjxJbCD73XPVAd3nCq8ddq0u8rqcggmAGAm9seB3cTHxuj7vZsGwdphdg7BBABMcrDuu4WsRvZi/RLYR/MqsAQTAGhH1hUfUIPfUNeMJOVnJVldDtCieZzJhq8PqPJgnaW1EEwAwCRHPsZhfAnsJC8jSX07pcpvSO9tL7O0FoIJAJjkffbHgY3ZZdowwQQATFBdW6/Nh2c8MPAVdjS6b66kpnEmhmHdtOE4y64MAO3Ijv1eNfoN5XZwKy+D8SWwn6E9M/Wj4QUa1aej/IYUa9HTRoIJAJig6lC9JCkrJcHiSoDWueNide+lA60ug0c5AGCG5mCSkRxvcSWAvRFMAMAElYeDSXoSwQQ4EYIJAJjAQzABAkIwAQATVBFMgIAQTADABFUHCSZAIAgmAGACekyAwBBMAMAEzcEkjWACnBDBBABM8N10YdYxAU6EYAIAJuBRDhAYggkAmIBgAgTGlGCyceNGTZgwQQUFBUpKSlJWVpZGjhypBQsWmHF5ALBUQ6NfNb4GSQQT4GRM2SunsrJS+fn5mjRpkrp27Sqv16uFCxfq6quvVnFxse666y4zygAAS3hqG1r+nJbIFmXAibgMC/c2HjFihPbs2aOvv/46oOM9Ho/S09NVVVWltLS0CFcHAOGxs8yrc/+4RqnuOG2ePdbqcuAwXq9XqampkqSamhqlpKRYXFHwgvn9bekYk5ycHMXF8X8PAKIb40uAwJmaCvx+v/x+vw4cOKDFixdrxYoV+stf/mJmCQBgusqDdZIIJkAgTA0mN910kx577DFJUkJCgh566CH97Gc/O+7xPp9PPp+v5WuPxxPxGgEg3OgxAQIX9KOcNWvWyOVyBfTauHHjUefecccdWrdunZYuXarrrrtOt9xyi/74xz8e91pz5sxRenp6yys/Pz/oGwQAq7GzMBC4oHtMCgsLNX/+/ICOLSgoOObr5vfGjx8vSZoxY4auvfZadezY8ZjzZ8yYoenTp7d87fF4CCcAHIceEyBwQQeTLl26aOrUqWG5+LBhw/TXv/5VO3bsaDWYuN1uud3usFwLAKzSEkySCSbAyVg6K2f16tWKiYlRr169rCwDACKKHhMgcKYMfv3pT3+qtLQ0DRs2TJ06dVJZWZkWL16s559/XrfddlurvSUAEC3YWRgInCnBZOTIkXryySf19NNPq7KyUqmpqRo8eLCeeeYZXXXVVWaUAACWqTx4eGdhgglwUqYEkylTpmjKlClmXAoAbIdHOUDg2F0YACKM6cJA4AgmABBh9JgAgSOYAEAE1Tf65a1rlEQwAQJBMAGACGp+jCMxKwcIBMEEACKo+TFOB3ecYmNcFlcD2B/BBAAiqJJVX4GgEEwAIIIY+AoEh2ACABHEVGEgOAQTAIggekyA4BBMACCCqg4STIBgEEwAIILoMQGCQzABgAiqZGdhICgEEwCIoOYekwymCwMBIZgAQATxKAcIDsEEACKI6cJAcAgmABBB9JgAwSGYAEAEEUyA4BBMACBC6hr8OljXKIlgAgSKYAIAEdLcWyJJHRIJJkAgCCYAECHNwSQtMU6xMS6LqwGcgWACABHSMr6ENUyAgBFMACBCmCoMBI9gAgARwowcIHgEEwCIEIIJEDyCCQBESOVBggkQLIIJAERIFTsLA0EjmABAhLTsLJyUYHElgHMQTAAgQhhjAgSPYAIAEcJ0YSB4BBMAiBB6TIDgEUwAIEIIJkDwCCYAECGVh+okEUyAYBBMACACfA2Nqq33SyKYAMEgmABABDQ/xnG5pA6JcRZXAzgHwQQAIqB5Rk5aYrxiYlwWVwM4B8EEACKAga9A2xBMACACCCZA2xBMACAC2MAPaBuCCQBEAD0mQNsQTAAgAthZGGgbggkAREDLzsLJBBMgGAQTAIgAHuUAbUMwAYAIYGdhoG0IJgAQAfSYAG1DMAGACGC6MNA2BBMAiAB6TIC2IZgAQAQQTIC2IZgAQJjV1jfK1+CXJKUzXRgICsEEAMKseUZOjEtKTYizuBrAWSwJJo8//rhcLpdSU1OtuDwARNSRq77GxLgsrgZwFtODye7du/WrX/1KeXl5Zl8aAEzB+BKg7UwPJjfccIPOPvtsXXDBBWZfGgBMwVRhoO1MDSYLFizQ22+/rUceecTMywKAqegxAdrOtGBSWlqqadOmae7cuerWrZtZlwUA0xFMgLYzbbj4TTfdpMLCQt14440Bn+Pz+eTz+Vq+9ng8kSgNAMKKYAK0XdA9JmvWrJHL5QrotXHjRknSiy++qNdee03z58+XyxX4CPU5c+YoPT295ZWfnx9suQBgOoIJ0HZB95gUFhZq/vz5AR1bUFCgmpoa3Xzzzbr11luVl5enyspKSVJdXZ0kqbKyUvHx8UpJSTnm/BkzZmj69OktX3s8HsIJANtjZ2Gg7YIOJl26dNHUqVMDPr64uFj79u3T/fffr/vvv/+YzzMzM3XJJZfo5ZdfPuYzt9stt9sdbIkAYKlKggnQZhEfY9K5c2etXr36mPfnzp2rt99+W8uXL1dOTk6kywAA0/AoB2i7iAeTxMREnXPOOce8/9RTTyk2NrbVzwDAyQgmQNuxVw4AhFlLMGEDPyBolgWTp556SjU1NVZdHgAihh4ToO3oMQGAMKqtb1Rdg18SwQRoC4IJAIRRc29JbIxLqW7T1rAEogbBBADCqHkDv7TEuKAWlATQhGACAGHE+BIgNAQTAAgjggkQGoIJAITRd1OFEyyuBHAmggkAhBE9JkBoCCYAEEbfBRNm5ABtQTABgDCqOti0czo9JkDbEEwAIIx4lAOEhmACAGFEMAFCQzABgDAimAChIZgAQBh9F0yYLgy0BcEEAMKo6lCDJHpMgLYimABAmBiGIU/LAmsEE6AtCCYAECaH6htV1+iXRI8J0FYEEwAIk+bxJbExLqUkxFpcDeBMBBMACJMjZ+S4XC6LqwGciWACAGFSdZCpwkCoCCYAECasYQKEjmACAGFCMAFCRzABgDAhmAChI5gAQJgQTIDQEUwAIEwIJkDoCCYAECYEEyB0BBMACBOCCRA6ggkAhEkV++QAISOYAECY0GMChI5gAgBhwsqvQOgIJgAQBoZh0GMChAHBBADC4GBdoxr8hiSCCRAKggkAhEFzb0lcjEvJCbEWVwM4F8EEAMLgyMc4LpfL4moA5yKYAEAYMFUYCA+CCQCEAQNfgfAgmABAGDBVGAgPggkAhAE9JkB4EEwAIAwIJkB4EEwAIAwIJkB4EEwAIAwIJkB4EEwAIAwIJkB4EEwAIAwqCSZAWBBMACAMPAQTICwIJgAQBqz8CoQHwQQAQmQYBmNMgDAhmABAiLx1jWr0G5IIJkCoCCYAEKLm3pL4WJeS4mMtrgZwNoIJAITou31yEuRyuSyuBnA2ggkAhKjyUJ0kKT0pzuJKAOczJZisWbNGLper1dfatWvNKAEAIoapwkD4mBrv77vvPp177rlHvXfqqaeaWQIAhB0zcoDwMTWY9OnTRyNGjDDzkgAQcQQTIHwYYwIAISKYAOFjao/JzTffrCuvvFLJyckaOXKk7r77bp111lnHPd7n88nn87V8XVVVJUnyeDwRrxUAAlVafkB+30G5/T7+fkLYeb3elj97PB41NjZaWE3bNP93YRjGSY91GYEcFaINGzbo6aef1jnnnKPs7Gxt375df/jDH/Tll19q6dKlGjt2bKvnzZo1S7Nnz450eQAAwAQlJSXq1q3bCY8JOpisWbPmmAGsx7NhwwYNGTKk1c8qKys1cOBAZWVl6ZNPPmn1mP/sMfH7/aqoqFB2dnbY1wrweDzKz89XSUmJ0tLSwvq97YJ7jA7cY3TgHqMD9xgYwzBUXV2tvLw8xcSceBRJ0I9yCgsLNX/+/ICOLSgoOO5nGRkZuuiii/TXv/5Vhw4dUlJS0jHHuN1uud3uY86LpLS0tKj94WrGPUYH7jE6cI/RgXs8ufT09ICOCzqYdOnSRVOnTg26oNY0d9awUiIAAJAsnJVz4MAB/fOf/9SQIUOUmJhoVRkAAMBGTJmVM3nyZBUUFOiMM85QTk6Otm3bpvvvv1/79u3TU089ZUYJJ+V2uzVz5sxjHh1FE+4xOnCP0YF7jA7cY/iZMitn7ty5ev7557Vz507V1NQoKytLZ511lmbMmKGhQ4dG+vIAAMAhTAkmAAAAgWDlVwAAYBsEEwAAYBtRH0xqamo0bdo05eXlKTExUUOGDNFzzz0X0LmlpaX68Y9/rJycnJZl9FeuXBnhioPX1nt86qmn5HK5Wn3t3bvXhMoDV11drdtvv11jxoxRx44d5XK5NGvWrIDPd0JbhnKPTmjLVatW6brrrlO/fv2UkpKirl276pJLLtH69esDOt8JbRjKPTqhDSVp48aNmjBhggoKCpSUlKSsrCyNHDlSCxYsCOh8J7RjKPfolHZszeOPPy6Xy6XU1NSAjo9UW5q6V44VLrvsMq1bt05z585V37599eyzz2rSpEny+/2aPHnycc/z+Xw6//zzVVlZqQcffFC5ubl6+OGHNW7cOL311lsaPXq0iXdxYm29x2ZPPvmk+vXrd9R72dnZkSq3TcrLyzVv3jwNHjxYEydO1OOPPx7wuU5py1DusZmd2/LRRx9VeXm5fvGLX6ioqEj79+/X/fffrxEjRmjFihU677zzjnuuU9owlHtsZuc2lJpW7c7Pz9ekSZPUtWtXeb1eLVy4UFdffbWKi4t11113Hfdcp7RjKPfYzO7t+J92796tX/3qV8rLy2vZl+5EItqWRhRbunSpIcl49tlnj3r/ggsuMPLy8oyGhobjnvvwww8bkox///vfLe/V19cbRUVFxrBhwyJWc7BCuccnn3zSkGSsW7cu0mWGzO/3G36/3zAMw9i/f78hyZg5c2ZA5zqlLUO5Rye05b59+455r7q62ujUqZNx/vnnn/Bcp7RhKPfohDY8keHDhxv5+fknPMYp7Xg8gdyjU9vxoosuMi6++GLj2muvNVJSUk56fCTbMqof5bz00ktKTU3V5ZdfftT7U6ZM0Z49e/TBBx+c8NzCwkKNHDmy5b24uDhdddVV+vDDD7V79+6I1R2MUO7RSZq7QtvCKW0Zyj06QW5u7jHvpaamqqioSCUlJSc81yltGMo9Ol1OTo7i4k7cCe+UdjyeQO7RiRYsWKC3335bjzzySMDnRLItozqYbN68Wf379z/mB2nQoEEtn5/o3ObjWjv3s88+C2OlbRfKPTa76KKLFBsbq6ysLF122WUBneMkTmnLcHBaW1ZVVenjjz/WgAEDTnick9sw0Hts5pQ29Pv9amho0P79+/XII49oxYoV+vWvf33Cc5zWjm25x2ZOacfS0lJNmzZNc+fOPemuv0eKZFtGX/Q7Qnl5uXr16nXM+1lZWS2fn+jc5uOCPddModxj586ddeedd2rEiBFKS0vTpk2bNHfuXI0YMUL/+te/NHjw4IjVbSantGUonNqWN998s7xer+68884THufkNgz0Hp3WhjfddJMee+wxSVJCQoIeeugh/exnPzvhOU5rx7bcoxPbsbCwUDfeeGNQ50WyLaM6mEgn3iDwZN3moZxrprbWOW7cOI0bN67l67PPPlsTJkzQwIED9dvf/lavvPJKWOu0klPasq2c2JZ33323Fi5cqD//+c86/fTTT3q8E9swmHt0Whvecccdmjp1qkpLS/Xaa6/plltukdfr1a9+9asTnuekdmzLPTqpHV988UW99tpr2rBhQ5v+3UeqLaM6mGRnZ7ea2ioqKiSp1bQXjnPNFO46e/ToobPOOktr164NS3124JS2DDc7t+Xs2bN1zz336N5779Utt9xy0uOd2IbB3mNr7NyGBQUFKigokCSNHz9ekjRjxgxde+216tixY6vnOK0d23KPrbFjO9bU1Ojmm2/Wrbfeqry8PFVWVkqS6urqJDXNTIqPj1dKSkqr50eyLaN6jMnAgQP1+eefq6Gh4aj3N23aJEk69dRTT3hu83HBnmumUO7xeAzDUExM9PxoOKUtI8GObTl79mzNmjVLs2bN0h133BHQOU5rw7bc4/HYsQ1bM2zYMDU0NGjHjh3HPcZp7fifArnH47FbO5aVlWnfvn26//77lZmZ2fJatGiRvF6vMjMz9aMf/ei450e0LUOa02Nzy5YtMyQZzz333FHvjxs37qRTaR955BFDkrF27dqW9+rr640BAwYYw4cPj1jNwQrlHluzY8cOIzU11Zg4cWI4ywyrYKfSOqUtjxTsPbbGjm35u9/9zpBk3HXXXUGd56Q2bOs9tsaObXg8V199tRETE2OUlpYe9xgntWNrArnH1tixHQ8dOmSsXr36mNfYsWONxMREY/Xq1camTZuOe34k2zKqg4lhNK3nkZmZacybN89YtWqVcf311xuSjAULFrQcc9111xmxsbFGcXFxy3u1tbXGgAEDjPz8fGPhwoXGm2++aVx66aVGXFycsWbNGitu5bjaeo/nn3++MXv2bOOll14yVq5caTzwwANGXl6e0aFDhxP+QFpl2bJlxuLFi40nnnjCkGRcfvnlxuLFi43FixcbXq/XMAznt2Vb79EJbfnHP/7RkGSMGzfOeP/99495NXNyG4Zyj05oQ8MwjOuvv974n//5H+P555831qxZYyxZssS44oorDEnGbbfd1nKck9sxlHt0SjseT2vrmJjdllEfTKqrq42f//znRufOnY2EhARj0KBBxqJFi4465tprrzUkGTt37jzq/b179xrXXHONkZWVZSQmJhojRoww3nzzTROrD0xb73HatGlGUVGR0aFDByMuLs7Iy8szrrrqKmPr1q0m30Fgunfvbkhq9dV8X05vy7beoxPacvTo0ce9tyM7b53chqHcoxPa0DAM44knnjBGjRpl5OTkGHFxcUZGRoYxevRo45lnnjnqOCe3Yyj36JR2PJ7WgonZbekyDMNo+4MgAACA8LHPSBwAANDuEUwAAIBtEEwAAIBtEEwAAIBtEEwAAIBtEEwAAIBtEEwAAHCo6upq3X777RozZow6duwol8ulWbNmWVbPK6+8otGjRystLU0pKSkaMGCA5s2bF9T3IJgAAOBQ5eXlmjdvnnw+nyZOnGhpLXPnztVll12mU089VS+88IJeffVV3XTTTS0bAwaKBdYAAHCo5l/hLpdLZWVl6tixo2bOnGl6r8n69es1bNgwzZkzR7fffntI34seEwAAHMrlcsnlcgV07PPPP6+RI0cqJSVFqampGjt2rDZs2BCWOv7yl7/I7Xbr1ltvDfl7EUwAAIhy9913nyZNmqSioiK98MILeuaZZ1RdXa1Ro0Zpy5YtIX//d955R/3799eLL76owsJCxcbGqlu3bvrNb37DoxwAANqj4z3KKSkpUa9evXTjjTfqoYceanm/pqZGffr00dlnn63nn38+pGsnJiYqISFBcXFx+v3vf6+ioiKtXLlSc+fO1RVXXKGFCxcG/L3iQqoEAADY2ooVK9TQ0KBrrrlGDQ0NLe8nJiZq9OjRWr16dct7Tz31lKZMmRLQ9z1w4IAyMjIkSX6/X9XV1Vq0aJGuvPJKSdK5554rr9erBx54QLNnz1bv3r0D+r4EEwAAoti+ffskSUOHDm3185iY70Z1fP/739f8+fMD+r7Jycktf87OztbevXs1duzYo4658MIL9cADD+jjjz8mmAAAACknJ0eStGTJEnXv3v2Ex/bp00d9+vQJ+hqDBg3S3r17j3m/ebTIkeHnZAgmAABEsbFjxyouLk5fffWVfvjDH0bkGj/84Q/1xhtvaPny5Zo8eXLL+8uWLVNMTMxxe2taQzABAMDBli9fLq/Xq+rqaknSli1btGTJEknS+PHj1aNHD/3ud7/TnXfeqR07dmjcuHHKzMzUvn379OGHHyolJUWzZ88OqYYpU6boscce00033aSysjIVFRXprbfe0sMPP6ybbrrppD01R2JWDgAADtajRw/t2rWr1c927typHj16SGpaLv7BBx/U+vXr5fP51LlzZw0dOlQ33HCDzj///JDrqKio0B133KGXX35ZFRUV6tmzp66//npNnz49qEc5BBMAAGAbLLAGAABsg2ACAABsg2ACAABsg2ACAABsg2ACAABsg2ACAABsg2ACAABsg2ACAABsg2ACAABsg2ACAABsg2ACAABsg2ACAABs4/8DIGmDkVmFP8cAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# E^2 x Differential flux ULs in each bin in units of MeV cm^{-2} s^{-1}\n",
    "print(sedsmc['e2dnde_ul95'])\n",
    "\n",
    "e2dnde_scan = sedsmc['norm_scan']*sedsmc['ref_e2dnde'][:,None]\n",
    "\n",
    "plt.clf()\n",
    "plt.figure()\n",
    "plt.plot(e2dnde_scan[0],sedsmc['dloglike_scan'][0]-np.max(sedsmc['dloglike_scan'][0]))\n",
    "plt.gca().set_ylim(-5,1)\n",
    "plt.gca().axvline(sedsmc['e2dnde_ul95'][0],color='k')\n",
    "plt.gca().axhline(-2.71/2.,color='r')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:11:22.185201Z",
     "iopub.status.busy": "2026-02-25T23:11:22.185042Z",
     "iopub.status.idle": "2026-02-25T23:11:22.432836Z",
     "shell.execute_reply": "2026-02-25T23:11:22.432203Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1400x400 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.clf()\n",
    "fig = plt.figure(figsize=(14,4))\n",
    "ylim=[1E-7,1E-5]\n",
    "fig.add_subplot(121)\n",
    "SEDPlotter(sedsmc).plot()\n",
    "plt.gca().set_ylim(ylim)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:11:22.434571Z",
     "iopub.status.busy": "2026-02-25T23:11:22.434394Z",
     "iopub.status.idle": "2026-02-25T23:11:22.843756Z",
     "shell.execute_reply": "2026-02-25T23:11:22.843084Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1400x400 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.clf()\n",
    "fig = plt.figure(figsize=(14,4))\n",
    "fig.add_subplot(121)\n",
    "SEDPlotter(sedsmc).plot(showlnl=True,ylim=ylim)\n",
    "plt.gca().set_ylim(ylim)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Light curve"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "lightcurve() fits the charateristics of a source (flux, TS, etc.) in a sequence of time bins. This method uses the data selection and model of a baseline analysis (e.g. the full mission) and is therefore restricted to analyzing time bins that are encompassed by the time selection of the baseline analysis. In general when using this method it is recommended to use a baseline time selection of at least several years or more to ensure the best characterization of background sources in the ROI.\n",
    "\n",
    "When fitting a time bin the method will initialize the model to the current parameters of the baseline analysis. The parameters to be refit in each time bin may be controlled with free_background, free_sources, free_radius, free_params, and shape_ts_threshold options."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "By default the lightcurve method will run an end-to-end analysis in each time bin using the same processing steps as the baseline analysis. Depending on the data selection and ROI size each time bin may take 10-15 minutes to process. There are several options which can be used to reduce the lightcurve computation time. The multithread option splits the analysis of time bins across multiple cores."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The use_scaled_srcmap option generates an approximate source map for each time bin by scaling the source map of the baseline analysis by the relative exposure."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The lightcurve analysis requires the original spacecraft (SC) files. If you haven't already, download them."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:11:22.845775Z",
     "iopub.status.busy": "2026-02-25T23:11:22.845543Z",
     "iopub.status.idle": "2026-02-25T23:11:22.848394Z",
     "shell.execute_reply": "2026-02-25T23:11:22.847875Z"
    }
   },
   "outputs": [],
   "source": [
    "from string import ascii_lowercase"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:11:22.850059Z",
     "iopub.status.busy": "2026-02-25T23:11:22.849885Z",
     "iopub.status.idle": "2026-02-25T23:11:33.085153Z",
     "shell.execute_reply": "2026-02-25T23:11:33.084336Z"
    }
   },
   "outputs": [],
   "source": [
    "if not os.path.isfile('./../data/SMC_SC.tar.gz'):\n",
    "    for c in ascii_lowercase[:12]:\n",
    "        if not os.path.isfile('./../data/SMC_SC.tar.gz.parta'+c):\n",
    "            URL = 'https://raw.githubusercontent.com/fermiPy/fermipy-extras/master/data/SMC_SC.tar.gz.parta' + c\n",
    "            !curl -OL --output-dir ./../data/ {URL}\n",
    "    !cat ./../data/SMC_SC.tar.gz.part* >./../data/SMC_SC.tar.gz\n",
    "!tar xzf ./../data/SMC_SC.tar.gz -C ./SMC_data/"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now find the lightcurve"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:11:33.087447Z",
     "iopub.status.busy": "2026-02-25T23:11:33.087250Z",
     "iopub.status.idle": "2026-02-25T23:13:10.146126Z",
     "shell.execute_reply": "2026-02-25T23:13:10.145373Z"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:33 INFO    GTAnalysis.lightcurve(): Computing Lightcurve for SMC\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:33 INFO    lightcurve_239557417_273737042 GTAnalysis._process_lc_bin(): Fitting time range 239557417 273737042\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:33 INFO    lightcurve_273737042_307916667 GTAnalysis._process_lc_bin(): Fitting time range 273737042 307916667\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:33 INFO    lightcurve_307916667_342096292 GTAnalysis._process_lc_bin(): Fitting time range 307916667 342096292\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:33 INFO    lightcurve_410455542_444635167 GTAnalysis._process_lc_bin(): Fitting time range 410455542 444635167\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:33 INFO    lightcurve_342096292_376275917 GTAnalysis._process_lc_bin(): Fitting time range 342096292 376275917\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:33 INFO    lightcurve_376275917_410455542 GTAnalysis._process_lc_bin(): Fitting time range 376275917 410455542\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:33 INFO    lightcurve_478814792_512994417 GTAnalysis._process_lc_bin(): Fitting time range 478814792 512994417\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:33 INFO    lightcurve_444635167_478814792 GTAnalysis._process_lc_bin(): Fitting time range 444635167 478814792\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:34 INFO    lightcurve_307916667_342096292 GTBinnedAnalysis._create_ltcube(): Generating local LT cube.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:34 INFO    lightcurve_239557417_273737042 GTBinnedAnalysis._create_ltcube(): Generating local LT cube.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:34 INFO    lightcurve_342096292_376275917 GTBinnedAnalysis._create_ltcube(): Generating local LT cube.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:34 INFO    lightcurve_273737042_307916667 GTBinnedAnalysis._create_ltcube(): Generating local LT cube.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:34 INFO    lightcurve_444635167_478814792 GTBinnedAnalysis._create_ltcube(): Generating local LT cube.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:34 INFO    lightcurve_376275917_410455542 GTBinnedAnalysis._create_ltcube(): Generating local LT cube.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:34 INFO    lightcurve_410455542_444635167 GTBinnedAnalysis._create_ltcube(): Generating local LT cube.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:11:34 INFO    lightcurve_478814792_512994417 GTBinnedAnalysis._create_ltcube(): Generating local LT cube.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      ": FITSFixedWarning: 'datfix' made the change 'Set DATEREF to '2001-01-01T00:01:04.184' from MJDREF.\n",
      "Set MJD-OBS to 54682.655283 from DATE-OBS.\n",
      "Set MJD-END to 57847.435324 from DATE-END'. [astropy.wcs.wcs]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
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     "text": [
      "WARNING"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      ": FITSFixedWarning: 'datfix' made the change 'Set DATEREF to '2001-01-01T00:01:04.184' from MJDREF.\n",
      "Set MJD-OBS to 54682.655283 from DATE-OBS.\n",
      "Set MJD-END to 57847.435324 from DATE-END'. [astropy.wcs.wcs]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
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      "WARNING"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      ": FITSFixedWarning: 'datfix' made the change 'Set DATEREF to '2001-01-01T00:01:04.184' from MJDREF.\n",
      "Set MJD-OBS to 54682.655283 from DATE-OBS.\n",
      "Set MJD-END to 57847.435324 from DATE-END'. [astropy.wcs.wcs]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
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      "WARNING"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      ": FITSFixedWarning: 'datfix' made the change 'Set DATEREF to '2001-01-01T00:01:04.184' from MJDREF.\n",
      "Set MJD-OBS to 54682.655283 from DATE-OBS.\n",
      "Set MJD-END to 57847.435324 from DATE-END'. [astropy.wcs.wcs]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      ": FITSFixedWarning: 'datfix' made the change 'Set DATEREF to '2001-01-01T00:01:04.184' from MJDREF.\n",
      "Set MJD-OBS to 54682.655283 from DATE-OBS.\n",
      "Set MJD-END to 57847.435324 from DATE-END'. [astropy.wcs.wcs]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      ": FITSFixedWarning: 'datfix' made the change 'Set DATEREF to '2001-01-01T00:01:04.184' from MJDREF.\n",
      "Set MJD-OBS to 54682.655283 from DATE-OBS.\n",
      "Set MJD-END to 57847.435324 from DATE-END'. [astropy.wcs.wcs]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      ": FITSFixedWarning: 'datfix' made the change 'Set DATEREF to '2001-01-01T00:01:04.184' from MJDREF.\n",
      "Set MJD-OBS to 54682.655283 from DATE-OBS.\n",
      "Set MJD-END to 57847.435324 from DATE-END'. [astropy.wcs.wcs]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
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     "output_type": "stream",
     "text": [
      "WARNING"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      ": FITSFixedWarning: 'datfix' made the change 'Set DATEREF to '2001-01-01T00:01:04.184' from MJDREF.\n",
      "Set MJD-OBS to 54682.655283 from DATE-OBS.\n",
      "Set MJD-END to 57847.435324 from DATE-END'. [astropy.wcs.wcs]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
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     "output_type": "stream",
     "text": [
      "WARNING"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      ": FITSFixedWarning: 'datfix' made the change 'Set DATEREF to '2001-01-01T00:01:04.184' from MJDREF.\n",
      "Set MJD-OBS to 54682.655283 from DATE-OBS.\n",
      "Set MJD-END to 57847.435324 from DATE-END'. [astropy.wcs.wcs]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
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     "output_type": "stream",
     "text": [
      "WARNING"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      ": FITSFixedWarning: 'datfix' made the change 'Set DATEREF to '2001-01-01T00:01:04.184' from MJDREF.\n",
      "Set MJD-OBS to 54682.655283 from DATE-OBS.\n",
      "Set MJD-END to 57847.435324 from DATE-END'. [astropy.wcs.wcs]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
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      "WARNING"
     ]
    },
    {
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     "output_type": "stream",
     "text": [
      ": FITSFixedWarning: 'datfix' made the change 'Set DATEREF to '2001-01-01T00:01:04.184' from MJDREF.\n",
      "Set MJD-OBS to 54682.655283 from DATE-OBS.\n",
      "Set MJD-END to 57847.435324 from DATE-END'. [astropy.wcs.wcs]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
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      "WARNING"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      ": FITSFixedWarning: 'datfix' made the change 'Set DATEREF to '2001-01-01T00:01:04.184' from MJDREF.\n",
      "Set MJD-OBS to 54682.655283 from DATE-OBS.\n",
      "Set MJD-END to 57847.435324 from DATE-END'. [astropy.wcs.wcs]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
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      "WARNING"
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    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      ": FITSFixedWarning: 'datfix' made the change 'Set DATEREF to '2001-01-01T00:01:04.184' from MJDREF.\n",
      "Set MJD-OBS to 54682.655283 from DATE-OBS.\n",
      "Set MJD-END to 57847.435324 from DATE-END'. [astropy.wcs.wcs]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
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      "WARNING"
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    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      ": FITSFixedWarning: 'datfix' made the change 'Set DATEREF to '2001-01-01T00:01:04.184' from MJDREF.\n",
      "Set MJD-OBS to 54682.655283 from DATE-OBS.\n",
      "Set MJD-END to 57847.435324 from DATE-END'. [astropy.wcs.wcs]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
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      "\n"
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    },
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      "WARNING"
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    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      ": FITSFixedWarning: 'datfix' made the change 'Set DATEREF to '2001-01-01T00:01:04.184' from MJDREF.\n",
      "Set MJD-OBS to 54682.655283 from DATE-OBS.\n",
      "Set MJD-END to 57847.435324 from DATE-END'. [astropy.wcs.wcs]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
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     "text": [
      "WARNING"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      ": FITSFixedWarning: 'datfix' made the change 'Set DATEREF to '2001-01-01T00:01:04.184' from MJDREF.\n",
      "Set MJD-OBS to 54682.655283 from DATE-OBS.\n",
      "Set MJD-END to 57847.435324 from DATE-END'. [astropy.wcs.wcs]"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:13:00 INFO    lightcurve_273737042_307916667 GTBinnedAnalysis.write_xml(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/lightcurve_273737042_307916667/base_00.xml...\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Joint fit "
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " "
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['3FGL J0023.9-7203', 'SMC', '3FGL J0029.1-7045']"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:13:01 INFO    lightcurve_444635167_478814792 GTBinnedAnalysis.write_xml(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/lightcurve_444635167_478814792/base_00.xml...\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Joint fit "
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " "
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['3FGL J0023.9-7203', 'SMC', '3FGL J0029.1-7045']"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:13:02 INFO    lightcurve_342096292_376275917 GTBinnedAnalysis.write_xml(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/lightcurve_342096292_376275917/base_00.xml...\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Joint fit "
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " "
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['3FGL J0023.9-7203', 'SMC', '3FGL J0029.1-7045']"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:13:02 INFO    lightcurve_307916667_342096292 GTBinnedAnalysis.write_xml(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/lightcurve_307916667_342096292/base_00.xml...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:13:02 INFO    lightcurve_410455542_444635167 GTBinnedAnalysis.write_xml(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/lightcurve_410455542_444635167/base_00.xml...\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Joint fit "
     ]
    },
    {
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     "output_type": "stream",
     "text": [
      "Joint fit "
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " "
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['3FGL J0023.9-7203', 'SMC', '3FGL J0029.1-7045']"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " "
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['3FGL J0023.9-7203', 'SMC', '3FGL J0029.1-7045']"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/runner/work/fermipy/fermipy/fermipy/utils.py:793: UserWarning: \n",
      "The maximal number of iterations maxit (set to 20 by the program)\n",
      "allowed for finding a smoothing spline with fp=s has been reached: s\n",
      "too small.\n",
      "There is an approximation returned but the corresponding weighted sum\n",
      "of squared residuals does not satisfy the condition abs(fp-s)/s < tol.\n",
      "  spline = UnivariateSpline(x, y, k=2,\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0023.9-7203 TS:    699.367"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape SMC TS:     76.758"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:13:02 INFO    lightcurve_478814792_512994417 GTBinnedAnalysis.write_xml(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/lightcurve_478814792_512994417/base_00.xml...\n"
     ]
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    {
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     "text": [
      "\n"
     ]
    },
    {
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     "output_type": "stream",
     "text": [
      "Joint fit "
     ]
    },
    {
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     "output_type": "stream",
     "text": [
      " "
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['3FGL J0023.9-7203', 'SMC', '3FGL J0029.1-7045']"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J2351.9-7601 TS:     44.812"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J2338.7-7401 TS:     26.566"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:13:02 INFO    lightcurve_376275917_410455542 GTBinnedAnalysis.write_xml(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/lightcurve_376275917_410455542/base_00.xml...\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Joint fit "
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " "
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['3FGL J0023.9-7203', 'SMC', '3FGL J0029.1-7045']"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0029.1-7045 TS:     26.175"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0023.9-7203 TS:    719.612"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/runner/work/fermipy/fermipy/fermipy/utils.py:793: UserWarning: \n",
      "The maximal number of iterations maxit (set to 20 by the program)\n",
      "allowed for finding a smoothing spline with fp=s has been reached: s\n",
      "too small.\n",
      "There is an approximation returned but the corresponding weighted sum\n",
      "of squared residuals does not satisfy the condition abs(fp-s)/s < tol.\n",
      "  spline = UnivariateSpline(x, y, k=2,\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0146.4-6746 TS:     23.152"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:13:03 INFO    lightcurve_239557417_273737042 GTBinnedAnalysis.write_xml(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/lightcurve_239557417_273737042/base_00.xml...\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Joint fit "
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " "
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape SMC TS:    106.867"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['3FGL J0023.9-7203', 'SMC', '3FGL J0029.1-7045']"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/runner/work/fermipy/fermipy/fermipy/utils.py:793: UserWarning: \n",
      "The maximal number of iterations maxit (set to 20 by the program)\n",
      "allowed for finding a smoothing spline with fp=s has been reached: s\n",
      "too small.\n",
      "There is an approximation returned but the corresponding weighted sum\n",
      "of squared residuals does not satisfy the condition abs(fp-s)/s < tol.\n",
      "  spline = UnivariateSpline(x, y, k=2,\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0112.9-7506 TS:     21.152"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0146.4-6746 TS:     96.577"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape PS J0102.8-7052 TS:     18.148"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J2351.9-7601 TS:     89.419"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J2338.7-7401 TS:     38.284"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0023.9-7203 TS:    520.777"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0023.9-7203 TS:    777.835"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0023.9-7203 TS:    665.330"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/runner/work/fermipy/fermipy/fermipy/utils.py:793: UserWarning: \n",
      "The maximal number of iterations maxit (set to 20 by the program)\n",
      "allowed for finding a smoothing spline with fp=s has been reached: s\n",
      "too small.\n",
      "There is an approximation returned but the corresponding weighted sum\n",
      "of squared residuals does not satisfy the condition abs(fp-s)/s < tol.\n",
      "  spline = UnivariateSpline(x, y, k=2,\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0146.4-6746 TS:     68.512"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0029.1-7045 TS:    119.174"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J2338.7-7401 TS:    142.315"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape SMC TS:     64.410"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape SMC TS:     85.536"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape SMC TS:     83.434"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0023.9-7203 TS:    795.857"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0029.1-7045 TS:     28.116"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0146.4-6746 TS:     28.027"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0029.1-7045 TS:     34.237"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape SMC TS:     95.464"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J2336.5-7620 TS:     26.390"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0146.4-6746 TS:     31.944"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0112.9-7506 TS:     50.496"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0023.9-7203 TS:    637.307"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J2351.9-7601 TS:     23.518"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J2336.5-7620 TS:     31.280"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J2351.9-7601 TS:     39.627"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape SMC TS:     74.113"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0112.9-7506 TS:     22.481"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0023.9-7203 TS:    532.485"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J2338.7-7401 TS:     39.582"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0029.1-7045 TS:     43.996"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J2338.7-7401 TS:     19.371"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape SMC TS:     53.311"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0146.4-6746 TS:     20.004"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J2338.7-7401 TS:     31.231"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0029.1-7045 TS:     40.500"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0002.0-6722 TS:     26.807"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J2336.5-7620 TS:     16.705"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J2351.9-7601 TS:     37.726"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0002.0-6722 TS:     23.409"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:13:06 INFO    lightcurve_273737042_307916667 GTBinnedAnalysis.write_xml(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/lightcurve_273737042_307916667/fit_model_final_00.xml...\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Fitting shape 3FGL J0112.9-7506 TS:     16.307"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:13:06 INFO    lightcurve_444635167_478814792 GTBinnedAnalysis.write_xml(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/lightcurve_444635167_478814792/fit_model_final_00.xml...\n"
     ]
    },
    {
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     "output_type": "stream",
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    },
    {
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     "output_type": "stream",
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      "2026-02-25 23:13:07 INFO    lightcurve_307916667_342096292 GTBinnedAnalysis.write_xml(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/lightcurve_307916667_342096292/fit_model_final_00.xml...\n"
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    },
    {
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     "output_type": "stream",
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     ]
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    {
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     "output_type": "stream",
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      "2026-02-25 23:13:08 INFO    lightcurve_376275917_410455542 GTBinnedAnalysis.write_xml(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/lightcurve_376275917_410455542/fit_model_final_00.xml...\n"
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    },
    {
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     "output_type": "stream",
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      "2026-02-25 23:13:08 INFO    lightcurve_478814792_512994417 GTBinnedAnalysis.write_xml(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/lightcurve_478814792_512994417/fit_model_final_00.xml...\n"
     ]
    },
    {
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     "output_type": "stream",
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      "2026-02-25 23:13:08 INFO    lightcurve_239557417_273737042 GTBinnedAnalysis.write_xml(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/lightcurve_239557417_273737042/fit_model_final_00.xml...\n"
     ]
    },
    {
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     "output_type": "stream",
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      "2026-02-25 23:13:08 INFO    lightcurve_444635167_478814792 GTAnalysis._process_lc_bin(): Finished time range 444635167 478814792\n"
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    },
    {
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    {
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    },
    {
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     "output_type": "stream",
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    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "2026-02-25 23:13:10 INFO    GTAnalysis.lightcurve(): Finished Lightcurve\n"
     ]
    }
   ],
   "source": [
    "lc = gta.lightcurve('SMC', free_radius=3.0, nbins=8, multithread=True, nthread=8, use_scaled_srcmap=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:13:10.148175Z",
     "iopub.status.busy": "2026-02-25T23:13:10.147967Z",
     "iopub.status.idle": "2026-02-25T23:13:10.152915Z",
     "shell.execute_reply": "2026-02-25T23:13:10.152303Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[2.39557417e+08 2.73737042e+08 3.07916667e+08 3.42096292e+08\n",
      " 3.76275917e+08 4.10455542e+08 4.44635167e+08 4.78814792e+08]\n",
      "[2.73737042e+08 3.07916667e+08 3.42096292e+08 3.76275917e+08\n",
      " 4.10455542e+08 4.44635167e+08 4.78814792e+08 5.12994417e+08]\n",
      "[ True  True  True  True  True  True  True  True]\n",
      "3.203208369385318\n",
      "[2.46923977e-09 2.60856772e-09 2.75698985e-09 2.88957581e-09\n",
      " 2.63485307e-09 2.78679863e-09 3.16431886e-09 2.91662089e-09]\n",
      "[7.00219661e-06 7.59830000e-06 7.64876554e-06 7.37341939e-06\n",
      " 7.08109175e-06 1.08397581e-05 1.10009120e-05 1.03577327e-05]\n",
      "[3.17514107e-09 3.23721990e-09 3.38459553e-09 3.54028715e-09\n",
      " 3.28010774e-09 3.50470895e-09 3.81467673e-09 3.55887385e-09]\n"
     ]
    }
   ],
   "source": [
    "print(lc['tmin'])\n",
    "print(lc['tmax'])\n",
    "print(lc['fit_success'])\n",
    "print(lc['ts_var'])\n",
    "print(lc['flux'])\n",
    "print(lc['eflux'])\n",
    "print(lc['flux_ul95'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "metadata": {
    "execution": {
     "iopub.execute_input": "2026-02-25T23:13:10.154451Z",
     "iopub.status.busy": "2026-02-25T23:13:10.154275Z",
     "iopub.status.idle": "2026-02-25T23:13:10.338788Z",
     "shell.execute_reply": "2026-02-25T23:13:10.338241Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.clf()\n",
    "fig = plt.figure(figsize=(8,6))\n",
    "plt.errorbar((lc['tmin']+lc['tmax'])/2., lc['flux'], yerr=lc['flux_err'], xerr=(lc['tmax']-lc['tmin'])/2., fmt=\"o\", color=\"black\")\n",
    "plt.ylabel(r'$\\Phi_{\\gamma}$ [ph/cm$^2$/s]', fontsize=18)\n",
    "plt.xlabel(r'$t$ [s]')\n",
    "plt.axis([lc['tmin'][0],lc['tmax'][len(lc['tmax'])-1],2e-9,6e-9])\n",
    "plt.grid(True)\n",
    "plt.yscale('log')\n",
    "plt.xscale('linear')\n",
    "fig.tight_layout(pad=0.5)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.23"
  }
 },
 "nbformat": 4,
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