diff --git a/examples/analysis_notebook.ipynb b/examples/analysis_notebook.ipynb index 5927ece..8bdac57 100644 --- a/examples/analysis_notebook.ipynb +++ b/examples/analysis_notebook.ipynb @@ -7,9 +7,9 @@ "source": [ "# Basic RBM gammapy analysis for VERITAS data\n", "\n", - "Versions: gammapy-tools (1.0.0), gammapy (1.1) and V2DL3 (0.5)\n", + "Versions: gammapy-tools (1.0.0), gammapy (1.2 + maps.py patch) and V2DL3 (0.5)\n", "\n", - "This notebook is version 0.2\n", + "This notebook is version 0.3\n", "\n", "Uses [rbm.py](../scripts/rbm.py) and [data_products.py](../scripts/data_products.py) for 2D RBM and 1D spectral/LC analyses, respectively.\n", "\n", @@ -18,9 +18,23 @@ "**If you already have DL3 files with bkg headers, you can skip step 2.**" ] }, + { + "cell_type": "markdown", + "id": "6d54b148", + "metadata": {}, + "source": [ + "## Important setup instructions\n", + "\n", + "For gammapy $\\leq$ 1.2, you need to replace `maps/maps.py` with [this file](https://github.com/gammapy/gammapy/blob/dbed1a1774c1f5df65d5459a0596c41c6d0bffe6/gammapy/datasets/map.py) (to be implemented in gammapy 1.3) in your gammapy install location. The `gammapy.__file__` output below should point to where gammapy is installed. \n", + "\n", + "Additionally, your `config[\"io\"][\"search_datastore\"]` should have runwise bkgs already appended so that `get_background_for_run` can use KL divergence can find the nearest bkgs in parameter space. Instructions on how to do that can be found in [these docs](../docs/backgrounds.md)\n", + "\n", + "Information on setting up your config file (which will tell gammapy how to run your analysis) can be found in [these docs](../docs/config.md) or by using the [example config](example_config.yaml)." + ] + }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 12, "id": "26f6e150", "metadata": {}, "outputs": [], @@ -37,7 +51,7 @@ "from gammapy_tools.templates import get_config\n", "from gammapy_tools.make_background import *\n", "import gammapy_tools.make_background as bkg\n", - "from gammapy_tools.analysis import make_spectrum_RE, get_flux_lc, rbm_analysis, rbm_plots, write_validation_info\n", + "from gammapy_tools.analysis import *\n", "\n", "from gammapy.data import DataStore\n", "\n", @@ -47,24 +61,24 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 13, "id": "f01f9e8f", "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "'/homes/wang/swong/.local/lib/python3.9/site-packages/gammapy_tools/__init__.py'" + "'/homes/wang/swong/.local/lib/python3.9/site-packages/gammapy/__init__.py'" ] }, - "execution_count": 2, + "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "import gammapy_tools\n", - "gammapy_tools.__file__" + "import gammapy\n", + "gammapy.__file__" ] }, { @@ -85,18 +99,18 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 3, "id": "31d9c848", "metadata": {}, "outputs": [], "source": [ - "with open('crab_test.yaml', 'r') as file:\n", + "with open('example_config.yaml', 'r') as file:\n", " config = yaml.safe_load(file)" ] }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 4, "id": "39e108e8", "metadata": {}, "outputs": [ @@ -108,14 +122,14 @@ " 'in_dir': '/raid/romulus/swong/mydl3/crabtest/',\n", " 'out_dir': '/raid/romulus/swong/mydl3/crabtestbkgs/',\n", " 'results_dir': '/raid/romulus/swong/mydl3/crabtest/results/',\n", - " 'from_run': False,\n", - " 'from_runlist': True},\n", + " 'from_run': True,\n", + " 'from_runlist': False},\n", " 'binning': {'e_min': 0.1,\n", " 'e_max': 100,\n", " 'e_bins': 10,\n", " 'off_min': 0,\n", " 'off_max': 2.5,\n", - " 'off_bins': 5},\n", + " 'off_bins': 20},\n", " 'config': {'njobs': 16},\n", " 'exclusion': {'star_cat': './Hipparcos_MAG8_1997.dat',\n", " 'exclude_source_name': None,\n", @@ -125,42 +139,42 @@ " 'az_diff': 45,\n", " 'n_tels': 4,\n", " 'time_max': 180,\n", + " 'same_szn': True,\n", " 'smooth': True,\n", " 'smooth_sigma': 1,\n", - " 'same_szn': True,\n", " 'time_request': 50,\n", " 'KL_DIV': True,\n", " 'store_KL': False},\n", " 'run_selection': {'source_name': 'Crab',\n", " 'pos_from_DL3': True,\n", + " 'source_ra': 83.633114,\n", + " 'source_dec': 22.014487,\n", " 'offset_max': 3.5,\n", " 'n_tel': 3,\n", " 'el_min': 30},\n", - " 'spectrum': {'e_min': 0.2,\n", + " 'spectrum': {'analysis_type': 'RE',\n", + " 'e_min': 0.2,\n", " 'e_max': 30,\n", " 'e_bins': 8,\n", " 'type': 'PL',\n", " 'params': [3.45e-11, 2.6]},\n", - " 'lightcurve': {'bin_size_min': 1000},\n", " 'sky_map': {'e_min': 0.01,\n", " 'e_max': 100,\n", - " 'n_bins': 30,\n", " 'map_deg': 5,\n", " 'bin_sz': 0.01,\n", " 'offset_max': 1.75,\n", - " 'aeff_max_percent': 0.1,\n", " 'exclusion_regions': [],\n", " 'theta': 0.0894427191,\n", - " 'on_exclusion_region': 0.45,\n", - " 'ring_rin': '0.6 deg',\n", - " 'ring_width': '0.133333 deg',\n", + " 'on_exclusion_region': 0.35,\n", + " 'ring_rin': '0.53 deg',\n", + " 'ring_width': '0.14 deg',\n", " 'truncate': True,\n", - " 'min_star_brightness': 8},\n", + " 'min_star_brightness': 6},\n", " 'results_file': 'crab_test_results.yaml',\n", " 'plot_names': 'crab_test'}" ] }, - "execution_count": 7, + "execution_count": 4, "metadata": {}, "output_type": "execute_result" } @@ -195,7 +209,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 5, "id": "1b75f049", "metadata": {}, "outputs": [ @@ -241,68 +255,12 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": null, "id": "5ba318d7", - "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "0bb01e0a968f4994bcc6987cd9b33719", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - " 0%| | 0/4 [00:00" ] @@ -384,7 +342,7 @@ }, { "data": { - "image/png": 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\n", + "image/png": 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\n", 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\n"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\n", 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\n", 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\n", "text/plain": [ "
" ] @@ -463,21 +421,19 @@ "source": [ "## i) Spectral analysis\n", "\n", - "Spectral analysis parameters are read in from the `spectrum` section of the config file\n", + "Spectral analysis parameters are read in from the `spectrum` section of the config file. You can also set the analysis as either `FoV` (field of view background method) or `RE` (reflected regions). \n", "\n", - "Performs a spectral analysis using reflected regions. The \"ON\" region is defined by `config['sky_map']['on_exclusion_region']` and should be $\\sqrt{\\theta^2}$ for point sources\n", + "If a spectral shape is not provided, a power law fit is used by default.\n", "\n", - "If a spectrum type is not provided, this script will do a power law fit by default.\n", + "The first plot produced shows the exclusion regions used, and the second is an $E^2 \\frac{dn}{de}$ spectrum.\n", "\n", - "The **integral flux** is calculated by integrating a power law fit to the spectrum between `config[\"spectrum\"][\"e_min\"]` and `config[\"spectrum\"][\"e_max\"]`.\n", - "\n", - "The first plot produced shows the exclusion regions used, and the second is an $E^2 \\frac{dn}{de}$ spectrum." + "The spectral model will be integrated between `config[\"spectrum\"][\"emin\"]` and `config[\"spectrum\"][\"emax\"]` to calculate an integral flux." ] }, { "cell_type": "code", "execution_count": 9, - "id": "1e3141d3", + "id": "3c73e838", "metadata": {}, "outputs": [ { @@ -491,150 +447,72 @@ } ], "source": [ - "spectral_points, spectral_model, cumulative_time, cumulative_sig, flux, flux_err = make_spectrum_RE(config, plot=False)" + "if config['spectrum']['analysis_type'] == 'FoV':\n", + " spectral_points,spectral_model = make_spectrum_fov(config,plot=False)\n", + "elif config['spectrum']['analysis_type'] == 'RE':\n", + " spectral_points, spectral_model = make_spectrum_RE(config, plot=False)\n", + "else:\n", + " print('Please select a valid analysis type')" ] }, { "cell_type": "markdown", - "id": "f17020be", + "id": "db2f6693", "metadata": {}, "source": [ - "$\\frac{dn}{de}$ spectrum to match ED output (for validation purposes)" + "## ii) RBM analysis\n", + "\n", + "Calculates counts, excess, significance, etc. using RBM normalized by the background files appended to each run.\n", + "\n", + "Smaller skymap binning results in much longer runtimes. A binning of 0.01 deg is recommended to match ED, but fast analyses may be done with larger binning (gammapy default is 0.02 deg)." ] }, { "cell_type": "code", - "execution_count": 10, - "id": "54c1b078", + "execution_count": 5, + "id": "4cf9e4f5", "metadata": { - "scrolled": true + "scrolled": false }, "outputs": [ { "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "3a70e84f0bea4815855ed38d54688f56", + "version_major": 2, + "version_minor": 0 + }, "text/plain": [ - "" + " 0%| | 0/4 [00:00" - ] - }, - "metadata": { - "needs_background": "light" - }, "output_type": "display_data" } ], "source": [ - "spectral_points.plot(sed_type='dnde')" - ] - }, - { - "cell_type": "markdown", - "id": "06b4edc0", - "metadata": {}, - "source": [ - "## ii) Lightcurve maker - optional\n", - "\n", - "Outputs the integral flux in units of $\\textrm{cm}^2 \\textrm{s}^{-1}$ (default) or a lightcurve\n", - "\n", - "`get_flux_lc(config,\"runwise\")` will output a runwise lightcurve\n", - "\n", - "`get_flux_lc(config,\"custom\")` will output a custom binned lightcurve. The binning is defined in `config['lightcurve']['bin_size_min']` as the time per bin in minutes. " + "counts,background,alpha,sigma,excess_map,exposure,significance_map,exclusion_mask = rbm_analysis(config)" ] }, { "cell_type": "code", - "execution_count": 11, - "id": "31569f55", + "execution_count": 6, + "id": "b08539cd", "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "(615.0, 0.08081583550158396, 47.18475919510839)" ] }, - "execution_count": 11, + "execution_count": 6, "metadata": {}, "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "flux_points = get_flux_lc(config,\"runwise\")\n", - "flux_points.plot()\n", - "#lc_points = get_flux_lc(config,'runwise') # light curve maker" - ] - }, - { - "cell_type": "markdown", - "id": "db2f6693", - "metadata": {}, - "source": [ - "## iii) RBM analysis\n", - "\n", - "Calculates counts, excess, significance, etc. using RBM normalized by the background files appended to each run.\n", - "\n", - "Smaller skymap binning results in much longer runtimes. A binning of 0.01 deg is recommended to match ED, but fast analyses may be done with larger binning (gammapy default is 0.02 deg)." - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "4cf9e4f5", - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "Setting logging config: {'level': 'INFO', 'filename': None, 'filemode': None, 'format': None, 'datefmt': None}\n", - "Fetching observations.\n", - "Observations selected: 4 out of 4.\n", - "Number of selected observations: 4\n", - "Creating reference dataset and makers.\n", - "Creating the background Maker.\n", - "No background maker set. Check configuration.\n", - "Start the data reduction loop.\n", - "Computing dataset for observation 64080\n", - "Running MapDatasetMaker\n", - "Running SafeMaskMaker\n", - "Computing dataset for observation 64081\n", - "Running MapDatasetMaker\n", - "Running SafeMaskMaker\n", - "Computing dataset for observation 64082\n", - "Running MapDatasetMaker\n", - "Running SafeMaskMaker\n", - "Computing dataset for observation 64083\n", - "Running MapDatasetMaker\n", - "Running SafeMaskMaker\n" - ] } ], "source": [ - "counts,background,alpha,sigma,excess_map,exposure,significance_map,exclusion_mask = rbm_analysis(config)" + "counts, alpha, sigma" ] }, { @@ -645,14 +523,16 @@ "\n", "## Plot results\n", "\n", - "Makes RBM maps (significance & excess) and RBM significance distribution. 1D cumulative significance from spectral analysis is also plotted.\n", + "Makes RBM maps (significance & excess) and RBM significance distribution.\n", + "\n", + "These plots are saved with the prefix defined in: `config['plot_names']`\n", "\n", - "These plots are saved with the prefix: `config['plot_names']`" + "**If you did not compute a spectrum, you can still plot the RBM plots by setting the optional parameter `spectrum=False` in the function call and setting `spectral_points = []`**" ] }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 10, "id": "e054c9ef", "metadata": { "scrolled": false @@ -660,9 +540,9 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n", 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" + "
" ] }, "metadata": { @@ -674,24 +554,12 @@ "name": "stdout", "output_type": "stream", "text": [ - "Fit results: mu = -0.04, std = 1.09\n" + "Fit results: mu = -0.16, std = 1.04\n" ] }, { "data": { - "image/png": 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2I/N2jmTdkZ95/fXX+fDtkXw388s8LyqnvIONVrBm+PDhfPLJJ9SvX5/Ro0fTsWNHjh07xssvv8xDDz2UeV7WpSeymjFjBhs3bmTQoEF5D+FCWgx8SNY//J07f2baxB6cvXKMQL8QWkcPoEHRBJb8y58l/0q0KmKmwsElub/WK9Qv15Eftw3j6IXdtGnThpdffpk333yTgAD901XWGjFiBD///DNRUVGZdybnZj+Vm+1fYgVbdhMpN0lMJGXBXGZ//ie+/ro1Z68cI6pwDP0bfEaj8l3wE3+rE96gUrG69G/wGa1u6wUIb7/9NtHRd1+zj4BS7vTBBx8QGxtLbGxs5o6CAwYMYOfOnbRv35733nuPRx99lJUrV1K3bt3MbWiz+vrrrzO3y81Yqn3s2LE89dRTgGNV42eeeYamTZtSpUqVzI21ctpq1x3045WXy9oaOH/lFBM3vMa+M+vxE3/uvK0XzSv2sGURyMrfL4A7Kz3ObcXimbLpX+zd69jL+uuvv85cMlopd1i1ahVjxoxh+fLlGGO4/fbbufPOOxk5ciQ//fQTv/zyC6VKleL222+/6ba6Fy5cYPXq1SxatIgnnngi293PDh48yK+//srmzZvp3Lkz3bp149tvv83TVrt5oS0Db5eYCImJHJk1hs//GMi+M+spHFSKJ+p+RMvbHrV9Icgqo5UQXbwRx48fp0OHDgwdOjTXd0Er5axff/2V++67j7CwMMLDw7n//vvz9Om8R48eALRs2ZIzZ85k7nueVdeuXfHz8yMmJiZzg5tGjRoxZswYBg8ezLp16yhcuHC+fp+b0WLgA7YdX8YXfzzFqUuHKF+4Jn3rjySySE2rY+VJWFAxHqnzLnff/S/AsZjXHXc8n7ndp1J25MxS1lm3ts34gNOyZUsWLVpEZGQkvXr14quvvnJbRlsWA3fsdOarVuyfyvj1r3Al9QK1S99Fr/j/UDg4+00yPIWIHy1Sm/KnWq/hL4EsXz6M7t276/RT5XItWrRg2rRpXLhwgfPnzzN16lRatGiR6+tMnDgRcLQ0ihYt6vSCjTlttesOthwz0IXq8idjnGDJkvf5eftwAO68rRd33tbTqY3jPUVsmbsJCyzOxA2vMWnSJA4fPsy0adMoXry41dGUmxTwCtbUr1+fXr160bhxY8CxJW69evVyfZ2QkBDq1avH1atXGT16tNOPS0xM5P333ycwMJDw8HC3tgxseQdyBl2OIm8Gt0pk8Z5vWLD7C0BIqP4CDcolWB3LbQ6f28m4ra9x9uwBIiLi2bhxASVKlLA6lnIBvQP51rz6DmSVPwt3f5lZCLrUeMmrCwFARHgVesd8QMlCFTh8eA1t27ZFuxiVyh1bdhOp3MloOhtj+OWX11m8ZyyCH11rDiIuwrq7iQtS0ZAIesb/m7GrnyMpKYn27dszZ84ct86+UMqbaMvAG6RPH13ydX8WL34LwY/7a73iM4UgQ5Hg0vSM/zdFilRg6dKl1KnTya3zslXBsHNXttVc+dpoMfASaw7PZf6uzwDh/lqvEFvmbqsjWaJYSFker/kO4UEl2bNnIV27duXy5ctWx1J5FBISwvHjx7UgZMMYw/HjxwkJCXHJ9bSbyENlnVWx40QSM7b8HwDtop/02UKQoUShSB6P/4Cxq59j3rx59OnTh6+++sqrZlL5iqioKJKTkzl69KjVUWwpJCTEZTsEajHwcAcP/sF3G18nzaTSNOohbo/6k9WRbKFUaEUejfs/vtn8HN988w3Vq1fntddeszqWyqXAwEDdz6KAFFg3kYhUEZEvRGRyQT2nV0tM5NRPE/h27L1cSb1IbJm7ubdKP6tT2UrZ8Kp06jQeEF5//XW6dZtgdSSlbMupYiAio0XkiIisv+54OxHZIiLbReSmi3IbY3YaY3rnJ6z6nyupF/l23SDOXTlB5WL16FLj7wWyCY2nqXGwMG2iBwIwbUpPli5danEipezJ2XePsUC7rAdExB/4GGgPxAA9RCRGROqIyA/XfZVxaWofZ4xh+ub3OHphD6VCb+PB2kMI8AuyOpZtNYnsRoNynUk1V+nSpQu7du2yOpJStuPUmIExZpGIVLrucGNguzFmJ4CITAC6GGPeAbz7LieLDR06lI3HFhLkH8pDtYcQEhBudSRbExHaV32ak5cOsPNoEl26dGHZsmWEhoZaHU0p28hPv0IksC/L98npx7IlIiVFZCRQT0Revsl5/UQkSUSSdAbBtQYPhp495/P3vzt65O6r+TKlQitaG8pD+PsF8EDMG5QsWZ1169bRrNnTVkdSylYKrJPZGHPcGDPAGBOd3nrI6bxRxpiGxpiGpUuXLqh4HuHUTxOYPP5+jEmjRcVHqVmqudWRPEpIQDgPVHqJAL8gVq8ezZdffml1JKVsIz/FYD9QIcv3UenH8k2XsL7RpUuX+G7DG1xMOUN08Ua0qtTL6kgeKSI8mg5VnwVg4MCB2e44pZQvyk8xWAlUE5HKIhIEdAdmuCKUMWamMaafs2t++4JBgwZx8NxWioWU5U+1XvWoHcrspm7Z9sRHtOXixYs88MADnDt3zupISlnO2aml44GlQA0RSRaR3saYFOApYA6wCfjOGLPBFaG0ZXCtOXPmMGzYMPzEn2613qBQYBGrI3k0EaFDtWepXbs2mzdvpn///rrcgfJ5up+BzR09epS4uDgOHTrE3ZV60+K2R62O5DWOnt/DZ78P4GraJcaMGUOvXr2sjqSUS+h+Bl7GGEPfvn05dOgQLVq0oFnFHlZH8iqlw26jQzXH+MGzzz7L3r17LU6klHVsWQy0m8jh888/Z/r06RQpUoSvv/5axwncID6iLTVLNufMmTP8+c9/Ji0tzepISlnClsVAB5Bh69atPDngGQDuLf80Yx7Xu2bdQcSxLWhoaCkWLFhAQsKIAt9nVyk7sGUx8PWWQWpqKo899hhX0y5Rp8y91Im41+pIXi0sqDgJlRw3oc2b8zeO//i1xYmUKni2LAa+3jIYPnw4K1asoEhw6cw+beVetUq3JK5Ma1LSLjNt87ukpKRYHUmpAmXLYuDLdu3axauvvgpAx2rP67pDBahd1acpHFSK5LMbef/9962Oo1SB0mJgI8YY+vfvz4ULF+jevTvVS95hdSSfUiiwMF1qvATAm2++ybZt2yxOpFTBsWUx8NUxg6+//pp58+ZRKKAIUXsetDqOT4ou0Yj4iLZcvnyZtm0H8sYb9r0PRylXsmUx8MUxgyNHjvD8888D0Db6L4QFFbc4ke9qEz2QQgFF2LVrPuu+e9XqOEoVCFsWA1/07LPPcuLECaKLNyQuoo3VcXxaaGBRWlfpD8DcHZ9w8uRJixMp5X5aDGxg9uzZTJgwgdDQUDpWewERsTqSz6tbtj0Vi8Zx/upJXn45x+03lPIatiwGvjRmcPnVV3n2Ucd6Q282a0bxQuUsTqQg/Wa0as/jJwF8+umnuney8nq2LAa+NGbQ8dujbDtxglKhFTl96UWr46gsSodVommFhwDo378/V69etTiRUu5jy2LgKw4cOMCiPV8B0C76afz9Ai1OpK7XsuJjFA8pz7p160io9RyDWyVaHUkpt9BiYKGXXnqJq2mXqFmyOdElcrXarCoggf7BtKv6FACL9nzFhave33WpfJMWA4ssWbKEcePGEeAXRJvov1gdR91EtRJNqFK8IZdSzpG4e6zVcZRyCy0GFkhNTeWppxyfNptW6K6DxjYnIrSN/guCH0kHZrBhg0s29FPKVmxZDLx9NtHnn3/O6tWrqVixIs0r6IY1nqBMWGUalE/AkMYLL7yg22Qqr2PLYuDNs4nOnDmTuRDdv//9bwL9QyxOpJx1V6UnCPYPY+7cucyePdvqOEq5lC2LgTf7v//7P44dO0bz5s3505/+ZHUclQuhgUW5s9LjALzwwgs61VR5FS0GBejAgQN88MEHAPxf9erIm29anEjlVuPyXalWogRbtmxhRKdOVsdRymW0GBSgwYMHc/HiRe6vVYs7KlSwOo7KA3+/QBqU+ysAg+b/hreOaynfo8WggGzatIkvvvgCf39/3r77bqvjqHyoXvIObisax6WUswwdOtTqOEq5hNh5VkTDhg1NUlKS1TFcomvXrkyfPp3+/ftTdnN3q+OofNp3ej2jVz9NWFgYO3bsICIiwupISmUSkVXGmFzdyWrLloG3TS1dsmQJ06dPJzQ0lDfeeMPqOMoFKhSNpXqJOzh//jxvv/221XGUyjdbFgNvmlpqjOHFFx0L0P31r3+lXDm9wcxb3F25NyLCyJEj2bNnj9VxlMoXWxYDbzJz5kyWLl1K6dKlM4uC8g4R4dH0iI3lypUrDO7a1eo4SuWLFgM3MsZkdgu98sorFC5c2OJEytVKFvo7fuLPl6vXsnHjRqvjKJVnWgzcaNq0aaxevZpy5crRv39/q+MoNyhRKJJ6ZTtiSOO1116zOo5SeabFwE3S0tIYPHgwAC+//DIhIbrshLe687bHCPALZsqUKXjL7Dfle7QYuMm0adNYu3YtkZGR9O3b1+o4yo0KB5eicfmuAAwZMsTaMErlkRYDN9BWge9pWuEhChUqxMyZM/njjz+sjqNUrmkxcIMpU6awbt06oqKi6NOnj+Pg4MH/+1JeJyyoOAMHDgTgrbfesjiNUrmnxcDF0tLSeDN9Abp//OMfBAcHW5xIFZS//e1vBAcHZ34YUMqTFGgxEJGuIvKZiEwUkTYF+dwF5fvvv2f9+vVUqFCBJ554wuo4qgCVK1eOfv36AfCvf/3L4jRK5Y7TxUBERovIERFZf93xdiKyRUS2i8igm13DGDPNGNMXGAA8lLfI9pWWlpY5gKitAh80eDAvBQQQ5O/PdxMnsmnTJqsTKeW03LQMxgLtsh4QEX/gY6A9EAP0EJEYEakjIj9c91Umy0NfTX+cV5k1axbr168nKipKWwU+KqpIEf5cty4GdM0i5VGcLgbGmEXAiesONwa2G2N2GmOuABOALsaYdcaYhOu+jojDe8BsY8zv2T2PiPQTkSQRSTp69Ghef68CZ4zhnXfeARxrEAUFBVmcSFllUPPmBPj58e2337Jt2zar4yjllIB8Pj4S2Jfl+2Tg9puc/zRwL1BURKoaY0Zef4IxZhQwChxLWOczX4H59ddfWbp0KSUKFaLPkSM3zBoanNjKklyq4FUqVoyecXGMXr2at99+mzFjxlgdSalbym8xyBVjzHBg+K3OE5FOQKeqVau6P5SLvPvuuwA83bgx4doq8ElZC35YUDX8/HryzTffMGTIECroznbK5vI7m2g/kPWvPCr9WL542hLWa9eu5ccffyQ0MJCnGje2Oo6ygRKFInnggQdISUlh2LBhVsdR6pbyWwxWAtVEpLKIBAHdgRn5j+VZ3nvvPQDqlOnMRys6aJeQAuDFIkUAGPXf/+peycr2nO4mEpHxQCuglIgkA28YY74QkaeAOYA/MNoYsyG/oTypm2jnzp1MmDCBgIAA7oh6IPO4FgTVoHx57qpUiV927+bTTz/lpZdesjqSUjnKzWyiHsaYcsaYQGNMlDHmi/TjPxpjqhtjoo0xLrnTxpO6if7973+TlpbGI488QtEQ3QdXXevFpk0BGDZsGFeuXLE4jVI5s+VyFJ6yB/Lhw4cZPXo0gH7qU9lqV7UqsWXKcODAAb598EFdn0rZli2Lgae0DD7++GMuXbpE586diYmJsTqOsiERyWwdvP/bb6QZj5ktrXyMLYuBJ7h06RKffPIJ4FigTKmcdI+NJbJwYTYePcpsvQlN2ZQti4EndBONGzeOY8eOUb9+fZo3b251HGVjQf7+PNekCeBoHShlRwV605mzjDEzgZkNGza05RZhxhj+85//APD8888jItYGUraUdUbZC3dc5p+LFrFwzx5W7t9PI+tiKZUtW7YM7G7+/PmsX7+ecuHhPLhliw4KqlsqEhxM/wYNABi2fLnFaZS6kS2Lgd27iTJaBU82akSQv7+1YZTHeLJRI/xE+G7DBg4ePGh1HKWuYctiYOfZRFu2bGHWrFmEhITQv2FDq+MoDzE4sRVjVnelRsnmXE1L49NPP7U6klLXsOWYgZ0NH+5YZ++xxx7joxUdLE6jPE3jyPvZdGwxI4cO5eWUFIIDArSLUdmCLVsGdnXixAnGjh0LwLPPPmttGOWRbisaT0RYFQ6fP8+kjRutjqNUJi0GufDZZ59x4cIF2rRpQ+3ata2OozyQiNA48n7AMZBs9CY0ZRO2LAZ2HEBOSUnh448dO3U+99xz1oZRHq1OmXspUagQSQcOsHx/vld8V8olbFkM7DiAPGvWLPbt20e1atVo27at1XGUBwv0D6ZWqfsA6Ddz9/+mJuvYgbKQLYuBHY0YMQKAgQMH4uenL5vKn0blOyP4seFoIgfOnrU6jlJaDJyxbds25s6dS6FCheh16JB+ilP5VjQkglqlWpBmUvk0KcnqOEppMXDGyJEjAejRowfFCxWyOI3yFo0jHV1FI1et4kpqqsVplK+z5X0Gdtrp7MKFC4wZMwZwdBEN/ts5ixMpb1GxaBxlwipz5Pwupm/ezAM6Q01ZyJYtAzsNIE+cOJGTJ0/SqFEjGuodx8qFRIQG5ToBjtaBUlayZTGwk4yB47/85S8WJ1HeKC6iNYF+ISzYtYunf4y2Oo7yYbbsJrKLlStXkpSURPHixXnooYesjqO8UEhAOLFl7uaPQz+y6uAPMHjHtSfoRAVVQLRlcBMZrYInnniCQjpwrNwko6to9aGfuJSSYnEa5au0GOTgxIkTTJgwAYD+/ftbnEZ5s/KFa1AuvBoXU87wva5XpCyixSAHX375JZcuXaJ169ZUq1bN6jjKi+lAsrIDLQbZMMbw+eefAzBgwACL0yhfEFvmHoL8Q/l17142HDlidRzlg2xZDKxeqG758uVs3LiRMmXKkJCQYEkG5VuCA0KpU+ZeAD7V1oGygC2LgdX3GWS0Ch5//HGCgoIsyaB8T8Pyjq6ir9as4cLVqxanUb7GlsXASmfPns0cOO7du7fFaZQvKRteldsjIzl9+TIT16+3Oo7yMXqfwXUmTpzI+fPnadGiBTVq1HAcvGaudysLUilf0a9BA5bv38/o1av5c7161/4w69+h3n+gXEyLwXUyuoj69OmTeWxwYiuL0ihf80BMDM/Mns2ve/ey9fhxquubviog2k2Uxfr161m+fDlFihShW7duVsdRPujfS9tSreQ9APSefsLiNMqXaDHI4osvvgDg4YcfJjQ01OI0ylfVK9sBgDWH55KSlmZxGuUrtBiku3z5Ml999RVwbReRUgWtQpFYShSK4uyVY8zdsePWD1DKBbQYpJs2bRonTpygbt261K9f3+o4yoeJCHXLtgNg9B9/WJxG+YoCKwYiUktERorIZBEZWFDP66ysA8ciYnEa5eviI9og+DFjyxaOnj9vdRzlA5yaTSQio4EE4IgxJjbL8XbAMMAf+NwY825O1zDGbAIGiIgf8BXwSX6Cu9LevXuZP38+wcHBPPzww1bHUYoiwaWpWqIR204sZ9y6dTzXpMm1J9xslpHOQFJ54GzLYCzQLusBEfEHPgbaAzFADxGJEZE6IvLDdV9l0h/TGZgF/Oiy38AFvvnmG4wxdOnSheLFi1sdRykA6pZtDzi6iowxDE5slfmllKs51TIwxiwSkUrXHW4MbDfG7AQQkQlAF2PMOzhaEdldZwYwQ0RmAd/mObULGWP48ssvAcfyE0rZRY2STSkVGsq6I0f4/eBBq+MoL5efMYNIYF+W75PTj2VLRFqJyHAR+ZSbtAxEpJ+IJIlI0tGjR/MRzzkrVqxg69atRERE0KZNG7c/n1LO8vcLJLq4Y5rpgFm6kqlyrwK7A9kYkwgkOnHeKGAUQMOGDY17U5HZKnjkkUcICNAbspW91CvbjuX7J7P+yHzaRv+FAD8XLpx4/diCjjX4tPy0DPYDFbJ8H5V+LN8Kagnry5cvZy5Kp11Eyo4iwqMpG16VSynn2Hp8qdVxlBfLTzFYCVQTkcoiEgR0B2a4IlRBLWH9ww8/cPLkSeLj44mLi3PrcymVV3FlWgOw7vDPFidR3szZqaXjcSzXWUpEkoE3jDFfiMhTwBwcU0tHG2M2uCKUiHQCOlWtWtUVl8uRDhwrTxBb5h7m7fyUrSeWceHqaUIDrdnnw3LareVWzs4m6pHD8R9xwzRRY8xMYGbDhg37uvraGY4cOcLs2bPx9/fXewuUrRUOLkmV4g3YcXIlG44m0qh8l4INoG/CPsFnR0zHjx9PSkoKHTt2JCIiwuo4St1UXERrdpxcybrD8wqmGLjiDV/3X/AotlybqCAGkDMWpdMuIuUJapZqTqBfCPvObODERZfM01DqGrZsGbi7m2j9+vX8/vvvFCtWjE6dOrnjKZRyqSD/QtQq3YK1h+ex9vDPwG05n+wr3Tra8nApWxYDdw8gf/PNNwA8+OCDhISEuOU5lHK1uDJtWHt4HuuOzMOY3p61oKKvFCgPZsti4M6WQVpaGuPHjwfg0Ucf/d8P9FOGsrnKxesRHlSSExf3s3z/fppERTn3QDv+bdsxkx0VYBG15ZiBO/3222/s3buXqKgomjVrZnUcpZzmJ/7UKePYEvPrNWssTqO8jS1bBu6U0Sro0aMHfn4+VwuVh4uLaM3S5O+YuGEDH7ZrR5C/f+4u4Gmfwgsyr4+3VmxZDNw1ZnD16lW+++47AL23QHmksuFVKRNWhSPnd/L41BBqlHK0bge3Ssz/xZ19A/TFN828vDY3+9nNXkOL/n+w5Udjdy1H8fPPP3Ps2DFq1apFfHy8S6+tVEGpU+ZeANYfWWBxEuVNbNkycJdvv3VsofDwww971kwMpbKILXMX83eNYsvx37iSepEg/0LWhbFLyyCvO7/l9DNX33RXEI/LJ1u2DNzhwoULTJs2DYDu3btbG0apfCgWUpaoIrW5mnZJVzJVLmPLloE7xgx++OEHzp07R+PGjXH3AnhKuVtsmbtJPrOB9UcWEFvmbqvj5I/eg+A8X5ta6o4xg6xdREp5utqlWyH4sf3ECi6lnLM6jvICtmwZuNrJkyeZPXs2fn5+PPjgg9mek3WT8cE3VN9WKGUn4UElqFQsnl2n/mDzsV8BL7qTXlsGlrBly8DVpkyZwpUrV7j77rspV66c1XGUcona6d1DOqtIuYJPFIOMLqIePbLdlkEpj1SrVAv8xJ+dJ1dx9Px5q+MoD+f13USHDh0iMTGRoKAg7r///mt/eE1ztFUBplIq/0IDixJdvCHbTixn8saNDGzUyOpI9lSQN8l5cBeXLVsGrtzPYMqUKaSlpdG2bVuKFSuW/3BK2UhGV9GEDS7ZcVb5MFsWA1fOJpo0aRIADzzwQL6vpZTd1CzZjAC/IBbv2UPymTNWx1EezKu7iQ4dOsTChQsJCgqic+fOHt2EUyo7wQFhVCvRhE3HFjFpwwaev+MOqyMpD2XLloGrTJkyBWMMbdu2xdXrHCllFxk3nY1fv97iJMqTeXUxyFihNKd7C5TyBtVKNCEsMJCVBw6w+9Qpq+MoD+W13USHDh1i0aJFBAUF6T7HyqsF+geTUL06Ezds4PuNG/lr06ZWR7Iv7SrOkde2DL7//nuMMbRr1067iJTX6xYTA8D3mzZZnER5KlsWA1dMLdVZRMqXtK9alUIBASxNTtZZRSpPbFkM8ju19ODBgyxatIjg4GDHLCKlvFxYUBAdqlUDYIq2DlQe2LIY5FfWWURFihSxOo5SBSKjq2jyxo0WJ1GeyCuLgc4iUr6oY7VqBPv78+vevRw8e9bqOMrDeF0xOHjwIIsXLyY4OFhnESmfUjg4mHZVq2KAqZs3Wx1HeRivKwbaRaR8mXYVqbzyymIA0K1bN4uTKFXwOlWvTqCfHwv37OGILmutcsGrisHx48dZuHAhAQEBJCQkWB1HqQJXNCSE1tHRpBnDNO0qUrngVXcgz5w5k9TUVFq3bk3x4sWtjqOUJbrVqsWP27YxeeNG+jVoYHUclR1X3wntgut5Vcsgo4vohk1slPIhXWrWJMDPjwW7dnH8wgWr4ygPUaAtAxEJAxYCg40xP7jy2ufOnWPu3LmICF26dMnXtQYntnJNKKUsMHx5e24ruoAdJ5N4YjpM191elROcahmIyGgROSIi66873k5EtojIdhEZ5MSl/g58l5egtzJ79mwuX77MHXfcoZveK59Xq1RLADYf+9XiJMpTONtNNBZol/WAiPgDHwPtgRigh4jEiEgdEfnhuq8yItIa2AgccWH+TFOnTgXgvvvuc8fllfIoNUo1A4QdJ5M4d+WK1XGUB3Cqm8gYs0hEKl13uDGw3RizE0BEJgBdjDHvADdM5RGRVkAYjsJxUUR+NMakZXNeP6AfQMWKFZ36JS5fvswPPzh6nbQYKAXhQSWIKhJD8pkNzNm+nT+l33+gVE7yM4AcCezL8n1y+rFsGWNeMcY8B3wLfJZdIUg/b5QxpqExpmHp0qWdCrJgwQLOnj1LXFwc0dHRTv8CSnmzmqWaAzBtyxaLkyhPUOCziYwxY281eJzbJax1FpFSN6pZ0lEMfti6laupqRanUXaXn2KwH6iQ5fuo9GP5lpslrFNTU5k+fTqgxUCprEqGRlE69DZOXbrEwj17rI6jbC4/xWAlUE1EKotIENAdmOGaWM5bsmQJR48eJTo6mtjY2IJ+eqVsrUZGV5HejaxuwdmppeOBpUANEUkWkd7GmBTgKWAOsAn4zhizwRWhctNNlDGL6P7770dEXPH0SnmNjK6iaZs3Y4yxOI2yM2dnE2V724ox5kfgR5cmclx3JjCzYcOGfW9xnk4pVeomyheuQWThwuw/e5ZVBw/SsHx5qyMpm7LlchTOtgzWrl3Lnj17KFu2LLfffnsBpVPKc4gIXWvWBGCqboepbsKWxcDZAeQZMxxDFJ06dcLPz5a/ilKWyygGOsVU3YxHv4NmFAPd9F6pnN15220UDQ5m49GjbD1+3Oo4yqZsuYS1iHQCOlWtWjXHc/bv309SUhKFChXinnvuKbhwStnQzRZXDPT3J6F6dcatW8f0zZt5sVmzggumPIYtWwbOdBNlLD/Rpk0bChUqVFDRlPJI92WMG+gUU5UDWxYDZ2gXkVLOa1u1KsH+/ixLTubwuXNWx1E2ZMticKvZROfOnWP+/PmICB07dizgdEp5nvCgIO6qXBkD/Lhtm9VxlA3Zshjcqpto3rx5XL58mSZNmhAREVHA6ZTyTJ2qVwdg5tatFidRdmTLYnAr2kWkVO4lpBeDuTt2cCklxeI0ym5sOZvoZlJTUzMHj50qBq7eeFopD1WxaFHiIyJYc/gwC3fvpu1NZusp3+NxLYNly5Zx7NgxoqOjqVWrltVxlPIo2lWkcmLLYnCzAeSsXUS6MJ1SuZOQpRjownUqK1sWg5sNIOt4gVJ51ygykoiwMPaePs26I27Zjlx5KFsWg5xs3bqVzZs3U7x4cZrpXZRK5ZqfCB2rVQMcO6AplcGjikHGwHH79u0JDAy0OI1SnqlTjRqAjhuoa3lUMZg1axbgWKVUKZU391apQrC/P8uTkzly/rzVcZRN2LIYZDeAfObMGRYtWoSfnx9t27a1MJ1Snk3vRlbZsWUxyG4Aed68eaSkpNC0aVOKFy9uYTqlPJ9OMVXXs2UxyM6PPzp219S1iJTKv6x3I1/Wu5EVHlIM0tLStBgo5UIZdyOfu3KFxN27rY6jbMAjisEff/zBoUOHiIqKIjY21uo4SnmFjK6iWTpuoPCQYpAxi6hjx45617FSLtI+/X6D2du3W5xE2YFHFAPtIlLK9W6PjKREoUJsP3GCbbo3ss+zfTE4evQoK1asIDg4mLvvvtvqOEp5DX8/P9pGRwPaOlA2LQZZ7zOYPXs2xhhatWpFWFiY1dGU8irt05ex1vsNlC2LQdb7DLSLSCn3aVu1KgIk7t7NhatXrY6jLGTLYpDBGMOcOXMALQZKuUOZsDAali/P5dRUftm1y+o4ykK2Lgbnz5/n1KlT1KhRgypVqlgdRymv1CF9VpF2Ffk2WxeDjLWJtFWglPtkjhts364b3vgwWxeDU6dOAVoMlHKnhuXLUyo0lN2nTrFFp5j6LFsXg0uXLhEeHk7z5s2tjqKU17pmiql2FfksWxcDgHvuuYegoCCrYyjl1TLHDfR+A59l+2LQrl07qyMo5fXaREcjwKI9ezh35YrVcZQFCqwYiEgrEVksIiNFpJWzj9ONbJRyv1KhodweFcWV1FQW6BRTn+RUMRCR0SJyRETWX3e8nYhsEZHtIjLoFpcxwDkgBEh25nmDg4OpXLmyM6cqpfJJ70b2bc62DMYC1/TXiIg/8DHQHogBeohIjIjUEZEfrvsqAyw2xrQH/g686cyTZt3pTCnlXh2yrGKqU0x9T4AzJxljFolIpesONwa2G2N2AojIBKCLMeYdIOEmlzsJBDvzvEWKFHHmNKWUC9QvV47SoaHsPX2azceOUat0aasjqQLkVDHIQSSwL8v3ycDtOZ0sIvcDbYFiwEc3Oa8f0C/923MisiUfGXNSCjh27SGnGitWyiaz7XlaZk/LC05kfnNh7i8aM2JEHuPckle+xjZUI7cPyE8xyBVjzBRgihPnjQJGuTOLiCQZYxq68zlcTTO7n6flBc/L7Gl5wXMz5/Yx+ZlNtB+okOX7qPRjSimlPEx+isFKoJqIVBaRIKA7MMM1sZRSShUkZ6eWjgeWAjVEJFlEehtjUoCngDnAJuA7Y8wG90V1Kbd2Q7mJZnY/T8sLnpfZ0/KCj2QWnUKmlFLK9stRKKWUcj8tBkoppbQYiMhfRcSISCmrs9yKiLwvIptFZK2ITBWRYlZnyk4ulymxnIhUEJFfRGSjiGwQkWetzuQMEfEXkT9E5AerszhDRIqJyOT0v+FNInKH1ZluRUSeT/+bWC8i40UkxOpM18tuuSARKSEi80RkW/r/Fr/VdXy6GIhIBaANsNfqLE6aB8QaY+KArcDLFue5QU7LlFib6pZSgL8aY2KAJsCTHpAZ4Fkckzc8xTDgJ2NMTSAem2cXkUjgGaChMSYW8Mcxa9JuxnLdckHAIGC+MaYaMD/9+5vy6WIAfAi8hGMRPdszxsxNn8UFsAzHvR12k7lMiTHmCjAB6GJxppsyxhw0xvye/u+zON6kIq1NdXMiEgV0BD63OoszRKQo0BL4AsAYc8UYc8rSUM4JAAqJSAAQChywOM8NjDGLgBPXHe4CfJn+7y+Brre6js8WAxHpAuw3xqyxOksePQHMtjpENrJbpsTWb6xZpa/BVQ9YbnGUW/kPjg8yaRbncFZl4CgwJr1r63MRCbM61M0YY/YDQ3H0HBwEThtj5lqbymkRxpiD6f8+BETc6gFeXQxE5Of0vr7rv7oA/wBetzrj9W6ROeOcV3B0bYyzLqn3EZFw4HvgOWPMGavz5EREEoAjxphVVmfJhQCgPvCJMaYecB4nui6slN7P3gVHISsPhInIo9amyj3juH/glr0fBbY2kRWMMfdmd1xE6uD4P3iNiICju+V3EWlsjDlUgBFvkFPmDCLSC8eqsPcYe94k4pHLlIhIII5CMC59HS07awZ0FpEOOPYHKSIi3xhj7PxGlQwkG2MyWlyTsXkxAO4FdhljjgKIyBSgKfCNpamcc1hEyhljDopIOeDIrR7g1S2DnBhj1hljyhhjKhljKuH4Q61vdSG4FRFph6NroLMx5oLVeXLgccuUiOMTwRfAJmPMB1bnuRVjzMvGmKj0v93uwAKbFwLS/9vaJyIZq2neA2y0MJIz9gJNRCQ0/W/kHmw+6J3FDODx9H8/Dky/1QO8umXghT7CsRfEvPQWzTJjzABrI13LGJMiIhnLlPgDoz1gmZJmwGPAOhFZnX7sH8aYH62L5JWeBsalf0jYCfzZ4jw3ZYxZLiKTgd9xdMv+gQ2XpkhfLqgVUEpEkoE3gHeB70SkN7AHePCW17FnT4NSSqmC5JPdREoppa6lxUAppZQWA6WUUloMlFJKocVAKaUUWgyUFxCRV9JXllwrIqtF5Pb05Q7ytNiciJRPn1KY8f349Gs/LyJDROSmNwYq5Yl0aqnyaOnLIH8AtDLGXE5fijzIGOOSBcVEpCzwqzGmqiuup5RdactAebpywDFjzGUAY8wxY8wBEUkUkYYAItJbRLaKyAoR+UxEPko/PlZEhovIbyKyU0S6pR+vlGVt+LlAZHqLo0X6YzLOa5T+2DXp1y6c/tjFIvJ7+lfT9HNbpWfKWM9/XPpdrTldx18c+1esTG+V9C/QV1X5HC0GytPNBSqkv9mPEJE7s/5QRMoDr+HYp6AZUPO6x5cDmuNY7+ndbK7fGdhhjKlrjFmc5bpBwETgWWNMPI51bC7iWAOmtTGmPvAQMDzLteoBz+HY56EK0Owm1+mNY5XMRkAjoK+IVM7VK6NULuhyFMqjGWPOiUgDoAVwFzBRrt1drTGw0BhzAkBEJgHVs/x8mjEmDdgoIrdc5jeLGsBBY8zK9Bxn0q8fBnwkInWB1Ouea4UxJjn9vNVAJeB0DtdpA8RltEKAokA1YFcuMirlNC0GyuMZY1KBRCBRRNbxvwW6nHE5y7/FBXGeBw7j2MnLD7iUw3OlcvP//gR42hgzxwWZlLol7SZSHk1EaohItSyH6uJYmCvDSuBOESkujt2q/uSip94ClBORRuk5CqdfvyiOT/ppOBa/88/jdeYAA9OX1kZEqovNN4NRnk1bBsrThQP/FZFiOFaW3A70w7FePsaY/SLyNrACx9aAm3F0zeSLMeaKiDyU/tyFcPTz3wuMAL4XkZ7ATzg2ccnLdT7H0Y30e/pA81Gc2LpQqbzSqaXK64lIePrYQgAwFcey2lOtzqWUnWg3kfIFg9MHbNfjGICdZmkapWxIWwZKKaW0ZaCUUkqLgVJKKbQYKKWUQouBUkoptBgopZQC/h+YpsxYD1CQ0wAAAABJRU5ErkJggg==\n", 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\n", 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\n", 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\n", 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\n", "text/plain": [ "
" ] @@ -715,7 +583,8 @@ } ], "source": [ - "rbm_plots(config,spectral_points,excess_map, significance_map,cumulative_sig,cumulative_time,exclusion_mask)" + "#spectral_points=[]\n", + "rbm_plots(config,spectral_points,excess_map, significance_map,exclusion_mask,spectrum=True)" ] }, { @@ -727,14 +596,17 @@ "\n", "Write the analysis output (currently formatted for inputting into the gammapy validation page: https://veritas.sao.arizona.edu/wiki/Gammapy_Validation).\n", "\n", - "This is saved in yaml format to `config['results_file']`.\n", + "**If you did not compute a spectrum, you can still plot the RBM plots by setting the optional parameter `spectrum=False` in the function call and `spectral_model=[]`**\n", + "\n", + "This is saved in yaml format to the path defined in `config['results_file']`.\n", + "\n", "\n", "**You should also upload your config file after validating a source for reproducibility!**" ] }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 11, "id": "6fdf4611", "metadata": { "scrolled": true @@ -745,64 +617,36 @@ "output_type": "stream", "text": [ "======== RESULTS ========\n", - "analysis notebook version : 0.2\n", - "gammapy-tools version : 1.0.0\n", + "analysis notebook version : 0.3\n", + "gammapy-tools version : 1.0.1.dev4+g9683181.d20240522\n", "source : Crab\n", "gammapy version : 1.2\n", "exposure (min) : 80.13333333333328\n", "on : 615\n", - "off : 17.86\n", - "alpha : 7.348e-02\n", - "significance : 48.06\n", - "flux : 2.83e-10 1 / (s cm2)\n", - "flux_err : 2.83e-10 1 / (s cm2)\n", + "off : 18.91\n", + "alpha : 8.082e-02\n", + "significance : 47.18\n", + "integral_flux : 2.54e-10 1 / (s cm2)\n", + "flux_err : 1.22e-11 1 / (s cm2)\n", "flux_UL : n/a\n", "norm : 3.46e-11\n", - "norm_err : 1.86e-12\n", - "index : 2.48\n", - "index_err : 0.06\n" - ] - } - ], - "source": [ - "write_validation_info(config,spectral_model,flux,flux_err,counts,background,alpha,sigma,exposure)" - ] - }, - { - "cell_type": "markdown", - "id": "7b7ac54a", - "metadata": {}, - "source": [ - "# Write output in wiki format" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "3c2c167e", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "||notebook v1.0||80.13333333333328||615||17||7.348e-02||48.06||2.83e-10 1 / (s cm2) cm2 s-1||2.83e-10 1 / (s cm2) cm2 s-1||3.46e-11 TeV-1 s-1 cm-2||1.86e-12 TeV-1 s-1 cm-2||2.48||0.06||\n" + "norm_err : 1.87e-12\n", + "index : 2.49\n", + "index_err : 0.06\n", + "\n", + "||notebook v2.0||80.13333333333328||615||18||8.082e-02||47.18||2.54e-10 1 / (s cm2) cm2 s-1||1.22e-11 1 / (s cm2) cm2 s-1||3.46e-11 TeV-1 s-1 cm-2||1.87e-12 TeV-1 s-1 cm-2||2.49||0.06||\n" ] } ], "source": [ - "spectab = spectral_model.to_parameters_table()\n", - "index = spectab[\"value\"][0]\n", - "index_err = spectab[\"error\"][0]\n", - "norm = spectab[\"value\"][1]\n", - "norm_err = spectab[\"error\"][1]\n", - "print(f'||notebook v1.0||{float(exposure.value) / 60}||{int(counts)}||{int(background)}||{alpha:.3e}||{sigma:.2f}||{flux:.2e} cm2 s-1||{flux_err:.2e} cm2 s-1||{norm:.2e} TeV-1 s-1 cm-2||{norm_err:.2e} TeV-1 s-1 cm-2||{index:.2f}||{index_err:.2f}||')" + "#spectral_model=[]\n", + "write_validation_info(config,spectral_model,counts,background,alpha,sigma,exposure,spectrum=True)" ] }, { "cell_type": "code", "execution_count": null, - "id": "4c28d8bc", + "id": "6c64871a", "metadata": {}, "outputs": [], "source": [] diff --git a/examples/example_config.yaml b/examples/example_config.yaml index e822eaa..7c614c2 100644 --- a/examples/example_config.yaml +++ b/examples/example_config.yaml @@ -11,9 +11,9 @@ io: results_dir: "/raid/romulus/swong/mydl3/crabtest/results/" # Whether or not to generate the background from the run - from_run : false + from_run : true # Whether or not to analyze runs from a runlist or all runs in the results_dir - from_runlist: true + from_runlist: false binning: # Energy binning for bkg generation @@ -23,7 +23,7 @@ binning: # Offset/wobble binning for bkg generation off_min: 0 off_max: 2.5 - off_bins: 5 + off_bins: 20 config: # Number of cores to be used for parallel bkg generation @@ -38,7 +38,6 @@ exclusion: # Exculde region around a given ra, dec exclude_regions : # Exculde region around a given ra, dec - # Exculde region around a given ra, dec # exclude_source_pos : [ ("287.10 deg", "6.39 deg", "0.5 deg"] # Exculde entire run within a distance to a given ra/dec # Expecting ra, dec, exclusion @@ -75,8 +74,8 @@ run_selection: # Whether to get source position from the DL3 header pos_from_DL3: true # If pos_from_DL3 is set to false, provide source coordinates in deg - source_ra: 253.4675000 - source_dec: 39.7602778 + source_ra: 83.633114 + source_dec: 22.014487 # Maximum offset in deg to select data from offset_max : 3.5 # Minimum number of telescopes to select as valid runs @@ -85,6 +84,8 @@ run_selection: el_min : 30 spectrum : + # How the spectral analysis should be done - "RE" for reflected regions, "FoV" for field of view background (extended) + analysis_type: "RE" # Energy threshold for spectral/integral flux calculations e_min : 0.2 # Maximum energy for spectral/integral flux calculations @@ -97,25 +98,17 @@ spectrum : # Assumes normalization is in units of TeV^-1 cm^-2 s^-1 params : [3.45e-11,2.6] -lightcurve: - #light curve bin size in minutes - bin_size_min: 1000 - sky_map: # Energy threshold for events to be included in the sky map (TeV) e_min: 0.01 # Maximum energy for sky map (TeV) e_max: 100 - # Number of energy bins for the sky map - n_bins: 30 # Sky map size (deg) map_deg: 5 # Sky map binning (deg) - ED default is 0.01, VEGAS is 0.02 # Larger bins run faster bin_sz: 0.01 offset_max: 1.75 - # Safe energy threshold (as a %) for effective area - ED doesn't use this, so it's set fairly small - aeff_max_percent: 0.1 #exclusion regions are lists of lists of [[SkyCoord, radius], [SkyCoord, radius], ...] exclusion_regions: [] #theta defines the ON region size (deg) @@ -123,12 +116,12 @@ sky_map: #exclusion region around the source (deg) on_exclusion_region: 0.35 #RBM parameters - ring_rin: "0.6 deg" - ring_width: "0.133333 deg" + ring_rin: "0.53 deg" + ring_width: "0.14 deg" #whether or not to truncate the skymap colourbar at +/- 5 sigma truncate: true #dimmest visual magnitude for stars to be excluded - min_star_brightness: 8 + min_star_brightness: 6 #where to save outputs results_file: 'crab_test_results.yaml' diff --git a/gammapy_tools/analysis/data_products.py b/gammapy_tools/analysis/data_products.py index 649c136..ed0f6e8 100644 --- a/gammapy_tools/analysis/data_products.py +++ b/gammapy_tools/analysis/data_products.py @@ -19,12 +19,17 @@ FluxPointsDataset, SpectrumDataset, ) +from gammapy.datasets import MapDataset from gammapy.estimators import FluxPointsEstimator, FluxPoints from gammapy.makers import ( ReflectedRegionsBackgroundMaker, SafeMaskMaker, SpectrumDatasetMaker, + MapDatasetMaker, + FoVBackgroundMaker, ) +from gammapy.analysis import Analysis, AnalysisConfig +from gammapy.modeling import Fit from gammapy.maps import MapAxis, RegionGeom, WcsGeom from gammapy.modeling import Fit from gammapy.modeling.models import ( @@ -32,6 +37,9 @@ PowerLawSpectralModel, LogParabolaSpectralModel, SkyModel, + FoVBackgroundModel, + Models, + GaussianSpatialModel, ) from gammapy.estimators import LightCurveEstimator from gammapy.visualization import plot_spectrum_datasets_off_regions @@ -187,16 +195,6 @@ def make_spectrum_RE( time = info_table["livetime"].to("h") sig = info_table["sqrt_ts"] - # plot exclusion regions and reflected regions - if len(exclusion_regions) > 0 and plot: - plt.figure(figsize=(8, 8)) - ax = exclusion_mask.plot() - on_region.to_pixel(ax.wcs).plot(ax=ax, edgecolor="magenta", label="ON") - plot_spectrum_datasets_off_regions( - ax=ax, datasets=datasets - ) # add legend=True to plot run numbers associated w/ OFF regions - plt.show() - # make spectrum model from user input if spectrum == "PL": # power law spectral model @@ -220,13 +218,6 @@ def make_spectrum_RE( spectral_model = LogParabolaSpectralModel( alpha=float(alp), amplitude=float(amp), reference=1 * u.TeV, beta=float(bet) ) - # calculate integral flux from spectral model - integral_flux = spectral_model.integral( - e_min * u.Unit("TeV"), e_max * u.Unit("TeV") - ) - integral_flux_err = spectral_model.integral_error( - e_min * u.Unit("TeV"), e_max * u.Unit("TeV") - ) model = SkyModel(spectral_model=spectral_model, name="my_source") datasets.models = [model] @@ -257,11 +248,7 @@ def make_spectrum_RE( return ( flux_points, - result_joint.models, - time, - sig, - integral_flux, - integral_flux_err[0], + result_joint.models[0].spectral_model, ) @@ -311,15 +298,6 @@ def get_flux_lc(config: dict, type: Optional[str] = "flux") -> LightCurveEstimat e_max = 100 # config["spectrum"]["e_max"] nbin = config["spectrum"]["e_bins"] - # Currently unused? - # _selection = dict( - # type="sky_circle", - # frame="icrs", - # lon=source_pos.ra, - # lat=source_pos.dec, - # radius=2 * u.deg, - # ) - # energy binning energy_axis = MapAxis.from_energy_bounds( str(e_min) + " TeV", str(e_max) + " TeV", nbin @@ -351,19 +329,6 @@ def get_flux_lc(config: dict, type: Optional[str] = "flux") -> LightCurveEstimat ) ) - # exclude nearby HAWC sources - # hawc = SourceCatalog3HWC(environ["GAMMAPY_DATA"] + "/catalogs/3HWC.ecsv") - # hawc_mask = np.sqrt( - # (hawc.table["ra"] - source_pos.ra.deg)**2 + - # (hawc.table["dec"] - source_pos.dec.deg)**2 - # ) < 2.5 - # for src in hawc.table[hawc_mask]: - # if src['search_radius'] > 0: - # exclusion_regions.append(CircleSkyRegion(center=SkyCoord(src['ra'],src['dec'],unit='deg',frame='icrs'),radius=src['search_radius']*u.deg)) - # else: - # exclusion_regions.append(CircleSkyRegion(center=SkyCoord(src['ra'],src['dec'],unit='deg',frame='icrs'),radius=0.35*u.deg)) - - # exclude bright stars with 0.3 deg region (same as ED) star_data = np.loadtxt( environ["GAMMAPY_DATA"] + "/catalogs/Hipparcos_MAG8_1997.dat", usecols=(0, 1, 2, 3, 4), @@ -479,3 +444,164 @@ def get_flux_lc(config: dict, type: Optional[str] = "flux") -> LightCurveEstimat lc_1d = lc_maker_1d.run(datasets=datasets) return lc_1d + +def make_spectrum_fov(config,plot=True): + data_store = DataStore.from_dir(config["io"]["out_dir"]) + if config["run_selection"]["pos_from_DL3"]: # get position from DL3 header + hdul = fits.open( + config["io"]["out_dir"] + os.listdir(config["io"]["out_dir"])[0] + ) + source_pos = SkyCoord( + hdul[1].header["RA_OBJ"] * u.deg, hdul[1].header["DEC_OBJ"] * u.deg + ) + else: # get position from ra/dec [deg] + source_pos = SkyCoord( + config["run_selection"]["source_ra"], + config["run_selection"]["source_dec"], + frame="icrs", + unit="deg", + ) + selection = dict( + type="sky_circle", + frame="icrs", + lon=source_pos.ra, + lat=source_pos.dec, + radius="5 deg", + ) + selected_obs_table = data_store.obs_table.select_observations(selection) + observations = data_store.get_observations(selected_obs_table["OBS_ID"]) + # We now fix the energy axis for the counts map - (the reconstructed energy binning) + e_min = config["spectrum"]["e_min"] + e_max = config["spectrum"]["e_max"] + nbins = 10 + + energy_axis = MapAxis.from_energy_bounds(e_min*u.TeV,e_max*u.TeV,nbins) + + # We now fix the energy axis for the IRF maps (exposure, etc) - (the true energy binning) + energy_axis_true = MapAxis.from_energy_bounds(0.01,100,30,unit="TeV",name="energy_true") + + geom = WcsGeom.create( + skydir=source_pos, + binsz=config["sky_map"]["bin_sz"], + width=(config["sky_map"]["map_deg"]*u.deg,config["sky_map"]["map_deg"]*u.deg), + frame="icrs", + proj="CAR", + axes=[energy_axis], + ) + stacked = MapDataset.create( + geom=geom, energy_axis_true=energy_axis_true, name="stacked" + ) + + # apply exclusion regions + exclusion_regions = [] + + exclusion_regions.append( + CircleSkyRegion( + center=source_pos, radius=config["sky_map"]["on_exclusion_region"] * u.deg + ) + ) + + if ( + len(config["sky_map"]["exclusion_regions"]) > 0 + ): # should be a list of CircleSkyRegions + for region in config["sky_map"]["exclusion_regions"]: + ra, dec = region[0] + radius = region[1] + exclusion_regions.append( + CircleSkyRegion( + center=SkyCoord(ra, dec, unit="deg", frame="icrs"), + radius=radius * u.deg, + ) + ) + # exclude bright stars + star_data = np.loadtxt( + environ["GAMMAPY_DATA"] + "/catalogs/Hipparcos_MAG8_1997.dat", + usecols=(0, 1, 2, 3, 4), + ) + star_cat = Table( + { + "ra": star_data[:, 0], + "dec": star_data[:, 1], + "id": star_data[:, 2], + "mag": star_data[:, 3], + "colour": star_data[:, 4], + } + ) + star_mask = ( + np.sqrt( + (star_cat["ra"] - source_pos.ra.deg) ** 2 + + (star_cat["dec"] - source_pos.dec.deg) ** 2 + ) + < 2.0 + ) + star_mask &= (star_cat["mag"] + star_cat["colour"]) < config["sky_map"][ + "min_star_brightness" + ] + + # append stars to exclusion list + for src in star_cat[star_mask]: + exclusion_regions.append( + CircleSkyRegion( + center=SkyCoord(src["ra"], src["dec"], unit="deg", frame="icrs"), + radius=0.3 * u.deg, + ) + ) + offset_max = config["sky_map"]["offset_max"] * u.deg + maker = MapDatasetMaker() + maker_safe_mask = SafeMaskMaker( + methods=["offset-max", "aeff-default"], offset_max=offset_max, aeff_percent=10 + ) + + circle = CircleSkyRegion(center=source_pos, radius=config["sky_map"]["on_exclusion_region"] * u.deg) + exclusion_regions.append(circle) + exclusion_mask = ~geom.region_mask(regions=exclusion_regions) + maker_fov = FoVBackgroundMaker(method="scale", exclusion_mask=exclusion_mask) + + for obs in observations: + # A MapDataset is filled in this cutout geometry + dataset = maker.run(stacked, obs) + # The data quality cut is applied + dataset = maker_safe_mask.run(dataset, obs) + # fit background model + dataset = maker_fov.run(dataset) + #print( + # f"Background norm obs {obs.obs_id}: {dataset.background_model.spectral_model.norm.value:.2f} +/- {dataset.background_model.spectral_model.norm.error:.2f}" + #) + # The resulting dataset cutout is stacked onto the final one + stacked.stack(dataset) + + norm,idx = config["spectrum"]["params"] + spatial_model = GaussianSpatialModel( + lon_0=source_pos.ra, lat_0=source_pos.dec, sigma=config["sky_map"]["theta"]*u.deg, frame="icrs" + ) + + spectral_model = PowerLawSpectralModel( + index=idx, + amplitude=norm * u.Unit("1 / (cm2 s TeV)"), + reference=1 * u.TeV, + ) + sky_model = SkyModel( + spatial_model=spatial_model, spectral_model=spectral_model, name="src" + ) + bkg_model = FoVBackgroundModel(dataset_name="stacked") + stacked.models = [sky_model, bkg_model] + fit = Fit(optimize_opts={"print_level": 0}) + result = fit.run([stacked]) + + spec = sky_model.spectral_model + energy_bounds = [e_min,e_max] * u.TeV + + fpe = FluxPointsEstimator( + energy_edges=np.logspace(np.log10(e_min),np.log10(e_max),nbins)*u.TeV, + source="src", + n_sigma_ul=2, + selection_optional='all') + flux_points = fpe.run(datasets=[stacked]) + + if plot: + flux_points.plot(energy_power=2) + spec.plot(energy_bounds=[e_min,e_max]*u.TeV, energy_power=2) + spec.plot_error(energy_bounds=[e_min,e_max]*u.TeV, energy_power=2) + plt.show() + + return flux_points,spec diff --git a/gammapy_tools/analysis/rbm.py b/gammapy_tools/analysis/rbm.py index d337604..6306d2e 100644 --- a/gammapy_tools/analysis/rbm.py +++ b/gammapy_tools/analysis/rbm.py @@ -8,6 +8,7 @@ from astropy.table import Table from scipy.optimize import fsolve from typing import Optional, Tuple +from tqdm.auto import tqdm # %matplotlib inline import astropy.units as u @@ -17,16 +18,21 @@ import gammapy from gammapy.analysis import Analysis, AnalysisConfig -from gammapy.datasets import MapDatasetOnOff +from gammapy.datasets import MapDatasetOnOff,MapDataset from gammapy.estimators import ExcessMapEstimator -from gammapy.makers import RingBackgroundMaker +from gammapy.makers import RingBackgroundMaker,SafeMaskMaker,MapDatasetMaker from gammapy.maps.wcs.ndmap import WcsNDMap from gammapy.modeling.models import SpectralModel +from gammapy.data import DataStore +from gammapy.maps import MapAxis, WcsGeom + +import seaborn as sns +sns.set_theme(font="MathJax_Main",font_scale=2,style='ticks',context='paper',palette='pastel') # importing package version from .._version import __version__ as gpt_version -__notebook_version__ = "0.2" +__notebook_version__ = "0.3" log = logging.getLogger(__name__) @@ -89,17 +95,16 @@ def rbm_analysis( if not os.path.exists(config["io"]["results_dir"]): os.makedirs(config["io"]["results_dir"]) - data_store = config["io"]["out_dir"] - - map_deg = config["sky_map"]["map_deg"] - source_config = AnalysisConfig() - source_config.datasets.type = "3d" - source_config.observations.datastore = data_store + data_store = DataStore.from_dir(config["io"]["out_dir"]) + # select only observations from runlist, if specified if config["io"]["from_runlist"]: - source_config.observations.obs_ids = np.genfromtxt( + obs_ids = np.genfromtxt( config["io"]["runlist"], unpack=True ).tolist() + observations = data_store.get_observations(obs_id=obs_ids,required_irf="full-enclosure") + else: + observations = data_store.get_observations(required_irf="full-enclosure") if config["run_selection"]["pos_from_DL3"]: # get RA and DEC from first run @@ -118,67 +123,23 @@ def rbm_analysis( unit="deg", ) - source_config.datasets.geom.wcs.skydir = { - "lon": source_pos.ra, - "lat": source_pos.dec, - "frame": "icrs", - } - - source_config.observations.required_irf = ["aeff", "edisp"] - - source_config.datasets.geom.wcs.width = { - "width": f"{map_deg} deg", - "height": f"{map_deg} deg", - } - source_config.datasets.geom.wcs.binsize = config["sky_map"]["bin_sz"] * u.deg - source_config.datasets.map_selection = ["counts", "exposure", "background", "edisp"] - - # Cutout size (for the run-wise event selection) - source_config.datasets.geom.selection.offset_max = map_deg * u.deg - - # We now fix the energy axis for the counts map - (the reconstructed energy binning) - source_config.datasets.geom.axes.energy.min = ( - str(config["sky_map"]["e_min"]) + " TeV" - ) - source_config.datasets.geom.axes.energy.max = ( - str(config["sky_map"]["e_max"]) + " TeV" + energy_axis = MapAxis.from_energy_bounds( + config["sky_map"]["e_min"],config["sky_map"]["e_max"],10,unit="TeV" ) - source_config.datasets.geom.axes.energy.nbins = 30 - - source_config.excess_map.correlation_radius = ( - str(config["sky_map"]["theta"]) + " deg" + # Reduced IRFs are defined in true energy (i.e. not measured energy). + energy_axis_true = MapAxis.from_energy_bounds( + config["sky_map"]["e_min"], config["sky_map"]["e_max"], 200, unit="TeV", name="energy_true" ) - # We need to extract the ring for each observation separately, hence, no stacking at this stage - source_config.datasets.stack = False - - source_config.datasets.safe_mask.parameters = { - "aeff_percent": config["sky_map"]["aeff_max_percent"], - "offset_max": config["sky_map"]["offset_max"] * u.deg, - } - source_config.datasets.safe_mask.methods = ["aeff-max", "offset-max"] - - analysis = Analysis(source_config) - - analysis.config.datasets.geom.axes.energy_true = ( - analysis.config.datasets.geom.axes.energy + map_deg = config["sky_map"]["map_deg"] + geom = WcsGeom.create( + skydir=(source_pos.ra.value, source_pos.dec.value), + binsz=config["sky_map"]["bin_sz"], + width=(map_deg, map_deg), + frame="icrs", + proj="CAR", + axes=[energy_axis], ) - - analysis.get_observations() - analysis.get_datasets() - - # simbad = Simbad() - # simbad.reset_votable_fields() - # simbad.add_votable_fields("ra", "dec", "flux(B)", "flux(V)", "jp11") - # simbad.remove_votable_fields("coordinates") - - # srcs_tab = simbad.query_region(source_pos, radius=1.5 * u.deg) - # srcs_tab = srcs_tab[srcs_tab["FLUX_B"] < config["sky_map"]["min_star_brightness"]] - # srcs_tab = srcs_tab[srcs_tab["FLUX_V"] != np.ma.masked] - - # get the geom that we use - geom = analysis.datasets[0].counts.geom - energy_axis = analysis.datasets[0].counts.geom.axes["energy"] geom_image = geom.to_image().to_cube([energy_axis.squash()]) # Make the exclusion mask @@ -218,7 +179,6 @@ def rbm_analysis( ) < 2.0 ) - # star_mask &= (star_cat["mag"] + star_cat["colour"]) < 8 star_mask &= (star_cat["mag"]) < 8 for src in star_cat[star_mask]: @@ -231,32 +191,32 @@ def rbm_analysis( exclusion_mask = ~geom_image.region_mask(all_ex) # exclusion_mask.sum_over_axes().plot() + + stacked = MapDataset.create( + geom=geom, energy_axis_true=energy_axis_true, name="stacked" + ) + + # the only safemaskmaker parameter we want for sky maps is offset-max + offset_max = config["sky_map"]["offset_max"] * u.deg + maker = MapDatasetMaker() + maker_safe_mask = SafeMaskMaker( + methods=["offset-max"], offset_max=offset_max + ) + + # create stacked dataset with all observations + for obs in tqdm(observations): + dataset = maker.run(stacked,obs) + dataset = maker_safe_mask.run(dataset, obs) + stacked.stack(dataset) ring_maker = RingBackgroundMaker( r_in=config["sky_map"]["ring_rin"], width=config["sky_map"]["ring_width"], exclusion_mask=exclusion_mask, ) - - energy_axis_true = analysis.datasets[0].exposure.geom.axes["energy_true"] - stacked_on_off = MapDatasetOnOff.create( - geom=geom_image, energy_axis_true=energy_axis_true, name="stacked" - ) - - for dataset in analysis.datasets: - # Ring extracting makes sense only for 2D analysis - dataset_on_off = ring_maker.run(dataset.to_image()) - stacked_on_off.stack(dataset_on_off) - - # spectral model for estimator - # amp, idx = config["spectrum"]["params"] - # spectral_model = PowerLawSpectralModel( - # amplitude=float(amp) * u.Unit("cm-2 s-1 TeV-1"), - # index=float(idx), - # reference=1 * u.TeV, - # ) - - output_dataset = stacked_on_off.to_spectrum_dataset( + dataset_on_off = ring_maker.run(stacked) + + output_dataset = dataset_on_off.to_spectrum_dataset( CircleSkyRegion(center=source_pos, radius=config["sky_map"]["theta"] * u.deg), containment_correction=True, ) @@ -268,7 +228,7 @@ def rbm_analysis( # spectral_model=spectral_model, correlate_off=False, ) - lima_maps = estimator.run(stacked_on_off) + lima_maps = estimator.run(dataset_on_off) significance_map = lima_maps["sqrt_ts"] excess_map = lima_maps["npred_excess"] @@ -283,10 +243,7 @@ def rbm_analysis( )[0] alpha = estimate_alpha(sigma, counts, background) exposure = output_dict["ontime"] - - # significance_map_off = significance_map * exclusion_mask - # significance_map_off = significance_map[exclusion_mask] - + return ( counts, background, @@ -304,11 +261,10 @@ def rbm_plots( spectral_points: Table, excess_map: WcsNDMap, significance_map: WcsNDMap, - c_sig: np.ndarray, - c_time: np.ndarray, exclusion_mask: WcsNDMap, save: Optional[bool] = True, plot: Optional[bool] = True, + spectrum: Optional[bool] = True, ) -> None: """ Makes + optionally saves significance/excess maps, @@ -327,17 +283,17 @@ def rbm_plots( # significance & excess plots fig, (ax1, ax2) = plt.subplots( - figsize=(11, 5), subplot_kw={"projection": significance_map.geom.wcs}, ncols=2 + figsize=(13, 5), subplot_kw={"projection": significance_map.geom.wcs}, ncols=2 ) - + cmap=sns.color_palette("magma", as_cmap=True) ax1.set_title("Significance map") if config["sky_map"]["truncate"]: - significance_map.plot(ax=ax1, add_cbar=True, vmin=-5, vmax=5) + significance_map.plot(ax=ax1, add_cbar=True, vmin=-5, vmax=5,cmap=cmap) else: - significance_map.plot(ax=ax1, add_cbar=True) + significance_map.plot(ax=ax1, add_cbar=True,cmap=cmap) ax2.set_title("Excess map") - excess_map.plot(ax=ax2, add_cbar=True) + excess_map.plot(ax=ax2, add_cbar=True,cmap=cmap) plt.savefig( config["plot_names"] + "sig_excess.png", format="png", bbox_inches="tight" ) @@ -356,25 +312,27 @@ def rbm_plots( ax.hist( significance_all, density=True, - alpha=0.5, - color="red", + alpha=0.9, + color="palevioletred", label="all bins", - bins=np.linspace(-5, 10, 100), + bins=np.linspace(-5, 10, 50), ) ax.hist( significance_off, density=True, - alpha=0.5, - color="blue", + alpha=0.9, + color="darkseagreen", label="off bins", - bins=np.linspace(-5, 10, 100), + bins=np.linspace(-5, 10, 50), ) # Now, fit the off distribution with a Gaussian mu, std = norm.fit(significance_off) x = np.linspace(-10, 10, 100) p = norm.pdf(x, mu, std) + gauss = norm.pdf(x,0,1) + ax.plot(x,gauss,lw=2,ls='--',color='black') ax.plot(x, p, lw=2, color="black") ax.legend() ax.set_xlabel("Significance") @@ -386,34 +344,20 @@ def rbm_plots( print(f"Fit results: mu = {mu:.2f}, std = {std:.2f}") ax.text(-4.5, 0.5, f"Fit results: mu = {mu:.2f}, std = {std:.2f}") - if plot: - plt.show() - else: - plt.clf() - # cumulative significance - plt.plot(c_time, c_sig, "ko") - plt.xlabel("Time [h]") - plt.ylabel(r"Significance [$\sigma$]") - plt.title("Cumulative Significance") - plt.savefig( - config["io"]["results_dir"] + config["plot_names"] + "cumulative_sig.png", - format="png", - bbox_inches="tight", - ) if plot: plt.show() else: plt.clf() - # spectral points - spectral_points.plot(sed_type="dnde") - plt.savefig( - config["io"]["results_dir"] + config["plot_names"] + "spectral_points.png", - format="png", - bbox_inches="tight", - ) - if plot: - plt.show() + if spectrum: + spectral_points.plot(sed_type="dnde") + plt.savefig( + config["io"]["results_dir"] + config["plot_names"] + "spectral_points.png", + format="png", + bbox_inches="tight", + ) + if plot: + plt.show() return @@ -421,24 +365,33 @@ def rbm_plots( def write_validation_info( config: dict, spectral_model: SpectralModel, - flux: float, - flux_err: float, counts: float, background: float, alpha: float, sigma: float, exposure: float, + spectrum: Optional[bool] = True ) -> None: if not os.path.exists(config["io"]["results_dir"]): os.makedirs(config["io"]["results_dir"]) - spectab = spectral_model.to_parameters_table() - index = spectab["value"][0] - index_err = spectab["error"][0] - norm = spectab["value"][1] - norm_err = spectab["error"][1] - + if spectrum: + # calculate integral flux from spectral model + e_min = config["spectrum"]["e_min"]*u.TeV + e_max = config["spectrum"]["e_max"]*u.TeV + + flux,flux_err = spectral_model.integral_error(e_min,e_max) + spectab = spectral_model.to_dict() + if 'components' in spectab.keys(): + spectab = spectab['components'][0] + index = spectab["spectral"]["parameters"][0]["value"] + index_err = spectab["spectral"]["parameters"][0]["error"] + norm = spectab["spectral"]["parameters"][1]["value"] + norm_err = spectab["spectral"]["parameters"][1]["error"] + + else: + flux=flux_err=index=index_err=norm=norm_err = 0 output_dict = { "analysis notebook version": __notebook_version__, "gammapy-tools version": gpt_version, @@ -449,7 +402,7 @@ def write_validation_info( "off": f"{background:.2f}", "alpha": f"{alpha:.3e}", "significance": f"{sigma:.2f}", - "flux": f"{flux:.2e}", + "integral_flux": f"{flux:.2e}", "flux_err": f"{flux_err:.2e}", "flux_UL": "n/a", "norm": f"{norm:.2e}", @@ -464,5 +417,7 @@ def write_validation_info( print("======== RESULTS ========") for key, value in output_dict.items(): print(key, ":", value) - + + # print in wiki format + print(f'\n||notebook v2.0||{float(exposure.value) / 60}||{int(counts)}||{int(background)}||{alpha:.3e}||{sigma:.2f}||{flux:.2e} cm2 s-1||{flux_err:.2e} cm2 s-1||{norm:.2e} TeV-1 s-1 cm-2||{norm_err:.2e} TeV-1 s-1 cm-2||{index:.2f}||{index_err:.2f}||') return