{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Make a fit over an entire region of the field\n", "\n", "This is a complete example of a fit over an entire region of interest (ROI). The different steps covered are :\n", "\n", "1. Extraction of a deep frame and the WCS\n", "2. Definition of the ROI with DS9\n", "3. Fit of a single spectrum in order to get an initial guess on the velocity of the gas\n", "4. Fit of the entire ROI\n", "5. Visualization of the resulting maps" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import orcs.process\n", "import pylab as pl\n", "import orb.utils.io\n", "import numpy as np\n", "from importlib import reload" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "WARNING:root:both level2 and level3 in attrs\n", "INFO:root:Cube is level 3\n", "INFO:root:shape: (2048, 2064, 593)\n", "INFO:root:wavenumber calibration: True\n", "INFO:root:flux calibration: True\n", "INFO:root:wcs calibration: True\n" ] } ], "source": [ "cube = orcs.process.SpectralCube('/home/thomas/local/M57_SN3.merged.cm1.1.0.hdf5')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Export the deep frame with its WCS to define the ROI" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "WARNING:root:Complex data cast to float32 (FITS format do not support complex data)\n", "INFO:root:Data written as deep_frame.fits in 0.29 s \n" ] }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "deep_frame = cube.get_deep_frame()\n", "deep_frame.imshow(cmap='gray_r', perc=99.9)\n", "pl.xlim((550,970))\n", "pl.ylim((650,1030))\n", "deep_frame.to_fits('deep_frame.fits')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Use ds9 to define the ROI\n", "\n", "from here you can use ds9 to define the region of interest on the deep frame. You can export the region in celestial or image coordinates. Note that the region can also be passed as a collection of pixel position as it is returned by a function such as numpy.nonzero(). the content of the generated ds9 region file is:" ] }, { "cell_type": "raw", "metadata": {}, "source": [ "# Region file format: DS9 version 4.1\n", "global color=green dashlist=8 3 width=1 font=\"helvetica 10 normal roman\" select=1 highlite=1 dash=0 fixed=0 edit=1 move=1 delete=1 include=1 source=1\n", "fk5\n", "circle(18:53:35.739,+33:02:03.821,12.264\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It can be plotted (for checking purpose) with pyregion (http://pyregion.readthedocs.io/en/latest/index.html) like this" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "import pyregion\n", "\n", "# draw the background image\n", "deep_frame.imshow(cmap='gray_r', perc=99.9)\n", "pl.xlim((550,970))\n", "pl.ylim((650,1030))\n", "\n", "# load region file and draw the regions\n", "reg = pyregion.open('region.reg').as_imagecoord(cube.get_wcs_header())\n", "\n", "ax = pl.gca()\n", "patch_list, artist_list = reg.get_mpl_patches_texts()\n", "for p in patch_list:\n", " ax.add_patch(p)\n", "for t in artist_list:\n", " ax.add_artist(t)\n", " " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Extract a spectrum of the region to estimate the fit parameters\n", "\n", "parameters estimation can be done automatically. Only one velocity component is considered along the line of sight." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "velocity estimate (km/s) 60.0\n", "fluxes estimate (erg/cm^2/s) [6.702803507687017e-14, 2.303640071085414e-13, 2.159394315301985e-13, 1.2902492268605936e-14, 1.0764452284205345e-14]\n" ] }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "spectrum = cube.get_spectrum(749, 898, 3)\n", "\n", "# all the spectrum\n", "spectrum.plot()\n", "pl.xlim((14750,15500))\n", "pl.grid()\n", "\n", "vel, fluxes = spectrum.estimate_parameters(('[NII]6548', 'Halpha', '[NII]6583', '[SII]6716', '[SII]6731'), [-300, 300])\n", "print('velocity estimate (km/s)', vel)\n", "print('fluxes estimate (erg/cm^2/s)', fluxes)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/home/thomas/miniconda3/envs/orb3/lib/python3.7/site-packages/ipykernel/ipkernel.py:283: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", " and should_run_async(code)\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "=== Fit results ===\n", "lines: ['[NII]6548', 'H3', '[NII]6584', '[SII]6717', '[SII]6731'], fmodel: sincgauss\n", "iterations: 56, fit time: 4.02e-01 s\n", "Velocity (km/s): [53.74(14) 62.98(15) 53.74(14) 53.74(14) 53.74(14)] \n", "Flux: [9.372(85)e-14 2.984(12)e-13 2.887(12)e-13 1.753(84)e-14 1.674(84)e-14]\n", "Broadening (km/s): [15.61(54) 17.90(48) 15.61(54) 15.61(54) 15.61(54)]\n", "\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# set up the fit to check if before running the long extraction process over the whole ROI\n", "\n", "fit = spectrum.fit(('[NII]6548', 'Halpha', '[NII]6583', '[SII]6716', '[SII]6731'),\n", " fmodel='sincgauss', \n", " pos_def=['1','2','1','1','1'], \n", " pos_cov=[vel, vel],\n", " sigma_def=['1','2','1','1','1'],\n", " sigma_cov=[20, 20],\n", " nofilter=True)\n", "\n", "print(fit)\n", "new_vel = fit['velocity'][0], fit['velocity'][1]\n", " \n", "pl.figure(figsize=(20,10))\n", "spectrum.plot(label='spectrum')\n", "fit.get_spectrum().plot(label='fitted model')\n", "pl.xlim((14800,15300))\n", "pl.legend()\n", "pl.grid()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Fit the ROI" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Estimate parameters in the ROI\n", "\n", "We can start by estimating the parameters (especially the velocity) in the region we want to fit. The estimated velocity map can then be used as an input in the fitting process. It is a very fast process which should be always done before running a long fitting process. As an example we will run the estimation on a much larger region of the cube." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/home/thomas/miniconda3/envs/orb3/lib/python3.7/site-packages/ipykernel/ipkernel.py:283: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", " and should_run_async(code)\n", "INFO:root:Init of the parallel processing server with 32 threads\n", "INFO:root:passed mapped kwargs : []\n", "INFO:root:79 rows to fit\n", "/home/thomas/Astro/Python/ORB/Orb/orb/utils/image.py:1120: RuntimeWarning: Mean of empty slice\n", " return np.squeeze(np.nanmean(np.nanmean(im_view, axis=3), axis=1))\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " [==========] [100%] [completed in 32.7 s] " ] }, { "name": "stderr", "output_type": "stream", "text": [ "INFO:root:Closing parallel processing server\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "INFO:root:Data written as ./M57_SN3/M57_SN3.SpectralCube.estimated_velocity.fits in 0.27 s \n", "INFO:root:Data written as ./M57_SN3/M57_SN3.SpectralCube.estimated_[NII]6548.fits in 0.27 s \n", "INFO:root:Data written as ./M57_SN3/M57_SN3.SpectralCube.estimated_Halpha.fits in 0.26 s \n", "INFO:root:Data written as ./M57_SN3/M57_SN3.SpectralCube.estimated_[NII]6583.fits in 0.26 s \n", "INFO:root:Data written as ./M57_SN3/M57_SN3.SpectralCube.estimated_[SII]6716.fits in 0.27 s \n", "INFO:root:Data written as ./M57_SN3/M57_SN3.SpectralCube.estimated_[SII]6731.fits in 0.26 s \n" ] } ], "source": [ "estimates = cube.estimate_parameters_in_region('large_reg_m57.reg', ('[NII]6548', 'Halpha', '[NII]6583', '[SII]6716', '[SII]6731'), [-300, 300], \n", " binning=10)" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/home/thomas/miniconda3/envs/orb3/lib/python3.7/site-packages/ipykernel/ipkernel.py:283: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", " and should_run_async(code)\n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "import orb.utils.graph as graph\n", "vel_map = orb.utils.io.read_fits('./M57_SN3/M57_SN3.SpectralCube.estimated_velocity.fits')\n", "graph.imshow(vel_map)\n", "pl.xlim(380, 1200)\n", "pl.ylim(400, 1220)\n", "pl.colorbar()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We are ready to fit all the spectra in the defined ROI.\n", "\n", "- The guess on sigma must be small -- as small as the smaller sigma you expect -- but not too small (< 0.1 km/s). 1 km/s is a good guess. In theory we can expect a sigma of 0 km/s for unbroadened lines but the loss of modulation efficiency can broaden the line by a few km/s (see Baril et al. 2016 http://proceedings.spiedigitallibrary.org/proceeding.aspx?doi=10.1117/12.2232075 and Martin et al. 2016 http://cdsads.u-strasbg.fr/abs/2016MNRAS.463.4223M)\n", "\n", "- Don't hesitate to fit binned data first, you will gain time and SNR which is a good way to check fitting errors.\n", "\n", "- warning: Jupyter can give an error (neverending fit process) if the fit below is done more than one time. Just restart the kernel as a workaround." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 3x3 binning" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/home/thomas/miniconda3/envs/orb3/lib/python3.7/site-packages/ipykernel/ipkernel.py:283: DeprecationWarning: `should_run_async` will not call `transform_cell` automatically in the future. Please pass the result to `transformed_cell` argument and any exception that happen during thetransform in `preprocessing_exc_tuple` in IPython 7.17 and above.\n", " and should_run_async(code)\n" ] } ], "source": [ "# warning: Jupyter can give an error (neverending fit process) if the fit below is done more than one time. Just restart the kernel as a workaround and run the\n", "# following cells before doing the fit\n", "from orcs.process import SpectralCube\n", "import pylab as pl\n", "import orb.utils.io\n", "import numpy as np" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "WARNING:root:both level2 and level3 in attrs\n", "INFO:root:Cube is level 3\n", "INFO:root:shape: (2048, 2064, 593)\n", "INFO:root:wavenumber calibration: True\n", "INFO:root:flux calibration: True\n", "INFO:root:wcs calibration: True\n" ] } ], "source": [ "cube = SpectralCube('/home/thomas/local/M57_SN3.merged.cm1.1.0.hdf5')" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "WARNING:root:nans and infs in passed map pos_cov_map will be replaced by the median of the map\n", "INFO:root:Number of spectra to fit: 511\n", "INFO:root:Init of the parallel processing server with 32 threads\n", "INFO:root:passed mapped kwargs : ['pos_cov_0']\n", "INFO:root:26 rows to fit\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " [= ] [11%] [] [remains: unknown] " ] }, { "name": "stderr", "output_type": "stream", "text": [ "/home/thomas/Astro/Python/ORB/Orb/orb/utils/image.py:1120: RuntimeWarning: Mean of empty slice\n", " return np.squeeze(np.nanmean(np.nanmean(im_view, axis=3), axis=1))\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " [==========] [100%] [completed in 9.0 s] " ] }, { "name": "stderr", "output_type": "stream", "text": [ "INFO:root:Closing parallel processing server\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "INFO:root:all maps saved as ./M57_SN3/MAPS/M57_SN3.LineMaps.maps.3x3.hdf5\n", "INFO:root:Writing height maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.3x3.height.fits in 0.02 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.height.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.height.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.3x3.height.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.3x3.height.fits in 0.01 s \n", "INFO:root:Writing height-err maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.3x3.height-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.height-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.height-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.3x3.height-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.3x3.height-err.fits in 0.02 s \n", "INFO:root:Writing amplitude maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.3x3.amplitude.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.amplitude.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.amplitude.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.3x3.amplitude.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.3x3.amplitude.fits in 0.01 s \n", "INFO:root:Writing amplitude-err maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.3x3.amplitude-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.amplitude-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.amplitude-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.3x3.amplitude-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.3x3.amplitude-err.fits in 0.01 s \n", "INFO:root:Writing velocity maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.3x3.velocity.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.velocity.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.velocity.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.3x3.velocity.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.3x3.velocity.fits in 0.01 s \n", "INFO:root:Writing velocity-err maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.3x3.velocity-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.velocity-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.velocity-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.3x3.velocity-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.3x3.velocity-err.fits in 0.01 s \n", "INFO:root:Writing fwhm maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.3x3.fwhm.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.fwhm.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.fwhm.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.3x3.fwhm.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.3x3.fwhm.fits in 0.01 s \n", "INFO:root:Writing fwhm-err maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.3x3.fwhm-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.fwhm-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.fwhm-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.3x3.fwhm-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.3x3.fwhm-err.fits in 0.01 s \n", "INFO:root:Writing sigma maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.3x3.sigma.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.sigma.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.sigma.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.3x3.sigma.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.3x3.sigma.fits in 0.01 s \n", "INFO:root:Writing sigma-err maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.3x3.sigma-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.sigma-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.sigma-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.3x3.sigma-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.3x3.sigma-err.fits in 0.01 s \n", "INFO:root:Writing flux maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.3x3.flux.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.flux.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.flux.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.3x3.flux.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.3x3.flux.fits in 0.01 s \n", "INFO:root:Writing flux-err maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.3x3.flux-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.flux-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.flux-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.3x3.flux-err.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.3x3.flux-err.fits in 0.01 s \n", "INFO:root:Writing logGBF maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.3x3.logGBF.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.logGBF.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.logGBF.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.3x3.logGBF.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.3x3.logGBF.fits in 0.01 s \n", "INFO:root:Writing chi2 maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.3x3.chi2.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.chi2.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.chi2.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.3x3.chi2.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.3x3.chi2.fits in 0.01 s \n", "INFO:root:Writing rchi2 maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.3x3.rchi2.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.rchi2.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.rchi2.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.3x3.rchi2.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.3x3.rchi2.fits in 0.01 s \n", "INFO:root:Writing ks_pvalue maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.3x3.ks_pvalue.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.ks_pvalue.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.ks_pvalue.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.3x3.ks_pvalue.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.3x3.ks_pvalue.fits in 0.01 s \n", "INFO:root:Writing cont_p0 maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.3x3.cont_p0.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.cont_p0.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.cont_p0.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.3x3.cont_p0.fits in 0.02 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.3x3.cont_p0.fits in 0.01 s \n", "INFO:root:Writing cont_p1 maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.3x3.cont_p1.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.cont_p1.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.cont_p1.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.3x3.cont_p1.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.3x3.cont_p1.fits in 0.01 s \n", "INFO:root:Writing cont_p2 maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.3x3.cont_p2.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.cont_p2.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.cont_p2.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.3x3.cont_p2.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.3x3.cont_p2.fits in 0.01 s \n", "INFO:root:Writing cont_p3 maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.3x3.cont_p3.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.cont_p3.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.cont_p3.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.3x3.cont_p3.fits in 0.01 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.3x3.cont_p3.fits in 0.01 s \n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "new_vel = 50 # km/s\n", "cube.fit_lines_in_region('region.reg',\n", " ('[NII]6548', 'Halpha', '[NII]6583', '[SII]6716', '[SII]6731'),\n", " fmodel='sincgauss', \n", " pos_def=['1','2','1','1','1'], \n", " pos_cov_map=vel_map,\n", " sigma_def=['1','2','1','1','1'],\n", " sigma_cov=[20, 20],\n", " nofilter=True, binning=3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Check the results\n" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "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", 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "def show_map(path, title):\n", " fig = pl.figure()\n", " ax = fig.add_subplot(111, projection=cube.get_wcs())\n", " ax.coords[0].set_major_formatter('hh:mm:ss.s')\n", " ax.coords[1].set_major_formatter('dd:mm:ss')\n", " _map = orb.utils.io.read_fits(path)\n", " pl.imshow(_map.T, origin='lower', \n", " vmin=np.nanpercentile(_map, 10),\n", " vmax=np.nanpercentile(_map, 90))\n", " pl.xlim((700/3,780/3))\n", " pl.ylim((850/3,930/3))\n", " pl.colorbar()\n", " pl.title(title)\n", " \n", "show_map('M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.flux.fits', r'H$\\alpha$ flux (erg/cm$^2$/s)')\n", "show_map('M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.velocity.fits', r'H$\\alpha$ velocity (km/s)')\n", "show_map('M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.sigma.fits', r'H$\\alpha$ broadening (km/s)')\n", "show_map('M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.flux.fits', r'[NII]6583 flux (erg/cm$^2$/s)')\n", "show_map('M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.velocity.fits', r'[NII]6583 velocity (km/s)')\n", "show_map('M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.3x3.sigma.fits', r'[NII]6583 broadening (km/s)')\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 1x1 binning" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "# warning: Jupyter can give an error (neverending fit process) if the fit below is done more than one time. Just restart the kernel as a workaround and run the\n", "# following cells before doing the fit\n", "from orcs.process import SpectralCube\n", "import pylab as pl\n", "import orb.utils.io\n", "import numpy as np" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "\u001b[33mmaster.11e5|WARNING| both level2 and level3 in attrs\u001b[0m\n", "\u001b[0mmaster.11e5|INFO| Cube is level 3\u001b[0m\n", "\u001b[0mmaster.11e5|INFO| shape: (2048, 2064, 593)\u001b[0m\n", "\u001b[0mmaster.11e5|INFO| wavenumber calibration: True\u001b[0m\n", "\u001b[0mmaster.11e5|INFO| flux calibration: True\u001b[0m\n", "\u001b[0mmaster.11e5|INFO| wcs calibration: False\u001b[0m\n" ] } ], "source": [ "cube = SpectralCube('/home/thomas/local/M57_SN3.merged.cm1.1.0.hdf5', debug=False)" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [], "source": [ "# we can use the binned map as an input for the new fit process\n", "vel_map = orb.utils.io.read_fits('./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.velocity.fits')\n", "sig_map = orb.utils.io.read_fits('./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.3x3.sigma.fits')" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "WARNING:root:nans and infs in passed map pos_cov_map will be replaced by the median of the map\n", "WARNING:root:nans and infs in passed map sigma_cov_map will be replaced by the median of the map\n", "INFO:root:Number of spectra to fit: 4604\n", "INFO:root:Init of the parallel processing server with 32 threads\n", "INFO:root:passed mapped kwargs : ['pos_cov_0', 'sigma_cov_0']\n", "INFO:root:77 rows to fit\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " [==========] [100%] [completed in 24.5 s] " ] }, { "name": "stderr", "output_type": "stream", "text": [ "INFO:root:Closing parallel processing server\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "INFO:root:all maps saved as ./M57_SN3/MAPS/M57_SN3.LineMaps.maps.1x1.hdf5\n", "INFO:root:Writing height maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.1x1.height.fits in 0.28 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.height.fits in 0.30 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.height.fits in 0.28 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.1x1.height.fits in 0.32 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.1x1.height.fits in 0.27 s \n", "INFO:root:Writing height-err maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.1x1.height-err.fits in 0.28 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.height-err.fits in 0.28 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.height-err.fits in 0.28 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.1x1.height-err.fits in 0.27 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.1x1.height-err.fits in 0.29 s \n", "INFO:root:Writing amplitude maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.1x1.amplitude.fits in 0.05 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.amplitude.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.amplitude.fits in 0.05 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.1x1.amplitude.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.1x1.amplitude.fits in 0.04 s \n", "INFO:root:Writing amplitude-err maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.1x1.amplitude-err.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.amplitude-err.fits in 0.05 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.amplitude-err.fits in 0.06 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.1x1.amplitude-err.fits in 0.05 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.1x1.amplitude-err.fits in 0.05 s \n", "INFO:root:Writing velocity maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.1x1.velocity.fits in 0.06 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.velocity.fits in 0.05 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.velocity.fits in 0.05 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.1x1.velocity.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.1x1.velocity.fits in 0.05 s \n", "INFO:root:Writing velocity-err maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.1x1.velocity-err.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.velocity-err.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.velocity-err.fits in 0.05 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.1x1.velocity-err.fits in 0.05 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.1x1.velocity-err.fits in 0.07 s \n", "INFO:root:Writing fwhm maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.1x1.fwhm.fits in 0.30 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.fwhm.fits in 0.27 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.fwhm.fits in 0.28 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.1x1.fwhm.fits in 0.28 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.1x1.fwhm.fits in 0.29 s \n", "INFO:root:Writing fwhm-err maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.1x1.fwhm-err.fits in 0.29 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.fwhm-err.fits in 0.28 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.fwhm-err.fits in 0.27 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.1x1.fwhm-err.fits in 0.28 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.1x1.fwhm-err.fits in 0.27 s \n", "INFO:root:Writing sigma maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.1x1.sigma.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.sigma.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.sigma.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.1x1.sigma.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.1x1.sigma.fits in 0.05 s \n", "INFO:root:Writing sigma-err maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.1x1.sigma-err.fits in 0.05 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.sigma-err.fits in 0.05 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.sigma-err.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.1x1.sigma-err.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.1x1.sigma-err.fits in 0.04 s \n", "INFO:root:Writing flux maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.1x1.flux.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.flux.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.flux.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.1x1.flux.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.1x1.flux.fits in 0.04 s \n", "INFO:root:Writing flux-err maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.1x1.flux-err.fits in 0.05 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.flux-err.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.flux-err.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.1x1.flux-err.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.1x1.flux-err.fits in 0.04 s \n", "INFO:root:Writing logGBF maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.1x1.logGBF.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.logGBF.fits in 0.05 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.logGBF.fits in 0.05 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.1x1.logGBF.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.1x1.logGBF.fits in 0.05 s \n", "INFO:root:Writing chi2 maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.1x1.chi2.fits in 0.27 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.chi2.fits in 0.26 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.chi2.fits in 0.27 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.1x1.chi2.fits in 0.27 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.1x1.chi2.fits in 0.27 s \n", "INFO:root:Writing rchi2 maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.1x1.rchi2.fits in 0.27 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.rchi2.fits in 0.28 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.rchi2.fits in 0.27 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.1x1.rchi2.fits in 0.26 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.1x1.rchi2.fits in 0.29 s \n", "INFO:root:Writing ks_pvalue maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.1x1.ks_pvalue.fits in 0.27 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.ks_pvalue.fits in 0.26 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.ks_pvalue.fits in 0.27 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.1x1.ks_pvalue.fits in 0.28 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.1x1.ks_pvalue.fits in 0.27 s \n", "INFO:root:Writing cont_p0 maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.1x1.cont_p0.fits in 0.27 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.cont_p0.fits in 0.26 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.cont_p0.fits in 0.28 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.1x1.cont_p0.fits in 0.27 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.1x1.cont_p0.fits in 0.28 s \n", "INFO:root:Writing cont_p1 maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.1x1.cont_p1.fits in 0.05 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.cont_p1.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.cont_p1.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.1x1.cont_p1.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.1x1.cont_p1.fits in 0.04 s \n", "INFO:root:Writing cont_p2 maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.1x1.cont_p2.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.cont_p2.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.cont_p2.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.1x1.cont_p2.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.1x1.cont_p2.fits in 0.04 s \n", "INFO:root:Writing cont_p3 maps\n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6548.1x1.cont_p3.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.cont_p3.fits in 0.05 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.cont_p3.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6716.1x1.cont_p3.fits in 0.04 s \n", "INFO:root:Data written as ./M57_SN3/MAPS/M57_SN3.LineMaps.map.6731.1x1.cont_p3.fits in 0.04 s \n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cube.fit_lines_in_region('region.reg',\n", " ('[NII]6548', 'Halpha', '[NII]6583', '[SII]6716', '[SII]6731'),\n", " fmodel='sincgauss', \n", " pos_def=['1','2','1','1','1'], \n", " pos_cov_map=vel_map,\n", " sigma_def=['1','2','1','1','1'],\n", " sigma_cov_map=sig_map,\n", " nofilter=True, binning=1)" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "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", 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4XFRM71+MemYAjPi4w88Cpyz3vYPU7T0pnrmIEe7mTHi7cA1SR/Eluv07ALwBZxRYvXAdsFbY/UlI+epvYuYf1+1fDeBPA3gSUo4FzPxzWh3gRwH8VW3iBZDy4CZv1W3+Gj2AzwLwl7Sd2Qq6M7IiojdBCiC+gpn/pZ7/Kbp/nyT7RoW5gC6y+t5mATLuItBFXYYrCgbV//Yd6GQtxwMF/MwLgWIUsO66eg4gjLoYxDKo64FAAo4hgA4PgAfuA/oOabVAPuzBjnlSyoh9BMaMcPU6+OrVanwzAG7c4LTfMQJ9X9rgvMPrweuJmQHNR8BMIApA9B4eM9fby00RnfbOe/hzFRdMXs3Mr/YHzOEaEb0HM78dAJj57VYJ/DS5cADWir0v1nLb30dEH8TMP8vMXw7gy4noSwF8IUTNAGb+XydNzI3a9Bf69wD8CDP/xxvs3m9h5rcR0fsC+A9E9GZm/u832MazVj528RkFrOL99wHPfVCCIphBCQIkOYs/LpEAMBEQA7gzJqteCczChGMAMwNZ2ayu7otaIIaynGfT0Zrosp6UaSOEorbIyx551SEtY/OLokTiOzwk8Ik+DruYr/VVr3EmA57qjr14kA0EYgLneaPfnCFvz4pvXPL5GfC7mPnh0w6Yw7Wn06db5gXBzE8Q0Rsg6oOfdbv+CaQG1lfsOPWtqLQeEDXDG+wDEX0FgOcB+IKn0ae36euvaN8+FMCpAEzy1NnyAw8++LQrwd/9QgFUgDSARnX0MRVD5hZomMsf2fYQwMoCqeuA1VLw0QNrUMPVagnuuwbYaLVEvP8+cMoC0gbCfQ90HXi1QD5clDwReRHgn8OQGJTE4BaWC9DlS4iLhU4CWVi0tQtUgOwXoNVS2lguxec4qzGQWTwzZrwwwuEhaLmU7ZkllDolcGZQyDgzYReRsPy93JDcIAM+f7strr2DiJ6v7Pf5AN551vkXCsBE9DwAg3byAMAfBvC3iehFzPxLetgfBfALpzTz/QC+xhnePhbAl2r7nwfREX80840F6Wt7R8y8JqLnAvhIAF931nmq/ynFCR9++OFn7XqxsNKgBqX1BjQEoO8EKFki0wAoK87gQKCU1RuCFFD1Z7hSrwZlyQAUoEM5llV1QQrkfLgClj1CruAOIvDBEtxH8KLDeLlH7gNyR8g9AQSwgnjODCYgDAGUl4ib+0HDKH3MWfqy6Ov9DKNcd7lAPliAiRCO1gjrA8kvMY7gnIH1GvnadfBYXe2o6xGe8wD4/suid37qGjAMwEDiDpcguu1TUJgWC4SD1UV8nfe0MAjpJvkc7MI1AK8F8NkAXqGv/+qsti6aAT8fwHeoviQA+F5m/jdE9M+J6AMgSq9fBfDndjXAzI8R0VcB+And9JVmkAPwLXr+j+ly8F8w81f684no9wL4PgDPAfBHiOhvMvMHAvgdAL5VjXMBogP+bzfntu8t+YT3+yviu/vY4wJCGm5b9KzGSI018oT57lqKGxvOwgab40OoagsD4C7IdmZV+Zq6QdUWBpohFPDNfUCOoq6wv4YIEXQ7C9B3UVgpEZCpAn/fgXKW66i6hGPdj5xBIQv7TupbHE/KfVEgmbC6CO6CTCBdJ32O4uFBgEbfzYyVD8HuOnzCe32heHIcLkXXvt7g//rFv/30v+RngdyACuIs2YVrPwbge4nocyHeV7tj1lUu2gviZyDL+un2/+kG23kNgNfMbD+z/8z8E6jeEX77GyHua3s5Q/jxJ8CbQX1i0aoHUgKrexWAApxFT7uIFYDNGOfYKo1JkuaMSZbxm0HcxQ6WAlYKpEwQgJy6bhUDFxDGCsBpJeDLyno5kDBg/cUQA5SVCRODu4DcM/LhAjR2klcipQb4xXBWrx9ORjk/EvLlg8LKwQxaj4iLXlzvgArqAOhoLSuDLoLiCsgM4kOZWE5OwMcSQl3ySgQCuk48NlZL8OFKJpU+gmMoDiF72S0MwobP4S54nrZ249qjAD76RtraR8Lt5UxJTzxZfFi9/yobewVaXacBcAwCnl1QsFV2nFWFkDOwGcBHJ+JOdnQEHkbEvgO6iLzswcuIvIxgInAk0d8GfZ0w6zBkhFHUHOMqIi+0n8p6c0TRNyNxIcLiFcEC0KteADFlUIqyRivgRkUFEjajTBYA8uUDpEt9058wJIS+ExAHqr53M4CuHxf9dFHfGDh3FSRotRKjZgjgZY8cI3jVIV1STw7WcUy8dyk+Q8RH5s6bpfYAvJdZ+djlZ7Z5FJxKoXgZANWdzEeMmQ7X9inozoqFAXNWlYYDI2ZkImWpenyo15iuKLmoE0hA0/ZTe8xkU90QCNyReIBjB7MkGQfuAmg0lzSq7mTlOrqNTZct48A5g7ivk1Qwjw7z+ohiQPS6Z5vIQkDuI3KUlQhlBoNkuALhYz/sb0ry+eO9OmJOLsII90xlD8B7mZU5Cz5nBkVI5Npy0TLQAsSiE82HkkCHhoQwcDF6AdWAhsxitDpZy/aFeBZQ3xcvBEoZoFjPzyxM2ACWUfzAOBKysmMOFbg5VHAu58CfByCbeiICmRESg0c3gUyE+oigHiBp1SF3QRipJYUnCKh2+mqeHouu6JFtRcCqs0YAcjwAHSzlHpc98iLKpKHn5yhqlfql6MuoYB4jqN8/1lNhJiTeM+C93E2yKyBA3cWKEKkLlnoNqO4WmUHrJBb/IIa1AqTmxaCuW8Vn1/SeBmS7RAGVMlcQ0mU5BxSAZv2DZ9FTIkQKwiAh6kxAYFDgusznyXnEyOq9wZ0a5DKjibcMAEPAN2tkIHotmZQYyIOoKAIAMxTGACxF351XUfTYzXXbzhvYG4NHpOpjvZdG8p4B7+VOlNlk6DFKdJo98OpuRjGAlgvxTgAq8zUvAAA1Gk7bixUQyJcGyrmmbtT3lJJEywVSYAvKZtEa4JRtNsDI2FJLkGVhgR7LVAxwpalyj6z7GRlUtQ8TrzAm00zI/6abluQ91e2MY5CEalOvC1WrhFUHThHogjBou88o+9Oi+khvieJuZfGhXjtFfNzv/go5N7g+BsK//9H/bb69e1zECHfnwd2d16O93HahvgN1nagDDg8bAC1uVxrVJpZ4KQOEzShqhZQRrq0FUKJ4MSBbjTYGrTfga9clb+9mUwMXNkdAToh9V87jTvx3jfmxYlxhx+TUEQCmYWmUGSGhADXH9gDW8zkAlEWfKu1rMB5DSh0ZuFdNCIL2oUwQPuYkEHjZlT6YOxobSyVCOujafhPEba63PtHWfYmKQyYyzqpRIQL3MnFQVne3yeqFffj2s1D2Rri93FFyalkd83joOvBSM4753L0xFL0md6HkVqBRWVhStQKLWoFd2C7MX3ccJemNr8FmBj9dlgvrxazBTZgtF9XBadIyZfOMcKepioKD9cXQtHoalG7avSpLrhcxgk0gsPa/3nM5UkOomap7HBmbB0qwiAd7aaNeqBjfPOJ7Zp1zBWw7hIS2f/RHfQ2QgR/84S87dczuRUk3zw/4pskegPfSCmmZ9uUS1HXyHDNXva66g4k+F8KACaCkXhDqP0tDBSrajNXoZjkfVisB4vVaDH4xInTickUHBwLwwQMYFbAuDFi9FKSPKHrhUtFYgbd4Uaiul4mKXpfAEnDhGGPj6gZRV1D2emUBzYJ/ti1Lh3JPZYIAAAoRIeXiSmeM3vrCqECZF4TU0xb4GkCTw1wOhNy7bZkLi97+Xl1bgbf33+NyMyPhbqbsAfhZLpZQ3OqikSavoeVCgDIzWAMV0uGigpwuo03/GZJ4J1BmhEHBWAMSLADDhLsIOlhJZFlOUlIoRsnL2/fAwWpb96mGKwM+Kb7JyJZRzDwfzI1W1QgAyjZxUdP92YGw+gT787PXujBVgK9U1h2gOmAm5I4VsBlh1PZzjcLiTgEYlU1bGwCQekJaTAxtmRGSGhit+keGRuJp13LtknlJlBWEjRnbOE5/Bc8OyXsviL3cbvnYgz9Vk5WHWPx5ScuyUyf6XzGEaR6GYH9mqSe35IVsZ1FdcEBhyMQsLHbqA2wGKqJq8HN/HNsHpehfgS0d73S/LfuJGTf6vBHL0r5cq2Q7U4A2VcWcF4VpLZyqgA38nHWw8WnWc1HanqhGJu2TqVEIFYSDTCRMEKWEU11MVwPsjJAv+dhXFJb/w//u1JS194QwsGfAe7n9Eh98jrh+Za7JdACtjZZF7XD5UAxIIRQdb152GA9dWPGMcCdIkUkNQZkRIcBcVBBADT6AqigWfdEtWygzjYLapG5ZVZeJLRAu4BXhQo3Jsb56rHk/hJGV3VMBNO+r3LJpaieBKTlvJgcBXlJ3OCqgt3vZnyNULQEJMd4CYAKRTCjZKK/ei00alBT/nfGuvLf7TcLOxbhYVw3PBmEQhpsUinwzZQ/AzzLh+y7XnAw+65jqZzkG5EtL8VsNJPpEAtIyIq2MWtXlffGRZTg/XHm4KXHNz5ABIg08iNElIl9JaSGXR6HokjkBi05dDk4BCmPjLtlOsRl6LwjXX/FMgABbpC1QLWzUxm2i750dW0h7cl2ZeGzZD1DxriDV1XqmmrvqzVHY7rQvZggsY8dgReuSLZMqmHMQQBeGTDAvOXI1Z/IuN7d7TCRie8+A93Ib5BPe94ulFI9lFtMIs5Ig3XyvmF0yHRRAMzctv7wv4qzsTNziGAG5CwgsqRwxUrmGBC4AsHOmYcwa3CDqDDLCVtrlQKIuMPA0NcAMe/T9YlRwInB1Q7N7NjWD27YVhDEVz4D1+AKmXNm4mOi4qjaCO38Hq67ub+r14CaGYgwEYDUqjbnXsGxpjAM7EKfSRw7A7/v0b0DqgdwT3vSav3zKjd7NQvtAjL3cHuEugpcdeNGBNiPCcZJ8vIHAodd4Av1xKjiy5kVIyyAhsl1dWpsU9mvXia1Fnwngww6JOzGajbkyQlb1Q86AloGDBnfwokM67IWNL0IxWgEAjazeF+qFEQncGfBUI1thedYvrsAn24DpWt/016zMMHdogXFGpVE7ptudwS5ZNQ/HOnOuahA7z0KlbQIo92DgawZAJmG6Xh3TdMBY73a/vWrEM2C7Vu5IzrtHhbFnwHu5hfIJv+2vVv1eCBLYYAlkNPyX1KJeWDAMgFRHq76jAr5kxEkIm0/O41gwADFacW2LSVUBsYYOSx6Eet2iF9b0j9wH5BjKtRvWXViegG8uRsF2+d7qbY1Syotnj1KhA475VnbYsFOx5FRsa9QSLVkWMNd9uS4y6psqjUrDqybcJvZvbGJxKgt/vjHg4jHCAsqBqahJfGCJd9P70D/3SuSFTD5vfuVLcS/J3gi3l1smvFqgGL40O5g56rOGGHMMogbwzMdcyzr982oIe2DL0hZNMIAHu62HO5vGgRCGrPpQl7y9Sfs47Q806xeBOy5BDF7PCSjwBAcyc+150HTXsP7bpMUR8JGr3guBDdhybcvffzGGKRAG3bjlwuaAtIDpNEDEDiuqBhSXM7nf6dijTpZmpGMgcHVGoUwTAK5tFZK422Z4VwqDbmZC9psmewC+RyVdXoIGDf81lguIbnW1rOV2AJQyPqZ66EPJQ+DDYg10pXoExBBnOk8PACXYoD7klAnBktskzbc7ZiApAJsUP12AAlc1AwG8AEChLtPLkt0x4AK6nuHqFvXPLf3UySEr+Hj1Qu5EJ+qlAKEa8cJY7xlA0y+g9iuDGxA2NYIBOAcB+6mXxZxOm7KMjRnbynlTILb7TTIOKUB9p1FYsQdgb1y8A3HqGQsDGPa5IPZykfIxH/GVarCiEkSBhFbFQABFEkjwVn47Rs8vzHdmiVvOCWid+qlub5bHJChtoL3rAWfXT9+mZ94N0CpoFBY48aH17mHeh7Zey7UVKrMt9zDTT7L/GC1Q2nbPok2XO8Nop+00/rt+MpuoThpqOmHOs+HaVNm7eKlwmUQ842+vIcd/8F96FSgDP/3/f+n2QNx1Qvt8wHu5eJFosZqVjKPmmbWUiSEiu4euPOAuyCIr+2VnhOLmQRZ/VGJZ5gp75NLeLgbMBFAHUA5IqQONjBAIodRWi+r5IDlvq9dFbacxFCnANIEYxi657m/0pOqT20wQob6Wpr1rmtMp22d2uSMaBumX8XZ4IOQ4YZ/sxjOi6LTlQtgNqrky+9yhqDnmrqsl7cr4UAZ4CkJnYdI9oopg7CPh9nLBIvkHVO0ACPh23lsgyPO0kB+ij8oqy3z1fjAAnYpFvokulCugMZUldbaACHLXYEgy94yCFJSAqIArqotQgK9kGANmGVvNjcBbwGXnUDnHbXP3Xd3rHJM0fbKbcNoBQMOS5dWxae+B4FUgZgBz+YutLSuVtKUSmImKY6598nrmOYOcLmiq3ji3TNv3sbnPPHPf94DsGfBeLkQ++qO+BjQy0AWEUR5KYpZ8Dc6rwQNieVBdfbXCpMx6X8BgmzUx3BIX4qNavQa2r2VL7gJ6Woet+PqSBH2IOqCqP3JPWyADoHhGFKB2/RWQRQs0VAGr+MBS3VfEqRa8TnjO/ayJnDvt2ba+lPGqbU7PK/2eMnfXFPtjp+die1sZjzk9MVAmtybRj/v84r/wynKvP/13X3rKjd65wkx7BryXi5HxoCs5Z31qw8ZH1zwZzMNhoqcE0OhUzT1tFqgKgsgynDJq6Xdyy2mqPqnC/qjpE2V1MVuIPloMf8Yka1vFy8EFLrAh+pYPreXFRRO9BmhbC7u2Lskd2BpDZSKEHaHDWy5j01d/mn9vfVQ/YZ+rovEycax8q31r0t1Xc6xefyuKzk8Azc3MbPP3Yf0BbU9od5mIEe7Oc3TeA/A9IGlJDbiZPraEvbpQXg5aacFHYZk0BiEfAWft6mHknucCGuI7OuuVYN4TZPpPOdYYNGmQR1qSAnlVYXgW6PW6U7c4fy8GGMV32F4suAJAGDQqbSoKjtN0k/W+q657y2g2aWc6Zn64mSoQbxnT5oyJbvIrb913s9WHyXWnzBtAGxAydwtT1nwXAzCwrwm3l5soH/EZ34CgyVVKkD8gT1muT2upzusinorhZrqEnlnS+rDX8gCbHpMBYgKr+sHCdxsQcUBpLFPT7MD0n0Fzt6fegb4x51BZp7lReZCH66P1uXg8cMu4GxVGbGuETZPlOE1Ea2QrJ0xAbzqRzfVn2q6xyy2vEXfdSZvNxMD1NndljJtOALtkS+fr+ls+E/C7vvhVBfh/7uteenqjd5CIEe7Om0H2AHyXyrgihBEl0YzkGzAVBCo9dUy0yZI1AQ9jngCa5DXexauGspILZ5UnvwREkBmVsAWgRXoPeOSYtx7nmbeBk78u2mX3ThcsvxznCQAHgOzXn238HCt0trLGw2CqVsD8tf226VjbV+MDKWbb8qzXgHdyTyCZR3Os37vfX97vcKtrZML425tqfwt3IxveR8Lt5RnJ7/3sV5blOUWAmUoSFmRUxsfcLt+JKihim8kBKK5QYI1Ym0R5VX2gE0axsHu1Q7ukpq2HlSdsck7FYYBRVBiA+jS35xRg8GoC7ZeB6NS4VM7TfYR6/Jz1n/0ksL27js8OFjknxYPhDEwoBkwPrsaGZy5ZT5yw5Zn9Z13XrmGfp5PK7/zSVwEA/tvX3vlM+GZGwhHR+wD4TgDvCflmXs3M30hELwfw+QB+Uw/9MmZ+3Wlt7QH4LpLpUlXAWJHEPB8YINvmHhpTPQAtCHlGyMGzZ3eMv7aeb8dZTbNm/w5Q2QJNez/D/mZdsXaAo7VBHkB9W/5eppOBZ4tWdsiAdu56tA3SU7WAXWpWnTAZz6eDCV7bZCBMxR8bZ1e8sHHK7vue3pMdOun39P0dqFbdKTexKOcI4IuZ+b8S0RUAP0lEr9d9r2Lmrz9vQ3sAvovEG6bss7fkg6h5kJqsZF31JvCGlRKt5RhgAG+XYrek4UAFmVOSjLcnt/32/qtbS9s58exWmbln6I16wKtOPLOeTBJNoIaxYH/9NMOG9dgtlcPUb9apO7yHBoDWa8Mx69LWLtY6UUO47lRjpn2HPtsZoblHv19Cldv2p+5+5UJzMjOh3anCDAz55gAwM78dwNv1/VUi+nkAL3g6be0B+C6Q3/35r6w/dvcwF9CYLA9rjliUA6uPbstkCxjbgz1JUmYyx4S2dLsNkLQBEg3L9cA07f+U7fr7bShfez1r2xu8Gpm5n8Jy64Khbf/pigemKfN19z/LLs85p5VL2YTgGbgD063jUPdPc2U0MhmD2b7eRSIqiHMD8HOJ6E3u86uZ+dVzBxLRCwF8KIAfB/CRAL6QiP40gDdBWPLjp11oD8B3gTRZrzSzmXxwB/mHy6LEmryvruJCxBYzKw9jBpgJqTBFLtc1FcYWw5rpA5haNmWMT0H/rNyzjcvmDNg2nz1YT/voZQcIl2s5A1xznDNAtvdY9xdm7AHWBbTsMthN+zan4igT4o4xIOv7HGDaccaC3YQDaodk6u7HBMmUN7dCmE6Ud4HcQCTcu5j54bMOIqLLAP45gC9i5qeI6JsBfBVkVL4KwDcA+LOntbEH4LtALICiWbbu+i0xSgYsWbJzy3zJJez2zBQoulzALU3Vpc0v3xtjlAcY22j6YQN7B/z1frR/CbNpHbfICs2A6kTf2iy3TRd62iSBbXAM1n9/Gc/SPehNWbqNbdhut7n2jBTwc/cw19epqsNeaWogte2o/W767K671S0Daj+xmEzH8y4Rxs11QyOiHgK+38XM/wIAmPkdbv+3Afg3Z7WzB+C7UXYtX4EtQ5IvwXOWzq7xJzXd5JTdQduynLS+TQ9I1rcJOE+XxXOAYkCxxc7Pw7Y8KLEjf76PZz2H/p6mx/oJyx3D0/e7gN+6MXONqY636trr/Zwpc9eZ7j9HOzeCVb/jyyVrWhiBn/07Lz3/ibdUbl4oMhERgH8A4OeZ+ZVu+/NVPwwAfxzAz57V1h6A7wIxIAHkwSjL9xlANVeyYmRxOWenbJWn5zsGXJbczu+2sGPPtjxIeMPY1OOi6WRl2L6PJtktezGzf6u5GaC25DNEaNUHMwBUJgu4MbHJZ3qdGYbqtzffzfQ8tPumjN3fQ+NupmOwyyhYVB7F9c8d4hmsv9ZpAKvH+VVFo7sOmB/HC/SIeOSRR0BE192my8zntQKL3MSacB8J4LMAvJmIfkq3fRmAzyCiF0NG5i0AvuCshvYAfDeIPYwTRrn1YE8lA+zBawer21raWvvcHtMwYNevKUObA/vZe7LXCcCSe8i3WLI7fw5cgHpOYcDWLwXm01QSs2PkwXQOfDzo7VqdTAEZaAHeA+6U+WY0gDwr/ncxbdddl+zYs6BrhjnPuQmeNTneLHnooYfw6KOPXnq654sXxM3JBcHMP4r5X/WpPr9z8qwAYCJ6DYBPAvBOZv4g3fYggH8K4IWQ2erTmPlxInoJgM8B8AYAL2Tml9/q/gLA7/m8V9YyMaZXnD78u8B3sgz32xs9ZpisyKdqgikoo30Im8MIs+5t0wd31ofWzp8C10T10RwfYNXem75uuWpxnUgMfIshagqQHtAn7mHTfs0Gd9i+6Tbr33m2YXtCbPS0O4Bxi/1O78f31QPxjv7MrZSmUXvTfoCAD/ySVxXG/uZveOnMgbdH7tSSRHeRG/Uzkm8H8PGTbS8D8IPM/CIAP6if7xgxVUPuJTevT75t4cZbOkMnzT6njgip/lGqbdk12T3QFnWXO+2Lqxvm/yyF5eyf1z37vozy55k9q3fEVF/Leu+Y9M0HMpT7mFFZTP1ei4FxZmnd/HXu2nOM/BR2P8sMdzD5KUv130WzffK5jFdsx66p7zZZNfn7nurvG+8HNx7w1/HfqTXHtU/+e7zTJIPO9Xcr5VnBgJn5R9Rfz8snA3iJvv8OCOP9EgAbAE8COAZw7db0UOThP/PKCgoBKOkdd3k+7GBVO4010+1eteHFPZynLTHnmBrQAmNpcrqstocW9fp+6e7VC8VdjNqHvVzC9WHXpOTVEX4VsCUepNym8v6MpfvU//Zpydwqh2a+Ps9SPTv1QD3pW3MN147/fnhmf3POKWMw61VxBwhjn4znTpP3MIslM7+diN5d378RwBtvR4fKwzt9sKY6VZXGP3UHC571IDjtgfLXmYLzFOj88X6/Y6VbqgHX9ynrCnZPrhnGhME6AJ4a34pBjyfX8yAWHNv1S2w7zk0iZWUwGao5Y9ist8FZgDWjNpn22649jZgD0Lq7TX4fjb4X2NazO5/nqW/w1u/DxHyNfb+xDdBnzFG3TfYJ2e8BUReUwowffPDBC7oQqv7XgHgCFgVAMAFbL1NwdmypMEFbks6wqDnmZ8v95hygCRDZsuZPJwD7GxU4geLBYdm9pmzeX7dRa7h7pbR9ngcWX11jS6c5B8Z2TewYX2wD37QtAhoPkflGdkykU3CfTmJ2jFsh+ZVIuQff9mQV0tzDzKRUzvXBHjNjsRU8cwcJM2HcA/AdJe8wvz0iej6Ad57nJHV9KdbYhx9++KZN+OdeIc0cN8v45o6fAsVc20/n4ZlhpOeWLYp5ynGn7fd9QbuimLLenSzPts2M5Za3yNypTrVybnXEjslz9noz3+0Wkz+v7Gh72t6uCWBW3LEf8PJXqc6Y8Utf/pdvsHM3X/YqiDtLXgvgswG8Ql//1e3tzgzLBapOzhglHDb4B3eyPG/aBNoHdY4ITIFJr3mWMcnrVAloWLm1W5bCeft+pu0SgKl356xblmNjRR1hKwbHun3UHXcuCtD3YQo0blXQjINfqu8Yk9JHQskKOuclUc7hyuwxPdZ/ppltU137lO1OV0ym9nHfqT+2TFQTg+eczIZLT1cnvv3bLIw9AN82IaLvBvASSJKNtwL4Cgjwfi8RfS6AXwPwqbevhypz4GsPLGOKF231Wq5gOLXSF3A6hSlNLeJ2/Z3uVtY/tCDTXJvrQ++BZ6pW2MXom3vxy2b3UHOA5CuYTC5WE848Obxng+3fuv/pmKh+vWnTd3cGWMwTo9HFTsFQz/Wh1aU/MwbMRr87835Lz+/Gp3ylevxOo6pfJcypZ/x3NjPZGzEoBKG51zsD+PYAfJuEmT9jx66PvqUdmZHf/QWvrA+MA8Etw5YD4kY88/Iyt3ycAVDfTpMb1zOXycNcTplhzFt6WXetU9nQtK3mQu01G9CeTDLN9RnbVSemwLhL/HHTa58iTKj5HCbbp+2Xtt1EtWXQmrvPKcPUNs4tnhVbH2zymvTdG2SLwXTGINhM7g7AZfvtp8B3qh/wswKA72TJcQaY7IecgWDsKVQA8OHFDQhSy9ga49Dk/C0GM1POBtgBmjR54NAeO7etML5J1i7PWhtXu10Tzo77AhRsy0Hu+G67v1t4OOl3s1H76NUEfnVQGB9P7mHaLk3222TBKAmMGt1rnBxb7l0uTIkab4Z6w9vbCNgCSQCAjlmpiDI5rvTBr8BS23aj2iosesesfRvlVvv4nkf2AHy7xVjIjA7QKlxwoAKOov9063xjTsZK5n5jc8x3+nzouTsZ1WSC2Gp/0uYs2Ziw4OnkMbdMn5Xpefo6BfACaI0bn3XylIexmSAYJdG9Y4M7z3OAO+t3O2WYcOO1656aa3A7iZzFgN1PZauvNrFMVSRTpj3pMxg1xN1NhPVYbkK8mIAXfa2s9H7py26PMY4ZGG9SQvabKXsAvs3CRJDk5bqBFHC9TB5OK4k+1dVNjWyzrmvYfhbl4AqOZ6kKMm1fl7ANFrPM/rRngGf6tqMvDZvbhaV+39yN75qsjP35CYkq0y0YfAah2qU+yNHK3tNs4EPjD+62yW0QyM10s2OeJ23M3DcDQKjHNYbbmfMaYuD7446T3xtvB+LQ+cbromWvgtjLbrEfsVYn9g//9MdMBrCxhnyWY13UXFlC+tN3GWGcasJy9M4xotmcA5jgG89fx5bxc/rQ0si0T17lYn3wfcJMe75fhpaEeXXA3AThqGsxXtln87KY3p9jyFMG7L+THLmoSiizXJ6hNf3kgoy2r9MVC+vNsP4W6j0x4NUSE4CeC/LAXMjwFNjLSmJ68vQc3mbM09fbJHsd8F5mZa6u2lnAsoucNsdMH4QzT3IPqDFhdypN+7OLVQGguWvtuqddz4RfWjfgc8o5dso5nrPGmOeX6dr59l5ZmWft0i4NRsMIy/m+LewEJZksGJRppwpn9hzX561+zXz/08l9S/89x5pt+ymrkekE5Lvtu3K7hPcAvJepnMoIZ7axAyQ7v7wqk/L6vcaLgtvP0340rM4YtDGhaaKaicfBVN+5pWrgyZJ+jkH5Za7T4ZYmphPKlGnOPPzW9tamqX6Wdp8vKhYFYc90d3hXzE5Oget42rGhPaasHCaTsgd/3/nCOP2xgYGO2kxxQDO5Tse23Lf+SeInrsdaGz63tBk2S2g3N0bDMlH6Mb1FqSt3yd4It5dtsR/5GeBRHtbpQ2EPlWY2y3qsuUL5VIzN8cZ63DLfqw2KHk+va9mwQGgs5gX8JqoCfytFDWAvMyBQjjOx8OQ5Vufu3bd9LmmUnWhBgrYBrb0HBjHVyWTGe8OAtu1o3d+sYGhmP7ANVMRApu1VyETXah4wTK2OeeckjPo9NmqrjltVi/1mrDyVqlHKeXC/F3+fBCBwVT3dRgBk3uuA9+Lkg7/oVQib9idZDDJlg7zs/N1M2aSBqbXjQHHrHMyoCuaY247l5ZyawS/rp7sb9ov2YZ0ugb2L19NyIT3jOWsmoXMc71m+n1w8kBqAbzHg8z7zu1YGOGUM5uYLx0DJu2RMGb/fVRh9ZemmZmkm06lufHLNnZ9R23nfb3hlmeh+5aVfvOPGLkIIae8FsZciMyqAwuYMxMI24DUGmWlGK9dWAbe5qKw5dYBn4D5qziev8X6pc8lldrF4Azuzzs+5i7HUFNtyx5uqNmYmg9KP6T5FTHIsLvh7NgAryYCoXdY3S/b6RWzpOP11ZyLZvCFxFjRdbmdZidQjpt+T/ERkf3D5lHPk6vplfcmTr8dPgAE1jzMpq/UGVhLWaB54c3rhWRC2lc4c1ungN947t1D2OuC9FJljNVvLQ0KtzDDZ14ADZrYDbY02WzLPHY96XAMiob7niBLG65Oe79aDcvlAjEZF4fWnHpgtUTvsvs8rM5OAAan4TFO5FiaqmOY8F8DSjKuBOAF5Gkhh9+va8PcG1GtWAJ10PwOUqLz3VqvZ71e3U0IJbCEisDLLMldMx8lPtDZOxny994x5gpgKow5DaWNLTsO2yQQv4eNPZ2nz9IWxV0HsxQmNvB2RNsMyikzB1o49x9LVnhl2D7bfPv0wfUDL/qlaYAJE3lthS9c6mTw8ODUFJ88LvDNAsGVEm7tf9/7MpbONQ4N62Gbi7niOFWXNaFe6Oulf43WCmXGdw6g5ULYJb9cKxJrzBlWbYGO9p/qneltmYY2TlRJN+7brmrZamAkmueXqYMZWkqc7QfYAfJskrut7Y5cWYFF0jY45+mxcszRKxVhe86C7c8rS09p3SWAKU/H5E3zbcx4b1takj9sssgIOoV7XSiMVneTU/3RObEzYMXQHHluH675GHTNVg6B+Jt+XMiZcxwm2KnCgN8l9QJlAo3pOGKt0XSsMdmooc2M3ZcONimp6j6Yi2jFmJbGQfr8grn7knsG7758BkN23X3F5X+M58RNCRGW7PuHQLWbAcvk9A35Wy4f8xVchHjPiBgh+KYgKvluMc9fvdO63NMMKp4YmNaiX69IEzGfdqFw78z6+hlK1rV2qEXtfnnmvzvDL50LbZ67n25zbvMVkrVPOv5YqKJXJyZ9HddzKGLlts0t23zYb23ZfyhTweSaXgzFQUMs0d33fmHxnfszm7sfyNFi/Z+wMogLidkycKgl5uzs7v6bJuOy8lwsWxt4Itxe/1IYDR4boKnWdykHfOnAqD6rXYWZZJgKQ8OWZH3bjvgaFg4T5h9MexGnCHGtnsuycNYLZteYAeEZ8uspyX5h89qVwJg9xw35Rz/FqlAJUkbdcx3wGuGKUAipQ2eme0k9Yb+lIM8gMJnUdc99B6bt93ZP7Fn24fiEu73EZPnevtvKAXwUALUvXe2h8pf3EEeoXM1dl2v8mpIgqIZju2V1rl1AmVeEAtwN4vexVEM9yCYnrD9s9eD7BuPdUmC7pAQHPkOqysCwrp3kfgC1QRBZWVq7lAyomzNsbzMqrT7hthzswsCX7bFmgab/QnucNZFPwLROCZ6A7mHpdv0/6jhas/YRTcNOxWfF19k/sKU9vUSNMvCiCgZq7gEly92jNW7cnvxG/T/IbK6hmAKTXDK7vLkhmqy33vW/tm9xT8wVmIIxUdfb6W7DJanaxYr+FLOTA68dvR1DG3gvi2S4TBmTifXeJZflZjnfkYeqaVXSHHgRvpC9zD54C7XlF+k1bjHfuc2OX8883teTWqwRKQMnM5OLVCbPsf7ptwhJ9Hwog+4i1OXZ3TmbfXJZrZxyJbtuYfqfu3F3fa2MsLSe4fk8Zvm0zoNYf1bT5uetteY1Mz3E31XwvWw3XCeq3fsvfKcf96hf81d2N3wRh3gPws14oK4NRFirRa2ppzi3YALJPDGfUsLnpktbr8Jr3ejzgzgFaA8oExMsx3LLqnb9dv5SeMN5TQdjYfp700843Vy4dJwDbVT1mXguwTK7jl9x+P/uL+rYiVwbs770BS92RGex8d2UFQUXlRCOVe6jGSios0savrHxmGam+KhM1I2Duhf3Cgaox4qnKaOteAIB5G1e1f/669huw4IzGo8JenW7Zf3/tqkrCpLc8em6B3Cw3NCJ6HwDfCeA9IaP1amb+RiJ6EMA/BfBCAG8B8GnM/Phpbe0B+FaKqRMUSKL+OIvFm2xp6JaYihAFhEkAuUlh6WQKvAVc7aGZPuhTHeO0y3PhrjsBqX3dcrma9M8z+gL4tk8DBCih6G3bG50AK9xEMWXKzuq/E1Rtm+FOcc8ygNOOp9pxBusE5KimAy4PtGGg1ncXmC8/NO2PGz8GWrVUh+KbXVQfAZJkvTE2oN7L9ILTa9n9JGyLgS1vn1e9K9wEAMjqyH7nXsVkY3gLSelN1AGPAL6Ymf8rEV0B8JNE9HoAnwPgB5n5FUT0MgAvA/AlpzW0B+BbLcYk/LZGBTEBQ7/M1PfCQqh5CJp8BNa4e8AbY5Refw6srD8Ns9x1KxPGXW5nhv1OVQ6z57hr71zG2v1O9xvA7Ozs3PF28WnbDnzPavdGxU+2tnrwxlb/nXpSPf2usL2Pyx/vNo5NQXjaZjMxuS/N9edMzOQ6ITWTvZv7zOB3M4f21C6BkG+SFwQzvx3A2/X9VSL6eQAvAPDJAF6ih30HgDdgD8B3kOzQKRIYNAqoJu97GhRozTpvbkMT1mk+oNOlt79Gs7T1gI7tc6a5frfY9IRcTe+n7JiCsL9/b+SrpPHUh7voZYueYlcnUIx7rADq9boVYGcu4pW0s2M5OckfswtMjBVmQvBJj9x3aCoKv3z3eug542qdlBm5g6hXIgMdK2OfG5gd/bQxyVQJgbs3yYDG7fkMieCzSUW9a2RyV7tA3rYPcODd/bhAuYHLPZeI3uQ+v5qZXz13IBG9EMCHAvhxAO+h4AxmfjsRvftZF9oD8C2WXUtOUvpb8gAwitphmmS9AV/U5R9PHlZqHhRUYJ8Dlpntnlk1FvMpuO8Cn8n2OZUEAw2onsb0vNrhzKrGc8yeuAXfqUWsOWdyQ/5eds0U03GgmYN50ne9F1umbyXT3zWhTvtt4GthvmU54c6xZcacKqIZEwVV+MmYAfNVn/yuym3bj1MNe4X1bqk5CE0e7FsBxIwbMcK9i5kfPusgIroM4J8D+CJmfopOK3O1Q87FyYnoO4joAff5OUT0mhu+2l5EjJ0FaAIYavWZVMEXQLuE2wF02xFh9XNhft7tzPmCziWQKWKA4VnvtC/NQ35KX33ffF/8fncNmj68vt8WPRiVUU2Nb3bqZExK5eTAAlRR2aK2UV1SSNig/SWq7DCTGNYG+cNIUiBTI8Ssooht2wJl30838RTXMAfSNf8y17/IUlnDgNeYsumq5yYXc5UwIN4a6O0+zk7IaL+7rd/OxNtjTowZo7zeOHA9LeFz/p1DiKiHgO93MfO/0M3vIKLn6/7nA3jnWe2clwF/MDM/YR+Y+XEi+tBznrsXkwxJZO1/tMp+giZjEUNRZcEF0Cx4YoYh2sM7LT9UD1BbW2jP8TL3wOz04+Ut/DjTTal5qKdteRY9bRj1PAMiwDOz7Us1Xg5+YlNPARCAyCXMlj0o+QcxTwcaoFFBOCkIe+buu1y8XNw9wk2I07Fyni1hrPfny/xM1RCWt5fNY0MnE7LJhI2t6onT+3FtzY+h+6IruS0gX++jNtD8jqbM17VDPN1x8XKz3NBIqO4/APDzzPxKt+u1AD4bwCv09V+d1dZ5ATgQ0XPMpULdLfbqi3PIh3zhqxBGltSBBRSksCITSoayLYMLHDCdQ3j6gDoh/e80fJwznMmO2saN/H7n/H5rZyrAkLe2z4Hvjr5uAdJsJ9zrVP0QKirqtzHp8HZfyFgbO6arh0xXn8WzZYZglj7x9jhtuaLNTVzutbJ7Y++or+dhc3NjON0219ZkbEWt4Pafde1zMs2bJQwg75qAblw+EsBnAXgzEf2UbvsyCPB+LxF9LoBfA/CpZzV0XhD9BgBvJKJ/BrmXTwPw1TfY6WenTB6g6pVA4msKeXhLlq6JK5ZJs93ret3nIpPPRd3m8s6eKtMlM7DNvqaAilMY82RbyZ0AoCScnQKPO6csw6eVGLYJah1vXaJzBNCxukZxXaLbsdpxIoATqZsZxHiUJoCszLfst21uHMoQeX9fRvUJ9qkpd9zz7OQyWTkU0t5Qa8iXbbpYva/KhDHP7GdB2DNvBgWHwva2+Pi6eyz9mmlz5ns+Ved/M8Wvcp5pU8w/it29/ugbaetcAMzM36lWwT+kF/4UZv5vN3KhZ7MUpgs0D5LpfomAQFy2lfPmXMuobi/LWdvFjgnPoaF7cBqj2ozM2Wl2MjHs+DzHmoyNekd9d83yjNsD6kshed3j9JoEWF5bA+CSdavz7BAVmOb6bAEUqvdtxqmwWgms8IbN6f0K2BKKocqHHk/abO7XvnPfpgHh7FhOjp0dc67tONBsVAyu/0wMMoObqRvYVabj2kZRIbu0ok02PYe0fsIp37t579wCudtzQTwI4Doz/0Mieh4RPcTMj1xUx+4pmWM0mAFVfT/HmJtz5sBjsiRsGas8faRMqDyP9lDO/DBn1QeTe9op5/2hzzDtrWsW0OVWd+7Hrrl3OKOjW5JrGxV4p1S7/lkynCn4eqHpudNmd6GKY7671BONMXUqM/e/dT6jVYns+j6YUJyRd02WzeFyUDM+MyuW2sb2hWdHhYH3+/pXlu/rwkoV3a0ATERfAeBhAB8A4B8C6AH8Y4guZC+nCRmr5frQJS5Mt/F6gAOPCbv17QHtQ+rd0Moy3TEmgjAYY3AUqBj2aBLxNPvgTwBhmku3sdxze36jz7ZrxfaJN2MO+1+jjUHHJWdto7rw5xowW1IaYjVIyTbqZG1M5LKhOXDlFCSUOFEJIS5W+gYwJ+kj/QBT3eZLCk2BLIyQrGLT8S2lgdDer7tcnVxMvcI1Yq/LW9nZGsa3a0adY83O2Ll1H8Z2i8cHtexdzy9Z1hxTngXArT5eFErSXZ0L4o9DnI3/KwAw89s0BG8vZ4i5XnJQ1pCtYq2kK9wCtxk2LDvqti2QpBZ8a1AGl1OLAcnYJAMBtAXAvk3rj//sWWajMphJyG6HF5Vk8udvg1TVEbtJJELyHfg+uOuWhN80YbwajEBBvB2oALAgKOcAVpCyHLdw4NvoZ93novOdYX5kbyZjIOCPMkmFCQD7KtNFb233scXwXbYzf1wAKOYCvMWzw08SzUX9lzMRb8Tbcu/QF59MXlNi1u+W24l3RhrDI1BXZheJkXcrAwawYWYmUucRoksX2Kd7W4xYkfP99YTEs0vdN2ekKfsbP1GgASInZSIA5GG1dIIFOCZ9nHsQPLBO2WFzMddncs+54UHeftjY9bvR9fqkOL4ruXbEu2rBvafmdcKcgZYhFsAjacMZ4ArITPvgSN7WOLgx2FLHz3w3bcNoJ9rpOZNVRp2YlPW6YJ5tHdaOdqZ+w9OJf9I/y1nCmUB+xbalV54YK939lean93sRwmgTJt0hcl4A/l4i+lYADxDR5wP4swC+7eK6dY8KCfACCjLdBHCx/SMs7NEipRqmiKp6MP/iyFreyF2WIctWawcC/oEZ3JEuKVFZJaEuZ13IcJOFrbBDB0Sh9rW4YKkvrA+Xzj0k8bh78DiwbI/aVwuw2MrLq9e3Mkbm/0oAOhYWCIgvLAAKQAi+k1Re2Yxk5K6VJRqR2UUlzuQkDm5pTUApsdS4nnmmbhNRhIQNwx03mYCLB8fke6zLea6lpKI2YveXCRhCPX4qDFgWtybnhQdPD74exK29APCCy3foE0ltXwut2kabswRJMmh1+8XKXQrAzPz1RPQxAJ6C6IH/BjO//kJ7dq+KB8/gfrTn+RFOWc90yec++4eIqTJGDvWB8N4UhQU7UDzNSLfThUrb8RmwLKNZBgr7NkNgs9QuQQWoagUDWOsfAGRJQk5MTSpGUzcAaI1t5mZmzRhTdH23NIty79ULAA6jSn8nY1DeY9LmNLwY9v207HmWERdG79q0ZTrXfmJ6vn0vM0EkWzL9rTnPBSJljDPfvwE3kdMzOwDe5enRXNepKW4ZLs6NwW2Wc3tBKODuQfcGhTuUsuuAA1jHFncu+VHPKT7B5B7oCGQzNnkg3tGGgaxXa5gbXIlqmjt/ujycWW7bayFj/hh/vm/H+mx6646VwbO6jqGysnJdUvopLBVmcCNhvyEwyIEuAJDTh5R097qUKEt2hoYbo+rL7bCpMayeXofL3Wvparc9QeVYJ4dGNWHL+IjGCMuRHfNtJ1diHQPtLxMa42Ejtm3ue/CdsXFTg6WtSMDUqGW2jJBA62qnx0wNtrZta/sZ8sgjj4CIrrtNl5lv0LHsbgNgIrqKU7rNzPfd9B5dgBDRxwP4RojZ4u9rvs6XA/h8AL+ph30ZM7+OiF4Cyev5BgAvZOaXP5Nr5x5NusE5Peo0ic7WD5N02eoemmoFd+9nghM8gzGw3RJjn47BNMCxa3KYMMDGUOXTKzpW7f8AlCU5Rwb3Br4ZYZVAgcHJVAWOtXp21YmXAxEjdhnR3kd5FbYr5+YckByIFPAdtUMZGmpMbb9tbL0131Ya02xfdl/Ok4AytauOUyT31d0ua6ixqHq4gqz/Toou3G7KeXLYdmPE1u/eRwV6yu7BV26UzDiYAtgSAmfa9vSwkkWTseDIsCyQZUWgk62d5ye8XfLQQw/h0Ucfffq2J5u87zA5FYCZ+QoAENFXAvgNAP8IMmyfCeCu8IIgogjgmwB8DIC3AvgJInqt7n4VM3/9RV6fCcIkSof8zlPO4fbzlo7N+8VOWOUsCDdP74xM+8Uz23ed6oHRg/fc0pPaz9uqE2H0FBiBGDmQ6DvNajcFO0J1LyNhv/YXiZEBpNOWBfZaQGomfWJhujNjSFrBuKgF3KDYvflql7sAeBc7tfZ3nbN1L9j5u/KHbamzsOPzlCXbdzC5ztyqx65nKpetVdD0OhfMUO/mQIyPY+YPd5+/mYh+HMDXXUCfbrZ8GIBfZuZfAQAi+h5I4uRdsgHwJIBjANee8dU9yLjPDUgZS0GLCeWc4uJjGbCM9aL4gW55QNgPeuZH1+jotM0tneHMOcXQ5JLMWIXcRh/q/YupPoS5GApRjGyyncvS2wxpIYg6IetAsBmXjME69kZRwNrUD57lNxjFEPczoBjgtiLfErYAuDQ0deuyibVUtJ5MKC6UvDDgKeuE2w40wSaUIdnWWJg52X4NYTd/XDmPsQVi08nNvg/LAEeo/rp2/Xor4jebdOVRwrQ1RFuvO+sFg7qtrPIIsv4EJDS8GA9J6kswFZ5wYXIXe0EkIvpMAN8DGaLPwHzRkjtRXgDg193ntwL4cADvAvCFRPSnAbwJUmLkcWZ+I4A33qyLN4zDP6TqO+ldlRj1GAA1Gbe5mdlDr6XTueNqUXeMqyx9MWWMRtPcQ+b6t8tnUw6sD1N5zQCNFVzKcQkgrdzMHZUJYgq+cJ8RRfVAmqUsBAVUP5AjIayDtLNQ5TllAd+i/1VG7LvEAiY5kzPAVcZo6SVLgAFPxqaMXb1HQPttE6jX5durgmmTG524nVzhjgcaNRI5kLNxzr0ySqCC49R7wbcbZvZpYAoIxVukjIk37GWATT1j+nFT1bgJ9tziDau9m5GCdIDzDqZ/k+TU3/dtkjM0UkX+JCQBzzv071N1290gc98pA/hmAO8H4MWQ8iLfcK7GRK7b3yOPPHJDnfHqhOnf3PKsPLjTpfHT+aVuLZ/93zyLa89vQdhcjJq/qRrCtze57hYbZJp4KlDDVktuBc+6dqgXGFKEkd2f1yM3+uQZlcNWs5MN5RTafq3fMZdxrfl80QQtnKoKOKWPtp8UOClbPmKaPxaQg6cRbrbd3+d0fIs+3/a5ju5g3Fv3UZq7TSg4HcvT/m6hnNcN7S04fdl+J8tbAbyP+/zeAN7GzO+wDUT0bQD+zXkaU8trMQY8/PDDp35ljZcDo7A+acsd51mX97f1+5naEFHGtheFAZWd7x6kcg3zeMiQZWG5tkTpURLga9QKLil7UDZGCQgbIBjb9c+ln2jMV3kSZFL7pX6tGoXGY0AKjJyAPARRPRQVgXoysKWQrOxWxpRAqo6wMU4aapxzAI+hGt8sGbirYDwLUHOGNq5DSwHVNcyMb1TvN5NmE9vxgPulNwGNT7FfXWzNnzpmBACD3r8CPPtGge1McF6KZbR+FnUN1chAe8+TfvnTnNGxbkSZKJqJeI5M0G4vnmcuc7Pq7ZfzMuAtIaJPupkduUD5CQAvIqKHiGgB4NMBvNYy16v8cQA/exEX38oJ69lvJ2XFa2JtFNeyrWg29/A2z/DcQ21gtgXg+jfRJcOBY6PDnFy/Ybyq5w2j1LOjUYA5JDh9J7XMHhN26R9G25FF38uJkJOAcdXTVua9NR6Nt4OpG8TzgTMhs7bnq1wY6DEaHW1xCTuFyTX3pJ8ZaMPB9XvMnXg32Hddq1e474C2m/Yri1nxzHckBP1rwM83Wio9uyZsNeCOL6sDM0o6fXnx6JgMUBk3p8O273VWTzw3wBeNj3crA94hvxfnZI23U5h5JKIvBPD9EL73Gmb+OSL6R0T0YsiQvwXAF1zE9Yv7GDwbdHQH9QGWbY5NEhrDXDln7s9kdqlK7fV8GCmhMbzY4bsMUQ0rdqDcGICi4TyXi7aGSB84wvXVXaeEjVpe3uLG1QadTKUxwHHVkRKT6DstX4J1ivX7iO5ED66s92GuENNxmdtWOkBlkIpBLrnB1Xucfsdl/BuvF3+9etHyO8l1HptTixRAdfcngSuWG4NgUZrkO6R9J+03649yFiv9b9hyfajaxa8MfDL8i0ddJ7smstsoTxuAmfkrbmZHLlKY+XUAXjfZ9lm34trpoKzvy4+5GG8ckHFDV/WUwBWcDY+850OzpNuBBDMsg9V6L4ay6qPaLHddxFxhv2nCQIGGmZpBKkMeYrvPhvE6xsdwD6aFpqo1kkft5ECgdQUOCbnmdhJTQA2UERVQzOAG7QvFDCJCDjJwGZoBjSR0e2tpPJ2RpvdNM+e4MW7ONas/UEKdYQZMVlwM7Vcl3nhUSlGxa1uGyMC9fl+lq35iKyHl2kiAlGPSLHH9YgQRkJKWbWdCHgmcQmXNrF9ttt9YnUTmJkPpi1y/qdY89b4oM80tAOEyO91Zct50lJ9y2n5XlG4vEylgqz9IA7/CIvwDPf0tOuBqfuhThlMuVllL83l6iD2cUyf+aRuTqI0tX08DZrb33P7QJ8DEc/cxvR/P1hhtEEOcnt9ewDwgDHhtaV0i4QIQso0/13s0oPLN+b7otcwfd2uqm/vu9BJyz1zDqWHReNScV/Jd2NBlBbIJa91uu73mqVjGBG94oGABKzo4yOA8ieaxcU6Tbc3+7T40CdlnDMxSCOUWga/ryp0m52XAnwvg/wPgP+jnj4JEij0J+QntAXiHsDNyAag6UQe8Pi/BFstC3W44XkiI01tSc/zuH7VcWjtg4FkYLLk+EKYA6vvn+1lAkSXJT9WBknM7Q9WLduL7W4DHWLAD3iajlwKNsCg9VvPfhj4hxCRJzIK4pIEYIcABsbyOY0DmUG8roDyVbIzMW/xVTEdP6jrIrk+NBEiUWQkfdoOe3P1Yu1EmgFkQDVBmzs15TZRbcMf7V/tSzD/ZT1jKfClw8bWWSQtgDsjICB2BQ1JdfGj63NJ0HQcduy2As/3+Huyt//3bd4923G+63MUAzAB+JzO/HYCVXP4mZv4zF9aze0RydGBVGKB72AvDshPqqqwCm2OaUEBxgK3YV9s1cUtUEyZoZF5bx2trAnDXA+q20pcsjJepEuVs2c46IHfUZmnrKpDljpEXLQCXzuU6Nub25PPf2lKWFhkhCoh0Lvw4BnkfHBtOqo7ImTCWQUDJn2vslBOVsOSSDc36SJBtpo/24+r1m30GdbkkeC/fc3Ghc4zWTzzNd2RtKQgzai06do4auXrFlFSQzujFoJpxriSoB0KXy7h1Ol7lVgJJt1kMmJmp6uMnKwQ28FQ/3iZIxl6bSUHHwXuaUHsc77Q43ptyXgB+oYGvyjsAvP8F9OfeE7d0tc8F8aaJGaZgfHbTlQ2zMVtPmjzV1nOAkvwa1pUdKRStT9ZeeU6njB0TNugeKnavZd6YPHRn36idX2eiUnpdO2CaBCqfNZS5dMjdUgMk7kOAGI80wU2TbcxmRQVO32xjXNL3NcGRmxQ9G/RdmOZuKGDEBbTZJkqnGtpSx9jvao5F+rEDXNTgTH/0XrdasZ+T3dsUPEN7r839zHWpjIeds00YbqbczSqINxDR9wP4bshX8OkAfujCenWvCXFjJPE/2AKEyT+kaH/AmJCPSeTZxC5SwdE34M/X15AgIa7OrWyLeU8NdIUBc/UNdg+l/FHj+1trtKEm/QmO6blxKiASqq6UwSVMGb0tn6W6hff3ZQhrI2KMiRwDFrVDSkH8irl94MleQ1UfcAqt3lMvwja+DQNmB9Jwels90LK7AW7iqJNFHgOw9nHLDtBJmTmRMl6U0k3sjHvNCmpTr18YamRQL5GGi+WAzrwfmDTc23C93lyDV0GNlTyJ5JtDtekqDJCozz6LCsQbD9l0Ou6+L0KMfd9hct5AjC8koj8O4A/oplcz8/ddXLfuIZkB1MblCGhzJwDb3tmTZdz0Z1RAwQ7l6U7Hbt22MFIJcTUvBxBKTbJGDeHPn0S+mX665qOw5am75xJ6bEmEDLTsmJnPDA27pWLICl0GBRTwFTc6BQymUh2nfNY/ZkJOoXpXRJeuUpfvwqCzHBu5Bm0U3TCp9R5tX5v8yzphALUSR+AS8hujTCA1YxuwWXcYTGXh2KzpajkFMIcSQFM8ZgJX455dfwitc4HdWych3rFLWHQJfZeQMmFMUb67s3Sv/r79dd15Jax5GogBGe/Qi+qjfr/m811B+kJp6l3MgAGpB3eVmf89ER0S0RVmvnpRHbtXZOqmU3S15cPcSdvvm1MmDGyrlVNAtwIqteoFBdSi06V6XuvpAOft4P58sz76zRvhPFM8FXz9a3XFszwRApR6PUYBYVbkyW5ct565JjFDO4akqg11akPusuBECnXc/erDWfrnqi37qhy23A8uZ3Eo+7lJimMsmabjNWXek4m5XD/Uop2lYoZOAkGNbzHIVMWcm3EzMM4Zmo3OFFkOVIP2sSD9dDBdR7X/NulQ4O2sZM19XBxLvWtVEFqG6H+GlKZ/P0iCm28B8NEX17V7RDzwAA2weQAsVRIs8olRIo78D6fVte4I3bTf/jTX6hSEne6XEoQNA8BQ2yg5gpNEusGOtVDkJKoIjqRMl8TLQcsLpQW3hjiXQL64KM3mJ0BhSYA8uN1yRNfLUiGlUMKPAagXhIKGA5ISjAFlzZ3lhXCXIlFnxMjougQiFgOUGu/SGMRHFqilgAwot4e9JIQ3hh6C+CcTpH+mejDWmbuEtJRlQwi5YZLG6kv1Yxsz+z79hKqd4KV2smOEhXqIxFTub9ElLGNCDhk5Ul3Y6HgdAxhTcJOcRhaOcmGKWatL1/vnrKoUBeUy+cRcstX1ixEhMFIKGIdYwsZ58kxcmNytAAzgL0DSOv44ADDzLxHRu19Yr+4hqQaaMw40Y51jlY1xxg4r/wHF8jRppwBtdlWPd7DqwmyzppZ0+33+YQFzroDtgy/0rxjcgjngG+iiBk+YOsLrOQ3IDBgdC4TqXChIwvWuSwqOXBLsANhiVYURu89EwkYt85bYQWsKyxDEKyCEDA656I6BDki6ZCYL+qiszkDe/JABMXJZUvhIjC623gYAkHQCiZEQYwYzCkgyk7jNpSDlkUwFEFCj17yLWGHAdUxDp4EpxOg6Yd5B+xNDRgTa1QITxhwQ9d5DyPLdsfyA0wyjL/dSjByov8lgme1yGY9IvK3usImWcaEM+GYBMBG9BsAnAXgnM3+Qbns5Zgo8nNXWeQF4zcwbKqGKpM4xezlLyFyF/AMyPcbA1oPvaaPr2dsULB1jpkmu3i0jnQdQb2RTAxsTJFcrKuP154vLmVxPqlpU49tU171lDbc1vTeM2ANILuTVqWyyJdSx/pOwWmNqtqQP1MQVOuOSXoZRytJbJQ1jqX2XdHluxxLWxBj1+DbCjkt79rnrEqJuL2oHBeZgwGcsPQoAWtQuM5Vj5PyIHDNSCgA68YQI9bo51omEU6gpTk2FEblUCOm6hC5kLLqES/0Gy25EVsAtCYyc+qaLGSkThhR1MohlsvHA20QbOm+QYti0fTNEgfREcpPLRcEK+d//M5dvB/B3AXznZPsNF3g4LwD/MBF9GYADLc755wH86xu50LNWMqoRyYsjeCgJTpzawGSH6gKoqgoDNiYUXW5RFVibo9vuumIgWROrM8JQz/X9FL9fajKb5UUF4rxAs8/yNuysVef9foE26ovlDXcaXAFZkg9DbBhrCAJYwYEeAPG31Ye8izJz5BCQOl32q4qBlJ1GBaeDfhAWDGk3M2FYRAwpIjFhM3bI7HxkUdl2DBmXV2usFNySOyapd8aqG3HQDXU/xEg4JOcFAQHmxCOYCUMK2PRJ++sAWCeknEmW9GrEC6r37bqERT8iEGPZj1jEhGU34jmrIxzEAUOOOBp7AMAiJizCiMwBqzhikyOGHHE89EgsxrrNGKVfKUiGOZ0w5atihK7+sMm+ixnUM/13zbOBorYINxElt+QmeUEw848Q0QtvRlvnBeCXQaLh3gxJWvM6AH//ZnTgXpeiETCg9K8OTKefGwPaLpmeb7+vXH/3JWWhY7A+lSBocq0yCSh4J26YMxEjU9UbNonWndtZ4/mByfu5+2g+E7YyBEHZloahTf195/xZAWHDxjARsvjUMklMMkIxSEUF8i5kRJLXjjKydiIQY0gROSZZnlPGmIINN1iZax8ylnFEygEbAEFZpu9PRxnZVpNMkvNB8dcYaAQQFMCLOx2Fcq/y2QBZQLFOxtXX1+6tCxl9TOiDAO0iyNKmC3LhRRixDAmZM8YulJXPGAOCsuQYCME8SrJcrF1puEmwvJ/9WsqqhPTrJqpqnYuSW2CE2yrwcNYJ53VDywC+Tf/2coMiqgBnMDJGqdFNlM3AVaPTAAeUpzYufy2Dll1hkD9iIAzcsNrmfC/aF8pyfBy4Yc3FG4BJIt6iGN3SAkhLAEENb70eZkUmfYoBgnOfcg0XNuS6FxghOl1rKSkknUopIDn9qq+ETLqkzpMHj4jRhwzEhEDAohtBAPqYEKmy6TwZHA/yRIy+q76Dpjo47Dc47DYYcwRGYOSAk7HD0aaXayhAZyYMORbAtWt2lEv7QX2HUw5Yx9QAOSC17szPORZVRZVlP2LZj4jERe2wCCN6vUYAYxESMhMiMYLFWkMSGwWq7ckKQfqSmBCCeEqQ6W8n48PK+C0bXcnLHLikCq25m3UMY/XrvhA5f9PPJaI3uc+vZuZXn3HONwP4Kr3KV0EKPPzZsy70tLOhEdHLn2nF4GeFKFgVLyMXvGDvg9YimxrKTgVgqmzTQDtMVAZhBOJa9LlhUJCHLvvsMgWxivpVcvxmee2Os8uPYLrmIMc78M0LyfxWchpbrgfz7ZwCvblHNePkxsAe6iC+qwCQU/VGMA8IyeQVWjcyEoNP0Gt7na3pZKMxX2L0MaEj1ZWGdtC9kQpQ/TLVop/B6XY7yrhvcYKDOOA49djkiJwFINfrHkSMzSIWveuQouqAGSGmovYwFciqG9BRxsgBmxSRuaos7A8QA9hx12NUxmyh18t+xGEvbVzq1zjsBvQhoQuip87E6NXy2lFW3bVceyqR1FMkiG44UdB8G6yh2dUVj3NVzZB+lxkZRAHMtVK1/aiqSokvDoDntSG75F3M/PANNf80Czw8k3zAP/kMzn12il/KFwCmmSV4fTv3o6ksdE5Pi1aN0PwpS3QYUwxJAQBJdYomEbg7T861p8x1SMG7BmAwatpJLixdjrObbxkrFzeKyb26h3Wa5czeFx27U1FM25iqKKYAWvSqCogAWtUB9DgIeBPQnFteIX+dqjGy6oYtTeaURcNYIGo7cq1cXjsAORDGrF8UVXc7cR2TiUPIJkGTM6DXSSGGLPpfm4Eh7NnaBoA+yATgh87uj/Vads1a+JSLG1mpxUdqC8y7x927BtpvYJcK6abKBV6CiJ7v0jX8cZyzwMMzyQe8N8KdV/RHCiYgweILal7YqVoAFaDnWHCxx9my3h/rGfBGDWoZiBvWahUs6ohsDJoKgJrCOiR9HRhhyG2e4A6Nn/1Wsc3IyD0kB64HXy/mW0yoUWJaCaOAsF0jE9IoesrG+8GpGDjpRSJX4xthC1y9GPOV7ugkxITEBLFHVoZp7LinhE6LSXomaoBt1+uUVd7XnyB3hC7kYphbdmPJ2LYkLrpfY96LIMayAMYyjqIvZgHyELm8B4AxR4yaY3OJETGEAuBEjFUccdht0IWEy90GB2GDhIDr4xIjBxzEAfd1R1XlwoSBo/Q/dQgQhmy6cDMcRg3mkAlRmG0IGV0U9U3i6q1iE2iN/DNVUnTufDqmmRrf7pstNyvPDxF9N4CXQFQVbwXwFQBe8nQKPJw3EOPrAPwtSKn2/wvAhwD4Imb+xzfY92enFN0nt2kJ5wDWs2Tv+uX1ohaxZq+MosLwTDiMVZ8bRgXgxKKWGLO6jRkAkwPzCsQGxkWcqqQY2pR0WTkeRJ+jgEu79Qa4uJeRC9NloM00xpDSRE5NYu5NRV84BoxcDVCWAIeIG3eyKQibMWwqo/rzmQcDAISOEZUBL+KIQBmb3GGdui2rfaCMnjSoIyRkDuhCwiqK58PIVe9roOuX/OaNEInLa2JCxwFjjsJCdTyyGfAAIGRECOteBAH5S90Gl+IGgTIO4oDDsMFRXuA6lhhylG1xg54SEgcMHIGM4kZn/TF3NSjYmy9xls6DqHqREDE6JqScy4Rm+Tks81qiUFlwrNeaMuM7VZj5M2Y2/4On09Z5GfDHMvNf03wQb4VURf4hAHsAPktMXzAFoR3SsGGnt9p1qlc5NK/MTaSagS8pCy7XMRB3fSz7s7idEbgAdO7Uf9X5/DJNwHiqejDJDll1v7ke5QBQ5KpBCC1Ibw0r16oXPplOUJY19VX1y+EMVjBUffKM6qNRUcCYbUYXkqoWAgYwMqhRH2QOGFjyDnspLHnGu8Oz7ZOxR46VVdskEYkR4yiAxjI5dCFLe759nVgC5fJqqoN17jDmgHWOGDlgyBGJAwIYA0cMOjkECHvOoKJX7ig0LBiQSWpMYpTrYsKiqxOGRdUNKSBb33TCiTEjdqkEnoTCgMPFAvAdCO7nBeBeXz8RwHcz82O0y79kL40I0NWx2jlqDnSDskyrPmw6Nt8AOWJKCUWt4N3OujWjO5ED4yZX8B25+F82wNsoV0U9ISqGoIArRrdxRUgrIPWkARioSXZ8+RkPwBmw4ppgUuarD2MUtjRAfHWDRrwFtZhnVU343LQ5h+rVp/khYpdqbmBTUajVviyDFQw2moQms/i4pkzooqgKYshYhFRVFHrOIoy40q+FYYKxyRFkQKhAPXLA1WElobeqivBgHEz3gwq8Yw5ICqqeHV/pT4rh7CAOCpQBmyyP7QFMhy0Mtye7HiEhoKdU+r7OHa6nJdapw9G4wCZ36CgL69X9a2s3DjiIAzK2PTUyEw67DY7GBYYUcX1YYJMiVt2I+5YnjboiM+F47IuPc9J2YqjqH2lX3MHHFGcnw5sijszcSXJeAP7XRPQLEBXEnyei5wE4ubhu3YMyw2rnhEw1YQxVj28IlQNhey0pJe1V1RKF9SaAxqz2L9bztAENwNgqWkgCvmbXYXU7kz9sp5z0gOsS1dTGgFJO3ulxY8zImcTtSRlR3wt4pBwwalYysmxhAJoAgMKw5FwCTmXAti3lIP66Y33wcxRfV5pRUQRVC/QkTNgASVhnBb8MQoeMpO5d0zZsoDPX4AvzjBh1wogkOuAFJwQWg1wXEpCBTFkZcCp9uRzXWIWhqBKmoGlub4OqMozZWujxwBEjx3KdiIyE0KhHOnVZM/e8DXXYqC63j6JmMcOj/ysRdjrphZjQT/yef/zjXoELl7sVgJn5ZUT0twE8xcyJiK4D+OSL7dq9IY1uFijgankavMqhgGY5pqoUwshVz2lO/KoqMDcz83Swc+Igul9kIGwyQsoSyRZdGRylHyGhuNVzqGBkLDgtAtJC1Q89SthxA7p2L6Y2mABe8YIApFQ8ZBzMfzV2GYEltDhrld5p0h3fpgFtKHXNUJPmuG4BVaVgvrsWPWdL6pRCE03HTkVh4LhRNtiFjJOxL14SAloGqmogQ1D1QEYfqgfCOgtoASjqA0Tgcr8GAByNi6JbvtyvcaVb6/lD0f+WYA01+PWUsAoDlmHAoCw2k6gSekrIEEYsX3eHkygL2mUcC3NOqDrvZRjlPCas0SEhFP2ytMElku6w22CTI1ZxxH39CTpl3VEnmeO8wKAqj6vDEmOO2OSIderK9c5MhXmz5G4FYCLqAXwWgD+gqocfhmRD28sZEte0zX6d3tYA1AdflD/zWkgCsPUHpIwvVbAVtYVL8M5AXGcNwGDEdQINCXkRkZZdMb7pVYGBETZZ9LymbghUgDYtCOOBgTEh95r/wQVYUAagUXIU8wSYrZKxIaUYXHKQxDpEQK9BA2MOGMdYHfadO1hhtwqWlrwGEH/gUTN2xYjGW4KAomLwhjNj2OPQFYbs3dCYCevUYdA+PLVeVb/fUF3FFqpuOEmdGstULcGEg/4ED/THAICr4wrXxkX9fSirvq87QSDGu9aX8ej6EgJlPLg4wpXupIAZAAwk4J1B6CgVsDwMGwFgSljnHolDAeWset6ekk4AXQHRK/GkgPSYZRI6DBscxjUGPS4zoVegB4AHu4RAogc/yT0yqPShJ5ksLgWZUEztcDUf4J3Dfbg2LvHUeIBH14cYuTLxixYCbpoXxM2U86ogvhmiB/57+vmzdNvnXUSn7ilxgLjlB8zb+5tADQ+oE39cYMqWubar70XvygUAHW5VJq2KVCYuzFfAWRmrstxpdYvWt7e9V2u/dhSoRjnphGUPA1DUAwQx1JxWmHFXxJu9Zw6FwRoP3hW2PFVL+PcZhKg3YyzZ9huomNvZWRKJC3h1lEokmklPuTBkUW1UcLfzvPgIvYis0XviBZERNKLNPDJE/3TCHXqOGCg6X+WkE0UuhkbxcJhHqgDZZyCbOZT+BcpY0VDY+KWwRnATRyTGtbQCOmDgiEVcImRGQCwrjQuVu1wH/HuZ+UPc5/9ARD99ER2614TGCfh6mQHeoq9lbnW6qQVjoKobiM0IxyVwQlSNtl/QjqMCx1hdiNi8GiggKzHzlSxyyfPrPB0M3AvYcgu45ptLqGHErtyPtQ2gZCGrSXXEAMWakjFnQkqoiV+YQKEa6bxhjTXlIWDAXFUPNAFLdsv4SwdrjIsRi67qnREyAqq+s4A3KkNOOSATgZTRmqeEseE5cL4c1ziIA8Yc8NR4gJEDjlOPgS8DAB7fHOJoXGChRirT62ZQTfmoYoY+D9KBMlaQxM73x+t4IB4hwwx80k4XEjoFz8OwwYoGxI4bHfKT4yEGjjhOPTIHXOrWOOyE4d4fjwRgKSOiArYB7ooGrMLQMPcVDbjeLbHMA5Y04nJcI0Hu/TgtcEvkLgbgRETvx8z/HQCI6H0hHqF7OUMaNQNaY1rDbovnAzdGNFMv+Gg2a7NxN9tkAekMhCThw17NIIY0BZPECKy6XMgx46oCtLXTBGoUf+Had2LU0kMTFswpiB64ywgGih0X/a7kuWXEWB30i1EuAPbzMgs6swCxRI6JOqErXgpC9Od+zL5dE69z7ELGfat12W6GI2Jq9K0GvubLagYz32YfE+4LJ7jUbTSooe63ZfyVKKqCa2mF47zAeoziHjYukZlwNC5wMvaljz2l4iY2XUP3lLCkEVGB0HS1vRrRHohHeM/uSQwccT0vcZSX6JWBb4ixDCMuhbUAMGUsw4B17vGO4T5cS6KvPU6iYhAdtLDfS2GNB+M1LCjhMKyxooTB/Ii1XytjxpAJcEUjruYDLGiFK+EE79EDCQFPpgNhxrdC7mIA/qsAfoiIfkU/vxDAn7mQHt1j8vNf/dLy/nd+6avaH8FU/TBlw+W1gq4nVU1pINh+BnwGs8nqbufqXtNM6oc2py9tn1d8f001Iae5P+lsIFd6x3SsATCl97a3gmpNnEuWHRcjJIGOSz8JoCTbMWd/SwEJqP+sqwBsek4fQmwuZKYHBVCyogUQciAgh+acjArGiyBpHjsSd7FlEB/aTlmnBUYAqAEPgKoYMjLJAObJPZt6oNwnCEuXyaynVNQPXkwtIWMTkBCK2kTuLeEAg4Yfy/k9JBijJ9EpR0jGNu/pEcHlWhkBCcqAwchgDAASqPislvHXY1ZhgwRq+nREi1k1y0XI3ayC+E8AvhW1BNG3AvixC+nRvSyEbYObMl1LgEMWvcaViVLW/foDMvCbYimTOy9lUKhHCJM1+mr98fs1yGICuHbN7FzOspYcyr1kPss9gMBaBYNr8czI6HopAMmoHgoh1KTlHizHHDBmNGGsJYFOYFxabrDqRgkmGLtSUUJuhbHoUonc2qhvbx8zDnrxIFiPHY6HDoGAS4sNlnFU17JUwoc94zUw36TquWBBCDHmct5ht8F93RpdSLi/O8Zh2OxUG6xZ/HAzEw4KG15iszks17UoPmGrCZFG9DQWA9kqDAAgxrKwkX6BMOQeyzDgkNZYUEJGwBP5EAmEE15g4IieEt69l1KOD3bXcF88QU8jTrJcc8MR93dHYrDT8ssjRyzDiGUQHe+GI55Ih6LrpQ1WlJBA2EASBkWdWEyHHgAsKeF58SoeCEcYuMMJ99hwxMBdmZAuXO5iAP5OAE9B0qwBwGcA+EeQiLi9nFMKQDoAtldTOwQXvVYCJ3LNz2AqAZNCfohgFQUoZdEHp1z2cR+Vmc5TYFMlNKXjvVHQG97UEFePryHIJYotaIpGVRUwE0YIqFplBgDYjDU7mEW22XsApZRNIMZBP+A5yyOcpB7vSpfAE3DrQpZk58WhLqLT9I9dyBhSxKgqjYOeSs5fyzpmYizPoroCMbqcxIUKAtILBd4uJDzQH+M5vYDW5XiCFQlAimtXwAl3xTNBfHElpLgn0WMbAFnARmHleowt+yPE0GYeCLJvRELAkHsk/WEsqOqFK9BJ1FukXADW1A8BGYlqoh4DdSRxSUNGYcURWUFToCPF+nuya/QkeS9ANYJrQRkP0EZYL3cInNFzxNUwIKZbgIzuubuT5LwA/AETI9wP7Y1wNy7eA6FRP9gPw/0O5xiutMFApqp+ADTBjuiA48mIeH0DjLqsYwa6CL68RF504EBIiwAOhLwg8e0NJBUtJh4P3pnW8v4yobqgdQB3DO4Y0Gg4UK0DJhVwqVSPAISpphywHuTzzjDgWIM0Ok0qvtDghy5kHPYD1poQxkePxZCBXDIkgCHLftYcHKY39nkiTALlwswTUwn73aSITe5c9jEq0Wfmh5sKIIpedOAOQ+4KKNZrMHqkAq6RMtahw6Vug0VI2GSZNFZRQPwoLxBVBxyRcZSXOFJr6VKZcFD9rYAzY8NR9MGcXXScMHKUQI2ABY3YcEQkEj0ybdCregBAYbADRzy3v4rndVfRO6BeUMKKJCowgrGiAYkCVjTi0GVeGyD68OvKdgfusOGIrDrry/EWxXTdxQz4/yaij2Dm/wwARPThELXEXm5AzKjGJOn6rAxQ8eeFMVHSH4tXO0hOBkpAyLmyYcjMHk8SwnpEuHoCvOsxYKgPAA5WoIPnIXcBuQ8YDwNyR0g9kJakJcyrgZCDsWlN30A15y8TSnXj3AN5xeA+SyayjgEtnmm1yJjFkOb1rUOKOBmE9VkoMoDCfmOU6g1BmfIySp02yyS2CCMeXF0XcMwRx2q0WnUDVnHAGMTR33ISHA19gcGD3ty9TJdpKgcB38qEA9apw8gB14cljse++P/aJPBAf9SkeASAK+EY79Zdw9V0gKO8FMDJdZm9CkPjzuVdwMYcmog0AHhyPCyhxQDKMQBwX3eCHE+wDAOe113FpbDGSe7xRDrEwB0OwxpX4nFZ5hemnai0bx4Lh7TGfeEECYSFsuPEAamX8Xm3eA3vFa82ExRQdbztGAy4P0igzRMZOModrnOP30z34XpeFhYveuEBV+Lxjifm5srdrAP+cAB/moh+TT//FgA/T0RvBsDM/MEX0rt7TaY/ADWwTfebqmKWAjvGTFl9d1nUDkgMGkbkkzV4I+wIgRBiLF4Rkixd2G7uJJdDa2wjl8vXvUbUSseBXRgyF5WElSsnrSwMVMNaCOrjq6Cck+mDa7ULL0FZr1WQsJy5cksWeZaAERhCjVCT4IfW66GNHMtNW3Ni+RpKrgYOBcx9sIboRcdG12uAFCgXg9O0soYZzgyA+zBixcIeO84YczVKWX4GCy+2ZD9W2NOu29OIFQ3YUNWrmgpkKokDoP2zz6ZzDiBhsiCs3Bg+EI5xRSspJwBQQ2QSz0fxdYa02RPQU0AW30FsEETvm3uc5B6RMlYY8Okv+i87v4MLkbsYgD/+QnvxLBLzdPDeC0yQvLAGuqoGIEtckytDloTpXIxtBuIcCOgDeLUAHaxAfQcsl6DFArzskQ97AVxNoGNZzQxkPestPr8BjVrCji0qiJ6BTlzNSkpJlj5nF7gAqB+t+vlK2kIznI1Y9VJD7drJEuMo+t8hRWQ1DC0hFUVOnDHMV4NYj/IzNqNaiUKbuI6Zt0JJeK6AfBCHUpBSAFfYc0cZCJKsfKCIPiYcdHLsg4sjPKe/jhWNhV0GyriaVhg44iT3WOe+vD9OwqAP4wYBLPpgffzW3OEoLYq3gc/PC6AY3yxIwlzTrsQTHIY1eqruZNexFIOcqiweiEcAhJkbMD+VDzBwxLvFa3jP7klhwTRiSQkDAk4oo2cJqHggnGBFCYfEuKL1445ywol+tZG0fh0zEurENnBWgJZ7WNGA9+yeRJoxTN4Scc/bnSTnzQXxqxfdkWeFEEqmssYgQFLxAECT34ETIYMREgnVcHpj0feK2oGDGNnysgOljHj5EjAm8JVDjFdW4D5iuNwh94TUi963hBGbOLAtoGysV99LBxm5Z+QDCaygZQJZTlftnxnRrBy5AbFlweoiYQXxTDjsB1zqNjgeexxtemQF2GHokDTJtyWASalmDLMMZwCahC8GmiWdY1AjW8g47Da41G0KSFgqSdPlbnKHp4ZVaa/X5DdW0HIZRzywOMZBHPBgfx3v0T2JBSWcsDA78Ws9xDuGvrQPCIu9lpY1vWUQl7eTLPkkEiRBjvRXwovLBIOAjkbc3x2Lh0PY4L5wXCLPFiSuZBb4ENVAN3BUAD3CikZcCQOWBBwx4dfH+3A1H+DBeA3vE6+hp2qGGDjjhAYMFHEfrfFbO8ZlOpDvjwIGTljTCQYDYDB6qC+2MuDEwAmEIWed1Vc04nnxGD0BJ0w4yjdWC+KRRx6B5qAxucx8/uSV5hl5p8kzKUm0lxuUn/vb1Sf4g7/oVSXUuFl9m/rXXM10H6sHQzGQZS7byn4tK4QQgA7gPspfV3M7gKi93oyUiLeJS1ply6Z6EK+HWlZID6Na52tOfESZLcctFPm0cxKq21pSzwmTDAV+VKPctCmfKxcQw5T52vqoLTk2l4oQizBiDEEYdBi3os+s7UH1s6Y28EzWdKdjDhgo1jSUFqWGOpl4w6T3fIhgLGhUPXJWb4ex3EuJLlSWbOeJnzOwIMLAqiLRdo3B2hhOpUdE1OKciWcMlwAiERIzLA2SbzOAsYAkqe/VKyLhxsvPP/TQQ3j00Ucv3dBJE9kD8G0SIvp4AN8I+V38fWZ+BRE9COCfQoJK3gLg05j5cSJ6CYDPAfAGAC+8qMKjhX3a0qgArakC2HkgoGZAW6hKggO644C0jk3+h9xH0OEKxIx8uEBaCgDnhaofohj/mKu3AxGQiRFQAZ6pnRjE/1d1v534+vpqBkRcDG99L7l0mQmbMUrRTKLisWDlgKR8jeTPHZK4ZnWqnrC0kotuLHl1R1elV9qqhjsixjp1uDYsZcy4JjW3xOOH3QYHWgECqKka52QZEi5168KqL/drLEMqhrdIGY+ly+V4Y52PD4e4lpboKeNSty5ZxK6EE2QmXE9LPDZcKiWHLABknfRRjLKcj6g5fnv1NjA/XHMdM0kccJ37omJ4MF4DIvBAPMKKEiIYV7nD1QSccMQJ98iml2XCAMZGddUW0WaGtSMegAwMSFgrAJ8wIwLoSUC9B4lqSYfykCIOaIEMxopOpA3IIi5BvCJui+wB+NYLEUUA3wTgYyDVPH6CiF4LAdkfVDB+GYCXAfiSW9cx95YBKwVg6R/BVFM3BjWWuZNJvSBiT6BRvSASC9M96MHMyMuIvAiSzcySp5OBNRWPDAA18ftM/6QP1VOCO9H9WgViQAxvfS+eC8tOdK2JTZerZcwVMIPLJLbJEYPliQ0ZnVaDMH1xH2oaxCEzSs0xRnFvYwDEhHWK6BXIvFoiq+9vXpAmkhmLG1gG4SgtanQaZQABfUjFH/ZAywmJn+8afRgx5E48FEBFJ7vmDk+NB7g+LtT3uGYrW4UBA0c8trmER9eXsAgj7scJlnEseXoBIOSIjhIiiceEzzAWkTVSbSwAmUDICLiaD3A9L7GiTQmuuBKO0StQX80LXOcFEgdxU+OgARoRPTLWHHFivr2a0Ef2MyJGXOeMI/2x9BDwtbxMgaQ0UtQfzeUgocURwHPCAXpeY+CMq8w4mTFK3jLZA/BtkQ8D8MvM/CsAQETfA8ll/MkAXqLHfAeE8X4JgA2AJyHJ569dZMeYSBPVoGYm21r+K/OdqiomPyaJopPUk8iSCwJJDHZM1Cy/7Fo+ifpOtYT3xrBzpoeo4c2i1wAUoGyS4oTqxgWIjtSrEfoong9esoK4iZ3bx4ysfsYpy3WWqqcFgD5Un1174LsgScYHlknhGoQtm/51yO46M09rQsCaOzESqnENEE+OPgwILJ4RYwxSTl7zB49Uk6Qfpx6bVKtQAChJ0gXMW2Zrxr2Fejks1Oc4Nf0iRMgxC2XIBtKSC9ipNMhUDxtVU3AJOEmo7m4mAwMnEIOagX5PwMrpigbOAr4ERBAS56K2AESNAQIuhYwVZwza7i0V3qsgbpe8AMCvu89vhbjVvYeVkWbmtxPRu+v7NwJ444X3isWftkQSeV0vIO5eEWCXFyJMXNZKCkrN9xvWo1S9WKsLWiRwF4COQCkIy3WVLMwbogSGePEMPYvO11QQxVtCgZfARRVguRwAF87bJSy6hFU3llI006V/HzLuX55gERJOUlcSng85YLNeFYC185fdWNqx8OAHV9fxbsujRsdroJdBWIQRm9zhmHs8ur6Eq5sVohrnLMhD3MJSm4NBVSc+O5ipDQIx4qJGl+UF4ZJ6PTy2uYRRc/EGknJFT6wPcG2zLPexCGNJUg4A3TLjCklgwjp3hWE/GK/hvnCCE+5xxMsScRYpl9y/PbtEOcjYIOCqBm0kbQdAidS7RAMOlW1fheTstf0SYUe4yh2OWEKLV6pLfjAscBgWSJzxaD7G9czoibEClf5GC+aggB4Rh9RmPDvKG9xy2QPwbZE5bve0vwqSjPSFGT/44INPt6kabVYab9+bwauklNRjG1c2mFdEBg0JNGaJgmMGjb1kPiM9Xy/gc/uad4NlWpv643rmXQyAu+6HCVPDtOVxCOpJ0IdUqk14gxMR47DbSHjvuChsdBw7bEYJ5OgtQY4L6hhzQKKg5w+4rzsuLDkQY+2SigMo1RmuDUs8uV7VgAwtp7OKeaePsID5omQ6syrFkoWMEV1S8jFLkMhJ6pvzbWJhAOuxk/JOTOV+/cSUICWTLLz5MKyRMuGpvHL+vZaYZ1RmOmBFSXxymXCi+RlKeDVyYb5LStA4C1U39OJRQYOwZ5bCowNQJpEFEZYksGEsdwABzKoDZqRJ4dGe3MriPX8JAFC157dO7uZQ5LtZ3grgfdzn9wbwNgDvIKLnK/t9PoB3nqcxdX0p1tiHH3746YG5Lfvn2Kddy4UEWyQcIC5rxKrvVXYqumPNYJsywCxgyAx2y8ESaqwuZ7Ysq77GAtQG/pJoR6PgFly9H7bGhZDGgEQkgEt1e0lknmvZHxNzKetcsMQqjnjO8kjSIcYe18ICBOCwF4AGnJsZEcYQi29vQgBYw5eb3Amx1FALHHC5X5fcCJLTQYxel6Lkd5AKE2Ppt5WUf3JYYZPMyyEXkJfAB3EtsyAIywvsRVzvwpZHxkJZ9zJaHgUB34iMdRbWu8gJA3cF7Fdhgx6p+AZHzU42cMCgk8IDZvxTIx0IiCxLKkk6L7KihCvhGBGMK+r7C9R0kuYH7L0iADHIHeUeh2FEgARgeMAFgIHT1rbbIXsVxO2RnwDwIiJ6CMD/APDpAP4kgAcBfDaAV+jrv7qVnWISFYRnweRYLQAFWDXEZUgZH/NcYCrZ0nJP4BiALoAHAqUkiXgmSU5YdcpWVt4nTJCMbCjGPgPfdCg66nSQwUtL31bbtJLwnIFx1Ny9WmPN2O80f65Pjs6QarjGaDuS7GXPXY6IyHhsEKMVAFzu1qVar4nlawDEc2HMEZmkKGYfpNZZzAyoQWwZRhzouYfdpgk/vtSt8dz+WolQkxy7onoYNTT50ZNLuL6RhOnLTlQA18cljnoxcB3lRSmzc6lb44DbkjvvvryGTvt5PQnTN1e3miEuiJFR73OZRjw6XkaKMmGswqbkXrAqFFfCgBUxrueAx/IKA3d4XryO58WMxIy3JcLVfIDAmi/Dua1FIlyiETkcIRDjCo24pDOoQe0hidphKldzxKP5EMARnhcSVtTNAnBGxpL6rfNvmUyerTtF7nkAZuaRiL4QwPdDDLOvYeafI6JXAPheIvpcAL+GW5zZ7We//qUAgN/x5a8qTJSVDZNpC0wFURxs3Xb93LiKGaaKu0FzPTPmNcx7l+HNG90IkmQnoPj9lsOovuZcS8ZL8vSg4JtrCSCodwJQbiqrR4OXADFmRUi2ss65jQFoM5eBkB21keCK7fbMEGVt+BwOkbhc01y96sCFovbIEIPgYMnks9yj6YeBmquhZjYTrwp7vwxS8n1NUgZ+QCx5gS3Lmd2HRZFZpN0J97hEa8d6x5JgvdeAiEUzNowlBWRr3+UJDs1xNWWkJE8H+jJe6vmwg8H6yDbxhtjWUWW0gH/bZA/At0eY+XUAXjfZ9ihqfuPbJga82eli7YeSO4j/bIDodPO22qJE1XFN3IMYJDSpC+A+gM3QVi7q1BuWdKejUgUj985DAnqtDGBU36OoVY8DS8mhkAFq8w6o9kOMcjlgBHCiuXijZS2DlgRaDOhjKvrSjnLxEHh8c4Crg7g1XR+WiFry5znLIxzEoWHA3vhmus5EAcswoNPMWyY9pRIxZ2B/GDdFh2sycERIqyYsOFA1MBIxjlOP39xcQWLC1WGFkzT/WHUhIy7lvIEjro5LHI0Ll+Mi4zmLYzzQS/iwVRRe5w6PjZdxwj1W/YD37K8W9zIbQ7PlLgl4n07Ovz9E3B8OtO1jPC88DkB8cTPEnWyl6oQrAbgCRgRhST16kgpziRkZGWseMLCMi2fCzwsj+u5JXAkZPbYZ8sAJCYx+V4TNLRLCXgWxlzlRtltKvOvTwQSghya3QZNHGKhAbcaz4kscAO6iGNS6IEYeV4ZedLtU/XpdPojKeA2guZ6kKhBx2GXN+Ssl4WPMGEdtlyudzxkgsiKZNXLNsorFwLi02OCwF73uJkWsxw4x5AJiV4cVrm0WJfItM3BpMeC+xbEUlUQoDNhSSPoqF5a83DKKeSA9ULZ7GDaSEEd9ZxcKwOay9jhdatyzLGrPmPHRuMDIAWMOeHJzgJOxK5F+vopGRxmXug0uxTU2WYJGrg9yb4Pqxxcx4fmrJwEA69wX3fPj4yGO8gLv1T+O94wJSwpYc8aJrnSC/nQuUcB9YdXoaQHg/nCA+90mUwsYqF5W0G0lYoD6SucBV1lWDfcj4f5wgMQZD8Yl7g+MSIRONcrWprWfJ0a52yXTorZPux2i1wD4JADvZOYP0m2zgV1ntXUbsmLspRHa/itg6FhqAU2vdpioH0ryhRBEJ+xZx5zawV2jtO2AuRBa4lY/TQpCPhCDbLLQkOJQvR+s6KZJcD7BVt7dMplNi2f6DGjk2CfgEphrEpjozjO1gPnfTv1bpcRO1jy4uSm3A6Acb764Ziz0MuQoBjpYLbkK8KZuMTe5lANGFj3yOneNz7EX32/rZ+mv9i8xl9fENSOZyRR8zyN5JhA5sQCosdhyLWYFcEaHiCV1MhGC9U/OS8wYOCOBCyjfNuEb+Dtbvh3bCcpeBgnsehGAH9TPZ8qeAd9myVOwC1XDwARQBFjzCFOmUtIog4XZRpbMZn1AzgyiDhSChCIvIswdwZKue9UCb4G8/KWlJln3eMMADUHCjw8yukUq4Js1ECJqlYuuS5Lnlxh9J767KQcMSVjsoks46MXt61JXPRsMyCznbzNOqC5rFmwxcNCS7sJy11oVYuCAJ8bDZmkPoImCi5brQaPMVjSonjfghAM2Gta7zj2eHA/wxHCAa8OyVO/w5Y3uW50g9HItyZYmrNGONX/mkAOe2ByUfZZCswsZB9rXMQf8j+MH0AepL3cQNziIA+6Px5pwh3GVCScpYdBItgjGSqeMgRhrHtAhYkQqHghTA5gx4GQRdTzihEdkZpxwxgmjqDXsp2kuawMY1/IaPYUm6u0obzDA/LwlO9oRM06YsKIRPQ3FAHo75GapIJj5R4johZPNn4z5wK5TZQ/At1lKYEPxBzOdL6TKhO72qgLZTc79TBmysl6Omhalc4a3UOu6FXHqBsvzmzsgLxm8EFpFiQozoFTZed+not+VUGNGjJLHQTKeCbtddSOWcdRAgx4pByxiwqV+g05dwA60+kNJju6StYxxxDipGWZGuTFH9NGFKnNG1soVGzVimZdDoIwQeSulo6gequFNosxCAV9LJXk0LrDJXSFIYwolQm/ZjbjUS5Y1A1QDWFPpj5qU/nhs/YIDuKwCAhgjRzw1SDjyYjXiSqcJ02OtXnyUO/SUMXDARt3NAhgLytgoOwUBR3nAdZakPe8e63UT58J4s7FpMAaWhEdP5ojr6u620nFaUcaK7HzGBowVuPHnHZAwsCW6l+Ou54Aj7jBQwiFtbisA34AR7rlE9Cb3+dXM/OozzpkN7DpL9gB8m+UXX/7S8v5FX/1KwNvLzCPCdL3J/rgW6tRwY5gO2KToemuDZmSr+52+N/ok6wATqwHQ3DNUAkpS9VLHLQvQhJmVr09gbiWDlt1YKgXvyoplCXi6kArgloTratXvJhFrFskms4nc4yKMJanNMow4DJuylDex+mZAVT1cSytcTSusc4fj1GPMsXGjy+rpAVTdta/64csXReJSzWMZR6ziUKp5WE+shpqXqGoSY/JTNYolfAdlDKrf9gbEQITFjFfImkcMnNGrvhgARqjKAAkZCSGzJlln7QtK+HOEJOGJkw5n9/sTTxfCpZARecBvf5+34XbLDTDgdzHzwxfYlSJ7AL6TJAAMA1NCGKAFOSHvEyOM9h7o1ozuJIsP75CrkSGQelZQSbxugG1ljAyA01JzUfRa1ZhYnjBzP4tof7mB1e1MmG8aIzgDsRMoKWoJFl9l27YMIw46YbqrOGAVR02bKECaWUAzQ4tgUlIPhYhRVQ5X+pPKllXn6gE8atpDKDsEgMtxjRcsn2hqpgEoydIB4IS7kohG2g54++Z+/MbJfRhzwEnqpaAnSyUKxISTocMwRIAJR1Gs/8b4rZqyhUgvu1HyEFPGYSdl6weNxrNac8amo9OHdySRg5bjN4NLEp2gOR42UoyvZDALWOPBAASEkoMhM+Od6To2E9fE54W+6Iuj6b4AHFLCUdjAzwhrzrieKxhLBjTCmgcEBPGS0Ci4ngi9tnuZpObcHSEX6wXxtAK79gB8BwmrDY3hMM9cwBwDLiXs1WOCzO/X/IdNjP0a5nKLpT4cWSpcWNkN105RjVibAsDezYxzm1RnKsYKjfVaXl3bJ68SrWbvzUhWq1vkwmAlgXlA0mPaa6m+FwLmcs4aV+JJMaJlBGSqvruZQ/FltfJC18dl0fmmadi0jZ96hYxjwBAjUqDGEChtS8HLVTdUX+M4IuSIo4n/MuDy6Nq4TFDD/Jmr0c/6HTAAOIQW6gQhEhVmfT1lHFldOkrq+ztvrOsp4lBdykxVMfCmjHR0ADtwUj/rbXTrEWeDN26LTLyILkBei6cR2LUH4DtViNW1AKKW4Fopo+hkbVtihDGD1kkS8AQCBRKPtl5Y8HBASEvx95VXAV6CtQWUFJjO26HVT8tfiXpjDb6wMGJneFtovl8AWKeuBE/Uem6iXrAgiAzR20ruXqoZyopnQSjngzOOWZPiECGYKxZJxWEA6FTtcCWe4IrmUhgQcT0vkRBKdWEfvWaSEHB9XGCdugZ4mQmDSwRvnh0x1mCTTRJVRQy51KADxLjWhVwS7Aw5lmxpKUtZpcwE9DVPsTcWSr8IA3e4mlclEbtlPbPIvUs0oqclIgWMnIoXgrBWOeaQoCx1d3hwRkZAKK5lV8JCy80zegoFvLP9m7DrqXridsvN9AMmou+GGNyeS0RvBfAVEOC94cCuPQDfQTL9gTT5VowJMyZALDrgcDJKFrQQtPimPDhpIWWIhiuE8UDZrhr+OLbtSh/MRcJUEFzqvVkHOQXk1kkBgOhou5hxabHBQTeU5DMnKUoRSQgbXISArk9qIEuaVEeBlwNyjriWK+AGYnSwwA1hypkD1rmTzGX68Hsvhwe761iGAZfCGg/E6+iR8EQ+LGXRr6YVriWpWvzkcFATokPY6FObFY61tJBNJIklwXxWEO56LXHvAHg9CJD2MeG+1bqk38xMAs6kul+uCYk2OeJk7JByLYVU/JUhIJxUZ3SSezyRDzXf7wku0UYzlSX0YFwK1R9XdLpc3NZ6SJTb/WFxZm6GxOLy51UU3pPCvCgyw3lSXOwa/xnLTeofM3/Gjl03HNi1B+A7SH7pS/9yef/+f+uVjW8i+b+MrcCMIpr1jEqC9+oBYfXdzOVsG/Gx7TDv9RbkjrOAC5j7cWWhAIoeFJDlMsGs/rYtIKrBKCJjRAUEW17rp0bPa14KW5WGUbOklWrDWk0iwvnQWj5gdWsbcywZ0ppMZJqxrCR8t/fcZnBrh179gbOsQjJLspuqr27HxI+XvK8TjvdT9jJwxMapTkzlEZXlBoiLYgRKJFuCGcV0rKh+D09XrO0yXjMqiMvv9avP6Bo3W24WA76ZsgfgO1TiCRWdb9wANKr+d2DEjVZGzqxua4R00CN0LhQ4ENIyYFySVDHuncdDp4a3TtkwceOexgVwta4b1cAKACXvr5UOAjG6LssSPQUsYihJxy2NpE/CPuaItbLAEMW/TapHCCtOwQNwrW5xnBbFJc0CGRZhxHM0F2+v1ScAAaR17hGRcZ2W6CniajrAk+NhSaZuXgXGOEcEHI2SbvL6sMDRWt5b1N6YAtZDN59oSKt65CwVoYcEHA+SfH3VVX13FzICsxrkNkUnbhPW/Ytj3L84kRwYGrIMiE4blHGUlxiGDj2NCH3GYVhjwVmy0DHjBIyY12ogy6oRFgDuUeu3weXsnRNjyFYHzgd3PJmP8WROSFx9hS0YJECStR/QHaL7NTEyc4fJHoDvUAlD9XYIg3o/jIw4MOI6Nz8ojoS8jJJ8XVUSHLT68UKzpXUVgHOPGnJsAReeHpgRTlmygY0FWhgAhyD133zxyZwihpxcghYGLOeusr6Rg1j/Nf0iIAx2GcaSBMbE2GliSax+fVyU/A3Gdi0ZuiUSzwi4mg5KApsTFo+Ho7wsaoeBY6lCIf67qfj2brK4la2HTtzIVMWQUsBm04ETIXYZISQ1SFqV5uodAgScDJ2rCJ2b1UGAeIMsNRNap2539/cneHBxvdzbwLFE+gHAWvveU8ID8UgMiMTF53lg4CoyAkvVCePPSzLmK/664IiEtnJF8/uDVOQ297QesYDykznhN5JUE7GCm/U885S484Js9/mA93Juqe5mFXxDQomEq14STj2g68zchRL5JrkgnCsvcamgLL6/XAGXHPsFiqpBHCy4ye1rUc/+0PLeLdOB6TLbgbUaoxbBeyCoQW9mvSgeEdtjZS5ag+k+EbS8jjDpk9yjpxEn3JXcvSNXY99x6jGyuJtZjbqU64Uk0k9e4dQQ4gddJyQ7FhqAYRnhLJ+w6YLHHIAAdUELjfpjUN12IBYDowJxVCfuxEHYfwBOuMd1Xkh2tAJ8jKwVijOc14TpggszFuPZZVptDygmfsGakEfa0fzF+moZ1Oz6L3qft8+2dyfIHoD3cm7przHiWtmvsmDKrJ8ZPocjMUo15bQISAeShGdzmZAO0IQ6FxVEZ69T37RqhAMDrJFwpVgoqNF9skV7ORCy3AdkS25s53g4UiZbgycEkHz0GiBs2dQNB1F8aA24MxPWWQxq3lvAS9Z6bADw+HAJT40HJSfDyAGb1OHJzQqbJHkdNmMsjDYERs7iZpazJMvIiSQvc6IC+JxabxBmgCIjdxmkwSe8EOAd3bL/6mZZ3pu3xEnqcW1YIpAkpje3tQe6I/Qhlexo69zhbfQcXM9LXAprvFf3OB6IRwBXcAxkJegZJ7BoN+Aod1pHjtHTMQIYv61fFoZ7lDd4LG+kHhyLvr2nhEP1vAgAHowDegCHIaKHVci4szwfGlGD9Z0mewC+QyVsgO6EG+Atmc/S/A+JicAdYVwF5A5Iqv91XlxyXFT22zHQZTTJJ5gl6xkmnyeXNMOb/Kbr8puIkTLVvL9AzQbmVBHm9rWJEUtVBRioZlV51ArI1TvgIG6k4gRT4w3hyw551phdYpujvChsd5OEBa/HDtc3C1E3AOrhUO+PCOAckMfQrAjgGfIQgdSOEWdGJgZxROaxjEeJkAMK0+5jLm57Yw7FbW/sBoydAOClGBGYm0Q9T6qaZR17PBCPsMhifMzqitcjVdqnlsQTjniKl6WgKCCeJVfCk3jvTgKLr/GAq1mqahxpfo0VjUg01uoYFNBTwAEt7kh1w5zsjXB7Obe86R9Wj4jf/0f/Tgk7BtBEBgMokW+A+f2iRMAxuYAL834wYfeayQHvpH3Vc3IO8isu4cik+k7bL54RqatL7qjGpI4yFrEW0hxJqv1e6ja41K23jGsCqrlEu/UakmxGtg11GCFqCw/ASfP+rqkrgGYJ0p/S4Aqf2McqMxv4Zg0qEb03is8vEUv+DUvLaQ7Uc2Opr8xSRipnKhNJUr9fMdyFosqYSgxZ1SIdjqJMHJbTond18cRTYoGn0goBkvdhUN/gDSIWbMnsM6IC+FFeVk8KBPQYm3CWHiSJ3VnOSxzRU8aVkBEhOYS9LzBg+SUYS9zBsgfgvTwdCSMjHidQysiLCF6Emn4SCqxRAHdcBYwrBWHv+RBdRWMDXObqTpYJNFrInOqCfUScAgoDCFxzQaQUJBLOseSxr05JUuhSMoRZOK6lbQzEeKA/wv3dMU5yj8e01N46dThJoh9ddbVO2+W4xuW4xlp1uSkIoF1Tg5BPB2luasepxxPrAyTN12vhwVYgVLZRDa1OQQ2MetsKxhRIstJlAhKVTHWNax6gMx7KqsJWBptRHrUxhZIlzcA+hIxBk/WkZOWcgL4fy6rB+n1ltcZzD65jobXjcicRfe8K9+GEF1iof3BsDGPVnS1xUKOkqHsGFo+Kk/7RcvySOlwJA044Y51khXSFRjwvLouPsUkGI3PCEW/wZE544Vk/5tskNzMQ42bKHoDvAvnh1/01AMDHfMRXgmK73GMFSUs1aRnPis7WjGuhYsOW2A57ZgOgxebbw1i2W+2kEoas7NkYcPGHdSoBY7FBY0IH9WFdmutYqHl9ATOs1fOjMT4yNy7ZZhUxzKg3/Xwy9jgZewy59fO1Pk3ZJ3s1w9xonebONGWyqsJhRjHqjVovz3TmXPRDGYBMAEmrQBNF8XApEwOhiwmbpaweBg4YWVQTJ7mXyY1EX9vDR8pIWj2rcXeSe2SEkusYQJPrOBJt1V2NhCYQw9zTAGD5/F/BEsBzdgzLHSHqHXSnyR6A7yKhlBEGKTmPSBhXUfIAd+JyxlH0vmmpbmfdRP3gUk+CGJQJrI6iNCoDVmJcim9mAgKDUwBnTcQTCJTqRGDliUiZH01A2PS9T2wOaqYwkBTgDFIGCJCimF1IuNStse7lp7nUbGYWlGC6y8txjRw2mjZS2PJx6tXDIUj5dzW2nYxdyUVsgLsJEYHElunDkENg1QF7tzx2+mCdgBLARpMTteDraucxE8ahwzX1pGDHlDOrV0VM6LrtzHDmZxwjNx4nx2OPIcdmEroWRLUyBNm+KH68oVQCmWZTK9cB47G8wrvSdQDA1cxqfAvFi2Jg4Fo+QU+xlCkSo17GufIu3gly5+HvHoDvJqEhgcaMQATuAtIyKvBSUTukJSGtUBPsaJ5f8/m1zwKuQFDjEiUIIGvQhaWx5KioasY2oKooIiMusgRjlE5yKVTJkKXzGCLGFJsoMEtGfl9/ggypYXYlnuAwhMajwYIrMoeSHrIP1fd3nXtcTSs1TgVNHRlwPPZSfSJFHG965zbmdNZcg0nM6CaYyuUYQDU9IevyArpSoFroNJERWElY74uXZkJKhJQl8QbFDIqsHiZq8NM6cTaO1mzQfBIANNeyvL++WWiuCQ3WyFHzA0ccRvERHkj03gNHJFDJbRwpY0ljyYnck4QU/2a6r7iSbRBL5N4CYtjbcMDVPJboRYuwu5rDXQPAexXEXm6eaARck2hd/0zdUBRfUxuPqhAoS7Rd2cbVIaKGQTva1vyAZ/QZE/c0K8PTO+CdypCrVb+eHBDM9xWarQzqN6xLbgAFMM4jfsnvXwV4TaWybRCzjG/bls/zXFPfOAMnW4IlRtGbm9sb6aRVhltd/IDWl9rG1vfVxiZphrSMWgkaqJWVs7nX6b6eEhICNhq0AtRKx1Fzd4ADBgo4YS3dpG3+lve+c31+t4TRuG7eKbIH4LtIeNlLkEUUBjweBIyrIKqHleiBraLxlseDikTWCTpTlhBnoGZHm/oEUzKVBFAUgx6LSJL1cJYoOAAYBl06a0HOIUX0MeGgG2p1CtXBjhzwm5srcp56QIjaQcJ017krEWuWuAcZOEpLDNRhzZIwXZbZobi7HXRSaTmOfXExG8eIpOoCMygCKEDMqmsFQ+rbkWjBGz/fyDrRcR0P5Oqq571JbH+mql9PUVYVTpec1hFHtCw6aStsGnRspdqIMGRf2HRcBq0eUlcgbT05q/xR9c8jqt73MG5UXwyc5B7XNXWkRTFGZAFiytjkiCNlwytKWLnE73eN3Hn4uwfgu0nyIoI7QuqDqiAIaaHqBnU/M70v1AA3JW6USfJKsOh9rfQah1oHzs4hBjhDmNlMjThASTaxsC71hU0UMQZGDgwaGClKnoODbpBlbUwFiIccJe0jap20VRzxwEJChK+nBa4O4uVwpV/jIA7F0JSDGJQssk08KzI6ACvNxia5HBjJ3GE1yY6k0pQbyMrpOJH49LIEUlAnrlh5DKJmMHsZZc2RwXUobOkwOrA1FUamWk4iyJiWwQOAAUjokCZr5KyZ6CwbXWXu4jlRXf3McCn3awC7pCw5I2C5e9X1zGWaM/37wB2u59aJLDKL7y9yYccRjCvhWBzV7zLZqyD28ozk3//HLy/v/8Af+bqtYpqF9Tr2S1nKCpFb8iIoqw1c9ZgmxnZNCLU8/Va+CGWIHuWd8YmZS0RcClTy6wJA11V3NACalrHDqOXZhxzRh1Ss834JbsEXZoA7TgsFnlDyCE+zjm0JMUpGRq56Yc9MfSIidrOSDRkb0/XslxVwUdvx4zI3iUn5EkZjaSOgJNlHDQqxDXboyEF0+eCi9+21kkbigBxEfXOUFjhOCx3LrCHLpKuRjISgOuKaCB8QYJbcwFl186KGuBH1z50iey+Ivdw0GVeh5PrlDpJ0JwoDTkthqzRaRjVJrBLMnqY64kAAu1wSxQjHrAEcyoptuV2S86CoHsC2bK8hygyoj2soFT7GFLEZxfPgvtVJCc4wyUx4ar0Sj4VlxJV+jcA1pNai4kxNcZyEka2z+QzPA+2WTldfY8zouiSZyzYd8kjgFGpEW58RYq2CxiE17XEiYKjRcdY4jQrCSbxKiIHcM7ivKwia9okZGMPWBGcZHUwdEtVIx5CcDylL9jYARRXRhYzraYFOK4gcxA0yE96xvg9PbA7QUcblfo1lGHEprosh7igvcI1XCJTxQDzCIa3VgCd+0pfCBgtaS3UPGu8+FYSbWO8k2QPwXSpv/D//Snn/u/7yq2ZdzaRgp18GW+FN9YbIrgIzUI1wngVTBd+SmN0ti+W8mgeibNJ1uWUGAyobXXZaaYLI+f1KtYnNGDF0kqPXV9Ew8Ul8SjLzVP1TfSkfrxudiulVra/sWaw7Rg7IRU1hhhzm0EYOsgKrMmCr5YcMkEUkat+mAFyBgdptGijDLJOeHwdfgcPLQieNjjLGaKoHqT93PPboQ8KqG9DD8hUL411zj6O8EKOcq65qhr0kZT/xMQ/9ws4xvZNFOMOdh8B7AL4HhDTknwiA5hCGLykPya4mQROy1GVCraoB1ExRpP8ZWzbjk4I2qhFfjzdAkgQ1gERegSSQIztAE0bM2CQBzS5XgNxkqZqx7Ef0CiKZCcuQXCHONpjCQortr9aXY90nPsFjkgg4i9pr/HGhnhCmZghcPBTGodN+yw0zi4GNna7XwNRnkWOaczzhko+D5yaGHZoSZhliy0FMxOLtNqPQZJaqGzYWlsjIV99gpibg5YQlMc+T6QBPjgelxp7pfIskNPkj7krZZ0Pby0VIGBl5pBJPFVEBlmzplRVbiLQ8ffsAc1YQVsJKmgeBQxDwjRCdhSXg0fcFVFIANpZWUo1YTJLKUFertnw/6RKuD4uShLwy4xEHkBLuptN9oDvGu/USIPDocAlXx1XJqwCoi1q2qLla/qekd0ySXnIcA7KFTQPgjopBS0KNpeesWc8wBiRTCyj750wKvAK+Qe+Xo4QqA6guZk7ny8V4x+JFEbkx4kkjpoeGyzVRxy2N4jMcY0aMeSvlJ+vKIGcJQgGA49iXZPNDjo0HRSBGQpDq0Ojw6OYyfuPkitat63Ffd4w+JBwG8ZR4Mh9izXc3XOwZ8F4uRH7qmyRxzwd+yauq58IMwyVBZ2HIStMMiA0LGNX7AYqxzKYfNlqMqqcoJ9RrYQIMFhnHbpvlNvDJbiywwIcjW2YzK1fvZS79pJxX8/VaovRyfes212tLB9wruz9yk45TUZDPELfjuS6aHN+2U+V4NY61T6AtzxVj3zkTwkxC5AK+Oq4W2UfEs2PkDZSW8F106bIqOY69VCiBBMF86Qe+bv4G7ybZ64D3ctFiK9sSSZVQXM7sB2gxD0xwJYnQ/jg1Q2VJ3KNWevKgrct2imIkymq4M2FlcSFk8WWlGm3Wa+rFQIxlN2AVB1eaR0sKmY4zd3jncKW8F90uo4/OgKcubOvU4dpmCUZN9TimWBLsyODoOTlgs5F7y+rny2MQhmv+vh2X8cAo3gb+QRZ/Xj1+WqQ0ANyrl0ivzFd9mFkTslNIstLQDGui2lBDIKBsGU79EZCShksT43jomjDq8jvQsVsSF9c/Lyea7GgVF7g+iuvZ45sDHI+Sce24EwC2qs33huxzQezlgsWeM8UwhA0Q1xNVgxbxKjYk+ysHqBGJgaz6UMDpk4Ms302/QVGT2kSIuqLYrVSfqqHJIeRStr6L1bh2uV/jOYujpkKyJVq3/A5PDVK1YelK9/RUXaU2OSIg4tpmiasnS9F5jlE9MVAZuWfjiZBSrLprzXKGpBFpXUZYJICBvK75fss4FNsiax4N2VZTgHKd7CzvMlABNjLQw6W5JAV6QlgHOX8BUf/YiiTIcVahYz30WA8VcEl9grsoSeDN48GSIElgS8S7Ti5jnTpcp1w8KyxnRh8yTlKHLvTYEGOYi+a5W2WvgtjLRcqbv+Gl5f0Hfsmr2iWyX207Rky51VfaAUbsPHkydYS02dJmnrU8yXHm6kaoYGFJeuQvliTsgPgHmyT1dAjEpV7cnAHKJFDN4VYzm1FD8KfVjH1/zZOhSR1X9LXmUz3jxWDjMRnregzVY21TJnEdzjPXhF6T6orGtplPsBnlplLGGDJ2ZpQLlLHJXRknLxbQYcnzIzG+48NeMz9Od6Nw+1u+U2QPwPeolEIIlnvAMV2rtsyqoCwVkjXarVTRYCBshA0X9zZmUBLWyBxkVW5MeRKwIXrLan1fdAlRvQ2Oh74AxUnq0YWMy90ayzg2KSXNzSwQl5JEADByxKCleSyAI4aMZT+KUS4H6V9SFUNjbHOShYHWz3LfSIQ8ih8z9Rm0ZLnnIZT0m43L2QiApJqHqHRUl0vCkJlDBWbztDhx4Qxeb27hzj0jLFJjsIuxMtxFl7CIYmTbqMolBlHxEKQq8/Fwf+MdEjVM23IzmyyChYonXOnXuBTvrEi3Rx55BER03W26zHyDlPYOZMB3zfqCiD6eiH6RiH6ZiF6m2z6ViH6OiDIRPeyOfQkRfbt7/yQR/ZT+/Q133FuI6M26/U1u+7freW8gohfeuru8icKtkd2s8cU7IkGLfcofpULykCOQFwIkYSABYSk/IcYnLQwqtdGCpqqsQE+OHGcDazNeESMzsBkj1kOH46HHtc1SysCPC1wfF6U4phXKXKeu+Lv25Kswhy03tEVM6GIqGc4AYZicao4FIjc4hnuegdqr9jt0Gf1iROwzqOPiyVCywjGK658v30TWViLQIH/N9zMG0CaAhlDHFIAVTCX1eAghl/kzGPB2CQf9gMuLNS71GyxiQq/AbLmTxxxwfb3Ak8crPHm8wuNHB7i6Fp3vqhuwiKn8HXYbXO7WuKzguwwD7iR56KGHwMyX3N+Noymf8+8Wyl3BgIkoAvgmAB8D4K0AfoKIXgvgZwF8CoBvPaOJ/8jMn7Rj30cx87tuWmfvEPnZr6/qiA/5i6+q2dH8D6wBiurpYE4N7T7UIA3HANGJfxtZgzPtm8tU4ppHuKmOrNZ7s+T75fFCy893ZOXbJSG7JXDPkYoR7mhclPaKNiWIntpeffCF5eRtfICDukg0enFq/Jm9SqJEFrrqGHX1UY2ZrIMvOZfNEujac1SIwTKmsQa8GFu1HMG+yKk3bJqUZPghNyqTQJIc6YgWJViluu4FvPb3/13cq0L55ukgiOgtAK5CsnyMzPzw6WfMy10BwAA+DMAvM/OvAAARfQ+AT2bmr9XP0+M3AJ58Btd7Utt4DDWNyl0rGr3rStm7nQbCGcAABCZhv+VkZXeBpCZdAMIAMIcSXhvUwm8AkFJAHkrUgTRDwGbTISmrE8CQQ8ySP+aATr9Lc0e7tNjgIA4IYNzXHeMwbiTHgaZMvE9L8gwc8c4T8ZYIxDgKvbJgKknWzYcWQFOCCEzIlCU8IZsel1EqWmSAKRQGrcpsYcEMcC/Vk8GijjAvhsLAI8uTlgm01hSgQUOUo3g0yEQGlFDvwIhdUgYsqoOgBjYr4Nm5rHKBhLEOOeJ46GWyI8aqr3X4bGyuDwtcHxboY8JS6/T5VcY9KWJeuNnyjMnb3QLALwDw6+7zWwF8+K6DmfmNAN7oNv0+IvppAG8D8FeY+efsUAA/QKKM/FZmfrWe/5d0/6fcpP7fVnnzqyob/uAvepW8magoyH6g/kfqGHLxg2X1BKBq5fepEwHUKcsblRhqvQ81xFfFkrcbC/OdWIQRB2GDLmRnzU+lVHrigB7yejWu8BStpC+OHdr7GHOpsTZCJpEQGElBj4tqojUoihGPiwqRVJVTjlUGTJkFZCfLWFYgN1VFsBSf9vQpAy6VRVRXHYLzIAkZMbCoV9xkZ68Wtj0tu2QGS69psaxzdswP/aFvwL0uBN4HYjwDmbUrn/Pc/wrgtzLzNSL6RAD/EsCLdN9HMvPbiOjdAbyeiH6BmX/k1I4I3b5mnx988MFzduPOEHOXggZ8FXWDYgmg6oaRiq6YsrBe0pSMljuYEmk+4oxEVH7gJUtYYZGyLY0RWX0x+yhKZ6+zXKeuZEHrwsnWkvok9zhBXwIIPIiMOeLJYYXrwwJDiiXlohcfAJLVUJczFTUBWbi1qSB8aSEfeFEa1HuLDCwATkDUBEhNdjqn0+Go2puOwUthwFgm9KsRIWZRdegXsz1Rie581DRuuRf1S1R3M/OjDlSz0E3vX8o1dYCOQ3cnugZclJwfgJ/rbUIAXm3kzLeGGfJ2o3K3APBbAbyP+/zeEDZ7pjDzU+7964jo7xHRc5n5Xcz8Nt3+TiL6Poiq41QA/n/bO/9Yya66gH++55w7M+/tm93XdguUFtyCBSMV0VRANARSgvyBCIikImgrREICETQxhJhgaFQEpCEQRS2VEgSFaokpDQUFwRSDjRQoFALKEii/28Juu/Nm5t5zvv5xzrkzb/a93ffevt2ZfXs+yeTN3Lk/zrn3zfd+7/dnMv7vy5+vuOKKxbutngDTKKEz1bBTZ0zDWUuT5KBLERNtQgekWFfBL0GzIgQ3qXq2KUEIYxsfsQFfGUQ8VpR91ZhGDYO6YtxY9nVqVqpRK/yyjXLNd2KB9qnWQzmBI6hwZLzEg6NuTMCYybQDopkgpVjH7sNZlSWOKzm/SOtNpwfqOhtwulslswNW0SrE6mgDMI0QKiU4bYsdtbtyGmWfU3TJIy5QdRtWlodUNjCqHeMmCtgcajZNTKtO/d5CtGF3XbSN73NjllToV6M2kqSZCumL0RIuJqkQzTybhuTtRbYugO/dgk1328rbRpwtAvgO4DIRuRT4NnAV8KKtbCgiDwO+r6oqIk8k/rTuE5F9gFHVB9L7ZwJvOD3DXxzufGdMW378q69rBUNr8oTW4aZJuOiUz4ik0Lba8tQj+Syt/XP2u5kFs612IMcIW5wJNFMti+oU9eDbGGKLS8J3UpgnH1/bVkOzY4rH2mhwecUN5rXZbzebLbJJIj1ZaOucS81Ps2POEAW2mRRbj6Umldm43lxRbvrcTLdNymnHxk86YCSPX3S2EW36QJvKvZedbCdkl23AO1HeNuKsEMCq2ojIK4HbiMmZN6jql0TkecDbgQuBD4vI51T1V2Y2fwHwChFpgDXgqiSMHwrcnBx4Dnifqn7kTM1p3kz9ViM68d6bWtoEjWb5eMmTZYTvAt2YMSaApNAvDZNCMdFflZp05njc5FCCSaIFRI0sO5uONR3WmoqhqxgFF1uu66SsZWw95GP8aqqW9qCrGVWx/ZBPdk4fJrHI2TacNeCcoNH2ZgvSarfZHhsPKO13YnMYW4iZaa2NO9qCfTclsTglLMVswZhGnNbLYWxGMVVox3Ns2EGEiWYObfcOI0rjQhta55xHVagby7h2VFXDcjVus90mBdcnkSVj79Zpw+ciuxUFsZvK21khgCGaD4BbZ5bdDNx8ku3eARx3208RFT+7m2M8q8iVzxK5cI+EJCsCaCf2mtNcEyFrhj6uG7oxUcAlb721MV41l36E6PgSUbyPhc9jNEIOo6INQTNToVQ+RHMExI4PjWZTQxPNDUjriHJm4slfdmNGlVtXDc0Hk5IUJjbRtkAQRC1/pq186wxLCRMhC1AzsdkYkwQpKda5SY7JbiDY1MKp66NdORd6F0WqgHE6iRqRWGVtPIrzbcektPHTIYXJiRGcC3SrlHwxrmhGjqayDJY6LLvYR69nY9D2dIz00DtG/qz5uZ8Gsid5V9g15e1cviLnNJ9/x2s2XP641143cdKZFCZlaIuyQ3yMliCoVYzVFJu6fj9trKoJra0xpDoG1ob2kXvWo29EwUw0w1knUaMmdnuwTavxZYwoXdusq4Y2BiRlyeVxqcpUWUdQta2JIE/DpJuEEqMb2hC0RG7kOZnwZIGmGhjrWxoxOUCyg892kZ7eV66KlmsVT6cft+fKKMbFcLXK+hi618b02na9m57yzg2v9TmFsmsCeDeVtyKAC+uIWXAkJxJoJ3nqq4B0UhJDY6LGVwWqylM5n/6/4yO9iGJTkZ6lTsy48iqMnScoVCkcLKfGZsGby1E6CXRs0wqTSZxwFCqdasTFvR/Tt0Me8D3ur/fhVdhnx3RyqnJaN7bs6eGTEM41iJ0JjDuWxhuG44ompx3nsC4XY5WDCsNRRVPH/eWsOjFJOOdtUiJGLHgPuNjUM2rA6Y5GFOyzdRiCCqGOFdtMNYlVNmaSQm1sriY3GeNybwy9Md2q4cKlBznYOcYoOI7UvRhTPdP26ZxnAU9FEcCFdXz5T6Nm/Og3vTWGSuUC4lX01gM0xqLGIC72VbMm4JO9MnfsFYj1ClI7+kbNVCPI9YIXYlZbFsod29B3o7Z6Vw49C0prxzzgBlzoHgDg/nofQQ3OeJakTkka0tqM15qKMbSxxEBr8qi9XVc/Nwu4jmvoJFtrk1Ktg07a00cNWNuyyMLUkwLSmjCMKMGkTiQwcdpN0+43fszhZzEaLj9JaDvG/LfjPFWq7dB3I/a7NY42SwQVPvTLf7VL/xF7hxIHXDh7yOm1ydY5XTzcGCW4sC4t1poQs+imnF02CSARxRFtn7P1ZdvPQpty7CTgjKeSZMdMkQ5GFKdC1zRtV16vJkZFqIn/zBImpgmJ9th+Z0gTbNu0EmidUrWxjL2llvVjq2ygmzRgZwPBhVh4B1rH2HS7+Fx1zUNMxkj2cEQx1mNs1F5zLzpVWkegMQFSR3jrPM7lbL1chF1xLjo6Xar5IKL0XEPXNvRswz43aptw9qvR7v0f7CWKAC6cLbSdfDsB4wJipwSwDVgXtbKcaWWNYs0kazuoYE1YZ5t0qZNuo5ZR49oaDrEOQ2i14K5tWLGjtF3ABd/GtHoV9rlRWxshICkm2GJSNIRJHYFjBbUx/WrYZtklsdhqyGs+VmUbNlVqChp/Ej3XsL87pAmGeiqpY9qUm+3KOeJCVWgas67LB0Cn09CrmnUZeo23DGuH9wZTTT0RpIw3VWHUxJhfawPLnbpNWsnOyn41ZKUasWRrznMDDrgBPVNTnW0di88EquAXzwZRBHBhQw7//h9uuPyyD17bar75sdikx/YskILG/nRGdBIaNWViwMNYbKp9o9TBEFvORZtl3samHm9RyAccYFIExFQhx3jMmWTJ3MoIgUqjQJrOnovvo2CNNur43icbcSxo7sHE+sN5bpnsRIQ498bHJBMc6wv3EE0fPTexabdjbHId5FjhLDsls6NQsJP6vCZQmUmhdZFY+a1rPH93xXu2cEULRQMunPVkB1EmmyA61rPSGbVCxqvBELU1J1EL7tmaSgIdY1KoVOxmkRMq+tWIjmmwoqz5DmvAmq9YS23nu7bBSWg79wKs2CEX9Y62WXEQhW9uJlmZhp40GAlU4ulIg1fDvU2fI80Sg9Bhf1XhxDM0MbvOJyE5Dq4VmFngZk0VmPqO44reTGuqTiYOvTpMbM7L3XGbGj19PmNXZ1jq1AQVKutZqcbtPmYrxhW2SBHAhbMdMxVSNW3nXapqzu8O2l5is0H/HeNZceO27ZAl4DEp0y066HLRnVFwPFD3CAjHmlgnODvslqp6nfDpmyG97g/xGB70PQYhllns2yGVeJbNiAvdUTri6Zs1+mZMUOFL44fj9SBVGm/XNDzQBNaaCpNMCrW3bcyxszFtuuviTWAcYrdlJWrQ3RS1kau49VzN+Z0BTny8mfiKRg0P1l3A4UxgKTnYcjug6VA0K0q3qlvhvezGdIxP/dyq9qmisEUUKD3hCmc7dz/3T45b9qTbXjtplimprGKgzcKaxZLCzbImG2jr0gJtavHIu/WP7FMhVT6Vo4RYpL3CUxuLV4NN2m7X1FTS0BFPJU1aL1CLiZ9NQwhC18TIiVFwdIxvIyaAqewybcO6rAk4JoV9smllYnKJ6znxVOJpjI83pBCL39RMTBd5v1ZiWcpcmEhEqUwslu7E07M1733Su0718p3DKG2w9wJRBHDhlOm5hq5rJk0zU5pzUMNYbWseqIMFE5tr9u0wb33cI3WjliPjHuPg6Nma/dWwFe5eYyW0gU+dHaRm1Q4wEuiZmtoOMIQkdKPg7UkUxEEND1C19l+L0jU1F1THqHXIkhmn48fsuWyC6NJQ2Vh1bNmNU40KQ9dOfj55/I0aQopB7ppuqlWRzDHGp+2j1p37tVkJ7O8OUxZbzbIbpyaloXUortgS2XBKxPz0eY/iOIoALpwyHZO7VfhWA46OqEDMUEgFdpIWiIWuqbEow1AxkvX/hnWwDJoOdbD07PH9y4IKI3XgoXI+ef4bYCKkLDoliGPYmkcYhi5jtXhM0ohjCjNETdpjGAfH0bpHqA1BJjcHJ4FlV1MZTx0sHZ3YZJtg26gOn1KnRyFGekw7IkmmisYEmtrgg2lNDE4C/WrIarXWOiABeqbmgF07XZfv3KHYgAt7kY89/boNl7/0jqvbSAM3I0BDzGemN9V7LKjgMVGbTYKqY3wKKZsU44m23THLZkzfrLEsI+wGGV8WpZKGfRLtxtMt1qNJIjrOsk26tiOWfZdKooDNGmrGmdBq+R3TtOPJ4XFBDY1LkRWmYbVaW9fDDiaRGI1almzd1j/Ozse+G3LArvHHl9+yvYtQODlFABfOJVarAZXpRtMDk/5vtVoGoUMlngN2jUs69zMMFfc2fQa+w5KtuaB7jIDQd0POqwZA1Iw9hr4d8hOde1m1A/pmjVUzwqDUmFbI+hSW1hPP+aahI8Kx0DBQT601Q60Ymgor2poo9oURPYnfTQv9XF3MSay8ViXzRs/UGAnUwVGrjSYKE7X1ntT07RBLYKyWWh1+qvGbJbQ3Da+mLbnZMzXLppgbdp9dLcazaxQBXDht/OUTPnDcsmv++xqA1h5cScOqHXBMuhzxy0DUcJdsdIwt2Zpu0lQxYDTabVftgFUzYNnULIvHCgx1Eh9cq8Ej9MTTE6EnFownBJ+OEZ1z0XY8piLG/HoMVfAMTJdu0nKd8a3jMIe39UzNShKwtYkCtpJo2+5JTc+Mk2D3DEKXYyHarLPQff6j7zyt574wg5Iq8i8WRQAXzii1Go41XRq1uKQBD0NsIrlsxpgqapS5+WbP1NjkjKqIArFvhhjCOrswRJMDErAoB4zHAsvGsiJdrBi66lmWmqF6ah1QJydathHXyV5tJbBsR5xXDTAoy3ZEL90Estli2YzYb+M4onYrWJS+WYtjJkZiWJRaLJ5e3J6oHRfmQNGAC+c6Q18xUCGMY0WyFTvigB1gJXDAHuN8UbwKQ+20NuH8eL5sxnSkYdmMkpBbnxFXCVQoFXCRWznu2JVYKrHEb44BR2M4W05PDpLikyWZN4ZYCVzojtI3Q4IahhqTQnpSs2omjrEsgLvi6czcGI5ph6AGj2HVDNhvhhTONCUVuVDYVm3aG776SzGuN8ULd1JIWUf8umy4WexGPZJm6Imlm7orZ3NFdNpFE4VP76MTb8x+GeFFqLTBY+hJTXeq5kKOdthnAhVw8SXfbb+7bPbghTOPgpY44EJh65xvH2S/GdJPGmOtljG2fbyHqHkOU0xvDD0DTi5/6UrFqlmjBmr1eIRKApVEAZsFvEU53w5ZFqUjQlc8FmGonoEqXmNk3VgNPQk81HbpSnVazkfhFCmZcIXC1lm1Ax5hH+SRLjrnfhTWOBJiPO8gRLtrnSucKe3jv9+Cra8SS984PMpIA2NVetLQzw4/wMY2b/SNpSdunWBdAX7kBwwJRItuoCcU4bvIFBtwobB1nnboa+s+PyS9tkP43uYGgK5UBAJBax52yXe2Pb4Ltr1FYW6oliiIQmGRqMQCFmfsvIdSOBMUDbhQWDysnNvt2s8NFPWLV6i+CODCnsY87GsnX6mw9ynlKAuFQmGOlDC0QqFQOPMoTDpTLxBFABcKhb2PloLshUKhMDcW0QknuoChGWcTBw8e1EOHDs3l2IcPH+bSSy+dy7FPJ3txXntxTnDm5nX48GG97777dhyuIiIfAQ5ucfV7VfVZOz3WdigC+CxGRI6p6r55j2O32Yvz2otzgr07rzNFCYAsFAqFOVEEcKFQKMyJYoI4ixER0T14AffivPbinGDvzutMUQRwoVAozIligjjDiMjVIvLseY+jUCjMnxIHvAuIyA3As4EfqOrlU8tfA7yMmIhzF3BN+uqFIvIs4Puqem1a9xvAA4AHGlW9QkR6wKeALvFa3aSqr0/rXw08HVgDvgtUwOXAC4k31s22WwWuT+sq8Luq+l8bzGmj8bwIeFpa/jpVPWn73pPM4aRjSefpbYAFrlfVN6bl2x7LbnGSOX2DmfO2wfYbrjPPOaXjn+q8Fu5aLTyqWl6n+AKeCvw88MWpZRcDh4Gl9PkDwNXp9Vtp2T9Nrf8N4ODMfgVYSe8r4DPAk9Pnq4EXpff/nv6+Dvi5k2x3I/Cy9L4DrG4yp43G80fAK4FHbOPc7HgsxB/y/wGPSt9/HvjpnY5lF6/3ieZ03Hnbyrmd95xOdV6Leq0W/VVMELuAqn4KuH+DrxywJCIOWAZy1e8jedOT7FdV9cH0sUqv6W2Opr8/TH/HQHez7URkP/Fm8a60/7Gq/vjkM2zH8ybgP4E3i8iWWp2d4lieCPyvqn5dVcfAPwK/ttOx7BZbuC473e/c5pSOfyrzWshrtegUAXyaUNVvA28Bvkk0ERxR1Y+eaBPgoyLyPyLye3mhiFgR+RzwA+BjqvqZrRx/k+0eRRTWfy8id4rI9SKyWRD9ceNJf19MbIN231bGcYpjuRj41tTne9KyHY9ltzjBddnwOs6w2bWe65zSGHY6r4W9VgvNvFXwvfICDrHeBHEe8HHgQqIm8SHgxSfY/uHp70OIj29Pnfl+FfgEcPk2x9VuB1wBNMCT0ndvA67dyXh2eI62NRbgN4i2xPz5JcDb532tT3RdtnLeTse5nfe8zoZrtYivogGfPp4BHFbVH6pqDfwL8JTNVlbV76S/PwBuJj7STX//Y+A/gG3lqM9sdw9wj060mpuItuttj2cn7GAs9wCPmPp8CRMzzkIwe122ct5Ox7ndbXYwr4W/VotIEcCnj28CTxaRZRER4ErgyxutKCL7RKSf3wPPBL4oIhemSAFEZIko1L9ysgNvtp2qfg/4log8Nq16JXD3Vsez1Ynv4ljuAC4TkUtFpANcBfzrTsaxm2w2p62ct908t7vNqcyLBb1Wi04JQ9sFROT9xDCbgyJyD/B6VX2XiNwEfJb4qH0n8Leb7OKhwM1RTuOA96nqR0Tk8cCNImKJN8sPqOotWxjSRSfY7lXAP6QfydeZhMYhIrcSw+Z6G41na2fj1MeSx6Gq3xGRVwK3Eb3sN6jql3Y4jt1kwzmJyKPY5LydpnO72+x4Xgt8rRaakglXKBQKc6KYIAqFQmFOFAFcKBQKc6II4EKhUJgTRQAXCoXCnCgCuFAoFOZEEcCFQqEwJ4oALhQKhTlRBHChUCjMiSKAC4VtksqLFgqnTBHAhYVERA6JyFdE5EYR+YKI3JTqalyZylfeJSI3iEg3rf9GEbk7rfuWDfZnReTNInJHWuflabmIyDvSth8WkVtF5AUbbP9uEXmriHwC+AsReaKIfDqN5dNTNS0KhS1T7uSFReaxwEtV9XaJbZ/+AHg5cKWqflVE3gO8Iv19HvBTqqq5oMwMLyXWZP6FJLRvF5GPEjuIPBb4GWJNjruBGzYZz2OAZ6iql1RQXlUbEXkG8GfAr+/WxAvnBkUDLiwy31LV29P79xIrph1W1a+mZTcSu2ocBYbA9SLyfGCwwb6eCfx2Kjb+GeAC4LK0/ftV1aeSix8/wXg+qKo+vT8AfFBEvghcBzxuh3MsnMMUAVxYZLZUKUpVG2J92n8GngtsVF1MgFep6hPS61KddCjZakWqY1PvrwU+obEJ668Sq5wVCtuiCODCIvNIEfnF9P43gX8DDonIT6ZlLwE+KSIrwAFVvRV4NfCEDfZ1G9FcUQGIyGNSbdtPAVclG/FFxE7TW+EA8O30/uptzapQSBQBXFhkvgz8joh8ATif+Kh/DfHR/y5ij7F3An3glrTeJ4HXAIjIc0TkDWlf1xPtu59NZoO/IfpAbga+BtwF/HXanrT9G0TkOZuM7U3An4vI7cT6t4XCtin1gAsLiYgcAm5Jj/hn8rjvTse96Uwet3BuUjTgQqFQmBNFAy4UCoU5UTTgQqFQmBNFABcKhcKcKAK4UCgU5kQRwIVCoTAnigAuFAqFOfH/O/EjGFA+3psAAAAASUVORK5CYII=\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "def show_map(path, title):\n", " fig = pl.figure()\n", " ax = fig.add_subplot(111, projection=cube.get_wcs())\n", " ax.coords[0].set_major_formatter('hh:mm:ss.s')\n", " ax.coords[1].set_major_formatter('dd:mm:ss')\n", " _map = orb.utils.io.read_fits(path)\n", " pl.imshow(_map.T, origin='lower', \n", " vmin=np.nanpercentile(_map, 1),\n", " vmax=np.nanpercentile(_map, 99))\n", " pl.xlim((700,780))\n", " pl.ylim((850,930))\n", " pl.colorbar()\n", " pl.title(title)\n", " \n", "show_map('M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.flux.fits', r'H$\\alpha$ flux (erg/cm$^2$/s)')\n", "show_map('M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.velocity.fits', r'H$\\alpha$ velocity (km/s)')\n", "show_map('M57_SN3/MAPS/M57_SN3.LineMaps.map.6563.1x1.sigma.fits', r'H$\\alpha$ broadening (km/s)')\n", "show_map('M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.flux.fits', r'[NII]6583 flux (erg/cm$^2$/s)')\n", "show_map('M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.velocity.fits', r'[NII]6583 velocity (km/s)')\n", "show_map('M57_SN3/MAPS/M57_SN3.LineMaps.map.6583.1x1.sigma.fits', r'[NII]6583 broadening (km/s)')\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.10" }, "toc": { "colors": { "hover_highlight": "#DAA520", "navigate_num": "#000000", "navigate_text": "#333333", "running_highlight": "#FF0000", "selected_highlight": "#FFD700", "sidebar_border": "#EEEEEE", "wrapper_background": "#FFFFFF" }, "moveMenuLeft": true, "nav_menu": { "height": "135px", "width": "252px" }, "navigate_menu": true, "number_sections": true, "sideBar": true, "threshold": 4, "toc_cell": false, "toc_section_display": "block", "toc_window_display": false, "widenNotebook": false } }, "nbformat": 4, "nbformat_minor": 4 }