{ "cells": [ { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## STPSF Multifield Model for OTE WFE\n", "\n", "This page documents the model for the field dependence of the OTE WFE as implemented in STPSF.\n", "\n", "Background: Wavefront error is in general somewhat different at each of the different points in the image field. These wavefront errors are inherent in the design of the optical system, even when the system is aligned perfectly. \n", "\n", "As a result, one can think of the system's field-varying wavefront error, as being dependent on four coordinates,\n", "$$\\phi\\left(x,y;,u,v\\right),$$\n", "where (x,y) are the lateral coordinate of the wavefront in the system's pupil plane and (u,v) are the lateral coordinates of the image point in the image plane.\n", "From a numerical modeling perspective, it is challenging to represent this function of four continuous variables efficiently. In most optical design and analysis programs (such as CodeV, Zemax, or Oslo) this is typically handled by computing the wavefront error as needed at a small number of carefully chosen pupil and field points. However, in STPSF (and other diffraction computation tools) is is necessary to know the wavefront distribution across a sampled version of the entire pupil, $$\\phi\\left(x,y\\right).$$ Most tools assume that the field variations are constant over the region of interest, typically a single field point. Optical design software generally makes it straightforward to compute this wavefront and export the resulting two-dimensional sampled data at a particular field point. It may also be desirable to express the wavefront in terms of the coefficients $\\alpha_j$ of a set of two dimensional polynomials $Z_j\\left(x,y\\right)$, where the wavefront can be calculated as\n", "$$\\phi\\left(x,y\\right) = \\sum\\limits _j \\alpha_jZ_j\\left({x,y}\\right).$$\n", "The set of Zernike polynomials is a popular choice here.\n", "\n" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "\n", "
Figure 1: The first 21 Zernike polynomials, using the ordering and normalization of R.J. Noll, JOSA 66, 207-211 (1976).\n", "
" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "When dealing with systems where there are significant field-dependent aberrations, particularly large-field systems like JWST, a single field assumption is often inadequate to represent the performance of the optical system. The most direct approach to handling this is to compute the wavefront using an optical analysis program on-demand for each field point of interest. This is a very computationally expensive approach. An alternate approach is to store a large ensemble of wavefronts, discrete sampling various field points, and perform multidimensional interpolation to compute the wavefront at the desired field point. This is storage intensive and somewhat computationally expensive.\n", "A third approach, used here, is to use a polynomial expansion using Zernikes polynomials where the polynomial coefficients $\\alpha_j\\left(u,v\\right)$ vary with field. Thus the wavefront is computed using expression\n", "$$\\phi(x,y;u,v) = \\sum\\limits _j \\alpha_j\\left({u,v}\\right)Z_j\\left({x,y}\\right)$$\n", "The field varying characteristic of the polynomial coefficents is captured by performing a second polynomial expansion on each of the coefficients,\n", "$$\\alpha_j\\left(u,v\\right) = \\sum\\limits_k\\beta_{j,k}L_k\\left(u,v\\right),$$\n", "where $\\beta_{j,k}$ is the coffiencient of this second expansion corresponding to the $j^{th}$ Zernike term and $L_k \\left(u,v\\right)$ is a set of polynomials that vary across field. The $L_k \\left(u,v\\right)$ polynomials are typically straightforward to compute at an arbitrary field point. While Zernike polynomials or other similar sets can be used here, we have elected to use a set of two-dimensional Legendre polynomials for this in STPSF since the instrument fields of interest are typically rectangular and the Legendres are orthonormal over a rectangular region." ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "\n", "
Figure 2: The first 21 Legendre polynomials.\n", "
" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "Thus field dependence of the optical system of interest can be entirely characterized by a relatively small, two-dimensional matrix of $\\beta_{j,k}$ coefficients.\n", "These coefficients have been precomputed for use in STPSF by using the most up-to-date CodeV models of the JWST optical telescope assembly (OTE). For the highest fidelity, a set of these coefficients is computed separately for each of the instrument fields." ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## Field Dependence in JWST\n", "To build our field dependence model in STPSF, we have employed the as-built CodeV model of JWST derived from the nominal optical design for JWST, measurements of the figure of individual components, and end-to-end measurements of the OTE wavefront error conducted in the course of the JWST test campaign. In the figure below we show the wavefront at a selection of field points, generally in the corners of the instrument fields. The variation of wavefront with field angle is quite evident.\n" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "\n", "
Figure 3: CodeV modeled wavefronts. Note that the X and Y field angles in this figure are analagous to the $\\left(u,v\\right)$ coordinates in our above notation.\n", "
" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "For practical use with STPSF, we are interested in the variation of the wavefront with field from the nominal wavefront defined in STPSF. To facilitate these, we subtract the wavefront modeled by CodeV at its (0,0) field point. In JWST $\\left(v_2,v_3\\right)$ field coordinates, this is at the location (0, -468 arcsec). The following figure shows the field-dependent wavefronts at the same points as above but with the nominal wavefront subtracted and plotted in the $\\left(v_2,v_3\\right)$ coordinate system. Residual piston, tip and tilt terms are also removed from the wavefront and are not modeled." ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "\n", "
Figure 4: CodeV modeled wavefronts with nominal wavefront and piston, tip and tilt removed. JWST $\\left(v_2,v_3\\right)$ is the lateral coordinate system used here.\n", "
" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "If we then use our polynomial-based STPSF model to calculate the wavefront variation at the same field points we have the following result.\n" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "\n", "\n", "
Figure 5: STPSF modeled wavefronts with nominal wavefront and piston, tip and tilt removed. JWST $\\left(v_2,v_3\\right)$ is the lateral coordinate system used here.\n", "
" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## Model usage in STPSF" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "The model is implemented in the `_get_field_dependence_nominal_ote()` method of the `OTE_Linear_Model_WSS` class in the opds.py file of STPSF. STPSF will apply the field-dependence model automatically when used in the ordinary way. The following illustrates the calculation of a PSF that uses the field-dependent model" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "First, do some setup" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "%matplotlib inline\n", "matplotlib.rcParams['image.origin'] = 'lower'\n", "import stpsf\n", "import astropy.units as u\n", "stpsf.setup_logging()\n" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "Set up an instance of a STPSF NIRCam object with the F444W filter" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[webbpsf] NIRCam aperture name updated to NRCA1_FULL\n", "[webbpsf] NIRCam pixel scale switched to 0.063000 arcsec/pixel for the long wave channel.\n", "[webbpsf] NIRCam aperture name updated to NRCA5_FULL\n" ] } ], "source": [ "nc = stpsf.NIRCam()\n", "nc.filter='F444W'\n", "nc.detector = 'NRCA5'" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "Now we call the calc_psf method. This includes STPSF's data for the pupil wavefront and the apply the field-dependent perturbation calculated using our polynomial model. Note the logging indicating that the field dependence has been applied." ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[ poppy] No source spectrum supplied, therefore defaulting to 5700 K blackbody\n", "[ poppy] Computing wavelength weights using synthetic photometry for F444W...\n", "[ poppy] PSF calc using fov_arcsec = 4.000000, oversample = 4, number of wavelengths = 5\n", "[webbpsf] Creating optical system model:\n", "[ poppy] Initialized OpticalSystem: JWST+NIRCam\n", "[ poppy] JWST Entrance Pupil: Loaded amplitude transmission from /Users/gbrady/Documents/Projects/WebbPSF/webbpsf-data/jwst_pupil_RevW_npix1024.fits.gz\n", "[ poppy] JWST Entrance Pupil: Loaded OPD from /Users/gbrady/Documents/Projects/WebbPSF/webbpsf-data/NIRCam/OPD/OPD_RevW_ote_for_NIRCam_requirements.fits.gz\n", "[webbpsf] Field coordinates determined to be in NIRCam field\n", "[webbpsf] Loading field dependent model parameters from /Users/gbrady/Documents/Projects/WebbPSF/webbpsf-data/NIRCam/OPD/field_dep_table_nircam.fits\n", "[webbpsf] Calculating field-dependent OPD at v2 = 1.435 arcmin, v3 = -8.224 arcmin\n", "[ poppy] Added pupil plane: JWST Entrance Pupil\n", "[ poppy] Added coordinate inversion plane: OTE exit pupil\n", "[ poppy] Added pupil plane: NIRCamLWA internal WFE at V2V3=(1.43,-8.22)', near MIMF5\n", "[ poppy] Added detector with pixelscale=0.063 and oversampling=4: NIRCam detector\n", "[ poppy] Calculating PSF with 5 wavelengths\n", "[ poppy] Propagating wavelength = 3.97009e-06 m\n", "[webbpsf] Applying OPD focus adjustment based on NIRCam focus vs wavelength model\n", "[webbpsf] Modified focus from 3.23 to 3.970093517034068 um: 47.765 nm wfe\n", "[webbpsf] Resulting OPD has 92.385 nm rms\n", "[ poppy] Propagating wavelength = 4.21298e-06 m\n", "[webbpsf] Applying OPD focus adjustment based on NIRCam focus vs wavelength model\n", "[webbpsf] Modified focus from 3.23 to 4.212981352705411 um: 65.575 nm wfe\n", "[webbpsf] Resulting OPD has 75.663 nm rms\n", "[ poppy] Propagating wavelength = 4.45587e-06 m\n", "[webbpsf] Applying OPD focus adjustment based on NIRCam focus vs wavelength model\n", "[webbpsf] Modified focus from 3.23 to 4.455869188376753 um: 95.425 nm wfe\n", "[webbpsf] Resulting OPD has 49.371 nm rms\n", "[ poppy] Propagating wavelength = 4.69876e-06 m\n", "[webbpsf] Applying OPD focus adjustment based on NIRCam focus vs wavelength model\n", "[webbpsf] Modified focus from 3.23 to 4.698757024048096 um: 138.693 nm wfe\n", "[webbpsf] Resulting OPD has 28.912 nm rms\n", "[ poppy] Propagating wavelength = 4.94164e-06 m\n", "[webbpsf] Applying OPD focus adjustment based on NIRCam focus vs wavelength model\n", "[webbpsf] Modified focus from 3.23 to 4.941644859719438 um: 196.755 nm wfe\n", "[webbpsf] Resulting OPD has 67.598 nm rms\n", "[ poppy] Calculation completed in 0.832 s\n", "[ poppy] PSF Calculation completed.\n", "[webbpsf] Calculating jitter using gaussian\n", "[ poppy] Calculating jitter using gaussian\n", "[ poppy] Jitter: Convolving with Gaussian with sigma=0.007 arcsec\n", "[ poppy] resulting image peak drops to 0.992 of its previous value\n", "[ poppy] Adding extension with image downsampled to detector pixel scale.\n", "[ poppy] Downsampling to detector pixel scale, by 4\n", "[ poppy] Downsampling to detector pixel scale, by 4\n" ] } ], "source": [ "psf = nc.calc_psf(nlambda=5, fov_arcsec=4, display=False)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "Now we display the PSF" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "stpsf.display_psf(psf)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "We can display the pupil function used to compute this by getting the optical system object and using its visualization methods." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[webbpsf] Creating optical system model:\n", "[ poppy] Initialized OpticalSystem: JWST+NIRCam\n", "[ poppy] JWST Entrance Pupil: Loaded amplitude transmission from /Users/gbrady/Documents/Projects/WebbPSF/webbpsf-data/jwst_pupil_RevW_npix1024.fits.gz\n", "[ poppy] JWST Entrance Pupil: Loaded OPD from /Users/gbrady/Documents/Projects/WebbPSF/webbpsf-data/NIRCam/OPD/OPD_RevW_ote_for_NIRCam_requirements.fits.gz\n", "[webbpsf] Field coordinates determined to be in NIRCam field\n", "[webbpsf] Loading field dependent model parameters from /Users/gbrady/Documents/Projects/WebbPSF/webbpsf-data/NIRCam/OPD/field_dep_table_nircam.fits\n", "[webbpsf] Calculating field-dependent OPD at v2 = 1.435 arcmin, v3 = -8.224 arcmin\n", "[ poppy] Added pupil plane: JWST Entrance Pupil\n", "[ poppy] Added coordinate inversion plane: OTE exit pupil\n", "[ poppy] Added pupil plane: NIRCamLWA internal WFE at V2V3=(1.43,-8.22)', near MIMF5\n", "[ poppy] Added detector with pixelscale=0.063 and oversampling=2: NIRCam detector\n" ] }, { "data": { "text/plain": [ "(,\n", " )" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "opt_sys = nc.get_optical_system()\n", "opt_sys.planes[0].display(what='both')" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "We can also directly access the OPD perturbation using an instance of the OTE_Linear_Model_WSS class, which can take the field point v2,v3 as an argument. This allows us to compute the OPD perturbation at an arbitrary field point." ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[ poppy] Unnamed OPD: Loaded amplitude transmission from /Users/gbrady/Documents/Projects/WebbPSF/webbpsf-data/jwst_pupil_RevW_npix1024.fits.gz\n", "[webbpsf] Field coordinates determined to be in NIRCam field\n", "[webbpsf] Loading field dependent model parameters from /Users/gbrady/Documents/Projects/WebbPSF/webbpsf-data/NIRCam/OPD/field_dep_table_nircam.fits\n", "[webbpsf] Calculating field-dependent OPD at v2 = 0.000 arcsec, v3 = -500.000 arcsec\n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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TLgzTHcuhVYz/pWweKWn0mYmmSwmmvj+t5kq5b4VqthDy65Qy9e1i9brWPtKPnSZgVkTsL3+elJljF7RtycDM/DeYz907FwYltwQ87M9e2CI4ToILiuBYEZwitVTd9DwPiSRC9K0phZanTUSFJqV2KsfWXu0wuGYXkZzhk9MKCZma00TSQhYkSYi9p4fhPAUlb5UR7p8irFzVhXvjr7lm8Ihh1xgnvX7o164ExrYquW3FQHILxsP+7IVuyD8hOGuF4HRzK63OEjNNretDF7HlznYTX2auJKCgSIwzUvOmHNeR/DwJdCGSpgpY6Ny0gmKKO6OlWos5dF0N+nNSbKnfDnVGAHRwpYpExyMeumPvwNBp5gAACAQXWypI8yytyvqITFmOkRPaZmjszij+asd64hcL+3STFam2VqxIws3PCDz4czBcQ1s4k5stQEZ+9UUVqlEkpnw7de3k55VqJLh5RjwOq99QZ33PDMsHgaMkMIPdmoOxnPEb5sGg5BaIU698UdLONJBD/psjmFPcbVrlzn2t1kSNoZIXtVLqTRW/D/y2qiTb1rGgku07wFVax6CMPHloH5jfR9+GkvLy6iw3XaULJ9O0lyWD5XCcT6LVHG5z5/339+PEt72q5y997IEBTLieqywag5JbBXgvuTcvQ++ScERgGWTEdIVLyE3aeAqiAsnUGolKa6m7jmVFqAiBn80UUHGvyp2DRLmCoLpfcqnFDCEd4ZrOpl8Fc9NVOe7A0o0JqWv399Efyis66HMSxY9IdvwEcs+oGnJKUiynr7h5MCi5BeG0K1+UzBOxa6uaERJ5E8twNIuMkJRWWqagxEJBS62FYxZUGmr/a4GKQXW56G3Cfn6+AzGYwSHgERSmDj5kag5IyS4hOAuQZRAzyHLqd7McSstP5zv69OouV4KJ0vMdFpAi5bRiJ73z5fP++fc8nCfCzFUWjUHJLQiG2PksiJ1qgPslknWZ0mAvQbzyMQQGz+Wva6WHaHNLTce+26Kio04lJ/XyUocBiOndGwipRB2JZmM40vBkzmAQS2eZuv5CekYRTCQ67vTNhWXqepkk7cbkvszs4ogyxSty2YgSDX+L7KQDAKzukIQDyS0AD//z33BkBtfDiDEW1hpRc/IyA22i8y9VbkJ1+u5yM7U9T+rlJ7U+Ibwe+NWx1QP12qxsONBbQnRCOiSHSDvLzA+ilpVMVxT20eaqdgOgTXRMCF24GxAssvvWaPIjwLIziwl4wGUX4ytnXNh5/ccKXLdgq2kYDiS3w3jkey9EZSSoiJTovLeACLDWqRZPdCAOAywn0UyG+6/LtkvUkCI1WUaB4OJyJ2I4PU4JokSZnQL1/rPeJk9erYECFxIz4H2MgYQo1J0pJaF4fkT/W9E3F/cHI/XLkeyUEV34wFQI9fH+uUiM/mDiNvCD8xDAlvDAyy7Gzcc40TGwbc26thsDye0wPHlUQlaWxTwLtpgBs5M1FoBhBsPlzYXcBq+WmJRoUkSniCk3QVtqjbhFan4fKh0HSM7JLGqM4a4DQLEr43AgITSG8wkyhfasvl55mdWyoJUcnKk5CgwWVSIbSFfsGdFR/M3Oog5IQKP2k7eGxcQdQhAAMIzxcEziX77/AlTq785MQnCO7GANyFjJL7Igkp5+ybr8OSGR2BQqV3BtNugyQQOxefWmCLBMchzrnBGeIz1ho1lvuCcbk/netHorcGSu5hLVpkit1ILBrwtNuuAIrkR0ZT8mCvWiZD+uAUwBljDtSe98OW55+gtm3Iy9C8bqDi69JZIjooMAfgXuGj8H4JcBHA/gXQAOAPgqgKcx87dl++cDOAuuiflzmPn9Wzn/VvCgK16K6aR2XRiNXTMqkobwidlDHCKVMAzUDKotTG1hjEVdu4FnauPm/YhahhhV9jdniiqOPLExObKrGFZsVcdlDGspqqW2aCtDmaBAP7HF6bKC0+u02833TCICtJ/o/D30jEOKYACUCK7jklLkRKeXqUOz/hWiSxSgVRv7X5sdwRNe8D8K0Yl1xuwa6J70zpe7Z2HUYFQ32DeaYn89xXH1BCeM1nF8PcHdRkdx1/oo7lodxV2qozjejLGfxthvJlgTx+CYKxy1Ixy2+/CP07vgHyYn4Laj34Pbj94FV/3E6nYSsIzWDPNg0yRHRPcF8BwAD2bmI0R0OYAzADwYwFXM/EoiugDABQDOJ6IHy/qHAPh+AB8iogcx88LHRXrQFS91/bSprozIpm9bIDif7S6JoFRZmIodiVUMY9y0JriKZJl6O/1Xzr0rTsWFxuuwwXwNas77vZhDArFuxV5qZZD71XKFViI2TWp9kdXIAtw+d99+IQdQHUYXzxle2fUckpihODvdpqDmEoLzv14J+uCBJzwrt1f9Jj45QFyoyg6Wv4n7G3FnpNmPvFYbi/WmxnHGoDGOENZoihPMGCeYdRxv1rGGBkaGOJtwhTvscfiO3Y/bj7sbbhvfHb989S/jrY96a/f9XhJWucXDVs3VGsBxRDSBU3B/D+D5AH5c1r8dwF8BOB/AkwFcxszrAG4hopsAPArAx7ZYhw3D+jajvo82DZ8QKiUouIpBUoyxMDJ0YGUs6qpBZRijygXRazVeg0dFkRwskxvTgV1355UBGuvS2ywQyE8TnCPDeAzqSWEoKbMucusntm4QFchuK/Ckoc+RkVi6vdqmZK7KOk1wSZSa1H5yfxOiE4XqeM4TWzhyOE7SLIxNGIAoFFUfQ4yaLPZVa9hnp5hwFUa4GtEU+2mCE2iK/dRgJLd2wodxJ9e4b/1t3Hf0bfzvte+Z734uAds4kM22YtMkx8x/R0SvBfB1AEcAfICZP0BE92bm22Sb24jo+2SX+wL4uDrEregYnEL6fH8GAPzAD/zAZqtYxMmXXwTLJh3FKpxY/ZIoOJVAS5V1ys2PjWpsGPR5VDVBwVGm5PwXLsZTJcJKDBibEJ1fz6QJLhJKnq0RIpYdZmZ7uryNXtZFXkn7znkJTreQ8L+l0rl/tl7P95mxQMsUDlZzOC+HUc1Kfj4I6TmyU4ouECvFv00gOme+NhxO0YIhhgFjZBqMqMEJZoQJ17BsYIixj4D9RBiRexq+hxscNYdxd7OOu5vDeOeXH4Wnn3J1z01bPJiBid1jJEdE94BTZycB+CcAf0xEv9C3S2FZ8fFm5ksBXAoAp59++uakRhc46+kjLJbRCwixdQFFgjO1dSpOiM774WpRcwQUCQ5IR7rPic6vt0BCdDa8jakPTAcE/LoScgLrI8Hk9ijySqfjsrT9LYA+wtPr/XRrGYIZmkdO0+Oo+s8iuE1Aqzqv9vzg2G5WEV04J6meUMiZwcxg60ZcCwEk3VZZYMg6sqMmKLn9PMV+tthPwAgVKiIcTwbHc+PW03ewn9LhK1cBzlzdYyQH4CcB3MLMtwMAEb0bwGMAfIOI7iMq7j4Avinb3wrg/mr/+8GZtwvDye96mYxAj/aLaZxiClSsVJw2U/0I9xVx4oOrw2j3HL7UHn2dCRriZJg2Tz450claNT3fG91FgvMoMU1s/jchO9s2ydoHkXr4rts7Sqe6y0zR1jR3EF5flTZqZSuT1PluOdbR+PUEto7cYOGir9LbzETIzlo3jm7uu6rIooJFBYYhixFbjNipvAo1DAgjqnA8AGsmaHAUf/3VB+JfHbh5gxeys9iLLR6+DuCHieh4OHP1cQCuAXAngDMBvFJ+3yPbXwngnUR0CVzg4RQAC9PcJ7/rZeUXO0T8/LQU44gNhl2gwdhCoMEmqi1XcFuFbwrGSJVXntbhlm38+F375GouVXFwatiTW5K7VzpYrnRQILRUWbcIEDHo4I45x8Xlf2rxTuiEY9YpLN57QYV9/Tk1YRPgmqQhEJ0fs5Yt3Aegjqpuainx11kuO+orLx1xBEADS4x9xKjkDz4CYT9ZnEATvPcrp+KJD/j8HDdj58HYgykkzPwJIroCwKfgRrz+NJyJeRcAlxPRWXBE+FTZ/nqJwH5Btn/WMiKryWfcE5xOZhVTlYzzwZGBCzQYCTgEcnPEE9x4Gblp9RZ8ctkDPuvB6FpX8puFAWfyyy0uax+3yzQN81rNAZHc2L3Q3RchpBAavLt5YpQbxnepuoLC64QiskBuanknsVG2TX5YjqclQFqkcDBtNdkFYm8IqBlsgcYS1kXRNTIUpQ3PQ+w1t2EDWxk0OIwJTXGCmWAkF9EgflBHNO25CYvG3jRXwcwvBvDibPE6nKorbX8xgIu3cs7N4AGXXQzKn1oS09QodhDSI+MLQiTVkRyjEr9bTmrM5cx3q8hBf739A+6Xu9/o8wrHVcdHYdrNt887i8j0fiWCa5GaLIvO9Wj295EchRQdSO8fcdoToB6kJh+Qxv12pI7Mq14VkXEo3Sou9JaSEWBy+7xngyk8N8GPJ48UN+R6YLEArGvZYi0wDqarI7uGDaZsYOFGvHL9rlUuX646jKM8wX6yqMg1vDjKBhMhxbd96dH4pQctPEGhiO0a42G7cUy0eCAU1I9/GMPTitjsSREcCbkZE8nNEIpmKTMl/jUgU3Fok16J3KwillmBgNK6vm2LUVp17hahycKE1HITs0eNkoxV4YhNFJwQnAkD9URyC+Zs/puVYq6cqkZOamHaAGyoNYJYMqpYH8F1KDwwhXxh3xKEfCqQJXAjpDeiYL6yH0RcBhSfWoOJrTDhCke5xlEe4TDvw93NYQk6OOU2hsFhuw9HebSUTihLcNHVoe3qUvCAP3p52/lOkK8up+tIzFQxRUEpuelNLZPLfYN0ad7xos8iNr3cb6+Xh+MUiKo037XdLIUWtlH1SkjNb6eJzcZ9u0BTb64qdeYVXT6cou7RNyg6TszYxKTtQImk8hIJr4PgTHYMqN/WCdX1stuQSBScfDBdoMZ1xAAZtGgqgRtrDRpPdlxh3VZYtzXW7Qh3VMfhO9V+3K06iv00gYGFhcFRHuE7zX4ctvvwws89BRed9j96/w47jb2cDLz6KJiWgCex+EKH3jmMtPMUP5zvDkkfw7JrcN9Y41JPOlSd2zaSml8+i9RKZmR5vryuRGj+XH65zs7XKi3snxOaNhHVOtLrCqCpUzi5eRpM1oT48mlORt/Kya1lthY+ZokJKiouGTEsI7hkeUvF6RtOrUV5ygvBXa9LLHZkB+vJzv02DcE2znx1Ss5g3FQY2xpHmhHuGO3HHdV+3LU6iuPNevDDTbjGYbsPdzT7cbhZ6/4DLBCDuboEnPTOl8P4Ptr8k0qxy20gklfSQ4exQmwo+t4AyWcjtMxTAC1Cc8uoRWilFI14nvb1zPTFlUgtU2lh/SyVlpuiOamp9SEgWIDRRBYGyE79bs50RdaTb0ZwGdF1qTluERNafjhNbC2CSwiQk+PEk8A9K+wUDIWbXSBeQFpQOLIzVnpysa7ljUs7ASaWpCWOwbSpsN7UOLo2wpFmhDvrfTihXnftXI3LkWvYYMIVvtvsw53NPpzxsWfgskdf2v2H2GFoi2XVsGdJ7sAfvAKm5+q8c7jUU0cnuUlKh5H53kCD3weR0PoIzk1nB5vx0JQCFAmpyYq5ldpGSE0TTZ9PbkplsuowT2PX5mo+J7nkgrtOHAkvMVOVUmNNcJUmufaAQa3Ds7+PLNcT/+6B9FVdyfvojFNwXLFSda5rLW++No3BtHGK7sh0hMNrR3F8vQ/HVRPsM1OMpCH/hCscadZwpBnhaFPj8R8+iA/+xKEZN2bnsCejq6sMqvQb4ZC/F31dESX7iZ/FHyOxShKSynPKcnJDS22V6tWuwCyySw9U9KltlNTE36ZTOjSpBdKZcQFmgviS5ySXBR28ekvWF9QbFWQul7KeMxVXGtWsSHBKzaFgjZO/ZKvIDhw7eaDsfoVKIgYkrPvKOlVHsNZFXr352jTOfB1PaxyZjnD8aIz91RT76wlqYVHLhCkbjBu3zXqzvNeZpS6riD1Jcgf+8BUwFcpRVQ1vqvYcK+6rj5P70CKJ5Qmzbk8/Hw5VOH43ukzmdKH/3YAJattKLRmer7QMfhnS7brqrkxTPSRgTm4tYrMok1vpXNnt8MSWJnfH6a4hHK0M+KMDEEUl5+9XaJ8XV/ixIIgR28mq/fy1wwBGghFcy8ZWma+NC0hMpxXG0wpHpzX211Psq6eoyCbtoie2wqSp0DDhUX/xfFz9hFd0/0F2EIO5ukCYqpzLFtAZiMjJBMgJLS5vE1qJzIqmYjhQP/mGzaQOva0cMkUWls0iNkuKzOK2uVLLSa1Fhh0wkw4Fx23l1iI3q1Rbx3nYqyZwWc1BVJwntxL5aYJT48T6XMrk2yY8S3Lvwr0Op24Ps9hSdYSoAq08I9b1NWi9+WqdmrNrBs3UYDKtsF7XWKsb1FXj2kn7P6E8f80SG8j7eqwi9hzJPeCyi2HUCOelyCKA7jeGOCM3tTpRS4XM/9yh32UW9oHiufN6crYqNYU6SE6WaVLS80Vi0+QVSCdbb7MXtwOe5FIi4xbxtdUbt8ihENyMuWn+2indJie1xEwNSq5AcGK2Rt9ednLPdAz39fFqTr4KJHZurubC9fg6ybyxrkcTX2nfDpYtYdKIn642mNSV6wGHYo83+gNMxEtTcwPJLQiVDPqb+L/8Ss7eAE0gTE7NJUSnjuFJTZaFL7AntYREZpBbTgzUMe0X5ISsX+ritcVfyuqVEgu1CCuubyu8QIhICamP6MxUmaO5IiyptpxkS/cLss5zjd+k9I4pkzMxQTv9c5z45xLVF+6vPB+SEhJaz4ASRecThIP6U9cSVJ765lqQG2pX2rvqnDrbELg2aKQnasoS1H2wrNZjOC4QQ57cgvCQ97wYde18GdbSfKah3iQQkjJN1XwnselfvxNnZuFcCq79y/5tnlX9oHayc3KJrCglkySKSa1lrW0zguoluQm3iXQWsSUE13FwotkE19oHSpnJtA80KOJzqo7D+jbJyeGsH6rQ/30464Q1MjHZWE9N3gR3b9i4D4K3IryqY445ddywNBUzrl219FDtk9arysKS+1g/8SPPwXt/9PVz3JTtw5Ant8N49AfOx1pdY9K4piXMRvw1irC02eDXEXe/o7kp6olTk5p/qL2vS5t/GQl0+pSAhNzistjHXbJNsa7qtxQVtUq1hfqi1X60GNXsyFfTqqwLibkafrlNlP7+zNPbCAFhmEN/W2RfaMWd7QOk91tHUCEmKrT5GgiO2/ee5VhGCKwB8lG94kW4eWp83XWd1XMhu/kUJXAcjJvZxF5NGgZXBKoYLJ1IgF1uJ8SUXTPThbaEYAame63TzFXDx37qVXjMB84PqRtWq3amliAIOXIdCm8ucvPKRyukROFQ8hKXQK2XLw44HRRcW2DGN0P7Y3Ji03XYCLn1RUMD8WVE1QEznaHWPKklRNd9vCDdRGURKAQf9H3Qh2gJ9KDmOEzrkhBcF9H5elqlDJusgsnGMt9kW6jrZpnPB7o2EJUk6tr1VRf9dlRbgMTUhetqf381XXhTr8FcXQD21VOMmyr5orTeF/W85V2Hl6KioZt0izK52TzZNTUF/fFyIsgVnB9TxVeGshdRb9sKTuRKcR5y08TVRXSt+YzY5gg+mCl3klpKbp60ZT5zLYUULAKYSJl5Iqk8c/QRZNhfHTeYrhzUXEJwiV8u/yPKcusOzIE0nclopnMSna+a/7DKtYHgOjgQogsJ6Eyu+6ZwDeSSjJnCoDnHVYvtPXg7fXJE9BYATwLwTWY+davH21Mk9+HHvg6P/sD5mEwrTCl/hJCQDhBX9/a24YlNHPWxfzT3AJImuqBy0DZFsgcgdGOulFokNlV1NbJ8/C28yXL8RM0hrU/StCpTZ+3EXLWMO5pYbYrkUkLLWweUEn3D9fnrNww2qjmVKrM4LoDSe5/76sLHRciO9DJ1Xq/8IM3S/FPHXoV1EZ029QuV9n+fUDn5m5upO667HUKsKpWFiLFmmqWM6DVPzueceBuANwD479txsD1FcgAwkm7IQ8QJ0QxoIf8wzyA4Cl0DkWqSRIoMkCqlRKmo8yhT1E9y/mJlJbweat/WdfhzyXQayewxTXNSC4Uzssv35TlIDokPztczV26zTFRipZKcnHFdJok69BFt8q0IFOnl5mvp+ImyTtSdEJxEMtP7zuHDx2pfJvlgCdFRQ0htC4oK0Cu2vILZh4F9NBZyHxshOPHdAY7g/KBKy8B2BR6Y+SNEdGBbDoY9SHIf+cnX4JHvvbBzbIMSis2gOghO/7bJodSus/0AE9oqwhUKao6Desi2CZUuXUj53K2I6TzqTRFcWiJhxeBDN4WYibyAvrVCTvrZvgVXI0DR70ZGQg5WNlbRZP8xS0htbmlXgFLOoZcabbZ6gpEIKyvVrRUdwLCgEN9gYteXnvxNQ+S1dG51TWEjS2Kmp9dHBFTGLjyqCrjbsAFz9Z5EdI2av1QGr9oR7DmSA9wfuqvFQ6ekzgnOmwvBH4dAetSIkmMkis4TRqJaUPhKAwl5cXh54jQxBXWn1wMZAehD5sSa58H1EVype6MCwen9df5bF6jhhNDCtI079d4f33OzfATYRqJLTVXXYiAhN06niSMn9fByWg2l7HRPNaHi4YslSlPtG4gu7uCEG8EpPN07cUkRB4WfHbRYUdfJ67Ly5IANtbj4FjOfvpO10VjNmO8WcfUTXtHuTaTvI6MJzisDNS5re4yCNsFRg7RXDSEC45fl6/OSrY8EQ4lJnJiYDEU4ar0nOHWcDRGc1MWEwlLkehqW4tZR06PkGgZNLWhqnX+uYdA0EqlpWM4bS3KNDUuTJyANWnjCTVNOEv8fZhBwj9ru2sFxre4lWqYr6VFaRnaDDILEFQMVXPqHLxXAtSyrGLaGW1YhNDNLunzKzemkTggEbAzjoz/1qjkuZGcQO6XoL4vGniQ5APj8z75UEZxSDaUIWT7P8ZOcDKWn/G06mtrq4TY3/bIOIYvb+pctI6CUtNLxEILCTMzHdLs8SNBlovaZp/m8Jz6yDJq64EIXqOGUzBSpmcZ2EJzM69QTRXR5sCH5EwsBxr+lvof5b1cvK52Xoy6MQ/G9RvuxQcJIb4roIskhEl0FITiGlWWa8HzvKD7ayyY+non7QgZZuv7JvzlHxXcG7k9Ec5VFY0+aqx6h0T1TMppVZ88keW5B/jJlJcmR0y9ZQk6Feokd40/nrZX8F3DHSsxZyIvZImuKx85faG/BqOXtIEKJANsEF35DZ5jcSwpe5QXi0dZUKzsbIHD49Pp0X98xJVsGSbAh+fOp62K1zM/rYISOpAfzFQjJt7mJ683b4rUF/5uYsEzwyWrJ35H8lYW/KphcQIKCow7OhPdV8AeQ/UPnArpdrUwHcl0mGHO7AGaBiP4IwI/D+e5uBfBiZn7zZo+3p0nuhp97CU7544vSh63jD8HZwx2mAUV4KfF5soik16EY9LFajum4uJPo2rv71yqAsvqXzLZEqVi9LSfXkFxPB8Fps7Lv6Q6mrI8Adm3KqhdeaT0Qggya6PyxmFy9pe2o89GJXy4hOPWryTD/YOn1ViUYe8bxf//CBfgBkYgYsKZMdG7LkEvno6qwcAm9QtyEZAe/W1BvsW2tmMKiGr/81Bd2/g0WhW2Mrv77bTmQYE+THOD8FGxZHjgKz2xQcz3EB7+tLsgIA9lznxNMfmy/DzrILLJYQs6JSim/ay2CaxG2Jmak21G2Pig07ic4ckPC99y/NPDQBz9spCMYR2AJ0REhDLCh7qW/ltbR8/ugyKwVhPCErSOXQkQhahpkH8nzE9Vc7Gmay4rOPziNEKg/tiWQlWNZxPQXfRnhoYOYsEJwxIAMeL5s8MYCDwvFatZqG3Hjv30RdERMRym1f24jKScJtvv5UiTUeY6cPEtkih4VlxBdoQVCRuxFsvAKzvcJ1wFHiBxMMU2c7eNySoqFe5NcT3Zvyn63nt8Q2PHLKPg5KQSepEi3R2xjF1tAytsh+lry0Ul7WO+ng4HrLLNm8Mj56+wI4BHDjpyPzhfvy/P+O67lWDXD1BY3n3Fh9x9ggZA/38yyaOx5JQfEh88/nKEJ1Xbc8A7XXngJZynFjcJLAz+drytN9x2r8Js67jks89FMvzwSYc/J8mMq6GXs/yj+A8QAg505Oms4zyLBB08ZvEke/HIWYUxU74Nkqz6AvncR12gUwRfq5aI0rzJSUa3ofOVzH527UZJLJ6N3wZvFQEjzCWa0vi4VaAhNzmobI7krgmVETufBnldyAJy/wj94wj7+gU6y2IM96ucBHcJPXHPZOr29ny5n0WfrcvStK2y7aXS8G7lCSlSTLA/zM4IObn9WQQduF7VdPMcWX1x1DVqNkie1oOL8NCXTsVWLU3CQBPCg5Cwc0bEbINqnHyXVbik6BFKiyjpFVzNQy3SlorAj9euna5+OwsDIgmoG1RZfWSkVN6SQLBU3Pe2FcYDojOiglhXnE2cckBBVNu8jYIEETUaS2X6taYVWqkBSP/WbL8unS9jos6YVBrpNxiL6/HZ9/jwgfUK9MOupO2V1zP2SnuA06elcwrRNsjJbhexyonOituPLRFkunWHXNb+JZEee6EaOvALp1ayI0G9jASE3qi1uefoL+u/dgjGkkKwClBkR2v3BqTlnjsjXWEwLRzxZZnpmOhBT6CGDLGQgYWUOiQlWdib7eqXK0C/r2759bWiRjTabQxrKNqPXVN30QX1rj1jhfPyG/APTQlatPKLq/1YUopzkIsEER3bSbZLut659aHlOpCcU0ifLpn01GQAqXR//HEZTGOCWmA3+PlGFZmktG7qxDH/bPDhmlBzg1Jw2I9w0lNnqC1rKjb0qkzE5ky6y9ahPFKdDLlO2rLQ8J7gutdcyn3Ni1NsjO67aJkzrX3ST7I7BkJy3fMKkPSjJ9htg6zSYwul8K0G63fFCNF8R2zM3BG6MK17ZefM1U3V+kHL/bJGR8RmMhRFlZ2orv1GlmVFHqRimanDTv/uNDd/qnQTD98g9uywax5aSA2JOExAUXfhSywMZQ/akFJts7xM3GTGJM//aezNIq6v8K1cyvbrM13weSNUCx2HwWufInNchayb8Ss0V+YVlarsdIb2c4ES9BRXnk4JzooO/lqiiPZJ7lAmqJFUku8/5snjRjHjyVMUluXuhA0+l6rLofYzmSxDE3+P875abdMq9YqR1wypiRYXcsaXkACRJk20fXY+aU6otpAAQ0qY3MuJTGPmpODIUEj9dNH0zhefXJeOAxvql/r24LFdz/n3hbLprG3RNIx5bo0uBJTCFbeYguC4Vl/sqw5CDHVXRqTR5qkzw0/m2w77zhdDmmMLy2AsNJcEIFPx0yfm99UBR2VWVDaWu01JJqUeNK7XFaNRgNGpQ1w1u+LmXzL7ni8YQeFgteLNVI+ltwvcIq3qF1f3+sx/oRBNdBVgfIdNtD5M2iN0FGSHm5BbMZL8+I7SwXYHoEmJqqRW1LUpEl5ER4vk29LwaSos+Zg/BBaIzisgo3zceoxPKZNUBiLxDhdxEbRGd/2UhOglGwPqX2N2gstkqgQhvqpo4AE1Keg1Goynq2pHaqG5QVxajqllq+9SZ4DnLgnHMmaseNz0tKroHXnZxMFuhgxCEmOckmfC+kVEwZfyYm/5Fs3DH8k7kef64lP4GdQb1nuS/BbhaRTPKbx9M2QL5kRAGKfXqgxSfeMc5PZWeDx/86PzNjR73Yy8vEhxXigA1iVdRxQWUSFwjV3FW3Q/lZvDjK0Rj1W+gghEVJDqcjRwmH0cCWjl0unecYEkAbtQtWa9/AeDTP3Px3PdwmVjVPLktkRwR3R3AmwCcCvf3/U8AbgTwLgAHAHwVwNOY+duy/fMBnAUXu3oOM79/K+ffLvimOMEvB6WITHh0kTzgnuA8OfhRu3wCqUTOQgNv/VVP3WnIV3SZh53PEMVj5kQXoqrCt57Y/H5+PbeWL+GBnUFwMbBDonIj6c1Ul4mZyuED5JtTtcxwpEQHQHngCkRHiB8X9TylrWpY/GpWHi3dZVPcJie83QAGYO0Snpk5sFUl99sA/oKZf56I1gAcD+AFAK5i5lcS0QUALgBwPhE9GMAZAB4C4PsBfIiIHsTMS+mr+ZQ/vkg5fP0TlgUhDEu30/5lYmc2tYhO1oWmFIJENUQWKj66uRpBQcXl22qyzBaHWmp1ptWcSedzhXfN288u37gdxFUffgEe+7hX9BOcmk5N9ZzwZrxwmU8u9I5CUK0c4NKHfIAAGdGRJjq3BfsPnnz8QocBirg8wRljxc0Yc+mMWg/5/bGrzg3TH37s67Z4l3cI2Yd8lbBpnxwR3Q3AjwJ4MwAw85iZ/wnAkwG8XTZ7O4CnyPSTAVzGzOvMfAuAmwA8arPn3woedMVLi8v9VzhEwoTogn9OtzuUzhBDf2EV5JfbPriSj67LZ6emQweKmVIJ72dmmml/XQxIeLMbGSlkx8xzAZeEmQRXIaq5cL0U/ZdA+yPROgkCubWCEN4/pzs71SOyhdYQUGN+QHWXr/9IaQX8c6UJrjIWlfToO/KlajCqGuyrpxhVDdZMg33VFPuqKZ74keds5+3eVqxq29WtBB4eAOB2AG8lok8T0ZuI6AQA92bm2wBAfr9Ptr8vgL9V+98qy1ogomcQ0TVEdM3tt9++hSrOj5ZpoImOEIMQKiDhSQ2B4ISkam4TXiH4gKy0WkcgJaVS8dtBE1kXoZl4bV3HAgHXvmnxKs7jwx+6YOME1yJu6lbDHUo7708PQBqY8GN6CAGG8T+kk1J9LGZI7hyKfipvnnqCq4hRy7QntZGUfZUQnSxfM9PtvN3bC56zLBhbIbkawA8BeCMzPwLAnXCmaRdK39XiJTPzpcx8OjOffq973WsLVWzjQVe8NEbBgPAWJA9jniSsepMIKSS+qxsfcdXtD5MurTkriGkmM0ivK5E4j65CvWNt8uIyMWbEkBDdkrFhgtOkbii9JpSvybfU0Goumc46E026is+Wt5p/2fRGJj2V+F8VePAEt2YaVCTTitRCqaZYqxo8/eP/eTtv9zZhvvSR3ZZCciuAW5n5EzJ/BRzpfYOI7gMA8vtNtf391f73A/D3Wzj/pqDD/EWCU8gb8ceuc5CZr9GEDWZsZzpJRnpmdtH5cSEnTqWUJCoOSF5y7nvhCwro07+/PBXn8f++7/xtITh93UB7Pnxi9W/JlNWpJdqk1a0iSmqFy1/xYLIqBVdTNFvXTIOaGtSmcfOB8Bzpjcxyhhycib2m5Jj5fwP4WyL6QVn0OABfAHAlgDNl2ZkA3iPTVwI4g4j2EdFJAE4BcPVmz78ZOBUHoPBlad1/lWWuic63HwyqrlKkp8nOZGSnfHdJsvAcOXQl5RZVmupRV7/EiUJz19Jp9sr2173h4Pbd7C3iI3/+vNk+uETplgmO8+vMIX/0lprT+XMJ2RUITdZp/0LJVI3khthDSRZ0qMkGcquF/PyykWkwkvlnXvuL23i3twHeRJ+jLBpbja7+GoB3SGT1KwB+Ge6Vv5yIzgLwdQBPBQBmvp6ILocjwimAZy06smotga1Jycw/iD3h+tjVmfji1IPvGvRDHnRZyQhR2KgM/Mvh+7WL526dulCV8L4UTB/4SCrHTUJQUL3oVHrx/fIVxMwggye4kHaCToJrqTgFyfiQkyLct5zI9N/cp53EsSGkrzr/B2I5QI955tVcRYrQhOAMPCE6n11pfvWwmg/Sllo8MPNnxHf2UGZ+CjN/m5n/gZkfx8ynyO8/qu0vZuYHMvMPMvP7tl79+XHy5Rc5gvNf2tCwGsFRnIUbk/2TFhGZqgvKrlIlmJlQLSV8v/xI1F9ingZlgoSIOoMOSq0lLzWQqLQk0ppcmFv22d9aHRXn8Td/eh6YygQXm8eRUnN6OYoEFwkwuxH64+EJDemynOy08sujtPkxk2MpczUt0ngf3FJufj4SnsXBT/+7Td/bHcFeM1d3Ex50xUsDwbEFbJPJZ/+FtugNc+tk2UBuJbLzZqwmvODLi4RXCjJA+eCSplwdJmmsHFLTVZYVhURp/xVFJPuU4IK/LiO1lo+y9EHwmKXycgKTZclN7SK1nCSzBN9gqnqFBg5qzqm7lOzCPDWRDIlx3nVP3cjt3FkMJLc82MYRnFXtDHXR3eV40usiu9B1DhBUXUJ2XjUljfnVdK7uyAcX0FEU6eVkJ78ldZa/zK2XXP1+/rWrp+I8PvrH50ZzNVFnOvqa/sZARGk5IckJ3AjkeZip2noUHJAm+sZlNiwzFM3VoNzACblVydiOKwBP/vOUBWPPk9zJl1/k+rFqCBz6AaNYLIV+wRAIbgNkJyWQnR8HU5mIKE0DmeIokB3yabdfi+j60KPkmIDrX7m6BOfxscvOiSRl2gTX6uQgW1ckN3UPFqloc6Lz074AcMQmZBe36Sa1F3z23+xQbTeGVU0G3vMN9APBTY1EwPzTjZQ8VBc+nqB0L3EMFB30pA4HAL45FaAa/IevHKsvnpr2x2VHdpS/db6uLHVlV1ftN4qH4XCN+hJ3O2KidJvgcrMz9cHJRPZhyD8ULR+e3ievS6aSW8iUeNqXXEp03lQFENUaFNmBE5Wn4bsS367xTreMFW27uqeV3Mnvehns1DiCk25xQlF9gsVlSMxXKDO2T9UBbRNWm5pzq7rwwm3hc6fewFmP3A0Xr76K8/jEH56TkEeL4Fq+OQppJUlSNbUJrRSkCN/CbH3ArPkCCLFrvZyw2vNt5abHR2hg0MDAMmHCFS647t/2n3wB0EGYvrJo7FmSe9AVL0XTCMFNFbGF/sEiqYEV6WmyC6oLgeiADRLdRlB6cbo2zR3bS3LqLhJJ55iamJKUEkVumthyQtTLenx7JaXX1YoESLfRuXDaCshN1RKs6vI4nU4HhWlgMOEK67ZebhBi3qDDQHLbh+m0gp1EgqOGQFNX0CB0ftgivKDwKBmdKSG6jfgWlMlSVHMbRR7Z69yuf5sbXrZ7VJzHJ99+dkJULYLTPZEU0khysiupuWSfjlSUcCzofdXfk2KzQA0daPCR1T40TMEUtWyKZWorTG0ViG550DdmRlkw9iTJnXz5RY7gJiYQHKaUkFpOegnZcar8MMN8Db0obfdXqiNiR9nyGO2jsqLTpsIuV3w5IRUJboZiK63LcxN1ryYp8eUqjtV5Wc1HMtOdZAKzv20WXqkZNEyYsHHLpEzYJGXd1li3Nca2xn+59he27V5vGIOSWxyaSQUeV47ghMjMFKApwjxNVV/+QoDQyo6Rqrqg6NqqDsgIrmtaL1Pmb7ocsXWEWuamY6sGnYxaAqF7/RdfuvtUnMe1bz5bKSYkBFdMBs79cXlzsEzdJfsDrahtSQ2WSNS5LBDN1kJUVcOKavPEponOssHEVqF49TYWYpuywdjWONKMcKQZbf9Nnxd2zrJg7DmSe8AfvRx2vXLKbSJliqjcwoAlyJRdXAbdVxiTMmVRDErohOJIeup7zal/r4gOBaZtojw/KyW89vpWAisDN75k9xKcx6cuPVtZP5QSTk5uuVrLlhV7etHklZisnB2X5TjKVJVcSD8oko6slnr61cGE6GuLRDdl0ypBxdkK602N9SYS3J3NGp72sf9nR+57L7TtvmLm6p5KIXngZRejWa+BiQFNCGYSTVDKiCHca0/zPgdD2iEm7VON+3XbMorpJn5/2SQgJ7jStAIl61BUb267dH9NcEHoqGteRlRrR0Fp6YqSAum0thV1sCD5M2TE6M3UXM2l+XnRVPX+uNi9edlEtSBUiOYpAFhpKG25gu0hxaj01L5i1gLAk/761/Dn/+p3NnBDt45Vfcb2FMlNj9bAugGNDcwEsaND3+eX/iP4p84CYfxUgjzB7MjNLQCB3EPsFZv/eodG+BQbxCskfdb1EZwnI60IZb/cj0Zd6+U4wUy1aJ3zxhfvfhXn8ek3no2HPfsQgJTcilFSICUyTX4oLGuRXEpwelhK3/Y4MVdVMriPqvreR3IEopLBQabWxBYR6oGKREZqP9MiO2an/iwXTrbTWFGS2zPm6olvfRVw1MCsG5gxwWR+OJMFHUyyDGrkdGQmbL/52m4ahrTBf2LKFggujNaervN9lfkufCghLrU+V2sW5eUr+gBuCT3ElgYLUvJKrCa9TPnfoh+OE8WWDEupgxBJaxcuBhyAaLKyIiXL3iz1/jaDqTUYN5UqtSu2xtFmJKXG+rQOJuvR6QhHpiMcndY4MhnhEf/zwsX8HbYZRPQEIrqRiG6ScWK2hD2j5OhIBRp7E9WTViSC1ouuHnJiMT9DN0lqI2++ekUn5iq8cgsvE0cl6NGl5Pw6bpungeyQ1Ts3S/16oGN7T4wUl+9BcIHYSmZrn2rzy1Ji5KDa0ggsF8zUuJ8jOiiiS0nOuTXcvGVy5qk1sKSadnFbe2izlJPABKGxTrk1Mj1tHEk2zWI1zHY8Y0RUAfhdAI+H62j3k0R0JTN/YbPH3DMk99X/ci5OfuUloAYw2g+nzdSM5Nj7T4TY3MhKnJCGsB8A5aczcOkCRgiJhPjkuAGt4whsm9xy07QzLYTVKXrIrRiI2GugdsnNTSBTbZTtCxRIkVNiC2THStHpnmRSFadbuoTHQhMdHGkZ+fUfR2ZGqYPFmCuXqj/LrtFhIDlLmDaVI7qpwZd+/kVbu78bAWO7mnU9CsBNzPwVACCiy+AGwRpIDgDqI9QmCXR8YbwKg3uQ/Qc0DjkH92BDlqm2pswMEoJjIwdKCFRmiqpOCE6bnrPIzV9H6zjq2Ppa1b7adP0XFx7aVU25+vCwXzvU6mKp6JsDuskMaJObJzS9PCO4pE9AYtXTjKg4II2qZnW3rFoni4rrgic0v58nSG3uNlapucYpuGZabea2bg3zf0jvSUTXqPlLmflSmS4NePUvt1KtPUVyX/zNg3jIBYfm38E/9H5wYW0aMpD81UTRedJjhnuo5UvMOo0gd/oWzNJ5yS0QW07YBWKL0/kxgZ5OLHYnNKFl8y2f27zklqnAqAo5NU91NFWWaxVHxnamjXgFx8QuTUQqZIiTYAGr7TXRuWmErvsbv94SrDVoGoJtKnzl379gO+7yhrABc/VbzHx612EKy7Zkh+yZwIPH9a886CKrUwTfXDEhUV58Uo56PSRdDEAgmLxJQELWI+wj62xWZJken1MHFYrBjtZIUNl82Eafq719Mg33u6GPwIrCR1U9Sn45IJvX00lQQRNYNE99IKJFcBWQRFNV56mpiisRXFRmjTWuCFFNJNgQAg7TWkqF8bTCZFphfVJjfZqum+oyqdBMl0NwALKPeE/px7YPeLWnlJyHmQBWxgdIvvZQ0xy/6gRENWcTSxZB4jEAP1I6O/OVxY+nFUERXp3JeYPKst2qrZw6otQa4rp+01WmlY/y1PMO4fOv2Z1m68OfdYlL3ekyT0uEV5zuUG9ANFeT4INWcIgdoPrkX50EjDbB+eRwC4aBIzYNy3G7YIqqeT8wThh4KcwD8NtLf4lLw5b0VsAnAZwig139HYAzADx9KwfckyR33esPOp9NhRhc8H4ZtZ0nFb8Nm0h4OdH5XuL8C0D+jZAXwTmYqS22cyLqMUnz1A+3XzvwAJSJLixXF5kkQdv2+t2GUgsHrd5Y/xbNT55BforgVCJwi+BkGRFCJ6nuEdBEJ3VBNFMBoFH3P5BfB6lZSwmZ+X1YXazrtt+R3NfO3HLGxaawXQnnzDwlomcDeD+crHgLM1+/lWPuSZIDAGrYPWVGvdPk/hDhI8pqGdQvMJPooh/Pv3SMFsF55CosU2szI6N6P2TLkC5LlheP7cj0tIOH8LlDu0vNzVJxPvMib4s6i+BSQuSwX2iypZRc+DuLHw5J1/dpRJW5TXSBmOC3aSs1a1OFhkBycZ9wEE2ATdcDuCBsU6eZzPxeAO/dloNhD5PcZ35PMuLVV96jRHR+mmQRyJFBkehYVB9ppSgPb+Fc4TxKteWk0xmIgJqHWtZ1jtI5/XKtFHdhIKJXxfn73kliPeZpmJ+D4HzKSEgTSVVcq86FYEJucmq1FgZcYqg20amSyz92PlD2tV953lZu75axqrmYey7woHHdGw62bnwSeVPICYY4XR6d/5QEAopBAVXywEG+PgYrUA4aNJGc4sjtsZimXA89OHLJFCZ2aRi7BQ9/1iWJYkt6EymosuBLywgu2Q9x2UyCk239dnp8j35fHCTymRaf6jGdunQPn/bRTA3sxBVWBRMDTEiKzE+lNLR0gnMXO2dZMPaskmtBk9s8qlqpOrKi3Lz6kQxi7e/zVmty7D5lxYXWGJmCK+b6dSi6kulaPm96vt0CPfxgotb8MuTEVia4sB+QkmByXK/cEP+e2g+nggylxvfs2TNZlqq30IMNu2Eyde82ockgk/rbZSpuyZZpC4xByS0L173+YPqF1ykCWQkomIuJmcde0ZVSQVRpKbysvWy+T67Qmo5jNul2Jj9Wn6JLCJXx8P9yyaL+FJvGw559KO3wsmCmtnPbMDfBpaTJhWm9DafzGTSZtdUbwTbGFRlgyU7JjUMS1Jpx3YRNTewqTHrVobHvOsz9YurKV3/13B268xvEiiq5PU9yAJKXA6Wit8t3zVWVJ7rEfO02YQOxaULMTVr/3qh12lw1Odll20Eft2RGczrtCc6f9xHPXF2i8wTHWQnLSn42TXCZ+isRXBJFDWowJzhlpgLRLO3ww+liQwcOPeQ29eRGoLEJhGbGroSuw3w/iVPASFkVdL4D+fO4YBwTJPe51x1sJ3zqh9//epRMgS6zMhBIVyIw2sSWkY8prNPLEgIrbNdScx3+Qnc+Tghulc0MAHMRXOJnywlOkyDQTXB6Ox0pz3xvYRki4QWEKClC4IClJUIgt4biCHJTRW5esY0JZgIYT3DSm45PcDdT+VsLIX7l4Dk7def3DI4JkgOA6191ELZqvzB5J4jB/FEPcF9KRlBHtl26Wi4k5KZI0GQKrxVcKJi4vd1Me1ITYiPLkZQzsv6h/7x6au6hzz3k/maqoPA32zTBZb67tsrP1BzQIjqPmNbhDsjSltRaN3C59QOb++ExxdR0ysxE1TbxxRGbGaO1nCbumbj5vLN37N5vCitqrh47gQcgPtB+lhEibGGe0P+HkOedZRqkSDDfV6sk/24ogskJpy84QGG0nA1es7pWXa/WshVEp/rW6xShJf60gouiRXAFv1xLxanfRLmx//MT/Di55S7vkQYVZMwQ3U9hjLLrDxm1k7cJYKKQuL5SWGGLYNVu1Y7ihpcdbCuCTL21/HZIidEtQEwz0SXzf+VpG4lyy5VcbrY2HFSYabgz4DC3uZor0Ix8AeCRv7I6au60c1yLlUTJecWm/n6xh5BofiYE2EVwBQXHRcU2xxchi2A5UhNya4xrauXVm4w14lWcmaQmaTBTx6mJ6gZcitNfeuHBHbjrW8SKKrljiuQAhF4jODODSmTXlVPnNnI/xFnRhIK4rBWFzedDsMGTG9pBh2zbPvN4XsLT1wKsBtGdeq6YqTUi0fmPUpX+2iptYJ9EX8OHzP9x0uVlE1UqkU+XoP1vwQ8XlZtrSyrqTczUMHqcEBpN4czPsSI3FVQIRDdRZFfqdG4VMJDcauDGFx2Erdi9HNIvWPLy5EGIPnT8ATXhJYTWQ3gJueUBg4wMuyO5PWS2Qg/dLCTkpklNldbfb5Z6a22TEhxrpTbL7mJkTasUsfnu8L1600NdTnV01Ks35YNTxNYqiuBWsU9AwgY+sgvGMUdyQP/LUjJj54U2YRPnfiHokJJdmdx6Aw+lwh3nydVmxzvs39tlqrkHv6AdbPCkx3X2cdIk2PpYcWhkn6SQdBGcVm4a2s3GiDcpJzZGHOtDkVvif/MqroEiuEhiXeSmCc6ssIorPWfzPns7iWOS5G664OziS5GYrbl/rge5fy5Ma8LJ58Mvd5LbtpTchC6Y2Rq9JvoC4AnO1vqXYWtuuxhKZmkXuWVmayfB5Ym/HllQoe2DE7LLCU7739TgSmZKoc/DhODC4EsMI4UamW5cOtTKYkUthy1HV2XgiWsA/B0zP4mIvhfAuwAcAPBVAE9j5m/Lts8HcBaABsBzmPn9Wz3/ZnHz82L4/eRXXeIeassIT7uQg/+bkCzL0YqeFsguEFxGbiXFV4qwzhVZpbieSRr7yzImxHl9mA4y+9R/W15qwhcvOogffOkhJAPJaFKCms6DCWodoJdxa10r0NAF/QCwDGSUrFc3VSk635EqGiE2H0VVBGeyYIJTahw/SoJPX7piqSJdWEHXB7A9Su65AG5Q8xcAuIqZTwFwlcyDiB4M1wHeQwA8AcDvCUEuHT7nKunL3y/TL0H2QsxNcJnSa0U5O0xZ76fTZDifmRoTfluR4EK9k+tboorzsCN2Cq5Oo6tWTFauvbKL6g65KleqLo7HAPm7ckeqSM9bGu6ZUnGB1CDKDZHgmuh3m0Vwrohq04Qn07sFq2qubknJEdH9APwMgIsB+M/NkwH8uEy/HcBfAThfll/GzOsAbiGim+BG5vnYVuqwWZz0+tdF09C4kL8bsQvy15AnX32o+/5AM3Pd9HLLqapTSi5Rb13klCMouKjYXH1F5chFBLEn25XM0k/1qIaHP+sS6O6OunPR0FJheRtSNt2DXX/5+Wfjga+5JBBScg6o4/mb0vUhSixMbi+f4YMLN1Sp4rhObaNUHGmS03lwPQRHYoomrWFUfR551iWOvGs3qPbKYo8qud8C8Dy4b5jHvZn5NgCQ3++T5aVReO5bOigRPYOIriGia26//fYtVrGNA7/7WsTeXoHYXxiiry5/ufIXzaPvD1tQUsTcSgZum61cVGptpReXF4MdmjAR61KsM/UTnOtpmVJV1Yp4ivrKVFiYH/lfp8ROeUV3gOPm886GHbE6nig3UXKoGKjZ9R1rIKqOg4pLppNBoOPfM177HBJDf7D0wOFevfURXAPXfrmP4JSCI8sqTzIlvZXtHqvLytjN0VUiehKAbzLztfPuUlhWfLKY+VJmPp2ZT7/Xve612SoWceCNr425cproCoSWqJAedKq4bF1J1fWRYE5YznRtl6AMiwQXj7sVFNuPVgUim0FsdsRu2cht03tOT2hCZn4+kF0VSzBJM9O0mAPnocktU4qxElQoUOSm/W8ZwUlEPAQZ/HxTIDjr/XGcuiDk7xY4mFwe4Uqi41lfduBhK0ruRwD8LBF9FcBlAB5LRH8I4BtEdB8AkN9vyvbbPgrPZpB83ZViQ6FJUGIKbdRXVTAzA4HJ+sQ35omoRJaezBQhtvwc2TadAYwO0dKn4h763EOd5BYIzRQIrkYktjoSm9vGEdVJv/26zvN+9VnnJmSGit3fyf9upvgbpNXdPH/b1ssqO2mCs4UmWomaU9HTJjVRQ6uWDsWTcOyK5kSsqk9u07eLmZ/PzPdj5gNwAYW/ZOZfAHAlgDNlszMBvEemrwRwBhHtk5F4TgFw9aZrvgmc+F9f0/mF1x/pzTrf51Jx2fLkD5+QViSvJHDQURKyy+sy68Gacb06fzC0PshbIoRcNoTAQDA3vRnrc9388pEotT5UDNRWCouqm6MkxIZYZim9RMUh+bslpiojEpyNBBcDD1kpLGu1gOn6e+nnVOr/z190qP++LQMzntHdqOS68EoAjyeiLwN4vMxDRty5HMAXAPwFgGcx8/JiR4QQYUvM0TkJrhhc0NCEhmh2tLZV61sPeEH5dSs5XZ/2k9RHdn0q7rSDh9qtCvJmViFpV8itVqSnlvOIA7Gx+j3x0td0nv9rZz0PVLMrFYNqm5aKkxKILTFhC0pulqzI/0Zavfl7rVNFxHwN3dVr35wmuBA11wTHnQTHRKrHFUpb5qwS5iW4JZDctvRCwsx/BRdFBTP/A4DHdWx3MVwkduE48MbXOif1ZsHZb8c2yYOa/SYuoEzB5S8Vdc2Xzu+DgBIBdD8MAs1UpjMTfzNfXNL/WiA8TkkwKA6dlMuJH9QdWypr+p98qmz3NShCZ6Y0n5GzTZj8zYnr9Y0u3QzO1nUQXB4kMoWBwsvJ3plSB6Jlkd/7LJXmga++JMn3XCa8d2cVsWrfgx3BSa/v9vu00POHKhKPVlD5On28gnprHbMwP1fdMtWYo++YfYm/p519qExwyQunWiKEl5GllQJC4MArt2BOjpz5SSOnyA784Ss663HLf3gBjGFUlYUxnJSg4gxgKjfIM8mvV29hXNRCi4dWlLVwX4sE55Ude7KiGCxoMuJrMlLTpmnyh0JGcKTuNSGPZnMFHHjDa7v/uAvGnvPJ7Uq0iIjCw1ZUVmp97lPrjKiyPr7fnuNxC3Upr8+irEi396V4bXPi2jfPQXDaF6TVhRBcYr6GgAICocXoJ8e0j8zkNDXD1BYPvKxb5N98xoUwlUVVN6jqBqayrphYiIT4jCM9R26K8GhOstPICU7lxUXi8uYqip2jht886p2dhjsJzgdxlF+z8vd49t95YeA5y4Kx50nuga+RXKycYDpKr68LGeGVCK6g6sJ+eT22AcXUkBlfzLnapipHve6oMrb3zRRcIDS089kycjOK2KrKwlQNKiGwPlSVLZRIbKayIGNhKJIbCTmTJzVFdvGPOsf98ASXBwis+lB6RddFdD56Xvp7aIUsvrdAbDWl+Yc+b1Aizye+5VVzXMACMJDcEuHJx6qHVEfF/Nc4PLhtX0tCaPn8HKqus17zVH+j0d48mFLANW+ZoeL8S5f5h0LTt6TjUdW8Kslb4xAd1eRGFcMYT3COqOq6QV1bPPh/vKSzXjf83EuCyRpN10h4wYQ1XCQ7r+y8AykhOrlvxa+D/jsyEHPj1AexlJydPw/5YQmhBUlUb6TIDeCaYEdpvmHMP1QfkWWjIBAGc3UBeNBFh9pKTQaZyaNiqUNY+1qQfanj/EyC819vQaIGZ0GiaiWV4SJuscxCqfF6/7nRbr+bJVC3CY5TgpP5EBWtUnKr6khOdS1KzliMqhlqjhi1EFhlbOanS312wVwFFKmhTHT5ffFk5m+JN1OZVLJ1/Ghq90bXc6E/alq92Ypgq6jeYq5hJDgbEqqdSwA1h48IVYyT3vHyOf6wO4xByS0H4RnWfpNGEV0TH1rS8z4VQJNbqYlKL+nx/KrOV3bWxWx0nXcpqfXXvHW2igsEh6jidBTVqTvVPZWYrEG9BWKzMJUioYLJWRspVQNjLB753gs763fdv74IRratjEVFDEMpwYVBnymquk6imwell9N/+NT6PjcHgHi+jshpUHAjwI5yghP1NpIgjrgAqLLRLF8y9lyzrlXHv7jwkJtgpD1D2EI2eiE7vfXHyXvdzVIGdFOqXMEFdBCcVmN5U7JW07LcWa7UWdoYntJ95DyffNuMlAOt4rSZquezlzQoOK/4QpTTuqiniWZpNC0juRljURlGZRijyhFYHz79MxeH7d2+juxIiifUQHSEItEhme/644iKC9MoqrbcV1u6r8n91f5NZZ7amhKCa3wTuBGHwt6/6e+zHHvZam4wVxeI0w4eSuYTIgoZ5z0EVxj6r0/NBT9M7mDOFV4fSqpCm6Iq+pYjaXebHXMjpuppB9sqLmbaRzM1JthCcuGE4ETJ5QRHuTnpTU5jUVc2ENtIqbPHfOD83rp6f5sJRMZB1XliaxGdMl3d7d2omqP0b5kQG3USXPRrUmfemwsuKPWmCK5ZY+WX49Dqw99jXyFmwolvXVIQYl5TdSC57QFXiA+vkE8Y7Nn3tW8R2g6GHls1ufkeXLOmOLq9YUwZKIxtWjJhZ9U7UWKpIit1HtDdqUCq4ryDu0/FPfTXDyXNnYrJqNpMzfxzeRtRMgjmYk5wlVJulVJivniF96MfOq+zvlc/4RVxX6NUXEZ0/tfdCwk8IP1+9EZZC2ZqYqoizpeg/z4IREfBD6eVW7MG2DX5HflpVmaqjVHqihOCC3Wz87L2DmAgucXgoc89FP1EUDI5V1+h62nVDbXvilqTW4vohNDUkIHJcVkpu/zhzwmvS4GhTXQlsiuRmw5YtLbvQYs4oc/BrXPGc3OyLWmHv7E9BOcIyoi68uRUSb4byXQfjCI2TXRAVHdpiVVNJ/KbUZgv/C2BdFmL6PK/kVJv3OqlJStr7EqYtqHtLlXsEp+9MgXCKGGwy0kQDo/JYK7uPLyjNlFy3pRskRul/Xip8S1TcmPpNYIT87VzvFNFrPN+wUIqgSKkNlmlZOdNoGR55j/DvCrOn1f54IrKsUfFRYJDTMz1pqMiOK26vHLz5ObJzkdQf+Ivz+ms98d+6lWB6AAE09Wolz8Qm1Jz+pc2+NaRN02BItHFDdN7lyRNqwiqrZVyE/Vm11iWOaKLCs613fUE55GPL0HNctRc/Oj3l0VjT5Hcqecdgl2LphVITMfEv+YGFAkDiOQKLlFxkdhys7Vr7NOkZATX+9VHP9ElZCMmDxtFeJ3BAprZmDvPiQO0iarIbIaK84qPhOUj2amcNW1SIlVjuniYGST0sZ96VWs7ygis63f2TUGSOpJ8qDj77ThETBOJSs56gsujp2sc/W9rDLuPwWsWGDEgzd+CglN+OD+INaYmZAec/OpLZl/jdmJBPjkieioRXU9ElohOn2efPUVy0/1R/usX25Oc0cGFXMElKi6OjhQGGtEmbTOHiuuS6UVygyK1SHQJcan5stmYbq8Jri9lJFdxXaZweM9zEzi5SKDl6CfZjFyQADLtCU4jITcwjNysx314RkQY8bg7jp6/Zf5B0pHU0A9f0teePKvBJI1kx2suVQQjCxr5ROrYfM2fni3cEIhT5W9elpJbjLn6eQD/BsBH5t1hz5DcKa+4BM1++RLW0jEmRfOC8n6+ZDpRcGEYuEh4ITihSU2RW5HochXX9xXLFRsi0eXk5V+adjvHdNuo9GYQ3HMLLRuykpIeZ78IxOhJzT/J2hemkSu1EkzhRvUR3Sd++pWd6zZEfD2bUvb366MRnf7jVZwvQdUFn5xSb9489SaqEJxXcEbd31zBQQ19COuq+oBDG+iYYjuwACXHzDcw840b2WfPkNyXn382GqXk9JWR+OTy1JA8oJAMDZcQHAe/XBJ4kOnQq6vyw+Wqbh6kSoBSstNE1Ip2KnIrmLyd0OpNq7gwrcisy1RFuq0/Zd4QYyNkY0GhhGWl3JkMXNimtKz/IMosLb2YudmaQys4SueTgINvwbAWyc6OnHnqCI5FwXFo/hZy4phExRF4Ss4PN3UDVVPjTskV8JWD3f7MncAGlNw9/RguUp6xk/XaMyQHAF8552wXatfOc+9byRJ7jTJTjRotKZqiabBhppmaOFdTwsuz4Vvve6LiymTnTE+SQIOsC365uFwTYF/71If++qFeBZeQKNCh7lJTNVxOMt1WbiXCskyhdC3/savO7byeq58Qu2ryxDbrN0zPQ4TzfKzyv51OmE5aNcQu4W2t1NsauwDDyMKMGmeeVtLjisn8cA2Bp+KHGxPMOKZGMdy7sHDMr+S+5cdwkXKpPgwRfYiIPl8oT95Mtbal08xVgh2x64ORKb5sWlmp/Djdv1ex51ZFUDk8f0bpgvCQuyGIKd2OkRABEN+tcHy1PpyS2ufP26vmOXH5sUpo+Yy6TNOWqiuoO3/KwjmZCRZwDnwdEUQkOwNHhl3k548zC26cHwrHd/ulv6ktqStK6kWUD6NmeH+N6mXVfxd9eUzq7w4o0mPV0wikx2S4/vZCRwYSQZVeVVrkJtdopwaYeAUXg2kAZgaadgT+o74dh2L+ye05ksOeUnIA8NVnn5smA0ORVd5qQQ8m0jmgSGaeJvlxHM1Tzn8ZrYFjspdCT/f5wopJuR3Fb3/tm7q/5LpLc+TnzpdBqeJA5CnrBn/cDFh2pMWizDzRWSY01shL7KZ9YbW9ZeptCfHpn7k4HlsKoBVc688AsCwvVT/7m3ZuE24Ekr+Z/0g4PxxHc7WKje1RM7iO/jczsqHbKd/8TZOctQZ2Sk7BeRU3IZCYqkzAzecuXsW1hH2/ubpQ7DmSA9AmOKt+M6JDRmiRDLNEX/2H0n63joTg/IWYx9Qpma0ziyI2P9/X268/VylwEceezdUat8kX2XQPGEgIp4voptYk5qlf5pc3Uvpw3b++KJzPqx7/C0982bJYUaXuEpXn/6ai8PL12b1NP06xn70QgPB9wY2sIziv3uq0EwOj2qXGQIOYqROKZurE5X2CZ6cL7SgKw2UWyxZARD9HRLcCeDSA/0lE75+1z54kuVueIw5XTXD+QQ1mK8cvi1deWr1p5ee398mMyvyNLwAnik0fdx5HdXFZoZSbWSFRDX3QXZoHUxTxWKWIbqwTq/nui4rPc1RTkdjaRNcI2TEQiKxRy8O8KLvT3/eC3mu01iTnTwgPSrkFFTfDVM0VXbjQjusPH4R07Is4CDbCoNg5wfkuqHIz1Vqv4gwwMTBjAzN2wQYzcb44EC91zIdFKDlm/lMZJXAfM9+bmX961j57kuSAqLhyUzVRdtnDm/whNPmpBvdFU1T/8UovQ4bcb9al0LrM0SQKqpWcAT79+z1mqhCc9h/mhKZVnH/HW/63OYguXGtCLinRabN0Y4Xw8D//jc5zfuEpL1HEQIHIONxspeJyMgOyv3VZxflLz/1yrO5NEnRICE754FQ/e7E793hQZrjraMRMHcdAgxkD1di1uwZj5mDdOwreQFkw9izJ3fS8s9OeRpLUDk4e4tKNT97ffH3XHyqT4r0coAguzM9ZyukjSCyvznNm+ySEp9Rc0VQFkLRy6EGqosTXJsRmhagsA41t++F0mTRuW12srOuDtVHBQRRjaqYqRZcPTMMUOnVodXdeemHzGy/3LL23LISXjnlBXrWFvvDSe2itgW0MmqkBjyvQxCQER0JwbICbLlieigOQumx6yqKxZ0kOAG588cF2V0n5F7oD0XSjsjk5B2aRTptQkL4YHeouISuKx/nM7/WouHMOtdVgqw4czw2kdZpx3cEkVBee+8S8orOK7Dzhlcq0idtMmwqN+OcaIa2+rtK/9PMvkjadJiU4ITTWg0QroovE5glPTQMJ4fl1RVOM8nsbVZ1T4Ry7ZSfdzjc1UZuG0DQGPDEu2TeoOArJ6gBw40sOdv9xFoSB5JYE57NAbLZluU1uBbMxPKRQRJeQQ+GNz/p/09PJMfULUDp/IaWj1NIhriN85nf7v+KJzy1TbF0qLlWZ8yk4ICe29NcK6TBSX1tePJk1nAUkrEHTmGCK9uGmf/cbjsMsxV46NMFZRBUHJAotBJh8J6ua2MI8zbTYA0cadw85dEel7qtOrfEmvXXkZpsKdiJ+uHWDakyo1sUX51XcKozY5fwR85UFY8+T3Odfe1AeCJ/+gcTUiKShOzSkhBA8kSTjKpRIC6Xp+CJ2EZwm1qKKK5GeShCeRTynnncoOXerHvICttUHt83pWYhfBkVsQm7iH4vzJpCeTiVJVJ4itDhtwvFO+eOL+qvjiY0J8L115ASXmaddZmqIxmuCy0qR9PQHQt1b34ZXR1D9dfpiJyb64daljOXDbd2z8cWXLl/FAUgU7ZBCsmBU6+yITputyJUKosrxRKeJL1mXkg/Lk5oTSKuJVYtEyuTWSWg5sUm57nf6H/KcsJNl2TyUsGkpurCcUSQ8jj95qoZWcjoo0Hqps+U52cVfCSpY6h2v9Zanv0D6WRP/nB68qIfgSE9rgrOxC/048hvUTetAx0dCC6B43RQIjsfG+eHWjSO3cWxyCLhmjCuDLr9lyY+5QBwTJPep/3Y2Kv/1a5DebKWWbCXEprql5jCSUtZ1dUKEcV08XkpwXSZiWcl1E1rJd9eHU887lLxgLTM5P0YnscEFHbrO5wlOiKNEdKmS6y+pgqMQYeTwG1XgrNYQob81T2xbIThvrmofkzZvlQ9vFsL9sepap1UwUUOgYZ1QSaCh8mYqXDR1ZVQcBiW3dNRHGWYijfBtvNkthSaD+4Yh4nTPEYHsukgvkl/i6yoQXMt0NPORWm7Ofva3ux/yYKYiIzek9UhMVYVk/RzobCDPksiqCE5HXVskJ2SmCY2VWRv2tRT8bX2DuHztzAuiegtkp4hNEVO/ggN0ErlOTdL9ByYvNeKx0+KWsY0K1zYVbEOR4MYGtC6BBvHD+WiqrYBm/1x/lsWA5+swc+g0cwfxscvOQb0e+4nTSk6PnOQ7NHTTjsxsTUnGemh7aCIJFk3cxJxNp3Nym4fQAilCbTMPNNEBbcJT4HDs+R/GxJfsfctezQExKViVSFBRzeRkZjMiDBn/FiGQkBynD7mZqn1vPrjQ9BNc3s1WEq3XpquKznamn6j628a1RbVTgp1UzkQVP1wSaBA/HMiZqTe+eDVUXMBgri4fH738XJiJBCC0ueoVnCphiLhgulJQclaVqOq6lR061F5QbTqhV3NBIeCgye2zvzWHiut79zM1OTdpluCVSfhFOHh4rxVx5c23NBmm5FUmNG5MUGV+2Ylv6x6p6mu/8jyl1tIBxmOaUUpwrveZuB6K2HSLmFZzv8R0RaIQKahIAhp3HTyV4oMMk45Ag/jhmjXghotXjOAwmKsrg2rMIQABRDJJRk+qo5pLx8RUSk6XlqKbk9w0sWWE1iK83EztIbiFgLPf0iZhm0zFdao6R2g+zSNRaRmhsdommqH9Vf7aM86L5ukMH1xCerpwNl/yywVVp9NPvGqE67lXSM53dokJARMDmpAzUcUP1wo01Ctmpnq4r9h8ZcE45kjub/70PJgph5czEE+i4siNgZkTnh4nM/fXzUNueSeYJQWXJ+xuQmWdeu6h+TbUX9eNmBJF5108pldzXtH1Fk1q3ENqyrRNSC3ztZ34plf3112ZoBshOOh1pbF4/XyBBJP1DQENXA++iuScenOtGaqxJzgKXe/7fLhm3wqaqR6Dubo68EnBCeGoXltjz61CeErhabLzHSHqQZdbzawIkdwK6xNCm0VuMv+5Q90P+WnnCMEVyCtpb9nxsBH8Ph2Jron/LVYumKdhnuL2HSUQW+KYT5VaIDVRX8HBX1ony0+89DWd9+erzzp3rihq3lV+Vzf3el04ZkJ0Uc3FAcylg8uJpIck7VHFPB3HhF+fD9esAZO7LoEl5sSeM1eJ6P5E9GEiukFGz3muLP9eIvogEX1Zfu+h9nk+Ed1ERDcS0czeA3YK/+tPpIdZgvOnaXN0FKc14bl+wGLUtTuyqsjNm6ZdgQhFan3m6UbVXOlBahFbQoKUziPdLq5PFVtcr7enMK97IQmruUBsIfhAiS8vddSrG1IgtiQqM+tFCuosXrcnKdNkJqomv0y96ZKotlAvvx8lSs4PhWmm4mubkCg4RKKbRoLzgYbpCcvtZWQWVjW6upV+C6YAzmHmTxHRXQFcS0QfBPBLAK5i5lcS0QUALgBwPhE9GMAZAB4C4PsBfIiIHsTMzdYuYXO4+g92vv/7h/3aoYTUcgd/EintAsftiIHPXdKj4s4+FI5HYpET4jvvVVpYLgTiyU13QUScrtfrQn2TaQKDk96Y/UlbqSUZKbZ77VXblZbpbfPjyvoDb3wtvvqr5e7Sb/n1c/CA112i/GUomLC5uovkVfwYUP/fZs9jSaboPNi0kmPm25j5UzJ9B4AbANwXwJMBvF02ezuAp8j0kwFcxszrzHwLgJsAPGqz598NuO53DvYTnFo3U8Wh/F4XkZmleQoDFaeVqlHL2uspmU8VF7XM1k6fTAhC6Pl8265lheMHAqJYxx4k3W7lZmWWDjKz0TmvQCBoySAAvguyWWXR2BafHBEdAPAIAJ8AcG9mvg1wRAjg+2Sz+wL4W7XbrbKsdLxn+JF8br/99u2o4kqBM3KbJ/EX5NrhduG0g4eKhJITXSkSqF9WvV+ZDJEpscL1lchIX7wsbxGcPl6+rIvcQv0Uuck1HnjDazvv183nnZ3ch3ZkNP7mwYe4DcfzDWiZ8J1lwdgyyRHRXQD8CYBfZ+bv9G1aWFakdWa+1I/kc6973WurVVwqPvvbByNJlKBN1pL/TX4//5rZSiFx7moCKL2oXu0lLy0l2yVNmTag5oCcwDKfWb4+LNT7qGVd5m5QrMqk7dsvw03nn11M3NV5b60G+hwVi5++7g3Htorz2JNKjohGcAT3DmZ+tyz+BhHdR9bfB8A3ZfmtAO6vdr8fgL/fyvl3CwLRZT6dvigngBbRdeG0g4ciiWpi04SmX1xNeshVHSX7O7Kj1gvfNil7iC5Dpw9OL8uX58ty9VaoFzFw0m/3D7CcJ/J2qeEYmeaETGd1cXXMoOPedborFoitRFcJwJsB3MDMl6hVVwI4U6bPBPAetfwMItpHRCcBOAXA1Zs9/25DKXF0ltnndgSuf1W/mZoQHNovbh75K6U/6G2SCKMmgMQ5r9SW7Se6YndiXQGF1nRJ6RW2zfbRhNw3kvyXfuPs5L6F3z6CHVDA3my7+iMAfhHAY4noM1KeCOCVAB5PRF8G8HiZBzNfD+ByAF8A8BcAnrWsyOoycN3vHJQhDRGbCHFKfFt6ibTiyEysXMHFIRmREl+S70UxBYKjKZv2mkvRx9JSdn66wy9XvIYZKk4t705n6Yi6zsI82xCge4ru64n5mMRe6zSTmf+GmYmZH8rMD5fyXmb+B2Z+HDOfIr//qPa5mJkfyMw/yMzv255L2D1wuU8sbSKR5F11tTq4/pU9Ks6njGgkLzyCAmv55krTrOokWf8pESqfXUii7VBxLZO27ZfblIpD5oMrro/n9ursAa/TxkaKvAVBywWYBYiKXeIf68ier76yaByTLR6WhU/917NhJkA1YdCUQ5fsrf7JtqrsuOAE9qZCbqZqwm36iS7vkQO56VoiOiAlPBSmgQ2puM5lPYGGmZn2uej0hKYTtj3RmcEXV8ReU3IDNgffZY7vkj30cTdF0v4RPMMX55tvCVL1Ig+SNllV2oMmu5avrovo9LbNBojOUpnU9PQGAhBzqbgOPPA13Wrui795MCG2Vtti3ZHq8NaUwXOWBWP4cy0Yn3z72ajWWXp69YQX+7nziur6V28xLaHgo0v9c3HMi0TJNTnB+WUbJDrv00vMVbQf9r4ARHY9rek5SLG0ugtffOnBIrElzfiqIfG3C2TtXGXRGEhuCfjEO1wHntWYI9FN4UxYH5joQamXkc6XWJFdKeKaq7qE3GxOfnMSXUJuKLcxzYkPep+MsGQ95Saw/kWm4kpkSf1qDkCrHXLoT1DaL/clZB/T8H/necqCMZDcklAfsaiPeqLj0DGimXB/l+bzdqOUo6DoItlxq9eNvDuhXqJrFNH5boryoEPeqD6f9tuW6ps31erz5/XdAjFH+4juxpccbHegqn4HlEGYLxF41yUDD9g8/vo956E6alGv25aqmxvaIa7mO5GZi2nUywcnOkzWnOiS/LpC77oNpaoOSAmvpOpKdexM9o3HS7rw6VBwfgOedY8A2JrBNbd6olnF3nhXCkPgYUCO6qhFdZTFR8eoJoxr39wdtTvt7Jj42xIvmifmSXFIiCQnu4JPLie6PL2koUTdaVWnc+56HdLBlHbKLVWEunSQW4Ho0g+A24GpP6XkyxeeLQTHsFK4XoLHfLdhILkBOT78oQtQHW1QrdtAdL1QpAQoVaLSG2KfddSpWlptXFu5TPMRnR7/IHYKmQ0K43vCbSgQ3qzS9u9E5efb0vY1w2rdNi8WfTqIH8W+71Z7M1WU3Jd+Y0gZ6cXgkxvQBTOxMGOLamzxv64o938GAA97ziGU0iN07lZOdPMMVFOMwBaIrpW8XCK6PBKbmLCR8KDy7kLRy0QJ6oGckxxCW6ivJu4uZOkhfe1abz7vbKfkfC/QA2ZiiK4OKOJDf30haGrxV39xfv+GWrl46LwuT3SFQXPycSNKfvpZROfatCrCK/noEhIkVbJtLWXrFaEpgsx7482HAyyqORTIjtKS5MH14CtnnwOuGDefO6i42ZjTVB3M1WMTV33kwt71j3jmJTEqpU1TykkN6UA6fhwKQ8m2icLL0SK7NtGFX86JLiM0T0zTjPCmyIivVCj49opEWDB/kygu2kQXVS0Hk/XA73X3OQe4XoQHzAHGQHIDNodHnuUc5EyKkSgjsyxx1RanqUWEfWSXp5jMVHRTZb5O28rO5GQ4zZTcNF+G1jFapmlmwsbUGJVuUrowZeKDgBN/v3vgmwEbwAJ8ckT0GiL6IhF9loj+lIjuPmufgeRWHD7bHprIdKJqlriajBfbGiO2PQi2Jrt4UldSEzYlulIunW6e5snOKNVmSiqvKx9PiLHYGkMVZMSnOxNIrqHr/i5j+Kg9igXlyX0QwKnM/FAAXwLw/Fk7DCS3wnjEr16CZo1g1ygZRSwf/DopQnQ6MtgeGFsRXeavygMUOjDRR3QtP10gN4KZRnUXSG9aLkaVoO5KpYv4ErITc9fPe5XnwQiJxrPM1gFzYAHmKjN/gJmnMvtxuM53e7GV0boG7DA+/cadcXifdvBQiFqCOOan5XlmDPjhvsjPWrcwjOBl1LYyT+y4hGwkUaJoclPBPE7OK+gSWV/8zSEpd+XADDRz26L3JKJr1PylzHzpJs76nwC8a9ZGA8kdg/jcoYOuLzoCIPl0YVAWRivTJB/ekCyDjZAkEMgtEJ0nNR/R9ccJycrles1se4qh1cFKY36V9i1mPr1rJRF9CMA/K6y6kJnfI9tcCDcs6jtmnWwguWMUtlbmpZAdstGnNOkUiY7EFPQER1HFgdxxqJC2UlRy2blKywesOLYpcsrMP9m3nojOBPAkAI9jnn3SwSd3jOL6Vx9M/HguoBEDE6V8ujTi6n10XA4c6KCB9rN1+OOCL26ilk1SH11f/3oDlgyG+0jOU7YAInoCgPMB/CwzH55nn0HJHcOwtVNVRJL3BvGjwam6oNoKKsururABQw7m/W9IgxiU/LRRym3rUncDVhAM8EJaM7wBwD4AH3RjaeHjzPzMvh0GkjuGccPLDuKfv/AQDDkL1ct6R25CdF2kI/MsJmpsAO8CDN4kneWHAzoCHkDSw/EwaMyKg7GRwMPmT8N88kb3GUjuGAePIsFZSLt1jr40UKbmsshrIDiO24eNdUQ1/KdPLpvp7tr97qVo74DVxhJaM8yDwSd3jOPGFx0Ej5C2msiiogCSBOHWgMw+BSVvmaD9dnlp9HzcvpX8OwU+demg4nYFhmZdA1YVN77ooEsu1m1ftQrTyiorrcbySfOqOJ2P/TrXANgNevvXG7BKmJPglkByg7k6AABgRwyyBJYE3iTNgwtEp5GZq361N2VZb6eRmafJeTzpDdgdYABL6EZpHgxKbgAA1xsuazXn0aHaTJOamblKm8uPpoMShaZkn3z7oOJ2FQYlN2DVYWsGTSimezAHk9K1TeUkIEDCZLHjTpJEYTiTF0hSSJKuyD04zUApdWE+YDeAFxJd3QwGJTcg4MsvONv1QedJiKGSejk0sDdZcm9onC9BhFLnnq4/O2qXimCzbqCYBhW368AAs52rLBoDyQ1IcONLDgaiCcGChmGmQDVxg+2YKccBsaccCND1ApLm1rEiON1dVNKTSgVwTSGyOwQbdikW0OJhMxjM1QEt2AqofO8jot6qiSIz9maqM21j55zkskmyNqxOsaWR2+CPk//IAkQEM9ipuxdDntyA3YIvXuTUnFNyotjGMnTi0UaGUrSojjYwY+vWjWU75bsDkI494RXcKC2sVN1nfndQcbsSzC66Ok9ZMAYlN6AIKwnCxC6SaiZuRDGa2HRIxIpgawM7MmGZEeWmiS7prVgNqqMjtwN2OQYlN2A34QuvOAg7kr7mGjgf3HqD6ugU5vAE1Z1jVEcmqA5PUR2ZBlVXjVVrBp8nZ5RJW8M1JVtj2BHDrnFIXbn+1UMvI7sXDG6aucqiMZDcgE5c93pHdABgGgszbmCOTGAOr4MOr8N8dx3m8BjV4Qmqo1PURxuYEJxAjLJ6ogsmK0eztXbzX7xoILhdDcYQeBiwOzE5nrB2B7meRaYWGE9A4wkwld42KwOsjWCma4AdoSICmwqmZpiG4jMtvjlbcdo+1icPD9j9WEJ6yDxYuJIjoicQ0Y1EdBMRXbDo8w/YGK57w0GM72LQ7DOO6BoLProOPnwE/N3vgr97J+i7h2HuPOJM2MMTVEdtSDHxHWpCR1u9spP5Lz9/CDbsdjAAtjxXWTQWquSIqALwuwAeD+BWAJ8koiuZ+QuLrMeAjeGatw4kNGAGmFdWyS3aXH0UgJuY+SsAQESXAXgygIHkBgzY5VhGUGEeLJrk7gvgb9X8rQD+Zb4RET0DwDNkdp2IPr+Aum0V9wTwrWVXYk7slrrulnoCu6eupXqeuNWD3oFvv/9DfMU959x8ofdp0SQ3Y5wmWeDGYLwUAIjomr7hy1YFu6WewO6p626pJ7B76rpT9WTmJ2z3MbcLiw483Arg/mr+fgD+fsF1GDBgwDGERZPcJwGcQkQnEdEagDMAXLngOgwYMOAYwkLNVWaeEtGzAbwfQAXgLcx8/YzdLt35mm0Ldks9gd1T191ST2D31HW31HPbQHMMQD1gwIABuxZDs64BAwbsaQwkN2DAgD2NlSW5VWr+RUT3J6IPE9ENRHQ9ET1Xln8vEX2QiL4sv/dQ+zxf6n4jEf30EupcEdGniejPV7WuRHR3IrqCiL4o9/bRq1hPOfdB+dt/noj+iIj2r0pdiegtRPRNnU+6mboR0SOJ6HOy7vVEVEr52n1g5pUrcEGJmwE8AMAagOsAPHiJ9bkPgB+S6bsC+BKABwN4NYALZPkFAF4l0w+WOu8DcJJcS7XgOp8N4J0A/lzmV66uAN4O4Fdkeg3A3Ve0nvcFcAuA42T+cgC/tCp1BfCjAH4IwOfVsg3XDcDVAB4Nl8/6PgD/9yKf2Z0qq6rkQvMvZh4D8M2/lgJmvo2ZPyXTdwC4Ae7BfzLciwr5fYpMPxnAZcy8zsy3ALgJ7poWAiK6H4CfAfAmtXil6kpEd4N7Od8MAMw8ZuZ/WrV6KtQAjiOiGsDxcPmdK1FXZv4IgH/MFm+obkR0HwB3Y+aPsWO8/6722dVYVZIrNf+675LqkoCIDgB4BIBPALg3M98GOCIE8H2y2bLr/1sAngdAt5hetbo+AMDtAN4qZvWbiOiEFawnmPnvALwWwNcB3Abg/2PmD6xiXRU2Wrf7ynS+fNdjVUluruZfiwYR3QXAnwD4dWb+Tt+mhWULqT8RPQnAN5n52nl3KSxbRF1rOBPrjcz8CAB3wplVXVjmPb0HnAI6CcD3AziBiH6hb5fCsqU/v4Kuuq1ynbeEVSW5lWv+RUQjOIJ7BzO/WxZ/Q2Q+5PebsnyZ9f8RAD9LRF+FM/MfS0R/uIJ1vRXArcz8CZm/Ao70Vq2eAPCTAG5h5tuZeQLg3QAes6J19dho3W6V6Xz5rseqktxKNf+SKNObAdzAzJeoVVcCOFOmzwTwHrX8DCLaR0QnATgFzqm742Dm5zPz/Zj5ANx9+0tm/oVVqysz/28Af0tEPyiLHgfX5dZK1VPwdQA/TETHy7PwODi/7CrW1WNDdROT9g4i+mG5xv+o9tndWHbko6sAeCJcFPNmABcuuS7/F5x0/yyAz0h5IoD/A8BVAL4sv9+r9rlQ6n4jlhSlAvDjiNHVlasrgIcDuEbu6/8AcI9VrKec+zcBfBHA5wH8AVx0ciXqCuCP4HyFEzhFdtZm6gbgdLm+mwG8AdIiareXoVnXgAED9jRW1VwdMGDAgG3BQHIDBgzY0xhIbsCAAXsaA8kNGDBgT2MguQEDBuxpDCQ3YMCAPY2B5AYMGLCn8f8DjoPu2EJgV2sAAAAASUVORK5CYII=", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Define field coordinate in angular units\n", "v2 = 0 * u.arcsec\n", "v3 = -500 * u.arcsec\n", "# Instantiate OTE_Linear_Model_WSS\n", "linmod = stpsf.opds.OTE_Linear_Model_WSS(v2v3=(v2,v3))\n", "# Get the OPD perturbation\n", "plot_data = linmod.opd\n", "# Get the pupil transmission\n", "data_mask = linmod.get_transmission(0) != 0\n", "# Set it up so we don't plot anything outside of the pupil\n", "plot_data[~data_mask] = np.nan\n", "# Do a simple plot of the data using imshow\n", "plt.imshow(plot_data)\n", "plt.colorbar()" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "We can use this same methodology to calculate the OPD distribution at a bunch of field points and plot them all on the same axis" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "scrolled": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "WebbPSF log messages of level ERROR and above will be shown.\n", "WebbPSF log outputs will be directed to the screen.\n" ] }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Minimize logging output becuase it's a little overbearing here.\n", "stpsf.setup_logging(level='ERROR')\n", "\n", "# Set up the limits of the very large field region over which we will calculate the OPD\n", "min_v2field = 550 * u.arcsec\n", "max_v2field = -550 * u.arcsec\n", "v2field_extent = max_v2field - min_v2field\n", "v2field_center = (max_v2field + min_v2field)/2\n", "max_v3field = (250 - 468) * u.arcsec\n", "min_v3field = (-350 - 468) * u.arcsec\n", "v3field_extent = max_v3field - min_v3field\n", "v3field_center = (max_v3field + min_v3field)/2\n", "\n", "# How many different field point will we sample the above region with\n", "num_v2 = 27\n", "num_v3 = 17\n", "\n", "# Size of each idividual OPD plot\n", "tile_size = 0.06\n", "# Leave a border around the edge of the plot\n", "border = 0.085/2\n", "\n", "#Set up the initial figure axes\n", "fig = plt.figure(figsize=(13, 7), facecolor='white')\n", "ax = fig.add_axes([0, 0, 1, 1])\n", "ax.set_xlim((v2field_center-0.5 * (v2field_extent/(1 - 2 * border))) / u.arcsec,\n", " (v2field_center+0.5 * (v2field_extent/(1 - 2 * border))) / u.arcsec)\n", "ax.set_ylim((v3field_center-0.5 * (v3field_extent/(1 - 2 * border))) / u.arcsec,\n", " (v3field_center+0.5 * (v3field_extent/(1 - 2 * border))) / u.arcsec)\n", "ax.set_xlabel('v2 (arcsec)')\n", "ax.set_ylabel('v3 (arcsec)')\n", "\n", "\n", "# Loop over the desired field points\n", "for v2 in np.linspace(min_v2field,max_v2field,num_v2):\n", " for v3 in np.linspace(min_v3field,max_v3field,num_v3):\n", " # Setting the OPD calculation inside a try block. If the (v2,v3) isn't inside a\n", " # valid instrument field a ValueError will be thrown\n", " try:\n", " # Instance of OTE_Linear_Model_WSS object at the desired field point\n", " linmod = stpsf.opds.OTE_Linear_Model_WSS(v2v3=(v2,v3))\n", " # Get the OPD and mask off the region where the data is valid\n", " plot_data = linmod.opd\n", " data_mask = linmod.get_transmission(0) != 0\n", " plot_data[~data_mask] = np.nan\n", " # Calculate where to place the plot of the OPD at the current field point\n", " offset = (border + (1 - 2 * border) * (v2 - min_v2field)/v2field_extent - tile_size/2,\n", " border + (1 - 2 * border) * (v3 - min_v3field)/v3field_extent - tile_size/2)\n", " # Create an axis for the OPD plot and plot it\n", " ax = fig.add_axes([offset[0], offset[1], tile_size, tile_size])\n", " img = ax.imshow(plot_data*1e9, vmin=-100, vmax=100, origin='lower')\n", " ax.axis('off')\n", " except ValueError: # We get here if we use a field point not within a valid instrument field\n", " pass # So we don't plot anything\n", "# Create a colorbar\n", "cbax = fig.add_axes([1 + border/4, 2 * border, border/2, 1 - 4 * border])\n", "cbar = fig.colorbar(img, cax=cbax)\n", "cbar.set_label('nm')" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "python", "version": "3.10.0" } }, "nbformat": 4, "nbformat_minor": 2 }