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October 20, 2020 12:39
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| { | |
| "cells": [ | |
| { | |
| "cell_type": "code", | |
| "execution_count": 1, | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "import matplotlib.pyplot as plt\n", | |
| "import numpy as np\n", | |
| "\n", | |
| "from astropy import units as u\n", | |
| "from astropy.coordinates import EarthLocation, SkyCoord\n", | |
| "from astropy.io import fits\n", | |
| "from astropy.time import Time\n", | |
| "\n", | |
| "import sunpy.data.sample\n", | |
| "import sunpy.map\n", | |
| "from sunpy.coordinates import frames, sun" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": {}, | |
| "source": [ | |
| "## We will first begin be reading in the header and data from the FITS file." | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 2, | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "hdu = fits.open(\"LOFAR_70MHZ_20190409_131136.fits\")\n", | |
| "header = hdu[0].header\n", | |
| "data = np.squeeze(hdu[0].data)" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": {}, | |
| "source": [ | |
| "We can inspect the header, for example, we can print the coordinate system and type projection, which here is RA-DEC." | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 5, | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "name": "stdout", | |
| "output_type": "stream", | |
| "text": [ | |
| "RA---SIN DEC--SIN\n" | |
| ] | |
| } | |
| ], | |
| "source": [ | |
| "print(header['ctype1'], header['ctype2'])" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": {}, | |
| "source": [ | |
| "We can pull out the date of observation and frequency observed" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 18, | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "obstime = Time(header['date-obs'])\n", | |
| "frequency = header['crval3']*u.Hz" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": {}, | |
| "source": [ | |
| "To create a new `~sunpy.map.Map` header we need convert the reference coordinate in RA-DEC to Helioprojective. To do this we will first create an `astropy.coordinates.SkyCoord` of the reference coordinate from the header information. LOFAR observation are in the J2000 epoch (this information is in the header)." | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": null, | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "reference_coord = SkyCoord(header['crval1']*u.deg, header['crval2']*u.deg,\n", | |
| " frame='gcrs',\n", | |
| " obstime=obstime,\n", | |
| " distance=sun.earth_distance(obstime),\n", | |
| " equinox='J2000')" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": {}, | |
| "source": [ | |
| "To convert the reference coordinate to Helioprojective we need the location of the observer (i.e. where the observation was taken). We first establish the location on Earth from which the observation takes place. We can convert this to a SkyCoord at the observation time." | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 19, | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "lofar_loc = EarthLocation(lat=52.905329712*u.deg, lon=6.867996528*u.deg)\n", | |
| "lofar_coord = SkyCoord(lofar_loc.get_itrs(Time(obstime)))" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": {}, | |
| "source": [ | |
| "Now we can convert the `reference_coord` to the HPC coordinate frame" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 20, | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "reference_coord_arcsec = reference_coord.transform_to(frames.Helioprojective(observer=lofar_coord))" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": {}, | |
| "source": [ | |
| "Now we need to get the other parameters from the header that will be used to create the new header - here we can get the cdelt1 and cdelt2 which are the spatial scales of the data axes." | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 21, | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "cdelt1 = (np.abs(header['cdelt1'])*u.deg).to(u.arcsec)\n", | |
| "cdelt2 = (np.abs(header['cdelt2'])*u.deg).to(u.arcsec)" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": {}, | |
| "source": [ | |
| "We will also required the P angle at the observation time - the image will need to be rotated by this angle." | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 23, | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "P1 = sun.P(obstime)\n" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": {}, | |
| "source": [ | |
| "Now we can use this information to create a new header using the helper function `~sunpy.map.make_fitswcs_header()`. This will create a MetaDict which we contain all the necessay WCS information to create a `~sunpy.map.Map`. What we provide to this includes a reference coordinate (in HPC), the spatial scale of the observation (i.e. `cdelt1` and `cdelt2`), and the rotation angle (P1). Note that here, 1 is subtracted from the crpix1 and crpix2 values, this is because the `reference_pixel` keyword in `~sunpy.map.make_fitswcs_header` is zero indexed rather than the fits convention of 1 indexed.\n", | |
| "\n" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 12, | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "name": "stderr", | |
| "output_type": "stream", | |
| "text": [ | |
| "WARNING: AstropyDeprecationWarning: The truth value of a Quantity is ambiguous. In the future this will raise a ValueError. [astropy.units.quantity]\n" | |
| ] | |
| } | |
| ], | |
| "source": [ | |
| "new_header = sunpy.map.make_fitswcs_header(data, reference_coord_arcsec,\n", | |
| " reference_pixel=u.Quantity([header['crpix1']-1, header['crpix2']-1]*u.pixel),\n", | |
| " scale=u.Quantity([cdelt1, cdelt2]*u.arcsec/u.pix),\n", | |
| " rotation_angle=-P1,\n", | |
| " wavelength=frequency.to(u.MHz),\n", | |
| " observatory='LOFAR')\n" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": {}, | |
| "source": [ | |
| "Let's now inspect the new header" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 25, | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "name": "stdout", | |
| "output_type": "stream", | |
| "text": [ | |
| "MetaDict([('wcsaxes', 2), ('crpix1', 401.0), ('crpix2', 401.0), ('cdelt1', 20.000000000000018), ('cdelt2', 20.000000000000018), ('cunit1', 'arcsec'), ('cunit2', 'arcsec'), ('ctype1', 'HPLN-TAN'), ('ctype2', 'HPLT-TAN'), ('crval1', 2972.7815775826816), ('crval2', 205.18220127344014), ('lonpole', 180.0), ('latpole', 0.0), ('dateref', '1858-11-17'), ('mjdrefi', 0.0), ('mjdreff', 0.0), ('date-obs', '2019-04-09T13:11:36.200'), ('hgln_obs', -0.0013230705633873185), ('hglt_obs', -6.048396676011934), ('dsun_obs', 149822938833.97513), ('rsun_ref', 695700000.0), ('rsun_obs', 957.7901922860135), ('obsrvtry', 'LOFAR'), ('wavelnth', 70.306396484375), ('waveunit', 'MHz'), ('pc1_1', 0.8969123476965185), ('pc1_2', -0.4422083677968107), ('pc2_1', 0.4422083677968107), ('pc2_2', 0.8969123476965185)])\n" | |
| ] | |
| } | |
| ], | |
| "source": [ | |
| "print(new_header)" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": {}, | |
| "source": [ | |
| "Lets now create a `~sunpy.map.Map`" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 26, | |
| "metadata": {}, | |
| "outputs": [], | |
| "source": [ | |
| "lofar_map = sunpy.map.Map(data, new_header)" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": {}, | |
| "source": [ | |
| "We can now plot this map and inspect it" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 30, | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "image/png": 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\n", | |
| "text/plain": [ | |
| "<Figure size 432x288 with 1 Axes>" | |
| ] | |
| }, | |
| "metadata": { | |
| "needs_background": "light" | |
| }, | |
| "output_type": "display_data" | |
| } | |
| ], | |
| "source": [ | |
| "fig = plt.figure()\n", | |
| "ax = fig.add_subplot(projection=lofar_map)\n", | |
| "lofar_map.plot(cmap='viridis')\n", | |
| "lofar_map.draw_limb()\n", | |
| "plt.show()" | |
| ] | |
| }, | |
| { | |
| "cell_type": "markdown", | |
| "metadata": {}, | |
| "source": [ | |
| "We can now rotate the image and create a submap in the field of view of interest." | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 31, | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "name": "stderr", | |
| "output_type": "stream", | |
| "text": [ | |
| "WARNING: SunpyDeprecationWarning: Pass top_right=<SkyCoord (Helioprojective: obstime=2019-04-09T13:11:36.200, rsun=695700000.0 m, observer=<HeliographicStonyhurst Coordinate (obstime=2019-04-09T13:11:36.200): (lon, lat, radius) in (deg, deg, m)\n", | |
| " (-0.00132307, -6.04839668, 1.49822939e+11)>): (Tx, Ty) in arcsec\n", | |
| " (1500., 1500.)> as keyword args. From version 2.1 passing these as positional arguments will result in an error. [sunpy.util.decorators]\n" | |
| ] | |
| } | |
| ], | |
| "source": [ | |
| "lofar_map_rotate = lofar_map.rotate()\n", | |
| "bl = SkyCoord(-1500*u.arcsec, -1500*u.arcsec, frame=lofar_map_rotate.coordinate_frame)\n", | |
| "tr = SkyCoord(1500*u.arcsec, 1500*u.arcsec, frame=lofar_map_rotate.coordinate_frame)\n", | |
| "lofar_submap = lofar_map_rotate.submap(bl, tr)" | |
| ] | |
| }, | |
| { | |
| "cell_type": "code", | |
| "execution_count": 32, | |
| "metadata": {}, | |
| "outputs": [ | |
| { | |
| "data": { | |
| "image/png": 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3EkPqibZplG1IksVKPuuyIkk/qqj2S+uIzY8YWn6PBes2O5lvGHRtpYa1PTruWgdC0SEsrPAZTpFIHWjWRoWCHSY0HxU+hbDfkfRkrKEtbYeG5RklWL6Wr1oUjBHvDLNdkol5EJ1eQ+yW+kLmxOEBXYFxJOi99v0e9RO8k2jnS2Qlt6vt+gjwA8C3hWnWS6rltQrRbz5S+yAjZGbIE4/yzRo2oZNyi2HWrBFoNt2hAamG1jdsAg7LK0b4aQnR9+BniGwnmm5E3tG6rx6P5WOoD1vX/6q7sLWIqOENA+Enxi2JuCEIOuZDq+UM9tEghrCEdw2SPxrDKVpvok60jsUaisoCw8xDi4/Oj4HQspF3R+UbQHjDkG5sTvXTmo3O6HkxbEPqymSibFd0HihJ70F3swzn7EDPQvlEzxL6GrAd5PO3gR8DflFrfUEIcQD4vW289/qCUYt6yG4TFUbHAqb3HDaHTOpR1rSJSdJpRibPqB0xSuWIITt74l4PUa/33xdxO50u5ZOY3Dq6oyoYuvDkKGfURCAurfvli4ja3lcILXrx0aKyCxEGHWu5HtqUfYQ1ZJH1qBcVWdBR6qZbX5T6GhozOyI70TrYhLahDBgmO+w3JPJdhsmpou0P6x1ARltAp+XEEajQfSSbVJQo+ohEa3Q0MkJsTgRoQvh+YG8zTIgcPfE0ClvIfrYj87lE4M/1P8P7ywTq9+vwMsD4dPHVbsJrGsYn8692E17TMD79zSXz+QLwHqAe3meAzwL3v1yNesUgiqi7LAiEO0R3V4xI9H2VoCjosWKxUxeSO95Q1TyDvmLQ98OKUR6jqZptpyeonW56jNWSMr7rEk2P7FOJPF2qQifbHQ6wHhZ9cFi+MLzGMANGLaLtlX2qQQ1vS9DOSA0JhVivvRAG8CKROfztydBk/DuqBNUalZckWetR8p3taDWFGBoPWyTlir16EmlJWdeQ8oG4k6kPQ8OjdmGY9ix6gKXWfRZsi3Cu20E+aa11F/Ggta4LIbLbeO+1D+GEBoJJNmySGEMGf9gE6pLlBOM+wMPLyITuvTvYpHbbjTwfIacZgmQGWKstoGePs1X2mJA62o5Ee+jLW7Sgj5hUhPtMsJBaxN/vc6kaLWWf7dIiMm4BYml3PLSgL2DuskJdBKgGzRd67U0iGD+CNIeYAYhogPUkG2zK+LPoxjMg5xnSoijyGBXrqQvRiALd5kf7ErZZqHD+jJJDJu2Wuu9Gy+m1Z7jDs4jeG0af1YqyYhGkJLaIwrmd2doIQ2qE7RN3A68f77XXGcTOIb8OA9Bsdl7tJrymoVl//YzPdiiffwT8oRBiIbzfCXzvy9ekVxiGqaYju5yOxpsZqkWIsGc9q98I5h/Gio3adbRmfKZIq+kMf84W2pMkmb1F2IsYm5Xc9SPQpUB0UpAcLS7Buvbj9BDRmCTGzUiU54Wv9+L6ROqPtknB+FSeVtPph2ro+uH1BNP0d2OtY5q0mGBdCQRDBLH069RW3xSiRwVFNYBR9lAMoVgS5cXTRmi0kpRC1Hr6GtpNbUhKs0Wal9b71QxjtbplRc1D/D67GGN3B8ZG9iyhof/NdDJUyzYE81sin9Ch9K3ADcAxgpX2otba3eq9Lcr7f4EPAita61vCtAngD4D9wEXgb2qtN8Nn/wz4OwS6vn+otf5MmH438DsE8qdPAv9Ia62FED8flvEO4He01l++VpuigzbMCzumBu5OuKHhN2V8AvkRW4gRNiUxLUY4sQdCng40KPE8Sbon5TkQp2+HlT8KsQ1DOIaIqcpjp/8aIsZhRDVaQtNjc5LQY+t6yGrwWU9DZhixE1CT3yxq/Sx8PVKjhBFhPyGuPYsimKgGM4oIonWO+GYxWVjyWSJ9ZAQASNj5RDa7XgMicyrRFm3IPgIahmSjbfMiRyp1syjVH0MdblRdNfo2rJi3gi3ZLq21D3xIa+1qrY9rrZ//ehFPCL9DEJgsCv878AWt9REC4fb/DiCEuAn4X4Cbw3d+PUSGAL9BEMr1SHgly3zdQqfzjQzvNz9cH5+todN+/YzPdtiuB4UQ/4mAOumd2Ka1fuqlVqa1/ooQYn8i+UMElArA7wJfBv5pmP5RrXUHuCCEOAvcK4S4CBS11g8DCCH+G/Bh4FMEGrkWUAES1mjDIbo7xUJ7RqGL4Luouiftj5STtNQ1o7FWBu15gEHNktY0Gg562NlLw6gdGErxDJQdFR4LMTIkaODnNSR9iPy0pykibrMT6040XffbGlAK3UxBGdH8giFjJQQCTaPRiWnetNYBVRWNCdT9a8CwGDM9jicmBB+iEIhSYF0qqUsIRW20Rlge6+Gi77C+uPB3IG+XBY01PMLOyETe8NkwmY+OaHFH2gyFWsSgvFGsWmja3q3bp/dNRYT11aPCwCZgO8inq1L/hUiaBt61jXe3A7Na60UArfVi5FieOeCRSL75MM0N/yfT0Vr/+zDtD7ZVsxDDVctRclTrvuA/SXZLIgvX6Ae+Sk7G2ERRwzUaIbk/NlWgeWVjcEIP04wkkUqkPYPymwhijSIVOdyBNMraIOOIJJo/yWr164s0s0e1j0BSPfeOSJnENTrdMsYmczTbTkQdH1L/XTFahDPREYQXQwqh5mzoKSKxIFqRxZpk7yKqd5E8djjB+g546ydh6MYSsu0DSCnCbkYRkdJgSMamCzTb7ug51v07LGpD9MSWaPN6f3Sohu8dYZqoIKLxuhYiY3shNd55rTwvEwzbNvQW6dsrVIge9WaZGeb2TgLQanZot9zAiE0I2m2XZqPD+GQOgcDpuDRqbcbGskhD4joe9XqbQimLaRp4nk9to0m+mMa2DJSvqWw2yObTpNImWsPmWo1s1iadDrxTNldrpLM2mVwKtKa8Xqc0mUeG8qPKRgPDkORLWRCCarkJAoqlwNKhXmvjK83YeA4tBI1GG9dVgfOlELE+aSFotxyabYfxqQIC6DgejWaH4kQeKQWu41OvtyiOZTEsA89XVKst8mNpLNtCKUW50gz6ZJtoYGOjQS7X79PGZoN02iKTDYJdlstNbMMgn0uhgXKliWFKCvk0ANVqoDgtFjOgoVZv4/uK0lgWLaHR6OC6PuPFLELD2FiWymaD8dCBstPq0Kg5TExk+9+p3mGslO33qdaiWMpiGBLfU1TLTQqFNJYhUSr4Trl8GjtlghBsbNTJZlOkUyZCazbX66RTVvCdgPJGAytlkgvvq2t1DEP0DuyrhqFwi6Xwu1Sa+L5iLPxujXob1/F7TrIDc6/l0Ky1GJ/Kx/s0nkWKYO41Ki0KYxlMU+K5PrWNBvlSlp17JgCorNXJFtKkUiZa697cy6TC77ReJ521yWbC77RaxbINcoUMKE1lvY5hSvKFNGhFdbMBGgrFDCifeqWJ7/iMTQVGn41qC7fVoTRVRGtNq96m3ewwPl1gnePD1+J2YscIIf4Ggewl3U3TWv/C6De2LGs/8ImIwPkU8I6Q6tkJfFlrfSwUNqO1/ndhvs8AP08gUP6S1vqGMP0j4fs/+lLbMpbdpd907O8Oa2RcWBuhgmK7nBDDhYYRG5Kk0DFGFSX/C8HMzhIri+XRlE9s90r6iRF3j0gKmkkIlbungQ6zJ0pSO12WyQjI62HKHS0i7F6E0hB+kD/mNhF5p1eW0qEfWP9Zj6z3NWiYnSmyslwZrLxXYFx4HNOcdbvYra/bvqiPVZQljDwbcOdIUovdHV4lvnmSPepCxDk35m4i42WMUlZEy4tSQUPnT7d/0ZhKCcpE+JGwL0kxgY6/3z/rK2FBGD23K5K2dvhZnnjiiQGiYTvxfH4TyALvJAip8d3AX+XJFR8HfhD4pfD3zyPp/0MI8X8BuwgEy49prX0hRE0I8SbgUQKH1//n6618YAHDaO2Q6FqbhveJydT3jdERzY0aLQcYoj2p1TsDWogYW2TE2xPryygPcxH3lxpAKiMQzjDQArQlY8inF35W9NsUaPmifR1eHkL0lCdC0Bs3w5BMTOaYKOXIZlP4SiERpFImO3aXwNc0mw7r6zU2N5v9tZJAMrFqI0qbrro9aOtwZApRFjAorIcUEmxN1OhxYEPvaUETm0gop9IqgaRkZJ4k2btYpX02kjBmdr3WHpg/8Y4nICLvE9H8SS0vRBxLo7tDpI/DtF8jHWu3KfPRWt8mhHhOa/2vhBD/AfiTbbw3AEKI/0kgXJ4SQswD/5IA6XxMCPF3CPzGvgdAa/2CEOJjwAkCS5CfDLVvAD9OX9X+qfD6xiBCNUBiXI2I850ZH7KoHUVMkNmdGIYRIpkhlE9iZ9RCUJjK09xCozNyN+1SaDGk1X02nLrpIYsuzhT9fAPhEhKCbZ1od7f/vToFEQomFCFH5TLAjpki977hALffsoe5neNMjgeIxrYMTNPAcTzaHZdOx6VWa+P5inwujeN65HIpMmmLlG1hWQau6+G6PrV6m7W1GpevbPDU0xd54okLVKvt0BYn3iUh+xirRwxFZTTRtdTd1JOBx7rPYggnUpHSiFGLvrfwI8nJsmLytXibYqWG0yw/kaXRdGJzRERvhph3DNSVRF6jqK+Y0NwfHo3hG4lkSN+auSmE2AWsEwQUe8mgtf7IiEfvHpH/F4FfHJL+BHDL19OG1zoYwzRd3wRQyKf51vfcyr137WfP3AQTEzmkEDRbDs2WQ7vtcv7SGhcurXJ1ocyeuQkWlspcuLCCF7K6GvjAe2/lM58/jhBg2ybHDu+gWEiztFTh4IEp9u2eYmoqz+zsGG9/2zEyaRvX9VlZqXLlygZf+9opvvzlk3Q63qs9JC8LmK+j+bMd5PMJIUQJ+GXgKQI8/19ezka9UtAjvyG09u3+j8p8IiyTEAMib21FDkiLyhBUpCwp+ru+ryIyjmQgMYGv1XANXCRPjIqJOk8OBAob8X433UhoukTinZ5qPCIrilI2xCkFlZCXHN47yXd+8G7ecOd+picLtNoO5UqLx5++yFcfPY0QgvHxPMdPzHPl6gZaQSZj8Z533MzHPvEkK2u1AeO7O+/cx/FTC737J5+7zKGD0xzZN8N//M9fRHkKQwgOHZzmhqM7mV8oUypleNt9R7nxxl3cddc+fuqnv5Wr8xs89NAZ/vTPnmBtree6GFJpISUndeS7dcckmi985qn+906qRKToi4mGyWG6eaLsWJS60cQpku4n1rqvdIpU5/lqMERrrzARN1hMOtp25WtaDDpAd8EwECE1o7tatmHQs+wfbUq4LYFzv+0iReBouoXE7/UDxdwu/aZbfgyICzcD1qbLXoiYle2AhWt3MkYRjKcGhJrDQKi++X+3/mzWptlMmCiNmqixwpL3ESQVEW5CVCgcF7Amg4H1WSjRYw2SAtmoHERLwZ237eE7vuVO7rp1Lynb5PLVDS7Nr/P40xd47sQCC0tl9u6e4I7b9vLcyXnOXVnvsS9SwQfeeTPPvDDPYleo3G2bBKHguz54F3/y8ScjbQwy3HRkB6WxLA8/dq73zEBw07GdHNg3xSOPnmOz3GTf3knuumMft928m317p9i1s0S53ODhR87xp3/+JBcvrsXHozsEKtxURLze4JkeKuROjmOMpUpyaSOmidCJOdJLj5ale0LqbC5Fs9GJKziiLiK9RiUqjAicRTTSo9bxeEBRNioqfE7KeyKysbUDT700gbMQ4q6kIWFo8NfZKs91+MYgX8wMIp/XOORzNt/74Xv54PtvI2VbnDq3xH/9n1+j3XZpNB2ePTFPtdJCCsEb7zpAJmPzyS8dx3G8mGzhtpt2s7hc6SOeIZBODQ+iefL0Iu98yzH2zE1w5eoGAEppjp+4yqXL67zt/qNcuLjKyVOLnLu4yle+dorbb9mDUoqdM2O85c3H+I1f+0FWVqr88Z88wV9+6lm8l3hk8GsB8sV0EM3wdQAjKR8hxLMEwuEteAC+oLW+82Vo1ysCxdycfuPtIeWTkMr37o24diieKfJ3wFo5fEXrkbtcVG3f3cnm9kxw9crGYFkRKqSXHK0yqqplCIVCJD0Kol+ONiXDZKMx4bEMqCAtBDcemuUHv/tN3HvHAVbXanz6gRf4s889xy3HdpFJWTz23CXK1cDmxZaSd993jKtLZY6/uICRklimgWEamFIwVshw/xsO88CjpxEapAj83IQhI10WfPh9t/Hnn34mUK4QHEyoPYVSYJkGb33TIT7z5ZM4HQ/l+7iuj+cFhp1vesMhlNI88sS5HiW4Y3aMe+7Yx9WFTRYXN/lbf/NN3P+mI2SyNl964EV+76MPsbRcHWle0Ps+3RZGvveAv5Yi/r2HlhUKgYdRSNEyo2EuulSQr5nbO8nVy+sj3umzhz31fJTd6/p2KRU3ruy+36WIutSPjhz9FDm9NElVre17cijlsxXyuQhRvfJQWNVa37vF89c0FHO79BtvDZGPKSOanEi84ZiWaGvWZBiLFbVh6aWNsl7Xml07SywslmPszFYwlAXrtnso8iEmy+m1vfds63IRcN+bDvOj3/cWds6McfrCCn/y6ad46vg8h/ZMcscte7hwZZ1KrUU6bZFOWWSzNrcdnWNhpcL6ZiBfcT2F5/v4nsLzFTce3sHlxU3WNuooX6GURinddbwINbmab3nHzXz6KycIYv8HCEoChhAYhmD/7iksS3JloYxpSCwpMU0Dw5CgYc+uEtmMzYkXF2i1XNodj47rsmN6jOmpAo88do6NjTpvf+sx3v/uW9i3Z5KTpxb5td/6ImfOrwxlobp2TP1BTgzZEEQSte2JsfOJbz6ApGJyxUEEtHNunMWrmxG2Jylr6tsjxepRqs9eKRV3Rk2yYD1k5MeRT6+NKtaPUchnJNultd4/6tl1ePmgHFrHvhbh9pt38//70XczO13k7MVVHnvmIktrVQq5DN/3oXtwXZ8njl+hWm3RclxaHRffV7ztjYf53T9+hCuLm72yoou4VMySTll8+qsngrTowkjIl44dmuW5F68OymPCyf7Es5f4tvfezkNPnMN1/XhZ4Xq49dhOZqeLPPHMRVIpi3Taol7rsFlu8r533Uyz6bC6XuOzXzrB7h1jHD28g//07/8Wz5+Y5//69c9xdbH8Vzamf9VQKTeunek1AtvRdn3zghD9EJ9RGxcjetICwymd3jtheuR89yjp3Y+J083Ytw8RETI8LJB0KUPd9UJr39HUR7ItA5a8UsR36WHt77Y7ocHq/u/27eihGf7ZT36AvbsmOHV+mT/51DM88MQZLi9sYBiSd77pKJ996EVOX1iJN1MK3veWG3n+1AKXlzbj9UTae+uNu3j21NVAqKzpC7cTfRBKk0pbaJn8DvQ0VErD6YsrHDk0y4lTCzFBeRdBPXd2kbtSJjfeOMejT10Iy9dwYZlHnz7PHbftozSW4dMPvIBtGBw9NMtb7zvKbTfN8bu/8cM889wV/t2vfpL1jUavnb1vqulTAd351GV1ktbP3W+AiGgtRYwS0jFyqa/U6N1Dn0oRglw+Q6Pl9m2LREQrlqSkY5EdIxouLeLOqNGYQEm7IB3p67VO903AX2/kA3GWo5cWQRpGHCklQYcjGPfUjmtCks6YXWQQnEUVL9PO2fgV2X+XBCUwwgCt51E8RDY08hSTEF8ONSwUkM+m+Cc/9j7e/IZDPPHcJT75pRM8dfIypy+vAjA7WeD+Ow/ytSfOsrbZiBtmSsGb7zrI/GqFc4sbcY1rpG2ptMlYKcvVzerABNZRWRPB+BuWgTJEDKEqSWTs4cXLK3zwHbdw/OxiHCnrfmFPnpzn7fce5uixWU6fXu4hL1/Dk89dYv+eSd73rpv50tdO8eQLV3j6xDy33bSbm4/u5C1vOsz/+K0f4U/+8in+y+99DeX5/e+bFFRE54WMK4X6GtH4uGstEGKIbKjrvR6ORX8u9ONHWWmz318IvM27CNgPWNXgFU1SfihGstqR9EisqmTc5v4RU5GOjiqT68jnNQcvxfTh5YR33X+Mn/7R9/LC6QX+7X/6FKZl8tXHztJwHBCwb9cEt98wx2e/dpJm8iwt4Mi+aWzT4PkzC0NK78PRfTOcuriyZZ44XHt8XM9nZaPG3OwYC0uVkfkefPwsH3jnLWysNVhbr8eeXbyyTq3V4d1vvYGvPnKWjc0Gzxy/wvz8OrV6m2azw/d995t4x5uP8a9++eO8eGrpJfThOsD2fLskcDuBf1ULeEFrvfxyN+yVgpimx+jvKtEQoj0hbJc07lGngigLNPy8pkHKqkcSR2xCutTNWqOJsgLSW4f5RCJkxFDtW4KCGojwF6O8IqR/YmPK5dP83D/6Vm4+uotf+Z0vIpGslRs88+LVcDzgwN4pbjy8g089dBLH9XuGa133imI+zc1HdvIXDxwPdtRwHIdpeA7smeSTD54IfcEY2I17ELJatXYHZfbHK8ludut68dIKtx3Zxfxqpd+23gAEl6vhy4+f4T3338BffuE4bqjt6Y7P2madLz58infef4wHnzjH2kad1VqTv3zgOPffeZDf/uiDHNw/za/8m/+Fv/zcc/zabz+A8vxEYyKNi2otu/cEAuvY/CBCjUZYrajRY6zvwUPQsF5uxijIWBjg5KAmN7ru2EepG/rzukeB905z0XEH1VGuFyNgZA4hxCEhxG8BZwn8rz4C/ATwOSHEI0KIvx0ipm8a0CJydT2+DYGygktLgTIFvhVeKYEXXn6qn8+3QJnB5Vvg2+DbAt8WKCtMswjzBle3nFQpHZYr8cPLSwfl+ymBl5YoWwSXFaq9h1zKFP0rka+brs3gfzf9bfcd5WO//nfRaH7s5/4H6bTN0y/O80woj9ESDuyZ4saDO/j0gyfpeH4P6XYvIeFt9xzmq0+fw9UKLUEZ/fFQZnCvJYyPZ6k2OwPlKCO4eir+iKwoZVs9eVS07Oi9NmC12qA4lkGmjH5/jcgVlltrdnj+9AL33rV/cHykoNLs8PmHTvHmew8zMZFHGwJXax546hxL5Tqr5To/+S8+yh237uH3f+OHOXx4tl9H17pd0kOevXkVuZQlg82vexmiP6bR8e1uFl12WYRmICKQ0WhDkC2kw3mbOO4IwnzdtklixzQNc6begmUayGcYCCnDY4hE/9oCtqJ8/g1BuNIf1QleIAz49X3A9xNEH3x9gqAncNaRwYqq2rsLF4hTQ8SpHW2IYMF0i47KJITGWtjEXG8gXB+/kMbdUUQX0jGhstCQyln49WC36+7Awhdx+UBEvjFARSXkB/180f9xysewTX72J97PG28/wK/89hc5eW6JO2/awxceepFao9NbNLtnS9x0ZCeffuhkYIAnEhspcOvhnSxsVFitDmpdogSBCimo8wt9i2IAFRGA6yHvmrYRsybv7co9CrJPRVxa2mTvrnHOz6+HMqPIuGjR28nPzK+xf+8UO3eUWFjps2nd+NvVTofPP/wi77nvBr708GkqtRZawslLy2w2Wtx3xwH+t1/8Y77z/Xfwn/7tR/j9P32U3/3DR/r9GEbBKh1nICPfCkHMRaJP4cQjHoqY/EiDEqQzdozKjPnT+hE5T/eM+15nh5+XFnOAFaHwWUQbOwhR2dGAg3IEtkI+P6q1rg57oLVeAX5li3f/+oHjkT69hLlWB1+h82lU2kK0XewrG8hm4KkejV+jMhbuzjG8mSJ+KYMwDXzDQNbaQShV27j27vMNwvhYlv/7X3w3vq/4/p/6bSbH89x8ZBef+soJHLfvfDlZynHPLXv51NdOBOzJkGbl0jaH90zz8Qee31bdu2dLPHV6/toZv064uLDOHUfmOD+/fs28Dz19nvfefwN/8aXn8Yf4K9UaHR549AzveNMRPvOVk7Tc4HsurVX54sOneNcbj/KJLx7nwcfP8os/82GOHZzl5//vTwRs6XUYClsZGZ4D/rnW+qOvbJNeOSgW5vTdb/wHAGgzHk6iS/n4dkCC99Jln/Lpkv+y0qLwqReQbRdvPIM2JUa1g+x4aEPi7BmjfWwaZ3cJLImsdrAWqtjzZez5CrI93MPaz6foHJ7COTILmSBqXsz4cICiie+GowJodf/fcHCW//DPvovHj1/iF37tUxw7tINdM2N88dHT+BEH2Gza4n1vvZEvPHKaSrMdo3hSlknaNklZJm+7+xALaxU2qk0sy8S0DGzTwDQkpmUEBn+GgSEF+WyKw7uneOFiRFDbbfugyKxX3xtu2MsTJy/HxilpPhAdk7uO7ubJk1fwfB/PV/i+CgwcPR/PVbheYAXtuj4Hd0/iuB7PvbiA43q0XA/H93tlCgW7povcedMePv3VE3gRa+VsyuQ999/AU8ev0Ki1+ff//LtIpyz+8b/6GOubESowoukcpnaPhelIpA3IzCLaUKGDkK/ZrE2zHlcA9AOiqXhQtKQTa9e3yxsRWKxr+Rx1O0laP/fa1jdSXN31yEu2cN5HQN3kgR/XWp8dmvF1DMXCnL7rvgD5KCsqcO4jHxX935WRdElJ18dYr5N/8Dyi41H+4I14s4XguQDZdLE2HQwnsBgVnsZoeRhND+FrVNrAKdl4GYl2PYTSFG2beq2FaHukLpexrpRBgDdbwN01hj+exZsuoLN2jIwH+s6PCUiyY0LD++6/gX/6d97Df/vzx/jdP3+Mmw/vZMdUgS8+fgalNZmURSGXopBN8577jnF5aZN22yWTsbBtM1RdQ8f16Dgeadti344SDz5/EdfzcVwfx/eDxe0Hi913A2tmz1cc3TeD1ooXLi332ybilCFE2Nrw9wfedw///dNPjPym0feFgrfeeoDzC+uslRuYIfIzDYllSiwjcPGwDAPbMkjbJm+/6zDPnrqKlJKUbWKHUQu00nQcj1bbZXo8j2UZPPTMBWqNNvVGB8f1Sdkm73/zjTz9whUWVir8ix//AG+6Yz8//W//hJNnl8I2RTaOIQaQA5Evu9EdBzqasKpWGulrJiZybEa89AdcOrpOvFEE0x3+LmLyVA8RDTiWRu1+orgjFgkxjohGIZ+tLJwvAd8hhPgAwQkWjxPBk1rrbx/17jc72GdWSL+wiLHZDI3iJNUPHIOUTeZyHbPuklpuYlcGg4L5KYmfNVGmwN5wyF5pxp6ZBS8QQBcytN9QonY/ZM6sYV/cIPPUfI8o8MazuPsm8MdzeDMFdHq4w+Uw+PHvfQsfetdt/Ovf/AyPP3eJd9x7mMN7p7kwv863v+MWhBS02i61Zoe9O8a5srTJMy/O02q7NDsOHd+Pu51o+Jb7b+Rjn3uatVr/MNtYYLHEYpubLvLI8UvbbnMXbNMApTHW6xi1Dto2cHeNgdLYlzcxl6rotIWzfwJVyjG/UmHX1BgLq1Uc7ROcPxA2KxYkK/ip1TtMFLM8+vylftvD5xnbJJsK4h6//Z7D3HZkJ5VGh0ImhW0beJ6i0erwbe+6lYefPscv/efP8pEP3sOv/tz38Mv/5fN87qsnX3J/Xypksyk2qV8742sArnVo4DHgZ4CvAr/GYECJ1zcMcbKEuPA4+l+hyTx0nvTpFdzpHM275nB3FNC5NKXnN7GqgbBSC+hMp9i8fZzOjhRe1kRLMFtgtRTS0Wgp8DMC39AYDRe74mLWPfKewNxskV4KEJsyBe1dWZpvP0Jn3MYot7EXKqQubJB5Zr5Xn7ejSOu23fizxYF+9chyAT/7w+/lvlsP8N8+8Sjj41k+/P7bKGTTfObhk6yVm9QabVS4KHfPlsjlbD7z0IuD4xShVmYnCzieFyCeSHoX+mr0/rDn8ynK7faANotI0WiNuVjFmi8j6x38sTTH1xzGvvQCRqV/rLQ2A9Ww0KAsA+n6pJ9foPw9d3C1XOWWoztRZ/oFB+MRYXc0vViGZ+ZX+dA7biWdsWg5kc1DQ9PzaPoeNJt89AtP88G33MxTp+ep1dugg9Cv4/kMy2tV3nP/DRzdP0u53uRPPvcMP/V3300ua/Fnn3muV178dI4uaxP/doEF+jBWTMSsnwMZetCL6MYg0L1DJYIz7rvUvQgiHEb9trqQDIGbtFYeFuVQCmIqMzWEOkrAViE1fgn4duCntNbfeJjS1yBo+touZF8boiU9OU9XFS1rbQpfPo253qB55xyNN+xBWxKz3GbqwRWUKVh/4yTt2TR+WmK1NFZdkSorcksu6Q0POSJ4npLgZyy0adEaM2ntzuNmBaLjkVlokrvUIHu5gZbQmU7TmhujcvMOlNRYGy3sS2XSJ1cofuYEKmXiTeXwx7N0Dk3hT+URCgwk/+EffoibDuzg1z72VR56/iKGENx32wE++vlneoJREaxEUrbJvbfu45MPnoxZdg/zer/jhjkePXl5QLOhI1RDFCZKOdZH+LB1VeCi41H4/ItYS7VAHZ2zsS+uc/b4Ino8Q+2dh/Emcxi1NvalTVTWxt0ZsKZGuc34Hz5D9vHLtG7bRe3cCvZKlc50PlQvh1qgqAYxbKwGnruwxM3HdvHYicsxLVoUXM/nq89d4G33HOYTX3shFJ9oVmsN1ssNLi+Xefcbj/K5x09TyKRwleInv/8dTE8U+K0/eHCQ5eptfPExE9HwOTJyUmwCQQR2TJrNajOmDUQmtF29cQ6QWkTf1ddGRgLOCYgfqaNUX8OYjPMsEwVdA7aifHzgLq11b4sRQnxCa/3BbZX8TQSy0qLwmRPg+VTff4zOgQmEq8if2SR/uoKXN1l51yymIxg775Be93ufVBngpyWNnRatKQM/J5COQHrBx5OOwmwpjHbAs6fqPsUlvzfp3VyG2u15fENhlttkrzYZfyrQ3vhpg/bOLI2bdtC8c470mXWshQrmZhPr5BKZ44t4E1m8uRI/+8s/xIEdE/z4//mHnL+yTi5j84E3HuPTj54aqpG577b9PHlynlbHHarZ6sJEMYsGNqrNLcMfRGHHRJHF9VCRqjTmag1Z66AtibNvAqTAPr+GtVSj8Ya9tG7dERzC6Cv+1/few+9/4ane/PYnsjj7J2Llq1KG9tFp0qdXSZ1b49k/fY48kE2bOHsncPdOBKzasMMDgHNX17j98G08ffoq3hbaqtXNOotrVW49tJPnzi7GnlXrbR565gLvuOcIn/rqCX7rDx/i7MVV/ve/914qtRYf+8TLEwbLikTWfK3DVjKffz4kee5lbMsrDxE7HRXTdkVsTXyfwudOgtKUP3wz7kyO7MUaxRfKGI6ifjDP5t3jFC67FC67eGlB9ZBNe1yiUoG9kFBgNSC7qTGD4xEjjZAoKfEz4KbBHE+zTgfhauyqT3rdJ7voIhU4+RSb9+bxTY292SG91CZzuU72Yo3Wriyt3XlqR6fAEMiWR+rUKvbFDX7mJz7IXDrFjx35B1Smshj37ONd77iFrx6/QN1x4qFYEeyeKSEtgwvLG4NmqAnbnpsPzPL8uWDhxY1nFekXlsAQOHMldDHTez47meeJ0/NoA9IvLJJ7rC/7cfaO03jDPlJn11CWQeuOXfT8owxJOmX12bgIqEh0RqE0tXcdonnHHNZKnZ07J0hbBlcfPI19YZ306RWUZdC5cQftW3eBZQ5YrJyeX+XovmleOL8U9i3Byuqgv0+dmefb33YL55c2qDU7gOi5yCxt1Dh9eYW33HWQLz9xtifM/5m/817ars+ff+7Z7qD3Ka8ul9XnPfthXaN4MMquanrOrblcis1yM/KoT5EIQHePdBIEzse9AYxqUUX/BFi/m5mwHNljqWLnwMcGR/SDyX+9jqWhBfN3a60/FiY9vVX+1yNEnUb7rFaf7co8dglZ71D+0M34pQxTX1kitd6hPZNm5a5xsAwmXuiQ3vSpHrCoHLLJrWiK890p09VeQHsMansETj5AekYHrCZIR2O2A5mQf7FNKfyevmnQnjGoHhSYLZ/CRZeJkx004BQN2nvH2Lh7gsLpKvlzdbJXmyhT0Nqdo3LLOM27dvFjv/C93HbLQX723/0BG4fGSZ9YIX3lWR47tcJGMYUspvGn8wFlocEwBG+4aQ+feezUAAsAhCyLpvDFU9iXNjnOw6iUQW7nGI37D0DaBl+Rf+AMqYtBULSsIegcnkbbJtqSNI0UlXYDhMC+sI5Km1S+7RbsK5vkHrmEfXkTDdTedSQeeyi0FA4cSwflIL1vGhrG+RMZ1HiG9WyKN9+4n1MpwFeYCxXSp1fJPHeV1JkVqt9yEyo80K8LL15Z4YP338TxC0u9fse0cGGarzUPv3CJ+2/bz2cePRWw7BEa8MXLK0xN5Lnh0Cwvnl/mS0+eJZu1+Qff93ZaHZfPfO1k3OBQxLiw0IE0UqsflcVEG6MhYiHdOzeOOOLss3uBUWEXeURjRWuDnvFqgAwTgxyVAQ3zXpciYjYxmh7eEvlorZUQ4u8DHwvvf3ir/N9sIDcapE4t07plB2oix9RXlzAbHmtvmqKzI8PY2Q6ZdQffEqzfmEKnDKZeUGgBjV2C9kRwJpXhgtEOqJ/0piC9OViXRtMpgbtT4iqFdAOEZNU0mQ2NFpLmXIqaBWbTJ7XhUzzvULgMlUN5rt5aIrPYJjPfJHehTnqpxTv/4Tt5/x1H+Tcf/TwvOC24bz8z776Z1OOXWX38Avl2aPhoCNwdRbyZArsPzvLcJ5/GXdzA1vQshlUhjT+eRWcC9wZzKWCb8u+6gbWrG6TOrmH90TN40wXMjQay5dJ40z6c/RNkH7+MfWE9CLrlK049Nc+4JYOwIb6m/taDAatUyuDOlTAXq/hjGdw9YwPj1Gi/9BCztWaHQja0kzIk7t5x3L3jtFbrFD95ktxD56m978YAAYfgeD5rlQa7poosrA21te3B4nqVm/bNsnumxPxyeeD5w89d5INvvZmVtRoblSZ/+dUTjOUz/G8/9E6uLpd54dTWzrcvBV7L8aCSsB2v9s8JIX6a4PzznrWU1npj9CuvT+i7TwTIIPvIeXTKpHnPHBOPr2A2PFbePkNnNs3Mow0MR7Nxk01jzqR0VmNualrTgsYMWG1BegOkAwKBb2k6kxovrXt2QNEtznDAbAiMtsbugAj5wc64plbUWDXIrmnSDihp0NxtUj6mGTvjMH6qQ/G8Q2vGpHrbBLWjBd7mFvjxj7yDn/7O/8jlhXXSN5QQxya4+57DfNxp49w0gax1MDdb2JfLWAsVsk/Ps/F0oEHLjxgjlTbRtonsBDzA8q4CrcPjtG7dSea5BczVOu5sgc4NMzh7xwGovftoj13bPVFkuqk4++ln0aaBc3ASd0ehV74/kcWbyg7UK1RILXaFrjFboD6bHGQO043+yREN1yWVtQIZFsFO703nad61m/zDFxn//SfwCwGCkm0XbRsc//IZ5u4+wHK7hTeRQ5vxwxLNhTLGRhOVtng0Y/Hee2/g6mo5Toxpga8UDzx1lrfffZi/fOA4vtJ87LNPs3OqyC/91If4oX/+e6xu1HvtGjhZostR6ohAOvrYpydCkN2InF12OSlk7r0vQ4orzOirvvA5StFIHVkYgxTQgNNpMt83GM+nS+38ZLR44OA23n1tg6AXj6fr7AjBZLbOLWOu1am89wiFU1WsTYe1t83QmUkx9UwTs61Zuj+DW5BMnFRID9ZvFqQ3BfllgW9r3LzGy4CfVUhHYNQlZnM4GarRuDkwJg2ayguOcvAhtQmZdYkyNZtHgjZm1jTZZU12FdpTNrX9muySR3bJJbfgkrpvip/71z/Ixz73JCcmfVI1k/Fn1slueDzYUnSkD5bEL2VQxTTOvgBJ3H94N0tX1rm0uBH454RyAXyNrLUx15vIahvZ8TBumOXQm4/xaLMGgD+Zpf7Ow/3+CIYax02N56mnHOpvPzRsEOKBwqIypLA96ZQVsAs9dlYMyqV04hdYrzSYGstxZbUcfO9QRtK6bQf+RAb70iay4YAGL11EuB6s1rj6h48zBvg5m9Ztc3SOzYAhSb24TP7B873yO1c2ubJvliN7pzkVxjvqyoW0EGw025xdWOfOm/fy2InLuErxW3/8ENOTBf79T3+YH/n5j9JxvXA/EsEJqcTlP7EoBCKigROBbEegKRTSVCqtGLva09h5cUQQxPAJb6RAdy2ho9qu6H8pIXqa6SjEEv0mWxjnXBP5aK0PXCvP6xm6/HA3MHrwH+wL63ilDM6+cSY+PU/9WJH2jjSzjzWRHc3K3WmkFkw/p1AGbNwoyC4LvBTUjwZhFYy2QLaCX2UpvB0equghlER3JHgSpEYIjfA0oi1BSQwXREcidIDE6rs1ZkOTXRYIBJ2SZumNiuyqoHhRk64I2iWLhWMWu87Cr/z4d/CpTzzD7z79LJs35hHH8hzZkLQfmIePn2O6YFE7VqS1Nx+eSxb4Zc3uHOfB81dhKhua6/fHyS+lcfeUevc337SPhfUqJKj8KOKI7tLdSIKTxRyXVjZjAuKYdW9U4BEFMSId4qrqrmyo+1oopF2tN5ko5ri8Xom/IwTu7hLuXL9vUbhtcpzK2SXKD5wm//AF0ieWUMUU9pUyzp4StXceJv3iCrnHLnP6P32et/3MBzkzv4bSgRxHRNr2/IVFvu3+m5gs5djYrFNrdfi1j36Ff/GjH+Bnf/R9/NyvfbI/HpEwHFEkE+t2LwRGOG5+FJt0ByB6VHZ8cLsUE4Qbb+9dFQk63x9PrUS4KfUwU78tcvhmMzpuxpaPou0Xtwgh/qYQ4ge613bee72CsVrDWqjgHJgge6WB0NDYn6N0qoN0NItvzmA6krHzmnYJVm6XZFYEXhYaezT2uolVDgwsnAmf9m6Pzk6Fj4FeT6M3U2hXgK3QgGobKNfGN0waaYUzoWnv82jtd3AnfaQj0NKgsQsaOxRmDUpnJFoIVm6XlA8K7DpMvgg/88++nauVKv/9V75A7subzD7cpFCBuz9wKwvftpuNeyZQlmDiiXVKT633zO3vPLiLp89vX/awe2qsR0W8FCjl0lQa7WtnHAFNZ/RR0lvBRr3FZHGQnbsWXOq0uPH9t1P5jlupfOAGAIxyi+Ydc1TfdwydtmjdMUf9rQcxFso88k8+yu6F2sjD9L727AXefPuB3rq9slzmv338UY7um+EHvu0bP4uhErEwf63DdoKJ/UvgHcBNwCeBbwG+Bvy3l7VlrxREd+qQVM0+fhGVs2nevoupry3RnkmjUibZlSabx2zsliC3oqntgep+QfFiUERzTmGvG3hjPu5eB7FpI1omogXCUJD2EWM+2tT4rhmEWrBB5DykoRC+wNQGug3UDYSWaEPR2e0hHDDXDKRr0NypkJ4muxKweZ0SLN8NP7jrFvaXSvz0f/hT5t+ZIb2uGDvjMPZEnYcqz9HZo+ncWKR+pMDYs2XGTlSwyg7enjzWZJMLq2tBIClA64gPmyamXdo5WaDW7lDIp7Etk5QhsU2j5ydlmhJThr/hvSEkpiG49cBOHM9HSoHZjScz7HuEdUXTtYDbDuzku98y+qjjaOhVNOjuKRhac8fBXZhS4inVczL1lML3Qh80T+H6Pp7r44RpjudTzKRIWSadveNU9oz364lA+8ZZ3J1FCg9dRH3qeXKHp6i//UhIxfTzbTZaLG5UueHgDk6eCzRpDz1/kX27Jvn+D76BJ1+4zIlzS7GxH2Y1Hr3ta7N0QG1KhodrjZ6+K+OxomMFStG3tI5+n678J2F0+PXCdmQ+300QyfBprfXfFkLMAv/1667xNQYDxpi+wlxt0LxzF1bFxWz5bNw7QWYl4Mfre0ymTmgaM4LqfsHYWcCHxlxA8XhFH3/aQy6mATCnm8ich+cZOG0LrUykp8gWWqRTLlqB41p02hauZ+ABpEHmPAzpI9oSXbNASbxpH184WEsWwpfU9/oIV5FblOwxi/zEP34bv/onX2FjscbEIlQOGLQ+NMncBYuVRxbZcUVQPpKitcNi855x3HGbsec2yT6/wannH2OnITDv3kHhzXvJ2TYZ2yJjm6QtE6tntwH7pkus1ZrcfWR3b4E6ro/rBwu41XLwvODe9xWu1vhakU1ZmKbBZ585jVJBWvKgy62QDxomcxn+6MHn4+zCECQFwaKTCKQUGFKQy6Z48PQlLBkgQ0OIAGFKgSkNLEOSsS3sTDpItwxSpsF0KccPvPceNiIxijqeT9txabserY7bu+r7pph8Yp61L71I+4ZZvNliXGAMPHl6ng+/5RbOXl0P5DwaPvnQCXbvKPF//Oj7+cH/4/dihp+xo6p7R+ckJ3LwM1bIUCu3g6iH3fRoXOxu1Elfx+RlA4cZRGJF9+yLBtwr9ADrNdC2b1Dg3ApV7p4Qogis8M0gbB4BxkYDoTXeVI7slTp+StKZTjP+aJP2tEHhajCDqvsF+flgoCuHNOkNA2fKw8+B3ExBzoVxh3bbQldtpOFjZxysjIcvBK4ycFWgXRGWxkw52KJDRlq0XRenbeI0bTAkcspFagVlG1yb9qyP9BX2qgkKqvsV//G73sdHP/0Unz97jpV7BBMnNeNnNeOewYXdPv5bxyicaDL1fJuiVWDv2/dQvDuN8b2Cm6an+Nznn2X14cs0H1uk4fhU75ilIxQtx6PdcYOD9wA0fPf9t/Bnj54IzgUfAVHbkK42aiybZqVSx/FeuRg3SmuUr/F82Kw3UUqz2WzFKIqk9iwZmvWZ8wvcemAnX3q6H9jBsgzStkUmZZKxLbK2xUQhy+6pMYq7Z6k/dQk+8QKpqTwyY5M6NI153yGqrke51uL5s4vccWQXj54IwoNsVJt89pEX2b9zgr/7nffx63/wtVdgdF5d2A7yeUIIUQL+C/AkUAceezkb9UpBLBJhqGUxw4DjnbkiEycWqB0tkp93ET5UD9iMXYby4cA9wq4J6nt8rLqBshVqzEeWU4iJDjrt4zZTWLZLaaKCtBTlVgZHG+StNsVUB9NQeEri+hLHN/CVQceXOJiQhnSmjYmiXU3hORbmpBO4ZKxnQEk6uz1kXfCRw3cwNpbhz4+fwLncYaxkMPHucaaWTK48tkRuw2L/2+fo3KlZ/ew81adWeXKjxvohi8Mzk1xY3eTR1jrclmWiUyD/zArq+VXaBwrUbxhD20Zvh8ylbFq+j6dV6IDIUEGwTpKUGorZNJV6Qt4jiMfxiZYX+T7dMlqu1zdVoJ9fC5Adn8KpCp3JFO0dWRAihkgqjTalXJpGxwle71JPSkSoEx1EU4zASq3JZCEuL+rGAKo1BqlnoeDdP/chnv7EU9QurWN5itaXT2Ff2eDQT76XsXyarG1x84EdZFI288ubLK3XeObMAl99+jzf/8E38OUnznLi/FLcpEDQV4cLPUAYIqDW6MZbCikcpfuU07BTV7vzHxH31eoV3FfECCQa1aeEQk1oNC+EwudhZSVgO9qunwj//qYQ4tNAUWv93DVLfr1A9OgcAeZyFW88g5SBTYdbskhXFc6YJFULYi83dmrGTwmcvEalBFZT0NnnIsopKDooW+O1LYrjdayMS81JoVxJ1uqwt7RBR1k4ysRHIgywDYWNjyV9sgYo7dHyTMqtDNV2FlnwyeLQLqfxfIm9s4lsSfyNNDvG8/yjD76Zv/ebf8y63+Hg3TNceGqFyrNV7n7/DZymjPtki5N/cYHaHkHjGEy4NmPn2kxUXPZ/90EeWrqKMkH6go03TVI7mqd4skr+XJXMYpPVt+9AZYKpsmd6jCvr5bjj4RBIOpkKDWO5NGcX1+NyGYg4JMZVy0nveQgsigdkHyrQrOXPVCmcrlIA3KLFyjt3oEJfJ6Gh0mxTzKa5ulGNa2eiauuofCtSz1qtyVQpFw8PO7D6+2lny1Vu/NDdPPTCRQDSz1yFxy/z8APH8adyCA3Pn1/khr0zFOppjuyZJpu2qTTbfPXpc/yLH3k/P/Bzv4fb8ePdjSDTgXQNfoRCTYKOBJbvIque64bsH1jQV9MRQ1ZaBNquHjKK6eoTdYWyw61O3R2p7RJC3JW8gAnADP9/04GstTEXKzh7x0mtBloDP2uSKvt0igapMjRnIbMaDFvtgMLclHQmPXTbBNtHFz08x2R8qoprSGqdNFnbYd/4GtOFGjUvg9KC2UyVQ4UVDubX2JtbZ2emSlq6tH2TmpfGwySfcdg/uc50roqHxB7vkC52cFopOtKAuRb/5v3v5Xcefxo1Ay3H44VLK1T3KtyGxxf/4iSbfofleyTNGUHxiia3BOUbU6zdkSZVV5z87edwL8fjv7gTKdbvm2bl3TuRjs/MFxcZe2ad/Kkyhast5r8OLRcElE+1+fVrugByqdFxi6Ke52bdHdh9q60Oxa6l80uEhfUKc5Nj285/eWWTXZNFZLg4OzfOoi1J5nhfo3j68ipSSk5fXuHTD7/In335eZ46NU+92UFpzU98z1tecjtLYy9do/dqwVaUz3/Y4pkG3vVX3JZXByJCNPPSOkJD8/adlF4o4+ZNhDAQ2sMZN7GXoTUpyC1BpwRWTQbntRUURs3EmGvQbtnY2TZtYaI1HJpYxTZ9am4aNOzKlJlK1XG1iSIw2rKADD5Fu0NKNvCVS8u32HQyVJwMtq3Yl9pguVqgbdnkp+s4VZt7xg9zcHqCf/2lz3NxpY7a42CtGlh1g7l7Jpl/do3ieWjNwuYNwU5fuKTxLZ/afpNjd+xm4xNXmHquTfmoprHL6mkyhARnKsXqO3ZQfH6T3IUaQsHC8TL+gTz6nqlg+CJDOXDET2Rr00DWtmh2veSHbYgiznUNcG4yzip36+zmq9xcwitYZOYbdCZTFE5VcYsWrd05MCW1Rptju6Zj5fU7Edn1o00K58fCWpW33nKAZyLmCD2WbpjzLXB5rcyeHSUuLm2i0yadw9OkTq3AOw73hL3PnV/glsO7eOz4JRSaqysV/t+/eIxGq8P/+q1v4Pc/9SRrofUzCaKvx051qUGjf8JKDxH7Ii58jgaDj7Y5ofXqn3yhBkNnRP9Hj9GJpvfi/Iy25tnKq/2dI9/6poE42didaCpjYVYdnKk0dkXhWyA9gTKDjyx9QXvCJ7Vp4uzsIOs25F0830AIhZXz8LXk4MQqWkiqboai1WRPtoKHpKMtstIhZ3TIG20MoXC1pOlnaPpZOkgsQzGTqTOXrbDazrHcHmPHWJWOY7JYG8MouPzs/W/hlx55gI1MBVH0kVUbd5eDvWhw4cIGtWMe2QVJdllitGD9Fph5WlM6p9lIaQ7fOc2f3rvC+GNe4KJxwaFy2KYxZ/VWdGcmxeo7d4DSFFM2h8458OAllCFo7cnh5SxUOgw1Kq6BOCKB2YaexhF+kqGEeri+Oo4/3JgNwJA0DhZoz6aZ/exC4EumwblQY+VdO6l1HPIZe5BtG8Y+hXV2ZSfVjkM2kwqOx0oIpKNHMUfh7MIadx6e4+LSJhC4pgilMVfreNOBS8n5xXXuODyHaRu9c8OqzTYnLyzz+UdP8Xc+/CZ+6Xc+HzQtgmjFQCeCcau1OrE+jGR7pAgOQFWRfF1ZjkjsDsnTKoadmmvIvlZtmwdfXtPIUAhhCSH+oRDij8Lr7wshth+z83UERrkVTBBPYTZ93KJFesOjPWmSrmja44JUWeBlNNKTaKlR2YD3lRMdPMckXergKpO5sTIdbdH2TWbTFfbkyngYpKXH/tQa+9Nr7LLLlMw2BcNhwmyzy97kSHaVGzKL7EutUTDaeNqglGqzP7+O0gLD1OyfWOdbdt8IQnDOucJ6TeGlNDrjIdYt9hwtoQxNZsGksVtT3a9IVQX5q4K1WwReBiZOKZZXqziGZuUNGZbvzeDmJBMnOpROdQYHRwp2TI7Bm3bS3JMlf7bGzJeW2PmJK0w8uorRHG17A5CyDDru1nm2A/527Up0H6moMGCcpxSmMcQ5apuwUW8ynt8+W7NebTKWTWOGVIS7u4TKWhT/4gXSx8MwJDqInnh073Ts3adPzXP2yirvvOcIe3eMb7tO93V0WsZ2LJx/A7gb+PXwujtM+6aA3mFzEqz5Ms6ecaxaYEXrlGzMtsYZl0gPWhNg1aEzoTHrArfkI+oWpH2UZyCkj5KQs9vI8HTJA/k1ptJNPG1SNFocTC8zbjVJSQ9beORkm7xskREdLOEjcckYHhNWk0PpVW7OXiUtXFKGz7HiCinporD4qVvewX898wDnWhtM7SijtUDlfUTa59zlCo39HbQBmasGnRlFfbcivSlI1QRrt0iklJz61KUgpIIhaM+YLN+XobbPonDZJX8xgoDCzW22lGe51WT9zTMsfGg3q2+boXZDkcx8g8LJck87JRyPzMUa2Ys1RMdDC8jbKertfplagCYIIWtUnf4x0V1KqMteRf5rCdmM1We/Ilc3n3AUkw+uIEM2oD2dYu2+qV6ICKV1/wC/7hWpZ5iDavf/ymad2VK+387oPOoe4Ee87CurZfbMlECAu7PI5vfcEZhxPH6pRyGcurzK0T1x5NNsu1xeKvOph07wY9/15oH5Gh2DaBvHS9nYeChTxNo2AN3xTR4UGBP8h+mGGJJPR1iskA0TImC3pIzH+k7AdlTtb9Ba3x65/6IQ4tltvPe6gO7HM8pNZMfD3T2GVQ3CNvhZC/Dxza7kPiB3fSsId6HHFFRN5EyDTtsmP97A0SbT+UCmsz+/Rtb08LRkzl5nymogw+04J1vsMivkZQcB+Ag6ykQau9hwN2kpm4ZKI4TJjblFrrTHWfOKHCysc3Phb7DcrmJai6QMj4aXYnqmzMrSOBOzFvWrGlkzaR/skDmTIrNg0NylMJua3IKgul9z64cP8uwfnWX8NKzfRKCWlrBxcwrhaUpngzGoHUgF/fZhupjjkTOXw7ExaWVN2juzZC81yCy2aC238NMGE4+tYZeD90uAShsYvubygWXEzble6Nqpry6TXg4E0G7eZPn9c3FHxlHUux7yLLwvnixjVV027xjHbHgUztQYO1GlcnsQ7bDluGS6sqfEu0P/d9eOgJVanRt2zXBifhWBji3oYRoyNFxc2uTmvbNcXNgIkEXKxB/PYNTavQXccT02ay1mJwssr9dC/zTBs+cXmZks8J57j3HjgVlePNc/pXzglI/I/cDYRPoQ9b0TUVW5IBYuV0QRSlSeEwnf2tV+BTd6uEvJFvF8tkP5+EKInguyEOIgfe7wmwZEM1gsXilNarmFWzCx2sFgajsUwmqBFhrpCvy8go6BSHk91aOZ8gOrZAEZwyFnuHjaYH9qjZ12FSnAQLHLXOegtUbJaGMKhSEUtvApGA45LrLbrLDfXme3tcGUEcSS2ZPe5GhmESlsPrL/W/iz+Y/z5OZV9o2vI4Sm4dsUxpqs1VzsnU2EI5E1C2d/B6MlSW0Kqsd83JymcFUgxk02jgU+YblFjZa6N+nX70jT2GkydtYhtRHa1ZhgmDI4AjlylLGWUL15DOFrpr+yzI7PLmDWXMq3j1O5uYQzaQf2U4fHaZ9eZ/zxtd6uGvWylq4apHbE4O6+dHyRqQeWerGEY17w0Itf3N6VpX4srp0SGppth7xtBwi1i8SSFFTvhch/HZyDPlnIDMhRekaKPVlQn9JYqdSZKuVibfQmc8i2h3l1s9eHFy+vBNRPBLHWmx3KjTZ/+IVn+Mm/+daBvvRvAmpDiyDeUZIa6nWh6xUv2JIiiZcpBr5Br3/hsct6mJvMNmA7yOefAF8SQnxZCPEA8EXgp15yTa91iHxMe7NDe0cGu+zjZoOvpUWw+3spkB2Bn9bQMZAFF7dlYacdWq5NPtXBUQYFs42HJCM7lKwWPpK0cJgyqkybDdLSD06vpRegD1+DJoMCLBRTRoNps0ZBBmr/nOHw/pnbWG4v0tKnyRsODd9m//g6rjLI5AWFtEmjY2DsakJHorXEnfSwNiTSDcwDhAvHn7xKcwc0pwIV/ORxhdnoa/42bk3j5iUTL7RBacazGTYbw50WG4eLLHz7blbfMsPGPZMsf2AXzmSKsRfKpNYdmvtyjP+No8hbp8nON5n82jKTDy6TWo+wdhpk+9p72uUHzpFebWNWhzuYNvfmEEBqrYNZD/LIjt/blZuOS3YLdf1W4CmFlOIlr7P1apOpYq53r7JB/eZK38Rhcb3KzHgeI4EUXji3yOJqhZsP7uDg7slr1tXqfH2Ot68GXBP5aK2/ABwB/mF4HdNaf+nlbtgrAlFsng44UKPpIjyNsgWGo/AyEsMh1HiBsgMKCDM0wkr7aCVJFRw0UMoE8XNnMzVAsDNVRgB52aZkNNhpVbFQKA054VMSmnGpmZKafQbss/LMSJ+U8FFAXjoctleYkDUEcM/E+7hQe5C612R/YY204dJWJlPZOpW2ZGrCxfcMREohx1xE1cLd4YIB6UUDL6+ZPFCgdqmJ0IKNW2DziMBqwdRxhewolBn0v3xDCrOtySx7TBSyrDWaQ40H0aBNSXsuS+NQAS9vkVrt2/MUX6xS/YMX8BwPZ9wmtdbGrLvUDxdYfs9OVt69E8NRjD2/ufX30vCGH7uf+e/Yhzueim0Y3d1ZOmF8YQnOeGDTk7vcoPhCQGU0XId0EvlEqaBRLFgI5UaHsXx2UIYSoZqCg/76L8+vV5ibHus9y3/lPH4xRev2XbH3r6yW2T1TihW7slknnbb56jMX+NsfflOM2hOaARZrspTrHQs0GHc6qqUKqJ8BuVG361FKMCrLCcsZqkXr5osVNFrztZWR4RuEEDuC93UHuAP4BeCXhRATI0t8vUFPUBloYnzbCD6eKTGc0IK5EQT6MlvgZ0JWrCst6zrTSU3a9ABB1nRQSCzhUjQ6CBTjss6UUccSiozw2GcKjllZ9llZ9phZdplZpsw0E6LGHivHPtNmTHqkgkAc7LM3uCG3k7w1Q9V5mH1pB1ebHM6vIgUUM21MCeuqQSrl0K6lMCZbIMCom3T2Oci2IL0iOXzLDEIHIVoRguZOyfrNMjAVCWKgo6WmNWPgpQTZZY+JfJaNZisIqWoQnuo6RFgbXo19OWqHC7j54IDEzpUqXK5h1lykp0EKqjeO4U6kyJ+qANCay/bZl8SctSoOu//oIqsvLIEpYou9B1pTemYDPy1xxlPMfGERDbRn0rT25AN2rOORsa0BYfVQtivh2iG0ZrPWYCKX7i3A6AmjvQXfnVM6KHNho8quqWK/nqyFtk0CvX0f6Z27us7BuckYMhBKc+biCl998ixvveMgGdscinRiwxD5DiMFzZoYYogfAqljdegI+0W0n8NiO3dtf6JC6RGwFeXznwEnKFO8DfglgjAaFeC3tiz1dQiiFcYzzgS7YvfUCS0FRgf8lAiDewX5dWgLoZRACIWnDGzDxdOSnOHgaYMJs4EAMsLBFIq08PA1pAVMSBtH+1T8Fpt+i3WvybJXZ01lqKkOWWGy38wyJiUKMNDcOPadnKt+hopzkYJcIi1dPEx2ZwKXjVsmU7Rdk+JkHa0kvmciSw40TPyiwp31sCoGDeHip4LgZF3jMi8baPyyq9FYDILmTpPMqke2I9hsbD8+sJ+3KN89ydLf2E17Z6Cebh0dY+FDe6kdLmBV3ECrqDVmI0D8pWc3GXuhjOUTHGlsBGe9pyyDTDNgySqXNklZQZrdDeFhSEwZeqnXXNo7soE9Td1F2ZLqjSXcUvDhWo5L2t6OnmU4lOutl6Ruh8D2JpcOJ44QtG7dibnWoPCZk71ND2Ct3GCimO1ZRXfh3PwauazNufl1vvd9WzsXtNuvH7Zrq69gROI0fy/wW1rrPwb+WAjxzMveslcYulH8tRXiY6VRBkHoAYvhhm2WxvcMTNvDU5Kc7QCCvBWwHBNWE9CMGU1y0gm0lRoK0kQIQVM5AaUKpIQRnHogOrjKY1P75GWKXWYGaLKkxhjPfYAL1R9GILCkYtYqc6kzzWSqyXwLlNzEEGk6ysSyHbyWiZ3yQKcQrsCbdbFXLM5dXqd2UFE6aZBZ07RmNL4Btb2CsYsao6XxMwFyrRy1yF9xWfvSPNYdKXaOFbBNA9sIL2lgyQBRWFJiSQMjRAaWKTGkRNyl2fz4Kc4+eI65jkFj2SF9cII3vO9OZMqEN97C+nNLzH/qRcyTZY7tnmHXew8TdTbXd2j0BzX337CP/KnLPS1LnzMINC/nLnqsPTHP/qkS8r79LD94kdkHV7j3Fz+ANA1yaZvdE2PsGi/iK4WnNL7n43n9c+Q9TwXxfVQ/zo/jerhhmNOZUq4XF6g3f4YcvQz9eVOutRjPZ9istWjftAMtJYWvnCN9con2bbt7VMbyZo3ZyQKL3aD1QuB4PrVGh0989Tg/8MF7+d2/GOLXHUaebDY6MapoK9+qAejiPEP0j9jR8TK0jJg36kQ8n+QJFt08I2BL5COEMLXWHvBu4Ee2+d7rC7rjFSIfwwkSvLyJqPTZij7y6Wu+kBqtBNJWEKHXZUhHBw4UCqtH9QiywqMg0+G54RorHMqUCIfUmEPqs3S0R1m1mJI5xqSFyP0g9fYjWOoMeWOcqi8pmS2uOj6eNjiUz3OmVmMq77BcK5EvtdhcGcPId/BNhVy3YXeTXNGiVm5TOJxGrityaz5HbpqlkEuhbZfLF+d5y+Rudhyb6PV5yV7m0ifOU9ywGX/7LsypbC9+T8tzqXh+sGjdyCL2VLC4fYWvFd/1XbfwZHUdnl8BwK11ePxnPw2AsgR+xsSquihL8pSo89hjJ3psSxR2TRT5iycjZ54n1Mtih2Bsfx6emO9lqR7K88ePB+Xl0zZvvekAn376FNKQWEaAIC0RBD6zhAyQaEhVWZYkk7KxDYOUIUlbJvcc2YNtmlgR1wHXV7Rcl7bj0XZcmt0YP22XZtthrdJkdixPuRoI7Z2j0+iHLgRxo+n388pyYBe0tFrtd1EIzi2sM1PMkbYt7jq2m6dPzMfZs1BrNzGeY75dHsqWRWNfDzcjj0AvVGo/cy+4fYTVFF31vI6wYSOiOCZhKyTyP4EHhBBrQIvgvHaEEIcJWK9vKtAhKS7aARncNWUXKpBxiK7/TCS2rRAB22XJgHuJiwvC2MyAJQL1u68ElhDYwqDsb8/BsqVdctLGyn0rC5XfQusyaQRNCrjCICM71PwMB3J5TtfqFFIdlmtQSKeom1AQY+y9YYynj5d5U+4w9h6LJ07O88bpOTZubXLpCytsXqqxOdei7ThYNrz45cs8vDiPmw96lLds7v7wIc5+7gLtT19k8a35flCqiHxGqAiSHhAHCGo3lmjvyDDxyCpWrc9uSFeD8lCGYPUds3hFe3sfbQiotMHmPVOU75hAOj4qZQR2RWF72q6HbRpoTY/S6ba99xtTY/f701Wpj+Uz/PnDL8QWuGEGgcjSdhDfJ5OyKGRT7CgVyKYsdk0W2Tle5NzCGtX1Oqf//w9Q9xSlfVNkx3KUay08X7GwVuWOw4Nnc15eLnPnkTm+8tRZPvSu23j6xPxAHqBvd/M6gK18u35RCPEFYCfwWd0zQUUC/+CVaNwrAT0T/NAbWHQctASr7KBSaYyOxs8RWDaZ8cWlDdBKYhgKReRXaGSYUSMwumZRQlMIyVFX+9hSYCQni+5gCQNDCFzto/FRjJEyD+C6JwAYM1o4mJT9PLtSglNNQdYM6jiUP8DljRY5M0MpK9houKQKqwjL4JEL87x51158X/O5M2dRFoznDCpLDSrFYCzMOySTxxXjpxTL9wT2G/l0CjmbY/22NDseblI816FyNN0bh6SxW9DXSHrXridEBkvfuhvhKey1DsVTVdJLLTrTacp3TuDnrMGyIt/J89XgOedhfd18WgQKA9+Kk/xagKsUlhl3sRhplJcQfHcpB89XA2yX5ytqrQ71ZmcQ8WqwTINvvfcG/vzBFxj7yjnM0yuk33cTM2+/gbF8hrFsED2x1XE5uGuSG/bNsrhW6cU/8n1Fo+3w5SfO8HM/8gGizrnR9ne6MqTE2A+MVxeGOYYmoCe0FkPiAUXHJuoD1rNYH13uSOQjhMhrrR8ZqETr04k89WSe1w0MI02lRFkS6ShUOtiVu7FfFNETHTR0JDLn4roSTFBKghEgnGgwrR4rje4JE4UAC4PUgJtcIzwwQCLDBqr0uxDOY6TNvTS80+TMWbBuotx4kb2Z3Sw5DS43z5I3M5yozmOZOeYbDtICp1pgo12HdA7RskhPGGg0Zk3gTGq0CcLpj4WfFjR2CUpnNbIDKhVQUbW2Q2fcoLHTpHjJpT1l0p7qnjsU9jMxnt0hSJkG9dUac392BQAvZ7L8np04sxlWZ9OMHS9TPFHBvVCnenNp0GkyAh3HiyOl7neMyTn6D2PW0tEFOQrE8OfRGNaNVodC2qYcBsJPWhsPgNa4rodpGoFsZqmKu7PIxu4xFs4sxOrL2hYGgj0zJXbPjFHKpak22syvlFndqOG5CsOQHD04w+nzK702dftXbwzxy4si015/hrUz3uahkNRyjVK5b8MFbyu2689DwfKfA09qrRtB3eIg8E7gbxJEN/yja1fz2gedCoZCNhz8bCB/6IxLUhWXRgpSFWjlQEaVCb5AGhqURAoPVwXe6EqDEhKlA5Vk9PhcNwxabIkRDo5yAlScq5XpDyA6n2Us+242Og8jdJmNznOAzdXW8+TMY6x0qmQMSd2zSZsum60sOSuQJ6gwUp8Ugpru4BUU1qaBM+7hpyBdJWaz3ikGKzC9oWnuFORTNvVOB7TuycR8e/vkvW0a+IagPZMmvdLGK1jQOzpHUL25hGz7FF+sYNZdNt8wPWgvEkI29fWzZH9VUG87ZCPIZxSIpkPuiSvYFzbAEDz71CKl9RpGtU3zrt1D32l1XF64sMREPstTL84jtGYsn2ZupsSBuSmO7J7ixLkl/sZbbu4jnwiMFzM0Wy/9VNdXA0aKorXW7wa+APwo8IIQoiKEWAd+D9gB/KDW+vWPeMIdQ+dSKMvAXG/gjtlYFRc3bwSGhWZwoqiywGiHlIsCEAih8X2JKRVNJ6BiHN9EI2jr4LcRxmpWWlJRGk8rbAxcfHwdCGSB8H/QLIXCxcfFwLDfCJ0v47U+j68aoKtoQv8zBG1fIfDR4bZtGx5Ky972pnyJ9gW2KdnsNPFLPtIXSBc64wqhReCrJkFLjVvQKDM4R14bkEmZNBwX6WjS6z7NHSZewdh6tw+GBwSYpoHKGKy+cwdXvnc/a2+bRRuS9HyT0lPrCFdRuWMCN2+SnW9i1t0Bt4nurizDbnXlS0J1NTKDV9zeZfC792RUkXeGxfMRWsdseJodp686J0FFRP6nz6yRfnEFfzyLu3OM+uV1jPkyzdvncA7HHUmj9a9s1pkez/fsdCq1NifOLfGnX3iWKytlLi1u8I57Dvcpvgj10Y3AOdIQcEgfk99rwHl0IF/Xnqf/P1bXX4HAGa31JwmOy/kmhSgPK/DHM5jrTdydEwHb1Y1vG34DZYJdA7egEZ0gnKRE4bopDKGoO2nGcy3KboaMVWPTzVEwHGoqFcwPoXGRNLVHXli0lYMXBsRVWhOY+YVIRWtcrbDT7wPvNE2/SVWsdluNDOlaU9i0VRCT2FUGEo0Vyn9MUyGEwncMhKnxmpqy0+p1SBu6R8FIL1SXaIFdCe47paDf2ZRN03fxs5Labov8VRfZUvjZoMXJ4F5hI3v/LSlxPdUj/zWQu1Bj4vF1AOwNB7PmYjiKzTsnejY5MRYofDcZtD4eECxuEiH9BNvVzao0hhaoofwVQxdnV9gsNLTaLhkrwi6PkHt1j1/2ZvI0793H3n2zKKV58fJKsOENKpQC/7OGQz5lxayku/UsLFf48qOn+c53385kMcNGJeLyIujFBBoJkW8gNJEYPFu/NrysPoLShuj76kXCtW4F2/Ht+msBQmu8HUXMlTpeJtjVZWh4aIQ+R9LVgXOpoTHqEo0GJxhC5QU6eY2g5qYw8Cl7GZSGhsrQ1iYmmo6WlJWHFAJTWDSVG1zaoaM9Ov4GrvZRIXJJp9+F7nyJlpyj7V1FAC1l4YerLmvkINSsOcpACk3DSdFdEVqHvkhS4/uamhtlFQR+GpShSa+HsXmlxs8EwcnNcF5nLItWeFhf5XDglJm/GvKfCWojauXctRq2pIHn+7FdtzOZwi2YOCWbzkwKw1FUbxqjcagY2dH7ZXTrajtenOpJUi6R+oPv2kcM3bJcpTC7GjBNIJ+IXF33iFGUQ7vjkUlvHc41+9hlCl84jcpYOHvGQUOt0WEsmx6g3JJuIhB4uqdsc6Bvy+tVJko5Tl1c4Z1vPErXGrnbl2q9PRKRJB1gR7Y/atcTHc8kK5wUUneRkdLEQm2MgOvIJwLuXAmhNUr5waLZ7OClBHZF4aXBamo0wcQ0PIGwFapmIaTCaZmApuMaaCS+kviYtJWFQrLhZ1EIDDQtpagol7ywBoSrQo7H7i3rBnCfRRl7cNQ6QkBD2Tihf0daFvF1gBw9LZFC03RtUqaH75iAwLB8kBqloOkmLGBDcwKzSU9I6KcF7UnILQXHOKctk7YXup9kJc1Zk7HzDsWzQ4SbQ8CQokexmFWX/KkK6eU2G2+cZuV9u/BCDVdzd26rYoBAIPuNguerXoCvrwfa17CSNpdrZJ+5irtrjPJ33YG3owgEls6FbcaQ3qy2GC9kBtJXNutMjec5cXaJO24YlBuNDXnntQrXkU8EVDgxjKaDlwuEzs6YQXrDx8sIrDr4aTC6lK7W4JhIU9FppkiZHhvNLIZQXGmWAM1CJ/hd9wts+FmkgBYGC56PBgoyjSUslIa6dmlpRUf7KC3IiDTSPEij8zxtMYbS4GrJpp+joVPBpi2n6CiNRPU0bK4fIKF2O1ioht0nxYXWiC7RIiG9FriN1PeEO6gSoATVfRLpQ25FBwddRo5dWb0jTXvcoHTOCUJhDIMITjUNia8UVtVlx6evMv7MJuNPbzD7+UUyV4JYQF7WwCtYI+U33TKlIXoBwHqH1EV2fuhTOFpE0iPUhvIVhohM/ah/2iiItKXjeKQMs19ugnKxL20C0HjzoZ4iA4JwF9mErGiY/AqgUm8xlssMUHmVSoCUnjp5hcPd6IcRls2ScpBiS4xPtO5+QvyVHvWntkctxUCKIKyqsXWojW1ZKgsh3gIc0Vr/thBiGshrrS+8hOa8JiH48MGoCl+gcim0KTFXGziTBdKLLTYPl8iuePimJt0BPwWpqqAxqzFqEj+jES0J4cmOvjbRWtP0U7jKoEaath9od664E6SFR8HoUNUGZ12HnaYRUECyOynXwAhsjjy5H61rLCqF7y2hgY42aesgb0eZLDdaCDS+knjaICVcXN/ENjvU67nA9cM30JsppkpplmlhORJl6OC0Wyvov7L6YwLg5QS+FVJECTA6GrOl8NJBsPLexBVxmU8XpCHxtcZPBcLQxt4cldsn2PGpeYrHN7FqHn5KghTx8MBDJr3yR9ia6P6viLSnJ+OIqMM9Xw3aV/Xq1LHFnJQZaQGO52NbAWtuXS1jzVfw8ylUIYV9ZZP0iWXaR6bR+VSsrZ7jYxkyhiSjZUf7UW202TFZjMugdLAJoODZE1fZOTPWPzotnMu+6/fP1doKwuBfMVus6OPuQQLRk0xVEPOpR60bQCQmEy9R6LydGM7/EvinwD8LkywCjdc3H0iBX0xj1Np0ptJhSI3wURiqQXgaoQTaUJgNCRk/iGZo+jQraaRQrNfySBTLrSDk5qXOBBIfH5N5r0RHG6SET1NrrngdzrhNFr0Wm36HDV+z6DU559bZtO6n7V5GiTxtJzC5avo2fmgD1FIWi51NckaHdSdgWYK1IzClwvcMrJSHbhmgBAf3BvIUoyZRmSG7YwRyVxWG20dKUbCaCrOtqe+2RqrEo2BIgdIabRu0p9NYFQeVNmjuzfUsnd1tWjU3nW/ccVIpjdziVIVrgeP5GEqT/8Jpip88Sfq5BfIPXaD4mRdJnVimdctOGm85+A21sdbskB/BolXrbaSEZsvh8L6Z2LNKbXjMpdcibIfy+Q7gTuApAK31ghCi8LK26hWCoXFMLAPZdHuWtkbTw80K0hseTtEmvR6ooq16cJqFbGt8LTCUxlUWtnJo6hQTqkHDS9PxG4DgXHuavalN6irDeWeKWaPKuNGiow1aCJq+Dk6+kGM4fgcfScm6hXL7EZreZRQGm36Wq944GoGnBUvOGJYwQWuW20Vs6VFrB9iy68MjpEa1A5siwwa5aSA9QXvCAw12RaKFxs0KZCj8NJua0nlNexxqewJqpLdLS+iMhwfxDTtnPSIc7u6qEoGvFBqNNgXWeuDNXr57ivLtE4GfXDeKQNRgL0kFARkrZHeS326IWj6aL6pRUlpjjtBqJf2fhrVFac3yA6dInV+ndesumnftQXQ8jHoHlTLRY5n+MET6IzRoBQYBMo4b9XXzBOnNhkM+bQ+2UWsq1SZjuTSXrq5z1027OXOhb+9TyKdpNp2E1nELKiRRb7SeLnTZuKRvV3e8gCD8bYjQhe9va1PaDvp3QtcKHVZybang6wSisgKhQPjg7pnEXGug3cDJMXu5QWfcJLXp0y4JUnVw85pUJYjtY5QNSCl01cSwPVrlNJbhsVQrIlFcbpQQKMpenjOtWXwtqassF9xpLrvjNLQdTHYRUCyOWoFgLZI2d1N3HgO5j3l3L1e8CTxMOr7JfGectrLZn9vLYnsMX0sM4bPeyJG2HMqbgRbMSHmomoVhBTISs2ygTI2fAVSgVveyAVIJBiWQa2kBblZgmkZcva3BbAT3XrYfjyYmdwkXfVcuI4VA+zB2vExmsUX1xlKfNzJk3+AQBliqmGxCgSnlUA3VcLlGlCWI/NU6dp5UVL4R1QglN6duW2THozEfBHzwZvNgSXTexttRQI9lBmRMUa2W43iBe0dk3KJIvGtL5Hr+gBtI0AhBtdmhkEtz+sIKNx3e2Rcf6MCgU0TGI6bh0pG+dscjphkM++9H4vlEbJy68Xx6kNh8YrZFKmDr8JM7VB+2g3w+JoT4z0BJCPH3gM8TWDZ/U4K7J4iTZq416MykSa20aU+GxoZGoILuqtyF0kg3EPAJx8TGRysDOgJPGdQ7KbSWXKxPkJUdWsrmYnsSiY9CsuoXWfLGWPCKbHoZasqmwyw1ZVP1U6StY6y0F3HNe1n3fFxtgdbMO+OsewUyUuN4KRZaY2QNh6aTQiPIWw6dRgo756A7BjRNChMmju9h1CReLkB26VWB2RK0E6HhrHow8ZQJRsKHCeg5lXaR0LVACoHWity5Gq0dGWo3jn3d32eb9mtbl6H0AOG0XZD1DsWPH2fxyy/ijWfwC+mX9L7r+9jDkMpLgEbIkp27vMrcbCn2zP+rGKBXCLZzVvu/F0K8F6gCx4Cf01p/7mVv2SsEA/5IWQstBeZmC2d2gszVJm4q2AWzKx5O0SS7As0ZTXpV0JpVmKsG7qyPt5LBmO3QqGQpzVbZbObIWR3aWJyqzrA/v0HVz3K8OcecXaZottn080AOW3jhJmTiaRuB5G2ywIsthd96HB3uE+faM9T8DGnp0PSm+fzmOrb0yZgdLpfHMYSiVgtZL8unM58DQzE5k2Jtvo1QAj8X2NxkFwRuVuOMBVSfUALhasZfVHgpaE0Lsgh0xFs9s+gy9WxgK5RZ9agcTfV2wC7bNjjIwRnisqPwc4H6PyrUjX+AIWn0y222nV6Z0fShVE6Cter7Z+kosUXs0L8hrF63LA2kjy9hbra4+R+8l6826gPvJG12kkJz1w9tjLZoe/cdpYKvrqNjpTWNZods1ubKYjl2PLJQUNkcHfAtTkXqgbbFoMtqdSmYSP19X74IC5Y8SLBL1myxP21L2xUim28ahBODyIcNeGOBu3MM+8Im1dvn4IVN8pcatGZSQVCtuyyKVzR+SmPXJX7GJ9U0cU0f2haiaSAsTX0ji11ymK+Ms298g5Zvc7o6w6HCGo6yON+eJis77LLLpA2vpyYXoU9Y1pik49dxtWYyfSNn6xfZ9PLU/AwGPiutAovtFCXLBhqcWttBxzPJWh3Ka2OYGQ+1mgFH4s928GuC5ZMNvJwK2CxHYLSDo5S74yDbmtJZhdmBtVsk2hIIKXoGj6kNn+mn2jhjkvpum864EWMZhBRYUgZRCEUYXdCQTOaz6KzmwuES+QsVJt52ADNnI6VAIoJfEdQldCA/kKJvASUEgfGfhoM7Jrjn0FzYZB0K2APWQuvAlklrjdIahQ4of63QGnzPR2nNRD5LtdjGdcOYQ93LV4ExpN8fk6iWC8DZWyLz/AKtlQo6b/TmzuhFHGerlKuwhBGq1QcRZrQsx/WxLBOn0/VUDxBGqxUc/3N1uUwhl4qxVflsilYjHpg/ZtVMvJ5hSHckdJFNF3eqiJWaH0FEvoojoxGwlVd7basmaa2L22ju6xL8qRzW1TJ+2sQtmNjrDtXbC2SXPWTbR0lJel2jZED9+CmNvWjizrmIik1qtknbtZB1hVVwuVIe5+jkMg0/xbnaFIcKq6SkR1OlONueJScd8mYbA0XBHKflr5GzD9LwG1zpTHG27dLwpwFNSjhcaZbYdPJMpSRz6RKfv2LjKsl0rsbK8jhCaOy0g3s1DWMupBXl822kKWjNeaAkxbMSBD0XinRTMPFUoKYVxzLsO1QgJQ3GMxmOTk3SOHKAztkqi1zk9m+/kdKesQHWRfka3wsWsO9rPOXj+ZrMfIP5r5xHXKoi0iaFYgZhygBBqODytUKh0SpgbXVX3hAile5CcTyf9Vqjp+4NjGqD/12E1UVehhSYpkQKE2lITEBKwcx4HiFgIp/FNAwMQwShWA2JKY2YLEKEG//G6UWWHzzDxhMXUKbk8J0H6CgXx/XpOB6djkfHDQKJdRxvJPvjK70dWSwAnudjmhInYcvph0aSG5Um2XSAxHVYX+obCBH7SsNW8XwKAEKIXwCWgP9OgDj/FvBNoe2COObvnWqZTyMAc7WOW0oF53hlwM1JCpddqkdSFOZh45gmsy4pH/GxNwxEXaLSPv5KhvRcg3YzjWFojIzHqbUd7C5tgoBT1R1kDIfd2TIZw6WlrNAlgtC1a4qx9E6W2mtsehkm7AyuatDxTU42duAqgzG7haln+NxlB4VgOl9nfa2I27HIjjVw53NowC5p8ms5WpseR26aJDVtU32hzmq5yrF7d7L3yBTShzNfmWdJrXPw2/ZC3qDteHQcn3rTYaPZ4sWlVdRqgyzw0IsXaSxFBLbddRbd5cP/ZtVl56euIvIWtX05GgcKXL66vKVGayjbFCKfcr3FxeXN0R80wbZF4wt1y7KkwYXFdRY3av18iWDxQN9pVUDpo08jq230kWnMew+QP7qT5jPnSFkm4/kM6ZJJOmWRskzSttk7Asf3Na2OS6Pt0G677J4Zo9VxcB2PessZ9MWKjKHvKUwhh9oBCUB5inbHZWo8z+paNWQNAwFxz35NMdyeKFlehJ3aEpIUWxcihwnGDhr8euL5ROD9Wus3Ru5/QwjxKPB/buPd1z7E2K7gv7t3EvXYRTLHl2netYfslQa5i03qu1OMn+rgWcE4pzZBSU1mVdKeUFirBq39DtKx8VcymNMdWvU0GdrYOZcr5QkKqRY7i1VansWZ2gyW9MiZDlnDwZaB5ayvHabsXXR8F3QeqXdxoa6peykMobGFz5VyiVrHoGhLJnItqptTtOqSA9M5Oqt51p0Ob75tjnbN4bnLK8zNFdm9t8QzL1ylfaqFNyt42FnkoacXyC1oipc1KgVfW52H1b4MKGfb7CmOsXG1ysyzTdycpFGKa6d6CCfKgoXjmrtQAynIfuQW5jcCpDE0Hnb0ewxFTMFNvdWJIxgdRxxDEU+iLMTgOhsaoKx76/jIapvmnbtp3bUHgI1qk3Pza738o5CpISWZtEUubZFJ2UgBs+N5xrNp8tkUlmngh3Kcar1Ntd6mXGtRqbRQWgdILKrqjrVZU6u32TVdYG05CLu6Xm7E2x4zXdiCFYoYE/asmgnlYT35TXJgIqxWckC/kWBiEfCFEH8L+ChBkz7Ca+TEUiHEB4BfJbC1/K9a618SQvwO8DvAzwM/pLW+OLKAUeNiGri7xrCWa9TGbbysQWahydrb8oyd61C84NKctckuazaPQmZD4hQ1yobMFZvWPhdZsdCrNsaUQ6ueJq0hU+hQ66RprqWYyNUZS7fwtUHZyVAmfiLC/ZPjnKyWebGaA9YRpMgYLk0nz5VqFkMI7pvZyYxZ4nNnr1BuucyULGrVDpUNUBMOX75wnswlCz+jsfdYnF3boP5iE1JQntUYDZh+TmE3wMlBfU72rGOFH0pYlcZZbzP7SBMErN2RhgjDpQUx9kskEJA2ZDBpO14sfejYa4bKQaKQMhNTVjBIGYyyHO5uzIjYohgWMTH235SorIWx2Yw/H4ZEE9Sa7yvqjU4vyNfcZJFzV9dYXu9TXRJBMZWimE8zlk9zePcU4zdmufnITiaLWS5f3WBlvcbKWg3X8fv9ASr1NrNTRbS8ivAhl07RbgyP5yM0iB5FkhhrSWxVR1XmQykmGBQ+xyq7Nm+5HeTzfQQL/FeDJvNgmPaqghDCAH4NeC8wDzwuhPj4X1X53o4iqUsbmKsNWruy5M/XEI6ivsemcMGhctQmswbpDY1T0OSvCDZvdkkvW6QWTdx9HcRqCrFpY023aNczeI7J2EQdB4PVepGNRo7xTItiqkXGcjAkjFnjbDpldqZz1Nw207bkSHEv5XaHs2VYqLWYzVrM5HxOLpR5oLKBYfrkJtrUGibeYhayPgJN+pKNsjWtOZ/m1Tb1k02MDlQPABKKFzVWMzg0sD0ZOEMlJ5pyFZf+7CwIWL43i5+5tnVGaqlF4VQFq+YFx+IIYJQP2EsEy/rG1NQQyIbUS2mOEHQOTpI+sUyr3kHlt+ccOrRuKVAJCkJpTbXRDiIWdo9j18FxyecurWIZkp3TY9x+w24kML9U7h182Om4ZCL+Ylt527/WYDuq9ovAh17+prxkuBc4q7U+DyCE+ChBOysEkpMNtkGh9QKH+/TIS6E0zqFpMk9dIfPsIo23HKBwtkbxRIXy7SUKFx2K5xwaO2wKVzWru4LwE8WzJtX9isyqgV6wcKZdZNnCX8mQmW3RaaZYXy5h2Q6ZsTYYsN7MsdYM3DAM6WMJiaPSXJ0xWW3DM8tFnlkuAyCFYizdptK0uLqQRSvF/pkMq+4a7nIWXbPQGR9ddEm/mEab0Nrtk70qqc7XscZMNvb4+GnIXtXkFjWNHYL2RMRY0BdYVZ/skofZVGRWfTqOZv3uDH5GDlAtg6pyzdRDKwhf05rL0dybY+bmndg7C3ApwhJsR7sytPy+LAboh3yIsM8knxFnzQLko+KypWF1+orsY5cxyi2MSguhNOnjV2ncn3CdSG76A/d9+YuBRDkqPBNuSP4ohSYF9ZZDpdrk4sIGQkNKGuzZNc7BPZO89603AgFCFn5E9a2GjNswiFI/CZ+5nuUyEdZqGHUjgzStBKKL0ZUezDsErol8hBC/zZCporX+4WuW/vLCHHAlcj8PvFFr/ffD++/cVimxD9/lrQVYJt5cCXuhQjVj0tyTo3CqSuNAnvpei/wll+pBC9+C0hnFxo2SwhUoXhLUd/vYG5JUW9CZ85A1E+9KHmO6jZl1cJs21dUipu2RybcxUz4IjVISQ4A0fHZks0ykLQ6MmYxZBU5VlnCaNmsbpSBoveWzf9ZClQ2cq8WAQxpzUSmfzPlA/dra5SPbgtyCwJy0mLt3iqUrC2SvasbPaJwiNOYEQoUTzdXMPNkksxrgbN8WdCYM7n7nUa6sXYkNW0zGoeNpypS40zYbbwy8rnfsyGFEbHvi5eiB94d+mxDK6zXsy5uAwJvMQtZGa41wVHCSadRy2VfISgdVSIElY4ta6a2cKoNfa6lO5vgiXimDytn4hTTtY7PDkc0Q+RT0F3EXTEMOnJgRtaYW3XStMYRAuZH9Uwfq93OX1jh5Zomnnr/MD37PfWQzNl0L+fVyM8H6RfoZkeX0YDsUYLcPXQvmHpKhb88TFThH4RuU+Xwi8j9N4Ou1sI33Xm4YxlReE90KIf47IWKy7Cx7do0DUHddGr7LZCmHMgUN36N1aBp5cZ3da23c+/eg/+wMO54uw3cexL+6xORZD+4poR+vM1uzKR/1SZ1WTG6Y6KMm9XMOuXlJ4UaLyoaLs5zBSGmmZ0GnNSsVSW2jS/VoTFNhG0ZAhtc1l2s15hdMFnGptscATS6rmBmTqLbB8hlwOm1yJUlp1qLWkHROKnAFhcMpshse+qyHNAR7bp9iNl9gfEWSO+Mhpizs2zNkOy4T2UCG5L9QxVj1UTcVMG8ooCxBu9lm/8072H+8hq81m/UWhZRN2jTRGtaqDfIpm4xtQdWh9eA8ZsvHOpQjP11io9Yin06xc7xAudFio97CkpJiOmBdKvUWaBjLBUG2as0OnlKM5wM3hXrLwfF8JgoZ/DMrPPJPPkpxI0JBpUy06wdC0oyFuHEHrTt3U7hawf38i+ApvDt2k/2WmzHNYOFnUxZTxRzFdAqlNBvNFvmMTSr0G1urNsilU6Q60Ab0rXPYb9hPNm0xTiBnyaQs9obWxeVKC0NKiqEjaLUeOHeO5TNooNZo4/uK8XyWHVNF8lkbhWa8GMj5mi2HdsdlYiw4Z73Tcmk028xOFtgxXSTTaFNvdpjIZzCQPa962zJpt13Gx7JkMzaFXJqZyTwbGw0qm01yuRQp2wAFG5uNQOgdxkPa2GyQsU1yYUzszc06tmmSy6dAayqbTQxDUsgGweOqlRZoxVg+A0pRr7XwHcXYZOBt1ai38doepYkc+IpWrUW76TA+lWdtY/ha3A7b9ceJxfs/CVwsXm2YB/ZE7nezDaSotf5+4PsBCmO79Xzoo6OsIDzEfMNBmSLw5p4dIz+WpvHl05S/6zbSN5cYf2qd9ScWEftsxs45rM5XMSYNMmfbuFmBs0tQuOrjPO/R2q9IrxpUjjs4u13UJLh1g5XLBhgaOe6TGW+hfAPtSXwl0MKko1wUPoYh8IXPRDqDY9UxbRe/aTN/1oSOxEhpbr1xgmfLV2meN7FWTLSA1l4Pd8mneFHiFjS1PRqzWUWsemRPeHTGYOOgj6g1EErQqpYZO+dQPO/QKUlW5jTU+gLRSqPN5ZVy777ZdGLq6HbTJT3fYPKRVVIKaseKVI7lYDV4Z6PexJKSy0vBvdCazfDwvC7lU2m0YxREfbOBdbUahNmwJOuXy2SeW6C4b4qVN+xFGxJztRYcumdKVMrEXG9gPz1P6ukruBqcXWMINOYLCyzduuP/a++94yzJyvr/91M3h85xpifnnZ2waTYnVoQFBERFQUQQxQBfRcxZQX9+zYJiQFBZ+QqKKJLTZjbvzk7OeaZ7Oue++d46vz8q3FN1697umQ0zs/Tn9brd91adOnXq1KmnnvxgJiJItki2pZnB8RnmNG/pjJ103Umjkc2XkLCieUkz4SdOkpnLM92VprSslXgswuRsjrPD1TlBwWQm53EenJ7Nu30CzM0WmNtYYHh8loqpyMx5HXiy2aLbl0WIi5wcGKdic0q5TNHtq1CuMDgyzVy2wODQNLlMgdxcgWjI4PzgFKIsoqZ7KOe184mpyM0VmKw4XtqKrJlnamLOOr99ztkxPGLX7GTOChwFMGFutpoZU5QiM5u3OCPbhSA3k4NWAnExHknrgRUXcdyLjWeB9SKyGhgA3saFKsJ1kUGTk92HQITCpiUknz5F9PwsuWVNJM9laNs1weDr+ohNhujcVWDk+gSRBHTsU4xtFWaXK1ID0HrE9gGaMYidjVJOmpR6y5gtZYyZMIwlKI/HIVlG4hVCEZPmSIRivgRlIV6JIJkQUTNGZSpOJZ8CJaiwiWovEi9EOf3cNAk7kr2cMsl3mYSz0HRGKDYpZlbZye8P5Bg8PUMpDZPrrSRPUhZi42W6ns8TKioyvWGm18cssVNpYpAddAs+0y2AUoRnSrQ9N06pOcrEzd1UUmEPISlXFCFfCgvRXfZ9iB0ZJf34SaTslQnym3p404feyr9+a6fV75JmTx8FIHdtltixMcxklMLGboyZHK1f2EvzVw8iZZPQTJ697CTaniR86yrKS1s8/LJ+faGpHOXONJHBGZK7rCJ9mZtWEb1xNaVSpb646F4k+HnxUEioKIUuhepzpZvFQ4Y3VsvTzv4TDhuUTNMqY2yqGnmg1hrpEBLb8hVgxvdaHDX9TYCPT01bB/b9Vi9E7ArwdB7Cyu9zSaGUKovI/wG+iWVq/xel1IEX+zyFtZ3E9/aTeuwkhbduY+raDrq/PUDzwWnGbmyn5+kMbUcLDN4Rp+OgonO/ycRmYXq90HIC2o4aTG8wKbdViI6ESZyMYiZMSt1l1JIikrECP1U2jFLCKCYQZ3qmhGkK5VmDsXweEGgqoRIVzAhEz0VQE5BsjzLTNks5aYIIiQGD1IBQicHscohOKzoOKMIFk451LezvmMVZjtGpCt3P5ahEhdHrkpTqVKRQyqo3ZtoJqFIn50idnCMyU0LsIn6VqMHETZ127JYX5UrlgtKWGsUyUjbJbu+jtLINyiaEDcpdTeQbREkDVFqT5G6ovhsr7SnK7UnCE1nKbUkyN65ky5pejn9tDy1fPUhu6xIK6zqpdKY9/SSe7ye585y/ewCikVC1ON8lRiQUoqiNZWq6fmzX5YaFiF2XrTfzi1FdwxNo51i+TDAq1gOqImEyt62l6f7DpHafJ3PDMjJrm0gfn6XYGWVmTZyO/XnaD5QYvzpC2xFF5z5L1JleKTT1C60HDXK9ikxfhXABIpMhYmeiqJCi3Fah3FpCJS1X1PZ4golSFporrE21YrYVubVvNd8+cxQpCaGRCNEpKydPobPM7bes4r927iV1OkR8TDBModCimFtmRad37VGYERjbbHDXnas5sHM/oaxJy4kiTWdKVGLC6PVJKnGjxkfHeeUUSmVikTC5QpG2nRM0HZ+l1BwhuyKFCgmVeIjc0iRmKhJodaqUrAqf1RvnU1g7ME1iJyeIHbHy0xjZIuWu6vITZaXUCPQT0n17lHd79oYVxE6OMXfrGoiGWHHHVnZGTVKPnyKxb5Dk3kFKPU1kbllFudsiQrFjo5Tbk8y+ZhOUTUJTOYx8icL6LrqiEfKlctWSpq2jWs6gqlgOGYJZVh5Fsz726vwoQiHDCpES3FASJZby2CF+UrHy90xOVnVgriuCw9FoSd6V4ObZEX/yd18+n6CXkCeQ1O3T7s/U4rnMqlK6US6hhXA+D9g1vBpuu2KhtBWgiWDV74rysjZKfa0kdg2Q39DFzOY2wjMl2p8aZ/TOLmZXRGk6U8QoKca2xkgPKprOKaIzirHNQmICEkNiRcF3K3LdFUQJkWkhPB4iMhZGGVb10FIY4sU4J5lk3dYuEkfifOfIGeJYykwlinJKkW+pIGXY+dXTtI+GUWKVusl3KCpxRWJIaD1pogwYv8pAhQ1EGaT6S3TsyyMVyCyNML0uCiErX7MuhoZnSnQ/OESoUOHAVwdpbY3SlCkSGyswu76Zma1ttY5kfqLiiF2lClEx6i5EUWBM5Wj+6kFC2SKVljhzt66moNW2coiKoxReCEQBJpT72ij3tVUDVLFeKnN3r0duXkXs+BiJfQO0fPmAVcwvbCDFMmYygZmya661JNy1EY+EKRS8GRV1ccYPxwgUT0TJFooWQQlKxAauU18qFiGXLWDUVIiARCJKLm+dvzkdZ2hk2j6PkErFmfRFttez6nn2oRHO+dJyBDkW6mvBYEFWtEaBpXEgCXSKSBvV6WkGls7f9eUPQfMXUVW9BqIwHE5WLCVA/rqVpL+2j6YHjjP9pquY3NFF52NDtD87wdBrl2BGLAU0Joxvj1NKm7ScUnTvNplaZzC9FpIjkBwUUoMGpZSi0KbI9JmESkIob+WAjocM8uEKY5JjWU8Lud4KtyxbwXMjA+SNMioEoYKQ6jeIjwvZRJHcMiHbogDBKCra90NyzKSUhOk1BhgG4azJ0c8dputQnkKLwcTVcSoJOyrdx/FI2aT92XGMosnc2mZ6IjHK/dNUwjCzqYXZza04xNrDafifE3txlsoVIqFQLWfloGKSfvQEUjGZffVGSn1tYNglf+o8B54HymfF90eiu/BxRChQ8Qj5LUsorO2g6aFjpJ49aw2pOU5hU2/NOUVZFTRyhZKHy/P4xTjt7ZeYM56mRJRMplDVL9rzowzNudNO2pVMx5nLF706NnvMqUTUrUqaTsUYHJrRiJ9y+wHAwA06tcz4fs7FN5/uDq2/eoTEzwktwKtZRyPO52eAX8QiNM9r22ewPIu/q2C2JMjevIrU4ydJPX2WzM0rmbyuk66HB+l4aoyRe7oxDWg7ViQyl2X45jgTGw1aTpl07TPJdMP0ekEZQmxKEZ2CdL9B6rwi36HId5qYMShHFOWcycjsDJ2JJJE5yE7kaTLDmLMVolMQH7ducqZHse3G5ewbHaIwmiE+oWg6qywv5hVCtsdqlxoo0b6/wGQlS/GqFCNLxXq4nTw8hQrR8QLhOcsjOXVqjlDBZPK6DjJrmli1agkUSvQPjjV8i9ZDqexNoBWazJLYN0hoOo+UKkiuRChTZO6OtZRWtDfs283n8yJDJaLMvG6zZT0DVDJa92FKxiJMXIRuJZ2MM5dd2Pib7Rrtgf2kYsxl8qRTMSoVK7jUGekrQuejlPoo8FER+Xml1N++jGN6+WArUK3v2kLTibkmghXXdhManSO56zwgZG5ewdR1HbTtHKf74VFG7+qmkgzRdiDH0kdzjNyQYGxLiNSQSfq8IjGuyCyBXJcV4mCUsUI0xoTEqKMTqRAjxGx0jpb3xGk6Y3DujBXA2IKBMhT5dqsPFRJGj06R2JMjPmdzGSmYWGtQbBKMIrQfKNB0tkSxyaDnNSuZilaQkUm7OB7EhvN0PTJsVyy1pqHQFWfiqlaKHXHEhFyuSCoe81gEg1CTB9i5onK1TlbkzCTN3zxsKZA7UpjxCCodI3NLF2Wb8DQicCGRWr1OrZEnYGz2f8FKjqb77rmlcwTTV3HCf71KIJmMkSlUzd4S5LznjEvb3pyKMTGVdfsJJG42J9GSjjE4OlNrCVOWqDU8Mk13dzOzmYJV7NG0rF0hpzpGkJUpQMQK9Go28IheehK2Gk4nyNr1Qssli8g9SqkHgQERqfEWVkr9z4LOcJmjqmT28uSGfVdMqSqfEcjdYrnWJ3cNYCajZLcvQYqK1n0TdDw5xsSOTkZvSNK5O0fvk1mm10aZWROl0KZInVek+xVN/WCGIN8Oc31CtksI58CoKDpTKUYKGaYiJUwUlWvitEWipCXKwYlRKnFAWRkHW06ZTA2MEWmJMLrapJQSKzezCEYBup/NkRivMLMyyuyqKO0xaA/HOVsGlCJ5JkPbznHMWIjxWzoopyOoWMheVNW5yWSL9DQ3VYNO65lPfUTb/xAb+TLpp05jNseZecMWVCJSc/x8Xs7xaKSmnVufC0cEcm+Xt41AJByiVPFG3ejH1L0e7R2VikerPkIBqEegm5NxTp8dd3MoKz2xj0YMlFjF/w6fHPaEiGCrBlrSCY4eG+L6LV3MzOY8L8imdJyZyZzXkKKJbW4CWQFRmpJYaQTJp2dyiZIbuhEgatUzuTdAI7HrLuBB4I0B+xTwiiA+FwwRsreuwciVSD1+ikoyTHZ9F0bFpPngFKFMmdE7uxi+KUXb4Tytx4s0nSkyszbKzOoI06uF6CzEphSJCUVyVFFMQa5bKCcgbAhSUUSzMDaV4SqzheNnx1jSlyA6o4gMKSIzEJ+0Fmp5aZjtr1nLNw4f03QwivYDRRLjFcY3x8gtjSIVywlu6dJm4gNZWvZOEp0uUWyNMnFLN5VkOPjhB+byRZoSCyttY0+Rm80wFDIIlyr0f/F52r+2Bwplwj94HX0rOqsZDKX6P4St67H/60nDALra0mxe3ePqIZRSmGJds2k/HFYGQ1VNVqYUZWViKkU8GiEcMmhOxalUqpkMS2rhkabRcIhSuXLBFTeb0wnX+3k+NCXjzGYKgfvSqRizmQIrlrUzOjF3gaO4fNBI7Pp9++uH/QUCbce+Vwbq8esuS61zR2CUFWZIyNy1gfT9B2l+4DjTiShz61spJ8O07hpnydcHGbu1i8mrEsyuqNB8qkDb4SItx4vM9UXILA0zuzzE7ApLFEsOK1pOWSesMINTieng/gG2hTo4d+A8Zw+cp8MeVjkB2R4h2ymYCWiNJTBKgpE3SQ6VaTpbIjprMrMqSrYv6r4Zp8bnmHx6kq5dI5TSYcZv6iS/NIUgbpt4KEQ8GiYWDhOPhInaybGu6utmejZHJBwiGg4TDYeIhA1LkeybukqhTGEmB7EIcwMTnPj4wxyfmKNpyzI6vvdqosvaUE4Gw4qdvdAmFJbkZv1WNjFUSrk6z0K+hKo4ClSLYIXtnDMWEQNsouZ+DMEwDIyw0JpOsKyrlZuuWkHIMAiHBCNkEDIMb7FBLOmhXKpQKlcolSoUyxXK5Qp9XS1sXtFDqVgmXyxTLJQo5q3vpVLFa8nSJicUFtdpUNkE022mcVbRUMjtx8+VhSNWBkiAjWt7OXFqRFO6C9NzeUuMtPszPGKb8n7Xh6mrIBpBT71RT+HsF8fqYCEezv8NXOfb9nng+gUce9mjWrHUt90RX0GLdrcsEZb5U8jctZGmr++n+RuHmbn3KvLLmhlLRWh/doSe+4fIrG1ieksLE9uShOcqNJ0t0nS2RPOZEpUw5HojTK+JMHFVGKkojLKi2bBY+kpUOGtkuOZVa/jX0QN875q1PHz8FPmoidgDElMRHylz9oEz9B7KEZ0oI8rKuDhxVYxcTwSjDCEltI6VSD4+xGShQvLWZXTetYZUNEoyFiUWrvqGFEplKy2o8ymVyU/lOPXYUfrPDVFsS1I2rMJ5xXKFSrlirbNyhdjRUeJHRgiNZz2L24yG2Prr38ezU9OcmZqByZmaebbO31inhILrNyzjyKnhqkgkVbGg2qn3mGo76OtqYWwqw1MHzzQ4kX2IYWU9jEZCREMhouEQrU1JJmesvD7pRIyO5hSxqEWgY5GwNZemRUALhTK5fIlc3lIIJyNhetqbmMsWyOWL1edTVccsCjpaU0zYScH8Yld7S8pKGCawemUnX3tov3WcrXcSzV/NOb6+B3ZVXvXWK1NuJsKGvj1+guXJP2v7JjXIGdtI57MJuBpo8el8mrECTL/roeIRZu7dTPM3DtLylQPMfO8GCms7GHl1H80HJkmdnCV5eo7pba3MbG5mYksCrlLEJ8okRsokz5dI95fIdYWYWxEh2x2iuSfFxHgZo6jYdeQc3/PGNUTmTGZyeTqakwzNzhLOVYiPlkn3l4nOmgzKALHWCMUNSVLrWule2kRbPEFzPEbECHH+wROcu/8Ukc4kN//S7RwpzHF2bIpcrkQ2X6RgR077I8yNqRypZ84SPTXBuHPNAqo5TiRkEKmYiMJKtDWexShVKHekyG1bipmOYhTKVFIxykubiSxvJ57NkH+BnsEvNF9NPBomv8Cqp0pViayj7A2HQhw7N8ah0xoBRNOX2JyyiOWTlIxHScYirFvRRbFksm5FF6lklGQ8ihhCoVhmZjbHTCbP9EyOyZkcXR1pxiaDxamu9jRjE3OEQga9XS3sPuD1wm5uSjA7HWwlu9zQiPPZCHwfVliYrveZBd77Eo7pZYXL+Ri6hwbBYldFYSDVPCwCKhFj9nVbSD10hOZvHWXqB7ZS7k4xs7WDzJpmmvdP0LZrktTpDJPXt1PoipHvjJDvjDC1wSTdXyLVX6Jrp71g4jmWV6xSxf2Joyx95xtZ9mSBwceOEsUbVBfqjNF5UzfX37aW5uYke84OMpHJMZ3Jc254itnxLM1PDpMYyJHtSzK5o5OOQoaZTIGB8Rm7UKJyUrJA2SQ6ME14LEN4eJZI/xSEDfLblrLpzs0MnB1l5ty4ndFPWRUqBYy5IsVV7RTWd1PpaXIV1tVJhnyhRDwSAeUNIIX6SuZGqSn0tmLHSlU3aW9mbZsA8UiEQr5s3dMgY5NfwauJQxjQ2pRgOqMFxfraOeKrUpAvlCnky0wqxZLOZk6dHePc4KTbnygr4XtTKk5LU5yu9jTrV3Vzw9aVnDw7SldbE6PjswyNzzCbKSAKetrT7DpwjvUrLWVzJlu0p9vmXMTH7WhpWHWlMhXlsdLVGBGqxteFKZA1bsmDBr4/jXQ+XwS+KCK3KKWenP/sVyD8LL/uiu64oethF3Y1SQcGChOBaITMPRtp/t/dNH/zCLN3r6Xc14KKhZnc0U1uKEvL3gl67h+i2BpldmOzFZoQNphbEWNuWZTodIXInEmqJBTKFcpJg3JCmMzm6HjDCk6dHeO6viVMzmVpbUthtkcYqxQ4NzXHsWf3c/emNdy/57jt1atIns3QuXsSo1Bhamsb2TXNCMLoxBzLO1o4VR7TFNQQOzpK6vFTGDYXVGmKkb96Cfmrl6BSMUrdTbR3pBjpsNJA1HXkc+bSN7eFfJlENLIgwhNkTXO4sny+5L1v4OlTGQ2scUA8FmZ8KmPpUjyd+P7b/boijL29NZ3gxMCYfa7qGqlxYKxeDoZpKcoPHh2s6mJsIlXMlRnPzzGmKY6bU3G+8sA+OtrSdHekufna1aQSMYZGplmypI0HnzrGG+7Zypn+ca8FUsHsbN51hgR7TWtjq47ZGqeeAMxzL4L0746lSze9O2KVlgNa1wW9oPAKYJeIvB9LBHPFrcsgmdhlBRWPMPPaq2h68CitXzlIcVkL2RtXUOxtIrcsRW5JguTZOdInZul4eoy258fJLU2SWZMm3xOn2B6m0AFGPMZMoWrlODU5xavuvIo1E9Ns6u3kn7/zHDunBiFjLbDIdInwXJmZufO07xwnlCkTHS8QKpoU26KM3dZNuSXmPkQj03Ncb9e9AqBUIfX0WRIHhij1NjG3rY9SbzNo6UpFweRszs1fczHIFUskYi88xae5kLdwAyRjEfoLCxO7gtDalGBydmEWKwciEI9F3JCIRmhrTjI9k6NcNhkenWF4bIa9R89jGMJVq3voaEly712b2b55GYePDtUcX5kn8PZywkKIz6eBw8BrgQ9jlc459FIO6mWFw9UYSmPXcRVpShMh3O2uolAw7IfBRFBtaWbetJ3YkSHi+wdp+cI+ctf0kbl+GSoWIreymeyqJqJjeZLnMiQGsqTOZDDDQrEjRqk5QlNXGrNctN5QAjufPMY9OzbxT19/irENy5GSlSIjlC3TumuC5DnLae0Uw6SiBqVUmPySBPklSfJLkyBW2IbrKFkoEzYMwiaED4+QfO4coUyR3JYl5G5YabW350V39pucznLN2qU1DoCiKUv17TpEWY6KHS2p2pimGi7Gz5J4+0nGooF+OaqeqOQci9VvIhohn7PyEbm7fdfg8Tc1tDZYcV3FQjkgtUjt+a3fitaWJBMz2cbzZO/r627h/PC0V6QDqFjVS7/1yEEmpjN88Cfv4f/919P2vFTnrLUlydxcoarAdva7Y/OeeMHpUgEMZaVL1ff7wzr09oEXWsVCiM86pdRbReTNSqn7ROQzWGksXhFw2EKlquEGCoVo7KTj/WvH6WqlYKur1qjYIpgRonB1H4WNPSSfPk1y1wCxE2PM3b6G0rJWlAGl9gTT7Qmmt5rER3LERvJEJgukTs3BsVk6tPE9dfIR3n3/LXR8/hSnu4ZpW95KfnSK5NkMUlbMbGqh0JNgydJ2ela088wxK++MqKoFT0xvytCBo0O0f34vajxDuTPFzJ3rKfc2106ORmDy+RLJWKSGeHiCJBswJbl8iWRXJPABCDqnc956sUc1RDCgKw+RstslYxGyDucTNAxdZPHtT0Rt7iVArPTkinaOt+dlSWczwyMzNXPlzINC3HvV19vKk8+e8Oi4nHbLlrTx2LPH6eloxjAM9h8eqJ6/DvHTPanr5t4BWzcUsM+Xz8cDPVfzRcR4LYT4OLzilIhswcrns2pBvV9B8LxxVbUCpBXMp8vJ2koTqK40wXDMlgpUKEzu1nUU13SSfOoULV87RGF1O3O3rUalovZphEJPkkJP0uV02uNxpibnwFQYFcWIgolMnk1v2sa+r+9nrv8cKUModsaZ2dJGOW31NVTIs6OtlefK59y+dRd6KZlEzk8TOTvFyZPPIQIz92ygtKIdsQlvXZOs/aDkckWSkTC5Qkl7YxL4EPuVxZlc0co1rPXpjK3azrfN/5ADxWIDwuHrmwAzc9gwqJRNL7HymevrzUNHa8rLwejXEPDdyZ+8tLuFZ/aeqZljR//icFHhsEEiGmYuW/BwZWJantmxUJjsbJF7f2Azu/adtfQ02jWgIJMtWOetVO+9B25EOl6CoRMSf0SvJyBYVYmLle3MvdaF1OrSsRDi8092VPvvAF8C0sDvLqj3RVBe2sr0W7YT33+exO5+2gamKazrpLSkmUo6Srkr5dGvlERZ3sZU83Q/c2qA7337zTxQmuS1123gqaNnmXLSjtptSuUK+VKZpkSM2ZzmGVsxie8fJvl8P0a+jDKE0qp2drznbu4/dd7jmj8fxqYzdLamOKenD10gcvkSydjCvaTroRxkUXmZ0NmaYmw6M39DDSLQlIozMze/+buvp5Xzw9OB+5b3tbmWsltuWMu///fTge1KpUrg9ssRC0km9kn766PAGgAR+cGXclAvKxwOp+Jj3UV7vUn1leymq/S0IYDv1xQPhkF+2zKKKztIPH+W+NFREgetAk0qbFBY10nu6l4qnSk62uLMzeU9nMtXnzrIX/70G5GK4uT5CdZ1d7Dz+ECNDuH0+XHW9rSz5+QggkIKZZq/fpjI8CylJc1ktiyl1NuChAyalrQTPzVM0azUiDDWpSpP3wDjkxm6WtL0D04Fswd1RH1RCiVWjfJGIlfjoFVrKpOJaLBoFsRJ+cYWj4XJF0o1nIv+3XMbfdfQ1ZLiVP+4K2bp1xI4dhG62tOMTM5VdUSq2l+VQ7Pu9aql7Rw8Nugdj/1yWb2ik+f2n6GlNcHSnhYe/s5hLxcDoBRtzQmyM3nN9K+85/QPMSDA1K1SYX/3IMDp8GJxsVXl/xrL8/nKhn9eA2RVv/LZKKuq16ahiWBoi0lPTCYKZYIKCaQTZO/eSKZiEprNY8wViJydIHZsjPjhEUq9zZR3rMJoj6Fi1Vuz5/h5QobB1X3dHDs/zptu2cyuw/3VQZYrJPcOMvT5vbSkEzSJwmyOET01gTFbYPbu9ZTWdFav2YT+kWmWd7VycmDco5D0XLdvnkbH59iwrMsrDvkIji46+csVm6blJ1XXYjXPmnZMyP7whbqBoXozE9LxGHPZYq3eCu3B1EUwn/TRkooz7aS5qDNWyy+sOp/Le9voPz9ZrftehwCEQgZtLUnX5K4HPEdiEZLxKNOTOd725hs4enKEoqekTlWnF/hO0H17NEKFtrZrdDv6OF0dJ94Xbj3FtL6vAaG6WOKzMI3SIoIRNqi0Jam0JymtaCO3YwXRoyPEDw9T/PJeK4YrbFjexJEQlfYk33nVTt7Yt5SPfGs/w0u66GpJMTo1R+T8DOnHThKazlPqbSKUihE9O4acGqfUlSZz62pKfa01i/Ls0CRbVvdycmA8cIhBmMsWSCcvvlpnJlcklYgymw0OmFwIiqWL95BOJ2PMXeS5U/EomYvIJbSsp5W9hwbmbbdiaRv9tljlx5oVnZy006rcc8cm7n+0vrHZSTJ2JeBiic+lE7xfVCi3RAhiWInKAUJVZ0JlR5lbTcQi5B6WOIAFEO9P681RFcM8SkKAUITi5j4KVy8lPZWnfG4CseOBpFAmNJnlS3/5Zf74f36Nf/2pj3P40ROEklHaDCE0V6DSFGPm3qso9bXS3dfJmnSCnXtPQcS6vYZmaneI0NjkHJ3bk4TwhucEcTy6uDA9m6M1lbDqbemXDzXmZ9fkbb8557IFmlIxt255DRyGo4GrSrHs02kEvfF1xbW2PZ2I2QpZbzt/f9UYp+rxve1NDI/OeJzmgpTl+r1vTsXJ5UuUnDEHzC1Y17tuRTfP7jrtsVo5WLe6i/sfPcyy3lZWLe/gS9/Y6x2/CNihLoVMESn7ZM8gJbPNhdXllAIsXEFxXnWtXU5sV4PCAY1iu/YRTGQE6Knb45UKTZRQJlY9DCy21/UKLZsWYdIXr8eWW/3upjkRECXaPVIe35FqkB6ICJ3rl3CmNVEzvF3AnMDtf/kOvv6fj7EuEuPcmREy2/oorO1EQiGMCpw5P8G1d2zh+eg573oIWNTnx2dY2tXCgFNPq85DLxobPjw6w5KOJmbsulvKR3MDPX2dvECZAk2JOIPM1F9ZWp9+4oFYBEQXh4IennpvxqZkjDMDmRqvZc9tBE9pZQe9Hc2cPD8eqC/y5/x29TTLOjjdP14VofyR5Pb2RDxCNBJiejZXQw872tNkMgUK+SI/9kP38NSzJyk4fkq6CGWjvS1FNlvUShP5CIYzzopp64NqiYyeOtXr0+O6+tdOEJq4uUDepFFKku/Diunyf74P2LCg3hfxouK/H9nDj3z/LRQ29WK8ZjMr3ns3hY09oKUoLVdMBsdnWd7dOm9/J/rHWbOsY952OgZHpuntDPAJWgBmsnmaXoDY9kLR1CA16Xzobk8zMjE7f0MNK5e2c2ZgYt52G9b0cOzkSOC+qzb0cvjYIJFwiLtu3cinP/fUBY3hckZd4qOUOtPo83IO8qWE9aZS1TeEsn9X7I+qftxjVPWt7B5f0b47kc3ux7etUv0YFeV+pKLI50oYZeVp4xz3Pw/uY2lXMxuXdXH09Agbl3VhoI/FErEOnRhiy8pejIr1230z2+N1zjc6OkNXS5qQPxCUanv/9onpLB3NSe9caYpg97t2vPN7di5Pc8qbEMEjpmGVlwmFDSKREJFoiFg0XP1EwihTWakrImGidptwyLCOs7l9fQz6Jx2PkssVA7kld8y+440KpMIRSsUKqqS0+1a9vhplt0Brc4J8sURB11Hpc+IklwdWL+/g1OlRX1oMRTIaprU5ydDwDG987XaGRqY5fkojUs490BTJbuyb86kot7+afD0+DkZM01sCx4Fp2h+7j4pZ/Tj7dGjP0kuhcH5FwCMDm6oaJEeVhdQDpsVxvnJIts+a4ywAMwweeVy08yg859FFDVGQtasbBD0h5UqZB54+yk++4SZ+82NfZmh4irXd7a7S2DHPT09nMRS0JG3rjM8srIs1585PsrK3nVMD415RQpsbUWCIEItaycWUgs1reskXSoSjVs3wSNgiAvr/UNiwCEM4hGEIEhK2rltKa1OtWGndAmU9M3ZyMWsIyr0HSilW9LVxz00btKm15tewE4vZgfYBELZv6gOs/kzTpFxRVibDcoVS2aRcMSlVKtanbNoJxMr0djaTzRdpaopTLJQplsq2hUzrXavAKiasX9HFiVOj6OWTrXbOTbC2r1rewfmhKcqmwjG5O4Rj88alHDo0iJjwA2+4ls9+/pnACiCiqufPzhXqujPo+Xf8ToailDeHjwPtmBo09FR3BlffNvVdTXwuR3S0pMhqddH9+NcvPsVn/++7aEnH2XdskFfftDHQYnXg5BBb1y3hsT2n6vYVChkMjk1zx7VrCRlCIhYlEY+QjEeIRyPEo2HX2dU0FcVSmUKhTDQSYsv6JRw5NUKxUiFfKDObKVAqla0HuFyhUrbSk5Yr1v+Kaem6lFJ84cG99SfAZ952N9vblnQ28/XvHKy7Hwh8KFLJGNlcgW89fti99nDIJpCGEA6HXIIZiYSIRKzkYclEgi1rl3B+dIYbNq8gFgkRi4TtF5F1PfliiXy2RK5QJJcrkc+V2Lx+CV/89h6rUGADx8jNG5byyBNHarZHIyH6lrSxe89Zrt22gtbWJN98YH/9ebPR3p5iYODKsHgtiPiISAJYoZSqnaUrHG4aDalSeKuaQVUR7KTtNDAxMVD20yGGVLkIsxqYWuMLJL7+9NANG04MjqGsOB8RAn1mzo/NsPPwOT7w9rv48Ce+yfh0hhW9bZwdnPRYL84OTnLdpmW0JmPEohHaUgla0nGa03HSyRiGIZTLJtlska72NO0tVva8iakMuXyRXKFEoVi2rXve2LB0IsrtO9ax97DP0VGDRxSxuT9RUCiUiUXDbrnhIH8g97AgkQapIVD+dq49USNCLek405qXccVUVColcJ5Th5joFjv7+DVLO/j6IwdqiZqdpjUeDZGIRkjEoyTjEdas7ARDuGHrSpLxKCFDKFdM5uYKzM7mmJnJMz2dJR4JMzeXJzNXrAmTuHrjUo4cHcQ0Fe/7qbv5/P8+h1k2vfPtL1SorGu3RCz/vFXnyjrWrFUy2xy9J3i0gYVL/BH0L3Z4hYi8EfgLIAqsFpFrsPI6v2lBZ7hSoMXDAB7TqVuutqIwMFHKeetRXQyGVIkXWlyViUWInIxdQlXsUl4CgyiK+ZL1MIGXrXbGZcJffeoh/v1PfpyPf+5xdh/s59U3b+TcwCQhhM6ONL0dzXR3pOlpb+Jdb7yRnQfPMT2bY3B8hqOnR5jLFDyOfmfOT9DWnOTEmdEaac9d69pYMpmim1q0WPG6hgfn91Huwz01m6MtnWB4bLY6vyr42KAUoGWn8oTPLF/Pw9h5EFqbEkxP57yERT9GtPujoastbaU0tQlwdV1YX0ylyOZL5LIlwEqvuqavky99cw/T01k3YDQUMmhKWcS/pTnB0q5mbr1pLWfOTXDXbRsYGZtleGSGickM8WiYFcva+co39nD7zevo6mziM5990hvLVeeaC4WSXRZJJx515gZVzedT8eo1PeoI/zblvKR9aoog4vMCdT5/ANwIPGz1pXaLyKoFHHdlwJ3k6kqXCq6pXWmvWUEsM7zG7YjWjQpr3I3bvyVDuxHzemY58amNRMjMFiwFogQ/yIJwfniaR3ee4Fd+/B5+7SNfolgq8/bXXUexWGFkfJahsRmeHhjn/qeO8P2v2saug/2WItIZjycgUTh9bpztr+5j94GzVRFB1Xmg7XEPDE3R19vK6f6qrkhJzbPrbncwPZujtTnB8Hit5WheT2VFTRpWJ4p8PrGrtTnJibOjta4Bdr/6GHSsXNLG2QHNQ9m9JuU9xv7ZlI4TMoTp6az1cjEsAlmpmExNZ5meynAO6O5oIhIK8cjjR2hpTtLdmWbrpqW0tSRpaU6w90A/qqL4uZ+8m0//+xNUSl6uR9fz6L5HWX8MmapyKNKAkNSa5OvreTwcj146J+iYBsnEFlL9o6yUml5Au0W8CGhrDlbG+vGRf3uIHVtX8qOvv4FKRREOh/jiQ/t47PmTHD87xkwmj1Kw5+gA12zqa9iXqRSnB8ZZu6KrYTsdZ/onWNXXvuD2DiZnsrQ1JS/4OAepi0xI1tqcYGrmwpKAASzrbaN/aHLB7bdsWMKBo+fnbXfd9pXs2nsWpawqo0ePD/Po40d5+NHDmKait7uFn3vvqwiHQ/zvF3cu+PwtrRc/ty83FkJ89ovIjwIhEVkvIn8LPPESj+vSwzYrOs5YOlvpmt9N78coWx//dq95vWqu9Xu8iqmsipy2ad0xlRuaud2pcjE9keX+J4/w5ru2cP9jh9m1/xzb1y2tMXufOjdOd2sT6VSsmp9Y80B13liHjg+xeU2va2nxezrr14Oygkxbm5OWmX4+uOeykpK1Nc/zgEj1owz7Y/8Ww1FMOOOyf0r1E4RYJEyxWPaa383qPNW6R1iiWiZXoByQHbDGpQArH3NPexP9ZyeRMoHrAdMiaHOzeZs7Uq5IJwpuuH419z90kPsfOsD33budT3zyYYvbrhmjcucAE0tsKitCSqprVbNWutativURv5ilQ6mqKd1nMvdwT43ivObbzsKIz89jpVAtAJ8BprFquL8y4NwM03S/64sBqPo3ODcwAB5iU9b9hHz7TNx9Rkn72L49pXzF/u592IP8Vv7mXx+ksz3Nbdeu5vDxIZb3trp+NKKq53lu7xlu2rxS8/mpXqPTtpAvMToxx8qlFjfTSPxx/KIGhiZZ1tvqJViBn6qYmS+WicXDHmLhIRx+9wXTS2DKZmXeIFKduIqCZDTi9X+x+w4kVtrtXb2sk1Nnx+0Xge+FUtHvsfW5el0vh44Pev3CfHMREuG6rSvYtedM9V7a/SzvbaVSqDA8NM17fuwOxsZmeejBgx5fNLdvBX7/M5SiVChbL013nF7CWT1eVZXO9ZKEOW1cfyKfD5Dbh+Pzo2o/DbAQ4rNRKfXbSqkd9ud3lFJXRm2OKxCzC8j74iCbL/HR+x7iN376NUQjIZ7ec5pbrl1d025wdBrDEHq7Gnsm7z08wNZNSxd8/pNnxli7onPB7R3kCxefz/liSu+0t9q1ri4QK5a2cfb8/B7KYCX7WrmsgxOnRxu227S+l7P9E2SzXnN4OGxw7bUreea5k6xc3s5b3nw9f/jHX7zgMc9dYH7pS4mFEJ+/EpHDIvKHInL1Sz6ilxOOedE/CwHezGIr7sRmb6Vsc0nam6OGw9G4HPejeQT734qiFK1NcVtJqH38b1ztHF99cD9nByb4jfe+hpHRWeZm82xY3ul9Q4nw9N7T3LRtpesRLYqagm6ZTIGpqSwreto0z2z/29XusgKT4xmaUnGiWjK0ILjKUfs6JyazdLSlqop7n5inc0F+7sQlWtp+D3cZ8LLt8BMfHwfpESttcbq7LcXMTI5yycSJwfOnXHG5MgVb1i3hyNEhVNH0iEP6GkjGIqxf3c2BA/3WeR3RXsF116zi8KFB8rkSv/fb38+Xv7qLEyd9hEwfp8OlO5y6Pb/NzcmqM6EzH5oXsn4d1rgqSKXi4XBq7p8rMpoN27kwTSiXrY9jnQzAvMRHKfUq4G5gFCur4T4R+Z35jrtS4CwMdJbWpHailbJM5D6LQ5U9JZiF9T14Okts+AlTBcJi1IhdHp2RFirhPES//5GvcNsNa7l5+yqe23OGLeuXko5GPfqBudk8Z/sn2Lp+qZcwav0pgd0H+7nm6mU1+gB30frElNNnrPiwGqLbYG2OTs/R2ZqyJ7FW5PIQI58oZhiGt2/32Fo9loOOthTjk5laPY0mhvmJy/pV3Rw7OVKrzyvj6nOc42PhMCuXdXDshLeQoB83Xb+anc+fplKquIRBFPR2NdPSFOf40SHe/c7biMfCfPIfH8QomzUiXlVNoGoJqFKEQ74bZJqBImJtCIXyhky48yveZ0BvV67U1Q0tJLxiQbXulVJDSqm/AX4W2A383kKOW8SFo1z2U6/5MTGV5WP3Pcxvve9ewiHhqV2nuGPHupp2ew8PsKqvneZ0/YKzmWyRkbFZ1q5cmOXr+OkR1q3qnr+hhrHJDJ2t6Qs6xoHpjyNaAFqaEkxfgDgSChl0dzYz2MDTXMf2zcvYf/i8W4c9CMv72kHBwPlJz/ZIJMSNO9bw5JPHWbmyg7e+9SY+9KEvYM6jL6mHykWsn0uFeYmPiFwlIn8gIvuBj2FZupa95CN7uaBzLvW8OV2Fm8N+Klcppyv2ghSDfuWgzobrbz/nXDMz2aoy2Hmj1Sg7LS5IV1h/5Vt7OdM/zm++716GRmYYn5xj+8Y+Tz+mqXji+ZPcvmOde+f91h+wuJ8tG5cSMoyqCKifW1vf2aIVVtDRnqpyRgFKXJ1bmcnkqwRQ4RGh6n4Mq02uUHKtX7ojaJDyWFTVygXeNn5rpcvZVCxF8+lzY1D2Krzd47Q1kk7F6Ols4qTNJbn3y7lnZZN4OMR121bwzNMn3Ll2FNi33bSOffvOkc0W+L3fewtf+uJOThwb9nLSyrfWdIWwrQh2VAKzkxmvscLvxewGiVJ3rVf7M2u9mP0I5KJMOyavMQFdCOfzr8Ak8Bql1F1KqX9QSgXH/1/B0K1dolsB9Ll3WFi/lcEPXV+i6RGCTfBVltgoK1risap51l3EAWOBmof89//qK+zYtpI3v3obu/adZVlvGz0dTR5T8vh4hqGRabZv8BKmqgezolgocfzUiKt8ViFqiYpDGE04fHyYTWt6fQ+HV3zyhltANm9lNawRY+dBPBquXnsAwdFFMCWWM9+I7dDoHU+VUPpF2U1rejh6bNirY3GtmLo+TnHT9lXsfP60Nh/Vi3DOdcuNa9mz52yNxW3T+l5KhRJnTozyK7/0ekTgn//pIU8kutdM32C73We6KeElTH7xx15HbvS69iJ159AQ92Md4xAsn0jl6HQqFa+YNQ/RcbAQnc/NSqmPKqXm95xaxAtGZB7lbSNMTWf5rT/9Iu9/991cta6XR54+yi3XrSEZ91qWdh/sZ9mSNjrb64s+h44PsWJpO02p+fPvnB+aorM9TSy68DjlkYlZutsuXPQKhS5sfro70oyOz83f0EZXh5W8K5ebv7po35JWKqbJ0MhM3Tbr1vZQKlU4e9Yb/NvZ2cSatd08/fQJ3vjm67jtjg382i99pmEQ6kLwQtbPy41GmQw/p5T64YCMhgIopdS2l3x0LycCcps425Vp7zOw2VK7kancOC2l1ToSEzfI1D1Oh8NloFVJtbe7i89U1cKFqtqbqslV6uyw3uR79p7jk5/+Dn/yG2/hx3/5Pp7efZq7b97INx854OokTFPx6NPH+J5bN/K1Rw66Yok+NlVWPLPzNLdcu4Zv+3MGq9rvh08MsWl9DwdPjBANhwhHQkQjVnqNcDhEKGIQioasaPKwQXtTiqvXLKGrrQkjJIQMOyVGyEAM7FQZVo4e50JFwZpl7bz6po0orNQYjshsmspKyaEUylSYpqJSMblhywqe33+WpnQc006bUS6bVMplKmUrAr+cr1AulSmVKmzZsJQDhwaqHIz4rtl+q4dCBjdcs4r7HzpYNTw4I7XvYVtzkqvW9/LNb+6tGh2ARCLKLTet5aEHD7L56j5++mfv4Td/9bOMj815RPCa9eJwKs559LZ2e7NcqXLv/n5MGjoWBopYOsfjh+Fb2LZlS2n9BGWFdNDoVfUB+//3NWhz5cNnkq7ZppTrVatMsaPUHWJUJTBWeZg6Hp+atVGEavSwFS3m/AAF05MZa6EaWuFC/VxKoWWB9t5cW7f031/eyYa1PXzkd9/Ke3/53ziVHuX2G9by6FPHcELV5mbz7Nl3jruuX8v9TxyunReB0fFZTFNxw/aVjE3MkYhHiMciJGIR4rEwsZiV/lMhGIaw9ao++nrOUCiWKTo5csoVyqZJsVKhjKJcMSmUysydH6evt5Vzo1OYpolp2kRDKUyUZXARZT9Xyp2fJZ3NPL3vtD2XDuF2EolZUeYhMTAEIiGDfKHEyPgchiFEDIvwxaNhwuEEEcMgEjGIGFb6jOZ0nI3re119lAKKxTKFYpl8vkQhVySfK5HLFVm3tpuzp0fJz+UxTF2XZB0YiYS4/bb1PP7YUY8RIRISXnX3Jp555gTJWIQPf/iH+MTfP8CBvf32C0i599GFvQ5qxFKnjcYtTU9kawmM6wricxLUxK15dTvuMabXfK6t+UAdTwNTe13io5SyCwjxPqXUr+v7RORPgV+vPeoVCucGKYXCcFeB1JlXpVl9Hd2D/pZy+RidQ7b3p1Kxag5erYSLQ4iE6sJUIU0RY3hv/J999Ov83Z+/gw//2pv4rT/6Ai3Xx7n+6hXsPHjWbXOmf4KuzibuvGEd585P0tqcoLkpQVM6TjhkYFZMisUyt9+4jieeOc70TI6x2VkKhRK5fIlisUyxVHGJ7qmzY+QrZQ4fH6oxy1thEg6XaA376jW9jE/OecrA6Cb3Gr8aZeUEmskVqt7ZQa4N9r6e9jTHTo9w2k6UVqM41spJA9y6Yy3P7jpN/8Ck3Qai0bBLaJPRMIlYhNUrO7lqwxKOHBni++7djhhCsVBhbi7PzHSW6aksW7Ys48Dec0xPVHNGC4o77tzMkYPnmR7N8I///JN855HDfPkL3tgtP+EJ5oaUN8+y/UknwuSmfF7NOhdk+voIIhj69iCiVOclfaFYiJD+vdQSmtcFbFvEi4DYRXr++lExFb/y+//Fpz72Hn7xZ17NRz75AHfdsoHN63uZmMyybImljI6EQ6xY1kEqGePw8SHO9E8wO5enXDbdh+DAkfNctWGJVV2hAQ4dG+TeV2/h6MlhFqK6GBqbobezmbN1SsYEIRJeuE5jaXcLgw30MTpSyShtbSmeeOaEZ3uxWLbE0tk8YirChrBhQy/3/fvjZGarVTgi4RDNzQlamuLcfPM60uk4kXCI9et7GR6cZqB/go2bljA2NsuZ06P8xV//GNPTWf7mL76+4OtZCKIv0vp5OdBI5/NzwPuAtSKip55r4pUSWKqoUvaQob0hNIezUMDb13mw/EGVDndi6DofW0zSdQKNOFznoVd4xLPAXBWmcreLKTWxUXOzBd7/K//OP33knRSKZR569BDf/33XcfT4EM/uPsP+fecolE0ikRCvfdVmstkiU5OWJ7BQ5TwGBqdYtrSNq9b3cujYUHXunOuxfxRLFc70j7NhdQ+HTwxV9UcBwafKgP7RaVYsbeOMHjXusX4pz3ncawaPmb2elWxJdwuHTwzbffn69WH71cvZu7/fwzn59Tii4KYdazl8aJDsdLUqKALlYpmJsVk6WpOMDs/w+f+wyhkn4hF6l7Tw5u+/nkQiyhf/51n++E/fRioV5QM/ex+m40HeSLTSLVUNrgHT4pBr8vK4x2vfNbN6IOpxRDq0fElKqaqIJQtyH2xo7foMVrWKL+KtXnG9UuodC+r9SoDjGVtPXxNkQnTM3mUT3RPaNeU6fj8V29Ve93DW71/ADZ6YyFTNoXYYh+MNbfg8kvWgRCmb7n7dy3hkZIb3/9q/84bv3cq73n4bH/n4t8lmi0RChivulMoVHnzsCLdcv4aWpkS1f9cfCZ57/jRrVnXT0ZryXovneuDAkUE2re0lHPYtLaWZrW0RaGR0hiXtzZ4x66EMSjSTr3175nK+ml+OuV2bE5QiEjII2Toft6nmIuFmFVDQ3BSntTnJuf4JT6iGdUyVIKxZ3UU4HOL48WFXL6O7USzva2Ptqi4ee+Qwjl9OPlOgvSXFof393PeJh/nwH7+Vru4mfunn7qOQKVRDdnT/nUahDrr53NTWn+0CMjU6612verJ3X38efyH9nI0SwutmdR2msoiOQ3iUaX0a6JIaVa+YVkqdBj4KTGhVK0oiclPdHhfxgpBKRV/0PvvPT/GB3/os12xdzk+8/Xbuf/QQG9b2sHZV1Ys5myvyyBNHuOu2jaQDzOsVU/GdJ49y203riDYwqZfKFY6eHGbLhvkDVCumshKzX0A5nVh0YWLF0p4WBkemF9T2hu2r2Ln7TMM2ra1JNl+1lCefOh64v7e3hW3bVvDQg4eoaA/c9TvWEI2Fee7pE/z+H/8QyXScD/zsfTWBpS8WkulLV5roQrEQ/ugfAN1RImNvewVAe3tUvG8bPc7L5QDm7U65HBCG1FjDqn2qqsOY40lqv4XisUjNm0WvaFBTeE4XE+o4oYkJJ06N8d5fvI9777man/+pe7j/oUOsXdHF5nW9Loc1PZ3j8aePcc+dV5FOxbx9AzOzeXbtO8ddt27wSpwOp2YrcY8cHWLlkg6S8ajGIeDhlBxv47PDk6xY2obuxBiYQsJGJBzyOE26nJdP5HRqpNdwZ3jHsaSnBYDhsZka0da577FQiDtv2cBj3zlCuVB2x+Y4pXZ3NnP99at58P4DFAtWGlwDuPnW9RgCu545wZ999MdobU3y02/7e7KT2Wq6Ff/YNE5WyiZSqlS/+zgdd94rVW4oHg8gzkGcUhD3onNJlQCuRfNcVvbxqmJ6TOvW+XRu6yI4H/0eKM2GppQyeSVWvdCIAlRZf089r4p1A536RtUgVPt4J/BPD+bzERzvOb0/9fw6/qDVqnilMComRsUbMGg4i1kPQvSEgcBA/xQ/84uf5vab1/Ph33ozjzxxhJ6OJq7ftsIlDuMTGZ545jj33HEV6VTUFR+cPvvPjjMyPMNN160JfniwfG527j3DTdeu8lyrfl0O8Tg3YJXu8RCSoNujeSQ74RZOyIWfsIlAl13krxo6Utt5CNixbSXPPH/KExKhR4QbItx95yZ27z7D9LQvPkyEniWt7LhxDQ9964BVqti0EsLddfdVZGdznDgyyN984j1EIyE++N5/JTtXsO5p2fR+HO96P6HwRa97CL2pEaRypRro6XwvV2pEKE+en3oWKl3M8gVXi25ad4hLAwLTSP+zEOJzUkR+QUQi9ucDwMkFHLeIi8DkBXjjXgyGR2b4iff9Kx3taf7xr97JgUPnMQyDu27bQMiuqz02PsfjT1kcUGtLbdbBvQf6iUQMrm6Q+2dgaApB6OttbTieTK5IOGQs2Ds6k61T511DT0czoxNz81p/r960lLP948zN1e/z1lvWc65/gv7+iZp9y5a1c/0Nq3ng/v3kcpYYFU9E+N57t9J/dpxSscI/3PfTnDo+wgd/5lPkF+A1/UIxOXphVVUvJRZCfH4WuBUYAPqBm4CffikHdUngU9LVq97oz6Pi5gPS5RCz2p8no6HCo4z2pGi1P/FYxHor1QkidPsP8lZV3o8nU57DupdN5mZy/J8Pfpqjx4f5xN++i1KhxNDgFPe+ajOpmJWKY2J8jkceO8Kdt22gu7tZU/xaFo4nnjrOkt4W1q7q1K4Nj7j31M6T7Ni2kkgo5B2rz/p15vwEq+wMih5OSj/EVto7YpcfOhe2elkHp/rHfMGpUp0X01Iyr1zewb7DA97jzeq9uuG6VRRyRQ4fGKjGdtlzuH51N1u29PHAN/ZRyBTBVHS0p3j1a7ayZ+dp1m/o5U8++g7++9+f5M/+4H+tsjf+++iOXXnXm75udE67VAnOv6NZseLJqHc91/vu/5i+selGGDt+q8aJUOnXpHFBStWoHYKwkNiuEaXU25RS3UqpHqXUj74SA0trUGehgKYP8svmPv0EUF0knuO9ix1Nv5FMRNxz6MGKgdHzZZ2o+PQ8Hj1RrW6oUjb50z//Kv/vs0/wfz/8Q2zZ3Mdzu8/w6ldtprenBVEwO5HlwfsPcOP2laxd3oFRqc6HqigeefQwG9b2sHJ5e1XX5UyfCLlciQNHBrlx+ypfZLxXH3Xy3DhrlnW64pM/klyft2g47JnDmjYolna1MDg87Vr8rE9V1DOU4vYda3nymZOYZe+4nTFs37aCWCTMzmdP1tzTa65bybJl7dz/9X0U7WDR9et7uOnmtXznwYP88I/ews/8/Kv58K//J5//f094LVK6OK6LTe6LT7n5pQKJh/aiqsmlY5okEhFb7Lc/5Yrnew2B0QNLg87pE9uUX4UQlEfJ9LWpg4XU7dqApWDuUUptEZFtwJuUUn8037GLuPzxP/+7kxOnRvnD33sL27Yu52/+8QFuuG4VI11N7N19lmy2yDfv38+dd2yivS3Fzj1n3PVZLps88PAhvudVmwE4c65WNDl+aoQVfW2s6GvnzJB3fzhkEI6EUEqRjEfo624hVyq7cV4SEsQQt2qqgdCcitPX3QJg1R5TFiFUFSueq7eziamZLIl4lErZtD4+hej2q5dzfmia8YlgEXf79hU0peM88Zi3RmYkEuK229czO5PnkYcOokxr2023rsOsmOzddZY//PO30dqa5Od+/BMM257SiwiGzJdzQ0QeAX4V+LhS6lp7236l1JaXYXwvKVriveqWFT9e3eAEyvmd4hz2Ubz/VUhq2wLKMGp5ynpVHrRKmQCpdIzsbMH6rbGtrqOeBPel/NsNvM59ASELbpiGIXR0pPmd33oTS5e08td/9y2ymSJLelp4/MljzM1YeaW3b1tBV08Tjz5xzPWfEWWlubj3e7cyNDLN8PgsiXiUaCJMPBYhFguTTMa5dusyDp8ctqqg2hJQuWJSViYl06Sn3fK2PnFujIptValgExfAqdn+qh3refjZYxZxsnXQBoJhGBiGcO2mZZzpHydfKBEyrFrx4ZDhclQtTQmW9bawa99ZCoUKhUKZQr5IIWuVOl6/ttvi6h45hFkyXce+lpYkt9+xgUP7+zl1chRMRXd3Ezfdso4Du89x7Y7VvPOn7uI7Dx3iH/7i63b6DE1MduZbf960/d6QCjOYa/Afa//WlemppjiZ2XxgO5crcdeIVH9rqVZRiiC/N5frUaZnuzUIzZHWE8JhMrZmN88991zNol2Ili+plHpGvAv+wrN4X+6oRxyM2pswX8kQS3bXCEeoTnsPIbD+RyNhstixS7p532lgOB51dndOcKXP1KwU1aBVqHpq+4kSVnfjY3N88Jc/w/e94Rp+51ffyFPPnOC+f3uMV92xiePHhzly+Dz7955l85ZlvPvtt9A/OIVZUUTCBuWKyfRMjq1bltE9OsP+gwNMzeasGub5EsVyhWd2neSG61bzjYcPWMTFIbq21SoUMnjT92zjsedPVAPI/bdEYOPKLp49eNadAj0JWjIeoS0d5ysP7nevy42rMhXpWJRX33kVf/PlnVTKJvFImFg0TDwaJhmPcNut6zGAgf5J7n3tNgwRivkyqVSMtrYUD91/gDOnRgiHDK69YRWtrSkO7jvHL/z661nS18aHf/0/2f3sqVpPZOee+9w1PCWJdeieyJ775CU+LtHRzhGJGF5R308UPEQu4Ny+c+nMiYhYFsagmEbdrL5AD+eFEJ8xEVmLfbtF5IeAwcaHXDmovjUUKuR4Z2qU36RWcebeTC+n4VU62zfCMHzHaByHWOd1j8eKMZryW7w8/foWsHOfFZ7wCn9Ih/tEGz6iZFSPQeCrX97F008e47d+68385Z+9nY//04N09zTz2tdsZXBwijPnxnn8yeNsWNfD4Og0z+485Yo1Dz96iJtvWUdPdwtPPXfSkwp0tDDL8RPD3LljHQ89dbTKGbo6TZPB4SlW9rZz2hbPXBO6hlgk4tUHubdPsWlND0e0PMq6LiccNnjVbRt56tkTZDOWZapoW5/i0TB337qRXbvOuMplZ/sdt28gly1y9OAAfX1t3HHHBto6UnzngYN0dqZ5/y+9i8cfOsxvve/TblXYmjrnOuejw1kjdhYD97tPT+ghMkFrzJ0LRSodZ2pYi2czqK970bkdHeJbO477iTuxjoRAleCgcVWGWXNsEBZCfN4P/BOwSUQGgFPAjy3guEVcoRizuaDXv24bv/iB15LPl/jkPz8MYqCU4vjxYQ7sH2DTxiW8/t5tPPPcKYaHp1EKnnj6BJs3LeU191zNI48fdU3QAEdPjtDclOCG7St5dv/ZmvMeOD7InTvWu8TnQhAKGaxc2s6X799bs88whFfdspFDR84zMuY1Rbe3pbjj5vU8//xpBgYmXTq8Zm03mzf1sXvnKQb6J2lKx+juaeH0qVHEEH77j36IUrHCh37tc+x5zsvtLGJhmFfn4zYUSQGGUurKcSSYBy2xXnXr8ncCVM3IDnz6HauR/eYJ1bKVNXoeZzHW0QtBgPhjQLopztxs3ruYda5qngqhrqhi+Eq96OksdIhUA1gDUlik03F++3fezHXXr+LAgQH+47+epquziVOnRjl0eJBELMxNN62lUCjx3K4z5EqWRN7T08yNO9ayc9dpBganPFzZ7bduYGouy95DA16RFLjr5vUcOj3M0OgMTjoSazDWvx+59zr+8+vPa2O0/m9Z24thCPsOn/dwRgaKu27ewNjoHAcP2mZ1W9zYtL6XdWu6eezRI8zYepLWpjg33bCGmekcu547RUiErduX09HZTD5X4p0/cTtL+9r42hef5+N/9U3K5YpXZ+PXy5jUSexVR/8DCwv29FvAbKSbE8xNZ4NVA0G6HCcBmE+80i1YSj+PGZzLR+9LH5NSivH1ewN1PnWJj4j8mFLq/4nILwXsVsAE8CWl1BWr0m+J9apb++wYWW3ClU5c/CyoYXiJj6swriUk/n6thg2IvQgtrUmmbE/aqngmXsLWiABJHSJj1Bmn+I4JVdu5D5QJPUua+eVffQNbty7n+V1n+PrXd9PWmuLosWGOHR1i6dJWrrlmJafOjHHw0HnKyiSeiHLbLeuYzRbYues0ZUfnEYI7b9/I5FSW3Uf6Pcr05uYEt12/hq89fKA6PmdsIrz99dfz2a8+5xWpQgZvvGcrX35wHxW7zhb2pdyxYz1TM1n27ut3xZdkLMptO9aQmc3z3M7Tlv4nHmH7tuW0tybZ+dRJ5ubyXL25j6VLWsnlirzlh29kzdoeHvrWPv7hr79peSrb1+PR6/h0KjX7dAVv0O3zhfnUKIl1BKyllvYU0xOZ4Hb6OR11gEYYVQAxE22tK6WsvM1+pbXvGJQWcmGajG/cf8EKZ7uwEk119q8Gfg64uUEfi7hApJsTLvG5nDA8PMOv/cpnWb2um1/6pdfzm7/xJg4dGkCh2LC+h9Onx7j//v2sWtPNG16/nSPHhzh2YpgHHj7EunU9vP4129i55ywD5ydRCh558ii337iOG69ZxdN7zrjnmZ7NMT2bY2VfO2cGasWvWEDs0rZNfRw+MWzlILK3hcMG99y8gcHhafYfOe/S2A1re9m0rpfnnjvJ0MAU0WiYbVuWs6yvjX0H+jm4f4CrNy6hp7eZZCLGPd9zNStWd/LME8f4g1/5TyZeYg/0F4p0S7KW+FymWLDYFXiwyIeVUr/3Io7nZYWH8wGPaKP0pFV+ttXN9WNUuQbDqFUoQrA5PigTnL29b0UHA2fGatsHWMn8ZnMPhxQkQuLjiPzckFBTxdTq23ecCOs29vCe99zFtdetYmRkhqefPM7A4BQjI9OcODlCV08Lq1Z3cfLkCEdPDBMKh7jh+lVEwiGe232GqTmLwF6zfQXtbSm+89QxCpUKyhDi8Qj33rWZrz64n6KbI8b69+4fuJlP/c9T7nia03FetWM9X7l/n3V7lKIpFeOuWzZw8Mggp05Zc9nb0cQN21cyMjrD7r1niYfCXL1pKb29LRw5fJ5ctsj69b20NsXZsGEJN9y4hmQyxiMPHuS+Tz7M+OCM954pLdjYdg7U74W7XedcfOZ0CdruN8f7RTC/Q5/dl4O+NV0MnByt5WycY+qtPQ01gaI6d+N4MOu/3bFp7Lm9XVXMCxe73AYiy4C/BW7DYmgfAz6glOpveOAVgJZYr7p1maY718yTKkCvEyjuOETKMKpmb21O64pjUKvXAZpaEsxO52wrW8Cg5/EX0uGe22+Jq3OcComHEAW2Ee/vVCrK23/0Fu59/TVEoiEOHz7Pgf39jE9kOXN2DMMQlq/oYHRsliPHhwiHQlx3wyoKxTInzlg+PWvstKSHjg+RyReJREL0LWmjrTXJsdMjGCJuQOPN16zmqV2n7ATyim1XLePoyWEmJzOUSiadbSlWLe/gud1nGBqeJhmPsH5ND7lcked3nSGdirNpXQ/xaJiBc5NEoiFWreigqz3N1u0rWLeuh7GxWf7nc0/z1S88b1UXBS3Xjj0lSmnWKp8lSyc+Fd/Dr/vm+H17oJZQOflzAu6FB7bY1NSWYm4qG0xkfOK/Ur5A0Xq0wB1TgKioj9Pf3sbYuj0XTXy+jZVY7NP2ph8D3qGU+t6GB14BWCQ+vGDioy/um25Zx4/86M1cdVUf2WyRgYEJTpwY4djJEWKxEH1L20mlYoxPZZjNFmhtTpLJFjh6coiZ2TxbNy9jZHKWvYcGyBfL3HL9Gs4NTnLizKjlaGjCD77uGv7nG7sRQ7hh60rK5TKHjg+TjkfYsX0VhmFw6Oh5lnS1sGFtDwYwmynQ1pKktSnBxHSWgYEJYqEQa9d0s3ZNN0uXtgHw/M5T/Pt9j3H8sJWt0ZNhcJH4XBLis1spdc18265EeIiPzpLWs075LWJ6W79lyVdWxEMItAXs3963soOBM+Pu/poxNFI211NKe4iH1BI1V3T0Et26568TMOgorEMhg1tu28BrX7uVrVuXE4mEyOeLnDw5yukzY4yOzyIhIV8oMz6ZIZ2KEQoZnDw7RihssKKvnSPHhzh5bozvuXszew6e49zQNKIU7/qhm7nv809x9YaldLanefL5k2zZsJTlS9o4eXaUeCTCyqVt5AolctkSPV3NGCHBQOjrbWHlik5WreggFoswO5vjuedO8/Wv7WbfLsv0r2cxxPQ58ukShpPuwvnuToJPZKpHcGqsYr7tQQ81DQiEPd6+Nd0MnB71bPPklaq3tv2Kbf0e68SnATELKp0D1BW7Fupk+GPAZ+3fbwfGG7S/slDPycqBboI0Ad27WNP5YEj1LWcCvqhHt0d9LSlVsz0wOFUfQ/0r8fTttXapanlkoLaYkt1/SNxh11jLnPMbAeoCh2EEMBVmyeSxhw7x2KNWSZ5163v4gR/YwfoNvbx+83bEEDKZPLOzeeYyBSamMszO5lm/todisUKuUKS9JcmtO9Zy4vQYt167lv2HBzh0bMhK0nXNKpZ0tTCXK/LuH7iZcqlCMhllzfJOolGDkBi0tiRpa0mRTsdoSsdJJWMUiiXO9U/w1a/v5Uv/u5PhwSl73nQig5fb0S1a4NX5BFmkGulv6lnFgnLrBJjAGwZquiEPAaEZ2m/XUbBRxLkywTSq7Vydj/2GDLoGALugo4DH2lUPCyE+78Gq0f7XWLfmCXvbBUFENmGVXr4O+G2l1F9o++7FStcaAj6plPoTe3s78J/AKuA08MOOaV9EfhP4SaxH7heUUt+0t59WSq1y/l/oOC815mYuP0vXC8XxY8P82Z9+xeXaepa0cO11q9i+dTnr1/dww7WriEXDlEoVKqbCNM3quhYroZdhCOVyhVg0TLli1fhSynqUBECswoNOUcJMtsi5gQmee/40u/edY/feM0xPZK0undQfl2IyXmLMTWcv9RAWjIbER0RCwB8rpd70IpxrAvgF4PsDzvF3WCV6+oFnReRLSqmDwG8ADyil/kREfsP+/esishl4G3A1sBS4X0Q2KKXqVyi7EDSSseu9ySq+7Q7lV8prFdP9Z/z9ARV/2oNGY2sA54F04byARFAe+UFjySug7DeV1NMTOZxBUNCrsx/bQubMiaMLs2uLDQ9O842v7uEbX90DAmZIiEbDtHek6exK09PdSk9XE93dzXR0pKxChfEoyUSEWCzC+GSGfKFENltkdHyWkdEZhkZmGB6ZYXx8jsnJrBXyoXOMdrZHsDkaLa5JryYqSgX7rmC3D/LtcfY5/z3csvbbX+/cga7XcdZJPYuSr51/fJVSpb4joG6NckMhAq41qJ2+z+nSL4bp/kGuRbh+qaOGxEcpVRGRLhGJKqVeUMZrOwfQiIi8wbfrRuC4UuqkPej/AN4MHLT/3223uw94GKte2JuB/1BKFYBTInLc7udJwBF4NcF3wYOs/q+jM9Ehpqo+yLoJ3t9ek4Hne9u2tCaZm8/PJ2gBB44zgFAZgvhkKuXopwxNAanEZ5bXToO4D6FVpblWV6BMbThKYYWa2UQohM9NAEqFMsPnpxganGJfaKDO9cCyvjbOnZ/UB+O5VDdfkO84T5yYTXh0UUv3KnYrV5R9IoburazDp8upMaF7CImP6FAl+NXz1CE4+nYxavUyhtDSkfZyP/paDjKLe6qPajc5SOfjh58QoRq392EhYtdp4HER+RJW8njrXEr91YLOMD/6gHPabydbIlg5hAbt8w2KSLd2zFO+Y/rsdjv0/42hat8A7q4GE+jhFqo31FXWGj7FiEj9G+K/yQ5nsZDz6/4//jdxHd+gICuaXq/MWUAqJBohUm4QrRVGUl3QtXWm7P8h3NplVqVX8epVnAND4qGRgqa+MKpciG5lc8rveLY7XIzSxqR0XQ0evxwrGZtZew31OBq/tzJ4vZXrKZV1fZBOZPTg0RoOqw5HoetzDNOrPxSjum78iuNGnLy/1I17Tmu7hIyqitDv5yNSPV4MbwXeBmWSHSyE+Jy3Pwb1vZ1fCIKYgflI58UcYx0o4hLQSChO32qrfEw2W6CQK9LW1QxAPlskO5enrbsZEaFQKJGdzdPSnsYIGZSKZeZmcjS1JAmHDcplk5mZHOmWBJF4FLNcYXoiQ7IpTiwRRWHl102m426qy8nRWeKpGAm7XM7U2BzhcIi+VZ2gFNMTGUIhg3RLAoCZKeuN1txmOZ/PTeeolCu0tKdAKTKzeUrFMq0daRAhN5cnny3S1tUEItY1ZQr2NUGhULauqSONYQilkpVitak1SSgaolwxmZ3OkW6KEYlGME2Tqek8qeYY0XgEpayc08lUjLidgXFyIkM8HiXeFEOJMDWZIRoOkWyKg8D0VJZQOES6yaqHPpPJo0RobraucXY2R1kpWluSKMPK8VwqVWhpS4II0UiIZDJq1Q8DcoUSmVyJ9tYkIlDMW9fU2pLEEKFcLDM7l6e5KUFEDMrlCjPTWZpScaKGYJqKmckMqVScaCyMUorJsVmSqRiJqJUVcHJ8jngsQjIZBdNkaiJDJBomZZcYmh6bJWQI6ZYEYvcH0Nxq1UCbm8xQKZvWNYB1n/JF6z4B2emsdZ+67bWXyZOdydLW04IAhWyR7GyOlvYUhoi99rI0taUJR0KUSxVmp7KkW5I0t6cwK11Mj8+SbEoQS9prb3iaZFOCuD3mydE54skoCbsu/dToNJFYmFSTdR+mJzKEwiGa2tMoZV+TqexrUsxNZ6lUFC2dzfY15axr6mwC0yQ3nSWfLdDW3YLPZbb6LF5AYGkzoC4ksFRE3g+81/75eqXUeRH5A2DOUTiLyC3AHyilXmv//k2sE/1fETkC3G1zPUuAh5VSG/U29jHftPt4cqFjA2iJ9ahbe96uD7j63Z9AzDqhvU9LOqa9BTy+Qfrbwc8J6ft8b6WaZFB6e/84G+mGgtrPt103o2t+Sx7YHttBrgPub6cv0bgWH2fp1m33uy/o+YbE214JpFMx5jIFvClbvdyOezm6COQxk1vcgcO1evUyGrdkmlW3CKe8kuciqu0aeivr+j89lioogNRfaE/jdlSl4q69GpO5PZ+p5gSZmVx9EcqdBGeONauWO1cV7/4a7ly7Hr2dvl0zu1+0qV1EbsCyUjXZv6eB9yildjY8EFBK/R2WMrkRngXWi8hqrCT1bwN+1N73JeBdwJ/Y/7+obf+MiPwVlsJ5PfDMfOOpHaBnsF6i0Eg74yygenohVV3YKmTUmhsbOIq1tqesxePbHvRbTOUJh6hxXKsqXYJP51+UIuiKHvHvg+p+Jxrd9PVh71chbZziFa0sPZE+NGfeQSmpDlsXD+113t6cJDuT9xAoT2kcH/FxiY5GiFziE+DD4yka4I9Wb3AfApXK/uO0vj0vfX/IgrPN/q0cEUYjXsrnR+bo4Fra08xNZhBXrK2j8HXPb5+ngkaI9NAiTbzTRSznWH8/eNuKv3KthoWIXf8CvE8p9R0AEbkdixhtW8Cx1bGI9ALPAc2AKSK/CGxWSs2IyP8BvoklNf6LUsoOaeZPgM+JyE8CZ4G3AiilDojI57CU0mXg/S+apWsRi1jEy4KFEJ9Zh/AAKKUeE5ELzumjlBoCltXZ9zXgawHbx4HvqXPM/wf8fxc6Dg80JabdafV/JYC78ZsllelNrxHAdVhv1+r2Gm7D9zbNzeU9b+mg4zyWGZ8529NvkEimiUM1ooJI9TwellpqldQuqdeuTcRSRoNlUdPFLt3RUar2MdEz7Rk2h+S8tc3qeMRQUIHcTB4pma7Y4eQD0tN/6Mrnegh0ILSv21Od1uFaK2YNBxuUxjQwT0+9tBW6STxIqYzNIemck96vK/pWb05uLg+m6XJGUqlUuVVdhAo01QdY0kyjdr87AYbGAWvX47fK1cFCiM8zIvJxLA9nBfwI8LCIXAeglHp+AX1cnlDU15kEbfeL6B4rVgXxpFUNJkpi4nEw9hOZQqZQKz6B94EIGmOQXshjJtYe8CBrmTY+sMeoi6EevY5vETsPu3ugLXY5feqEwTkmSGzTCY8zVuVtV8gWEf2+Bdwnt/JrnaRcYlcI9ST50kJequPx6Wv0PvwxW3o7n5gV6KXssSwpj0dzvRAIHapS8Voj7e/5Oa/IrpSqJlczTLwmqXqd+zycXYR8sWZaf4ZofVeqolqDaqYLIT7X2P9/37f9Vqzlcs8C+ljEAtHW2WQlqlpEINo60mSzE5d6GJct2npayPoNFpcp5iU+SqlXvRwDuWQIYmmhNvG7/zvYb3DN8qVDV0rrLDIB4o7/+DqKzYYI8u9wx+J/86raNr7ziCnuHCjDy6Ep0Fh5/3XbKSjKuHNToxw1tLexbhXTfYvcEzn9mpaDpF3N1U2UbyuFg0oCOdVHa65PeePn3CJ9vjnQRaiaDIM6lO/4evFMfkuRe7ypiWOmddlB+XiMAONFwLXV7rKvwcRrFgwKlNbGZJ2/yuWKCCoUahjBbjesKrob+PssxNrVgsX13GlvegT4sFJqer5jrwjUi0jWq0/4CYO+r5FuyN8noEKGV9TyLZp8Jt+Y+NQjMH7o4QX1Flg9fRHYJnTHFK1tF4sAeHRX84gJUjG9C93jOl0lHNbD4SNGTltl6XwKs3mMslkT+Fo1wNTqy9zjPWZzVd+SFaTLCepPb9/IoqWbsOuJXX54RELT259zjCu6Vtdj3q7MUVM9xR23TxejrxHd4dAzFvt6nK50C1q9dBt+U34A6u+p4l+AWeCH7c8MlrVrES8BFkWuxshmFuenEbKzV05g8kJ0PmuVUj+o/f6QiOx+icbzMiP4raZbGKSOVQGwRYHaZPK1nJKqWnrKmgNXgEjX1pm2LBYLUDrWOL15L6KWZa/bTyWgnUHg/NgcjCc+TBur0hXRnnACvPOjiasuB1IBDyfkG4MSoa0tTe7chNcHKSQebsWT3rSeNVP/709p4Re1nG1+0VZvP08idve69Tl1OArf8da+BqKbe1p7nFLlgNq6mqz147Y36997X4BwYOxXkPiuiWFuwQElXi5oAaqChRCfnIjcrpR6zD7hbcCVQ14bQVGN4tZ1BiJeFteBr5hbzQOm64n8lgj3xtFQHBK3bR3RK8ikvhB4Agg1YloT1Fhn0ftjw/Tx6LoUs0pgPInJ9IfGEK9Y4FvgYlQfpqq53qrdbijldQS0OvRmkQwSp3SHQafvoJwzfgug32I4j87Hk5TLL4roVT1N31ga3Me6Ee62RUrZ+hurhPQCXloOGqgHXJ2a3l9IPNentDUqIQNsh0Jlirbe6l/XQojPzwH32bofwUqN8e4FHHdFoSaTm7Ndf9DA87YQaKCwqzPpnnPUtilkA5IHNFJ0NkjWFDwsH1cX1CdYiydQF2TUcjH+BOMAIaOuj7jHbUDM2lJF7iVpi9sQUAbFTNEbbS6CMk0MnUjU43YaEG69cm0w8bLnOmi+53sBBO3Xwxl0mJry+SJQzPnWj64zMoyqb1MIIDSvwllV8HA6Yhiu0jowPMRup1zO6QUQH6XUbmC7HduFUmpmvmMWcfG4kmT2S4Hs3JVhRr5UyMy8ApKJ1Ssa6HqWvngpNS4tPJanAJkXzzV7jnHYXbeN81YMhbyyu24x81vFfG+/lva0pXT2s/4L5XA09n8+FrxuiRRfXzpE4zgA61p1HYsD3ePV71Xr40Kk7BUJg8r3YAqISUtTM9nJuaqIGzK8olZNeop6HOgCS9c06sdv1YLahO/6mIJSnEJjE3oDKE2UFkIoA5o7msjOaqmsQiGPzsezJvxuF55YxdqEYkpL3+Meo+mtavYBGPX5mxdSNPCVAX2hu2KqsvlNQGmpsvxKuErVk1OJgTiVLBotXv3BM2vbGnr+lQWw836lo/4gBLLFNQRGa+PPDxN0Ske/4B7ToLqC873iXHPAHATVCdP0Rq7OxxZ/DbEVwU7gbqWRr0rV7O6JnlfKq0x2xgS+l1HtC8CT+Gu+pFnz7Nd9e+oeVy9Zv9ZGtDZGyPC+eHxZEt2wCwLmP0ivGHB+z5rTA0eD9F4NUJf4KKU+bv//0Ly9LOJFQ6lYvtRDuKyxOD+NUSqWLvUQFoxGYtffNDpQKfULL/5wXm6oYA9Mv8LSfWOauBnjAE8OE0C54kOlKo4FeaqGAjgk+/vcVMYrsvnbadYYD5fjf9voVQf0t5+uLPbDM546CmelLG4w6BrAyxHpVjW/6Ogx6decxHsdVLmhzMScxwrmeie7jomaiKEFg0pN6g9tvuqJWlBzD4I4zJqUp35RPsA87oFf7PKVuqmrgHaUwqaBGFY81tx4g1LJC1VkK4Wr9TeNar12nyXQI2ppjodimtX0wg04oEZi17z5el4RqCcy1GPJ/dr7IBbV1BagqFozdz122zBoakuRzRTrL5RGVrR6IpQfFd9Cr9EDuCertvGPIZBoGx7zq0s4HOKg66P8OrF68LkyNzXFyU7n6oaPSF2xqAGB0QljnTY1xN1vRg8yh4thfYz5H8R65/FUOTLENa+LYaLc79W5aO5Ik834lPK6W4Me9qOnYvUnH3NFMJ+YJVWRW+lif6VSJUBG1dKpzPoLsZHYdZ/+W0RSSqkrowL9FYxweAFRx9/FWJyfxghFrpz5WUhs1y3APwNpYIWIbAd+Rin1vpd6cC876iloXcuOZq0Bj+cymIEKW1fpq1vF3L4NX5CeSblYDuQqLsr3I+gY/9tbz2DnbPPDf13+pOTusT5RTXeC8zd1OHlAlS09jl/EEJEabrScL0K5XMst6crtoLGJBHNrdr/zlgp22zbmkLwimJfjqfFkDvCcl1AI1ZBtdbpWnu8O9+PUlp/3eGUH9wZaFlV1u5ZeQ/lyytRYU5351SxsEro4scvBR4DXYqUuRSm1R0TubHjElQJ9XkSqhERnnT3pJTWxCnzftRtmhGrFAtc8bwY79wEoxezEXKDVwaNrCGL/GxGaOoGCngXmbK8jzlRZb0vnUz9gUO9bEz/8VQ+cBe0xlijP3Ct//mBgxp4fh2BZ3dUSKX3MftTobfzlY4LK1jhYgOhUr61o1qb6lSwCRLQgi6AhHgJkjdVkZszrhuexfOkirml6A0TruJnUO3/tgPR1ExBcG4CFBJailDrn27SYsvQlglOpYhHBSLcmL/UQLmuk21LzN7pMsBDO55yI3AooEYliVR099NIO6+WC8rKKC0UQB6R8YpeeulKHqTz1sv2sayQWqb4t6jnO1auoWXec2hgqlSoXU6MzVd7KqwGoZsbzORD6x6NEm1OfT03FrCrudS7KH5CotBSgAGIQCYcsUVa3MgZwSDVjCmrvSczunLeB46VfqV8P9axb9XJG6fsMw7IWzcMW+LkeZSokFCISj3q214j59RCwTgFv0K5/DP7YLk+qjXnEUxZGfH4Wq456H1Zxvm8B71/AcVcWGj3IziJ14lyCRI56Yohjnq8jsimfRalSrqeXqA0otLbXIVDOeRvAYclroqPx6Sf8x3l+BJ/DQ6D84/BXRDC8c1L3bIbCLJfw5MWxt9ekuAWfZdHXXtXTW/lFVJ8+LCj+z6+nCthunXdhnsyBbhM4Ypt9HkKBhNB0nC+DxuSzLNakWA1aL7rZHWpf0rqHc73cWHWwkNiuMeAd8/Z0JcJjiW2wKAyNi/FXdnRQ84DVeYPPU5J2ejQgN38QR1BvjLr+Yr6EVeBx0a9psRBzeAMCJXpO33owqgrNuuEHbqfC9Mg0lDRHQ8f8HKizUMHbTeWdQ13PY/q9xuuPPUifEUi0dT1LPU5Ia6MTmeo46sPhgsQwrfnx6+785wiCqaouAY3WcqUSTKTMaulwf4aIemjkZPi3BKzH6nheCU6Glx+SzQmy2cWEWfWQbE5Yfj6LCESqJXHFJKRrxPk8p33/ELUJ5K98CPXNzDo76ZpEA97y7pu60lhv5OpxKniKsvnOHYuF6jjw+cz8nnPjeXO70EQ9FZgwrME4dfjEBe+cBOgtAEKhhbkHVBSiJVpuaKEyFbFoxGeyNvDLXPX6E33aPRxWxdO+em3iWQc1WGiytiD4rXMNch3XnUenMJ8mMkWTcXtsVXFet+q519ZwrfpEsIXkCDL8IvsLELt0J0MR+UW/0+ErAgpfFr8FTHIjuApMrZ8gGdkRtE3fghUDT2zwfH46ECguQAN2dz5v3oB8wUEu/lWldR2RzBfQGDgOe19NgvmA8Slbf2OWfX5Q/rZ+c7behy+vsdd9QSOu7pdghbDnt39/EJzx6nOl+/nU86yn9j4GhXVYfj4WwXD3B/iVXZCvmCeBvDuYBi9rn9J/AUaRhZLrCxj1Il4IJkcW0yU1wuTw9KUewmWNyaErZ34WYu165cIft1IHVba1ftu6+XOCzOS6COZtTDIdIzcXoNPQTcYeltj5rr1dwZO1rm6aUD3/UAMEFr1z9jWKmbLf+CJSXyyZR+TwtDOt+clOZ+rfL91rvB43UqmAYXjK7XiuQbcO6f3q2/zt63lV6yJrTSUJ5W2n96/n0NFEXHfEYrrLRxe7ks0Jbw5n6nA89nwqnQv0O5/Oh3rm+QX20UjhPEuV40mKiPNKFkAppZoXNsLLGDoHq5sdqW8+reliXtGo4r0RphFcYtlO7BSPh6sseV09T4CPTc0YGlhc/GMv10lTsYBEa0D1Yff72+gPUNB58RGmBilEHdEvlrD8WOolQqt3HvdcaGbhOn42jcRRrbPg3zUe0T7Pbo3wuy++UMiji7EshdVr8Ii4QdCsdfFkxHOt/utuiKD15Kleis9KWEcM0zM/NEAjnc8rO4nYIhaxiEuK726xS4P1Bg5WkjVUvmpvTI8I5/cNcllazcHOr6AzlaXzcXwpAn01NPZ4vjwxunhVqdS0rZce1j2Pbi3zZM6r8wb2e3n7OCTPeTwcUp3YM/1Ym02dHJyqY+XTYsXm88jVq2P4xlZXgV5PrGq0369w9/Xr4dI8/ll+7qmxCGZ5plvfHZ1PkDrBm0LV9IqEoVCw2BS0DutJAvMFKPuwSHzsm65CoZpwAxeNrCQBrLsyDK0vnz5DF5v00AL7BseTMbIzWS+7C96bqRMFv/4m6CHw55R2umzk4as57gW58uvQ88koj27KfgCC8vi6gbYN9AQBCziejFhJ9n1jcwmiX30UVIXTNOqGLyhNB9XQue9CTOv63Ac5bvp1PtpvMU2tNpZ2v/16Mvs642mvn09dt4hG1+Gv5WV616h3jdVxuK1X/VQ/Td09i7gkSKRjl3oIlzUSTfFLPYTLGlfS/CxyPpqlJ0jJ7BexPO/8eg52/uPwvUWDqkTqyevB6/IPdUUJd5yOladeEcM646rp2xMcWHViU/WUz+Bm1KuLSqVax8mPejFrNc2qOWuUP4REDC/H5UAMgsIjRBd93XY2FmrpmS8Do9t3A6tcI44kqKsanzGfT5aTe6pukK2PC7mQYGrPQHwqhSAsQOySi0pS9QpBZ2enWrVq1aUehgenTp1i9erVl3oYly0W56cxLsf5OXXqlBofH6+hsN/VxOdyhIhklFJXTlKWlxmL89MYV9L8LOp8FrGIRVwSLBKfyw//c6kHcJljcX4a44qZn0WxaxGLWMQlwSLns4hFLOKSYJH4LGIRi7gkWCQ+i1jEIi4JFonPSwQR2SQiT4pIQUR+xbfvXhE5IiLHReQ3tO3tIvJtETlm/2/T9v2m3f6IiLxW235a//9KQ9BcicinRORuEXlYRFZd4iG+JBCRfxGRERHZr227mPVxvYjss/f9jdheqSLyByLybmcuX85rc7BIfF46TGCVGfoLfaOIhIC/A14HbAbeLiKb7d2/ATyglFoPPGD/xt7/NuBq4F7g7+1+XtGYZ65e6fgU1r3WcTHr4x+AnwbW2x9/n5cMi8TnJYJSakQp9SxQ8u26ETiulDqplCoC/wG82d73ZsBJV3sf8P3a9v9QShWUUqeA43Y/AKO+/68k1JuraaCIReBfkQUslVKPYl2fjgtaHyKyBGhWSj2pLLP2v2nHzAE5qnP5smMxtuvlRx+gV4DtB26yv/copQYBlFKDItKtHfOU75g+u90O/f8rDIFzpZT6P/bvH3j5h3RJcaHro2R/929HKeVw5P/5ko64ARY5n5cfQVF/8zlbXcwxrwR8t173haLePF3W87dIfF5EiMj7RWS3/Vlap1k/sFz7vQw4b38ftlll7P8jCzjmlYzv1uuuhwtdH/32d//2ywKLxOdFhFLq75RS19ifejf5WWC9iKwWkSiWovBL9r4vAe+yv78L+KK2/W0iEhOR1ViKw2demqu4rNBorr4bcUHrwxbRZkXkZtvK9ePaMZceTna0xc+L+wF6sd48M8CU/b3Z3vd64ChwAvht7ZgOLCvGMft/u7bvt+32R4DXXerrexnnMXCuXukf4LPAIFW9zU9ezPoAbgD22/s+hh1SdTl8FmO7FrGIRVwSLIpdi1jEIi4JFonPIhaxiEuCReKziEUs4pJgkfgsYhGLuCRYJD6LWMQiLgkWic8iFrGIS4LveuIjInO+3+8WkY/Nc4zbRkR+VkR+/CUe40WdQ0RaReR92u+lIvL5F2E8q/RUDy8FROQJ7Vw/ehHHz3sfA465VkQ+aX/vEZGviMgeETkoIl+b59gXNCd2uovf1X7/toj8nf39L0TknjrHPWyn0XjTxZ77xYSI3GHP17xzsRhY+gKhlPrHF6MfEQkrpcov8jlagfcBf2/3cx74oYvs62WFUupW++sq4EeBz7wMp/0t4I/s7x8Gvq2U+iiAiGx7MU8kIiGllB6R/zvAbhH5d6z4q58CrrX3/S3wCeDBOt29Qyn13AWcu+5ae6FQSn1HRF4PfGW+tt/1nE8jiEiXiPy3iDxrf24LaPMHYicLE5FrROQpEdkrIl9wkj3Zb6ePiMgTIrJfRG7Ujv0nEfkW8G8islJEHrCPf0BEVgScY62IfENEdorId0Rkk729xz7nHvtzK/AnwFo71uzP9beziDwtIldr1/GwWImnUmIlsnpWRHaJyJtZIETke+xj9tl9xOztp0XkQyLyvL3PGXOXWEmxnheRj4vIGRHptPc5HOmfAHfY1/BBP0djcyd3299/QkSOisgjwG1am4XcxyZgm1Jqj71pCVpEuFJqr91O7Lncb1/LjwT0tcq+N8/bn1vt7XeLyEMi8hlgn36MUmoGy0v5Y1g5jH5PKTVl7zsDdIhI7wLuwXvta9xjX3PS3v4pEfkrEXkI+FMRWSci99vtnrfX1RIRedSe6/0icod97GvESoz3vIj8l4ik7e077DW9R0Sesedw4bjULtaX+oOVD2a39jkLfMze9xngdvv7CuCQ/f3dWps/AH7F/r4XuMv+/mHgI/b3h4FP2N/vBPZrx+4EEvbvLwPvsr+/B/jfgHM8AKy3v98EPGh//0/gF+3vIaAFi2vYr12r+xv4IPAh+/sS4Kj9/Y+BH7O/t2KFNqR8c+bp194Wx0p/scH+/W/aeE4DP29/fx/wSfv7x4DftL/fi/XG77R/z9n/7wa+op3HnXv791fsNkvse9cFRIHH57uPvvG/Cvhv7fdrscJiHsIiCkvt7T8IfNue4x77nEt8c5sE4vb39cBz2rVkgNUN1uOTwGMB2z8B/GDA9oeBG7TfHdr3P9Lm/VP2XIXs308Db9HuXRL4ZewQFvv6moBO4FFnDQC/DvyePccngR329mYgXG99BH0WxS7IKaWucX6IyLux4mEAXg1slmq97eZ61F1EWoBWpdQj9qb7gP/SmnwWrCRRItIsIq329i8ppXL291uo5qj5NPBnvnOkgVuB/9LGFLP/34MVOIiy2Plp0dJsBuBzWA/R7wM/rI31NcCbpJr6NY79wDboC2AjcEopddT+fR/wfuAj9m+nntRO7RpvB95ij/kbIjI5zzka4SbgYaXUKICI/Cewwd4XeB+VUrPa8UvQErIppb4pImuwiOLrgF0issUe82ftOR62uawdWC8eBxHgYyJyDdbLbYO27xllJfyqgYgsw4oJVCKSVkrp+sgRoF6mBB1bROSPsF4caeCb2r7/UkpV7DXcp5T6gn2tefv8zwL/IiIRrBffbhG5CyuL5OP2/EWxCORGYFBZCfMczu2CsEh8GsMAbtGIAwDaIr4Q+IPonN+ZCzjGAKZ0YnmxUEoNiMi4WLqMHwF+xt4lWG/YIxfY5XyTUrD/V6iuu4uZyDJedUFc+14vUDHwPvqQ8/WFUmoCi2v6jIh8BYtrXciYPwgMA9vtc+e1fRkAEVmOxekC/KOy9HofxeJyr8J6KfyqdlzcHuN8+BTw/UqpPfaL9G7/uetdg/1ivBN4A/BpEflzYBJL9/V2va29bl5QYOiizqcxvgU4WfOw32SBUEpNA5OOnAy8E3hEa/Ijdh+3A9N2ez+ewEobAfAO4DHfOWaAUyLyVrsvEZHt9u4HgJ+zt4dEpBmYxWKd6+E/gF8DWpRSjg7im8DPi7iJxq+td7APh4FVIrLO/u2//iA8hsV1ISKvAYI4Nf81nAauERHDfoCddLJPA3eLSIf95n6rdsxC7uMhYJ3W5h5NX9IErMUSsR4FfsSe4y4sguRPb9KCxRWYWPNQk29bKXVOVdOv/KOIvA7oxhJX/xB4i3jzVW/Aik6fD03AoD0H7whqYK+jfhH5fvv6YiKSFJGVwIhS6hPAPwPXYWVIvM25r3a7DVj3e6mI7HDmSEQuiJlZJD6N8QvADWIpgA8CPztP+3cBfy4ie4FrsPQ+DibFMh//I1Z6hHrn+wn7+HcCH9D2OW+ZdwA/KSJ7gANU8z9/AHiViOzDEm2uVkqNY7HL++23mB+fxyJ2n9O2/SGW2LBXLOX0H9YZ60YR6Xc+wBuBn8ASCfcBpn2tjfAh4DUi8jyWaDOIRWx07AXKtlLzg1i6nFNYCtu/AJ4HK60oFtfwJHC/s93GvPdRKXUYaNHE6uuB5+x78SSWnupZ4Av2mPZgWZ9+TSk15Ovu74F3ichTWESjEXeLiMSxxNP3KQsZrJeC484RwSKMC7Fo/S4WIf42FoGoh3cCv2Bf3xNY4t7dWBa3XVi6rY/aYuy7gc/abZ8CNikrp/aPAH9rr8Vv4+Mc58NiSo2XASLyMJbCeMHmUN/xfws8r5T61xd1YJcYYlnDKkqpsojcAvzDiyFSvoDxfBCYVUp98lKNIQgi8hbgOqXU7wbse5gXsLZeCohVzugrSqktjdotcj6XOUTkD7GUqa/EDH4rgGftN+ffAO+9xOP5B6q6qcsJYeAv6+ybAD4ll5GTIZYua2zetouczyIWsYhLgUXOZxGLWMQlwSLxWcQiFnFJsEh8FrGIRVwSLBKfRSxiEZcEi8RnEYtYxCXB/w/RzVmseZJ2ygAAAABJRU5ErkJggg==\n", | |
| "text/plain": [ | |
| "<Figure size 432x288 with 1 Axes>" | |
| ] | |
| }, | |
| "metadata": { | |
| "needs_background": "light" | |
| }, | |
| "output_type": "display_data" | |
| } | |
| ], | |
| "source": [ | |
| "\n", | |
| "fig = plt.figure()\n", | |
| "ax = fig.add_subplot(projection=lofar_submap)\n", | |
| "lofar_submap.plot(cmap='viridis')\n", | |
| "lofar_submap.draw_limb()\n", | |
| "lofar_submap.draw_grid()\n", | |
| "lofar_submap.draw_contours(np.arange(30, 100, 5)*u.percent)\n", | |
| "plt.show()" | |
| ] | |
| }, | |
| { | |
| "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": "3.7.7" | |
| } | |
| }, | |
| "nbformat": 4, | |
| "nbformat_minor": 4 | |
| } |
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