diff --git a/.flake8 b/.flake8 new file mode 100644 index 0000000..4f9dc79 --- /dev/null +++ b/.flake8 @@ -0,0 +1,7 @@ +[flake8] +count = true +select = E9,F63,F7,F82 +show-source = true +statistics = true +exclude = .git,build,docs,scripts,binder + diff --git a/.github/workflows/python-package-with-numba.yml b/.github/workflows/python-package-with-numba.yml index 7439650..ca4ec80 100644 --- a/.github/workflows/python-package-with-numba.yml +++ b/.github/workflows/python-package-with-numba.yml @@ -48,7 +48,7 @@ jobs: pip install flake8 - name: Lint with flake8 run: | - flake8 . --count --select=E9,F63,F7,F82 --show-source --statistics + flake8 . test: runs-on: ${{ matrix.os }} strategy: diff --git a/.github/workflows/python-package.yml b/.github/workflows/python-package.yml index 52a5a08..f2057ab 100644 --- a/.github/workflows/python-package.yml +++ b/.github/workflows/python-package.yml @@ -48,7 +48,7 @@ jobs: pip install flake8 - name: Lint with flake8 run: | - flake8 . --count --select=E9,F63,F7,F82 --show-source --statistics + flake8 . test: runs-on: ${{ matrix.os }} strategy: diff --git a/docs/examples/lookup-table-psf.ipynb b/docs/examples/lookup-table-psf.ipynb new file mode 100644 index 0000000..595c9b1 --- /dev/null +++ b/docs/examples/lookup-table-psf.ipynb @@ -0,0 +1,904 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "0ac9039b-bb60-41dc-84be-7efa8a3f7b1c", + "metadata": {}, + "source": [ + "# Lookup Table PSF\n", + "\n", + "Make derive the wavelength-dependent PSF from a fixed-slit observation of a bright standard star.\n", + "\n", + "Implemented in [PR #82](https://github.com/gbrammer/msaexp/pull/82)." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "0d853c65-b52b-409b-b31f-2a840125d38b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Set ROOT_PATH=/usr/local/share/python/msaexp/docs/examples\n" + ] + } + ], + "source": [ + "import msaexp.spectrum\n", + "import glob\n", + "from scipy.stats import binned_statistic\n", + "from msaexp.resample_numba import pixel_integrated_gaussian_numba as PRF\n", + "\n", + "import mastquery.jwst, mastquery.utils\n", + "import msaexp.spectrum\n", + "import msaexp.utils as msautils\n", + "import os\n", + "import glob\n", + "\n", + "import numpy as np\n", + "from grizli.aws import db\n", + "from grizli import utils\n", + "import matplotlib.pyplot as plt\n", + "\n", + "from msaexp.resample_numba import pixel_integrated_gaussian_numba as PRF\n", + "from scipy.stats import binned_statistic\n", + "\n", + "import jwst.datamodels\n", + "from scipy.optimize import minimize, nnls\n", + "\n", + "import scipy.optimize" + ] + }, + { + "cell_type": "markdown", + "id": "227a2600-c576-4c23-931f-59c1c0e74238", + "metadata": {}, + "source": [ + "## Read spectrum and pixel table\n", + "\n", + "PRISM spectrum of P330E in the wide S1600 fixed slit from CAL-1538." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "8d6b2a0e-c3d9-4e2e-9ade-e3d8aee4f8cf", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['sci', 'sky', 'var_total', 'var_rnoise', 'wave', 'dwave_dx', 'yslit', 'bar', 'profile', 'pathloss', 'exposure_index', 'exptime', 'xint']\n" + ] + } + ], + "source": [ + "# Files added to https://github.com/gbrammer/msaexp/pull/82\n", + "ptab_file = 'https://github.com/user-attachments/files/17609875/fs_1538_prism-clear_p330e_s1600a1.pixtab.fits.gz'\n", + "spe_file = 'https://github.com/user-attachments/files/17609879/fs_1538_prism-clear_p330e_s1600a1.spec.fits.gz'\n", + "\n", + "# Read them\n", + "sp = msaexp.spectrum.SpectrumSampler(spe_file)\n", + "ptab = utils.read_catalog(ptab_file, format='fits')\n", + "\n", + "ptab['xint'] = np.interp(ptab['wave'], sp['wave'], np.linspace(0,1,len(sp['wave'])))\n", + "bin_wave = sp['wave']\n", + "wbins = msautils.array_to_bin_edges(bin_wave)\n", + "\n", + "ptab = ptab[np.abs(ptab['yslit']) < 32]\n", + "\n", + "print(ptab.colnames)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "af0c0cec-a57a-476a-8449-350fc7343fbc", + "metadata": {}, + "outputs": [], + "source": [ + "# flat_sky = None" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "8ac567e8-a9c4-4be1-8958-8d3c7b61beba", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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0jlI8LjSUDDKfyUlrOtXvDy8EhtkNCZK5qGhhBN9PPy5muq5a8KDPQ+l6kfnkZqjDdJuVuakx0G4C2NXc+twV61KUFzXbug208EMzRXrRdOPpvm80JA7BfRhaLTklxVkmbg1yw9COXw2+tPvBpqFApdu1TFmnY/Pq92UcNZsyzloty2Scb3cYSvt7HsLJScscTk9L+c6nm5qcqSlpr7Xmwf6PIrvWhOG5xXXDOW77fcvocl6PCqcfgUG3K+EUNGg/N01ZvLX6cS5QeDfKT8/JcwnTc7JWG143zzOFD1G+FVV0LhRWF15VtI4oLFJIaZ6PFo2A3Q8I1jVvScsl9+jSOH60lAQsH1/kx7i+b3lo7c9jJVq4VeSvechRaRivLIy/KdwAVvLYBNyse5ZZ8D0xIbzSzIwA7zQVv0bD8n0a7G8gOgdxb0UPKbVawD33AIcOAV/6EvCVrwB33w1861tyZnR+XrS8y8vD52c4oJNEJqJrlt3p2G+Hc8Dzb1yiVJvvKXoW5al/uxpLgl83zE1X9BsYBsRuuFn44node977XsTavIgAVJfB9XPL4/oxrpZ067bSbpatzM1FjG1J92Aw/LvMrU1H3Ti6vtqt07jpdX3Zthxbuv4UjGgJMyWWExOyiXARnZ62vynNZJiOdz7TTEzIs1aTBZ5nC13NzMNIse9jz5YtiM9F21ZRReeZ4iDAnptvRnyB5kNFFWmKowh7XvQixBtMm1XRxUlxFGHPq1+NWB8/rGjtRB6bwnj+1WqWv5uaEt5xakqUJ5s2yXNmRv5mZ63ZerMpPN0G3reqFW49UbcLHD0K/Pu/i/lspyMgerUbXh8u0mDU1bLr31r7zN/a/FxLvkga6DEeMJyOeWrQGwTWVEWbFFOCCDEhuv0Tn0B4ww3iv3kz8MAD1jR8+3Yp+6lT4tba+9OnrVk4TdVp6snLNU6flrLs2CFnjV331q0iPOGFHPfeW+6+7DJJo90sVxAUu2s1K1yZmJCnm/6SS4bdQWDT6DoxvRsPGL5Ui2mA4TQ7dki8bndDL4wPJYVpitvPnEHIsV1RRReQwiTB7QcPVlrwitYFhYMBbv9f/wvhBtRoVXTxUTgY4PY//EOE64UPr+iioQqAryeixtM1bXk4iBrBMBQAq882AuLmWRJtSg5YjTFNf3mGqt2252L0+SRe4NNu2zMd+kzb0pKA54UFe0GO1j67gJymvFqTHYa2PFmGuF6XBZRnjwYDefJMKSCgUV8u5PsSj2fHtJkszWw3bRrPxLfTkbiANaUpctNsWbvbbRunyB2GwyZCNJfV6V23TkOTfp1+tXja3WhImlpN4odhBb5XodjzqsW3onVDcRBUALyidUNxFK00+62oogtEca1WAfCKzjttKBvI/fv34wUveAEuu+wyeJ6HT3ziE0PhWZbhPe95Dy699FI0m0085znPwdGjRy9MYc+FeE5i0ybRbO7aJdrR7dstGDoX4gUJ1BQT9O3cKZcYXHIJcMUVcpnBpZeKFpOmHvqPpiDT0/LcssWaiMzOiqZ361bx37bNut2/TZvs0/3bvHn49+ys+LnmKLosdNN8pdm0GvEoQlyrYe9NN1UmlhWtC4p9H3s3b65M0CtaFxQHAfbeeGO1Pla0LiiOIuy9/fbKBL2idUFxFGHvj/1YZYJe0XmnDbXCLS0t4YYbbsCrXvUq/NAP/dCK8A984AP4nd/5Hfzpn/4prr76arz73e/Gc5/7XPzrv/4rGvr26vVKjQZw7bWitf32t+Um67k50Ubqc9xpKtpVamIBq/2l9pEaW2q1ebEBtbiA/UwCb6GkxvsiAwZRkuBFd94pPyoms6ILTFGa4kX8FFplgl7RBaah9bGiii4wRYMBXvRXf1Xt1RWtC4oGA7zo936v2qsrOu+0oQD48573PDzvec8rDMuyDB/60IfwS7/0S3jRi14EAPizP/sz7Ny5E5/4xCfwspe97OEs6rkTLySgBpdmvfriKJqon8tFao9AygC0mk1MdzqoltCKLjRlAFpBgGmgGo8VXXC6qNZH/Tke3jXCG335VRHPs98j5ice+X3ftYI+7r9LS/Jb5+sK2PT9JjpN0ec2R8Xh1xooYHfDFhdXftnjXMKybNiPxKNco/x4pEz78X1sI/2FDfp5HrJ2G63paUwvLMBjPio8/zRTqyV35Oj+ZHiSSNkZvrxs2w0Qv8VFW35+1hSQ9IOBjZtlw+6FBXskjm43D34TnG3hfmKMY5Lfrx/l5o3Sg4G4WT66eRnvWtLQzXLyM3wMY5uynhxvvISVYfzkrK5Xu23HhA7jb315Kz9Xy+Mv+osrRRfhXgDKPA+tTZtkPF7QklR0sdGGAuCj6NixYzh16hSe85zn5H6zs7N4ylOegjvvvHMkAP/CF76A2dlZJGYRCIIgd19++eXYvn07PM9DEASI4xi+78P3/VL3YDBAEAS5OwxDeJ6XuwEgjuMhdxRFyLIMMYAIQOp5SMIwd6e1GsJOB6nvIw1DhN0u0iBAGgQIu10kYYgsCBCmKRKTb9DvI4kiIAgQAOJOUwQQsxovCBAkCeJaDX4QwE9TxFEE3/PgQ869+HEMP00xqNUQGP9BrYYwSeDRbT7xFUdRfo4wNmXPPE/cabqyTmGIkO4gQBjH1g0g8X1kvi9uc947SFMkZpPL3Z6HIMsQ+z68LMvdrEc3irD/uuvw3C9+EZ7vw4ecvRj4PgK6zZlcz/jn9TBlAcR0OIIwrHSnppxRliE1dQmNf5E7MW1CNzxP+qbEHQMy9ow77xtTbtc9AIbrlGVSJ+MGhs8fx55n62TceZ102XX9HHdi0ud1MmUoc8eeB0+5/SyTepS4h+pk3pPXSdUjdwPDdTLlTYx/av4uVD8lvo/9MzP4vvvvRz3LhsdeWZ3K+qmsTmmKMEmQmr8wSZD0+8h6PekzY1ETpCmSWg1otaROtRrQbiNIU8RBYNeIOJY1IooQt9tSJ7pN2KBWQxDH8Pt9WReiCN7ioq1TECDOsvzyubjTQbSwYOeT5yEdDGSNyDKkS0tI63WEZu1IPQ9hq4V0YkLc7TaSIEC2tIRwcVHWiOVlBAsLSMwdDgGAZHlZ1sBWC/HEhKwRrRbiMITfbsNvNmW8tduyli8vw19chB/HGCwtIfB9+K0WBo0GwoUFeL6PQRAgbLWAWg1xu23n1tISoloN2cKC1CmOkQaBzKfFRaS1GtJ2W9Y6IF/r0lYLqck/n09JIutbECDwPCQGMARJInWFrIFxGEo/xbHUI0lkvPm+zCGu61kGv93GIAwRLC1Jn2UZMs/DHTfdhGffcQeavR7g+4jDEGG7Lf3U7crYW1xEHASIFhaQhiGSNJV1PUlkf+r1pH6+j7Ddlr2q05E51GrJWr6wIGVvt6VvWi3pp4UFqasZh3G7LfNpYQFxEMBvtaRO7bbMLfovLso+2+0i6PXgLy3lfeMNBrJemC+GxFNTCOfmpH5piqjfRzYYIJ6akr4JQxl7g4H0jdnb0jCUOnF/iiK75yaJ7LlJAjSbCLpdJI0GMBhI/ep1IEnyvvGCAEG3i7jZhL+8LHMoy2Ru9fuIJyZkPvX7GExMIGi34ddqdo3odDCYmpI9dzBAvHkzwoUFoNFAnGWIBgNkSYK40ZB6ZBmS6WnpsyiSedPvW7fvIx0MpK7Ly0iiCJnhL/KyDwbCO3D/NQIC8g6e50mdajX4aQo/SWS8Gd4hbjTgDwbwBwMMGg3pJ8/DoNlEuLxs+QjzCcLO5CT2v+Y1uO2d74QXx4h6PanT5CSiXg9pkiCZmEC0vCxjrF5HaNaKNAzF3WjIGhjHSGo1ZGY9zPkId38y8zfwPOEjAAS9ntQJkL6p1WQO9fuI63Wp62CAQbOJIMvgd7tSpzSF1+/LetHvA0mCuNlEaD6VFDcaiDodWfeaTUSdjvBGxj/1PKlTtzvM74Vh7k6iSPi9blfmTRjadcH3EcSx1I/rt+fB831xR5H0B4RP83s9WfcaDfhLS9I3HHsABtPTCDsdmU9TU1KnXg/xxET+ubg4DKWfokjWiE4Haa2GJIoQtdvCqzYaCJeXpR71OkLPQ5plMvYAJM2mrHtZhmRqCmg0ZOyZS3UDrofkYcMQHudWoyHjLY6lfp2OjMMgEH8AgyxD0O/DzzIMoghhuw2v28WgXpe+6fUQp6nUKctkPvX7GHge9v/4j+O5v/u7CNptqRPXgsFA5lMQyHwaDJD2erKum70s63bFHQTSN4MBEiM0CeJY5laSIFhakj03TWVdzzLpD9aJ63qtBr/ft3x5ktg69fvwskzqZL6EFLPPTNqo3ZaxByDq92XsGf+hegSB9A35CMOjJ2Eoa3ma2jrR7XnST0ZZmO9P5I3CUOYNYOukcUeWSZ3M+BxEEULDLw4cXjx3Z5nsT1mGeDBAFEVIzZpMd5qmCMOw1J0kCbIsy90ydYJSdxzHpZgwpRBpDLpobI1PnToFANi5c+eQ/86dO/OwMtq9ezduvPFG3Hzzzbj55puH3B/72Mdw6NAhHDt2DABw8OBBHD9+HABw4MABnDx5EoCcT5+bmwMA7Nu3D/Pz8wCAvXv3omWkp3v27EG320Ucx9izZw/iOEa328WePXsAAK2lJew1ZZqfmcG+5z8fADB39dXY//rXAwBO3nADDrz1rQCA47fcgoNvfzsA4Nhzn4tDP/3TAICjz38+Dr/iFQCAIz/8wzhizPUPv+xlOGosCA792I/h2DOeIXV61atw/MYbpU4/9VM4+Z3fKXV69asxd/XVUqc3vAHzl14qdXrzm9HaulXq9MY3ojs1hbhWw56f/EnEUYTu5CT2/MiPSJ1mZ7H3pS+VOm3din0vfrHUaft27P+BH5A6XXopDtxyi9Tpsstw8ClPkTo95jE4dP31UqdHPxqHH/94qdNjH4sjj32s1Onxj8fRXbukTo99LI6Z274PXnMNjm/ZAgD43OMehyffcw+iJMH+7/xOzE1MSJ0e/WjMm5vS9151FVrmO457rrkG3TCUz0U95SmIfR/dMMSe7/gOqVOthr3GPR+G2GfaaC6KsP+qq6ROYYgDV1wBxDGOhyEOXnEF0O/jWBDg0KWXAp0OjoYhDm/fDiwt4UgQ4MjmzcDSEg7X6zhqLqM71Gzi2OQksLSEgxMTON5oAEtLODA1hZNRBCwtYf/EBObMxWn7JicxPxgAS0vYu2kTWv0+sLSEPVu2yNjrduUTWEtL6C4vY8/OncDSElr9PvZu3w60WpgfDLDvsY8FlpYwNxhg/6ZNQLuNk2mKAzMzQLuN4wAOmov2jmUZDjWbwNKS1CkMgcVFHGk0cCSKgHYbh5tNHDXaiUOXXIJjvg+02zg4PY3jRvJ+YGYGJ43WZ/+mTZgzWo59s7OYN2n3Tk+j1e0C7bbUaXkZsalfvLSEbqeDPbOzUqc0xd5Nm4ClJcxnGfYZ/znfx35T9pNpigOzs0CrheNpioO7dgFLSzgG4NAll9g6sZ+i6MH1k+chWlxElKZYMn22d9MmtAYDW6duF/Hysq1Tr4c9W7YArRZacSx1arVsnVotW6dWCyeDAAempoATJ3C808HBbduAu+/GsYUFHJqdBb74RRxdXMTheh04cABHFhZwxPOAz3wGh5eXcbTXA+68E4empnDs7FngwAEc3LEDx+fmgD17cOCyy3DyxAlgzx7sv+oqzP37vwOf+YzMp29+E/inf8Le665D65//GfjHf8Sem25C9/OfR/xP/4Q9N96I+MABdA8exJ7v/V7gM59B6ytfwd7rrgP+4R8w/9WvYt93fAewbx/m7r8f+6+8EvjMZ3DyxAkcuOQS4I47cPzUKRycmQH+5V9wrN2W+fSpT+Ho8jIOb90KfPrTOJKmOJJlwL59OLx1K44OBsAdd0g/zc8Dd9yBg9u24fjSEvCpT+HAjh04efo0sG8f9j/xiZg7ehT45Cex7+abMf/1rwN33IG9T3gCWl/7GvDZz2LPjTei++UvI96/H3t270b8uc+h+9nPYs/3fR/wqU+h9bWvYe8zngHccQfmv/ENqdMdd2Dunnuw/7rrgDvvxMnTp3HgmmuAT34Sx5eXcXDTJmD/fhxLU6nT/v04GgQ4PDsL/O//jSPNJo5MTgJ33IHDmzfjaBAA+/fLfOp2gc98Bgcf9Sip0/79OPC4x0md9u/H/uuuw9y3vw3ceSf2ffd3Y/7ECeDTn8beW25B9ytfwQ+85z34P89+Nrpf+hLif/kXqdMXv4juF7+IPS96EfCP/4jWN78pdbrzTszffTf23XQT8OlPY+7ECex/4hOln+bmpE533onjrRYOXnst8I//iGNhKPPpzjtx1PdxeNcu4DOfwZFt23Ck2QTuvBOHN23C0akp4DOfwaHHPAbHBgPgzjulTnEMfOYzOHDjjTj5wAPAnXdKP50+DXz609h3yy2YP3kSOHQIe1/yErQWF4Hjx7HnzW9GN0lkPr397YgB2Z9+4zeAKEJr1y7sffe7gSjC/JVXYt8v/iLgeZh73OOw/21vk7X8iU/EgTe8AcgyHL/5Zhz8iZ+Q/emWW3Dola8EPA9Hn/c8HH7JS4Asw5HnPx9HjBXe4R/6IRz9vu8DPA+HXvlKHDP73MFXvxrHn/pU2XPf+lacNPvc/p/5Gcw97nGyP/3SL2He7Cd7f/M30TK8zZ7/8l/QnZ1F3Gxizwc+gLheR3d2Fnt+53cAz0Pr0kux97d+C/A8zF91ldQJwNzjH4/9v/ALUqcnPQkHTP2OP/WpOPja10qdnvUsHPrxH5c99/u/H4df/nLA83DkxS/GkR/8QcDzcPjlL8fR22+XPfcnfgLHnvlMqdNP/7St09vfjpNPehLgedj/rndh7vGPB7IM+37t1zB/9dWA52Hvb/0WWpdcAnge9vxf/xe6mzYhbjTwfz70ITz3538eSb2OPb/7u7ZOv/3bsudefTX2/eqvSp2uvRb7Tf1Oftd34YDhh44/7Wk4+KY3SZ1278ah17wGyDLhjX70R6VOL3kJjvzwD0udXvEKHH3+86WfXv1qHHv2swHPw8E3vUnq5Hk48HM/h5NPfrL003vfi7lrr5V++o3fkDoB2PvBD6J16aVAlmHPRz+K7ubN8hnUj34UcbMp/fTRjwofsWsX9n7wg1KnRz8a+37jN6ROT3gC9r/nPVKnG2/EgZ//eanTLbfg4JvfLHV6znOkTgCOvvCFOPxjPwYAOPLSl+KI4bcOv/KVOPqCF0g/ve51OPa93yv99OY347gZhwfe+U6c/O7vln5673sxd911Uqff/E3MP+YxQJpi74c+ZOv0B38gdWo2seeP/ghxo4Hu5s3Y88d/bOv0kY8AWSZ1+sAHZD498YnY/773AUGAkzfdJHUaDHD8e74HB1/3OmBxEcduvBGHfuRHgJMncfSGG3D4aU8DvvY1HLnuOhy59lrg0CEc/q7vwtFHPxr40pdw6GlPE37vy1/Gwe/9XhyfmQEOH8aBF75Q9twvfhH7X/Yy4SO+/GXs+6mfwny7DXzpS9j7utehNT8PHDqEPW97G7rHjyP+5jdljfj619E9fhx73vUu4KtfRffb34aXJIg+9znM93rY91M/BRw6hLkkwf5XvAL46ldxcnISB37gB4AvfQnHt23DwdtvB774RRzbuROHvvd7ga9+FUcf9zgc/p7vAQ4dwpEbbsCRJz0JuOsuHP6e78HRK68E7roLh3bvxrErrgC++lUc3L0bx7dtA+66Cwde8hKcnJwE7roL+//jf8RcEAB33YV9r30t5rtd4K67sPctb0Hr7Fngrruw513vQvfeexF/61vY8653Ib7nHnTvvVfq9LWvCdZ4y1uAu+6SOr3mNcA3voG5RgP7f/RHgaNHcXJ2Fgde/GLg2DEcv+oqHHzRi4BTp3DsmmukTgsLOHrjjTi8ezfQauHId383jtx8M7C4iMNPfzqO3ngj0G7j0O2349gTngAsLODg856H41ddBbTbOPCyl+Hkox4FtNvY/4pXYG7LFmBhAfte/WrMz84CCwvY+7KXoeV5wPw89jzrWej2eog7Hey59lrEnY7gp04HSBK02m3s3SsIan5+Hvv27ZP5NDeH/fv3y3w6eRIHDhyQ+XT8OA4ePCjz6dgxHDp0SObT0aM4fPiwzKcjR3DkyBGZT4cP53eKjcKEq+FNTV6WbUz7Zc/z8D//5//ED/7gDwKQij/96U/Hvffei0sNUASAH/mRH4Hnefjv//2/r8hjcXERs7Oz2Ldv3/rQgC8tIf7UpxAdOYL0299GcvYsolOnRDsyGCBcWBBpte8jXFwU6SGwUgNuPmgf9PsiPaQG3JgoBZ4nGnAjVYzDcKUGPAjEn5K2el004GkqkqheD16tJhIq85mqeGZG3J6HePNm0W7V68MacN8XqZTvI+12ERqpdQrR+KSzs0iXlxE2m0iWlpBNTUmdtNabUrc4FnezKXWiZpX18H34cYy+72Nxehpb5ueRhiH8qSn4Z85gsGULgvl5+Nu3i9b7vvvgbd5stcWeh3hhAeHMjNTP9xH5PrI0RZwkorHbuhXJmTOisdu6FenZs6Kx831xU1K6uIhwZgZJp4Ps7FmE09OimWu1EDSbSHo90d5t2SJS7DNnEGzeLHWi2/fhz83BN9+Qzt1hKJqgRkOk8f0+/MVFDLZuRTgYiBZy61aRgrZaiOleWkI8M4MoTaVOUST1SFMknQ6iZlPqkWXSNwDSfh9hFIkGxfjnGob5eSTmhvZgcVGk2EEg49AcowgGA8SdDrypKbFUAESrkCSIBwP4tZrMJzPW/CDAwPOkn6anMQhD0UI2GjL2FheBZhNxoyFaIc8TrUK3i6zdRrxlC6JuF+nZs0h27hSJ79mzSHfulL7pdJBOTopWv9OROjUaSHo9kYhOTFiN3eSkaBVMf6y5n6II/n33AY0G5q6+Glu+9jWEtRoGs7MI778fXr0ubhMndtzRffchazalz+67D2mjIdL4xUWkzaZo5hYXrYZ4aQnptm0y9gYDJJdcguz0adEw7NgBzM2JtHpqSrTh/b64u91hKW8YSt8kCfx6HbHR/Pj1ukjpOx2RVjebsu4tLYlGKwzh9Xoyn4yJauz7VhqfprLupalI5uMY6fIykpkZ6aduF+ns7LC1zwMPyDwLAtGmTkwga7cRTk3JWtDpIIgi0TBMTMgaMRgAtRqCs2cR79ghGvAHHkC8ZQv8hQX4s7PSNw88AH9yEnGvB39yEn6ng0GaImg24S8sYLBtG8LTp+E1m6IJeuABYHoaca+H0GgFYwBRvY6s1RLNaquF1PeRTE6Ke3ZWtMJGe5IGgWgh4xjppk0IT5+WOhnNShKGolUIAiRpKvVYWpK6AqL9qdVEa0LtFrUK1DYkiWjsBgPR0k1NITDa14Hnwfd9LFx2GSbn5lAzXzyIazXR8NfrUqcsQ9bpIN60CdHZs0inp5FkmawXg4HMIW2dsLQkYzJJRLvV68lavrCAxHwhYqifFheRGGFWUK8jHgzgNRpiqTA7K9YJ9brss7Ua/HYb8aZNdt0zWiO/38dgclI0dkEg64X5uki8dSvCM2ekTr4v695gIJrVVstaaHW7Q5ruNAjETU1XEEjfBAGyOJb6xTFQr8scqtVkn+VenKbST4Dsub2eaMA7HVnrskz2KqO59pMEfq8n/URLBbO3e9Symvtf4pkZa4nheaLV1/MJsGOPmvxu11oqAKLdiiKEnY7UiRr+el20dKaugNEW0/piMJCx5/uiAa/XpexaA26+QOIPBlKnyUnRgJv1Imy3pZ9qtVzz2A9DtK+4ApuOH0fqeYjiGJnR5EW9HtI4Fg04tcUTE7LuNRrDGvAkkXWP82kwsH3DemSZWJcYk/sgCKSfskz4CFqRZJloU9NUNJK1Wl7XQaMhFlqdjmi9AemnRkP6aTAQDfhgINrwel36CRB3r2e1kMadjzffl/HW60n/GXcSRWKh1esN7a05b9TvW+uZwUA0q56Xrxe5dQK1qZ4n7m5X+mZiQsZemuYWF14cWw14vy97br8vFiVRJHsuNeDLy0ijSLT6WgNOK05j8ZACMg7NvMnSVOpkjl4GS0vWipN1pZWj1oBPTEjZaXGRpvB7PasZzzKx/KF7YkLGXpqKhr/Xkzo1m1KnIJA6mbX29BOfiG1HjgCmnFEc2/m0vCz1M2nTNLUa8EZD+AgztxCGCLJM+iZJpJ+aTemz5WXhy6kBbzZl3tDiwmi640ZD6poksufGcT4Ow25X6jQxIXUaDMRSgXx5sykacM8TS4xeT/anet2ue8YiIPV9GYdGo5/3UxSJBpxjzPNk7JnPAOfuOLZrBC1muL7RosSUPa8rROsdmDE5mJkRa9taDYNNmxDW63Kx8vQ0wqkp4NJLET/mMYiuvx7ZM58pfXaBNeDtdhubN2/GwsICZgx2KKOLxgT9EqP5vO+++4YA+H333YcnPelJI9PeeOONqzYUiaB5lDtStyWuxe0Z01LAgBJzwRrNnmCYKb/bBZIkN7mBYb545iowfoBskryILeAZqSAQhtEsZqEUAqCpqDlPxM0DcSzlMufSoiTJ84+A/LxYZDZpeB4i881oz/PEnybhxjSU4BhhKG4DeP1GA36vJ8wMP/VlTFxA8yNjcoUkQWDMXhCGUiezqYa+Pcvm1ev4wlvfit0f+hAikzd6PUSTk3IGaXYWkefJmSmzEMFc2hf1etZt6uYxDgDfMFJD7kZD6trpAM2mmLB1OsDOnQiWluQCvShCwDNamzYh4CdXoghBluVntEJg2G3Oaq1wJwlgmMp8XKnPZkQ8uwW5BIznxaJEvnfupSmiwQCIIinvYABMTIg7jq1/uw3U61I/k3+gzlsGnj3vF1C2Z8ySeJaQpoYwpk6IIqnH0pL0jdm88rGkxnbE82LGRJ7n3aLUnrdkXb0sy+tKULLCbRiR3B/Izfag3eYcW2CYeZo3r6mfTDsNogiHnvlM7L77bls/U/68riVuD8jdfpZJP3Fu0Q3AN3M97yeW18zhgBc4GgabZ/ByN/vJtEHuzjLbf1km/WTmXD5XPE/GkhGa5WOP483kE5n57UEuugFgxx6MGb85wzlUV7Npw5hUwrRfPg4N85zXiW7fz5n8IXeW5UJEAFI/rm+sq+9L/cyYjni2VNeb9ajXZezpshvT7nwtr9ftGk/zcFPvIEnys5b5ms26mnGSj0/OIT2fTPxQjZ/Q7B/wPCkv51avh8HMDD73H/4Ddn/wg/kZx4ifUGSfRZHUietekkh5lVluXleOPfZTFEl5zRoXcF8xDDE/ZxgYgJKPK7On0owXWZYzxwCkz7j3dLv5fhb1enaNWF6W9SVNEfGccL+PyJfPZnqNhrg3bYIfRfCDQOoUhvCN6avfbML35TxqvoexD5aXgelpBOqTmYEZF/B9GZOeBySJmMJPTwPLywgnJuSsrBFKMG1oGHMsLyPipzynpqTsU1PA2bOyVxlrnmhqysYx57W9NJV1cmZGTFinpgBjqu+b9vJNGKamcjP+fA7NzIhgmHsox6QJC3geGmIuzPg8ZgKIMJ1rZhiYs8GLi1InMz4j44fpaamTKYO/tITPv+pV2P1Xf4VoYQGYmYF39mye1p+fh28+F+p3OvBnZoCzZ+FPT8P3PKDVgr9pE/zTp6UPNm8G6DaaNUxPS12XlmT/PX1aKrR1K0ITF7OzCM+ete6Fhfycc2jGNdjW5h2RySN3b94sfabdhr/K1/IgsGt2mdsIyugOOE4A4SOMJV/AcQJIP5nPj4atlnwhhvyeSROm5m6E6WnxN3WMZmflTHuWIZqZyc/cR0EgY29+PucdMD0tYw+ANzOD6P77AWPW7oehrHVxLH1j9infrFMEY+78DwaDfG/P+VkjQJAFyB9e97rdPH7++Tquh9xver38ToJoeVn8gyBf0+D7smabcRh1u4DvI200cOj1r8fun/1ZRP2+lD0IpOxmb+UxBQAC/jn/WXauBUYQnfsbAQkMj5x/CpL1MHHy/ZdrOcvOfYjruuHv8zWe+xb3YlMnj+3BPanblflkhEowY803+5BvTPcBDPN1vH8AQGDyBuT4Rr5ms309DyHv4EhTcXMdWVqyZe908nsCIvKEMLy4uVA6YhukcpQI/b7MJ4OlCIjHdQfELmO6R+FA5jkOXTQA/Oqrr8Yll1yCf/iHf8gB9+LiIv7lX/4Frzfm2xuCjGYSS0uyAC4syAa7tCSbFUFbGXECP1REkEvSg43+BMWcqGrCkjHK4zK9ztM1ynDzMUwzF6ehy20YroFot4vnfuhDAnx1erPQrkij8yOwY7sajdTQu7gZUkhgmLVCt657qi4L0u9WgGWonKPcbMs0tRfiEHgUuXUaXRcy/zoe+1xtDqumeTjyZputloZjblS7kWE0TNWQe9y8VnObDSkaDPDcv/xLmevm/FdelrW61TgfcivGPx9j3Og9D5iYkM/6eZ4waZyH9bqM8a1bbXzDUOZt4vv20h66ObbK4nLuMC6pXrfhnidpt22z7eWGP/CAfJaR/RyGxX5uPoxnBLU4dUo+hXjmTLHf9u05A4rNmyXtli2S744dUlfGP31a6s2LijZvBu6/X/wWFuyY8f21h5G4brB87jrP/gbsly/ctua6R7Djy5nraGYGz/3nfwZuvnl0XAJFMvnLy8LULy3ZJ5l1rmFlaR+K58SElKnsaYAomd187Sn7Y5wyhorjanZW4k1Oll/ipuOGoZSFTzftqLjsl82bZX7pMF3OLJP0jLPWMJZFl8kNWy0+1wSunb4vaw3jlPhFvo/nfvKTtm1mZmwbsT8I5DnmdHgUiR/XyE2brHvzZnkX49bro+NyTjEdf7Nuug3GyYP7OhUwOp9zcXueHduAXNpb5p6YsHNap2k0rNsoPPI+zbIcxKNWGw5jWTiWABvGvWN6Gjh71o7pNJV9j0qALJMv+/i+9MPios2Xv9le5I2Alb+DQPKt1Wwd3d+9nv3yD397Xi48zS9oZJosAwYDRJ6H5/7+7wPf8R0Sh23Bvic/boTP6HTsvt9oSPkpvOX7WG/6cY3SvDL5Gv7Rv9EQXlbzyZzDet0G7IV6BIlMw3Zjf/T74qcAdT6HycdwDdDrBXkbvWa6YSy3DtdhOlzH07wyeRj9frqDYPgrThuINhQAb7fb+MY3vpH/PnbsGL70pS9hy5YteNSjHoW3vvWt+LVf+zVcc801+WfILrvsstxMfd1Ttwt89avAgQPAt74lnyBbXh4NuC8EaeDEQe8Ccx0HsJOUbi6+3IRdEM34bj560XFBsLv4GHcaBJh7zGOw7WtfyzUAKxYCveC5AgYXkLvvYP2LwBAXLiC3JkAYyiIax3Lj/Y4dsgB7HvCoR0mauTlZ8IMAuPde4LLLJI8y96lTAiSCQBZ2DV5c98SEPN00wDDjrsGPuZBn1TQPZ95F9S5Ls1q70b19uwVX27fLRsv2XC2vMd3pzp2Ym5zEtm9+E/7OnbaP1+retk0YlCwTYHb27Er39u0C6gAZZ3NzMs7oJnMTRblGHGEoeZ85I3E3bZKxy7mq49LNcT1uXM43He77kpYMsU6jw8nsruan89HxAFlrZ2elnGV+nNuzszZtmkr7uvG3bLFrCuPTT1lTnFMYKQgkTK8pRVQGwN04Zg1LN2/G3MwMtp05U3wpjAYeZLD1k0w5hQi6fKulPd/PhYXRT8AydxWtS0o9D3M7d2LbAw9cPJcUPZLI9+2Xe2o1C0IJ0snP6t9cQyiQ1sB+tbSAxKflIvmz1X5TC07hA29vdwQVqSd3Qmw7cQI+rT9cYYabD/e/cfwoQGu3hz8rTNCsLLLGjss1jgKDZnNYYUF/8l4Moz/3Xc3Tsq2LwDz32LIwt5wUnrhCBC1YiSIp9+Sk1HlqSgQ6W7dKuTZtEvfOncCuXTbvDUQbqsSf//zn8exnPzv//XZz4cYrX/lK/Mmf/Al+7ud+DktLS/ipn/opzM/P4xnPeAY++clPboxvgANWUqbMNNeNVMeYhwxpD6JIFrQokolMaXoQyOQwF9Hl0ubZWQEGZNTOnrXSby1hVyZ5QwCYcbLMSgwpDTQXq+WLEpBLiNMowl3f9324dWpKTEEpQaaZFRkzTnoyawTc9foweN66VcBJHFupsDLxxubNVpKr3du2DQOjIve2bRK327XlJDPOti9ys75FGhjt54a76bmIlWlydD6MwzYApB8oWJielvz0oq43ULqbTUnTbo9O48YDxk8zM2PTaLeblznDnrt1vqvlNaY73bQJd83O4tYzZ+DzfTMz9t3jugn+NEh23ea87Qr3xITdlLnxcRzrvq3ooqfU93HXFVfg1vl5EVBWVNEFpDQIcNf11+PWT3+6AuAVXXBKwxB3fc/34NZPfOLiG4/k28hPcv0nbzAumGe8sjD+NhcdAxgOY7g5JoFuV+KST5mYkLBNm0QIPRgIRpictFZ7G5A2VKmf9axnYdSdcZ7n4X3vex/e9773PYylOo/k+/a738CwRvh85M3BTtMimtokybC72bQTRWugKdEk6d+UbjH+aowcJ6xLbn21CQ4nLN08N9Lp2Ppxkciy/Mxh6HnY/dWvSt14tjCOBZB0Ovm5EpgzjbkfzVooIOh2ZbJPTIib4IcmdpTeNhr2XWt1E4CfPg184xuS/8KClQYuLo52T05KPr2eldKyryjYYTmZ71rStFoC/GZmLFjbtMkeB6Ap8MICcOmlG3ZhfCgpBLB7YWH1OVJRRQ8DhWmK3XfdVY3HitYFhXGM3f/n/6wf5UNFj2gKBwPs/h//40IXo6KLkCrueD1RowFce60AwOlp4NgxAZn9vgCsVuvcz3hrYMs8eCYaGNYc9/sCoIrINTnXZ+m0WTdBuI5DQEctOc1vtKDBXK6WCwQIrPV5EGrrtOk5ATO10jzflWVIgwAnn/hEXPr1r8tFEgxvNu17TdwhP5orsbxxLH7mZtu8XVn/el3aVJ8PGtdNIQPNtWimHobWtLrRyIUKI90UMNDyg21OAUkYWtPqtabhpWk0oU9T8acZE8956TPWFQ1RCuBkrYZLgYtPol7RhqPU83By0yZcevp0ftFORRVdKEo9Dyd37cKlJ09W62NFF5xS38fJq6/Gpf/2b9V4rOi8UgXA1xPFMXDffcDddwNHj8o5VJ71eLDaifOpSdegk6CbAFsDbn3BEE3WqYEm6NZnBAEbRlBHYEhNqjaX1Sb69Afs04DatNHAPTffjJ3//u9yUyXDaVIMWOBb5EeLAQJUaqz1+XHGzzIB4qz/uG7mTxOeIBC3uUU0Fw7w4o5RbmqzKUzghSiAvRwrCOxlIWtJw1vkCfopLOHZ3sp0eVVKAdzTaGCn51UbekUXnFLPwz2XXoqdZ85UALyiC05pEOCea67Bzvvuq9bHii44pb6Pe66/HjuPH6/GY0XnlSoAvp5oMJCLkVotC24ezstiNJh1zb804HbN0rWWGLAgGhg+N64BMsEnwTSJt3AS4FFTbD5FkAN5l1Hk+9VnkfIsBwPc+v/+v+duPVBRReeRQgC38vK0ih4aohUGPyvDW3F5jIWfp2q3RejE4xXmZnDUamIFxLXJfOIJrZYV0mm/ovj00xfBnUsY11vWg3dr6DD9pOWKvsG2KI7nAe02wiDArf/0T/Kbws6SuACsdVTRk5ZCzItrPi8cWl62T7b5anmu9mQ+4zwXFuwFUW6brPbkHST6MlFewNRqDQtjNbGflpZs3CSRNmHZKLwcFTeO7U37QVBcN219xvR6rI4bpvPScyrLbHx9UarOAxi2iGK+rK++BV37mXeH7TZu/cQnJN3SkviTJ+I45A3gReEcY+bTWABkzug5Nm5c7W61huunb0HX7c8jWGVuwFqKsS/PxU3LQH4Zx/elPcrcvOF6VBqugVlmxxrnc7s9HKb7jWtDHNu5rcOoVNDjSP/meqHT8rdOqy931L+5vtOqj0cQ3d+8AyXLbBgVLjy+qD4xiW4Xoefh1j/905Fx4HmW96Rig346XZkfy6ZvDaelpvq0ZP6FCX3RaUUblioAvp5IL3a8Wp8MEU2MK1ozpb6P4094Aq64665Kgnk+iZfU8XMV/IwFLxM036vPmdRaTfx41wHHNC08+Pm9IJAn4zGNGw8YL81gUJwGEEZiZqbcrfN180qSYjcZZZ6Td9zpzAyON5u4ot2Wb/GuEr/UPTlpAUyzubo7iiyDRTcZBf2JmDBcmY6fg+EN22QAaaHCdWrcuPpSRzJ/ZPII2oDycH0sxfXjTfnttmX+ALkNnp/L6nRknCwuirBPfzmAn7ZaWrJl6fUk7fKy9AHHN/2K4k9Pix/vl6B1zFrDNLCr1+3n63RYEWB2j8m4cQCg20U6MYHj11+PKw4dEgshgqaCuPkdGbz80n1SOMF+oCBAWwxp8Earn6K8xnnyvg4Ka1d70gLrXBjXwcDOD7YNhQw6X11Hrm+0HuJY4+3Duv+53xfFJUjQllIM45OfUeJRL7aTFoqMG6bBAZl/DYw0cV4zPkl/noggVVu8uX68NNXzcPwZz8AVd94p3yfm/SOAXYfZBzwS5Ya7X18gYGJf0TJvtbhuOtbRrRvbBxi+O6XIrY/OMb+1ujnH2Aa6PbTQwwXsbGsdr9+3azEFJ+4nOH3fCjMZxnbkGOZY4BjVYdrakW2gf7vto8ej215Fv/X6Rir6rdcz3T66XNqyM46RhiGOP/vZuOKOO2R9LIiTjz3dhvTjONPptJ8WXOl9jYJCreCq1+2dPb4vv+t1WxbWkeOE5WUfsAz0Jw82yp95UWBRlIbzwQ2jZaYuD/uK6UhaOMFPo3HN5WfS9Bijom5qasMq1yoAvh5JazsuJuICQGZMPzkpOTH1xqU3d81YaiLDw4UJyBeF1Pdx4tGPxi4ymNwgul274DCt9tNn2inpJJPFxYjlIvV6doMqc5OB1m6agHPR4W8+KVmlu9cbdnc60maUpHa7FlRorZbWTDD9amnYPtxMWSZ+75kLfLttb3z/9rftN3e1Nq/TEeaR/cuNhpocfjpqacleBMg0+iI4xlstDQF0kqxMkyRymz2/F13kBmy+Oq+pKXlHkXt5Wf62bhV/x53u3IkTz342dt15J/yZmcI4Y7k3b7baUH4fepS72bTgieOJ4MTz7B0GZek0c8C4nLf6FtRx4nJesa949wCBhyY3nPmV+VEjNz0tdWs25d38uoF7X4Fmyl3tr163NKgq8qNFj2aCCLLcdGsJo5+Ooxls+vPpro9lcUxeqefhxBOfiF1f+YoAHrfuKu5Q/qOeXCv0eu0+dX3HyXNUHuNqsd33rYWKwJD2124dVz/dODreqLiaNIAtiuPyDfr3uYRpIOM+i8J0+lHvK3qP7yMNApz47u/GroMHRWBeVEYXwLrhZfV6MHFZ1yL3uZJuv7W4R4W7wFNTURpgWMusy+a2cdHcddcL/dTzTq9bugxawKjz1b/deVs2j7UG2f3t7j38TX5bhyteM/U8nHjKU7DrwAE5olMQJ6eifFgOPWa0H9OxjOSLACu81PHOnLECFV0O3V5u/V2BY1HaIn+dF8tVlEbXTYdpYOyGu3sbw9iG3I/5laVGQ/b0zZvF3WzKJ8iuvlrG7jXXDAvvNwBVALwiS5r5cyesO3HczcdlBj3Paiw5CTUz5/uW6XUXaC3N1u+g5JBurWnQ5mB6I8kyhL6Pp/32b9vysGxnzgjzrvMMQwu09Q3eBO1RNMxcMkx/l3Jy0gJp101JJLUxdBP0LyxYILy4aDWGrBcXSGowAKu1o+ay15N4p04NS7pZVrYrtRwnTpSn8TypG82hlpbk3RMT8s5Gw4JyngfXGvB6ffizVtRY6brosaXN0ij1pQZagx29yI9K40qQtbSdm6fOe5TbzavIrdutxB0CeNrf/u2wJmdE/FXdHBuj3NywWSeWl2Pf3XB1OsZ1zUr1nNYmkuPE1dJ/zVRyfnKzLwrXa4zrp9cT1k2vB1x3tAmj1rLosaXXJVcYR7frp9+jyZ1/aw2ju4zRccGEnucuU+bECeMYT/uDP7BzXLdhUX78PepZVBZqO7V56lryHPV061b2dNcRF9CUPV0N06i4+p0aPOhxoi0XdF10OV2QodtLj3U37qjyrSWsrK31+Cjzc/vf7asyP8iRsad96EM2rGzOj7smFP1xbRonrvu3WhnGdZflsxZ3Uf/pcaDHz6g0XOtJ7j7r5l0UpvPT86VoHrjg0x0zRWtV0dp0Lr/1nlL0W89hro+/+Zsj46yY90VxGFbk51KWWT5ct53mecvq6fapO8+0v+6rIv+i8VGWpixMk24bF4C7/e2WWY8TbUlDRZab1wagCoCvN6IZL8+vkEF8uOlcNASrkV5oihgwFwSsRi5zwPycDT0JAhzbvRtXf+pTCFzJoRO3MN+i8rsLhRvPrZObt35nWdyydnEXcQ0ECAYBqxFnmLs4j5uGi6W7mGvGUAtZsszmyYWRpsQ6Xw22aOrmbsxagpumw/E0I1+WhvPHNaljer2ZlbnL8ipys15MX+BOABy7/npc/YUv2PE4Iv5IN0mvEUXuMgZL/9bzTqfTbcD66Tmnx+S4cTWQ0GPe3fRHhZelcduHzAzHY78vlgpRJM/ZWXFv2iSCpcVFYMcOEeLwu+ueJ5L3Bx6QT+3Nz0t+9NuyRSxCtm61pv2bN4vZ+9at9qwy5+taw3RdPc9aKJTtDVlmhYhxXBzPjPMkCHBs505cfeoUAm1RotNwTvi+lGlqyprqu8/lZWvqzyctI/hkvCwT92p58rm4OPycn7fzmWtJ0VOvSdPTVgBUBB7cJ9fIhQX5m54ePq/N99CSRwsZeARnetrWgXXV6yKPOHS7VrjJ+k1PSz78TGSnY+PMzEhbzMxYi5XZWWnzqSkZi1rwyKMS44TpdmH59d5RJGSjH9tM+wF2vdT7By2b2m1gehqJ7+PYk5+Mq7/0JQS6/t2u1PPsWfED8jSF4WkqbTU7K35sm4UFKe/MjO3PNJV+2rRpZVzXzTbX7rIz2hwnrpt79rhuFwTxay9ZZj+fCliLOq65jMe9z02TZfYoghuPgnSG0eqPX4Gh8oLHIDgHaLrPuAxjPrzfiL+piKDCg/V1f1OQr02RPc/yFQRlDHd/062/OqPbjr89z1pXdTqyPj7tabj6859HwGNoTpx8feTFvTS99n2Zq0tLw3sj/dJ0mC9qteQ3lUU8jkLew+UDSa7AgqSFdEX+LrAt82feRWCYe21RmFtGHe7yMDp/XT/2lbtucExs4E/dbtySX4zU7QL//u/A8ePAyZPDnwm7GGkckE1aTbrlSuAUE5UFAc5efTWuKtJwueCb4WVhay2rduvFZlScImm31tySOdYMkk4LrNTUue/QAGecNPoMohYKcdMik8Uxy8+oscyzsxLebAJXXmmBwcyMPeOYJLIx8QzvJZdIerr1ZjRuGrq3b7dMhE5z773AZZdJvDJ3UV5BUOyu1eRLBlkmv+fmVrizHTtwdnoaV01MCMgqiDO2+/77pV1HuU+dsmfyAAF4PCpAM/Y0FVBH9/btAizJsPj+8Dk2xqUVC824eV7QjXvmjBV+MC4Zg8VFYXw5hur18nBaodCcPMuG/TZvlneePi1jq9Wyfg88IGlaLSlTGEpbbt4sabdulXzuv1/8AHseWwueXDBLP1eb6wJnVyAwTpgbh0yZS65QomhtLQKZvo/M93F261ZcderUcFy9DhXlx/q6T2BYOHe+iIAqTWU8LS1Z0Emm3j3zqM8r06R/YsIec6IVCpngUSCcwhteIqrbquiMO9uDTL6+z4VloWBPAzR9Fpzn7nXf6z1BfxqSR4pYL9fagPVYSxgFVxQu6LGg94dx/diPLoBQZ4+zMMTZZzwDVx09au9C4LtZTwJ5k6Y0XPvpOlKYRMEp36+P5Lhxy9zuXuwKuzVvci7uUb/Zvi5Y1+3u8jvuONfCv7Iwgn/NX+kwtr+2nGIfu2H6t8tz0I9gmxaHfPIIYNF6VARKV+MxXcGxjm/WriwIcPbyy3HVF76wMv2o9c1dC4vSeZ69iJhfmtEWWVwvuJ8CK7XdJN1/er+ikMwN00cAWSb2D8uj21ALNhjGsaIt2jQg5jqsy6jLouulw7ke09R8YkIElM2m7M1btkh5Z2Zk3+Yxsw1GFQBfT0Rp2IXQeD8cVMQkclHmwsrFhZ/f0pfVeJ41k3SZQ73x8bNdZmKHAG761KcsoCKDtn27MPeMW6vJJOetpfpzY55nL/LRGwA3ay2Rn5qS8lEDRC0IPzEGSB4asFDSvGmTPTO9aZM1+SYI4Hlj5tXrWa2KlurTzVubyWgRrHCh7XatRglYmcbzhr+Nzo1Ta2e2bLHM6WWXSRyeoWY6DZJnZy0Y1mCiCFiQyBC68cZNU0auJJdptHvcvMakMI5x0ze/uRJsnaubt9MuLso44Vn85WURBhBIAzLmOK5HuXmRndY+aGaXcSnpL9IAMW5RXkzLccCz+0xfFJ5l1o9HGbhZ04/HJXhunLed83K4qSkpy7h+ZP4HAztPeM5c+3HN0fHJ+Ov4FDyNE8YL14BhrRK1L93u8Lx0GRDNXJIRIwjke3wfoefhpk9+0oIPanEIFJmGYGVpSeYz29296IyasSJtsAv8KJQr0pKXPScmhi9jY9mKGDDNDLKM7CtdZndfcgE4MAzoNLEP9KWpfOpycHzw6V4AxvfpOGFoP8npAjrWiXOM+6R+J/fWovKME8b2cI+SuG09rh+w8n18BwAEAcIkwU1/9Ee2TbW5KduLAg2TZmS47hddR92G+ghVUTuO46ZmVF9K57bDubj5dIGX/q2BsAvE3HjaTX5Eg2EdpgVrGqi7YSQNssvC3N+8BJDroCtEcMd9kWBhtd9FfKLbrjot65hlsj5+9avDbc+6a4WJ9nPHvgbcLjAf14/+rkBrFOn+LGtPV/DC92ieXK9N5JNpOaDXCffdmnR4UR1YZ83n1+uy7k9Oyl47MSE859at0i6zs8Jnbt26ITXhG6/EFzNR+nOeGP1zJj0RADtZisrlSjtdSapOx/wYR5uicMMko8mJTubKJXdBLSITJwkCHH3a03DNP/0TAr1BFcVneUZJ0/QG7ebV71uw3G5bjXC7PWzixXy0BD5JxPyt05E4Z89aptvVgOtbWXlrrecJ8F1elvTT0/byK216RqYmyyxDqtPTzUWQaXX/1etWqEBmvNOR8+QEg9PTw8xpkohwIIqsYIJ1opvxFhethvPBpGk2xZ/pae5JE9DV0qzVPTlpP3OzZYv0u+NOJiZw9Lu+C9fceScCln1cYFzkpvmqFshoE0HeXquBB8f7KLfWynJ+87IzxtWgm7+L4uq8qOFIEvsJMC1YKwunwEILhFgn+vG9BIec77Wa5Emgz3G9mh/HGucZgTHfr/1Ydq4NrLcWCNbr9j2rhbGNWU8NCLWGzwXaJFe7A1gBBuc9IOvjs56Fa/75nxG4ANMF2DQppcaB5XefGrSVPfX6wzwHg9WfvHfC/a3rrZ96rASBLSOFAHqPKdob3P3ABex63LH/9Njk+NNPgg+m0X3LOOxjfpJT73cc1xSWcC0geKdpptasUeu+ljC2h94zitp2HD+9f7hMO+tWqyEBcPT7vx/XfOpTCChUI7jlesmbnzlPysJZdvIWug/5XvYB07kAXM/DIrfeKzkHdFs9WOK6xzLpuuob9D3PWnZoYKt5BdfNcaXNwXWYVn4AK83I9VzWc5t5FoW5v9mGwLDlCH8XgeSi+TfqN5/agqjot9YKG54siSIc/aEfwjV/8zcI9OeBXasQ7VckgGA99BqzFj93Pdd+rtDCFT7ovFxhJcO0VSN/009bVwJiYUZ/953aGqNIoKAFPzpctxd/U6BOTfj0tPCbO3YIz3PppVIWjR82EFUAfD1RoyHmuffdZ8EKv9d4vhbzcchl5Ejnw5xQT8KiSetK5rRUllJaXU5X8uhKcgGgVkMHEPN+/ZmXs2ctSGF8MnNchPUnS9yNmWUkQAhDAaW1miwEy8uyGUeRBcLA8GVu2nRRMze6/V2TdL3Aaamya1rOvLRZZJFpGOPqML0Ruu8EhjWe+tNLjYbEJePkSk55joyMo97MGI/WD2T6HmwaCjEaDaud0Ddor5bmXNxkinmWiwyyAV2d2VnbJhzLD9bNvuIY5eeKGI/aVpfhLHPrccMx5ubhMoBk+ty4Oi99jIJaXjKtnJ9F4SwbP3Wlx4T+/FWzaUEjNV/Npr00kONnHD+2L0H+0pIFVlp7S9CsNQYaDGSZlIXAYC1hXJc49oNg+DcZWT2fNUOoNUyMTwsFAwY7mzdbZofCDB1XWyBxfaM/175aLQf1q+4VXE/I0Os8xnlq4KjP1la08cnz0Nm0qVxQXtHFSS5I07yM5kXO5bcWUBZZCPA305GPNGteh8eTtBUXBVUsu/bTAgiGa+Gz3jvH9WN7ME8Cafcder/W9dJ8teYRuX5qfzeNS66Sje/XYTrc7VuG6bJzz3Lbk+s9b0Ln/kN/4OHHSOeJKgC+nklPoouFtHSNpAGoPpenQSlgFxbNzLuLRoFpejAY4Ml/9mfFklEtAdXSPP7WizfDNIPrSh3dDUTnpd9Z9D7mrd+pz7kRzOkzNFwktfbD3XB0uQDbhmy/svRa6q3Lok0+yQAzPRfGRsMCCmr5g8BeWELNpnsjNYGcFl482DQ0k6bGTJs8t9urp1mrm7feExTSbawfgjDEkz/3OSs0GAcMr+YmAKeFgxZYuQKdiipSFMQxnvw3fzOs3auoogtEwWCAJ//3/36hi1FRRQDMePzjP77QxXh4yQX77m8N2oFh3lrz0xpQu8oyzQtrgbEWDFA4q/94VIwC4w0sqKsA+Hqibhf41rfkErb77794L2Erm9ha8kdg6GrGdfwiYAmsABtJGOLIS1+Ka//H/8AKI3rmqYG7lgaOIr3A6PcS0HKBoWaOEtQgEPMZnv2bmbFaqksvtRdkbd1qb1uenbXn1TdvthYSW7ZI3g88YC804+3IOv3WrQLOmCbLLJANAntpFdMzDTCs8dOaszNn7DcZu13Jm5oL/T32ioYo8X0c+a7vwrWf/ezK8VhRRQ8XmXUq8X0cue02XPuP/yi3/NKCg5ZANEvVTwqZGI/rieeN90kYrt08bqTz5H0S4/7pMmrhY5HgiQIqHo3g5Vz6c5Ruel1WvkeH0RKBFiDA8Llu3T5ZZuvMNFrrRcaUfaAvi6NQTfcDTYWDYPh2afYBn7ywkkdSdL+NCtOm/bpfXZPgUX5aI8f66ksh9ZjJMiSehyM/8AO49m/+BgHHmL4ElH1OiyLWoSic+7nWkOk6cZ/i5z7Zvm6+Rem0m3H5Dvczi7p/dbuM43YVAlrZoP9YZ63c0PGK3EliBfv002HaxFrHKwrTc4J9UxRW9pvk8lWjfrv8WpEixlVwuAoXhum8lfl0EkU48iM/gmv/6q8Q0EquoorOA1UAfD0RN5qNakpHCZbv21uqtSYOkN/UlGrzSZpK8vMMNC3R54+zzJqk6rOJwPClNsAwGA9DAZeXX24X337fXli2aZNoTz3PXmg2OSllbrelTMyTzBDz1xcDBYFcYOa6PU/qdMklkh9BtAbUdPOG3iwTYEszXu3PM9f8LA1gv80dRTaNTt9oWDNr+unbLMvSM2/Abrr6bDj/2Jfs64sVfGsrDDI61HIDw58Q5LfQtZs3miaJPZtNRpsCmtXcfM8oN5noXs9eMOT7wzcEu25KtQlKyMi6Jm06LoWEBBPu+TINcEi0iuj3bftQqMNyFoWzDbpdyySznmxbCvBYRgIKMuY63jh+pDiWPNnXZLi7XeunrUj0rdzarZnk1cIAC2o7HTv/2cZsU32MxbUA0vuJBlS8J4IApNMRIV67bc+Jcv3WWgq26enTFuy5F8hxfXQtldxjCKyH7ncNJEZd4MYngZy23CkD4YzHvccF0aSiPDj3aZ3l5q1/u/Vku+gya6si1p/1Yvvr4wNuHG1ZpAGXblvdnlrAreOvFubWTbcHaTU/N1wDTO3HMoShHY+cBxposc31GFstXI/honCWQV/Kqsuu18Eyd1G93XdWtH5JK3U4P/X8oJBGC0K4Xus+1nHor89S63hr8QNWCh7op9d9XR93zhbt0Uzj+us5o+vDMOal38f8mEbnwXWsopwqAL6eiFpSYH0u2ARX2kxES/KpTSWg098y1AsHTUvIzGgAri+T8bzhSxUIwIHhZ5YN3+CrF84kQeB5uO6zn7VnPLmY0FyaZdF1oAm8XjjKzvYQyLKuBPnaPFuDNi7u1EAniQUMvZ4wH6PcBAgEJwRQNIPWoEeDKZ1GS751XBeA6cWfDCjrwPyYptsVxt73xa3N22m6rvNm/hxPWmpeVh6dxpX+l7XBg2k3nX552X4LdjAQKxXAfh84y+SzVgsLkm5+3n4Ten4+/+5nUKvhuq98xY5bArpx3PoyLl42lqbW7YKxs2ftDfcs9+Sk1eZptz5PVXRLsw7Xbs4DPU+L8tIbNIEftZ/uLctF4dpPMyr0443YjMt5w7nJiw17PTt+VvPTpnbz8/Z8OIHx3Jy8lwJHlk1rQvX5fw0uR4WxzlxTPG/4LCDXXVcbxKden7TQiHXhfARkffzzP5ffBPmaAdTWSJohLdIwsU/0JVRFT51OCwjWSi7wG4cezr21iNF9uN63Wryy8lxIwOh5CAYDXPfHf7zSIqGsbOOEj0vnq94V6N54pNckBSyDfh/XfexjF6hQFxGRV3bvVmGY/s1wzX9zj/c8++16/RWMDUgVAF9P1GgAj3qUfIM4SYRxJgP/UJNmfjXApB8nAScE/cmsudI2ap7IJAKWkdNmTNRgUJPlmtK5mg3Aaou0hk4z7SyPcSe+j8Pf//24/q//2ppYdrvCTC8tCbBaXpa8KX0nEw9YLbEmF2QUARk3/n33WfPDRkPefy5unjlOUwGBBNT6AjTAmoYDcjs505w6ZRl8Mjn8bJNOf+KExKOWXWsZmIafK0sSede991oAoscJx47Om23hxhtVHqahRFrf1FuUpl5/cO2m07MPokjaZGHBXjBGYMaxqC+K0iDK85DU6zj84hfLeCxjHsvc7sUoup01KNXjrkgyrgGaHtuuexTzWhQ2iqkvS+dqyIrCi94zKp4L+phvWVus5qfzdd9T9F6uSyQNMt00RWGuNsEti467Wr31ezh+WD7fRxKGOPxjP4br/5//R2751WXQaTRpEH4+SI/Hh4KK9rOiOeCOAz6LNKhrIdcyYRSIdAUTReUpi+PGZX5lc24tYS6TrOdJkd+o95dRliGp1XD41a/G9X/0R2LyWzS+3fKOE15WDne+aY36anHL3BVdNJTUajj8mtfg+j/4A1kfKzo3Is+2VqJSi58kazRE8D07K0LxHTvkWOW55H2BqQLg642okeUfQcNDLeHRm8ZD+S5uUpqpcy9qAKyGhk/NNFFIQGDDOARkZBoZNwzR5Ll6LYGjSS5gNWDuBq0ZVlLRBlsEZIqYOebJOp+LW2uXdNvpc+u6PG4aCjkY5ppf6jQUcrB9tWCE79Ymj1pT6QplyspTZEJaVh5dBwpIRtXhwbZbUR+UAVMNiKiB1r8ZJ47RnJ9fadpdxki6c5NtpC1MtDWDzreIQV+NYS1LN4rWyGQPkcvsF4W7tBqIccGTzn8tfkVtpc+WcuywvcpAk/5dBnzcMLcsmlzAo/tdpy+K58ZNEjTPnBm2KOEaqi16KFDivuR59hw177TQl0UW1cV96jVcr7X8tNu4T22qXNQGLCtv1HePMXEfYBpdFl1Wd6zRn+bgLAfD6edecJdl1opC74U6jf78llsepudxJGA4H/d8uLZa05YU7N+yMN9fuc7qMbWan+fZsnAMU8ijP+dGgb1pp+bysnzflwJGHU4/z7PtzjG3Wrg2gWW++hNeFOiyTw3/kIezvYrcbCvtDwx/Jk0rI4rcwLAFoHvhqJ4rrJ9r1st4Oi8zz4fcesywngxj+1FB4u7Rbpi7ZmhliOYPWCaOE2C47uQfXOFO0W+mpeUo+0zv51oorcPXAgbTFM3Tp9e+J1b00JBea9iP+v6FDUQVAF9vxLOGy8vD35G+WMhljuhXFG81ciec1gooZiSIYzz+b/92yOxyBWNalicwbOJZVi6djptOURwXZGjmZVy3u3G7wEszhWxn1wrBTa+tE9w0bjuw/Hrz1Yx6WZvoTbSoPLquo8qzljo82HYr6wMyMPoyGm16TFNoApWZmZy5CxoNPP4rX5E7CXizu8vAlbmDwH4misySZsYAWTP097Op2U9TWVf4nXDtbrWkvFNT4iaYmpoSS5w0lW9wAivjkskFrMBGxyVTxvbyfVnbKNVmOUeFR5H1m5iwFhdxLGknJ+3xAFoi+L5YuLBffV/aheef2eeTk+KnGc/JyfzIQG4hMTEh51J5jIVjqd+3t997njXl5vEM/Tkxms1xfJWF6fHMYwduGJ+aOS4Cvpy3GhCob5cHAB5/8KAAHvrrS6YAu27x2+762+mjhAluHPc5rtBmHCp7jytEZVu5f3rO67mv16cyocwo5m+cOrr5nms+a013Ptt/NSoaJwVCpiCO8fiiW/lXK2uZkOrBxnWpqP/13uiC/LJ3PhgaJ68iC5y1pDkXWm0cl/Fs55LXasSxVcanaEFhkQDT/A6yDI//67+2QhGuKVqgovkhfTmdrgPz1/xLmZ9WYLg8SlH93LRF7auFFkXjUlv56DqVhQHDFq4PNek1WQtx9NHXDUYVAF9PxFvQ/+3f5JIblwm6GKiMYRkFbl0axbi5wDpNEddqOPSa1+DJf/iHCPVCSXAzOWktD3iGXF8SRxNsfYGbBhkukGFYlgn4IZOtwf/MjNwiHgRiSrNW9/y8vIe3ozebNv8kEfAwPW2B1szMyjS8aC5N7flVbiBMUxSPmwOl3JTKt9vSDu22tCX9ufERJHa7Nl6zOZw3P6FFt5um1bJpWi0pG99TlmZ+XuLz0j0C4lbLfoIMkPSdjuSZpgJGeCkf0+i8ytyMv2mTBa9btuRnseN6HYee+Uw8+TOfkQVYz4UyRq6IqVsrc+IyGpqB4LgpIldI4sYtK7+Oy7kzSsDFuG4eWgCmNTdF7cCL0Qg2ez2rPUtTqzWlNUeW2TPd+kKvRmP4SEKS2OMI+vvrBOD6MixqHsmc6At9tFUJQXdRmNYg6vHphpUxgyQdR89dJXyKGw1ZHz/+cYRLS8P3emiwz3bXmjRd/8HAXshYlHYtNO4lbForyLqXAXF9H4cbXpS+SAvuPt26AsP1puWQ1lyy7bXAh+9jGvc4lWbkdZm19lr3vS6/Hgc6jt5Hi8J0XYvyKCuXHl+6Pdx3FPl5HuIwxKG3vAVP/shHENIyoUj4WjY+XYGK1si7whhdTg1otMDVXSuL2sTNoyx+RRuO4lpNxuOHP4zw4eLJR1mhaoGVtspbC60mDBuHOJeK9mI9/vUccwUIeq6SR9S/qchoNIQvm56WPWbzZuCyy+Q5MyPC43DjwdmNV+KLmdLUMm7rjbQWCxieUEULghsfsCA0TYfNwjRo0iZgZPa0qRrfU6vZT8lk2bA54WAwdFmV53nYfN998DhJOenJ8G7ebC0NCMDD0GrcWHbdFi6thcnUeRVJqcvM01xmtuyd40rdNdNYloYAnuBnaWnYlEzf+Lm0JO3e6dg+0swYF2yagfLyKr6Hpoqa8XTTMO8osp8OWu091HhOT0t6uqlRZHqeD9caQAIxzxMBSFleq7lPn85vJPcaDWzesQPe3XfbunLsr+amwIAMOi8K0xfc6Y2U9Qfs/Qa8fJB3HQDW7I/gkW1IgYh78ZqOq8cM5+xql7TpC9U0FV24ptNQIw0Ug2jWU1+IpscGQZi+8ZV+GgyUgRrdtmVgTqcvYrw1KCgLc/3KwnQcXTaX6We4BkPm6WUZNn/jG/CKhCqaSXIFBtqcswiwuWlHAdkiQKz3gVFP99Zv9+kCsbL3uWV3BR2jysn4Oi3/dNuX9QswnEavze54Yl10+xfF87zhCyvdMC1IKQrTYFaDU31vS5GfC3h1GxSND6dNPM/D5q99DR4vldTh7q3Lup/ccN2u2q3Ditwu/1W2Hmh3WZ+6YRVtOPLSFJu//nV4D5emdzVy16iNQKvNgSxbeSSA+zkvwG23RYlRq8klqe22AO9t24Dt26sz4BU9SPJ9e86ujNG6EOSaw2gp1yjSC4W++ZDfetW3+OpNq0gj4DI+mslmHDIUWhOaionlY//6r1cykLwludWyoKLs1mW3PVyQod3uuTqSvlGaGmBg2L1WYOcCSbYlTUmBleBVg8pxQDLHJPOlSa6bhrfBEyix3VyNq8t0sn/deJqxZZ/psup4zKssjTu26HbTaM2INmsq0kSt1W3yCZIEj73jDisoYv4qzqpu93jBKMae5XC1NNqt+8bVqOo8Xe2OZr5dSTjjUktJt46jAYVmyN1w3Q8uWHC1lyRdHlcw4ZLSCA/5lR2rKAAO+Ts16T7S64hOXxTm1qeoL9zfRUzOKD/zDOIYj/37vy9uG91+LnjSwlY+3THH52pAVo8X5sW1ZbWnLp/7Xual56/+c8eE3nuK8nLrxHLosui66DbRcYvKoP/cuLqd+F7yCXr+u/3DOEUgW5evKMydh/RzNVXaj6T32aKxUaS9N2txkCR47N/+7bC5sK63K5DWdSh6T5EGnH1YpAHX/oyr744pWt9Hra1le0FFG4KCOMZj/+ZvLnQxHrnkCuH0vk4FkBagbyCqAPh6okZDvhW9fbsMpsVFe87xQtL5krK5DBY3NJrncSPXpitai+AyIoynwTBJMRRxvY6Db3oTbv6v/xVhWV00IBwFAopAhrupu+XU9XfbQfuzXc4F5JHRIMhhu+k6sH6ayRgFXovK7oICfVO9/mNddHvrPssya92gx4LL2DKNC9DcttT1L0tT5mb6LBvWuDK9qykaldcot3lHXKvh4H/8j7j54x9HuNa82O66rfSYI8NaBOp0f44aUxqAuGOgLJ0eQ2Xhmsl3y+eSLoP2c8ehe17f1Rq6mlHOVwqVwlCEWNryJQztMY9aTQRkSSJHUe67T9bnTsfOpU4H2LpVrBwmJiQ9z4/T/FgLW2i5Q8FEUZi+DMv9JB0vsQJWCkuK2oC/9ffiSf0+4slJHHz5y3HzX/6lmKC736HmxVZsn15P/NiH7bY9Mz81ZYWQOu0oa4EiEMovGnS74z9Xu6yNgkd3jLrrtB7HoyjLhgWVvHuA+xFN8nlJF/tZX/ymxybTRJFofCYmhuPoyxYnJlbGIRPKeBMT0ie0oGEY36G/T+6GaYE0+55jkTeTs6+0n16D2abu+7JspF8M4OAb34ibf//3ES4vD+fP9qRgnPcR6IvdtPk+24HHTnhpHevG/HVfZpktF4+EsC35Xm15xP5089CX7+mx4AqduYdyHOhL6/Sc5bzS+x/3+TJLJu0GbFuz/LqvaVXm5scveuiycz3x/eEjPPouEAqAPM/2Ccvs7lXA8GV3et3Ta7cWpADDl7/qcVz0HvIYuvxcg/XFccAQLxRHEQ6+8524+YMflPWRazr3Eo4z7h36KzDMm9aC+v2Ajcf5WwlpVpIWJLr+bLuiC5Q3AFUAfD1RtyufiHrgATF3vdguYBsFArTEn34uYKe/u0C52grnfX6SYNcXvgCfC3IZONHgmv7upB8FMooEBS7Q1cBulPtcQB7fVQasi4DkauBVg2SCABdE8z0a1HieMON8F89tswxTU2JGtGmTZZAXFuSsNJkx9/bXKJJ5kWVybGB+Xtxbt0qcUWmSROLNzw+7mX4wkPdv2iR+LIvvy3ycmZFyjsprTLe/dSt2nTwJ/+qr7Xn8JJE6rebeulXq1+9LG546JQByelo+ATc1JW2/tGTvNqB1BSDWHhMT0jatljBP+pwlBWDNpoCViQmbnxtXn9fnvGG6onw9zzIhvC9An5HNMltunu/XZuTttvQHz+gDEj8I7Fl93leg82GZCKx5WVuaytgu8puaEuZ8clLagG0yMWHbWIPgqSl7f4DW2vE75MyL84FAoCys27VjmGAry1ZeGEfmQx8F4fwjQ6rXNQoaVPn9KMKuu++GH0X26xtkgHnBHPuSDDYFCPpm8cFA8tdMv/703zik1y19vGicJ4UYZU8KDVwBqEtrAeCeN/wezgeumSwb79cgICMoBuzYdy02dBjju1+ZcOMQ7OvxwffpMFqs6DD66TBX88s89b7n/mnBK0GILosGZgV+fpbZ/ZpzyRXS00+Xsyic5XQt3wjM9Kc4tZtjQN91QJ5BAwLXyoB50K3f5aZj+xS52b88kuXyQdryQb+f402PPbr1uOZerS0XtMUa5znfX6sNWxlSgOF5MscJwN0wfZu7K+x2hYdumvMNwF0hOwVAbAe9j6lx4AMyHjl39V0a+v4ZjifyIgwv8uN7NABnf2rhK8cF20HH1dZgum3LqAzcnyvoH5VutTzHCa/VpI/41Y2JCXsOfGICuPRSWXMvuwzYubM6A17Rg6Q0tRPtYiTN1OjPolDa63n2fCelrjocsGlotk2GlJoXMijcfAD4AK48fhzYtWulxqnfF9BFht9l3l0QABSDDJ61JaNOLRG1ObyUbGlJwqengZMnxb1pk3Vv2yYgL47FXQTmisAZQSnBKzcaLeE9fXoYSLpptCRWpykCydwUuPlT66Pz3rnTbjzsS8YLAtuGPK9PLRU3TQ2mmYbhjcawW5d53DTazeMIvGGbbkDCJyYkv3HyWsXtNxq48t/+zeZL7c24bjLiExM2j8lJ6yb4mpgYZoapndNxCJg0A8AxTs0PN0sdlwwHMGwKS6aJzA0wzLRrsEFmVY8hzajqcM2YaSaGWgedhoy79uMf360/W8I1l36+L3N5MLDn6snc9HoybnmEI0mkb+jHd/T7VhPCONS4UMPDs+hFYZzDBFIsR6djxwKZNIJv9p/W+mvAWXSx12AAv9vFlQcP2rbgU68L+nI4HYdP/ulL73TacRk8XdaH6gnY8agZQf7W4JHhRU/OJ/YB/XXbpanVuhMAsz2oFWOfaS2cqxnTwJlrG4Ex/fRTM/CcD3pc6Loxne4D3R5aQExiG2nBsivUdZlsHe62ufLzswxXfuIT5cJvXR4NQFzBs+4rnV7H1X3tWofpduBlmu6YYRy3jmXucwE6DyXp8mvBoT5Gx/EJWJDLMc/5zbHshrm/Sa6Qy13PGFcfUyxKq8e7a7mnFS4avLvrPv30MUkF2v00xZX/8A/Dgk49vlhGnY+rzS6yAqK/BvLu2OI418ISxtV10W2ggbueM+6axzDdz24Z3D7S+WvLDYbrMPaBK8BjHdhOeixyzfM8e1cN+cpaTZ7ke/Tnmt2jYhuEKgC+nsj3rcRxo5O7eFA6q8EBF2yCbsACZ2ov9aKu89ZPYHhDdyiOIhz48R/H0/7sz4pN0N00emFz3+FuuHrx7XYtA0pGj8w4SZtXdTpSzwcesO7FRXvR1+KiZd7on2XyPXOCG+0+dWqlthuwC9rysoBjAoy1pKGEuNsVzTXjBYHV/FBzSFM9AhCWT29y/NweBRjdrm0/buYEM2xjfdEYgRAZWgIeAjBtmqfTlKXX7x8MrJugiyaMRenX6I7jGAe+//vxtD175Jbf1dIuL1t3pzPMlND0dWnJntf3PGvKzLYFbF2oTWNdNLjS47sorm4TMu4EXGx/HVeDE9fc9P77hxlUfecChWk6nPXTxwS0X9HdDRQSsS40W2X6Mr8sG75Hge9cXpb56t5Wfu+9w6bZHOMET3FsBUUaKJeF6XVPC9I0wHMZLb3msi4kpuP8UEAlbjRw4B3vwNP+03+yt6CzL7Uwxc2XjFS/P3z3BoUz+rcLesqeWuP6UJBm9Iv83DYrA98ugCQjquut+1cLnjSQ01Yn1JhqRtltN/rp8q1G7p41Kt5DBRA1kHfL7/jFtRoO/PIv42nvex9CfsqvqM5F5V1LHcZtF2D9AefzRVrgpI86unOQX4QoIm1hdRFSXK/jwHveg6e99732Vv6LiQhetSUGyRVQuQItLZzRabXQwxVoMlzzgzrcFYQxjPiIvIc+2vNQ7hkPIVUAfD1RowFccQVw7JgMrLk5C5Q2GmkpZNECr83rl5aGGQ79p/2BYQkbAWORaTUZniyDH4Z4zP/6X/C/+U0rwSVzr5klatLItNPEkvUgA6UZYjKXGiwyjZbQF0nzXUkt68d6k4EnM97pDEuktcRVtxMXJzJ0pMFgGBzrhY5+ynJgKA3bs9+XMck2Bmwaz7PnIQEB6kVAim1BDTiZdx7BKEvjeZYR4CehwtCeAWQfsE/dNDwrWpSewPLUKQso77/fCgT4PWou9Dp9o7Emtz8xgccsLcG/+25pu9XS6v4kgGL70ArE9615eRxLG2o3zUwHA4lPtwucCEDZ90VxixhX9r8GHhzbev668UmrhdPPDdNjtYhJdgVzGqRqybzrp9/jPjXDQgCl1yVXe6bLpbUFo8LcOhQBxLL6FsVx36PWJj+O8Zi//3v4Wmjo5lUEljXzVZRGp9XmwKOebl3P95Pv0f4uPRggWiQU1uQCfO1fNCbK0pfFGyUwXk2YXNYuGii7+Yyiceem4+fHMR7zN39jx+ODzdMNL1o7ysJdd9H8GjUvVyvvhab1WKZ1Rvl4vNB3MT1UpK0b1hORV6MSjxaIp08LX9Jui3XmYCDWohuwfyoAXtGFpzLG88GQYhJ8ALs+/Wm7WWqmOcsskCaAc4GfNu9hOq3tcM90kciMu24CQ5pPURBAE3Wab1L4kmVWY67PVGmTXAI1LYzge5mHNsvV5ngM0+BYp9dptCmvBiJa0KDBCLX/2nSwjMHle8rSMF/d3trCgu/UZqZ6PIybXtfFTasFFkV5jeH2Aez68pftOdFR8flOtzxsZ/Y9/QnQAevW8d36FP3WVBRXu11AQcHVOEBhFDM8CgiUlaEMTOmnTq/HuvZzwbouX9E8JxVZLpUBPVfAWFRmko6zGjDS8dy5VtTnSQI/TbHr859f2ZdlApCyco4aR+uZ9Bpzvsg1gS4TqjBullkBWJZZc1UKUfXxmjS1Vkc00eQeoYVt+gwyMBzGoxk6jGXlmq/XUb2PMYzxeUkaYNcaLVRmHvqiNMYt8PP7fez62tfs3R6MS9N7Co95wZ8ay7kAkHsr0wL2QjNtxq+PybBduAfputKyiNY1LJfeS9l3o9y6XXS7ave4pAWd+piCtl7RRxOKhDwVAF+V/CTBrgMHLnQxKnKF2lpwoI+UbSCqAPh6om4XuOce4MQJMfvVpssVWeKGq8333I1QMdJxo4H9738/bv2FXxATIq3FoltrafQ5Mm3uSubCBbBAMfPtMvNF/trN97jxixjbIu2JNtcZBW5cLVwZs6393HOD+j06jc5bMxc6nrYmYDw376I0Oo5mXoveoxkajhV9Bmvc9JqRdjWbui5rcMdRhP0/93O49SMfQbhafN1Hrok4y6ndbCN3fGjmzm3XUTRqU9Nto5lMfZTG81Zq1Bl3ZmZYENVu2yMN2pKE4YuL1jqA9dV+ZKrdfKLIfj90clLuMWAZivz0LbmNxrBwrtcTYNBuW9CkrRQaDXuhlTbdB+zFa4D4rRZGYhvz8jnXHFS3uzu3ihht3s7secDyMuLpaex/3etw6+/+rl0fWS6a4WvApZ+1mj0Gwfrzzgve6cA8y7ToZePOfVfZcy1Exo3gi0ClTNDjvsf9rW/LzjJ7VwbHrk7DuGxL3RZxbEE1MHwnBzC8nnEeafC5VuHBqPjnW4gySjBWQHG9jv3vehdu/e3fliMRa0w/tIdrvyK3m9coq7XVqOwdax2jZcC8DKS7Jr7a8o2CFvdMthaoUAih92NXEO+uLfq9+iywu08xrt573bmveRCXJ3F5GlKZUKsoH8bX7+S+w98UXuixYPziWg37f+M3cOt73yu38rvjRZtmFwlFteBM840U6Lg8qNbkFo1VXRf9HrYVy+Pu+xudivY2tp22QttAVAHw9USLi8C//7tctlWB7/NDngd/MMB1f/7nxSZtmoo2ShfIlk1yvWkV5VcEJrXbfYcrNdemnvTXJuD6TDZvUfZ9ATkaIGmmTjP5vM2YjKPLcHLTIEOeZSsvQQPkcrkkEU3+JZcMm0izHiy3Bi9pKmlmZmQeFKWhJH95WeLxbDpvEp+clHxbLSmH3vyXlsQvTYvTz89L/Vz34qLU1/clHS/gm5wUE3vPk7y0+8wZqVeJ25+dxXWf/Sz8nTulTKPi+/6wVttlfqampEyAlInuTmelO0nEzc9qLS3ZMcPPSCXJ8E3qjMsbyPVRD26EGlDMzNi7CrSGzfPsJ4O0YIP9484d/ZvhWuBV5EciyNJUBtaK/Ny5zDqSaWP+WmDCpz7bppkCt0y63KuFFZXRZb7KSAM6Pvt9e7Si14Pf6eC6v/gL+Dx+octBSxsypy5DxzmpLWTcyzD17dvu81zAo1u/cwHrWojqMnZFaXW/umNDC+j0+XmG6bZzAZWO4156pRl6nS5N7cWbQLEQzA1jWVez8CgDEUXtosFYGXBiepabbe/OHVUu3/Nw3cc/Dv/EiWENeFn7ueHumHD7Srdp2b5ctO8XjX+3HSu6OIg8TyZf0bnuz/4MfhFPPm7fjzs+Hsw40sIEPb/0mOc7yoRQRYoOzXO4a3XRWkFyhcBla31ZuL5gjTehT04KX8YLiy+/XHio6hb0ih40bWBTilWJk4sMm6u5Yxz9m4yo3gC1v6u11sygIh/Ajm99S8CBNt3WE5YMtZZWajM9bdpFbY+7UGmT8HGBu6Yss7c9tlqiLdE3qne7w/kULYaeZy/OKgovS+uWw81T95/L+KxFa+DmXUZFUng3jfsunaZIIFKUXjNURe40lXbPMgGWvKxtaUmAOiDa01ZL4pw+LW7A3tTvuP2pKewo8C90Z9nwd5j1WW1eHsaLxDqdcjfHOrVnBGLsO305GgU6bjrdfgQa7B/OwdOnLYhz49KU092siy5P01R2udooP5qo8kgG/XgPgGYOivyo0ab2l5L2Xk+ELRwTev0pis91QsddS5jWrtCSQF9qpoGG1iy5jJEe81o4kCTwkwQ7vvxlO19cwQnT6LlRVG49Z4rAXZnFEtOOC6LdZ5Fmvezptg3Ts3yrvaesbkzPPHReGhiWWbpoAE7S/acvXtQ3P7vty3fqCyl1vNXCOF+0Fo1jgMet3LbTbeta2mgBhyZ3bKp3+VmGHV/84nB83Qe6TUaFF/FR+r1l5Spzl/FlFyO/9kgn8nwA/DTFjs997gIX6ALSuWrRy86UlwnOSWV717j5byCqAPh6IjKSD0YjsN7p4disNIOUphg0Gtj367+O3b/wC4gIpMlUaLM+lwHXQJ4Lchjaz425RAZW3+Rb5ObiU+Rm//O8Gj9/wtulHeFCTq7gQQstXI0af1NzqdPwDJ1OQy01mTDNoPNMONv97Fkpb7stwFTfJJ2mFoRppo3tTgDDTzzxcjem0RfB6Xg0eyVI4S2ZNLPlBWvUCDM9b5ufnpb0RW4KPXi+km1arwsIr9ethpCAV0ui9Zg0NKjXse/tb8fu3/otRGVCkbW4y4Q9rhsYFmqUaXWK8tBjVAvMXKDBd7h3I5SBMc3kM1zPwaJw/c4iP10W7adBlGsWqP1cgOOS668BVlHcMtPRccKK3lsU5pZLt5t+asbGPAf1Ovb92q9h9y/9EiJeiElyxwfbXLepWyb3qdPop2s2eK4A3BUSjvpz+0nnM4qK5o0egyy/K4zU663ec4ryKCqvfh/zpDWQK7TQ/aBvU3f7qCxMl5F+2t+16HDbXudT1LZ6XuvfWTYkfBg0Gtj34Q9j91vegoj3oGhBis5HrzluuDuu3PXBXV9W04AX1WmcsVPRhqZBo4F9H/kIdr/xjYj05cEVnRtxv12N+n17aTCVYY2G8GX1uv3izs6d8jnd6hK2ih4UNRryjeXNm62W5WIhd1PU0qu1SLI0s1KmUWG42SyD5WXc9MEPIpift0y4BtgEF2Qwir6Xqzdp1yRHMyAPhlxmyHXrNnAZgFEMQREoKQI2Ze+hv/6sUhFoKWNSKEBg2xcxQUUAin2g0+jLZJi3TlOWN8vmvqeo3Vy31tQVMcxZNnxmuYghVkxjMBjgpj/5EwT6s1wuY1nErI7qKxdUuG4XLBf1f1F+bluwDTV41mFlcenW7eZSGbB0w3XaMr+i9imay2V+bhvqcrnja7X4Og7nwrhhbn2KhCW6XO46WxRPz/80RdDt4qaPfAQBte4UuPE8Io+Y6PHNCwQpGKS1Ac/g80gDnxMTIvDic2pq2MLiXDXgFOrV6/YIzain/qwcy816lxHHV68nezLz0H2TpraNeAEay8n3UhhJawsK9WhtMjFhy0ohIseZjsN21HHYV0li25yWUAS4cSzpisL05+b0RWYcVywTx4e21CsDvUXjjl/a0ONQf4UhihB4Hm76/d9HMDtrj//Q2odfvOAYpBVPUbj+fF6a2n7gO9nerNPyshX66rjarY9VZJn4a0sgPQ9HuR8MsfyeZ+8f0G6g+FOKZWkooKYwnfOS8fS6xPHKMM55wPYF+SgK6xnGdva84c+x0jpJ7xMcl/q3tpYp+k3hkbvHa4Gq5geKLCAKKOj3cdNv/7asjxU9/MQ9r4jn4Dqlj4RtIKoA+HokLrAVrSSXwV9tU8sy+GmKLUePrmReXak3sPK3+04dNgoQFZEGIEV5lIEtDfjJOLlaN7cd3He4QIH5Fmm33Py40Ol66HfpPNwLRMiUajNW5q1BbZFGwi2PW29947ubRgPxLBsWALjvGddNM1AyXXEsQIKX3kxP20u76nW5rItn8i+5BDh5EpichL9pE7acOAE85jHyGY0TJ4RpLnJPTEj+S0uSN2/Kp5ufHlvNrT/BdsklwH33SV0mJixj73kWLOl0vCtAz43JSWspAFihDBk//bkyAgKezScY4IZKoNZqyZMMflm479tytlrCdHueMND8PAlgQUOzab8owM/H8fNqZX6A/ZSb/vpAvy/xlpeHLUE49nV8YPjb4LQMIMM6Tpg+X6+BjwYBwMq5RD/OQy3YIdgy5APYMj8vZ+oIZt24BE5kdty5pp98p34+HOS+s6wMo8q9VirbK4r2hNXeV7Z+F72zrF2L+uBcw4res5pwZxQV7ZcFQN1PU2y55x5783gZjbPvlu1pq5V7FIguyntUGcd53zj5lAk1RtVxLXnpPMrSFI3psn5ww8rmQ1ldxuWryvIrK5P+0+8paTc/TbHl618fvxwXkjTf4/qPO97XEvZwEa12NM/uedZ/g1oOVwB8PVG3K5rvVqsC4GW0lk3UxB80m9j70Y/itp/+aTEh4sSlpJbuRmPYfFJrMTTg02AOsKCMVGQax7LTFJrSY7oJ2rRWjdRsit/8vAAzxm82rfTYBaManDN9Edhmekqco8jeasz0BJyUMANW4jgxYUFnmso5e8Be4HX2rJSZGqCFBfntefZ768yP7z9zRvLeulXiFKUJAjlvPDMjeTPN5s3STnQniaSfmbGaHs+zaZJE3jM/L+7Nm8XsX7uzzF7IxnwBuTDx8sttu19yiQV9k5MCNhcXh8cVgIHvY+8b34jb/tt/Q6T75FzcWjhT5B6HdFydR9F73LHtzkcN0svMq4viklYThumwbtfOBd8XUEwtJedAt2vPVHOeLi/bG9KpxdJ+WqPI/uRGz5u9qe3RQh4NjFl3ChL0OsKjKFrrA6wMK2pr9/iMy+BqoZH2Y/56fTBxBo0G9n74w7iNJr9aQOWCQlfYpbW0fGoLIn3sRl++RlDPfM6VwdP14Xvc8mihG49FFAnXdFmKnloAWNa2On5Rn/Op12gKOClw0seWdF46fdE+4bZFUX1Ghbnv457h1sVtP51ulJ8eT26eaowNGg3s/fjHcdtrXiNHInRb82sFLq0WXkQLC+PF2+ikL1s9H/HOJ12IdxbRiDEzaDZlPP7kTyJyv0Cx3uhCA+XzTeS3JyaEp+Kls9u3C0932WXCm23bVl3CVtGDJJrTjXM+YqOS3uw1c0QNmt68XQBMUMw0ZORcc1AHfIS+j1ve/36EnMhaW6cZyaIJXLSg6XJqBkgzxUVuN/75lNi5gKsMFGkGqQykZZnVBLLtaX6YZRZsZ5kIi8icxrEskgTK/Hb5woL9/E6nA8zNDfcjy8j+5qdnCIo7HdHYuufTl5ftTeHUcJ4+bT/TdOqUBWH6DHmS2DPkgAgJ6L7vPgsMtPvkSes+dUryWlwUzWkYintx0Z7bp+a71RJ3s5m7w1oNt9x9N0K2A0EihR+uu4jxHdfNi8P0sYF777W3YFN4UHS2kgy/1mYTAOjLCd35R3JBh3sfAN+lP+VE89Si8F7Pmke7IM/VqnN8u9YaZaCgCIyspt3hvKJWmHOAZeM80fOR49y1BmF+DHMBuAa7LI9raqnfwzSuX0GcsN3GLT/3cwhPn14Jzh4qhu5iOl41Dulb6MuIY2KcOKOObZ1rWBm5Y0Dn4c6tcfz4u2hsZRnCXg+3/PzPI9RgpyyfccMrqugcKR+P60VYsBqVzKs1pxk37UNJtDSMY9kzaJXXagkA73aBHTtE+bEBlZYVAF9PRBC4Fu3VRiMXGPJZJHQoYhZcbYm+jbhEO+F5HmZ4S7UGztqtzyvp8CKm3E1LEFCm+XbBSVE8rZ1hmxBo6jOIrdbwje2uVkEz+jq9bnO+h/XWZdFaYm3ew/LxPfpCLpod63e6AIfAwWW8+Fv708yWddY3zmsAwtvICciyTH5TWMCyEFSwvBTc6DQEPRx3Oq3r5u9+317S5ropSNBuA6g9ADMnT9rxpsdekZv9vVa3Bm1sawouNKguyoPjgsBW971Op/tdv0OPR/Zbksi7OR80ONafuioLd79lq8czx6/bf/wjKGY/Mr8iP1eIwM9osX6dzkqhgyu8KBNyuYI+d23RFxrqueuWSQtNXC2opqI1zNEIe2mKmXvvHZ7zblxtJq/v3RjF7On2cDXg+phBUfi4z1Eab/3UGmC2S9ma5LZZmSCjooeEvDTFzPHjF7oYFVUEoBqP64K4V/OOBsAqg3o94StW+8zwOqQKgK8najREqjM5Kcz6RXDN/nmnMm3OCM3AoNnEnr/4C9z+8pePNiE6VwlakRac7iIN2iigzvy0Fo+MIwGMm1eR9rMoPRloMvku+NUAlb81IHDLBliGnUCN5rc0FU8SAZ/UeLtnWl0zY4IlwObH+AQompmmwIr9TmCtBSJFN5PrT+24gEbHK3Iznj6XRLduM9dtbvIc1OvY87u/i9vf+EY7Ht2b5XX/lZVjlFsDcBdIFN2k7+ahx4MGIG5a98Z8khaKaSCpx54GR3znqHDXlFi/3/UrKg9JC9eK/FywVpSHJj3+mNe5kDsPVoszKp81gMVBs4k9/+2/4fYf+zFr8ns+qEjYWVFFq9DY+3VFFT0MVI3HdUI8RsajZ/waURwD3/wm8G//JuboG8gUfeOU9JFA3a6Y6/IMakXnhcJuF7f95E8iXKvZY5E5qguq3acGIy7wcbVYrruIAdcaQVcbpkGKm0aXW5fZBUvUBOmy6zQaoPKdbv6uiXuR0EGTBjZuvKJ0Om+tsaJbW0+4l8WRGN9No4UV44IWt72LtGSuVk2lDXs93Pa2tw2bWLqmxUXt4FoOrOZey1nwsjxWIxfsraYxHBW+msZxXBBXNob0GBjltxbS84fkCsB0H1Aow+Mv+hZwHpOgyR2FDsCwaXq9bhkPd1zrerlCJWBYe2zmeZhluO2tb0XIz/ZRy6BvkGZZXIsH1t/VOOv6au05Nd+uBYLWRq/1yXqyzYo05doaQrcrSf8u04Czzd2LH12BK+PyfdpyQ1s8uee5XW09xxIwfFM5Lcb0uGVZ3CMErgWCG+aeJ2dd9Dl0tgnbuEi4NY7favHNX9jv47bXvAahHn9Fe5beo0aFF73bnSt06/QVVYQHwT9WdP6piEcmf6ovJd0gVAHw9UStlpyPrSb6+aUsQ0jNcRFw1uCZDIl7OVgZ86eBNPPSzJE21dRMoBtHM0aMz7QkfVEP4/JcNDW9ZO7c9GT29Q3I2uSa2kcyenxHrTbMfGsAyzR8N8/quowr36Xr6IIG009DjI8LkrVggECE2m1eNNdsikkSvzXuMle8JKvRkN/Ly+L2vJW3fa/WTxrg0M0w3mLtefYzNup+h7BeH7qJ+rwTQdzMjDXj13cesF1HMcn6u/NkxrUFAjBs9qXzpZkxb8Fn3d2z4+480uf03XD2uwZERQIxpmddOa95LwH9R/npttKf19Hm+BpEsTy6fTWYYVu57afzKmMeRgk0zpV0v2eZCINWEx656dcTszNuWcoA2fl4N49ZKDCZ+xeVby0mk4z7UAjmi/K8kAqAJEHYbg+3T5GA0BWwjgrXtJrwcj2N64ouPJF/rMbF+iFXibPaFxPWKVUAfD0RN/CKLGlQo819ycxTo0SAxPPIQJ4unpzEnt/5Hdz+pjchIjNNcm82J+Ouv4Wqw1W++VniIhNcwDJh/EatNlMuM0HX2lVtSuuCUF6uReDZ7Vqw3Out1AywTrzF2dUqEDDq9J4ncfU3Y3U5+ckiAhZ+h9Xz5JysBqZMp/Ompq2ICSZo1VJNzxu+xIt5Mn/W4VyY7CLJKt2uwOBBLvRxvY49v/qruP3d70Z0Lhe7uGDTdQPD7TJOeXW9dD7sdwIL98lvD7ugk2VwNXok9zy3a9peFO5qEoFhDR4BsX4n1wnea6DvjBjlp7WSWrDEumqtMNvYPZus83I1rNo0v6jNdHu5a4C++8Edj2UaPpbP1bb6vozHP/5j3P6KV4gJum5DrdXW2mSdd5FgUpddt+O4Z8DLznK7z7L3lpErgNLt5pbZne8VA/6wUFyZ/Fa0jqgajxeYyF9HkfB/tZrchs4vzWzfLl/JKTpat86pAuDrifj937m5DXmj39jkAmpXy0VmUWuhNAjSf0XkMKVht4vb3/xmMSFyP/tTVLZRgMUFtW7ccQHaKPBEDXSWWSaeYEenHwzkfDUvzKIwgOnLyq9vEyeQoXbOTe/7sugVMdpMoxlqasRd4QH7WudNAOLGY3n4qSKXOWYaMvCrpSFjr9ugVhu/3XT61dwsV5YN33YdhiIg8H2EnofbX/c6hLygbbVL31w3YAVN7o3k+lvRWSaCkMFguD+01tY1NdVtxP7Ql6OxD1wtkzuedZ9qcK41vho4u3HdcF0eV8NYBP51ntp6Y61++jkqX7dMo+bfqHVL51FGDzbciRN2Orj9R39U1seivihLr+vt+hG8cw6MEgYVlddtx7LnqDzKyj1KYDDOuyp6SCnsdHD7y18+fESnooouEFXj8QKTttTk11SoAEpTi5s2oPLyogLgv/zLv4xf+ZVfGfJ73OMeh6997WsXqERrpKkpYOdO+fzSmTP2U1AXG7nMO8mdQGUTytXAFDH1zrnL2PMQLi6u1OoAFsBozQ81bgRSZcwo31MEZLS2Rpd7rWCOYMs18aYm3L092mUYi8CQDtMatyIQwnxZP1dDzN/aWoH+rhm5W4aieCQXeBe5dR2K0rhArej9ut5uvm57nou7oLxxs4nwXG7tdAGDC4B0PbQQZa1nGsva3g3Tv4vA26h+Y9xR59S18EZTEUgu08i6ZVmLn86/yF1U3qJy6t+u4KAs7qi8R5XBLfdq5HmIJyZGf2anrKyjgGzRWjxOuVyh66inTjNmXQufLFPRGuGW/XyTXs91e+kyUGCohXrcs7hPFH0pgGV2w9z3aYsH5qsFKYDdE3XZdLjrp9dWfY+Izs/ddwDZr6emEPKsu17bOTb0cayi+V4WzvJpoZArGKTFjCnLUPhq7tUs2yraeMT1UQsoK7ow5K4XRevHBqKLCoADwBOe8AR86lOfyn+HG+hGPAAb0oziYSfNGLjMpmYIDMWNBvZ+7GO4/ZWvLDf5LWJuixgyvYmP0mS5oFfnNw6wK2J43boWMRguSHAvonEBURngdpkqYPiGbc38uQwb07mMT1HeZfE08+YyT+5vtw5FacqAuVtvfQN8EXBfzV3W5yqvuF7H3g9+ELe/4Q2IeN9DGVB13S7Yds/8axPmgrkwkorGrQ4rC9dHDDgOeKEYGWG2J4VZ+rvyjKuZdjecxxcYztvu9d0HmvmmJQRJ3/7PfMfxI7jhsQ3myXLRQkW3Cf86neE5wnnCfPR5cB3GMcgy6M/S6Xj6fcDKce8eMymyevB9xLUa9v7+7+P2178eUas1/Em4onGg+z3LVpqMF611nmctVNynezmbNvMf1xSdFixF+btHAfS9Ae480f5uPDfcTauPRehPtenL5ty9S4/fIvP6tc5hlvFcwsahcQUdZe9297WCPSNuNLD3D/5A9mv91Y+y/Xbc8HONeyHyq2jdUNxoYO/HP16ZoK834prueXaf3WC0wdDp6hSGIS655JILXYxzo25XNN/z8xev9vt8kAsqgZUAWVHU6eBFL31puSbNZarKznRrKmImisKKgPU4wE4zz1rD7V6qRnASRcOXSRGQNZsWqJB553ltXj5WxMyrC8MwMWHz0+UG5N2djryn35cy8Dy6yzwW5c0z7EVMJvNuNFamSZLhM+eaCXbTaDPtsjZgffp9iV+vWxN190wxx592uxYM2nScANS0SxTHeNGb3yymU3xPo2EvThvlZn48ez8YSBvEsXW32/b9GvCWaWf0uW7esE3zeH15nP5EGEFu0ZlpmvV7nr3ATIMKl8oAXlF4kV+RsEjHK1orxvHTea+FHgwjMA7IKIujTfX4WwvlXA2oaesoy2R9ZNqyc9guIHfnBAGn7me9lmnzQfe52tnu1Z4kCljd58NNFNSMY+UyznEz8gOj+IJzDRu3TA/mO7truOgtarfxoh/8wdXzXK3dVgvX40bPc11P+uvwMndZfpX2e0NT1OmMNx4remiI/FOtJvxIFIm18NatcgZ81y5g8+YNqby86AD40aNHcdlll6HRaOCpT30q3v/+9+NRj3rUyDRf+MIXMDs7i8RsCEEQ5O7LL78c27dvh+d5CIIAcRzD9334vl/qHgwGCIIgd4dhCM/zcjcAxHE85I6iCFmSIA4CRGmK1PeR1GqIul2kvo+0VkPY7SINAqRhiLDXQxqGSIMAYa+HJAyR+T7Cfh+JOcsb9PtIzE3LwWCApFYD0hRBHCOu1eDRXa/DTxL4dMcx/CRB3GjA7/fhpykGjQYCuptNhL0ePLqNaU7cbMo5Gc9D3Ggg6nSQ+XLJT9TpSJ0aDUS93nCdajWpx2Ag/o0GwqUlJI0GsixDmGVIzCQM+n0kBrQFg4HUz/NsnQAEvR7iZhN+msIfDDCYmMDS5s2Yve8+JLWa1AnAoFZD0OvBDwJbpyTBYHJSzucOBogbDTEV9n3EzSai5WVkRosZxbHtp8EAaZZJPTodqdPEBML5eaSTk0ijCGG7jaTZRBZF0k9GixbEMRIACENxG0ATJAli35exlySIwxA+IH1DdxQhTlP4QWDrFMfwez0M6nWEngcPELdhRmPT7nRH3a70UxRJPYIAiefZsReGCPt9pJ6H1PcRmnqnYYgwjpH4vow9wJYdkD4zZU/MWA+yDHEUwYtjqVMUyXhLU6lTmoq7VpMxyToliYy9eh1hltk6mTkc12q5SXdcryMCbD91u0g9D0kUydjzPOkPt36+L/5xjCRNZez1+1Inz0PQ7Uo90lTGodHaBXFs62Tq5w8G8AHr9jzEQQB/eRlemuLsox6F2RMnEMSx1OPsWRl79brcuGraIGy3ZW7V64jabWSQS2Gis2eRmjaO5uel7L4v4y3LbJ2iSMbk8jKSWg0ZIHUyl9UFdAMIOh07t3o9xPU6vG4XwWAg9dB90+tJncLQzqdGA8FgAD+OMTAmzV6SYNBoyHxKU1kjul0gjhFPTCBaWkIWRVKnpSXpp0YDUbtt17fFRXGnqawRQSBrxPIyEs9DZuqa16PXs+44ljWi30dgxoln6j00n7jW9fuIJyelz0zZA1PXgVnf8nVvYUHqMTmZf2UhbjTsfArDfLzlY4/rXqdj+6bbte5+X+aT58m6HkWyLnC8sU7G0oDrt6fWdT9NZS3nHDJt7Q8G8LMMg3rdruVmXW9fdhkaZ84garelTo2GXcujqHgtjyK7RnA+ZZm49f4Ux7I/1Wor96cgAIJgeH9KU5lPRftTrbZyf8qy87c/XYx77gar02ByEp0tWzB9771S9ougThdjPz1S6pSGIeavvhqb77kHGXBR1GlD9VMcC7/XbCI0Qq5Y835hKPxeliEeDBBFEdI0RZIkuTtNU4SGhyhyJ0ki/J5xuzjQdcdxXIoJ0zUI3EYcvtt49JSnPAV/8id/gk9+8pP4vd/7PRw7dgy33HILWq3WyHS7d+/GjTfeiJtvvhk333zzkPtjH/sYDh06hGPHjgEADh48iOPHjwMADhw4gJMnTwIA9u/fj7m5OQDAvn37MD8/DwDYu3dv/v49e/ag2+0ijmPs2bMHcRyj2+1iz549AIBWHGPvO94BeB7mr7kG+z7yEQDA3PXXY/8HPgAAOPmUp+CAOed+/FnPwsF3vhMAcOz223HoLW8BABx9yUtw+DWvAQAc+dEfxZEf/VEAwOHXvAZHX/ISAMCht7wFx26/Xer0znfi+LOeJXX6lV/Byac8Rer0gQ9g7vrrpU4f+Qjmr7lG6vTxj6O1a5fU6S/+At0tW/KbIuNmE90tW7DnL/5C6rRrF/Z+/OMAIHX6r//V1uk3f1PqdNNNOPDud0udnvlMHHzb26ROt92GQ294g9TphS/E4Ve+Uur0kpfgiNHYHH7FK3D0+c+XOr3mNTj27GcDSYKDb3gDjt98M9Dv48Db34473v1uxAD2v+tdmLv6amB5Gfve9z7MX3IJ0Gph7/vfj9bMDNBqYc8HP4huGEo//c7vSD8FAfb8p/8EtFpozcxg76//OjA/j/ktW7Dvne8ETp/G3K5d2P+2twGLizj5mMfgwKteBSwu4vi11+Lgy18OLCzg2JOehEMvehEwN4ejT386Dj/3ucDcHI7s3o0jt94KnD6Nwz/wAzj6lKcAp0/j0EtegmPXXw+cPo2D/+E/4Pg11wBzczjwqlfh5K5dwMmT2P/a12JudhY4cQL7Xvc6zNfrwKlT2PvzP49WlgGnTmHPe96Dbq+HeH4ee975TsQLC+i229jz8z8P3HsvWmmKvW99K3DvvZiPIux74xuBU6cwt2UL9r/iFcCJEzi5YwcOvOxlwIkTOH7llTj4whcC996LY9ddh0PPfS5w8iSO3nADDj/nOcDx4zhy00048j3fA9x7Lw4/85k4esMNwIkTOHT77Tj2hCcA992Hgy94AY4/6lHAiRM48LKX4eSOHcC992L/K1+JuZkZ4L77sO+1r8V8oyF1esc70Ipj4MQJ7PnlX0a33Ub8wAPY8653IT59Gt3lZex573uBkyfR8jyZT/fdh/l6Hfve9CbgvvswNzuL/a98JXDffTi5bRsOvPSlUqcrrsDBH/5h4P77cewJT8ChF78YWFjA0VtuweEXvABYXsaR5z0PR573PKDfx+GXvhRHn/tcIElw6Cd+Asee9SwgjnHw9a/H8ac+FRgMcODtb8fJG24A0hT7f/EXMfe4xyEOQ9zx7nfj9GMeAyQJ9v7n/4zW9u1AHGPP7/0euhMTiD0Pez76UcSeh26jgT0f/SiwvIzWpk3Y+9u/DbRamN+xA/t+/deBxUXMXXkl9v/iL8rY+87vxIGf+Rmg1cLxJz8ZB1/3OqDdxrGnPx2HXvUqoNXC0ec8B4df/nKg3caRF74QR170ImB5GYdf9jIcve02YGkJh179ahy75Rag1cLBN70Jx2+6CVhcxIF3vAMnn/hEYHER+3/5lzH32McC7Tb2/eZvynxaWsLeD38YrdlZYGkJez7+cXRrNcRpij1/+IeIkwTdyUns+aM/Ano9tDZvxt4PfxhYXsb85Zdj32/9FtDrYe6aa7D/134NWFrCySc8AQd+8ReBbhfHn/pUHHzjG4FOB8ee8xwceu1rgW4XR2+/HYdf8Qqg15M14iUvATodWSN+8AeBbheHXvtaWSN6PRz82Z+Vfup2ceCd78TJJz0JiGPs/9Vfxdx3fAfQ62Hff/7PmL/ySqDTwd6PfAStbduAXg97/uRP0G02EQcB9vzxHyP2fXSnprDnT/9U6rRtG/Z+7GNAv4/5q67Cvg99CBgMMHfttdj/678OxDFOPvnJOPBLvwTEMY4//ek4+DM/A/T7su698Y1AmuLoi1+Mwz/+48BggCMvexmOvOxlwGCAwz/5kzj64hfL2HvDG3Dstttk7L3jHTj+jGcAcYwD73kPTt54I5Ak2P/rv465664D4hj7PvxhzD/60UCaYu8f/AHmr7oKd7z//fjff/7nspY3GuOt5Rfj/lTV6YLX6X//3/837vit30L7kksumjpdjP30SKnT/NVX444PfABxvX7R1GlD9dMllwCDAfb84R+i6/uIez3s+Y3fQPzAA+i2Wtjz/d8PzM2h1elg76c/LXWan8e+ffukTnNz2L9/v9Tp5EkcOHBA6nT8OA4ePCh1OnYMhw4dkjodPYrDhw9LnY4cwZEjR6ROhw/j6NGjUqcRmPDUqVMYl7wse7CHgtYvzc/P48orr8R/+S//BT/5kz+5InxxcRGzs7PYt2/f+tCAf+MbiF//ekRf/jLSxcVhLeR6k0qtJ0mb1gQZzXjcbEqdnHrEjYZo73wfgyiy2i1zyYZn6hoak95cYwes1IB3OqLdMlL6Ic1qGIq700Far4t2stsVLaSuk+dZTX6WibZY91O9Di9JxN1oSN/QbTRacb1utZATE1InpXnM66T6hjd6xhMTiHo9kR5OTNg6Ga1X6vtI63WrpQMQJon0GTV21EJS80gNcb0ufdbriZt9E0W2Ts2mrYfvw88ycVPTZSwY8jpRC+l5w3WiFpKa/F5PtMX1OqLlZdtP1IAbi4B8HNKCgfUIQ1snaumokXTnU5JIP1Grr8ebnk+1mtTVaPIDuhsNmU9GkzekLabVQr0udfLkAreo27Ua8H7f9kevN+wOQ6nf0pKtEzX5QSBafVqRuP1EbfFgMLxGuPXr9awWkppjVwNuPj8XG8310BoRBFbbgAINA/tJrxGqHo/Yda+qU1Wnqk5Vnao6VXV6JNbJ84DZWcRXXonoqquQveQliG+7DdH09AXVgLfbbWzevBkLCwuYmZkZiVEvagAOADfddBOe85zn4P3vf/+KMALwcRrqYaF77gFe9Srgq18Fzp6tzg6dJ0p9H/PXXINNR4/CP5c29dVlPEDxGVX33Lb205el6bzcs+D6XeOQLgfz4LtYT10OhuswncYtC+OF6pu9+qyzjsf38KznueYNDOev89bt6+Y5Ko2OP6rd4ng4f33ZlV9whtn3V3cbIUt+HtH3kWYZ5h/9aGz61rfg6zPUbLdQfbeabt+35THgGb3eyhvzWU59pp9x3XZkX7Ed6M/6uqTbXMfV49mdKzqcv3U/p+nwBVW67KyLbhvdN6wvYM8s63HEtgkCOQOrLwpknFBd4Kb96DbHRPL2decp30F/9xwoy6PHDeNw7JPK1oSHmFLfx/zjHodNd98t66Oey+7YZ/vFcfG6oOusx9CourCP03T4E4l6PLGN9ZjhuHHX4yJiufX6r+szztMdq7rser7pc/RuP7JO7tzR+ejy6rZ21zY3TpF/WRrd5no+6/WDbaTnn7umsi5uu7ptrsvE/Er8Ut/H/GMfi03f+AZ8vXa4e3fZfHHbVpfFjct8i9ZGvo/jWOfJfuY4dOe4TlNUJnc/YpiOX5S+ooedHjT/WNH5J9+Xu4kmJoArrgCuvRZ4wQuA5z9f/C4grQVXXnRnwDW1223cc889eMUrXnGhizIetdtyCVurVYHv80hJrYbPveMd2P3GN8LnrdMukcEhM+AyB5pcpkMzEPyt/QgOyfQwThkA5/s1eC9zu2AyiizDo9/tggv9bp0GsE+CA162RTBoJJ1DwIUgMAjs97R93+ZNYt4sj74FmRd/GelpXgbdfkVMiK5DWZrV2o3v1/1BMEDGnyCO+a7FTTLS5s+98Y3Y/Z732DNA7He62cbaTTDJW8NZvtBcxtfvW7DIdtQAvKjtskzC2H9sJ52P7jc3rm6vRN0+3mhIeXSbkygMYJ9x7mWZvfjO9y04ZvkJarQAQo9v5sk+06Bcf7MekN+12vC81X5xbPOcnLThfD/HmQZOen5rYK0Z+TQdBpBpOnxJoAZ5FLxoBp9twHZzQZ4LinR+nGcafGUZkokJWR/f+U74RlOCLBu+mVwLO3Q5iwQwemy5AqGip3brd+lyauCt191xyQVf+vfDSQ/3+zYgJbUaPvezP4vdb34z/PN5iV7Ruu8KR9aS17mkOxeqxswFpbH4x4oePvJ94S8mJ4HZWbmIbXbWXqi7geii0oD/7M/+LF7wghfgyiuvxL333ov3vve9+NKXvoR//dd/xfbt21fEX1ca8DgG/u7vgNe/HjDnyis6T0QgobVmuYbFAzyo2xAIOFLx9BxtL2CZfs0cam0QtZ4aMLll4S3cnic3O9LdbA6DxiLJPIGF659lNr0rHCDQajQsGNNpkmT4xmACAALuXs8CkzCUZspMcwWhbdNazQBpAFFtuD4kloe3kPf7kic3t0bDMvmafF+VPQMy01e+B9Tqw+2mwWwOPllnrEwfmdvbfQBRXdLwhvZeT/qo37VpyrQro9xs17W60wTwqO0DUG9YgNnr2Rvwu107LvRYY18WCfWyDOj3AL8AgLuCJ7YFMAyatTbYBeAaXFJQowG4Hg/UMGsAznrosVkEwLMUgDcsYNJAlwCcY0SD7SK/IgDe6Yg/QX48AGIFgLVwiSA51zJC+tAFytoyxQ3TAj09pl1A7wJw3f9aE+1aOLhzku9jWqbRYJj5azDvglo9XsbR3Ol3lAFw91kG5ld7VlRRRRVVtHGIvACB98SE8GZbt8refMUVwHd9F/D0pwM33DDMb18AesRqwL/97W/j5S9/OU6fPo3t27fjGc94Bv75n/+5EHyvO9IM6MVAHnIsC98rCSAAopmhByQEnZmAodRJcg6U+j7mrrsB2+76CvxQlcHzYVGkeUa+lEGD3yFNjalPDt4yIEvkd2a0WZkBTIPM1i+l2wBA3xdglcFod4x7eUmBB76b9c/ErTVtQ+4MqNfkmYN031YvoTYrsfXJUgGvWWrBhWfah+VIExuWpfIXhDZOGAz35ShmVzPpSSwgLe4LmOn2JO9B35Qtkf5PE9NfAAbqO8xJAgQEpoGMnzQD0tj8DobTgH3or0wPX8rDNkMKdJetljOKgJ7R0DN9atJn3rA7SYCw3J16Aea+4zuw7ejX4SfZ6PgcJ4CA5CwBQqPZJgCMzOZEDb02JyUwTTOVjwJ+KQUTnAscbJ7Ng2NTg0yOKdedC6XMXNbhHNOJyS8H2ByfiXGbMmjrgSQxbRza8Z4kUj8/sHMjN/118hn0zZjNgIQCoQwIo2K/JJa28TxgacmCeGBY+DBkVQE7J1yASwFK0ZEIkgbR+VgtALU6Dt2rxdWg3BHEpL6Pueuvx7Yvf1lMLF1B0CiAr99VpFHUeZQB6ooqUpSPx8OHK5Pfii44VePxAlOayn4Mx3oTsPxmGFp+YgPRxivxCPrLv/zLC12EB0f1unzfTpvZjUOhb0GqD+seBVoL8ZFm6oZ/romykufINBmQGhCbGbCVaWbRE+Y91WetDOdOwDgEBJBjiTSo4a5XvAK3/tIvwO/GAu5hwKdLfQwDjaKyu4wnAAycs9V5eRXw1m5Xk033oI+c+WYeGSwD66l3FmlNez2pe2Li+oGpgwELngFxrFuWWo11khqtom8EHwaYBKGNlxnBCAEaoEC3B0SBAF4C8yA0ApjMjiffdM5gINpmAmEurnEyDGq8wHbmEMgg0PFse3m+eod6r+08+0wzeS9Bk6fdAGDyyszEIrDyIWM1zQRoetoNVZZid1qLcNeP/Ahu/cBvwU97o+PzXVlmwKsBLIEvbp8aWBiQR9BtxkSiKk9Aybp7qn08DI9P3VyZeqqmX+nW7yoLLwBcK8ILJp37fvqxzGy3wnzUfGb/Dr3XrDvwrF+a2eyAleC20M+zj7x91YtGgW5dOc9z2rckfQY1VkvItcAooLRWw12vfCVufec7xcSSQscVZVT5uWC7yMR7NWFyBb4rKqC0VsNdr3oVbv25n6tMfiu64FSNx3VASQpkRgCO1PLJ8QCoRcCZ08PHvjYIXVQAfMNTFAGzk8CWKaDfGQbUZbQCJCvmMi2JeK7A+lwoy/9pj2FKnSejucAp9SRSFriByFHCEKMtrrDXxe53vH0o2mhS3H5gpkimgFzo23oRxPqegF1juS5gDoCXlrgBwJj9epA6EZj7+vKv0L7HywygToXBL3L7vgBB1t9XWsTMmMinpgBeBsQGtAZmsAUAMt+OO1okZJTopFLuHCh6DuDQ4MFo/n3PpKGJK4GfBgd0m/bMTf9Nvfl0+0cDGC+Ud+T4K7NCizQV/8Czfembd2WerW+a2f7LElsvtnNoAG4OSjNVpNHAm+6w28Pu977HaHhXiZ9mFnzTYoHkKaGBBk35WV1TjyEAqtxai2oHCVTlhjDsSCrMqyzuGOHuHCUg1tre1Bk3bpohwQHjKSGWNrMeEuaRykCoyZNHPQKzHlHLDc+OM46dMBo2M9fnyD3YdUZr1F2GIr/Qb4AhbX9eLrX+6WMB+uy2Nh8HgCRBGIbY/Su/IvtPvW7LwKMLNAvXY0xfDMa83bsx6Fd2Btw9O59l9piQvtjNfdJEfRyT8yKBgGtOrwWno9ImiRGyKSEX1zeOhSgUAWTkCGT1GINn2zivkxFC+qo8SSZCzDiRp74YkJY7cWrj6HGd71VjhqWZWh9h/WD84syu9To+hXV6f/RVWwN2SWHGnBtpsV846GP3W99qyujb9TllHZjM7GGJaY+MYw6Wlxjam1Tb5VtJJm1YaFGWrpw77vEPYHgeassO/W7dnkP+ao2ptKvrksJuF7vf/OYLXYyKcssw2LlO92CAsfmPdUQVAF9P1F0GlhbEJDeBVRaNAoyrgsmLkcaYaGoDTv0AJ2++CZd+/nPwU8WwFjHtZa9KlYcGJWXucfolZwpUfIKvHAcpZiY3hYcCI9ptmBOQQVQAwAUwOZPENAZcZ4apSd28c8mCTZeDQgVuaKHANH4gDGv+fiA3LfeYJrUNrBn6NAO81AghIPmEka1Ds2nM340AYWpa/HtdoNGEBe2euTE8BZp1oM+jHkYgksEqTOmGJ+eBe105cw0AC4vA7Iy9XIygK29HX7VvuTv1PJx8/LW49Otfg0+tf1l8z5Mz2rWGtJeuW08+JZcLWVyg4WohXWsMmvt7ntSxPxBwV6+rMeoPX1LGQZEDW+bNS9Bq9gb3PA/zbh5jGPSkHymMYtl56VhmTP61RjvuAalvzoOZ+sY9IFNa/9Aci9D5BKEFkrS8yFKpZ1Ab9hsMxLzf94HErMGAugW9L8O0Fknd+30RWIV1IBmYuWPmUQprvZLEUl/NtLtgleXwDPDNgStBnD98gSDN7jgOtTCMfc8+0lY0nie7vjKRT8MQJ2+4AZd+8fNyJMKHfRe7KICas7D+BDvKSCUP42+m9Uc8vcyCP5130TNQdVvrk8S1Sx8x8kek4W8vk79c4GTWQS8D/AzwUyA0T08lZhrP/PYha5sHwEuASOVNgSNg8jPPIVDMpwkLWEjYNS8bIyxk+UyUvB+L/FRfJU7/cq64a2lRG/pOPMdP9uun4NLPHYRPAVXe/1zT9Pj21X5rwnkcyYMRLqtw/TMDUFMCfU8JyYbcnC/aakMJ08OSdKG/0p1l4l5Ba7QIyfJ/tl6uIFcLGWnxlNfFiZcLlk08WiLmPIRxe5lRhjAP81vzJHk+LKuafONYx6wjSoMAJ5/yFFz6L/8i+3VFDz9xHOZu8jJmH82PTm4sqgD4eiJe3FORIWr3YE1/4d4qzU/faKm2Yqo8IK03cM/zX4idX/1X+Fi2kxaeMbdO7WaWM/exgAmtOUsNYONZ6DydieYpRkB/wqrIDSgmm25zxrXZtGfBJybNmWhbFAzURWja3Y8FHISBgDb45kx4YjdIpq+Zs+D9gcQJzS3fYWQYPcMZM00cCzCLE6v14G3lobISaJg263YFzASB5J/FyM/Jw7QVDNhc7gPNSMpC4FKPLEMw1L6+nMWmVkSDjxBAzLGiGiww/vCB0DPMo2cYJVVP7SaT7Pt2lQx8YZQTM8bIoKDAnQsoVrrTWoR7nvF07LznbvgUepTFz4ymLIAdPzxCkWvxMltJD6ZertuzVhI5wAOQEPB5dg55xqIjSYF0IG2ZZABoAkYmK7NlycFGIvHSTN7tZUBmkJaXAtnAPGMps0fhkGf8DZOb6VvEM+ToL02lzBSg8PiBB2uej0T6O/AEtOd+ntrxEutHgJKlNq2n0GY2MADDlC+NzbgzdxMMYgEzZEoDU07fM3IlA/gJMuNMjUPzngHKw5BKG/Y7ygIjA3omjEg2b2dlAUHGWcdJBlL2TOqQeh7u+b7nYOeX/hl+bEz7BuZYSpoAXoj8/gAy5hn70swz1xoBsEw+xwtlBamKkyfwjLWNqZ9+cn3XTwqRCO7HffpQWmvlDwdUULCorS08kzZQY4515LadA5XM5hGY+eNlZmwR3GQqLsw8zPJhlQMZzRJwSOg4ul1VFTh01hSmhtyK/Onv5uX66f7V9SD5jh+XL5M2rYW45/bnY+c/fw7+ILVxHk7ivqfbi8RxRDfLbpauobrrPKDC6CgMK/Bf1Z3Zd2ZuRq47HY5Hd96nZu+jn1eQh7ZK8yDjVo8rqDC2jc5fl53kxnV/6yoUtZmbT9Fvnc7t29T5bdKk9RD3/OALsfPwF+B3kpXjwc07Vb/dNoHjxzFTNE/K3jFuXLoL6rSi/VMn3HVfCPJgeB8jdA88UUQ0m0CtCWyeAnbuALbvALZs3pBnwC+qW9DXSuvqFvTBAPj//gb4xZ8FTp4CBokBAFi5UGlyFxu9sKeuf1lYSRx3kq+ZPPVU4m6WmaCai9GQZXlWsEl71twsX8QJQjxYTUYwnIcH5GehM17oZQCH51zaFIQSL4kFYObFSQWQ+IGYGfJ3DrxUGXxf8h7EJe7EAp6B0Rz6qTDfUSDvXV42QLRmLv+C/B5k8u7QaJV5jpmXSEWBtOkgte8g85ibUmYGcCcCJiKjOYwTSQ9YxtIz/Zdm5obpWNrAZ36wGkEC8AxyY3TDaP2CwGpuskQ6OtfKZcYMMwR6AwOGTBuy38nxBMYvjwdhaEOVJssELPBWb9a5n0iaKLLpM1jzTjjuJBUhAE1DPV+0z7W65OVnpuyeFQSkxk0mnGff6c6yYv/V3EilfZJ02E1LApj+TDg2Sty5+b1n8Lppex+Ab8Y02y7gjeFm6iYwwM0zZWP5TBya7gdmjAxpWAz4S405dJLas/c5UPFlLKYGsGRmfCGTeiaKEQ88U3f2d6o0yGa8ZyP8MtO/bI/cXDsbbqOc2VR+nplvtNCgH5+ASmuezNdzwrzMmvZqYZIbRkY48JDfi5HBgtAhU+nUzlltRaGLlGa2HXh8BrACxiyRdZHhzD8HHp5qy8z+5uWFnlN/gusizXc+xzHc1qs9XQZyXNL7SUExh55F5DLwbr46j6E2x0oNu/tOwM4130mj89HbalEc/dRAcdwwXZ+iOpWBeTe+Jt0+4/oVtek4fmVl0DROX1dU0cVEet3g/NfrlI7HuHq9cdc1KH83nV6vivKFE6bD83XN8HS+L/yu7wmvWq8LnzExCWzdAuy8BPium4Dn/gDwxOurW9ArOkeK6sDkNDB1FujEYga53jaHFRuWZ5kyMnIeYM/JGeZvNfMqAqoiBiB/r2FE01SZxSUrmZr8MzXy/jQIcPyWW3DFZ/8R/iCxDHPqA+nA5g1PQALNrykEgWF6DXaUs8aZgDOC+RyAQ55JIECkyM28EqPNYf3STPL2EgNiPAF4+ZlK/pn0BB8wdc5So9HzDECDYfgpKMhsuVMjQIhj209xImXSmhnAAKgMGJiyeIEIDGi+PQjtO/pdiduPpa4hIGf2TeMRgLO+8MTP981ZPAgASwmeDMMNsxBnqY3np8DAlz7RaTIDuqDA1cAAgMB30nvy9D1pO+3u653KtNuga/OiKSZNUGMFlAapfZ/jTqMAx596K6747H74WVIYZ8iNzFxu57hzEJQCXax08/Z47c5MuQlKY9P2gWeEQaY9Pc/EMQKiFAase2buwGhqMyvggQd4feQa2nzeOotGZvKHKUsOZjIbNmQW7NnwHFgqM0+Yew1YTpg0qWf9Mkg/JqYsDINntNueAhaeArZmzvMiPObnMx0ccOjW2cwZ/eUEHcYqpC535DntojgfrWHMVB6Zk+fQuuhZPwqIDJBNgwjHb70VV/zjp+WW39SMYVqr5AxWNpxPrjEe7t4V784ZLzNP9HPoGA3rOsbTBVDjPlHyLGIoi+rjxtf+nuPm0y8I43ZIQVvoy/gJfastpzCK7ex7VpCRa9A9EQZyTJnlPh+DtATKVgkDFJjnXqHKm7vND91G+VEk5afbKm9DZ464fsYaIfUDHH/Gs3DFP/0j/Mwc7cgya7XA+mbaXRCeW0hwvKm6eQVxXe11kVuXWbvdoz86cX70QLndMVbkV0as64q5U5BPLrBiGicey5xB1jOODyPrzcNSjF++i4zSMMTxZz0LV3zmM3IkYqOSu+6tR2v6obGcAX4if7RoiwfC+4RmX418UVgtzJub0jcWVQB8vRG1S7mGwvifz8VP8XKrxikiLsj8QbDG8e9BQKQr/aIpMBkQbvg08fM9xWToQnITUb9jxUiTeR4qoG24NAhw4rtvxq479otJm2fK67kiOL4ys/UiwM41fR7yzzJp8JxBAAsZy/wynTK3ATqJcZPhSWMBwX2CndgCMs+0X37GjW6YzTMDwthoUcxG7w9s2+WbbmqED5m5LZ1gOh1mwnLtPgyAU1oxGCaRmkO2u9ZUJinkjK7qlwyWGeJvavJZHzKcmonzMuRmsIyXmHEDqDRqPHqwms+cmUhXpqcW3XUn6t2eaWMvs/2XMzDeMJNCxij2Ct1pFuLEk27CrjsPwO+lq8YfMjfVbmPFLe/1lNv4J6YBcze5NT0WPMtsZQYVxJ6ar54d07wJHhCrhtATgQVgpdW0IPB8Cff0ZNeqM0rcFMenmUNWJj9XT6GamTep6Qef5VZjOB8v3pBpK3zY9YdaaVoC0I/CFM2IBqbMuWbSs2MLnpz5jWG1lzlIyezaFnKNKgjLL7Ki5tkJ4+WFPEKQpaZuqo1W2BBmNk9aG/BziFkMEfTJvEtrdZy49RnY9bXPwU9jc4lYiPwTdSSOdd8XZoeWLb5nL2WLE2WC79tn2YVqKRuO66AZk7lVAVbmlaYqnGMzw7AgpOCpBRh6Ouh90PX3bNFE6IThOZjvT+nKtBTShGbM8GhBDgphQVHgyRzNrbxg47IbfOWX58P5osrvhulylaWD8XPD+N6i+JqygnDtV+bWcQ0ATmt1nHjqM7DrXz8PP+4N1z+18Yb8sEo424HzHgVxPSC35PBgLN4K3O7Fau7ZU93e47ZD/n4zGIvu8vBM5kNjGnat8Bx3WT6um6Q/QUgeSIcByC+981S92Y7MN0kV/+bUkYIA/Zv56C/FFP0um6s5uQPL7ZvM7ieeCs/HB/vVgxbAplEdJ3Y/A7uO3gm/p/bQ3KqP5TBtqutU1M5auKz98naD3UPy/cFbmX41yjJRNrCsms/KeRUM/77Q5JYhU38UmmcpkJq9MO+79VKBtVFlgr6uTND/J/Brvwjcf78scn3nkwd6MJIKFyHYibUicVFYSRz3XQ+GVmw09CdDCrup5ZcZuZyQm1nZ7zWWa4hpgl1Eff52Frwhc3ZVF18xzzxDO+SGYUbNokqGQJsbh57R0hrNYxhak129AQe+NT2v8aKpRNx+IOepQ9+YEseQW9YN85rFQGAuuer25BIapqnVLMORCwwAZAObJjUSyCAw76/nzDxqjDMQ6SRgLqnqC9M/dLsg29oAAmSw3xmPTPsai4CMEggzKDNeXhYOp0mNFMgPbXpyzLmZLGwa3xdtfWg07INY2jUHOzD1jAGkgG/OpsOz/Z9/2o3c3opBPuzOGQAMMy/Mgowy911903biuHOuPFN1zSDCEgNUrIRGxkGuvUktqIEZz7x9nvVCYuuWmQKT2QhC6WfA5KmPflAYpaquQVCh/avbVkVktPXw7LyohbbOLHdoGjLy7eYdmb6G0fQjsH4Z/XwRKvRj5J/QI9DnbcmebwVXCERLOTCAkmE+7DEBGMGEvgTPDcsyA2oN8GVYEJjz45xviRm3IRCYvqgZwQPU+Cl8esitNvRxHxeQctpkUIyofip/qDxcsLOqKbkSmgyZvvNJf7M+FD5V/BX27c4zM+fZ8/xNPqmxToJpn/y8vPmtNcJaMKB/+xBBDi//GjpOAgydL6cwJyhpGwqbeLwot6BwAYNnbkH3FJi0wCGfTrkgp2Cq8c4BfYbfU2EUimttq86jbKkb5VekvdV+44Z7JWlGhes91NVia3eR1nqcdK77fNEQeGbb6r4uWD9dK8SiNL7KO8tgLwCFBX5u/cEw2DU9388yOzZ1kYri5r8zrGhbhq/pt3oXf+eCAacN8zZVCd068h1UMlDRkGZiBRebeRonQC+RPcBqlTBMvq2rZ/Zoz12joNzcsx8EeaZuXANy3imzdcyAIYu1or4GsNKqwzgDOP1QME4zlRSerSr547wcnn3P0HzykO/XgSd3C9UioDkNbNsKbN8OfOcNwA/8MHDtd17ws+CVCfpGpCQG5ufknCkgN/wCwxtdVpTwApMPu0nniBWWwStai/TE9Bz/fP3KhrVQnmc1B9To+aloi4PMaqqSbPiG0QxIohDHnvVcXP1P/wdBr281NzxLHmcWx4TGr58BNQ9Dn8pKMiDykINBzzDAZKxroeSFVBaJOLbuQSzxw8iY+kIWioG5LCsMzCVqgTCFfQNgfV6A5EFMBs3Z7cgTkNiLJR7PpQaB/WRNYABGHAjDSUYw8SU9YNrPM0yYJ+bNLI9vtJwAkNblTDcZ1ToBPeTTeSnkjPDkpIQPesBETco30TCfFgplXIfmbH2SSR+mZiDx/Henb8sXRnI5XC3CkFlhBqDTBZo1qRvT0Lw/MqqNsCbpo9Au8kEmfdjty6VqvEnaN4Mgg3KbjZkXhFE7EoSSrw/7Dp7RTVJTRlNe39QrTYEgQ+JHOHbNd+Pquw8iyFLZzEMzxnPzdgyfBcU5uPV8AqwJOftNXzqn5yS1QnkeWhrASAbsZuZCMl5qR0FMPrFzFaCAdd5on2s7jSAlB5AM95CrldnumTmfnnnizsGPuRmfwofc6sIMFJYpN583wDaF9Us8A5LZ9ma+8BIw3zfac7PWJWaMZL4ZG74pizecb35Lu6fK64b5wpSlnpnHBH9mINDcllYvedtBdTrbPLX9Ty92mV4jfeTWAIkX4NgTn46rD38WQWLGP7s8Uettrnn1rEkg30OmXQ8PAv3YjO84kfWVoDFOjfWA+8yGn4MMiJLyZ988UwB+yTNg/Ng8M/u7n9nbwDPAHmvi73S4LfUlUvlvM3c9mL0DlmFPdJrMtq8PUwYAvRSo+/boUA7eM6APoA6gZ5753pRZkNzPgLpn49BSKvRUehOHYZGn0gP5zeqZJ2WKM9uPup65nC+zzDowzHgX+bFegT/cJo5f4oc4dv0zcPWX9yMYJDacR4cyNYYSrCE8MfuZCgfHoVlnklR9+o1xC9KRH+AnSRP6Y1jLfr4o/xScdqt2K9oAAtjPzAX+cBpeNBmYtSM2Qp4gVe8xYbwvA561rGNdY/JEGP6dsn1UWNnvFBwcakzgHH9D/ea7zGQNfPWuTK2npv0oiM6tB2UNTnwPx264BVffdQcCTvz8LqHAAl1tXQDP7mn8zfIhNU8lscwBp2fT5OlV/YoA7nClbViu0CrwBzAEsOGV+DNYhalirrAwcJl9gn0txIhN3CQzFwGbv6EjqyxszbqpXKo3gckGMDUFbL0UmJkBLtkJXL7rgoPvtdLGKu3FTGRClRJpCHQXzImR5EHyCgCZ6EF53DLptpsfJ8aQkM8U0tdxfStx46KWSxm94YVDLzq5tsn4E0hRo4TAAv7E5E0tGKW3yCyINExDVqvj7OMfj6u+/i/ActfeAF4zl4R1erJpDDK5eMsD0EmAurrdG5ksEnVzwUN+Bi9F/h3uurnJG5C8XXeG8jiRuYSsUZN8O8btA7n5OtuuE0vZ/MyWM8uAni+XtgGGEauZNtWqVTJ2gWzAndCAfgBdzwBaxRh55oI2mmGzz6NUwHMGwOsZ5i0DAlptJMJQ+glQ6wsDHGSAFwO1zIKK/FypAVSeQQYsrpcB3kAYA1dak6VANJABWY+R32ZNkMAyebFKz8FtNGB5Gk/K6KXmHH0q7x7AgGPIefEAdnxm5j3UBvhmXFBwzXFKhpT8re/j7PbLcdXRzyMH/CmMICmzecexlTCT2UsHUtbImO8WuXl/QOiZ81JKqBRCNqm+6r9MpUs8GQ88T+V5FkiA5TTtwXrma8fAxkNmTeS92DK31NpyfRqQoTFjLkxtF/kw5TDjPs0s8PI8q3WsxdYv+P/Z+7NYW4/rPhz8rapv73PHM9x7SWqgJGoebE3W5MiJZTkyguBvdNx+aAdIAMcBggCB0w9GHhwEiPOQNyOIADtIAgRQB/kjjcDubjvdf/0Tm6JEWqJkSZREWjFpcZJIcRBnXk73nP3VWv2w1qpa9e1vn3MuRYm8Ngs456td81xrLpjthsBBzbC9m7XfIg3IXmYdI2bdJ6uiY3FgItbZRbKzcjmWWftd05kESTHEd5FauvqihRuXoyalMo0byAhwaAShigWzjuVS2lkQlTTF/B2XYuL8LnF1mjFVQFsG4Mlr3ojr5CYbb9sPg50dVfzbCHvOdS4B8Y/cbN8X0WJ4BRw5/A5t2/QVX0ebvmiIvq/HuS+hpZ9+Pd7rPWQYNzrfp6PvXaAThonz4J6RjAuUW57I9PLyePpFU6VwtZm1NFbRseLQiEwOfHu6+Ka334Nj4KxWZMCA7KimMhcGg3M6qbI+TAA8+brrcN23bgxrxu8uPx+d6IXjx4vdfcQtHmhr1vvoHMGadpIvPrnF3PyxjDjXm9bW5fj9Pl7z2xjXPBzy+PkQ5m7Wj5AOfR4/agjGAPB+U0vn+8d/x6s2+uPvubS2VLq2XM7v6GQaKKjEXr9f18ZO0A+CphEa8OQ1b8J13/4imhqcpUshbeT+z/12fNsJD5A2FtUwaShvlpAzdzDNhDmcVg111sAw/qF+yPERcO+HANUwrjcjqhcioRKsAR0rt4+2pqIQx4P6NVHbYwTynBR2WRwAfBEoA3DwHHpiwJXhXkXAXymOSLmHO2eB/efV3P4KqAbB5vZdfAZr6kTaRQu0jeYLm9Bzpx2pcA5O1a0L7auHnW3WKD5iTC6AFAhdGffQ9SejiEompbj64dKJr5go6EDB8IIYIG+cnyE1QwwrmvyGArHhLB3GA3zk//kfjVIrWl4RA9oZ1ZCUiALoBAU0V8bdGguqCKpDSIJ20de2m4EIEkWU3C8rLZfNvwLqk0wH0DLKSuuBIQ8reyooG3KNpOmdOy5mVf3ARISTAfdy0AB93kd9z7deNEY9IQPa9x3DhJZF/rSQoCHGnocaUOWi5ghl+4WUoH29RIYMOtA9oj615xaXI6ThiP9qhWbJ3iDZzAaspnYBrA4AsXasVu0ycGvmlfgwyZ9h8xPyuMQAQcfOjSIdFOWYkiFInE0qYVQVEVrq3B7s68LjA023ZZfFyhCWYu3ihGFc4SP/83/XfULQ/EuTyhjZuMCibc9J63JDeH7xAcHPvV9gBKqQ3s8RBqrBPl+6UU9egt8BfAfYkMK8oQGlFYEOl7SL+4XtUce/nh9Wvl/azAD7ep/Eu2TBENezza+4GoLNk78f3wHkonNQn9NKrX0c9nQ8OFzvM4ZHGwfVACLa3DjyHOfC+xE5xl0c2hjXuAAoks/xZL9VrslMmI8h4tcmgmHEKZ27YTzARz77mZY26pBy/JO+r07g8j5ViSDv0+TbhXs+6cv2IzYixnWMf1TfyRhNjQZudNLS1jzewbBuYppOd93TOovZnSOHEsrg/gtqacAzaSb9movr2hwHRVDtKsy6mfT1e4wwmcbHMNH1+N//U19l7XfME9ffEfFdX0L8JmRkmnbNP+PqXp00hX4I/2HNkA1+TMLoiDw0+T09OqZlAqhMmGkZm9p31G95Eb/9Ozd28fdh7ZuWPTP2w2qFj/zP/4eGdWf4xHkZkYmGmTJ9S0Twx+/byMiaG9u5fs6Fzc6BJZrDU6fzclj5c2stljF37UzrcAkYwPosQfLACWN2/rHo3SerlnchCjuPLyi+9MIzCkNfYe5VBPyV4oYBeN3rgPO7Ss052FekYCwK9I1somPogfCyoTxC41QB/WaffgHjch1ywQSCVd1cjnQRoRp8Iuhmcf2OaD3Ynd/tbggshTgXN3UOQkKjBLr45mhI+UiGSEMv4NEQBM6tLQKUPODOn/9FvP3GzyKPo46pwMTJEAyeSQOw/ekmB54B43KlMA7eN9GGyhgAzegvDcA8cOvm0pCiOPar0aiqrAh8BUaLIWTmhxjHtBiiTxousHGxdTNY+xw5ca59BQJFkfBkyPZoi6xSTh3hLW3uYMhotjh/G7y+HU2oVpSdu+DWz2FzxSOAZeDCJu131U+yMRCrjw0yl9QQRgEqR7CKpts4sREZ2PITo+rVRoMkycqqF2DIv+a3tUU2n04wqkSyEpA5busmGj+BoCDjzg99Em//9o3I3fvK/sft8qpDYePqF5KLqlYO1sTv58QUGUpAtXYbAahqNX/i9/EXoBrgybFtfqGH/S9AJQBGRBto4+xxHZeNWny8fF2f1vNX/eOQh9HWM0IbZqG4SMIPYXFNxbUB36sboI41hMfK8J8VybPvxriQrxbn6yaMSc0X0sgkLKaLwJTPvf8loKQBd370F/D2r/2xiqB7Xb7e4lqKfi+XDkkz9+cCOd5Gl2pKpESwJUxSw+K2YIQXNOJC1OeMz9CtQX82CH4vJWihvgarFGjMM2WLk52vY5ubaTsSATy0LHFvzTmO1Ui/LD1TvWdym8uo6i7Q82gTVzAUVf3TuFjWdAh5aOmnwHQ8ny4HQZiOzQywXoaMOz/0Kbz9a9e38zHWT1BO2jTssHigrScJfoS07t+U9ig/hbxzSM4P4+J4J6ASPN0fz2igxWWLm8vj8BRE4QRA7/vBNrefsUkaIdIt5/uZ7XHuErff2c9paDkuPSYzv6cwoi+KKE3QIYCl72/MVtNs+B2rmZ6P0zIIKCnjzg//At7+9T9WlbGZZq7l79o68/uws2FTWXPlbQqb1hXrn6vjqD0b19+mfNN00zo3Hc8yTefnKhrsFAn8rt6QgQZfXnkW0IFXEfBXmDOEaSsDSMqhLQ4AajTGPvlGJ0fEu6MZ/6YNO00bf6cQUS1lxnDp410/FmgirvWCFtOlduAdBrSJfh15ZUcSw+XDaBs42yWyHPDCufPA6YXqwC2MO5pyEEcfUN/WdpF255aupCGXkTpH1AzvAKj6xY70eXuTicwciBlGC2Wm4K/AlXlctN3FLZlVLH3fAMGtrGXCiR0G2SZSJHEFBWgHMYQ0t7GlME/V6A9DDa2x6ZYV5cZOJKP0wON2eechrAefM25r0A1HuWpCJtTnc3ysXJzPy4+Wjt3VyzLMc+TW+VvofnCnkF8m+aNBFT/cHWn2/BUijH4n0IT6KzLMgUgmba/6s3G+bgR44fROSyehXPcTdLwo63odoHOytD5UOwemp1916dCIVixNHWM/iEEvCc1qvvkhTfoF0soo0oC+Wj6hPpfkxKBOL9n2ru/JZVIdV4S96nujIq9A06fzOQ5IkEsFiI2h3/JVTzqWIxNAg9AhqemQMF9b/pPQ1sgUoA9ZgFhOcPEsXSM2TuIcUAZ68UM/69IkjY+FE8v8uaXIAe8QE1vnp6T1iwDkAS/sXQDOnjXbI7afI5de0OYOI3DKFgQNqGL0bnkeoU0uLZLsfXg3HJldRQDAKTPmd9IMq/lb8tnFqtLmr5ik1aEIuJ3n/ha7W5hz9ZO8IU+9fFKbazbDb1PX3XXB+TlS30g3Qo/fTd4GFjQjmZbXnxWsxC1LQwEJSCGtE2Cj2Kqvq2gszp0Tj5NAjXTGeeYW1z0baXlcDUGs8wQt36UgNoaF9SmhX0A7n4eMF87umr2A0vZhXcdhmjzPUfE2zB3yH/dRTLMp7VF+mpQ3F3a5/roWJvXUsQv+GhDy0Ey6NX9Y3wRdC7VOmvSTQjpaX1NOsPe0FXaYlDP3u3PUf6fjIUOfZYrAx99+59NkPyUyIoFX5eGW3okDacAL2+fUQK2M/dqJsNE0bFqO74kc4Eh3OYV0lnYhk7AwJNPxiEPWpfUzZibdtN3TcITfleDH6F4PmtY5zTvnNq15/x37Ni2PxdQJQ3tS0vvlVRH0V90P5Q72gYMXAKx0YRUT2V2JAvMvFZGHwl8GqhGuBako7FYGTm6pAazloiFa080CGBJF7ZDzClalGdxwx+gNuDii63EZpnNLgTJvQIk/8VWNGPlFDjTOHAVuOeBi8zkRPviN/w5cfbq1ZZGMu5yV65uSib17uVTzYzCAEegNvLnF4pQVqYEh9ovUjJwQoepOwtrUGXTBxG+6o8lOPRfBpaEZMYIBRdXAFQHjgZZNBsy6heZqCXtAtfxbgUsT9wcBfGBjvEBHTUwLMzTDjVPkB93KFBGHrHnZRMfJdGO7m8LaKmNYKwt0nCYXjxegGveavotTrSPbGoCNf5fHAHOy8ewWbkIV8wdBrbOT9XsV8juQu8lvc5p9zoIUhaA38uNGbAyZzRn44O3XA9snW/diV6Mf6JG22ocJZEY2Np0uvc2vJGCr2J4yRDknvcgI6J6xSu4X2xORA2X9c/WAbOszzk8EpuqwkxK+6qFjkQvRtq2sv1GfDKwSLZlMraRCfagGr7K0PF7OAjqfB9z280Coxqz8yb3FXJhVve/jaXt1Vfo5CUOEJbSMBVr9TmwZLG4JO7/tPEkzcfHJuAG9Ma0yGc9k9ZidzjqsQ0gT004JsVXf3qsc8cGv/L90XquOHrBmubvmB6q1dx+TwewQDHbGVCvjoQhXI8ociD3Wjqk+t49FVVvY8HXiYxOtmP/GLRQlONbcHGSLpjPuYwNgnSgQw6yc7HcTNyIyWzpXx3AgHdyAdm8DeZkEffJvOsEBYnX7CX6mQyxPamV02CoH4Jwn5c7EpbiQZIP/OGHTrzlbr1lW+OCf/Le2ZjYMbcxzZLwPU0UksH41xCGN8cfxbypnDtF4Mf5pH1yKhIJ/OgYRIaQNeXyLyIa4yTXTpfN8Q/ADm++xo37H/l7u70gI6H5T/5tTj3D6azTTPjrsx0CWER/88u/1YzIdB8yE+V0Y+wgCJK+vm0isqNsjhE0dTb5r40Ob4zeN4zQc4XfdVwmVIAegSrgB6PTh/f6cHhP1HojhVka1M0QtXcxPdnEuM7C1BaQt4MyuWkHf27viDLABryLgryyXDDAEKWB5YtGe2Knvv9rOZgNemRWIO7UFbJ1C1ZPu9Kr9MHKAlcxKNDXKW7KDyUUBXR88Av/TpyXqnW2nRnd4YB34m8ALXfwcTFEPUGllZmp4p1tAj28cU9zdGlaGAbe/5+fw7m9/Hjk2yA9ixwHrJeYAkaDphlm59bCUdlkNNn6xE8uITGQDXuxUIVGKHYyaSIMCT8Sh/dzSoBgyhEa0EEM6/bklp2IPCVg5gpQViSHTiQbpBVQBNGrrZGUckJxU992bkRLa80rWv2xj4GOzyKgi34M/Q+bi5t4dtrKple264Qmob4tmG/OV6d0nMSvhCVVvsq4xqd1Q3f7ROEvSLOImmL2B1IhFkHZZOOKcYc+IwNaUI6S+52jdjxm/XyQLn0sHgl10HSh5gdvf+3N49/+6AVkESLYAKZkf5ufml+gPxJxKLCGYLkZYhw4lAoATPhy6qth980+fafEy4gUtQMOYbf6qpMIcpAA0zGrGdZf/JE0K8TGuy8MzYRN/3IoLoBl1nIT5WoI0C9E00/9Yhzu37LqyM9I50mUE9v0lA9Y9VKD7oxSLsz0O0u6wEXT2jXsc59TfbS8JjWBk4ytoaeD3g7SwTsya7A4hlJxx+4f+Nt59y/+pKjppbEM+h8ADtgbF7FYIKnZaOUSmgrPpizEsz5VN79i+HL5kaee+EXmYdG/t6wiT6wpO4w9zbiBNoHNT89m4u7V1srHx8nzspvYCAFT1Gx9rJ0RM2xTLcgR+Cpj7mEgotx4D3M7IJP3dXNPFOOnj/LyMOvnesW7s5JhhmA+z9pch4/aP/m9495f/D2QOYv++XmbyHBk/97fJRRglIpbTuqb+HuxQF4/FH8YP9Ige+54O/rj/JaRz1Yupvz6nZ+e4Mx06Q3OwuNT31zso0gwP+u+K9Ab/NG4tLdbn7dDfgjWOd5R2685B6NnHBjvVq8/OwNrP0DYvR1RF5/YP/228+2v/Z1uPvtbiPpyGTcuKHZnG17sHPSGhQ97Rn3XTsZmul7jP433naXmSLxJxPN20zro2qYXH8Zv2YwrfT/vatZdavmlfUjIY2+DgRKgqkJnWufxXiHsVAX8luZMngKu21aKz66cNhiC7aE8HlJpzkdDOYFBwfjBUFy7PSVANjyKX08tqCiB0xpdCGQkNoJi2x9vtYsIuauNGp5gMafT0bOkGIJtIYxqBtDCAcaGVOac89ieL6RRKA3KEFUn2J1pG+wLKWVoGgMmRg00XbH2CbQapqYPg0N+BXWYG0QlBrUdz8BvkK8HPVkYxBN5dpehaWVg1vwPoAg2X6cQBzZCP5x9bnSI2GIs2B14noOVTUi6yUyN4ZcWv0J+i0vqMhM7AVZ0rQWcMrJC1gYMotIcFF622lwA5OV6MURGWEhZ0sVtgf7SnyIqKSfuJuI/AjRSTEjnMj0ZYGEX372Bf94/W0SVpOw9Y167j0ENpIuwDN/8i+JdsxhnRuKdT/xZami1Pb2NGrGU7PpuDv+4N1O3UDDnGw4CsrVPSf7zRHQkgIBebvwApkCGjPknFzrhKFGI06/2s1vqzNHF5z+NPqnnYC97WonMOaJi/sODr4wVaD3NOM4/AgbVl39YWswFw0DMDPrdOHKEGFFY7BjCAz+1BWDzZmlyLs/GKcYKmzuNdQwSiYUhgOK/rnovnvJcRANIuHA3ZcCEZIKhOoC+/AyjD1E+B0aO+fuRg8qXw5UO+Xlc5Iu30DpxD2N1N87kLdLY1BB9o8zs1QjjVU43Ox0Kg+9TDvA3xKpHJX2ynx8cvZn7HNNO7fVMcbUjvaefu9+ldGb8dpzF+zePxvi9ALT5yBWOeo+LrmvX96R2baW/dI9T22DTfnH8WPgj31bH9Vkj0g9o5F614R38df9+TIf+cvzM8F/LFOuu829jGsYG08Jg3rmkc9xvqw3F+T8o47Hd3Lno/NrRzut9juEzCYpq5sDjenQt3U9e22L+wMaZI7HH24HS9xzbE/UV9lu5cnTtX6plgPzqbSGEfCNo4T/PGNsz1Qya/AXSUjXpHXgLGDOw/DRw8j2Zg9cpxJDJrWeavhLucB9N/5G5cAf/ry8D/598CTz2louhkkJCLyXTId90J6FZytwYnh2J13Y8+eG01HLI8fE+UQ9JFwDAeIJEi12004/44vgpC1c8FUHXPqhiiXZKuf1jzWFg0EiWs+WtHg3izi5JDTLTSdKHBqO9+x7GOlxHIxOZFsyzIdHChoreOAC2piVpGpC36M1Svu3Jl7cBxEcho4CUugX0xkVzYm65ofpPcmXfWD1P9REYTf/V4FzmuwI4DHdaZaEjFJSZ4oi/ha8XweQBh7WCyjMVEg7EOZDoz1fdDpHMcZgTT87sKhOf3ehz5jG5uzW6isUQiAoBeljZYnXJdT9cfdzFuV8lwffMonhohVnIiGx/ht7VL9v45VmgHyBykKBuAwmiMCpP9BNRnenwfAKHd9jvnJlHQjZH5/enBNRm/6d5Ei6tSKqH9DFQ9aQ5jEsNg7UxoYRLCCKjv4E6B6zhcDoBms8BOQxN/R6sGgFnkN6JTfecbrQ4CKsG1A3JCl6t6wxTaCuupDq0Dc+HrEj11CCbz3CGW1LigFOuUAFRNIL6uWdLas4bFTpz3zeczGuWryCzW56ArMp7FG+qgSfLD0kRa0sxwzyKcs/3y9L5mJ22PZ4qfc3PcrYhQTgkL7iKnK27ZhL7siW256mKZHjdXz3RtXk6Yh3u75sKOKmvqnws7LH56Zk/7eVi+ubRH+Te1zfs155+6uXxz7rhjEtfFXFkEPTv9iTUKRM56v0/6Ote+I7b+j81N53V2nDcN/kvkeLQnNx2ORU/crOslDJ6f20etk8PWTiQIxjMBmD9DPBzo6+zuJivL757aDunzTXWy41qIXP5p59I0E7UkGcp8GxYKsy1PA7sXgDe8A/i//d+Bc6+dH4cfo7scvPJVDvgrybFZwPa358Wmh4BDqegv1sWDco14NKlvblM6RyCKoE8v9TL57cVGYKO7fMvMgeTAlaBye+Lp5WX4u80uSgcNKzTgtg/+b3jft/4PZH/fWAAV1ZPGfXLRQRYoN53QIyHTToSbbAwDswr+g4AYrZKW6YxgYN7PpP0vQE+tFeDADqMpAiii6UsIL6FsR8or5zOU6ZfoGPIfeDqfjHjQcmtvLqji5hHAn0pDR8DRmeNToMURKoISAASKsPiTdwRTySALh3EH7dB2LqtfCgcrTU+k+uo5oz7R5s+UrWxu3e7AaHqsTEoUG3LL72L849Rvoimj6cAnUivxtQ6rmwAcFJRhwG3v+RTe9+3rkWGGqVZsEi5JOcskpkJgm2wYGsd5SO25vMWMP8HWWVH1ABEVdx7MZoGwvjs/cu+nopebE1cotfF1pGrhItOiffUn5fzidEDN586RxqmOG/FEd1EsvbUdrO3PQezHnwx0ILBwMyLnajMrmw9GSzeaPQrvS07Ncr9zLd2Ila8jSi0d0Prge2hBphphbRdqxJ1al61rX18job7mEMUvXVe96gWGjUO2Lp3AF+PcdYCOA2xOfLC0vieYlWhQTK0lEQoybnv3L+B9f/HHyOOqzbfb0/A3z6t9jDAHfgT6vHhbfe/5O/RjIJbOIdxrX0Y1SjblKndfRn3zPYqTxm+c41ldcq/PJiwRqq2LavPCOlrtKzhwbPMwcjNMWJ/OpEA4sbL8W3wuUmuf69R7+YJGtInj43MC2FkV45I9fYg2AJ5/U1wRU12axA3ZwsJarMQjGwscFUZtD8DuWn8H2fsZwwQoknHbe/823nfHH6nIr0upuE0ZNx45Sjtjjopnsf643RKy85RsLwe/005rWGr3xEb/pAwvu8JFP4QfaPMOoDPQ6G318fdzustja2sIY1Xz2z6ohmSl7YNSWpwTUOtTn7ZvfBwrkmdnH9DuoEi4H0tbrymU6+vXlwqF38CEyB1+21XRWVeX+ButTD8PMAmvDAUv288/G4Y84LYP/CLe963/n6ro+LlO6BkIMWz6OzuBNrRFwm+EMO9gDL9cd1ki2dNBeZFZ01zgccoXhaNmOdiTefQJH/3ODevnh+jGy+VeRcBfSY5HRQKlBK6yH2zoN+uP2smMfxp22O8pBbgrJ5yE03zex2UIS4Y4ueEsAFVf3Q/byq0hA/SplScJJ/kFYPuUAgYDmRGnUCk5AO4DbCe8P8XlQMRUNN8BIDHAlg1hyo7UQBGp1diQx3EEhkG77f5E+i61id3Lqtg70QQ5GM2atSF5OevfwYFSApNe/uSAtghotDxs9S2S5df66kXph6Yjr468MDcgiQs63XQfM9cvrRf2Svs9LbuKYYeyk4/LqhnPiOKGXnYmQBKoWL+TSkiQX1D1j1B1xKsqhq+bBEhq/REDRiogn9Wwh0B15heD9mN/H9ha2ljvA1sn9cS8dAAMy96fAewfANnCp/5hqW1bKdZ5Mq+A82d0LBbZABNoO/zpwS1bQ4Ub4ssCbC0sjeiaKqY7uxx0nTk3fVXUiKKYuPjCDPkJA4tF828t7AJktTuxEqh6AXRsiIw4SDoeKzunvLwKOBmg71z4RVZCRN1mDiAaAr8SyDLVfSWGSIoT3VYMGXIgzon1w9biga3rGgZ9UtDzOEK2YpAjX0NW2HYVpGgGI44cFsbFOPkGUA5DIxCwAaCOsAyWzpFSwkxc0bU8G2drOFL/Fza307jINZAwTlNMlBLIABfKpOL21aBkwkl+FjiZGyANaUjkKjWd+EQBgQr7vHJTLO9i0PFa2L4bUyNeHOubJ99D0juytclQmziRLaG+JT+W9s3UI0wRwY/IbTX6iUZ8JjLES3QdjIL6DGeVFghIlT+fM9qeiZbLV6x5URpyIqRrr74aYW04KI2gEOPK2FQIfK14/k1xxfb3XNwIdNIS/rwoBWDZiSRTiQVMxszP9Th20zAASIyTzz2lZ64/8wg0ojBs3qsKyIZ4APUZVEDLWtm4sfeTLI3Nv4vqMowoag2P/hKoxiXki2X4OEwJxG5bxxG+Kj2GmXAJ683mt/P7uFE7812axSVYCjV/1fUWvQ8r84E1HYV2QNpcF1//fq+i7S32ubbxiIhvvW+tzJz0HHAkP9vZDS87AJqX/dttkgCNCB/jw15254i795sZQqSwWCVAEDgPODE+Cz61UKFUn0NPg5mwuTSAtqsaZJUGu6QEYYE4c2OaruYP4+vhc2EAKFG1L0o+DqC2X6s0g59F0p/hzG1+4x5Gar+9OkLHo9kI10/jCBAQJC8AWqCT0iG0NvpvMpg2DwpTnT4NOrcH2tsx+0NXlnsVAX+lOGbg0lNQC+jFDtewgmlTxh/CEfQQXAyoer0zTtDvme63iB4cAKra8HQjWl0EVEPXhADrhY3s5yolUUPe8WKP1s1FGsCfZ9pOhnBaxW/9wddRzmzpvbxUxIYSQVhAQ9KNvXIjXgRyZHssiqwI0Kj70jq6XBgCxA054aJWGh0oXAyG+C70Urq03xC4/QNgMfEDwMr8OYQnGNId/MulXcpFx9aeUpODlbYbAB2stJ0AqOZRwE5c/964mOJPsR14nXqBCAiUDMiY5KmH5P6BjgFBLzOxPP7uuFPg9w/aWIx66SluJqZdQA2Q8DlfrYwIoSoIwlY2uPm9bZ5n/8A44AlYHUCGAeT+xdLwDMtv1uXl0gFoaeN7iXXcCEDOkGXDTWQx48cR/kTAJYFIwdue/CZkyaphsCDAcZ8F2f1GoEUCEpsfqsYPgJa6FmUhoCUgBwDcb1uBBlIBmiVAK0AWBCwSaMUQpOrXNZxMUkOaesBIRqBKPaDqxJQiQDLOVDRgNqVi+yVuRbX30SUAX0BnCZUR4gOw60CBcy3HEgBJa6MTFRzJSUp0kgpsFEhKQBlhu9zOWyNO1Se9DFBfjfotMITI2u/EELdTIKwA/hjayNzah2IIlrVvZLUL4NIGK6vTpRU60UNq+cXK7Li9vsimUFF0BPExHRJoZKDoQZwZeNc9N65nGblxv9jr9L1JDRmvnOswXStWOwFFwrr5UX8dcZx8R/uWMLdj+A6k7a2c7sv8OrG8TNuDwLmThjwJNWTMAWZ/NtDvmbquYvn2dQkpPyMxSeNtkJk0a3HWnooET/JNYRDBZH1FwGS67mj9ZwXoaT5MGBkF77r9CyHexto58F6uhLauxXtYjAeqhFdEXqsRSWp3fJVSsLGufhs/TPzxycz4DKJ/47asb3VHv7S9PvVD2vkI3uC39ex5iueJ/pjHy0Xz+3T5uPpQ+plf1Y3sj7gndCaydWsZxfYV0O4Pf7KTwm/4b2tPCr/dRYLE7G83jiYhHr3zLev99P3pQ23dq+L5dpXlPOKdt1/f1ipCvjkOuKfJPhdWtz9HW0Iar9vphDWsNAJjXEO0nreurdjfTMrLi9dnGAe9llILdyKRS4gB6J6ni8QjLyRKOyQlXMTt2J8dIa+fO9F5vQS9w4maXSsiJRrnBMqD3tvDAFqcAJ08DWzvQLa3leCAK8u9ioC/Ypwox+DUKYWYV4GaF6haCpIyRARsiO/0nNHiqN+oh1Yt3UFUvxz8vjnjhq1iSxZWqVUpAGV+SBKEDHjMulFRBOLvodqulaz5JFHjwEwBHvHGKdJEdmDYL5BTSCt8NOC2138S73vg8yryOyRFZozCKEvj8u1T5Yz6vYeRTO/a++bAj/mXAK3sBF3CRLsJtEWQlSIftATEDMFREj0UlwFeWKIxapxuUACB2N2oRA4yqrQkBon5x2LIqyGSbpW4GIsoC7gUs2wukMKQVTFCh9g9qg0RAMI2tqNxUl3EFqRAOLgB3366V87YynTOpV0I9bwWgDOIGFLUWhgJKcXXy3MgMekcOt5CmSBlBcgAGlbKIS2+Hq0uTn2eZHkO2F5EKqicdxeLS7Z4BQBnvRzHERBWhHxcgUTzO2Innp/dP874JaQJfgJQViiywG2v/Tm877v/E3lVIGJEm4LmHwXC2hb1m5htUQRekT+GoFRua/WPopfrSpFCEUeUR0uD3i+j9Q86L6WARr+lx8blFNgb9FbeAaO9vW4QSx1XQ44Lt4Uw2nj79nWOIdlcOjDoa4dZOSYU8ogjjnaJO9TkZfi79kxoSLL01P3kea1dJKi6zvV9eNZ09a3zACDGet1VxBuob6M7kUK8LUAlULghyA75sbEafQ8FhKD2BYoxR8SBrJxKzAgQW0zjU+HtNAR1pIRvvuv/gg/++X/HUJz4S62vDBg1tLU5hbrI+oJwPtRxQuAYct/el/pbLTzPfGu/7a6JCKwYUHxU+b3Mq45BTkq0SkAV8/cXRk7YkzkuxpvCU5IjhzvS2l4NhDgBQdrdGLnLpASkKunjF0kkxFSOX5qJS6hvs7uF9No9j8sNiPY96XrBFZC29cWMaj+litpbuxDWX+WYmn8tTPs45gHffN0v4IMPXo8BLhGCNnd+Fok0+xLTeF+O/lye+13iwddnpjatEawgagSo6O/aMKmvG0c0xMW5rFH0e1P645Tj66L6fUBsz/udFn6q3374unB/fC7W15fBF0oYYmC/NELrvt2lzp1dcTufnDgHtPPK+1uJP9LaXn+HNhf0v4F2DvrZNvfbYbP4G5OhITQnNof+w9NJP4ZjWuBbP/V/xQe+8f/G4C8ocEgjXvZk7LkV3f3NtYkx6e9MnhiOSRgm4bPzb82z66u+5133k6UppbXJ83WIfFojQAhhnYc3RyiYiwMqo6fGeTsSqXRATkBOkMHvIQB5hcT7SPICUnkBcukppFO7ILos+fuX1b2KgL9SHAFYDODlAB4HMK1Q3PLzlGI2a0Jw6uxQiwu/OyzQbwj/4QcJhZ3LFhYNARFQKZBVxCtcvBTqcmqZA7zxgGYKwEVqBxGh6XnM0bWCaKAgAwUoOR7KVBEsRsH2Mw+AywHqO9jOmYGoOB9gSIgBHpWS7CRIae3wCxCAqgsY8lL9lt4vpTS2SypTRfLW/KuxIYlcUHXSXXTOgZ2D4K96exSAMbH8l/RUFOOeuVVr198yKrGErtU5ZAEwolLDCdpOR7wdAYb1y/Uoy4iOK1bXFQGyamVL6dc0hzGX0B+3Pl0Y1Tp+fCbHRYD91CY00bn69I+NVQS8XWzbER1vjCNIws3v+Z1A4GW5n00vbJNfzO9lScHuMw/oPHBpXAI3wOb9XlleQe/3p8eYlXPqXAUXUbap68qAL+MZ/4iWz8uN+zqTSR/ARNpt3Fzsm6jpxEe9Q6/D94oDt5FLVdBEoRmmPx0gF7Y5hq0Dsv76m+eOCDmX0xFE101Mtv5dMsL0uykJyAHiSt239lQRZyvPjTu6zrcbRqzvV5PplHs/vFzb1y46ejlxnWhQOE8l5Gsbc/3rZ8E0riI6Ngc5gQqwl54CveFcO99r2umYhjFzRHJwxMYJLoQ2kNy3/8iv3wVHfWfyR3HxNX1ytLOjw9A45Pfyjlk/0PSrh4SGaGZdpyn192xO+tzjwohj8Z16BoAB1eDoYGkW8SvtmdJYTvw6Z8nUkjbHDX07fO/HuCn328XtF9QD5N6usK21LPRhRlzv5m0mjHLGnjwGOrMwVS4fI0sXuZ+uTjaNr2oSaPHu9zoR8mfS9rqfoPUubGzG0EcJS9v903yb/IMtBh8jmvH7epEN8Zik8/4Swr074wcagTHPpPP8nR43UDng/nvFPfx3wDYeEgidtl5cesp/R6Ll9HcViTQ3FRk/0sUBCuVTjA7nLWi9DbEog/MoZewtnga96+oGU9Q5ChMR583rjwBW7Ip43w7p31zbfNzXypsUFdeSn+EHRdW2DkwySWAEezZii9/7aDCOV98h4OiJC0CQ9AnuchBwrzeW6T8cniZpqjvZiUMCEEPSAtQZN70y3KsI+CvF5QFl5xwOtk+hDPvAuEAaVyom6jqhblk7LtbD3KZ00zAJgb7Bp9Qs30Ay+e1Ash9mvmGcRkBh5znsEzd2ROZd7KsePKIc6DVqKDXknYHKDXPubQdNAYlWuO6hb+gl4eKbdVMjIGyCqvvsz2E5slgPV2qHp292RxhcTJUF+uazlbFCQ2p46jfknan5nTPrXBXXf/e3sFMyvWkBssk5R+CX7DQc2QxvjQFI9L5nUE4QLiBk644jOdD8pSgn2aeHknGTpW8n2w9SAgaRQAaCjAySBCKVfiBfJwb0+n2ow5iAQSArARFpHue05mRjY+EDIEVAhhRIYRCsHufqBsSLCJAsaleMyCQBTFxpgPlNQmBVQCDQIkPMYI8yZ30NkooOj8G/Mn82AMTKWvcrkJcL4810H/C6vUYMcZFpax9WNs9Tv+ugud7qYOuxoPe7+Fu0aA10F6UuEy2bqhErQjVOlw2pgDSxtGrwx9L6HnCOkCOWFbkxxDyKaEYlr8gVgvfLRNAqp7FW2gDfZB7KrZ2O8ERXz0AJHCRrg5iuOHmTQpjnRZgfp/N4XKABaJiNSXcEeQMCIlvfsR7s7CpoNhYsDsYhFCinEgBk1RB2gp5ltfzYYWptEStbQjsIiIbzMgveRt8Dzp/2gvvFUsU6Q50VuQXExHn9RUMdboYY4CfWFxV51C/Vrxier1IbVS0IpnoBWf9614Q0/3G+uoMbDC7omLVrLgKwc18f6oDLR0beLAyYACx03MSloUxDJuIJdbl43PQLgIbFfJqwLWHmOCS3JVCvVo8L+WrfhlBG7G8sM3ZywPr4RB6Bf02Ih44KS8Dr97+D1XKBVbb2p5Bu6k8b4m1f1nhf/jEtAZLE7g4ASXQNCoAcwnMby+qiP9ngeriPTY7hwV8HZrJSKkeXZtL4AE3ykJXtSJnDV9FIYGyD2G+XYonMFk+Xwu8oYQTSpy2n1q+n0hdzcUdhR4flPbRc6zqhMnW1uaSSgtb0+psAighsRWi9rloJQIQM4K3yXeDCmY1pWti0nTEs9kXaAvWw4xIbKpHDGxGI5+7W4G9phJTKOCNUI6o1ztsYEHC/LyhN1gr6eegkMRDG1X5HgsIcESEaEQwgQYMzHK4AKG+BlqdAyyVo9ypgd0+JdVeYu/Ja/JfUiRSsyjNYJeW4JtcrLqMC2m5V+kflHLAM+3XWEVAtWOak+2FI+rdMwNYAWQ6QnNGgW990uon1oAybrJ7L4bCvIpUBOqgXfIJiU1mRtGGAmLhKBRq8VgJGDPizM5/Ae5+7EUnGAOSJXtYFoJQgUpCgCC8XQwSLAbB2acPaTpQUeaSkh7oAlAgsDGJGGhZgo8inTGATzUpDAptRnDV/KSAhhekcvzDrylK0TiSARZBMxJ4tvb7elpD0agGDQMtkc5Bt6hQMFfMjEZgHpLQAk2geR2L8jDXATRYDiAYFnJG0XSaWShXxYJAZSRMXKZeMTkS2AgZAVXoi0orYpQ3iW2FedunT+KHsiFjM45eZG7qq5YYFVyFMMWAiW3tE/QkmipVbO+vATIGiuGE2+8W4jyMGfDN9EB/gWzCAIS5BUIsTVH0ER8oc2vNLkCydi3BHA2EV+0uhn9a3ernFvYbutSnH2yrQGcWb/Zxo9K3+wvRmJzTxwynMCaBagJ5zgkAMCOGMHuit4zVfTJ8uXPYJIOQedrKwDoEBQEiK+BEggwBFLN52k+PJCQCrLQOvSlXoGuClZbV6KnCU7Dzp4hJagz3/YGeQN3zKYoz99YFJrZOlGJAiSG4UjYBRMr554uP44KUvYyj7ivCb0TmlPSYIdG/r8rR+gyAZYDGx6oqJMkBGIMRR3zU2Kdoi8rC5b+Bg/1DfMvMboa7YPk9TBxlTJyZlI1NDcRGQBJoa1tCC+tK0n074q3BxjaUj0+iZY3FpEufpQz5M4zY4PzbX9t2mvTgZNjkibMSAW0//HN7/3BcwYGxjxK0fkeDjoMGR8XNpDRHZ6J/gTQDmj/jpKw9pLnyCcMwOFvXjGPOs5Y9toOaPRLqOYDepU6jdJZvSedkxLqdGkARCGZYhjkP3O/i7tof2pMlvOiLOx9qriMeEncldn6PE0XQQ++O21jlKxq2nfxbvf/4mDFTQz31oF4VyNqWZqy+OxcxRvhaWYDBUuNBm+yNtboBGGApjNlvXXHiNo/X5i3XIJHLujJjW1a3J+FPW1ywNAAbFNRangOEkcGIH2NlTGOgKc68i4K8gV4EyP0mmXO/onIIpWF/UC0AGAm8l8NkT4JMnIMk4kwQw6cVSjSYkqCEsK0xRU1o7MKirhMK2V84kACCRcU0FankXbRPZ4Z0AQFgRSi+vXmRQmFEiyKXIcMUpNDtAAOcESQmcCKAENp0tt2bp/d05eArPXnU1KEvFBxNLQ6JZgUpX2ZQEpOKjQS2M60Shds44Lc69d64OcgaBIUWUy0hkqpIGcI9sFPesXFzvI7jCfTqqzs3R9lT9QAjqU1AgNF1Csfzadh+sin5LqsiDJFIdcFsHqXVJ62bjOLkYnWFAqQBkRjySCwgUQiIz8JQSMitBQaF1a5egUXr9ySx/aqy0NaSIe7gpiqiY8wE3ApBbFIYBEtWoiOVJM3lcX736ATf0UXXcU/gOCdi3icjUntOuxp0o+HGI3/pHABLjmvIQKAs4iDTzQKCV6igykolIA0wZycaUs80pRPHRQa2HM0SfpCYFupP4/habU5VISAzIkCCsfl7o/Lm2gQtPsK0FGXS9U4EaklP1/f4yDwCna3DUtHaG1KlxItaI+sqiIwgENLXb0exA2JIQQh0DmYblpPlXAk5U1UslATQymBISNB0nqFSRWwWvYSoJAiqQnFVifRzBGFTvLPmZocQxYqlAKMHGcWV98n1bWM+xnEClgO25LBKx85bBOSEVW3pdnBk+BMADkIra/ZBEddg9je2AOpiVYBCmCIDSkuwXD146IMS4qnwfTAUlA0JGZCCxZ+TNFgU51hRQxorx1JB6TtWzu8ZIWwBV9Nu4L477Zvs9NaY1++UX93Ugun65/wLtAuoe60VoN9q6j8PS/dlB2kkQGFDsLNiY1xEan1AnbMU0EdA9TprY9NjuaR/m4oD1IZ/Ld1hZXq+fGXx0WEqMay591/Y2evpHpJ9M4Z5pfOw7Tfwxf/xO/VMEYq6suXyXU150Yv8igTj6vQAK6aeIv/d96q9tmUzQbDpfX9TWbPzdqabZnSqhbJ7UFedjOm/TeYhp43jN5fX0hPV5maaL3zh+/mMOKSUgieCach9SFqztg2kf5n6v9dMyumCXWFikuU7bHtuVaJ4OGPeq1+N9jQTzabnTtQT0DLkYV+eAWn3duFGf57D1vkaUmMQ5zlDdoMThRJCUIUNSLCRBmWWHVPVKda8i4K8kNyzAe7sopwSMEZwUsG5/DDYQKoIU+gCVLkZCVi5oIrV2OyTjVCsyISmjLLJS4MkQF+fEVFES3URr50EFEPxil3CotJ2SpqJDHQDA9UAn2bT7EGwQGUAqoS3BgizF52bs+ZRUOFg9BkCCcycetKpJkcrcDK0pFwcQKJdS75ekHEsQ3GKqkCIuAkIyYgYZG0GIFMiH1pGIwUnFrgmiiJNx3YsZQMkoKEnLzygYsyLpqTBK1gMlFwFnJQDkFYMzwFmQDTgpmZHtTd+SlShCAnBWAD9JUkNghqwwEZAZqQiYSNUikwKVQgli4vRixBPiEZx0JRCjcr9YHCg3HqEAyILEjJT0DWkmAdKBwe12cbuKAQFEo1qkTmxliba1ykhrH0S0zYAg0WjEkAQqJgVBhAoou+iypNk8iYoRZxKItJ1i4nZOoAKx3i32BnpKytGXTEis4tEyMEhFJyA5+BODkkljJAIl1vTJpSk0zWvLPRDKKnWAYtuFIGAQG0FHBFQIZCLkJMWIVtK2LRe9fJL5IfVgoEEqUEQGnIpAjQOKnSEHRsuxSGX2K9rEAGRMBosxZGWi6o6ERKDQ1znrZSirDHLJAyEr3m9kRhIGj06xJiASu8BIIuCOe6FnINiIgzGsJEgRJBEIk+E2KuWSxM9LAUpWYpjta5mECa1s6RUIBCwMoaJjkMgkAUZIUVIljUbgEAGvSIl4oz4nk7QErcXVHXjUvgHNvlYxshintTgfXRkTGLomp3HRRbjauZsRhlEJe7cfgCbBDuD1B3+Buo1SsfhSERq3sTYHd5JwFeeGleGEHP92QH5tcCgkbPsKLE6RzJfsG+qf+x7mj2FzCEOV1pp8oftZx0JaHx2/L+jdHOIxRfTn0mzqyzRu6p+LcxeB95huiuRGwGSaHiHuiLAkjGsv3dXiZ+g+3RjITHyk38T4zh82iCMpc/4pQjWH5B5VBlt9nQj6nJPu0/xzi3AyFnX825k8iwBPXWzbdIynYzhp5uycTIkbU2LJ2sHlXz3fu99TtGquHE/SIYhoc+PEtHq4WkeqwU/vO7W58goS6Xrcv7v+7tZXDIv1dmva0nRECWt4XR9h/GMf4/qL47Iu7rK+Tr1eTxeHchPyO3d+TONnpqXWH9s81yaZpNm0FhKaRqmnT44BJSCNEBwozsMvYBifw0IYV5p7FQF/JbnlFlY72zhYMfaXhIOtAeMig80C4FGHd8eLcN2XaSKu/9YFV+ohqsCCnzEJIXymjqmfK8cVppMTTg9B5Xi4eNyaI6D4gWRp1VCxXybcOL9JudeUtM3O5SU2NhgILAnfufghvOP0183CuOp5uaERSgQqDEkZjv9F6Sc/B9pYSJWKrkIIAuQC1TWGKKfcnlIjhr6/CyhXkwxgZUFi1VumUZCSKNesCJL1PXHTlYQwqCjyT8KQYsgv6/uRicgM19noF78ptPFkBmFIYPURsCDlWDNUP7GwwofG1qYiFalTBFwHgdw6coIhMHYnFDVuxYNouQiAufn9nMxcUDgbkCUNrqHS6Wb6PQdSWwiSlFCQirab7TKJ5zmh2P1dKmGG3dCI+ZNZx2XTyfendIHGrJKkRkq0ToT8QDKDLOpXCFpFkosidiSKmCObzjoDLBhLxq3pZ/GB8UvIRfXzhYuK+zIg5FbvdUxlDLee1SnJx94GNY06rpZUfD8acCVBpF+RruZX5FBCp8m4oASIcWJFSYAkgmoJuQPS2plCrndezwG248GJI7pmUw7xNmua1uJNHUL1fsW4zoraKj7lYZjk8XjbY0bso1S0Hu8rz4UBRMXyAhjY7LwY0m0IvZ4BjmCZeicEZMb6CNxEjyvCJRUYrY87OHElWCmPKvE6qFwRkS5OwteOywpoTjQ4fGOkyNC1Q61Ixi2n/yY+9OznMKDUJ55rWjfYQzoO2h6q55ueE/b1DTiHWGavWm8eyVkJGzmv4QjT7sWu8Q/5nSvX3aZ6j2rPHCxZ04pKRE3TzrXhOPUeNkbRTft73LhN8PWmuMPaEMOm8PSmMEbGNxafwAdWN2KBskZ3mMN/5+IjM28W/z4k/2H+o8blOP6X0s2tnzk/jkgnCVX1O75Apf1vCjRxbOPYAP24T39P+z8dG8HmcmNbCQKMI9KqYL5H6Il9XlglBEgf5+mjYb1wro71fLwegxv6inkl/DkgNJemc5bu0DSHxB2WdlPYdMCnYdN8c5u566eHB2A5qqOB5stwN7ehQrvI4CAFOKEv+OQDcMqQMkDSSoUVyz4Kv4DFIQy9V6p7FQF/BTkGY3+LcOnECRwsBCMZ59pFZDc62fiz20eTw2dujxGkM2ZxaFXBTyKTesIP6QGWmibm92Dfvwy1SxTE6CrvyxAKRcjtuSxI/RILTFYcMELANSfuBWE0DpoiQioG7088GdeHI3DPqFiQN65a/FYjYGIcV+eEe19JgFQMWRBBkgbAJ07K+RRB5iakmRmKwMIAeKs+Q7nAydrF4mLFRmxA1/1u6Kdzkis+LgCTio9bmBixgAzGdpccarQ4JyqQXWoOsJMB4gTBUKiGw/KsASMCDMSAcxTRcEBfEzWPi9nDiBIey9onsQxOENF6Wh5i5TVrv0eQyX85EcQNJCdU3AJebbJ6qnIGN7FawgjiXP0S/fYGNFH0C7IQ3jjeiYwRJCYJIoLOKEumhmRTAptEAlOGJDJtA5V3TlLAaQlIUb89Gq6ElAXAKySIhstofmuPCISSqmMkXQQkBM7K7SYBOA0gHg1RNg58t9TI9hLARFXqQyxO0/ov21sC2zsRdJJKBKFaS4gXRhIyO4GmQ2vi9m470PXVk6iER9NhZxPLtz3JgHKcKYT5fjLdT+geZ0PgW5wRKNj6YunJ/EwSVGi8r9pmxcNdzNzTeT7q40xFxlcziYBTsrg2ZtO90vJInKR+zsyTCBhBeC3dg/2dLazsAI7tFwtLRuxy8X5X13EkqhHQwtYL+5LjF9S/pFbHEKYWI7NftnXqT6xf9tee1CMGJBOomKqD+F0RjL2Z5JWkNi91n4oTd3VOdA0SoiU0XTPhXmC2uUVnO4DC+eXjVvvt4yM25kXPvrU4gt1XVPe0CXt1cd7+tThfEJRDelsqlJSoaPnIiUleVl1bEuZPO1IlI+welJR0DEyFai5MGHg93QVeEFaiKmZ1P4socT7rOBfRcdJ1ZfFWpt4T1h4ztNrGLaZVqTNXW+vSRj8LQHbv64a0spKdB7ZjalqqhPbOP92M7YDDZTk98MJZ2sbfpZ7cFku94x2xrnFt/YDaNet68LU8CLiQ3UcqXSQG0AlQjaTXu9MWha8z1H3eujlVaZ/mjb+7tEKQYaGGCD0I60IQ3W8/e4BqyHA9PdkN3w8xg/A63IOD7RMo3anb0sSw2CcP07r8RG1hgI61t6fP28Squ3EKeWM9dEhYba9VQmEOYs619NZiGguyv8QTU06pj2H+uu+mRs0NmgdJO1fUkCZM9VEg2WznQPS+jQvrCnKvIuCvIDfKJVzKI1ZQJIvITWY1IGtmnW50c2nXuN7u4gaayxg3y6T8juiFyX0ird2x/Wv7Tu+oDe1WAN8vnJjGgyo84PebH9wCJBLsDT9QAAgGIBnyAYFxzxHCVC9by7dLRxKQCJwIMrTTRQGsBKRsB4YBZHYwOcNo3r+ol5Qjt1hW+A1YoOpeOteIhBUIX6hfUqrpJGn+eqEuwsFfjbRIvVgB1ZmFKIcTiUDLCXIV1kM9EAmm2y0GLLbE5Igm2C75XJFf8QmBITDWBjGx6sSMQkkvfBaYBj0AqMiyWYQbRNMxBAsR9RvQk6Cq1opMax4RxmDpAEGWgkIDBILBgMhCQGY2ZFf9oKQqAszIQtU/iKAkQgGw4IKSsgoQcNG2EM37QViI+s/iIkY5gUIZAsIgIwpUnH7glakHLDDICoUITAMWPKKkAUxQvyMuouuSRNUmmt90okn9hRKSrf+RMpKwiQ+TzoHpXJMAJQ1GOBKU5ULF34voe5xowH8FXET1aUvOGJiVcu0ItkC5+nUN6YXq4nG63hXRy2xr0qneABy5FyFk5qrCoRJ7hFyKqUko91vLMamFSRhnVRQZTCdbmFGyzvnAjNF0w4vpWkMEq8WAxcg4SKKvnww2l2PBmAgDC8ZMGEyiZswJQykYU0JmJf5IUgLKKicsZuIAwZjzJK405NCIM+OQMIzFEDQjHFbEqn0jEWkaV9NAsCiCMSecwtO4JKcr+jlNKxDtJxEGEYykDwAUMiP//k12QDjSmZTosCgFq5R0jP2bE4YiKMlelXmRXx/7ta/PTfzWd+kxOyaHfcWsY7uWC0iQQ33F7UGYZJZ/xZChJLp2BxGMaI8p6NlEaAZHdR+MiTQNaZoxJQxFX2YYUwpx9jUE3+2r6FzB+l0OiWObshDnxB8B3LYIEWFMeZJ+GqbphVWdQqoxAkEqene1N877MCVmadh2egQrGpAYKIn0XCCyPHZG2H2q68CIiiQtT9EXLcZMyPZCSMmka4dUzafmLzyftstnyJcR2nSbqBrcmGBri2xdu5/W/QLb13Yv+rzU8ZLj+6F9L/Z8WC5sflVfKyYyk+21jS7O8iS2ObD5oJqOkKxsRX5aGdmtZieq+0vPPjsHp3HihK4Ge9TfdkzVvLbJ4u+NeSsMYecPmq0cRbibPYwkaOc6BIn97idjOlj/qJ39rk65Q4+gYKgGU+fSeJhLxq2F2d7QMELyd68tbHCmkINTfv7Y+QG7BtjA4QhEN0IXaplTXDe6TWpM8+kJGAaMw9DHOZEm5GmEEgpEjea8TYJ16QYJ/ih50gxIui2mhdpvpSUonYSc3EE+vYv6WsgV5K68Fv8ldSKMA74ElhXIxIkr5dDhhZezgRE7DoCzegCu73OY3qVvxIbbtp1XgRqglxUKzp/1IAViKBlyTNQAHJp8syJNSI7N6iU18oC7n/ww3rb3VQxJwJmRKIEHa2vKkKGFDaIXF9XnWELfs45F5VxRD5SJAb9ObWC3COV+Yy13/jSASEBQ7iUJkKCIXaIBqYwY8wAkIBcN10s0+LmgUEZsKuCU6XC0hdNQkdqNJJk29eHrnIhaBlABbrvq9X8ZMUoChgQ2q/GcAIFfRApsMlzvOmFYHeBgGCD2RmkW0yMXadxLAbbGFQ4GtU69GFcYhwH+5FGSBCbjdgsUsBDBcjzAasgAMobVAcaFIb7jiDIM5l91/nHYgtssSJLBpOLYW+OIVVbkerk6wGpYQMw/DgOYEhbmlzX/Pg7SFu567H145+4twCKDE2FxcIAyLII/WzkrjINypZYrxmpIzW8AIpFgzAPyWEC0CP4WDhKMw4BhpXriq2FQRM6fiyJH5hXZHfMSuYyWdoFhJEP2Ur++ABCcuw+scsZibFe/EJlUgjQgob67bUvHdN5FpCJOZMC0xieTNlHJinFQiIOEIEkwjAmjSQmRI4sjWpgRfIYRGHMGE7BcAeNAGErqwzJh4IQxERLrei/Jjzxb5wKQidKroA0jja6/D+X+2Zole0pPRfjJADGLA6vKiSFOyQGwGldM9F3PBgW8dW8oS7dUAKgerwbZOBI9jXOYzrnAYNW1v+OFj+PdJ28GUZkvjwF95YAa199TTZFVtDZVumlhs2UQvg7Ehwpl9msEm/Bt6VXiwqV3um9a/7qEUeTYH+fb+OKwvjolVakPfjcRFWva5OuANGkeSu1LhqzUYXDCsAPddrdQJtCqKDEnlRbnw29ELyoCJG7M+ARVEzokjsj2ZUo2XlI1wPQ1ECPQ5lLTVxMpIaw+XmDcYHJc2xAepjQb1tiRag/hNnwCP0E3IBllukoEuH6Yq94YoKHxqcUTQKUokcrVpYiCiHG9sA9JO+dH5Wirn5X4Tqid93210Y+2RkFxORk8cTn+dggHwhBae4qpr5XQ5kk6t+XikjUOu8Q4IHLUUTn5bhSyzk+xteJxPjdAW/uwYY+/PS83AoX/rnkrt3/mty2Hekzb/Q9D2mCgJAXYjEYYrGi/S+u3H2LEQEHGrfg5vJc+j8xlNg2AilFGyb8om1/52W7AlP3Y1HvKdoxJYgAgJ0rBNweUAJKMMBSAuZm0QtQYCd5mG69sa7ISEqASPtmJLIHAoAi+3U8IRAzxOgy+DMQFJZoooae1kSqxQyA1TnysiJRJYkRnNskYTgr7MSVIzuA0YMEEyUvkxSksTuwgnd6peMmV5F5FwF8hTgFU3QTOyU1Yt80ynxc9cm4HUNuQLZzJgVe7COrGtrLcOFm2A7kr2xNNGkD9lxvUEg7E0FimYP009fF+EVMMCBKNDADZOC7ZAKRsaPwAFSbNBswY0CTAVXvfBZ9YYKQCYIkCBiMjQ1Cspwkub6Bh2ncfoQbMFmR9Pso4ACJ9s4tzFyEoNOjTZ4D5CxIEY/SnAYn1CbQxDxAAy5KwMh3YRVIKuxCwAGE0MSIxvxAwgJT75OPeYAtUHWxpjRQAA2seh2lJUHWgPU+XH0AuhJJ1HSVpYvjtsjMEiAirrJxVcrFm0vH0PIqY6ZvALHoYJYg+Zy4GpJMihYABqqKIBxkZmNhF/wpczDkZYu86uSymS8Sj+k0XWwQWt1JusbCJ1qkfooBoFR0TXRvMLuJp6XjUNSMM4VHXSA2f+FlAtI/XnL0bIooAY7Q0sgLGVre2V/WumTUNSQp+2+MCgEZdj4f5i5aXRYFJFsbAxSQQqCLR6vbrGIEEwmxiqe2pNxchhwBunA+iSKV4eEUMoECGcQxYDyPdF6JSKtpnFTNXTobHC7IjX8wg5BbGZNbGCQXJ7CMAzPNhpjSvyC2UA97CRiQZdF7Y1rQwEgYIF6Qq3q7c7MRsQI2eOCRi3GE9NXJRk5lZBGwSKP4mdYwTUYCrxUmIg0mLKLEhF13fZi5CzyXpBKdBxQDmuiNsb8a0Recwi0qevGn551gyA8klU9AODZM8TAxkOCJi6490bWUb46zXSzsMGcppNAmE6VfHTDPkyjmf3bWWwAABAABJREFU+3L3pZqeIWz3GZOdG5u/JKqKgNjG43zhd7Qu8WTrOpNKRfgao7W8UsWrEwC3zZDNaOBge6e7Z21+BzuX/ZuLEzwFA3uczulA0qSooHtpMBlzEUWCDo+jWvfAoaxw9otou2tZoqtsGubEdVf1qCCGoKrzHBYGYbyVbsMJ0XWi/ZemPuVnj43dYPePc6hbGAFs+e0MimN6rLRrfrs8K9HJ81FIe4QfPkYSxku6NXNsv/Uho41H89t+9XWJ+XQQICVpdz2AXKkpJrXsr6v4ePl0iWAICyQ+CV/jvJ0VkoLBhvG35m1rYPIbEuLmfhsM0yrXtUWtjwTfP6h3EzyM2/6rLAkbt0SMt+I2bAnXuGkaUJM46sDZLkwT1rfKfTqZIcRV7a8xcErXLgCGmFt7/VzytNYWsbu2uQkWEc607qzCJHziSLTjVKjCxRSTl3aORQZcLMqb5XE6SLEhbK91AEBWOMsgczFzQUKEgwzIoMj8AY04QfsGJ15Z7lUE/BXjCMhLrBYnwLgEuP43+QnY84rr5qu/Besu7rTeRUHjtb0WLlfXYusABJp8u4KpcchJgce+bGk6OLnf+0DgONhB4ocqxTMkHLQOACvni2t8TJwIOH3yMQ0vAKjYPTrO9KOBrYx20aRwMgkcKWvGpaJ+j+poa5qpn+z01/tToQ7Ft1jLK275ngFOKIC9FZ1RIBhCeDa/toQBJrOmrMCewWRouqZ2bPrdJQXC2eBcm2nx9pMR/qn2XQBkFEjRN3wLNJ2OVRTLA5gLBBlCq1q2lqf68LS2ng2BHQsStfFMrisY5gLMphcPQFjFH0Eo5P1WjioAZDGjMcJYFNXZzFJUP9+AAClUAQIxEUGCQEZFzFSnV9vAMAQCKnY7sFmzh4ltglHgVOHez1CiBQqwGB5Xbujo4sICjNxEh0ej/Jt/AM36XdUiSakX+yY/SUESIIvqdLkNArYEzQidWvSvZYzFuLMN2kgGBHfAVKGKXFUgyIBnNoVfN2KWCZX7kUk5HSQmlYFk8boDM0nVK0+setsxjJiRkJDJCDJiK5Lnw8SQjGR7LtUwnTGInhnEYgIvtjdS0hMjq5rESgQ8JBQkFWNPul4PloOdGSaabWL1CrPrBkmAia3qOCqjrcUV4x7UODisrmmy2CsGMa5+tb3JAGYxtk+Mq/wW0V0sqeASb1fdWYeUBATXZSYpBhBNCLv1dDASgBHdui8XU0cZIWlAsq/IxCq8l7Hxa32w9CwwEWnlJkv8GsEnfnXszKY8KWGE7DvHaReLF4a+SmLIno9ClSCpLPY4Ezou2v82UwKCckSLiV4rFxWFjTPesF/xc09E4YFSQCau7VxLHxu/r6qEGNq5W4nEh8WFPvTjrmWKEYTr+ThZBV3YpH2YtAuTMIEAlNCMPBY8IudQdeaZ9VnPqEdf69gQ70Za49jUfrdx9rSSEtJc2qnf13T02zgCaP6I1Ez9Rybo/bElDJUoc7sUqO1qRFE9PhmUs6azuV0bNycQ+Xpz6QyE/th+0r5ZnHP1Q791WVMlnEcwscKPtg8rd933ZTdwmP99lPNDYfq7bkfbQ3JU+mk7NO9TcqGlcdWgDgt14EcaN9YPKREsx4IF6706lIJcWP/YbASV0RjyjFTvrGkfjYEufVj3rT/aHERxb5cU8KbHIejCp8WFNDFddJUAIvPoAU2+sQKGPW1sr0OKFJSkDIlR2npnQKVVZQVGRsIKxJdQnGhzBbkrrb1/eV3KKIszGE9sYTSuxADM7AR1l3EsXb6TNc98/OwBIeFGn8T55mToKeKWeoPzg6KjZsY0jnDYJeZpEjWgrBOqFrXye/fDH8E7rv4akj+tk4GlwUQdAQ7Sykc4YGs7FHD36NpYv0wSNL62pXFcqh+MhSNanV+wMDHnDEE2BC6JYEml+hM5Eqb+ivUqpGSIsSOMRjyoXDL1w4DzoXKWpHbS0yUhKDoUBkgEg3FBYz1iyBlVbpNgKfbsmYghxFQ508kQY86k1eaEkZLq92bVy2LjoJdEJqZo3HbTqVMDRsbVyzhE3z4hmT4gm4EgsvwMk0JLxmlVLEf7ZoY/XKecGOBs4pVC+h50UcmFkk2nSwDO+t5zYpn4TVR7JDxw33vwmutuxwIFxcIzS+fnrMC5InAZAtNjjn5DLhQhU/AxC9b8DJMmgD5hJ4MSdPJYIDnpM+vWvyLAIKpnKsJIyUTTbb+J6BhIpipBXLe4tSduKddFFFuLThjSBIEAYavP160X4NIW7QBoBsscPCWoeFuysGJnCYew0cJUnM70V2HPsZI+MUdEdZ8JkbKZhwQRQhZ9QrASH6iFkSFIjlQp0UeR5GIHk7dJQhznGGeIs+fLDQHvEQMlonByBNx0Nm19+xavpi3qoUqN6EQNaOeS8NSd78Tu2/4CacGKSzrSGo4+qWOK+kxkh1AYsOkwZ/JvwlQtun2l6ZCvGWqzbxUznfk2g30bvgHYdJg5A1jZeTKSErlHO3ecwyJr3yNIArPtm8sTrk9bw9PvcdIwUeWG+4BHQ1VxH9a96eXaJp67WiPy0XHTvB6JKN+LCHNoPxBEapi3qBDoW28E3n8fMLjBTYsXmsAWsRcb4kOY2EDQJr8v3OOk7fwB+Q1Er3YvH8e/3p02QXFV9P4pKaSdlI3Q5oYd+3D1+0ahEFdPcN9EnT/GxTbqbyWQuZqN+snuVjIYIrEjoxzO/jBtL+HvCN3A9xGMwWLzCGp3EsHm1tf/KuHSne/Embf+OSSrKpAS+q0cm/caZneW4/66N/081XFwbq1YnkEIwoHLZGPmxJJujCsstj72044rQSW137F8IlWBkbZ+yNViwllEPq+WqO5bzxXU2Hyfex7p2t3iXRrIjQcux4KhiBEnOJxVsc++ZRRwSyxqrNbKuhLdqwj4K8itSI2pVF0WPwFc7OQldHVjHSPNsar2wyAkPiwvTb7+g+0gHOGHhUGPOWMkFS3njA16evNAGAtw4fV34+KJJTL16WWmDEGQkK/9a89kadn6a65/ikAkqADs+v+kIL6JubtfEXSB6iYnjOY3vTa4QkCxthmC1fnF/A2Ydw5WpJjqIUaV++R8+SqC7xwlS9+op3o1qwVjAzoZVS9MDMp1BGskahRnWwwMwNUr/NqtCIEB75LIVAx07avF+HgBqDE2SbpZvD8jteedmNCI2QQUSirSmwicstafVF0gC+BqDaMAKWes7M5LibACQEhYQOC2wAcQ2J7IGaAIrq8lsfXrh6v69cIsNmZn3/IInj99BtnqceQsWXpXE/NwhDV6OX5fx75uxwQTHXa/AvkjVVBZDUJBgYi2bMTOpSD+CeeYowF6vr5C2mq0yNZXsnIjEq1rkeqlKwiInrgEhFlCtpLieDvwKJBKzIIjUHBkzhF5Q2BqmAFD1h43KIbQxoZYGbBlXFTnchMawlvHxeFWaWdMIIPBpVGS90vEOMwOuKJJ+sDjfLxQpWEbjw4NV+rGxdNSBfiibj4JIO98FE+eOV2ROLH0HfKHFlfzhjlv8OCUC+71CQLYVl1F9DYc4AH36749UOmrYjOa7MaSonXyjnvcjV0DIskCxdYBpBk7a9+0/sVcWpn/wpEeaYBr/Vqcz4F99fxliL1YABtz9jagrdXYLrdHoGvTJRSixIIDu87pda4yV6JEqjJPk/RHhFXDobX8ECYWlhPkHQ8j5RLyWrwZJF3Lc1i8h6HNy2a/9HUemnY933oZ1PX1cP8cEm+b3YgCHdc2+MXOkWr0Lpx/cf36oSmwS9o5tXbOwiR1ap2TetZ+i904Hu1rLZGq/AS7NMX0kf33CyKYlxrBsX8L/FyNe8jjY3I/2KTFz/2e6y8L6D2P44Xtvc1pQpjfOWtp4rzV37XAvs21bbTWlTlX61xzcdxifZZL/E9/u+FV/6pf1SkTF5WeC6VwaPq0mVOJcM3HVVpX7D71M47YYBeTMCSoCgUZMSeL3+1qSJHyAkM6hcWwhUWibm1dKe6yEfCbbroJH//4xzEMfdZxHHHzzTfjZ3/2Z1+yxv1VciyMA7yAVQKWbu1/sifdTbbQoW6uCCEF8ks9AAhYLmq66bHgdYhxjSpFr1roNY6VbWYHjDe1YwOc1X29jIpk2+ZTwDwhi4n3AuHbuFlIgD9JBCLQmUs4oIVasyazsG16vAMLRojqVxuQq9a1fSQSIKPWQS4M3VBciF62nAbT/dY2kriocvOPbokbgv2U6yF34E+tGPcsM6NkNcRVdaFtuLcK4yArcr1VGKPZjllywSplCFCtDbsFIgM/gDBGIowlM1ZJgf4FM8aUK1BUgWu7R1xsMwvhwDDdJIJVXlTgsZglShLBakj1QvIrkg1IyH4Id+uiR9TieuGapxELWv5w+UpbN55HrL/J8heC6Z26dXkHwgVMA7Jwt846P7kfEFFr5RkZImPnL0RqkUAKChGyJBBGjERIGEAnVii0UL+VQxN/MgvoBEUemkVVWQt36nv0O8LpiHQ1YojGgY3+WMbsPVaBO71tVZfbJ8lyhI1cn56zfD4Pft93XE4kFAf47cCJz3JpfuXyJ9aVwokAVmvmrv/JKYGkgClX/TvlCqv4dBGVYKlICiUU0doLJSQXs65Ieap5YWvBjaEJJdXXN2F2iFoTzv7agovcU1Jr65QwWJ06RFz3YUFSVRMEhJYCcUqKkfs8LAL67cys4uJ1Gux32AeohD5DiAmQs5csj5XvyJ/vEWEjzPkcRqKEoCHqlscRq/r18aaKJLoRyGRyNi/6Kw0xbEB4/3WE2zT/bU9KbQ+RPUJEVKUNHKGpY0j+9XXdtoMahkK9PH07JNsaNPn6lvE8zf6GqQ6Q7wHDvRK6Z8sMh4Wbb3DqnRuaivdprHs2zsIDLlbj4j2uK6cRB2MYjhHmcIRLzfh9DmlhVarhzKVOysIJtySA5B53oqPi2cKkcTnTnB+oZwaOSjvnj3Peilnr/7H81PygMCfUpEKi3wfa1yOAuj/17kbD/0IeJx76unCJEkIgLCISWidx1gZvgv/2PpSZtjcXoUsnEeNF/XZCz1o8easjaRpH/67qGJpdtvfRoNKZNJvCut8Bwo1hBBMV6ouqkqRdGPph2BTW7fLoJv0kP4QEZjGgPrXmRdd0oLapvIpYvlMvMQmflCagCWfcF6b0ZRo+kbo/JeBn0b8FLXBatoBhgXLijDJnriB32Qj4Jz/5STz00EO4+uqru/Cnn34an/zkJ1FK2ZDzVXeUk5RwabHA/sKoTNwMU6kILKvsnnA4rQ1k66hxhKZDPrn8MH+MuQjHYfvbKdfOZiwAyA6S0fSnAKrPggAuZU4IuLBe4uHS69gaJgLjXMACf+5G9Z5EUAHZAsIAwSjAggQrISxJsEJqgAbrjXzx9nfi1E/ciQUVQ9RVbFOgz0Qpl1LDWIClFEPG7c1lTlgKY2V6VBSRGgCErM8Hma6KiqomkIkVZ1YkfMzZdH4EK3tuKEGwIsLC+uacaTeDL2AkztDnyBRaqe8hmwi2QxdZlJgACKiwPZ1jHABSQgbbBSBSdDmJlivSuHMsgmTEBg4Ho/Ow9BDV30Wct6eHNxmRwbmqeqlLTeMX9nS91YtaAsBgQBjXJWLIF6iKXSa7X8WgBX/zt3i41Zl9NGvBgJjFdBhCwTQGP6/7gWqZXaASK5Cx1sFmcI8JWEmpV7++BW6EgVKQvv4G8IceAC9Gez4FAE38bPvH+u7Ai6ABfrXMABC6358oEpi+uvlHApYSkDa0NNnDKXJ029kQpUQ8bwTugIZgOLTmV34MBhrHfwoqNMFectTW0ujMZ/jZoshRCmGaR9U3WrmORDFUNqW9Ca+or8uNwOJEJRYArKCoahE1sCZ27unTUSr6r2te86rcSiUFGteVDVnMVdYFQCWIJLj0hBoSTDbabtgtpiHLV0UE7avjrgsiT+KiOKFyOwWS2RBPgqwI6VtvBn3gXuSFciiUiGVpk4tDGjItivTCkHkHysnbLlCCo3FPkhk+U+JkMpUA467QS/OV0P81kWlDojfmZ+hZKujuqW5zuJuDa+c2RvzD9OubLHw9zsL0bgll8MyXJt9YT3TTNhw3boqjTPMdBxGYC5vWN4mXkSDfeDPog/cGjHhDOdEdFX+kmxuEDelk4p/OdVw3L5V/2sTOL2EdTiZ1mq5eJBLWnsz/xXxzXHBfzxW7b7+rpJvBYiqS3v92gnwltlgRl/ubNv0WQLqJcXgXdb3470g0AwIRaSQMX3sDxo/cB1msp/Gipvn8SPA0WpfUe7rSrCW0wdPReru8rXUKNoTFuzluv+nypJk88y6UFkUpu71Nk/132OExjbMyq1W6vmPT43SEqq0JQS2ts+BZ7OM5XMJJ0deMrhR32Qh4NWYycY8//jhOnz79kjTqr6yjDFDW1yMA5BQouwBSTkhZF1clfMv6tuk2oDhiFarB/F0RNYOaOJWnM4TbSm96QlYScxNx6iADyx1JuhVotDqMo6IHuhpKcgCIIjfWyPtigCpJa2NnbCfZ5eHGcSA4/eY7IXxg6a31rIicmDVjBurlJEaRbEKToiJVCfZGux04zp22PGLIGZfWDlkJOKlerxrzEQVsDbgFC4gTCrG+9AQxpJiQqFgbRpCo8SmgIFOCcuHYLH0KQPok1SCKqA7Q8VCETPOrnqyJAYkacnMh9wwVM/Kn1Ii17AJUS7li86c63KRzySOE7AkJBoi46uOCHIZyzlK7oyOnoF2OJnJknFJCO5fhF5UBPQmCAp3iKpxr/sJkUhBt0betohw+Jd7oWnBCTscB3OS3PZXBYFGikPoV6MiQ3g+q9a2gl0b6yYcgmSFClZMsmPghcOHJhIIiCZmcV5yQ5HA/RGdWiSiOxJHptlf2tK5tpGqTgJGMCNI4hn5CCLTNSnzRPgsZkabby7pPBEDVYzZugJGRoCM4GtIM3StmNpnhxJ5KwmsHWMdfkw1h81BsqulKHWVHvisxLVTl8H+80iPTETY/MAQ3h3okQoQW54jqVBA7oeV3lYsp4OVxU0f1X1fdehqPC4AnBPp84098X7+gbuRin+OoTsGnOurSx/vXx3QCW71k39jPKfA5A9O19myGOucL3uRk8j1GcX6eYcPYzIXRNGJT2RvCDos7fsRlFBQg/bpT7TfbLhKorQxHzjAQ6P0PgU/kdi8jqIKAgNyrFxwVT3YRVRHvHPZg7tGUBIKEeHIjLuJvkXtvDGYBGnYZO1p/0Evkx+H+jfPlsFVId9x1/0O7Dkub+f0yuBmY+VCXBeV9D03WyV8uF8+Hw1bcNC7iGtORkUk+/5NJ3DR/JGD4XevEHPJYo66QwfdKXp/IvF8B7tgI+C//8i8DUADrH/yDf4Ctra0aV0rBbbfdho9//OMvfQv/ijiijHHrNJ5fbeGgELIUDFIwiGCBYgKDl398HXbWrpczf7A76D3lYkV/DmEu2As4t5MasEEuQkyKOEKRVDcQ5Zew2kIhs8gdN68ilppOKiCcoJaL9WsjJWzikYzh5CW4RVs/RwWEgYBEau04QrJErS2qQ63lJhTLqwQA15tGRWxhYoyjIoPJ/GIvZJtcrlpX5oqIDknFIp1DO5KC60yEMRFYMhKxIbn2FFjOQNEngPRVLqk67k3nUlUFKLy3mfxdTgCRsl05YlDueuKqyeaj0lAHlwAAKmJexZgRuaIOHvXrxhGOfj03BKUiNtbEXLlYWp+jZ77ulHPY0Bo1PJcqQgRBh0g2RMnrtzWgI3a435BvWJ05tLf5UfN1fkOs6OQBqs6zpfF9luFIjNet/qG2WUL7NVwmfoJgAanr0yVpuPMrUNny6bgOkLqHk40tDLuq8yPtTGAf7zCPkCDKa2lBqPl1lBr3FDVefykCrvxqla01gRBKWCXLn0lvZkqgzCa+moCkHFdJ3pQESUpoQhZ93SWvh0lWkXKzFVxFV8UJgFn3vJghPxDp28NBGkZSqnFKdIBJEwiqVbJJHM3Exb1BtWwjSkkTFQXaN4z+WoDT6JDI330DDdKYEQsGaFErVfooqThJIqxY9TpFkhFTUz0fa0N9oTFUSqqEfgV1pfids1R+ud+oe7nJkZ2Pm8qpizP2Zebb6atHHSkJ/Yz9DXcahbKkNsr6wDq/rq87l6aqkEQry2bEr34jZ7JCyz9kXFxYlwN8bJ4NrK/ShkqDADm9qlXW6gnrYceMF692Jt/UTcH4JtFDJgXoZ1Q3WM3/Y0bUJLYRCPNGQJVU8TnGur/mmY8rsW+TNVFSL/Ibfx8WN/09HfPj/na4Y+rmVtism5kmoUneDOCs35xW/ySfhDDft25kLLadAHCeWf3TOoH6WtDh7eUKO1w5fN8X79qd51BOQaEChlyB6PdlIOA7OzsAABHB2bNncfLkyRq3XC7x0z/90/hH/+gfvfQt/CvkDkhwidzwAIPsnehjHiXVNaBWnQP0wOY7VCbfGQERAMo3KlAAuZBaq15RwipnrBJhTANk8Pe4g75cqJkAoLBZiJaKKKpEoym4bQhz5E+BktCfqXldp3ISAStgectbcPDhe+1yDECHPe1SLymP86dgKhedzNCN64BrWHJL33DupQJy0e96oPq8D6oeK0h6f+r1Vtf9qiOeTGFOUkJOrT/Z0hBgiIAVUBFw5VZSCsivDUN9e9KEZCU7oG2IjKNvBfWdRkcgXEqjIlB1ntDkr5LXpZfSCspwq4CRoKofKJKhgH/UAxY0MWrY00AVeRHoPKVUjXo0g1lax4G1k6TpsPll65J7bOm8b6vQN/XrWK8As8aesMpAKoqyHmQgF7UPv8qEVJQuexCeLRHJOHHza3Dprz0IWapFbhEAOeHA/Q6MCxQwLwWgtNlPZNIL6q9PHPn7w8n2CJLpWRfAuNcE5UwLVNdYudS6Zyvi5n03WX83zgRq1rmdm+h70nV/XZ82Am8Vuchcxd51AVm8cZrUkjvBjYK5c1KQJF8+uS6jRrZoZxeHMEpNmN1dSmwC6tlbAvi7o5zbEnMgi7KNjWJWUXxQcmtL5LcDAiTD0WoPwvlqe6SXHUIdW9+juq2aVEAHe2PetRMLkCEAMhmQkbB187XY//j3gUH6tP7EUurLOvRG8rQOXdDcV4mhCYKRMgaoys8AnvlqUZu+CPfApi8DbjwXo+l7r7HlQ9skEmChTxEuQl21zhTymUVeVdFCXcsJJtFmc5tie73uPCk33m1h7Qna+dud4bA71olB4VyLzzx5O1xJAseJC+1/6dxcYRY2EvJX3oTy0/fpgT+bZ7qoXmx87xc4CXANYnlR5f34XKgzIqRRHJc2pDkqblPZr2B3eRDzEXlHwombr8UlOx+PW0aZGatNuefCj1dTqip9ZQ3yP7x9c2mn4fWennMhWO/dzXXH+Lm007MOMBk1AogEMJjVgCMAyjwTSciyQEkLXIkkiGMj4J/5zGcAANdddx3+2T/7Z6+Km7/EjsF4Hqsq8uncL+VWtb+WXl1xSpuFFSgCsQ/geQAHpAYKKKWAvHK4tXtgwd+DnB7I0v1ZeoKJKxvgbPq5IKoIeEUIYWKugCHXuermOYDklnUVV3EDOe0YqgCHIUfkiJ0hpFNxwpp+CTz/04+AlicVYHeOSVWnkGbNW5ruqDgCjSbu7q7WbzonyulTBJANGQKZvxgyBFHus1F+qRRInvGHN1erxV7yftr4cxOD1/ea2ZBuQFBaHQgieGiSCQRUPSjvWQTq/CBWYNEPdjLRPi2FiSvCI+Siwgmqp80dgKrCvioyX3nVSYCABCk7Ww/XanSKYB3UdNWoi+gzTG53QAkjo5UNuOXb1k7jQZPY0nb+uudJEBoneUxXl0rN3/lzgctnSG7hY1ZUTpDBWUWjBIO1icGSMf7045ClXRopCF1FPwX/wHUGKVs4JRMbtjRrfoZktdcOSIWg3YCVobfVPyLrs3RQOwoLu9YRjIahjtpgRsP8LcFqss/a0OjRWq6fUP0ppjVEmZlWF1kKJrf3b8YOAXuiL6HpcpsagOX3J/z8ZQBGwoBxJszP3ATXDm/pFNFNyecwwdFmXUOsxt4wToAUbXnBgFzVAqz/pJreBRkLFKyQTDS9wN8WXsEQTyQMIc5lFDRNNj13lz9wlFzCNxBS6ujLeposkI89CM72BrnlUCNk4Rytq7pJ0MQZX3OzEKTMRBYbNa5f6b5HI9iHuXae+W8+Ip9M6piT1rk8NGuKDh6GHvbfvlYHQrs0cng5h7XjcuN+LC4Lxo98H+TE8lD7UfM9Fx/DNvmPci9FGT9aN7fZKITP+V8ZLX/Fuyy49LEH29MYr7ofiZsbXb8RHIL1a7bp1ztOEuVzrxx32Trgv/Vbv/WjaMdfeScASkp4brmFZ4bUOC2icHhmsfeLZxypyDBTUivaKUFSAicTmZpQsBydOkwXRtMcRtPa3BOn+M85BtCUenvgyEV4ijcAbRwc0AQQuFD2dVZxaKxLB5KXuyQgR458eCsYMHEf3+iOsFX5QjTEYXL9ej8oV32UgoycFBVYIWORA1KTHYQF0qBIGwPI0Z9L5cQlCv6kvAkGqZitoTySnG+drJn+qjChvT7sPQ2Ouk/tmY+1czadkptqXzWxI0FMJgFpY10ALCdvULRRi2U3fkOFJH2cyVeg55uA3Z2hDWsf3Bq1isLrU1BkM+hC60C2Oor5pwCVIh/RT4f4aRLuYxj7mMLqNeLDEMdHutrboioVAZgI3Zl3Q3j1GwJd/bAZaK0tYWQ4/HZ/qsJdPceWu7zaN39nu25DGwypI4/axrizvH+q6sA2N00sH7Wt6MJoEub1KDIec7ou+XxYFIlvPWwqP3U6hPWcCAiQYNQ+ilQutds+EIyWpjjVCGpRHXW8VafexknYuBlcR6mOk1ngB9xGAIc1VWrP+m+0Z9umpE9pd0qerkepfW9PYkknRg0cBfL0tUcEL+ZzICS/yO+07MO+ALA8tM1Hu8P6vCkuHRHfXByz6UjN39dREv4oN9XNv9y4H5ejzPPhR+U7NCzcN53/ctJu9r8S0fJX3UvkNqzHV92PzzWoRlmTCTCC9gKLnDecjq9sdywE/Kd+6qfwuc99Dnt7e/jgBz/YRJpm3De+8Y2XrHEv1v27f/fv8Nu//dt4+OGH8f73vx+/8zu/g49+9KMvd7MOdQTCQEscnDiJfR5UNHrm2puj7mq4dNxihPCpq3k2TaM05MMDIv3U2zF/Kfc6L3NAQzSp5BwdF3tzzhPQEGitO1V0wkXqG0pGk+vPeSfGMSqE8zedxxM/+zgOBjKOkyHH4PpOM1tMhoPljkBF5MZaFSFzwMbe065/EcppIH6pJZO9KS3mLxWkmvp11ASuq6p9XVqcABgMOFetJdePEeuho8FBxzoAEgKpY+ItZ/EZsXTSkKYRgAjBX2wVixttvFrZmqMvW4yHGdNpSwcT7df58LEhOKfPjYTFPiBwQAGuRsCUG4maTurqUARTFT0KBrCZ99NRdb8jh8fxO3klQ+paJufWCkDEKCVj74tX45m//jB4YBORt9l3JV8JiHhHzmo9WUfc1/3Upde1M4Qdugg05mVYgUulLde4bq3XtL1bu0zI61g/A3JN0qx++1ev2P7ESXWuDw/LkBlE7fCwFOL8Gp9D8lztNoUqaz8sLCJaEbGcolJur2CdjHQ4gomZuMPcsRCn0otYHifP8dCLKnsRVrDuaZXcUgN4JQ1KBAnqJlHK6cjvxvb0MfXOoDVy3hqaO1ueAO1ZofUbqIU0+YJ6mZKrMJlKE7nkhpIN3T6JdJ2DqXFkPeVDGrI0UtPYW+BINc7L8fNMLE7zh6YdK86Opm50mizF5jBByxXHaibM+zwCO1+5Gk99/FEgqQROF1+frwthR8WLPVlHOofq1/FRe539eLa0Pn2WFmj5gt/HKkrwtNupSc9Mx+K4/8Ojp5UgB5OYEYnkl9aGJoXoEMPU75KKQdqr5mlQWmB9gAMZufW49VE2xKEjQmNSbtxzcQxb6GG/kylGOtSXcfzz8ViuXL4I+qvuR+P0LnEoWCUuD4hxQGxQ4pXljoWA/52/83eq0bVf+qVf+lG254d2/+2//Tf8xm/8Bv7Df/gP+NjHPoZPf/rT+Ft/62/hL/7iL9aeTnslOaKEnE4DZWmsxvnFFLd/DzTYpbwp8YZyLo8ifxx3nPTrtfecihbvh/SUk9EO4PWSe91KAWfBwz/7GHJuvEQFocaK5Ev4rQg4T+qWSS1T16QTmqVlN5yl6YeaL4qCc72mU22NX0ES0kpIk8I11eJyFQdWxLIhNhwuPi+ntcPHLBrSGuroUb2euaZr32VFehviUiChr15nG+k+Lmq89rNRedMSDOt5eYSqFx/H1K1+e8upG08n4PTI6tC1bd6fNvobDzZ1iLIY4qn1L8C1m0NmPPPXHwGyCsKP5ILUyd4JFzDluv5GaoSngYCVAAsr+gDqJ/MPAn2CTdTPNsHOoQaafSwy/2jD0YDsOuxVDgSYyFCEtHFPusui7SYo8Eoi3ewi+P2t2umuqtIpvgxiG8R1qefDpk9KCVD1+qstqyPCWExvV+x5tlifrT8J41tyNKYXxsjKaNz7MNZHxPkY98TIPm5tPDd845h2c7kA0s88Dh5OwBHUadquvNDvPhBVv7nqOYcvT37X7NTA/XXU7fjfddeHerrY/yn3ePP9andsNbPYThndudSet4TY11Gcdlq01Ah5Us3r5DDPk5BbGhFLay9cwM+FbGEZY4hz4rYSmFtcXEuefy5O86Vu3/YWUOgYYfGOdwSyEennwtISeOSTj6rRQ0o13m+3FMarhR0Vn6w/AEI86hhEf6rn7Xz85nzR3/al37a+Zrznx/N7Kf0+TzWuNz8abF10eeLcUt2LmiaHPbSu+95gor6M1te2zn2uPJ+j6/1vrP1udabwu/V+7ndtpWSotUwLl/AHVHp2L8NF3fi00iLRQn9zJqSPPw7JJ8LczOfxMK+eYjnV13opXVh/mgma8dZ4GsUxlEns9A5toTTx9aX14VElrJVBHVtGKqHjxykd09iS7WaiyfhfSY5EDpFDvgLdxz72MXzkIx/B7/7u7wIAmBlveMMb8E//6T/Fb/7mb3ZpL168iJ2dHTz99NPY3t5+OZpb3UpGfO3gdny13IGCfbQna47vGuJnToA5JLWl3xAn/Q+9wI7rem75fD6Hjl+sW2/3FBGgSfK0n8BbfOwBFaiobtNObAc2h2tlH6jj04AKQERBNQfkF/A3vgULU15fTfxLM2g1imCwduob59qeUWDhqu28sFaMUKv5CtTqO+Jq8Ieq349PtSlAWMFtDTQDUa49W6RgQdrnEYREDThzWr4iOYJE+r6xGBpOyFq2jHW82rVnb5xbO/Ud54IqOh6QcTIje26pmyjOAweAq2+P6p8rl6nmETHuZap0evL6pVh7MlhKGDep48bVj84A8WH+jIDEBX+9QPYJvCVqA9DXEPnb1mqN3h+Ii36/cpLZKhhJ32ROwV8NKola1G/Atq7SHPwe4gSVJjbfZBLIx93nw0KajYYeZJO6rhykmqKBuo78XXZCqmLYbf8VJOdIVeCu8c0Atcvg3KvKHRKxo6WBRkkANoNfImaXQYAVGaJk5WQPE90fTAmDMEZ72q9AbSKQ6IsFTmTIds6uiLAUUSKKOLhqkjtEWIjU9MkIV4BgpISl+INsusqjfXkdjabz3cd5HREEkS6ucaBYzyHomvT6IIRhXzBuqY0GCmn9zFj/roPHkffZJIs8DxmS18ooG8u+vO/Kyu8JePGrfRprv+fKkdCTqS79YV8/g9b706SV5nnCnseR9j7PTBqROo4uVTKCap25tsH3mZYSkdF8WXGEXrDTx9j9lxumZbl9hkh2amF2tu0nlC2CG3bRFWnxaM8jOlKzKb7YOk0QGys94UaQ7afmb332OYxh6vcypv6yVkZT8miI3ov1u0RVCmPlMAhX2CSOONf1RHarh/zkUl8qIadtTjUd1zzF9o2PFUK66TjqmTPCJQxxSBxPfkv93xDyud8NZu0lKBzqRF1PkaPvob4/KJTVyPU6lmTzh/hbCMM+YdxSeGc9Deq86/or9bePVZsZXzeBQrA2jq28XFd1c1MQdgrvOuawfutG5H8dij4MiSeL8OtepR31boVMCQGRlNKQ+VhusgLjrTU9MeKNLxbj7SfSb6YFTqYt7Ax7+Kn0Lrw+X/OyvwN+OXjlZeuAv5LdwcEBbrnlFvzzf/7Pa1hKCZ/61Kfw5S9/+WVs2dGuiOAZPkCBGxk6HFecbpbLRWePv0QVcXNtSV0yTSTZQfuecuogj2tkRj3bXsTIH0pqVEM93lQ0L8bH7d163cSp1oEcHxcqwFtvPoO7f/ZZyLDO1fGeNG5wK6NxcsLx4YbbAAg5v9zFsyIioxcyQ7nCjqKOFSBWE2AgTbMSQJIh/SJAyihkfnJh4gY4GSoG50xTtRYtEEO+FGlkq0PrdlAhmpUCYM88+bNjiiCwhHg4YSIQWATVOq/UfhFGLOt8CASQZPrh9uZ2vboEjnLEy6Ee+KT1LQ3ocK1oBzrJ2hClFdhWzAIFo+VZGIDH5udKAHBtf7J6RmtbwhJjrVNF/OfLKpZ3YW10vxNwajgBgzCGUfCOm7dwx6cOgEFwQAmD6Eo/gBreymDsI1f/AXIVbR9tb8T0SWI5jAMiLETrTSaeqkQX3X0rSlU8Xo1+6QyP5neDdkBPXIoG1UYkDC46H/am7+Zo1C2eDz5HiqTpS9ygKac9YUHa14iWDjYPADCQYAUy1QE9UzSPtqTWQ8DK1kwxjtpAwAiehIntR9T9CbKWU1vNamzS4xqSQG0YLG7yUFF7KgCCuIvU0FxTBCk2jg30aH6exPmOjCQTmf2jmtZPKO3jUIC33LSLu/7m0+DB60BN08gyEYFs0km1j4LwK0qitPMSYTxqlh/y28pt5MHpN4J303Y4qWYOyD3eNwrttjFDDT0sT2zVNM80TWydoxLTsV0nRLz4uDaPvdk9vKiwdT7VPO8qFcLr/uQ87v/kY+BhHQGJozDn3+SOQmTm0kY4YoroHFXnprQvxt/245xfU8X2Rviu+SODJsomtD0f15qfRX17DkMIp2kPizss7fF/x9Xan0+9/QuaZtxYvqz9pkJ4/U3ncd/ffFyfblxL0+eLv6mbFz+Hp078WpiEEpy42s47h4pbHa52N2W2uTplqaPj0gw+QoHUI0qw78Nbqck6W6idGVp+2yFdedZyQprEI7S/73EjCrH9zgqDoq06hhLBQYRECQsaAJzANoZQ15XjjoWA7+3tHar3Hd0TTzzxQzXoh3GPPfYYSim45ppruvBrrrkGd9xxx8Z8t9xyC3Z2dlCKHgo55+q/9tprcdVVV4GIkHPGOI5IKSGltNG/Wq2Qc67+YRhARNUPAOM4dn5kwSgA+dsqLCAmiL2rSozmF0By83MGVgbPSQaIlQMoCaBiGyarX0js+SKo9cAEUFGuECy8PnfjVpVMfpWTlpOL1ilESAX6nBgAKlJxcykADQSRjFyAcdA+JM4YB0AYyEwYhwRhUgvfQ0IRIJcBq4UChgUA25Na3u+kGCokE6iIvo2dtH4iAidBHvULs5T9zU/tA2mJNBJWCRgSwKNyIDkl0CjIGVglII0EZIDB2CrAQdZjNBWAB+WyUQF4IIycsGRABsaKE5YswCDVT4PggDOWzFgNCWDCUgrGnMBMWEhBMf9SCsaUwKwI5wgCF9XHHRNBCmGRGCOpf0isB2IhSFIuMVm/l4kxrhJ4gHKzVwmrAdgCQVYJ40KPwsVKtR5IdMzGBUFYcIKB/SFrG5nBmarNL6prUoBB2yIQDBngonRzZEEeFYGmLHVRcRakohrjJQN51MsnZQGPxunOAI22TgkYRlEsOwHDChgHvRgWI7DKCuAvCjCaldJUCKuBwcIgY0sxM8A6HiNzbfvIir3LQGDWdDwAzAIWRsm6Vqu/qNVuzkn9xGr0sPp1r5SsfhqBMdleHAUlCbAQ/Nkv7ANJkElAK6AMitjRSkWZ9eJnsFsCLgU86DxJEZQB0AZbXmGgqF+YgUIo1g+UAhoEwjqHJQuERZ9dy1qeABD3E4DEEJNTL0lAY4IkASeBjIAkBie2c4GBlJBGASfWFxdGAWflkqdRx45A9vwg1f7pnh+RS9K1xKxrZWB9t5kFZRAQ6xkgFg4WyKBnJEQgWcPUbzL4tg5h54IkMdl70f0yWlgSW2+ClAgyaj9TAjAKkqXJI0EykEnsjNB+5GCYIhXCMOhZlQopQstkZwEhsSBxPOMTkvUjW5rWJ9I0kpCz1kPQOdPzW+zca36M9k0CGmH9Q9e/PAookfVPx+jev/UUhhHtybkioKxnZy6ENEBfgii25xkAE8T6RybqQeanAUistovSoH0eRICs/UxCyFmB2wytaygCECEnQSqkeyOR7X8LH/W7Hq73lFgaznaWGGtYQDZPsU/WjqLjDpsb9nXl59th4aJ1ZSZk0X5wUbQ/+ZtetvZS0efMKJGtq9anUucGKt6fCDRCHzpIgjQm3VukacjupKHoXZUhSCVpG4WQCgG+5+3MZtZ2it3FEFK1CVZuFtk7aXrPEtj6B5snAfQJtEJ6ViXSe55gMIVM+qrrMNmdpP0GUhJk8yMrTDKMeh8IlFD28KceVcLimMCDPlU4FPMzFGYYtD+wNZZt36SsR2MS6L3Fgmz+xAIIkCscEfykME4qUCmZJMCaH0hJ79liZ8SaP6vEFdneEijs1fkHPX+rn3XvzPkhQMpqt1Nm/Gz+yuKt8J4SGiU1PxKQHJYzvyRgYfcWDDaikfS5xgQsvR8ELEZS1QDrx8L8KHoWLKxPMggWjLpvwDA4SWEHMLAIfocpvB/VJIr1idD8IN0X0vQLGnxqd67M+nW/KXyh/Uik8J4Y7EBFzyWHI3gQpCx4+G8+joX1g5iQzZ9YYUKwzUmA17PBuSnA6772yOxy+pwR6d5y+FuSIK1KbXuq/Sj1rPP+USqWxvpByfaW96nB5cngIRJBsnCxfmBQmC6x2P0Eu2fR9bXS3P3OM9iBitR5IutTfz/JhrkhwzXY9pCHM9KosBYRAWPScQQhjQllUJbL/ih4YQEccMGKV9haboGZUUrBYrFQmI4ZwzBs9JdSICLVr+dC3ugfx3EjTsgcCV2Hu2ORDD796U/j3/7bf3usvyvR/fzP/zw+9KEP4aMf/Sg++tGPdv7/+B//I775zW/i3nvvBQB89atfxf333w8AuPnmm/HQQw8BAG666SY89thjAIAbbrgBTz31FADgj/7oj/DMM88AAD772c/i0qVLGMcRn/3sZzGOIy5duoTPfvazAAB6nnDdTUtcxAkcXDyJ19x8Fk/iJMoTJ3H1V8/gWWwhP3oSF245g0vYwtaDJ3H+1tNYYYmd+0/imm+fheAEdu89hQt3nIHQCZy7+wz27j6DA9rCub84jZ3vnsaKlrjqf53Bme+fxIoWeM1tJ3HmoQGFgNd/YwunH8soCXjj10/gxFMJJQFv/soJLJ7NKER4y00nMTyXsALhHTecUnHaQnjnDacxlgzez3jXDadxgAF4boG33HgK+xiQLg647kvqP/HEAtf96UmMSDjzSMabb9nCSILdBxLeeKuaRDt3H+FNf5YBrPCaewjX3qEn7WvvIrz2LvVfe0fGa+4BgBHXfTvjwn0AUPDmWxP2HiQIRrztlgFX3wdAGO/404yzTyhn/ie/tMDJiwJBwftuHLB8jgFhfPBzA/K+Hig/+bklUhGk/YL3f07Nmy2eY/zEF5QXd+oi411fVHrr2ScYb/9KQkHBziOMN39dzantPch447fUFNf5+xiv+zPCiIKr72G85nZgRMFrv8O46k6gSMG1/0tw7m6gMOO6bwl2visozHjzLYKz96v/bX8KnH6YUYTx9puBU48yRmG880bgxJOMFTPecwNhcbFg5IKf/OOE/EIBrwp+4voEWRXQCwXvuT6hMCNdZLzjBgJzwdaTjDffOIC54PRjjDd/Wdt79geCN38VGKVg5/uCN3yDsJKCve8xrr0VKMI4f7fg9X8uWEnBVd8RXPMXwEoKXvPnwPm7BUUKrrk1Yft7iuC+4RsJZx8QFBG8+asZpx9RJPHNXx5w6jEAArztpgWWTylw9Y7PD1g+o+P9rusXGPYJUgTvvH6BVIBhH3j39QsMEGw9S3jn59V/+mnCO/9kgSUEO48nvO0rAxYQnH+E8Navqf+qBwhv/OYCSzBe8z3Ctbep/3V3J7zu9gELMK79TsJrv6P+N96ecM3d6n/zbRlXfU85vm/5Zsb572cMwnjrVwfs/YAwMOPtNy+w8xiQRsG7b1zi7BNAKoL3fH6JUxf1Qnzv9Vs48YJgsVL/YsXYegF47/UnMDDjxDOCd39+CwMzTj2d8K4/WWBAwdnHE97+FfXvPpLw1q8tkcG48ADhum8OyBBc872EN942YIDgdXcnvP7PMxbCuPY7Ga/5jvrf+OcDrr5bOelvvG2Jq76XsRDBm765wPkHMpbCeMvXFtj7QcJSBG/98hZ2HldR7bf/yQmcfTohi+Adnz+Fs88SBmG8+/rTOHmJsDUK3nP9GSxHxolLwNuv38ZCBGeezXj7509hIYyzTye89U9OavjjGW/+8kksBdj9QcJ1XzuBLITzDwx40zdPIkNw4XsLvO62k1hAcM3dS1xz+wksIHjtd7bwmu8sNfz2E7j67iUygGtv28JV31sggfDGb57E3gO6Pq772klsPzIgA3jTV07j9OMKsVz3J6eRn17gBQx48+fPYPXsAk9jibdev42n9rfwaDmFt1y/jYfLKTxxcBpv+dxZ/ACn8PRzp/GGL2zjYZzGcxdP49ovbuMhnMKlJ87gmq+cxYM4jf1HzuLc18/iYZwBP3gae986iwdxCnLfWZz5s208iNPI92zj5O1n8DDOYHHnWQx3buNBnMHJ27eR71H/mT/bBu47iwdxBrvf2kZ5UP3nvr6D/UfUf/VXdvD8E9v4Ps7gtV/cxdMXNfwNX9jGk8+ewZPPnsF1n9vFY/tn8INyBtd9bg8PlTN4bP8s3vi5PTyIs3jiuTO49gu7eABn8MzFM3jdF7fxEE7jhSfO4Jqv7OBBOoNLj5zBuVt28X2cQXnwLM7euqv9u28bp7+tefM9O1jesYOHcAbDXdtY3rWDB3AGJ+7YAd2zjYdwBqe+vQO5bxsP4Ay2b93F6sGzeAhnsHuL9ukBnMGFP93Fs09o+NVf2sPTF7fxILbxmhvP4cnntvEAzuINN5zDo/tn8XA5izfecA4PlTN4Yv8s3nDDHh7GWTz+3Bm8/sY9fB9ncfHiNq76kvb1mSe2cf5PNfzSI9vYuWUXD+IsDh7cxtlbNZzv28GJb+/iAWyD79nF8o5zuB9nMdy1h3TXLr6PbWzdsQvcs4MHcRYnv70Lvm8HD+Aszt56Dpce3MH3sY2zt+zhhUd2cD/O4tyfnsOzT2jbr/rSOTx5cRvfxzauvnEPjz+/g/twFtd+/jwe2d/Gg2Ubr/v8eTxYtvHI/jZe+/nzeADbePS5XVx103nch208eXEHF25W/7NP7GL7q+dxP3bwzKO7OHPLOTyAbbzw4C5O33oe38MOVvfvYfltTY97zyHfcQ73Ywdy1znQXedwH7aR7zgHvvccvocdbH37PA7u38N92MHJWy/ghQf3cD92cOqW83jm0V3cjx2c/ep5XHxiF9/FLs7dfAGPXdzBfdjBVTddwA+e28V92MVVn78KD+3v4IGyg6s+fxUee3oXD1/awTWfv4D7sYOHn9vDhZu07Y9c3MPezRfwXWzjqSf2sP3V87gXu9anC7gXu3jhwT0sb72A72IXq/vPIX/7Ar6HXazuPQfccR73YRd81zmUu87jPuwAd5zHwb3qz9++gP37z+G72Mby1gt4/sE9fBfbOHnLBTzz6B7uwS5Of/U8nn5C/Ts3X8ATF3dxD3axd9MFPPqc+q/6/FX4/v42vlfU/72yje/vq/9e7OCh5/Zw7qYLuNf6tHOz+h9/Yg+nv3oe92IHTz26h5O3XMA92MYzD57D8lb1P299uhvbOLj3PHDHOdyLbZS7zqHcpX654xxW957Dd7GD/O3zeOH+c7iXdrC89TyefXAP92IXJ285j6ce0X6c/dPzeOyJPdyNPex+6Tx+cHEHd2MX5248jwef28Fd2MU1N1zAA/s7+G7ZxdU3XMD3yh7u39/G1TdcwN3YxcPPafo7sYtHLu5h+0vncTd28dgTezjzp5rmyUf2cPKW87gHu3jmwT0sb9U0z9+3h/xtzbt/zzngjnO4G7sY7zqH8a5zuAe7wB3nsX/POdyNHQzfPo/n7zuHu7CL5a3n8NyDe7gHOzh1yzk8/chO7dPjNk97XzqHR5/Zxd3YxYUvnMODz+3iHuzhNZ87j+/v7+LesovXfO48vld28f39XVzzufO4C7t4+Nk9XPWFc7hHdvGDi7vY+6K25Ykn9nD2K5rmqUf2cOrrrU9b3zqHu7GH/ft2MfzZHu7CDlb37IFu1zbSnTsY7tzB4ziJU7dv48Q9Z/EcFti+7SxOfu8kWBKu+dY2zj64hQHANV/fxulHllgAeO1XdnD6iQUygNd9cRenLg5YArj2C7s48VzWO+xze9jaV6LjdZ/bw6IAy33CdZ/bQwawfC7hjV/YRQZw6mLGtV/aQQZw8okBr//TbWQAZx5Z4LW3nMUSwPaDS1x16xkMAHbv28I13z6FBYC9u0/g3J+fRGLgwndO4Px3TmBg4Oo/P4m9u04gM3DVbaew890tLBh4zTdPY+/7SwwMvPZrZ3Dm4QUSA6/78hmceWzAwMC1f3IWJ5/KGBh4y+e3ceoZIAnj3defwtY+I5WCd12/AI8MvMB40x8f4HkwHn/2WVz/x9cDAJ566inccMMNAJQxe9NNNwEAHnroIdx8880AgPvvvx9f/epXAQD33nsvvvnNbwIA7rzzTtx2220AgNtvvx233347AOC2227DnXfeCQCH4oQPP/zwsXHPv1Q64AcHBzh16hR+//d/vzMW96u/+qt46qmn8Id/+IddepfVv+GGG152DrgMhC/s342bDu7BM8MBMgu2mEEDY8GChVGiklHUKLtfOoohG0XL38gGm+GxQJXiSpVCpVApZb6FS+o54Gk07rBTULO+yTwYNxyAcs86DjiMo92ohJmBlVHRMsM4eeqXoVHjZCAMLCoCnY2rIs5BNWG/rFzpYgohqYhx9cUouEZJ3Ce880+28Bc/tw8BMCalaDulTRIpVTGbzqz1jwAMRTDa+8lUtF1knFU2rulg7S0s+rrUIBhZ248BKEzWV+OyGDUeRpkvZhUrg3Qsi1Jmi3EV3J9GnSP3I0Hfwh6BYvM0jMqxzMa1LFm5rBi17AyBFAJnFczMxtFiUQ6bzoFSr0fjdCUWyKCcBjHKfGagGNU0MVQfaBCgJOOytrU6GpeFYGuPVR+NU5s/TgQZCWOGclFGYJVJRY1G5fqBlHu3ygmZFJEds+qo5xEYs67vNArKoKKnedRxF5sb92fW+VNJDJn4tZ8ZDEk2BtB3xyPlWtuuBOfOb/Ox7heUpMj4x75A+PLPEmTJyCNhlQmJmj+DkYuFo6h/SMii/oNBdSUzJ6wWwIKVE7kamn8ctD9iXK/EahWYs867iHKdnBPE5hcCUlIuunJ8bP0YtVo5KCZdMkrHTUGSuiY5K6csjzAOuJ4FyuEn5MK6J+yM0LNAOaSlUuOVk5+MU+IUeBI07qude2TnYckqFaJSMtpXNmmfbP3jjqvQuEJinATva67hVPuRCMijS8Yop0SyKm4k4/6wEBaFMQ4q0bJgQRkIyTj8kRMkg55vmQXjkDSNEErg2Km0D0AQjDkbV18wpmTnXoKkXDngEuZGjOsd/WJnRx4FJIK//oUD3Pw3ljjY0rNOpZxU+HEotm9Ex7IMCWA2CSbb5yxgC1eul4Z5/8TmhnPS5zRtHbo0E+eEVLhKZSXjmkhKSKPtwzpnKuWQR7anNmHzpOnzytYVAdmlS6B9Hc24Rh4BXijndxiBcaFjTXYuwM6I0efA+qFcch0PinNTJbRIOUt1P5kdEDs7MOmTc4KQVOJnGAVjApDW+1fCGej7KdmabHtICZVD0fPb++TtjW33vq757X6K/tYnqn2SNPHbupr6p2sv+oud99UPYLkv+GtfHPHFTwwAUe2T92/ajxfXp3ju/aj6xNYnlbLo/EN6SfpUTGqh7q1idgNs3QrpmnSrm7Effu7p/UR2P2maRfAPI2PMBLF54mwM0II6Z7UfInoX+pkmug67PpX5vvpZ5/OUrH9HrT1OqZuDIbT9ctfeXJ/yivFznz/AjT+/QEmpcoi97ashmWSTVEm6ZPOUmEECrHKyeXLYQaUAOQOLwiBy+EIvN5X8s7OuSmg1OIKT3lE53GF5BFZZ77dsUkBiUjIuHaiwuN79eSSTLoPNgdj928JhcDkZTKFnfNhDzIAkgylUErLBEWLzhG4/Kdwq9Z71u5UTsEwFW+OIZGdjNlgc1PAOQHEAWRASMhYlY3exjQ/hOvyEXIPTWydfVg74s88+i729vWPpgF82Av6Nb3wDi8UC733vewEAf/iHf4jPfOYzeM973oN/9a/+FZbLH/aVzR/OfexjH8NHP/pR/M7v/A4AgJnxxje+Eb/+67/+ijbCdiAj/uele/AFuceMsI0YoIa2XPfTpW38q/5ep0TsDzAknCRovzUX/ZpPgn89nkK5MV1MGPW5HP8vIb3HtfaoLrMbr1Bdc9UDcSM/OhIUNI/a41tGYYChrjjcxV7N9SamifFNt9xzTk0eTV0zlOR+E9EP+dbTqD+DTctTNTRlxh/TuA6OP2dD1uJ+lGXSE9fwSWi2S5u2nrfJV1ebUwl5EEqalu3P60g3VhLqaePcnOaZjlNYz+ZnJEWOZ/qAid9DClIdK/W38FTLbXkKVPw9mfVuL0gshdt9X/OTihYK9Qa7fG4K2ZzJvJ/E9azskpv4k6XXZ3bYZoqqUaYVmo6X7hDdif48miAaXNI9lwTVCJqPlxtwUwlU1Wytlr+7tJM9LxqixtFaBEEld/1cmHNis+w6YnHHTndjv4P7PHE1p0m6tjuoljYXJpiuaLeK0OrnWkfTNm57opUVJNS78qPlZkziXMc6ulRHIp5+sWfrJ1w85aZpgPUx7tMcHeLz2bStp7rf8ydtdNN2x75t+vZ1H/87bfum72HuqDRHlbl+966HxXBfD22MDm+h93eu3MPCPN9cWa+6V6bze+eygPi/RM7vjFeS8zn5cdd3WWvgOAcd+vGNcFj8fXnVxnua1uZP4SQ9qR1+pPAXYb2cgIyMkxjwGjqFn6Y34ifza7FML69psx+pEbZ//I//MX7zN38T733ve3HPPffgV37lV/DLv/zL+L3f+z08//zz+PSnP/1i2/2SuN/4jd/Ar/7qr+LDH/4wPvrRj+LTn/40nnvuOfzar/3ay9quo1wRwbNSzCiRopkZYlar+z9HwOdc3BwFgNvN9d8HUCB9BPCc8tkQHxNo6OfcARJBRVRAaz02WtPUNIqCuuXfBqSK9dVNcjRAGNVPNR0qeDdnDdiRWDeDIz5aLNi7WPDUdlbucW1/BHgjQtlGoPaQWv+SISRCDdCJLomY5eq+n14fd//9UGpWxgmwddCQwegvU78I2N6mTdKQ6AZszZ+2fhTOH929QY2G0vSmdvryemRUgGANti87tifOgkCQZ9vaymY0QkxbQ7G8Vk+fx1dMCv42Qq0t5pdWPqQHXguayQ8OeVjML4pwEpRzyMhtzzKwfbHgqW2CpPZokGabQ4mi32fF0bECvbZ8BYlVId2u03xG0rb+c91VOkIijVxizDo4+unj6bPrb9+28fZ6feyS9SY8v2IZiohVS5YtwQdZ4CSrHi1z6/VtflqYz74bPdO1EleUG5JyszD6Zmiu13vqwtjC1NqwkrmqkTeUYOWa7IRRQ3ZLiKkc28llC4ElqZE1ERD5ntN1M4oasisCZPJzLO4sQpGEgQRlEsd1TtZP5inKJ1BJGpb1/UIs2LkoeHJb9Zbdoj8LTb62AqmvRZ9xI/v6m9G0/pxa95VaZiJl0MWvr6NNXzki/qh8R30Pc8chKBxW5lz+TWX62Stdmk3oenN+EuTw+3KQ8sNq+lE7YsHZi4JntkmlBF51r7qX0RELti8KLv5lWo+XgT0f5/w6fllUjaTOuVKxnN75LaexegtmJmwBECwxpJM4Sadedgvol+suGwH/zne+gw984AMAgN/7vd/DJz7xCfzX//pf8aUvfQl/9+/+3ZcdAf+VX/kVPProo/iX//Jf4uGHH8YHPvAB/I//8T/WDLO90twogmek4BlJWOGEXaC6SBMY/gRNA7IdmDaQk4CGmjc0XQw4lwBYOvondSn3m2HKVb8c1wOCwTuFCRs+4U/IBhTEuUweGVGtSX6vtAKNDZBzgG9ZgA/f+gJu+JkzWAWsWqgB84CmFVAYy1BNsAZeAStp6Gbjf1mIADD72hIQHalgkfu1HrfczbUERw4bJ5pn/GyIFUkGiyE3ZEifjwF0IAgMFkV2iPS1Wh1bBtzIokPIliengiKTdI6RbsiTDJVBaP/apOM46dQfJRASeR6g8XIbKWM9v6aTkEcqWOq8ycPqR2jnXP6Ghh/t1/ryKPj4rc/jho9tm6j8WMtMVr7M+FtfnUzhCKi3x/e/g+tpUr/HB4sw1Y+QLm7UWJ6n5Q1pIxHEpVIsrVMlbO5zaa8XtJOuUb77Q8PDItGvhWn+GM+IBCSqaXwvRm6yER9qbU40aDI3xd6maHbDnbiJ0A5FzLm2QgLyw2jID4eaxdB+1NC4At1XqozQHPDTCB+NGLgZZPJTJyJ0mYH3/9kBbvprW2awbN75reMPQnh78uxlcTSYtgkRPQwh/FG4fqW9+DLcxbIuv0wviSZh87N/XEeT7+XG/ThdYuC9t474ys8sVLXqVfeqexldYuADtx7giz+z9ep6/HG6cOyJEeuLKEFa9W6TqvxIwgpLUMpHFPjKc5eNgItItfJ2/fXX4xd/8RcBAG94wxuqEbKX2/36r/86fv3Xf/3lbsZlOQXhBMACK+iTQRI40+7mqNcA9D3eSeRhZ4Wj6H0p/ovWwICNAi4VKrOfNRlNoBL7wVDdbEHVU/e3Bev7vYyqe1vfAetaE3C+uEkNAQepDqb3fx/AZ//aWYBJdbPhD2YRQIqUJguLz0aQUwa83voSgNiIONcR1T/l0rU2R4FRB5UjAjf1+2Eix/R7XT0imcKYNcRGUE2aWzqdHuPAVb+o7k8VlFXdTfho1bFhmzwdOa7lNrHdvm19uigLACMoxDxRFkGfVPNW9/VQyE8hT0Nv0PlpQzt7f8uvszLNL3U1HO3XvOMA/PHPnIIjs60fCGOHMD7xv4+dtqG9Q6vc2cbdF5s1RzgltKUpBfjzXI6cTshORnqgmnZRa4/PEzXnIz6Csajxpc5+XOFtY7eRQkBc+3h0aTch/k6w2YTeRVKEf6cIiMsEuXNkfR6Z0noWXVyrm+CXrHRkEneusHXYWf1SghWzZQ2Em/7GibU0afJdy0vr3kbs6PNOx3j63VjHj8EdhoBebhkvTZmH5WprO4rVH4UXvFgEvFhtpgZf73clZzXB0KhYtO40huArQw4PS8D/+Btb2ib2HR3lcCKZohG/Y3w7ayJx3KXjpjI9QYIJPWlxKrsW76/YgwpPbPRzOIOb7EoitU4ez6FX3SvLlYFw4ydOHJ3wVfcjd04gB1QdrpSEkdT0yYsnT7587rIR8A9/+MP41//6X+NTn/oUbrzxRvz7f//vAagVuVc6l/mV7BRQ28KqJByQTcvMrTpHH+9Dpsj0/MEer5LDDn6xfxHFW8P15+Dj2cgfwk3KndPCjuC6VAQEIBZc81TBD3YzJMVXYdXQR0QZ/fXjiL75ho/1EcSQDEc4RizgvDRHOxzolol/rMiTt2Ux4y/m9yu76T27Vm/0O4rXa5z7Ve9HV0O6fQyjQHmLcw7pOJmAiMSuT4ys/U5d3Hy6NImjQ/L0yFXv77mgMimj1yqnSf600R95zlYLSRXPRh2V4/rVWMuFJwse24OJtK33Y9pW75MLMHdEpDDnOYztUP39mEfy2qL6EcJR8+XaNkW+I3LV+5sjYCbtOjLms6WrksB1hXudStIq4oA+kI1gFkH2FubXcwphXOtR/XzThycVDU8mYaMvVBnhzr4glTNwUXMWAlGzsNDkC6I9B9+rRgz0NWtnJotLNvgMJ4gowaeIlhVJSZo7qcg2uL6l2kYo7uL53VHjpCdm1bXAwNVPjnhkbzBtAE3LUAN3jnTFMRDRvKpywSZ6XoIIej+PTTqpH2NKVhZNv17mMb6cQOk4X60P3Xj143boN24Pi6AENXqadG3pD7JMDLWQZDvV1hrZOqTEXZ+7PeppzKYE1fELd/BMmjjvsHF0FYLuNLX8fZzdE96mQKb3dS0yoYmjteso532gI8KSCC48MeLRvQFiz19GFQhQgEEIm+Op9dXb3KlCTPLHeMz60/qVZH5m6LN+G/2pC4eXLc0vVhE5s6JyKXyCgt8HT6SXcov9SFo/Qf0QJW17Hc5V9DkA1DitxOrr2ky1XSLaD9/jvl4ALScngohJ68UxhI2z56u/UfOmOij9+G92Pgmu8uJtsr0pAmcm6BwLXAIx2c3jUEo/rU7a0YZd9WTBo3tmgRONxA9EONHGEL10Yyu19bup1Gkav096yMX3XhgTH0fo7QjrA4Cqrto5Cn9XmosD6/tEpqMqGEVwSaSDSq8Ud9kI+Kc//Wn8vb/39/AHf/AH+Bf/4l/gbW97GwDg93//9/Hxj3/8JW/gXxWXkEBMeG51EowDwK2SR4ny4GSukB+hu6w9PDl7unwBSOhv4hl/PE2iAlsARECWjPq8OUBOmYH333UJN/zUabiKSMyTw2BOD7DD+r0IeaLfczYx1+P5lfPWwh0xpRDugPmcH+g5SA1UJ6ulCS0DzeCdCOHQ02sCsEACjz5CqPH2sPlShMMuQy9vejdNwyxhBUpiGkgFXAoD2QY8EoUkrI01oQO/vdj6EPNPAC9/dhSi62mEXgAOUpeib3pCev9YgCFrOdFvz14jj4J33/kUrv/AaawyYRRgYX0dRdRPwMjKHXHu05IapXdBzcBhVaeWtadgO/9oQ5JgxrIdeLR4L0MRLR0DT0vUT+8mv4S01VED6jx9/PrUM3ScowyHx/s3UTKd+jC9trjcXkQflmo6sQVVhECJ7KlwBdaKAJTIJGjIDMYRiAjF8KhqXE80bzZglSlXg5cEl8IxwJIoIOqEIgKhHOIUKGa4/nOe3x9QAkUx5PXFuXjaWKkEpFHwge9cwh/91HZ98QFIYLGxlIQigpyAFdteYGAgwkoEmch+LzFCMJCuaQdGC3RNr2ydj9LSDN3vF/m1fbXpu2J951i/eghEIHsODV//bedk0Jci0bef9RzSuSVJRqAjW/ctT06iL2IkoLC+ha1fJWzIpFxtP4W0wJB0letYTsci7hZbo2QvkYQ1Q9CxPzwurrE2DtP0m8LmIJRMghIkpdbDtP1bzHj/nZfw2Q9s6+sioa19ntiHGA9bWxpQhGr7RiHkinCuj8FoaWnW38a3P/8IKyEMZBJOZtdhs7+Zh6S1/5vCp/91VbLoGi+i6zMn0XEQRZKLKBEtpTYWHscCQBTp1nRS07HQJA76MgYo3Lu6JkYmDJav+dMkzveC7yZMfvdpj53XJqHeHQYHKCGg/Rb7XaoAHRkxJFcYxSWYO2IW6csP7/3Oc/ijD22jLPws6M/QGOZ5OYbV1U31LozEBW8vpL/vAj2iS6t3dy8vtHZnCozwYiSDoEapdbMRV6jmqfd8vbBbnN8eHAAsgROVpNWLBpGmENp3ZQLsrR0XZOU3Sy8+xhDCAgmUgBMCDFgg8dBJe14p7rIR8H/zb/4Nfvd3fxef+MQnuvDf/u3fRs5Xngz+K8WNInhiZIyBSvpSLKdNZTggfpy8UyrkxnZJ/6c6kZra8SDXrFTuk2/0VmKlUNe6ZqHRNW4JKgehfasxoCT4/Z/aAhKQSqpb2i9ukQSWdrmlSvX1Q6tpV4KgT+r0cET1uwEhsn50hossbTLKNNAuBcCAAahoTUqGJAmQBkCK/l4YIlCgwOuc37WaVahdGpcG6ET+s41zEUX+XTWgE+8HQNkuPBED/skuaAG5WjBZp9kACBEwkxl9MoNnVqZrzfr6cwNiPl8+3m45Oq4AgVSgaazIOFkZLnptFjTJOKsiGJIDbcZhkGSXtlh+5c5R9eu4uKVrr5sNQxVRoJfsma8D0eezmAkHYs9OMWEUfY6uFAUkhywYC+F//4nXYCmCsq/1LAdBKc0vRY0lLrNgLNqPZbZyLJxZkcYEAXPS9Q0NV78BHLZ8CxNyVi7rpUIYslSOq4gjv4p4FFbgKwlwwJrWF4YYwOr5KmdBDGiaSSsBIUCVIPA9oZAUi2CZHZCmhszC95JgaYiU728WwcKQlS7MgPD1MJ3fZRKsWAyJWQ9bWVsTgAMhLAlYCWMgsnUBLEmwEi9DxyEBWAlVRFNf0tOxEUPAB0fAqOfQjwwsM7BiRWoJ/vJBAxpHIQwkxgGOchXdyTcRwfW4Zk9B03h/gP/2gQu2lp1WFRFTXSWDULUxwaL7rOGjUve9A8biQKxx8oz5XBl5vqenou6X83Wg0b+2DDZ+52+T5qbx3W9qXzt2HA6tQLYYsiW0nse/MhNet0Eol9bySpdN1ovp3FwTpufpUXFTuHgu7qj0fdgapF3DvO4xA//9Q2cBuOHFOdfyTOPXf8vG2PX8m9IelmrNbOIx/BzGb93M5XH9UfKAKMxe3V8yWRztt9Q8fXg9K2biDk/XytsU151TNDmbXkTeGl97bv9p0u0AUzqk1zjv4UlWGNECDdYYQfiDD+0CUOL5XBoPA1BhJA3TuGgno9i5PYQ+OJwQ3XR/IaadEGHjXRDzJvY6gyybOAEl++t0VkZjSNRw8fFqay3mYcAIf1r2mjRLm5junG5SFH3fOBCItLG5thnQu4MEGEmf/9XndGc4lFeIu2wE/Omnn8Yv/MIv4E1vehN+7dd+Db/6q7+K17/+9Thx4lUdiR/GCUwj1ADmyvmeWVtTAMG/8YwEG5IniggfDnjEQ0uvhnYWUIAmHK5uVLxGtkelpomddo36ps5FsHxDRfEj35RzImKAA3ioiGGlAgpA1ChkkVFee8CC657Yx3fPbUES2eGpgGeBAs8sDVBPRNAn/7RfRRqHEKKIzJABFzesyAuJcseYkLIeFIUByh6uVNZMgtVIoKyHcO/XvmwtGAcr7cWSBWVFOABwciEoo7Z9uTCEjI3LyjAOWRDJoyb2RdYfNgx8kYFSFMlMZAC3tENSRdXIDGbp78G4NaNRzHNpAAgBhpQp8jvOlF2Xm0GcTWwsI2dFQh31boQQXxNaw2JQpLQIsByU++wiyE5sAPyAV6Rhy/IAyqkuRd8id6RWoMix1q9IpBR//s6RfkU8tgbBqiiidWIQlCI4kIST5l9JAg8CHgWjie6xvX2eIRgK47qnXsD3L5xAewHAEGZqIKEjUM5BddH05H5B22CipAL1a5vZ1nUylnHhJiooLEoQAVSwWdTUHJJxhIvUPcKF9Sk1UaUGgpqiU46yWeK39cIFyi22xUdQZFOc0wxBSmTxDjg0YItFRYXdgryCqlzPikLQeDAS6VpjI/yUygMXlCwQbgLdNczeNtc8ZGFKHBKycTIKDw82vKzvpYMZnAlSACHNC9Z3x4UFknV9COv7rsICzkqYUfsUSdORIrqcBUlKHRtfq2KABdXzReo5w6zvuxLLJK59vTyG2Fm9KY1tyAK8+ckVvntuofG+J2ueEo/5CoNH2CnpQVzNBA6pAbqZlJOYkp4F9Qsljtqz8EhWrks3Hfq19L5PiAKQO/kO4etSHS/G+b1V7xmy90OoXdP17vK7rd5R6o3AatT/TZO8hNafIfz2tmcLkxDn9TtRxJ8CrE8CXmZcDTss7oj0McxtK8gRYQMLXvfYiPsvDEjUnjT0dHnin4uPzyBOx83P0+Om7fxzfZuU4X6xuZuG45ByLttv66iEcqutiYkfUIDf157fNESoqnRpkm4uzsPD8q6/F6GuubRd+OR3zDtX1qybtCmHcSGC2RBo48R2T3kev2PjkdFU2SwfC6597AD3n18AmWbTUCjH/a2J0070tkhkprxubLuc82nroVwTzg8chYwU/irMNw0P4zUpBUB/lk7bWb/2o0qaGSyYUsjjV5HNX2aYUWGTeDMCA0SZOkMiEBNOUEZJCZcWgyLvV5i7bAT8D/7gD/Doo4/iv/yX/4L//J//M37rt34Ln/rUp/AP/+E/xC/90i9hsVgcXcirbsYREhJWY8Kz4xIpMVIyMXQwcjIgF9PN0FNBG9ZeQYJqnKzqbpmaWuQuCQcKo2ANAXbn1C+a/Ha/i0038S2pCK+K1IkB5cb9rSe0AoujifJyAaiyYduXwKCUMK4Ew4LAoyAPjjCj6jpFwGcogvc88DzuOHNKgWUraSzAYiCMowKk2cYhDw6AKkSQGEAy3r0jHFaBv3jtArB+GPb2jBXJKBDAkKACQWJCIUGR6FedvTwqAC1MGEfUvMol1TEtBYrYiV40inDp2CYDgKVIO+gMoK+cedK8iuxIvdhZFEgmQJEO1ggW0yK3ukRECQw2fw4MqjiVIoCjld24gDrP3h5/27qIchQZzs20S8qQALJbXCCgoulHBlJRkagiooi/HcIiJgZqszGyjZnVU1jHdAXlHqsWvXHtfWbZRfSVKEOAzZVgNCRxZC0LonWMbPUZ0YJFuapCmnfFgoEYH3j4Gdx/bomSkyJeAJBhNgnI1dSU8JGBZFR6yr4LAGRDsMguz4kfZAC/+RcZSKTvyEtS8Wq3JeBa1sa/Q05NwiRlnb928fdpu9Mnm4h0akCCc2wU4LFzJom9QuCcCDHkSBHZxhuQAIUoUSZVXUypYUyCIYQRABmkTweAF3rpZZKKOPGCsIBJQHibFo7wtf0jg+36ha4rBegsbGgIYk6oCCGRA0xKsOJkRC3SMXVuMyShJF1nGtc40VXHUhKypUkwaQyitrcC9tMeW2znT8Vy7Owi6FwtRfD+h17Aw+cHrJLrua+LZ9c37mHqDbbhnaPDhexsUKJgkYTCJuEijFKyQcQZSEWlZYIoq8n4o8fiNnzbIbYZWp1zBGULzUhMbfw6tiOk+uTOhtHTDg2lS/NlSNJ+19/WEA8TQwUo5m3Lv17K0HIogPSxJhel1XJt9VROnQPYx4yz9art1DhBalMAP88boO5h3nDf3/VikCCOMw0TlZMiEixKwce/9yS+ms/gIGXrq1o3adJugIv4k5WzHu92Aix/1ZfXU6mmnY3HrJ9iuRO/z9rx/PKi//tJCqjEiRiM53PaKjPlIhLzN4xHQSRtka8o28U2D5qoxbUnEH28m6lSawNgIcVv70lcW0ebfodTv/sdy+p+G8cUECyzwjdDYiyyIGeFaVJiZJJKpEp2Njt31gl/XrQT9jwsC/CTD1zCoxeaVf5pGg/z67bed56OWl+qymM4qwbp08To/oaF3XMhYPLbpX28Xvi54ElD2ljMpnA/AmQyPhLyuYQruSekWUfSpR0r08rDGAIwuyWtzMLGbBECZMALJpH4lADl1HSkXvmOpAn7vyj3jW98A5/5zGfwn/7Tf8KZM2fw9//+38c/+Sf/BG9/+9tfqjb+yNzlPJj+o3bPlIL/fPEB/H+feQLPUzGjQL7BVU8shT9CEMVrazeAXL4HdEVXAyB6xrZ7H6gIePOHPT0BaKYiJj0C3ih7rt8X01QRVPMP5Ah4azQX5RJzaeGVS0oVL2np2DmaBhi6uLX1j+zkGFkwZAcntWOOaIohlJQUQSGSdh5IUqDcSKlECmQmY8FQraTKYbfLzdod/QlOsVYEUQ8vqTClgMCFkBKDiFAKISftUGFCJvUrsKXAvJdVYVhWLjgl0nEiaeICtZ72ArbqJRl3lZLNl1SCjSLQgAgbUQRwvVBN58dqIEwQjFihjdIyUiXSEOlMiBhgb9e0zlCytfT/Z+/fw3XLzrpA9PeOOee31tq79t51SSoUuVUBkUCkBCIoEYHkQdDQ2nqE7gcEmkdE7efYSGgvsc+DF3hsFW/nqPTx0jR4vIB9tPHQWt1WMLZBEwlisLhUsIwFFqECqUrtqn1Z6/vmHOM9f7yX8c7xzW+ttXfd9q6sUbX2HN+438d7H0t5StBdNoqzivcWTZeSExVsrHutoZrLQgUofK9ERx6b2ThU7GUBc13JqGcoBCd2MfbqT0oYEH3AuR/utz02ZRGTX3UFYyEwixi6iWAPiTEpIiF6oGovgIr6Ze1kYe/6s9sryphAqj8oRB8GYSAxuscuQi1AOFMFfWz3CIHF1qHuKrulTTxO93QHdh1XihI9bLCT5JG5lDXmEjgs8yRID2BIWhtGIDcQBhiAOc/LdjiCQKrPuBjm0IQBfYIgzHA9bXNCJWSCgKRIjIPLTKiIVoU6KnB/2jhu0qj+3omIqo4vdqWxOgxJrPIW85tkfsbVw1U7zraT4KeAGSpiSH32UgQjIZkIPZmAe1Jgq6Y59ktJDcUlb8s2ySB8fW3IGZpZpBZMwqWeXHJJGnIhpAw7nebvK2y7drwqwhCW/Oz38W4Jua93Wywk1rpUH4cSdsW1PYllL4W1Z+Zpwo4ry9oW07S4RutuJv6kOYjxp/HHPC+l8+MQLblNXMG8j+3ct+mW+hXj7FiMdQHbcxyNi1E4D4UtVBFuO+85npd+hpzytxPc5Uz01rCpy8EP/mpTRwnKXDxEslV5KeuHG/INI7KUBprG+mTi6GRnH8fxqpJ/8zBW2yN1nI3OGMe3Q1VgYP3HYUx497Xc+YzWX/XVn7njOiZeVu37Slm2fccYemEM9l1B6uYSSpHAMZOI8Hahtje2T1Ul7YyzP5FWhXLDVW6hJFDu0aPD6/sD/N47X4MH9y6gf5nfAr8RvPKGOeDRPfnkk3jPe96D97znPei6Du985zvxUz/1U/jsz/5sfPd3fzfe9a53PZ/iP+ncugDXNh2ulgLqGHsrFT/T0y4uyKXbY+lC8YuZlhNGGMq80cqpbRRLl+JJ0PxWgiMA6NNG6tdzsucgjqX1mMiQX8JaV6F5f2aXMwFFN7xx9vukAB9xtJMDBtCVggefOcSHX3UAqFVV4/4miJgoKzIBrlycwoLAymXSCXeTCVNO4DJvvFlTZgCdIulIIpJpOq2d1tknafOmqIia+ZUhNHJCpyK2IklQ0IOwZqHu9kTYFOlDT4J4TszodeJMBzWBMSpi6IZndHwKoGOlVwZVmYmRxYK2nWN9Ukvsug4TST8nJQgkFVsmlslgiNhxArl+VVLQeQQEgaVwGPsFxWp0SIzaDJB2b6DWuskMVakYtPanJ3I97F4RuSn4RxAGZCFIFIBJxGKNU9frejeDRoDq2yv5WMZT6h8LoaeMjhKOirRlRcCaRZi8S4SxiGXrVZK5NP+ktgb2wfjsZ67jJy+dR9+Th6+SIOmmCy3UJEUuTHeDGKTjbRvELiwHACgFYCBhjvUCBZ0jb0VVCJhlDai0uoh6c2UyOmhj9ap6i8cHKMwp+QF6UyGBynwElHsDR5aJZs0ESgX0knXBzkDo2dM1YXY+cN3/HmZlJqDLNcyMVScLUyCAlSnJOhYmrmqMM9a9PHIVf3WmLNdhsjhTZbEHByOAXIG4bcfhS+EvAsFo0rRlteli2lQYn/vsc/jJSxdRGnPWu/LtKqt+uf7W8RDDT53eL11I32mZJjA7/3L4TYh5LR5O89nlLA1pfRa24yqd5VPlDlQZkF0IVwW6WX1z8De0JYTFsuZjaCiDcRoVSF1ohIHykdbSuoKYfndc625kDZwUdlIahq7HZ67gJ++6gJxox1gfX+Zp4m8k32n8L7Xj8GfPxS2l2fW79Z82rl0r22uJQlxFhjLE8Ovc7RJiPt1vBupi58YG1XGTc5qFqa4rjM979jl86NJF5FOY+4/INoCZusCx9Z02bCEJM83qiefxaVy8M7bOJ6rnzrVJCeWZQRu5eM3qO8HeTWA/MdvVQ/GMDASI2maVaLGL10EXml1+PTGIO+xThwNKQOrQc1ogKNza7oYR8HEc8cM//MP4vu/7Pjz88MN48MEH8W3f9m34uq/7Osf2f+iHfgi/+3f/7jME/AbcxIxnDjMOTX8VVTovqUhjCn+7llkLw2oRvn4V33Jg2jhAolcpiNBYBFgsRaw4j1m+mwkouRPoHEk5zWoxmAFSLitBOcQIVhZT2NzeyFI3WQCFnIMcsXuFVkm5NMbNoNlRsyDqR8BQCr78V57D+/o7MXbkB7ZzEnTkSAHuwiqObhtf58Cpuom8Dz62VDnr9tSN9LuIqCWM5ijPkUhFnVBYiUW8vCh1mUVvf6XdMGkIZhl6Y2YX1KONWXXMAhKFkM4k/yIvpVCQKNAyzHp8pC8YQmKUWKeAW3mptjPlWlZB/TPELbazbU+GDJchVDlAqNZvV5uwcsG1zyyGyzpFojbqNxsICdWqeUm1b2LRGi6On4LfLKmumzRdkrKKWr3LkKWXAXCS8A0EJjB/UemMXArefPkp/OTBXdhMycM3BNfL3kwV0NmgPrFhc+XbIowpSMpRhrcQktRv1l9l+JLnk+1P9aV3UuN/6jfuf0QaAb04Ui03CKz4+eMIZtwr2gm7hit6IYShZHs/5M8QIAheh7WXkXK9uIsWboBIH8I6FmM6DICKAA2JaTFso81MRo3n2j8TMzSCUVcCnUHbnsBuMd/FuRnONYetQ6h6DgHjqOeGric2cWwbUd+wXIGT2dlH88Fv4zwNy+RN9ZYYSsFnX76Kf3fuAka3jKN5jGKw62vpbPEglD8AmADqAZ4A7gEe9TsxqJd47Pqa6fQQzs23DV8spwNY21wyxKikfk2SanHIdri4jmfp9akB7n2Ca56mTBsLDPPxnCHQuvE4tH829iGNW/DsAEyiRgXUfnp/JyA1cR5mHaMatwXB00L6EHdiWHyaYSmMgcSMtzx7FY9cuEMQHuujzaf1O7JkTxtvF007hhOqsrM/8bHDH+ey9bd9fjH9ZgAVqK/dWX9bfwCRdqYD6r6x/locAUo9n8d1C/na38fFxT49n98nuR3H4c5vKDuB8TnPXsW/v3hBJfqOac+Oql9sxwv13Ei9fMx3LiOtHV2i8J22Lg7l7GqMwXm5Lk0FI3zZ9wBoADrqcIABd9MK3YlGA24td8MI+H333YdSCr72a78WH/zgB/G5n/u5W2ne/va3484773wBmvfJ4xxhUYzEEW4I4JYzu7XsNt/EwHoCrhwC0xHkoLTV6iBrDIqLVOhVIHnxuJDQsWIOeXvW0um7oYUcmfEzqIRt1bLKAwIQNxRDNpn91qR+L87CUiwjnpixN03ZANYA/ua9d4AngCY44m0i8MaNd+vjxnkLhbT72qJUQNVhz6L5io5NoU7iCpAgyFYqWg+UI6hPUSVll+UiMPaoiJ1grKwGqOblW4cLy5wMifU2FivWYAIpN7mKTdW11hMwuRxtcoM/K8XOmICV1pUhbVsloJA8QQQG9iAIMjE7MjXqRTW5RILo2W4ADIpcuAg5ka5/Rg818MXAwGLMaQTQa55e+0EA1sWMBVbDgR0E9hcDHiKaNylQ58QeFVlOvRCXEhOGnrGeBAFjNaC15e8BzgwU0wUuyKPy0wZGUaN5aRCjeQDQDYxp1JFXI2BHAP7WffeDJ21OL+GJAfQsKggMkFpGt1cRWC2Ts64JOsGf1dI5IAbxUqdrNROoZ+dAC1RN2IR8m5Cv64zCTU6k2fj6NpHDOo9yxvDs3Vs2xC+bHiWqqLcuyKTx5ko4CEjjy6RcD8MPeyArMmnqM6mXPm6HSR4aAJ5Iy2vCFCFBp3l13ErW84fq+HEGUkc1jqXNaRCE0AUP9IjiDGwUKUUTF5Ev16PbARapAJ5LtDhFIIyLeJ0vOi+H5v4xJXzf616rQSGts+9RHYc/nVdyIJ/nkumSIBB54TQAa6dLw2Pha3ZJdsWf9ovjvzvdaTJTk35XXht3oziW8NvGeSkvFr6LaXiWxvq/lb9FHJb61MZFKmmbvjRlnjasFQEJbRtTwv/ngU+tyHTrDDSxcm42HgvfNn/rX0p7q/uPa3e7hpdczH/SOAHL43ZcHJ7H79O6to8n/Q5uTAnfd/9rb6CyxjEqoSMS+yJxx1wMO2lebF++gp0NEyBdrcNHSOiwygmrntDnDp8Uz5D95b/8l/E1X/M1x1o9v/POO/H4448/r4Z9sjkC0KHDZt3juTGJZeZSTU4k/2fuuIjIT05JREsNsmPFgQ1Ai3WxnYE8PxjDl/yf0ECNzzsOPrufE1BZeZaX4pnJszM5VpNCGVvbKYikZo11IxzclEH2DzBQwRdf+QR+9MJdmJS6wRnIvQDYAjQzSBXXSwampCI9fuhXQ2LeaAXwOmNbEwGZMCXRgYYiTABQFDEiYIZIzf3CjWG1yt0FS9wJDAwMKDJHiqj16h+ztHcaGNNk4rmqz8pAAulzYsolJ0IpIsRJqkNPrNxfBb4JEL14zVNCnjQA46jlhUEXvR+q7232QJ6k7C4JckzGulc2uIsIF0GYaVDEWC+t0lXO+MzioHIxkvZhygKz2dwQVM2gB1IxhFC/XESXiiC6+GAxfFhEixcLfi5wS9sCO8q/QiQRMW5mqGE8ckvXuZBzQ0sh9KXgi597Bj96x10YOXl4YjhFqADKYvel7+vf/B1U/6wEJlL0s0izuAVx44jrrUZhDbf5psBybwl/pp7MGu/i5xEoUr+Lc0Msm6JUbr5ny9YnnrP3YQ3XPT8T+ZBPDDMcxFQltsJK7au1bSvM8treD2EMzJFJhhhCi3GAvz5h5SZSy+Zgt+7qQj+w/HOzjXEIANSzP8l+2CkzHArZCZ8SKrePgY4LvuiZZ/GBuy8hm95JPJztMI6S4XYMNpXo9gevdH2tmrxNYrM7Rv0xXzzPLymXO21/O/164/kGvgv9cYiqOyZv6yzPEjC9IJWfAJRVqKbTYpfmB/PvksDvLhx1qw1L6Zfm9aSw4ZgwiLTLr3vqWfzYPZeqyG/aTjfznzaedqRdit/lv5VcOoW/XXMxrp2r/pRx0U/H/D4pDk3czfx+sRBx9Xel4Is+oefjzHT3Qv4bqbsNv5F+fDI4w76VWGevuoxZsIcNCCUB0wB8bAP853MZ965UFfM2cTeMgH/DN3zDi9GOT3rXE+ECVsCUsR6BcWE30gLQZanSLmqYIaipzQEYom7erfiYdFbG8W4LzjBAFpCN1JYTMxCADH32Zw7rdLN2qj+MSaJqyV3wX1ZCRMEb19fxr+64U58aEq5MyQJIswLUmRVRA0Sk0bpNsSquERS9YrEcRQxzlaIcZut+Dk3PDu/P/Yp4sRIvzCq3P/WUFNtRZA4qhUBFjFyhAFMWpF0AW/XDDBEBFLEu0resk7VduKLF0hUWMVzNI0xktY5reUwZNqSTtmu4ly1tcKNdpSjwHifRsDZpN4oahysQpJeLcLIrhu1ihEQV2QNBjetqG0b1UwFGApJw5sFiwRYo2BTWp8zkpGdKmFo/1JBUB7j8tukGEEC9jg0BnT7MTgTQUNOkRFgV4P71IX7s0l2YVBTeLW1DynTudBdoDhwMM3IMp2BwRv0MZCL0iRUgF2xHuLgEVllqgiGVIV+SfExQI4C8JQ1i3EVdZm4fzJLZNBEqksUJzinW5edcMHtaKqpKGPcaMS4FzjjJuHGq6fx5ndBeDxu0LT3qc4grDeuU+AUpz6SQHEEPYRwQUkL9nTq4AUhHWg0RYiVAaJsdoNdBdM0ZQ4yNM8r1PfMJ5CJ5k+o65AJ0nOT5OlYiH5sGniL3xEicQFRkjSeRaxYOesGQGZ96ZY2jfoV1L/YUDDlOxG7cruikJjUWJOdGAqWCUhJSkhcThMglhiTNsnRR4pzZ33CjaKSE5nTzXyd+Ln7jYqr1baer62XXlwAz2O17rS5uOeu2DOax5jFCq0mo2Oaxk0+JrRTTlNo8aFOLj59Z7K7rtBoOJSQqdczrMtSw0syHNLSE+Y7DKvngz0La03a1vvlwHh8WLJc3YVInoS8Z911e4yol5D65UVhpW9JxrHez2384VTy5ylThaNk/jIvH1zN22y+j6uOCqn0ax/t5+/WgjGbNotqVn6OsY2nMAJVLIpWIK5rHVLiSnqMMYxKwwx2k+xcW52Mha3s5ThprRGhXSytAp3cvq32dLgXZnFLPYljfYzm2TrRbS7/DNprTxoKHFdY142cyjrY+5r+hsA4g63QojE997giH/V3YJELXc50kyPXa6/1ERvwK8XZXzBxhG/taCjvO3YoEoRfTsf0j8zUBOCwJqwm43jMOy1yn/HZwz8sI25l74VxHhIs8gDZrPRkNcoNvtHg447Zbagtu3qHFeAekkyLIdskg5NXDv6jfAXD9vUHC97/mdXNgygB7A246MahkgJbvc2MIGSBhYVzbR6RIpZWlSEanADEIoE4rIwiCteRXJBWpWnN2fXOrd0XyBnAC0BNSYUUApK6UgKyW+0j7Twki5m/APyqCBGi/jGOkTYlAXQtUWbmex4CdFM7IODcLZRu+aAa7ZggbQd5g1rJlHKDPd1AtW8dAxkwBBIYCh0n9JOOaqzh/0lucmcE5oRQxVDfBDJlIR3f5bW36ojDOOsRPicGJgAkivkxUWctJnuP7/gufBqwJrkuQUFnJJp5pWLZDTWLN3wdJMQF/6zn4GcBEhLHoe+8sVv87BXIZ1TAfQ84fZn06jQi5CLI+wd7/hkoLqNE6zafaEVsqYcaN93WUDAyi2fD5PLYLJx5vMT6ei9gRZpBZFHEtIcxsNBRWgwGonfAwdqkO2dSo6WwgxLR9nSMCzOq2SNmwS53IniHfRKzjuxWXRDqHvCyJ83Q6HpbGmuWAJ/uymAHy8tUnnbjzQEKHEcD33f2AzNNU88+mQbvMCOegEQkISpTrhGBhCIF9dT23X7MFUSagG4Ayzr+sqgCmcxxfyIhfW0sz3Dd8S4hPEGkfXwqYf9sj3seXpS1dwuyFDtQplfGK+0H7mkiJvbHNWhkXuXso13JMdcPTjrKmKcmYmE530nUADU89KmG5k/U3s0tFku6G4yD1tGEvtDNd94wB33vufmAt67Eo8Zp1LYgqUM1j8aVDtTVwUjysv0rQgzIG8nY80/H+0ozjDJts/fFuXPIflzf4i60hhV0MebY1YXyXSDCyPEx1/yD2386EUtenSatV5B71rrYxDnH+O8AMrUSSEUfsdwq/Y1/j8Jzqt56RRvtqMXMj/MTzrSz8trIA6ccE4G/d9WlSXq7jZfS9KTE2EDUtuxiNqGEqOGSAlyL3sselsz4WIUxTOoEiugor1bQGLmwd+sDW/epLiQBTG4ojWefO2lHH0CfIGx3vXltoIYOFd7UpHVRqlELAkiNsSwcFjjjlOt/zlXD7uDME/BZyOatIpS2yl8rRjp/x4D9le2i7uHmh3a4EoTpdlSmsTgOK3Nnh78aqrFBCnoQSLgd/wooyvvLaU3j43KuR0YnKnQGxifzdamKl7HdyexVWneYTTOwaNVkOFNHXNyQpq2IyQQAbk7emokAOz/2piFV2sHDj3Wo7C2InT5PJiJj18cKsIuViYXwKWK1bzNbmdRY1G3j2g5RkyOQSVtzCAG/DDwm1fhcBTnqOsi5fBXB3lq0BCXpBU2yKQaI2wHB1AApzscV3SGbsSuZVhR1mRtUcz0UtW+aaHJg2SN39ZPcXeTuNc6TDDEs0MdAr9COiyBSALwnvSsGXX/tl/MgdrwHQiRE4ES9QZEIgd/ejk3UJBrgT5K1jUOlkjXYCkZmfi6TvSMJ7nfHOTN2zdi4xuuCn0omqAxmEx1i1aheOrYQJiy5LH3sAnPXZpkmoJwzJZ8CxD+QKolQeMUpAkV1I/FjnBYWBFWtYqmFm/IpJ4jeshh50LQ0ssvUdAVmpRRZmxhAYwFB0IpN+te9myGmEGkMjNTbG4JFBPbnRL0DTmc53F8aKqZZlZ/1SXMjn8I1BHJmUIsW+vhwx9i8BxZ4J5HqIapqkaYY84TflX8F7unuRhw7J9Dh041t2snEeCDSy9G2Ejh2Dfbz0rNPw9ss9qbqPrRkIkjkxeCRgZPCQfEx5KuCewJp3/q2w5S4EfI4sy9ixrl32cMzuJbZlr2PEBaChVCLCbD5mR4MQuEhfmCA9dBSxcwNUuZ4prGnc8NmCwTUmuJE3IIyncvMZ86eO5ud7nX5fSHaOhfO9javnHmbpK/Gm5mv17bEj3bxh22EMoOeCrzj8OB4+eLVbzeaQnheK8SaeMt7Lou10s9+0kLbx35AzAIl3+GeNPcYfvye1oSz4syAwDF1zUESYleijcWagMBorPC6u/b0UR11tcvwt913tzw39VnjB5hiAP2nFUdLIiFZ2fS38tj6C5HfPBV9+9VfwnnP3YqK0kEYmgSwMmOl6+75WR4DYIurrb0CIS+jnU9uGWZmxn0C9KmcL3X7beWNrX69D0nUcl4ef84DDjdK4KtUAVGKNVWFxDJrlcyk9lSjNADbMDse55J7vWg6UIGmgwLjk5XeQd8D3On29JwPDarjtDLABZwj4LeOmwvjEYcHhBhgjhzdgnS/U8ooXFBUFfnTjTkA1juSJgn8pXCG02f3tNzMqdBPShhu/lhnZFO1NCDnoaBIDSGLNzL4QLqfmM/ygHmQJd5UJKfdygFrTswKhXOFfF/MvqHroxJXzO2uQdK1nILFqBBd5HqHARLuTGndjjCWhY+FDFZWbFZhW/B2AHPyzNIoRDoA8czUxhiQHE08s+FIWbiUSQJNw2bhXv14MqYeE29xAAXRSqiwz8groR33nGgQqQewNRrFm8B6Q1iqG1+l0sIrarkSc3d4NFwYhg1dA2pC/DS/SAkoo0PEnMLACeKOiaiuANuHpLUUESDF4506vGDRKI2nFwCgEDTP+5XYBTYeWWSzIbUjUFQaIiLohhebvoMbBqp/UT+bXOjqGDEBHSBsSfyIVfbfwhEtlQuIO4yQK7rlLkqYrMknm73pBSlIRwtBEQC9Pv+UMEe/tAJ4ECi4JYgwuMXIn44aeUSDvhw8gEe9P7EbGbGBYkboMWTNdz8jOGRZAhsDomEJaNYrHdc8Z/k5FuP9pIjFyNoO0uSa2TTs7V/SHnX+KxGyHlXmYnUmRnWm/YUxsCTAOUgbQlxpmyfsiFRqTOzPQlyrM0CnW4ZbnSz0nyOuqTTFpgfoeQgWajFNlev0RLomccgb8aUNaiJt9ORQCuLSJtY10HgjAJR7F6j1M3aDmiRLcXj9VYYDErN9SjfKFy4DCb9bfxQhfqZYrf6xaLUUBxnChLH5Rv0B9kSh87dqRrxkUrFfQ7LsYzr6+jF7lItah7JqXZ19WQJeC3zR37PUMA4Y9vX3lCqhzqnsQnY5V0kXGUCKu/qWw22TS5Jw0AniSP3+rF5C7ArI43BSAXdcaRjbe2iBfp+ZvwpbSzRZqCKNO2tcV4K7DSaQg+tovi6e0HXaj8cCOtGU7/rT+pT49L38M4+qfcaMBT+Bz457GtUEU/sylJm4p3XFxu+qxPsQwxrajhbjT/LbzIIY7F+AUdRzjCMCdPJ4e/qZjf0rYYuDpw2YSUSGdMSpmi0kllSIM6094AvU1AMvWhtt519lZTf5k51aeJt8id3uierE4Bhp6M4WpYYCK0ppN4qoQBobgAdQDA6Gcx6nn81ZyZwj4LeKMysO5E66CkvPYLkvzu6snyNRwp3eehxH6iidnTgCrbekWmqAFv1rxJQKSisTJO8+oxp3U4nBFdppG5eaumD0/o+mn2CEFgkbI8zTGAcisHC12DgshqZ4dq52vDv8gPwBkRj+Rc6865VAlL0NPtsBxY0NOVPeZ9RRLzPpmLmNSMWd0Cill9XcJ2BCoL6CUUDZAWQElKzLZJ1DwZ/Vz40+eBhouyKoYY1Kdzf2i64bAg9zM/tyZAnJmAEuAOllfRKpfrkCxHLD6NnomjAqFJhIDbDJ1ukYmkWeTp7VQEcESqBdcHLg0yQAzUObiaboe4lqjiVV8nIFxnscP9eKwpyAvEyPbHE7s3Fio5XKHeg2yLtoHEPzdqGLhwQ/Lv+DnNk24BeLlb8ijLt2/371eB2DycFbCBmx8TTQgkrYdO6P6XhhQLWuHupjk8nKDakWtl0fk1DExOHebbSgM8LYhK+H4CGljf/34CES8rJeoc3K1cgL8/fmZtW2qYnJMQQRPD4yyKwzSpgK4bjhpGAatw/JxDXPuhIaVkI41v7686L/dwrnurchJ9bYlPbP7eo4bvQGd7smuluFSHoYkaTtmcZqdulC+tZPncDsh3Bkc2kiYCS5MlPD30+vrnNmZTTWPI1LWVkXgbOzsHCeu/STrA2HbOBo0XueSkn471Gc3Le9JXwptWPim9qtrLe1Iv/jVerzOXWltnMLX+5TqdzFNp/3W8lzdyuoO9yfFP10H9mwY6/ixziOrMccyqgHVLJxHZiDriynTEQmR1xd1IKKo3redTrENLcy7GBaO3OPCouzy9/Abwc9p/ZbI4/XcpecTD1R5ZE27K94WQJRLbv1hny36o9uVJu41MLo9gJjRDYyktipSB3R9XcOkZwj18FcajNgCQM7DPqTtw97kun7s7NuK07aloYYbR3Yxzn7X6udxzZDE3xTHocl34u9wNsay7S6zSmbTbMHBKJy3ra+/JyT84N2v9zqX0qAJm/UjGvuzqmK6Gw1r+ml1mZrMLDJSCtvNu+SOCa/Zm4JutCxzM7ylnVgsdLKmHRlASRiZccSEo0HV824zd4aA3yKOAOwjIR124JxAA1BA9VUeglOtTdxXAD3GYIA0TKxQ8+hB3r4I1iLYnVlbthvd4qNojm1gvcBFkQMVsTBXmm+sL9RpG5osqe1ju88MqHCgvOYlZudkSVDlrEj+UvXpGOiR8dvol/DD5VPFCrqfyqFPXH+TIh1mOdnEZNj6RQEJYbjub7KONmNpOlkAwJPo1QolTwGF6Ff2WgmIXfTngEhmg2AKBAM21snItcKR4Y9Eg/WZO9JxJOcsMkg5AQwURXh9/KnSbBxY0bnqURFPQ2YKiWivcS0Zous+QMQtAQHqzJy+iVKyts1u0yTpHMsGoSvCIexUV9GMipkYtSMPtlfiukuQd4kJKmYn3GP0QpPJQL3AFJCpEx/W4LH+pv1o2kJATwW/dXwS/3u6D9NeqmUk9aTGTzouCkA5lJ7quLs/QQhUNhYIT5RZGztyrvfMn8gU7as/zPVsLBKBLa02dQuojmOiRC+296eVi14AETmeZF3zZHFKQEJCCg2w7aqPIqrPplc5jiD1q3SChlls8rJUdBeqv6/rPOsvq2EC67jICwlFJXVEnz6hKCUoF/K34q38aj5JpBBUCxsltLF4q0XixN6t70JcXSTyVN+kJUfBgfb3fLxMY5Cd816XecFX9x/F/za9FmMYG9KxmvQr4yQjXkLf4hKJnF6Zva3rpvmqYUOU+VeJnaf7LpU7v1/sm2zs9Vhc1B2P+XVbybAw6nzudmRi5W2BWy1D+L0LeLSDi2vynWlsdsIWZPIziZUiRWpFWPT1tY0lqb0GqkUSqpiDdw71bqcTwqxLNgHpdGEDFfzXw3/GP1i/Qd+lb/K0kxzbcKPx1u7U+NtFe1za0/hjee34RH+oM29k7UzE9Q4klr9UC6zIpK6jqDIUsc3oz+q3dWmLHYCpNXh+oN4vJg6zM05/t/e5H9KECGvNfsdxtiVt6ZZ+W/PDMG65kNba7IprbH1oxguYjdmAgq9efQz/cHMfxpkVxmb8Qj4K9bIeIh6m6URNpQmz0yWEFT2z4xoxoizASAOQBhLjogSBEZIS9OzP9tqM4qHflku9FB4J9cflaeOWJmWXzvdSvI2P4SgZFaY0hgmjrpnbzJ0h4LeI64lwISfsXQGGDWHaEwQ79RBODUGoYfFAgWxEYAcxSdMZzjVboOG3qyHSPDym9bO7hR9CPX6hxgYZN8na20GMdxi+aHWpLh/19XDhDiIiHwEs4xwNoerYPuMCaLsdgR8xf/4iHjJxF7DWb8QFav7aA90yldpuJ0448hTGowU64mHToXL/LW3rt4vIOJ4J8AewDWEt+gXNEfBJ+9SRjIddpg2gwCoSDqBSRwyxtbYAqKyWGk6AiPaq8bl2vQJc8xhE3Kw5mVMObYuAAyrX0HSrElTfq9Q8FPJMDDcfrkZ4CMp87sySMuoi4qZOk7a4Ib8OyKKfRTriirJgY5rMjji7XjOHcFvsln7Dej6oXwkion7AoJIq0cMkSkxipPXDEFI4WuX7FcIZ7pzgpvE2tXEva1qTcmEyw2SAWaO1MlyYoIEKxD4D5siOAgGVE8jO+iaNJzWGZ1PoQJDta7Cws/VscO639quDIGepZ6S1JOqSjAEl4SKaHmynRELOUnZSoRfbA2Y0S7VHKpe+OA1MOFTar0TSjl7LNzqL9c90DhPXNFsAjoUtfcMwdyFtzwXpoEd/uI/mJqlpVV+6kLTfhEMImItDxnVgZ755d7Vr6Vvq2LjdCPtS+HL43aYL31bXe/YNwzP7HZcq5um2XBjjCNNv3xULhe2Ka+fYBtsiYprUfO0TAWeLi/BBvJcW48IkNv1c6vtiWByDdoyW0llbN5iP49J6j+5m4nfdtW3ccWlPKuO4/Mc6zRjv2DbaFmo7f3GuY1y7BpbSbZX/Errj6oxzF9NEGCKEs/42UGiOFMvZsA3TLP0uwIUBuHZOD5OFNrXjaRdbRHgVSWRgDkvHvEvnxkLf5teiEHermiALcg+GEWxIw8kIOIBLBpQ4Nqh3GfyMr4d9ZIj50lYPlXmc+WdG9ixeGTzdAuLs6jgmycEq9Unk49YTRJ0vddjbI+ztd2c64Gfu5t2UGZevANM6gaEivIbI6aKzs3b2p86Ju+1lu3RoxQ1vZcaDx4DSPqSP8ZHDaOGZBJDPEEDf2DgFcpGOoR3r2FCtguwJJ4OqoMiB9t0oykYxNUunFq4AP6tebuXqAVPp8I/ofik/KTRmspKG2CxBibPxU/FzAMZxN+asjHsLebK2Tf0dqh5xRNSMs2lIIgNbb54shod5yqhGofyipYBYa3gGqBf9HbEsTH4ZecupDv3EcqiWXocowH1WrFcPY9DK00gpwam2dtAPWegBK9WySGpNtu/Y9SoNKDbYb2PTyEBJKuXPguhk3SZmtdUO57G5qOSpJp3uAgwj3HBeKcCg1oMNhx5R2wxo/imUNclYlNaf9Y5VP6ufNyxq3QVIGxEh/Kebz0APYE/DaQP05i9A38lb6IZoWPn9oDrJayHObQqQDoF+T/w4BLoOWI8ATzovOmdFy6ZOmRzBD0UwTRLfVrHrjhZFwJu0cR2w/yPzakjtLB6oOrQQ7ZeuuTc5oxrm6yrSypoXSpgjvcTBuu8nWcDUyaVf7PJn6FNQsuZJKeicgKLjmFQk15A10qfzbEGSq7iExZFJBnjiOsh2SBtgYXvQVB8IFRO39DPKRYByojhsPIOjeG0Lc/DC75gmAoPavYkT/uG1B7bzz4BBIcl0dpw19Xg3lgDoeCeVhW84cmcFxjFsx3PJGWdE16gbLbtZKIfnXmraaHRGpefMr1ybbtWPb+FqNL/jsJWmrPlwkuaj+dTruDgDLxai8R4XCuYwnhGYtv02i1NiRgyLe/7YMMb2umjC6lbo8I+uPzCzWzgrB8t4yXHxPv7sw+Hgj9NrQz/jnJq9Ep9rrmCQ+a3sdv6BCs4stXEWvuD3gVlyerculWdnb1ufrxMblzJPZxBO7FsUHEDz+6Q47Pjdri1fhrx8hCyOw9bkYzbZsW8zDmncjMeVrW5Ehx+48sBSi7bzWT1xM++qbynvzTgDRqObDeq82vbKOC7c4zj8wI7Eu+6OrTRUN19u41A3XjxrqP6lBKwGsZF6AMIeE/Yo7Wz/rezOEPBbybEC3IZYGXfWkPAU/ny1keq4wp+McKR3ArAhpOvsSLGlITSbagESiFXMTta40lOI9wdyw4FgAKeTISvgTFDA16JyBdbjmHjfATHEpk9vpSI62gmETCKaKc2vAGrqCH2e8Nvv/k/4x898OiZ7t8baliGGuCatTC1GdglqbVwQpthnh1+UM0UZwKDAzFjnq1eOeM7Aqlf6xATsDYJMlqzd6sTfTYKQ5Elhpw5iKI7UP6naew/wKP6+lzeBjRAAFiSuV8aqXdL2BEs/CYI2lUqjiNINCcA4AcOgQzJJn/qhMqMjkkxUTRZ0BegGsfyeRp2LeDGyID8iwSYF0RjeKLd1p2tE3jSWd8CTzaytpd7eB49An72HrXmYkDsGTRAddvcndJ2I4xPDDRFNE0SkPbGsRSbkfil/47c0hYCOZV6LpDFphESMVGStrnLG79j/j/jh658Bzp2HpwxQFjHlRNKHDio6zcqdTfpeb9F9PwI0Ecoo/UlrabO8dc/glMATKZUcLkos+En1JxZDdEV2D6rwdsQVLW3StEW3UN0cUUCXw99s34Sw0lVqO+s5UoLfuL8mFVlCIaRrpURkg+F0NTsafa8XuPEvJ2BpWIlhbLQydukS0RCZQ9glKGXbcZe1p8So1netfq3CyuSIBVicS0DIWNZxDelCmkU3wziCf0eaARn/9cXH8Q+efQAjdSfnOQ5aO841xNLZN1gHX4y3r43ZrvDmvjhunJbW5a5vRqWVRti6tSJszfHlRFWQagmxbuuya3YM4bG9xwHJNryI6Ujz0ZxI34bxKePasBb/eT5h1o8VMr7+/M/jb1+7HyO6xeW8a4nfSHxbt+ejHfG7wjGfp5faUfO9Ebfcbg7/0mK6dl0eV+ZJv81R+DsOWd/6XSrss+hO24AdbkDGN1x8HH/nuQcwnig/ve2oqW/3fNHiHG7LJG3nNRNJHr7Qx13nx3E9ah7aqPsolB/nzYPZ0tJiHI6bM4vnUJ/Bp7o4Oi23WwF7HXCAtDXOt4M7Q8BvEUcE7FHCuWs9Dq8XFGQRK9FVT0kZAUkBu5m4igDvqSgwC0GuUiEQE1JJ8gfRpixbuzAAerNdPI9tARaPp/mFP8tHdgCxA9kUE9qNFyAUYxybeKFZKgckTeL6NFcCKUWfXP+dvHi5MTknPDeuRM801fEx5jRGHbeiTTDOuh8UoYPx4OkZqQA0JnkblFmtXUMaV9S+3UjITBgVUZtAmDrWZ0DEn9Q/EqNjDScWY28QAgOx5BU/IyOpoEFAmlRUlAmYtD6CIqIF4JKwUdZ0nEMCXFTYKPljZ5xc0QOt6WQcDJmbekaagIKEkeAWz9uygeJirGMCuiwt36CKMtuaSbpQpq54H6Ye6AqL0Tm9cQhx3UiPxq7IfgjjnGG6rJFILW2ctOYCpVN1jO6Y/Ft+EjsLrV8EMaRnG1Qd4AzGJy6tsHmOMVFBZiEerRNQwOiL+BmiV1zUX5RzyonRZRHfLiSW9nkEillDnsSatfwvKLX11xADA6SdZtfs24j8FZ9ES5s93dam8Pz1nMjAXCw3uFxCYg+Ei59la0BW5BmKtHMTxlU6YjJJiSQABBchWiWW+K5omHLXY9ikXH5GE2YSAJqPAfRZyu0Y/tKZ431al3V5Cv6uVOY589z+YJfFSKyJAbYIAVjr1TQI9fhZCduDdf6cdkDVby+ZZSI8lVfYFMImhbQ67xz6ZRosu5g1LWLiIuLQ197iF6oxsQsyrF2uACA3v5e+HOoNbT0x3zFf63v83abLIZ3F5yZdHLeluiKCG+sAIOed3lFu/T6ujVhuasqh7f60XzTp7bfHU5PmuPxNmPXtdGGET5QV4i0S19RS2SfFL6Xd1c7j4k/yn7kbd3GO27E86XcMP+YIeV6OdT2eZPthd/7ltm2HL6c8Td9s7FqNAhwTPrsfsL1PWhfTtHsOjX+JlDDLa3hK0weP18bOcAXIfdEDoA2wIqDvE1bnO3TngKvPAfkexrDFxbt13RkCfou4ngj3dj0uZmA8KpimQZ+LquK4N7L/ywIi7c5Yl+6C36DIABW0G7Y6nn3Mv7TRGYI8kEEhCzvPxKlcFHkePWuDM7AMoFSR4gTMiAgEIJeEf/Yr989ECM3mmevBWEXrbeBy1KN3Fm4ceQK6XFA6bZMZ9tLi2CB8SPusL6bCrbiFtz8rZ9yYOwL0cVXZDf7ERZAUh465kjML5Hk5CBLoTyuiuF6qD6TPd7hidB5Hhhg6snSBzUKaiFXdIJUyV5EK+trx4Uh7Y3wERJqBQ7stD3guNgYGT8YZYn9Cqg50BddY+0XM7jdjZTkDkxICfA5VooJI+6LzQzkYL1OuZY5l2aJJu/1VJl2LUTWCf/LsGxRZUsv0OsYMIJtBG2hdxaa3jsloev8MTGrRXgyVSL221Cdf2HW622/cq61NRVsmEZnclXbpUnZkwPY21YQlbXPsGPC14FOcFOEIYW6JO/Yl7DtDkgvBx8PisxqmYVQEPoZNTVgGXCqpBAGaqa9lWJt8STbndUSyOc2XdowrqzD1YR59BgngkKa9F1obWjY+poUSkWqGIOETEn7o2huQupo2cmsB3Q80n4Ml54ib3huui23nLpqv1umM9x1fnPS1sVLE0/TpjVDj+ok24DpIZnAz6pN7XLgDZ3ruuq+XdNPBYb0T5AlHJX7adPk48TxvKrKWqAkHQliu5Ztou5Vl9kc4YPGmuuW2SUI7/T62hVHgltNhdyNCGVZmA6m34zYLCws4ttXGcCkMSHjo2dejY+ActsuJc7AT+z5tfCM5s+W3fFYWjknb5rOxLMFPobzYpl3t3OVfcA5SWbpd5Ya7z9sRVdaWMLH2YG/j2jIjfEeocABk3XKn53+3m5h3Qy5S1neN8U26CQn/+Oobnlfz4nC9EOmOy8/B34a309embYcpLtk4xbG8OZy/3Y92Opbqib+3lxhruBgonRg4IGDNQDcWXDtMWK8J44QZZ/52cGcI+C3kiAkJwJCTI2t+h7QLK1rxXtqxM4ghZLM8/mM73pEtq3xJBiYU0wJr7hJmOma77oH2bjOEODX5ApzgY2ORkaJWuAIsiYG9kvG7Xvtz+Psf/Uwckdgh7rIA0J0CCs7t6uVdbyjHy2x5bR0KpbbRXpICRIwZgIithr5P3mCF/3JAYBq/fxYOk4j0lHj6aZ3uwrwtHnwppKOF+HB6crsGApAf85dYPzA/XWId4UTndm01fTBDfGD4e61snbJ26UTMhist9FXL3zr8U+jPEC4na4sBEKEsA/rpGH9bdoGoNvSU8U33PIa/8/SbMHInSKD2IWObFmHr3cNT1ZsuBH+uqXRA0vUXXxBIqKrKfQFI39lMRcvPABcy+20zA0mdAvqM6i+F0BF7uBkLs/3o+4VQDTyicjrZ2s02MvODiA2pAWA2so8LSwC4yLOAQu9ifzaPU7X+TRD1lZJIESd7w1zeK18KS4VQkkgolMxVrDypgTsUcJL35o2jzNr5AgaSWPt3hAoAK0ZH9rg4wbn+rJYp3RAO69jaeuY6uYaIRR1TW69+1uoYGXJlZTpiR0BHGd/4uv+Iv/MLn4FN14EmoJjEANWF6Ehsqu2lLGlpAngFUX0aoM9FQjB3pSaypiu9rNNiuvcpLHZbIy1isoSo7HByx5Fjd6RjThoryGHzjUWHOmb4S2jbLuvpAKo9gvCsptkdMLdlu0DTJh07HgAyg3+KeEexAZ4gBlptg0Elt4YwljrGHdRWhdo/KOEcTaRzF+amjSs9KlKuXpCuB+17Jt33IcwJBJ30haiGlQ5IO8K6lPGNr30Uf/cXPwsTOhHzZ9kDnams9XWN2Tgtxds4gqSPSdNyL+F5kD1BuUrJ2Jo2AgF1EAmjEO9pJy2j9Wfxo6htkMEGDvUsUADI9bjDnWjqVeYHhLBPrRiG3cXhbAXqPBhhh7WspACE3dWmAtjGEcLcQ+8VCjBRPiZuknFn3TNUjCkhknv2qkw3QxfVxQvwNE7Hws61GSC6hA22v6lJG8o0N6SMb/rU/4jv/+hnYORuu6ylclIILvOwWgdV+InDX4TJIqDc1rlUr5ZFQBXhXjo3Yz16xjBUAjBBzpE0o5vMJIlat32Lb8fPnMFFO6gvBkdZ/81gc6d9dA0kUgYUz1+Au13cGQJ+i7icged+Bdg8A5SNhFG3fRadAHuc6E7KPwNA4kEQ8u7az+6P+dJCuoTZeWPhrR2J2Tmql4RT7HcQBdpDohAwDoTHjy5i7MjFq1m5V87tCly2rAiX1RvPSj8M0nyzR9VJ4/YklgalXC8pYmCwyxHAMInYeO4IvWLd60TYU07rOhH2FPLeJMJKL+NNRxhUh3zs9fDJehhZmyGG41IBmBRBydKZ0rECWMqhIVTgn+rZV0jaTyz69m6ZOsi4MjPIERi4jSkD7OKEOjOARLQ+FQiXyNI1F3B9lkMGLwNqOZPg+spFn+8gaRuzPJIkwCJjSoShSDunRPJsn+o8J2jf7NZirTMJYF6YUXoSwK4wxo6wYilrJMJK+z+mEB78m0TomJCYReyeCQMxPtpdxPlnOjCTh8c0CYyRgF7HeuwkvCvyXntiQexyD3RF0/dAp4b+MgE9q0wACWI6KVTdKfGIE2EYRdUgszyrZYAbIPPQT8qpSEA/CpCVWcWQm0s/2g3sdaJ7yL6ibHtIFn7pZe0TiU0CUccAkISglQfdNwS3Pj52QhyLYVMvdaUCrAcRzzZks8vAZpCvjIesnaNOEJIySN6OgaOkNhgGeUGvyzVd0n5gBI56MSaYBy1D13s/MTYdsDKEF1X0ftgosS/LuGdWIJ1lfMcO6DcC1Pvw62FCRdJMqxAXKJ5kGJEC25UqWL+UAM7ANACDSqtUQgLQccEv79+FS08fYL1K6DdSX7+RPJ0iKoMiMsXWiZY/rWRtjHvAsJbfSfNYXhvbrfBRxfgn+fYavtCNF/Vr4twzJqCGuai3jWUbHuaBkyIzur7SCOSVIHvpuLR9k0e/8DS8NZ6TIZT6znwaNX+uxLhJ34/uQh1Z34K2czpNNX0eQhzPw3yMqAL3PgYB8G9F40tfkW1DFI8L6xLhP1++iP4K+dzMCIzBb4SDm42PSOSWXztAJPNX9OWVdLP+5rxc8jNLm42QWtxP1d/mbzi9RhhLrHOtNmWyjTkIk77VnSad71Bn1ldCbO1C18+NxpmdGOs/A3NpCf0NVPhqljaeawu/USBvkqv9HLDkFZW1+VjAfvsYiGpR0XGgqe5xVsIgbM8PBU88excOrhxgVZIQVnSNJ603K/aXtJypq2vHRJxyH2BK3ShRoipB70GTCuAmLOyxmXQKB7g4AqUtol6aeE8nBRCAAYwhFqhlpLjelsqf6aEu1L1Vp64FI9osxMuA1n7Zy6qJgVUCVj1hr0t49dDhjR3w2r0O/W0kfg6cIeC3jJtGxuVngM1ajVrRfL/MEGfa4d+VZinuNPERQwaqGJ3KRicQBrAiJyFpxNBjWRYXqZTOOgv1hIPTuAuGHBsXghTwgHEGItdgqAeo1Jnw4x9/Hc6lAJyw4pDGvUkQA18kSGbRQ8/fVTcuEoXLwoFtQZ7EeBR5G1cs1kQLCUIW/ZyBPAgSjQKMKwHsHTkp0reiHHliRYIYYqBMjXX1RbgaB3rAZohhtpX2z5D+joCNIgEoYmH7IAnhx8UaASdQ2DNHa83jYpI2dvo7iiWyIl6HAA6gZZc6XiaCbIfOWpEk0vXjQK5x3DgsQQYSs4gdTZJmJGC/yFw5F8vGTcejI+CwF8SDCrBZBX8n42z9oUHmBQVIKym3Z2C9EsAXEzDuK1JWhPDRlW3/JiCF0b/WeU0F+NmnPw13L4SvFWHsWPPqXhtX4u90n3WsY7Anbdtj4GgfSIrIgYFVFuQORZDctV72fRYdfEZFsrIB41lEr+0YGKYqam2IpFsC1r1s4x6NsQ5rYNqvwHOKe0eRNgPcLL7oedBlANov0vhOuXudAjgxbFCAy5CXxHB9bTsTkiJ5HYsFVYxAN2yHpUENFRZgpYhTBwnjAqy0XWkFdBtBThiCOJIioqzjb08qpg2Q9rTtylJgwMWkDcliwA0vUtL9q1zrQkpcK3BinyN0Xdjrrei2EQp7OT8m40aHO2BEwvt+6Q1VNN6+CghGEXvHWHXvc1LNB4JzKcGqo27hWoY94lAYLmlRQjoG3KiZIYAv1dfOKEcuKVxjdn6l5vfC1/qQdAyTjo8bcAtlQcclpvU8JNIybRpT2ygk51/f1bmhTss3Imgn9gQSwQlF1h4ydQPWsjX9VlwIszPaEIFEIcz2cQhzi+PaNpeoOCEMnPAjT73BJWt8XJVIjuBnHZvTxrdpi86pjRnZ+IUwG6OsaW1+zCLzqfwI5aKOWeuHzhWleucn3VMebnl0naaujrWdJW7BvC1LpR9y6PesHkhc0jm3PuSbiDP8KabVaxmGwBLghNxETVpbV1j+bWOV9J6Hnkd2ZhqhxaQJkOZjUKwuGwdIXpc60d8FCe/5+BvkvE61b2RttrWDemb43BY4ITnC0kKYEKJK0Yl3YoUS1AxJNYLQTD3GCrJzSgfG4GaqVUmcwcqo7ZgZEU4VztqKC/WaylaKcSEPMM/HITw02YkiucVAta5UMEPQUwJ6ldLrABwMwAUSWPceAHf3hNVthnwDZwj4LeMYlTJHkMPMkI+0lNjJnQuFTYIc74EdoBIoZ6mchWLaddzWYaeMYqYpE0on3CzbWCaO5gcuhY03AJTJAc6UKx7ekcSB6iamgGAZJc4Qh2FSI0lj5cQ4p0cPgCFl/I4v+Pf4x//216AcdZj2FHjuZXAtT68606RA8LgSrg+ZuKe2x0St+kDpHUZg2qu6kj1UzF0BpCH4V4qYjquKTOa9SsXd29N6i/qVSr2n3DdiYOyFY04sz2jtF0WKWZCNBIgusiJgRABWAG1kDCcVVXRDT4ZY2zzZmtA8ZmjKJ6ps53ExRRU99bLTMWVrP6EXGXK9XA2RIq5AnVG8UwHIEB277RRxtKeqXJ9S1xlY4rJKljCJ30WDw0bLJIjUNOq9ZUCGAess+vFcdC6NEFDUiJbOTfRn9e+ljK958BH80IcexCZ3Hm7P3NjzaJaXsxAzuABFxcfFEjowjjX9ZhRkP0+KQGXYAwneFkDUJFgBjaJIuhO6WMIcKS7wZ8HY0pYKPJk9AYLms/FkXX9GuIGUZXM0snCajRNIOo+GiJmhrsj1MM57G5Y13cg1T9E1N7JuAa6CFVOpHPylMBuvseirA6XCLqPO/2RxXM+ZSfOyAriFZKzsqXUz1GZInr1CWDQ9kwKEBgRq2Y4UJ8w4rsYMQ03qzpHHgEwWm2cFVC1NnzL+m1/1U/jb/+FzMFLn+pnGdUkGJPaY6RfbZVUU6C0dHOmBcv8MwrDxy4O2ybhczZcHHbcEJ9i51NKL9ceYc3IL/Nm6Y788nw/oujMR56Jpip5NVleb1jivBbW//gJeSMOAcweLiohmI6YknR+qdy4rsTnOvQH8FOvSfKzEN1svzFJ/DHN42+aEThHW1fGaid7vCFtRxrfc/1P4Wz//ORhLV+0KOIKuaTsdnybsuPg2rSPgO/wm/m7zSYDvj5vy23rZ4YemhyLVrPvK2mzhBn4VHXMjXgOyFkxS2hDSxbJQ45BQuf6GUCoBEXgecdB7mubrztZKPL9Okzb+9r4OevcocZA6vWto3v84NrYnXBSaaxpjKthwrlLGt7zxp/C3fuFzsCldBcjD3vX22f7XzhuC7uekNYO1nXbmoBIrLIy0LamrRA6r18AwdwYn6flu6dwuRAh3exy23rm2YTFOw41Qo0U7F54CgcjGIYXJjf0mizcisyXjWqZJ7PTGGMpAYpHe7PXOTnof4RwwroGjiyRr4DZzZwj4LeKIgINVwl3PymHCJoqrG9IVKe1LACeqBscMmkD8HW5bBACN579bKpe3CXDAeBamQLdvtkChMxEp8/tFrAe+icw5MtvP0xGhitJNQXzPKHTWzgI/JI16zxBgwYFYB2AJP/uxe3HEQiQwJMoJggx/csz03wmSzi82rkiEWyhmLYsVcFekycT1SvZmCldW/aNyfcdOgPsuS1iniOWkQGqXBdDnIuFZ25dYpCSK+icAh0YxzPWQ41IvlsTC9ZyyHH5jEmTOJAHsAHSOpeYbSfKY2LIjWGU7DyBxI0nfkyJu6I4vWyzA69q2m9gABKOkah82JHOVlAOejXjDcEquScebbuk06LNrpEhLqYjPBClnRqBizDiyGXq5KHJQAkA69rXZY4KrsY5dCO/qhZk7WeQ/+/F7cdSTG/kyokC2S8uWuFHrda/wUNdSr5fjZAAQiUoFKwAyKsCZdd8YME4GJDCQ9lGBbF0Hhry6VEvSdR+Qisj5to66TqOl7ep+ygZsGtCdVP0jAFNmt8GAxamrZw/rfHqdMcyAj07KNG58Rg0DwTnTTCqOvyusq22ZAH8j3PQeJ701JwXwDWAqvc6X9s3OZtZ1OWk9JnYMAzbGKukAUm46gH4t87DaSJ+KnoXu/HCt+88HZsE5UJdrv8FA6ghP8L2473GSJmjfAW1TJ18jlkbxXT+3GTNCnL0DT0oAdAkimx8jjtHCb1uDpX6rxXY5i3I6/TeWs/SdcXLSvL07v95xOBKZrD49f6wNbseCJK9xVU3qxMdA95rFdblyFYtVqGXYHjadbgeUde6MC5b7QAhFzePcwFLz+Rmtazrles4h1fVZdB3Mxswu09SEUW2PEdMNETbR8DYs9YT/fP1evPbnSc5yW08BwXTJEW3nsfFTjSfWtV+22zbL38QT4DrYkbvfbkH365ngdyQWEiGsIQrnmu6B4/xeru1p3UMOBxqs6LCdMDxcEqmr/bJ70gjeKLVsTnAR9hhnCOVWnK19XfOxfM+n80xtnxZcG7/1W88TeynH1rSNEetes7wMuJ0AproX55XWtgmyS/jFy/fijR8hl/wDq4RXEkbKNAgTpUCIjFmfmmUlRpgkghMmbM/TfG8agdP2JBAQ7bB2HKnl+mftVYlyiQ7ry9PFseNapqV3gh7P80TVAbuHo2FV64ffAWEMY/u5BGZO7IPBlLq2DE5PevZ3Oj72fGw3AUMC1hNweBkzW0y3iztDwG8R1yfCnRNwzzMr5AnIiTEluUDzIAipAeGVjAS4lYSFQ6TuRg1q0kTEaRYVN4whdGEjuXgjVapdVv1gF1PXtrnhGg0z7s5MFIwCfEMQCqqmN7E5A1Rs05IiAwXhq4iRUTat6xMSfuKXXieiSXuYAchOsSThbplIHGt5fkhRFau04S4KNLC2AX0Fqka96F2k0ii7gOsYeX6jTCvilAO3IhsXSsdH4QpH0MzvU6lGegiS2NqQ9XI1in5RxCRpunYdWZncKSdW14tTV63yJg/ZfCRU4z0L6azskSDvrMflZ8BEuGy934rkEFeCQIECE0W3xCRIjT7LjXJdEJwe0vcuAwMBOALKvuL6ZjyKqp97gNZSH3qAjnSeVwq0rWVvdkny5EEvicZfBqXYbgSJ6pDwsV96LV690vHX8EQArwFe6f44ghOimAHsK+I2AUUlJrhI+k6RRFYduAJpc5oUQVS/rVusdX9mWXNFdUWpVICeCtyAFJcw5naR2t5QAMsBzhAPhHnXcBOnjfrLgLbb9rCGJcA5O5y1T1TDDNmLsKbrtFINM6STGPI6QA8nFMQwQx6SSRHoXnUL1BGw1fNOjImJHQFDUrOVb30IwKzNKRAAoA6gjc69I+ey8Uxvnkny180exrcFZuKdQPM8pIQxr3tMeOzDr6tPvGhdnW48JzhCpBZmQGtEVljPd9s/k3ztrHMks23/aVzsk9VF2+GL35PSlFDPAoJtXxOh97lov7ZO9MzzNazECLsHjfDiyITWmRXYJFIg0wgElrYZOs+vET4v2ie716y9ZkTRravHvpSwb2k7rIS6OJQx6wd2h9laTDxv13JYh1945vW4g2p8FPEFah0nxXOIT6WeLbOlYYB+GLPWD6pjQKjj1LbF50P9TpQKc9jmtfUcYTGf47ZM6yPrsrEzN5YZ1s1M51r77+OmxCAQ3Bib3ZmMeTofizZO17yPGeoa2RpPXesx7UkIdgvbtkSIGRJZUGFOHQfomEeDtTYvS2sp5qvE0oTHf/J12Lf5sfG6LvZyij0pq3WY9JA9deMSRUnDrF/Wt0IzhN+lPXNIG9cCaj1ufM72WgpnczNuRpiIZ0IKxJaYZ2YIsBknG2/L5+dSOEdjmVbfuC/Eirwv6adBpFbZ4Nw+jF18DSRDpAsVxqOsUmlUYQkj/txu7gwBv4Vc4QAkJxIjEb0aiwgHiG9e2lnUtqPmG10KcW18rwenHWp6uftGBcTipeXtQtq+bl7/KiKa7TDo4Nxq48oZRdy/VAES0o3YFQDXq8XyniW+V27Raqwbsh8yfstv+wn8H/+/tyJnsb1posxFrZbyRvphdfqrHB3QgcTQGAegyi5N1EOJADdwkwqQVgAUSaLGTxMEuN0L/pV8cwJoD0iHKibf6YVl+u0IfoIjjBT9PYC1pHFOB8O5MYXhOl+0kXkh5a66FXydOLvM7QKnHsCRzqUe1MyK9EAOy6Rl0ah1WtkGcDLc4EzUAUcK7VEEng3JKYTMLHr7DFE2X8n6wUbGiQy5HCpAyortEaS8QqJLBIbreTtCBbgObiZFcnWO0wSMweItinArOwOwWf0qWdB3gD+M3hO6Uaxw817Gb/xN/xbv/+dvxQaDSIAURh5EzIrW1Q9meUpsEuNtExN4A/d3GeCOkbL2LzNKlnpAAJsfUgZByisjoc9adg6LecJc+oA13uS7TXnX9rsCPfFMcIIL4OLDM2TQvpbfbnAlHvnyCw9slwTR0V7pQaFhaZR0RVl1CQyeCGRhBUiJwSOBegkrayknKVu1JEI5kjDKMkaFCGUCaI+RdNw2ioWlFUQUo2MxXAh2S8k0IHSIQBNXlZte3nLP1xm9AnHoRNRd7E4QeCOGAbtcJTP6BGQmsOkT6F7pmav0RkPsMGCpsOpHsuKApPvfOFcFGIaMr/iqf4d/9k/fipI7FCZQAjomZG2bjXmXqD7hqPNrqgN2RsDO8CL7xAzOJa5qBIGx7o50yicK3G79tlx0MFyK5dhvCYXzjm9Yg2YPYildQk3vy1jj7V50ZEDrBzCXMrJ0AbI1FZsuhbq0Dd1Y+w09H6PF+GgYbUYUUU4txT1nbbL6mzhA4+wOD/3vYhuis7UXxznGtXXYGBwT1ncT3vlbfxwP/ZMvwKQGKHxsYtlhbjo0LsQzKaBrY9q00RFjIyrQth8U5rrN1/i9b6XqJvvYtf7YJ5oPmUeFMj1c22FrzNW6dK85I0TbZn5C/Z18b8Pt2SRClQhIcIk7R7IDosmWT+Ndkk3XY2cIeIxr0xr8YH094XckAgBwQ28Go3Ke/7Yx63RjCneYQYH1GwklDFQEXM/UFWX85t/57/DQ//b5mPR9SyEuqATqSNXQW8jnetBhrk2CIhKyouSFI7h2lrR7BTUsIsPR+Tq0/sc14mWRh4Wf87WmZ64Xr+ee1xkYK4xKcLG2GaxsZfFVBhN7XSXmp9pkVsaXqTUlnRyzz0C9wFmrfWD/HHDnAeGePqGbbezbw50h4LeIyxOwfgoYD2VxbZQDV3pBEp1DmVAXvn2byywe7qkQCrNwjwww2MhB0B/JBb86EiRktQbOX8aMksULB0Ckovo3yWkQxUOtjU5xt/aa6JOJnUURsHgI6WFGAeCww8V1zLt6CAMAMekhTYgHyaM/cT+6dYeOk4qIswDvRYs+EmAPaiipTwBlQuqlIRwPP/sy6q2sSJ4rZUUrRBMv+oXLxjO/Ew06xjiR6LtkxgQS/e0iFtNpBBIzpo7c8NSkol29ts8QSTarRwAEoSPnBuQEN8yWElyPmWcXuCB7aaoXdB65HrgKdHMnj/2UDdCpPnyn76p3e3opmrigAQm9tIe07LzSPGvJUwB9pkfnYQLSIMgQHQmCnFX3v7Ag/mWyy0NPds0/gVTdgZF7Aq2BntSvF3fW9ZhI0hXWsQZjUzQPGGMhYA15O3kgpLWsm9yTGN3qgNKT67gXQPwMgBI+8sinAesVui5JuEKQtJELBpqekzJmsyCbHSBjkFQXSgkHCajUdbUrQEnHwtaBjotZHU8mdqjzYjrfthc7I/oo0Yttvhso0VQf/NyJ4qihPJfYWQJGFehAqXt5K6wgEAXgbzxjRJXkMFFH3Y7GMfZzo1ODagGgj2EOuHZAnxnlOvwZvN5EsE2awM7iqa5pB8ACkmbjYAaZjOtg6c3goSFQxmU1Nep4BKMJm+H7TTyghrq4pg8wj39T6vBzH3wAuDqgn5JwFsKZ2uJXhNrH0un5YdIUUUzdpHwwgwcXf2MhLv4Zsm6MpTB8J35vxO3KE9vY1rEUFuNmUxMA1qWyT3Q2GVHE3wYGDZB9sy6fnOTFdDkn/NSH7kfepLrwnkebThoOOoX/pN+LdcTFtMt/o2W2afQebdf7TAJhoWo/IyMxKZyddvYuxTmHOZZRQhhXgsiMGKBxs9+56dMJv2d1691D7DR9xwvR/NbHJeGu2XRLYuhWN6cOP/sTD4CmFfqo0BzSzMKm+Zw4Z7vUK8/rjXlznCuq5S21DdhCwCOiD2AGx1uJTvjTcyKK5wOYIeT+/GuI4zDmxjQjAMTsz4raf+QUHyuXQmH1DnYuvvbNbZQozpNsRHqBY4Y9oB+AvZ5wjgl3UsJdPaE7M8J25m7asRxyB4cEvs64QHDRCuca6sJ04y0QvGq1hlsNnD0TooddYrGwiFlY/TplKxzagB4Btmd0wzn1LZwcVc08bIBU87mImQJjM1GYQPV3ilv0W6nGxVWAw3W6BlTDQBGoDnsdSHjqw5+CO0w8O0skF0JPQAEJApGhzzjBjVw515a9KIBUvzAiEXHQDHlRhLbLC37jDjV+40r1avCIVB809cGfqr8zv1565ieCWwc3C/Kp3kaCxCkEb88j0ajryBCtsfpTqWVD67Q580M5waniMCrmWH+Dan5DqlghfTNACBWhNup8Uu57S6GlTghJIACrUA/BOT+GKLjRsA4u3gt75ucqqk4uMHsCxgqJBCSa4OoVaaNt24Nw4Fnys66Z3FckN/qnPuEXn7yvPhPj4dIHswOQdF1M9uQVqcHBHPwFbpzL1xyrGOGSf6rGAGkKVGhbxg3mYFat/dUB1DhDpp0IswSh2t6hEGb5I9QU0rCKb8+4npFQR/AzwAl+ZlfC8uhamiH/qQJETJUT5qJsSZHhPA8jwIkoZpjMVVeScnSN0Jjq2Ug69qYXXGIc4M+jRd1Na1/SPRkhNKcpWXe4pilcf/uRyqgW67WfNvSEOm+ZEx5/7D6xQ0BK4yC4tXKn37WAoBaW9WtcDKc9Wru1Uf5bv63KHi/E7fpa+pfSxbFt62/Dlr4ElQDYUf4SnE3hOytPz3igRjqMi/lWjPSuNi62LzVhoehFokJbJoc8x6W33zvDSsLjH7lv1u6lvrRHDh0TH4+bNm0bf5zf8i71t+37qTH70Ab7tuO+5Ld2+bokVI5wSDMTnQ/1xHSE7f7G5p4U1/qXxvs0caf9HfuxtTfCN4Jnu+qLBMbF3yXh5x+77/g0ze9ZmJ3xJZzNwJyYrc5ApdivXW4Gq5dTpMe8Ptrhj7+pYAsnoJCm2kKoh5GniZsmlm3ECSPELBx89hrNrM2j3E9pDfGMEHW/NbD+BM50wM/c83OrnnAwMugq1eeQRriV8CVHWFjACTPxjxhuAN4uV4zT7pg2OfWKAEdGJYxnCM/sQImAsG2kFgJbut2XwvREanW9CLIBSdNEHbwuEAC6vQlf+k3/Gv/6r/8GrA97R1qsoJKUk3pY218UYXIRnHhrAWK0rYWkwrhmazejWiOP/gTksfEnuIGSsatGqLoiOsX2lmweINzwpAjcRsOVPeTP11DVCHARHxJjYb3quI4DRP+V4QQSQnNhJAGy+6LD0FhDdmNTOk6mtw+q+uwdad9semm+Rt0ImCIz1taIILJCG0nLtKdUmMK7m4Dr/5o+s61RM/yVdB6zUlnNarW/A6/5EdrQ6fi4Yb4O/iyUlWW3pxnkW/Qz0O1PePt/9X78i7/3NgC9G/NDL5IwhWpdUDF/G0douBEEMiTM77oObnxvy2/rWdfHFJBSn4o4J1qHi4BrebPjQeegPXMcuIubVQk0W8ApIFYFbc0kuIoArM/JhSDE9bombT9afGhbgerh67rzMbV26Z/S3kQiBHDDar72bD6sX7p22dL2te1Fx9QJXbY+LE+qbWRtt+kxmrh0fBoICjzrEeztBzCzlQDUuJYpM4U6pxaSTUA/TPgv/qsP4J/8f78I0ygiv8XGH6iE1zD+Jp7rltlR++ZPRtp5EtYY6zhHC+JOSEnzM9wlEpr0Nrdh+938NyAs1Hyjs/WSbf0uJGyX9ExtLIZHwDTcd3FtmMREYfiTdG6JvAtzEMbdp8fOZavGxsvODa7pbR2StsvOU+9eDON5elcvsTg05YZ6zHq8/bb1sxTWdRN+x1d/AD/0j74I06bf6luURjNVgxjWxhuhIrZnV3xse+uPahezchp/bG+c5tbfgjtLZS35Y36g3mG+Dowoqn4/D7nea7P+NoXHvreYb1S7i3FbyOQxadu1EV37uw3bSp/mkTNCfRgkN/IY1rOdq7GvcVwtrBsm/Nav/QB++AflfIzjxiHfrE1xv8TzME687nPPT3WfBdNN3pTWNSD2LG1cWzF/O35t/jhVdk62+uEtoS7WZ10C5m1o42KjnAvftNXOLdI0BocCqg0HOWNzhkjqLS2eW9ydIeC3iOs74OLQ4XwuoA1jNNHPAn+y4Hin0NRxbmuFL5QSD98dtczK4hBuwKr5W5JgQ7K2Q8YAlWhsxrmeIc6lqEPVHC52R4i7wM0jEWl75J99NjY5OdJh3GsmfZ4pqYVsQ06A2XAadxfWvm6OcERAyNoPbRulbf9xf8ZlM+TIkHnOod2pIkjcBWTJ/AgAv3ILjZsJEm6rAbdZT7NEAUnWAy9KXE2klrcplLdAiOCiCKkRL5LOhyKhwHw+I1BvT+k4EhBOe5PuaBEjzzvUQzg+++LSGNYGa2iqa8/Wkl2G2S5sDbN3ln1843bTcXf53hT8Xfit41xKwiM/+lkonCQ+WOU1JNfzOtYX1nQXxia0g6Mfy36bB/+hc+zUbPWDUQ2cAP4UFbfjanpuHBAErgiq7wPApVJ8r3DY532YX0J9i1yRj4JqTd4Qk8IVuSwkhCVDkB2oBmb6kEP2ZeBaPcgAT8rQ7yGSFQnIROiZhcg11j3Zs54ZrHNn6hMEkdLRN8KNid/ZU1sjUFYQomEdfpEsmLYBzQgo2tRH+G0pzVb+ha+V5Y4SfubhN+P8J2Si4lzO8oW9zkA1PBSAXUPetqAvXQcIiLV/jXiqxEf/reM+I+JEDHpXB5e+x2DiEYhfGqt2TJec3Xnej3DXWfWzMmcLYEeFlsbOASN8ploPGP7Or6scWRzCONo50sRFC/ezTkbovnXali0ssh2oXQN2XB4ARAkf+j/fjP2PpTok7Vi15ZwUH/1BpW0r/2n9p3GnacuNunZfKQKHhGr929Z39LdYleVvsSjbp0BdtLviLB9CHId4S2vjbeUsMS9ad5qxou2f0UDbbJwytsdtqS4vCD5u1Cf8+//jzdh/KlVYk5py0jzPLEzheIrjx9geX5UazIlQoHCZ6SE1zs4bR9QD8W62Z3g+HK1qQnvkLNXRjs+MiIB6PjvuEMuwuFiXwVwGS8Q5M6/BVNoPIwQYbMIZSGug64GjAly/okvsZvfVy+TOEPBbxJUJOHqKwFc7kBoXk73NjhDd9KF9A25pQy7sj637xBzRdhlx8/k5TfUP+tuQCaP6e7iWaxxwO6y8sBaISWgo4glPPv5q+Z3EnlQkFjAEeAcF/cLALYvAoyEoCfB3D73u5FU459iNhqRwgBiirgcuqx+p9tuRLetLROoo+NH8JhkbR0QJ/vyFH6jayNnYK4fPDvU4PnEiJ9T+pwK31GkcZ9LGpwTXZcWoiPse6sWj9RIITCyG2wpAg7ZjEo572deqlZNbtGyQPue2Bjq1mMlZbBqUPW3+RuosyskHKSI9AWlQcVA1pmZWmomrPzHk2a9JwrOKuncZ4H15g7tT6YMxi586QQq78Th/wrXHXo0Lx6Qxri+pv0C58KR+RRwK5I5mAOhVkgOSp8vbfiPqTSr54G9mK4BeCCKC38k4mKSEGc+Kz7CQ6tubGgUQuGyEGYfBkOIIo0W4roXvYrzBKQb3I4RF+IdDOl3Sjr+YbbnEgjwPMSwDU0ciLh7WNAHoQYAadjTr60aESlnG09YTAAxKiTfjYbnUNqcCsRCuzs/Qrs5bB4D2gXwknaI9iDHFIpb7J4a8AGEHVWJJc4RK1NLz04FF64zOSQ5rSYCpDlf/0724Q6UszEAbAy6+ykBFlnUvmppTCZPk3DezRB8QUnv+iQvmCHgJX1XfICNAb+DW4x1BDwjoLLxf/s7a0Xyh6RioRo/0G7nuJ31BmD/PplJrO9MmSWvIsZ8/ujBMvSEiybD+6NeIZ7EcI1pkfdUgjQDr83WzOGicjl3RQ4QBV3EqAUmyvZYwTw/rF+ZuBnAHZ/XFPLMwvQyf+Zl7sT/pPMT5zvOwG4k34jKF8fJ4G1eczt+eYS+138dN1cy873E8UdciANl7C/ccMfytd9tPoFr2jcQ5AyWm3RE302E2OOgUvw2OmUkk6HrqeP6bADf6Znvazu4IWznBjCvTwZ7hy7nDL3/4NfWJXS0TVO+KbASGUuuKBAgnVirhioqOgxJnwQCNLHZ2htrHYwkRLUGI5+lmeu0Rho0ult+61MQxHNn3uzrERSLA7FKPZbVttThrt56BW1K9Op6J5cWoRMD+ReDcOWCfgYsJuOcS3XaG2M4Q8FvEMQsAYhR5ztgirj1vd5pCTkvhpbl/6RJ2O2hckzs3xwA49fcbQSpm5XMoJ3It4iGD5bODwrfbm/DFf/Rf4kf/3JeC7RHfNYB9TWeHoxUIgNahCQYYAHO9u3AzcgGog3P0GBUBWPRrmR0UkVck0YzqdFAgBxDd640iv2p1e9KLrRs0XK0Nm05xxwp4GTC7qu00BIkniDh3AlgNfGEljXSr5KiXFiB5OkXOUrhECNJB1/unOg72drEPmY63WwROgvyYZXED8oyqGrGqjtRAngJTHQMrUn1oBtKeIOD7A8RK+gH8YIciL/kQ6PeEELNSINzE/VMRf2Lxu1X7rNzRcwAfAekAWK+AcgXYvwPYZICvSLnTAOAa0K8afw/gOrA6P+HN3/gv8dP/85ciUe/hMX23ElWDcg1iGZxU97sIYtdPMu8MoB/l/WaegG4kZLAgWUeE0jF4EH/uGAWSNw9cja91QuyYdM76qYq8mz+Xeg4V3Yu0QX23VL8U9qYjMuaN8TqnLmKbZb3b2+YA6jMumtfeVTZEAQxHKuxdZGg5qQkbBiVsFBnnpHvHwlIIS2u4WHmnAFFa1/2YdN9Qln2V1rJOOlZ1kbESUVIYjzQRyp60LXfhwCS4BXhkGW8TB3br4ixzXwLg6jALoVrv1gNxpqpjQCdUfaEHir0nzkDan/Alf+hf4H1/8e3gTV+RaYZQKkxVZgPn+M9MmIf2IMOpG6T98Tz2tTJP++31i5A/AJ92RhfAX6+g5sshy+xLVf3AAXba8VXiq38pzBFqPX5WWh0c5kjno1h6DnMZ/Ij1WLitfa5nJxJcB98qJJL9SuGM9QaRrBO3kI4w1/qdPT8U72H9GQkJ0dk+jRdyDPPgUPdWGAHdasI7/9C/wEN/4e0igh4Rkfjd5d8Rb+vBiNyz+DSPP8kf4YEZbMDbfX4x/C385d6F/nu0MQE0MPptDcf1fDNxseqT4rRJPvccfh/nIqHM9oyde/G3i5sD9UkyA8BQ9xageYGZQV9DMFerCV/5rvfi4b/wduQogs4ByWWWl3JCPpP267gS40qpdVh97PWrmmdBRfK1XfEu9XHMddtbBAX/lit17Oy8cSZ8W76eN6T53NkZE+fCoqKUwTFxXp+VuzTfLPCXU9BZzuoEIPVihK3fCFzWqVHhdNLCuQXdGQJ+izi/LAE5ZOMNFS+T0zgnVW+H21t60ENgxnGyemLdLVJs4R7Ajnhxm85cQ+FqxXX80tZLjjL5pvOnByw+XEbcVd3cDhCOckE1OqbFptTh537wrdjrO7eO3u0r8Kxj7VJp+hRZ18/rY65AsRnlYpa0BXKwJlJOo8Z3WZHjbu5PCpQWnvuNg9HrwTNlYJWAch3AoLrfR9KGrGKuaRLufbeWobZwAJg2wjXjCYBa6fZxJkF6KCnCaUbM1IJnyTZ2dcoTib5NSoJMDpmR9fmvpIMduZ/AjrLtEupqHoLUmdZqjMwMnJG227hunR60BNXdJ+AQilSI7YSp0zWgHJ6klzEznDM49ZIuFwAjkA+kbpRq6Iww9+deEUDdE5sk81GuKHJ9KEjstAJoHfxHYo3adPfHTxAe/Xu/FocfG5A41XBi4U6tdayN+6nAkhv+0/5kwHX1M+AG4ApIEEgAKj8jot0gMcqVRMzNyjG9ZeYFVYYsSFsBXHfVEMAywQk1rNwCt+TaAI4Or9u+aeOLlD+zMRHPQQgCzFPIp1Nh3B4DaArr2m7DdP1Nujd5R1g2qYhU1+qkdWTIm/ITVHoCGkc6TqO0KeszgVFHNRsSmeucWffyqMQVPQ9yOMdsLLJy4KL+rIv1l7pPbY075xVhnBUI7EpNg8OEH//+t2J9KNiczY/Nhz8pVuCvaZgkRcVa4RdAKRW4dc42h28+5TfmC+vG+xTrsSYY0UUJiyBUw3ikqjHNdyaJhZv7FsA50jN1j13fBOcQco8qcsmh3CYNCG4TAqWmQZvGznig2j8wSK+vZ3mM8/oULrD0biCQ6t5ESO912X6Nd30TZndDsjlqwzTblBL+1f/6VmRKch9rH5nkHilAVetSv1tMPibeiFD2tCmFtLZGZvE7/Izav9b/UiDhjjh1Yc0kyLOvNh9daFtYV9B5d7/BYtYvvzdQ4bQbiPP4fts/+619Knao7vgdCRw+1FT9dqfMXPv7Jp3TF6eEf/3334r1FFQimjShNa41Zm7LNhhV5HzW1rZwwmzeFtNS/X2abvOCn7FddYzb4snFdu10tCMpg7ZOz+XcjsLofdkVob2mNZASod8ABx2wOkcoHydc+UXg0r2CoN8u7jZq6ivb9R3h7jsZFxKE2u86hIQC9oOytBkJ25sTVfV0V7zLOAfAg9udaAcdA4z5KVipW+SXr19OYX8RKkBGBBcFYwjyO+M8ANX6McvXORoKHNTTQNrOSmadUA/rRPNDpaSEZ565x4qUcSwQkT4FEItynUwcKUdgRsfGL8BmXN2Y0DTngjjjoa+AvOtk07bfKJpmKKlsBDEYFcAvGSIOCwHGyUQ0O03DggC4iFnSw1/bnpqTNBoJsXGnsaa3OYUCqM6FUWBl0rEzgM4uY5vrgtovL9uGVBEMIJSt7SmaZ8ZNJVQpA1seFNaIsbSUiDEynOrq9Vid1m8j4BQZa6vTdOXTgp8YbigqJyEUrFVcMylCylPj32h7J+GMMhKu/oe71R/Dt/1JRWjBqEblUDnygIi/cwewGmw0P200TdZy9FYrykm3ySD9bbqwZVQEltTf6ntGyrUB06kBvMIGdJ1+2zMRcLX2Kufa10FAumyfFQOASy239HDRcFsrZgQwculK0jClqJudhaUwA7bNvkRhCCKghyqrKGLeC+eXzovbPrA/6zfDkUJTPbG9QAi/+5rewxguZuoImY6vS7OE+ZmBN2FfOZHU+sxCNEiU8PRH7xaCmI21ld3puk96butZYUi/tz/MExDaqWNWmt+n/qbQ3vDbJZV0X6QJogqgBJrOXobQ1xV6k6gx4kTz3RKl8gtpR7iNbb1C/X6wM7DNG+NngbpO/KizsY/O9l2SOesZ/lycSxqR7KOOlKCEum2tLgJmxjl9j2odrjIV4iKi5dzxsJfnF3js7HaYI8FYCGPLksAfuRuvtrWLep90PAddbjQ+viFtV4b5c2hHOw+zOdG96bq0Bg+1c/5C+Hm+ZuLwWr9m3HiNi+vC+0zzom09mIRbO3VkfQ1rMcbF89WWZ7iuF7tlbjIJr0HKz72eEcHWSLFzoK/5Z3Ogfd4CiuOaM2ewD53yt4WRrMenf+nuqpO8kGarLguzQWknEKh68dH1mA/icS7mV7hocSzMLU1Eu6DMH/a3wVYppl/IthTHW3GEEvAO72rTDsY24SJDCNN7mmBzBBxekzUxXgemI8yINbeDO0PAbxHX9YR77gUu3cHYPAusiwDuAvgvnMBoFviCOyl+7nbvdl6Ib/frVl3x8qUmXJ1TD8PFRZgDeEb9Nb1DAzZdVzorAsbCUTVEInKe0rkRX/pn34N/+e7fBB4HMeDAAnglNX5kTx9xEio6j+FsCpe5IXDxYi4qem46KgiXPUiQmKTAKuucwt6tbv36nFWyS8jqDTpVPo49KqWbIUjLIHUYcmST4pwyK4NRjfYo8mQWox35UcTEgEQHOC2dIdcWbhePzZW2jXmhbGyXXYpyxTWPA0NU59v026PEhevRB66Ht9PGKvxZmBNJLF8DMfAuf6q/ywDXSS89XN9/5lcRfdL0/d6IL/3j78GPfudvAq8HDyftQxngl3gBKsfCxDS0z9GQEOlcJF2TmKp4NRWVkFCEo5/COgpdNlFw149NEPUFnTd3rnQe2tQCn4zKCth1tNgtO8ARcQP6StH9oABA0rVkfSuoXDwuyvnq6r42RMLD9M+IGB0dE6aEm9Kp9LONIamOflEmTadAvHLb3VK1nhemH+1PDXLto+tO2/lmAKWtw7j39M/Xs2EODaC0CHhaeNybhCrWTsCwP+Ktf+VH8BN/8MsxHQ4yHlTXGWW4mkyc5sVp1TY6p9qQSz1P/BsRYN4RruO0hDCbSpKrsRz3zQDZ4NnY2Td2ZvbdcXMaUArMRMu93/GstOTsQ4/YDEc4273IzRiGej2p7fvQzERwSawWDp+Nfyjbz1mbO50LokqkoxDn9VqYpkl653rb7JsWwuzubMq0NZ4ORnze3/wRfOj3fDnyddPDmqebhd1I/CeRm3WXQqCdGWWerh2uXWWePm5XSoCPuN7hVO9sJygu/J4Vy6f/HVUhZ+2M+7b5HVufDkb8xr/2I/hXf0DX40KatnoAlTByTLp2SbZX6HFu55IOd0YbvHQ9mCsrgT3KIHdf6eGSI1FSAkC9T45r5EmLSc8ZqbxJa42NhFaFKex+d4mfpcG9TdwZAn4Luc0h4egThOkagCPMFuDNuRdwRVLjj7+XqiHMKYZxM7YbhurXKesUgAXMwyLw4U/dUIWnTG/Sv7nHj/3FL0bJvSDYVIEh0+sEafr45VqfWdWub54HmNfagnoumQ5xp+UMDAdkhwx0SVUriwAv0T8BGIz6SoLA98ZF13TGzTSKf5ng72CPo5Rvhj/8mQcKSEapCC9n+aMMpFUID0QIE011JNmQ900o26yQGwBZtG1ZOLNWNnVwnU4iuFhxNt11/UOuc099k0fTFFUXiHlsPimsL+qlP2aULgXAPylXZ9rI+IC0LWnbPynBgaAi2qYTT3UMeQWhGBe9xEw/X9uUDns8+ue/GBcu9/NwEDKxG7nLoQ/x8lzyU+tniMRBAnAgcwFruxH0YiG6vjkiJvH8iXs4sjoQwnXfWPGRo9r1MrZGrCDoelYd6zJVtQ8GRLXBsvcyZ9avMsGN8XWqvsE5dInhRhd8f0LVDVSvPPXLYWBZBynJOiXS+rgi/KS660mJL9O6EgENoHAxfZa1U0rtoz87xvV8YG2D2YAoHNb1VMuzNN5fOwMtTZwr3Yc5yxolaBsZbihNDDYN+I/f9cU4XwbkniqCykrUNADMjA6QriUjVOjYZN1HtjwywyUMfE2gjpNJK5W4hqKzszcizM/3S813Kd4mcAbFhzjIOQVdZluQbRh7myMo4SZuVr/24uYNQDsI9Xk2XeNGZE56OXLABijBiddx/Pwb+ufdi/FGOND5MQkHoMbNAPtA4J0RhGZQ/UKYpSshimtcPlrhZ979G5GPVqHBmH93+U+Kf8W7OhC0FGz+8Dumi/44vbOyTuVOyDHTWXxxXLstT0pjx1q8+iYAtB7w6B/9Ypy7PACFtq7HeCymUA6H30DdIkthlte2qbkU8uQmDHhhh5BHdqJH/LN6tv70LomEDXEU/t3dTjohzmBqOyvtPt7rgH4foH3g/AXgfA9c2MdtJXpu7jZs8ivTlQm48iRwdAXgQ9zMiXdjbtepGy/mHMJjmAHzGWIIbFpu7hKSYL9baR4DlM3QgjGAioZ5/ggwoW7QWQUphDEEyv3ERVwiOGDuHBYFBIyDyzvqWeygJTYOuCIgHQnwSay2itRAE2VlGGoaKAC65O8UCDJOXwdF6tWSMCBP1yXlnJrBtX5PxNN7qu1xhDhJvOlxWtk2TtNGDrYySj3TGhj2tKu8nYdI8hhHystuF8FpykYFzA2JyRs4F60b5nncSNWuPFTLtfzjkSAE/R5mIst5o8bTVPrAp3fhlosWn2cArKYroxAawEoUWQFlU9MJR4uAyxdxzowAejgAohnXK+q3huE80Z8ZYsGdgNU5oWhPuSKeS87zqcpDGqTtrT0KK8MRR1sPlkyB94iQJtsjTA5wG1Ix45LZPlIxfzBmFmpdR7w0eSwscEaNu+1Gd0yXOQzWVpj9KaHIudE6QIkrEgvAz8gZEoEQHwAUB/QK5pPV5inbc+TGK7U/M6NCMU7noagaAxfU5wsZ1TL6TL6PkB+7VM+84LKdj7F/rMCZEuFM6igb95UxWwsMXSu1e7OqjmNE14Y8z2855XfmbuASPgkStnbcDMScw9hpOWWhnKmtI86XeXedacBsDGL53MQthW1xv7cSb4ftTFoIh//54kLsmTvZUfO9cRd5Pi82GPpiutO0vRXQahGiHgAKYf3EJR+Xlie2hEQthS3x0pbCohT6SWVuO976ZedpbsJiSkOZqY0IbVnary3cgWN+n7ZMAK5ltDUWCcAArPaB1Xng4l3AwZ3AuTuA1N9+q/UMAb9FHLNyY4x0FtZSAqrOZnC+iA1INMCuABgBUmXC09z5LQ5uf6n5vfTXaW5V19l20QiIdSjeExHRtZ0XyIxENSwNcE6A6yEaIJoUGVOxVBvH7vyIN/+Vh/Dot74TdDSggJ3TZHrYpA03bhmZpWAVJY4Iv3clICQttdjOsQRFyCDlGRXPRU157t+iWkS/cvzyWn739kSXArl5DQw99GkMciDJdedtjYShjvX44RsRBEM4duSZAbARKTJ3k2VHJOl55UnVT239ltfGSOMcgTR9eAZ4lDoKq/69ZTU/wTn5pMbQAPWvMSONp3Mj3vw/PYQP//53omyGejtG8rlJQFg53e40S/4SEMvpmpTjxs+0vFi2+aMEg+tHN4iZ69Rr2rh9I/LUGkSEImsJkiiXgCBzXccENUamXG6oqDeTjL0fDyTxOYcmckUCI3c1JYSnu/SzEOZSHR3m4uAF9b121Dxm7G92jkXiXRYDfLP4AOSMLaZp6RDSokmzgCh7mtSk1fCZzm4kUAJIByMe/NsP4ZFveifKte2HZ01U3lWAtB8FqFa7S0i70OwWx2u/u9KfuU8+1x2M+IIfeAg//rXvRD7c8RDymXvRXOTwnjk5Hz//Bx7Cv/vad6Lc8uuRtn5ZyC5k77aZa70U7LUaArZg2tvNnSHgt4oj4OA8cE4t/U6TvJRlbolStlCEI80Vx93eWlZWF74v6gaMcjZo/I0jjWdLB/h70gbo2caLYsSGYBmi4Zw5AOVyj0f/wFdgvNwLDMoBOTVumYr5uY5eh2pJWZH9FsnwNhvw3iA1gLZRCQPGaQcLRxZQLqnuwjwG5MWIDI0fQLUOroi8ITlllHLLhLll4JDf81Ad4zY/65NBPFZkcikPSNvML37Z1m8aTp/nxHFThA44YdwUuU72Vm58q7PAiTc2Bu3abpd+Wff4D3/oK5DXfRVZbtK028P7sKPM1s+ofW3pDcftdQ6eNh8wR5JnaWmejlHH0sN5228JInHAww3ha/Mbktqmh4Rzg2DOsL/GuOJWWGjXiUggH5OmRaotLCLY7UDG/ryEmGg56vEzv/8rUI6WwQEjfkRiqM23EzkI/rzV7WYI58zdWi4f9fh33/wVyDvW45k7cy+lK0c9/v037z4fz9xL5AqADcAb4CgrMb6T3/t3KWx5m7lX1Iq6//778Qu/8AuzsD/zZ/4M3v3ud79MLTq963rgwt3AxVcB4xVguAYcNOK8G8ylwnc5ZRrdOpPbApOmP3hM0uhmSVsuTgtsR04P1XimXixdm1gpwd+qduuhJnYayilFxcIVsBcEvtY101Pf5QKX3hB+K4eDYa1Z/xaxn4UBsjYEoJ7RpG8B/MiRi+WrvwBuWGiG67R57K9FhF6Msm80T9vvhXELxc4R1Zi/RaZ1zdg421qI35kYV4toWrMP+5kxQUfeG783qVSu73HpvcnaBrf6HtpwrOMwtu2YtePB29ttFkfzandWz9tpoi5rm2+xPgQCS9gD0R/LOjasJRzEepuzZmuYThrjuD6XOrbLLc3HUpql+uK39esE5qO+UmL1L3VyHha1c5DHetYQgKQ2Bsz2hElfGCDkUghcJSAI9XcBXDfcz9fwhUpgLImoA9tDeTPfrfndUdfNuPZY3FXWrvYdF7dEu7mZuNO070bTP2/HQL7ev4gVnLnobMt/Mrib6uvZerz1HMGl0wyOvh0Jv7cMjvZCue/8zu/Et3zLt/jvCxcuvIyteR5uAUFdvfStuPVchL5OQhDUpYNJRCy/UUR+HXgw8ZUg4opQRGth1n46TrOjvllTWZGyLgQq5760+aNoaYSWWmgn5DGAeIYYFCxDYOpfMvoze1JEw5yzj2PyNG1+0coO/b6R9hw3bhFJdVHjdtwip1UttFCS+ewAcCcG8hgAViLxQGrMi3rhrOcN0O2pfnoGhjsnvO47HsLP/w/vRJcGD+8PMPfr00rWFi4LaRb83QGweU7a0O3BLUbP+hbHKYjpTyNmb7oTA0nbjix+Q/CnUZC0SJyCIkymN9z1y/H23BiXKmWQUo0vI9xIV+rhdhbGTa2f9NmyaYQTGgogRtJIJWeg/cjAtKfGyFR8OpUTwjrdoyPkzXmqIu0EaVNieY7P3682w22otiCSrk0zGGjP7NnyNb3eTt/4Lmps0KRw3G+qFKbiYPNpBD7UcYgvRpRSjQhapXnSsA7oVhM++68/hJ/9b98pVtBR67T14ZId3PxFlQ5dT7bHOw1z+mKpy82/NpaA6/VH/X5CncctJUwLNx1/VT3aemLMiANmzb9REbAzeSsufm2y4l5q4/XJv5mawRLFAAvltBi3qWZYu3fdd5aGQj5zMe44DLqE9LEeG5+lfpOmj1yn2IeTwpYkWGytH0x48AcewiO/S1Uils6tXWoYJ8WfRDmwMTtzr0jXHl+ncelgeklE0F8OQshtS3wJ9wao3ru3m3vFIeAXLlzAp3zKp7zczbhhVybgytPA9acAvvJyt+YWdieR6oE58AMRIXrkv3knytijMyNUyu0hFgSKVKS4U+Cp2wfykYQNe6gIiQIPBQIoOkICbCE1qRegepqkDGYx9GWGxKRxcACXIVwmFAXmFZGLfgcW9QDqDjSNAa8JmA61/QtlLeVpx3A6rAhd14vxMmv/zIiPnt5lo+KnAIYD+NvJ4NovKEI0atkmkj4eqkVLzPO0ZYMFIehWN5BH+81NWwiSn4v27UDGbbwu5XNeyK/IlRFVTLQerGoGcQnaOtCnvLYIJusev/Ad7wQ2PRD0+GMad2FN7UxzIy4iDNGvbhcVmRK2DOy53QJgjlzMEp0uftaf2WBqkEqOGHJpz6WBqsV0MJywljP8dQJbf2WD+h61zmEZTwgrtf5iCHE7n61IufqniLQAQIa8Ex5dQDw8TvufLY6qETUA27rhsd52HGNZsc5Sy8zUC7JzOOfyzNqjyBhHpIwXvktnys06br6tYbUTkp8WwH7B3PgClzc13+PS3GjckmvnLu/wHxd2I27HBJXDHo98ra7HNl1pvluZT4g/aVGcId+vaHdTCKeux3TYn0oV9My9yK6HMDv2gbQS8fO9i7gtKQmvOAT8z/7ZP4vv+q7vwhve8AZ83dd9Hd71rneh72/9bjILgGhA/SveRSQl9rd9UzhyPYzqnmt+0qevDLnqGkXtTrlr3YUJ+Vpf3xPUZ604VX3s2IxF5DS4RQToJudtpv9qCInptzd+T2+ZW07CUlvbW2OJ46Iuj4KATARMR0DuhGgwreGWrRmQJ4wg48dj7cP6mpRpT0PZU0ogheEngK7VessGQqwwbuME16kGyW8zQGj69PZkk0klcFHuqeqmUsjjT5Zpv01X3J61yqqDb4gXTAwWu/Of1m+W8TmsVwBAB/QXJ0yXzZy4hi9xpdGsjyYNqxRH6sVvHOWsVrBtXIzjvIvzbdIfxbjaNv5GbOA6zm3a1mq7rSvm3fGESrRxyQlFZt0QHIf6DDmeqlizSSLMDKlxRboN8bb2wAhDkUt8UlhANo3YEzE8m/NTu+MA/NMC/y80kkBAtz+htGKWsZ7ShO3Cdj8Z7q4z9+I6Arpzk+jcnq2nM/dyu7P1eOs4hRPEOj1cHQoArn9cYIHuVreTF9ytj5negPvWb/1WfP7nfz7uvvtuvP/978cf+2N/DE8++ST+0l/6S8fm+4mf+AlcunQJOQt00XWd+1/3utfh1a9+NYgIXddhmiaklJBS2ukfxxFd17m/73sQkfsBYJqmmZ9oAPWM/pxZeypIq4xyNACpIK2KHABdQeoLyroH9QXUmT8DicEb8wO86UCD9IPHDrTKsminDrSagELgqUPam8A5gaeEtDehTAnICWl/QtkkoCSk/RFl04n/YERZ90Ah8evBlA4moVoTJO/hACSWMg+tH9onFKT9hT6lpk9o+nQ47xM4gyaAs/SpQPu0msAlIZeE7tIR3vKXH8Yj3/hOgAll1D7tjSjrDpukfTrsQSDQ/gh+rhcjXPsTNld6Qe73J2k7MdL+hHx9QOoLaC+DjwaACmhVwOseNEg/MPVA0vCjHugyaGDwukdaZUFsNh3SvvqPOinPwydwoerPCTwmDU8g1jkbZf76cyPyYQf0CV0/YjoUudbuYHSjNt25CXzUC7I6TMBmAOs88XoA54J0PoOvD6ChgKmAD3t0fQGGgrzpkVIB9QVlI2bXOTHKpgdTFqTrqENBFmQpd8BK5iwfydxgIpSpA6cJPCVgk0CrCXlMSJsE7E3I6wRMCWmQeQJ0HR7p2js/Sv0jkC5MKFelf2lvQrkuFtPSuQnl6iBrbNC11+t6G2VuUif+2dobMkAMnnpQp+vN9hOpfyVyxLK35CFmHhf2k623leyndJB1Pf5mlMM9XYdiCSztaf9sD11v9lPPSIP5dT8dDsCe9umoB1YFCdIP7gto0P6RnhFr7ZP1o9N+TNK/MoYzguf7aZq0H1nmho85I3jdI+sZkW/mjEgFWMnaQyfrDdqn1BUpp8+gGz33cjj3oPtpT/u0Cefe+CKce7fgWQ5ivOV7H8ZP/+7fhOmZg1dEn16J8/TJ0qf+rkO85Xvfg0e+7rfIff0K6NMrcZ4+WfqUDka85XsfFqmMdfeK6NNtPU8F4P0JYLGjk7sJwIA8MTbjhOFgQCkFOWcMg/hLKej7fqc/5wxmdn+LB7Z+wdmWccKy9GTVDnfLS1S8+93vBhEd+/fhD38YAPDt3/7t+LIv+zI8+OCD+P2///fjL/7Fv4i/+lf/Ktbr9bF1vOMd78Bb3/pWfOEXfiG+8Au/cOb/G3/jb+BDH/oQHn/8cQDABz/4QTzxxBMAgPe///148sknAQDve9/78NRTTwEA3vve9+Ly5csAgIcffhhXrohM+UMPPYSjoyNM04SHHnoI0zTh6OgIDz30EFIP7L/mCh74roeBc8C5N13Gm//aewEAFx58Cm/67vcBAC79uifx6X/q/QCAu77sCdz/7g8CAF71zsfxxj/4IQDAa776MbzuWx4BANz39Y/ivq9/FADwum95BK/56scAAG/8gx/Cq94pfbr/3R/EXV8mffr0P/V+XPp10qc3fff7cOFB6dOb/9p7ce5N0qe3fO/D2H+t9OnBH3gIw91HrreVDiYMdx/hwR94CACw/9oreMv3PgzgRerTN2ufGHjjt34Ir/rKx4EM3P9HPoi7fuMTwAh82h/6cTz+3b8W5bkBb/rT78OFNz8FbIA3/+X34twDl4Ej4C3f8zD2X30FfAQ8+P0Pod8/QqIJD37/Q+A8ods7wlv+54eQrwLDnVfw5v/XwyjXgNV9l/Gm//G9mK4AB5/2FD7tO96H6Qpw7rOexBv/+/djcwW4461P4LW/94PYXAEu/YbHcd83fAib54A73/EY7v2aR7C5Atz9zkdxz1c9is014N6veQR3f/ljGK8C933jh3DpbY9jvAq89vd9EHd8/hMYrwJveNf7cfDmJ7G+DLzhj7wPq/ufwuY54P4/8V50r7mM9WXg0//cw0iXrmBzBfjMv/YQeJC195l/5SFsxgllOMKb/9pDOLoK0IUr+Iw/8zCOngO611zGA9/xXhxdAfrXP4U3/tH3Yf0sMLzpSbz2D7wfm8vAuc99Avd98wexfg64+LbH8anf8CGMV4G73v4YXvXbH8HmGvDq3/Yo7v6qRzFeBe79vz2CO7/sMYzXgfu+/kO4+MWPY7oOvOH//kFc+vVPIB8BD/zh9+Pi5z0JZuBNf+J9uPiWp5AIePNfei/O/arLoAS85X96GPuvvwJ0wIPf9xBWdx8h3THhwe99CP25Cau7j/Dg9z0EELD/uit4y/c8DCTg3Gdcxpv/n+8FEnDhc57Cm/6Mrr0veBKf/h269r70Cdz/hz4IJOBVX/k43vgHPgQQ8Jrf8Rhe982PAAm47+sexX1f+yiQdO39jseABLzxv/sQXvWbHwcScP8f1v3UAZ/+x9+PS7/+SYCAN/3Z9+HC5z6FcjRg8/Q+9l9/DSDgLX9T+0TAg3/3IQyvOkI6N+HBv/MQ0h0ThnuO8ODffQjodD/9zYeBDjj3q7RPpH360+8DCLj01ifx6X/8/QDpfvrvPwgw8KrfrH3qgNf8zsfwut/zCNAB933Do7jvGx8FOj0jvkb79G0fwqu+6nGgA+7/Yx/EXW9/AkjAp3/n+3Hpi7RP3y19AgFv/h6ZJ5CeEa+7AiQ9I+45QjqvZ8Q57ZOdEa/XMyJpn9ozgk44I75t4Yz4hkdx3zfoGfF7tU8A3vguPfd67dM7ngBW2qe3PQn0wJv+/Ptw4a1Nn7pw7lmf7g19Oh/OvQHYf6P2aQWc+6zLePP3vBfogQu/JvTpi57Ep3+n9untL99ZvrrnCD/52/9L/Or/5T0v71n+Sryfzvp0w3361f/Le/DI174T3UF+xfTplThPnyx9Wt1zhHy9RzkcXjF9uq3naTXhc/7WQ5gwIeMId/++h7C5BozpCv6v90mfLl++jPe+V/r01FNP4X3vkz49+eSTeP/7pU9PPPEEPvhB6dPjjz+OD31I+vTYY4/hkUekT48++igefVT69Mgjj+Cxx6RPx+GEH/vYx3BaR8y3tu24j3/843j66aePTfNpn/ZpWK22TZT9zM/8DH71r/7V+PCHP4zP/MzP3Ip/7rnncOnSJbz3ve992Tng+XDAj/4lxr//uxOufeQ2pErdypS2gxGre6/h6IlLUv+N9mmtfdpTDnhi5U4qZ3WVUdbaJ+MKD9VPygEvR8p57EOfYj8o9G9Xn6YEzoFjp5xVLsYZH1HGDmDt0/XALVadunQgnFXqhQPOmwFEDNJ5YhSkPekTdQWUlFvcFfR7yuHvC9AX0WMeMgoY2PTo78iin8uiK5AG7UcvXNbpqEN3INRDHjuUNIGKztP5CbxJSJSA1SRKtDkBvcxTSuLPmx5UCLQ3AqVHWQPdHRN4LRTRtDdhuiaSCv25CdNzg8zHkJGVq98NBXmta6/TedK+5rFHt8pgMJCFww/I3KDL+vZz4+9rn9BPIEif0Ms6pJKAQeaPQNh7wzM4euISqHTAapT1AAp+AKvaJ9qfgPUASizlrAeZg1UGXxvQHRSkoWC61su8JOEWIwkHHFmkE6hnlX7I8ob2uqv9mwI3fOxABwtrbwprzzjHo54XByPKka69c7aHyKVLANtDPZBQ95CdESpFkjo9I7qCtFd0/4V5GgqIbM7CfqIMdNr2Pd1PKlFifUrnJvCGwLlDOpiAUWX0k/aJEzrdT2Vt50Kzn4jCeaF9Wst50Z2XuQExuoMJfCTrLe1n6aty73nskfYK+v2C8XoPWokugezLjDQw8lEPShlpHyoBktUegZwRqZP5c67+KFIyZUqgnMAr2U9EIl1S1uJP+yOmax1Sl2QPbToMn3IV41P7KOMATDI3GGXtQc8IZsZwx4Txip4LQxbpmaEgUUE+6pH6Au5E2od0HfKo89Sp9MVgSu+yh0z6IgXpEuxNoEwoWaQvyih7iPVcKGNCfzAhb0QKiPZG8NiBc3JpH5dmWvfgAnQHE/JhL6oLezI3BYxub0I+GkBUkA4yyrUB3BV0LuEjZ1057JEGlSg56pEGOSN47MF61pXrIu2Tkkr77Mm9hbGTcdR56u6YwIcJRddbnlTaZzWBOck5eE73Uw77ye6nsQc2QDo/Nfev7qdhQtmopNmQxW937nW9n1zaR/fTJOsNFO6nXveQ3blZz/Jcpc78jLB7aAmOWMvemt25+yrB1HC30rkRq7sOcfSxC3IPHak00zAF2EHvXJOkO1RppiHAETpnMziivWcZx8MRUerM+lTUfxwcAarnRbhzF8+925ELeSvDey90n/qCcw9cxvWP3CXr8JXQp9t5ngjo7pnQdT32LwJ3ftqET/3cAW/+bYzX/JoJ++deXg741atXcdddd+HZZ5/FxYsXl5FWdbc8Av583N/7e38P3/iN34innnoKd91111a8IeCnGagX2117GviR7wAe+TtAufqyNuUV50yE6Gd+z1foZQ648aMO1ZqrWegwHVjVNXZFDdXpdd10+43wNd3joeq1EsMtKlOp/pQgOq9QXXXAdXpdJ1XT7/K7Dm0P8Aazd64BiNEo1njV953lGbWtVjeJHk0yI3Wpvq1NCaYdMdOtJUK15DzouJ5Qdvtu9672RN3qXg2kIanoTgcM54C8FsNyqUc1gsYarsb0AB0bbYdZ+PZwiAG26UjGtd8HputiRRwkZTGa/Kf0s7bJ/HQw4rV/+GF89M99BXgcFtOY3rbVTTZmsZxOjfytxZBctwLGq3A7CmaN29af6adnszWhOvilAEXrsHEpWeY6EVCCnjoXmcPWhgCr33S0AVQjgrY/Toi3eln18jMDfZK9YuuHGei7GuZ91PI5axihWnNvwjjLOkurul+ODbM337NuTZJ54CmsT4YbcaO+zh1rejs2zM4BSPqYSIw0Uqf1WZzptjOQ9vScCO/UW37bd6abTjpeyaYso75Tn3Ud6LynXsfzYMRn/IWH8R/e9RWCgEebC0XWh1kU74bwHJmdYXp+mtX6gnBG2FlZtr/WZ3PR0no8agnShpTgb42XLGO0ZPV866ttXfoWxuz5OrMx4r9De6zMeN65Nfr4xYLf5ujMnej8vv7mr3hRrU6fuTN3Gne2Hm8hNwDogNUB0N8B7N0B3Pl64HVvAz7zvwA+5cGXXwf8RvDK/tjY28h94AMfwI/92I/h7W9/Oy5cuIAPfOADeNe73oWv//qvX0S+bzVnRo74llcKeAmdQWCi/lsVJgKS2a8UiEIFqgyAZSgQlgf83H/3VRguAHRJ4b+sRQ8C2OVJgKnUyx8UGQAB/YAZ0mbICU9A2hfEFyTAez6UJq4uVMB81hdrPyrCBwL6PX1OCahGpbRPnj0CcA3y3w2CqAFSFockeS1to07T8DxPtw/YU0Yz41c6fjFPv4JbQ2/fns4bQRbKJIhhPrqxshfbA6knb8IYhXFMaoSvG5rxWVpH6p892YYA+ANwY39U/aR+avLNyjrG364BXg/46Hd9VTWKtpDG2/I8gXYvQpEH9Vac4JjyWQjXomdVIFa8J0UEI4IBOCHJER6q2zUiU8fFA5VIZW9BT4qIRqSpDQNXZAyKVKGoAcAmLPUQY3sE4AiVOHZcmM69WcOfGY404kSqcUbsAMEN17kBt0DM8BcCIrIaB8N+d8Ef641rpV0/MQ6hfTbooc7xyoCf+l1fVRdLizD7JDeW3UtoG0EIC71+u2as2vZE15xli+mKWmUP7S5tX3d9X0B36uJowc9N2BlCvujK4YCf+rqvermbcebOHICz9fiyOwKgcHm3EpivPw+cuxMYLgLnXg0c3KVw+23mbsMmL7u9vT384A/+IP7kn/yTWK/XeOCBB/Cud70L3/7t3/5yN+1UjkgW1eocsH7u5W7NS+AichGJDtT8hnIdEir3N3In0ORdrKvg4IHLOHriTgBpBqsu5eEQ50jmUn0xz0l2F3Ygz8bJziNQjgAk5dgGDk2eKrxWgp+NC2T9sbGhOmYMQSS6XstWBDbmoUHKMu6OEQ5aLjUjlN2k83qUMOEc8P70ZS+2pym7BC7gzebxcdOATgksZPOYFGmaRDKhKCJlz1thqawb8Q8F+/dfxvWP3IlEaXd60rG0eUXlAgLKJQWASTj2gI5nqv01S+kERSqLzIuvv1yR2Bbh8rfajVNp49AgdltvRGs59va3IfmsftoR74QLTcy2pjn0SevwcnTOFL+uxBleDvNn18K+ptOERarFSc7atwvJ0jHi+PuE8maubcdpELk4BhHZLQBSwblPv4zr/+lOwXJ3tTkitfH8PuFs3NnOOD4R4afm9+1IlN5x3rs7Q8B3u1Rw7k2Xcf2xO4FyO07+mXtFubP1+PI6BqCv8xQl7uZRYJK9DbB3ABw+M2dc3S7uFYOAf/7nfz7+zb/5Ny93M27apR44fw9w8T7g6etAuYZX9puUEWE9oZ/O+ImcBAVgco/KaQmi25HzkvYyXvv7fhwfftc7RM8kApPUcMWU2xU5as5Nt3ZEhMC4mqjirSBgrWoEJgYJVkTG/KImJkiqcfhVXJT1kHER9SmIwRZNY+O2xF3RsfI3iiOQy9gaR4N3nSBRQjw3eSxNmy5MVgGQbqbshTztO8te1c3m8cU07469Xe7vvAeksKioMYX6vMIW0D6FPw2yHj/y/3iHshRPyBvaAgpDRvM4l0xIkCf2AOfGMlCfF2vmcyZlYcW19bTtMhf3XIiPz/Q5rsa1KHtCbjGeantsbgG4GkQbZg2nuB93hVGtH7ixsNhee6bMxiyeDdaPSFgCtO0c+trW1xLxdq2D1sWJu1FkHEBaZdz/h38cH/6D70A53AFgtmuAF+JOQsK3BusU7pUA7y7NHYW/to8rVGkCO+M5pFMVH1eRiuc7NXGRoEEhrJEm2JJmsLMtSl/Etpfgj2H2O5aHkP4UYWkv4/4/8uP48Le+A+Uo1fh4d9jYRSmLuLZifFy7rfSKjZO1Z8kfx8TaazBLJFrGMTV4hHeksXKtHWfEmFvW+fn4B3Q9nrmXz4V94k+GQiVab8M99IpBwF9J7rSMlk861yJrWPC3YQyUowE/+99+pfxuz0+72EPZ9u6zIZIMzLh4DjyrmLQhZgw4B9rdDr9zg80fESINM71VF98O7djqc4NUGRLKTb+2xEoDskMReOEdeeiYdFaWIXTJs5yu7IX2tH2YAY03mye0xd/5bg52Cv4Zx50rUtuWdVp/ORrwH//oVwqnOx2THs2Y2bdFYgIQnmLfMPd7Fw05Nc52s3YWf8fhtj2kNghoBd9DDKDvdf322j+9JI0Q0EVJFqrxxu02VRAm6c+4VoSdhRCVkoYZccHmUVVDir5RbwSxGEYQnete7QXY3joxDEqBJwnLuYHruyqp0q3gBCBmUWGZxkp0yGOQumBgnKpaDFBF6UxyozPJhTivgEuX+Not9eywdvEE17XPtt60XabLTN2An/22r0RKQLpQ56NLonpg7WYV68/2FruJ1+sSLFoXt19G1Q03Mfglwk279hF+G6Jl+ePvk77tem5d3E8DgDH8XtqLEfFrxezjuWDnzqDxEam2ehLmZ6BK8bARy05yLxTQ+VICHUvzEcLKesDPfstX7m7TSW29kb6cAVtn7gRXjgb87O/5ype7GWdOnd9/BJg9IOobuPs2cWcI+C3iyiSG2K5/HMhX8MJdrK9U1yJUx7lUcOHBp3Dlp16FhCTcK0NKqOafccAYznGbwYU8PwAiEm0/7CAg+4cW/PrbETCLL3BOuBtQU/H7DgKY9cYB31P9dCtrr7a1O5C8zgGn2t48Ysbh6AdgPAKGfUkXxenbPFtlN44SMB2KHrfpgp+27JPaE8t+Pnk4GKYynXZDBAzJSayIJQPjBljtAZu1qAcM50Qn3Q2Gqf65GQ8zxGenf1Ww9xlP4fDDr0JK6cT0ZjitW2l/jtTfVcS135e2llIR7xlxSJFZJrFTUIqUkdcybkRVx950pcnyJ+lrMmTRkAOTFlkJcspmV6Gva+7U7pTnXbxkTbR+sZ5dYW09S2E3624SAIhSNG0RJt5/YhMVEXdJDuj6LADsFc4ShI2ssgzkoeDCW57ClZ9+lSpaa5HarhLyZEU6ixFW7KtlcbfwZVR97SWCkrVnSaz9pb4Hj3+xdO7G5rvLbRb8x9TDm91xi2XeSNyNuucj1rkk2XaaMLuvH3mVLLCTJAFPamNcQ0tpY3zZ4Y9p8o40kbMd68k7/Etln7lbz7Xr8cy9tK4D0AvMNqyA/kCMzu7fA+ydA87fJ9LDZzrgZ+6mHTPAI25LMYpTu4jJtqJg1PgTZgAYJcmTINaRO+Wo9J1yqszKOFWOlFsd3y947Tf9NB7/018CGhOyAoIEyMZm4ep0inQY4sKKiERr5daezpAOQ2yCWF/qA5LSEgrMH7k/aV7udAjsXRQEtuRaphlySl1dJ6YXvyW+ukNnlY65P3bhTMflmWU6BgG5mbJneU6J3JwG72vrNKQTRefUyrgm8zplYKMG7PIIHF2VtM6tTbIOTLeaOrg16yU/7Rd8yjt/Gs/82y+RZ6JOSA9CFS3n4Aeq6sKgYcbpNQQo+o3ApMChGRozY4PjdTinMwXOXFy+WVUmHPHV9csFM1ULQ/wtDaMSOtp4QxwjQQuAW6UupqZR4LrxRQ0WuvQIwa2de9GpCePa/6mv9RnxZDK1EONe53mYhU+djpmJoBsnWM+AaBwOkDa7eoOuGSOIxXa5uKwt4DjwC1IiW4hsCfljnl17zM6TvuBTv+mn8di7v0SfWWrKjukB3yvujy7v+Lb1xq+540Twz9wnjUurgk/93T+Nx/7Il5yJ/J65l92drcdbx73SroQzBPwWcaQAN53NyKld5ByZ2LEjylkB4gLwUY//8IffIVy8oO+dUDk0PAGlnwP0BvC3SARB50mBckeGFPCOyAuw7CdF0P1pIO1DGgSRG9U6eIvkoTZn7jcAPCBHBvhzVq4kAE5zQg9pujxVf4xr8xChWokPZTvnGFqWpiE6fdnHtqcpO4reLuWxZ6o6s5jd5oGMZ1Ikd2YATZEuQJ+HU0Q2qSiwIZFsHEZ9ms04j8AJ/qMeH/kT7xAkkk6RHrVtjjRGceKwDvyCogU/zxHDwjWPG1kDXLcqInEcftoza6RpUxFRZTfUZ4iu9YOrf2e87iNuKvP+6rjPxiMiclTLMYTT8niYdUDLsbGxQXBL5aE8DwuSJB6WZf06J9jC+jpuNs4mKu/ttfa3OrzAtk6rxdnvWE5q4lukueXitdQpAsq6x8992zskLhIOo4vcvTN35l5EV456/Ny3vuPlbsaZO3MAztbjy+6y/PFamATjdZFc3BwC+xeE+XD147gtjbCdkXNuEZd64Py9wLm7AVx4uVvzIrkIyE7wjYUJIsY3QsTn1gAOAVzX7yHA1wB+TsXzrwD5KlCeA0b9PV0DyjWgHAF8JNxK3ghyBy648AUfBag4t89EK13/V4HtzIJkFUWoJg3LLEgGaz5Lm1Hji/2V5tuGKeJudUU/dIisncyV2wZgblws+i1/9EPKMD8rl3ArvyIV/qYwBeRsIQ9rmli2+R1fsXG9wbJ3tqcp+zR5rGymHXni2AVkNurcO1JaUJ8IpIAHaR/JdJE6kYhIEIR90b8quPRrP4rUld1p1E+oZSf1e93aTmKAsiDGCSIqjiV/kT9nkk6Sx3+z/i7ht3VZ/UQhnX5n8Qhxrf+YeBt8tx8Q5idSFiyPuwWEcgtJbBDfLQ5yG2YuzPfsb1dYq04S/+JNSwtp2/ClvzauLbNtX9ufWIdKFKEDsF9w6Ys/ChwUMQBmf/sA9vRrYXv67UM5bR1n7sw9H9cVXHrbR4GuFYk4c2fuZXBn6/HWcQxgDUzXxdDx+ipw+DRw/ZdvTwT8jN96izl/a/bMLbuWW7Qk6pjmv1NXcO9XfQRXfuI1KKZTpsCqi4sqMGsGh1yPuwFkDSlzxMPaQtXvYuGWISJ/AXmLZdizRzPERnVs7eklMuTREIcgZu5IiaUnuOErUiIAWZ4yz1+K3C2seaxO54TGb8P587IhyF5RZJC1LYVuoOxj2rNU9nF5TF+9QPPwdh57tg0AMAVO5VTnOSuHviRRezCufhrg3MvhQIvtRNecBiEEdQdSdD6c+/uLBff8lo/g6COvQerSYpruQOu/rjrWk/ZpJZRgsOj8A7Im+gPhiJvRLKJtPwGY1qjc5o2EA0AZtU/Bn4xYouOOHujCs2idSpOYwS0by6hdQYxqb2shPkEJJyqlYAg+Q4gpXa8GzFSMngaJn6ZaVmEhYJpovRGuYpi9WmAEr9TDDbvFMIL2RUXeTVzeDKIZsSW+ZsAbVEN0ReaOp7peu31ZXxlSRz6S8pPqSCdCfWIFMs6kbSI14MURuLCFrQNJKjUz43BbmpjHPnbWJam3Oyi497d+BNc//BrwmKoKRCgy61wiSdtKcw7I4kI9e1Udwo2OtYbKEmZ9aIkdpMg9KVHNpITMZsaWUccdX3+vfoeBtvikZav+Fd+eb78lq0SMrns3WAcZk6Rnn5XtBu/CPWJneUdCgE2xHpOYsPzal0S6TlJN5xeKnl++Pm2uLX+7HuJY2RlscTaPFOKt4akJQxhXNHHterT6Yh1NWOoL7v0vP4IrP/kalHWatxdNvRbHC/7WxbFaShvjj/MDy5IrJ0i9bfmPa+uSOy49NX9o0vJCnPXnDK881qW+4N7fpvBjsJFx5l5GF+BobuCH28mdIeC3iCsTcO1XgMNPQDi/Z+7GXXsR62YsU4/H/viXSPAgQC8p8JxUfDoXYLVCBU4VuOoMALbiTPfTkATHNODi7RF5AeZ+A5q6PUXsGv9wAcjXpG3DOUHkxrWE0yj6yGkF0KQA30oA4qzi0H1fka3hQPz5CFgdKPyjcTxKXL8nfd0c1jwmvp0AN54U8wz70tdp2i7bkAUapK8p3VjZx7VnVvYJeazf/b4iJ/08T1opd1iN3fWdjGFhYFAr16BqfA1Q/3VZL8OBzk0HDOcBTMCoSFxPwKhAb0cVyDc/Nj0+/v/+EpC+2b2UpoMYltvsSR8MOO/36hoazgNQEf2987IMp+vA6pzMR+sf9oH1dR2jO6QvpOM3rmW9gYHxUP0Qf78nht9mlv9Z2jWu5TsdVtjOAXTTO1fAfKa3buGKGE9XgP5cRbyYhfjQnwPGq0B/h5aviMh0XZCyfq/Gw+Z8T9sdw85JG1kR6bQnczhem4f1e8DR5brvaZD9efSMEih036OIPvzqDmB9RY3gFWDaAHt3CGW+60USpz/fxF1RA3iqgtANQhgpui+6fckHqhbUi0kKpEpoMSJdr8b0jFjVpnGin46rIb5Earhw1eNjf/1LcOFe7dcaQujZ1G+BEIaMqJEh52OCII/E0p+U4M/22VloOvLcrJ/2O0MIIWegP9NoZ8WNIi0vg2thQO+SEQSW2m9EgIX8Nw1T3mbAqLmy7vHY//AlL1yBN7pmWsT1+eY7TXm7iAjRf4uv+1eqK+sej737BVyPZ+75uQGgPYGJ9+8BDu4Bzr8KuPQ63HaG2G6z5r5ynen6ukjumasuNV9gTu1tqfLmVyp1NxTc9aVP4Jn3vR5pSE6J75Tjxyzc004R86KIkHEPE+AIHFaCvHVJvmBFonpFVCbg4C6pezwUIB8I/iz+868BNtcEedjyPytEgnN3C1B77ZeA86+T+tdPA/2d0rbNM+LvO0EamIC9C8DmOfEf3A2UNbB+Vg4qQxqs3Z5/BRw9XfPwqMiBGqgreTvPsCeITVs2ehFzLobk9k3ZG02XpA95I0gOSJCc4YJYurz+CQHcD+5U4oK+je5cHtW7Hq8KgtOvgKNna55plLjVJRlz4yZyFnUFy1Oy/K3u0HEHsHep+g/u0rFlaf/Rs4KM7t8p36OngIN7ZZ1c/7ha6DwnYlFmrfPw44IMuv9iwbnPeQLPfeD16M+l5TR3CIJ9+JQipiz17d2hCOthRezGo8r1L0XxXfMbh1uJTMbVmr0PH/dZ5IYw5sBfTP9iA/dLXJkg2eL640sMiaUnnNIC/EqnCMsy7vkIQpzYKLK5EQRzc03iUi/rmifg+tOy70wyIO3p2T4C1/c1zhBcRS6jjQXjGrdxjpja/BliPRyTBkrka2xZWJoyAuu9gku//gk8+2OvR9kkT2PcXGKVEjDio60rO2sDxzs3v4v2JR/HAS+1bS0SPpP0aeNP830R3ZJx63bZ8kLaXeWU5tuW0cbt6t4u/P5FdSdZgr8BR33BXW9/As/8X68HTy8wx/GkgTgt4nySNfMXw3+ca8/nM/eCOeoL7vqyF2k9nrmTXQKg8HXqgxX0u4A77hM4+fy9SgS/zdwZAn6LOOOEzJDKW9EZIGf6f4ADPCbCaSKERPC3YilVjgZ6QeCmtQCZlo4gyMt0XbhOZdJ4FakjCDBbNso1LpqXBZlLg8SZaK5xW7qh4FW/8aMo/+m16Adp9LQB9u9QkVwzstUL92k6FG6hP2XV1bo4VW4SAf7GLSUVNT2S/rm4XSt+Zhd3RBJO++brcXNizuqzMA5TxE26XS7mieE78myVvQs5y8pBXguBgYoY1LB3cg+fBobnpO1HlyXs6GmZU5jIMOCG7gjC9R72ZfyNA370tHIEC9A/XddcIikrcvGzikB2K2BzRZCZYb/6r/9K9R99XDibzIJ450PhAG+uSx3joay9TjmLaU+GbKMIv/mHawUHX/5RXPnl16Ib0mKamV9FmvMo4UbEOI0/mbSAjpu9zUwEAZqD2Hmbz8K3RMyVM7wrPuJOSyLoMX6XCLoRaUwEvTdr5JpxPJLz0uJNHD7miWGpVy6+1md5xyYsdcIVt6flzDhfWVdEmvrK/U0TkFVku6CeCyA9N5TL7XQMBZStTjtDIvxsKiegeZwbrwtbysrbmSYi3ZGYYnkBIBVc/MKP4rkffy2YUxWBTvOyZ1fSEmfOvjbhWIg/jqO3hEDvquO03zN32znqCu78DR/F5R997RnCc+Zedne2Hl9mp4yDrBKDfrS/ApiVZwj4LeK6Qak5rwauPwPg2svdouAitznqN99I/tYxZpbLS5ZkeRQkYHMIQaCVK5SzIrqKDJt1bEPeu07hPoZbAjegk6jHlT/3NvAkSDIr0nX4CQX8MQfKDXh3ceeTkIgGIWmRIYxKJFCuFzNweFnEbkvjv/4MMF0VIP/a+YrkHT4HYCMi6N2elGmIZEQ+OxXJpR64ehAQ0Y8FRPQY5PXqR0+H8EYR9FnZbR4KZe8L4SOp6L9x0ozwlEeNA/xVgDQIt3FmWV4BdBPrL4C/4W7GpdzoWqdEGQhCUXTyOAUCQ6frCtrmHX6YtXctw7lRhmApYaoYdzLqCQY/5x4f/763yXu/e8tptvzWP7pBP7Al9uqW16mhqTT5aMFvCGG7pWfPf1l1ERlKNTzGR0TRxZBpoZzYFg2b7fGFsmOY5UFSJBoh8VIYVWTbGknUNCUQ5IyQYPX6emyQbwphnqQtN/yYxTVIqdupwO40sRzjPs+MDAIomx6/8Bfe5i9w+HFPcLFx65fXHarYIhi3MCqd8D0p3RJiftrvmbvtXFn3+E9/6m0vdzPO3JkDcLYebwmn0sFjFoJ3PhSGR2GBGy89jTMjbGfu5l3qgYv3AnffL5yaqx8TTiyOXu6WYQ7QHUN12mXLw7ME4GijRo5mHP/IVQ/pIxfPAV1UBNzf91WujRvXMmShz7j7yx/HMz/yAAidcOUtH6Nyqqyb7LDqHCg+BomYwZINIhOfPOIQXxb8DnCnEI7d6TkiZ6Y/a/l3IKKOJGI38mrpKmttjvA6kJ62y455uCm7HccZoKxzz7nOnw2APzmnv414Y/W1xulIy3Nr24q8x/favZmGNKXaryW/5TGDRrHOohISVkd8XixpuI81Zdzxtsdx+b0PAKWr4TFNmc+NrzE+vd/Gyd6k39qfESlv82G+NVtcqS0mxkdRaF7IvBRmcxT3n8c1jbB1408CtghsExYRZjT1tGHUhJUwRn7O2LMoKo4NAtCJ5IMZ6OMB6M4DWAP9BZnHcQ3snVOi00olfQ4kbjoM5w1JO1x3PMR5G1WqCKx64uvlNIAQBTu1HVCU+OjrGAB1Ged//eO4/uMPoBx2/mY5s6hpTEeyH3mjbdMyx1HbnlXiXImZZoxsnIChk/i+F4JPByGmmtGyrqs2K+J5nghgferP3oG3Jxtv9OsG0xa+xyLsFsaoBuVaJD8aHjO/3WFm7M0kksxIXbxcbJ5ag3U5pEuh/D6UEzcrmrhWbD+WFePQxFm9UXLL8ufmNy2kj2MY1uBWW4GZSlEMo5Txqt/yOJ566AHw1IiHJSwcZDcQH107BmcEmzO34KjPeNU7d6zHM/fSugijkMJgGf5C0e3mzhDwW8SVCbj6NPDsLwJXngTy5Ze7RS+yo+a7IwmHC5oANyjUFhGBcTeSRgaIMs59+jN45l/cP4OfjKNtCOtxAP1pkAhPFpGhshweLdLO/FzztUjelt8QyYgphfynQkR3IK8G3EdErkV4rd5Z2U2eGRZXwk9FMMEVEE6d/FESo2JgYKW62nt3wgHRtBIJBYIA/Z1y9XMWw12ri8D6sqTduyQ68YMaKRuvqHi35i9FdasviA46kdS1y3/wjPRt75LUwSy6SOsrOvbKTbX+FBWzX52XtON1YHWRsf/Zz4B/4X6s9kL4+WP8Vs4dp/dvrki7hwvStvGafIc7pA/j9WBs7aqE50nTkYzZeDUgRoBIOkDLYIk3EW+zY2Fc42KWuaEqIwvxxABUf7rvNXkCypEgv8Me3J6A5+lE8oJJ7AWUoojWep7HwyD9zNfgluE5LYf1+8DmMlx9ILMgi5OqvSAH0XEIAjmNglBTUSQzqdTGSnSfu5WWZcgKsGjrg8Ie3hVnCPpOp3N1IsUklEsdY+/1z+DwJ+7fnf648lokVhG6GU5zUhkvolu6L+x7LMymZ6j7p/Cbm79dzrgyp9GRtjXRcnKWlM2XCOHHxS2V1brYt+OQ2La/x6U/rpxdfegY5z/zGTz1f95/Y+WdJj66llhw5s7ckkvHrMcz99I5g+JgYswAAQAASURBVDcDUyYl/VNV1tvNnSHgt4hjFqCNp8qdfMW5SAVf4jroBjNx46RcqV4tl/e9IlIboDsnQLNxHtmQHwPAtQ6ppsdz//sX4OJrxKAVj3JP94NWX+C6sf2+IIQ0CDI3nIM/QZRW2mTlUhBUXJuA1QXpQosMDefgnBhKgjhQp0jbJ6Qd+3cCR9F/Wcrauwisn5OyVhcVedwD0It/OICLvrMaixrUmBgRMFwUPyjkP4CL8buVd5rnH6+qwbikiLaK4oObPMqdG+7YLhuKAN1I2SgyB0ktkvORII+b55RTqEheCYBbCoduewBHwkYpqFa4YxqGG2mz9WJ+e56q9T9vSmvucfjPv0AA7b0TU88JGTil/yTXpM0bAFcE0dzoKwzjdeHSFuUAMuBIcNQRX+TUA1U/mXbHO86ZdX4hSPk0AiiK9Aaim6kpRN3uomFZ86RVLc/Cun3VATdCGy+HpT0x0pdMNUAJVWZbwggQ3EHUXTSOgkoMqUSIPRlHg4YdAbQn55eJvSfTbVc9cn/ejMLebuJs0IzgZTrpW2eptW8M9kUK/Akxe9oL1OPyn/8COZ+meq6a/rs/yxcJgIxqGNHC7XdW3CoDk/4elduZlQDYflskPvsiQSUy8gv/PXO3nuNNj5//81/wcjfjzJ05AGfr8ZZwA4CV4ADdPnBwQeDs8/cBB68Czt2D284COnCGgN8yjpSzR0kAoHyrAAgGIJnxNXMt0G9AVBA5SybO3NW0Jho5DKhvy2pcggCtUbfROFr21io6uK7iVlsWnHDEMy5+yWO48r43gXMnwO1C2tk7qdqHskCldy41GqROx4LDWLgecKoUOw9XTt54KAhQXgNHE7C5KojQeEWQoTIC/Sf0GSUSYDqvpZxe10xhAfr7PVVdIMkzXhfgfHWhcg37VW0n0Xb+rAbEjEOcFYB3Y3gLeaxtL3bZzKfLs9TvdtxAaggQ9SktkD6vFfJPh6fwrwU5M+vsnBVhK0C5DiTlNJfrQLqQcefbH8OzD70JadXV8JhG/fm6lJl6oBwup1nyl7EihsmQH0WkzTp9PqxlT9fnSDVIudYNkkWpnlFsa9ysXgPO/QcwE79npVAvxbuhMSNuWHxRKdUgreHi0YC/a+/1GOKIJozllQM2opCVvRCWSm0PtG5/vguVwWbrt43z44/rsZigbdehbMtygmSqXoIg+Eb0iHHm/Ozk+olPHlogo3LtbfwKULnqfcarv+oxfPyfvgk8dsKA5dr3bA0KUjezdsc/Fc9313Jll/Kc5p7jF+l75m45R33Ga776MfzyP3zTmcjvmXvZ3dl6vAWcStNlZYatVYWpP6fSkrepO0PAbxGXeuDCvcCdDwgCdk0tMWODbZG0l8K1BICbsDhYmm8s25+lic503Zq6j1RklUKcIb4GAKdUuTYugo6K6J5Ph3juo7UeMhFV0wcsygEL3LMyVeRuiYtHWhbnBaRmAKBG2CbVlUyraol5/xlFvNfCDc+HgsQNak27bNQQXBYkKCUlPFh7U0VMiHR+FJgtEEQijiXpuBsQTZgjNq6/F/JzL0jAZEgu7chDL13ZqdxAnqbfbR7T5XZL/MeN20l+7bM1ZcZ9x1zdsSegu3To6hS8kKYDqnoEH5NmyW9IpPbXkC4zJmhj5Ehs6C8rgm2In73h7O/Y2xhrH2c0uTAWYEU8dd9YXa66GuINkYxbn7juN8tj9D2yukwlIdSfqKaLYVZP0vnn48JQEWXjlFqZJmnjdiYgY5tYz5S+9sFpbzzvl80FsSLZXPvHVof2i8tCnJVlbSvzMlJYM3Y0GBHAxi+OawKwuutQ3qC3cCO2hLqyfl3lhUJhbdgSgtumj9/YybioXimI8tKYxDGI1JuEbR1wBH/B8hiZ7vhxdd4OLgHDPYe132fuzL2c7mw93hpOX1rJWUG9IjC6vWRzO7ozBPwWdSfq8b3Yzhb0Fvb8ApUdN01EoILVYUvror8GXRoAYmKSjCpyXioXyMaQxw6/+H2f50+9meV1y2uAYcnb3LNc5J3tRS6eQrOGULRIjYdPcINNbEi9je1UgWVHyAgohhDpHwDXw05RysCQh4CIkhnr4dqu6Lc8Do3zQn5969ys07vRuh15XrKycWN52vwZTTsVoeJTjNux/rIQZ+vXwg1Ryh2e/oefJ+oLqxoe00TgmVCRrK00S/4wBm6kMJwnhHnZ3tZQhr3/7txgRcZoJcSlfr8iZgQlQNme3A9IdTBCRYT6XFmZxzPpftT46arsmdX5mh8s+unDeXk1oDsvczdeE1WF6YokHQ5UNcLCSFRB1s+IHn++fnzY0SdEFSSb8TMWItr+JVEJSYMQaooSK6aNvsJgxs4gBtf2L8m78b1K9WzWorM+TWp8bCP64WWSM2dYSVmGgHcrlWRo4mDzoXObWLjU8VywdUCQt8uHVS3X1J06U6nhDlff+3m4cJ+k7XrhNPSqHjEeor5mkIQ4yBCpCSNicgJ4rfO0CXsiUiMQ1mYMb/dO/L6YwJW10dxS/bEd3Y740oSlkMeepDQDaRbPzbc12Nbe/zGNUVQiIm51OIULdcyb88R/L4XZ2dUFv8W1YxfP2lgvGj8thFn4wtzy1OGJv/55dayiixIYbf62Hbvil/Ivrce2rEicjWPfju8LRfiIdR2XJq67NjzuvaW7C7gp5sonk+NNhye+5/Ne7macOUBgNxZ4iAoEdgBEzas9o24Dd4aA3yKuTMCVXwEuPw5c+ZgAoK/Yg5Ewf86svURaAA1woMY53VCgnUNyQwa4ApsEAH3Gq3/no/j4P/osEHeVw6OIhueh+T1mHLsZ8sfhXjYRVCwgNXowGLI/s7xsOth6iZcJbpQpFziXO/X6NvEg+i7G8Tv3KmB1VfwXPlXKzGqcKnXynvbqogDQh5+Qsg/uqW9rH9wjYZaHoMhwyL93p4qMr4HDZ4Fzd8/riXm6Qep5Kcou4+nztP3ev2s+BrEsSsD1j+8et9P69+9SvX0NX1+R3xfukze9188BF16bQW95FM/988/ChXu7Gh7T3CeIz/pZYHVO1ubm6naaJf8drwGufVzW2HBOxnnYlzLGa1IeOpGwif5hXxBH6Po1hGA4L9IZKKLnb+WNa7hRP7sAZyLrOD0C3saTElOGc6EtiuwM5wDKaiWc5mEMtUWAEJYkrFwThH7CKcLuACaqezatJawciT0CKpIeSdZ1pzYjejUeSFTTWxhYROaSqlBkElsW+UjOieE8kK7DbUZ056TMNs4OKXt/nQrQMVyfHDkg4HqmDfsNAg7RpSMGOGXc8Y5Hce1ffhYInVg+36j9ChaJijQAq1Woc9D1c0HWQ1JL7P1K10WpYu8zrj3gryxkCCGOGeAR4B6gaf51vXKzEv4Cf3lTz/2IZMaxIijBYtA7B400fqnSV27vg9Sw4F4ldkyben91g5w/Np6xvmgh31R2kLWOkD8fyRzmI4C7OpaAlN0fVJsjbHsMOn9K7KIermaVtC1OPw22BaydJhkGyJxbepPsML/t8ZQWwghuAd/Gz8JSApgyXvM1j+KpH/osTOtOylBCTBqqHQhb56k/Pt77H+JtvjnXe5WLEBLLpvbZJRH0nk5KHClZCV5WRhirNMCfOo0SNMf6VZqIU/XbfIErg8HU+gz2oCT1mo0ZgyMMPmHNY5I0Npasawi6tkGBIcFabpHyUqr7G6hMjDgGviZUArHoU66UKofSVBGzMiH8dQ4dY385RAlVTt/QBel0DfsdDhU3qmrtpzo3rvJnxGVtM7G0zZ/QLBVWs1cSZE1k3Pe1j+Jj/+tnoay77TTW/qUwg01MivUGw3jCTLrRJ/eFIPDcbm4fIBU5P3+3ELvPfwpw6XXAxdfV9Xw7uTME/BZxzMpZ4HoI3pbOMNgBFcraw8zQEfWV8+MHpyZPyhE0Sj+TGEuzcvtBxLg7vShXd9SLMU+aFvWwHlYisrx3Afj/s/fv4ZZdV30g+puPtfbjPOpdepRkGUt2FFN2EKEMViIBgkhECjg0gU76Qui8bsd5wc130+G7SSAOTdKQ7ktIJ52bB8GQRyfdNCGAK6Fw5EQCkUixZWTZAmQhY6kkWSpVnffee635uH+MMeaae529z6NUpTolrfF956y552vNOddcc43fGGOOuXQrYFkTHTQvwI60XW5ztvYsqmkQMAUSQEyOG80GNTEACydIoNJfJHC39hKF+0eA0SUADugfo3KyTzkHnDlgnAqz47LcyZtmEGT7FG9YU4lI1zycGMUMvOblbZ+YR6UAO2nKziqjzZtXdzD7LzMvLHWJJ/C9jNtu4WLIDI2Ea2JGCt6X7Uu+NzM1ugQwondCFWhMwA0vARaIvJ0hj09h3ZSF1MlOv5Sl+l1NTHxgLZkqWnXz3I7MXArzF5kJkP3HwvCESBrX4EFWA0CDrnzGNHA7AUxpBaPaPd0xk5ynR09jq8YE8qTtKa5C2hfu6yyOJWZ1Bdj9xvG8Co4EInWdMc/8jjvH1woAa4e9A+oxpaGmtc85AGNi+mKgPsaaj+8KgBrRPakCHocJjftUmoy1eOUWC4JMM5o77nN1Ey9xXuJAcyh6qt/xXrtajv6KFGfBVy5rTHZvbq+bUFm/yV2om3slARmvuYqBgDHMBGfd2naNOyW+sWu+VSTf4jR1xCWv+bBotmxk14hWvfL9YkGFAo2lAKUEIELzSKaOSBMng7kQvq0BtzSvpszTBTBy3skaGj5C2qazOiVe2i91Sz5kaW2SPPmzaafPi+P66vbzkCZZ9oeyAnJYKGXze0rbA6bbMU9rnbc5zEhXrfR2XVzeq6ZcHs7vMeVAUO4zK7wbzci7TSezh7rDnPBOzvbb5fNyfjydNu9e7fry33FGervp+/nt+TuVnoUIIwMLYzIFSDrRQyppz1PMiZvRhqtOufWC/E6LBsflbc2tiSSt/Y7J73l58vR2fPv9YsGDCLoUxysgOZOWb5HWTd5ktdleP7hOORHHFAS0iz7x+v1DjfO1UAPDE8CRdwGHb0XnhK2jyyelaAJplhrOWwAOBOUfK4tkZqc0t181/QisBcgBOMx8AK4KsFamYVDaANxEKu8B9FgjZwrW2oimh5lS0hwZbD18GqUlDZSYhCM2mi25l5iX2h4zjhHJsZYshsKEidQ/gZfYhNMeVc4fLZLWPVqkPSyx4HCkcZR2RUMgJ3oKO09jGQ0xx37C4YqYFO+o3YiUVk0AG9k5mALMpAnbrAx4L3bwSPufpXwEfWz9mH4rP7uMtm9e3WGfZfSEnbiZ6XBeVz2hZ5HGzc0et3l1zb3HhEHYhJzpjVbJo7vuGYyfOY1qBGACjNcI3LlNCvsJMFphoRBrZSIL50YrbFYdSTvuJhTv+T7B0f3HazyXLxJwclsksKrHwLgk0OrHIE/dFc910cbx2qNl7gPE7GdO2tp5c55T9pprXH66Ey2Jbd4hAY3G8tFfLW/o4tEcaNYiN+Y6Ao3N5iXW2O4xToCiAqBeAQJre0WTEjwA34yjHF8WFbB5gcbY9oFYN8o0OUUBLtNg8iBEButKmEgWZuVpMljJn4EIBDJmLfFIKnteomFEs55RUYOVf3x6Kq94Tg+hqU+D12XQj1gB6nUkYBj46LXAPisSmGSgLVdpF/K/FtCBasbhajK97dvm+GzefdsYfCapVh0cSMKE7LcItgQQxKmCe6T98gv7AYJ5/v2W228bFBBrg5d+4nQDPnYDmfsBuDuNU/Zc0u/L7e+VHKd59apW/NuZeB1OlEkXwmQ6a1toMAvY51WFscH5f3h6xzw7xc2qf69xB54U86yKeVWNpBS56hSx/WFeZ9QB8ANC2pIZ6aF3AKM1YLMA3CpoP92b3pgsnH945a+lTdEKybmTaBQCiLHwHkDVMFzi+ErOBA6uAedBERDWhhlBfqnFfE2DtNm+QuPxesIgNBAwbUuw1Qiog8fhB5/Cyr97PzAxyQQv12yNN3gBYZBYb7JWOjJTWTftkPONo2pAQO5BWrS92gIrX2zOWNYAJhw2CqjGVLdR1Pa0V3Qd6Ui0emPn8MaAxgGWn0NFpnxFn8a1GtFjKvp0PwVg4/x0mQikveUKVKboM4BxDCJeIQAws4xq7nO16/YTAgV7LWN688dN6tp8lT7SziOd9SxauXzc5tU1L7w5JMAdGDjX6zLPPZa+8SmMfub9GG8YOvaLTUzFpNIUgNM0Z4wh/JtM3Pi9jLr5cEcg7dn2FYNGTdqYyFscfJjOnzsYTK+7AIc4DTCCml4WpvJmy8SUlD0zG7yc9NzEEGp7vvbSJGXE9Fll+TyPmVYk2NpPXAKuPHAiWMz3XCs090V2b+lPMsPN4qcYLNWMeeKv04OaTpP99VNYYRZ4kHiJCjxnYlN/VICyHjd951N4+Z+/n84Li02eBIK5bKrXT98n749YceWAMrayz6RswuVz703BFtkN83GXJPl25e3ZS7vUjh1G+o4AmNLG7wo082sbiM3i5NuNzV8mNSMuTcId6sCc/HuJa/chi1Olxy1/8im8+E/fjzgxs8u0+7JbutpHet7W/Zabl/dyaD99vVL37GgbqdLjlj/1FF78x+9HrN4MZHkdUcQ2qcOMKAD7w8pideEAQqmGeDEzBHpD2i6oSmB0gfimQ7cCJ997/ZmhdwD8AJFmzXBRAL0egAFPQAZ8bxrtU6okEsb293VmdfKRyk1ZJCwfajGFy8ztFJghFxNLZohkr66Y+OkCzdFUCumM6eKFAda+SPlk35c4Xdt8fbv2zI4IeBkDGMfNM5jqoMr7I+3LSbfCcUZ8QgpIzncityGZ/u4U5j1hop3KwVliIBUBqHTvrEzbjFC8XeeWeek+1ewy8U2uW8ZqT2V2GTe0xk3GX8JhL3XNCc+rNwJwK4OmL6IaFcFRbvOXgSFENMfiRZrH6axtPu86nZOe1RV9o6lFQNobCSDtDUQzfLMpbv+Z5801s3FGRftNF82nCFcE5Aqlo8jyqhiotuNEi6uyZ7DXuPb+5eSZXmdDInEtIYH0KeTPSSGBernO6lN7kKfSWmAmCTfRrIvpvGvkFTZ5Zc5JUn1p0Jhb58AzG+PkAT1M91NlZaYKytwNTbpSoK0RhtZma8jSwrD5orK0zsq+U/A67ids9VRd2aubNAJkDZCVR80Cp9iMZ26xoWJrnAPS9hfP1j1F2Ti/Qw+NE0XwutXn76ZGI1DhZ6p7gB9RfeLwLj/uLkbAWhIyah7L3GQ+RrZgKHldME0egC1JOL/sHQ410v7n2EqT/FoR0xsmzXPXmgR7+WQxe4kDbz9oxcke97A1wMJxpHPpfcWCV7awkFNJvCeruODmpGcnmYTQ5JX2++yoRl81wnPZF21KXiPZNF/Z2eXycczjgWZcJRx5G4vK1162FomK0sVsWixgxL+JUmj2fMs7ppr3Myh6PrI+Rc9KAv5eyJYPea/FQiXG6XyyToiCRBwzivNamRfpKFDmqzRrQB0rXWSvd/DNGhZ47RNrHLGMTGtVPh9Ms7WFJm+ThtbcuWoUgPr1wXWvbb3eKb0rMfvuRJAfitxB6XVEHQA/QBQdLdo17wt0DtdGA341aYqbnZG2Q5kAYooyq0sAGZOcgQplM6bXGbz6s3fSUWAGyZlN7pgGsfn4C5OrsvvI0UFTGqWsyTkYyM8Wjsy4QEzcJczMi/TLCCMmQCPsMcztTU5GhFMUplcY5mT/2ioTs3EUJlHiszrEWd2sMlMD9SbULUzrnsrsMm7b9sxGngMCYPwe6poTjhmzMHUs2cTg0i/eCYCYGnEckxgj3opiB0ie+4sh1Ts8SVp1ZYDFm5DA9fAoMUSxAmDI+Vt/mequ1oHBEWpDPWoAR7XFYc9WFyyYUGCGUZGTLYDORZe98u28YlIt5WQodXl56ZGfb3DEAAMU5zZYSNljhq7gOEuOzupV1kJHqrsdpwqyPtktDoZ8QNSrrAUPQNBsNT7JrCTATP6kAU2mT5J67xvgYAZIzr40eC83zylxlAW2dqjHGXPO42B6VFfNpupTADC3IohogFompBQGPVTcdjRtJkGAweav3onF41leThdrH7mJ7iE5BhOHdMlRGTsFCxPKL86KphdHNIumasYbHo2ZfCYknWKq1GVerwAlawym/Jsz97OlsmbM+t61+7YLA5n2pO9wryuZthvt2NxZibOe5Yy46Axe+7k7SXiBGWXm0U7pO/Aa2+bZLhTj7PBVp/0+q5AV2QU87jVfonn9nvGeCMhuM0spPvt+z3pOsgUHYoWD6XUODPojC5fTWiP9ycdNeBAJS39VK69u6orR4JWfubPZVy51qKx8Oy595LI+5etg+555G4WH01l6zMrMmsuxVTbvb55P8kgf8zVZ2hNbbY6Y7yDgTSSVtSsJidgq0HRe0Dt6IyRe0C89D6ydB+L6tW7RVaLYurbT8sWJ84iGQNaVKVNY+Wi36p9ifkqHW/7kk3jpx+9ChG32o+dFFJLTCADJ7FQZ9ubJxyzJnm+ApMm9ZT6GqATKQ2RmjED7yu0C3afeICdwIQtHZlBlwdT8Bw2ML9A9eoeAycXdw9Ua7XWPoPvbBaS99d7TXuJyifrnt8gZnJSRRT5J2MHHJNlGIOE2dy6jNd1nXt2O94RCNVJzEYQ4NsmvNmjfPVgwIp6WZRuCG3O+NWpjscx9HTQf37llVimuWAaqFbpHuUzxUOSEr9qgZ6gMbT+wAwISZsAgt6K6xpeoTNmua6cwgPJwFj7mUH71k9g4dxfKRTudJ2vTZA1Jg+DYSVi5yOBYY8rr7TwSM+nITp4ABvzy3sxj6POXrM0gAMlplOTdiQ/dCaTMS8/vL+b0swtnfdBI55TPitsLifZQbQET9jouUvYIAp3KsrBD2jeh9SFOaP7ZPufXBLx1gWS5oCyDcTA4FiufBD6QwGvSUmbbW2aBtqSFUhnobjNsrJ0z4oDPN0AffVofz/+TuxAr2+S1jSAhCSaZMY0G6dg+EQSETLucHIqx5lXWkv2SNF+snC7nOsVktq5JMMZjpLKxn7LMyq7JiWDOIOeNFQGwyzSZaNqSTsXge2uNKWsYVYA011J/6zkm6zCeKzOZ/IDp9qOVR+pMA9zK1x6rNnBpM+35A8vvsd+4CCjrcNv3PInf/nt3IU7sVL6qDUYCUGXjVOnt6TlNpQPTz29Gn2rJP09Y8kbC+6U3UpbpcnFUW/E8j/K0OCOunbYbzbtXu/zVlIOokufjj92FWF8lyCRgOH/vrhbtVn9bSAA07ZPy+XqQ14ssfw7mFbBtvZm1Hki6JWsVpdkqeEh8c+8w+XFavJGcGdsBOWFbuhmdE7aOLp9k72bSFB5UMvyXM7gZAy4Mv2JAKRJOw47HDDOjcsatmNMF/ugp05imKVBeK5JwBsA5w14ssbkem3nJfm1dUttsATin4F89guFxRXV5NEfkKAI1fpPuqRUxk8UQCCNql+3xvbOPsThhKpaAuLb7sIXsQx8yDblo4wE0pts5ZYza3LDUOQOk5FLBtoSwfW/Z3aR3WJzzMvPuM5U/Ip2xDEXPxvO+/uBoT7xdJc0sFD/zQADHsEfztN+/Rw7GoAB7kZ2dKZofMe6tTL1F9y2X2MM0yEGZk33eZQN2Y5D5AyBSO0er1PZtdY12CV/KwmsKw8NHsPrbCuVwdp4Rty/WxJB79si9+SoJcQBg40uNeV6f8wd+1+ot0nYaS8eTmR6NU7WZ8eFVxiTxfvrk1ZzBvS7pw+bZU7vkDTxPFAA51imied/FBBRo8fZ7SJ8CXeJjoeVwTeI8m97bPq8nCsnb9qw402+2m4jp46w42yeNszhmS2aWrrEaEFPMoCnOZeuTWFQks24G04hI3uij477GZhyEscn5FjlqMfE9KgNsQGO+yeEQt+cRLVPaBsKg2EdAR4XNZ48gRJXaEEFMd4zNFbF5t2SvvYyF0s2aGqS90s84/bcTIG5fczPvxNTt97rTffJ00bDF5veeyiG7opkv6Vln8VPWSQzIQztN7psLjuQqW0mkbwYNSskZYxE8CFiPrbokzc7pp9wjn3jtMW2jrVlp+40DAK+w+etHyE16LkBpU/bcpsannZ7TLGFc6z3ZBtDb1M5/ueH90kHmC9/KFBQ2f+MImv1oV+Merd8HQON8Tck1p3e4mi0FXcODp9OGrnPqAPgBIaWI2ZVzW+O8j861IAFcKgvPIDUnnOK4TzEwEGPnUFEAMTMmShiXOK1FyY+JkatZzxh03kcVHDtjiMTAR2+w+TN3EAPZI1ADgLxWR2A8hwEX5t3Y2SACGtiQfXqKtUtsAqwNP09DAFQJkOGwnAMrZ48KY6BL0uwqS0KAvYA8P27u73lfoS0bpjiw2WzENCidBV5zbVoqP6NM0uTMyCcmqglM87FhyVkfGu2pr8j8Pnpqn+3Rb1fzGGoCKsIYBSB5VM81PTqQgz7Zd5afnbmtDAMFKa9AVxEM5dp9KB4btiiQ555OKsjr2mvYG6z98h10TNFO+cHzI2OQ03n0aNqgBBxy/sTIe6SjuqJv6leineWbBH7vNIjHkHwJEMo9GQwJeJBzsBWXQ2hAGQK9X2KNkIRPe0xP+7xCA/ikDVP3UQ3gE1N+KO7TjDiTgWnp+6y4BBaBJOxKoJPni5iIJ+dcvIalJSo2U04hE05KP2StU8045DhI1jzNzzV3jKfleQCNUJLbMTMPMkzFfdDS7trg4r+/g/agZnlz5bxsF9FZXyPXETWSDwqNZi551QgPpI58r/JermlesJBjv1evsnpa3440x9HEpf3/+TevfRWwqVp/eV2Z9jltNZLnrJvrVH7QoKc99bMECHIfnf1NTRqOM1mdbS1uXpduxeVpKkubFz8rPGvc9hoX6Xv92s/f0Qj7hXIBALJw3r92em6S3M4rcbv1Jx8bXMHwfqldD3b43dEVI9oScce1bsbbj1jYGANQBwCBlGTlGjBeBTa/RJaCoaazwE9+eeeEraPLJG2BxaPA4i1k5rpZkFb2QOwBz6VzMyRz+Xddwm2BXjoVQj6AGXPhWxr1NrMjTHRslQMzkl60TWgE3CFrlC4cbv3zj+OL/9sHANjpbT9xDgOORqMzpblBC0RIm8VUVZgr6Y5mJnBGWBgyowk8QjU8gVXYH8jLwKeAsAREAxqHLzkjNQe8xpxRCbPLKMzJFxvAGy0x4A5NXyJLMVX23KCaMZbji8DhpE3ktovZa85E5aBUc/vzts0qI2EROCQT29gIf8SxX/Lszx8BNaeuvYaVdbjhjz+OV37iAzRI8/LLmOqmrXm7U37xd4DGl4AIRvJwev46G9+AxmS5PS5oxgStOZfmuGjhuJxG65nEZorsJ11l90xYR/qtMnwk72LkMvwuqnlxqinT9kMwFQc0YJq15yKs0Zoem2GhmljCuBGbyi3QvcXJ1/AYMHqdTOeU4pMQ+iSAtAWf3hBJgBUiOe5ymTMssRbyoQHx+XqYAGvgd29WHjROwXILK18BZuhw/A8/jtf/9QcAT/Oxrtj6g09n8A7JWsm1HKKFQAKqyQZQLpCVhQgPy4VGIOodGmdMcW9XWR/ciIR4bry/az1C41xzzn0SRRJUej52MMeJOcWIdORcmACqx3ON548I8nxF/bZ9ipc98nIVqx/Le+2VpW9+uUxbYnQmUE3rLlujFAu8bYYFzWDrjBhonrktKi+ncshWCmWyONekhYDGsoTLicO86JpvYS6kTthV3pfYjJtnobjCZcRFh3f+ucfxwj/6APyWJWd8sWmbq2iOyzGDdsAOz+Sdy9PZmZ1sI7FDtiZSlF5vsaM1fv9Mrwlr8T/BW5sCC0yV5edudg9D83jmYd5ClNZ4jeaYRwXi+STMTt0if5tl/uVh8Z8AICkXUHA9isMTvhf7gEhnyM/LZ/lvxNeS0zzScZSQfsgebT4SNKUpNPumJS87OUzfDWD6Oyc8BrKydTPHkhQRaL5/GZ+UfrfT5T7IfufWJG0rkez56MLhnd/3OL7wox9A2LTUT+mzvJvSd2mHa9WTrzMd7Y8yvtIoNL5neKwjeEvYdTjGHQA/IBQcsHER2DwPbF4E/Bremi9tyK5twKFaYbSuMUsWEAH62BogHZWUr9EEPDU2/uspKK8TqBNwMpcBjw3DnzdrCkSgaZPKPgAqa6sUzpnJPKwzTUWqwwOqP2N8dglrhaljlHIgGoFpwJyVkapE85h/0OaWCfPzKQ+gJDCYzlAWMMBjJsBWF0hOx6BoO4A4YhqeoDHxvJeyx3uwy2ViWkcXqa7BMWLORqvkjAyR95qzJcLo9eky0VOZyRqZMfUOAaNLNFd6R0i6KuHos3oVsH4e6B+h9mxdaOoar+wjfELDv3wKR2/TGBzZPX/vEEl7ywXaA7V+nsL9o9TWYki+CCarQMGO2yar1Oc8rA0w2aR3r2YPyuKALUYa+3pE6XZAzGs5BGAoT9GnM9Pl/RWGuVigcpGZDiVmsaLNk/PCw/7ShemsN+kebh0wC/RO1psMetfpvS8X6dhGPSCAEs3suGIITC7ROMrWiD3F8Rz2jvfnrxKwUopAQP8o5bdDskqRPbzacjsYNAE01sWA5qgtAcVCVr/JaQuA5v3nygBmSG0wvnlPkid73YAksRaYmUeeVR9T4NMD0FZj8rlTKAqdTo1QoLZpRW11/NxNwcrVktfbsgGcsQLKHoAaKPuAckBv0FjAuAmmj9raA4kgyAS6h4n7u4rly54c9AgAB3YH4IoBOAiAq6wOz84DvWIAzs7uPNcfQGUNM49FH/AMzpyjMdSOQZzClDM9XZCwtOA8CbxqAPw+F30WqFqa84rNzBPINg0An5lmyYIgRLbUUtuf29RWOfl+cX/EO7rKnt++4rzG+idPwQQ9le4NzUfD1j6Gt4AYDodADPpUOueRNkveGDndNunBNsKrYJGstNKefeknC+CgKBz4HnPDBmSJxPMhZP0F1x0stQeG+mk4v+ctefMsD9sAPDBYNwW1MYDvyT4ZZDtdsu6bk09Z+u0Ur0Flkybri7dIggwo+qZrMzst/WYv8LJlToRWiSfL5loqWzfvb2TmTknfY/Z89/k7BB47fkbz8ijQfLSlJv7KoVlTed5BPNMzPxVYYJn7XYniw0MEDxGNMEJnz1iEKBKnsjiFaX4sZvHZN3QmJSZ2ThpmpAtCzPl1obbQQtrcVszsty15/fxnCxLyyqsgvnF0SfFzF+sDTh0APyAkUtekbX0rgu/8JU9qLzSLDJCOHIOmFyyqxhkDTKNNsH1a5HpD0rz0FhtTYVezpgdgr+ka6ou3YflmoH+IgJcuiDkLc5hyYd4NOzSbBxKEYY0iFWXw4ifT4GVWuN4kZimFF4jZXX8RWLqFPnp7BXmIBAwlPDhG6Z6lx6JZVvxx3wt4VZhfRupu5xPA2zvM5uiTnevWxXTdwxNNexaON2U07+0WLaNolhB5LhjATpo4xUymUhQ3q4yvKF4ApGLtkZ1QuGCHZ3ZCYaCpS+npuvYVLjXcF25D0d9b/mLY3FfiU3jS9MFPGk/lod4eVoYYATDDYxg8Bf64F0Okj7h4YC+GNO8jM/aRmc4pAM7lrjQATx/4wO335GBQ2ihx4rNB1QRWnaJ1ZFacHQBhkwQYDlR2T3G8bmkeY7/VPJ/IAFQzeMmPo7suKGhsfeo2mD7mM/pggOUJSEYG+9EjHfsUHGu5a3q3fEVzsmZfA3Kc1b6JAcPlXhV1cdvxYel4sUhrftKmsLBhyqlddpUtKpr7nIS3nMfVfK34qpr1Miggsj+H/MgvNwFs4K03k8a3gfhJEUsdE7heS+Obtl3xOyyadMdrWHT0jihN+XVgABRnp4UaQEXXwObb0WfjKEJdoGGuI7Yz1G1t477iNMY/e1vDIwi4kPqFP8p5CFk/dCs9zEjPw+10tUMYc+qNO4RzwJRrWrkdAuIQWfjBIDdteZEwj1E7nPzhcHyy1gKSJVmIgOd6PK/R4rwzRDTHJPK8Do7eCXA52QIVfJNXBOO5NUne7naaHCcHZPkEGEv7s98isFfyjmVlk68bzpOO2Jvzu50/F8jEQO+JRsZ7hwyQByAGjQv/4bapZ5MsDnkNFEsyUebIuxPQxEV+brklVhAEpjK+SO8eJ9/wpBTh+SQCijQFRXgEND6Z0Dwn+d32HyTp4tgs+fDIxl/m7ZSFIs/LtDUtNHMtzXfmIdJaIuBeNfmgmOezDd9mB8Tv95fpGzy4gQS9g6ONoON6ow6AHxCSya4tf9j3IiE6CKQwvU9LXmSLxtwIxBSIN9/cFAyRGXsuqksks1ExvbRi8qTYXI9NxYKhFzBWdBWNg1aZpicAsXQ49p2P4eK/uBvlok3H56gAxDlMuTDvdgHJ+dJeQIRCA14sAxYBTe1wqLeHc4Cl7RsAeX0kDVob8GqzO3jdrcy8ulXWR9vj33uo25SUrm1zFSsH0Si8Zcg49B58DJNfvBvdEtzRtSZVOBz/7sdw6V/dTaqqNgU2y2Yg4sdIAuMQkTaMuxGAFSCO6Xesga3Xkc44FgeOe72mo9z8NJ7ZzzUx3QrbKWfyY8McJoZyTqVSb4oXbbMIYX3zW848F2Y/Ao2DPC4rDkQVm4Pr1xumPpl0cb2wAGpgJOth4Djf5B21gWnM6kEWPy+t3fc2CEUWVpiuq11e7z9O9xxu//7H8NwP3o0w4S060n/J347L68nT0Qrnwv52uvR3VjgDcSm+DeLnhaUcbwfL46WpaGW/LMqfSSa8zMfEi0AgBz0zthWGOeH27zgjfV6aWHy/UWqzxe0627/b+Wf93qlMmo8/cHfjlR/Tzy4vczlxs+rbKa5N254BK68AJMsNn88P36QDM9a8iOSzA4rvyQKdKQFce/5wnql1I6s7Sl25hry9bjBpoDnBhCdPvhVU8T/PgqPrkTru74CQtsDSTcChdwBbq8C6Ah1Fdi0mlnykVPZbJGXCUGRMjco+ZLl0zIi5UaS9g/lxOgL8YmATPSCdyyuaBmOn9z1GzGGkdiOvMfrk7WTn11FH15qChvtsNx93JZbyi9NGF0koFiODswl7qAetN3UNxIrixDFdOw4KqB0JhaTsnuJY4xtq8o7uPADWYPpWnHiWjoHS3IRBJJuah4pwruN9kn5C9YjmVE2afeEIQJywR9iA5jQFYYQ0yKmecGpxdh7ExqssmmTa2z3RWH30dvixTmUcC04da5LrqtEUp6PZuA6oad4/B75Ak1cobYvZ5Qo0fUKmTdvXFfPTcwUumts02u6sP/l1FqX+qenfcUb/0crbrmNm3nm03+/hToL9vXSynZYD/fz3G0AmodZ49eduR3B6fr5ZyGSn9L383imcTwJge3/3Gn4zSPoWWtd2+k7PuqNEwWXz8XqhK4Qb3uypm5Mbc0ADE7ZotH2ysCwW2PL1MH1jF46TpcT1Rh0AP0AkmsCiAHo9YOKIecTlmu51RBQ06t88dQVEzG8tikByQCbOg2Jgk6/QaLdiIGGJgAA34TLC0KsmX1QMOsZITH+oeP8nZpdp1+3d9jLtuhNIeANlxNxTj9npVQDMpAnbMQEnX7HWD01dymyva8/hscbk1VN7zm8YBOqqAZ26atpqKiCM6bmJJDiXCktYRSBkYC+yeZhjk1g3bp6bMgS6ZG9hzU50ZEsDQsO/KcPjK+ZpoukRbYvn5SvsI50nqJg4hwkIiHJ8mJBpr2hmIwgce4VmK8+MuMDz241Zg+v3FucdtddXgBmxQICb6bI4D0yd8ewr3ldfIR1T5hz1BRV5dw01mi0dkcYk1I0m2KExSYZGOpcbAhLbKHFGHkTqj5d8YiJYAYDG5qdOpZMSZA1wPG8cv+teFg3RRPgGrIrTy6QxaQHRfM1J+Xa6cr/y8upKX1sgZK/lZlEueMiBrJb7qOxWmcAiZpXPxcZ5QhsQzsqDOXlmtG9PaTlYzdPa39P8/rO+tXuN8xqrj52aNjHP29EGmHm7Qys919bxnJ3SvrXTpyQnrbCaE57V/2sNxttCiGvdnuuZZD52dE0pfVN4XsvJLrJtonPC1lFHQrFhZBGICRZvxd4BqJG04/neJvkTT6sCFMCMnlcNCAgV4Nhjq684b5zW9CACunRY/qOP4LV/fC/qsW20V5ivFRPtWfLeuUcQIYCkDV72EtZjqsAz46+LNwDydgDJwfCesJrMRmUfsIDUpOESkMVeZVGRlq/ebICE4ufqA+VDBKIjjaAcMecqus+8Mu26EWeUadUtexUvt0zFJwzUmp6XaEmrjSac11tt0nMKjveLq+117Tk8cVj4tkew+q/vRbVpd82vNul9kaPyJFyzp11ngZq3a7iKnQy52eG6pt+BPT17Bn4AgAmSsy0YAok1P6s4AepI75yY7CbzRoPkYEsJ+OOPoc7yRuwt3SiQYytFW0qUIcdmvUCSb1tSmwfiI8CRp/G03y0AkxVyjNaOKw+RA7XhSXofRq/vPa5YprjBcaC6RH0vl8h/QR6XHOItAtUa0DsBVCv0CpbsSLB3lNJkD1wCbxoYHKY8IaBx2BiRTglQ7Gwr7QPkdNHuzs0jnno5T1TUhuKwQzjzCMyn7gVqS22SvHydrNKcVApwm/TM3Ajp+EFdAuM1ejb1GqBKwG8AZpGEQ6bfrJ/Sr22aamRXXldDhTckOBXv16rY3qfopkGxXGYB6WTxFRnXcJ2RzfBtD8nreSoa0ZxWoJr3TI5jVECyAKvHtNXKezRHVMZm7ipN89z2aF2S7WqSJntjPXuoj+woShwtShoMknXIvDQ5RlM8sKfjI7O9nFpPxxneGibPTpxs2gJp//1UHAscZsXBOHzZX3sEX/ihe+FG5CHMivMy/j7GQFZ1noGzNjw+HNdOVyw8lKMtvc/y8vuQHHfyPWaG2cTW2GZrRBJyMY+y53BrviWB0x7DQd7jwP1iS0TxxRIy3kko92wv+5E98woBaN41xY7t+B2ZMlvXzdwFWr8VmskNnkv8nKF4jjF4SuuWbrUzMVIczt/FnOblm7cFQ9ZTNO+M3FOOChTBrcry6L7Du/+nR/D5v3Yv/HgaMsmWmZltwR7j8nbP2iYiY5NreMXU+21EKnuX5VmJDwVjmmd7PVEHwDvaTtkiDGDqRRcnPGlRY6CceBVhrGOz0E5pNwIz3HykRQT9Fk1KDsAdf7SnzAEVMT0RAERD5RlwOrpfkDZyZcFrrJ47jXpEXlVFe5WOjZmhAYtoQKnWewcRAki2gZe9hJmpiR6oRqTZvFyQtxNINhYwGvAFMc6WGfbhMWL+TMFMfJ+OVIqaPfXWwOhVYHATLXh+RO0VD8gBVF8cN2VCALZe3rlMu26F2WXadb/RMho0Bwc3ECDdfAVYOEVxElYANs5T2Bhg4xViNrUhplnqgp8TroDNV4GFG2mObbwKLJzUqNZPo3yvxuINNOdGF4H+MS57gdok4Z6AOwD948D4Qha+SPNxeAIYvUbzfXgc2OJw/wjl0QWBxfJ1NEcKifMfPmpmcJzuBwCDI+wZXpHX79ElZvREYMGaW2U578WGEYRhBisSk+890rE3e00PvgGJ9RqZmgF8f0196i1T+0YXW+uXydYuocyadb9xkZld2SO8G8VITHvBYbCwKzCQC7K+ytqYMRM5JUYjzL7vNiZ+Vlv4PrBAOr6lnSlohKdOQ3tNJxjk92KmXhwoRV5rnQPcOj+fTQKj1RqZCvotAl1xBGANzXFXAhbZW3LwzVWEOjq7CmC/LNNzlX13AqaAcALVGaBop+VXOfd+ymlUni9gas93XiYBF/mtkI7ySsw17+uectaVf4MlztP4QsBMDjTy+vL+oJVH6twprQ14FLbfpx2XbxlA035nZsS1292OUxrn/+lpjC/oBDpm1ePbQCtw3Kx0Lheytk/lzYBOsvRoh1WT/6D46MmWkuk9vgLmZj3LfE7mlbRoJyvmWVh4tzZeTtk3TDIv+ZsQ23MX2z8VbQq1xsv/7DRCrafilfxr1dXuj/Cze4rbqSEmy9ie21MNxvSzzd93oVll8zUhz59bjLTraq9V2TsyJbTBjLI7rUsgHtGWSNtZiwEJ4HuHKLxwnJwV95aAhRuQHMZdT3QdNvktTqEBkTHg2kq68g/evA8vkI5lESZRjgewJTPllsLlISQp5MJx6qMdMtPCoLe3zOfJDhqAIMxUDOQBcbJOL91knRjzapU0ShBHaZmmhzQpGv1DJzE6Nq2pKhbIa3i5TEz88AS1b+sC1RtqYpbE4+xOIGIKkDCQUYpA1fh1iu8d2kN4GRh9icBb0adzSseXGJyF2WEVMwAXCYgNTpKE37HpdNKqgJzEwQObF3jhUgTYFk4SyHQ1g/YCU1/PtNd/xjTJ923Oc5iW58vX3Mute69l5pGSZwjQ8wzbw6muyyFH3tzHKzRHxqvklMptalSbJzG6CIxfI637ZI20o34LmGyxd/oRhftHSIMawcddXdxbOIAdDI4A3afn7EaAYqdPWgGqx5r1GeXciLohYQEyJis3Kz0HP7M03LulAyRAMX1qVy1O/JhioNMEeoeofDViDdx4ukweFyMfpTakd6p3iOqarO4St0waonpMThrrLT6ubZPfDxAg7S1tj8vzVxs0mUxvOr+ymXm5orYb1qbqYjpNgE4yL5cJ2gZNWR4xJ09HtWR5FGhrhS41QnWSjtXiNS/46eNdfNVoK+Vc6OiAaADUtN6L1U5woHODgXRMmTaNUFSY4AgKp67wdySZsUdqa3qXL+cqIDrOSOf6p75v864B6XjKNO5CPM6prTkYbnPVs/LIX87otu/jMQ3oxQmY5MlAegL7JkuTfJJmd0jLx0biNSDHL01ZfuVxsVVn1uf2GGwDhlNxGuufOjldxyww2dYWtsduFoLM2zJrnNvt3KkPB43aYzmvT35G/FuVQuvKtNOj3R6nsfZfWvNxh3Kz8l1u3HVFsiZIOI9vd24naUO7LJhX0SSAN+wdXRmyjLHl9Qm+gQ6AHxhSiiYSCiCyluCKuY0EAEuMt0xcAOm8TEQkyb1I88VUSY6DkHzFEGmfouLyspdO95q+lAv00tRjYp6NASwzrlAEvEVLuy8SU5OdTE5amp5oaoy+4mHE/3QfSC9FzOlkncA7PAFQ2Se69SXSWroR0kdfAMYsEJEDkhzICBiqLhEAKoYUv1PYDIDqItA/zybD66TRLhcJSLXD/WVq43idwsGTdrB/nNriNgE9YN5qRGHL3nalTF4+xqaMYe1UVATm8zK5dh2xqXunMnut+3LaM69M3m9jKF7GTSmyCugvsWb8NdY8h9lhrUg4UyxQ2d2eTblIAMyNSCjjtwC3BfhQo/8tD6P66H2w4yKZb4sZqxyhFiY095QAocjv7h7DKtBfZK1xjBTWLAAJCrAZyJgqFzmfb8Ji0hxsU06hlR75XrxuxQwwKLeP9ByEsdBOzBbFckWhAe8aGcBrx2lex0JWlteOXePAbZLxkPuKqTCnzYrL8wsIjK38loV3szjC5JE7Y6RVmOYlY5Y2Mw/X0QaPycdDBFDUuOV/fBgv/537ECYFjAX5UMjmRogMurlOiZNnoLPfPgI60FW5BlsC/F1pqmiUtRHpFIl05UJifSBC3v1cBeirOddtDOOsK8+hKQFGm0nMNVJ6Rpn2X8T2gcjDYUY+qVtn95A8cj+T9SkH0mjVtVOayuLy+GyN2RanZtQnbcp/RzSCAaEwHaf7Ne78sYfx699zH8IWS7TyMnndMtFnCVba2jkZU5XllffLoBFe5OMxLyxtycMHhfLnmPc/tuLzPnU0l3S/xp1/72H8+p+7D2Fc7F7g7UoR03jlDTpF8xPi3aCBiQWKdaBapO2avQUgOrLqkyNir0fqAPgBIW2BQ7cCt5yhs+4ufp40nKMNYuJ91ZhIJ2A+SzOXL752Oi4x6QCBJtayy/m9sl9b0tM1k26P8jraTIpC0mBpg7RvLe1PYiZd9nbKRzAxRRHkBR3EWJqCyhvbfE/tAmltTH/6agdIpo1tJkdpg/4XzmD0vEFvodlDB0XjWiwC9QaZ2hoNVFushRqT0EBxX0TDoJnxiOLV2M4GMsJEC4MKvXs47SnSQDTMfDJjNSscWYurgMQMSXlwXVrKbHKY4xUIhKVHaZp5IGVkPkSFZt+eyhhpfjap7jll9lP35bRnpzLSttgeNwGQRTYHDWh/6Kwwl4lq/vPIw8ry880Y1agBRIPRx89AeWqsAF7ZD6xBc0dMvpN2GPSs9xqWuSBN8FmYBimbs+1y/P6rPCzAONfgoZWuMHXGaPLfwPN8T+n83gjJfQVUyZ7NVFY3IC0v0z5aSgQP6TzUuHucgE7VipviZ/U0X67a+dPkpAzt/Pme4CRA4Ac1tV+Y65C9wcn5Wgu8tvMoNd2/KWc2Cgi1wWv//AyCN83nIyuTCzTS/JffoZk7KoBMtSMB8JDdW1t6vqKtsAPQ+fRLjbZfAbRlhDXqcs64nyAd1XU5V8/WELOuMm47UYy01qte9hhlPgYWvJTUD7EakDK6l7WDt8LI8Zq6aK5ui8+Xz9qWg0pliRktFsiawhRIwDHKnugh1ZPXK1vAlMni3Py0wNZPYlIv3yVVskCQn/9UHJp607sR6bcpkYT3EidWEpr7kO4tccrghX90BuaQQeQxNyWlm5L9VEQOV838cswHyPGm7fR6i9vD7bBDriuwFQ+PnRyxZ3qzw5qtO4LMUxYcXlUScCM8nTjDLEB+asqMT2J+KwZSgMhZyuIlWvgqWR/qTTTbGmyrbh6fqfva7L4eotNo/OWIECg2/AHYvw1Kvo6ze2i+j/BYYvUjFm6t782U/x1Jv4oUKoMv/O0zCNUck7uOrh7xs46KHJYqDxQ1zV9X8xp+pZSU14A6AH5AKURymFStkUl25P3Au5JIf4Ft2vMrsk45TO9FAaYkzcLAeyDt4/Og/gh+Eq+wudZD6mM+PH3kAxpGU4BWCFxXdpX4pMlHdvUa1QtHoRio5poqAOmYs8QYGyQQrYHG1FxTG6JCct42JaBoARm5V3IytJdwDrpqpLOyEeaH5fxZ2bIg5cF1ym8Jx6yMbHlI5fMyAj6YEZ4qkzFi8LuX2Vfdl9OeeWWyfsO3xi0zt9QgRkXuMzPMQFhMTnd9NpEFAaq5twIQKg23cpSsQvrEGBUDcvhVDCn/wi3kNExp4PCXkek6ACyepH3kewnLPmqlgcFR2seNSGGpb3hse93yfsh+XTmHXXwsKNOUa+cFGuY9vQd6mgHcLT0qoHqdrDgSwOkhCQqjAiavAf0TPMae6myXkbjBSbrP6BWgPEoWJoMbqa7d4sSBWoy8n/41Spu8DpTHeB80p41e3R43fo3qmFxE4yVeT+evV6eZCMXa0N7RptwUMWMrDsVmMiDC/CrArwF2md8fP50nPQB9FHg34NcBswD4zaZMqElAidg4IHRjsiBSmsz9yyGwtUIAe7xFmv3JBtBbJN8U/SUS+PaGtBWgXKI6e4fpt2aHZrpHa6wZEJOFQL5ATI+tqq/wdc8AXE0D8HwMPQNDr1oAXDX90SUtyUGxpQsDca+p78YDRZ5XvjNSTwG4QHm0ozVJASTQY2dqRZ/yKAtEw3Mk8BpkgWAaoDwvLfC3PQfUCWzz924KgKvt+RMuqqcBuMTlYFsB8KYdp+HPH0Wfx1TAtABwz98wU1JZEejXmD7etJ1uI9IWETkK1Wt6J4oBzTNxiuoNld8pHOybB8DFl4S0L/C7bQogWkAVzdxTmgA4IlAppC2A4inaFEgOyJQCTESyeDEF8x3gfGx1JgqLwI7qTEltyNM8W05qiyQ0NYbqdbp5DtDbf3vDvInm+4dGQBCZ3xDlTnLuy+0Xy6xG0oyG2ZU1TmfPKP8tcVx3KssCdxJGaGx9/ijl4fcmbfHgNTgJMKScR7M9Q+oWZnhWnJTNlF1T7dJoNMrSdtXKK/2fp5jbaY7uln4ticfL8HooPHUMzXpjWIlyvVEHwA8IBQesvgC8+ATw8qeA9fNsAj3ZteibS7mJm5CgZtWkadDLItEqEmg1AH1QWaqlRRsGuoqHVgFRJgJawC0vMCJhn3Vta3oUANWvcdNfPoeXf+R+RBTTmiqgMSuVPd/MvNgeeT7WmtKLJdKQ637zIbcD+hjNAjIAxW9+ifdaG2D9pb2Fl26m8huv0N50bWaHLWsEhLkNfnv5xRunw9o0ZYoezb28fDtfBH3cJZ+UieDwHsrst+4rVWbWGOTjFjF73HYKL9yw92ez/iWabAsnaM89IjA4WeP1W85h+NT9WDpeYJP9BSyexHSYTd2Hh4kpUYqBzHhvYRFGaDtdx7xwXk7phqmOMWOw3XR9u+VNDOE+0qEBXQMDAY1xTvqhJn1Wmal8ADCmfd4mAMM9xvUP0RoEUFjVWdpRYKKn02bGcR0igFFme35JS+uSIUFJXi7nubSZIciYkScqYMLCAAHg7bzB1Bj/7nMYfPp+VChQHgIq3ZTxNZJWXDwspz13DBiLAWtvB3QPw4C6YGeLtqT+2h5txTAFg08GSMkkvKO3PalejXf9zXP47b9+P1B3Jr8dNSQWNUplAF03AD0H7DlATQ4Ud/kdxIqH1znvADOo8Tt+7Bx+43vuR6wLyuOQThKQE2WgmrVR4kR4LZZk0e0ch4jGoW/G82rNAklkQJMFfe28YmWaiPuXTtWQaAaxits95bRSNb/BAq/kh6EtyAhNG6bAvyjqZgmIBSuIwCEnA7KUsIDpE69XDMnsvL9AvNXiSaA4BBx/N3DoFLB8CtflPvDrsMlvTYqRzKXipNEEXTMS1GxAJkKKX4SSmM+y4PeQtbXlgBwhQTHD5emF7h0i51LFoGGiRUPYP4TmDFle8BS4jkUSPhSiLRkimYHbRdIY2UXAbUxf/dYcTQ8s8MQ9OPXVljw2z9FUiUZN2jp5nY8h4jjbbxZLAQSzAE4bDIURpQOAW95buL/E4Y0sfkZYW96fDhrn4LaXb4fzMrlztlR+l3yXU+Zq1r1TmVljMG/cegs014Cdw/t5NuLnIJ8Tg0WL5d++B3ZoUQ6BekDxtsdAhbUIAk466uiqkrcYfO4eUml11NE1plhZvPi/3oNYdfOxo2tPYWLxWx+5B2Fi5zqYfSuTCDsS7o4NXyLKMgH5+XFyivkXOac7r0uEuTHwlhEgCRqMJQslZYgn0mwpWPbJr04xJMfJ5QL92d71Cb6BDoAfGFKKAK4q0Ox3VWhMXK4EselUeur8W/VYqhhIgyFn6mlNkzs6Mm+Tl8MOWMrI5mvlIlBs0O9iiGRq2TvEpl/shVhAdvDkBVhMdXIAHiN5S68LAuLi0E3MwnvLtH2oPARUZvt1tqZHQWEZ6vDOmqq2Rg1jEi5MaeFY2ioSw2suLOnouiMFBVstd+C6owNBCgp6tJz2hs+j5FU9koYnsKlqmABOkaY8KmKoYqR0XyOdTx9qPsLMA0auFWt2FJlPW0dX1FxPoHJi/nqlr7mZ97wrAvsyUay0UWSVJVdXU16XWYSIoDnW/C2qG58rGrwHN2Zm9hXIUSrnDR5T+6ltoLHUFY1LOgPaNWOtC6pHRRYGc/lQs6aNj33cKS1UNDZGxidQvI4Zo4xWXCu/aMaCQ/L5kMdpboOYGfttcQqTF5bpdBGeY1E13/TUZsXjy2PkeX9y3CE9gNoSHc2xUCOZ5PsaCUxI23cKR3YwKIJ40UiKIuFKhpH9ib+QKH1pWcjANJaG0fNzNdT2ANaG1vQ8FPjZt+qTcDr5gOv2ni0SMSdNHjW3WzS0PlA5ea+2/faNhlZM5eVI25j1ez+/RSMbea5G7P47yjvKv4MHVFDYemE5HcUIXgNN/lw66ugyqAPgB4TECdtNX0kv//qr5HF5MgGqMS1QbguIY9Be8AjanyIke094v6rsAxKPw+JZGaB4AGmfquxpgifz6iTdUqxdBK7bg+4BkBf0D5zF8L8+iMZjSEcdXRsKqsbFO8/iyLPdfOzo2lM0NTY/cBaDT86ej2J+Ll7TxbzSM6PsJoCPDTD0E2Kmg6e04DmuBhzvMXU11zFpGO7oaB+uXAVowSM5H72i19xpGOZfEZu+RtbyyDWALW4YrKisYN4vxYKEGEmeLsDbO5BDSNe0LeWVqiIJJUSAEVzTtgSaHKfVVF5OL0gALYvbKS04etae64xAOgkl3Ve14lr506kFvMdchBi507oYWAjAwDqPM4Mav/MfnsVv/LkH4WvaKC7CH/FfEtHMsQS0PAmDElBvpYcAOmlBhPPZ3JOTKJClhz2EFQtY8gcS9VUIyxjyeAYeqxCbcRPzXzm9BkDycyJbtBRIcOQ9pwUShAmID3G6bs95NKdFT/M1YEaaY6GUaqyONT+HPK2dN0QkfyUyvmnPdwaq9/s7fyZBNLi7/WZhUVoXPKCGNX7XT5zFZ/7YgwhVQXNKsip+l7M5kPog42OaNu0UpzL/OgnUi6k8P8M8Dln7p+I9GmFqJjQQZ2YpPjZxPhdaxGxsZCzze8WmnpSWjZ2QrIX5SR5pfXgbWhLMousGgP/QD/0QPvaxj+HTn/40yrLEysrKtjxf/OIX8eEPfxif+MQnsLi4iO/+7u/G3/pbfwvWXh/d1JY0rsWQPHIjAGYNsJoBOIBaA9Hy4shMBACSngPNC9dRQ96i/8n70ZlYdnQQSEWLw5+/H6qbjx0dBPIWgyfnr49Kk7M0AAjL9J0Kgc63LxaAeo38Y1Tr7KV7jayXqlW2TOJrvUGmg+KErVqneus1rjs2DHk6H16Ahb461z0B8ABMNsmhXPJXkufJItJe9gBMtmjriTijm6zTdpdktinMbmRHdctZ3g2y/JpssBWWojw9Gb9F+l0uAOM1YnbFoZ2cO18u0D1Fyxc9p63zMaAb/IAZdJVDup/syeckxEg8iWynER47j5P8CRCKLxi1PU5FPp6Ut96ItrOJs7j0T+7HiTtsOsYUIMd/5ZA9e7PTJbdFfQFoS1G5sD3d8H0ce5Gvt6g95SKNQQSF3Yi22rkt7vPCdLjeoOcg4ws0efL9uMrsMczARLGjMxWp3TIn8325ShO/V3Bf6gmNizb0DOyAw2PyiSK+NWr2rq80ne5S9KfDMdJ8iOC6dVOf0pSmNM+NLWpvqq+VJlsPyyEpjYoBhcdrSM7aejyn279jpONRoZs5qxnoC5rf72+l6Mgqw9u6VNz9d8Ue9kUYUK0Bzls8/9fuRzmwQJ/m4UzHl/l6wqAaso5leebFJeDNgpRmAcL8E4piK287Lqd2/Iz7TOVrtW9m3QHb79OuJmT5FAkT5ESW6NFIa/JxUWgcIfOWWGUBPQbKEQtu2b9ImPUsrhO6bjjAqqrw7d/+7fjgBz+IH//xH9+W7r3HQw89hBtvvBGPPfYYXn75ZfzRP/pHURQF/ubf/JvXoMUdHSRS/rqZ6h29DehtBb59I8GPLF2vRVPFYEuOv5EzqycbgMqUsXJUkhx1JunC2EfQOfCz4vSA2jBZp3ZM9hGHkgAkuL7R2nTaZAXpvOmx5GcQA24nBgSWkqbDttI2kDwpp/11zHSMVxptRDr6ihlEZRvNIbK0PE9UVH80II/panveEAG9ZenYog3ilarVVhnHzyirN1RAZCeMgTW4cTCHOQWSeaccmyUO5HKgHfT0FbzlJ5nZXuFrTrI/MWmh9koKSTMMeVZ8BRrHTOLgU/M4QjXtkD2Rck3t2eGec01fuVC9RSApsGm3r4DxKgOuwFpf32goFfvFkL6kvZ9sQZdr3hV4/uVacWmSaLvnxCXNu8kAfSsOhUVkrbSMx9TRamgcU2n2vj0vXWkKi5d1WYd0gWRyn3y6aDTabZOFNZJzq3a5UDfPKz9WcbdwbmYeHL/TYp1oMwtFy04NFQFjWzbrpu5nzz1SHzzPr2TeXzcAXhsei4o8j7f37WbTNs1jBTQOtWaltWkH7WaO4Wb9blN6r1rvVAru4XcuTJr1e9ZNTY+CYZG2xdhFix5/j+oxXS0fqVaPmjXP9Om51OzMVGs+0SH/3u0UN0bjnDQDobLVJO2dBprj4nQzLyN4HjNwVTxX5djfaJr1xrElre1Nj42rmv4lARDHy5y1vek0X7MlLX8v3ARpa0w94u1E/P0T528AprdX8HMJXKcSawReO/WExsxXDMD7JOhR/LyuRwvd64YL/MhHPgIA+OhHPzoz/dy5c/jc5z6Hj3/847jhhhvwFV/xFfjBH/xB/OW//Jfx1//6X0dZljPLdfQ2IOPe0ibogRe14GhxclWziFZjcpAnWpbRJn2E/SYQNehM04rWP++oLslnDOBHzAeXQBzvXuZq1n05ZQACS2Z5Opy30zv6gKQyvgkr7F7XvLDRzVFNatCE49Dh0nvOYuHJB6E3i5l59hqutgBowI7oo680ffDqcfZxc0BZcRwob8XaDKkPoI/1ZI3GT7xsy5Fr6diiisLb8pqGCUlnCIt5J2uIQkX3jSCgl8xwmREIkRgQxEbDk5NnDZUCpZseEMYUJ5qccpEZjiyut0xxwQO6x8df7TGuXCSNkGzfcRPWsm1Na8KS1nEJQA06skoRoOkdAtwaEDNm3fSor71DpAH2nsyyk0dbyVPRvX2WRuiCtYu5VkS1rrzH04+pP6Fm00c1nVeVDrf+wFm8+IMPwq0WUCWNtWXnhAI+5JijqXr5vG0pY/oUv9erHfBpHwx2Zl0FsAtYuFpXrZF8ruSaccQG6Old6gCvQdoQk2j5WEFlG4CYhj7yvllmbm0f6RxwN0YSOsVI9/YTHrdJM3/k2M3oGqY+pQlo5vur0JQXrauASK35fRLmH025yM93ynM06Nm34xBpTU0avWwMoTBlpSoChtiKM32HO//uWXzuzz+IuFkkAOaBKT8FgcF70DyWM9Ll9Uj3Vs29osqUb4rMcMUsXvYo596gkxIvKyea0jRWdQOG0pnqeZjzIBM8CMCdclrFpu2eQf8USGHBTQ7okwds1jbKCQihbt5bn4XFzFwZNiX3DNJUA9SVzs5RLxpBTZ4mDkOF/5Az12XdEGuZNA9NAzrbv8UsOwlITNNXMTEX/0J7+U2LFJJQI2L2b7EWEEGRWCXIvXXf4f0/eRaf+eMPwo+KqePA0ncvZHEajV8AfheQ1b3nOJX9xXwCNnNcfqeTKWLzfFTJ2n0AvqCw1q3y8yi9kFlY4tUOaQaw/Bc5TzVo1kYVmV/jPvuKneHyHDYlnz40pLKmR5YUvSX6PvePAosngKV30Lq5eCNw4k7y33Q9OmK7Dps8m371V38V73vf+3DDDTekuAceeAAf/vCH8dnPfhZ33XXXNWzdW5NipI9FcsgTACUmIRGAJUa15qPU5LzttDfLIDlJEQYh8oeyWqd6hckXrVBwpBUKrKkSbc1MrQ0v8iFaqI8/iFG0UDHTVK2i0TTN0Z61tXCzQIbOAAn4gysgCSoDZ24PYewvrCOw8SUaO2WB8SVgdJGORIuRjrNb/W0Kb75CQCFGwG2Sxs8wIxYVnd0bPfW7v0xj51zDAPjR7mWuZt2XUyZ4YHyRzodGaMIK0+10m7QXrlwEwojC/WW6z251zQtrBYwukJaiGNKZzhS2qDYexCVtW/H7C/cW2cRwgT5O9QZgF4BVQ3PRDChda2B0E7D5Ej2flUWaCzEQQBi/Tu+PgCF5B4wCFDPzmsNOpP+tvDmjmsyHQ8MYyfGAEbSlJogmQv4Y4GveXqMrJA2UaMmEqRIzTg3eu8YM+NTxKXkceL1h0Ho5cUZMQ2MGwsBrjDDqkp+XFWEcAWLoTWQGUTVjI5r1pBlrMzRxRlqk9z3kWbO0qTyxqSeIIKWVN44tXvjIgwhjO5UXoKth0JDW1Kze2KrfYH9XqUNxea23X2NEcvp1Na8x0jOS/ZC55i397VKHUtPXEDC1tzPwvJVHIOfVixBVnFyJgzIBjekdQPMeybZTxXl0ljbVFrCTtMjjHrN2I2uXvK/5nOJ5ZrK0NEUlTsZJNVgCPCZpnnEftM+iZG7LeHMcxhbPfPhBKEf76nLnWiY0YyCOvgx3cl66Cg1INKF51pr/FF8lLzTNAwnL3mvDDU/l0KwB0r68y2mcsrUR2C7cEeFAcm4ma4zU2QZMMidV9qzyMEj4IM/W5WF5XmjmhjQt5QPNLXE6FrIxFUGIpEV5X/jGgfsr64Os8zIeWjXrVvt3MpzJyqYFNRuvZEGwy2+0f6sZv/O6pfOBx5x/h02Lp77rQYTaTpUB0OzTlzhpR75eC+jdb5y0QQanHSf3URlPLYtCNt9SB1V2lbLIxgJ7iI9ZfJ4WszLtsi7LJ/HSh4ApE/R05rdYDLGCpeg3fM7CMWDpFG17WjxGvNux9wBH3nn9gfDrrLnz6ZVXXpkC3wDS71deeWXHsp/85Cdx6NAheE8zwRiTwrfccgtOnDgBpRSMMXDOQWsNrfXccF3XMMaksLUWSqkUBgDn3FRYo0CMEUE5AAWt+IWnsA5QJgBbFjABqgzA2ELpAFUEhMpCKQ+YiDixQOFp4a4MUHpacCoDo9ieamKgSgftFeAMPByi14DXsNoBXgNBQ/cc6koDTsOjRgwGKmoUqkaYWLixgjI11IolszbtAGdJ2mkcoi8QJhEoHMKY+qF7HmFUQJUBphfgNi20DdDSDxtgFwLcuoVd8PBVhFYWuvS818wgeg9VAnFsYJc87d0qDIJ3MD2FMDEwfYcYqR+qcNALFcKaRe+ww2RVoxxquLqGhoHuadSTGkVpESYKdpn6V60DveMOqOk56Z5DmBSAijClg58QYlelh7EF3DhA2QBjLcIkQA8DlLeoxwGDEwFh3WIy8RgciwgbEgbChsFk4jE8AaA2GK959I8CcAbjNYf+UXpO43WH/hF6HuN1h/5hDRU1qomD7WnYQqMe1Yi1gfcasDXc2MKWCujVUNrClkAoHOpNS4KDvgM2qU+xpOekVEAoPJSnsOoHRGcRRgG6DGjQUkBUFsF4KBtp1dQeYQvQ2tD8VQC8QbSevxUGwTooKChnoPoOMWiETQ1dirpNA9Yhao0QNFRRI2gDBQorZRGjQqhraG3ZASE9p6iAUDooFICNQOkQQkGcV+mbcEHPQ5uA2AsIGzT30AsIWxbKesQyIlYWyng6MaA2CMpz9w2CzsMOsIrCxgFWI0IjWAdtCIEGS2sEtEIcjqGqIaANYlHTl0MrCitLwKxwrXBB7ziHow2IhUdAgaACnArQziKEgBoByll4HxBUQKgtXPRQJiLCImpPQi9rAOtJgBMNdOnJvDIYhL6DNQoRBqFwsEYDkd4npWiti5qen1IaMDT3IjSUrRGDhaoVVFkDwRKYLh2Coz6pPs03rSOUdYjjAhEB2lCfFAJiERA9zTdlee7pAN0LJFizHqqgdU8XnkzslKHn52keBu0JVGuDWDjoQiEEA2UdlNaISsP0HAKof6bnEKV/RQ2lqU+6rBGdRYSCGdQI4nij7xCjJY1N4YCqQAQ9J10VCCEA1iPEAlFRP4LnuYeAGC2iCTBlgOf5pkxEjBawnj4BE4NgPfFQjvoX0jNzCLyWo3RA0IienlOoWfrRc1CO+oSCn1PQ0L0aoTa0tsUIeNI46h71SXE4VAW0obU8jrkffY/oC3LR3QtQWxZR0RoRo6Vvlg1QPN90ETnek8YPBtF41kgZaMvxtaE5FhUUqH/wGsrTs4HT0IHXC6ehgobp10BtKL5XA5WFioriK0t8Xc8BE8smiw6Y0NzTpQNG/J3teaiKw2Wgo7AUfauUozXCmEB1Wg+tI1BTn4ymb641nl9bA2PF5t1AW4eoFX1HC/rmqqiB0kFVmp8HzT2lab4hGERP/Qs192lYQwVLy17hEGqLqKlPoSqgEGEHDrGitc5Yfk46IJoARIsI4inihN4nGJp7UCQBCBPqHzEo9JzIqzivFxEItSH7XCioSN9cQEMbDTOkeaiVhuk7WKthetQnow2U1jBDep/gFIKuAWdJ0GVq1BOHUhnE0kH7AiFGVJsOvUGBgABXe/QGBcYrAb3DtEZM1gL6R3itm1D86EsWqvDoH4kYX7DoHaLvUL1m0D/qMbpI36fBSY/R6/Q+9Y46jC9Rn3rHHCaXeH3T9Mx6SxqbFxzcloYdaozWa/iRgSmIp/BbFtoo+JLCyoOe95j4CMXvEHSk8ITWOlV4xDGHLT0bpZowTBZveY2Y0BqheO5Bnpk3vDbS3JP3ScKxpjVCFw4e9M21pUOoqK+mX9M6ozTUoIZyFgEKaljTfI+AGTrqHwA7cKh9AaUivVs1zTfT80BFa4QuAsDvEAy9W8YEaBvgxxZaU5+843VPAzoYhB7xrdEZqJLep+ioH1D0PumeQ3S0luuBQ3DEJ+m+QwjCz9YIkdTDelAjjOibq4c1QmWJpRk6hC3iKXTPIWwRH1EcH6P60iKtb0NPfKDh79DIAkXDw2oTgEGgY8sK5ssrS23X9A6pkp5TDByOQPTEl0MrRMd98rwuSJ8896niPvVrhMo04ZEFgqL+sUBV9x3CZtanMfERqX+G+fIxh0vuk/DlEwtV0HoRxjT3YCKikzDx4ornXvQGqu9JkOHpOwvPfWK+PPVpooE665PT0As1PEyah1AW0dDcU9qSpUjPwfaIj3CeePEQInztUBT0zfXep3AIAdbauWHvPWKMKdzGge2wc24uJgzJLG13uqYA/Pu+7/vwwz/8wzvmeeaZZ3DnnXde1Xbcd999c9N+4Ad+AA899BCOHDmCO+64A48//jhOnTqF2267DY899hhuv/12nDp1Co888ghOnz6NkydP4uGHH8aZM2dw9OhRnDt3Dvfccw+Wl5dx9uxZ3H///bDW4uzZs3jwwQfhnMO5c+fwBx78EEbjdbx6w6OYjB6C669g+ZufwBd/6AH0bruAY9/6ND7/V+7Dwle8jBPf9Bye/b57cfS+F3D495zHb33kbhx/8Hks/I5L+MLfPoMb/ptnURwb4YW/fxdu/o5nAAAv/cRp3PTHnkL9+gCv/Ks78c6/9CQ2f+MIXvu5O/CuP/s4Vn7lFC5+/Da8+39+DK/+3O1YfewUfsfffQQv/dPTWP+1k3jvP34YX/hfzmDr2aN43z87h2f/yj0Yv7CMr/jps/jcn78fbt3i/R89i8/8iQeh+w5f/r+dw9P//YdQ3LiOO37gUXz2ww9h4V0reMefeQLP/MUHsPzeC7jxO57Gs3/1Pix95cs4/vuew/M/fC8Of/AFHD5zHl/80buxfM/z6L/jEl7+yTM49o3Pwhwe4fX/+y4c+eZnoDRw4WdO48i3PIX6wgDrj9yJE3/kSdQvHcGlT9yBG77zcWx95hQ2PnkbbvgTj6F36wrOf+RBHP3uR3Hx508DXzqJG/7Cw1j5mTMIrx3FzX/pHC79i3sweXEZJ773LC78g/uBscXJ7z2L1370Qaiew/E/cw6v/vCHYI6v48h3PooLf+ch2FtWcOhbnsDaRx9A750XsPB1T2P9X96H4j0vY+HMc1j/v+5F//QLGLzvPDZ/9m4MvvJ5DL7sEjY/dgYLX/MsyhMjbP3SXVj82mdgh0D1xGks3PcUTByg+rU7sfj7n4RaP4L6c3dg6UOPI758Cu7Z23Do2x+De/Z2hBdOYflbHsHkU9SnxT/yMLbOnYEaHUX5B8+h/jf3INbL6P+hsxj/1P2IxqL/7Wcx/ocPQi86DL7tHNb/yYdgjqxj8M2PYuOnHoK5aQXD3/8Etv71A9CnLqD/1U9j9LP3oXzXy+h/1XOY/Pt7Ye94Afad5zH5+N2wdz6P8vgl1L9yBsX7noUtRnD/9S4Udz2DGIDqv5xG8VVPIWwMUP/qnej/nifhXz2C6rN3YPB1j8M9fwru4m0YPvAY3DO3wz93CsNvfgT1E6fhv3gSh77rYYz/4xmEV49i4TvPYfzv70G4uIwjf/ostv6v+wFnsfhHzmLjpx4Eeg6L33EOl/7+h4CldSz8/kcx/rGHoI+uoP/1T2D8vz8Ac8MF9D7wNOp/dh+Kd76M4r3PYfJ/3Iv+l7+A8j3nsfbTd2Nw1/MoTl3C6ONn0D/zLOzhESa/fBeWvu4ZmD5QPX4ay7/vKWg/QPXknTj0B54EVo+gfvoOHP7WxxHOn4L7zdtw+NsfQ/WZ2xHOn8KR73wE48dOI64cwbE/+TDWf/aDiK+fxNE/fQ4bP3MP4tYyjn/PWax+9H5EbXH8e85i5R9Rn45/zzms/P0PQS2u4+gffhRr/+QhqMMrWP6DT2Drpx8ADl3A4GufhvvF+4AbXsbwzudQ/4d7Yb/sBRS3n4f/1N0o3vM8zI2XEH71DHpf+SzM4gjVf7kLw3tojRg9dhqL9z0FvzbA5i/fieVvoudU/+c7cOhbHkf9W6dQf+o2HP5vH8P407fDP3MKR777EWx84jTqL5zE0f/nw1j92TNwLx3F8T9zDiv/xz3wr9L79Po/uB+YUJ/kfTr6Z87hwt/+EPTJdRz6jkex9o8egr11BYNvfAKjf/UAeu+5APO7nob65fuAm15GfMdzGHz+XviTL8AdOY/es3djsvQ89A2X0Hv+DLaWnoU+NAI+dRf0XdQn/8nTUF/1FMLqAIPVO1Hd/iT8K0fQW70Dk9sfR7F5CsXF27D1ZY/BvkZzD1/3CMoXT6N69iTiNzwM/NczKM1RVF91Dvgv92BQLmN05ix6n74fkwsW+Maz6H/yQYxXHXDfOQyf+BDsiXWs3foo+k88hOLmFazf8AQO/dYD2IoXUN/2NHq/dh/CcepT8Zl7UZ94AW7xPPD43cCXPQ8cvgT1a2cQ73gW5tAI4VN3Ib7nGf4ongbe9xQwGkA9fyfiVzwJXDoC/NYdwJnHgZdPAS/eBnzwMeC3bgdePQXc8wj8k6dhRycR730Y+NQZYOUo8PvOAY9/EPg9j1Ldn7ifNpF+41ng3IPwtYN56Bz8T38I5qZ14KsfBc49BBxaAb7yCeDhB4CTF4Df+TTc2ftg76A+qcfvhT/xAsw7z8N94m7Y9z2PsHgJ+jNnEG57Fnp5BPerd8GeeYZM2J89jfjep6DcAP7Td8L83icRXj0C8/IdCHc9jvDiKeC3boP+hscQf4PeJ3v/I/C/dhp45STMH3gY/lfPIF48CvsHz8E9fA/U6jLsd5yF+/n7EZ1F8a1nUf+bB6Gsg/3mc3D/54cQD63D3vco3M88BHV0Beb3PgH3bx8AbroA+xVPw5+7Dzj1MvR7noP/xL3Q73wB6tbzCI/cDfWe56GOXYL/z2dg3vssMBjBP34XcPoZ6BIYPXIaw/uegg4D4DfuRLwre05f/TgirxHF/Y/Bf+52mEv0nPAbp+F/+yTMQw/D/fIZVC8exfC7zmH0C/egcMsovv0s6l+4H+PXLJb+2FlUP/MgXO0w/G/PYfMnPoTy5nXYr38UW//iIejjK+jd9wTcxx5AOHQBva95Gps/fR/su15G8eXPYfRz96L/u14Abj6P+NjdCO94HubkJUwePoPiLvrmjj5xF3pf/Qyg6PtUfpDWcvfUneh9/ZMIrx2Be/oOlL/vcfgvngK+wH165nb43z6F8psfQXzqNOJrJ2G+iZ4TVo7CfMs5hEfuAVaWYb7tLNzZ+6GDhf4D/47e3V/8epgHPoHwsx9CWFjHwtc+ivDzDyEeW4E58wTixx+AOXUB5Qeehv/4fSi+7GWU738O/j/di3ATrXs4ezfse2ktV//hDHpf9SwwHGHy6F3of/AZFBOgfuI0Bvc8heLSAPWn78TgG55Ecf4I3OfuwOCBx1F8/hT8c7eh902Pof7c7ShWTmHwBx/B5D+fRrF1EvqBhzH6pTMoqqMovvUc1n/6HpRxGf3/x1lc+if3oze0GP53Z3Hx7z2I/gl6Thd/7EMwR9ex9B2P4tL//hDUkRUc/rYnsPJPH4A6eQHL9z+N1X9+H/QtL2Pxg89h9V/di977XkDvPeex9n/fjf7vfh7FzZew/vNnMPjgszBLI2ycuwvDr30GwQHVfz6NwTc8BXdxgPrJO7Hw4JMYf4Ge0+K3Po7Jb57C1hO34dgffwyjT96OzU+fwokPP4KtR05j4zMncfJ7iY/Y/PWjOPmXzmH9/7wH7sIyjv2/zuK1v3s/ip7F4f/hLF7+Ww/CLjic+Avn8Mr/9CHY4+s49scfxZd+5CHYm1dw5A89gfWfegDx2AUsfuPTWPmJ+1C+52UMvuo5XPzovVj4qhdQ/o7zuPQv7sbwq59HeeslrP6bMxje/SzMMj2n8gPPIALY+A+nsfRNTyFuDrDxyJ04/G1PYvzbRzD+5B048ocfx/jXT2H98dtw8k89hs3/cjsmv34Kx/7UI1j/+GlUv3USJ/7Cw7jwr88gfon6dPGj92Dr/DLe8TfO4tW/ez/i2OKG//EsXvyhB1EuOpz8nnN4+Qc/BJxcwU3/w6N49X99EObEOg596Amc/18ewPDdF3Dk9z+N1/4RrXvLH3wOr/34vVj+mhdQvPs8Xv3Ju7F0N/Gw6z93Bv2veRZ6aYSL//YuHP39z0Bb4OIvnMbhb6Fv7sZ/uhPH//CTGP32Eaz9yh04+Ucfx+izp1B/7jYc/q7HsPrLt2PjyVO45S8+ggs/exqbnz2Jd/6Nh/HCPziD0W8exZ3/4Bye/evEw77/n53FZ//0/fBbFu//qbN46jsfhFlw+PJ/eA6f/vYPoX9qHe/+oUfxme98CMP3rOCd/+8n8Lk//QCW3n8BN3/30/iN77kPh77mZZz8lufw7F+5F0e+9gUc/iBjjYcYa/zoGdzwbYw1/sFduOm7GGv81Gnc8icYa/z0nbjte57E5m8ewWs/fwfe+X2PY+VXT+Hif7wNt//Vx/Dqz9+O1V8+hXf/yCN46aOnsf7USdz5Yw/ji3/3DMZfOIrf+XfO4Ys/cg/iyjLe8f1ncfH/dz/U0CL+vrOwTz8IvezwbDiH4/gQNjbW8Su/+igeeughrKys4IknnsADDzyACxcu4Omnn8Z9992Hl19+Gc899xzuvfdevPDCCzh//jzuvvtuPP/887h06RLOnDmDZ599FqPRCHfddReeeYb6dPr0aTz11FMYDAa488478eSTT87FhCdPntwz9lQx7svdyBWl1157Da+//vqOed71rndN7d/+6Ec/iu/93u/d5gX9+7//+/FzP/dz+PSnP53inn/+ebzrXe/Cpz71qZkm6Gtrazh06BAefvjha64Bhyvwm/8+4rP/1uH8rxTYuhQQvEdYYc1xSdInsMQwTEiSqIyESXIdKwmTRFQVLJUSqVsQSSKdAzElaXMkgd9V0rbI0rWgoBdqBE/aLcpPWiE9cKRBjaSFBGsVTN/DbxYwfZIeug0L3Zvukx2SZtwOPHwdYRRJEpUBVDCIytMeu8qgWPKoNwBTGgTnYPoKYWxQLDkETxI1FKxBgUbviEO1qmEHGm5SwxQGuqCwZQ14cYQkidUa0DvWaFZ1SdLqCJZc1wWUDdDaA7pAdKQVVrCIkfrhJxbwAb3jAfWKRfAevaMR9aqEgXrVIHiP/jF6TuNV1oB7g/Eqa8A9a8OP0LMZr7EGHBr1yKFYoOc02aqhlUEx1IiaNAz9JQXoGtFb8masHdwli8XbuE9VgWI5wvZJcu18gO17oCZtg+2T5Hr9SwGLNwYYbVFPAqIKsMbCOw8fIvoDkh5ufAlYusFAGc+OPgx04WmbgjewfYdQKwAcdhqbr2gs3ETvkJ9oBOVgDM1JF2oUpUF0GkGRpUL0Cuuv1Vg8QZrHunJAtDAW8N4hugLlMMIHh83zBRZvDojKpzBUwObLFgs3NuHBCZqHFPawvQg/tnDBozek92btZY+lm0lTsvaKx9KNpMlbe8Vh6UaVhenZrL3isHBCw5h2uMbCCUPhL9VYOG5hjEphbYD1L7mp8OLxAsrEFDZlgKs8xwfUo4Clk/ScQgg4dJPF6kvUvyO3Wqy95KHLCGssVl/x0AVgtMHqKx7BA9YawHjaB+oMUDgMjyiMXjeI2mF4RGP0uoaPDsaSdssH1nRZjRBIswqQltVoi+gUoibJNR0f5BC9JRP3HmvpNEnjURWIMQDGQ4PWiBgCNCyiDphcClg4Tu9WRIBSFqPXPYY3RKhosfmqR+8IUF00GNxI697oFYPyqMfkErBw0iAqh60vKfQP07s1PEHPafM1h94hjeqSxuBGB0SN0Zc0ymM1Jq8bDI5rjNdIkz84rLB1qUb/iMVkhd6n/rLF6ALQP+lgUaB3JGLzdQcdC/SOBGxd8Fg4Rut6jAEq0Fo3OB4wuUT9G10MiDVpIaOK0IE0QYNjwPiCgQ+eTV4NoMnKyWh6TtGRBjxoR1rVyBq7qGG0RjAOk9c1Bkc0osqek6F1QUMhmJrGWgGTVYdy0ZIH86MO9cUCvaMRUC6tC0p7INDciyagumBRHA6o1gN6i6SRLA8H1JcsisMe1VpEb8lisubJK/qK4Xigt2QwWfcolzn+iEO1otA/YjDZoDVCR+qHCtw/Q9YXFF9DBcPx031S3pLlpOG5ByAa1qwiQhmeeyqgd9SjulAgsLZRe4ugApQOJJhQAVFLvIdSkaw7FGmIVW1QjTyKQ0B9yaA87DHkdT1EhxgVdKTnFJ1GtabRO+ZQrWj0ljUmGzQP6zWyOkNtUG9oFEdruFWLYlGhHtewfYvqEgDjUC5buA3AHnJwqwXsYkS9RTyFUgFRe5QLBerNALtMzwPcp+jombmtgGJgUW14QEUaM8X9WKH5pg1p7BA9OyQj64QYFVkHIbOMMQ6oNYLTZG2nNFmkKeIjlCaNZHQW8ApB1VBsRRK0Q3XRorcEttwg7VY1cuj1C0QdUI89esOC5thSQAyW5t0hCtcjCo8vkFVW/2jE5KJFuUTPqV436B32GK/Qd7Z/zGN8CUAw6B93GF9UKTxZYcsfS8+st0wWaPAa/cMa4/Wa6jisMd4gTX7/sKJwbdE/Aow3XApP0rNhi0dXwI0CykMe0dFzKg/Rs6m3AopFWhdUQc9MNKtKRbIaLMg6MFS0frsRUA7IaqFeB8qhQTQO9bpC0acwoobb0CgPE+9XrzfhalVD9Wr0FgwmKxrR1ugNyOqsGtH71DtE/Qhjema9Yw6T18mSrneUwiGQZlWeU9S0lkPR9wmOeD9o1rhq+j7BE2+kDNBbNJhseN7eY+BqD9ujZ4bCwY0UbGHIAi5qskpYZCvOqOE8WV8gaKCs4TYMbI+sA+Et6k2y0LKWt9+Ujqwv+yDrDlegHhG/V5S0RtRjT1YLZvo5RRWgo0W5HFBtCb9Olj9l36Ia0XsDZ6B7nvyGrBoE9vSnlUF5yKHaICtOFPTelEONaky8ePTEz2rWIgeQ9QWihipr1CMLo8iSzrMGXPUc3MjCWuofWTlGqNKh2iygTUDR9wgVWd4qG1BtkSa/6JFFCTTNvYqfk7ERJlqyYALxRp4tbFUwxD9Gek41HKInHlYVDgoaVrGFltOoJhSOjiyCTL9GqQ3KBZ2eTbmg0Dtcwwws+oeBhRscFk+S1UL/qMPhUwWOvjsiqmuvAd/Y2MCRI0ewurqK5eXlHfHtNdWAnzhxAidOnLgidX3wgx/ED/3QD+HVV19NEohf+qVfwvLyMt773vfuWPZ3/+7fvetACeVHms0LF0Wx73BVA75S5HTEA/AaYSSbpjXCmMNeE7AEyOTGSdik+qbCdRau8nDT3jCZEx7n8XKIOIcJPyFMCtpXyPGGPUMqFCiXgKgUFAoUJwBrNXpDjRCAxRMaMJqZLwrDAzFqYoQ3gHLRYLJKDhiUMgSCFRCioT1ICrCLBvUqYBcBt2FhFwG/Bdhly2Y9oIYurgOjJQyOWoxfA8qjwOT1Av2TgDbA6JUC5VGgXgEGJwtEAKNXgP6JIu1vUbZgz70KEQWBiIKZDA0oTWFECg+OaowuAYgaCyc0Ni8AiAYLJzAzvHQj7eNZf8lg6Wa65/pLdtfwxisWizdKuMDwBHmwdBPqR9EDgqNwbwgEX2DjFWD5FKBtwQ5/FExR8PmzmvrF4WKg6azbDY3Booa2gB1pzkemiBHkLCM4A79Bx+9oa2ifMHiLQC1hm8LFgLYs+A1gsEhm8VSGzRFrIKKYChfsHMptFBgskfV2MSq4biDU3O+BQnAFwjIwWKLNRXnYL06HFw7nYUNtsUCEye5pMFiksXYbBoMlCdu54YXD0+GIiF49wvDwEu1F3yiyPE3Yt8LDwwCgUlhbjVBrDI/Ri9kbagyPA25CoDIP9w8DfmLo/QTgxiY5Fqs3TdrLrQuT+TawdM8aUKoJx2A5L8gkO0q4aJw46SJ5Fo6xCQdXcDqgC36foqJwCXp/lOZ0Wt9or7SG5o1jik3FaX+oSXtE22Gh6XjbhINttqzl4diseyoUWZ5mzVa+aLa5hSasQ0Hm9VCUX1F7VWi1ncN5n1TQvA/WNGtOu3/gbXgh7x+vdVk/JNz0I+839SNyPyIiwmANGC1BGbWtf8oX3EYFhIK3AWbtZRNWaguZiqdwije0p3ZWnyQ+mOlnMyvss/5lJ1tIe6VP7Xgg7wfIKxH3icag3d5WP7xOeeCzPsm4Z88MYXufZj0P7NC/1N6YhYVc06c8PPWcHOePLITmsPQJU/1owsjmVd4PBINm76jhjeEgoYSQ5+1AEo4z4l3Tp9RGCac8FurwOuCXsjyKzJr72/sEr9nMPwuHVp9kn2m7H3l82oxst4cV5GOQ2jjVdqF6j2EFkLvooml73icJh1Y4zH5OU2Hpk5/TJ95bv70fWbjOnpOMu4T1jD6l+daae7WeDhcz+hfmPCchn883M90P3qW5rU+yV7nO5l67T7KPvSoaJDTrOQHQSyOgstv71O6HxfQz89l886bZD+2zvgq/bkHPSeJr27TL0fMj7+DEJ8EAyhXQfLSc0gU02EN5oO+pxLsii+8BSisoXaA0tH7bgWZHabT9pbRz4gt6NkqTH5jIz4mcv9KzobTm+dWjbO7BprLSuXIEEmKy53mlCTuUi9ReccpW9AqUC0BvAJRFQXxtBRh21KSUgmVcJYB4r2FjmvbuJbwTDpQ690LXFIDvh774xS/i4sWL+OIXvwjvfdJ033HHHVhcXMT999+P9773vfiu7/ou/MiP/AheeeUV/NW/+lfxZ//sn0Wv17u2jd8DiQdAxR5Jpzy1XLGbgJ54AdrTKg4fZHg80pmZAJJznP4yryHsUKPgdUwcsPT6LOyqyFkCIqAM0D9E8Y49BitDXn+rdQLVUfH2xCVAvN7GSGfGaktnySpFXofl6IXcj4Qy5JRhDD5v1jTX/hEkAB6Mw/grH8Xw0/djsFxA1dQOE4DhUe47eySeBPKoKHGDQ1xPAhnIQAYykDGdri0wPIzkFbW/xJ5pdwovM8hbpnhgj+GN6TCBM2TgFwnw2j7dw5a87diSAOKamcG8DSkqh7V3PYql1fuhYrF7gY46uppkHManH0X/U/fjrXhKREfXGVmH/jc9ivDv7ge69bGja0yqcFj+w49i81/ePw3QO+roDdJ1A8C///u/Hz/5kz+ZfotJ+Sc+8Ql83dd9HYwx+IVf+AV8+MMfxgc/+EEsLCzgu7/7u/E3/sbfuFZN3hdpCxy6Fbj5q0CerS8AWxeA0YiOQPIj0Ll/W5j2KjiPBGiT/yIYloApRYBLNGExNGEyI58G4AgEpMXTYyP5QtKalYsN0LZ9pCMyiiGSR0jRjMt5qG8mKV9g+MRD6fiJjjq6lqRjgSPPPAR907VuSUcdNetjBBptUUcdXStyBUb/8qFGMN9RR9eQYlXg0t9/COXitW5JR281um4A+Ec/+tG5Z4AL3XbbbTh79uyb06CrQNoC5YAAbd+BgOsaUBjAlWSe7AakMZWzFcHaWNHIytFXSiOdBxg90hmTb0eKCAiLKzCjw5g+w6Gjjt58ighwgxVEHCbz3Y46uoYk66PaOIxufezompMK0CdWgMlhdPOxo2tOKsDeuAJsHE7bhzrq6ErQdQPAO+roskl7VO95AoPP3Ifug97RtaYIj413PIHltfs6AN7RtSdeH3ufnr8+xkgWT6GmM80D70eMNW2bigCqEfGn1QbtbKpWp6/1Bqdv7vG60VzTWbv6yl7TmczcvxiB8SoLq830lqe51zwiApMtCk7Wkc4XDnVzD7l3BFCtUfxkjQTsk3Ueq62mTLXJ47hO54RX64B3wHidtohFsz1tskb3kTPkU/n9psUmTivuj0c6Uz7FAXz8aBMXedtTnm8vcUF7LHzrE9j6N/fx3lq2sNugMYqKzv4NAajXQY4+Fc2vdnq1lh4LqrUmr9vank4OFbeHq/Vpq8DA4xzB47NKio69hut1DrMVodZAPQJcTeFqczpc1/ScleH5w+EQaB5py9aIPNf8BOns+IrnotJAxYob8O+a02Kgd8zVnG89a/c63c/TiV+YbFC7JC16UvSEQGmK58Fka3saQrPdTfrR/i1bDWW/s3fUB/ldV4CdcB/i3n4b3uI363fFeV0tCx3gJq0y0eOGh57AxR+/D6rWtM4ByQ8RFFCPqbgJ1Obg2RK0+7x3tAN1ALyjtzypUGDwqQc6E/SODgRpFDj8Gw90JugdHQiS9XGuCToDlRzw1Mxg11vEqAp4VAUDjIK2TZk+WWzZAQHKYpHAkV3Y/VpvALoksCQ+Qq7o1TUAXK66BMIEyQeL0s1Wq1lXgBhuY+mqDQMP9ruhxfkR+zdp53UT2rblxzRWkLKOxlkbAlSmz9ce+wyx1L7oyG/LVJphMKwY0PjmOew3LcWBQR2mAZIAPaW35/N0pDGN1T7iEAv4hx8g/yQa7HGdx53np4xtZGfLWnM9ludj3Yxj8s9S03PV3NZ2emBwvi3M4ExJ58VfDbjfvvFJs5ewbNET5B9VM56QfmZhqOw3z1Mo7kPmL0hreu+SLx+QHxhVNHMOkcYIADtfpTnkMpDvPaAC9z1QulhTuoruI2mBBQXaAp7HSVsWVLjptMiAG6p5H9q/Vcv3kYxXLuRKwhDs7Xd6j2f9zoB/KsPPp8lT4LU/+QDFGW4Lt930WMggfe0B5RKtLTHS76JP4zQZNQIQrWbHuYrA/E5xiuc7QOuWzAmlaJzNGI2Ppl3i6wmFbd30S/E9EQFbTY+rq5r5uVuaPC9XIfmLSn3nNVQp8h0l/ZJ5/nahDoB39JaniIBw6ALMxnF0IsmOrjVFBNSLFxBxvNOAdzSTRBurIoErXzETCxDzrxqApBVppVVsGJ2pqwEQgMkmAbcQp/MGBKhjFxBfP04eXDlvVI32dbQJ9CJruSMz7KwJF4+8iBnvFCnNgJl4ZqoVGIDs4QpQu2UcAmsLr9TVZwAopsYBQZEfloDdrzR+zFRKHaAxFufZketM4FUGKbtKHeD8MatfNLQx0lXwm4BdnaXlbQIaLbO+zLR0fxkjIdWkITb9z8FPAOg0vP3G6YDh6QvY+vxxIGh4BkzSX0Qag5gx6oHbEjS/M602R9U4l5bxnpeu2mF+T+Q909m7BTRjZvYYlucn7ZZwnBfmf0baLePN84pfPXKyCp7XvB64AGjHfWWLBhOaeQkwiEM2X/O/2Iy3PJ8QptNk3kt9Pg1qKy3SvZLzX2z/nYNkqNZvqVYGU+3hN3csAklQMfO3vFDttmgAKmDp9AWsf/Y4oqL1UaxAkkFL3bR5vApE3kIqL5iyvK7tEpe3GcjikOXLQWo2Vk2js3p2i5fJ2GZD8jFUrfi8DXtJy9vIghxTIPmDCp6uumRfVQXFhZrnax8oKhIgeV6vbR8oWAhsJpT/eqQOgHf01icdUL3zaQw+dy86AP72oRhIMh08g5dA0ljHIKIesYmdmh1OUv1IH1Tvdy+zl3DQAVs3PI3+q/dCQ192PWJ6WGwwQ8jt8xV969phN2n6U20RCIkRqDeZsVRIpo0qADAkwa8ZjEl4W944XU7AxJVMjyCzRs2mn1Nxa9SnyRYAe3XisEammQAAPT9OrzPgtdm4FfzMNrLxQzO+1To9h8k6kpYvOGbsmBGqN0lLGRUzG6phXCDjoeZfY2BNsoCHPI8O0F/9NMIL9yIGnfJGT1qyMCFtdqUAv0n3jHX2jnm6Rm5vqh+Y0tgpxf1p9WHmlesJCbUiO7rsCl0zJlOphmfUquFJp37PuCIChvto4vS4a8VgLWZ5Fab8s2g2czecV0ClyupVDCrlagAo1uLLvSRN829IfKs9+0rjdgiolWcZZcyy55vGFA2vHeM0pthrnC4Cbv4jT+MLf/NeIOiULm0FlzEZENSqiUMWToBV2h8aDW07PT2rOWGl+Jkk1EVhA36v9hNm0GcYnETQfWaG87Kq6Ydo5BN+4t+a54f0C2IK7fm3znBSbF1Dhv1kfBTXKWtHK03ladl8lxPh8jTw/PUi9cl/Z2uFzDF57hHNhFG6qWsvv5FZCez4W+6hs/gI6DLg5v/+aTz7/7k3HTPbSG5YiCCDxvMJaPqX4uLucUkaltWX2pMDXGl/3s88j95HfGr4jPxpcrXiscc0iZf7eNDpbXXWljZ4VsCqJTAufq0MWxIUi3Tiz/AkcPhWoFgChkcAZYBj76Yy1xN1ALyj64940VORAEZwBC7cBFCbpKVR6xnzHi30r9yHij8I+2HAc4Z/PyBiHnjZKWzXiJG9EiAvB49e9otFbAOS8/JdTpmrWfd+yyjDWsOKNIhjHls3BsYrzTiPV2lKSR7EJqz5AxEV78n0s/PtP2zR++J9qJbfWD1a09+YzeCMIWAdaprn7bAbs2TZ8z7bPCxaAGaCouL5rSgdaMKz8uZhYeyvZHr0BArH3Od2HMAAE1cnDqB9kgIY5sWNNZl7Ik6Pm5/QXtp8/NL4rvP+23Wqq1gkRqJcpmfaP0b1GQ30jgJFCQyOEVOycCP25GAzRuzgjNMCuA/4uu15I2t61r5A79nWqzTXNl4lxmhrlX4DwMZrgLLA5CKPxypgF2nvbnEIgKI+TV4DiqNAfXH+tTwB1GtNPWYI+K0re3W8x1whAxaq+bbsJNBIc9TTu1Uu0XMsh2iYWGZ4tdqet96iU0KqDXK6OlkFeotN2eiyejmPXMeXqL3lIfp25GmTNXouYjlQLjd59psme4GTppvXC2XQHF3pp/MDSPt+q7XmiFGF/cRZbP7r+3DrV9K4SbocWxoC7dHuH6Jn5UZ8HOmlJl+eXm8C/cPA6HXqT/9Ik7edDtC7NSss5ZTmI0tXkaxLAm8d2E9YSX9Z6CTm9vPC7fxyvCt4DpeLtHZEx1s+PPlfgGazaF6jCp5nspWh3gBGl2gcy0Ua33qTxyfQc9WG+jxeoefdX27SlKbxG6/QPY2l+03WeNyyNG3oWYnPg/x3DDw+kXg6gE7PiRHNNgBevyR9t99QtLbakuqVbSD5b1fTmir5qwnVUZTCM1i89KP3YeE4xbua138RlnrA8fdIBFgRmAanct0tTv5MKy6vr10+JwG1eo/xUv+8/O00ERDMKjcvLV8PY5ZHKBcCZHX5QHMr4Xheh5I1hWveh8Bm7tcbdQD8bUTi6MLzhE+mbgJsPGBqNC9HpAVnIgwE6Hd7v4jnPVr1iBxgRM7nI7081Qhw7KAlMGPqAgODTRbQ6kbbk0wfAzDeoHoM772RPUuyJywKgHD00QjMuIjDGzJdC8DNL0O9chNi1PtiwHOGfz8gYh542Sk8Ysb9SoC8HDwqNOE2kJyX73LKXM2691NGa6A8TFdTEmM7OMHaJgUsnGTGSQHLt7BGhBkcYDo8dSQf5ufbTziEgNcuvIwTx2+C1voN1akU0p4+CQvzMSuczA5bYaF8r9a8OmblbZe7GultAJnH5eNyteLycdgpbtZzaOdvj6/smZQ4qWPW852V9kYohICXX34ZN91E87FNvgaUmAnyn2iatGGmGbQmQgOFom/MBAQSKwP0j/J7uUSax94R+q7Mu/aP0pG7U/WsXtnrRIMAuG74w/1e4QFlqT6lgHIByZHUrLzQBFaVJiAkV8Tpsnm92lIeuQoj2ztCgpo8LVlEgOZUeajJs980EazkYHsuAG/lFzP/NtjeU1wMKL7sZdhLNyFC71gmKgaLy834C1CXdNujdNHO9Q9P552VPjN8pFl7+keQ9i8LCMgB8tUOQwGuvx2A9w4TL1QMKd+YHSQOjlK7JyuURxn232CAquTfm82RsnW/CdsSSeigmQ/rLc1OS6D6UKONnJfW/p0AOBrA/UZ/K0OCZ9tHehl3+10wL1gMwXxFAG56GdWzN6Ho6yR4iIHmUIj0W/jXss+CnUnzDevtMc5o/hbE5vtsNGl/qxHFAw2fA2BqHzhAa6bl93NevNRRsYC+KLbnr9k3g7VcJjbxiHT/ndKMIWDsJtTHUCOZ5sue/uiBwEKs9KfoTyP7i4AWRZdG4v2Vpmdsiu38w/VAHQA/oBRrkrRVNUkm3ZgYobqiNMgRZDErI0CRZ62X2csmU0Z4K41mzwpIaygf9WAwJdVSwqTIb8VlVfabTUh8zRo3hWQSC0VAKdbMgFb8ItZNGhicgzXHYwZXoaZrHQDHkvhiSIu2XeDF+zCweAPQO0bmWYPjJIFdONloiKIKeOrzz+H9d9yAoqf3zYBfLojYDQzNCuf3faPhWe2aBSTn5bucMlez7v2UyYHJLBDTDr+Z5FzA+V9/Dre95wZYux3wdNTRm0khBDz33HO44YYbZgLwjjp6U0kH2C9/DnjsBiB087Gja0vKBgzOPAf32zfAlJqUw8yziZBCKySFTxJibOw/TviR4JD2smvL1g0bmaZ/Rl4x13YTdvwY5sdLHeWIWHk72J6/bqVJmXoE0v7rvaXFmFl+xYZHsyXxcJNqe1pZAr0FFjBF4vt7i8T3l4eB4TFg6QSweDOlL910bXi5N0rXYZPf2hQjoCyBbz8C/Abv5WQAnsD3LLONbJ9FMgERKa0GVEESwmKBJnNR0gRfvJGugxuBk++mSZ0k4oqAbE7aokHk/DuCFqU8LV8gRGMjILedJpTnaeeVOudpguZriCzue+e9+3oOHXV0tchai3vv7eZjRweDuvnY0YEibzE5ey9pva9DrVZHbzFyFmv/qlsfL4fEusjw1os8vlgAacu3ZqeViyyk8GShUC6QBVVvGegvNumhuj7BN9AB8ANDSgFFj/YtHf9y4PAd5DAqVLznpKa9K6FmLXLm8v+m30XSJm0aACxhZUgjbPsEpE3B4QGHS6Boha/XyTyPQgh44YUXcOutt3Yano6uOXXzsaODRN187OhAkQow734B+NKtwLbNqR119CaTDuidfgGTz3XzsaMrS28xqHX9krbkxW/5lmYvyV7IGDbT6GguhRBw/vx5nDp1qmMwO7rm1M3Hjg4SdfOxowNFOsC+8zzw2qnOBL2ja086oHzPeUx+/RQ6AN7RlaQOgB8g0padjXR0Rclai7vvvvtaN6OjjgB087Gjg0XdfOzoQJG3mPzS3Z0JekcHg5zF+s9062NHV546cU5Hb3ny3uPzn/88vPfXuikdddTNx44OFHXzsaMDRdrDvvfzgO7mY0cHgLRH/ys/D5huPnZ0ZanTgHf0lqcYIy5duoR3vvOd17opHXXUzceODhS9ledjDLSlK9Tk8NNN6E9tAtUYdMwQ+NSOuP8rIjDZoNNHth2ZuUNeOWZz3nGbO+UdbfCpD3Z72mSd+y39V5efJnGKjwUK7CVZ6+m4WfnF87EcMSpnLu8pTkeURy9h6zfeCeV3LqNAx4XKGLSPN83TJxsUIf2WvLPS9xKuORz4eWn95oUVgHpMfTCafFi5wCc5BaD0gArAZASoCOgeXScjAHxkU71J18ka/VVcnwYfHcvhySY5xgqg/qvYHDHbTpPj86Jq0mDpbG0E8kcUKjo557o5t1lH2JsvAU+981q3pKO3GHUAvKO3PL322mv42Mc+hltuuQU33XTTtW5OR29z6uZjRweJ9jofg6M/HwnExgBUWwQMIp+FGyMwXqN8k80G7CgLOv4yApMtAHaX6xpQr2+vZ69XaAIbEXw0jhyF4wh4BAdUG5Qe+LxbANjvQeAx0hGh0U8fmbmXvHLMZvu4zV3zjqjOcdie5kbysLDtSM/9pk3F8XGmkY8YzeNm5Y/YfsToXuMuTV7DJ37sY/j6W2/B4f5NO5aRo0z9nONN83RfUfNivT1vO33PYX5Wch74mxVGbI53dWLH6vgkGk3gO4JOz4EC9Ebzu9YUrvg9qDfpTHA/nh4TCbsx3TLwGCkgHTHbThMJTsqreKwmlD/wGfFO2lVk4D3yOeMs6BFnwm/kt+I22gnScbq7/a5ZaOFrilutXsN//P9+DPccvwXHDt0EpWjdUxHwHuk32Cny5cZBN2tpDM1YKkN5q0003sJn5ZX+VNyfuEO8ojWvrugqx28DJDTRmp9xZyN9VakD4B295enFF1/ERz7yETz00EMd4OnomlM3Hzs6SLTbfFSKTsmoR8S81WNiWl3FoNaTRmuyTid1TNbot9uiNMeaZs3HSrotqne3a7WxvZ69XsGaZ2g6WaQ8BCzeAPSOAUYBg+OkjRscA0wJDG+4/NM/AoPD9pGZu+Xd6bjN3fIC89NEszjrSM/9prW1lEmb34qblb99xOhe4z799Iv4i3/oI/izP/oQvuL0TbuWmTX+89LzcdstfS/hfMze7HB7XEzRHL9qiqZvwOxx8XVTj6+3j1kebvd/XlpwwOh1Wgc2XwZGFyl+vAKML5GQLgR6t+sNuu94wgCd+ycyBqE38jsykA51M267/XYsZAgMkF8fv4izr3wE7x0+hCVN62OeR37LmnO5cUAjs8tJKRYQ1dOJs/KCn2eotg/KVLwIShy3pSbgDc1nmvM9lQG8CDS4aD1p+mDraQHRtrRWmbxPzlGaWCJN9ddRunc0X4qK2hFAbTI9EgKHyf6cVh806gB4Rx111FFHHXU0k7QFDt1KjNaRL2uY9vwKbI9rg0OlqK5ZoHHWdV49e73K/fZ67ehg0NE1vr4DuOF3XNu2dLR/yteBNsif91uAfWTzegGPV+J3FGGC2vtvoIn7tc8CP/ydwNf+APAV7yOsmOfJf7/RuHb7hXLhx0552/2ZFR88sPkqsPYKsPUKCUyjJ+FI+ttqrCL8JAP/sQkLcG+kHXPS4gzhgaRjdlpka6swIcFA5Dxa03HJ5ZAEBNWYjm82PRa4XmfUfXY6esuTMWbq2lFH15K6+djRQaK9zEcBqKJZ66ijq0Xd+nh9U75WFINr25YrQa8Gmoc3nza45a5r3JgrRLkAZJZQJP9DS0DSFiK0hR3ttHZ8nt4WQORpugBUZtEx6y+3+LgehajXYZM76mh/JN59Oy+/HR0E6uZjRweJuvnY0UGibj52dJDorTgftaW/t4KA5Hqmbot9Rx111FFHHXXUUUcdddRRRx29CdQB8I7e8tSZtHV0kKibjx0dJOrmY0cHibr52NFBom4+dnS16G1tgh7Ze8za2to1bklHV5NWV1fTtXvWHV1r6uZjRweJuvnY0UGibj52dJCom48d7Ydkjgi+3IlU3Euutyi9+OKLuPXWW691MzrqqKOOOuqoo4466qijjjq6zumFF17ALbfcsmOetzUADyHgpZdewtLSEtT16MO+o4466qijjjrqqKOOOuqoo2tKMUasr6/j5ptvhtY77/J+WwPwjjrqqKOOOuqoo4466qijjjp6s6hzwtZRRx111FFHHXXUUUcdddRRR28CdQC8o4466qijjjrqqKOOOuqoo47eBOoAeEcdddRRRx111FFHHXXUUUcdvQnUAfCOOuqoo4466qijjjrqqKOOOnoTqAPgHXXUUUcdddRRRx111FFHHXX0JlAHwDvqqKOOOuqoo4466qijjjrq6E2gDoB31FFHHXXUUUcdddRRRx111NGbQB0A76ijjjrqqKOOOuqoo4466qijN4E6AN5RRx111FFHHXXUUUcdddRRR28CdQC8o4466qijjjrqqKOOOuqoo47eBLLXugHXkkIIeOmll7C0tASl1LVuTkcdddRRRx111FFHHXXUUUfXGcUYsb6+jptvvhla76zjflsD8Jdeegm33nrrtW5GRx111FFHHXXUUUcdddRRR9c5vfDCC7jlllt2zPO2BuBLS0sAaKCWl5evcWs6uloUQsCLL76IW265ZVeJVEcdXW3q5mNHB4m6+djRQaJuPnZ0kKibjx3th9bW1nDrrbcmfLkTva0BuJidLy8vdwD8LU6HDx++1k3oqKNE3Xzs6CBRNx87OkjUzceODhJ187Gj/dJetjV34pyO3vLknMMjjzwC59y1bkpHHXXzsaMDRd187OggUTcfOzpI1M3Hjq4Wva014B29PUhrjdtvv/3Amw855xFjBAB434QlDdieFkJI/ZoOexgz/XrHGJNUTqoOIcCYvLzh3ApKSRn63bRHwVrKpxRgjNklvqOcrpf52NHbg7r52NFBom4+dnSQqJuPHV0tUjHn8t9mtLa2hkOHDmF1dbUzQd+FYoyIAEKM9BcCkIclzQcAFB99QLLCCAFRKUQoaAXEEKAELMo9IBATUNCIkfLEEKCVThk0xynNeZSGjwEmAiEGaKUABUKZiitVEUZr+BChtYL3EUZT47yPMEbBhwAtYNRTPkBxo6if2mgCplyxgkqNN0bD+wCoCK0NvPdAVBzvEeeEpdevvXYBMQZ4H7CysgoeVnjvsbKymtqwtraJyOO+uTnCcNgHAGxtjTEY9BBjRFVNMBwuQGtub1RQKvB9LT+SgNFojOFwiBiBqppgMBgAoDEOIQIIUEpBaQvF7TRGY3FxCcYoaG1w6NACtDYoCoujx47AGg1rLY4dO9SB8I466qijjjrqqKOO3vK0H1zZacCvM4oxJvCVwnzdFp+FBQcrpRBCSJrQtE9BKQT+rfh3zO5ZcV2TusbIOUzqGjFG1M5hUjXhqnYAhwWMxgD4KiCGgKgBDUUaWq0QPGtjY4SPAYgBcIBmQGyMQVU5FFohMJ621sJ5B6sM6rqG5jxWazjnYLSGgkLwHgERMQQsDwLGrkRde1hjUVU1ytIiRoXJpEJRGLjaoezRK1FNHHr9HuP4yKC2RtkrSBKqFBQiVFSABrTSKHoWk9EEgEKvZzHamiDGiH6vh63RCCFE9Ps9jLdGCBHolSU2tzahEFGWBTY3N7G4OIRSChsbW1haWoAxFt57rK2tYXl5AUppVFWNQ4eWEWPAZFJhcXERALVvaWkIAFhZCVhYGEJrGiOlAK0NYgwwxqIoLJzzqOsaCwtDAAprayHdv65rxEha7BgjtNYwxkCpgBCA4bAPpTRCCOj3+1BKwXuPsjAAFJxzScve0TSJSdu9994La7sluKNrS9187OggUTcfOzpI1M3Hjq4WdbPpgFEOngGka57uQoAPgYA3kLTQIYRknixxPgR4zocY4bmOHB25EFBLffLHgDuQ+hQR5DCg9p7qjaxR9h7BeWhjSFMNAMbARtJ4G2gE5aFKBUQNFQFtCOwqpWBURACV897QvbSHtSUq51AoAxjAWtJMK6VQWIvJRKFnCRwW1gIhoiwsxipgUJSICPCOhAjRU3sH/R4UKvR6JWIMWFgYABGI0WMwKDHaAhaGAyoTxxgMSh4mGZOIYb/PGnUWEvgIbQiALyz0EX1AjMBwOAQptyP6wwFqF6AALA77CC4AClgY9lC7GkDEcNhHVVVYWCAAXFUeCwsLDJRrjMcjDIdDKAWMx2MMh33ECGxtbWFhoQ9AYWuL8gAKo1GN4XAIYzQmEw2lyDzcOQetC/R6JbyvsbXVw3DYA6AxHk/Q7/ehtSIrgwgUhWWBjUFZGsSo4LzDYNgDoOCdR69XggQAMWm82/O2o4a01jh9+nRn0tbRgaBuPnZ0kKibjx0dJOrmY0dXizoAfoAoZqA5gWqQ1lf+cnAsJtv5H2bEkQU2gUioZDTd5GUwLvcQ6CTa8FyRabWGixHQGhaAsRaV0igNmVyHGGG1QQUF7T2M1fBOIyoPQCMgoNQaYxVRKIPgA7VPKwRHptneB5TWQgMoSwulIkkeY4CCQr8soQAURYEAoNcrABXRKwtAAf2iDyCg0nXqkNIK/V4JgK7BRwz7PSACVVWjX/bgXMRg0ANAe677gx5iiEAgCwLvPfr9gizbtYYxGi44Mj/XGr1eH71eDRUVBv0+qnENpRWGwx5cVUEpjcFCH5OqhlYaw2Ef48kECgqDwRCj0Ri9Ht2/LC2KokBRGACkgRYhREfXN2mtcfLkyWvdjI46AtDNx44OFnXzsaODRN187OhqUcfRX8ekQA/Q8J9VCsYYGEv7cW1RwBYFCrn2erDGQGsNbQyUtVDGQBuDUv6shTUGZVGgLAoU1qIwBtZa9MoSBacXSsFYC20tjNLQIJB7IClGoF5FjJ1WtqNrT3Vd4xd/8RdR1/W1bkpHHXXzsaMDRd187OggUTcfO7pa1GnADyiJNjr5lxbzF9nPnZv4dpttdyezAOCACgg6eluRMQZnzpzpHNR1dCCom48dHSTq5mNHB4m6+djR1aIOgHf01ielAG0bh3MddXQNSWuNo0ePXutmdNQRgG4+dnSwqJuPHR0k6uZjR1eLOhP0jt76FCNQr3Qm6B0dCKrrGh/72Mc6k7aODgR187Gjg0TdfOzoIFE3Hzu6WtRpwDt6e5BdQmeC3tFBIGst7rnnnu5Ik+uAxNll4G0+8htz4hAjlFJTji0jkOJ0K40CdNIEWmm5A8y8zqmyeZ5Z7d/eoXQ/sQiKMeJrvuZrEEJAVVVTfZf7pvtnVzXvHq1xaF/1nPg3et2N2kdv5uWn+tGqK9XdProzy99uTzuf1JG3kw/T2LEPu/W3fU/M+D3vHqpVPp/HedpONKuPs9LyuHl15vPxgx/8IB1tysedypzLxzrdl49MTfOxdexqisvGZGoMsrbPG+N2OcqT1aKa02UUVNPmGX2eantT4XS7JJydTJM/IzVnLNrlZ/af+5LaKGl5O7P25+2UI2rb9Uj7p8ay1b/2mLbnXIqf0ZfYemZNPflNmrbma1N+r5nzLxsjYForKTm/5u67EQFUdT21dqZ8WR350b9T45kd8Zv3Vd61fFzkD8DM59vRW4M6DrCjtz4pBSjdLWQHhOiM8Djzd35+uHMe8gn03kNr2oPVPMfY+rgCQPOBDXyOPIV9CnsfYIx8ZqdhhPch3SeEAM2OBanM9rooj4RjqjeEAM1hHyKMaupRivaVra6uA6CwD3RMnTEGIQREKGij0nFuRtOZ61B0RJzkMUbzMXFI8QocjhEaCiFGOrOe41SM2/NK3YryE7Mr46IQFKbqVQDl5XJyzGGivK6MCWkDR2H88nIpncFaHheyOgKnB26LlEmMi+QLERrTzGoOiiUuZEwTHcMXMXEOiBEVz9GKj3kEgMp7INKxkHJvRHrW6ShIrWGknzLuMUID0IadV/IzgtY8RhGIQOAxVArQkR+HUrDGpJMt5OjIBKq1pnwh8NGRETEiHVkZIx0VGBFh+F0J/PzWV1eJiea6ZK6EEBD53ZLxtjyGAXRKRORy+T5JaZ8wnUbqZnmD1Xob8xmFoebnkk7+4PKJwZV4fvapDn5u1Hc0Y681oMSnikpMtrRbZcBGczsimueYk8nm1hSAkLnKzzdnvtt1pLxIFU0l5wBOBEBqOsPUOMj4CUOvtW7erQwQpHtj+p3JT1GRunSM8DyP2kBJQI7h+ZbPQemLNiaBMrm3Bqbqk74ZHnehcjDAuK6b+c3tVrLWZHXmdU8JSbK+y9rTnm+ydsUQEPldyce9wd4KCRry89Q8lzXzFiE7ncZzWNqX9zc/zkrWTS35OK8yhn5nx80m8C2FQ0jHyqb3APQOKGOa381khUrrnUIMAY6f71R7+B6B03KwL+t6Aq1ZfrmfnNwDaZuMRQakp8YgrTEq1aH5foHvr3mtgOJ3V9YHk/EEXI/Ofk+cS/eLvMbKc5b5pmUOcHtsvlbxvBoOBnDe07G+8k5wP+XbLs/ZTz2v5onlwD7NWa1pbeTxUFqntcNIn/Pn015Hdkibfp9TC/l9aAmWsvVP6krvinwnkQkzpm/M1WwXbiQhS2x4Nak/X7tmkebnntfVFlRc79QB8I6uGSUmNUToCATnEVSEdx4eEZWrEaPHZFIRMPMeSmnUtcOkqlGYGuOqgqsc5ak8JpMavhcRY4CrHJSi87sX+zXWJwvYGk/gao+t0YgX3oDRaIQYPUZbFQoGTePRGAr88QjEAW9tTaDYij1qBa2IqQsuQGkAMWB9fRMRAVAB6xtrxGzCY31jnRdZj41NCsdYY2N9nQFcjY2NDZQlfVA2NtZRFOR9fjKpMBqNsL5uESOwtTXBxsYmvHfY3Byh39+EUhpbW2Osr29BqYjNzU0MBj0YQ/HGGBhj4FwNa3uo6wrORWxtbWF9vYTWGltbW+j1LJTSGI3GMIaOf/OemKliYqi/3sMaDa0V6tpDeO7xeIJej5YU7wOsBbQ2U4uucx6vvfZa4jdD8Lh0cQW1o/Pl11bXEAJ96NbX1+E9nW2/sbGRzjUnoGsT6KazyjWMAbS2XG/A1tYYi4tLqW0LCwMA1M/BoJ8+yiH4xARMJjWGwwEAYDQaYzDoQymFycRxPNVL561HjEYVhkM6h712NYaDAWJUqOsKAz6rva49FhaGiAoYjSaAovlYhSGgFXplD652iACGgx4qVwNKYdArUftAeXoFXPDQUCiLEpWrAKXQL3qog4OKCmXfonYeSimURQGPiNIaOP54lmUBFwNUjChsQdJ8BRTGoK4dIod9iPx8QgLhSltozekgLY+1BvWkpuMSNQF2DQCaQKPVBnUICCFCCaPHDCtA735RFlAZM6BAYCsyqC2LgoCcMUAIcN4nhseFAKM1xVmZd5SuAdiiQARQV3ViQrUxUDHChwirNXyMsJoYEwLbALRGYQzA+QpLAhIRVGiA3yWPorCJGSwYnCprSaASAiwzlFZr+BBQGJPWPcMsvcxDOUQiRGLEDA0lwOUDvUSJueThTMypAHQBrMRsawLwaJhDClNhBQDO4TNPPIH3feADsNZSXVxe0yyA0SYJRISJV1KP0clZqGi3E3MKGs8cAFKdmZZSrooZPwbgU2AqtjRKeTlspzQewNRYxdY1ZZkKt1ObOvZKe8qd9XE/dbbbnce309pjNKtd7XGiAmrHvArT98sFQioDsBrb25VAeg5csmTnHP7jww/j937t15JAJ0auoKmlXee8fl9pmh5PulPzvxG4zJovU+Pc6ns7dz7XZz1HAUx5fgOkNSLdX6mZDz22ru13gp5hzDJmfcvaPlWO1x25bgOPWfmpeTOvj/JbNcKV6efevNcC/Nv3CzHCMvDPAaZGnLv/tj2XaufwiYcfxtd/wzckAWezlkVs72le17R1Rrp/Eo7QNwMsyBbBaRI8RRLw+tZakQsGBeQ6FqiHGGFECCYCDaVIAK9EOJQJBHh8NJr1WwRMWisQc4v0LUvFWGDsQpgG7iLUBM0j7wM2J2PEEKGNzgQLitqidSNgyfqnFejUpmzstNZQWqPQGsY0vGU+ttcTdQD8LUZTZkMMKkKLaUvSTMknLzj4xQ8BPpIcc2ohUIoWA+/hQ4QOgaSotUPQCi5EBB9QG4PaOQTvob1CqAl4KU2MtTcGk7qCrwOC96gr0i65ysGHgElVQ8WIunYIIaL2juqoHSLoLPDA7Y6BFlgfCCwkcygAdeUARWCwVxpUEwIcpbWYTBz6PQIsQITWCuNJjX6vB6UAVztAEyAzykAbEgzQWiSMIZ1FXlUVIhQGPYuNjREBrIU+1tZHUIpA1cb6CL1+CaMU1je20CtLGBOxtraJsuzBGGB1dR1LSwT41tbGWF4ewBiN0WgC7yMBKFcjhIjhsI/RaIIQAoG7qDAej9Dvl1AKWF/fxKHlw9BGYXNzC0VRQmuD8WgLg+EQRWHgfWSQ2YNSCuPxBP1+CSBiY2OMsrTQ2kLrAKUMlGJWI4Lz0WLd71uEELCxsYljx47BWIUYFYaDghdNKuM9L8abWzh8eAnGWGgdEQJgjGXtr0dRFNBaod/vwxoLHzzG4xGWlhZhrUVd19BaQSmLEBysLWGMZu21RVEY1HXAZOKwtDQAoOC9w+LiImKMqKoKCwtDGKN4jnkG8RErK+tYXKTxdC5gaWmB277FAD5gMplgYWFI88R5jgc2NiOGHF5fC+lM+c0tHmOtEEIEYkB/uAxUDlAKw0GJEb+e/X4PqAEEhf6gBzVxQAzo9XvQFc3/Xq8A6wZQ9gvKH4Fer4RSDhERZc+icp4AriNw3zMG8AAUC1aCB6Bgi5JAdVAojIXSntaMQEKmECOUiVDQKIsiaU1KbeA1vddW2KBIAgNlNHpaA3VENEAwDOwCoI0CNGmMygTONKHNEOkd0wYxBhQZcwAGwAWDctQ1aXNjRMmS8joEOh4RJCwIMaJWQGGLBLZVjIjR07wMMWltDQsCowJKjqu9J62EUii0htcaKkZYrrtgTaMCgXIVAoFtpRAyAGmtBbwnIM0gxcp9jUZ0DlYRcxdCSMwNaQAirLFJwyZ9FiGFMLsNIxxAyzdpiHJzSMWMVYiNhsUUBd7/gQ/AFvS+WmHolCItZmwsDQwaJktIGLfATBPLbKBZU98GGzZjhlU2fiqy9p/rEKZR85hIHTkIoWlBz55kATppXADSTgUuqKGShjtvD1eSNGzyqZT7mLwPnC5mxgJStpmXSjvld2w01olyzVOKS/+aZ8rjD0RA6al6koYfzBBnWjvwGCahTMYciyZT5oSKsRGUZH0RYZhWjfZSnhWy8RYy/GxFWGP1DJjD3+ikHePx1AxuTFHg937t18IWRRIARZAwSTToScuZPcMp6xZ5VvkzzrVmLeEOCZx4CVIKMYbUpnwcCSPFNFdpPDXP2wZU0VLIoEmxtQ7PqSmwERstbwJYMSZLDuHVZM4miyIeOx8CCerE4oHfdcNrFs1D0TYCUDq1IWoN5Rz9Fo17LjjwjoSBMq6spbbZPGmPN1RjtZU0yyqzqmKy/KxFuy+WPkaTpYECKWZIO6xg1PQpQIHHNZ0ShOn3OQk1SSpPFmRRQDeNiMxxnbVDgUBf4pdjhLYW937d16Eo6BuSBJCRwLecUCRWEIrbSO82KYAA+j7IfEqAPBeUyDUXdvAzkfyzBDX5XFLcH8Xjnp6BFvBMJdriNTXjqviGSm2/r7Ql/+60yzZxNAZKKT6yWDXCYq2htErfjWRF0bzUU/cMxIxRrdn7LHP+egPhHQA/gDRlngVetIXZYtDblp7LR0+kV8KgBe/hJC8v2GIiA5A203lPgJnrSOkhIIBehuA9QgzwPqD2Dt6zpA4RvvKIDMo9a7xijAhstumcpzyKdR+BGETvSEsUIkvufACg4ZyjBdgDShNoUzpCGQUFkxg8xVySsgqoFNtpNotXUWh4HxFVBFhbBqVgrAYq0s5GOFhtmeGtoA19fKGJaXZVjbJgsyUNmMIgeg8oASQGLhhoBfT6PYzHpJksihLW1EBUKAsLKKAwFtqSRspYC6MVQtyAsYY+mDpC64Ifq2JQquH9CNYaWCsaZ8ugNrJmW8N7EiSQZtjD+whtCPyGEGAtaTCVjigKy5pkB0DROMjirQsAgbSdRQGlDEKoafE0lrXFgLWGP9Ya/f6AtccTBrYGzjn0+30UBWkKtQasLeB9QAg+gemqqqG1RlEUCN5D6RLWFogxQCuNXr8PVzsMBgMsLAxRFBbj8QRaay7vuT8WzjkYU6DXo/BotIXBYAhAYTSq0O8PoFTE1tYIw2EfxhhUVY0QHMqyhxACRqMJlwEmkwkGgwGHaw5H9HpbGA57AEg4MhwSGK9rhyGD7smkxqA/RERAXTsMhiW0tiyYCuj3B4ig/baDwQCEyyMG/RJR0XvV65XMGFgMyxIjFjD1egUJnAIwKAsgcn5bInoKl7pA1AqlKSBsqC1KeFVDIaJnDYInY9q+NYjeQGmFflFg4lhDacBCMzE/0yiNoXcTNI8crwPCjIaombnn5w16n+QDHDQDVUR4KNIIg+a7VgrBxPTh9xFJsw1eB0OMpJ0GacBFo1wy0yTpSimUxsDHiEpr2hrgA0quLyqFUhs4eJSsKffMJAcQEwYGb1Yb0rJrjShm+yrbq/f/Z+9PYi3Lzvw+9LfW2vucc++NNiMbJquRKZlqypKKT1WvyqUGkiXhFWryrAdYgieGPTLggQHDA49sGBA8siZuYNiGJ0Z5KkDS4PHZKhWlKhfJSpLJZCaZSWYXGdlEk5HR3LjNafZezRt837f2OiduZCZLrGJm1V3IyLPvObtZ/f7+X/P/WqH1c1rOU+ycl89SOefHOC+fpfJHMR933aqrgqBRnoHiAkWpwfmJV0Qt0aVI6FOn1mKnCh0HhCaswAB6fVYpGnLn9V4iIwemEJiqYLM66v29Av+qWNXf2zejD0He51XpBU6Ve6aUqu7tpsRp6oYpqcoUTsIZz/k8lXMW9M9Y2Y1va36YwGX7NdPks+PqutQAeQPu2cC7Llj73TRZBsK3XJxcG08nlgRBvm4yFajbKTiKK1XrWt2CggFkXeByCSU4CJ6Mati9WMB88BBkYfogG0kI078uOEIf6HqP8wHfBYIPeBcIriO4XoBqCMz6nv/nX/k36DqNSfMdXdDoS3V/8fZMaYxq5QIhdLiukzRmQf4OnYAp13W4bkbwHcF1+K6n63sFzjNC6OWerse7Dud7HAGHx/sgm5v3eBe0Dp2C60AIYuEFqV8IPRBICULoyVmATQgdthVN1h+1qhWn+5a6+LjJIbAUOQ61zejznWpqpa1d59X6bZ+Bvp9Jvzg7Z0bfz+n7OXt7C/b291gs5Hh//4C9vQWLxYKDgwtcuLDPfD5nf3+fvb095vM5s75nNutFKaGu8n/cy+GDD/j8vjbOyx+nklPipW9+k6yWhfNyXn6aJaXEv/rt31al8nk5Lz/dklLia//iX5A0nvy8/NGVXVK6s/59nsu5mvGzXgxMs63xAapbT4b6z8B3LoWJwqoprYtLdaMBvCPk6ftKpFEKAUhdgOLxg7hxB+8UYHucywqeRVvnkif7LCC2iPuLT3p+UCuTEzflSi7UOUqG4LzEs3aezRDpg6ckibskqCuPafzUCr7Y2yMOEe/VPcyJ5dcFTxwyOY/cvHXKF559Cuc8e/t7nByfsH+wx3K54uKFA5yDB4eHXLpwkZwLKY34EDg5esj+wQVKhpgGuk4stWPaEHzg0sXLHB7eBwpXrj7Fg1miFMfVp65xsCcg+fKVK+wvCs88+zTg+PBO4ZlnnsY5x+3bni984Wm8d9y5s+C5556hFLh79x7PPfcsAPfuPeDpp6/hnOPevXt67Ll//x7Xrj1NCD3DsIFSmC8W5JS5/0CvAT66d4+nn35a7/URTz/9NN4HhmFDjGL9TSmKBXd/Qc6JDz+8x3PPXcO5wGYzUIpY0WOMOOeZz2ealsNzcLAgxoxzIxcvLsTVPVAJzM7L4+XKUz/Laj188onn5bz8IRcfAv+PX/u16kp5Xs7LT7OEEPhbf+fvPOZ+el7Oy0+jhBD423/37xK6roZqnpfz8pMonysA/ru/+7v8o3/0j3jxxRe5ffs2/+Sf/BP+3t/7e/X3Ugr/9X/9X/O//W//G4eHh/y1v/bX+J//5/+ZL3/5yz+9Sv8hljbmZbfU+KvWRbJI3HZKiYjE1aWcGXNmGCNJz6lW9VIoMYpLehJmzjFmjcUueLyQK40ZlxCwXDK5OHzo2RRhN41A6YSuIsVI33liyowpMesCFHGLzymz6DvWLrLX95ykFfNZT0ni9km2OB2nsTXgXGE2mxE0Rtma6r1Yd0eXyVkAuTFc7y9mxGHG/mJGjpGD/QVQWC1n7O/15FzISazjm1XP3qKnFIgRBaEePwor9v5+z3LZA4XFvFN3Vsdi3kndySzmYuHdW8wpBebznr29BQB7e30l/drbE6txKbC/P1dyL4m3vnBB3KJPTuZcuHABgNPTBRcuHBBCYLMRV6TZfE5OidVaXLYdcHyyqG7SJycL9vf3CCHQdeK63ve9AvHE3t6clBKLxYzFYtEQXWT6vmMcxRre9+LSDo6+73Au0XVmyffn4PsTynlO+vPyWSpJ49PPy3n5LJQYI13f/7SrcV7OC6Dz8Tws4rz8hMvn6o17enrKL/7iL/I//U//05m//7f/7X/L//A//A/8L//L/8ILL7zAwcEBv/7rv856vf4jrukfrBjLn6XkMCINNC4iqlU7OyH4qWzBGutdUiJmAbablNjESIyRIUaGcWQ1DJzqv2EYGMZR4rmbGA5zNQ9NHMdWHalO2gQ8AUnZEJyQFPU+0PvAouuYdR3zrmMeehZdzzzMWISeRTdnr5sz94FFN9d/M+Zdz7yfMwsdfdfTu0Dn5Z+4l/ua8uPjmCcf71d46qn+XKF+Xj4z5dHDW5y7oJ+Xz0LJKfHKt7517oJ+Xj4TJaXE7/3O75y7oJ+Xz0RJKfG7/+pfnbugn5efePlcqXR+4zd+g9/4jd8487dSCv/df/ff8V/+l/8l/+6/++8C8Ju/+Zs899xz/NN/+k/59//9f/+Psqp/4GIgvObLrKmS8pSqACEvKKUQm+sqsymPu6v/SS6lwL174y5v3Xk5Lz+V4pzjytM/z2q12WadPS/n5adQQtfxy3/jb5zPxfPymShd1/F3f/3XNbPJ+Zw8Lz/d0nUd/6/f+A0cQvx5Xs7LT6p8rgD4x5V33nmHO3fu8Hf/7t+t312+fJlf/dVf5Zvf/ObnBoCflz+cEoK4kJ+X8/LTLqUUUhzOAc95+UyUUgqr01Pme3s/JqlNsf80W0YRgk79LqVUU0ZRCkVDoqIqiQOiSG6faflnK8tuzuL11aTiaesNU4oy1COsJRa1751zJAe+FHIlEj2jPUD1rzJGYX1OTXlzFsvvLmkqZxCqKpNxae41MQK7LbBpudztGdZW65maJaW5xjKlSAoiObK80DWsTOseUB4WhKA1Nf1V66Ztr7mljYG4GZ9sz2lJYsuUWio2RoNaN0pNy1VzxjfhD6UUTk5OJOuEjTEQ3MRrk4yAqanX1hixbYSw+RCautcUTXWMlHzWeGkclJTk9rVPtN1FrpQ0VJKaqqZ8hVpP33DyVPbpBsTV9HA7/e70nGyZaJieW1mh9TOVQnZOUgQidS1dVxmu63oqEvrknCOkJOGCWdKt1ZSGU8Uko00pNTTF5lqqp2zPea/9a+fZfLN+0QGq5zsm3iJJzShXBSfPkmw+GVechBfadbZmgBRcndNF52onHTexaTsnn7oH/bg2mFIKp8fHNfTvvJyXn1T5YwPA79y5A8Bzzz239f1zzz1Xf3tSefHFF7l8+XJ1eQoh1OOf/dmf5ZlnntE0TJJeyeJcn3Q8an5aO+66DudcPYbtmJIYI33fU0qp11p8th3HGHGaB7dontis8dxej3NK04anbbPNz+v3pdnYizKYFztGjo3u/7Hv7SVZzwGKsaqfcQwT47rlFnqMs/3jjtk5flJ50jn2UobLlzsePBh2zv/k52ylhXBP+t7VfpLj6fzp2D3x2rOOf7zypHZ8XPs+vl//MNkl/3BuPY3pVo770qTvKKU+ezpnmm+71/34x+UTjjM5SUquo8M7+NlVASQaEgKO9WZgvd5QgN7Beoi4Ulh6GGLCcsJuNgNQcKeS+5pSOKUwajo6Eaolfd8wRJyXNb0Zhppvd73e4IOk1loPAy4EUsrEHCXndkxYrmbLBewobMaIcyIwLddr8dpxAXJSkCX7RZ4VNilR4kjGcugmuk5iO1NKpPkMp2kLQ/Ak5XnoXCDmRI5R8kkXKDkJH4XuS2POpBgZzFU1ZzYxasaHQtasB5vNQElJMi3oubFkchmIujWllBhSInjHmBKeOTjHehiZB08EYhxJGm4zjiNjyrhcGLPswV5TOs41V3pKidB1knN7HGVP7TpSFoLKPE55vceUiF5SAsaUQPd7UoJSmPUQU8IBM+SdUZDMBznJOFme9JqPN0a6JKSJUc8pzgmRkAqlKUZSzvzw5Zf581/5inBIOOHqcM6RNEXlTNsRi3CBBGf9pEAwZ3kPeU/KWeeVjJXTdxj6jjTh2jegqwuhPtPyDKNhWDHGmjInpSThUXq+9x4XPCkmfNdJJogYK3fFOiVNeyeu9l3X1Xdn13WyTlKit+Oc63HOGa9jQymEriNqGrqg+dGLfm/v1k5lB5MXkl5b0JzypgzQ/vLO6XsbuiBpCi03etHUdzgYxlFT43lNtxiqkkOyRkje5K7vNSxN5h5FxiZ0XfWk67qOUfcur3XZakcpdF0n6zMlOiVCBepYmqdeGmPd52JKUnfvheslJbyOU/Be9xdN56dzLASPw5FVNirAerPhOy+8wC//2q9JHbtAyaXylZQyHUt6VKlv1JzYndax6DjlMq2zIUs/+RBwRahmbS6bYmUYJJVo0D5wztF3QZ4FBB+qPOZDII9jTXE6xkjwTsdplCwlOTMk2cc8UFKm67ut8ZP3Qqbre+nfnHFKeppsXmkK2U7HydZc0tzTwfYW2yNUTut0j6DZy0fdL2KUPcXr2HgdP9tfcI5BZdICpHGk6/u6nrymayz6/ajj2ul+QUoy7rY+bJ1Bbav1a8lZ1nbfE5O862y+JSdjZnud7QXoHmiWaec9g/JZOO+FZwjIITCOkvI0eC/jpHvEqOvcxsPpurB1E8eR3//GN/ibf/NvyjqOkb5ZK/2sr8fe+1p3mftpmofjKNxMXajvOdvfJNONri1E/hpTknqUIueEUPc950S5NsYNvab2WusaykAeBkld6z1jTHoOpJhqjvmUEv1sVtvddR0+5TquORepp46f07Vl+14XAjlGmTd9r7KHeAzYONk7JOvaTLZH2Pe1n6Y9IqqlzOZhp/t3jJHQ91AK0dYcMI5j3RcMSxk2smPb9550nHTM7Bi2ceDucdQxOAsTVoXwpyifqxjwP6zyt//23+aXfumX+JVf+RV+5Vd+Zev4f/1f/1deeukl3nnnHQC+9a1v8f777wPwjW98g9u3bwNCEHfv3j0Avva1r3F4eAjAP//n/5zj42MAvvrVr7Jer4kx8tWvfpUYI+v1mq9+9asAHB8f81u/9VsAPHr0iN/5V/8KgPv37/P7v//7AHx09y7f/c53ALhz+zavff/7AHx46xbX33gDgLu3bnHrxg05/+ZN7t+8Kff54AMe3b0LwMObNzl9+FCee/Mmm6MjAE5v3SKengKwunmTrPHz490PKYMAWHf4QARDIBzerygzHD/UHi24Ezl2JbPHEgBP5kKQewQyl/f0Op85mOn9XOKicJKxv3AcCA8Zews4OBD0dLDvODiQqXvxQmA+k/scHDgWev7BARiHy6VLHScnkr/68uWA93L+YlHoOrln38dK1HbhgrxIh2Hk537uGpvNhmHY8PTTFzk5OWEc1zz77BWOjo44OTnh6acvc3x8zGq14trTV1kuT9lsVlx96hKnp0vGccMzz1zl+PiYlAauXbvK8fEJpWSuXLms8yNz4cIBx8fHhODY39/j+PiIEGCx6Dk+PsL7Qt8H/V7A5PHxMc5l1uslxycnOJdYrdcslyu6rnC6XLJcLpnNYLk8Zb1aMZs5To5POTk54eLFBcfHx6zXaz0+Yr1e8zM/8yzHxyes12sODmacnJwwDAN7e3OOj4+IcWA+7zk9PWUcB0KA5XKpG1nSehVKiSyXS+3bDUdHp1y5cpEYR05OTpnNPCnL+bOZZxgGjo+Pmc8Dm2HD0dERXV/IOXF6elKfY9euVsecnp7SdZnT0xNOT08oZcPJidSrlBXHx8dsNitSOuH4+JgYN6S04uRkyWp1Qikjp6enrNdL9vcDp6dLNpsl8zmcnKwYhiWzWWG1WjIMJ9KvpyuG4RjvI8vlms3mSO+zZrV6RIprTlcrVsuHbIaB1XLN4YPbnJ4e8+h4RcFx+OgR9+8/4uH9m9z96D63PrzHo/sf8MHtD/ngg9sc3rvJjRs3efeDOzy48x5vvfMB739wm48+uM7b793ig5u3ufv+da6/d5Nbt25z+8bbvPv+HW7fvMPtd9/m3dt3ef/Ge3z47ju8e+se711/h9vvXOfdOx/y7ltvc+vGu7x78w433nyrHr/71pvcvPEeH9z5iNvvXOfmu+9y885H3L7+Nh+89z7XP7jNB2++wfvv3eT6+7e59eabfPDBB7x35w7vv/E6t27d5uaHH3HrRz/i+o33eP/2h9x6/Ud8cPsO7926w4dvvMH7tz7kvZu3ufP6j3jv5h3ee/8W7732Ku/e+ogb73/A+6+9ynt37nLr9i2uv/Ya7929z3vvvc/1H/6Imw8ecuPGDd750Y+4+/Ah7914l1tvv817H97lxvXr3HrnHT64d58b19/m+ltvc/PeA27duMF779zgzoOHXH/jdd69cYMPHzzi+htvcvPWLW4+fMBbP3yN27dvc/vwkPdff533bt3m1oOHvPvqD/jg7l3uHh3z1ssv8+G9+9w7PubN732Pu48OuX34kLe/9z3uHh5y5/59OT465sP797n+yivcf3TE3bt3efOVV3iwXHL7zh3eeuUVjk5OuX37Nm/+4AfcOz7m1gcf8Narr3J4csKt997jnddf59HpKe9fv86NN9/k3tERN956ixtvv83h8pS333iD927c4NFyyZs/+hHvvvcex+s1b772Gndu3WK52fDGq69y5+5HnMSRH77yCncfPGAZI69+97vcf/CA082G77/4Io9OT/nSX/pLvPbiixw+esTR6SmvvPACJ8slj46Pee3FFznZbDg6OeHVF19kNY7cf/iAH730EpuUeHh4yJs/+AFjKTy8d4+3X32VkjIPPvyQG2+8DqVw/84d3n/77fpOunPjBg648+673Hn3XSiFmzdu8KG+q2688QYf3b5NKYXrr7/Ow48+AuDt117j4YMH5Jx5/fvf59HhISVnfvjSSyyPjig5871vfYvV6SkFePEb32AYBmJKfPsb3xBFy3rN7//u7wKyl3z7G9+o798Xv/UteT8+fMhLL74ox/fv8+rLL5OBj+7c4Uf6zr31wQe8/tprUArvv/MOb+v798b167yjbX3r9dd578YNCvDWj37EHW3fG6++ykd37oBzvPryyzy8/wCA73/3uzzS9/JL3/pWlR1eeuFbrJZLoPCdb3yDYdiQUuTFb3yDlCLDMPCdr39dvBmWp3znm7+vbTriu9qmw4cPeVnbdP+jj3jlu98F4O6dO/zw+9+HUrj9/vu88eqr0qYbN3jnzTfJBd65fp3r16+TSuHt11/nvXfekTF49VVuvv8+BXj91Vf56PZtUIXO/Xv3KKXwvRdf5OHDh5RS+M7v/z5H2qZvff3rnJ4uKaXw9d/5HVarJTGOfOv3fo9f/Wt/jTElvvX1r0MpLE9P+e4LL1BK4fjoiJe//W0ohUcPH/J9bcfDe/f4wfe+V9v02ve/j9NxeuO11wB4750bvP3GGzjg+ltvc/2ttyhQ15ON2Z1btyil8KMf/EDGqcArL32PBx+JjPfyiy9yqOP04u//fh2n73z96yxPl5SS+db//Xts1mvGFHnx698gp8RmGPjW179OBlbLJS9+45sAnBwf871vf5uibfred78Lup5+9P3vy9y7e5e3X3uNUgof3rzJjTfeoAB33n+f965fB+DmjRt8cOMGGbj+1lt88N57FOCNH/2I2zr3fviDH3BXjVI/fPllHty/TymFH+jcK6Xw8re/zenREZTCK9/6FsvTU8iZl194gWG1Io8j3/3mN8njyLha8aLKp6vTU1564QWKtek736EAjw4Pee3ll0mlcP/+fV575RVySty9fZvXX32VXAp3b9/m7ddfp5TCzffe48Zbb5Fz5r3r17nx9tvknLn+xhu8f+MGuRTe+OEP69z7wcsvc+f2bTLw8ne/y92PPiLperK5990XXuD46IhcCt/+xjc4OT0l58w3fud3WC+XjOPI7//O77BJieVmw7/62teIKXG6XIpCrOt4eHTEd154gSFnPnrwgBe/8x2GXLhz9yNeevG7jDFx5+at2r6bOvdiSty4cYM3Xn+dTcq89eabvP3mm6SceeP113nn+nViSvzg+9/n3ffeI5bC915+mfdv3yYBL7/8Mh/dvUvOmZe+/W0ePHhAyonvfutbPDw8JKbESy+8wOnxMSVnXvzmN1mu16yHkW99/eush4Hlas3v/97vEUvh+PSUF194gZQzR4cPeemFF0gp8fD+fV76zndIOfPR3bu88uKLkhXn5k1+8L3vkXLi3Xdv8IPvv8KYEm9dv87rr/+IMUbefPNN3nzrLcZSePWHP+St69dJwGuvvcaHd+5Azrz2/Ve4e+sm5Myr3/0uD+7eJY+R733729y/d5+cMt/5xjc5fvgQxpGv/+7vcnxyQgR+51/+SzbLJWkc+e1/8S8YNhuWp6f81v/1f8m+cHzMP//n/1z2usNDvva1rwFw7949flf3+9u3b/MN3e/ff/99vqV74zvvvMNLL70EwJtvvskrr7wi6+OHP+SHP/whAK+88gpvvvmm7Mcfgwk/yeDbFlc+p36QzrktFvTr16/zZ/7Mn+Gll17iK1/5Sj3vb/7Nv8lXvvIV/vv//r9/7B5HR0dcvnyZr33ta59pC3hKabKAqwXIeV+tE957hhhFk6jPyVA1W1GtZqNqU+0e5rIzKtN5LkWJeBzFO/IYibmQUibHEbwjpswwjKApw1JMpDFBzvjOkSgQRWO73oyycY0jKXu8K5IuLARKigxDZDbryKlAScSYmc3mbDYr+n7G8mTFbNaRYgYnTOxiGBE3rDhmvHf0vSelohZnsTiG4NXIU0gpsljMWC4HQvAsFnNOTpZcurTP8fEpV65cIufMzZu36PtOgNZmTS7w6NEh4ClFlCUpRXIuDJs1wyj1j3EkxsRs1isY7XRODJovu7DZjFy8eMBmM7Barbl06SLDsGG5XHPlymXGMbJarbhy5TLedzx8+JArVy4TQuDw8JDLl68QQuDBg4dcvXqVEBwPHjzgyuWr9H3g6PiEvcU+i70ZcYwsVxsuX7rAMI4sl2suXbyox0suX75IjAJo9/f3KMUsWE4dFjKbzYb5vMd7sT6K9tixXm+YzXrVLIomVOZu5vj4hIsXL+Cc4+joiIODi2LdG0e6LhCCaNyHYWRvb49Sch3PnItqMueSQs5BKcJk773j8PAR+/t7dF3H0dExe3t79L0cX7x4mdmsY7ORNHGzWc8wjKzXg7Y1slxuuHr1KiklTk5WPPXUJXIubDYD8/kMkLXqXGCxmJNSphTHYjHHOc84RhaLuW70J1y6dJkQPCcnay5fvoD3jtPTDRcvHuCc4+T0lIuXLgKOzXrDpcuXCJ1nuVrTdR1XrxzwaDkw6wL7izmnqzV9P2N/v+d0MzLrevqZY7Ue6LvArJ+xGgdmoafvPctNZNZ7fBBNeN8LE38uMO+CuAl6x2I+I8akzPwzxixpBGehZzOMZAo9rrpMdqJ+J/Q940YsQV0v2mJKkfnsCzmLNjymkVyo3jCd79X1r1Q3zpwTuYCnkClqSQfnneS0L0UIIEOQNdN1EDweR+eg+ABF3JGjQ62uBZyHkokpMw+yfxaXcc4z5MxB30n/x1HdMB09nhLUwuqhOJg7sRANJeOdJ5fMvJtNVpnOk3DCu6FWWVJiKDDzkzUTJC1ir5YoUAu1KSiDWCTMogVUjwbb082ibRZiez2HLkCW72ZdxxhHWZuIJcoh1klSknurFdKrlSenBGadTFH5QuS95YBhuaSbzeR8tZKZpSRrfauXT9eJC7Pd09phFj61jhSbM+oR4J2rVqxcCr33xCJpLoPWneYcmneu8ZuMainxQTwFgpKWJrXaeO8pSazhTq1xvVpQUkp0s1n1EuvNKpxStRynrNbJlMX9Vfux5PKYZdXch+19bXuhWU1d8GoBB3KuXghe391VXjCLuY1ZY4XsvAeTKcyFX9taKGpFlswU1aqv7/e+66orcWis+mZ5BPDqPVDboddWC3jOdU4C1dvO2iHpQMVbITVWVrN0m2dD0HllbPvFOVKKdd2YJdg5RxxFIbp/cKHKQKWYRWumnkSJrp9VbpzO+l3HxtrXqQU8aftQOSfo/HQ63+I4qju5ZxhHuY9Zl52r/eHUo8PkLrMcd8FTnK+WuQxyrOt8TJEuiLxXLcFI5hcfvLaj4HWcMOtrYwGPjadC0rF0WkfUeleadpMzfTPfbGxyVm9GXU82lrm1gI9jtYCnGPEqq6ZxJPS9WGab70uM9LOZWCdjnDwuGgt41rHErKlmhUxJ5M0se/dMv8fqycSNVOeezrcuhGn96R5o7cA5lus1s0YWD2qxH837Qj1NvI5TSonZbF4t4OY98OjoiCtXr0oKWh178xwxjxnz9ok5SeahxnIscpS41/vQyTyq77xY17+NqdN1buEeMUaCeTnpWkxAUu8kgNUwMO86ElTvC9k/R/rQ1ZAQr+s8q4eWayzHwYmnla1tV2DWd+KhweT5k3S/z7qvzZq5Z2vC9ulhs+FktWHWB7x6T+GcWIsLMg6liEeJ98QxghdvLa9r295zQT2YyJlexyznzGw2Y6H72k/bAn5ycsLVq1d59OgRly5d4uPKHxsX9C996Ut84Qtf4Ld/+7crAD86OuKFF17gP/lP/pOPvfaXfumXPrGjrLSpCJ503DfpM36cY+dcnTC2EeZSwFyddoQ6c1tJWVyNin7vvMdnSS9m3r5TLJGAZHNFzDmzVrb0lHJ18UwFYkzEcSSmSIryIk8xMoyRkgqkQk6RwdxWgDQmcVtJiRQj4yhupDkWnBcAnmIip0zOBVyuwk4aBTzHmPBOXGTQhWRtKEXj4HwgDiMiC2cB5a6I22MplCKKhJQiPnj+P3/v7/Dbv/27xDgibsqSDmyzGTk4mAEwDJEQBGTO53McsBkEcAKM40Df9/T9nOVyVYUHSYcm0W05J+bzubrvZebzjnEcSSkTQk9KG1KSlF7r9YpSZMPYbDbAJGzEmHCuEYA7TykCkOW5AoJ88OC85FDXc3Ae5zziNajuPlmZ7jU9mGxA0g9d14t7bYr0fUeM6irk9gBRYIgSSYD43t6+uAunUevidG66qU+KpYILkwtSCPVckdl8fab3jtVyzWwW6PvAoHnd5ZwE+Cpc5mxul9IP8nLz4u6H5pf3QevS4X0HiIt31/XkvKaUQAhilZd6u+raGYJjGBLed9UrIueC946cIcZMCDIWMY7S59g8lHg18Sr16gVQcKrcSAlmPVy7OuPR6RJcQJeSgM3iyDkBvVyPCKvOi9u462RsnXc4HyTWU/tSHd3B9xrDKvND4iEdoQuizMLT9T0xF7zuFyFrDCQSWuKcvEiLBE7iFAR3IeDUb6oUCK7DJwHYzs3wvZN17aUfZOEGSCJYyGwJqFRC8JJ9wVzkfZnRBRW6gqfzQWG7g+DwKdP7oLGDmeA6IOI7WSsaTckMrT+Ome6CMSfcrKuAscMxIqkJvQukOOj4ibKILC6Qsg5VGarXoW52Boos/tLcUkHBis5Sabe4NpoLt+35WdsaFFCbcCALNdSsE3QK/r2n62fVFdDp85xz+L6v74owm94x3nc1SMMHAWYBKEHIMT58911+7s//eRGQvK+xkqUUsh7bO6nYs5xTkBq24ofNrc419wg6h6VJIoxazGjQ84O6UrZEpJnCbNbX/QvnaoaOoCAb5wQIlMlt3eJfg7rL4j19CGS91nuvIVMK2AygOFnvFAldqS793lW3bdRt29pscecmtKPPzkkUOqVkSfup/ZGLvH8zSKyqna/v+lxKdT8vWqfQ9yIol1JdgIsqN4qub9910zg0coEdm5CLyg762K1QgNDIHUEVQtZ/1r8232xuU0pVhmDz3JQFOj+trajcAdB3fd2zvNdZoGv4R6++xld++ZcrgC24uv+L7k0UMNWN19aLKnWkDbmCiIICC4uLT6ZwLsQxKpiCoODCgYatUF1ns663oi6yZiSRdgJF5TbR/Mv8BJKuEZsjTveRov0k7shO3hE6l7IqwdC5HLXvLYTDAKwpvigah66DWu/jkPkVgsSG21i6SQ6o6yZMY2BgvgCduinnUvB9j8Vgu2a8UWCN9zWUwOZtKaW6hNvcRBVnwXtKCGQLF9SXT6fzzXS7tp57jW23e3oFpaZQyXp/q6PVxZSCIEpSCefQOd/1iHrWEfpQx9CUGBn40auv8it/9a/WvdsUp7Y2vLVfFYsyZ/V94Lwonr2nc35SltqaU6VAe2zAXqaqgERvc0YBdJ1jev5M908P9P2surL3/UxkPyeZiiwk1Xddffe6XuQ7nKPvBIPIu1nqtb23eHye5q/TMao8Drp32BhYf0roB5q9qeCcybGT8o9SCF2Q+c62y3uweaffW31M2WP4Ca2X7Wuf5jjsjscnHH8cDmz3008qnysAfnJywltvvVX/fuedd/je977HU089xc///M/zn/1n/xn/zX/z3/DlL3+ZL33pS/xX/9V/xRe/+MWtXOGf9WKEFBajgU5Es1abEGXEHGa5av/Zb1HvYZacmCTO0WJuYs6kkolRAN+Qk25WIjzkkshqVbMXBk4parwKEsUTUqE4NOxbBG8XPKV4fNI4pU5e185lnM94PMVlCqKBoxR8GCguEBQKFBXkc3Z4V/DFaVsKwdnC6chpVO1yIRUhTckKigIiqP9/v/p/Yy967ws5e/q+ZxwzIQgA9x6Jm+nEemDA1SFClGhgBeiLhlCF8pAp0d5jAjJl2KQPXPNycw76XsCvgcqqWGmtYgpgRL4M5Cx/217tEIF9ApxiTfTOMSQVaHSyBC85u2O2zcKAq1cLvasbWM6QkoHa0gDrjpwngFqKr0JTKRY36JkMIq7+Lvd3+n6yjdcpkO5wrqeUhPOOvg8YIJ7OQ59pCojQbKJB2+FISeopz/N0XY9zMt7yGbSf9eUAtQ+s3l0Xal1DkLlXSqxtsLEparmXemVidIB6lxRV3Jcs68J5KGa1LaTief/2khSBrlByIgB9F+hCYNb17M1nzOY9ZMfBhQV7iznz1YxLF/dYzOacLNccHCwYUyLnwsHBPsM4knPmYH+PYRwpObN/sGC9krCP/Qt7kpKxOPb3F5ycLilpUoyUkkFCTlnM56zWa0C8AMZxFGuU86KdzqWumVzkJerw7C1mrIaNKKW8CYOiGHNeYsgpqMClCpui+wUwJph1Ys13zhOCCNICtGCdIwf9XATLLEJ0t/Hs9TNRAog2gs04stfNVOCUf+txZL9XxVocmIcZmxTZX8wB6DaeeR8YUmI+mzPGEQrMZ73EgvcdQ4wsuh68Y7UZmHeBTUrMFWyXUpj1PcM4Mu972Tcb4DPvOoacmTegwfb0WdcJkGmsxCUEAU4mMCsAzkzkSr0+FxUqZwqITfAsKhCZp4E9zyFxyWE+5y/+0i/V944JmE43rGxrGOgUQIV2/ShYTmrlttLySJgXVtHhMBAR7XkGrA0cGKAopSqETKAMCkpL+ww38XCEFsBbmxUUncXpUTkiOLtUYq9S2i+3lA7Wn+1x61zodj7teTZO7W9n1cPik117rBcLsJv2NIufrwDG+krr7bX/7IHON32n8808Xiymm+Z6q2clBNN+bdthBF2JSRHTAipTlNQxtPFTa9Zf/Rt/o8bSaqMIqlU0GWmrb3ba+GlK2/dP7Ovm/tO9VQnQzD27l9e5Z+1xqJ6niDW1nWt2vgE3oK5Piye2tpecBSy5iTguNPez9pjnjdWnUwU9qvQxj4UCdV+poNwUSXq/rCAZVZhFrWddvzo/7G+z0NqeI7f1VbZoSeYEZEsPl5yVzE9qXvv6DADum7lkc8D2FVOuOasbsKfKH+tTp+1zqmixvmp0z9UzIlf5B37l135N5MFx3HpO6wFSihLXoWSUdaxLJaTMwWs63YlEMCGKnzonmBQG7Z5m3qtAgwWUvM76XvvGUgtn9W61PdGUl/X94ESWEQ81vaduLjFnCplAAJer8jBMgyU1aDwqbF8ybxLhkBGFtmAYp7/Jw1zS6WlrW9CFAFMHLkjsejDFZrN/nbV3ft7K5wqAf+c73+Hf+Xf+nfr3f/6f/+cA/If/4X/I//6//+/8F//Ff8Hp6Sn/8X/8H3N4eMhf/+t/nf/z//w/WVhg8Ge82AKOavmtLxR4DHw/SViwl5MIfttEaGbdtu/qPWRnV4uDLAbn1S3EJQV3jpIF2LrgIIELToB0LoTicQFGwCfwBbIvdLNC8g4/ZorzdCmBE61rGaJsVL4QS6aEnplzrFOk9x2hiBa480kt+E5cW10W1+TQEXxH7ooCJ7GEl+LwCsBFI+z54vPP8N57t/E+Ipu8J4QZISScE/AeQq9asQAuVGG662WZOLcgBMfly5fY31/gnGN/f16fPZ/P8L7jqaeu8ODBISUXrj19lQcPDoHC009f4969e5QCzzzzNB9pPNl0XHj++eeJMXLr1m2++MXnAbh9+w7PPy/Hd+7c4QtfkOMPP7zNc899AYCPPrrLs88+Swgdq9Va6yPASVwjZ0KsUgp7ewtijHz00V2eeeY5ui6wXq8AAeh2zWw2U7dsx2KxR4wjd+58xPPPP0sIgdVqjXPTNQYEY4zcvfsRzz1n5230vMA4xq17g4DBcYzcvXtXr+maazq9JrO/vyDGxN27H/Lcc89RCnr8BbquE3CJo++tPpkLFy6QUuLu3ft88YvSV3fvPqj99uD+PZ597guUUnjw4D7Xrj1D1wUOD4/U1b8jxg0QmM8XEif18CHPPPMszhUePnzEtWvXKMVx+OiIp65eoQCHDx/x9NNXcA4eHZ3y1FOXAc/R6ZIrl/ehRE6WI5cvXcR7x/HpiiuXLxKC4/DoRL/3HB2dcvHiHt6JouDyxX11xc3szWf4UdLr7c36qiluj+d9T9bQjVnXkfoeiqPvOgkd8Ga1EYVScSI8zPueGMWLZG5a5ZSrgGnhByG4LQA+63t1N9T3pXeUZKRb+srMCsD1ZWqCfnFQorrOKgAXi09D6BLECpJFysfk177rUX0dxck+Vi0xxVFcoS9iEXFAdoXOd2TvqqUh5sKsDxTvxa1QxYG+60lFFCQ4x6yfUZyc33dy/sysWkVdEkH6QvdjExj6TkiZZiHgVMFqALdX7VofAtEEQN2HzYLe9+Kyby67pRR6pyzG2g5zuW4BeKcWBmMprlYsdTd89PAhF69cqa+D6hqPCGkVNOn1rUB8FgB3zWcp6mmhdarAWuvmm2e0QO68/MksJWceHB5y8dKlTw2mz8ufrFJBOgryoSqCDMbt7oFWjHhw1P2qhtw0SgJTQo6I6/Phw4c89dRTmHdOBbGNcsEUX972R7uXb4gnkXdeayF2bvKgMhI2XBPi0YDOCsCrLK8GDe0DU2KVZi+2vdzCdcwjK08doq7goSo7rC5FPReLm0ic7bohiuzReU8w7wN5ougk1EOhAL7vaqiRhUSI4qdMClU15BQgyk9VYY/e2yNKYFPqmct+aMbu81Q+VwD8b/2tv7W1kHaLc45/+A//If/wH/7DP8Ja/eGVTyOIVKGm+dvcA3FeVEyqIbPNBouVQgSfLnh86emcr0zD2RfG4sUNN0V8LsQxE1IhLUficiTnRBeEibSkSNcH0kq0ZrM+MK4GWA/M5n11xz6NCZcTsz5wnCJdgIK4x5U4sFh0LOOS0M9wLkEQPXrOhRLUK4DMYrFHcCvm8wPW6yV7e5eQON6EWIxlc8o50feBr3zlyxwdfaSAEiBz6dKcrjvh4kVxq4ox0Pcdjx6tuXhxH3Mrn8/nGuc90vczrl27ysOHEhvfaXzuGEd9ZlQX60ShTMelVABsx7JRbR9bLKFtRjYTJKbH3NOHGvdk38cYK1iGLHG3OVUljNTBXPmT3icS44D3M8zjYrLUT1YRc/uWesUaNxPUVbg3tzRgsRBwP5v1HBwc6Hmhniege/t4b2+PGCPHx4vmGv8x5+1xcHAAoMf76vrjmms6vUZA8/7+gr09UcTt7y84UHa/5emC/X09Xi64ePEA7x2bzciFCxcIwTMMAe87ZrMZKSU2mw0HB3s4VxiGkQsX9ilFuBcODvbEkjsM7O/v4RwMY5aUOngSmf39PY4efshicZGDA2EcHGNmsVjgnLjczmbilSEeGcJm7L2GEJwjlPPyEyw5Z96/fp0//5Wv/Fjuc+flvPxhlJwzb73xBr/4V/5KDec4L+flp1Vyzlx/6y2u/PIvnyuEziith4h7wvfBezonmQVM+VD5FSy0qTE6mgeDpcCrLv8ablC9pOwZn9Nx+VwB8D9p5bHJ3Fit7bdW8xNLZrnZsFyvGWIUcjUl8UgpsRpGYspkJ3FPMSbiIARiORfGmHApkRJ0nSMOiTxGITGJGbJoG8dhIA1ZiXSEkCSlTD9zrE8F4Pa95/jRKXkc6ediTYuLXlmoI65Ejo5PSSmy2SyJUZi8Q/AcHR0RQmAY1uScGQaJj45RnOvFlTgrKPSUMuKcp+scwzAQgljsWpKvb3/7m+RcGIaNpCyJkYsXL7Jarei6rlpxZ7NZ/c6ApcUxr9dr5vM5+/v7rNfrGh9oYNgIeBYLAX3jOP7Yx08//TQpJe7fv8/TTz+Nc45Hjx7R9z17e3scHR197PHBwQHjOLLZbNjf399yLbRYequn3ffHueb4+JjLly9z6dKlGjN95cqVGuP9zDPPUErh0aNHPP/881vxMedFinOey089z9Hx6U+7KuflvBBC4C/98i9XF/Tzcl5+miV0Hb/ya7+27YJ+Xs7LT6mEruOXfvVXJRY/pU++4Lycl09ZzqXjz2BxTliJjfUSxOUkGbFGEfbTqBbQYZRcfOucGcaRTYysx5H1esN6ExljIsYk8d7jyLgehb1cgXOMEzFayUVYUaOA9jTKP4sJG4fIuBmIY1TWWIjjIBbUODBsBsiZMUbiuFGLbhTWXiekZiijqcRVG+mUWJvNHXo+75W10ks8LT19Ly6nEptrFm6JQweEUT0XtcLKRlmKWGv/4l/8i7zxxhsI6dkM55wycUv/zudzdc+evlssFjUWy6zMi8WC+XxeY4NaF6T5fM56va7WS3O1/jTHZhlfLBbVwrxYLOi6TgnapD6DpoL7uGNTMFjohTHuGmlL14k1t73vp73Gci6apdsYKI1orWWXPBeezi6lFMZhdd4/5+UzUXLOHN6/zyV1sTwv5+WnWXLO3Lt3jyvn8/G8fAZKzpkH9+7xzDPP/LSrcl7+mJVzAP4ZKgbCLA7C4if0xxpHklMiKuAZYmKdEuKYDck58G5ijeyVEEwJD7ISSVncd8s2UkqhOD3ZglKUOApvbC8FQsEnBz4IW2syAhRPHD1h1sEIhRGfzWVWUkykFHEu1Lhpcb2WqBRxF+/VhXmuLrc94+jp+4mQQlIFjBpnmiqr9mw2J6XIbLag71N16Z7P5/zqr/4K779/k81mU5kSzaUZqMD3rO8s1tIAqlms27QYdn4p4rIubLrpUx/b/ff29uoz9/Yk7VarHNhsNp94bNZsUybU9BtQUzNIbPbqx75G0pPNK+iXtB0zdWePW0yR5+VJpbBaHkG48NOuyHk5L5RSuP3BB1y8evUc8PwxLjWgyRR/EjS6JXNUMk5UBsmZoN/ZdS2ZVmLinbH0VpUoTEmjvLGxN3UAKGnidjBma7JkWnn/3Xc5uHKlkv2lIiRiOKqrKlbn6gVY8DVeVMnanBFkSYRqMTkHICvBoNa/AKhc5VAmco3BLUI/M/WhXmf9YPHHydre9nWR2Nlo3AuOysxuBpVK1GjXqGzQkra1ZF2cK2//yEophZvvv8/TTz/9067KefljVs4B+Oe8GCGCbdMG2SVewuEIdKEoeVoml0yfHKkEZSMUuopAIBaB8QkF1sUz9uIya+RtJcu/VCR/rNe0HzhPjI5ZEmImeelIqhzJOytMrfIa8eQs1nfv8/RyLJJ2KQRX06T8JOTBcRz5x//4HxPj+UvrvPz0i3Oey1e/8CfSBd0YgQsOcqIoG7jFfA0p4qOyqCmJS84RvOSYHuPIWjKEVd3hJiXJMV6mtGvrYahprCwObRhGOs2eMOQMYcOYCwOaNSInBgpjTgQnuWK9UuMOKVaW4RiEoXzMCZecpE3UdEKUAikJwU/ONdWjsaALeZsI+Obh1HpCGNNw/U2Vgc7SBSlBojFQG1N6AYKeO2q/VLK0IumrSikCEEzYL4UxZzrn+HN/6S+RVQlopEZup27euZrmKClzdp+FAMhI44xJt5Kx0ZAgKYgyIJa1f8ypMyjhHDoeXr2+WoZrSz8n6l4q+3AFd07egiGECg7R8zxC0Gl/51xqnWnq2RLBFT2XxgPNmIRNgW1KbWOZtrrWepVS54GlHNvyfrE2e2MK1ioqs35IsYLjXAo5TgSDU7/uALimTxq6VcCRVO+eQFFlE9rWkEPZvSovgH5vzN1Fx8PIBzPglF/GN987oBijdvOdMaw7tvMLF+/5ha98hVHnR0tOVdu442FlDNzejArKoRKKo1SW91LbK5lcvGRTQMmtnADyqPX3qkBwzk0pvAz02xg388SyudBkNzBi3aT9Y2urxrpSZN/Q641oqxTJXGBK/l2lQClFUi02LOPWfw5EEQKMKePJdeyMX8aUEZa+0rd1tnaawiVNxgxLkWvtMoWA9Z+t39L0U017VdeEtD51na5XNCuMVNO3a0n3qmR7S27S/0Ftt9VvmuYTwWdlzG/WXs00VEqtsy+l9lu2PlAys1/8K3+l7v/EWJnQ0To4W7vGVK6s8qJ4mrh9khPCTHvfGXFZVCXSFjO7ubvrvKz3xhQychwouIZcecqtrnMl5/qOOJeAP1vlHIB/XoqhUXshFk3rZS8wJ8zeyXkKub7wCpCcZL/8k7r4vPf8wi/8Aj/4wQ9/2lX5IyntyzKlVF3FnXOVHdxc252TuPn1es16vWaz2dRrzP3c7mdx8mYt32wkxMDi4cdxZL1ek1JiuVyyXC6JMbJaCcP6bDZjvV7jvWc2m1W3eavf6ekpp6enhBA4PT2t59k1u+cBn+qacYycnp5yfHwMOE5PTzk5OQYKxycnXDw9oZTC6ckpJyeneO84OTllf3+B9471WngFZv1ATJHVcsXJyQmlJJbLFScnp5RSWK/XLJenlJI5XS7Z25uTUma1XHE67ykUlivhIEjDktWQNGwic3q6YjYL5Fw4PV0y0/Rby9Wa4EVAWa02dF4EtOVqg/ewGUYokh5stRkoZIL3LFdr8LJXLFfranLZjBthTE2JzXojgMRNQnb16CiwXm8oKjitte+DsxyykjfcjbLf5FTU8wZW60GEOqb855K2zDFE8VzJZNKYBNzGUfLklsxmGGu+VhMJU06aB1kyIXQhyHcqUOWSCT6QShZmc0Tg7U247ES4H2NiPu+lTWZNK5KqR4Q5URKmUuiCpZzzBN/JvVVYn/edZquQ1EKpZPq1l1zADgKOSBFWc7aF9BmSmaH3vgI6A29dQ2STZCFXITioANVpm73lQXVuK6c4MOW7ZZtHxL4zQaxaPnPm+OFDLly5Ui2YFZQ29bf3ic0JhwDtTuvWCsZBUwy1ac+sPw0gjqpscEyEPdVSqoAp5Sn9pQGDYG21xkwGWekbmHJ+mwa3UQi0fUFziy0BVQHFZC1u0hY149QqB6w/tgAsAkSTtrV6tVXLpoJCAAM6TO2wXODWfyjYGpsQKKtT56e84WZ9ruCsaVPtAwXSbRsCApbtnlvXNXU7q7R92/aljZuBGgOxjjKlXzLwioCsjz78kMtPP13TFFaCpnq95CiwUpUC3stWp+dIdsgG1FQFgKUXpYL1Cq5zJjnD6grKTBHW9F1uCAstiK6CMram5mPl46gObV37ZqwMqPmmL2LONTd0PU/H27IO2Lqx9lmaTND86C5P99f1Z31nSk7LWW+gOhmY1LqYsq/mAm/aYedSlRim7CkUBZhZlQKOaQ+QoRJm7S5L6stcFYNTH9UQzUaZacC81tnWQGPNMfkIpjVcvMOrcsLVGSqK2Xsf3uXZLzxX30mlSL/U/cvWrj1f6+MAV/x2SJ734qmqdbR7eP3bIe8IWz+WBSOmNKUDtvXinPS7aLbrfmN7a53XRbxTSuhkjbRzKk3jKfuX3Drpe948WIxdfdqPJmWGzXfrc7RP8s4eklVBZ4zq9v5pJIrq6Wvn2RxB53V0k8dMLoVOFQyfx3IOwM/Lv3aRxaELCo3LzvKZY6SQiaNYVoYh4r1szDlFfRlIqjOxiDvGMeL9wDBEZrPCOG5IqUPc2J2Sxhmrd1FXLUgpMwwJ5wZKiRU4llL40pe+xMsvv1IZx41UbRiGep4BSPtuyjXtK8AStm1f46ehEVSgurjnnJ94PAzDY8cGaodh2AK59umcY7Va1WMDwHa8Wq2qW/mjR484OjqqYLV1l99sNupd4Dg8PKSUws2bNyuYvnPnDuM4SromFeb6Xli5nRPwulgIW/nJyQmz2YyPPvqoMrzfvXuXGCO3b9/mzp07NXbeXBhXqxV7e3uV4M05pyEFQvB26dIlAcOnp8ocTr2mJYKz8866xnuvx/v0fcdK82BfvHgJ72G1Grl06RI5Z46PT3n66WtQHIePDrl2TYS+k5M1V65cwjnPcnnK/v4+3gcdd8fe3gEpDUDP/v6CzUbsjovFjGEYGYfElauXWK8HYspcuLAnJILOcXDhgJ//2Uu88fZHHOwvlMMhc3BhwbCJxJQ4ONhjGAZiyRzM52w2A7nA/mLGZsikXNjbnxN1De0f7FeSwr39BaMKjHuLORtN/db5QPEwC4GYMiknOt/LWqJIFgPN170/m7EejYAviOum5kZ3wdG5wJhifembcDMLHWPKVcxyOFEgJMkxXlArFRZmI7mgZ7MeVxypZM0ZCqFzgCenJAJrcbiS8Z2X/NWaKqxkIGhuclfwGWnHrJBjxk8JFilkUgFHJzKFAr1cMqEECCo4FQHIDkd2iZIT+I5SEiVLGhXJiy7KheLMBVfznJrQqfuCfSYFFGb99Q3ILmbxRAWPRsCsrqgGsFLSZPNUAQ5TXJTJumJAuYLNHcBoAuDJw4ccXL4s88TG1MDytNHJfrjzN1Zn1wKOxkIEk+WmFUyZhMAWXLaAvVogVfArNHnEVf40d14TAtGRds5vfWfj0ALvT1NK88/qZe2yvqgAvhHK22uMQLVl+m3vX48b4L9rUa9CNxMY0j+ELbwB/ajQfhZgNsVBCyIr2GsE2bquGyDo9Vw0rZ0rAqLzGc/a7XsDTTbGQXOX2/sIqOvhwUcfceXatbPv5R5XLbVzejpn+m67z51sPGf8ZuCt/uWmdltftPvdbh1Cc6/HlDrNcW6+aOdVVRI4tYYqMIo6ngaqClSXf9B5Z/C2FMHBzlXw1O5D9k/AYalrSubeVCcD3tWy3z5bj83LxEButYDrnDFPGNmid8fMrOTTp8xbt1VP2ePLNAal6f+mbdONy9ZxXUPN962F3rw51CVA30u6Pkohp8y9u3e5+vTTkweG1tX6rj63aX+la1NlWC6lKihcCI0yiUlJYmPj3NbYbv1eJvVT0Xu2isKtfxgoVuVaTsQi3hVtH6eS8VkVfvr+ypoqzPkJXLdeLTElnNd5qnv0pMBB50PGlclTK6SEK5p2WD2Q8JKeODUrsSrQrAtLJuHwIdCbPAk1naV5IHzeQqjOAfifiLLthJZlxWGaZN3NkTzAcnZSoTTp4jHFpuQfFKEzI/HBMWfyUAQ8DmtKdozDivWwIY+ZmEaGcUlJMI6So7qUyDiaa9OoAE0W3jguRYOZLW58BDylJLxaykrJSt6GxpVLO1NKarlVrV7KhOD4R//oH5FSe40wjZulFKikYwa0WwbvUsQ9s+/7agmuQnEpNa5cUlEdVCBtDOPDMNTjUqY82HZsoP/Ro0fVEn10dFRjq0splW0dJN5c8l4LgdzJyQld19V4cAPf6/W61tnabUoEY3Dv+74C867rqmW6dW/bJVYz67q13/5utcptegh7vlmp27Zs5d80EKGubq1l25QIdo0Vu6ZaLPXvrgt6zUjXLfQ4UfNLZ3VfdR6cKIzkOWgcvoK0XAi+I3SezQa875Sl3zHrg87JDV03o++DEAA6masiqzq6bkZKAqK73vP2O/cpxdH1vawfoOtn4s6cJQ91iklAb9fjx0TJhdDP8HFNcZKzOus87zunrrCBznux/ABd5xmjumyr8dqHgM+F7AOhgzwaUO4oiKu18wFcxIm0KRp4ZM2HXKDTXcW05ArQCwVz0DFw69XaK6dL2IttSA4HOakwIfEtIvRlir6eBCSqIGGJvv0Erpy3kBuZ0zlYxogAwSwNJtYpqPQK5Ny2NdM7jyOBCyKke7GV4YK4q6qF3ICEdKhspzinYN+Q4U7cq37nneR9NYsDzVpxFIoPuBjxzRqp91LLtwmCJuS2oMBA99Y60Yp4dfM2UAtA3/Mz/+a/WYV912YuaBUEbnL7NsG6s77zfguMdvW5ssaMUqSCEu+rMFYVCU0b7NneBEvvKzhrreoGo0yt4Ci40El9VMg0IbcFkY8J7c3vTwJYbdlVbFjd67tEn2vKEOccsXluae7vmvpVYGRzy7kqpBXEBdk1z6lgw4mrdb2rKrEqcG+f1wJqm8ufos1WDHSYAsKUKJU2pmnDFuAr23KI9U/tL61D6Dp+4Rd/ccud16x2Dlk35qVRrXi2ttAc0F7TGuleYxZWAzK+2T88ogQ05Ze8E5AdQ8cveF/nMnpOMcUQ28quqaPBHK7Lp+xb61/rQ/s0tUi9j4GeHeVIDV9o5k/dO8rjs35rDmsbbU6Zm3R7skN+35qrVmcFQm1TnZv2qbOKrcXdmnk3xd9P81Wf5qe9xb41xdfOw5/QDle/q3Vv+qoqmUxR1HX8hV/8y/IOMrDetP2x+zR9Y+dVtVZz3zpvzyqNTGQl2OUorxPTXNxS+jXrrHoFOEfMhd4BLk/9ZXfRCtl+VRUXpYg13hQFKquUouFBRRTfzrygzKoNWG5y89JA75UaWdIUrBHz+sp1ropyRCB4ZgqBqlb1Zn/5vJZzAP5ZK+3iefzHj79UP6ubDI1LiAq3irsVSGdIkHNiLGLRgUIaEkMcKLlIKrIkMSWZwrDeMI6RNI7kAmkciZsRSmHcDGzGERASrxIzOUf5l8DtbF3icqObvcaZi1zh63f2mjeAHoIjJdtrHc4VDZVxuveJDto2KOcE/P2dv/N3+O3f/lplT5+6e5tgxr5rP620G2ILvndLCyh3N9HWorVr3drNZ7j7fdUyN+cZMLVjI4zbsioYMDF3w1Kq9dnAsz3HNsbdPjFiOrvWwDdQgbcpKew57b2McM7q0/axubwbKLffWsBtx+15lrd895q2X6Wumb43t/ykMkbB+6Lzza4NVf5wzisI93jvJlfqsg34Q+ersBNCB/SUEvG+QhPtf48Pksfb43ju2Uvce3BC6Dx+dHSuo+uceh5kfNfhwkhw0iZUMeC8x4VAQD7xmYDD+SCYsRRcFwhZt/bQQUgEL+0rHnzf4Yu4boWuIyYFpN7hdf14Ly6tsYDrZPy6lKUfABccLqmCBhXyOgdOI69dI3S5INZvfbninCgBSyGSa3ybDgJBUXXnvWDgWcfeQkgLXfDs9TOGOHKwtycCdhbPmRgj89mcApIycNYzpsS+frcaNuzNZgwpMZ/PAMcwbug78ayYq5fHZhiYz3pSKcxDqHvorOvFFT0Eca3MWRQoMdIHSccYQqiWq1kIYql3jlGtCRbr2ofAehyYh666C4augyKKn3EYmPW9kG2qYEvOhL6HnOXeOu+Dgg303hb7CEyuet5BLvX56DVB1+n9u3d56tlnZV7o/DarWGr2AQeMzT4SdY11BnaRd0tv+6MBgDwJfc45nMZRFp2HsRSCc2Lp0++9E0+GzjnxUMARiypldY/LRdzdW0txyZkxJQFhWqd2TzOQJfNQn2dulna+XLQFUHwRxXT7Gk4GbnTvSTqPjXDL5om5pjvbbxvlZkqpAp+iIDIVeZMZuWrxEm5me6u5vBrosj5zqmBpZYEKbvW3jFgZtzwl3KRUsQa7iu3d1Dd6nj1jsuSWxopqYGb7PWf38s5irtE9VTghajxvSty+eZNnv/hFUda179JSqgLJXK2338FitQ3al3ZdKc07tFoxqSF8Lme8zi0QjGe/gwLd5tpqjfWejPJPNHVsFQ8+BCGys++szk5Cdiz+uZWODABSCkHnS33vl7I9rs49RuDm2t+Y5n9VaJWCC94qJKfqnGxBvmvGP2q/Oje5CU/9a2PCVlsMmu7+bfefvtF6OqhR3mfIWK65rio8tG4GRNt0igbwWyVXW7+C7DtBFZvVhd/mhfe4nLl18yY/+3M/R1HPD+OOMM8Es+7b+Fq9ne5TQfcC13V1r4wxVuWM7Q9m0S1FwK31k7WpWsObfodS9452/lRw2tat7cPmfNce6/XBTVb8OsZaX+lcv6WAshAlU4675t5Vcav3Cw71RKMqboLVqZ3fO+vNxrudD+24ft7KOQD/DJVSzoqxkuklm3b73SfcS2545rm731RIWmQDBNduk1pUf+zMYmT6ZP3NI4RutiloDKC8iL2+0DzeW25pj/MFl81tRO4hQLrDuYJYvB0N1tPfA94Xctatu76jPSGIMC77mFNZ0/OlL30J7x9fprsCQvvdWb99mnIWmIcGZHzCOS1QtmMDrwawWwDdWqXbZ7RxUQagQwjysnGOg4MDSikcHBzUtGcXL15kuVzy1FNPVTf0/f39et9SJCXZxYsXefjwIZcuXeLatWviLh0jzz//PM45bt++zbPPPlvrNp/PSSlx584dvvCFL1RGdaCmQEspsb+/v3Ue8Ng1xhy/e82HH37Ic889B8Ddu3d57jm5/qOPJIWIWfe99+zt7ROjeEF84QvPAYU7d+7zxS8+q9c/4gtfuAYUPvzwPs88cxXvPffvH/HUU1cIwXH//iHXrl0jBMe9ew946qlrdF3Ho0fHxJh55pmrHB4ekVLmypUrHB0fkXPiyuXLhJAoOXPp8kVOjoTA68LBHp2O4YW9OX0RN/EL+3v0mq7vwv4+8yCxVBcP9pm7NblkLu/NWa4iJScuz+csC5RcuLzYw2+iuIrq3Lm4N2eVCzkn9vf32CBCxf7FBcNmJMXCxf091sEzpsJsbyYv9FgIMxEeDvYW4l6v4NcUZDiH94USURBe6BcL4R5I4j7uvVl2PTiIaWSvX5BLIXRO4q9zwXcB7xybYWRvT9L24QPBFDNlEkKrJcUEUN0URJCdBHaVCBrhbQI6budfG4PZlhbg+Oa71rJYYCKQgklo1d+TeRAVqqux27l/+y5oXe5aQb4V9q2YAoDmvJQLNKRjRUG/854cI8uTE648/fRWDF+75mFS5g629yhoNQVBaZ4ZbO9UYF3JvaytjfA9NvtsacdSn7dB3n0GFoPGrbqs5HaqHAYRGl2SkArbPy3E2nlfBdwtEjv9Z8R0wanrrZP3XHCujlG1MBYB8gakzVXX4qetba1Lus05UxZ45J2ZS2tx0/hSrWdnQmsQYlSzzprIOVnQtJFZrJihEYItFr4UcSs1QiuzHptAayCknUzBe3EiodT10IK0lregvo+a9rdzUCdTVRJQ1AKPq553IO6mR8fHPE0huIl0rLU+kvMWA7vVzfoxNUJ6HV8m4OK0j+w+dm8JbWvWYgM2rK/sWbbmQYC0a89p3svOgIzVw653k5zVggh3Vt0Nk+JqP7lGTjPS2krg5iYFfCvL7e5nMl4WDjQBNccElmzc6n5WJvDdKhS2jA1luqfNGWvbtBc3Sh9EEWMR2FXZomvSxsSuszln/dZj+1yuhJNtG7ea0vZFyZOSsBmT1nhRgOOjIwGJul5Nvrb47GAeSY3SYHfe+ZxxQTzUqqIKqhdDBcYayml1aRUd0h9a/2Ix5wVTdoF4yXSw1Xd1LHWNS0DndgjN1rsLRNFfChLjJWs9hFD38D7I1aZ8MkOQzYk67sU85zKu7/X5npCb8AAD8zrmXdP/1p/Cx+K3vK2K9n2vMu3nrZwD8M9FmQQq/eusMz51EcFg+sO7SRitU9gYy93j16pqCu/EnVcCAMHh6byj0OFyYjNLkHp8ACc+qyQfSNnr9h5IKVOKp+vmpDTgfcd6fYLTF0jfe1argb4XS81sNidnceaLEUIoGmOMgm2n52y7Q//Wb/0Wzz//PCAa53EceOaZZzg6Oqov9xACFy5cULIuKsgDNH59qO7bZmm13y9cuIBzEiN94cIFSilbx8vlsrqghyCu0e3xZrMhhMCVK1d49OgRpRSuXLlSY65PT4Xo68KFCzUm2mK6L1y4wKNHj3DOcenSpa3j4+PjGnNtAL3ruhqDvV6vuXjxIoeHh4QQODg42LJuty9O2wTP2uhMKWDl49KRmeV6t3zaa9rzPu4ac2Of2iH/ZLyFQ8A5Axry2ziOOraRYRgIQUIgLC6+lCSs/po2L8WBUoIqA0acK8Q4qlV/ZBg2nJ5KqMDR0RHL5QlHh484Xa5ZrVYsFnusVmvW64H5vNPY/sje3pxSYBgie3szSoFxjDUl3ThG9vYWgGMcE3t7c0B4FBZ7c7WWFS5cvMByuQEKs/mMFDOLxawKrrO+0/sJIRwOxljoO1X0FAgzR9/PoECvpHH9TF4dY0z15VtFb+ckPrfzFCVGG6PwNTgvL3bxHgj0XSBHCeEoFAhqqaeAD8xmEm/dL3uKCkveiQIi9B0uBLwrBBeIJdN5h/eBmBLzOBOSlmEQoF8Ky3EglczJ0OG97CnLkMglczxsoMBQEvOha4RSAUXBi0W7Qy0RztHjGNSSjDMFmcTHCdDLVZCKSS1speCCujcyCWtd15PLBHpDA1pN2KoWO+dqnLhZrA1YFqgAd7JKOEMf1drp9PuA4+D55znebEg5Szyx3s/We7VuIvwdNeZOV07Q81sLYVUMiCSGbdLVKqXrtBWkc3tdA+YKYrV1zXkmsJoTS6EhOdt6Icq19qzpubofYFbhSVnic6aoNRQVZGuf7ChabLy2QdmkTNh1Ty7Np7j0mvVdJPu2TycQNP0GaoHe2YcbmV7qsOMua/Nju/enNp3lmu/c9ndnHdtYuOZve2Z7z93PJ5UQAl/+hb/wCWd9QrHxOkt+aY7bOp1Vv7NE+t1xPOvcj2uj48l9+nkqbZ89qez28e5vPOG3s8agncs7M/iMB28rTx8Lf0BlGhd0j3J13tYVontv8J6/9JWvNAoS6j5riq4264Od1ComTHbyzf7dAmSY9hBCqPK5ZzK6mHIHmLgkTJmx01d1LzbBmMm670CVjJMSxTrH4u0zpkAQ2b1VLtfn6YZT1Ehk/BGl2SPHlGoKvlq12n45xzysKj9Jo7ANjfxmngmtsqQqxD6H4BvOAfjnsrRbSyvE2D8B1OJGGrJpg/VfKuTmX0xRCdEKOY2kpPG8Y6SkRIyJNCSKEi7FcUOOhTSMAmJiYtysxD14GEhpVJBSyHFQ9+REHNeq3Is1DluWorkSDwpsUNIwid3OuaeURM5B7xUV7Mm5llpMFG1Fn5GEAE43Bu89f/Wv/lV+7/d+T++tmsKcKyt4yxq+Wq0qOVpLtrbZbLbiwkHdDjUXdtd1rFarGnO9e2yWZMur3R6bW/fDhw9ZrVbEGHn48GGNx961gBtxG0g8+Gq1wjnHgwcPKvv4xYsXWa/XOOeYzWYKtMaa07sUidufz+f1+vZeRrxm17Za4fl8znK5ZG9vj/39fcZxZLVa8cwzz+C95+joiIsXL9aXi7Xx0aNH9H2/BfRNGdCed3R0xGUlhfq01xghG1Cv2dvb4/hY4uMPDg6IcWSzGbhwQXJwn54u6zVHR8csFnMWiz1OTiR2fn9/wcnJCfP5gr29A1arFd4H9vYWLJdL9RyYc3q6pOt69vf3WS6FUf7q1Ussl2tSKjz11DXW6xWb9YaDC/t8+ctf4vbtWywWa3L2xDjQdwJ0cxbiu1I8FKf8Ap5SHH1v5HioMihQykjfB5zviGOm63pccIxDZN73jN1IyTDvZmxcJPQi2scUcV0v+rMyEPpOWMDzSNfbS18s0n3vKbkw7z1DhJnzuDCBMHnZ22YkL9KZFwWbD56umKeKU4Ctbq+ho5SIC6jSrRCChwzFQ4cTci8HzgvpWu88Q5ao7uAtTs+Ro73UpSKVIK3osygEHEktLAbWLHbVokK9avSzE8sWRYSV3iFpzZr40RA8vggZG+pqWBzEpPczwIsja9tMGWR9YBaVUGUlVy0rtrkFdYW0/u2gWgDb+FADrmZl8eaeXibCNRNqasmZk3v3uKR5bq1fXGPh2YJtjRWrkjhZvJ/1qXopiHVDY+tNmSea0ipEee+r1b4COR07HHitu8zTyRLm209TPGi9cs545/Go2zrynKACJkj6nqgWJ1EiiSdI8F6sxn7KMGJCesq5Ehh5PzGUk6eUTJXioGwrLi2GPjWKFHNNncDF5IofmvaYO30VY5u+MkEe26Pd5PKpXSmuzioTlAKubLfLXE6nGGIq4Jd/uq5sbjT/6jOsamf8Vr/TsJJSLbZuep6u3JQzH7z3Hl/8Uz8/xbo3z8iNYqjkXC36Ni/thkaEKHkapnug/VktvmXyOBGKCZnx0vdTDLP1vYcp9roR/Hc9ZlrA6He+r+N6xrmtFbVtu1mGq0eH25X/tqH9bv9/UtmtzccpGqZ1qrJU87dDCRkLdRzqPGssxW1og/3fFR77vu1T/4Tvd+vXnmvPPsub8dP0S86Zd995h3/jT//px/bOT1QEPOEZT3quKe3+dZUyn6ZeP869dt4Y0z7jhZ/BFAvV2m197714mAyDrNMQthTABviTxpZnoPNewi7Y9gKr3p56rfee3pQMn9NyDsA/Q2U7Pso2LrclsGXUJSWXyn5YaF4iRcikLE1OLEqOpazHJYs0I2zAiRwzeUwMw4a0EWbylBJpk4h5ZFhHSkykHIkxMa7WjGMkjpmUInEciePIOG6IKTJsVqQ4yotRLYQxJiVfK0j+74hsDwrOY6LrPCmJgDoMG2quV29uYfIZQqekbPK3xQZ7PxFqmZBrFvDZTNxX33vvvRpDvNlsePDggVo5Qz1/b2+vAltzq7brt4S7M1yOnnRspaZU2HETt7JrbW7PaV3S25RRoXG9qfGBzfVtfVv3dnNr33Vh323jbnutvm3stRHQbTYbFgshOzPlg9Wl6zpms1lVaCwWi6qAMPI3O6/rOubzeVUUfNprjGnerhGFwp4S5nn29vaIsSMlcbsHicOaz+d0XZA80V2nLu0yhvv7e4xjVIK7hSp2IouFuNRTinpKSJ0Wi7ned2Cx2KMUWK9HFhrDDJnZrOfgYI++n9P3AqLXa4kn7/uZztlehb9c+zFnORbQLed431MK9P1cc2BH+l7CDEqGbjYjbAbIhW7WkQfpL69wc94FHI6SpI19cOSUJd7ZZboCLnhC1+OSxDwnIt2sk7j0VAi+VNc0s8o6oOt7iCO97xgNFHjRlJtw3AcPJUi4A04AeN9RciJ7T+gC3Qh918mO4QR0h6Kxld64IwJdUAEfT0cnMdVIfK2AC2FR7bIjBIl2zyFoDLHDO4mP7ih0nZLKFGoeYXPJC04AWskSq9/b3uCNgs0RvKQtS8WEhUBwkmps2q8LvQ8kb7nCOzpvjLyBQBFrSJG47KixwsErIZmBuCbdmYF0iY9uqOf0PjIErlp1XfAEDyVJlgqKhipoTLmDCjirm7VZY2yv4rycl59gKYVx2ExW7PNyXn4CpVXOgCi7fJ5iw032rgo+k8VLYdhsKnHbkxQSsA16W6XKWQqF3XtV93dM+apeKW5SjpSqzara2h8baE/KU0EVzu6Lvu+a56HnsaNg3/r9UzzT+tUzgfnW46BVkDm2iR2f0Ig/FvvDOQD/jBV3xoQuDfiWL86eeLk5r4DwriV1KSkSCydgfCQms3pnYk5yXrF0CaaZoll0Xty9fYcLCQxDu4AnikY/iXCY0XykJErxOGWEhkIpcqFzICzUphXVraeAEKYYiDZgqvqyYrHwFis3baw5F0KYUo8Z+BvHkd/8zd/cAsa1z9Ql+6xxaN2XWzehrfie5n5Pijuy+pi1vK1be4/d7wxwG/AygjOrb7WslJb9vZx5/y03JTexmn/c9XZNq6Cw57cpxMwa3XVdtfgvFgvm83ltswHj1WpFKYW9vT1SStUNH6jnOedYLpcVhH/aa1arFfP5vAJ9u8bY5g2AD0NksVjgnFc38Dld17NYDDjn2NtbsNkknCvKNj9UcC2u5q4el6q0iTjnWSz2SAm6btYAdvMigGEQYP322x+Ih0rwavnd1TGfl/PyR1O891z5mZ8RoWqbcOO8nJc/8uJD4Et/9s9+ri1b5+WPTwkh8Av/1r/1067G565sKRucqwrzmvkDoGRCThNBpCrLzYLeepvZfeDHVzp8Vss5AP+MFbNknwWybSJWC0opmhZAreDZSGfUpaNIzFdMhVQEPMWSquuiWMIngCvpmYxtUQgPovMUDyF7sUjNEinP6IK4RucykmNHXzK5y7jUEfqCT4UxJ7quMAwZ7xOlZJzrCMFAnlfLtYC5EMztXOxIE5t2wFKSGXgXgJ5VEVYUtE9W4bZ0Xcff//t/n3/8j//xmf0N29ZpA7whhAomzRo8n8/rPQWs7VGKWFRDCBwfH7O/v7917Jzj5OSE5557jpOTE1JKXL16laOjo8eOr127xuHh4dZxKYXLly/XePWrV69Wd+6nnnoK7z0fffQRly5dYj6f8+DBg8euv3btGuM41mtMMWGkbPfv39+63q4Batxx2zfeex48eMDVq1drSrRHjx5x5cqVGt/eug+el6l47/jSl36GH/3o+k+7Kufls1DUGo4qQFWrqG7Iwp6ezBqTc425s73b2IyNxKZ6/zhHUc4ey+mKkxRozkjYSmEk8ejDD7n87LNCvqNKQqnbdlWNSK4aYuxT3ajtn9d3j2hJPVm3ghrGYoo+70jRPLn0jtp+i2GOWm9JA+dwmlMvu4J3qhw0Ban1p/ZVQrzFiqfmEneU+m4UrzGts3kj6bvTaR+ifV1JwLT/k75/zdVVqEWFYM+uCUVyJZOzMmbb+0o9FZisbnZN1HFM3mtaLfA5bY1FPXQTqV11FTUZQo9Rt2Xrp5xLdT93Wp9UJvI5r5epVEB1BcFh6T0pMhbewlCco6bcsqrtTnOrW5U77H/UPNZoNoP3b9zg5770pYkNvJlbIGNZ+zNnCRexuajWsfo8GgubeYGosG99VI0WptyvlRa+g9YV1kI5ttpo1lNtx651s62Db9b4Y2Op9z6TZ4VJXjGZrfZHIwOWUshOCL+27l+mednWrTJd67cly0gmcyveqUNbbA3ZXHJNv1vYSNH6oXNwa3xA15OtC7lRq5DeGne2LaRbdbO9j23rcml+h2kO0NynytT66Zo5EVPinbfe4stf/jIuhCk+Wj2SsnM1DVfL9XBezssnlXMA/jkpu5tmqwnSzLXiOuKa2Djvpt0VB15iM3xwYln24IOnLx1kR3IjLgVwkEdNPzZuWG8GNus1cTOwPDlmvVqSY9J0LyPjZsk4bPDBMcbEOIxKKCXxr5BIaYpltrANsabKa9P7TgikFgskjZNYw2ezfsuiO5/3DMPIbDZ9AjUm2tzFa78Vcbm9dOkSP/uzP1vB+TAMlbDsypUrLJeSe9wIzS5cuEAIgZOTEw4ODlRBIGDV3NiBmnfbgLaxcrfHZmHe39+vOb339/dr7u/2eLFYaB9sH++eP45jfS6Ie/b+/j593595/WKxqK7Z9p3lALfY77Out3vb2Fm8u8WG2z+zgBup3E8DfFs/S2x/VAZ9IVNzzjEMG4ZBcrKv1xtKEffw5XLDYlEYhjXOedbrtYZMoARpa/pe8sOv1wM+cwGTAAEAAElEQVQ5S9+v12tyhvl6w3q9wXvYbBYMmzUxDnr+ms1mZLNZs15vGIYNXedIMTEMIyLiWh1nxEitr3PoOUYCKGSDIfSMY9S+zowx0o0DPvXElPHjSMqQYiaNAykmckr4tYSJBM1QMKaxxuwOQ6K4kdx5xjTiIiQkBtwnbx2MHz0xJjbim0xMAzE5Qi7q7pzBWdrAgZgKpYuMMUkscHaV/ZTgIThiSvjocMFBcRIWkzJ0IsjGnHFpFLFWc4DnEiEVigsCDmIipkTwBYIQnsUxS3ytg+wdMYMnClgbCtlL2qhxLvthIkLJxAI+CtjyXmKQS4HoHDFlCy4XYDyOjLnQOQRkhUAha0ybpFcyIq6UItV5W4HgiKXxK6SUa4iRc1RQJMBnU4XPgKN4V0HnTNPZoIrXyqjdCPFGuuOYGLKt+FyIKXG02cjaHaMIwd5RkuyfLTkcPC7c9o3nVgFik8PcIbH5Mo9dzRcvfwcqCVlpxeGWFEkBjQa/tjGG4h4/MUN3CoR2PZYMSFPEG0wAgP2tdTGvn9at3oBdmVxTk3lGqbdAdcvX5zioMdtJ3fq3/ApKgTSlc5J88KpUrn1cICd6De1IDaSoSg79w+VU51kx0jydCw6Zl0HzggtAy8KDUISvYAv4U2oaqFLnqT7Hl1p96Y9CKh7NYohXGJizAfIGdNtcY/LQ28omYO/4lCfFiIHs0jD/WwUQpY8pUpwqD4ydvoItbcMW4JsaocB4AlvsXBvcxPa/e31mYmmmPJ4JoI6TzcFGGVD03lljX21tg85pm09QQxLrOtA6tuRTWwRiqlxwTV3OMujs0pLlMs3lonMIN61DY0Fvx8E1fdmeC6XOk9rf9sRmLVqjc1FXZ12XLQmZpe6rLuLaNlvX7dxolSNVuVPK1n5n57apwzCFTNPnbupsWR+lCCt4bnJY67hVA47+3Xogom2uyi0mxVc7D01xmPXdD6ZMaJQ7ebttu+Pb7sG5FFE0ndEHWUcj1xtYnajKN0r9SedS4+05vcn0eMeztGmrKN2Ubd5PCjv53hRHRkRpNy1/IjxgzgH4Z7zo+sc5T3CapkGJDDpNaTBLic0wsMKxHEZOTo4ZYuZkuSKOiZhGNuuRGCOnRxvGYcO4GlkPA8NmIMfMsFozDiNjjBQK43JDSlFjvgfiKMJ/jGt1hRZStpQi4zAwjgOheMkXngVslzJqKzLOmcBV8F6Jd5JYvA3cOpeYzzti9DW22eKL23huizu2T2PIbvNCy7OmuOevfe1rxCiuxxZDbMUs3QYcDWib63gbQ92CPHuGxR4bK3kL8q1em82G5XLJarWqQPgPeiwA0sDdpj7X3K4t/tm+E/C5fY3l3jYvg7Outxh4K5aH2/rZ7mfXrNdrlssl3guIbd3bzXW9vbfd31zf7byPq097TUueV0rh4cOHla38/v0H5Jx59OiIoyNhlb93b5/VasVmM3Dnzh1iHMlZXNPtmaKMONgiuDs+PmGxmLO3t+D0dCAEuWa1GgjeM1NCOlNebDaRGCP37t1ntdrQdYH79+/VWPYQPG+88Y6k+Ok8OYv3iUwbj3OBrhMWc/A173Q7N713dN1MgBIdfR8U+AZdT0J2dnKyZBhlnL2mDem7UAWCXlm7x5Tpu4APAjJlPcg9CI6+6yQ1SK+cCziCD8Ir0UHw9ipxBC9kK5SJMMmEzE7zqueUCPMZIYiALSlNCoRO7qv5trtO6hO8WB7CLBg2oetc7U/vHIkiygUVHDZDR8piZSWDU3f/gtw7FwjBwVoe7YGhFE27JFYNe4ZHBKpUHL1zZLL0NS27rPR7yYU4RKLLKkMICVlGBA4hIUOs0ZqW0UjCsv4WnCojgsO7SdhqLYImELViitv6fdsS5NhJLWTfB89CCdhEQDYhb7LmPak89ltDtiZz0+o9/Y4vlVgN6x/vERlsSslW81CbyGogvhjbugL70kqKTybCKto/Evv48bGLbWy7O+OzAmB9plnPqki/AwI+Tpg865d6uRLR6XSov0naLnmUCes03gO7YFIRbe2rgtzDlckiWILdZVfYPvtzOlby053vK2fAVLszLaBtXQuivPi5L30J9B67Fk0DfZbirf6DM/u5sF3n+swzhPy2Tmff6ZNBQW3rx55UtljqrT1PuvtZff+kmrXPf+yzWZufBHKe2NpdMH8GuP+x78l2HPBZ17VA08B/27atPvqYtn3q2uqJPgT+zT/7Z3e8Es7ogzPmUiWPREBmslR/TVta5VxNE2lnqSKgtd4buN7ag0DV37oDKaDNbuIDSrr2SuUqaVrSKAtMMZBM8aRKyNr3poCszShkP5GGtvdt60qZvAZa5ZudV71RXdP25hn105ScNEqGUs58t33WyzkA/wyVSo7gJiKsZP9SYkxi5ck5s06JFCNjjGwGYRtf58xqMzBkGHNhiJkchYxtHBLDZmSz2giIWUeG9YZxE4nDKMdxJI0jlMKw3pBiZBjWpBiJeRQBdRgrkZpz4i6WSyZq7tUYB3KODIMnpYixkZdihF8TiVdKA6VIzu+uywxDpOs2lW3cAFwppYJFY/juOrFIGsA1INx13Zb7s4H0/+A/+A/4P/6P/6OebxbgzWbD/fv3K3Cz6+0TqFbitth9AcZx5ODggGEYKsv4biml8OGHH9ZUZouFsGv/QY7N6p5z5u7duxVQtwRoQHUNB7h582a95s6dO7WN1k8SC719/c2bNxnHsVrZbSzaayzFmaU0u3XrFjFGTQ3n6nXmwt/e2/pi97yPq49dY3PC3OHtmuPjY0IILJcrQhBX+JOTJbNZR9eNaqkParUf8b5TZYsHRizMQUCBAlBQ5Ywyg7tu+j54+r7TcwLed0BUgOz1vezoOscwgHOBvu/463/9V/i933upkgyaUqqyN/tAzhJX7ry8eCXfttUv4D2MI3QdVYscuiCsoh6CXCjX4/RF7qa0SkWEXUkhKGnCvJ5HyTh9hnFCGHM1Bl6CWNEEvCoBm2UY2LHY2QvTOaq9cgIOPC6xlgy+caH0TlB3CcqUm8EFNdvI9TlPLo8GsTIFn+3vCQS0AlvAM5KV8RzAo522VS3zNJIvnRLZ5ZozupTSpPvaZY41IGUAWWyWxiytHdNAaleBV1uLdheaQK2r8vTUn+pZNJ3yZOm3FNYffcTi2jVls28IJp0H73DZVWsKbFvcbFztOpxxZjtl6M7Tb1YFFcICkJvnGcM0aoHLFSm2Aun091nNcs2BKU6mSko9nZvG1ZmS0e5pVprmfpWbRZ8tCoJpwk7PdJgHSL3XTt1aIOnqorD2sf1c3/ZpqY+YWKenp5fGIurYYVN2GMX344DJTR+Pz7KmLs3fxe38utWG8tj5U3vtYVM9dscup8R716/zp/70n65EgLvbQ62vm55t86e958dApscAU/uc3ToVmzBu2hR2lV31+91nN/0yfeU07jWfjQgN0DV9WXb696y6t8e79ajz9w9Y6hg0Y8cZf9vu5pg8F+0cv3svLW2mhd3SjsfHtm2rsp/czjPn09YtVOmaM2/96Ed8+S/8hUo26sq0HqcbTkqU9hezQJ/1zF2Fj/WB212jdv/mnI9TxkyXfLK64bG11Sq0zlJsPUFZdOaTzmj3k/pg9/4ZCBo6ZZ4idr7115gSnff0KsuGf435/dMo5wD8M1bq5qLuY2eRsgFbEzshcXIyMcv0c9Fvip6XxelEcm9b2q1IypExDgzDSIoCTofNhs0wEoc1KY/V8plibBjNs6Qly5FBXXYlB7KxlIuFsWRhUU9JLOE5S8y3pZHyfmrhgweTpdms0GbtbHNQd11XAVj7KW3fXtJmHW3jvVtAbUC/PX/3tyeRrdVxa4Qf+7s9b/d5Bhr/IMdGimZ/2/3b/mnrs3uNWdHtt5aJffcac4e2/jbrdwuWWyVIqwB5EhHcWW1ozzur385qgylI2jZM57udMVEhVXkI7B0jzwPx0phAgmBUV59l502KHWOblxXrXQADrxhwNyI/SftlYRXgOD1dYmm3tuvpJZWW3qfyopZtXTc4De+YhLKchR0ctc7q1xj4VpFIX7i+YiKrkwlXQUFEwW/5zLnO6gR0Xi3KWd3I5BpUTvVaTXFrVPnLIeduxfedIVoL8qiphYI3gXVS1vjiqwttzQ/dgFirj6exgHvpW1Jo8IIoNORZHu9kb3LdpGW3cfDeEYpwV7iScYIexf3WmdLBic96AKdcFsUboy7qxiudEZy67iogbEHlGRKljFAFgBKPa2DQLjTQK4bhCdCK1dFSc023L4gSyfe9pt+a0lMF5+rflThHhWmvL5Xi0BhOPwmRpUh4QbKY6qK+x+qin82qQ7V8OJy4Lnunnh+TdVDiR+1k+dvhwE+W50lJMrn4oqEOItAyndUCP+c0nR5boMeEQGiUDfreCLIRPBZXjLZFGO21P0TDtmU1sn7K2KPK1vibm74pvJwTS7/VsSBhCNZeu+4sAbim5XOqCEHvq3OinWYye92U6qk0Ke6avm0BkM1hq34paOy6ul67Xe+A2lFn1HYak9l8XpUP7Q5eAaD2NSlJ6jhknpvLf32GA5dLzZvsVZGRcaQQHktzVF2Y9V2UdU35YlHWkJzE0JVSarokB1C2QxdqzDcTf0Ap4sZsLrpZ5bOpvkq+WsqW90CN7S/Tjtky3dR1kLMoCUupFnYb50IR/gRTEtZ+0v85X+eXtcmAj419fXGa/NmMY9TfqyKzyN4n+53KXmyDbWe3dNt7UuVf0HGVNdys9V0lhL0/jdsihOldkLbnWgt0aXkeilmBpcdzzrK2cxbPyzyF4ZSmn3bv3X7a2jBL9JYL+q4i44z2TEq3aU2e8cZ8cjnjGWfhia17Ns+yTBu799zt+3ZPKM3nWaRpZz3fSruXyxfbSofd/t195uetnAPwz1AxbVs2IHnWOZwNAMtjx7kBnNvvJMrOxm/3/Zhp7Dz47NVdRgRv7MUuZzSfTn9v22ZHHnO6mcDWtPxF+Hp8izkL3JqXwFnntVbVcRz5Z//sn1FKOZPxfLsu28+CFnSdTY5iv1k5iwhu9/pWGfDjHp/lYm99seU9oUzlJhTaNS3w3WVD3015dlY/WP1NMWDt3W3zbp9Y3Z5Un7atH1efj2tD21fm0u79BOBD6Oj7GQcHC6Cwt7eoMf7yYoVLly6Qknh7XLx4gUePDpnN9rh06RIPHz7A+8Dly5c4PHxECIFLly5wePiIvp9x4cIFDg8PCSFw4eACj44Omc0WXLx4iaOjI7pO4uffffc9nn/+KgDjODCfL3DOMY5JXeIlhGHWL8ChSqYZznUsFr1a2guSG3ym79lCP+vZbCKzWU/Xz5j1gTEpoMgwjpHFQsI4Yios9nqgsFwN9F3HbN4zbCTeOnQd+4sZ63HEzxyL2QKKeHy44FksZowbiT8OaqnK+iZezDU1XcqiFCgCin2QPo4pEeYdfehEYPLUFCud7xjySOc7SQeWAs570XY7RxdUueMclIQPvbjcp4gPnQg9GcmBXsB1nhwLfZBUZmNJeCTXaAjQe8dmLDgyPkEIECLEMkLf470CkSJKw+Ahl4SPkrYsl4wvQgoZ8KQMLkKhEV6LHuVc0UqRxlKSeYsECkkUQUnd/4IKk7Y7m2DdWGmLCtCliIs7JZPQ4HX5CbwTcjBVCDj7XsHf/MpTlVwoWWCgE++MUILEoxcFga7UmHB5l0h/S/y/7qNZ8zOnJLld1ZLhFTC5Irg8O8l0gUMUSkEAuHlKweOuqQno1PPBYp7Nymbrv+6XLZBRBY0BeovhtLDKKqxq2suq22Lasy1Gv9sRbC2PuQmMNbe37UEGGFTY33WrNhAp7W2F72astvphUkJMEQOPK+urkqF59pYCoj3XtVZ2V4G/N4CkyrlWSHaWM7vWtDSAfLIGWvywKXBaYbqw41HhPV/4+Z+v92jBTq2zvYf1GVUxYMp1A6v27rDnFEuHVB4HcVCvq3XRijbO4lvtN3nMlBafWJwDPykXyVmVd1P7WjBjx1ug9QnAze2MaysrTn2CuTTVJ0ygXtvdzFUD3eUT2lea/2//ULbO2KrvThtrKiyoCquqJDIg2CpY2vtYn5jCi7pyJi+csvO8+ofbvtnOfuC959/403/6sXlq8zlrHU2h0trGq8ynQnhWF2y7d31y06bqPl6K8HW4aUzSzvPPKlvSc9met1vXtkqUFug2yiKX0hS7bTeqSovp9jV18o4ysDQcB2fVud0HrO5b87/Zk9ph9+3np117n8FyDsA/Q6WcsVh+Anc98267r2rZQIKIjLKjiSbT+encOtFliVSLa8NO7r1lsglAks2Dac+xJWdC41n1nayST2hR86MBq9lsRgiB+XxOzpn9/f1qke37nn/wD/4B//Sf/tNK1ibNkbjfZ555hqOjIyTV1KKmtjo5Oan3hCnfrlmFL168CMByueTChQvknDk+Pq6/lVJqaqwW/JdSuHTpEg8ePCCEwOXLl3/s48PDQ5xzlR1dclmLhTDGyMnJCRcuXCClxGq14sKFCxwdHZFz5tKlSxwfH1f3cYvtNld7cye/cOFCJaEzcGvu/0A9Ngu4Pefk5KSOh4FjsyLv3ntvb2/r3hbb/6T6WL299xwfH1f2+d025JxrfR49eoRzjitXrnB0dATAlStXCCGwv79fiftiJUYDpc2isv6SFRQUSjEOgEzODslTXzS0IervQhQmipBMziOlZHKKhK7j3/63f4mXXnpN7lOSuuzLS2ZSnGRyyUo+JaBEFFtZ64PWT8TPlBJd6eQ7DfvISXI6V54rJQjzztd7TyAgVyHNQEqxVAmSOkGsikn7JJVq2QnOkVzBO/NmyOSYyDGRirgST4BHYqTD2qz0BVMKplLolfSr67u6RYQgceGhC9W13odALpnQdeLKXAph5slReuhg05FHAbk5JULXg/YvwVeCMVeKkLr5jpwjIYg2IJfMbNapXBfwFMZSJG49JULo6/zogiemzHzWk1MiGhArSk5XMp1ad4NzlCAx4R0DQ0x0nW9yvgrDN1li1IXpW7ZdiTFXBaqTfbwLXoUmBaKemv/blQnMpZJqzH8IvmbK6EOAw0O4dEUAne733jtKSsz6kZij1MNAdpwEtlwktl8ERpkm84Xss1J3Wf8FNOc6KryVym8QvGeMWftWLcgagpFKlvnVAKpevaIsHAWkzV0XJguXgeJG6elwE1O0VKNhgdY5bi8sE9jddC/JA+8mbgxdtBlqrKQJtwUoSpCXykTi5oIobra8qqiPmwBggeKUwE3fl9Wd1Tk6ZD2a504p2y6wpvz5g4qnZeef7EHWWRMLf9m5xj6tf/PuOS3A3XmmQ9bnjTff5Etf/nKdN23/PKk9bdiA9f+TBIknw8KtGzbnNGN1RgV+XHntxzn/U9X1jN+9cxUcgipLFIi2ALIC7LLrjTV5w5iCwTwack66TDQbTdE9x6liyE2ArNbLTTKjue8beBYlpXgqtJjY7ygbqlLGDC3N98UURG7bIiv11pXZyo6oN0Ot3iSstsA/p8SPXn2VP/8X/6LIgKVMBIx2rtbHN98VqArCpCDcmOmt3UUVb1Yr7yYPJpfLVA+9pwVllTIZobwXDpTW1R/vp04sppxNW/3ysRb4tu92jquyprj6CJrx3FrX3tHa4krze1WKIXuwg+otZH0y6vz8OH4AS1X2JOPYZ7mcA/DPaPnJTSVZck5VdM45Qgc5enxwlczGhwZf50QsIzkNlDIAWTV44uweQlKQYOnFCt7lqhHTMJmGXAty0o3cexVyO2EFVmBqIMxies2i2bJu1xY5V3M9G+Cez+eM48h8PmcYhho/bK7RH3zwwWPka21p3bfPKrugf7fsWos/ruxafHePW5fqJx235+ecWa/XdeOPMfLo0aOaP/vk5IRHjx6xXC4Zx5EHDx6wWq1qP7bWc7MuD8PAfD5nvV5XBYSwi49bY3TWNX8U9+77no2yNn/Sc4w34OLFi6xWq3psfTafz3HOKZN5YDZT8OADi8VclSgLZrM5p6dLcs5cuHCh9u/+/j6r1RrnYH9/j9VKwjEWizmbzRrnZly4sFDCOqnvxYt7vPHG6whwjoQwo+scOUvb+l5Y/ruuV9f7jPeBrpvR9x6UrC2lrLnXAykV+n6ucwz6+Yy+n1chufOBlAW49n2n9xRLek4Sp9t1PQUN9wheshSUAt7Rd30FLrjCrOuE44FJuRSCxm55U8yhAB3Zf1TVl1OiD+p+jZzg9W3svMMlwHs6N1nL7Fxz6Z5i0sF3CtxcIHQJH8H5DnqBIRoRIIaV4ihewKmEPDtc7FSdLn0bglOm6kAgiwuwc7iUcMHhs4YPYFZ/yS4hDxGQ54t6X7ttC14CvIJKGYNJSDbsF0DqaCKTWrOdN8GrabuD7JWDXhUtFtVjxOKlOBy+uv97DReAQnCeMptBsD3aNQobWU+BjkLBm5utSkgeEbCCl44QoX8CfnXP2jLLbP9pdbXt12ysrVAr5zXWlTK9IwNqqdsBtNNnQwTWANlPv2Nv1/kxDzQTcP1ENmjZBXJzDnqtbwTVtq7bgA9h+SZwpmeag9wMss2g3NTNGSD3mUIbi66kaWXbclvb5Zq66eKb5OzHyemqxdv6Z+d359yWddaE7xY8tW9e7xwXLl6Uvdy5xwD8WaX64ZnLs3NiDT/j3PZ5uxa7ik7PKq6esRXL3Lryb7Vj57jtG/N26GhATXMftu65XaGiv3+S5W8az+027l51liLksXs1x7lMipii/ZWnv7bm625XnuW9WcFYVQZMF7bKjgI1DKRte1v31trqmjW3S/q1e52dt1s7G99Lly8/WT5sDWcNqG09cWof2zPO2qvKFKqRVElYLby1wx/vv+rhoQqoCsbbc7Q1ZbffrC+1j3JTB6une+w+8l6aFCnNe7xZ53aUvafzfsoDrvf1AE1st3NCEBcaRWYX/PTgpg+sHaZ8+PxBbynnAPwzWmoc206pi2bnd9m71N0jJ3JOUAqxZE0fFclDIg6RcZ0Zx4FhMzJsBuJmzWY1MK4HUknEnEgbYUQfRyFcyylSihynNJJzUibtQQDgZsC5RIwjMY7Ul3yS+O9sbn1M7oUGIHdjvM3KYcKbAfnW9dxikrvGEmKpsHYtoQDvv/++aBtDqPcwErbDw0Nxq9X7tiRsZkVviwH7loStPTZ37N1N0OLUSynVAgxsHe+CxE9z3AJJA5/r9bqyew/DsKXUMNZ3i+cGsWa3bt9bbpzNGOy6ue9es/ubXf+TvvenfU47n2TpbB9PrutFLfUdzllfdbrivCqVvVgOk5GmhUo2JynPMkbWZt/LS1uAnFgLZBV/5zsv4Zy4wweNNzdiNztH6lHoe0+MWaynimTle4kDF8V3RymDgEIXzAuP4GBspBhXJDzEoa63Lk8vZZcpRVJlOYe68nkV4gUsGvhBv3NMoEYsdqiQ0bElYjgRe0VIyBSn/d0ra7bv5KUcY00tFZwj9AIiiw/4knA+0AWF8QGKgmUXPJ1HrYseXBJrfBfE0qHa+j4ExiBeA64TQaLvAslJujLSRL5XvBdgGQS9dx5K9gQXSGFyAQ4Anccn6QznO7oiqbxmvlTFZCnggrnNCYEb3uOLzKeCtBFVirqiCoXekZU8y7gNxOXPxgI6p/H2vqpcZUxU0nfOkUqYAJczRaLO2UuXVcYR6zN+YnYXJUUga35gebYoXjwOFxTI+VJjgsERLDTA9QqMlDdCt0VLXYcPulZ0fYaOIghT83Er67l2ogEep8Kc68Ri4pA0ZKAuxjLTKDsQxpxEzcqyBcTPELJlxe0I7I1QbHWrwm9zXTNEW9/R/MbO3xM4pMbGmiNmaU/erVP7U7P3mbAs97S77VzpJO98ew8HlJSUeFAVUGLiq+CyFditVEvc9MXUx85NscltfXVMbd++9vzzFNR1vSr9zpB7rG7Nd0H3+MTkDp+zxnDruyI4P+Wp11tLOrVS+8H6YIqDV36MUqpHgwEf79TKae2nAdalVEuepQ4z5ULbTwYkvCksmvYqzpn6a6e07v4W7nDW/GrnmIF+v3OP3ePdNbF73/a7aa5OfeDZfubuGmg/y87vu89o5/0T5eP208m4QamhGrvn7vaRfdqx956f+1N/auoHHbczidLOuNdZx7tx8G2R8db9pZ0j9vkEJcaugsFK3p2PWw+bQkMeS98I1R1e0nlO6yxwxnjvzJN2vyqoZ18pqqCVc00RWnkLRNCqz/ImyJRJwVCY9tmPH4HPfjkH4J+h0mpjLR6vxp0hL5BSF4qSqDULp2RZMBJDJzF1OUlO3XFIjONIGiPjsCaNkc16Q9oMDENkvV4ybkZ1GR5ZDyvJ4z2OymYuIHocBWCbG26MAylFYhyAoiRsogCQd60xoGfMbaaUpGBElo+xku+6FO6mmWoBuJ1v1+8yj7cbyXw+5z/9T/9T/sf/8X98oqW6fWaN22HSYrbuPu1vrcXVxnC3nrvju+vm1R635GX226c5bhUYu1bytr/sWW2sdUtgZue1KcRms1lVOrTntXVtrzkLiP9h3Lvty497TjsWZx1TRSlxzdVREXdWZyR8QqTmXFAPD4nNasneQpjSgMnvHmErt/pKQpLZbM6/9+/9v/kn/+SrhOCJo8ThhiDx2JKSLChpYRD3ZwNErrWZ2PNMcRUEyHfiwtYFYWu3l1joPMVliZMOnlIEuMq7U/tTrco+GGGbpSBxuN4LiY/2j9N2eX33eu8ILhBLE++PWi6dCXyajxjIYyGSRONdkliOY6a4hFOXaldMYIZYIIRC74VErcQiexyijBhTVHBeGFMiFdmLipOMDBTwizlpiMQUsdDAPJsTxxGc1Cs48UIYY6R46GeiiAnznrge6X2gRFF0eleIKTPbm5Oi7NIEKFGUHEkZ7lHSO4fG9gX1OlAXPdcVgiuMY6ar4QGqFDARuYj3QorJpBARKnMb46pu6jpMWYnQXJE8tmYrTToeY0ykkPDHj8gXLhNLpuskpMMj3jSbvpN7p0IXROkT1OW+C54xRfrQE3Oi7zS9W5/IKdL1HTlqHKGb3KV94x0hYFFBUp0nqAeBiFnFCcFg1j0SF8VNEwhdVwV9mfNO54yku2uZtJ1TF88q2BU6JgHwLGHcclRXAVPXiO2/ptTw9n1d6RqawQTinCwUij7XwKND8j/bMwQAFTrz+tDvY844RCFh4LqC0J13TrUsiTBQQUOnCjOzHgFkBWJO94DQtNfY7zsh09gCe1g/7PZd8057Esho+7nuPwg/xI033uDP/Lk/V11+KyDaAfap9hV1LEIIQvxaJldk4x3b6t+tdzDNuQbAp3O9EwVEUAv7lhdb046z2vekYvJbBVxMgL2UUueDxeGn5p1VvUFynsZwB5iFJm7X6e8SMjR50JjyqDDNX1OGOCdeBNLuiXSQLKFRlcegmFJO5kzX9EnSMZE0URNoqvOdbYttm1sbwPt89py2+zgjOlWX8pxr3LEMleyFlfNoF7w2YPqxMdN+iCnx+ve/z1/4y3+5hkTQjF2rwGjlE6tj0XtQJOTG3rEygI3Vuch7y/or7dzL1mfSuWGKn67rprE33C43l3e7PsfvznlkXzFFgikF7F3i2F6726D7cWXF7hpvi5H4JdRrSvcb3/RhG9/ugJ5pDdbQBqZx/SQFyOehnAPwz2BptuKt73c1SnKagUHduJMs3BiV0C2hubknYoWMIyojeslqiS4izJUi7uIOzVHLKI/QWB8QC5HIL9MSdYiFTNeGgh/L/60WAo3/y1nuUYqvYMtKyzreviRbtu9dy3L721Z/6QsrpcSLL75YQacB/d3zdt3Qd+sGk5V1ty4GAncVBbtWWrtn+8yzjj8OMD4ZSFLzewPV2i4uyhKrvbe3V0nHnHM8++yztU8s1tss4yEE7t+/z5UrV5jP52w2Gx49esRTTz1FKaVa++25IQT6vufBgweUUrh27ZqkzzvjvH/de1+9epXDw8NPfI5dk1Li2rVrHB4ebh3b9eM48ujRI65cuUopmaOjI65efQrvHffu3efSpYvM53MePDgk58xTT13h8PCR1mU6vnLlKkdHj8g5c+XKFR49OqIUx1NPXebRo2M5/8plPvjgfa5c2dN4/CNC6Ll06TKnp6c4F7h8+SLHx0u8d1y8eJnl8hTn4PLla4jyzbG/f8Dx8RGLxT4XLhxweHjEYjGn73tWq5H9/Tnz+YL1WjxSQggMY2Q+nxF8YLMZmM17lc1lHYdOSNEWewuGMbG3p2RqQ2S+mAnI1LRS/TwIw6yb1t5iMWe9GZn1Aadxwd5cxp0IfDkV1uuB+SzgQsBRJJ7awThEIY6Lib7rCEG0764o2Z9zdAbAc6EI3ZjE5eJqGpLKjM72y72u5mYj/TjBARphUI/FLd5tCSOdc2RcFXKK90peVVRbL8K70723856olt0C9Tfvpja0sYyTEDQReBn8mkQ9Y2TX1pfpjSH9kLZdZ5v7ltn8Y/ugfMp/bdf+UZT2WcrQgAGkUgS4t27WzjlNfeaqNVSUSKUK7ijgdGf0f6tYsl7PqOVdgYq5ydrca6+za7xzdOolZUDENe8f52QOG6O0c1SBWwCUm6y4BtRqpzQu9/U+CtIaZXELsg2YGLirdWKKz6zAoWy71ppyoDS/FayuOiZlGi/zpCkKAjMIm7hem53j8rVrNRVRnV/afhV2dJzEQ6LU9yuQk7jw5lItacpmgU9Z2dJFwSdt1JWUk6TEM+WVm8a98lfo4qseisaBwTZB1/QplvjWIkzze2nuTduPIGz7yI1r7HVKms3B208VxFS5qJkLLYCyuVozAjinFs620k097dgA9k6927oKwNdbead/6H6EuSq7LWVKBfsmR5UpJKIy8e/Ige08Lc3vVoeqBHNuCm1R2dQAeNsf1ucW6y7fm1fZ5JFw7dlnJ/nQALO1vanrVp15HMTWtu+0h+Z7p+DSnXGv3esLonSozymTO3jSeP/R1lbTbudcDe8y+c/yftc9QX/3tt6aYrHuBVGsBOcm5b0Tz6Ns+1Zu+I+0oaVQUwi6sp2ezp6dbB7v9FFhez7shtJ8nso5AP+Ml7MFGwWWuiELAYxs9NmZxUltVyWJBtWLUOaC13Qzns51RJ9UazwjhiTabrOq+UAIfXU9NBfckj2SC1liV2EAekru8L6jq2RV02un5EzXBwXEkYODPcZxxCzUIBvBbDargNUI03ZzRQNbBGFGgta6js9msy2g/v777/MzP/MzNX2V/T6OI5cuXeLk5ITFQpioLQf1crlkPp/Xa6wOe3t7NX7Z3Ltnsxnr9ZqcM3t7e/UZzgnRm5GSWe7sixcvcvv2bfb29rhy5Uo9fvrpp3nw4AExRp5++unHAGNKiatXr3J0dLR1bKDU2lRKqW7mfd8/BnjN0+Dg4KBe05Ynxcq3v7f/nJtil61vjdCuZUi3+jjnWCwWLBaLGoO92WxYLBYilJ5xTQih/m7XftJzPu6a9tjCEfb390gp1WOA+XzG3t4efd8zn/d1zs7ns8eOF4sZ63Wvx3PW677eYzYTC/dsPuOdd67TdR3zuZzfdTPmc+E1CKFjNpvR9wMheBaLnmEQy9583ms4h2dvr2e1Elb0+XxWr3PO4/2g7uoCrp1Dw1Kg5EzMEFMhJPOq0R0mZTk3icdLThIrLikIEzEmfT9nUvL15ahO0+RcJiHcJD7fuFA7EcDF86IVxATYp5xISeLiHaIMFEuDhNGU+nyp7hgT3heKL8Qxi+BXClEtQ6lkcvAMm4gHBucZs4TW+BSEGMcFYh6RUAO1JufCmCLFB22CuP2PY2LoRmJMVVDLOePXkTEPdK7H50xUQruUCk5jwPskXhS5ZEgQcyJktV4UL23MGTeatSpJWEJxlRl79JEhxm0hTiUaFxw5FYomqSqliPCu4KOkpHHKBY/EsEsquwRdj5D2JRyOVFK1KJGU9bxAKToeRSyMsrdDdCOpiKE14nBJCAhdViulph5DXf2lalliyosR6glQM92upK0zWO0o3lXQg3NVyB5V4WjCWjTFJypsqrVbQvwbRSiT0J7LxHDeCvlWWhCOglSzRIEAepdk/OzarTqU7RREMIE2AzfVKm8Ct/f0miLNZRE0E617sSoKdry6qnJAFQHJexH0TMFrZzRtbcFb3gIjTT1T+nhlla77pH1dnFO+gwnAtfKMZUop2n+gHls5c/Xpp4WsUZXIBtbq+KhsYVbITu8vpIdTNgzrGRuHRIGc8XkCGq62V+a1Ofn4IKEwVrddBUfbngQYpJ+Uc0XXDHVfxELgbI+soXnb8w0Ql3abCwpSUylilS6lzi+rf5V2yhSmMY22kErW/mrqayRZRcG9z7kZI62TsmE7vW7XEm1KQck6MPWXKT6xNkNlDqc5LubirHW3PjarqylequHBbptzXdPVE7SU6X7WhhZENuuytfq24Lwtznuee/55VYYZcancq/UCsHtZu2gUC/XZFn5h+1BzTcsXYcDY5VznDGyP8XQ4xUSL+5HeV/+3xQvR/KvfNUB8q68ab5e279B+s31zK00lk+LCYaFJE2A2AE6ZlCwFDVVt5q23jDrNWm/3X6eKzl3FwOetnAPwz3hxmAVHmSLlTYR3ni4Ugu9Fk94L++4wXzAOI5thYLU3Y7nccPLgiHU8ZXV0zO3bt9ks16zWK9aHj1htVqxXpwybNevlipgi4zCS4sgwDBoDLrm+zVUcSpPDW1weJf51cqG2PMTmmtuu30nBdgZZxBkLqrXw2nXtZ3vdWdf3fc9/9B/9R/zmb/5mfTFbHuzNZsPR0RHL5ZLVaoX3ntVqVQFZ3/dYSq9WMWDx522ceIyxWtdbq7eRvznnKlDsuo71ek0IgVu3brFer+m6jvv377NarUgp8eDBAzabDQAPHz5ktVoB8OGHH9YY4/b4zp07W+7dpnW0Zy+XS+7du4f3nuVyCcAHH3zwidcYW3qMkfV6zcHBQUO6FSrL+2w2q6zj3nsuXrxIjLH2lT3DXOE3m01t33q9Zr1es9lsqhV/95qu69hsNvVaG6dhGBiGYYsTwP7tXvOk69vnj+NYj3PO9boY45nXf/Kx1GG9XuG9I8aRX//1X+erX/3/sdmsGYaBlAqbzVoBeNbzN3SdZ7Va63FgtVpq/3m8h/V6QwieYdhwfHxMjGtiTKxWAycnc0qBccxTaAoS05uS5SsWzwjvA6lEgu/ofKgAaD7r9dyC7yzcQuZHFzoKwuxq7rDdzJNSpgsdYSbu8h4Dbpl+1lGyCJJeCdcoDt9BGjOum0QEEXgKpTgFp9D3naY8c2QnoTjOhy0SppwLoVPXfy8s8EIa6YWtvBRKlH3MAb7zkBXANttHCBpKABqj7SnBMzsUDb9T8IjFwitjuYDhFuwg4+U8haxKTLMiOlwn+3nKuTLg1n3Nqfuy93iCkNwZYHOugllzb8c5DR+YBMOqDNG/jVdA6uchZ64ycsgM5x3BSzhRJpOGIqELem8T7ksRjyZXND5bFb8bDWkYFLy4+s5APRUQZmCRxEW+wkEcVYiV9hm/QBW+TFhzam1xalnzjqCp50BZ+J2w/JtVtHlx1MP2F3MBNSF0V+BzOg7mQuubd43FAp9FBDQpoKWYRcdAy+6baksAFtORKGbKFPtoYypjzWOlff+1bSjal9Je+UZFicdiY6sAvgMIH7tfe34FfGdWa9uI0Ny79SCzklPixg9/yJf+3J/Da4YKA271eTR9WOu7/bwKhs6oz6cqOkd3W3WWyP+kdtffbV41Shad/E+6YDrnSdY9m19NX+6C+N1bFu2nYgqYrTZNgGi3PWXnc/vGO3V+wimPrQ/9tHlTx7VRKAgLyaSkqnuftt2sswVEwZTzdO7u/dnhVmqAsexJzby0U7JkV3ntlVf4y1/5irz/9ISsCpZJySP7mW+epdqXyc3cOYK6r+8qToq2zzwiTIHkVPFl+1mm9bhQHo2qnACXxWdlCk3NdZ0bl4JxGRiHgfVbVQLClItdFRbWLgP8pe2/etG2kkwReT1nWlLN3G32ybrOtR5VrjdFSztGZvlvFRCfs3IOwD+jJafEJkZ1I09sxpHVODKMI4MClDSOFWxvhpH1MLJeD6yGNatHa05PVqxXI8fHRxwfHwsQX63YrE45Of6IRw8POTk5ZrU+ZbNeMQ4DQrRmaZbSJ9cz17VCs3bPLKen0/HR0aN6fJbbeXX1a76H6UVtqa9a8rXWHdtI0MwS/M/+2T/j+vXrVYlg1tJdIjf7zurU5rY+C9zb9+M4Ktnd5AIONEoLtkB8KeXMlF6np6cV8C+Xy9qG09PTCv4MyLegvrVEe+8ZhqG2x8o4jpyenuK9r8oCu599t+s5YNdYfw7DwHK5rH0M1Gucc5XdHERpcJYHgykmzNPAlBfr9Zo7d+488RrzTgCYz+ecnJzQdR17e3u1vdavxqbeXrNYLGrddq83sH3nzh2GQYgF7969WxUC8/m8ju/u9YvF4mOP+77X41P6vuf27ducni556623mM1mnJ4uq0V+uVwxmy2YzxesVqd03VwZ0Qf6fj5Z0WcLBVPi9g1B3dJnlZhtf/9A34+Ovu+IEbouCNN5kZd0QTxifPCQvABI73DKuu07j3A4qKOmuhd653BBYrQL6nrtwWsqLwFyGovshCgtD1k9a+SF74MAN+cRhV034BXM1xe1mZBcB2MUkBt8/V3FDwHITt7RZpXQ1UnwDvGUlzhsUqME9EE0+USpiFplQYSH4MVy5FwnITRetPMlJVznKTFV3gDnJ9Zm6ydzEHde+qdk6TccklTCq+XAOQWxAqQr+ZaF8OBwAfkXVQjRvqMI+HeaDhK9R2UBxokV3oHXOGuxzmj/AivXqTAl4LY4h8uq+vWTAtVwuB7WetudDDPsFoe5y6rg5KZ0YzZipeQmXZACRVPCoAoGs+kVZVsvUFKs1sJeLyx+iku1GO4WoExu/Nt1tPMqmZqblBltMWug54wfn1B2T2uBAdaXWyeoYkOv9G5ygaYZg8ee0Q5QmUInYAJC07DZfGlKG4ve3He3r6y07N1n1mfn8zGLclNX9F309PPPV5K9KoW02nsD7vr86TbTvev4nFUvB5Omy1VBHieeIZOcv93yth8/VbGtxCyEBuBaS+OZC+ZjJlXTD20crI3pJ9dturesNrc1b858cjPGj92/GbtPU8rO8e6/M4HwJ9yrKGizHNa7a+kT++SsMWiUQ1/82Z/duluzde405nElxFnPfmJ9dpVfTb1aEJzb39zj9X9MFK8V3t6gP65fbCyM2b1leK8hGXpujec+SxFJs24a5QJO3lETf0nRvwtOwy5MiWCePgUgZ1Fi6HODkruVM/r+s17OAfhnrBSdgKYJMzfzIUbGlIgpElNiPY6sx5HTpQDtYbNhsx44OVmKhft4zfGDI05Ojjg9Pub09ITl8oTNyYrl8iHL1VJB95oUR3LKqqwzq/SnfsX8a5e8o+36SZTdDfhf/st/WQWwNi81sAXEYXK/NgBuQpldt5smzQDsbjFgaczj9iwD/HaOPasF0S1QtXq097F7tcet0sBI6eyc3XvskpYZwG6f2d7Xrum6rgJdu3dLQtfG0Zt1uT2nupCdMdb2nCddY/e1fmqvaetr7vTtmPw417dt2b22VVicda+zjo2Qzdj/S4Hvfe9lFotZtSjLOaGe33UCkOQeIgQK0JPjqW9Q5nZHjOB9j2QjKHhvbOhFr7dx3RGn1aJor3cZQxPMvLJci3XRu0D2ueYrNV4IPELeFBylBL1HUOFARAdv2QFcgQguKyhFWIkTQUAshgUDOHErd3iClzpIrJm0IyexKJvFVH63sJsg1uACLolCIHgvrvUenBdm3NA5yihKiBKL/F10HnuPL14UEU7PD14tooXSuUqSBEKAVyKSl8s5XBLrg/fS/xXBGiu4oh9xOjDr9wTIKUWZ2J04lnsvlOdVQQkWYmCgscYz2pzLSqfnCgSNCTZQXqQug5sAu0jySvbUWZ1LbWMbfwmNS7QBOT/NLwNQ9o01yzmnucv0QhoFAo2CoagSo9nPzxKwzTpyFrA+C0DXleSceHCY8Gd/O4kVnzIEuOpWbQJkKeJ+6VDhMQQ6P3EV4BqFjNaj3rMIN0crkFaCJ6sXMlbZWS55JuZ5XCU2qu21cbdnqWdIdSOlEah3+rB1QbfzqhDvmhjUpr1Mo/WYtGCA0yyVVtp7GgFU1bNUZZvj8tWr073OuG8p29a6Fjw+CYS29SxlAus1Blt/sJh1Mbq5LUD0cTYGd8axYfga22x11TYknQvtnK1Ax4C2HTfzzcZ7O0zCbd3HVqfT5xqRmoVDJCblUnXBNuCrx23YxK4yo9HJVYusd9O8pLmu/budp61yyP7eUkpttYWtubj1JrO+aPexM+5Tdu41nTCBy/Y7pzLRtWeeaeKMnzTD2B6znTa331m7H5tPT6h/qwCx65Orq6ZZ49LCx2rotKfOqNsZEsHUT7ovtt+xcx66XlpCt0wTltA8Z9dafWYvTg9/7OtWHkT367Czx3yeyjkA/wwVA3lJX35CqOMoXUdXCrNSyKWnw+F8xrukL2NxA/TBE4on4DVvrWzYBE9ACJZCJ393oRP231Rw6f/P3r9H3ZaV9cHg73nmXGvv9z23ugByL0FuAkIHRUILms+Q4KXxko4DiYkkXoK2SORTo4kRIYmKl3iLjk97xMSMOEI6nTHS+YdOx7Rtm+9jRL82GMWoFFAlRVWdKqrOec973XutOefTfzzPM9fc693vOacKhCqsCaf2evdec655X/P3XH6PgENGEPVXJI5Io2txb6DW/jSk6l9ngLj9dGDSgsLlcokf/dEfxd//+3+/apEdPPq1a5Fly0uoTXPgeD2TLwdqkxno9G9e5vyZfl+b/0ap1Wi3oHXO/N4KPObgdludtpXt7dsweRTZKLuNX97e1zKw+33zsrflae/x39zUfJ5nzu7uVgWPNP9ZLPJt/htdKwHM1J9dF/F3/+734H/5X34RbjYmggpm9XpzTJRh3YGK972Z4rIzoQONoVjNmzMQo1SAQ8Toe4sZzYwuBuzsLDCMI0IXsbOzBCCQQtjd2UEqA8Z1AQVSs3MnYet6FFjbGOi4Q7/osBoGMAcsuojkflrEGIaCZRfUL7kLzXgTOKrfcKRg7L0mDCJW/C6MtWQsYrQY5qKxtrNgEbvq787EGAZB7HrV7EdF+KtcEPsefQxYlQEU1Ae76wL6LuIkaTiyoQCdxTcHEbrISGNRX1xofNYldxjLAFAA5YQ+REDU5zASYwSwYMJgUnyQml5H6jBIQk9BiTKL+q8rM3WHMo4IHSNLslMLKRAggKiA+g6ySqoaZj1cVzDFVE+v2enBq82hQg8zatD5zk42JUAR3IoR19DrQS8LYDHOcwJiL0hF3yVFBEHtFjXEmM1XnVqMzmPT98qS3hOZuaWOaeg6AAWBTdBlayPU6Bdq3h9rlAw5dSJXIYuBUDKBQ9AQa50znhNtrAQnCAq+h+jGUAnZuNmb52zSG4fqBozZ4p4Oi20+u09kMm+vq/JGB8bmOaJoFyDfH1D3jAKqB1qGgWZzYxCRyYTUn+f1tvGXcsa7XeSU+b40vwGo4YmkbQvRhh8rQVnb635LpFpKB0pWZ2+v933OGXf94R/iuS9+sbL+A9O9OZ+uU/ONwPkTSr0GNQzLNhiF1P96glSTH6wDcJD5vducoUbgXW/YGCsy89oyCWoASJnehQ4Ua1i9JlEzz7yPPI/f6+dC8sbMwMzZpxFv5+an55veVdoeN3O+UTmCCWC3+NSiL7aN28jvgiHAzrh+zsHkztH2Tq2j9U0751Dvnf7r9QIms/Ppn+551KwNavrbWSekCFgEaRzxgd/9Xbz8Fa9AjGE7avR10Paj7X0spzO02uzaFKuHr9+6Rpr10vbHhjigub/+OgPbdYybOm/rZ2rzzQUKdj0JCE/3gwqtpdatvYe2jO1mJ5wWts7vnROuyZbvHi/pCQD+GEo3AlmCScMYyQLcR0YfuxqOZh0DctdjERI4BvCyx2LoMS479CUhLXv0qx6lU3PormNIjhAZof5mDJLHHuh+tImIMI4j/tW/+leniMbmaVv/3wiQe2p9vj3l5uXdmoO7Vt19q73cEAJ2d3fR9z329vawXC6xu7uL1WpVSd68TfNY2C2I9nv9GW3s7VZ76/7XnmcYBvTuc9e8SDwPkfo+u8/3nAQN0DjmOWccHR3hqU99aiXKc0A7jz0eY6y/HR0d4eLFi9jf39+axy0Ojo+PcfHiRVy5cgVEhEuXLmF/fx87O0qadnBwUPMTUTWbd8K51WqF8+fPY29vD8yMixcv4tq1ayCiU9cHBweVtO7o6Ai7u7tG0LaLq1evIoSAixcvblxfuXIFMcbmusOlS3odQsClS7fgfe97H570pNtx4cJF7O3tYbFY4sKFC7h69Sr6fgcXL17AtWtXEcLCNN8C5ohgALjr1L97GAacP38ORMBqlXD+fA8RYL0ecf58BBCxWo04d26BnPX8euFijzQmDIPFhY+MrtPIBh70EJKRc0EaCSmPGHMBZ0aOGnqLKKgpuRRIEvXdpgRgNOEdQ9ChJNXBCAHDem0HRwcSBJCgZBVKrIfBGE3FQGsApKj5ODOG9doA9SQ0GYYEYkHMrPwzzFiPo4X6CsAImwNrPa9KxLBemctFBjoFz8N6BNBp3cUFLwCwwLgeIOj14FcKBhowpAFMjFQ0vIwUAYICuXFIIHTIpdQwZJLVfH1YrVFyj5IThlEJ5XIWdHGNk5O1ugqMuTJEq1ZZdC83c3WQsVSza+4YYFT2dNgB1YNiCSZBgPY7ENcaYo3M5HuPgZUMqh3nAARBySqkScOIIhoWJqEJsVXMVJkJKACzIJesggqLlFayuQb4mKfR9iwDS6TWA5KS1VOtAHJ7wsdk8qkx4wkQMqjOaopuBHOVowBmam/HNzJ/wUp+JBMJW8vi3QrnWmIhP/AWy1cJo1h96EEEKgWdm8AC6rvZgIV6+GxARPGyAISSzeRysmLogs1r0mgANVavCRuSHaID1FIAgIJcu69llfbDfPb2ica8jjQx63NQzoQuhAoia8gjNMCBGj/d4oLNTY0ammfNBcvwPrI1tTHczHjSs56FbBrbDeFFm0xZAUg9s7D9x60IXWhpg1uBOUCIzUOFUOvaPqi2UWQaT22cYhEvT0RJCX1eeBXtvZiyKjT0ncSqtZsLbdp0SsjTzNG2bqUoeG1+0/53wYjOC9dIVnNfK1eoynfsURO4OlUXsv1ENuvh5U406JtuQDQvpwFzNPveRquSrk1M5tOzTtWNVPO60WUbfTHxPAC6F/h8cKZ9oAHsjfDc94xnPfe501wyS6iNNAO7vs4nbfYEfl2gtDG3XaDlAiYvr+0zX8sbfXDafYBA00LcktrxmAsbvf832uOf5kuei1SBZ61BO2dmAkZq/s33wo3+wuY+RfD9viFcY67RIpTYuUMkVS4+HkH4EwD8MyCdBduvPx3P+vXUtvlJSa3prmubPc3DiLVmvNu0ov79XPMNoP7u5fkL5a677sK5c+c2wKqbabv/MzCZbHvZLRGYA8blcolhGGo5fqhwv+X2udvStro6WH8k/dlen/W8Vqgwz3NWmudp/3E95Er9fa45vl46qz7zNB/Ts/IMw4CjoyMcHx9bCC8ljnMiuJZEbblc1jyLxQLHx8dIKeHChQs4OTnZeu2CDGfkb4UcBwcH1Yd8fg1MTP1EhPPnz9fvL1y4gIODAzAzdnfPmY99xPnz53BwoH7iu7s7ODw8RggRXReQs86ViQCwtzWQEUKHGAPGUdD3OgeVF6Gv33cdI6WCru+xs9zBan0CooDAEUKCLnbGHCuIoVeBHCJCgDH9B7Oy0cNs1/V6eDPWdNVWEyQnCBjMAbFnSAZi36GkjCFrZAA/8Xis65wF/WKBnBKWOzsYhxFOoFZK1hdtiEglYXf3IooMjQuIYGdnBykPSEMBd+qXHbuFAauCwKThzUy4NAwj+p0lyjCCOIAYGMYR5y9cwLBaI8SInBOC9d96vcZyZ6m+70GtiIb1iLjoIeOI2HXIJSN0PbouYnWywmK5g5wHBA4TSVwglLFgsbs0rZggdkpUN4aANCYFUVkgUYWjlZFZO7nGvmY1j4Jo2As9f7FyBuuhz4AxVGABYjuU+yG5AIUgahON46wHvAIgmlDFBgmFLbKArbnKcGFjj6ymugUByQ7nxKUKAYSA7Gu5CBhiCnhtTAaZUl8gosIHVddLZX/3AyhB2eGVaEjBIYvxFhhfCuCEZxP4BBzLT6a1wASk60FYmpjGBpDqG9G+29DKzITVXtYGsJ9pmgSoB3M/mLZm+p7qTupCB9L+zK4JbA74YoW15pme5m/0bbuuH3rb08SGObCVOT9IC9S6QcH51KYWEJx1PqlAvfkbVo9zly7VvfZGb0UfV7G8hq2mcSgT2J3GTYVL7raxAQ78Flt8LSmYl12FQvO2NPOlbX8tX6bZMw/t5T6wG+XOwbDNzQ2NtX2KTP607qLgdd1Ap16OTCNQQTlQ6yBEG8zkrQZ13va2/eIcGtOAbgglMMu7Lc0B9KlntmvWn7vl+23lz+fdWeuhXhPhlltvPQWymxs2wbIJBQAoo7ycFlrMnylQEJ5lcjPA7H6f3/M6+HrzPtZHkwkh7T3ggpV2HtAU8jKJaerbNWfvdBcmVOFvwFRHO/+FJt9mGDLeeK6HDGsFHJ6C7cutG6M/2wWnIJoAuOdhflyCb+AJAP64Sme9QM+aer73TgtW7P/+P9gBwszvTslXP/npZkyp58m1Xa1kEphiPTugb02tW1C6XC7xkz/5k3j729+O1WpVga9rn93veO6PPSdgc7K34+PjU2bdwAQ+vU5nXc/J09prB/FKutXVdjmbdwjbDcNazbLXtwXNrRbf//ZwZW2erus26gWgaqldUBGruSiqT7j3+dWrV1FKweHhIa5du1Y15j5+4zhutKsF8A6MT05OQEQboeI8pNj8PhENpdaSq7mbgYeVSylV0r32mXNBwlnXrem5C2baedZez/3OpzQJZvp+gXe84+348R//iUmqjrnJeajfhRCR0gD1DQ8YR2P0jmpurf7FnYbuooCuiyhl2OAb0PvVXD3EBXhcgyggdlH9qCMD0BjdXWRQWCCNBTH20LBhKqyiwIAQun6BIhmFCyCk+YUNKCgQDKEHGFj0PdaUEIrWkyJBctEXPgPgjL7rMDKDQ0TX23qiAAkB4zgg9B1kJISOEbHAelibECKDY0BHS4is0ccOORRwDOpXnhNi10EQAGZ0QcezjxFjAYQKeo6QAsQQUCxEHnMHCoQ+anQJ7TcDqNyhRDPJ7jo1iY6qOQ5mpRADIdAChUQ1+REAAgIlYzpXIBwDQRBAAeAc1E88EqSoEMN9oBHZfN0BCMAhKhhtWcBIhSMwc2syEFqAiaxN7KDtxHEAQIKndYLLo81TVjcFPTgWRCjorrPTToN6HlNgSKadd9DGZAAb02EUcO2pzkMxgM0E88EGQKGWq0zNsEO9Maj7wYydfC8aiZ8fWvXA6fHY/SuH49X0lWjzDWf75YaJL6YDZa2/H0iZq4ZV3einA+NcSFjr1gD/Wnbz6fG6xdpf/beZjCtAQ9jFRiPN5HlMk2z7T+FpfP0eUONzbdqk2Nav1l8HsPUp9v6s9/nBHeZlLBMpUxV0iCAaXiiWN/v8wHTCqPHPrW4lZ9z9gQ/gOZ/3eWoKPwehnkKoAMdNuv0+trWgPvQTMCfTpM3bDEwhr9B8+nUdi2YsKxB26wpMz/FycwignFE41L5lnbDV7cHPZ6dA2ZZ2t+AMW9rg/ehguAUybP82SO1mz/X5GJs87TqCbHNy8sxUcTfN3mftemzzObD0vm/BcfB3Y9vO5ryy4ZNOBIhxk7RCMPss1AjayISS/pwtfYBmrPN6jd/9nd/BK77gC0CLxRTWkCbhDYgmwV2T5hr76qLmdff54nOhua8K7sTJzcSIR7cLJLal+myZi4wmwRJsTShJ5hkCBq+jfZYGBLvgx/t7vrfO61YFCVaW90OAWuDMATjQCKvse7Y6PN7TEwD8MZTYzCvQ+CZtkzTOXxI3grTS5hTbfov7vKnlUClAySoHzXnDUOmTkmS2wTgonV/fKLXaWM/X+unONbAO2H7mZ36mknvNf299hb0+LUBswXyrmW1/fyTa67PS3Ox7ft32wRwsbgOP7f1edy+zNUm/0XPqYSulCvTdP7qNuz0vq75sTIDgfd3Wp/UDb4UG/lvrh+1jPp9LbZ52LNzawudFO9ZtH7R9cda1/61uG10VyLgZfnvdPk/z63HTy0ppxK/8yq8gpbGWNR3zvD0MZheetAR8wXy+zVQYghA6hKAATYUlAcw9mCOYOzCP6Lpe5zV16GJE7pcQYSz6DkMq6GIHgJAoI8TelKkZMXSGaSb/cUD9pLOYPziUCE5TV01VQxfgvuKwl6rGKVfNvTm4AuuE2PUQyggxIIaInAtCDNZvhMgLUBcQQg9mjS/chwXGOCKGBcwxGf2iU14LqFCAoD7eRAVE2lcZrL7IpGzmvIgIIFBk9NIhQ0FzIYAXEVEWWPQRCBElFcRlh0LQ+mUzP2YCAqNfRhR04BgBMAK0HSKmoM49Ymca27GAuqCadWYg2vFXFExJLsij+qpKICAa2CxA6JWATgqUVT0oYZoUqS8E7hS0sWlV/EidJGuoOQCx05Bo+1Kw6AJAatoM89lO44guRiQAfWBkKX7WRRejWZ/rPiBMCBSQi6DvA7IAPSs4VAIoqfGzO2b1jyQ7dIEqcRmgh++ii0HBWlE2e+9IIlR/50pMZflTY9IMbJrYKvjnSauD6S2nmhtSKUVzQGRjI5dcLHYy1XpNB9zpgCje3waGqtbH62PmpiOmd3cRDZ1WtdswUMIEKXoQH0s5FfPb9wswV+0/EUFY/ZGrGbbVgcvEHpxKqXGk3ayeiCatUtNHRIRR1Fy9PgMaV5sxgVJp8gAt0DYiOYMsAQa8ReOGe3+R7fm3PetZWI0j1uNobhhm5dG82jaAS30P6w8+vt6G1L5bAUQHEAbcZdYX7Zj63KqCG5ncsqSUmvdU261trVUE0FjAEU3zQpp4ypjcH3y++DOryb29I3xcVSCAOndq+ETr0wp6ZmCp8/awm2JPIJmgFibZ5qL37SRgA0qZ+AhKKafAq02Wjf70+UO2L7jVCbX3+tgSDDDrGG8oPvw9Xf82ImGRaS1wE8vaBFnZ6ilADZnl9zjxsY85A0g54+mf8zk4GEcl/iN38VGBQAhhw41DhXI2jpjApbuv+LMquASU+NFjrdvvviamc6G2IUBsuH2y0+SvT7zR9yKCACdsa/rX13EzN09pkWlzLmzk1YYqaPZ2+k+2TRc0X3iR8zFun2VrOZeyIdDcWFfN958J6QkA/hhKLbA4LTOqN235ffO2uXRsnqE0X85Lm/bIG8H6T1+aayGBTUAFTGDagdkHP/jB05K4Bly1986BaFvmXOPZlnMz9W7zzctoTa63fe/gz0HpWRrcbc84ZUZm5c6tBuZ5/LoVkswtEdoy2hBsDkz7vq9guC27dTFo2zMfF88zb7dbJLifuNfFhQFuTRBjxLlz59D3fZ0758+fx/7+PgDgaU97Gvb395Fzxu233469vb2NaxHBrbfeWq9vv/12lFLw0Y9+FM985jPBzPU6xoh77rkH586dwy233IJ77733zOvnPve59fr8+fO4dOkW3HefXl+8eAmXL99vvuwRx8eH2N09hxAiDg/3ce7ceTAzDg4OceHCOYTQY3//AOfP7yKEiIODA5w/v0SMHfb3E3Z2GCcnI4A1Ll26hOHjawNK55DzMWLcAXNAOjoE8y4CEdbpGDEsUNKAKWSPHl0ItyCvDzEMRUOMha6ZQ9ndYpESQBd3cbB/hOOTI5zbvWDgyf3EBcfHxzh/7gJOVmvsLBcIgZBSQQxqHn54eIJz585hvR6ws9MjBMbh0Qq7Oz2GVLDoFQgeHa+xu9MjZUEqBctONeW7u7tIacSYEnaXOzg4PMalSxcxphFpyNg9t4PDwxOMF86jpIx1GtGHHikn7Jy7gPXJCl0MiF2P1XqFC+fO42h1jGgx1EsWsMUQP39uF0fHKwv3FjGMA3aWO0gpI3QEFNZY5jFiPYzYWSxQilox5Ax0vVpmDKlgZ6dDSqaFXmgew4KAHTSlAFxIw7aUaL5yvv7YDt8CiMEKUeGH+ME0qs/0CBf/iL0EZHo7iAPS04I9BwOA10sqoAHUL3jzUI2Ng/jNpFMan9o+bDC3FwuxlrPFhzU/fj1Qu3BLvxeBEpW6D29RYjgn7aqnSL0RIHW38MO5lEnjOvkaYzLbNVBMonNRiCrZW7bFURrAqq4BHmN4AiTFALgA9dkOcKoGkADJuQrDQAzKsGdrn1Rhvcz1YJr8beqayujAVKS2BSIYrZ3RXacwac1qiK0GwIwtIPW9HgbuZHofJlh/unZxudwgcAtcZ+epuQFoWx1EtLZ8JPYesnLcBzxafesBv+kfYrW+qO8hK3+ulujm9bG+c1PiFuy2mmlfDYFZyQfrc1nb3wiJq5DE8kw+7ECIER2zWjKQRnkAHIdrGX7AnwuV/V+CCX9AbqlsAFL3g8hhAqR8mg9Bh9f8zF3ggUaoI2L+MpNQhEwoUMFqC8DrwNreMwPgFYw1c2zKK3Xc5ucatywJJuRie6b7wjsZoK+z1uJDRBD6HmNKgIeVbfYHjrHyYtQQas04ARPXA9lc9jnZzp0q8LH7/LqIVGuI6h4AVMb5wKTrvGlvbXPJNn56DmoFNrE5b2Wbs5EbwU27p9Wxs/HIGVnMAhW6f6gACRb5w9ZPkUoqV83UHZQ37WzTjU7SdMb14zE9AcAfr2kDiDcAuv73ERxyZvvAYzm1YNnNiImmuN9uatwSnu3s7OAnfuIn8H3f9304OTmpAM4BmshmTG5P7e8t4Gu1uYC+FN3MGsAGsN3Gxu1xq3PO9TqlhMViUevWgs+dnR2ICPb29nDLLbds3O/xvFsrAE9+vVwuTxGx+T+Pee191/d9jc/tyUnXvD0OyEspOH/+PJbLZa3HxYsXAQBHR0c4f/48rl69iltuuaWahl+7dg233HKLHs7GcUOD7uHTrly5UoHuOI5b84QQ8PDDD+PixYtYLBY1zxwo55xrfg9RFkLAYrGoJvgt58C2cfMx/mQlZsZb3/pW/Oqv/uqGRr6UXOdVKbkKE0oRi0GeIFKQUsI4jgba9LoU2PWAUjJyHjGOavExjivECKS0RimCcVxjHFcYx4xhCBiGFfQcF7Ber6DnbTJXi4z1egDb4U7jfKt/+Wq1wmo1IgQ1Lfd2DMOJgiACTk5WuHq1w/7+IVarE/T9wiwpRqSUICIYx1S/74wd3YFn1wUMg/4+DCOYdV0O5ifuMnInEdQDgs6pLgaknEBQcsmUBp2rY0K/XIJAyCmr33nK6CIBUIuExXKBnAtiUGbwGBix6zCOGX230AMQAxw6kJngE0UsF8t6iOWo7PTMxyBofOEQgh7Y7ACyH9cQkgqmQjeFojs4DOCobQwn6n9PxErIFleV+Z2oV3e9YOdUy8+RVTsOFXUAZtYNIA6jHqiPApgEz7l1gXsOVvoqiHECDQACGBIIK/Pbdm3HanAXFjvUceOaEYzJ3g5/cC2combA/QbtM5imPBc1syS2A7EQAqkJqb7WpoO96ElRTeTNoisGRirK+F6gvysgEAVdgeFB7GBlEpQgb4oSZ4fDEEx4IahWCdZevQcGbpX9vrbd1g9xgIsygrXdAXDdpqsQYxJGSgUA2of1XeDj4fu3aalJqpun1kkajXuROgeAs08FDqomKDNpn6ogQho/6wbI16bYvZOg5Iyn+T3SHjYaQUrOeOjOO/HkF7ygWis4ADsrndWuOQO231sAJUKzfmqFKEq8MLXVy7mZVPul6YeCycTar72tUsqGeW0FV02dyf+e92cpsNiSCoLKpHUkYwlLgJrA2/hVQYRMbP91rNuxg76nAlIVGpT6acIFF4TNALYDYv/Hvpaa80cbvi/lvOF/XtcDsCkMAcx9x57m4FTUoqZq+Osa8z1EQa9r51tFTbE6eDle/96sUZmUGO2+D34Qz3zxi6tfdCsECMXcQjCtlxqmz9oZTBhXDHTW/ZU2LQXcXaQKWnzMN/YOGydm89G3vJjm63QfTf1l+5e7gRTrL//OBQiECXRPVTOtv3FRiBTdd/xZpNYk1UXIM1r5yUky2/lmggqvb7V6bOZ55e/w9Wn945Y47gq01XT+cZCeAOCPszR/Gdsf2+5srlml4qSEQIGD+kjmgBg7lK6glACRjJTarf9PN7Wa2ZYNHMApgOxAyTWerW+0/+afbVlEhNVqhXe/+92V9XsOVM+ql9djnloteQuUvU6tdnmuad6m/X40SYHLaOCr1Ge1mmB/5uHh4Skhgte39QP3cUgpYX9/v4Jj17q3Wmkve39/v8Y7Tynh/PnzAIDVaoXlcomTk5PK/p1SwsnJCS5fvnwqhrj3EzPj+PgYAHDlyhWklLBarU7lIVKAeOXKlY08Dz/8ME5OTgAAly9fBjNjtVrhvvvuq/Mi51x9yAHg/vvvr9dez7Yv5td33303QgjY39/HQw89hBhjve66rvbd7u4uDg4OqhDIr/u+xwc/+MGad7VaVeHDtuu2fwDVYG5yB0SEQAZ6A5jNSoQZXd/h+PgEMWpM8FIy7r33o1it1sg52dhKBditpsR951MqdqAL6Dr9e7HoDWwP9htvbElkpucpDQae18r23Q12phCIjBU86rnGY6czYiwYBgcmFvkhKjAniggha3k9I40ZIGVzT6PWVaRgMKKzXNYAAtK4Unc3EqSjohr/PCLlApBgdQKE0Fm71M8+hNH6N4DXOufTqEa8xECIWft8IDAnDbsGRscBGAgc1AXA9ZUxduBo2ilmIGQ4dovE5v4DUEfgkcG99kcgAvcBTIyOBLkAiY17Iaw17HgOk1kis2rGuSGosZ8oEEoQUCYQMsDAR64UJLHDcjYAZ7HKQ2AwuFKTu18uRIyoSkwjk02zATAYLGQM9nrQYgObQgzJGZltzyQghQASI9ZkKLkc1Dw+GxinoMbOCia0LVIABOWmIBCSgZpk7y8S1fCrmSeBivH8F40fX3f3bO0SU9gJwKLWPNPB2rVjrjHztyQhO3O/ge5cBIzpPZFoeqOabYCCY10sYOSN904mstBuNAkx/IE2X1oCtup5YL9vPEvDA2wAuRZQOhjQT9QyqxbLnlWJkFrAheYd2bwr2yuykH618ObT278BRJhx22d/dmXCdkAVmg2mfXfWOrZ1qeX5CBl4tP70/dNB4Ib5rWn7XYvImHyIaRr0SYM7a5Ob//j4VB9jcmGQAYkQqv94BeZEVVPqz4fYemYVTiCb60WM1Yy/3otJ6FDNgl2AsjE2bifgo3j6LNKCbs9Z15IOvH7t5k72zMoD0JZcigmr9Bv3N26FWroqxEKY+Zwyt4KN8fbtp2lTO1eas1sF4VBhBLe/Y+IkmPtq+zzx66c85zkm0CqbdcE071z40a49X29zUVOxsqgBrd6fQlRJGf3+2tJGSOKaeB+njQ6y+rQm9g6yPb+f51xz3RPXuZ9MMJRL0TFhRheMGUARPzgwKAT0Vkb0PYQnLpwhqzJBoGWyzVc0Y4RmDfkzNwQJXl/LlwEkK78fBs0fIyJv8jY9HtITAPwxmqj5PL18YYsMky83gCJZv04Zo7EHS0pIZUQaBqS0QlqPGIc1hvWAYVhjdXKCcRwwrNfIeTTT0HaZ/umldqNsTZc93YxvuB9a5mzocxPqa9eubQD8uen5XAPuv7eApP2+zetmzWdpUOda7W33tQAUmKSBrukn0hBgBwcHG37Npw4iVreU0kZ5Lfj0fO7T3eZ1UO6h0lpttz/Xx0ZEsF6vaxtSStXP3kntUkrG8h3q/f6cudDF+9OFAkdHR6b5zRt5PI3jiKOjow1BwtHR0cYzvP6txUTOubKat8/xMbkRUZ7/PQxDZUmfXxMRjo6ONq4dUAMK+n2+tXNv27ULU1TY1LpgKMAMweeMwP3CXWCi4HcwUBpAVHBysjZtuguu6nvXvlPTcREHBS584RoG7fg4bqxb/U3DTxFpPWKMZtlwjJyLPefEwL6YwEAFJzFqmLDjYxcEAFIKjo9JCdK6YPXLlUgRyBgGJQ0chgFFlAWbYwDEDwGMKb76NCc01ngEkxLNAQB1AjXVJkQjClS5RKxCSxE9rGg5uq6YQgVfTAqSQwhVY1C1HYCCdgcykQzsGTxgVJCj85XgZEYhGOiFxd5u4uAEhh6G4IBSD63M5jlgoFifb4d/uzeEgAJBEjXP9HUCgploa3kANjXHXhb0MC6kseqZWH123WWhaLxwAtezvvr0shLPGTlVrJoP9adn0nlJwUiVLA8HspA9XM//MZARuAExBuSimnQlR9NyAwQcPMY8lLmdVIjiPbkRf36CvLoGioDZY6nbeNWzKFWtNEj7nkzwQHC/Z8tHk6luiW6Gy9UstL4LmneMSTfqeIMmE/QCTCBtlm5WvMs3vuW6ZXs/bU1tvRqgdd3yiBCXyw2t7Px5Oifo+s++mXRG322r13XLOCPvWSXXHM3zt/fM9dPkY39W1eqqrc9lOd2jNUyhTIKFVgBRta6k+4ADQf/X+gCjoM5huGDAzlCFVJDSse7HtR3WB048Ca+D7UV63BUjI2x6UNS6xDWibOvLLRrc6iQ0dRGaNOduKt5qxxlm/WjlkQio76uwxp9OUCsAJgOjZQKTQpNG2te7d5A/y4nMWtDuv7vAqBVMsZWropMJPBMRgsiGEKGOjddXpLq8oLnHmc9LEZQAQIoK8xwkiyBDDFyrwLWeh5u5m20siBlBpnoUMXN0UkulYPe5QKtNLqiY+msa41MCQ9snR7dUaNwTPxHF1qc6PQHAH2tJpB6yC9TcRwwoOUiQokQqxaVUFre2FKCkrL5TpaCYVjKPCSUPGEdBymr6nPKInDJEMpSYzWWBj6/UAsL2s007Ozt4z3vegze96U1V07ktbRMC3EzapgX36znA3HZPe+3ltSbfDpQ8Bva8rE0NaSP5neV3E2y3LGi15K0AwMG1a36vJ0Dw5IB9G+hvGcj92e3v8/b4GDpBWSvwcADr5Xq7WqZ5/661kpjnd2Dr5bRWFO192679Pr9u+8mtNLwt7bWzki8WC/zCL/wC3vrWt9b5OGeWb8dvyj9Zf4TABrhd+OTXnd2jwrjAEV3nJD4MDS3GIOoMWHv5+hLWawW6+o7d5CUIIYK5PXLBwJ7+zWx+YqDGDUR/UwCuAKUUEy1SjSoNoFQBAgAU16wHnwNAzqoFDRFIqRVTmukeTFtLCvpUQ0UGNvU+Mqb2SoWjYnu4lt/7xY/33h4HtlWVCCNCwqTJY2BDmzYddf04PsX3nr6d7mhz1CuRGqZrUr9tPkPHp+kOVEVF86VMp2VMmC4w8KIn7eJDV1YNwJbppjn6mSUi7w5GW4n2qgUjUxHNPQyNB16mA7YWJZhOr1N/bYNwPgYTeJZq+jvN1tNNmdezrXnti61nOjrj+/kT2tGf9wNtFLMBzNrMftjdRKoTePZ6irekycqngWp7UJ9/Vz9933UJ3U21dPM7Mf95AnSi1YP99mklACRnPPjHf4zPeuELq6/w6cLPAN+zL7fds1GeAaAKwv3vM9qkfXt6Dc7r1oKHM589+/6mYQNtzpkbleuf0rbzesVvKbPdp+b3zls4Ue2h2U/aFbzleb7m65en1057n395U+3z8dg2rg7ST+eqqeSMe3//9/Gsl770zHWwKWibta3Wb5b3UwAU65nNhQ7Ncz0CApNGCvA1xRA1dlIJMoIUEFQoSs1eFBqwS025+jc1nxOXAvNECFj92WUye2cArrEHqVa9fY0JzBLGQPy2fezxlJ4A4I+hJCJIUhozGpneqfrXxCzYpqI+FnnMyJKQc0FJI3ISlAxkJKSiPqQ5mX9pVj/MbP6kOaeGzOrRAdHHalqtVvjmb/7mGqrqZtNc892CtLkJegtO2++23QtsB3jbzNMd1LYAu5rnyGnz9jmQnANiIo1p3d7rGmKPi97Gu44xou/7DVDuGmcA1Q/dfXBjjBXQbvo3T8RtLajeMCNr8gCbftdtnjn4n993o/zzul3P3WBbmrsTtGN8yvxtS971eo23v/3tG8KgeaizbVJcMZbXzXMGNdft8T4AyBWQtPWdziLT3+0noEA5Z2p+m8pRTbJqMBwYax5WgZ7VSU3HFVSX4oQ9PoeL1YOgzO6AyHwdMCajxuYYtvF7MNBPUNIxf10TwAqihQQsjOQcVZgEOhyAqmGWYiG4AhY9IcQOro/weV0Bt82lrusBA+vMAV3Xq5tPMI17DGAE8+vL6PoeXR8BYVBnGmPX0nRRNUMAKARwnNZu7KI1KWCxCCpUMHb92AeQw1LSPqOo49K5DyW7JYC1N2psco5KPHb3/qBxzaFs5/7eIQLABAmEAGVhnvYT5QNwJT55BtYwa+1xjCmgUButwoQiZCa0YMDMsAN4RqZlYbhq0m80iBlVUFdEwJmNHV5z5kiqhQEh5KyrwzRf2WU/AjUFzWomGzAJolCm97EQN2HKGgIqJquJmGmu9V0uKtjyNQT1wa2aqmRx1IWryalrGv2QWo/sxYCrHZYJqCROBGyYo5Np9VyAT41qbCLWAzwUU2Zlyq8+oQD6UlDs0A4A3Ai2SQqyRz0QOWVy3JrGOskdEQEpm4LBBWy6lrkUNbn35xPhSc9/vhIFNuV53eDf+fP8O6JqGu2AQOZ1q91p7bL3Uu0iUSI4UVMeZCPYmp7dsIi3wM3fAS5gKBMzeiVi843a2lPjxLf3tW3EZIsYRCBZqsUjFSDbeoKI+tcSTZpCgc4TsfZZnna86pyDm0pbm4hUM8wqUKvEg22fW3tdG+vM+igTUWE9x9o7wteer2lveT1jWd86CMukWlO7S+spAEhAMvVdARC3vHfrWm+eu0GUtjGuZydixtNf9KKJZHAa8vYvneezd/51S2/r8alINxLAzIQabZZPKsC9iTZvCGKaOvspxN00PqX996eQngDgj6GkIGXakDcWu73IpBQF0iUjo2wwORYUiwfqL3CLIysAoQeV1VSuTO8Ke8KnrqGf4iQiVXO8DTi34NnNjOfkYHNzdP+cx4R2gNhez33St93TgsMWwLble13a53vcbtf0tkC3ze/a2HEc0fd9/b0F+K7F9T5TE+Z+a/tb32Qvw7W7c3P89rs2XFlLDufJ67Jer7FcLrFerzcA7jZCuXkeF7TMBSgAqqDASeaOj49rvHDnCDhrbObj1Ao7/Np/W6/XNeSWxy13f33vExd4fCJJ66RAzOvnzxjHEbu7uxjHbsO0/SxpfZvcvHwuZIjRuX/1bT2OPja+nqbwfTEyxpHQ9wFEetzTEGqimmxSDiEAiNHXoWqiN3kW2AAtI4RsSghWk+AqCNCWBVGTedWkZxBriDEHn8wCDq6MKxAhdNG1xy4csH9QQYGI9u/mu37qg0lE7+hLFJFKASQA5CZ0BtpkvrtPZc61TLVo/8MvFGkZiAp2nxiAyYCEekC2AZz8FwlAAQrrgbEUQRYCswGyap2gQJyyll54k0BMRDRUWmCgSDXXRMnqQ+lgm1z7oqc7gfWPH8prv8EAWkFBwFT1MjHxFgcJ5ivIDIj6xuoBO6HkoqBbUFm1CxESgFCc7JAQ3DdZHTJhLvXI1SR8AhsiovPIymnkV0AmkFl+kPWPGw4EM8l3EOIASfcl20vND5ho0lJx1lCkxX1DqBjIA1iC+eireX0kBUDTaVlq3ycpahLqlixwdzX/S58lNultxSGFCfD6tHMrApYJkFfyLOvj6Xzh7yA70Ttvi4eRtPY6+AO5a4X1TSlAzijEyKUgiCDFqN8zV/KmFkA56G6T7ke5MnY7p7iLKiv4bUC+hw+DCELOqo5wYGpjVxow5gzp1We46bdWGOHPrEBfjDXc32eloMy5cLx+Tf5pG9gEmtnWSbU4cRA+K6f9pFrebE/yvbft2807Zr9sSTQDc56f5jfRKeDapo1trwr6PoET640w2xZQx/FGUMnRa/NOmH0/9fUnks4u4exmeYdpXhdp38wT9M2+zeLo5lPFG/63r5Na/uk57c8GTBDZnuMsxKIeAxhBNrXxj6f0BAB/jCaf+IDUWI7uU8IUEDmD+w5dDDh/fgdpLEg5YVid4GS1xtHRCtce3sP+1fPoLhMeGE+wv3+Cq1cewOrkCCkNWK3WGNZrlLyGaq4+fSDcgZR/llIqgGnB3/xvYNI6e5iuudb63Llz+Lmf+zl853d+J4ZhqCATwClm81Yb7Gb/7e9tue5LPAdocy1u3/fGWs0bYLYtq72+nmbVn6VM0ENlSF+tVhUsO2ida9+7rqsgda5ldcDY5iciLJfLSsLWatVLKRjHsQJLL3tnZwdOfNbWuR0jTzercW7TzeTZplm/0ea8zfqgLWvbvHu0abFY4B/9o3+EH/zBH6yg/5Gk9vnanxMBn1ux5JyrT75auEyCj7nJ/ja3jVao0Gr85213oSE3Gtb23tPh5XTt6TNtf9uw0lDTeheEOShWE3kH0cHKzrU8B4tFysY6q5YAYBNYjSDqEM2fm0j93WMMBqAIIMYwAEwDOKjpvwJ/rbOSxcGEK8nqo9r42CewmbcXAF3oKns5COC1IPakWvEQNVa32Jiu1I+egzKYAwEhmunfMCr4igFjVnDqh0LKCjYDTwcamG+cE5cp2CkgmL96TOZbr/330qdfxB89eAhhtW6AQEmiHIiDwJEgGZVVO5Bql4nI4pFrTHOK/jwFJ8oQ35qnA6MJZPqoQuRQBCWXCqhCyEi5ILJp3a0NJbKGfSMVHDCK+Xlnbdvs4LuxFzQCHb+RSA/1c81PW8pNpTnY8D94+n2q1enredoAlQ04hAv/HLQ0wND77pHsTmfde6Ny5of0U+2YC4vOuPfUARwASsHVD38Ytz/veaDw6M12aW7yu+2eLfXZ+N77/oy8nh6NH/0jSWcD4BunT9apbl6OXOe3+r2vK7lOPdp3NTBp0zEjR5tJA9olVvcbNGvGv29BnUtXmz1BhRWbtdsY8VLwsf/xP/BsM0F3qwPaWMzGneGCNdsPmAlklmJ1zXo9H8lcnl3VdhK5z1gl4/MqBQKKUBUuBSb1U8dmxAcFuNU5atoU2fzfaerjpiO31vHMPbTZH2sdW1AtZ6gEPLOfu3h6l04/P/6At6fPKAD+zne+E+9617s2vnvhC1+IP/qjP/o01eiRJZ+IHpohlYIhZ4w5YzUMWA0DhvWAMSWcnKxwvE5I64TD/SMM6wHr4xUeevhhHB8f4uDaPh568AHsH+zjeH8fB9euYX1yjMODPYzrNXJJGIc1Sk6fcvDdmnG3JtuPhEDhevfNQdJqtcLb3va2DRIsv29buY+kbNcSusbawY/f61rrVps4164/mmsv/+joqIYA64w4qmU231Z/Fy60wMd9w+f5mbmGIZtbAHgeF1K0pGEt4Gu1w3PW9XbM/T6vT9d1NVRVOz4tiVyrtT8rz7Z+6/v+pvvtkYyN10tEat8AasrvhHVEhG/7tm+rBG03In2bXwOTf7yb/7ftdxcC7yv3v/f+u5k1drOCjtk3mIDNdFqSRu2hYF3LD4GqIkvn1SbWmMqjWo6Tn02v+0nAVKoAQJpyTNpe1BxYU4GI+3oraMtZ45kLBIFURyAwjoKmXC1bIEbWpoKszSBDbbkVGylbD0CCIgQiDzOjv1Hray1ef4G4yqchLFKf9il02amTD5M5eG+cUjBHiY5PRIA/evAAQm7KHiAwbbkAMIZ7ZmMvNhUKEVdtlNefI9ljtN7T4bl9cFMlmOm2zxkbM4IeIIlU4zplV+I6glh4bjuUGcmblsFgqAm1hvLSY/w0bybwTXa6rAc5mXzjQWbSDLdMUODOTd3F7qs4m9ryTXDh+xsRIKbtNoK7ypCN06CjAgkzBfbPuobZ4kbTzOf7VJnzCSJgci34HNfMj/qoWmo6de/pNAED761ZqQ4WagbN4eNLACgwbn/e88CVu4M37iegmqcj+7rzsqZPn77OFA4RcJlMv6twurmGgaSqrWZzE/F1D1TyN2Aas1Zg4pYM7i5I898xvccgDbs8qbANzrKPSfPdPq+KOdv6A1bPLWMx+/TyvByfI9Tc2L4nnOSvyoCa+zYERd5nG32BDReVmxE+nTW3tqWzBEXi5c/eY2JAddqY5dQ9czAozHjmS14y+X/PBAb+XQ2f1VgmiDhppK7XDUsGqwfN8m0DlJvtbP5q8krbLuj6bkN6+YKvuWedd6ovm0Ha+n2778HmDGDvOZ8suofW/bXp97nQimEuk94Oovoe8SgO8+R7ZOt68HhKn1EAHABe8pKX4D//5/9c/57Hdn5MJ5/Qc4mdJYF6Z48CrHLByfEaw2qN/WtHGFZrrI5PsPfwPo6PDnFwcA3Xru7h+OQY69UKKY3IJVnRpZryNVvVpyzNfYPPSs6oPU+tVrcFba1JcKvlduCyv7+PVivnz3bttgMVoinslAOps0BL61/toNOf35q0t8C11Qh6eiTX2zSxfj036W5/26a99f5ogcpc8+71dTA5f+5cgNJqjOe+1tvqPb9vW9vP0lC3bdiWp+3nR9Nvn8g4+fW2+u7s7FQ/+keS5hL99nntepp/tvdeTzhzo7nS1mH6XWafG6U2edr38hwy6LX+blpY+9vDkE1zjRuegwkcAhORXHsWP32uaYUCpGCBFew6SJv6VM8tfPqMVgE+1dPM9fbRqezooMOr0Hz6QYXs1Ep2iiWSjT5rYZLvdOxqDTGCOWoORaS5zHpfY4aXqU+YIoohSw0bxvUpxDBWczX71w4TLcdR/MZwmiWTQEOZNZpIZSGWCqkmbYaacUshRNY6sPgzvQ8mM26NfW3zAza/aPIad+jncYUBmHykqB9tKUgi8HjJAMFc31UoJBr2iXgyo05IzcFT3x/sIA/K5q6eBwUIBJG84btOFFAkK9u6+VijFI0sYP1coPPN2+Vhkxx4BSIUMp9b+83NycnXBE3M1dnmp3LdQ4ECgJJdo2S9UwTCAPmkKJNJOcS0kjafHKDUA7sh3eyMx6JsyUzmp968D+p7ANrRxIzCDC4ymfYDkJQnFmmYxq4hzfT36kaoT5EaqqwU0Vj0Uuqe4PGpfSp0pHPT41qjqAk3E9VQSNFc/6wbNN42UP2cnVVfHEh7+4jgvoDeR25n1O6xrp30MQYmt5H6O6YQbJWdRwTB6pDbdkuBMyqwPVPMH91jS2ufmuuJa0VJgSKFSUCibZve7x7SyttbwZdKxNSsXUSJgwHV/EL97LkZ+wLWEIS1V08DdwCVAWS6awYE2/mCR59uBPgJSsTGTgCL03Vt1xzqupFT5bf5JjucqYxt4Pv6lWvfBLiuYGNrHzbvnfq975lFajva9mzrMc2hPaPzqREM2P9s4jSZmgNB893sdLMhrNj29Mcf7J7S4wid3lyKMeKpT33qp7san9zUStQeTV5Rjx+xDXRL0Y+r5Id/B8stAGnBmKflcolf+qVfwpvf/OYzTX7noGmbxre9b65JnP/ehkTbRto1f8YcuF7vun3mHNT6YaQNVXY9IHsW4N4Wt7xlIPeDkNdhHlKsrXc7PttMmrfd1wLj9rd5P2xrw7Y8n0i/PdKxadszbxsRYbFY4Kd/+qfxHd/xHRv+6meN0bze/gxnsff2t3+37OzuWuDzsfU97/u+1jOlhMVigVJKFX4tl0sMw1Bjp3t/+70eek3HVXeoUkq1mhiGETGGOi6ttYJuR26BEDbexSm1vy9ApN9p24HFoscwjM28dPCuB8uu66G+4PqKyzkhhg6xi2Du4EeOEBh9v8CkW2J0XYcQehAFCzFD6Pul+ZXDyu2M3Z3B3NWzU9ctqon8mAq6PoIMrAUOZl6uPtt9YCBGlCGBuqhm1lHHm12jTITYm/UGqRKmA5AhQMkAB1CmCTiigF1zDkCE1awcBTkJ0BnKAwMlYxwVRL7g6RfxB/fvI4+CuAgoSdB1AbmYCbmoabyG92lAtwDVQkAIFASggBB5w5bUx9bDkwXWMGJ5UYCUQV1ETgmu6XdtOzXHXWr6BfZYNhCZkrpCxC5OsYVZwwP5e0+5BNQPucBCF4UCLgAiI9mRODBBzE9c3ezFYhg72Ff7CAW4+qVqWJ1IrKAU84f2OGcsIDZyuAoKda6KC41CmIirRIy4Th9YDJgVNznotBM0Lrm+3zlLDfsDMi1sznqWdiuY5oReCKBsfVgEFNw3WoUZFdzYoZg9PByAQH5QpqpND01f6xTTeO+132yPKID2b4ggFJWJwHyg7aB+fM9Hce7Zd4Cda8T635mucykKrpMe9qvwMbD1sQoT/MwkIshFBSL6fG0vYSKaq2UD6nfuJGRFwGFynfEwVhCpRGUiSt5GMKBPTkKmfVg112RmvQAoxg16STA7VJn+TSZCtT8diIitkVIKyIQS9fzR+Kg7eHLfdGq+Q7E57GdDcwOpZiBSaui9ufC2+v+XyaojN/dUKOXtEnvPloKUrE6lYLQ5shF6jxS8e9kOzPxd6+HEyMbW+7QKLbwf7LnuQ+zCEZ+Xfk+bB943fp7IGff90R+pFtzfweYSKjChiJVX+9XrY/9csSZQwZbPhw0w6c/352LT778SyAGTQVRTb2l+r7tVs94FNidpEtr63tbksM26ydgKBa4jINgA8Vt+q/llS7lb7vVdX3e+7eD7egKHx0P6jAPgd955J57+9KdjuVzi1a9+NX70R38Uz372sz/d1bq5ZJv//LubyLj969L8JNjYcKR5OTze0hxUAqcBcJtOTk7wdV/3dVtN3OcA0MHXWRpvT3MN4RzAO2uygxFPfd9v+JM7GZibcYvITV076O26DqvVqhKJebkOmlzT2obcmudpAay3qSUM293dnQ44TZ/5WJycnGBnZwfDMKDv++qPPheGbCvbfdi3WUJ42cvl8hSBWSmltmHe/55nGIZqDt8KD9ys/uTkpIJKT8MwIKWE5XK54VPdjsHNmKO3puMOfr1fUkp429vehnPnzlUW+eVyiWRhA6937eW57/04jtjZ2UGyaAY7Ozs4PDysz3fzehc8efvnfbbt73YcWrcK/zx9/zb/eNkA3p6ntRbx+3Ke5lfr2uHM6nNSOCdRc/ZsP67ofM4WZ1yfm1JBCAUlCyafcANTpYDZBRjqfxyCkUyJgKEh2zx0WikCJWdTDaqztys/1GiWihGQgjwmCAQ56cE5cICYCf6xmdGWnMwMtYAshrmDmcCqKpIiCDECDPRdrwDBfLQ1NruAIqvWmIPlB0I05KLqSISug0hGt1gijUmFCcT4/17Zq9q8EDsUUe6KnEZ0fY+SM2LfI40jYscoGVXDSOYvKAYaIYK400HWAyh0KvzoAsZc0HUBUgo4RORU0O9EpDGjX/ZIw2hs5AB3rFpQB/0G6GMXUMYMigqkdY+dgAr3KiyoBJPue076vot9RB4SNMwcQD1DjAPAT6BuGixsAj7JanJvjp06BamSnyIQ+k7b03URKeXqiqPkgTCEinqadmb0kpTFXnJGFzuUnJFMc8rM6nc/AqELKKkgRHVx6GMEBUbOIyIH1WgHUleKGEBFYy6XosAzUkCqJJ7ZtKR6f4wRYx7R9xEwwUEwQWkIbKDfBBbECESQ6h9q2k9RMjgRQHWghEgBOSfTCKrrBTsAkoIYCEBAYCAGxpiV74YZ4M96Gk7Wg9WD0IWgGnZkhBiRckaMjDwKBAUcgrZdNxDV5lpIQ7H65/rOJmUU5wiCICUdFCVf03mTCkCUVRgjgmBCrlwKmAKE1PIgigPLgkgB4Il1H5hAGJp9q17XnW/zEz6vHOT7tDHBEft3bsUoooR1IdQy3IzXhSf+OZUnZkXRlOH1JKrz1L5ENfWoh8hGU+lgVxrQ7QK3+uypLi1QVgYTLaNgerQVAQ8WWdtABDLrkQoW/T1CNGlLN6t2qm+9KRmqrPWIAtyMjyeOEc962cuqEMPLKI0wZaP45nmta0rrurA1EZ16tj+LmjnTli8i1cKBMPWlz8m2Ju0cqMITL4+AGuaymXtFfM47wWapLjWFCDmEammUiu4HnZ/7/JN9X9C65mLk0XYP+7jBgpHKFMe9E4scYeeWACgHiZ8jZmvp8ZY+owD4q171KvzKr/wKXvjCF+L+++/Hu971Lrz2ta/FBz7wAVy4cOHMfL/zO7+DS5cubSUmeuYzn4knP/nJVZuUUqrmxWddj+NYD91t3GW/BrDBSpxS2vDp9A1l7kvs11KK70hwygUC6sJgtrA61hbXQHVdNPIuoO/1IDYMSqTlpE0OCHLOGyCmvd7Z2cF6va7XTri1s7ODk5MTECl518nJyQbYYebKbM3MG2DNY1T7PUdHRxu+x65tHYahAsJhGKo2ryVEW6/X2N3dre3Y2dnB7bffjsuXL1dCNEDB8Hq9RgihtinnjHPnzlXyKgd/zIydnR0cHx9XLaaPuZfp9XQAuLOzg729PVy8eBEhBBwfH2NnZwdd11X/39Z32ueX+/S61tHHv71uyeYc7Pq1z5UWXC4WiwrCvN/ba2au/sPe1/69E765ptPb7XVvfcn9Hp97DkJ9rotI9dP2drgvth9anbjO2+HX7q/tgJSIcHx8XO938jgAuHbtWl1vHu6rZUg/f/48jo6OKpj1OQkoIZ3PVw+t5uvX9wavi/v8ex392udD62seY8Th4SFyzrjjjjtw77331jl2dHRU11x7fXh4CBHBYrGo17u7u7h69Wrt4729vToGe3t7VQDk68Pnns8rF5T4GvLvXZAioizu/kz3LT84ONjoa5+/rbZ8HEeklLC7u1vX03zvWK1W9Z6joyN0XYednR0cHR3VvePw8LCuif39/To3fAzW6zWOj48tLjkjpVFDgNn6Xyx6ELHtrQuNHJEzdnaWAJQZue93kLOAWeueRtVi7OzsAiCr7xI5EwJH7OwuMAwqDFgslkhJfe11v8hIKePixfMYx4wYFwoWs2poI6uWPnYB/aJHSoKuj4gckMaMxQ6BOCqQCR04Aill3ceZkIqaLlOnHpwxKMGaFEKIbAccUlBjedR3Wv2giYFctO6BSY/f5KbNBee6HoOICigkKfCCaSupIJOAZASiHlYFABdRTbwIOKsJcgiqsZLEyAQQRiQIqDDAMmkFpQBUULKG4spmHivZzGSLHgq9fBJoeLFASMgIxQSHRCimH9ZNU9tdBNq+oHVkmEl8MgggotrpDEBM2+0aUNtDSGBhvNwXXAU+qhwSA9ECLsb875o0O2gKgJxUAMMUIamo8AWEUAysEFTr6LBIivYNnGQNeii3EF5AsMOxanghCrIFBcWtHop1HsFRmuqQRNDyGUg9RqggSYVN7v5g1geOogzQczCrHjHP/dKEwrL+qM8Fa3tda2t9Q2KwpBTjDnBtrRmrFkFJGQixgookBOQECqRau1IgUEI+UAHMeoBg1hOips/qa+/CQoKwg1oyEj/R8ccEjr3/BGTWFFCXAresoGJ9TjofshldR1Q2fmKdr6qphfUPTWzprRKB1OQd4qb0vj4aTbu1L4tU9nsYIPI5G0KogigJoZrsw1weavuyRikQfy58yOzaXSSYlcgrJ5BBhWKCRK1invyic0HoOuSidSK3iBNRK4ZZXTKgPtEyEd9Ciq41ngg9OQDJ28oMpKRj3PCasJHEum93dmAHTO1jRhnHGlc+5Wym8yrYLXZOyo2FAUqBxIhcCpIRzLqygEOw4AkTyWj9vrGi8/ngfS2Y8IXu9ZPVixOZigkHJSddY0TIyYW0OseIlWQzlYLIGmlhHJUTh+yM5muulIIYQnVHCK7EsfappYyWky1KBJGOTUk6V8aUVNjAXOcqMQNZXUWCvZ+Zis3tAjJXsTEnG4NQgXUwIadbM4zeJtszY4xgF8S71dwwQLoOMec6fsH6Ndp88yg/rjhxAuH5+XJ+7dYjLW/PWWS1LafTNkx4PbfaeZr7wT+u05d/+Zfj677u6/Cyl70Mr3/96/He974Xe3t7+Lf/9t9eN9+XfumX4vM///PxhV/4hfjCL/zCjetf+qVfwvvf/37cddddAIDf/u3fxj333AMAeN/73of7778fAPCbv/mbeOihhwAAv/7rv469vT0AwH/6T/8JBwcHAID3vve99fD53ve+FyklrFYrvPe97wUAHB4e4r/+r/8rAODo4AB/9Lu/CxDh+OAAD37kI6rfOT5GfvghRCIsqeCWTv1/nnRpB8955q3gwHjR85+JP//5L0ZBxl/8klfhL33pF6OUjK/7P38NvvIr/jJyFnzHd/xtfPmX/yUAgu///u/HX/gLfwEA8K53vQuvetWrAAA//uM/jpe97GUAgJ//+Z/H85//fADAL//yL+MZz3gGAOA973kPbrvtNuzs7OA973kPdnZ2cNttt+E973kPAOAZz3gGfvmXfxkA8PznPx//9J/+UwDAy172Mrz73e8GALzyla/ED/7gDwIAvuRLvgRvf/vbAQB/6S/9JXzHd3wHcs54wxvegG/8xm/EOI742q/9Wnzt134tVqsVvuEbvgFf9mVfhqOjI3zzN38zXvva1+Lo6Ajf/u3fji/4gi/A0dERvvu7vxs/+IM/iHEc8ff+3t/DHXfcgf39ffzDf/gP8Vmf9Vm4du0afuRHfgTnz5/HtWvX8NM//dNVa/hzP/dzlTn9J3/yJ7G/v48LFy7gh3/4h3H16lXcdttt+P7v/3489NBDeMYznoG3v/3t2N/fx3Oe8xz8rb/1t3Dt2jU8//nPxxvf+EY8/PDDeOlLX4qv/MqvxOXLl/HKV74SX/qlX4r7778fr3nNa/DqV78aly9fxute9zq84hWvwOXLl/GGN7wBn/u5n4vLly/j677u6/Cc5zwHly9fxjd+4zfiqU99Ku69915867d+Ky5cuIB77rkHb3nLW9B1HS5fvozv+77vg4jg8uXLeMc73oH1eo29vT18//d/P65du4bDw0N83/d9H+677z6UUvBd3/VduO+++9B1Hd761rfi8uXLuO222/A3/sbfwL333ounPOUp+Pqv/3rce++9uOOOO/BVX/VVuO+++/DSl74Ur3/963H//ffj5S9/OV73utfhnnvuwStf+Ur8+T//53HffffhS77kS/Dyl78c9957L77iK74CL3nJS/DAAw/gDW94A5797Gfj3nvvxdd//dfjKU95Cu677z68+c1vxsWLF/HAAw/gLW95C5bLZW0TEeHhhx/Gj/7ojwJQjfqP/MiPQESwXC7xUz/1UxjHEU9+8pPxYz/2YxAR3HHHHXjXu94FEcGLXvQifO/3fi/GccTLXvYyvO1tb0MpBa985Svx7d/+7cg544u/+IvxN//m34SI4PWvfz3e+MY3YhgGfPVXf3Wde2984xvx+te/HicnJ3jzm9+M17zmNTg8PMRb3vIWfP7nfz729/fx9re/HS960Yuwv7+Pf/AP/gE++7M/G+M44h3veAee9axn4eDgAD/1Uz+Fixcv4uDgAL/4i79YBRu/+Iu/WIUzv/iLv4iDgwNcunQJP/ETP4GDgwM85SlPwQ//8A9jf38fd9xxB37gB34A+/v7ePGLX4zv/u7vxsHBAf7cn/tz+LZv+zYcHh7ii77oi/BN3/RNODg4wOte9zq86U1vwuHhIb7qq74KX/3VX43j42N8/dd/Pf7yX/7LODo6wrd8y7fgta99LQ4ODvCd3/mdeOUrX4n9/X187/d+Lz7v8z4P+/v7eOc734nnPe95ODw8xLvf/W489alPxdHREX72Z38Wly5dwtHREX75l3+5vhT/2T/7Z1XI9c//+T/Her3Grbfeip/92Z/F8fExnvnMZ+LHfuzHsF6v8fznPx//+B//YxwdHeElL3kJfuAHfgCr1QqvfvWr8da3vhUnJyf40i/9n/CWt/xtHB8f48u//MvwDd/w13BycoKv/dq/YuO0xjd8w5vwlV/5FVitVvimb/omvPa1r8HR0Qrf/u1/G1/4ha/AyckKb33rt+MlL3kR1qs1/uf/+Tvw7Gc/E6vVCt/zPd+Jpz71KVgPK3zP9/xfcMst57Fer/ADP/Ad6Hs1Pf/u7/4WAIRz55b4O3/nGzEMCecvLPGt3/K1yGXEk550CX/jb3w5hjHhKU++FV/1f/oipLHgGU+7Ha973SuQS8aznvVUfPEXvRRpnfG853wWvvAVL0DOghe84Jn4c5/3OSgAXvy5z8ZLnv8siAg+78WfjRc852kQBl72uc/GHc98MkCE/8NL78DTnnwLpABf8NJn48m3nUch4JUvfTZuu/0CEIBXvfw5uHh+BzFGvOYVz8UtF3fx+S9+Jl77sjuws+yx6Hv8H1/8LPRdxO7uAq983lOxWPS4sLODz3/OZ6Hretx6YRcv++zbseh73H5hFy+943b0/QJPuriLz33m7eA+4Cm37OJ5n3ULFosen3VpB8+9/SI4BDz91nN41q27CIsOT720g6df2kUMAc+8ZRdPvWUH3bLDs25Z4knnNXzhHbfs4NZFROgDnnWhx607C4TA+JzbdnFp0WMRF3j+bedwbqHWRc+7dYGdRUSMAc+7tMAiRjAxPudSD46Evgv4nIsduGMsOsJnn4vgyFhEwtMXqm09HxhPi4Q+LHCuZzxlAdAi4vyC8JRICDHi1kh4SseIfcRFEtwSBBwJtwTBRc7oQsQtBFxiRlwE3MoFF0jQx4BbkXA+EHjBuFUGLJlAHHCrJJwLAV2MuK0M6MGIfcCt+QT9gsAd4bbxGKHXg+DFk0PEPqDvIi4eHWDRdegY2D3eR9dH9Ey4NJwg9AGLAJwfjhFihwUE59MJumXAAiMupBGROyzKiN31CeIiYFlG9MMJutBhMa7Rj2uE2CGsjhHXa3SxQzw+RBzXCDGCD68hjCP6rkc82AfnAbHr0R3uoxPBousQ9/cQScEa7101MBWRLt+PngmRA/KDDwJXHkbHhPzA/Vj0EVES0scvI3Y9kBPyxx9ERECQNcqVhxEDoxvXKFceQt93CGlA3ruC0EXg5Biyt6fCqYMD4NoeYiSUvatI164pINnfRz48QuCAsreHcHKMPjDKlSvg9QohROSHHkIYR7U4efBB8LBWw5IHL4NzViBx371gE5bl++4FSQaJYPWxjykYzRnre+5Rwdcw4OCuu1RxMgw4/OhH1Zf75BjHH/uYWl+cnGD9wAMAM/LhIcYHH1ShxP4+1h//OCCC1ZUrOP74x8EAjh96CCcPPYQuBBxcvoyThx9GB+Dg/vuxvnYNRISD++7DsL8PAnD4sY9hPDwEABx87GNIx8eACPbvvhvp5AQgwkMf+jCyCeCv3HmnClRKwd6HPqz+vilj78Mf1noNA/Y+8hEAQF6tcM3OzePxMfbuvhsAsD48xNWPfhQMYLh2DSeXL4OJMOxdw/EDD+g9V67g5MEHIQQcf/zjOLKz9eGDD+L4yhUAwP799+Nkbw8E4KG778bR3h5AhIfvugvD/j4A4Mpdd2E4OgJE8OCHPoRxtQIT4eN33olsComHPvhBlJSAUnD1Qx8CSkEZRzz4wQ8q+F2v8fBdd6nAerXCg9bW4egID911FwjA8bVreMDafXT1Kh76kz8BiLD/8MN46KMfRQZw5fJlfPyjH0UpBQ9+7GN46N57ISJ44E/+BFfuvx8Qwb0fuQsPPfAACoCPffgj2LtyBQLg3g99CIdXr0JE8LEPfhBH+9cAKbj7D/4AJ4eHEAHu+sAHMJiC4SP//b8jm9Xg3b//+yg5Iw9r3P17vwcpGcPxMe7+/d+HlIKTgwPc9YEPQAQ4unYNd/3B/4AAONzbw8c+9CGdDw8/jI/eeSekFDx8+TLu/chHIFJw+aMfxZ98+MOACO656y78ifXBB//4g7j7rrsgEHz4j/4Il62t/+P3fg8P3n8/pBT8wX//73j44x9HAfCB978fe9a+//H+9+Ngfx9FBP/tt38bJxZC+Hd/67cwDAOGlPD/e9/7MKaE49UK//v/9r8hl4L9/X382q/9GgBgb28Pv/7rv67j+9BD+M3f/E0AwP3334/3ve99AIB77rkHv/3bvw0AuOuuu/D+978fgFpR/97v/R4A4A//8A/xh3/4hwCA3/u938Odd94JANfFhJcvX8bNJpKz7A4/Q9IrX/lKvO51r6uH9Tbt7+/j0qVL+PVf//XHhAZ8GAZcOzwEmHE0KNu5lIL1MOB4HLHOGcerNdIw4vD4BMf7xxjWA65dPcB4MuD4ZI0HH3gAJ4eHODrYw4OX78OwWuFkfYiD/UMgJxweHeD46Bh9H7Ben2AYVFv0qdKAtxpXv1YtvbJEu9bLr1stpF+71ruVdrnm2KVgrenun0ab/Nq14e4L69cxRnRdV82cWxPkbZpV12i7BrX1s/WxmZsju5Z1sVhULeRZmse2vn7d3u+aVb/H6+7jt1qtNqwNQggIIWxo8j2UmfsQe7tdm+pj45rjlFI1kZ8kwLKhOfZY1t6mbeNBRLhw4QIODw+rib1r+5fLZY0B31oBtFrvljnd87am+r6Wfe65JUY739wsvh2b+fj5OG2be+18u97cI6J6D4Ba33bd+Nj4933f4+joqIbT8/kZQqjjOmmOp3Gat6+dh15370cXfnjIs/k8bO9xKxJvUwhhY07O9wgfp3aPmNrR2dis0XULhEBYrwfz61YzvK7rUYrvCwsQMcYx4/z583CCpkW/hMYLJuzs7Nr3hMWiNxM5wnK5a37oPS5cWGK1WoOIsbNzDuOYIQLsnjun1hGxs31HY5WrUEUQY0C36ODkRhxEzeM5oAsBwzii66Oa/o2jas8DYz2s0cWI2PfISU3mOSzUvDiap7QEBGbTRigJlYbnYvQxIEMQKKjSyky9UcnnNG57SgXdolMAUcwCJUZYADaEGDCUhBhYwVIRqNKDMJSMLhBi6NSXl4FIQbWaIqoBgaALAVSAwmama4zgsTNCNnJCI6j1q8UZR2DV6jPMLJnULSCwmVybZjiqdjOYJgnEICaEAIypgAKM4Es1YKr5gdaFTANOhECqnFYrIgGZPyJgZvFmVskhKFGvWSWgGBeJaY8JGgDONT5OFlYKQEGfK6ahV+2t+nIH03IRVMuKQNXUG0HV1JFYw7cF9VsnMgZ7Ma2fCAIBaUyqlSxu3qlabNUyq565iIBFrTRyVvN/HQ4y7TKDe7OjL1D/XFayulw0NJxqwQMoZ1XCk5r/ZwHSWBRgMgFC0OOPajzV9Ng0mgIz1xVE7kAckJ3Qjky7xqZdH9WSQzXXAqIA1vhLqjTt1Se8mGaTBCAmUIjqHkBqOahaSyu/mE8y65gxsbpAyMRs7laIBKox45lZ50fgWh9tobo4uKYzAhqyr9EQqwUFamhBFjVxlqrVZ7NQwMS3AuU8YhjPjGmXiQgUAsi07oBaIQgZV4lpiAlwvxkdA7vmECq7fhfUPYLchauo+0Jx7btbvplmtZRiJISh+j232nDwJnGe3iJTvYBGg6rWdNHuEdOUsrVbzBw6dJ1Zg2relLOarzOr5ti0rE6kFu37YhrwYtdKaifWVjJXGau7tSk3kVPcxW7h7nY5q0Y7ZzXbtjEWr6+7ELilglktuFk7s7L1e794O8SsCF0z7xpwJ3MMgVX4Y64vII/Ow1XTPdfS+/c+f8QEZIBZIzGhZD3PuOl8Fxgco81rPSsFc0mJMao1AIAuRt3RiJBEMNj5jsJ0j1seCAEdBx1X02ivzOLUrSfrdUp1fVQrAKjJ+rmuw2K5xMIsGj+dGvDDw0PceuutuHbtGi5evIjrpc9oAH54eIhnP/vZeOc734m3ve1tp353AH4zHfWpSMMw4HC1Qs4ZxylhNLA1pIRVzhrfe7VGTiMO9o9xdHiM9cmAg71DrE7WOD4+wcMP3I+j/UPsH+9j7+MP4uToEMcnRzg+OsKwOsbJySHWqwG5JJT8yGMQPx4TM+P5z38+7rzzzkdkHtLm95cEgPrpaU7+5X874Zi/MFuQeRZJ2Db/9rPSNoIuf9ac6Kz1AZ/7cnueeV38PtfI+ibU+lPP2+2b5qMtG9gke2vL9uv22e1z2nHwDXFOyObft/X1Z6ZUOWYBYMOU3MFfG2rMBWjbfMF9c2/Hoz10PPe5z8Xdd99dN/K2fTe6bsOmtT7mrd90Oy8cjG8rr2W2b/uqjSLgqe3z9t52Ps/XSvu7/92Oc0sY1/aTuzL47/Owdv6iZPa15S4PxoBs98bYw8N5lSIIgRFjh2FYYbnchQgQIyOEzl7GSxBpGDHmgFIEy+WOPbOzzx4xsrmmdAAEIaifuAgU/JP6e2tfTfMzGvHSYtFDRH1hOUTEYMBZCkJcAEXdGRhQ0raibY2LHiXZWjaiOY/zE0IAis5bxXtigC2AWcFGCPqMGCJKAXIZEbqI2285jyvXjgCBEdgpcZugIFAHRAKgoFTMvDiYGaYDUdi4aAxzBcokDET1uXU3a2Y1Ve069UFmNr/jyCAzW4b3DbOZcLORqSsjPMjDOCljenGqegPoEKj/tz7QhB2ENGYDvdZfoj6FIu5bK2rVa67jKPpsa6EBRa6AQgTWXjXt56DCBGKzFBe/VmmCg/EA8w23OoOV8A1MkCQoKOCocwhQX3EXLDAbQRWb/2Qx8+acq+uAFCAwIQsqAFfz2GL9aAIF1rjw+oxiLg8236zdoWMFzzEgBPe5FOSsBH3MjDwWZbE3QKrCLFYz+aD1zsncKJiAYuuVDYw2oBYkWARgKEYY2ewp/sbz9Z1zQQ1RIACBawQBKQVxoftDTgUaFs/DWGpbNKa9vWeEzay8+JDo+JqQwYng6l4oqOSEQEMiVvuIKjCMXax7W6QpEgqIaj/rmtGyOpjpNSbXQr8OpGbJLjxi9r1T56/u3VT7y5nove7t6aWeafza2uC+qdF4JojM5cDG3kkEqfpoq8DLSb5EJmb2jUQNeK/v4Hl9yCqpv0WagPpoJsnBgb8JCSqpGFAFHcrab0Ik+837xPdGnW4qWAnMVdDQJhHB+vAQvbk++lx0zoz2XUlNHm6ei6Ze7rJRREx4Q3V8QnNucR/p6h4B34X8GcZRQuZyY/PJU8pJSTSZTYgsiCH6MGxEaPCSIwcTMWq9U87VnSYGm1ewcx00okcMGqrP3+PMLrib6h1EBQ/MDJRS3Xw0ZOdEGEgiGEupRHXANH9rxb2N/j0zlqYUO2dKn09neiS48jPKB/x7vud78IY3vAF33HEH7rvvPvzQD/0QQgh405ve9Omu2k0lkXZ5oU66+XfZWFSzKPFBykkXW0rISTduGTNyVi1VyRklJ6SSkbORFz0KIPp4TX3f43u/93vxXd/1XZWgylMLwOZAoW4mtEnUNgegLfADsLERteCsJaO6HgBvpZUtgPNrL3MbUG8lfnNgCGBD2tf2Twt8/DfP437EMcaqwW5BWBsD2335HYx5fTxtK9vBrGvTvT4AKjj3/tvWZtfYe308Tyt48Pxe1lx44SRr7fi3ghPvtzaeuF9733hqr72vvD/6vkfXdfg7f+fv4Gd/9merJttfuje6dosHt5wYhqH6sR8fH9e51yYH4Nv6TkQ2BAs+17zec4HH/F7vP5+XPp6tlnw+V10Y4GPWEgu6D5VrvD2/P9f5BHy+MEd70avfbAgRQEFKGURACJ2tQ/XRJfPFHoYl+n4XevYnEEXkPGKx2KllaaxvtVAg0kNnKc6l0dtZgMBGelaMFIlZQCwIHBAiYVhnY+cGmIvFRVUyJ9dQAwJkO66VUUFEUlZoygrIIISSRmXwEkGQgrEkULEDq2nuSiYQAookBdkxAxL1uCzJDp+KJiQrqdUX/rnPwX/6//y+aj9SMm2avnuEEzAqcEr1tGe+3sZmDSPEy8mCSZFr+Ir6SEvGgKgAP45AKUilQ8niAbIgSf3xFfQqVPU+tVMzCAHCSpglbPeJaoLUsZRQggIjcAYgoKygUgnI3eeVIWICNwrKBm3gCwVAhgkCBCU0DM4CEBfbT6Z6ExEyggk+ACq2PqRY/ZS4T3n8CEXVvEZFPvkRh+x+v4CMQOlt/yoCFIsdV5QVnQFkTP7eRUQtAewwnk1TnVnUNxcApKAkAsLEzEzGeCxivsTF3g8Wq76o86gJsYICUT/8Z/U997Owar4cEJj/dBarN1BIYN2HgowgrrXlSWMsgtuC4LKYVlt0vsGArt2F6t+eRQUY0H4SlcJBtfoqlPIpBLI6Qn3IFYFZ12Ai59rYI2HrZQue9L1x2nO9QGpRX73XwaBKZXKTr4Vq27+pebekCfDQqXtPl7ytANqop+fb+ps1kWQCan53+8xWWFLELF2AqTIbz6PZ57a/Nss+1aYWmDW5ef69uPDg7Ge0zyql4PJdd+FZn/u5p/pofm8VOpAKotpZUYoLdqgKAFoCMpjQIhKhMGOEvVubvFVQgmn/URAvE72D3cdB3y9uoUHgKrxxqwDAiM/snNS5UMHC0YlMhG317AQF3cUBuPlrV8UTOTndJCgKQPW5BzPY2pNhv1kfCDBZbZhgQoWeVBtG9oyMSSDVKmAeT+kzCoB/7GMfw5ve9CY8/PDDePKTn4zXvOY1+K//9b/iyU9+8qe7ajdMLfiuG4stYJ+gasrIyCUixKBaAXKpqR4QmUhf8AWAaMid5c55hNhhZ7yAcWfAan2CcVxjdXKMcVwh5wFAOVWnz5S0Wq3wrd/6rXWRthrQVjMlIhX8ORB2gjMHc60GEsCGme9qtYKTVM1BfgtWHHzMzdaJ1LzYN8Mq9adN7a8DGAAbsaQdnLgpdJvf723NrQFsAKDW3KfN46byDgDb9gOovzt4bknuWiK9+QbpZuoOwB2MLpfLmqfVxro5+7w8f+4jyTPP35qt932PYRhOEZL5GM3zz/u5HfO23/zvcRzxYz/2YxvCnW3zZBtgfqRpLjya1/vRpDmp3vVefO0z5gIMYFN74EKZm/1d12OCgwfVNI8WkqqYQmCsQiKdFwSAkdKAvh9NgE5gjshZ0HUDxEi5YuxQSsLJyTEAqsKAECJCiBYqjdB1EaUkEHUoJSPGzvYUc1cYExb9EooQOzD7YSZAMCDwAiDU+wFoSJ8xq0bUtN8cGYGjHeBJTQkBDRlVCIFU0NEtl2Aou7PHbuag4dJUzQoEnswNj4+O8H//97+psZsDm2Y1mqkqAFEtvNZNqukfhwhAzFKggMGqMe8iiAoIHYCiTEqSVZPvDOeiGhhlOFd2bA56tGYziZWiB8ECZWoHq+bYNeF6yFWWboJaObC9C+vh2szVQxeMjEuzBqZm/ZvwlW19FFSm3YJJYEoNWhMCJCvJl2pVCSBlLUct14SuFnRdTUKhh2Vg0n6RMhCnXBAQkWUEsbILs0kTJAlCVgZ0DkEtCnq3ZqJ6gM+sQFZgYdmYFTinESXkyTok2XOtL5lRtdw56LBJULZvMnBNKSFEHQs1kweSEZkVESDp4TwR1XrpfNHzSMluJqzPFFIhChUBcTZgrGD+vhQgVMwKQwUSlO0d6GAbU5xzWHgzgoaVMyoycPZQZApQCCZwiNqmYNuTYplSCeLEvtN5Kptjb3NLagsnELdxV40VtZlkGrGmjGnOak02n9Pm9ZOamw57aWLoti1JZv+2JarloJ45N57bNnBWl7O+mzD2POMcOls/0fSd7ttnM4af2ZYqZdkoqJLz+Rohf+xZ5cyexSHgOZ/3eRNzd23b9Mgzumi6sc2w5Td3F7juGF23lte/cd6b24QYp7M1uU5dPAKwa+OwkdvaGqB7Ovx8QoTQnpUBiBSUpnLRgHyQoqSRdo5nbJtvj+30GQXA/82/+Tef7ip8QonIpNomnUopYZ0SUs5YrQccnZzg+PAY69UaR9eOce3KFRzsXcM993wU167tY29vD/v7VzEcHuDwZIXjkzWGkxOsjg9xcnQM4DMbaLepXYghBLz85S/HBz7wgVP3udmuH9AdnLYgvNVwzwG853cNqQPaGwGrs/xL3H9lbtYNTC/JVuM813K3TJ1ej7Yf2ja1mnXXmLfaW0/VHMqu21jqrh323+es5vM+bMFxKxBoNeBtH7d5HLzO+8H71e9xDfi2PG2aA8I5OD06OqrzoTVB35b/kVwzM17wghfggx/84FZLhfZ6mzbc/bfdz9z72dn6HWj7uLYa6vl8awUW7eHCx2jbvWclL2duSdH2l1uFADg111oTen+perm+tty/Xctzrbc/0/xRs5nSQv1+PRa4Au1Q7yW1RbZ54go2F5goONF7uJbnGu9JsKKAniiqabD5WDNHK5cR2OdVqPUAGaAtARRUM6EaCQZiAEtBCS79DyAD30yKjlQgO/mC6mBFkBRYYBjEoL7EZPVgDhaLWfc290WmEPD0p92Oy5evKIhE0PBX2YUfCnrU1JUMaDvoNK2HokiQsIUQjvYbm4+3mhlzR9aP2lSGxpEm9kgKBLD6r6vWk8DFfiPAw165aSmYwCQgUdb1wEYqTpqfOIJRzAycENnDHWkFGixvNsdsQgo1j2YpzeGa7F6DTNY9RPo8YhirN1RoQargVotrPTRSsNL8fYBJg6j+0QBnszAxKEUgZDez9jpUyw29w0Fqm3QcrD7+fAc6Fft746XGaNduMMEDqK3kVN5cNbvtGjNAdNNJsGTBybyPHDV42VvyTaCqAcvS5pDmlwa8zqvellpR8lSQW2UUGOu+x00XDZMl7LphR3qyUVa1QHQzYyuPROd3C5pPG0VjKlc3CMhs+MVBz42ErDL5iW9g13l/bCmmFQa05WwAfmnGpGwDyGdU6/q1fsTpEylPRHC8v4/l+fOz7zfLflTPaMbHx6zt142yjRl/ezlbvsqlarA1DrpALIpCC/bPqveGPa5s/nJW2liinti+9XPnRlSEs/PXa2IVxAn8paxluUBvdk5+PKXPKAD+mZCkFIw5YxwGrIYB63HAekw4PFnh4OAI164d4eDqHj56972496678cDH7sb999+Hk+N9HB0dYVidYEiDEvj8GQHb21J7+I8x4s1vfjP+7t/9u6f8fG+U2kXdajpbUA5s+m6395zly9uW1167drsF+y2I2vYbMPnTOmN7+72n1j/Zn5lzxjiOtVwnc9uWZ+6z24Lesz7b/mifOx+nuSZ1W55Wg9uCwfY587HbZra+Lf+2e85K3r/b2nEz113X4Y1vfCPe/e53nzINP+v6rPbNXzwtwJ3357a0DVDf6EXWulLM69vOz233zoVJ8+9aAcK8/NNz0N/hDYyZVZ0mjAhy0IvJ9zAE90FkgF1D7mtGQWYInQH5YFr2CNVm6nMdiLP5/SpAV1CugoRSn8shgK0eHIL56AYDnBEcJyCu5EMAooL2wAEIARDVikYj3BImCGsIsgJWn2RhlJwUTAcGU1QNcmCAAjhGC+2V0PUdvuAVL8D/6z//N9XCmhZcCNWqSmgSTJAJC0KtPyGTaJhrA6MgEwMQ2Z8RxKbJJkAMxls3g1ljKGu/2a+BTAMuEwBX1F7BoppCsoYvAhSQI+vvHBBAyMwIxOAgQAkIVJQQiFUAIQZifMJIpgZ4BtWaKrqyuaYDHXmaSwg2Ro3QQedeVnBe9xquqJBNYKSPFw0/xIJipHQUtM/ZSPI4ugbdBGSW34nWxPzhhQQoDARU83IKZP0b4B7tDIZEBdkkDOZcD7N+YLYuRbZnqr8ygcjDPilJHGmgdP0tuGdw063Netz4w7qTYXHVTThzCxessuecI/62RNn4xsUG7XMdkKsXswskqN63FTS0T5rvKaeefPq3+dNbwDEHt9vA/42hBJ2+lK2/PpKSTn2/refnv/ujt5ZDNhNcINACr2ljbkp5ZPWeQFpb9rSvAGZp4kB0ln9e121JSsHDH/sYnv6CF8A1t55fZp9TUQ1fgf/u9bsO+Dyzbhstvk7a0oU3mguPRnAgbYsbDfdWYVZ7603U5dTaFdnsLpE6njfRI4/p9AQAfwwlIo1pN6aEVAqSCE7GjIPDYxwcnWDv4QNce/gq9q8e4ODKVY0JGTrsnN8Fx4DQLXByfIjFsDYAv/ozD8QBNUHfRsIHTJq+ObBsAexc89dq5hwwzEHGjf7NwZ+X0bIpuhaw9QNvTXLPAv3XA1BtO9p723q1n+298/vmfeN1bJ8zL+8s4NX2RXs9z9MKF+b3z/9uic8mE2Te+ry2jfNxacFkG3+9reMjuV6v13jHO96xMd/Oun/eh/O0TRiybayuNx+2CZnOunfeT/PftvXjjZ657fdtRCrzPG2ztExgfrRVU3T9B7QEhwIgGfkaFFCQgFmJrIZhRDVNJgFRh5QGBVBN+Slli04wwl+nOQ+IcYlS1mbaPiq4ASONGV23hJq5R4hkjGNEhw6Dsc0n265TzkD19lXf/7zScogA9L1xeqhGv0TzQ+9GO+MJcgb6PqBQAFFACQE5J6Dv9RBTCsq4xn/4f/xmJfTJxmkgAozDiH6hUQvQL1AkI1BAKgU7ywVKyQBF/QzmyoKMwB0KlMk7VcGJmucrc7gTsDFKEgRjq44xYEwZfRcxphFdv8AwrNHHiFQKOg4Y7DOLMi+nPCDGHqVkhNAjDWt0fYecC2LXIaeEftGjpAyKKiwJgSBgA64KJOtJsRIDqRM82eHehRFkwFFyRux6Y30mQAghqt8ydybgKE4kB4tvbHqloubepQAhEnLKJmBoIY+AY68aI4eW3SQsqOR1hEq2xgbes7lgeJxcIph1gsZNB1yg4mzNm1BWFU1cNe2+/iIzqA8oY6mCgOR9CBOg6MqDE3WBlBCtSAFlfW4woQU4AsjI7H7kqom/J5nZcIG62gVje9eKYCIeq7Dd9g3rZxvLzGq+StYfBdAY8yIW09zEB5UDRTuC2IRJApTMEJ7IAtUkv5hGl/TmAii7n/UDTAuuDwdKAblg1GxU6ij7niQwh3tUIjMRdStwQFffS6UAISCIVE1n3VfNvxbN91XyQRNhl2DTPzoyV+uQpBNseh8FjSvu9VaTfmfUp/oMJ+zya6+3x+b2/EUEyLne67sqz/Z4IqrWGLByIk3xy/0e7/li4FY1v2QTiGt7HYQbU0U19S/WNm7KdVBJInjmi16kRIfuHkhU8/q/bOVVgUN7NrHrYs9QFw6pY92+zEo7JzY7A2eKaxoTfmX6Z7Az/9emeFSIzfwMo6KYSrN/VP9uP2G/+d/tmN1QmAXoeG5xN9uWn6D9o9Qgk+Cmve8JAP5E+qQksYVZr2HMifYyk1zU7DIowU/fBXSLiD4uQEvd9LMdEkUIXVGClpxHaMyZP5sphIBXvepV+K3f+q1TfqTbNHjz65tJj/T+s8qYA77WvHsbQG2vz9Jmtvm93Lmm0Z/fAp8W+M21mu2hrDULbgna3FT6woULG/VoEzPj5OSkhrDye1pT+rYtAOp9bjLvbdjZ2UHOGavVyoizpj4ahqGa6G/LP9e+tmHIlssliAh7e3u45ZZbKvt4m/+RXBMRXvSiF+GP//iPb1iOhwpzXoE2rJ2H82pJ+84SUACoTOLO+C4iVdCzWCxqv7SuC63wwu/1730u+FwBJub4VpDVsrq6qbzPjXZ8W3JAN6tvyfhawQ8R1fAf/pzWLcPL8bk5jmb6DRcU6bFJy1dyNf9OhJFzApEoeRvpb9ourueXUpQJOqUBw5BM0+2ENmoqzlzMP1w1hzmr3zhQEKOSxelxUDAM62YdEnJOVic2IYAg5wSRoKHHDAg4AM/ZNKSNrqeUDJEezAWACRUaD1MxVu3nfPYzcNefaHxWjlHDNgkwpgRIRob6AidJCByQsyCyMu1yUJDbWailIgVdSBaKh5Wdu++RhwHFQl6G2CGPAzhESE7gskBJIwIHnAwn6LqI9WpAv+yxOj5GF3ushjW6foE0rBD7BQbjZhjWA+KyRx4TlosF1sOAxUL3k365RB4SFucWKENBjAyYHz3HYAdSPaC7ebaQauelaAg1tSa2Qy4BggA2Ur7YjZBcEPvO+o4g2Yg6CVqumdZzz0oYBlLCuV4/Qx8VXOYyhaQi1Wx3XUEpuQp+YhehhEuC0CnzfiadC8kAuHtIQ3Ski7lqkLFmlaTj7wRQodPyzErdDteqcUcyoS4bMOOCWCbiPCJ7nxpoJXLypkYoxoKcdP4U22cTCBQZHBXwVsIqVm38+cg4HFWrnilryDMDkCEQSlKz+2LMU0ykPHVJ6vokAgziqQqi2vWKeZYLghipnBG1iTGlS9ZrbVexMFZk4FtQciPIIwXnmSdCPLUCULDLNj5OmpVsvcJWqWvtwUDx7wNV4jw2P3sFz1IFQC70CvbOSm4ZZ+DXO6KKb8S95JWhu1hfkElffEwzqQCDHGxuCA8MwHsfC1SiATUtdmZxB8GCRlHQnI+ylIk0rLhJsoZrq4mMkMyfLEZAjGm+MJx7sSEzgwoIfB0kmUyVRTS8WylZuSmsjbkUZAPqp/281QR95+KlSXhge5uI8lT4WFWLGusiwSTAs9mi/6xfHcjXcWWuOKA0Z9Xi48usgizYfIUKCFLTdgJAKSGNCakkJAu3SACSvdsDq1uV7/+5mIBKBw8segYZLKQaAPT+TpdiAiLzxzbXMrb+KjAhZdvvZL7dTV/MU503TTukjmajcxd3a7BRtjn/iZ6/Px3pCQD+GE0uOdRrNaGjjhG7Hl3owH1EFzt0HMARCIksTmbj5wVgJtp+XKfW/HSujbue9nC5XOJrvuZr8Ad/8Ac1lrIDl1bbLCIbsbmdgM1BWeuDOgeH8zq0oajmWnav1zYNJzPXeNylFJw7d676MPvz3dd323XXddWfGph8yr1+IlOMZ4+z7XlawrW5uXwb69rLceKzFnQvl0sAShTnccPb8Wrbfb0NswX5bZ65BcA8zyNJbb38OduuH026XrkxRrzmNa/BnXfeueFfve3+FoA6CPa54HHrAdQ56/3k5c59u4FNv24H5R4rveU+mOfzueblej1aQU7Lsu/3+nxpw821z/B7HVC3QoC2fL/vLOsEL7P1hZ9/1/ap7wH+nTKmT5o4B+wANeVpeLJJE1FweNhDJENNzmGa3iVECkKI0HBaSlhWSkLXLQEUeOgz9x1PacBisYucx6qBnsbAhRcFMfZmGh9qGC9AwBzrelSyLSMkI7Z/LnyZhDwhdCAu+LIv+/P433/n/RbrPipQF2hs6cDwcGxjXiFyh5QFy2WPcRjRLTqM6wFdXGCUERCgi6axZCBlYHdpwHhnF+OwQt8tsF6v0C8WqqHuFxjzaAKcpAKhNGIxLDGOAxaLgnFIk+bcwusQ1OyaQRAKAGk4N4ARosaQ5k4PfhRIY4l7GC9q3A+cyA0yHR4juQIXjjgUSPgh0cCWnykNRIgABQUkZBpXe2dlk4OTstpTVoFFKCYoAeqhW8ubDp7+RA3zJBpOLBZlOcbETix2gG7zKREcQ6gAxYCr1kDXsljM7gII1PVAp47Al4AUUpP2osRpnlxLDHF8N+0ZoqhOCd3KpMFyQVfIZAINgQQTGhQBU8EtfcDRWAuaaisOcHRe+1ZZTCOrZ/xpfZOzggvVPjS1KyDKIs/i1g/Wjo37tP66ns4+SrWhD13VOoEHI8WFAyb/D0xzau0pQKg++joftfu8DbB2TxXR+QinqtO6yARWFOyphtNrQA6ELF7eBHx8vjetbPZYT1RLav5ofpO277YlA2Ymh9wos/bRLIsLTFIpiKLke+6yMnE62Ao28BpImbKjLdDgAicijCIgY/mXXMxiRIVSLsgoYi4uOWPvwY+DlkswB7U8FUEWVY4sJCKbwsxDftW2FKVxdNbuzfc8jJMj13oxkX6nmaGCMxWUjiolrvHPAQ3RxaTx0WHl+2xej6PuL+r2rVwFNo9DiOgKa9QDZg15V8Tmg4DLCEjBkBJStfRohAp1kEJldXfBg+7LmLTt7XlGNpU8G9Oizh0bwyowb+4pBYXVpUeKRnoIZ5T3eEhPAPDHSToFVeZf0OwPmq6JaGMSf6an+QvDTX5vNt0IfDnwcH/ybeCy/W7+21naawcEDoxdC+pgae4L3pbrv7kPuec5OTnZAEOAgq5hGCpZWpunDRk1J+Jqw4uVUqoG1oG2iNTnOWM4M2Nvb6/2WWvq788YhqEKBFr/dk9zQjy/r+2/Nk8bhsz7xu9vn9OWPb92INOWtV6vcXBwUEHhNsK0tu+3Eaj59Q/90A/d8J5Wu9wKd1rwOxf4tOPWAte5FUQ7pzx/+/e2fy3jfrsOWgB+lqXDI00t0d+nKoXg69nnZiv00WONE7ppP6r+JQQ1cSca4UcU7QLVWANk96hGXWQwSwftJwXDvp+sbK21fSj2bMY4ZgP5waz4BDk7IPHnM0ohECUoUVtGsNjXInqwTEk1vkUKICN+6f/6f1PgWgpSIJCoNh8iarrtsbYLI5N67JYMCBiSGYXIzDpJQ5MVBfAkASRZQ1URQwqhiN4f2I9zwQAUqwUuB9VqcVRtCgxomY+9hqwqJiiB+nMTq6aaCIFjPQRGAlKIyuoei5G9BZAJWASoMc4pm7YXAvWzJw115gRmpqkrrKdPIUFgbRfcZJsJMWKK0S3WJxCESCjRrlMARULIAYhApA6SzQWgEQIo83ujTSeljqNOtdSB4wTIqBFI21OLNOGDjJhOnRrIKegAUaEEpuHQXifvD2ufFmLAYVPLJ2Yd0CaXbUi1y92SWuI6n+0M3HOcVOPtQItdLw9j4bd1NiGB2kdt2QKLIQ/AWcmraS2hlnnqjT//8oz6N11f/67bhT2TADBNAAXkRIbGNuHPchViLctCNHn30CQ0kvZWI6lyIZDtBoZ9GiGKAVAHRS6Uq3PH8nDTn37tnwoyTXDgQNqFU1YXrVcx4q+pzWTPL0SVFAxBLU0IMju20kaXN3Iea4xUfwIBQCGom4H/1uTzz7aMzeE0H2NxIr2Gfsy0zrfe8dkqmHDBheVry992yN42bRTAai0IDUM7fPe2d3eToczKnrdhXsa8KiJSJSO+H/ktk7DGhExZgKCCnxq9cP7worG6JQAipUaLEKD2Gdv81UqpEGTeQ6UKfMwSAFJjhJONSSkqICn2XHWNgAnc1CqCgcclEH8CgD+GkptSAFukQSZSrQtzfsZtZ7aYCZj98Ilq8x4rqdXaPZIUY8QXf/EX4zd+4zdOkbDNzXRbYOuEZi3AAHAKdM0BbguWPN3oun2GA0SvQwuC5gBn3hdzgO7feT0dILq58RzUO9je5uc+tyxoNYzbQPD82S5cmIewavux7Y/WQqHNM9eIzvPM6+aa1fnvc+A4v26BrJtiu6a4rfe2NmwTkvh113X4ki/5EvzGb/zGhgb8rPvn7ZybnLffn0X612qaW83zfN74tX+2wN215dvmuP+9be773/O51mqv56kdg22WJp+sPa0tSwRVY+3abgd8djquB2CyEzFRh2pOyrEpN0B9ylVjTuQm6W4WH+17J23z9dcjBIEzrQMZKel+zgx0HYO5h4J687klJ6QLVSCm9WwFMWxac69/BAcHiR1e+tIX4AMfuNO096phLxXh6hyPXa+AzywAQseIotryEFnDY5VeTe45gJAROKArBbFfILCGawxMiF2HBAaHCI4FMQR0sYCjxm0OgRU8xoAcNM46xw4h6v0oetgehjVyyRhWgmTxprMJiqRkFAHyOkFYEKFEbyGaZU7QuOTuF81gCLOCd7JxF1sPoR5RVZNkftN9VGdhZ5pX6YiAQ1CNO8xclqAm4wSUsYDJ3yOz/TMYqZqBTGaup3I9HwSzmBeEqGHo2mgCTKREdKyarFLUV5mYETs2VwvVJ5IB6UCsPr61EFsX7MHCCWA1DyZoWDg//XMgM7HHJDQwJNVCKCIAgVUoUKRqBUsuoAzzoQcoKKHeLT3j2iAYRwXiHH1NQdtjqNQBppABSq8vGbAXEzK1aKXYb9l8UeMUTUCk2ctYNYYVmOiPytpfzPy1UZ6XUiz+PGPukztmBZhuYWGGAYiBUQsp1TC8AYtKbsh2n1p7TCbLARkj+dyc3h1SfLYCLsdwYYb7l6uFgNS2E5vLhYFfPx+IqNe6gmcgBjJmf8C9t1XIMPV9ds0vqym92HhzCBhTqj7Rvs+q5hgoLmhnXUsutGDSJ7WxpNt3kZftPtypyePhemHA3+ceESGJoDAjkLmKMKMz4Z3YPTlnrA72sXvpEsBmb2KgT8yaJjDXcmts76buBExtBiDM1TUgxliFGbp81UQ8y+QqQGQCQKjQk4hUew2VK0XbQ7LVOeaMwsFCsBGCrWliJfz0evo+AyoQDuhZ173iDEEiMjcOmdZ20bLhINjeh+TYpMEwNYlb5LjwqPWh93XqghBXPNi7y6wLvAzXfgvU/SCnjBROk+0+HtITAPyxmKQhaJCi2gEp6qeF7Ltp3aDnsrFPXP/0mZVCCPiiL/oi/Jf/8l9OAfD5om3/bjWnbWq/8+tHKhS4XmrBV6uRBjbNph3czgFOC8TmPsHzzxY0zzWo7T3zfpoD/HlqD5Xuc9zWd1tZbb29/dvyzIHhvM/mAod5/vY524Qv8z6YC1na+rYm2XMhwjZQD6gW/tWvfjXe9773VQHL9e7fJljYBpbb+nmb2/4HJp/ouZBgnryMVpDSznu3CmjN3j2PA/W5YMAFKa3gotWit/N1/jkX8Hh53p72mdsEFP7Zups4od4kWFCAmpKfIXyOARpvnCDi9UYlERNxvgZfq4Jh0D6ZQgb6GFDVrBdV9zb1dVZ2F564cEeUmdxBABgxTjGgQ1ATV6+XxzqfQqf5HFLhggoGJouSrlvgq77qtfi1X3svTk6OwNzp2OekeQvUd9oEECmPiKEzoUEw4bCCiBh0zoTYoeQRHHqUPIDjAjkN6GKPnBPiYoE0rEEMRF5omV2HnBNC7FFSQhejmhgSo1jcawXMEYKMwBHZfBiVAC3AjW+ZlW1e9dcOICMAQh87CDGCHVBDPagq6HZSshA6FCkmqDC3AxGQAXUmggTVQFNQnbIfEtk17SbkAAnCoIfVkk1fFDSOOTV7TTSm8xx0DLmeygWRTRARYp1nINJx4qAEVR0DWfQeABhVmwXJYInI5uxcpACFQZGRUdAbUWGBsvwLMUbSdRejHtxTERMKGCkXCooEgEsF3MXKn2Kck4F9MQGNrjcJAUVGFWYAyvTOAZIAoYzd3SWurtYGJAEuARRcCWFzXMQY+O25JjARiPqvF0I05J2g1grFgnvrmBMQAMnB6g242EDXsoFYIQhlQBgxKDAqpaggSvSMpr1hJvDMXhRg+b0vNgG2Ri5w0jgnsHPA5ebUFTC6kMe1xQbsOlYb46o5hIbiKzVOsl6rUIVq3Ug3NhNiUK135bUvyuMgCMqJIAoqo8VhV19sd8exJqoziJkGux+8mCm0EhOOJYHFTfMzTDJR54wCRd0nVZhg+bGpCQ4cFMSVMgFmEzqlnKtAoO867Z/iphgE4cnaK0KFlUJKfBnYokDonZBSsDg+xsMnKwgrcWElVbNzRCCCWiJ4pILJOsC1+2LtCzZeYn3YmXDFyULJ9jLbImBe+pNwhSZBUcm5+m3X84K9utYna61B4CqkkCKIweoajAzQwHMAcO78LgLr9yxAksnCIBcdU7U24qrlVkEQwDGqQMHPA3WeT2Ccm+8ZxsNI/p2a6auAFzpmpHtyLBlZtztbx6gCCjTlP97SEwD8MZRyzhhKqYQLSOnsiSWb1wIj0XBJp98g85v/7KX1eo13vetdn9JntsA3xrjBag5sB63+vZsT6+En1o0351xJrtpyHfS4jzgwbdb+nBZ0+X1+3aZtAGnut+vl++dyudyoLxFVH3TXyDn4cp9zYHp5OZDy71pQ3Pqm++/A5BPd+hxvS13XnfIJnmvA2/6YE7u1wL69z03nJ5KvcaNPzwLNDgJ//Md/vPZtO17brufj5ddzwNvOLb/2cWzHrS3b759ft4KENo+Dw7a/27nmwNbvZebanymlqp11/gAfSwfLTjoYQsDaSbasn70ffc74vPE8Pn6t60D7XSmlunQ4yd78u3k8em9bcaBn7fWxiLGzOakH6FLyzCy/GKhuLSO8jGzj0ui7RJ+1uX6VzdzrAVA1OwcEKTH8ANbWWaRtg+Zry2aG3QO8853vgIZZ0wOx5ps0Ee4b799P8dRp66fYYam1jVTrQanluy9w9amnoL6bIVjf9ABU+OAs9r6mAYCDWh+4DyIoYNG7dYAKPdQCgQ2QMzgwjonBHJt1pJ8hEggax10FGJ1Vnpr+DZUoyq0bmKNqh2nSIisoD+hjh6zqRYySoWb/ApgGh4ICTwc9Q7CjaAAix8lc1IA/d9S0l5UUDNPBm4KCoL5zIkVWk3JSbXXJBZJ9Let/pBSTn0wAruaFCV/sEA8SC0EXFcQxGzxgIKpGzFilavv8WZXr2l59ZCHQ2E3sjfRMCvCQh+MT1aa6th4GvN0knRttnWvEiVC/DwasQEDwMG5Fr2F9TqzCNCd0I/i6U2N9ERWagMSEMyrACDxZP4ClEeIoyOLAZj6v/VFcE2zuCSEGTK4CrjV0gaAPqFpAqMBGgVIpJmgNSgbHZhlAdY3abJCJ/8EHwecKm9CiZLWG0L72eaVaYxHlGhCxfmXUMIKwvaDV6uu6FkguNuEIHvtbrbcnYaUvlaoocDcBZggJWFDroz7tWiZD+5tNuBiYgEC2R2j/5KJzWWyc3BhBOSnIuxQqUJ0sQsQiSnBgFYQRlNJAGIUL6NpK51oRrRvpWIbOOJqEkKXU+cpuEWNLiQHELqigyc7lgQndokPfx4lBHqjzR2xARSbffe8TiDShwdXdRGSy5Fiv1nUNwMByKVK14RzjtEcXQcoF+ycrdaNhUtJEAroY694ZiKoQpHchP9QCoOs6dQUgjZYQAIQYEY2tn2Ose1dVXJWCLgQQM4aUbA1O59YNpYi9DztwFcq4wKY9mz6e0hMA/DGSRMTCzmzC5RamkR0MsBW8zQCILdAnkoK4r/iKr8B73/veRxwH/JGkuea5PUS3GsltwKdNc/DTXrd+yt42By4ONBysO3u3A1VgeuH5P9dgOkBaLpcbANyfMc/X1tUZy9tnOtgahgHL5dLInbr6OdfwtiDRY2M7aJ/HJgcUtA3DUOvW+id7uU7m5X3dgtBWK9yOgbe97au2LL/XwZuDydZP3ct1AUl7LaLkdX/xL/5F/Nqv/doGWDsLsLfm99uuW+DdasHb+db6iM+FP+3fc+DvcwnYbhnR9l8L3NvfnDVeRDYEM63wp10r7Xz08W37o9Wcz/Ns03q3QgsfYxdSzL9rgWTbpvna9c+5NcX8Hl8XrWCjvfa6TfPgtBWFE+fogbHAtWAOdEOYQK/m8+tyqp83BW4KnGJk2x//nxZO7XSaDHwcGWwE3WlnU1N2e92WQ83vBUQdUBnjp7BxzL6OfX57v2q/RBcIKJIDMzCOqXmulqnr0oSZWYG8RlWSeg8ApRFHAvPEGq9JCfSIFKTJqH1MDMRgJHgGTv0wSsSQnDGKxjJ36COsGlEnB5MkEEoorvHLRuJUGGNMip/FTWILSlGvUckCCTZnpdmPiQDJGpJOFJxxNvNhMz9X/+MCgsWRLw40BfX0TqRW97DnlTKBsqA6OTI1mQoU8vS7C24g6uMOqEu90Yn5s8SESYW0T5jMvB2CZ916CfftHU5uEKZF9uop0BAjg+LJJa84YVdWEjxWzTWxhcIygQUZA1ggVl/XVMwhW60NiaNZlUhti5CykQuKaiEN0Ab3f/f156ALqIIIX5ds5sP6VwEQHKO2crgaiiq4HrYOsUCZ/Hha77RpyVSNAQQGZp3pjOqRUODnQxN6kLZ1Yk+X+r963hRAgkxz1+eAOwpbuzMAFiW3EwOGpjidzqSkgg5/todA9JJ9bxCPPgBM5HEmONLjsLttap1Vpleqv7t1VTWPJhKQ8KzDveOkfgoZINdH4FIkHCYDuf5cFgXWZEIYE+4oUaFq2Sfpo5pyUy4aNs7cKDIzUhasToYqyBDrFAfp1hOgonPYrThqMsGTCx0gul7TmJDWSQUFBp5R62rC7BjAxvkAAKELIGJ1KWIVtPUxKCgPERTcNYnRd4xF16FjRoKStMZcsOh7dDHWJZB9veaMjrmSBHZs1kbWS4EZoQrpJgeW+j6uc0fDI7KIsquzug11IWysg8dDegKAP4bSKSjGk0Q9UAQzIUZG5IAYgl7HiNBHSBbEPiLEgJBjNeOYG6j/WUzMjBe+8IX4j//xPz6ifHOg6WXNf3PtWSuFa7WQnq+V6p2ldTwLhHm5rc/wHDT4gd4/3Yfdgbnnb+vSEn05QGo1uC2o21Z3ADg+Pq718XBZrrV2IO595ID/LFN0Fwp4neYa/zZPW89tJGQtaHbA6vVsNcqtwKQlZzvL197LcKIwB5hz0DYfvxaIPfe5z8U4jtUEvc07v76eX/f1rlvg2GqtXRDQzr95GW17tgF3H0cH1tvmdNuGOTD33+ZpDupbwL7t/sdDupF7SisUvDlXFjPbdM1nM29b4OtaKcA12GJabql/x6ha/xe96HPxa7/2/66m7w7iW82/Jn2uatYMHNQxn34X8fv8d3++nqPYzYERbL1OJu6aRw9/+jfXZwKTtmP63X3o9X1ImHzo3S+fmUzTDrsvwFS2k98wnCne+8813bD26CHb3S+0HhHOEWBKOTvMar2r2bAAFARTDGiZ6hVU806kKMWHjQLMgN6EuebbzYGRkRC4M3BBEBMiKBhhBO7AJiQA2VxgmEzBfMlNFShg1VT71KnnXAU73CnrMLmWkUg1yETVzxpRATRENY3CCrApqoCgvvtcg01spEmE6cyt5GRUBJcu7OChozVyFgXHBHA0N4ws1q86lmANBxjc9LvATNBNU25ti1HDvYm5YKCoNpSjgScx330HmsnaT4TM+qxqqZVK1VCSk8RxAWVB6IKGuLOY7EywcIYCcDBTazWlJfb3k69p035ickMBm4Yapn1HUd99ZiTo+9znns4zdTXRitJk3RDU1B8GqlV7mqdxBEDIoBgQAIylIAI27r7GQwXqbBr8nJ3Ik8HECJQhBQgdVaIsMXcHwtQX7Gu7ABzVFkD1SwGu/SYUIJvQxuYxMSF2av5PrtiwkFqCAov0pxYSUdeYWjXkTeBNBAghkq7v0pkVX2Bzw3AtK7AbgBOz/SbWQVXBJxBI/aoBAKOShFUeBmlP4Caoq0IQraOIQHh651X6AHK0LyrI8Xc6UAUytTmkAjaI+59jCglHhMrEZ1utW3lQBd8uQZr6TorOGZVpmICq3qJCO8gkYDLxmFoliFSGdpKCweaSA3AVPaGGXAus+4mDaRf6cO0nVMFVDVnov82EzI+n9AQAfwylqvnJCcM4Yp0T1sOIYTVitT7BcDzi+OQEq5MTrNYnWK3WWI8D0pAwpgHjYLH/0gDJ4+P2wPrJTsMw4Cd+4icecb5t/XfWQm/Zyj+R9Eg19HPAclZypvNtYKnN34ao8r/nz5oDqtZcvQX9cz9eNyf3MlorAU+etw2P1da51fa2ZvFugt+20dnet2lXHbDPhRj+d+tC0IL7uZl3K6DYBsC3+aqnlPAzP/Mzp/LOBTJ+/Wj+eT3av73cuYb/rPzt/WdZdlxvLrZjsU0TDWBDGOLj4tdtP84FC61veKvxdsFJa6bvz27b4eVt+66di62g4rGfHD21n/Uss/V+EWC9HvFP/sk/OTWeANBa9bW/T2B7E3i334nb/ta/2/v02kF8+wwF965db80KHdj63PO/vW7cfO9lAWjqoW1q7mlCzXnZ071tXdtqzEwdiex8yxODdFuqnbnZ9JkTwvVHTc/zLqYGyLf3Okwy9fSpZwF21q7D4WDDyqtNos1MfiuARunYPNP7ViqAVLxEOPVG3GgDpvEhAQWCJFicbDbyNNSpw1ByqT++94ruU7MpQMxGcmf5XZChSBmsyrnaEczmm+9a4mACAdh9PPUDi2rWYG4ZBNGpw6QM+fM2Wj9VS2MBXEhkEEcdad0HHFO/6b/JnNt/I0x/s80bNbc3K4hat9PjDqfsIljYNf2K2DTBdZBpAnHU1NXWItt9AWqCPJvSNmU9T7MHtGuHNjYOEFX8Vmnb9H/SaPdnz7EqSfOcatLvNakLBtNcydPPEJ9702RsH9d0vS+TzYbaOnh4lInFvvl5Y6fY0ldMhCw2zdgUMSBks5oIDQGn+GxWi3GQTJwWZlcPRNRY9BMw1WcVKnAbWhGChAJENannEKuQRsxPn0h3LA4MJ0JjExgG4zNR3olQ2wIiBFtjrvggMhI8qMAx2DxogXNgRgxBifIAE8I5oDbSzWxnDEzCg4wGgHub2eC/5cfj5v18Oj0BwB8jqR4URX2FiggkFeQkGNOI9TphPayQVgOGPCANBSkNyClDUjbfQzljMj5+J+gnI8UY8Vf/6l/Fv/t3/+5P1QT9k5VaADYHsXNwNNcotuBqnn8ONraBCweWLeCa/+5pTkDWPqetS2t+3/q0z/3JvXy/bxug26ZBnWtXtwHPeTqr7W3+s8ZkU+N4ulxP24jeAJ2PX/M1X4P/8B/+w6nQXn8a6ax2beuXmymjTdv66tGk65Uzr3M7DvPvbiZte85Zc+SxmagBtGf/drPD0nUBf+Wv/BX8+3//72ekelIP/JvPJKjp+HTilBprSjV5bipPdrLV9T6ff7Lxqc9qj12tmTsBSHB/bU0Jeqz3k7LAzcX9JE5GbkS1blzvJZq0jlqP0vzuf08Aw/uUNuqE6TBLYvVtGMWb2hmUaMQPsA4V78WN+kxtso/qBi9Akmoybadqe1CbR1CphgE1q3WQkTMQ1XIOomotccBeCoRZbUczIKx+wFRC1W47mC/RCBITptOkae3EfMELBCHqqV39g5UJvrCapDsoQREkqAn4s2+7DfddOdL8Rl4oxUykC1AyDMSrEElEw16V4ubx6nQrFHTcGRAUpKSm9NmAcQwRBQU5ZeQAYIXKEJ1zBoeInDJKKupzXbR+IkAoGg6PRTXBxTSwXBixiBLpiYKpIoKSpFo1MBEkAszGSF9g7gMqBEbIQDZta1YXChChSFa/ZCZwLihJINFC5SHrGOYRHkOeicCZISWDJCIVXVshElLOSmII6HiLCkQF6husZ1CBpFznKwVBEnOjyCpQ0TCFrHVDUr90LpCRG3cEQJISaan5tQHRYqSYLuApALHUqS+ZUKigcq4XQglk4QpJzetJx6KIzo9cikN7UJkY43MulTugTlTTxhLkTBxHAC5GxrViEoFWAEKkwgbbNmyrrJ+nQP2s3FZ+4MtPTt3lV1ZzhkpGaoX9HhPAnH7K5m3NJnT2u3sSBrZFeb+eKrtpy6NJLsypwhLT9HuL/EliD3IN/hMA/In0SU/SXNVXMrmUTWOlFhTkomE6hjRgvR6wXq+wXq+R04ghJYwpQfJp/9k/a4mZcfvtt58Ck5/M1ALKFjAD2DB3bjV828zNHay2puLb/Frnmkg3BfbynZzN87uv+DzEmB9mXZvozNCV3XPmVzM3Kfb+9fb6/XPN71na3TlIbc2u/Z5teeZlt2XN67ct/zbAftY9rlWdX7cChlbj6v7lzFxN6FvG7a7r8NSnPhXnzp2rBHFzgUl77eP3SK7d3L/rlNF6vV5vCEJ8LqgZ8uky3BJgLmhorR38GXOBx1nCo/lYtH3p66QdO+/Ddg212uyWvM/XhOfZJvxo6zUH8e137fi2pvvzueh9MGd937Y+gE1+gflv8/5p+3Teh+2+oXWIKGWqwzaBhINl/d3POAJnRL/99tsQAhsDvLevPVRVhIfN1Pr9Y+NzQozt2pYKzjfzUC1reqbm1+80hJb6Zrcs92p66eCdOUHBdUApCtoBqN9nzmAuZgI7d6tx/VxBzlpW1aDDeRecOCjbsVMJ27KZRE/x490PnVGKal9FBKBQSancx1PIfcMt4nkJFhItgIqoL7IU1V4VRikREDXvzjwARRAQUSSBWH3hhQqCMFIR00YBlPV5qRRjQy4aesmBh6gJr5pNC5gzhKA+0omU4BUW377YfCBSn00nXAPX31qGYiJCSmQCjUk8IjYGhYxgi8zXFUAfCWlUUqaSjCiMA3I2N4qcEIqa0fvTBRkl2/yhAsoERFVmRAlIDtCoAFl1ygm6f+WUEXKESIb0jFQApGLM4kpGphhYAGOGLtlAJNI05wUoWcMocLEZTFTbQEXdBTITQhFImUitQGqum4uSkLlJMZMKCwQwv3krB8qCHYiVJ4FcOzyt/ywFyUBZQNLpJzqnSy5AIRRGZYHX8pOB/aIAVbyHCUEUVBPULbIkBbwRMBCu+1wRAlPZCFM1SjtXFNQ7D0NhYx8HW7tl43ftB4IQ6z8uRpBm558ASFb+ASd3VF9/qACCVCBU9z9DdqWI7Z3+LJ2gBamazzOgUQDWGdkESzqnAQRCT0AezIJuKMglK8meb6BFTB5oZv/eLp5MyhMI6q+gYF73tGIAXv3RwfY+tvUPI2yECT9LylXQ59EGSsoQDzUgk+RAxMP35YlDQlT4wQyUnCGwfbLY2BcGgs5jFEGRjFwYCGr5U6QRPf4pgGIH3FW48RmQngDgj6GU7bBX5fIxoOs0bmnsIkLXoeuVcTWGCBJWc5BRMAwj0jAg54RxGJHziOkA9Pj0j/hkpWEY8Au/8AsATvtiz4Gvf7ageZ4H2DxA+4F3DmQc4Ozs7GC1WoGZq1+0A2InErvR9Zy4zJme3bfbfbeXyyVSSliv1xv5+76vjOCuXW4BgccF9/wOPBaLxYZZegsyWvDlZXs957674zhisVjUsgFU8jK/z/samPyU5/3d5pmDmNa3ufVDn/dbW89xHCv5XEqpAmIHl2dde7ltjHLvIwfbfv/c6mIcR/zLf/kvb9pvqRUctXOxFY6012fdf72ytwHVP830aJ7ha8sFGa2f/hxQA9N4zEHsNkHZHAgDm0C3dRVohQbtfP50pU/E9SXnjHEc8fM///OfxBptPOHU89rPGyUHxkTuy90KZIAYIkDBtOuTUFLHxAVODOZiodwUiHZdwuQTrgdZspMd0QhA0HWhGXvf/9XvG1DBxzAAzBE5D6ZpY0AKQuzsndDXeVTJLNltglVrGLhTzRwpEZuGj1J/Zg/N5kJOYiVHkixA0JN6CAGjhYaDAeo+L1DGEaHrNRxctN9S1oN/KuAu6mHaGbtQVEiQs4UZ076MXYeSEkLfTeNipqQcAkBGtBV40rqDIJKqNpMsbjBBzW5TMRZxABlmohqBnNS39L/9/kcQ+gBwQBlGew6Zdjsii0adIJCBdgubmEd0IaJIBigiBH3PdYsFPL5wNX0X9W/Po3+vLNZd7pSROilzM0pGKhnR/IKrVYFptqtbktsxSEEsBYEJzt5fSgGZ0IINOIUYat+r9tNAswEeRxuBmtCFBqCJLYSXqNCGDDRPLPFars73rG1jiy5AhJwTUslgEILBppxH005HwEQuqIIAE/pTUU03GTkkdM9MMYIsbJ1YvKhMygfAzqlgGnomqm4CKWUwhyqYICMpVCKyCYCbHER93zODomtMbU1mA7PFlef2Pigq3AKTWTGQbknBhQ2Y/NRF55EUAReztGENd3X/ke1XZtHh1j0MxkjZGOgFOSetKzGQiq4N4wVQx3ioMMU0/6kEjbHunBneBn9ni2roq+VF9ncNgZJ3is652g7X7BflC+BswhQLrRYCdH1ABYJcywCy+bnr2RcoIUOMTM8FGiKbzFJK3McoVCBZQ7n5npdJ+SOKuJJnEmiLtU/IxSU49Y+bazdBz2ZBEQgWweFPT7H2p52eAOCPoUSkW3gZRxyu19g7OsHeQ1dx7doRrl5+CA99/H5cfehhrIcTHO5fw/roGFJGhJ2IpXSALHEyrJBXKws34iZ8n1nJAVWrdW0P0a2mysHhX/trfw3/+l//6w0g2fqjOmB+tOa024DMjdrwSK4fTZrnPwtkze9LKW0ckFtNqAsVHNh7H7dAxgUXntf/9vv9t9Vqdap+PnbbXAX8uXONd2s1MNfQt/OgbYubwntdPKxVC662adbPut6mwZ/f5793XYc3velNeM973vOoTNBvZMnRan9d8NPG8563r80ztzCYt8tTO07z7+flbrP0aC0K5tYT/vtcyJWbF/t8/M+a260m2tvVAuZt381/2/b7p0JI8alKXdfhr//1v45f/dVf/ZS4RDyy5AIWnb81BBPVyMuAiGm1XXMtEGGEoCb0zKb5hFtlCIgKAkvVGCrAUYASggtj9FCqY01o6DAgrsEWtyaoRqQACFKo5nPb0krkpmpqgNyDerINNUNb/a5qfEyF2KxduFDAPpV0bgKWBAAcTSsaMPkHax0c7OlpHPa97WWsTqiETe4M9/0WryGhkjhZN2rbvZ+KhRczYM9M2qlk3vCmwAui1SDiGjf9hXc8DXfe+5BZ9EfrBQKxa/BVW8qBQcX6kAlRIpw8L9QQb/6OU2ftykkfVIPNQTXRbGHdmAlC5oYV9DoAADGYBMUJ6wAwpr0dcNDrIdtCrVcdYfb+hMWOdy3mNHdAuRbnHx6Xmquy3GLT+15bSdRgggoFcWqYHqpfsVpkKCs8S8tYQAq83SffyoZANdlw82AbCWIj1EONY+/rTy1IrCnB3gk+k8nnmq27ags91QOECsKpyiEm7b52k4a50n5xf2DVjPuRlwDV/vK0htimpddFLVPs0e7E7cu0+elJOxEPrdIEjJsjU7VAJxUm+eSoV9te1zwJEE4ZFW2od0/fIM23206IYgKiXApSLggClCg1mkI2a4Bi2u9S9yMVLvmeagZB6pJCKmziQpX0XhKAqLWYVH2zxly3bXaLbLazBeDFytSQaMoPoQILi9Bi7+WhOS88ntITAPwxlohIzdlg6yEL1qsBh4fHuPrwVTx4+QGcnBxh/+pDODo8REkZx6tDjEPCOK6xXp1gHAZ8JgJvT/MD9c1oVVzTc9YBc25C2pp8AtgA69tA3TYg43U9OTnZACBz0Da/vh7IuxGQXK1WW4HkyclJBTFtW7w+DtA8f9vuFuR4vjmZlj/HgdNcI+nCjfZzLrSYf861my0wdFDZhuVqn9sCyfkYe3tbwO4WANtMwT/ZyTW4wzA8BgHPJz+dBWTPWsc3k7+dK58M8sMn0mM9TRroyXxcwaduc6oZ9n/BGIc8bjExVw04M6HrPG53q/l2U3Q9fbcacqLpoEgWI5eNWSmEaPdOgCsGNUkPHNRXFR57WlNxICzKKN6CGvcUZ4Ixe+sz2Z5VNYJ26mcHnFOAY4vKYVYBZMpyYQizaQWDAlQRBcyCei+YFdebBQHHoL7LFC0WNar/dWUyN+0kADNRJoAbCzzbsxECwAwJWlc2dutg4JuoGNjSeL/F6wYAkcGhA0QQSqes6CAt04QFQmYJJKztI1LiJw8VB1STW2YFwUikQI0ARgRDNd1kMddLINOxk2JqM3FGIDCiMaDrV6qhdtctm6Ok+dUnm2vYquDsbZO+ts43m2k29clY3VXTqUhc66PWEgAHF4JM/e0kiKF517MyxWloKhO8kM1ZxdMGWElN49V8mdTc24GrTHHHFSmRWk4zQRDAsbjMSbXr1ifKhcftcgZHZ9bX8tgtAkjJwySrQ4aPr/rne3QBA9XGQo+igjedQy6UFXXnIFTQG6qgw6ypioBQIIaGmMzKxNwpXKCiwimARep8InZhlIp1AheVMdnzAjHYQo6BGoGL7V3BOC1U3uFChql//BjP7t1BVDXBZyaaffplFX4Y2HUBwE3kv87X2zPfAAzPf60EdDWvLibxcUVzXrCnuHoxiKj18HWf+NhMTwDwx1DyIPVDTkg5Y5SMjKJ+HFn9d5y2X6pt0ORX9UTansZxxL/4F//iuvfMtWbzQ/0ni7yt1fY5YG2vbyZtA5L+3VlAss3jJuVzX/A2/1zD2Goe236am4nPgWurrXQTcf++7ZNtqRUi+H0tsG4Z2tu2eh/5Z9v2+T3btLrz/G07zrpu++tGktibmY/XS+2zn0hPpE80faLz8VOTXFij+7ACXjEh2rQmSlnU34n8Pg9HVhCCmob3XVKyJtL9oOtckDftK8ydAgM7tOo+CwPBAuYOIuoWE2NX9/KUR/T9DnJK1WWmkj81qiumiJQGdN0CuYzouiWkrAGKkKLxyGMXMIwjFn2HIY/YWeyqS1LfqZUbMkLoMKzX6PoFchrQdzugaKAgAON6jcVyF+v1Gn3fQSysF3HEmNfoYo80DIiLrvoYQwgpDVgudiFBzdqDBt+dwLaYUEFvNwCGGle8sF6LCYoNOaKPEethVBAFAUdC6Drk9QgKDOaAj979YURjYkYBQoxIJSHa78N6wGK5wGhRNwL3yGUFICCEiHFcY9Evsc4DIkXELmCdE3b7BbIIUhqws1giQ5Cs70ouasLe7WAYTrDoFxAijKsV+sUOBAXrYY2dxTnkkpHHAd1iB2BBGgb0y11ISsg5YXH+HEgKigBdFzEO48Rm7uHIOgVnxbWx5jYBKSqgEYCg9/aLDmk9oIDQBcaY1YSfwSjIIP7/s/fvwdYsV30g+FsrM6v2Pud73JcAN8YYM5hpwo2JMSH1BOMAe9y2UXQ7sCHCloMxbT38x4RANhGAjMMGEQOhkcO0AJmHxb1qHgPYgyOABkGoedvIGEIIyw+Q1RYDGPS6ku7rO+fsqsxc88fKVXvt/PY53+Peq3u+7+4V97undlVlVmZWVlX+1vqttVp6u6qB0TS9XcI8zeDQspvMSpVOKWLOBZCKOCSQKBWcqAKkLnKBgZhGdTPLgjBEMCrmWR0kY0rgIMibonW0lHVlMyO2ZynnghAjQmCUXDDnimGMgCiIzKUoDR9bC7Xe89rcmpuvMwE1i+arJtY5EtRCzyEqro5hAaZq1KYlnoFZ3ZXCbYoiBdYlFyzR35sCq+aKkAIChUbVBp6SrSKu1Ao0UB2HqKnrmDQgcjUlSntrtfcHxxawL4Tmz633JIWw5Kc3RcuirGj1sLmuELZ5zS94U5qy0JQ9zKzPbmuL6oUsfzq3/Ou0WOu5KQsgtZE4eAHw2ia1lhsjwRgwpuNoL027EUubFvZHO9dehUu77U1PtFUwOrEghUaBV92VIAuAnLexFO4hOQDwSySlFOSSkasgVwGmrA+1lEYrKbAACMCWpgH/696bg8+7DMOA17zmNXjrW9+6+CZ/IuQiK7cHhfvA4nkgbx+Q3BepfB+QvKhMf64vc9FxT/M3i3RvtfeKBrN+ezryklu1Yw/4tvqAXFbG9vl++Trmeb6JuWBivvjWjsVnyaUh8+UvUpr0OcXPYzFY24dhwCtf+Uo89thj587HfVT6ffdx37kAdvphiho/B71f//Np7X8xyj4ljJ/r/fPQP9N94Debn96NYJ+ven9t3wbPfgGwXCMETTPzd/7O38Gjjz66uCz4NIJ9v+zvvmB2vXLodhRSz158/TZ2bSG/5DjSXNGA+lNqPvQM5ohaM0rxz5OCe2b1WQwt/7VZnkVS61tuv2eUOkJqQYwJm80GkIpcCmrdtAWjWvbUNVeBVggJ8zyh1gmbTcZqNav/JLW81vEMcU6Y5w3yPCDnCXXOmPMGwzyiVEGeN0hpwDRtMIwrbDYT1usJHLUPgRmb6RTzPGGaJkxpUIBMukCfpw1CHLGZzzCOa11biAKEzXSGzbhBaOCBguZnJrT1OQsCcaMAo1l5lQJMLfKWmgrqYtmPTJjGNebT05Z+isCBMQwjps0pBIRxXOHPvuy/wy/9m99o6x8sfeQYMKSIs9MNxqM18rwBgZCGEdO0ARGWe7Aa15jzBCbGMA7YbM6Qj45ARXC2OcPmyjEAYHN2ghRGgATTZoNxOMNmPsNqtQKEsDk9xTCeAgRlGB5tlJm4OcNqvQYFwnR2hnG8AQjjbDrBcT7TOSQEiox50mc3Rm50XUJMsfnPkuacLoA5ISiY2NLVx9UK89kGRSqGNGKz2SAwIaYB0zSpIqRWCDFCVEgU0oDpbAJBMIwj5mkDYiCt1pjPNmAAwzCiEjBtJhCg9c0bBA4YxhGlZkynZxhWRyAC5kkZW8M4gAjYnE0Y1iNCC4a2OTtDWq0gAPLZBsNqbAEKBXkuyKthYRPkeYM4DKACpbETWvqr9u0XgIwuXWuj0SeEoEoJIkEICcxA5KD+4o0xElp9ap3frilyLuDmqsFEyHPZAsr2txYg1ojKFblmEFX88U+6jt/90DPaNqi/NbeYExwrwOrrLbkZL1qwSUYAR0aoQX20E5DnrO+UBuRLU1IREUINqCSafUCkWftnTdGFLVOxSFF2Ddo7t31TquizVmfB2eYUZVI+ekxpSU8YGmsQGRpngQiqnAwa54GB1TBCAAxTBIUJHAh1jgqCG+tFUmNWBAJlzSefAyPy1rWhNB9tAYCi7KWiL83G7oGC6mblhsjCDzBXF2HjDBDEAXiNSWBpEbduHveSHAD4JRG1fBdMzXfbwLVOtpunlh6/eWFzC3LKi1JqrfjoRz96RyCjXzh6CrZfgAK7ANlAjV9cW32+HgvQ1S+Krcx5IM9f14K6eVpu72Nr191adfgmkNyX9+Pmy1+0yO8ZBPvG0I/teWX8df1YWbutTgvollJaaOgmpRTEGHF6erocs8BrAJagaxbIywe4szRMMUacnZ3tLX8328MwLK4BwzDgmWeewdHREVar1U331d8/rxSwMTKAZGPlGQv+HK8E6YP4eaXDvjnj86Pbb98+z3boFUm9m8N5zIl+PlwEHvftu+j3ebLvvOcaJO6ry8caMLldVs2tKPZ38l7r67L7/Pjjjy9BFf3c8tLfm33X7fv+iWFp7H4fdb5YWiGfXmhrfhZRa5pRW+24SFtfwgw5zRrTloC6dtR6LDCWLg0ZAgX8+q41aiw3y5wtKTVCu4gCz1CV8s5BfXMVvbL6RDMv5xAFBI4gxhItOkZBLREgXujyGpiMG7VbTVYhJHAIzXpMALfrk1pJiRmhvVu3VFhBoKA1NfaAWr3VzxchaOA18/9t7t61KS8s+Jo0RQgtlPwGloYE0psAIvXXDlGtsTEGnJxuEDhColqCOQZECWAKIIpIY2mxX/S9FkJAilHjx8eIoQpCjBoYjwkcIoaUkEJECRVRko4ngBpGxKRB6mpR6nMsEcRJg5TFgjDEZvEf2r0CkkSEqO2JqSDEAVWAQQYNkksEafTogUIbD2kARan9RvuWxgkXaPCr9qYFNd/5ECLyWJGygqna4AmHgDhgAZw6f3XFmDgASV0gYmRU0XsdQwQNCiRpGJCapVkI4BCQMLR5EyDCSKPS+AM3kA9tD5iRBkHkCKSIUCrCMEADFTIwApwCIgWUUiEJoMjgqj7otY5gCuAkADUqenumAlnkcrPNtne0bB28FzOUkEa4FwG1YGUtT5neU/sOQiOFawavFhSx5HZfSJkDYNQya7TzqIAWBZg2ZWHb2DtS4w8QQgGoEEqZUeb2DQ0MKQKhGWgKO6lVYwtkBd7SYhfUUiAF4ESQ3NwyUJFnZQhwYY2szpoZANBxqqUsPtfLur+oeiPXjLqpqDUjl6YwaO8TpqZIBHS8iECibBQUTX9Xw9DaQOBagRqRpaIKgUIBgZEB5PZ+4qAVVgrIVUBNYcAsS8zCQgBKcRhFdqzWakFvbh8NiBNrNgECGutBA3OYG4KgUdBp9xtwr8gBgF8i2aFjkH6AKTQ/IQZAGvUTvLx9bgLc96Ye6NnJPiuSAQAL0PYv/sW/ALOmheqthQaU/OLUAFMpBcMwANhdgJpF0er3lkULLOXp373VyFuPfAqrfZZyv70vSJgH9z3lvKdpe1Bl0l9/H6gy6S13HoTZcRvbfcoKs357UGZlbNysDQY07ZhZi+0DWEpZLHa+nVbWBwjzad3M/9oD8L7tfhztmhY0rq/rdrbPzs6W+k9OTvBDP/RDO2PQb/t57cXfY88M6M+16/fWeT+HvbXc/z0PkPaAa58/t7++l4uA2D7Qfauydwv0bqeuF5vknPEjP/IjL3Qz7lA8kPbvqe37bYkcTupfHaP6eKvljKE+zhaUzdgiCnoAgCi2eu25LFA3Zg0KFlp05xgjUoqoNYJIfc2Vki6IcSFntjo0MrL6KAcQAogDRg6IKSIGgkiAQNuoFN4WYK0GxDgghEGf6yoIa/U9jyGCKSLwhJAGDGPQhWxV8JlSQuII4tAskAq4Qmogs7BaF9Gsd1VAq4gwRIzt/QjiZbmvY9UAuKBFQVdAjepyYnPzpwejkCCA1eppgBEVURghJVBIjeIa8Jv/6f2Iw9iyumvEeaKAEBVAxjkhpgEhTO073KjAzU8+xkHpyYlBlRGHhBgHpCEhiiCQbnNQGrE2hlrU+oBhNYApajqtSM11Qb/3MSalgseEEBOYlTodUgSkQtKAOAwISceMwagpg5p928ZEwbAqa0rRVGYAkIvmKlfR7RhTo2sTiFUZg6BzNubS7kVTFpHOrRAJoWj09xgCYioQCkhDhAwFtbS0k9i6ahADNWvwvpCS5m+vquCpFBA4QJoSiEPEEEMDRkCNEauUGrUZkBQbUFJqdZSskeT1MUWgqn7eaM8eCJwIKC28YhXUmvV4qUApqKxxAAIBWaoGN2BG4LCkR6sgUEv/hzYeaHEb0KzczBo5jTQ4gr06mhaJWsauth4iwe995GmNUcCkmQ3ZKY6D5icv3Nbp7Z+094q5+ptCbBkfdw0JrQ2OmLi805ZXEJlOYWudw/YUWPR4bn1gqIJg4Y63b3uzFotIU1DZs+iu29KccVDlSwtIAcbWJ36rNKRFtSkC1Fo0CCVpGkYLfbGMl85+fYfq6wKhmedjW1sGUWQTqPWDCJEIGpG9DTFb7ndBwb35DT8A8Eskwag6OSOfbXB6eoqzkw2eeeYGTm48g+nkBNO8QZ4n9YVrGtVFnySy5Ot8MYlfwNvCf6HqNAD99/7e38O3fdu37aX8GlDzgMKn4vJAzoPGPjCZtaHf11ubzwOu3pLp/bh9dPYeLPRBvHpa6O1Y986jsPrr7QP9ff0G+D34utO6fZnzLKIAlOa5pw8XlfHi58Fms3nOraAXyTAMeN3rXodv+7Zvu6kfz6WY3/2dyosdkL7YxM/HT6SLzu3Idi72Ch57N+4LYkjd3337LQCRr3cbAYmaX6gH4HauWdi33wQrY2C7Nit3aaCI3DtOrUJ2ffuO+O8JQI0mv1UQqCKtudmIpvLShKWqNNDytCgTqAWSqlWa9YugbGdaukOkAaM4eGWjAlGpxVF5GSIafZyIUUURyJb+yRAxVKLWqSqi0cmJ0RxvW05sAByBOgNkChQFQtS+c2kY8OpX/s/43sf+V0yblmMb6pvLLXK4RkEOyJibVbyBiWY/NMCi7VaFBkkBxQFUqyoHwoBacrOwaqqlJRBdreCYNOe7VHAaUPOs97K1FdwUOs3KrgCoLgHCpFnq1MJYQRRbjmhRFkLjRRCR5rBmaqmVRH10l3mg1nLJuVm9CaVA5ygTpJj1tq1hmBuAb4wMAioKIABxRIgJqAUMBqVxudcaSbxlDghBXQ6aD7amY9M0WJw0F73dPA5N8dAs8iSqkaHA6psuqtSKqT0LTSHFBJBslWUhBayOjzCs1xiHlVK3AyMNgzI0QEiDKgFoHDBAFR8caUmbJ9WAdntizfzapn1o6cLQrPTcWAfmmy+iUdK5Kb6SEKRWfManXsX7H38StU1iFr3HMQUNpjcCQx5QeWuRrtzcwKL6YIeg90m4BSkMSrmPYukADZBrNHXmsDWoiVrZxzRCRHOvg4DY7hsRoUhBbYA1klrICwEUgzJpmqLCGBxKZGmsGNL7FaL6s4choELZICFoFP0lCr1pUOxdSAa//ZvW7rNBbVU+mv3bsAo1U3whZTcQoAEsjZLu6EgENP/w3XUeEQGyDQDcG40usxwA+CURIloAeAEw14rNJmM63WBzdoLTkzOcbSZM05nm+84VRTIgjcoiN9MBD6JSa8V73/vec6maPWAGdi1455W7iPppUdd7sReHz1ltIGkfLdzTfj3I9FbinlrsLczean4emN4Hkvtzre7eou/rt7/GArjTur3f8nl1e+vyvj7sK+PvVW+R92wF75vu6+7bfLfbft5cNB9vJfsUP/tcJLwV0PvQW5+BraW89/X1/fdj0Aexu10lz0Eurzzb+Xj5ZD9ov+msndRhgCW9Mcu6B/D9HN/+3j1H14INyEmF5SbX40YRRqtfGo6R5ZiVt3Zt6+sVsH3bqttv7VrsUnuO+b9ebrVv3/HnVmKM+A///j342Ec++JwFP71d2b1fvNwbr4TxrAt9J+pY9+V0e3sOtdRm2/21gZ8W+Xu5z7SAsWUeLKxHo1O3/di2BdjOPSKgFFncIEqZwRRBpAwOo6KD1QJsFHMFpwExKpugQhA4IAb1sS5SMcSEWktT3gCBNQChEGEI6t4mQKtTOQwUgpaz+csRsVns1UCtDIaTp0+0/8EiorfnEVt/+GEY1WLKAFNCTKGlQqPFmhoae4UoKLCEufDVLZgTVQAIqxMJkVmYaQkYBlEFFf2fPgX/x3/5AGrW3NogQkjKYKBAC9AXUZMY2/MfVLEAkCobLHWb6msWBsli2W5B0KTKNmJ8wJK73IxuaoUXrcTYQEWQ67zQ+E+fvoH57EyBNAfElJBGdS+IKQKRgIIWM0DL8BAwjCscHa0wHK9w/fgK0piUQbEeQUkZDRS2irxAqrARUX9wZmVFhMCNuNvcH5213IJSmnJN0MaiAXpN0depTB0IN1XnvW5uJHkRr5yeeuopXL9+HU8++SSuXbv2grZFRPD4k0/i9z78EXzoiSfx+MeexEc+9GE8+bEn8NTHn8bjH/kIPvbBD+GjH/kAzk5v4Omnn8TJ6QnKPGPabJDzjGmakCcN/nGQF1b8B3HxkyMNVmbBvXygLw+SPH3aLMoGpvz+nPNS1gCS+Xf7BYDV60G6ta0HzL312ANfA6k+erqvx3yvRWQvGL+dugHc5NdufTA6tbXBA0C7znllPFXb2gls/cXt+kaxt2O+XpO7oaDbvfBAdt+2d2nYdw6gLhP+Hvf3vVds+HmzT5nR35teweLb7ff7eW5/veuHtbsH6raotnvgr++ZIFafjbn9NZcQn9LOz8memu8VMnaeD7C3b5+NdykF4zguddg5IYQlXkA/Lv242nV9O+ze+HvdH/PMl/46XhnSK5u87HNZMenvYz/PL1KseIutVwZaOf/s9UrAixQ3XsGz79x9yq07/Xs7/TvIQW4tBgG2dHE0JoQpZ0yBwg0gWv5iFQXLBjM82NdztgoeA58ah6Au19wqB6gpdizAIAAUBaBEqDXDfLPVTcJS58HVo3XGGNSavfMO9m0OzZJPO3Vws7xvQbxS17VNCTFEjSouATFtj2nfIkIwloYfOwt8uA3SldJqAYwUIgJHcFBEq+wSRggaJI7Dlua/7Stv1ReLvkPLbWPgbNkv1Pz4SU23C+c0DKn58bOmgxMswfMsgj8xIQ5JgfwS2txYkmoBxzJXCNLS8Fmf7d4DWFL+afaDprQzl3jS4JIlZ1BUhc7TTz2B6eyssSkYaRwwtCB4KSUNwFY1/sJyr2NEWq0RQ8SwHjCuRwACpoC0DkiDuqOkcQAzYVilNsYaCT9EVtcMIsTVgDEQ1sOIIUakqIqfgZtbQgiIHBCYkEJACqzuMI0Sb303hVdwa5HEvPiWA4yCioevXMHQYt28kHInuPJgAb8kUkVwMmfkZs02tkeIqn0c4oCY9KVZwMgVqEtu6wklz6g54wC+b5ZxHPH6178eb3zjG59Xyq+X3grpF6i3U84vXO0Dbj69/q+BentZHx8fL4t+u940TYtPuwcJVvc4jjtlfFlfxpQHHrBa/+w6q9VqJw/5MAw39ee8uu3eWHs8QJimaQm8ttlskFLaWaz319lXxto9TdMSlMzGJsa4UNEtorsBWwtOZfdnnuflHtzJtgHD1WqF1772tfj2b//2BSjaX1OsmG+6KQVijAuoH8cR0zQt4+lB4jRNy7nAVpnhwVxvAfdzwfro56oHih5c2jHgZiudVxiY7AM7PSC8U7mozL4P8T7QdVmA2J0uHGy+e4WXV6Tcbp/u9v24L6DbRb97Bdy+9t1JmfOO3epvX/4gl0teiO/13YnNn7qzT2Q7h22K1WpAveVwXwBhcdtbIGbSK/YMnCrl394ZBu7t+tT+bt8JGs1fM9eGwChl++01gIMG6ozePldjcshSPxHAXFAKIGz9QisXEIJZ+CtKjijQTAIxWdtE+5wTiLYpBEMQiDBqUXcFHTvBwkhpVHi1muaFmRxZIJIxbUy54PtCKIVRQlgigBMM5GujmUNLHaauA6EpBTQqujIGxjHhL/4Pn493vONdGtDMxqGo9VoiaTRzSGuuQKqCchJCnQsIQA3bvpBIcyVRJo6guTFUaO51B8AhAjCh1LKdUyKQRqdXaz41VkIFV1X0SNEMSprnHiglo+bmUhIYkvW6tTbLfCVEqghzxiyCkBnzpjEEqEAoNcXO1g9cAPXrH3WtIXMzfjCD5xmZBhRorvUgsqSKYyJEZqSgTIyUIhJzo6CHHRTjuTeBWoYA1c6YGuaehT0HAH6ZROri28ZMWMWE+WiFOguGIeGBRx7Ap3/2ZyLngmkzI5+docwZm7Nn8OTJM3ji8Y/jox/6r/jwH34Yzzz9Uex+GF68UkrBr/zKr9wymvDtin0Mge1C11vqDEj5c7yl2gBOv91bC/vfPliZB8z9QtwfM2vUZrPZAVG+vmmabqrPW/Lst4/a7tvsLb12jh+T88bw2cqdLqDPu6YBVJsfIrKA7nmed1wEzCp6ngX7drZzzviVX/kVPPPMMzv3rr+XFvStp/2fnJzcBLT6+9sDYj9mHojbuPj6vFV037m+/7avd584r+9WHthat72l2Jc3y7HNYZOp5f71+zy93t/v3rLb0+3P2+fFXEn6uu8XAPdcvx8PcpBnI4f5qLL7ufKE3IvPte1bvZ5oCfTmIc6+v7Z9q/edWf8tVgFtc0rfQpa27pxryoUtEwALE8Bb/41FQG6f7ucFedP2HK6N0qzZBMAVUls9Ddh5pUgpFe//L3/YgvI20jMBXAi5FiQpC2DOUlrw5KouAABqS2XYRgiLXgEZoFEjrYs0NoHFa5BmbcdCg9dNAiQ3Zr7daAJQUUVQa0HIGoNhzjPmkkGVQFwABmaj1tt3vSmLLAc6ZcHEjCgFc2IgADJrIEBhUdo7AXmel2HnBNREyEWNCLFEIBfkyKBcILlCUkEVBhdBaYHvgmiE9Gr9XObCFmBv74f2d99XWlkS9+a3+ADAL5ncOD3Fhz70Mfzu+38Xv/Xv3oMPf+gDuPHM0zh9+ilM0wnOzmb1L84ZJWdMecbJyQnK6dMvdNMvreSc8bM/+7PPWX37rEu9z/it/ClvJx2Rz928z598n2w2m522edDcU5TtPCvjARewBVa9Jd+fZ+DbzrXo4gttylF67ZrngXvrY18G0PE1y3RPZ7V2eEWF9bsv49vg/dT7tvkx8MDRt8nfYz9Ot9rOOePnfu7nFiVFr1jp59dlXIjean73Y7NP9vXL+m1l9p2z7/nad419z+m+8+6kL3077wd5rt+PBznIs5H7az72wNVTyzX4l2G9rWV8CzKBrSLRwCUtVPTt711lo4FSBZnMaMDRAgVqea9oBbbfQbNuhmBlgmuH7gtBA7xxs+Aq7Zt36ucWvZpaHUo531r8ufmHa33cyojrlyJVqQQKsozB7jc6tGv7dYmNIbW+hOZ3rBbyKuZfbOdzA/YaNE4EjZKOplAAfvs//4F+x9nWEFqeyd1RAiAMB7V1HBtQJWgQwop2eyTq/qWwRUjXcahVLehogd0spWEVXvQUAlujcLMIb+n7HmijzR3vS09MoOL83aGGvzZYy3zVe+r6RaKxA7id3zI9qEJjO2eXMtwi3Ns4g7BN4Wi92D4l9nQomUAWgM4NkAsEEAXjRISKds49+E0+APBLJFUEH3v8Cbz/t9+P97z73fg/fus/4GOPfxA3nnkGZ6c3MOcZqJ/YoCT3g4zjiDe84Q34hm/4hktOabtZ7vSlcp5iwAOZ86iYF9FWzfLbl+/9m40y3VPnemq7B5r7LJU9S8CC2u0DX34hYZZRo2H3ZfZZO81v3dfl6/ag0IP4fXX688/bXq1Wy3w8OzvbOae3Jvux7pUD/r71ChY7divr7kEOci+/Hw9y/8n9NR89rPDKxPYtRb3JsCxya+v13YkHpgaqW2SvBtqYAwy3GXgFLJYILRZgZS9tc2Jt69To9FqWIVIQWFOoqWJdg6vxwo6z6xqjLjTA5yj0VX3Y0YDjkEZU0W+cpo1r0d5DbN8/RozcUscBISRYFLMl8B0IoIgUW/R0IcSYIIiNks4IUZULMUT8j//jf4+fevuvYZ7bN5YFxMoEBHPLpw1Eqk39EZa+kY1pO0IwDnzb14LmoY2ZUsploc2DtkwCIfGZyrQtIFhatCoaAK60VGsMpZBDq+8YAfrbFBUGomNo7o5gjaYOamU1gjqJgvdADAoaqZ2gQJ7R+hJa05dgbTut3js7BQq4rV/SgLe035VIKey1QkJAlu1YyLm1Xm45APBLJFIFm5Jxstlgc3aGMk+oVUCoOtGzpou4N6faCyc5Z/zET/zEJzyi6otVPCD2Qcx6cOst6vu2+7rsb+8C0JcxarMPCnVePeeB5T6olV3DU6/3Wfd93u2Ltn/6p38aRLTjf+/p1jZ2Nmf3WeU9APdt82PRj6XvV++SYPt61wdPG++VAna9PoK9P+7b2ysH+uN9Hw/y/Mvh/XiQyySH+fh8ilcI7FKtt77jpgAoCMHAEEMkwhQH5vsNwIFa+x5qkDilUhdIqApsJS51xRjB1BKAMUOEkHNtgTk17LdZ8w3IAxaczNqs/uVMivZEND2hRnNn9VOXAuYKIkEIZiCQFiCuoJaInM8gCEgxgDYRJU8ttR0hRAXZ73znb+Lxj3wQxIxaKnIpGFLSXOthQCkVtWZUAVJM4CGi5oJSM1KMCGlomFdQZp3XISRwIpSs6RTTMCIEAqqOS5mzUrxbxPDaGAh5zkgtHlTOBeTvXRXwQKBKeObpjy/3Upl3G4Q5gUAYy4gpRszNnQsESCUM44BhNQIAhnFEWo2aUo6B1XqNYYzIpWJcjXoPI2Ncr7BaDYjjoP7b6xWIgIiAHIIGFbC1GNOiGFB2BGA3T3UN1ALR0za0YbN8L2CbeQHlNoO3dd1bcgDgl0jOphmnJyeoufllxJa7Lw6IOaNGRskRUgsO/t23L6UUvPOd73xBrt2DIQMa3mLpc2f31mALfOZ9XHvw2V/P6ul9uj0IMkux99H1ZT0gsmtaOy2wVw/UfHRx7//LzDdF6fYgDNj1B7b2+TIeYPYBp3wZHzXe962nzhsgtjb48bI6e2DtIzv78fH343aklIJf/dVfXUC3l5667Sn2+8bJB7uzsTLrf79tc86PhdH+U9Lophbl24+9jakFeLOx9fPCuw94un7PjPCRsf24mx9+79JgbfTPhD/m2Q3nMSn6fQfZlRfy/XiQg/RymI/3m+wLqWWyjeh+/vnGHlAL8m4keXuvh+U8uamsZVXIbluhWylTyx+/QZUBQQCpWfNSQwCKkBrw7//De0FAs7IDpc6YSDS6eHPUnssZUAFCAVOElKKBzyQiSYbR43OeIEUQhwFBAqRWzPMESEEJSnknFtRcWnC20KjpGsAt5zNIHVUZkCuEtpbjUgpCjSABNvPUum+R22vjdivYjUPBdLYBh7g167k85tqQCs1vb2sQQS4ziAvyHMGprV9EwLmARDCdnSGEgGmzwWqzAs0rTCkhhQEUgHEYkVLAGBPmFDFEzSNfOYCZIFHbU6pS/rct0kj0lQnR1nxEiCBUR6O/l+QAwC+J1FpxcnKCzdTyDDa596bU5ZPVaoU3velN+Nqv/dolsNVzJb2lENimV7LjwC5Y3rdtwMqnOLK2bzabBdgYGDFA2G97OrXV11/PgKnR+/bRlHtrpAfcFoTNjhnIjTHupP3yVmYr0/tRG1jzwHaftdfK9/R2P/Z+2wM8X78HvD249ftsLE0x4sFkf//9fewt0/u2h2HAN3/zN+Prv/7rlwB4/Tl9Xb0rQa9Q8fXss+z342q/7b5bVHVTMuwrZyC8Vzh4C7i3pPvfBsK94qOvp1eA2DEflM0ronxdvh4vvWX9IDfL8/l+PMhB7lQO8/Eyi2dg3g4bk9xf+07bLsvzDQAB5l9+U+A1AH3aNR+dHWTsNL/WMSq7lrX1QK25/db9FvisivmCM4his8wr7XoYBrz61X8Vjz3246iVICggRDATApROL6WCw6jHWv7zIgRua60QIyDW/6JU8hARiJGJlKbPEYE197oACFGDqQViZb5y1T5JBFFL+UYAkSoxdr9zFVvlhikhNCr61lasSgZ1gxAICSABIhmlVORICDOhygwiRp6Bigl5MyPXUXOgbwi1zpjygMDKXklpQAwRq/UKx1eOwPkK5lXCOKwAAfKQMaQIHK0hFQhCKMSIQ0sl2ujs1CLDq+88wRj5pgwY0HKQA8AFAX8vsxwA+CURAZClAqVYvARdwEbS4Aus2p5qQS/kQEW/XZmmCY899himaXrO694Hnp7NdXofabMc9tKDLANAGqmz3AS894EvD5r2AVl/LV/WA6Z9OcH7c/2/Pj+ytcN8tf0xT9v2bfP199KP/T6wvq/cPtBqdZnC4rmyopZS8Oijj+LGjRuXxjLbBxG827LP9tzzrm37/fGLgrgd5Pbl+Xw/HuQgdyqH+fiJEA9wd7/vXiENmPLZgraRrj+XAGa7xofFh1lLao5p1gBtqtiNDfyakrcB2RAXxa/WZWxBKI1dfJwXar7i6k+uvtgBzHHxYWdOiDGh1gaAg/m7RzA7n3USACtIbettZtCgAJ0NoEvAL/7SuzRvddQ25zIhhogQk+YZj4RQCmpQgBtDQOCAkiKYNE82swAtF7u6gUeEBCQCah4ADuBAmq7LdBNCqKT+4CRAloJV8xcHMThqXnW1WFdwVXo3mhJAKhpmEIACKESwKLuWOCKmliuelYIe4ggKAZHUHYBSRESE1IoQI2JMICHENIICMISImAakIYJJjUdxGBBixLAakdKAMCZETmAOCBCEwODECEwIwWIANH95F/9ARJb0c2h56f3XndAs/9wzKO4dOQDwSyQE4PT0DE99/Gk88+RTODvZYJpm5HlGKZqiTKrYk/lCN/eekVorfvM3f/OFbsZtSQ9A7sQPzizPd1ruTsUozcCWsuz9tz3gNjBrNHqvUPBW2H2RyL0V21OJexDuLd19Pb0PtKcv23nArhXXW+q9oqJfmNwqCNt5ci/Nx4Pc/3KYjwe5THKYj8+XeGPBeZkpPpHtea5kqxAw8K7AztYQZjFXH2oRMyoo6FN/dlpw3C77T3e+61322xQQRm83a3oDjmR1S7uW+i8Tt1DoghbkTa35mgbNrsloMb6bgU3PWa+PcXR8BeN4BeN6DSIgpQFpWIEpIaWAEBOICGFIi5vYsMrIuYDnrH1Wz2uEISFwwpAGlBRABQBVSGUMcUAakub3TgExDmqVJ0IYBqQhII4rpEQIKYECYxgTUhwRowaBizEixoDVOGIYRsSUMIQB4zCCIyFxQEwBKQ4YUsQQA2JgJI6gGFRZg11moiWaM7WRhvtTKbUiLDfg3pIDAL8kQkSYzs7w0Y9+BE8/+TGcnt5AyRvUXIElz50ccPddyGq1wlve8ha89rWvPVDa7kI8/be3epvftf8N7A/wtS+NmZ1rfsYG4G3baODeAm5Wcdv21n5Pn/Zg2l/TaNbWZgAL7d/6M8/z8iGz871yhJkXq/0wDIs/vfezPi8I2/HxMd785jfjK7/yK5d845614LfvBNgf5HKKn4d+PvuggefFgOjdLnyd+1wO7kYO78eDXCY5zMeD3Jk0KrWznj6XxLIXej4+/dRHLjjK7l8jaS8pvsxYR1uqP6P5doemcFBMofBCQM2KDcsLbinEuFHmg66JQgqIKYGYMaRR6fopYogJKQ04Pr6K4yvXsTo+wvWHH8R6HLFeH+HoylWkMeH6tWu4dv0KKEZcWa9x5fgI19ZrxBSRUkRKCSIVxAxOCZE1HhZB49WMMUIADOYW+byM/PMvBwB+SSTnjA/9wYdxduNp1FKbn4ZOK5/jTg4I/I5lmib843/8j1/UlLa7WaR74LxLMzvfktyX3efvu6+Mt2xb/RYMDFCQoi/l3bRlIoLVaoWcMzabDVJKC2gRkQUcmw+5iGCz2SxlrG5A54n54FvAMWbe2Tbr/zAMC4X8ypUrOD09RSkF4zgi54xpmnB0dLR3e71e47u+67sQQlj2W5vMz9qCqk0tSqkpG3zfvEKiP8crJ3zgtVrrEiegp/b7cr0Pulc+9KyD2/WNf7GKKVWALTPFj0efIrB/Lvrz+9/PdmwP78eDXCY5zMeDXCa53PPRfL27XRedDgCS9yopROZnp7zgAeO4wpXrD+Pq0RGOjlY4euARXLl6FevjI1y/ehVptcbHHryGhx+4jmEccXrtKqYHriFvCtI6YBwGDOMKzITYAq4JEWoIqmogQmnrlmLrlnuUhn4A4JdERASlZkylaoL7FBGS5t3jxf/mIHcjtVa8973vva1zex/o5ws4eKuX3+6BlIGcfdGsvfV3Hx16X8Aqb6X2FmdvCe6jtnsKuI1RP1b7gHZfdw/K9vmne2Bt4G6eZ5RSbkrJZcDSLNEGcD143Gw2Sz0+QJyVsTEEsFjAPZ3db9vY1lqRUloCn5m/uNVdSlnu1b7tUgr+/b//94vvux2z++j9nW2/p+t7i2gPlv12D+ZM/H7/11/brn+e9IB83zUuOn6QyyN38n48yEGebznMx4NcJjnMxzuQOmFzOmFz+jSeWV3BmEYcP/EEHnzoJRhXa9y4dh3XH3oQVSpWKSIOSdOMgTHVGZJbkLuYEWQAMdQvgjQNGwDM04Q5Z3AISDEihaDW8Y5ZeS/IAYBfErEIfycffwof/oM/wON/+Ad46pmPYzo5xZw3bWFfjSvyArf23pL1eo1HH30Ur3rVq3B6enrhuT0web7EW73OC4Dlt71P93llb7f8RYGs9p13q8BZFrHdxFPWPTA0CzKAvWDeQLa38E7TtEPDtr8eqHsw3ct5ygEr4+u7k2Bim81mqddANLAbBM6Ppd9OKeGxxx67aT6ed/6dtKuXfWUvS+C3g1wOuZP340EO8nzLYT4e5DLJYT7euRCR+py3AHkhBUAElQCKDBBpOuVckOeCUmbMG0aIAZkAmQfUYcZcAkAVFBhcGzOYtx74IhWC0ED8vScHAH5JhIjAApw8cwMnT9/AjRvPYD45QykzajZfjoPcjWw2G3zd133dknbrIM+v7ItY7Wm49tv/NbmIjns7ZXo5zxK7ry13Is/GwnuYjwe5THKYjwe5THKYjwe5THKYj3cqhBATUorgEJGCRkDnQEghNEYvQFAKuUgzLJJAWnC85pIOEmpu7RrxfglyZ8aUKu3cAwA/yLOUaZ7x5FMfx8npU0DdAyrE8vkd5E6k1orf//3ff6GbcZCDADjMx4NcLjnMx4NcJjnMx4NcJjnMxzsVjToPYqWQk0t0t7gzwsLA+1LbxHgNoCvmpp1K7i2S+cVyb3qu36dy48bTODl5BgBAHJYUCAJpqRIO4PtuZL1e48d+7MewXq9f6KY8J+Kp2CklDMOwULxTSssxn1czxrgENbMydn5KqaWOMRG8ngABAABJREFUiMt+/9v+2XlWxv/29Y7juOyz4GcWRM3qtt/9eX7byt1pGR80zn5bEDX/2/ZZP23MzCfczrXxfK78i+63+XiZpHdTALZBBL3c7r5b3fM+Nd29KIf5eJDLJIf5eJDLJIf5eKdSkeczzNMGZZoxTRPmXNR3e54wTZOmVp4LpBRIrci1tDTLFSgVUhvuKY0FKdVZuxWEs63xgGWte6/JwQJ+SSTnjI988MOYTk8BZgzDiJJn1Fog0fxq0+LrWqv5gxccfMIvlrOzM7zqVa+6p1Oa7PNl7iNV99LTpPdFt96XysjnvDZA6qNvG8i34GZWj5Wz1F3+mAU722w2y8vSB3nrA8TlnHe295Xpg831Zaz9ltbLR263YHPWTgPd/Zj3vurn5QffF9DuvFRR98N8vKyyz01hn8/77e67FbXtfvCnP8zHg1wmOczHg1wmOczHuxX11K4iQMmozChZ4/zkXJDrjFwKpMyQWVBjRa1ApVZW7Pvbr3t1/cVECPZvj/L8XpADAL8koj6yGR/60H/Fxz78ODab021U4nvUv+GyiIjg5OTkUvmJnAfObpXf1wCmB6vnRcW28+xvnzasj/TuUx75qNzmL21lLOhaD/A9YN2XNslHFN83Fv4F2gOofZbGi67pA6xZFHnrj88VbmLRy31aLj9u3jq6T7Gxr90XbV+2+XiQF68c5uNBLpMc5uNBLpMc5uNzIM1/m0EIobEbjWEYIogJgVjziTNglHMmzUNOxGDSHOeBaSlP2Jof78X7c+/z5/bIP/2n/xR//I//caxWK7zsZS/Dr/3ar73QTbqlEIAUGSdPPokbzzyBPG9QywxIwTbX375/996k+0TLer3GD//wD18qCtHdgDZgm3oLwE7UcLNO55wvtAJaGiwD1gY8rR77a+dYaq9pmjDP87Jtv+2fpfbad8wftzr9P3/cn2//9pXx7T6vjFce2Pk2Rv351jY/FjZWNn5eEbEv2vztWkMv43w8yItXDvPxIJdJDvPxIJdJDvPxbqW5gDV/byIGcQukpjtbtHTsQaLbNewS7VwEUqta1Ktui6iFPbe13b0m9x0A/+f//J/jq7/6q/EN3/AN+I3f+A386T/9p/GX/tJfwoc//OEXumkXCjNjvRpw8PN+7uX09BSveMUrDikkDvK8yJ1Snw7z8SCXSQ7z8SCXSQ7z8SCXSQ7z8dnINh1ZCAmcAkIcWsA1BlMA0Py32YK3aZRzBiNEtYzDIqc3q7dFYvOQ+96D3/chBf1bv/Vb8ZrXvAZ/+2//bQDAd3/3d+Onfuqn8Nhjj+H1r3/9C9y6i+XsbHNIdfA8CBHh6OgIZ2dnl0ZLFmNc/JRt+zz6di+esm2+zLbf/K8vEivTX6+nr3sxH/BbyXnln+syz7U8mzbcTX/vZD5a2ywonYm/934+MTPmed7x5bd2ejq9dwfw/vzev97qMP9683fv/ft733zvHmFt8vPM99u38X7wqb7X5DK+Hw/y4pXDfDzIZZLDfLw7ESmY8xlObjyN8Zk1mFoA3DSCWLBerxBTAEXg+GSAZA2slsaEaZgAElQhzR8uESSCEBSMByJUIsRmQX8ug+R+IuW+AuDTNOFd73oX/v7f//vLPmbGX/gLfwH/5t/8mxewZbeWnDMef/xxnJwcAj0817JarfDoo48+L1pMe/D7YFwGjg1sxKiPmr3AY4yLL3VKaQHg5mNt5X2QMA+CbHsYhp1gYACW8nY9A0hWV4xxoWP3/s59ADXbb+DPl+mvAewCrX2+3R70+eBsRqH3QM7O8WAQUJBmfegDs+0r40GgB6xGU7d7Y8HerC12P/aVfzbb6/V6mY/+o36eEsC7H/j2eFq8p8vfSlnic6BflEO9P8df46I6b+e3lwPofmHl+Xw/HuQgdyqH+XiQyySH+fjshCggcECMASEw0hCQ4og0RIyrEethQBwGDKsBPESkEDFwRIgBMUSEGJEiI8XYgq+13GYApIFwvgfBN3CfUdAff/xxlFLwyZ/8yTv7P/mTPxkf/OAHzy33rne9C7/xG7+BX//1X8ev//qv72x/4AMfWPxHASz+oRdtmz+pbdsC2rZFZO92rQXr9QqALqJXq5u3QwgYxxGAggi/PQzDTduWtgkAhmFYwIbfHsdxZ9usbKvVagFLfnu9Xu9sG/AxHxkiWraZeWf7hehTrRVf+qVfitPT0+e8T0S0gOBSCoZh2JkLm81mZ9vm0enp6c62gcHNZrOArGmadrYN4Nt2zhmnp6cgIkzTtHwczG/bQPs8z8u2gUxro7XdxsOAp90bG0vbb8DVUpqZtdOijfttO8eCoPXW0VIKUkpL0De/bXWXUjCO41J2HMel79benPMy7nYPrL02l0xZYdu+HzYelprMFCYppQWgD8OAWusy92zsrB6/bXPPtg3U23w7OTnB3/gbfwObzQYissw9275o7onI0m/b9vvt/MM74tCn2+3TZrPBl3zJlyx9uB/6dD/epxdLnwDgS77kS3B2dnbf9Ol+vE8vlj5tNpsFfN8vffrE3SfCMAQwE0oVxBZwjSAIHMHCAAKICVILaqkQCIpodqc8TygloxRdA+dcMOcZ0zxhLgU1Z5TG/KsNSwG65vfbxg48b9ti/9j2PqOD374dTHg7cl8B8LuVP//n/zz+zJ/5M3jpS1+Kl770pTvb3/M934N3v/vd+J3f+R0AwK/92q/h93//9wEA73znO/GBD3wAAPDLv/zLePzxxwEAP//zP48nnngCAPCOd7wDTz/9NADg7W9/O87OzpBzxtvf/nbknHF2doa3v/3tICJcv/4A3vrWfwYA+KzP+iy85S1vAQB87ud+Lt70pjcBAF72spfhDW94AwDgi77oixZa/ctf/nK87nWvAwB82Zd9GV7zmtcAAL78y78cX/7lXw4AeM1rXoMv+7IvAwC87nWvw8tf/nIAwOtf/3p80Rd9EQDgDW94A172spcBAN70pjfhcz/3cwEAb3nLW/BZn/VZAIBHH30Un/qpnwoA+OEf/mE89NBDO4EqHnroIfzwD/8wAOBTP/VT8eijj76gffqmb/omvPzlLwczf0L79I3f+I1Ln77ma74GpRT85b/8l/Ha174WOWd86Zd+KV71qlch54y/+Tf/Jl7xilcg54xXv/rV+NIv/VLknPFVX/VV+OIv/mLknPF1X/d1+MIv/ELknPGN3/iNeOlLX4p5nvEt3/It+JzP+RzM84xv/dZvxZ/4E38COWd8z/d8Dz7lUz4FpRT8wA/8AB588EEMw4Dv//7vR0oJ165dw/d///cj54xP+qRPwnd/93djmiZ85md+Jt785jcj54w/9af+FN74xjci54zP//zPxzd+4zeilII/+2f/LL72a7926ZPdp7/6V/8qXv3qV0NE8IpXvAKveMUrUGvFK1/5Svy1v/bXXnRzb1+fmBnf9V3fhT/5J//kfdOn+/E+vVj69Gmf9mn4tE/7tPuqT/fjfXox9emzPuuz8Mgjj9xXfbof79OLoU+f9mmfhsceewzMfN/06fm+T69+9avxJV/yP0EEeNWrvgJf8H99KWKK+LK/9nJ89qd/OogYL/1TfxIPPXQNYYh4yRhxlBLSEBFPngZLBXPAyQf+AFIKAhM+9J//M2otqCL4vf/4H1FLwSZnvPvXfg1ZBE8+9RTe8Y53AACeeOIJ/PzP/zwANcz+8i//MgDgAx/4AN75zncCAH7/939/CdD9O7/zO3j3u98NAHjf+96H97znPQCA3/qt38Jv/dZvAQDe85734H3vex8AXIgJLzL29kJyHzk1TNOEo6Mj/OiP/uii0QeAr/iKr8ATTzyBH//xH985/6mnnsL169fx8z//87h+/fqi0TALHgD80T/6R/GSl7zkQhpwv20WR9s2659tA1gsbrY9zzPe/OY345/8k3+Cj33sY4vF7uzsbGfbrIqbzQYxxiW3cowRzIxpmna2TSM1z/NixTOLoW2P47hogMZxXLQ7q9UK0zQt1jvbNquJbRuNdr1eLxbZ1Wq1aAzHcVy2X4g+PfDAA/jO7/xOvOpVr4KI3Bd9uh/v04ulT+M44tFHH8VrXvMa3Lhx477o0/14n14sfSIifO/3fi9e+9rX4uMf//h90af78T69WPr00EMP4S1vecuiyL0f+nQ/3qcXS5+Ojo7wvd/7vXjVq16FzWZzX/TpE3OfBKVUXLv2Ejzw8EM4urLGarXGlQdfgvXRFTz8kut4+OGHsDq+jkceeQBXr1zBuFrjoevXsBpWiKsABiOOEUNI4MgYYwABiCkhNfZiav06HkekEJYxNFaldzU8b9tcMm27x4H99kWuoc888wwefPBBPPnkk7h27dqFmPW+AuCAam1e+tKX4ju+4zsAKM3gj/2xP4bXvva1NwVhMwB+OwP1fMtTTz2Nb/mWN+Kf/JM33TKI1kEOcj+L94X22/7lyLzr923Uq95f2pRgvY8+My/n7POD923xlCIr05970fZFfTpv+zyxfvvzRQQppR2/ft9OK3c7/t4HOchBDnKQgxzkIM9GQhiQ0oCjo6u4/uDDuPbQQyAEPPJJn4Sja1fxwEPX8MhLHsHRlat4+OEHcfX4GONqjZc88hDGNIADgwMjJEakiDREDDGABUhDUiAeAlJKiMw4Hkesm7viCyl3givvqyBsAPDVX/3V+Iqv+Ap8/ud/Pl760pfizW9+M27cuLFERb+8otqiA/h+7sWoQ+973/tesIBPtwu07jYatwFKXw9wMQA0MGfg1Qf5sn223+q3QGwmfc7xGOOiEbyTuu1c8x3fV7cHy3307X2gtxdfX627gdb8mPl9BvpDCLcMkHe72yklfPqnfzre//737wS989pU3z+7r94Hvw8Q52MP+HvVj70fO//7AM5fvHIZ3o8HOYjJYT4e5DLJYT4+e2FuoJjtHwFk60Bbt7VUYtJyfaNACoEZkFChucAZBUAQgRDAtWrBFxh0363cdwD8r//1v46PfOQj+Ef/6B/hgx/8ID7v8z4PP/MzP3NTYLbLJqVoAC7miFoPIPy5lGEY8DVf8zV47Wtfi7Ozm6PM9+C1B3U+9ZOJB7EeRBrYMbcDX08PXPcBWSJaLJn+WrafmS/c9qB3nzW0B7NeDFyba4Rvu1mQ+77317Hxu9O6+3HdN8YePPo6eqBu4NOD7POUBjbWPdi19u4LtOHvk7es3+52CAF/9+/+XXzlV37lEpivt9CfN2/6e2AyTdNNCoYY47Ldz8/7jPh0kGcht3o/HuQgn0g5zMeDXCY5zMdnIwSiAAoRzAEcAjgGhBQQOYARELhlEoptmwOYNA84BwIFyw+uOcJjS0MGAGBewPe9uKK57yjodyKXiYL+8Y9/HP+vb/l/47u/8ztxcvL0C9qWgzw3chHVeJ+cR6O28z3A7be9H4uBR28NPchBDnKQgxzkIAc5yEGeb9lS0K/jwUdegmsPPAAKAY988ifh+No1XL9+HY88/DCOr13Bgw8+gCvHV7E+GvHIww9hiAkUGMFR0IchIgZGoIgh6Vo5xIix+acfDQOO7jEK+iEK+iURIgJTREw3W1sP8uyEmfF5n/d5O9TnT4Tss7ra9r5/lubAgkPYuf43gL3bOeflGlZHf+5BLoe8UPPxIAfZJ4f5eJDLJIf5eJDLJIf5+ByIFAgEEIFU5Zp7y68AQCAADIJS1hkEYkYAqT84MyIHhEAAEaiVu5dtyIcZdUkkxoiHHn4EDz74EGIcX+jm3FcyDANe+cpXLvkK73XpKdu9MPMStdKiVNq25b02y3qMcTknpbQct38WsMzOtzJ2DV+n7QNwU3nfnovqtn2+TF93T1vvyxjN2653J+P5bM65Xbnf5uNlkn336YXWiF92OczHg1wmOczHg1wmOczHOxUCKCHEhHF1hNXRGsPqGGm1xrgeMa7Xum8YEVIER17cPDMqKgS5CgoKai2YRVDyjDlnbPKM02nC2TThbJ4x5YxaCgT3Jpg9UNAvCQX9qaeewrf/03+G733rP8Pv/d7vQsr0grbnIPeeGM3dAKj5FtsxD0Tssfe+4ymlZb/3ezcau/2zNA/+mG0DmobC0+l93d4f2dpl9Xr6/L4yFgStv44vY1R8A+QimnbOuwD4oGTev9764H21fd96ir8FT7sTH3B/n253+07vvY37rYLSHeQgBznIQQ5ykIPcvgRY4LTFKBIYgQNiTCACQohYrY8wDmusr1zFtQcexNXr18Ah4uGXPIijq9exvnKERx58AMdHV3H1gWOsrxxjTCMeeeg6hpgAMEIKSIHAISDEiEgEYcIYAsCMxIyjccQqJaxSwjgML7jC/UUdBf1elgqA9gT8OsizkxACXvayl+Hf/tt/e+mjPXsg5UEUsAua9wHg80CbB7xWjy9j4BfATUDYwON5tPn+ZefBrL+eRfff1zcfSM3Os1yYvowPfAZgB9z6Mr3vvAFyP4YWfdys6z44WR+UzQeZ6wPO+bHst20c+ijjzLx3Pp7nsnA70geiu5s6DvLilHvp/XiQ+18O8/Egl0kO87GX7Rjk3NYYmVBCRCkCIiCmCgpKJ4/TCkUyCIIhMjgmjDFiPSQFz+uE9XqFdRowjiPGOCCmiBAIMWr+7wBCigEhRAhEqekEEPE9GXzN5ADAL4kQEY6Oj3D12gO4evUBPPXExwHML3Sz7guJMeKv/JW/gne9612X/gXaA6l9IOpW/uA94L3ID9ynvTuv3ovK3K7czbjfjv9637/zypy33/zu99U1z/Pe7X0Khn3b58m9NB8Pcv/LYT4e5DLJYT4e5DLJYT5eJLZeYkAKqghIgJIF86SRznOeUeaCnCs4ZNRGHV9lQRFAiEEgVABFCnLNiDVAmFClAlWBdq4VQIGQ2uCFCMS6ZivOiHQvyYGCfkko6Kenp/jRH/sZfO+jb8Pv/9778fGPfRTPPP0k8nSGezPA/kEOcv/Ks6GLH+QgBznIQQ5ykIPcO0IABqxWVyBSEGLC8ZXrCByRhoD1OiGlEYSIsD7CejXg6GjEmNY4fvABXL9+Hev1iGG1xni8wtHxMR64fg2r4xFXVivENGAYE64cHeFoXCGmiJjUlTA0pmMMQf292z4iQiDCehhwNAxYr1YHCvpB7lIC4/qD1/HEE9dwcuNpnJ0wMhie8nGQO5cYI77oi74Iv/iLv3hX1tv7QTwN/SKw6Onh3n/cW9d7Svs+ivu+a/R130177jSq++2A430p4npqe5/azSjsRtf3/uFGVffUfb89DAO+8Au/EL/wC7+w1A9sc4/btncHsOvu81Hvt21Mex9wqy+lhJzzTTnHPeW+ny82BnbtPjf9vmv3982Po0+t5/3x7br9nLP6/Ljc6X0+yH45vB8PcpnkMB8PcpnkxTgfYxwgUqGgW3N5a9DdAeN4vAXgx8eIYUAaBqyPjjGOI4gCjq5fwZUrx7h2/TrG4zWuXr+K61ev4er1Y4AIR+sRq9UKx6sVQopYr9YYxgBKESkEpEgAqzWdRVAFgGhANhCQJKBY/CL79t+DwVYPAPySSG1+opwYAkEtBaVUbCkeB7lbCSHgC77gC/Cv/tW/es5eoD54mW37Y/sCYnmg48GL9232IMeDo5QSpmlaonv7AGTzPN90LQ8kbQx6QGX7fXAwA1M+5YaVtfMs0Fl/3KT30+773J/v22N1GyDzQdWsvhjjThC0vowfCwOsFizE2t2Pc+8T34+/bXsgbGKAtgex+0C0iGC1WuELvuAL8M53vnPpg583/T3sx8nGzo+t90+3c60//VjbWFl9di2Ljm/zrQ9SZ4H5PAA3P3oPzP21rF/mn29R6k2sHfbPjnsljt0/H8DPz4n+vvX3rK+v1rrMGT+mfo75GAvnKZTuF3k+3o8HOcjdymE+HuQyybOfj/a9k1vsu5dEU4FxZA2QxhEcIjgOYAhSHDCMI1brNY6uHuPoeI2jKytcvXIMIuDo+BjrozWO1yNijLhyfIwxRggDTMBqGCAAAjNEoCnMAIS2dkgxaMIy0mRkgQiprV/uJTlQ0C8JBf3GyQn+v//bO/CTP/lTeO9v/wd89IOP48YzH8fJ6QnyPAP18CF6IcVb4ID9Vj6THsR6YARsU3QZIGHmZdtbCFNKANTner1e4/T0FMyMcRwxTRNqrViv15imCfM8L+f7bXu8feRya3fOGcMwYJ7nBYCklLDZbHaAUEppAWE5Z6xWK8zzvACXcRx3oojP87z8nqbdaP4G1Dz488cMzHpLcx853VugAeyU6c/3ShIbD2+1tvo88PXAcx+Q9SDQ7mcf4by3ep+3/3a2bxXh3FuZe6bAPgDp2+IVNX25PuicH9M+wN150e19vf4+9HPAKz3suCkn+nK+Xfuu09+rfl8/Dib7xsorZw5ykIMc5CAHeX6E2r/a7TsPol107NlJjCsAAFsEcgrgEJHSiHFcq7I8Dbhy7QGkMCKmhNV6jWF1BCLGtQeu4eoDV/HA9QewvnqMoytHePD6VVy7fhXEhPXREY6OVjhajYgccOXKEYYUIUQIDKxaFHSOrLnDRUAgEBPAhDGoQYWJUEVwnJS67rP3vFByoKDfk0I4vrLGH/vMz0SWghR/H888eYynnn4S0+YMJRdMmw3yNKHUDKkVLQ39C93wSy8xRrz85S/H29/+9jvSYPbUWpPeothbXL2lubdIAlsLm/3zgNgDPwMkpRRsNpsF5J2eni6gYJ7nBXyenZ0t1zo7O9u5vrXLWw3NsmiWwN4Cb/vMemyg8+zsbCfI240bN26q28TOM6ux72/fV6vPj1VPbe6jmXsLpgdK/j73wNqsuX3dHkTeDiC+W/HzsVdQXGa5VYC72wGq+4LY+Ht5XoC7fXX7udJv923bd7/6ffuu8WIA33f7fjzIQZ4POczHg1wm+cTNx33r+YvWGc/n2r+277FGGRcWRAJKDai1QKSi1ohaCyoV1BJQq6ihkBKkVkgBKnSNi7ptrVRpPd32d/spFggIAuj/Rf8tv0HwENuvzO9FW/IBgF8SiTHiUz7lk/Ap/82n4vSZDZ55/GnU6QTzZobUCqIMqQVABWVqD4HoRBcD4wfZJ8yMz/7sz8bP/MzP3FG5fYv3fQDC73u+omRuNptl24NWs0TvS0vmz7e/3orZ+wB7K6IB8RjjYiG3/pn13VtM+7o9rbgHzt5i2lstvWXdg2PvB237rE1G/+4t/D0V39PxPY3axs23rR9LT0H3tPWe3bDPutyD9hDCMh/Ps7I/W5B/kIPcrtzt+/EgB3k+5DAfD3L34iFZcPs0PZaIRtRWsW8tg5lQq8D8nrfxXwpiHPHf/refg5/7uV+CyAYipZXZutVp/QQivw9gJoQQUUXdSrffd0Gp0tb0/jt/mb75AkiFFEIVoIiAqaJEHScKGVIFlZoxqVQUARgNoBs+Qd0B2yACQa3XSmXHzr+byfnGCrCTtnKvq8cPFPRLQkHPpeA/vf938avv/nd472//F/zWv3sPPvSBP8ATH3scpzeewmaaMW9OMc8TSi4HAH6fyj7rcH/ciweG9tv743pLeu/bvY+6a3R4o8J7X3cr01v599Xt6+9Bq6cT9/3uaed2DQ/APcg1ZYGnLFsZv51S2rH0e39fywVuPva+3n3bvn/+HuxjRuxTdNwNBX3fvbpoe59ff6/0sOP7yh3k3pReEQbc7ALTuxX074v+mT6Pwn+QgxzkIBdLT5O+E9r0ef68AsD8fXtXLCy/Q4jtXLsmQ4Fy2GmDgWZAUEoFEcCs4L1WA9JhqUe/5wTm7bpD67F9zRBDAFNAiBFVCmq296z6TddSUKXAAD9zQC1ZU29h+y4veTcWFHFQQCs2FlB6NhEEbh0iCnqrVBC4gds2FtTe6wAohO1IM4NEkNKg1PMQtK8hgIkR4xrr4yMwAlKKuPrAQ0hxAIWI1WqNYTWCI+PatWu4+sB1rK9cwdGVFdZHK1y/dgXXr12DVFH6+fEaq2HAEBir9QpjSigQRGasx3H73VrWsUBsLeWg40zYUtCP1+uFrflCyoGCfo+Kvjx0spUqQC2qYWp0cxG05/CwELoTiTHiy77sy/CjP/qjd0Uh8pZSE7+I9cGrPBiysvbXAx0PzID9YHifL2vvV95bZr2V11tT7VwLZuXBrtVv5WzM7HoGfoEtYLU2eHCdUtqxenuAanV72rsH0z3o7hf851mT/f3Y97cfq1orUkrLuJkPvv0dhgHGLDA/+mmaMAzDsr3P1z7nvBOMrae2ez/xcRzxxV/8xfjJn/zJHdq1P+e52J7nGSGEJYBfznm5nz6Am7XZynpqfj+PPYi3+dDPVX9uD+z6bQ/y/Hw4j8XR39t+rrzYgeI+Gv9FYs9j/37s3QpezGN6kE+sPNvv9UEuk3h7JoPIlPfSgO+uonkptSjJtxRl5ojt2pcQggbo0uMVzASR7fX0fCxl9NugVmmzgms5BeQiQAil1a1rnFIyYkz4ki/5n/CTP/l2zHNGKRb8dYCC58mtsVID4PNSTwgJOc+QKAp4mZHSgHmeGkhW3+YYB8zzphnUACZGiAl5niGoCp5JwTAIkFJUvUAWqVzBtRrltG8G8gNHgGQZL+aA2uJKcUggEVeXIKaEEAcwibZjSAAxBl5hGNcIMSKlgGE9Ig0rMBjrtQLwMESs1scY18cY1wnDsEJKmmYspgiIIKaAGBih+ZhHZnBgMNp6sVnJk62PoRZzar+jrX0hoHJzIOR7RQ4A/JKIiIbaDw0I2D7Ug0Xq2QiRBjN75JFHMI7jDsDogYKBTgAL9dospx6IelBhC1gPbO28Hrz4VFVEtFhcAexYb/vo6P7lMgzD4kNu4M8DV6vbpAdFtu3b0VtZPUXbxPpkAdl6cN0DZ6unr3sfwN5n/fZttz56cN/3uy/TlzU/+d7y69uac16o/n5BUErB6enpTfej3/aRzj0A99czjfnVq1dxenq6Ezzudq3bNlYGnv22v661Y5omlFKWNu5T7Pj5sg8492PWj3t/P/19PE/8ffR/Lzr3VscOQPHOhZnx8MMP743hcJCDfKLlMB/vJ6k72wYuAQWI/nW9u02odQvAAexkBSIKyJmxpSZvwaNJCAZEt/Rws4gzK2jV78U2a0utpX3Pq/vNeOCB65im3NzxSvu+aV1mJdf1TQWofUNBKDWDS0ZtNHXYd7WWBtKxlNXMR9MyYkyEXAtKnpu1t51bGAJSbBDaM1JNuU2AlLar0dylorLV2nj43FKoEoOoNHKAAlyBrvdiDA0IMyInEDF4CEgxISRGaunHhjgAQopdLCJ6CgisSgSQNjMyIXHQy4eEwBGREkIgxBAQiCGkCpLBGJhuDRrbnaa2Ftd5IkC42UB2r8iBgn5JKOhzznjff/0A3vtffw/v+8//P7znV38D//V3fwcf+fAf4qmnnkCZJpyc3MA8nSHPM0rRl9mBgv7ciQc3wC7Au8jK50GNB1896PVAH9i1Jvv0XEYBB7BsG3DzEcjHRtMxK6S3UnuwZNJTqX2ffN8MnPso4X2E675eO89+n2ex7uu2cufVfd7rybf7dsvsK3/e74Mc5CAHOchBDnKR3IpSfreRuo1eLu73FpArmN6tu1+f+XWFP6c3UHif8FqV6mz7DJCrct3qqov13s4xC7S3rC/XImpBk9HOa66Ci/Ja9+u+AlRZLMDEjNqUAcTNh50JJC1cmWPN9uOh7NkCkIBp6w9v1vQqFcQBTAEcqFHmtc0xrZBi1GsRgzmCE2PgEUdXrqnVOgZcu/YA4voIBMJqfRXrcURMAUfXruLqA1dxfHyEcbXG0fEa165fwQPXjsHEGMaE49WI1ZiQYsJqtcKQwtLvlCK4KQjgXKpiu3d9YODVOOJ4HA8U9IPcvXAAhpCwWq2xPl5jdXSE1TjibBhRBJjihDJPIA5KGTHl3wE3XCgpJXz5l385fvAHfxDzPJ97Xm+R67fPkzuNlGw5vPflobZ2WG5vA+S2fXJyslzTp4Ay8UDf98kstXY92/bn93+9H/g+kOxpyyY9Fai3gPu6vVX8vLp9v3x93jd1X5l91nUbN+tPn6Pc+7ruUwjczvbtyO3Ox8ss+4L9HeTelPthPh7k/pHDfHz+RanfW/YSUWgWaWMADjvW6m25rf+0Ury3C1D9bm6V8Qbc1MVJQWuMqX1nm28x27dzC65DiGAOYPZudAHMEbXmZp1V+rcCYSjApa3rXQgaWE1p6gpOY+QGWLn1Y+uutwWxnu0FEFXEmPAX/+IX4n//3/815pxbNG6llm/LhGVcDYRzjID5l4so3ZqDbqeIUjOIGZEYVcwdrCztFQhIGLUWtRAnjUAeAkGIgSrgSBo1vFRANII4Ws/ONhtsTp8GAQjpCGhHT0+eRqkZ03yGKi3ArmTM8walNBe6hudrFUidwVRBlUEjo2w2wLBCoYCpFIRpBihBxgLUCpGoAdmmAlnVpjshcLNuxxA1j3dkcDRrOSEQQZhAIAQLhNcZs6rNlFoW2MP3sPHkAMAviTAz1uMKx0dHuH7lCFePj3F8dY1nnrqCad7gFIQ0nWGeAlgKpKq2TOr2pXGQe0M8+PUA1ICgAW6fEsz8pr0F2/yWPXA0YGnXMTDp/Wytrh68+qBMMcadfR4w9zRvD4St/I4bBbbAua+7B+P76gawU5+/jqci7VOgAFs/V79t5W0ciWhRjPQv84to57uRUHfH3FPS/bb5oJvf/L5zejq7Z0/4+k2JYPfU30NgqxzxbIheGeH70rMCzmN+9PeqV/j0iqCeGt/X73/3993npPd19kHrjI5v1/Fz0eqzMbtonx9P22eB+gwQ2H0EsCjL7Lx+vvfPoWfKeOaKb1PPpPF1mfhz+n0988Tf0358Qwu2YzEc9p3rr39QvBzkIAfZWnxvfg8piNbAYsOQIEIgiltlPWlQLytGxItFN4a0s+awwGkxmjtgXN69W0s4oJbpBKAihNjc5QIgFcSEwLH5EJt/uNZL5A0IAnu9ESmwjpExjse4fv1T3FqHnYud9kPHYOs/HtOo1w7aRg6s1xdBiFGzGwX1/xZRYKmUcQEqWsA0aDuZEYfYvjFb0M2BQRDFAkV9vKXhgbPNCU5urBGIkYaVfn+IMc8PgpofeUyECiBFRq4CZmBICYAgxQSxdWWIiKuAMCSsxhFplQABxuEIYVDlTYoDhtWINCbEFJHGgDEOGOOINA6au5sZcSAIA0IaU4cg2BCjQhBDQGrfwSr6u90MHXco4A4xoUpTN9R6bri+yy4HAH5JRESjFZpCMYtgmmZM8xnmzYTN5gzTZkLJuVHQC0Q0LdlBLpZ5nvG2t73teavfACGwG5TKAx3zEa+1YhiGHZ9dv9j3ANP+eou1p6x7INn7y/UUbQ+sLViY+a57QBdCwDzPGMdx8U8G1PfcAwdPz/eBx1JKmOd5AU1+PAB94d5t3X7x7/vgAaQvY4DHAqcR0RJQLaW0+HuP4whAU70Nw7C3vI31rbbt+n4bUJA3TdMyRv/yX/5LDVoyDEsu8PO2gS2wsrGzes7OzmDB487OzpZ7vdlslnljCxnvUmDzsp+33jXAz78e3PZKB99Ou0Z/PX9OD6T9HDEGiH8GbqXh3sdGuFuteL+YvNV1b3X+nTIknm25O5V5nvF93/d9e495JRzw4siLvl/I/fV0z61fqd6v2s2HrWVtG4DK09Y8pRbLPq3L//YsISz+p3YpszBaGqWtv6v5vHrGyj7aHDXAAdfG7bVooeVaHA69togZqbZlrJz2vR0j2kZghn9uWuAowWI9zVnwtrd9f3v20/Ku2PbNxjlA/Yq3Fl2rU/10w9Lem49X3EwXbu6x3bvLX1fbwm1cWn1EkMUH17fRqMlba/NNQlAkQq18ozkTEyDuvWbvQFPiQa2+u9vml2z3YN+YcXuW2zEihBa5W8eiuYnFAIAbdboCUIu12Vh13TIs95+Not12xKBW5i3QtVgxEWCABGADpq09NiVDGAACiAMCm6KQEGNqPsaMGIc2n5Q6bXOQSIFliBGRY7vfARZ5HKJzOMbkyO3+eWUwb106zRL+r//1v4MCd2rnEDgQRLgFR0OLRM5LVHEOdu0GHgMv8y8wQViVENrytsYJQM2WtqvND/sO2xiC9bVDrOCeKmQmVGqW6yYxJ8QQwe2eC5QZIBiV4h0DhmFAlYphtQahIqYB43oNIiCNA6hZruM4YFyNiGPAsBpBQe/XMCaEGEDM4EAYh6TKl6gKilWMCCFiGFT5MsSg1HboGieSAv4xJQRmjDEitDWHzfVFEd3+RVvXLDt1TtzJd/uyyAGAXzJhUk3ZkCKYAqTqAinPkz6kzIhpQIgVNSugy/MM4P4O1uYtvP63t9D5RbydY5rUV77ylXjb2962gCvvh7wPAHvAdF5gs556DWyBjF3X9q3Xa+SsQTyOjo4WkGGWNR9F28CHgWG/7a21KaUlWJy3Es7zvAMkre0GDA3c9QHVfH/u5L6cJ3cDHvZZ4O62zEVBfG6nbb58P6/Oa6MHuiKyAPBSygKKAeBv/a2/hbe97W14+umnl7ZsNpubtv39MQWCbZ+eni4W27Ozs0XB01tLe0umta23hnpFRv887bOk9lbz7QJ117XBl/EW8P4adry31vu6DAzuu84+EO77f5FV+G72nZ2d4X6QYRjwmte8Bm9961vPpfwe0tPJOX+342JT47xXy7kgDDc/Xx4EK4g0UGCRn6Xt3wW1BoS39enfUgQ+YBUc/Nht/+5+3VchQjvX1WMGnrcWyC2g9u9FAYS9d2o7Z1fpYOVTGvCa17wab33ro+19J+7a23b49tr4iLCr3x/f9sPauh0vLWdjpmOl4LlW6a67DQa6jMHSHlr6sHtt65uNqxtjO0+6MnV3/LY+xOJAtrj2SQtatr3Obhu2io4qW3BPJMii68plZGoFV4agLGUIBfoKIBADDGpWSgXHKGqxBCoYAaU0UMwVkApUtVyLiA0talGFQGn0cSYBKKjyBADqli0klUEskCoKJH3wNWnPBAGgqmNZBcJudtt3iAncEDu57wWI2hgQpG7TXoHUQPLn/tz/Bb/4i+9GLf45DYvPNLGVadR72kZxVyu8XteUBoygehfegsuG4yEQSLuOpRfjyKBACFDQbQoa9QtX5Qg5I4YpIULQNV6IatWmEJCoIsSAwAEcE1gqQmKtJwZwbBb+qBZ7IkJISoHXAGis7YFGLg8pbtsZAiiQ9r9hGQ1tTsvNaMMKXnSa+9Z5F6zP7N3W7htj/3f9XpADAL9EEkPA8WrAJ73kQfypP/Pf4eE/8hI8/oefjQ9/4HF89GMfwjNPPoWnPvZhbKYbKLXi9OQM07zB5nTCjaefQp43uJ+B+N1quEQEH/3oR3cW4B6sGFD1dFELdGZg3eq5CPh7yrD/JyKYpmm5pq/bvzi8X/h5YMZvbzabBQj1Ecc3m81O3mtv0e3L2LVNSimLMsD67WnyfiysLq+48ON4J3X7vvl2erDYg72+D32Z3rJuwNXOA7BDT98H5Pryt7N9nm++gfKPfexj28WFA6T72u23++fBW5PP2za53ZQ+d2LlfLYW0Vt9NPvYCH5fP3bn1XnRsWe7736QWis++tGPvoit25dB9s0t2bPd36N95whurq+es98D7n11+d99sNdeGXHePt9uucU+DRyl8zHj4v7um6/1nG1bF51X/rxz9/XHn3snfT/v/H1lLvp9Xn3n7fe/K9TwTQAKRFoO6FpQDbRLQZUEyFYRSouvdmixhwREBSJKHQajsQAcKCcAlZXSTQJIAYG3zSFWEKkRxVAJ4MYaEDAIGdt5KRqcTCpQm5LA1ldmrRZoJRAIi4LlSAtN2aKYVQiYW9otbBVXUhQai/W7BTurpeCZp080SrmxJcSxQYjAwk4RI6hAU0gAjKLjBrO267VFKqi2tSXJ1hK/1fksv6XoGFep4KZg0Jrcuqja6bIoWCDSHt22hmABipjLOiCyBfzUvqntDog0fUaQbZvcvzaSywxj0yKAAOY2B3hB2gQHuoGt0sTuiSx2/+W+i7QeEu28Aa353I5t67w1I+0yyQGAXxJhIqyHAethwPHxGtceegBTLkANqs2TGTEG5PkU+akCzBMCKQ1jGBhlNWAOahmtZbrl9e412bfQvhP5oR/6oQuP7wPWdr1+n1nh+jYZwAawA9oNZBoA01QWz34x79vcA1/va2rnenDmy+zzWzUlQW+B9b7kvn+9IuJu6/b07R6g3m4f9pU5b9wALIqMvtx55Z+tbDYb/OAP/uBOWy7a7tvei4jsVSJ4xYaV7a3eBzlIzhk/8iM/8kI34xIJLf/0WWqAwpa83fNk1uo+x7H6pEYoHdrel1jq0d92zFwtKpgjSsntN7BdjQs0f6+Wsb+2UNV3c1l8ZUMIyCU3Sqe6oQRmZPeOWPrQ2lxLAZG2U48xagsWhTYOlqKJtyYs7FrXAaPy1qpU7BDistgGNKVUjC0+hX0/SwaxWgt/7Mf+NwzjMYbBf18LuKUxUj/f4Fg4BJHc3G0U3HAIqC71Ys7zEjhLRN3CNKgWIURGycZeC8hlRuCWWhSCGANK1nsbY8A865gEJuRSmsUzIuet60wus+ZQDnodZgKalZyYGxBWS2uthDbEkCrLfFu+tWYxZqfYN0s47RoH9D4r/b6UbVyKUotaPUPUe0iCyNvo2ETW7g1SXIMDtVzVUEspoGm1KIA5gVmvH8IAAaOUjfoKc1hAUYoDwIx53iDFBAKDYgsgRltKtna+gkNUIM2MFAKqCAQVTAGBB4AsmFvcgnnsKmPVmh7auBljcuexu1ndJVC06eq0iF+lFPzqr/7HBsrbs9GVFeqBn2yvRQDvIGqTc4BiD8D9vr7khcvI7fpUtqhZgfPtrj+9fs7+AVheEst5u2wcA9WqLeGlqmrD0hQE1d6fFQB39dlfamwFM8K4cyr5WXDvyQGAXzIh1sh/ob1EqGmViJT2Az73sT3IOTIMA173utfh277t23b8ar30Vkgv++iXtwIw51E2DTR6mu15oNna462//ba3tPZWan/MPtq9L+c+mrZfYNrfvi4vnhLct+dO6+7L7OvDnZbxf/tx67f7/vVMhlvdD7/dKwysvmEY8FVf9VX4ju/4jkUZ4RUIfSAxX7Z3kzBrv/mG+3ncn2v0YlN0WJ22v1cy9TnDe4XJvnnqx7S34vfl/Rj31v5+vvT77ldr9Asht/N+vL9kCzYMaAL2rOsZzOoDG4It4NXf2EBxCNuy6g/drIOS23EF0Qr4MoiiA7bbxWpdqLkaOEqjPA8K5EJoq009p0r724BoLTOIU1v8akAmqRUcI2rOSGnENJ+BKTY3q9zA4LxY4vTdsG1rzhO8oiHEhDxPQKPVEhNq0T4aPdVserVIi3a8BeYKCFUpQI17KrWi5Iw4DG1RrRTrPM+Iza3qlf/zl+N//b7/D+YpAwSUWlFLRkxJKcvS3MjyjBAVVJdckIaIWhsIjRFlzogpQkAorX4RvV6ICdN0BmYN8DW37RAT5rwBL7BJEOKAed6AiRFTwjSpO1GICXPbjnHANG/AgRFDbAGmCGkcME8TFEcTSpUl8BY1y6eOJyBCqFnbCRBKyYghQgC3rb68ahBWsC6ynVt5zs3HWdqYDhAIyjwjpREgQbH4M8OgkashbhxHpGFECAPmzSkEgpRWqFJQ5wwOjBRXLYp30EBZTJgndZuMw4BcMhjqJx5TxHQWEZhAIUJI+6lR0COAqjRyEgwhNov5NuCoKZOsTxQYEQHEAUUqIqt/t9SqFmIK6isuqggQgj7HTQFiUdZLmVBLC8TGrEAuMiRn1ZOI0vJTjPjzf+7z8Au/8JuYpaoFubVPLbCKyqnRw7m9M5SaDYf+ba0i4MSLAoGIttZzQJ+xPWseCgSujeIdXFlC80dv84FMYZOwGQJAGsBNFSkBNRDioEHUODGkUntGqkYj50YvbywGavhDTdjaHwYtEcvZuPOLBdz63L91W5ozO27v3eWE3bILvb/t803o671X5QDAL4mICGopi68PG+A2VoqpjWpnBe40Ywe5WWqteO973/ucWv16/+Ce9mu+3cDWQmlRqodh2AHovZXdW9g9zXrftkmMcQdU9ZbOnhJtZXwkbzveA0I/3+z6HjD56xhos6BzPRDtA8Z5wOYtGr49XqHgfZt10XPzdXwZO3ffuNl1e5Bt5XtQeTv3o9/2dVvfmBnve9/7lnni75nvy638bv399LRsf9/2KSKs377vNuf8vbEgfaYssjlkAef69vYMEN/n/nitdYm63Zf3cRR8bAVbiHkFlrk02HY/T72iy1gCnoHhA/f5MfBttflwu++Pe01B8Hy8H18Y2T5LZoX2irFl8cup/Q7u+K6yS9Mg8QKaDXhroKtmsBPaqUOLKqBQC2FsoFr/9kHSdH4q4DaLrAXKnPOMGLSdgowQV5Ayg2NCzTPCMKBMG8RxBERQakYaRgVpaUSeN1it1phOT0CBMIxrzNOMOCTMZxvtFwEERhwS8jRjGAdszjawBQUBGFcrbM42GnSJGdwssSICDtv+C6iBM2qRprcKu5Iz0mqlwaBIo0xPmzMM6xUY6ttbi2CeJwzjAKKAP/zQh/DASx5GKRUcgJq3x6UCc9FgnpuzCeM4oEIwtwCfAiBPM9I4Yjo9w7DSoF6bsw3GcUSFoMw6XmcnpyAGVqsVzjYbAITVuNIAnSTGi8ZqWON0cwIiwtHqCKdnJ+3cNU7PboApYL1e4/TsFBDCer3abh+vsdmcAc1yWkVaLmelKpPYWKmFNc96L0SAeZqwXmmbra8AWl7nigoFfkyEKkXLzDPGQdN0nU1nGIcRVQTTZsJqtQKIME2qdB2HUcuWgjSu9P1+dgMprTGsR5w8cwNEwDisUCHI0wZCrArfIkAVpPWAIITNpEyycX2EvFHlQxgSxnHE6ekNBeQNyFOzegcKsMBuFYLVaoU8qe95bJHOc1FC+qB0CAgJmCJCZMxTwTBo1G0RwZwzAkf1TQ4RMlfEMUBE01/VWhCGAUNMmM422MyNIRKjEt9JY//EpCwBZn0/Pvn0Ka695AGUUpGnprxIsQH7gJILAghhiAhRmRAazZ2WKOiSW9RzEHgICIFRiubklqJsFmLGPM2oeTcYaoU4NwAF6ajtb6OQCwlqbgETmZBLxFhGgDTbijIDGDUEUIhg0nzbgCAOquSJISBFBe3qA95810Pz/aYtMDcfb43H1ny+QQgMRFLlir0fGG1fOw8ERNpSyNnYMU05JvYuFmn1QiOyAyARcK07lnG/5r2X5ADAL5FIt917RFTYAtuoJAIjehzkfMk54yd+4ieek7p6i2BvFQV2QZAvZ4DL/gG74NJH6vZgwac72redc8ZqtVoAvu23dhmt2+cT92V8pEnfN7OO+mPWrp6G7gHS2dnZTtR3P05eadDX4Y/5MerPtfZ46rmNYW9t3aco6cForwCwtvhUXjYuBiz7Oi7a9m0wIPdTP/VTS3s90NxXR89wsGPeam9Ac9+cMyDqwa8BXRt7D6TtHG8B93O8lLIEKDzvWfD19MoN29cH/PLH+2CLHhx6cG3t6c/ZxyYxBdVFdfV/+7bdjtxL4Bt4bt+PL6zYfEb7u/u7VnuutiBb59rWYmvzNkZgnjMssvQuWId7trcWcLWqKYVbIynXNjcrcq7tuvolJ1KgLlIXOnCps1rxqi7gJZa2Ji3gUiC1gPOkVu6aUUtGRVWLagO6VSrKNCNLBQQ425wiccRcKiQXbKYz1NIiZpcCDkGzqtSs7kHTBgQFc8QBpYruC9Zvo7SiWYhFDYuCBgbNeqULZmJCnQuyVAQo2IJU5Jy13SAF4BXI84R5LoAA7/jZn0MIg1q8AlCyjo8dr6Tn5mlCKRm1AlV0nyoJ5iV4bUEBsmCuE6oUlAyg6vF5o33LpaDME5gIpcyo06yW9yyIEZBScbY5QSCGFGCzOVEwUyo2m1MwBZRSMW9OAeK2fQIQoUjFvDlrGg9Sf+QWREvN1lAraovoXkrGvMmgAOQyo1Tt8zxPmHNBaACLICgNhDFM6QqUPG2Df84Tctby0zQBUlArlnpyzi2vckWaZ1SpmDcT8iCY8oTNEi+lokhFzRmhWeZrUehcRBWm+WwCRYZUXV8EMLhWlJqxOTtDoIAyF6c0CJjYol2rpfWkVNQi4Eafr7VCclXLbdEVL1WAU0bIjDxV1FIRi6bkrbmipgJGQglF81Ej6biEgloFSYAyF8ybGWUuKIEQ5gphQaT2POTcnntCLYL/8J9+F8ICKdTcGkifoxBAnIFaUUJA2FTwXLStUVTJkAhU2hogA5UEsUZkBqjNiSIFkSJCpO0LKwCBAhAJXP3ao1m8ne1Xivq9l6mAU7OUM0BcEELSFGyBG/uhIgZl5AzjgJACImlU9hAYaRwhAoQhILaI/2EVsV6NABHSalBLeQiIKSCl0KY0I64ihtAUIMyISddnQ1TFRIqaAxyizAJA/yZnuInMi6Xc3pi2glIWzjbSPACEexR8AwcAfqlEGVpGw1AqyziucXx8BTeuXEGpGTeOjzHNEwqfYcqTWs1JP6RUK3BOFNsXs4zjiNe//vV44xvfuKSeukh6C1avXetptT1o3UfZ9Wm3pmm6CdT0Zf11LNryRTmop2m6CYAbkPF/rV6RbWA4s276Ppl4IOJBcg/c/fV8ULuLQLsHyr5uO6+3Pu+zNOecb7IU9/29lSXZLKoetHlQ19P2n62M44iv//qvv+35aHJRELU7sdDerjyfFtFbgdSLrt3fz9t1Edm373bL3mug+k7kTt+P9640yzgM+ygoFrH3ryy/a7Xnf0tLt+WgTgX7az7YBAveVKuBfwKR/bX3mDEsZTmfuUXcblTiWssuo4UIpcWpyFCAj1oa9VwDMwEASgGxLOdsRKnGYAGVeVHUS7O01lIRJSBjasULSrGsDVVTFklFLjOoqJ84c/MTZ25AXS1UPhCW0WilHau1gmuBYhD1U6+lNp9vpfmKVKWZ14JhiPh//p1X43u+922Y5g3M331hCZpijbIyBsWUiwJqaaukVj1eivoRFx3vmgVSi7ZxKs0vPCBPyj4kImCyegVFKnIJCFnp3IUZpTyjwJXUr7zkAg6kSoymsC51XmjepRaUPOv8a0xGIkIVgKD316zAEPXVrjwv/ajNIlxKQQ0FmRzl1wKiMUFKM8rUApq1TK0VPGm62lwqUEqjswtiADi3YLCsLApVTmRIEVCOyPMMhlrtS9ageExxqZ85YFbtC4pkcFFf+loKEiewCMrEyDWjoGA2unYICC32AUGAwGppnbM6CseA1AC3zXHJav1EYASJKNSeE4t6jopaBSJBn7cSlMQAQUTAFDQKvoZ3U5eFUgq4BkjIICFsuKBIAQqBSZCzIHLE//0LPxc/94v/DmXObb3CiEHvIRqbJdSMmhKkuWgUJjAKysQgMYo6mlt0AdVmDWcGiiCHGXkzI89Z6eGFUaiCs9JV6lBU+RADuKiPv1mP5ymjkj5DsTKASRVMU0bhCuICDgCLWtNRaqOEsz4jKQFUIbX5zRMBJKjN7XUkYIpRYwjMMyglkBQUUio6C0FCRSiCSTICIgoBVDSifeaoypiSQQACb98dFgPC/r9YwM3w0/5ZjP+wnHtv08+BAwC/VBJCwJg00f1qo3SjcTUgDgmBVKME6ETcienZPsQQcYuFg5iUUvArv/Irt51Kp19s95Y0q9NLv2g/L53PrY7drXjfTR9UrPfFBc4HE72FtVcG2H777ZUGveXZaL4mBnJ7TaUfWxsXkW0e6J4GbqC7p1j7Ppjss0D3ypFeidBHot83jr3VdJ8l+KLtWusyH2/nfC++PaZ88VRqk15xcK/Rog/yiZM7fT9eVmEeoUHNjAauAcvsObC8xUNSS87if0pGpQZiVLpqSiMMKGnu5AAF0tL+AgAjxhY5iwQxcgOucTkegqYlMsPn9p0UF+u70rnHZTFJHCA1g3lElYwQR2iAsQECC2imluMYBpQ8IaaEuQiGQam4IQWshoiznLEaInIpSnmd1aoXImHaZKT1oNTxGEBCLcozMJ9mpDEiDQFzKYjEQFC/3WkuSC0VUq2AuqMSpLT8xUZTZUayNQtRo7VG5DlDfd7VkhXYqLhVzd0Q3JiB/9uf+0uYiyAtlF5N3VRKaXRi9fkdxhXyNCNE9WMF1F+2zhVSC4bVSplcISAyK8NsGCElK2U/rtSXfNBAcXXKmupJ1CofhhFxCJhOJ6QxKdjOalksUiGlIg4DqNHHQ8t1bf79FBglzzqHqiijIQ6odYZG3W7RqamlEi1Z50wMSosGoxIgtah/bgw65hSQmyU7DQnTPEOqIARCrgCkNmuqKk1KrhjWK9Ra1F8+BT0eNOBZDGHxbQdpXII8qdtDCEqNRrNs1rlAso4Tx9jOCy1HM2OedU5GJqWQM4OTWj5rzoiJQYgoVecbEyMQg0iQc1X3hhgUzKLl8DY1haillAJh2ui4xhhRoUodzQkdwBRQa0YaE2quiBww14JxNWocgjKjCoFa3ZrGSy3bFAWliI4nE6ZhwP/5v/8cAKSKlRCadRyL3zS4uV9UQakVaWxuWkUZKlUIaYiQCuSmpKiloswF0zRD5oJcCvKUMeUZkqUp4xSC0sSoDNRcEEgVNhyDKnJIreCogloABFI2QBGde6RxI4iVtaLu8QzKMwQRiQvIcqNLhaYNrECLkl8EkKlABl4ivHMwmrhFZ28++dB3qbS2UFBFkqAF56NdVzdSms8SU4JNAeBkqwNtfvKN4SMEzGAE52p2L8kBgF8SIdKI5qsYsR4GrIaE9TjiJEX1NUlhCR4BQCdfadoiETTncGxVo/feZHy+JOeMn/3Zn32hm7EjtwJEFwHnfUDNgy3vx+r/9tfrwfQ+AN4Db2tbTy32INnTuj1Q9/7Ovj+2z1+jB5VmcfcgPud8U452H4jO+537a9pxKx9C2KlrXyR2O6fWrQ+/KQn2MRJutf0Lv/ALi9vBRef7sbWgNJ4tYOPaMxx6pkBvxe/ZEOfdE++D/XxY2e9H2aeU8vvvdKHgnyOrx/b7a3rx82bfs29l7Bn5xV/8RQAakM0/Y74f/XPlr9szWnzfe5aMf2f5+dQ//2RArlmbvbuJWZKlAQxmIMax1atlFFQrrVddTGI7b9UW6GpJNF9uIkEIGvxqGAyAMxRIh3ZN6w8hRgPmW1cSBZaac1cBvoBZfby3fWOk5mOqAL0pByAIMapFz6KjExDiABFR0CkFKUa16kUNrFRRWhAqwbAeIFWQUtIgZLUgDhF1LggxNHCjoLeWgpAU3KYQkKv5JgO5gfIQQ7N8a7gljgFl0kBcHASoWx/XUqpGsCZCTARBQEwKTGpVIA2mxboMEcQh6UK+iFLNi/oHl5DwRz7jCCjqp5rLjDQm5Lm5BcW0BIMLiVGyKh9yLuCo37+SZ0B4Uf6GFAGpmOeKYZVQcgFan0spiGNSS27OGsytCPJckIYAMKNM2ga9/3pv8lxAAUiRG8DQNZgaSwig5u8MdVXQOaXAQfNhK3OCWf1bdeoSpBKYRQOP1doo6jpmIQaIKXWyJtxOSSOzQ4A4BORNVkAIQIPSKZCLKbb824Q4JlUqDEHvDTGmabME6Kq1NjAawFUwzxlpSJAqaqVvLgQVFWUqiCmBGoVackVaJZAAc6ntW8cQEGou6rPd2gVSOvUQFMDZeyPGoIwMARBUeUFEDXjqMzfPuT0n2pbS/MtVr0BABcKovuAUgipkBlXeGH0fTJBZ55+6gOgl61xQWs5sEsJLjo5RIZDSorVD54euITSInACQrL7546hBBstcUKtagtM4aLkK1DkjcGisBYG0uScimGtWFwcIJNu7VQOsCQkQCNKe6WYGgIgC7sDKni05ozSmQq4tSKPoUCpjQjCmAUOMzZKvPvCKfxlpFVWZBEHgiEDNB3tQqvyKG1COAZEJIzNSe2/GoO/XGAJi1KCEMaXG8pAd9zZmhti7vQoQADZjhT5FLn0ZLW4I+jhRc4HxDrv3jhwA+CWS2i2SSlX/sFIKctHgR9Okfktn0wbTfIbNtEG2/fOMmiccwPeujOOIN7zhDfiGb/iG54xieZ412S9MPV273+4X51aPASYDeR7kXgTUfBqqGONiyfWLd2+BBbYLeDvurdS+PVbGA+s+9Zevx9rgwV9P8/bSB8Tq22Nt9f22Ovqx9P22MbHx8GJ1r1YrxBgXv3tuFpKUEoZhwNnZGZgZwzDgxo0bICKsVitM04TNZrNT5na3V6sVvuqrvgpvfvObkXO+8HzzRS+lYL1eI+eMeZ6xXq9vovhbv4whYPnWbdtbOK3t8zzvBIfLOe+4I5gvv83FfQDcrtmDwP4e+3trz0g/7+0avf+5uSl4dwYr6+eNHfN9sH2mkPDPlc2lfayH3hfdxm+f8qwHnB6M9s9V/zz6+n1537/zypwnNx/bVcr64+M44h/+w3+Ib/qmb7olO+eia+5eywN029Zju8HI7P1nZY1o2FlA3AIMAJgFIhZUTcsR2fUMGKNtE0Iwq3UAENpveyeIK7eNyaG+3eTq3b5jrB8efGukdAKgi1iNbi6Nyo0GwCqIAohYF8IUtmUFIERQENSqFG+wXidFBYqhBg2IVJXGq9TWZjWnuiyg2axMpH6kEjT4XOBZQTYr5dfezRQjYmm+yRAECWqdDryMLaALe0lOOcdtAd1GsqJVwRFMAjAjhoBKRUE7BVTKavmtgpA0nZUw1EJOes3P+bSH8R9/5yPIQUBDRJwIxBb0SpBSxDQBkQNCFFCQxnDYgJO+P0nUEk7MQCkIQ0QtBQMHhEEBgqaIYtCcMaShRcUmVYRQQSQNJEZEILH9WOaXKiWaVZhEx7qWtk8VIETqC9/wMzgoJTnn2qKZ1y1lH01hHnXehRb1HMRALervHQzcK8tAQAhJ83MTWpnUFOUQUKlAafMtNsUWqaUxpYSQGCElBc1x1DRr1VKrsbIJChBBCCGhcoXkNq8BdYdIQBxYoxPWphSKAahAgippqFGVEbUPlQHKrZ2kVm/U2CjqmpYNou97Pb82n2l9toiUHk7B4iMBoUVQh6AFDmw050iIRJg5KDOGeLEig4ASFXwK6SyuaCBfCCEAj6DigzUgQH24QyRUEBIzQlCFi1qiGRL1WxfToOPAAGqABFUyiDACZdSo84lIadiBGXOe9R0lFRRZ08nlomjTgDNa/IWmmKmazw6QAin6/IUQkCVj3tQlUNv2u6vvRIauC1IMqFVQADDpe5UDkNIIVo8BxEAa+I8EUS+AVUyqPGrz5CgNSzA8Zg3OBmKMUQ2HQwwoIoD/FoveH/uuB9KxtO+f0c+bplTf9+q7YfRfVCKE2/ouXT45APBLIiICW9raxy1FBked7Er3Uq1VrgXTtEGeZszTjHmaNGhLvbcphM+F2EvGB8tiZvz0T/80mBnr9XpnMeyDmtlLwQPL8wJR7eYg3V0se4uvD+TVb3vA6AGniOD4+Binp6cLkCWiWwI760dKCSklbDabm/zBASygrAf/Zv2ycTyvTErp3EjYIkoft7RYVt/t1n1Re6zuYRgWIGptsDIppWW/3RtfxgN1A9oe1HwiaEw5Z7zjHe+40Kf7dmRfW8/ry+32yysqemDbyz4gCtwcN8BiE+wTD7A9MLd75Z8PD5Q9O8Daas/OefsMXPZKHbu+L+P72Csezuv3ecefrQX8uREPwG2xos5Mp6cb/PiP/zjOzs5gOZ635zT6YwPN6mNZu/r8+buiPtRqkbII4oAstEoFpp5lY9cX+Ijjy1UWq7edu62zqDENRIDdLr132r4d0C28WBXNmm6WdsDAss1PatcFIGLLc5gBSNeU3v2rQiq1dEuNyiq2lFRLVq2Lq6vOfYZamtH8ldsYUGWAgbmo6qBWQapAEcEgokp7abfSxlNtsXvU8BfMu1YXA82HXUCiVkKGAmlCCwpXCyi0fORCqCgA8RJUrareQEeJBYUKSq1gAURK831WZoKUgtrAOLP6L9da8YGPPoNSNbCWBNbytWqk70zgoNbrQhlSGXWuyCFr3bVCGpBtTdd6sv6upSLkgJp1IV9Y/b+liqbaqmpJhIhGfG+KiSIVJBUs3CJ5q2/64g9IOobqYwuIZJhlcgFMSrQHoD7TKHF7XLBYUUujkrcpByKj3rbfWCatznn7awqjptxiECoDEQp2AgeIFEhzaazBFPkAmMCiz10SVegIqVIgc0Et1KyTAGpTcDFACCgsCBQ1H3bQ6NSJAmoQnQ9BI3xTUYWZ+jFX5KiKEBZugN7WUUFBFeVFCRVaRxmtHWDUoCA0tPEojaWiiid9BgOF9rgTYoWmMWv3lNrAEaCuEBYYUIr6P4uOzQ0AHAoEhMhoCixds8fYlGgNCEsxVguh1ABRDraC0hhBtaCUBI4VMSaAlMnKTXnRtDRK7wejNJQWQtBnCKJKhxKUGFAU2EoNkNTmRAwIhYDUUqq1d3iFqJtAo/IzG72/KgW/+akTq2VZlWnKJuAAVWpRgKk3A0HfDUTbSGkwi7VjP7k//Vto+S3bvODbt2UrY4r6bVXL3E/MS8qye00OAPwSiSqMGJEZV1Yr5KvHAAFpiLh+5RhP/bEb+CN/9L/Bxz/yOD7+5OM4OTnBUx9/HKdPn+Dpkyfx9DOnOLtxitMbz6CWDbZfhvtHestxn7rKW6HsnFIKfvVXf3UHXD9Xss+v2aS3dvVWLL8Yv92FeX8ts45aWwzszPO8gFQPQgzc+Lrsuhbsrb9eX2afdd2OGZixQHMGXG637vPa09dtvuD7clUbcDOptWKz2dxkwbRx8pHPe0urV6wYKDw9PVVWSrP6GkDrlQgXbf/SL/3SbZ3vlUWbzWa5zmaz2ZkvfX97lwSrdx+zoR8vP+a+nAHffef6evvj/b3xc3ifcmvfM7ETlKqr15970b4eXO+zKveKgn3P5Z0C6H7MXxiRPdv6PJQy453vfOcF5wNGod5Sqc9dRt2037ptQ7v924/1bkmLWq6Wbob6UNs7x65p8yYghAWdQJwVnYiar2lUv1tq1svl+tTamRfgHVgDV9Fi7da+EwVQZRBV5KygXtqiPwQCUBwwsuWmWfXRFA4a/RziUudx1hRdRcGDheUSsXbab2XFCQpqDUt9oSrNO6C06Mzqmy6looSq9FYDws3XtlYN6lRaoKQq0OBbQouChCEoBDDpeAZzeyO1RKtegUFVAfEyliGr1U+kgQq9QNFw3Ytio1ZBII1eTbHRnkF4/KkT5EZpl1z13oAbfZpR56ZsyAXUFDpStJ+1CICiipLCDey3POXQ9hepDVA3kCqCXDNQ7H1U1Je2KggnkDrCFoFQszi2es3KreBZNNh5hYJ1bhbKpjRSxYZasqUClTOkkjIEBChoaBqCWgOIioLvwgu4j03JEWpR31yUFkleFDBXVViAaJlrpQAkei+lCEAFpQVuq6GiilK8awZqFGTRbyJEFESX9kxlfbJqLQAHSDE6egVLBomaTG18l/sCVQJUIZ0nVPSJyAWVNWhaqaJBwEQVIQgtQFcRdXewOUMAN7q/mDIHyiBdFF0CFFJLeGFuQdoEWQSxqDJCRKnOFJoCTaThX1U86Q/t55mQUtbbPVcFU5vHRf27K1VVTFS0+6PXNE57lVkJApUgqCi1aPCypmWhQhpsrr0nSKoqEaq0LlUUkla3um1koaXfYu809/3VMG8KrBuXpa2VWZUCsTlIsDI8jOJOpFZvNKaPOqCEhfFCICQmVAQNnkdaNjSlKcHyIWzX4ufB46W1RC3NuGo1/V+/ZghoMSVYAzhyK3svygGAXyIxLU5qQTHSMGAYM45WI6Yrx6ggnB2d4sZ4ikhPIbEG/OAUwdCgKwErMBXMU8Q8b1DuM0p6v5hd0m1cEEBotVrhTW96E772a78Wp6enO8cMVPW07N5/uQcJvY+2dC+KWwGrfaDRbxtg9ODJ6KzWX5+T24ML7x9s5XoFhW+7AUhPj/eKhX3gx8qdV8b393brtn7cqkw/H3wffF/3AfR9YM+DRj/G3rLvwUK/nVLaS7E+b3sYBnzzN38z/sE/+AdLwLxblbVr9YD0TrS++wC478etFEn+t117X337gOZ54LN/bkwusiL7ff3vfef0+/pjF133vH13Iv19vGzi34/7FGWXQ9TqrGO4a6XXOWQoT7bnolkK7YgD7tIAkUU930oB4JS0uhLGdpl4vqJh+X9vptlzbhVZ2tY0Bs2nUZM0bRULPXPE+mnvgAYuRKAU1GZBhSA4ECXNt3JpYPurBizNCxybsoAIS47vOCQNMpUCQM0nXLQ8RQIqlijotbEnKFKj86rFlYMGpopDCx63WPihObrbGFAEIBox/jMfPsZ/+egNpagGDRZm9FuIUuz19oiyBAFQIEgGOPF2KjTliKVRa1Nj+0zW2q4JZf4u8wJNCaEXDDEuCobATQnd2CDUKOCM5gdctS2htVfBR++7qi6GkjVNFwmj1tyCmmtAO6VaOwDfpoKwKkNKA2cG2ASAlIISLfZHU7BlHYgiFUGUyUKyBed1BqRF4s/ICFnvHaosEfONOSChNB9wgEpW14HWtloELJqfWaoyP9R6WRVctuetiCxTsEJANaOygkrALP06jssd0MDkan1XNKtZA4qoPzRMgSeQ2ga4DXQVVQ7Vdv9rFGiSAn3WpDYAzqLPnwFe0ec0lIKXBMEHWmNK1XtApGWFTDmwqJ/a86nXKLUurwNV5gQF7411IbR9/hd2NVWQhO37pM1Vac7QpnAg66uJ6Ngg65xRRR2DuKBaGsAqYLXvQ+p23ku7eKXGVhJLMVi377OqiiZQ49lIo+TD1ppbZYA+1dux9G9OezwhjUJuCiP3ra1NIUIi3riO2oC6G5p7Vg4A/JKIatADyGip7L/gtHfzILcn0zThscce24kUbnIeuOjBtT/P7/Nl+u2Lju0Dwh50ecunBeA6z8pq+z143HfNHkjsUx7sUyD0Zb1SYh/Y8QqNfRbFftz93/OArD/uAXFv0TTpQfI+sOjb4JUd+9Jc9X3rAbxte4XJeds5Z/zAD/zAkkv7Vufvsxj3ffbKgn3jd57y4rz52p/fK6P6/RcpD/bNwb5+U5r0CjCb96bsMZcBm/M2VqaA8oq0fp8xHLyvtbXxvMBjXtHWj4Ed98owu44d98+uV1rZHPb32eadp85vFVAKHkX6Z9F+AwraeLsQFWCbexrADrCDe3cA3/d93w8RwTCMrZ/bOAvanrJTh21v76Pd10ZNdhZjoMICkm3L+3JbSjuRUmSJ1MdTxx/NumyB1WgBJtz6HkJCbPlnvVj7dBwZMSaEEBGDBp2qzUoVOADEjcrLiGmloI90Qc0cF1qlr0/9ue06pACTNUJyIPXf5RAWdQCwpX0ubeOgINOCwEm7TquXU2hWHrVcmw/nMKp7Eex90Siuek1GGuJSv7ixr4AGfxONar4oMpYx296mOCRtR1BLcYga7G05h9W/V0QaHVipwSFpvuyQguYsFqXqAthZddKgYx5IKbfWiI+cFoQ4qIWSaaFUw6aRoFmRXUBKEDA2a972Cvoft2+G1deUBiJ6zS1rx723WNRLAdTyMbex4UaRrva9EsSUlnzo1AaR3BqO3NwxCbVChgrIsH33tdskotcOHCG1rQnbcx2CRr4GBAjNCthcRPT6xp9oIKYKGp4GhWbNFyi7QwQUW/8IqsCh7RNa2/yyWgnGjrCc5arkYSh44rB9J/DSfwWomnpsmThYXFpUS6L3sQqaCVUVQ5CFVu7HUF8HmpNb2gAr9mxBF6kFYUNTvlSdA6iqTKntnaPXVoZKgrIMNvOsgJ22Ab6mknH9SGMqlFY/kfryh6j+3yLN+NwGj2187VvT2DQG0QXNkivqe91uPHJu7lXN0myKIG5Ua5tPVRrToDSWgdSWIhDKUBHSdGNsShr9JgVIU5zomO2AfFM8sOmbDPzaO8I0SC0FmzUbu/923vEEZw/fAm97TpYO0e45Nlqwb26bTTfz7+5dOQDwSyI3W0eM1tHe+LrrTmp8bhp2H0itFb/5m795W+fus3ZdBFT8cR+w6XZkXx39sX1W0H30Yg9IDSh4P3jb9gHMiGgngJedd54Y22AYhsUHvA8qZwDTfLPneV7a463wPUgz8GF12vE+GrkHYZvNBiGEnTK+X2YB9wDJ++HnnDGO40LjN397H9RuH5i0cTI2xTiOCy3eQJ4P+uWDz9n+3/7t39YAOI72vm/byu4L5Gd99XEHLLCatdGCqhmF3vtTG/tj37zcLqJ4ofvbOPvrmuKiD463D6j3LgtefCA4K2/990oXu8/n/esZFX6f7bd+WQAqP6+sv9aOcRxhfs9W1mIgMPMyz7b9JY3anDNK0XqHIS19DoGRc7NglQyibbyKaZowDAkihJynNsYRRvuOUdMO+SBmALX0V2igty2WyXJY74JdIrR7mUCkVqoQCL/3e3+IBx98BMyh7XNBFIMGr7KgXoSICk2PxSCI5AX4MzE20xlSGlqMhQGlzIhxRJUZgRNKnRHigFImRB5QywQOA2qdwDQg1wkxDqi1vVOlgDk1q6xGvw4pYZ4npDAglwlDHFuarAipVSOAS0FqqY7SoJHINUovIaSo0YxJmTIcEwgCFg2kllap4QYdM27vBstfG0IAtWBvImpvL6L+leZ3SjGqcqAt1KsiwQW8RrbAlArYDWxDoEZ3QAOtRW60cQtQBPDIiKyRpAFopOagoE+VCUAYtK6Fji66PNZ6tJ+KCeydXBcLrD6DACcCRINmKQCmJRCWLao5ECCskaSZ9T5ZPwItc8mAuj1/BG0HAWqVTu0ZEuBERFenbZqrTyrvgGsCNZDc3hlmCe+VxQsg1UW8jbeILPv9O0nHwh6brUJwAdRtORaYwVXHNsYGYNv9oDauZO2EMS2ajzYTqBKk8mIlB/d0WsIYAsQspqR+zcyazqmiKqW43RsSv25QinEuyrSwv2CCkQEIWFI/LbERCA0UQ10DimiQOAHEjxkpQptmfYcx0QJYiZTuLGTzBOrjTNQyEVCLNSFbxSIRUov6b4A6WuA6YMkvb+CVWBVCpSkGPQ0b0GBvOn/1O2nhEcXmLnEzkMtisQ6mkGweI+bj3d7qCy+mFDXN63Opwd2KV0o2X3oDlWxzDs4plFpMhzbfIC3CORN4nlVZ0ua6OLabKfpCG5ti38RmjTYlQGBNfzantDBHpN3HoNEfQQSkFmhR7y8WwK91MIjDouxQZYS9YxirNCj5X6cuYggtyJy01G5tTdnKmiPOokhoINzOMaSzPL8OkDfNgPa//dPUZlgo916pfq/IAYBfcqmCFvRFFl8Sr2daVFh1d/eLXbylar1e4zu+4zvwlV/5lTu5pj3d2S+6Ady0EPdlelBm1+t9X88Lttb/9ttmLTOAYItgA70GrCwFlgEA30YPngyQWTA2E++/7AHvPrBpYuDL0/Z9ADk7dxiGBRjb/hgjxnFcQK4X6+dms8F6vcY0TQsgUwC0m+PRxuz09BS1VhwfHy9lrA/DMOD09BSr1eqmcfHXsUBv+4Bjv21ttSBzN27cwNnZGY6Pj7HZbBaFgIgsAE1km9Pcxmu1WuFbvuVb8PVf//VLlHU/Fn7b2uBTjfltr5iwe9QzJbzSo++PbXurbS8eGO+LOu+fFV+/Zx74Z8cf94orf5/6flk77PeudbbuXMvq9n331/Pj5JUQpqzw8+jsbANdKKKBJAbRptVPLUq0+QgLmDUdkC22Nc5AhYgpRMwyRFDfZrPomrIstmuZ/n+rYElpAJHW3dYvy72LUYPjbM2DBEhtphq1ShLpom0zbTAOI0BYouv//df/Xbzxjf8LzjbTdryKoNQJgQdkbBRViABcgQLUeYYERs0FzOrDGZiQ51kX/fMEIs05DMmolVA5q1Wu5cCtUVBzBke13nAQ1JqXgKKVLP1X1SjOyKioiKUil6xWV6nYVLVCCjIqAbXOQCGccQaoQqbaLEltAdcCfOUQUHNGKOpJSkGjP8ukIxnbgtcWyhWNlURFrY/cwLE02m0sABiJ1Zd6WdgSoB6+NtcDZtL3tgRBKQSKhFQa44LUqhgqq98tax7fLI2NMwM1tejIpJY/ylqH3m8CpKU4cosCs4QpQID65EIajV3PqO0Y6Qm6AG5UWyrO3NUUCRWiip62Dqmiv6VqNPXFN9rMhECzQLZ3PwFcCcjt3SDAZ1wf8Dsf36A0U1iVCgmCUCxSNZpyCZpHmGgB6wZoALRrtwIWe0Cq+jTLVtOxWNmFd9pLDTJRNeBGi4eCtGdQx5o08J59N2Hjw1hsd2Ig0PkrS7sOawAuA5d2rYKmxBUFqhl679juHdEWEOuLUedao61XkUbnrg3IMuYWsC8QAUVjAjBJA2XaKaHm8l5ro8AD1HybtRet/mbBXozdLTZAbc8Zh21/K6D57at9B4zJpLCaYtT3IhRAKnO++SQ3dGlTLzTFZDa/ftnOW4igECGAgdwa1hgcJBXEATGQpt0jQKCGLlNGxFxU0USaXzqXgvTEx1AeeljnbJtKxIxgSiSpS/DBQNusAAQFsua6wSLLHFCatwJjEC8glRvDwRQk+nzptqVbs4jypVYUcjZqVgWfKhMEMbbI+fY9ZmqZEvS5j8xIrD7htb33i1SERbnGC3OBRWMQ1KoR21NTqAlUAZNC0HSG21fD0i42ZVRjBajbigo3QL0ohNC+266O9sDv1KnPfAPhHdPyXpEDAL+kskzapukDSGklvXCbvDEgVEZpD5Nqhe89soYBAVt0+t/mb+vzNHug7a2ddgzQj/z3fM/3YBxHjON4E8DyAb28ldIDEtv2VNN+ce+BigECb2H22+eBLg9IPH21t6J6q+c+urKdZ0DE06h7eq63Gno6u79O75vt6zVrqr8Xtu0DrPkUUr5ua5MBYoue3is1/Bh76/qNGzd2Iq6LbFNw+WvYfc05L9fxCgFvMT2PZeBTSlkgNlME+GCAfTk/l+Z5xnd+53fupMS76JoekPp2AlvQaPfAtntGQP97n4LFg3o/j3prttVx0fF9ss8F5N4Sm6tKszbQrGOg5jpLTyQCxMjIuSBGjR4dFnq0xRXY1qHU7YxpCm1dYf7KNn8JOc/t2ZPF8kq0pWfr2llBuEZNZpgFXAESAaTzJOcZTBqsKecJ3/Xdj+GJp55QkCrtXGjGjcjzMrd09cgAMoqYn2sFNeBYiDGXqc3HuaXWlBYEjSBZdhZXUjLUlDPr6GZlb+SmzAByuwZDJAI8gYQxyUZTOc0aQKyE2qyZSs8WKBCgUiEUUUQVr7nMYAqYAYAEnEVBY8i6wM8BNTKkFFVQNAdYWy6qpZ9QGBp5ufEwqwVnys3imtS3dVlCii6kmTS6ckCjiKJZTZkUSPp1JCkw4X2KdcFy/9uMagDSnkunZNaR3rbFkKCf1tbMpU5a6ka/lKCu3AKIGxhsygijOgvMcgUs5leoUmgB+jt9Bv7wxtzAXnfNvs23a3DwiOC84367r9c/RwsjUWAWWssEtb/SPY03IOYOL000xSlMSWAj1IAYNSt6O3e5s7ToHW7qAqFNVTS/aVIwra+WZtUWs+/YJGiAvPkZN/3MogARtO1tjLkFAIv3s2//tpRiLbhlJTSKvDvH6hMbYGzrcrNYz6k23+02NSUCKqTy8j4VbuovqUq1l61yRn3R9RmepYIKAJmbogSQ4yuQnFHRgCwAcNWIEaz7mVVRV1kWZ26CPvdlU2CUfGnfaC5NZyWqubL1/lTKMi6qKGzuS5URiVCZsNDAS2391G9+YFX4lKbAzaWAq6qRKgAqhBCk6Z3aPGNWhadIC0hYURvjhktBaAqCShqlXppCpwJL0LgqBKoVwdaiNz8MbjI2a7dZy9F0WrRVT5qSw4t/Bdn1IZrjHASEUu65aOgHAH5JxMBmMGoWESIzxqh+XWEIWKeItB4xjCPSMGAuM0JoVkYmMEVwyI0iojSRskt8ufTiI3oDuCkvbZ/HuwcQveXP/r773e/eAYZ2vl2rByUe7Hjpz/W/PQ2392Xu/YoN7OzbtjZ7xcO+l4oBVG/d9BY8D+Zt24/ReWnU7Fyv6NhXxq7l6+79Wu+2bj/+nkLdU9K9ZbXft6+8b8O+shdZwP1csO1a60JFv6hcD1jf85737N3fb/f+67fatjH0FmA/Fl58WT/3/D5/b/rnytrXz9HbBe37+tfff1/2TsD+cyfbpaxZmfQdslWA6b7tcsEscwqidXFFbnFs9Wrf7RpKYdK++9R+alEFCPPcaMJV/f0U1BPmTIsvNJCXaxkgYuIFQGjQpop5lqZIqBApeN/73rftrVuICwRTKXpdYTBHMFeEMCCAEOMAAhDTCCLCMARMc8bx0THmPGM9XmmL+aC08FyQYkIuSvtW+nlELTNCHFHL3H5ncBxR543mHkbGMKxQpbmTlIrAAblmPV4LYhohUhFiAmpBSAllodtTOzbogpa3AFj5ptzGUOmX1CKvU9RyBmQVO6i1LMWAPOt1dPEvi/WKmSElgxAgUhFTQilZrdi1qpWMdCFMlvs5MOKQGuho9w0CjhGE7XNM7J7pNjeFtyBXc0u3/VUWwLVNdGqgTucvNadfEYNKWg+zWvYVGemkqG0uEwjVrMeVWtsDLGDXkveatu0gIjWrornWkQFMKJC095EAp9n8zA2M0javdwN6xuiwfi+WYwMvVo4IYFN0YHluba4TsPgJC6RRdmV5zkV0rrVhAzXavAVTAzRi9AICHfgEmi/4Te80/0KQpR1MpPmz28UG5iW4PAGIjTqtFkRa/OqXd1H/PZBtACsN/LdtDwOLRbIHTJoWjgBxjDUiFJEWFEsZI1U0Kn1iRmnp1Epz1zEsHLkZUdpzw8yNqi/L6lREkEJY3raBebGsCvTZEhGclYIApU6zaO5q6/eci77vmFuUcy1bl3up1wltbDJoaWd7KlqbqZVqHSCgcGzzpQHfpjTQOlvdbb5tnYNMcUGNOdOqqxqobhtO0f1tz0kxVwYsxA6wCDIx2PRnsv0O2D0vtVmXm4JDoAEZIVsXCE3bpt8pTb23PLZgqRrcrynSQEp4qixbSr6oHu2msWv3A3a/bN613zpIDbATg/YwL0t7Lv3YkK8H27ZCZAekfyJXBc+VHAD4JRIiQgwakIVKWXInxpiQQsQ8RMQWVZRDUCoJFHxbwIbdCpf/3bfiP2rnRUJfr9d49NFH8apXveqmKOi3Eg86zgNJ/q8HQMuHnugm6rW3zAK4yWpv5/i/513bLK72uy9n2/5l5+vwgM0sxFZPD/x9GavL19231bftTureB+j6Mvv60Ne5r22+7b58D173KUb8bw9gzwPdNic8o+Lq1av49m//drz2ta9drPgiskRT75kPNobWh/NyyNvYmluClRmGYbmOb18/9l5R1I+9VyjZXPXKjt7P2re5vyceSHsA7yn3ngZuzAMTz1jxbh5eoeIZI54hYOdZHIF+X61quVXLNBBjWmiSMaadeaz5X42hE9vfpLlZqyDGAaVkDMMate7GSlDQmBHjABG0enRBEmOCtIWt3ltNwaUpr6S1Jbb2KW1Tg5c5NwACgBYgrFkadfABW95wPEaZT3F05Sr+7lf9P/Ct/8uj2GwyCNKsZXUpW6tSvUNaoZbcGCYTOKwhZYM0rJHLBimuMc9nGMc1pnyGIY1t4UUYhhHTRlkuU5mR4oCaN4hxwFQmDGmFMm8QhxFznpDSiLyJCHFArhnjuEIuE1IcUZpbzZRnpDSi1IxhGFFzQRySAv0hIc8Zwzgu3Q8xKnVc1F9dF9ysOW7BbRWtPttLsC6pQFB6soE9cPNtrgVMNjdb0LlKAAlK3oLVkIIGSKKoOaQXJcnWegcAKRn44uV2hWhAU/2M1Reelt8QUWC6WLR0OwRVvBi9vOE4CBQUgRWAmW+2WNRrKCDlqOAsMKvPvKDleN5ax2stSmEO0db2bSVvV9LAbbCytFUWEaMFn7OXkC6uAwV8+jHjd55xKd0YW/psA+A2eCFotGiOtChV+vcxR71maPd06UBrY2xKCzKkC/fest9aWfPpVSC8fD8aIFkssK2cwFnuTClCZPqw1g1qEagb4GGdn8S6HrR+qP93BCwVINHCqjGFgimR+ne87Qc56q9TOpkSYNvd7WpS3D+TIEr5NkUFO3ZmrhVSywJmo1NcKouGloqZNKe9zknemZ/L+ww2zQU8ZQTSd/VNALz5laflW9t8oavGzSBA40OE5i+N7feL2kNYasWmWbi5WXxrKfj47/4uHvyMz2jvabVWa+A5rVNElnGLrc36KlGrtTHntjNuC1rt/Cqi/uQ2T9q4LN/cpihZvnVbKIrYnge9ZvtuCmAB3BalsUhLk6ctrPY6a+ubSMrEKSLbd1drX2hK46kpEFYxINct+4dYFTHi+mbKk4VE0+YCt7Fa5qjdhzY25kx1Hnqx/RZrgHZm570jBwB+CSUyI6WElIsC8jYrpahvXJkLpmnG6ckZTk9PsTk9w+b0FNNmwrTZoMwT5iljmmYA+VaXu+9ls9ng677u626ynvfSA+J+4e+Bm4kHJFaHDwrmQePOgoC3/qw9YLc6vfXR//bWQntx+uBi0zTtnO/b5lNmGYjx5T3F3/uOW/t8ai9m3gmy5uv2/b3Tum2fH699Zazuvsy+fscYFx96D+ZtPO24B3D7XBJ8u/wxa4vdO2ufr9fAZCkF3/zN37wAbdvPzAug7Lc98PeKhF6pYNvm2x5CwGq12mmbtcvmi7XB+rTZbBBjxDAMyzPjgbEFKwOw+L3vU0AYuLXr7Ttu9Vlb7Xyr1wLiWXlfjtt70vpm49m7k1hZK+fru3kf8P9n78+DdUmu+lD0tzKz6vv2dKaeJ6nVkpDUGhDDk54QDwEWmMuVMBgI21zAjK9BGAjZYjAGMwoQjhCBwA4cNuba7w8Ih02EwzcU8RwgrnEgQBgE4vKQEEJS091qdfeZ9v72N1Rl5np/rLWysmp/+5zTAkndul2K1qldX1ZWTpW1fmv4rc1mXdazkZIBrJZUEQ2El6GBcw1i3CCEuQqMHt4HgJMSjeXCLJ4zo2laAAnOBQEvvkXwXonZzO2cilLFeyFLk98GJnHvm7JuByVBEhZsljLmDm8EVoBZDgBGRnABKUf4tsV/+a//A7fdfhdSNKukKoV8gz5FgIAUI5rZHLmPIAf0fRY3wpxA8Eipg1PFgli59gXMqoAb2jn6+QZN2yLFpEqmBOcDUurg/Rwpb9B42SeatkXXzSHxiRmhnYFTFEAnLEWYKwt24owmtDIGtvc5jzwXQjaxaDNCEwazJwTLmFVQhEZlVofEGjsnsb0CcMRqba74EsNpbOhizxNluDxCiMisvBOASBCiN0PEMBCWtR0VX7qSXomVEoATy5O1ZcA8VNaMAToh5lKiKY2hFVd27bgzpQwVNEAKGEECjETucEW5T/Zs2ysAAcRe6iADxTAgLheVDwweBHIqWrvJHl3+c2AHPLRMgwBO9e92Q0Gv6r6P+lcpUknxApYMYLvSZ519HTtVdNgzbTys3gGbY/q0oTqzRNt1/VZDgAKTEetOgS7rXOmYTZCHzrAtjNGYFUuh3cdD3SNFq9U9rlr1GFVNIwVF9Yy6LrWcFy1SpVESBUfVxtKnsdLbulPcjomKC7MATlfrZuT740lj1qWsTXFmhmcuv9kzvffgHIYYbJUFjNgMpEoOfQ7njHnfD+9fFjA6f/7z0c7nw/dM68+1Fq3qb/2fYy7u1nVfyt8mcwDKEj+Mdw3AzXOnBummfBjY0Wn0PTZ3ebteZBcbMwyKGUDi44mFz8P2E0+iaHBa1vgLPBE2E/6hrPWaasDKUc5Y9T2CKs2FrFLlLx13QNCKWeAzgFDtaxmDN0MDGqzfKRXlzdPteAaAP0UO0UBLzkCxNjBczuWDCJLci4NWTOLZcuyx6Tbo+w59t0HXb9D3PWKKAD8DvgEBZn/1V38FACNQY0cNEmoAXIOC2qILjK14U+ZwA0/2W82ubMCnbdsC0O3c7p2CcStn963XAhDm8/moHZvNBvP5vOTynYIiQHL+ToGqgU67X9iLmxKTbf2t+22Ar84bXNddj8XHUjcwDjcwEjobq6lltn5OXZ/1vWmaUt9sNhvNl5GqdV239d7TLMf1dfvN+kckMepT67Mdq9UKFy5cwMfrsLZ477G7u4uu60bs9FMLft0fYFBwTI9tFu3TWONPa9eN/r7No6W20G+r5zQvGDlOhuNMrfd2Tf4bvFJMRhFrtDG2WxusnKWlqqx6EOu1WE4icha+GCJ1IZdEsgWAC3AGBORDAB4UGDqNc3ZeiDkzAOSShzZrhhjmyk2PxIWQRwF0AIMQNV6c2eHylWN4L06G0gpS90UT84cUWBS8pprq4SkA3iMxo21mYDgEKOu1C2C4YklqZy2cB9qmRRcSWu/R5YTGefQJaH1Az0DjW1DoEMIM7AGn4ECUCx7EHtRW/SGPwAzXeBAacEknJkDIOQGrwl4eRuY8DgrByEixhC+ZxAQJ74AkSFyEfZJ5BpG4kXuJOycVUkmXGScBvDnlgaVax0F6Q8gxSw7exJqyDHDeqVsvlfzZ5C0PtirbvBuArfbFez+yMAswhdzHCrB0PMgbBqVixaVgcduaAsp7Abag0t+CPs2Nm9WaZvTdBRRLOVMQDK7zrpi2aAynR/YrAtBPth9bk7IUqb51+2EYuwKzpG3fdpTnV+0/zQTH1b8nfj7NbHeNPe+GDxr6TXVDqkebXue0p9V7fK1IGVVWABnG167196gdk98qhUN5L6vfzPqMyjruiLDtC2TAuqxx3alc9X7A/rUy6iteg1QmcxAfH45IMg/Y8xyLu/bujuYgr9rtHJzK40XZYQqSStFBVXsMMJcxdE7+S+mEQsfqMNfrMj7WdhoUbl6BrLWLtP5agVHq1zYUTxD7XpDXsARLBVkpEqySjDL2gYQU0GYBkJRxGaKgsPkL1o8YRWniPRqdg6wYJ+j8ZBtPMBKoKDoAccEvMmII5VVuvX/axX7b8QwAfwoeFpuzszPHrY3HwXwHt104h5h6rFcbrI9XWCyX6DcRh4cLXL18CY8+9hgeefBB/OWHHsT66Cq6zRKL4w2uXL6E1fIYyGuc3G4+MYeBk9pCV7sq13HDtRuq/W6AwQDs1OpZXHIq7Wl9/+7uLv7lv/yX+I7v+I4CsmqAXVtW7bfavdeObVa82iI47acdbdsWQGYAqG7j1L35tHqe7HjbUde17QN8veNG75mCzL9O3dd6Tg2UzaJsf6/X65GFf/qsqQXcyph1vm7Paam/tp1bXWaVrNOqbTab8ryUEnZ3d/Gv/tW/wrd927cVq3xN4DY9B8aKo+uVt7Vr78bx8fGI6b6ub3pea+Zr1/AapE5j/E87TnNBr+ejrr92bbf2m5u5HbXLuL1H9bVBIaXWSzZQS0iJFURr6ijnIG7fKGDbe4fNpkcIYskW67NYnjebAOc6nXOH9dq8FCTPtYFyyXmd4Vyra0DI1mQMB5d6aauH03zDBGNHHgRtSf/lVWbTPL85lvjTzA4Ue7GucQZl6U8mB5eTPM+J8GIkbGYGJ47IHNHMGjzwLX8H/+5//z+wyQmEBE6Sg5cQkVIEoMRzMSHniOQccszgkESjkB2ii3DcIPsITqQJcxOgTObJJ6SU0VEGpx4dCJwiek/IMaGnhBwjIhxSn0AUkfsEtvVHHinHwrhMMgCqmMjwUHd87yGqA7U0BwXdGUhe7rE0X+CsRmF1neQET4Sk1q8MDWHhJBZuknkgANwICVLxos7SKguUZFWY5ygs0RYPnaEu4QaOM5DIYmZ1zToB7wBARelkcwj1aKAylzkncZH3oiwgQJi7h+kua4oT9Lq+K96IlTRqlAduB8H3eeiXB5DFmsys0rbPIFlkRaBHhTMshIMz4LPXOo05ewzCDTg89yDgA0dD/mt5lLrFVu7apx7G2M2sgF1VH8IndfpRXhONi67Hzc4ZxXV3gK80VHBKn3QSR79tOz+1aTys263ltc2mXzq5N0+guSpQ6mIn2gucTqhlwPnEtUHHNb1Trl1LRTCUO1UG4sG1+YTiYFsbrcbrP3aw9NMw6SlGPPinf4pnv+QlJb1WDaJ5WsEpzxgBYGBQFNj5KUrves3UdYzqo4lKS4F4aWetBKjqMgBv10xJAZWRnCkrWKzs2bQQRv5s33hT6KdUhVf89fhaRgoJa0fOIO+Lgrn0+WkIvoFnAPhT6qgXP2lu4j5l9LHHut9g3XXYdAmLVYf1qkfX9Tg8WuPwuEdMHs18F/t7e/AOCIsAxjFy6jBrA1LaRbfZoO8MoDz1aftrod/AhcW21qBganG1ayb8L5dLPPDAA7h8+fLI8l2Xq2OFgZMA5VqAsAb+9T32W+1+bAKWAf6aWKwmnDsN8E37ViszTJFwLSBZg0+ra9v95vJtYHLbPaZUqJUSH6+67TdzOZ66kNcg2I7axbuOKba21scU/E/B5cdyftqa2Ww2eNOb3oTNZvNx1dpeC/xe7zjtw7mtvinxXl1HDeLr32sl0WljWLPO1/fbu1r/V4diyFpXa21RYgz+qFwJbimxyiYCEsT5KIFZAK2kCGMwC5hNyYjQhvGQv00JFEBksfuSUssrMVdmAUoD07xYWGLKkjHMGTNvyack8eSsz0+Wo5sggJFBWf4V7lsVwDMDLgszLQjIHplkTzDrSIacZ2b0mx7/+//n/8CmWyP3UMuqpsiCtIcykHNEzuq2TpJHOyMjpw2ItG0Eseg6ErdCdkhOmcpjUoVCQuYMZzwFSAIgo3iAUYwyTilKCjOydHVazhM4GUkQSz5lE/pJU+iIhI4IcTkgBV+uTyMLnYXTsstFAQIwkAjmrp1zUjf6qFYsD3KAFxcFZFKAnQfPXFlRGSiYlCsAp+cVfpH14ko/TgAtNtSnQFnY24b3kqXvlEVtQn7ynlJd2ZbDXgnD2qzkXTUALdVwYVsfVTFu0qjq0R/XBUGEDy7iKUWLdP+kDgN+N7IfnlaCRv/yyIpfhrfIcCeff+36Tp8eqv671jEtc3LKT0eGQ57tJ3lUFsq6EfQxVXaiWX+DxzAaT6ppCi7vetGLBku2Xi/zvU0JYb/d6HEa+Lb6TD6qL2M8RvYK+3LboCSY1lGrLrhqL5d1LddPkPPhlHmZ6EKud0yLbnsXDFgbbwAByLXi4VPg+JQC4Pfeey8+/OEPj6791E/9FL7/+7//k9SiGz9Mi+S9h1etWmKGrxgTU86IOaOPEatNj03XYbneYNP1Ckz/Bna9j8MxFbSTKhc+lqMW6A14AWPQNP3IMjNWq9WJdkwt57UVzsBLTYK1DUTcyAe9Bt5TcrEpuL4W+JtatqftrMtuq6sGn6fdU4/RNpBa37NtvD9edW97zmnkXzbmtZUcwAi41WNTx31PvS9qZce1zuvnT59Rj70dth63hUJsK197R9xI+WnftpXZdlxrrU3n4Fr1nubZcCP3Xuu++v5rkfLZMcxp/butC4A5A3BFZhrm0ljMqYBrA+pyL6vspQzGxFoXCkBnNTXmnBTMWDq4WoHYA36wngvDskcILUJw8L6BDw28JyE0A2Fn90DuZ4YPDgSvFlZC8KEAvRLDSxlwDVzOsDw/AvSdsnETGg2rTjGBPJCTsKQ7R+g5wyW13Co7MrOAb0vnI5ZDHTvb2p2SD4FLblwXSOKunXopKDg1KwyRV+lL33vH4JjVvdpirQHvGClBU5TJfY4A0lhJlPhpAFldnxMjtA6cxJRr5WDtYGPVVQd8Gp5JNLQJRCWvrcUVW+w2eGCI5pgVoIibOnTlOVL3cxIr9xAvLYRrWd3OZfqkDRL6wErMqm0WsnfxTGXABfOS8UqgNrwDwGDh9iFo3RKcTUokmJO0CRlwDQ1WdkDWmbqtg0gUVKq0EvlYSWCpTD0AGSfvPbJnJY0VwMIlrdcQKyxVl8GGs+wB2laRkWxhY7iv/sNeb7L4fQZNCw3TqGNUwYoKCcizq/2lqh62VmztVN+puj81YKl/Y5iyR/qTweKZod+UhIE4zXbSzKIII1tNJOzaVn9hm66O4d7Bw2JaoFYhGOipB03W+QRo2t+2X1p56Zjmede1orHLA+ADCmlWVUetQCjtGLW1KifaS9SaLHPDdih6pBPzJTwIUj7b4q0Oq7t+vnNOFPnludU4ElVUaCi/PSVgYtXGaykDhi/isE8BVZ+qw51y/ckeUyBfnGuqJ7POK08UCJ9Kx6cUAAeAH/uxH8O3fuu3lr8PDg4+ia258cM2Wra47+o4sTH93/g4zTI3BXq1gL+zs4N//+//Pb7+67/+mkRs20DMab/Z79cDNdaW2r12CgTtqAHlaSBv2hYDrlPwuQ1I2nld9zZQbNem4HDbPdM2f7zq3jYHNWCvPQ9q1+U6X7ydO+dwcHAAZsZ6vcbOzg6cc1gul5jP5+j7vri2W9jBjZ7XXgtmfV+v1yXGPKWEc+fO4Yd+6IfwAz/wA3DOles7Ozujc8nXPORRzzmfKHPa+eHhIZgZs9msjGM9vlNiN1tDfd+PvEGsDqvb4uetbD139XqvSd+ma9OOesymCpXBrRwl1Y6Nq/XB7pvGcNcEeMwm6AN9n9A0QYElkLNTArVWXdAl/rrvO3jfwvumGhtgPm8hy0z607ZzOAWCRAKQZjNzO2/ELd1LekjA+tJU3jEB5ARweR8QvFMSM7HYt41DYggI9wSjHJrNZgKAGAiNAC3yHiBC04Qi3YiFO8M7gnzqs4hX1f7jvSh9v+jzX4Rf/+/vxabr4T0QE6NxEizswPDIKkwzyDtAU/zAUg+RpNZKYDgWC7VvHOC9AH/vkWOEazxSzAhecm3TrEHuogDPBPgmDArWzHDBIcckqZkYGkqQEZqAGCUNZ9I0UUSSvijnDApOgLvFNqvbtAu+WPQZBLCGIShgd2aJNpDrLf5fyJTgvCoMRCiUdwWgxmumLlb4Toh91HWmlnAnygcXCLGTLCeyzh2QAd9I+ELiBO8CyAmYBzn4BhJX3oiyBgyE1hWmdWaAgkfqJTwiNE4VHE68CJxH7sWq3DQDsM7MCMFY0MVynpKkipP3VpQM3stazlnXEAHggWySAhWFD/MA5JwjhCaoW2pFRqWkeFDyOXV+l7lyhNsR8ZHcCshURUoIQZQiUAUYUBjfnfNwjQKsgryEhM6+nN72IZ1rc9cGNE7ViArrz4wBNZDEAlv8uYIaku0AjZP3X9LBOdPoiDVSwYPuRNVeOah7MnKp05Q7gLLVK+iz6za2BggNWFsYvimwZMgrGQBWQI9agWkAHYMnZlEcWB9sWPW9l3uU04BrVQXUoq6je4qMNAVhzBJmcuphwLaMv9WtADPlAuxthcs+Imz6zkAcDfWNlArWjrr/JO/vh//kT3DvS19SUvbJy25AsWpfNfbTSIfSX+V4snE7FVia8sWwQTVexbgACS9Kth71e1jY7a2NugdvVXaYMnGKPExG1efnur2ZiyJM3tnJ/Fd93iaxS1/4RHlRnkhrjFat1FU2uk8dFPQpB8APDg5w++23f7Kb8TEfp2mXau2hvY71C1bK5Poe3nr+dD6mJGVT1+oQwsg6bq7eb3jDGzCfzzGfzwGMU2IZMLODmUdkZiLwDmDYhI6c84jQawpqjFk5xljq6LpudE+dfgnAdcHf1Mq6s7NTwJPVtVqtCuHZtC4AhbxtqgSw/q1WK+zs7BS3cavPxmaqHLDnABi152Opu663rtvms23ba95jgLa+Z5vy4UbXWn1eg9fTzrfdO1WYbDYb/NAP/RC6riv9OM2aPVVwbCvzZI4abNfndpw2NhZXXh+25moAbKzi03oBnPqseo1YnbXiynLx1rwMomSRdz1GS8s2iBXynZZ0Yk7vzwzEmJXjIUDcrCVsoW0FEMfYg9mrcCzM5SkJSOk6W88CyrwXJnCiACc8OshZgY9rtJdKUpZY9xwUBnMha/MAIkAOkQkhE3IWkBeTPN8TEDMDXoWcFAfQklqAgIaVxJOo5KkmmFDtQJyRSbyqhNxTgEJiiXH8//6f/z/EJOX7LGPfcRKXcjB6sMaRA8Sam1wVJM7YyTQ+GF5IvajxKsw3Iut6D++Ends1Hjl5AZEOQo6WBDC7pPGLmUHBqTJBicg8wXkCeQfHAeQ9fAZCK3H6PjhQcvCNR/IZITgkVWo7AD5Inu2ck9TLDoB4DTCxuLYT1GKflEiORZECoKQHUyHUeUKMCSG4wZrGKmAqO7iLGZnUCyALqIflGCflJICEBHgicGT4hoAkgJhK0DtXCEjleHue/qQoC5zENZ4zI8Yk6zNKfEHnVCGgqyMraR5SgksCJIkNEjuxTgVGk7144jE0ZVfS3M8Ezx6JAHKal5gszzxUEQAwObgUiyxCgIRJWP/0nQcxHmIGkMyNA8yEhKhlbc9lIBO8Klk4egUiUrdHQhb6ZjAPMeGOAaryJBMByTmALNa+2uPMjA1GJJ0CHWuqYt4zZ2GmZhkDShX4IIldBTPyBNyaRdUUhWAGu4KhxeqtbciAkONV99cAzgDaFNjaQdXvBuBdVXZq3Sy55KtrXF1LkHSFGQPYLJEP1b+kc1sP7PQrU9Zx3bct/SjXGCfBs3kgVcCaOQ8PKwoMAnsvczJp7iBnD3NLzuHZL33pCRf00fNrOae6ZAqX0dhqnEp5BtE4dqWqk3ByrAgDW7o904jRatnJcm/zpE6rw+K6i8JBlWuscpR5WdTtMkVOUQwwBhK96lCEUs5rwF8X4qp80jdyAO1KZJnz0A79j2uPCu3Ljcp1T6XjUw6A//RP/zR+/Md/HM961rPwNV/zNXjjG994AmBNjz/4gz/A2bNnt5IS3X333bjlllsK2Isxlrjb0877vi9EXjXxlp0D49hfu5dZU/fo+YgYyTaLsthlOdu3y4E0NlBccazuEAKyD0hJAA/nWNikc84FHFp89Ww2K0J0DeLq852dHWw2m3K+Xq8LGFytViAShu7VagXnHGazWTk3Fm8Dx5aiyViqzWJnDM6Wxqlt2wIYbDy7rsPOzk4Zt9lsVsbZ+gcIgJ7NZjg6Oips2nbdLIzz+bwwaBtAtesG8MwSaOfL5XLUdrGKtaM+1YqAuk+WKslAhc1X13VFiZBzHjGoN02Dvu8L03aMEYvFooyRAIkWy+WyEH8tl8vSJ+ufAWBbH/UYGIlZjLHMEzPj6tWraJoGIQSs1+vSrjpuve977OzsAEB5vvXPmMGXyyX29vZG6cuOjo4gaZ0GxnCzANvc25zt7u7i+PgY5tmw2WwKsZmNu/cey+XyxDq0cfLeYzablfGwdWBjvF6vyxzYu2zA2ZjbTZFiShVjgLfz+n0y0jibPyLCLbfcgsuXL4OZS7ovWz/1uSmBbG5sLVkbQwhYLpdo2xbee6xWq8IUv9lsJJ2hrk9be3av976kHLP3BkDZz2xfsLmxfth18x6wOZvuEfVeUI+1XZ/NZjg+PoalSjN2f0ulZ3tx30cBRVV7hUcgoWnEur3ZdGgasYJ2XULbBICclm9BxOh7ySUtferQNJZrPQHYBXNE33fV2usxn+9is9kgRofd3T3d9wjzeYv1eqkeB3tYrWxfmFdlGqzXK7Rto/2QnMlNE9B1PXKewQdG10W0LOO+Sgk+iKAXO7FQk3NICWhb2ZM2a7H0MjOS6+BbyRssgCwLGHECRjkzkgvwgZCiAO+2CYjqSdC2DaLGlWeOiF0SUEhA6oHoEpwXV2cigndAjoBzWSy5fUZKRmgo36fgHWJmNCwA1eLWU8oCdJjhERD7HuAZckpILoMYSJmQkwDanAEkATzZ9wB7eBYW+sSSa1iI5ABKUr/PAcRZ+pcAZkIfEwJ5sAP6lOT55BVgJPViENHPOYecGD0pGz1Ju7z3SMRwLIJfRIaHWNRjn8Asip7MQ0oge9f7HOEygYMXl/NISDnB54C+j+Akz2DvgACkzMibjADxCpDQAieWfxA8sigtsgEzkQkayBpnSshJU5AxAchIKaPnjABG3gjCcx7IxGhYBjkzwFGs5Eal4Z2kA+NESBJ0IKnQ2CzsxoGgeZF5EJ4zC2B2TMg0KIRYBXenSIqzuPlnFb8NFBoXArNYp3PSda9s7Qxxg0d2YMdilSMRigZRHhLPT1zIpAr8L2BSLXqALHw7d1JeMt5VQMQU0NnKZGRNMyD5lUk6lxKKGbVSOqiGTnLNmwaLGaqdGWQ8b8YGVwi1srpz273kHDgPni1RPQOceoIR5L3NKYFJczrnDHYOzntEBTcOqiCtzkcGBwV4rOcZUG9NWeuZB04JKS8hk9IWxd/qmWbzUPqk45GThOxI6sdUxqnER6s1OwOAD0P/3OAFCCLkKFwNtXKWAfHAUeDGfV+AZkypvLMppeK+LnwV4oHRdx3ms5nk0KhCIDkLKVg51xRnzKxzoOzmIZRxNC8dtjGrCFJzzsgkrOaFBNjGhoRgMqVUQjKMD8e+2SGIUjJVOCKrfOkgc+K1LZxSWYc5JU3XKOdwqrhkRvCDp4vzHqwyAbxH7DoB7U0jCmCg9ClDuZW07Q6Qe2nIi27KhJKfXWUu52TPiNYu55D6Ho4kBVvKQ7hoHyPmTYOUhe9jNpsVw5OlODXccNq5edbVBLqnEdXWxrttmHDqkXet41p8kE+747u+67vwq7/6q/jN3/xNPPDAA/jJn/xJfO/3fu917/vCL/xCfNZnfRZe8YpX4BWveMXo/F//63+Nd7/73fjgBz8IAHjXu95VUlq9853vxEc+8hEAwG/91m/hiSeeAAC84x3vwJUrVwAA/+2//TccHR0BAN7+9rdjvV4jxoi3v/3tBeS8/e1vBwAsj4/xrne+E41z6JZLvP8974F3Dmm5xPEjjyD4gJB7HLCw9J7bCXjunefQeI9777kFr/qMl6JpG7z6Va/E//qlX4QmePzdr3g9vvrvfSW8b/HN3/QN+Mqv+ioADt/93d+NL/3SLwUAfP/3fz8+//M/HwDwoz/6o3jlK18JAPiZn/kZvOxlLwMA/MIv/AKe//znAwB+6Zd+CXfddRcA4Fd+5Vdw4cIF7Ozs4Fd+5Vews7ODCxcu4Fd+5VcAAHfddRd+6Zd+CQDw/Oc/H7/wC78AAHjpS1+Kn/mZn0HOGa94xSvwwz/8w8g549WvfjXe9KY3oe97fPEXfzG+/du/HV3X4XWvex2+7uu+DovFAl/xFV+BL//yL8fx8TH+/t//+/iiL/oiHB4e4hu+4Rvwqle9ClevXsUDDzyAl7/85bh06RK+8zu/E//iX/wLLJdLfM/3fA/uueceXLx4ET/6oz+KCxcu4NKlS/iJn/gJzOdzXLp0CT/7sz9b5uZnf/ZnC4v0W97yFjz++OOYzWb4kR/5EVy6dAl7e3v4J//kn+Cxxx7DTTfdhDe84Q147LHHcM899+Drvu7r8NBDD+G+++7Dl33Zl+HBBx/E/fffj7/9t/82HnzwQbzsZS/Da17zGjz44INlvT388MP4W3/rb+GzP/uz8cgjj+B1r3sdXvKSl+CRRx7BV33VV+H5z38+nnjiCXzzN38znve85+HKlSv4R//oH+FZz3oWlssl/uk//ae4++670fc9fvInfxK33347cs5429vehrNnz2I2m+Hnfu7n0LYt9vf38ba3vQ0pJdx6661485vfDGbGPffcg3/+z/85+r7H8573PPzAD/wANpsN7r//fnznd34n1us1PuMzPgPf8i3fgqOjI7z61a/GP/yH/xBHR0d4zWteg6/4iq/AYrHA6173Orzuda/D0dER/u7f/bv4/M//fCwWC3zN13wNXvWqV+Hw8BDf9m3fhpe//OU4PDzEd3/3d+MFL3gBFosFvud7vgd33303jo6O8GM/9mO49dZbcXR0hJ/6qZ/C2bNncfXqVbztbW8roPZtb3tbEXh//ud/HovFAmfOnMHP/MzP4PDwELfeeit+4id+AoeHh7j33nvxvd/7vTg8PMT999+P7/qu78KVK1fwWZ/1WfjWb/3W0qev//qvx2KxwGtf+1p89Vd/NRaLBV7/+tfj9a9/PRaLBb76q78ar33ta7FYLPD1X//1+JzP+RwsFgs88MAD+MzP/EwcHR3hjW98I+6//34cHR3hB3/wB/Gc5zwHfd/jp3/6p3HPPffg6OgIb33rW3H27FkcHR3hF3/xF4tS5Bd/8RclH3LT4Bd/8RdxdHSEM2fO4K1vfSuOjo5w22234c1vfjOWyyWe+9zn4gd/8AexXq/xkpe8pOS9f+UrX1nY/1/zmtfgG7/xG7FarfAlX/Il+Ht/7+/h+PgYX/7lX44v+7Ivw9HREb7u674OX/IlX4LFYoFv+qZvwmte8xocHR3hO77jO/DKV74Si8UCb3rTm3D//fdjtVrhR37kR/Dc5z4Xi8UCP/3TP4077rgDi8UCP/dzP4fz589jsVjg3/ybf4O2bZFSwr/9t/+2gPVf+qVfwnq9xs0334yf//mfx2q1wt133423vvWtWK/XeOELX4gf//Efx2q1xKd/+qeXPn3O57wab3zjG9F1Hb7wC78Ab3jDGxBjxN/5O1+Gb/zGb0LOCf/ga/4+/sE/+Htgzvjmb/56fPmXvx5EwBve8P/Ga1/7hWBOeOMbvxOf+7mfg5yB7/u+N+LlL38pmDN+6Ie+Dy960achpYgf+7F/invvvQs5J7z5zT+IW2+9GUDGW9/649jf30fbzvCWt/wg2rbFmYN9/NiP/WMwZ9x001m86U3fipwZt912C97whv8NnDOe85y78bVf+7+CATzveXfhq7/qCwEwXvTCe/H6130uwMDLXvJc/O0vfgVAjM/+7Bfg//Xql4LA+H989gvw2Z/9AiAnvOqVn4ZPf9m9QM743Fe+EM9/7u0ACJ/7qk/Dvc++GWDg81/9Itx15wUQGF/4uS/CrTefAWXgi17zYpw/2AOY8CVf8FKcO5jjS77gJXj9a1+OeRsQnMPf+V8+C4Ec5m3A3/niz0DOCXvzFl/yBS8FZ8bZgx184ee8EDkzbjq/j8975fPAkXHbLQd45Wc8B8yMO24+wGe88C7kPuPu287i019wF1KfcN/dN+EFz7kFGcB9d5/H8559M3LMeMFzbsG9t58Dp4z777sNd996BqnP+PQX3IHbz51Bigkvf8HtuOnsHtIm4RUvvgdn9+ZIMeGzX3Qn9uctckp45UvuxqxxSDniVS++G62T9GqvesndcExovMf/88V3SkhFcPjsF9yJ1DP2Zg0+6/m3I8aEszsNPv2+W8GRcX5/jhc96wJSzzh/MMPz7j4L5Ixbz+3hObeeAWfgjnN7uOemfeSUcef5Hdx5bgcxZtx7ywHuOX8GMSbcd9tZ3HZ+FzFlvOhZN+PCfguOGS+57xac2W/AMeIlz74FZ+aSJ/1lz78FO61Hjgkvv+9m7DQBOWa8/L6b0Kib/8vvvQAkyef70rvPAcTYDQH333kWwXuc2W3xojvOYvdgB7fcdIAX3XMBt955Ac9+9k140bMu4Fn33ol777kZL7jzPJ513524755b8MJ7bsI9996B595zAc+9+wLuvPt23Hv7GTz71gPcdvstuOfmfTzrln3cetcFPOfmfTzrtnO45fbzePbNu7jj5n3cdNs53Ht+jjtuOoObbz6Pu3cDbj+/h5tuOoM7W+Dmc3u4+eazuKsFbj2/jwsX9nB3k3HhzC4unNvDPQ1wV0u4cHYPdwdgb28HZ/Zb3OkTdnd3cGYWcCsS9vfnODtrcBNH7O3Osd8Szqc1dnZa7FPGmdhhd3eGfYo4GzfYaQMOcsRB7DGfN9hPHQ5Sh51Zg71+jb3UYacJ2FuvsNP3aJ3H3vIY89ij9Q77xwvMYg/vHXaPrsKrF8XsyhU0KSF4h/bKJTTICN5jdukiPBEaR5hdvIjGB8ycw+ziRbQhwDMjXLyI4B18SmgvX0bwDk2MaC5fRuM93GYDfuJxiWdfLZEef1wA8uEh+ieeAAGIV66gu3gRIEJ/+TK6y5cBAN3Fi+hUDl0//jji4SEAYPXRjyKqTLp86CHExQIAcPzQQ0jLJRjA8Yc/jKTK38UHP4isCtHjD35QjUGM1Yc+DMcZlCJWH/qQAKy+x+rBB8Vq3/XYPPwImAhptcbyoYcAAP1igaOHHhKl9uEhFo88AgdgffUKDh9+BATg6LHHcOUjHwER4epHP4orH/0oQITFY4/h+NIlZGZcfvghLC5fAohw6cEHsbpyBQTg0oMPYrM4giPCYx/4ADpVxj/yvvehW68BInzoT/4EsetAAD7wh38owIkZf/lHfwRSr6APv+c9gPPo1mt85H3vQwajX63w0PveJ+N4dISH/vzPQQCOr1zBI3/xFwCAw4sX8ZEPfAAE4PJjj+FhxQ5PPPIIHv3QhwAAj/3VX+Gxhx4CAXj0wx/GRcURD3/wg7j62GMgIjz8gQ/g6sWLIAAffu97cXzlChyA9/9f/xcWV6+CAPz5H/8xVjp/f/oHf4D1agUAePc734m+65BTwh//7u8ix4jNZoPf/+3fBpixXC7x7ne9S9p7eIg/+v3fR2bGpcuX8cd/+Idy/sQT+LP3vAfMjMc/+lG870//FMyMjzz8MP7ife9DYsajDz+MD3/oQwAzHvrQh/DIhz4E5IwPf+Av8ZGHHkJmxgf+/M/xyEc+ggjgA+97Hy5+9KNgZvzpH/8xLj7xBBKAP/7DP8TlS5fAzHj37/8+Do+OwGD8z9/9XRwvFsg543f/x//AerNBnxJ+77d/GylGdJsNfue//3dZs8fH+PVf/3UAwJUrV/COd7xDxv2JJ/Bbv/VbAICPfOQjeOc73wkA+Ku/+iu8S8fggx/8IN797ncDAN7//vfjPe95DwDgz/7sz/Bnf/ZnAID3vOc9eP/73y/jew1M+Oijj+JGD+KnuN3++7//+/GWt7zlmmX+7M/+DC984QtPXP93/+7f4YEHHsBisTiR+xeQhXf27Fm84x3v+KRbwL336GLEcrUCVLN1vNmgzxmL5RKL1QqbPmK96XB49RiLoxU23RpXH7+K48UCi+NjHF+5jL966MPoNhusV0scHl3B+miBTddhtVyCWKxWm80KIdAn1QI+tYZbuqapZc6s4fW5uZXXlm6z/n6i+2QWSbP42rlZHs3ialbLuq9mFa6tqeaabedmzbRc1XWfTMtXW1+nFkkj+7L+mRWytqCa5dj6BKBYiG0d12WsT2aprJnO63ZN34HaBb92rbc+7e7ujnJ129zUVmFrO4ASrx1jxP7+fmn7fD7H8fExgMFiPl1vU08MO7c+2Ttr76bNU732bJ62rT3ThLZtW2K5Z7NZCTGYrr16vU3XHoCt6zCEgKZpsFwuMZvNEEIo1733J+a4fodqpnmbP+tr7VFic2kAun63bL3Vsef1O2QWc+uTzY1Zund2drBcLuG9L2XsHbJ3y+be9lbxiJipRxrBewfnAtbrDZrGqRt5ws7ODEQN+l7yzztHyBlomh2k1MNRg3bm1bhCaBoPIGicewuAEWPG7u6OjpfkU1+t1iAKmM0acRVnGZvYZzgH7O3vY7XaYDbbQTtr0HcZIXg0jUcfxTo8m8/R90kUqm2jbvFCwJaixrt6kvhvJ54QYk0S61po1aUb4kbeBI0lZ0JoxNzkgqSQyWp8C94hZXHh9s5r+iyJFU5R3f3VmktOQytAwvYdHDID3nk4zmLZIFeMhaSkX0a25AAhEeM8xHQHr7HcATkmNLOAPmY0QdzgHVnuWrGiOPGRRmYHFyAptYo1EUJGxmIv5ZwxmzeI6m0kVkWWtFdqMQkhSGO9upWqdY8JoKzWOlJLKcRqq/ZVgDK8k7UlxEBZ3LKdkcJJ/LMDwOwAynAMrLNYrCNLX1wmDXElgDPYkZDdESFxRvABSeWIDKAJQE4ksfQshG1N2wAsrvFqu4XF4ToipMxom1byjzdB4uyduPTHFNGoq77EncucO7PQBofU9eLe74SkLniPvpf2C+GdA+deDJM0uIIPrOgMJpmT4CRMwRHQhCDWwzRYqb1ahROL9TpDrbUs7PLeO8Qs1nXSfOmhbcExAUgg7yVEwxOYxH3f5oNYGfmpIowDae4AwKmlcsizLq7z3gvngLlpm1XYOyqWPC6WR822kDJC24hltfTbrIDqMuwkLpyAYu1MKYlFGoSYEgjSFnMvljALJeo074qJ5dg5h8RZ17y+g5B31SyupO2qLeBkc6NWY0dKNonB6i3zIVZLYAjfMlJgzgmRpT8NWQYUKFGj8E/Y3gMAHoSsz/JExaVbyBCVr4Jkn7d+mIVW3nkNQzEZXd36yQgXtS0pJZB38D4gb7EWB+8RVb5vQoAQEepbkLm4sOeU4Lwv76e9E6xWZBtXpyEknPRcQ15mbSMeLwCCZm/J6n2AnHW96tzr+OWU5D2hgQCY1Irsbc4ABGuXPt+TrE/fNGJhT0nXtfSjCUG8VdSibKFHoWnEa8EszTYfWjfrvgSz3is2yurptN50xUrO+i6bV4Z5IUDHPdlzvJdvllqKbU3WFm3y5lWlcmQQjylfeYIUXiUizFWWbrzH/JNsAV8sFjh//jyuXr2KM2fO4FrHUx6AP/7447h48eI1y9x3333FNbQ+/vRP/xQveclL8N73vhcveMELTvxuAPxGBurjfeQsbnObvi8uFuvNBusYsVitcLzZYLlao+sjrlw5xvLqAqt+g0sfvYzlYonDq1dw5cpFPPrQgzheHGG1XOF4tcDxlavoujVS7NBtemw2awD9ddvzqXQ453DXXXfh4YcfflLuIfX9wPDhBFA+RvXfwBDTbfdYuZp4rY4PPi0++UZey/qe4tJDQyx0Ha9ek2HZb2ZprXOgAwMQq8GYPcfes2n7LPWZuZHXoI+qj0kNaA2cW7ssPZm1x9pe59SuSbhu5B4D1NaXeuPedtRjZGXrmGS79mTOra02Bs453H777cV7ZuruNz2vr03rsb6agnGaE9vWW51H3D5OVpeNVb1ebE1tG59p2Xrc6rZaOfu95m/YRsJn70g9Zjb+xWWPCCE0SCmiaWYYs5gnEHkQeXhPCL4FQwSnEDyIWgEnnNG2c4QgQGM220HOjLadqVKMEcJMXLo5qQu7KSmyKtGcXhMXXKexqW3bgghwflaEEu8bNI0TkitXMWu7gBCGeSnumCyM1oZpdnZEYWXAoJlJ24KHxEwziZ8nEVwQoiLfSLwxQ5i1HQiRM7xvikNs0whzNTuHWXBYb/ri8soQwQQpA+TgGgKM6ZpZ45h1D1IQl3JG00gMcQgBmTNCaMSVNKjLslLdlhy1iuKd07bkpPHFUJfLil28Bg8OIGhGDAJCEwQ8BCfxvaxUPkRFcLQYUXM39U4AQc4ZmjIdGrYtca1kKg9pb2PvNLPOqwBj1hxONoeQRyLGrM+q9kqi4qYu/ZLLmbNwFeh6zSmjaSTVm1diPem7ED2ZS7QAJkgrnYD01nv0nAsrtHp6IyErQ/sQUunNPxiSOi6qC7VXV10CIWdxSy/M7/bOk7FFyzJxCr6IhCRNlCQCnBo/uOfbvkRUxcLqGLDuh7mP8LMWOQ/ZBYhI3GFZ3ctJiQiVCT/Y/sjmMW1KAWkPQ/UvPJDB5SzKFZsKi4nNORcXamG5r/ZGiMu1J6cx2ihrAyA470o/k31P6rWk6ysnyTmf7b3X8ZTvs3IfAGjD4G7tnAeBxdVXZl/4sHTsdDEI4FEgiEqm8JVcQraGtY9WJueMrDIoiIpLNar6hZArI+q4Nqr8EOXB8K0C9JqC7qR/1/u/jKkxDgxzVn8XUH2Xnc5Ttm8cNOyDUdpey2BFkaJjH3RtD7Ka7mX6/zZm1mdPhG6zRpjNh2SW9j2u3oPheyv9bZpW2y3ja2ObWMIsQj1H9nxm9PZs+3ZClHsWn90ol4YmopT2MJcc5XUcutXrdA2Wd6KSNYe+V/Nb5ICsesthDsGWLYLRpVz2BXsHbM7q9RecK5wC674X7w6ionRrrG36fAmNQEmvGdwk93f1bjdNU/o2a9shnfMn6XgyuPIpHwN+yy234JZbbvmY7v2jP/ojOOdw6623/g236uNzJN08amhjCzqpENrFhJR6dEjoe0k9Jha2hLhJyDEj9j36rkPcdEipQ+x7pNgj5R4jlrb/mxyz2Qxvectb8C3f8i3FElc00Ao0DbiY0A8MsfnmqWAAoAYL2wA4gGLdrgHyFJzVBFv2TAMbNRi5FsizZ9eW7BpkG2A1TaBtunW/7F8DR9Yeq6Puew306/zoZtU2q7BZQ3d2dkYcDFMlgM0HgBJnXIN8G4fNZjOKJbbn3sg99ZzXALEGk1aXWcLn83mxLBNRscxfDyxvO7fxtvOdnR18z/d8D97ylrcUi/i0TL2+zBPBxq1WLpi3yM7OTokBnyqHaqWPWfLtsOebssTKm/bY5qlWDJlCY9tz7D2ydVWP8Wm/1/enlBFjQtsKG7j3Qdd7EmxDhBDE8kVk7xHpuYiljoSx2QC4jFWjluhGc38HfUcdQmgFsJGJOdCxZuSsAhoBBGFPLwIyBMDnnAoAJ3JwamUmB3gSdnWJ4wRMOAWJlduEDmdAM5mgPaRGK/RIzgAkFOQZ+Y6+p14FJDLSKwMVoihwXPGE6TmDEBzwgrvP4E8+eFnxI+k4OiFWE4lHgQhEkWAoMwxCXSEXIyUUM2nJCZmYywq6vFrdSr+0vgAgeqH9Ymgua4ImudZOuYGYCwR2UKFex6kCtoWXV/9hPa+/gAz9W1GqqqJAkNBhNcRLFjMFrVBhnw1cG5YgANlAqaa/8pAYZWa5BrXKVsK1/OYw3KCTTAR4sX4CuShvFEXIo1nAiyXtpkyA83BJAT3L+HLOmjd9AIGQpQNmXSwoDgIyl9p3ZrX0OlkTxVtA04SJlRNDuzMBjrULBJOrdRnZgoLF1xYC8GQTxfBXLgG33jZMH2Hoe1mjOkxliUqHzHuCbC1QFWtZgKdX7wBJ8VbhHSV4pgGkDA+QMpkHMEOqZFALn727toqcrrYpwZlc1G819LvCEws4UPZfA85O0/cVKjYWS78jeVIB4TSAfrPC2xtR2lEDFRri44lsoWNc3u7hEz254aPsFTgpibpxwemNumds+alM0KAk4LrdW9o7hWiTGkYH54yH//z9ePaLXyxzVgH7cq+OC+tiNYVtWbxbnnlaW0rdp4w11yd04nRSDZX21YqgQCSEhai2r2rNG90qi7apWN/NyyTJxgWv4JyAorQDZN06wzITJVdksZ6LYgXlXtDwbURMwzuosm5tDiCVP+TzUikWnmbHUx6A3+jxO7/zO/i93/s9fMEXfAEODg7wO7/zO3jjG9+Ir/3ar8X58+c/2c37mA8icUERd0IRgMgR2rZBUKBwc7qALibE9QrHyxdjteywWhzj6OohLl95HJcevYSjKxdx6fITODo8QrdaYrW8CiB+srsHYNiUDWCY1bQGi/ZfDQQMeE6v1SDaAMt3fud34uDgAGfPngUwWEgNZJiLurnsFlcmohNg2sqZy7UBmtpVend3t7RpCkKsXUaIZa625g5cg5QpQNl2bm2s3bfrw8jDDKzZvXaPubDXllNXPvhudI+5xNdA18oaAVntZm6AfDrX1zs+Fsec0+6Zgu167OxaEQxU4KmVBHa+7b56zV3rvC6/2Wzw4z/+42XstpWxtthYG0FaDaANsMcYi6u6eRRsA/WmPLFYeWBI6zVVCNm9dt+IEHIyzvV9Uwv49Lje71b3ei19Ny8NA6RkgjWrNUiSKCOEphq3ACKgaYYUTc6Jq6pzQk8cQsJmE/U9iNr/Bs51AFjXuVrYQtRxCEL+ou8us3lKSNow5wmhN4ussKMDPULjsOm8uMB6hyaYqx0D1IMgZDMMsQAzSMivWCzNeUNAzoUbKlOEmHsIPjtNVUVoAiF5r2nBBmtx7IUFO2fBRsUqRh6EhN45/MH7H5P6k6bwyqxlhYXZJVfGmgG4oCAqi7Apgh0je1F5sFOPbwUwnoNOBBQEDjmeDSBRFCI1W16C092QsUrMwPDsBsEzD0qFLatpQB+aNgnWA1JLqSIULoRH9WK10krqVayxLFUnljUArYeyGNk9gZMCuaQWc12HRNKmbDnTMbA0Z2P31vWdzd1VU9VJs9Uqm3RN6AKnLFZ/Y3jPgJCDAXDKap+hKeKgeFuGU0nHGNmpwwMRKA3vOLMSsWULaRjIt6yU5SPPSpCWMwzdw1PWd0kttwxZXxhSJbGykmdVGKSbbhGFQU7qPE4AEsDBRg0EGoE4x/LspPNa0oWTENuJsG5jIVZszrIACnAgrVPbyoBkDVAFRWboOFNZjwwg64sl8zwA3TI+VTvLzpezunOzuuATXMpIjgZ2amZ45uIVYuM1rEyZT2srdH/2anEs1yDEd1kfTto/bw1zuQD4en+X82q/PwUQss0rDf3bCmZtfW/5TXyZxocB49G4XfcYw9HTnnWjEobzHs/59E+v1iqPlBT2keHy6O2M3Dw5L3KrXrsWQCd9DkH3ygqgE1A2wel4WXk/qQ9VnXXL/low9skqZ3j0z7Wrrv9QPOROWUdPp+NTBoDPZjP86q/+Kn7kR34Em80Gz3nOc/DGN74R//gf/+NPdtOe1MGmhYS4qAQi7HgPalsEImzaBntNg816g02XEFPEatPh8PIRenZIHSFvEjbHaxxevoL1YoMcxTI6n8+AnNEFB++g8bMdUoqotvCP61EDnRpoTC3Jf526p4dzDs95znMKUcKN3GO/TQGvAR5AwMtmsymgu+/7cm6g1cqZFdys0DUvgFkyzXW7uKTqMc0vve28bqMBxjo2u2b1nn5gG41Pmlq86zjhGiBuK2fPMXZ2U1DU/ble3dvas63u6cftyd5T5562e61tdQhB7S5vngm1C/yNzs30vGka3HvvvfjABz4wAsLT8kRU2m5jVoNhc7uv+SSAMXA3cLxNOVCP3/S43nu4DUhPn1mHbtRlpr9vP1ifY8o1uZYzQYZJxD5mS8GngrSCbWlLUiBDIJJ83Y6AzAlAUMCQtRwDaLROq9f6x0UAt3jFlI3t2sY2C/O0Y5F2WJEdAM5uuJa5uCDmnNXyncHZ6TMh6Y1U8C2CPQPQ6GhkEwJ1FJxY7wV4qOJFXUMpJ4Cc1sOVEFlwFzwYu7OAxbIHZ2haGShAkLFmGtaQxEF7BSK+PD+DS0oaYYUeQC6TxpdyHuXKlW+duiKyAQxZAYmlfHFLZWWkVrZry8WdS/xxVgRkzpmVeeg6omWxvKgyo9xX3TYSVQmT+uVi/drU0KVS21UVTyyS02PSbh02k95LD/VNUMCbpjL10N7ptUkDS9uLkkbHuL5FwatTsFW3MGuPyEDBqM91n8aSt7xn1d+Jgb4HWuNNP/n8UXXT8woH1FNYz0X5/RrLooytKv0GwOX03ZjacPVpfOLK6fNM9WAPjWWcBKNbdunTG3+N4wSgNdnrtDZee5XeeHNq5fX1aqzAKdfXbLxOeRbX/3cKGKzBL7Ad+I+bwlgtj9HuiFGFyjqo3NWpPPjkGqftDb7mupi2FyfX8Wllact5/fe2+685dSd+JEzfTNs+r9c2YNjj+dpTObrr449MPjnHpwwA/8zP/Ez87u/+7ie7GX+tw9yRZNNXa7D3SCGgBST3nQnhREjoEDeyhGOfkWJCv+7Qrzt0XYe+79H3fSF/KM+pnjfsiTe4yf41jxqU2nGjcdlTMGxA1gBL7bpdxzzPZjM88MADhTnZgIIBCAOLtaVz6mpdHzWJQ22xrO+pXcFrYFjHt077NQU9NXiajl99XrehrtOAo/1WA7F6HKf31XHA9Vhtq/u0Nn0sdd/IPdMxe7L3bLPgTsemHjMDwVMegGm508Zh23nTNHjggQfwz/7ZPyvKnGuVr/s47etp913rsHEwML8NkF/PQr3t923z82R+H5ctZzArjOUCn5TUfyXVkry/uZofgEgCj5m9ig3D+wBYbB5Qv+YW/y35wsvVci/nJCRaWco6p6ZWFvIviRGVvdlRXS8DWVxJyaokCAhXKyEyIXsd59GUkhWurBdjOEe1NJkzRg8nApjEklvV6IjwaXedxx994AmknKb4CCaeD2L6cAYargwyaIUk6oJcX7X1PHRg2/J1k/LyCFaPa9o6RjIsvrjhBydkfaTtoEZd8hWV5izkQEQk+cb1WY4GIETkJNaYLJXWECMOGmIsbQgIQIypKJwsTtS665Q4qoABVcoYoZuUGb4hYC5EW+YKzqpFMRI2eW5AowRV5iqbqzbJHA17oMTe6/MqixKZtU3fp8SD5c2s2ANQr8BONQYWG0oksdtTi1992DikLOmRussX0dx55wByoLHDZN4AGltbKQEtPngEWOw741HGw0PPLS6YhphZsxRb7CtP+iSKD629AmCtMzLBIU6ZmdFb7DYpVwRp/DEzssbyghlJ5wFECHpO2s6GzF1Y14a2V4jQVJ6wv2VQZMzd4FFh7fdaxsbM4qEBwIERmQevCgweAVkGuLyPloLM6dqTN6rKRz2op04A7+qVf3ISp9Uz0iDQAIitTm0DTGlSK0+q22/4yBmPffBDuOeFLxznAp+2q+rN4Ka+/Yl137e153q/n3bQKeenlZG/t8sWT+bpld709AI6DwxZT7VUXb+v1nvTY3yqgm/gUwiAf6oc9sGXuLQbWPyTPem6BTHWRLGt8qfBMp+Ctfr6trL273q9xrd/+7cDwAkBXoTvk8B0Wz030r4axNWW6NOA99T6zzy4uE8B9rXcm7fVva1fUzfj6T21cmPbPdM2bAPctXD3ZOq+kT5MlR4fyz3bxvB6ALj+2xQtNzI3287X6zW+7/u+b+QZcNq81mM27Vs9bgbkTaFkSiOzkgPCQE5EozCJ1Wo1Yig3RvM6jKFWBFmYRD0mFoZRx6ZPFRU2D/XvxiLM+tE1gB1jGvVhs+k1xjqjaYxsLmnfSF3RSRVjwmAu7524pbdtA2FMF5bXlBmz2VzLyL0pSXYAAUaksd2shGte/xZAL4z3KKy80gb1PPEBBELTNiJzOELbtIIVKWj+WxICOB9gxFnWb4KSOHkq4zLfadH36kLsWBjbGXAhQACnUw42J4RoJORa5t5Mmh89JyHacgDYEXwQwjnnCO/9yFXMdmTsihXTWIcdaXv0XdN+KboSoKWvuncezEAza8DK1k2kHpLqni2ysZKulUVW7R1KBEampKChDGdpj5QVSywR0Dbi0UDOgeGtF3Kbp6G9Cg0MdJG1nQcQJ8BH44BVcCRyICVdK+DEGwjOw3vMg9vvaN+0fpZmTCJXDWBpPx1J3K+0RdmqBZXrviqjl0mdsckcqQnwDiViUts3YEZSoVZiy52TuE4maJ5gmRFfjU8ZG51vq8/c2IkAYhpklgq8weogFfRJwHsRuIECVm0tIQQ099xTQBMDwhyt4+vt3ShgD2WsnAJK5sEKn1jZw6v2OBLywfI3oIzpAu69/svVPm8u3RbfW3AgUWHfrxUOACS0QUFq1jEPqmgAcylH1XNGJGU0KGBQrWlWsA+iAjidKmkMEDNJBoAyhrbeq/UHsjVn5GYZVCkmnCkqcj6pZFKirMR1HG71ftn8OGVzr7/BOOmWP5JhbR1ZO6t7SGVWU5YAQ0BE1rFhcHnAdWXjajHy6LLMd/Aez3rxiyEhEgM89OUmI4Or7lXN7Eh2AApxXISuN21vzRGQq7U7qrOWsSDjX+onknzk1VixapXN1OW0rUZ8xjBFitzgaw6NUavrt/X041oKFevnab8NldT79LjuT8XjGQD+FDo45+sXwkiZV1avbDiVfWdyMix+2yi4LvS0O6aA6lqHcw4ve9nL8Cd/8icAxhtZrUGfAmEDiPVxPSBubsLmYm5prpgHt3NgIGmridXs+mq1wrlz54r3Qg3ITzsvlhatZ2dn54RywZ5txFsGJi0NlwG0bYC4Jgur697W/9Vqhfl8Xlyjb7Tube2x51j7V6vVKEWZ9btt2/Jcmyerz67bc2zcAJSY9um6sN8AFJKzzWaD9XqN3d3dAjiNRZ6ZT6QWPO28bVs873nPw3vf+96yvq5V3jlXiOacc1iv1yWm39ptY7Xtnagt3gYKag+U6fxN48dlXByE5MzqHrvbilA6pKsxUDr8xuW3Ithhqmwwi5+H1zQyzIymsT3MwftG+zIAb+camCk5BAGAznkF+IB3DYQUqwFRUhzj0TQBki5IgK2AKAGMXtNFDc/xIJJxIPIgNzAKMxubsBv1HwDIhUGTzwxGAiEgZoZ3GUhq0VPLKpwRJ1Fxj02AxEHrwTb2ghIL8Y/FX7KVN9ItBV4uoAjsAiBVCCSP/VnA4bIHCuZ0BWCL9dCXGE+d1EHg8vp/pEDJULFT8cILKJQPl9ZbxSyWyyph5/qzVK8xNvCtYwsuMeXwxtrtS/sMRJi1hasKqUB0Q5HVwwjq9u5ATu3LtH3vL+OdhUksVwJy5rG7dPkBQNC6ciV8k463AZfxPYRMPIAsMoUBqQ5I/67aRAACOSQ3jEXNEEzQeipA6Sir94atX+X5qK+RM/hT+jeCGWR1De+6LyByKG1s1WAW7z77nRlptYLf2RkpHw3cFib1yTMMVFDV1tFc2TUaFDAnymyZrgKOTCFTlbP9jJwDUjpxP205G12p+lX655x4Omg/TBEkBIZe3xmu5DsZs1wmfvuzvLa9JtRibTtpHR4YkV8VgoUK8Fsd5jHhqpCpIkNV1nJTKljzApEAfptvm3t9F0rrq2dZPTUTvwBVfY9JzrxyUFicMPIAZs05aFCWcPESKMNZPZ91N3HMWC0W2NnfH5QK9X/mRaLfX5tHazegJI6VQseUVNuCGOq1Dd1XuJpT1vun95W0FzZ/kH2p9t4z0F/fLyFFAHMuGQByJTsyM5LXttn4m5KAsyqWCF7bikn9hWSz9JtHvJWo6qu/lZbN4ERAS2W0erofzwDwp+FxPcg81ZqZ04dsMryl1CfmqK17NejcBoLtgzq1JIu1Ko1cxQ2w1ACq3nTm8zm+4Ru+AW9+85tLzLE92+6zOuq2mKt5DUrsPiNNq618Vq5pmhHTud03jYm1dtyoC37dr+l5Xa+1fdsmde242+s/c3pMlRl/U3UzcyEbMzK8GCPW6zVijNhsNidSksUYcXh4eIIpPsaI4+PjE/HbpiCxWG97Vs3uXv9uBGaLxaJ8nGortq2HbXki6/P5fI4v/dIvxf/8n/+zMIpfq7y9M9PYbhu/mrHcLOHbclhan+oypuQZQPEQB19zFhgJmvTX5lnMmt4HpBTVbZsVjNq8mGA96Meda6r3VICtfYrtHeq6Bs5FEByyxnJL/zZwTizWXZcr5vak42Xzl0AkLuQx9grIhbyMiNB1XGLDzSFus8kIQcS0vufyHO8TiEwRBKTUA0RIAVqfR993gAti2SZCggeBECiCs1erZBSw7uxdrWLLWbMfcEYmL67OppSLGTmpF4HGrROguXLFLTU7J2zSTu5JxTrCCNkshmrNLsoBsX74wLjj7D4OjzclJRJjYHdGAmKOBViJkqF+bwkgXacac+5IyLMcSZq0nFSM8span4ZbDf+KwChjAZAqlGn8GAdAGcGljPzUd+Jo7UIeseKyAkwD9+SyWgbVggzbh2UuOckYJbBYA0FFGBZirMqyWgNJoLjCst5T0kvZnmMgC0DEICSnGnxUbYcK954IkWSEGFDCOBF2SbQlYBWa2VVWeGVPtxRcBCDZN8ieBUZjhHCKL0ubALgsE5UzF6BkAKGMGQ9SRT2XcAIIfFnrKp/zoCCwVF/Q/TqrC/rm4kXMbr99UKTYf86JRU8rSzY3Ocv4aRuznet7YgK+OGEM/AP14ZzYqplZQvysHp0f0jk1a7UouhyClmFmRJ0T1u9vVFDLyEowJ/tozkJ6Bt2L63XShiDEbwA4iNeMrNMMFyvZgUipJYZ1aAqIotgsa1Iod53JKkQl1R4sxzSGUKySLitGJD031myTKZnFkp+0H7XSBW4Iu3BgZBpCHSJnuFSFwZQ2inpyqkAw0OoNuNvY2zq09cASpqSbNHRlFRnFvCZMGcQAYjYFmKwy+xpA/80Ackp4/OGHcfvznoemVgbo+nIGbJnVk2RQwgGDosWUEL3mFydokoRKsWPKKH1IUYCYYqL8p+NsTOOmCBAFityeeFBYlNADrWussBsUdEUxpSEsrHuYpZCzVH/lHUyD0sHeSRvnStKqvv7DoBANvxTvGpvz0Z0TTJMzEg3KxKczGH8GgD/Fjm1asfo3cU2Tl9kHB4ry4fCNR2gaBO8Q7DwEtE2Lvpkj+h6tb5F8B/YJnW+UVVc2Hknzk67x9E/sMXVbrV+yGoAb8KrdXgGMwMRyucQb3/jGcn2abmsbAK+t02Mr3QDc65Rh1kYDK9ssifX5NoIuA+993+P4+HjQPk5IzLYdNeC0tljfaovvlIhtG+ibWlHre4hoZHWvrfA1wKuv3Wjd0/bYONfljZTMWMHr8bY5mxLcTedvqgyxv20+zaJdz38NYKf5tG0t1OD+Wufr9Ro//MM/PGIjv5F7t7XhtGNqAa/7Ol3L07ql70IsVoS7DJAxCKuLsHNZhckxx8TQdgCwuurwA4t3BizVl7xH5iHBAJzGVvtyzUjKsjI+a94qEGUIyRqrvJLgSNzxjJtOZDJ1yXYeRBkh9PpsKGAHUoKATwA5a75uYgBDjlPpi0eyJBKkKZdSRM+E4Dy8OgQn50EhCYg18JaEuTxnD7F8CxNysWwbOw0PeYsZRnBW8j2Bsgp3JSf3AJANCIlARUZIXcSZYimGgOP3PXIII7yz2GiwWj/JlfaopAWmjAHK63xjEBDt3RchybwlyPwgi0A2CGaGxHmLbnhQ0AyWa1cpk4cysnejCHOD5QWT66c/Yzg9KfxtO6zPowsnT0dlqfp7GFoaNWPaMp78PRTQzvEQX0kQYJNp/EWn0iEBxK54DtStGT+8fv7w31iVX981HQ+qmmjHRH0zvs85zO68U7vG4/5uaSIUAKHa5+tx2TpuNeiZjEutKNk2f+O/BTR6fRZV98IAUtXmGoqcWIM6QOYiDMgcpqpOnsxWaTaqeaDx9Rs6eOh3bW01iXD6ptl/tQdEsZATjcaZaIgz191g1P5rtXXo9/D3tY5hramxp/a4K12t5liVULbOt7WHvMc9L3yh7Glczd10j6jWmwHXss+Zwsje0SosrnxjtbaikLO1Wyk/TNFXjDelwVyULL5a87aWRmu5GkSe/GsrrCghqudwzojquWCKy5xSGctIJMAdopQYAWpmZOVAGM2WjWG9L5PxpthCHo8Pq7Kt+PCFsNXj5elwPAPAnyLH2DUTRYO67SMwPQqOHmpTTaRakp0DhQDXePjYwqeksZKDYMTskLNTK+HHJz1ZvdkYwHqyR71p1aBvSpw10noCeOUrX4l3vetdo3bUFsUpMJlujvX5tt/qPtrmWm+y9bXapXp6bkdNLFeD3JpobtqHKfN0zeBt7Z6mk6oBag0463ZtS0FVj7v9PX1+3b4brbtuT/2s6ThtY/e2slPPCQPt22Lxrcy22OopOJ56H2xz494W9z6dp6Zp8Jmf+Zn4/d///VPXY30+BdPT9WaKkOkanJ5PlQQxxtGaq9eRxVkOxQdRSwC17RniGi71kv4+zKmUA4Tp2JjFh99jDACSAnJ7b0tvS99IrZjMgPeEGDO8Z6TkgJKfm2E+0kwSYx5jRtMwUowDMU5iBN+h61qxspMvz89ZCNvEq052X7FO2Xiahj8C3KhAwGAvwgSxuFB7FRcyM3IC4LK6cJPGWHqwF2uNxK86kGe4ICnOnBe7WQgO8925EHpBiai8Kvy8eUGo8tGrhcN5zRnNcK3X2D6HzBnBD67l3rlSx14gHG0GxWYRdpjhQ5A5rYTADHN/VkGxCEzDd4eZZRwZcMGJoOt8cSUXS620swjlRMIkr0xkjmTM7SPonauEyurLWPQJA5xjZlScamLJweRTqUJy6RsRZEg0rh+DBVZkSiPLGgRbkLlFA94N1tVMg5LA3F9LiysXXXsXAg331gpKZnGVhc6/Ab0hRl0BEftB0QER7kIIiBNlHZPE/U5dq121XwmQULWAurlbeceaoosZ0bwxMIyxWeCCAq9g+y65Yb2UIde+AGDv4bLkw+4WC4T9/WLlsvhVJ4tr5N5sQMraZPNov5sbr7UvjPZoscKXv3ULYcZAjFatFevnYAAAvK4RIzcbgN2gQJD5Ua4ATWfHsO+FfrNU9Vd7cJR6MIC4MmcYQiuKt4XNq86pXTerr1ltweqpxJW8BBQX91QpvmOqQ4/UlVrd7Xv1vLAc0E7bUhO9OZtfoHglFMu9rQH92+amBpdk68VJViDZZWSiLM7d3hl7JWzQzKWatP9FVmALUxiAIhHB8/DdStpOMOP46lXsnz0Lp3HWZo1nyJ6UoF5Deo+B0Np93pq1VZ4vDa+s4tYNGgAq6u+/q3JtV/Xa6q6lk0J6RnSiXH1v2b9tvmBrd1BaOBq8bFLVL+Ss363xvfb38E46lQlq2K87rY4DM3REx3JnrViwdkfz4KOtI/uUPp4B4E+xwxZ30k3Lq3XPkRB7uMpSNToml4gIKJYLBnJGjhmpj4ipV5fRDrFPGhubAPSfgB7+9Y4pSK7Btn0USzyYXm/bFq9//evx7ne/u8opPAY2Uyt2fWyz7k3Zxa2OaUz3NmC/rd7a9Wsb0K7B0RTU13Wdppio76+fMVUK1HVM21ODvRq0Tvtag+oaDF+v7tPaU3sa1JZ4my/nHJqmKWX29/dh7uIHBwfYbDbFRdtit3d2dkaW+npt1Z4MFo9usemLxQJEVOLQj4+PcfbsWfR9j+VyWcjLVqsV2rYFEZU87Ba/vb+/jy/90i/FX/zFX5R1Y3Hd284txZqBd1MoWJmcM+bz+ci74zTlzmazKeNkcfTAkLJNziPatpnMmeTBjrFTOUGIxFJihGAeCwNogFrYLMWX90KYJh4Obam3bYOWgwpxUq++lQLysoHArGzW4vIuSgKxsAjhGjQfuApTSpLVNG2lpGlABMxmLUQmIzgXwGB4F2DWGrnXwWvObmJhlnaO0M4cOItVmRQgOmqKlbmdB3glgAvzgJa8xt4JICQX4J2Hb7yEcauiLTMQPAkTt0qR3nu44ETYVAI1Cibkm3uiAFTnGziLpSa5Flwj7tqO4JMTAYmUtMrpv55w09yBA4r7I2eNs4cQyiVrnwIFQN1xNX8zeSdM4roGQ9MgpwjXyPsVgkAFcgYZSNeICp3khpg/5oHgDCgeFyBC8CLweVsjCtLL/l2I2yRNmgFJ0nqC9l+OwfpFOl4gkhhVosIQXQRQfQ+CWY2rvdw7Uu64wfXXQJkReunmUvYYu8cEx0CEWi1dQDIJmAUNXkQjpZy10dqi/wYLI7F92EAWMLIYFQFe94nSt3qfRQUiiADOSDmjS+KG4TDEZRtQ9IXEz5Xf7NkM1hzcNhYVOzgzFg8/jHM336SAbTBE2Fj5yiPMQKpZ6wwIFtIvnU/b62oLIXRu7X5XlS3fg6rv9sVWNV0ByzXYhspuZc5hLv2s5IhFtVEIBYmH5xiYKMCmbmslnxCJJ2TmjKRs+GAl0NP5tjEpANnmImf4EIZxyHn0LC5vDdBUwDDpM8xlfpaHECVT2vWVAtvGxsbcLJs1sCMdMwDl3Ssu+RWQ3zYuzMqcr/V5qpVBOvbqYs9lLGQ1mbLMjiJvQNZwzkO6yKuPP45zFy6IvKD9MQNJ8B5djDDuC1sTU6nRQUKFDAiLV9PYO8/WgMcYSBdwqXNqey3AxlmJQB6ZRdWXbVxsDpxDlxnMSd8dNyTIIKdu5lBFBco+UBSHLAqRpHuC7QOWcQGojA/2TN1DzIsi5YwACVOKYATdN2QXroKNKiWBPaesk+p6+dfk6Oq+p8vxDAB/mhwM0fTEnBFTQsoZfR8RNxF9F9F1EV3XSXxs32Gz7sF9RN93SH2Pvu/Qdx36uEHsOsQk9+UcIa7n20mZnqpHYZ0lE+r9KC7WwISBjbe85S3w3hcCsdrlvP4bUE2spjczd2Q76o/BFFhbOjMjWJsCOjvPOWM2mxVSsPr84OAAx8fHCCFgd3cX6/Uam80GBwcHJV63bdtivRRG5lxSzZk7NCBkaTlnrNdr7OzslPEAMHq2EZXZPbXVtG673TOfz8WyojHZdd02ljYGRsp2o3Vfqz3Tuuv2WC51AGVMaqu2zdNUaWLXt4UJnAZma3A+m82ws7ODvb09hBCws7OD3d1dLBYL7O/vY29vD4eHhzh37hx2d3fx6KOP4syZM3jnO9+Ju+++G2fOnBld33a+v78PQED93t4ecs7lHACOj4/L+XK5xO7u7tbz+XyO5XIJANjf38dyuSxjvtlssLu7C2bGarUq963XG1U29AAIRsQGCGu6keWt1ysFhEaEJi7hQ+y0L7HhIcz1OutcMTabiPm8BZFTsEbo+4T5bI7VeoX9/T2w+nJ6H7BcriXEpm2wWnXY3d3RZxLm84DVqsPOzhw5J6REmM0adF0H51pkBnZ25mhbj/V6gxAapJjQtjO0rcdisUHTiqA1a1q44LFabtA0AcwZTdsiJRH55jsNlqse81kDEBAjY293hj5KbmzXOLStBxIhIWE2a9HHhDYE5UgjhFmDlKLsN76BC04Uogz4JgAMdH2v4NGhaQgxmTUro/UNMkvObucEwDu1IPuZL1ZIZoDJQXCRuNEzM5rgcTUlzGfKSq9u4AYQXPCgSOjVs8GpwAYAJFK5xCpyBhwNqdA073rCYK22/7dUW7nyzzUZk4aC5Rj9VgGysap0uE1+q12JqQCEEyWnz9pS7xQMFQBsQl/1d/mXx7WUOmjywGsc1n4xy48Bp52Pvk91+0wRUwHJad3TfgKo0qvRUKgaf4IqakrIwrhYPQf2e5o8vx6Huj8GYG7/tE8rSgwDJXZLPa91m07MTwXerD8lPrp+voI9A071b+Whdm+lSKjjcuvD+kbOFUs0ch5i/Ku1OHh+YPsxCTMy5ca43wQQD+mmJ7/bGi2eBkRIjk4u0dGFoUGu+l2cjLjW2ozKOYgb9GjZ6PjVz7G25UpBUpez+4s1/0Sr6uoGgDbsNFw8GbzOhWyAyutQreeiDNE7B4AsYUk+eNx3//1D+ypZzqnHXqgUXRYnjUrRY/11utaIqMTW1/URCZ8BMJDPZeahfgXgQbNzEKQ9TEDjHGLK8GSx64PhQlj/gZSduoHTeI62jKnNqXduIGDE2AsHQGmvU+2vKYasPyln5aiQsW9CGPZiVo8ZFsWNKTfKmFXvPcgNxHZFcSvPmClX01bj5FP4eAaAPw2OstHqwu6JwMaA64RKhqCunglABIgyQjvH/oHHfOcAZ84npC6i26wRY4f1aoXYb5DSCpuuw2bVYb3eYNOtkFPGen2MlDYQq/i2z/Qn7jBgVb9gdl6TsdXgqAbnTdPg8z7v8/Dbv/3bhdmamXFwcDACZQamUkoF9BR3JLXq1iDfrttz5/N5ATKAACYDp3aeUsJqtcJtt92G4+NjLBaLE+dXr16F9x4XLlxA3/d45JFHcPfddwMALl68iHPnzoGIcPnyZZw7dw7ee1y5cgVEhIODAxweHoKIcOHCBWw2G1y9ehU33XRTsQob87fd37YtLl68WO6xHPLWx67rCui9fPkyDg4OMJvNsFwusVgscPbs2QKOawI0I6O7evUqcs44d+5cYQ6flss5Y7FYYG9vD23b/rXvMbK0s2fPFuWEWZINsLZtW1jm9/f3cfXqVQDA2bNny/n58+dx5coVMDMuXLiAq1evYr1e49y5c9hsNnjiiSdwxx13gIgKWN7f30dKCXt7e9jd3cXh4WFZS/ZBvO+++/Doo4+Orl/r3P6enk89MWp3c/mPq7qgoBjqOq6iR/VOSVXmli/fOUuxJbLS4AruVJMuyi/R2RtTuFiWexBZLLfT38W6LOMgYI5JLMvyuyvA0FypJca/0XaLK2sfxUEwBFnT63VASmKh7PuIzWaNrsvo1eNltXLo+4QQxMun7yNC02Cz3iAEL6nJWim72XRo2gY5AaHpQA6IfZJrGWjbjAxxKV/3HVIvylA7+pTEDV2Ft75vEFMGc8K678EANs4rqAKa1Ml8JMa6yfDdYA1xMYp1JzE2LgLk0CSzQIhCY+Msl7u4lHtKxbIWOEDMxF5i98ghmKTsVBmXI3bAWPZ9YRDmzCXHr58F5JjNKK/rSQVkM3r0EsVuFObJyKX6pJInirAlgrV4NgyKyZFNEtSrooc03p+VbA5iVU3JTP3SKEszxWZJ1Kh6ayeqdwREpT0iBMKQHUCMpOOaGEVQZ7XkOEg5tgcpgBgxt1dCNTBWbRfLKFGJrTVwahanGmTZ2+/EVI7SXL2eh+rKb9ZfnljXuIyRxnnSMJkMAQejcqjArj609CoP/autUQaapte3lR01vC6TMxaXL2Pv3LkTAPS041oSykllCldrZ0sJmzv7Vze82op/Q8dfEwzYa1MftVXVXuPaHfdJtW9SmLZfHv12okd8+hOv13uTa09C/qr669RxrecR9P2tQw7ckJ5PgLgoVk6ss0oxwMy4cvEJnL355uJ5YQDbypnnqsnpFu4k/RuUA07XngNtVUoVxRlOKi2KR4cRzZnyZjBlyzkbmOfi/u+IivV6OliE0+eKJmVMiXS99624vG/5zRRuRhAnyq2h3trTwQ2DqNNRKWO0b+Tc0xJ8A88A8KfmYRpCJy6YzjlhxlTt2tx7zL1HN28R93exOGpwcLCLbr3B4razOF6tsVqIe2y/6bFed1gdr9CtOyyPDtFtOqzXK/SrNTabJZr1Gk1YomlW2E0zZAbWqxYx9mDu1P11oOIQob8mkZBzsyADA0A1wGFWagOsNYt4HTds6Z5ms1lxda7zLpvr72w2G7ljG9C236yddv1Vr3oV3v/+949SS509e7bkQDaAtrOzg8Vi8TFMWaUJrtyzp5bVmpnajvr8Yznq+6ckb9tAm5XbdqSUsFwusdlsyrgvl8viCXDx4kUcHh6iaRocHx9jtVrh4sWL6Pt+lGatVoSYNfvixYvoum5rOQAlXVhtNf9Y7zFX62nbzO3arPjm2t22LY6OjtA0DebzeTl/7LHHyvnjjz+OxWIBZsYTTzyB1WqFzWYj71nflxRpRJLr29ZhbaE+Pj7GlStX8OpXvxoPPfRQ8dSYlqnPzV2+73vs7e0VBcne3h76vkfXddjb20OMCZtNxMHBLmKMo3chJWEr77qNKkYC+r7TdF8em03E/v4OYmRsNmvMZjsAWNOmzaoYc/2wO0m1t9ls1AK+KQYC54LKZUNogbj6i7u41SfWhTk4C8t5CE7f9wYxRQQvRJJdl7A42gAkSgTzkBCLdYO+j0iJpI8hwGePvo8g1wuXhmrmxWqbIVxssodlJDB7ICuAhLltmstccbgWwJi43EssVl9zlzRMYqztII+c1HujAEIljGJIAl0T7vXplDOyd4P8J4hMrAdC4Yyc1Q3bKdBTAUVcGjOYNCqVUcAVicpAgQRAmaBSDwBg1wPLmlEJA9hgZdGWfOXDOyijImBVPRdBJK7F5CFj6jV/TRYQLeAHYCdzAGM8r/ZPZiBDFEVFQOcslnT1U/eGrI3BW63urNYtJyjZbOsFHJbY06T3URk8qwoUDJDmMagmSTNmdQ06Ay7PIGBwibRfq77VYAmlCwMgLq6WzMikVHms7tGcIQNbA5PBodmePzRZQ30qQD2Myfh7YHWWPtgCrEBoDVfpxH0DaJ0C8hEw1H4R61jwEBNufzMzlleuYPfcWVgk+rAmNbyFhv7WwLFIKcwFEIHU4snjukYdsLaa8qQG2xYaVfV57E1xEsAwM1TzeOKeMu6jm7YoIjAG3NMSpb6yQ9ma5DJfVocpfmyNIbOmKhz2gOl6qJ8DjF3Qa+Bte5qN/fB+2NtXd0L3IHvmUMl43fDARUCTNTht5bAXjWrc6oIOKCgv74Pum5O5mtZ/9eJFnL1w4fQy1ZPL3AMjpVnVOUkZV10q/w4aw7oBJ5439r4YFAIEA69jokuChgHwOOf4tmObYsTcyet9unjfFJReKfRIMxRc4zlT/RsBo/fZ3t1S90QhUbfj6Xo8A8CfYsd0gzFtmmNGsN9UAOGYQN7DNXPMySvAI1BoEGgNZkLv1yAEUAI8ecTNCswZKTbgeULO4s4cQ9DYS3lW0wQQJfS9MAYziyOZWKjUGnKKzlVcQQXY1JbL+j9LgTQlmzJrITCAyZpR20BhHQs3BZw1ILUyb3nLW0oKKGvbxYsXCxkcs8TXmhu5uVif5oI+7e8QP7sdJBnI67pONKpXruDo6OjE+eXLl7FYLBBCwN7eXgF5h4eHJX65dlmfgs/ZbFbuN2VGzhmPPvpo6de1wOt8Pi+At2Z6r92+Dcw650o5m8vTyNFMkWJjOZ33bWP8N3GP976kM6vj/GsFRO2+bvdvO6/jxaea2LpeU/y46qNfn6eU8Mu//MsFIG8rMz2vn1GfD22Q97LEAMNisEVMk+4Ou4ukvVLgpOXEYpYwiG3yfpu1vLamta0rirmUcvU8wEShmowtq4mQGco/YR4lPcy13IyTKSVwZiSYd0lE5gy9BcK+bozo5gGQtP6hnWALQ8jgTAAnxCRIkRPAJPuA0f3klMt3PSexT3BmtdSqQEdZUm2xgESXx/GnRE68kCrJQxRwXJ4LB7AT93yQh/lKjgU4VnbzDOgzoPnCE2RqXBF+jNxOfpBYUDeYLDJKrDbU6oMsoBzeITPhsY5h5l7y24XCwdIyOWw9jv+E5ZfWWUMJdAUwOIrWMeF2DOC7BldUeWsIaJ8+lMY32HUe1143W0bYhDt7Sh2bWCkqSFxw676iFuZHlQ9tqAXh0b11Q+pzHkoPAHY6RuP7t/YPkyE6pYlTYXvaptpodo1WbG/aDV6r63fe4db7ngOUdp06cqVMXWIKzOvr21tRPaUCEcPSGtb3SDbb8hyrzVVlToztiePGRnS7tLWt4Li+GlDdcB3bDjarMVfr9Em2zarCNXqtdW9di0/yOUMV+j5xDUyvbcm1w3mPe1/4wtIWUwyM6sdEuXa99txIo6fPqcZ7amEevnnlczL8pr/b1/967azLMAalpd0/+k6VdlUPPQ0QM8Cq0GZrJ4axqxU4ZY6uV+fT/HgGgD9FDiKNjeg7k9Um8oV9BYeFWN6xU9cml0KmVOPyBplgKhdzjkhZLGU5i4tmr7HjJjBLqjJjOT5JTHYjfZwCs+uB2629qoBADcRq4rL6eggBr33ta/Hrv/7rpdxgvR+UAdP6p8/cZjXeVrbuX13mNBC17XzqUnNa+albfu0ify0gWrs2bwOv29i8rQyAosTYVq52g7b21tdrcGnlrC4r9zd9Tx3XPe3/tG+nnU9dw6fPNGXQlHTOrtfz9zmf8zl4xzveMbp+2nl9nObRYIDaALGdC1v40H4hTTNQnTAwmGekFPWanDsXkDMj5w45EwzkpiRWWOca/b2vxmLMJi/9kHslzVgSgrMsoKKkPyMqbfKeCsFXDeK1p1oOyDkiqmu0/MvwQVzbZrM5ZjNRns1mu5jPG4m9buZw3mN/bw+7uztYrTcKWR1ccNidt7h6tELbBAE25NAEh/UmomlFBerIAQ5wcHANIXYJbfDIBBAcmrZBHyO8I1DwCD4ADohdj3bWIuUITwGZMtqmQdD4dLEch2LVaBsHRx59Egu6A8lzScAshQAwo/EefRRWYvYODgxHHvBA03j0mSXmnNX6rbH4XgnunPdoUoeIRoUitapazJ0TxYzMpVlgJabPsSs+AmUf1j01IiurcYYPEkLgoLoFR8gQMjsuQeOM4nhIpMTzso5ZwxdCUKZhpzYgBcCkANw5WUueIEoNZSJ3qgTy3hXAbG+4A8BuYLwuzNs0WGaZGZ6FbK7EISo2t2Yk+2q7KkwDQGAeyLNsf8YY2JKOrLhcijLFGcufc4VZ+SSopipV3dAfEJXwjZJnWRvF1b4yqo8kXrO4gmJgp0d5ngrMNL6qdmkUt1Aqxj/JY17fT9Jus+JZjC7zkO7o6PIlHNwkJGw1uDa31XruapfWrOzcnibf4DJfXMqbxd1+n0LyYjnWsXG2vuvr+pvVU9pSGQHsWWWsC8BUBc+Wo6zF6prloq8VvEQEygSXkqwxGr57rgiSVMbRk+WzJyVUVIWBG/J0y6sjij7TJdr6cJUyjiFryjFr/mkaKR7sntJnmyOrCxhytZd1M8SpTyUr67+1rzyHaMiBDiovVslBoJwi9TqxeTOj1jblBFXPuvjYY7jptttGMen1GsxEZR1PZbSiBCdCquRTD8C0zgz5PnudG6qen60d1Tq7XmAGT8+re2/k2KboIEDWLZ3GpzEua/9Ngftp7azvK7XW7f4UBOHPAPCn0MHM21cphg2ntpRUP07+hjKMWtlKe8UoHzpEFaQAEYg1NUZhE2Uu5QfQqw/4GI5toPS0cqf9fhpIr0HuFIQ75/Dc5z4Xv/mbv3lqfTVY2/aMbUDoem0BTpJ9bbu+rcwQw3sS5Nn5lPW6nqc6HvhaQPQ08Fq3yzwazAPBCO9CCGiaBru7u2jbFufOnStCQdu2xdpubu1nzpzB4eEh9vb2SjvqPOhGhPc3cY/FxJ89e7bcDwBHR0eFMM36uF6vcXBwgMuXL4OIcO7cuWueAxInbrHh58+fLx4M1o7aW2O5XGJvbw/MXNp3//3348Mf/nCxgE/L2LnEuO+DOZfznC2O/QA5J6xWS+zu7oPI4fh4gYODfTA7LBZHCKHBzs4ugKQkjRn7+3sIQRjd5/MZmmam47ID51q9z2Fv7wxWq2MwO7RtKJbwzBm7u7towhyLxSGYhblcYrd7kJP0XBLCIp/qtp0VUN62MwCMGIXs0AeHvo/Ymc2ROCP4gK4XRcDuzj5AGcGLB4aEpXisNz3AQmoGEuVl12WQA+azua51j15z0O/t7WKziQCEoTuEgNA0aHNGZoLT2HXnZwhNrx5AwsztGo+QM7wLMCuu1zRh3jskz4ALCIHACRI25DX9o3OAF0b2nDKcJ2HsIA/yGvOuacLIQ9NzWfyeBzQVFrFT+UMUBSBGIIfsWIGW7EWSbiiLp7KX667gPlFykFrFHREgj0DDCalpUe/tjgeyNGh8/0ihK1UOrtjOFL2k1w3kOQWpJKzvTNovq0Pju7NVqGKYM8uKNIKIR0LfCEiSlBulRKMB7Ml3QfdCDMDZBHrF6wIcjVhJcqCN2KSLIK/31f0YQIAB6sEFmiAg385BY0BQgIF8cKWdCtYDVOB2BO+DDXuZBwbEI07rLH1ykpO+tp6bQFyn7DFAy8ya0kk9VibfuBpEOWYkV7WNMIyPfgNqRUawEA+2dVp94xW8mFIkOYfu+Bh0001j8EcE8h6eRDlhGcxJFRY5W5y+KMmm8oarnlfkqCkw0TH0zEMsvrkV6d818DJwK4AaOma6hOtqMSzr0gZQBfDl/wxkCmkWlRRnAMpzagBpaxjeF7bsmjGbc9aUge5E/K6n8tKdUMiIF04e8REAknYKRIWQzjmHVLepGpey1iHZD8z12TEPChLmovQB0aC40LV4om1U7RtaDkZWQva0Yc0kZiEnr+oZMhYOALu8Azan1hcdo/VigXD77cMcOFcUGYU53+qsATiq/Uf7a4DawHxJ/6eKtgLwq3dC/E+rbpd1U41ztXaoGldTvhTlWDX/I8VQ+Z9kLigM+pVMbftTHVZjI8485D63dZN1jZZ5KlkqDNCfVBbY/GXovmb15Yzs/XWVD0+n4xkA/hQ/TmiyJgB8ClN58iPXBVmhONdFhpcKFYAD7HysuyLiJ6NIK0dNmuacK7HYtdXW3KZrd3Jj+rYNrW3bEiMOjK3ZtkkYqKkB73/9r/8Vt912G3Z3d4u1u2ZKNyBnLupN0xQWaUv7ZMRfdY7umnEcGMjWmLkwhFvqsxAC1mthbz537hyuXLkCAKNzA4/OOZw5cwZXr14FM+PcuXM4OjrCbDZDCAFHR0fY2dkpfUgplRRXV69eBRGV++3c7rG214zi9f2LxQI7OzsF8Nau+BYSYPH8Bl4PDw+xs7Mzylc+rJnTNZeneUBM7zGFwZO9Z9v90+cbSVutvKit3NPzaymPbuRIKeE3fuM3EGMs63jbwSwKhs1mA0DWlll/j46Osdl0en2N1WoDQNKWrVYdnAtYr5cIIWC53Gg/xbK9WnWYzeZYrVY4OlphPt/FcrnAYrFB2+5gvV6CiNDHgG6zhnMem03SfMAMzkAfV9jZcVitI3JmhDbAqVeNcxnkRIhP6uqcnBJwMQM9q5uc1JU6RpcA1xA4ExIREkSREQCIa7wIIT1YwYhHnxK8hBaLJZ4IqU9I3ti6xV08Z4D9BjFncJ/gMsN1PXpm9FHTpDmHlDNmOWG13mCz6ZWNPMPHgH7dwzkZb9AAlEMjhHDkRAmQmNFunAJdSWPmPIGcpE5req/raA3yIsT5ZuC48L5BBsM7wNEKzoeiOJV+CzO6ee4II67k+AYLQOGc4RoCdUBsZkicEXNlg0xi+Q6NKFWCJyzhQSkhZxlhWeISpy9WKol/F12B028FQGR2XwX3gu5k/UKswkP8KeAzgZwoOwCI9Ztw4pu2bcc4qVIevnf2TiY2FmsuQrmBr9H3k+ShYs00930dHy2TQNVzx8pRE3pN+B7aNsSpFr3EZM8woVhi1StB3bmqX0P5CAUN2VqlI86qWVGlAnJWgVfr5EEYL191Mksnow4RGAJOKjmDucxNDfjNddespyVlFAsPgmdV8GsaMlTWbetrVNBkwMByeFs7brn33lG7SAGZJ0J2DqyhGARWPgAFANpTYVyu8nir4pBZwHnGIMdIvCyNxt1SW4FZWJ4rAG7jm3VsUX/rYEPB42s2eFy5QBdUPhQw67ABwxroGAAajCFV7nZTlmu7dBkXQGTKIRP4GQPQ2/ZNMzBVr+PpO2nvBOc8isnnClDb2DO5Yk3P9j4SlTn3w4s8mod6DB3G4Nn6YOzgpY2VUoUwpPEywG1lhBsE8Dovo/cVAzB1TYP7XvCCSXuG9rGui5LzG2OvAbtIjuA1xBMASFMtEgjgLApPECinIS2djb8qhQoTi/alnk/L9U6qNHLM47zrWk8Zi0oRQDkPqfW8poTkQQFHQLHOgwZvkOkk6ZYxmkPieu0aHwMGgkvgxNoa10vlP1tz15Ipn07HMwD86XJca8GZBswRnBfLj288nPfwbYNZAuJugmPGZr5TmBKduhg6cnDE8I1D3zUAGCE4tP0cKUb0/QbMEcwkAhpz5Y4ucacpGRHbEO9teXjr2FtAQHcd+2q/Td2urwV06pfwWi+j1ft5n/d5+K3f+q3B5XXLUQM2e4aRT+WcSwy2/WdgvO/7AqQWi0UBtUaOZWRzbdsW0rflconVaoWu68r5ZrPBpUuXsFwuEWPEwcEBVqsVYoy4fPky1us1iIRUbrPZFEWGKR4spni1WoGITtRl95tCYxqrbPfXBGI555JabVt88/SZH++6mfmG7tnW7+m4EVEBt/P5vDzH0nVN5+Ba55vNprTL1oURBU7TgR0cHOALvuAL8Pa3v70oolarNfb2Bvb83d09ADQiGzs+Psb+fgSRw2azLvmyY8yYzQgojqqo1ieDyMBX0nRXoTDLN41XF3IBWykFPWfEfqOKKXEDBsSCmXMG9Yzed4i5B0cGKMGRQ8pACEIYFjX+WuJmCc4TOBmbtsU1A9kRcszo+w3ADJ8zYmbkPqJfb0Rr7hW0Z4b3QOwjUk7oSV3UMwv7uJLNMSWwc8hRBP3YBUROAmI6h+wdUh+RYg/Ag71waiTvEfsE54WkiHMGdboPiCSnhieHjIyYCTlKfu+EhOyAHIEIyaMtGgYCcUROCZEIueROViEsyTiBCVkZzTORgooEhpFAkcSDO1MWKVggRlKLZYAKzr0IWtEn3cfMbZoB6L4cBTz3APaRsOIk9+akNct+LGFKGCzHLDHworiggcgM6tabeUhlllXgSgxyIoiDNZzdYCsPeX/NGmXgxsCMiceOJcVapkrglo2+4CMYTrL2WJETJ7rPmzXGYJgKp8UihkFI3ApGisB/8rtCW67WQICqa9aCmkBpWldBjXWlNaizMhX4Matt7Tq9PWp8AJDDM8aRsjQpa2M8OEcMHB1QpaeN47RPJ9y4IUI/54wrjz2G87feOsgO1X91I2zUaqBY97CAARLPi1TdY3dsG4kBJBuAmpSqFb8nnn3ysPGvy26dX70uoBSmJ9p6TNfgmPRMnkQYr7fR1G6Rr6j6t/71ev2rV/+J8aST5WQXOtmHWrlQP9f+TTTkWDcwVoP2jJPtnpbzNFjwSReUuX2jArlJn9F3HZ74yEdw6113CQs6AMpQ/ZX2SBUK0/kt64hRsj7UfSxcJqx7OBjR0vtZKJ+9T6qEysyAy2AQYjWCVp6AEl8tz9Y+6f0GZM3rBBiUisYPUsKQGEXZMZ6qweuyrDgeQkKG8RelXGajIa22MPsGEkbbmt09hOOoQqHGEfUe9zQ+ngHgT6HDAChDtHAq8g45U20h5jze7FzlElcuDgu8cAKRCI+eHFwguOhAjYPrPLxvEHyD7CVra/AJOSWwy2rtFLdIwAjWhPgHYPS9xYRTsRYzW7oji4etPsygAs639X/qgl6TsNXWbrvH/jYytqnLtV17+OGHyzUrW1uzmbmkpjISNgN3MnzjuDKz3scYi9Xc6jOishqMmjXZ6jAAWm/K0/5Pz2uX85ph3mKyayvNtrpqS/DUDX16f23Nnj6zvmf628ez7tot/3r3XG/c7B5LYXetcbveud277Xx6EIlr/FgRVNdjgHdQAsXoYHHekkM7VecWUmAx3PKbZREYmmKAxoC4xFsPpGgE5zpVton1XdariEuZGa1aa1Pq0fdr5D4i5QyQR68xu5mDxBaTfIDFKtmBon5eqdd31gtXmJN+xs6plT1JHDszYurhssSQUjahKCPGBEZCik416SyKgCz3AMJhlnIGsexLfY4IzktfnSgupNuDazNHEX8zExBNoOnBKSP7wcVcELSAduaEnALgMjwLMJcQIIfcqmDCgsUtb1RxPs0k4J/VcGxCV5Q9Wty+CQSPXAnkDJwwW5obKEHSwIFMGKsFohr8sXxPiBFY7pNr8huz0+8PaaCSttGwnX1nigxm8BFF+hweLReK8DS8DSdfELbnVxCJhtqZMWK4Ju2T85Z/FiBPIHJorK80WOiKi2z5d2gzEUnOdGsym2BJgPODQKh1ev23AKBKMYzKZdgUC0VZiEH4NHdps6Rx1d6gIMCRWOyCWZUrAdSeZ/cVEKBzUggQq/m3/yt1A6M9VJaXsOrb9hG0W5nMzqw5gktN9uBhWXqNFbYsasZ+Xr6r2o+g42XKJ+46kNZv/XIYXKnBQ5y3lWFmxJK9jsq8mGIHbpgfz1wAlqs8Acq8eF+stNB5NtfhMuYTYGtyTg2kbTQkPtrivsvlSo6TmGyrW+Zv+NfG1LwFrMWmmCIbF1R16niWdW/r0tYOqbuxvkM8WVcWlsAYUuXVbtrFgj7xLLMUXNZPBwgXxGguhr+deRtMxjTZO1PXPfkbk9/KmF3jGCDjMHfbjjr+v++6E8Daaqg9Waz8tM1ymQZQi2E8a8+Q06QGk2uGeRf+gFqJMR2X2m297metiCv/6hq3OdBPue636tE4LPThm8IF5sO8JoY2apu4KmonJArTOhXbNF2j7X8o+9HQF3sXnu7HMwD8KXaUD6h9PCCbs71otpGSxqDk6oNqG1D5uDLqdJ2jF8GuTyCwvNhqdRFBWyxNKScx5qSoJE9RreDAQMpWSYOoXLwqgcssN5KzdwDJ9pLXTNNWvgZWtdXTwJOBuxrQ1UCs73v88i//MswKWgOvupxZu6fAzwB6UZBUGky7Vrsq1zHKdby1land12vwvI3le9t5LQDas2tQaQqEa90/7c/0frOs25jUio9t93yi6q7fkxu553rjVo/79cbtWuf1Gj2p5ebR81JK+E//6T+h6zq0bXvC/R1QNu3hiwUjVxMQnkDkSxz77i7hzJmzcM5jd3cPZ89eKAD84OAMmqbFfL4D58Tiv7OzC7Gid9jZmYHIY71eo21nYCU+IwLa2S5SStjd2REhLEW16jOaRmKvU+wBJjSzRt3NE8g3Eu+sEgYzEHxTwJMPEp/mXQvnCOQ1NzVEICMX0PUdPBHCTCBUCB6cxDoQAmGz6dG2IvpnEFrvNMZbcm8nMFrnsel7NC7ANw6rrsPurEHMgPcBwXusuw3mbYsUM9gRZo3D0fEGO7OAPjF8IHAGuk3EfN6g66OAICdAnCB5vwNJzLhvhRgtxoTdeYMOjAACOULsI3wTkHJCII/ECU3TyrikhNAGUViA4TkgNARmsUA3TUBkUbz6NkDioUmI0CCxjiX7g6IIRw5N69BHYbsHA84L7RBDSdaLHMU4R6KcyFpi5gMyxI0854yYUvlgiItuQciDlQZm7ZDDSJ+8AmLn5Utm7p+WazyZ4MaqiC2551nI6QSpCuiCCPQGWAGg8UEEYdufNXa+xL6aGz2zuHlWllXOA6C0NmcVPk1hMOgYSC3mYxdOOCdxw3rNk1myqQCq2qLDCszte25gp96fSJXH5ZsPIHhv4u4Qb2kgtfqv/GbCNICUWeYcAhgiD2BRrNgsYEr7W2Lp9bDQg5rgjOtnld0Kxe290fmW9aHPUoWA1CFj4YlkDPWZu897HrJ3AwE9RB5qyICkrIV6vDIzUtMg5TwAE7aQAxSFjtOyfYwFMIwyTeh6tMVt99gf2+bTQIW1ycCIVTj0uSKVmwAZk/tsfQQ9d85UTCh1F9ij75ojQuMElJVvUlXW+sWAptwyAKcWXQzfLdb2mJux3eOqttn1uu7RYd9AfWgTwkACaGufCJyzxJVX77KNjWdGrN4Tghim7N2AyXnazzIX1bxbHHMNCq3BwfnyTtdzxbYHeV/a9NxP+7QTQF0UFlneIwupAcNbrvFqPdk7Kde0rc4hqFN95lzCCIo8UAFW5zQmW3GB1z2j7leJLSdZL00IaDG8i+CBz6IGsCWExLBHtVrKvkIDzqhJ4uThVP4Z7QGE8m44oLjo1wR7tn+W9wlDHQFb1tWn2PEMAH+KH/WHDRg+eGIBi+hTRuwi+j6h68StNCqDeUoRqeuw6Xv0XUKXevR9Qt/1iH1C33XYdB02qcemi9hsevSduKN2fV8sYDFG5BwLeBDgLaBb9wNYGhxmmrTeAPHQAyIaMXTXgHkbgRowfCBrBuupBbIIBRXoAcSC/pVf+ZX4z//5P594Zg2Uphq1qUBk17aRoTVNU9yJ27YtLs7nzp3DYrHA/v4+zp49i8uXL+PMmTM4f/48Ll++jBgjbrrpJhwdHRUFwaVLl5BSwk033YQrV66MzpmF9MvOb7rppuIGbwRpFy9exJkzZzCbzU7Ute0eAEVpYPefO3cOs9kMm80GV69exYULF8DMW++xNn8i6u77/obvud641XU55/D444+fOm43en7+/HkcHh6W60dHRzg8PMQdd9yB4+NjHB4e4q677sKLX/xi/MZv/AZuvfVWHB8f4+hogTvvvAOLxTEWi2PccccdWK3WWC6XSqImBHJ33nk7jo+XWC5XuOOO27BcSvz3bbfdhq7rsNlE3HTTzTg6OkRKGQcHZ9D3UUnsCN5vcHCwC2agaSL29uZ63mI2m5eUYgChaSVMZHdnFwwBlfP5DCkzZm0rICxnLduIUo8HAE6EEmYqBGYq3HhGygnetVLGOzRtENdsFvKxdW+p8AZ+CE7iZt4EBx867Ow0yEnc61rv4X1fmJ8TWK51PWZNKxbRJmB/3qKLjBAaYSn3Drs7M8QuAsGh9Q6RCPuzFps+ITQeOWWEJmJnPoPf9GiCEFuZF09ICcEHMAizWQDnjC5l7M1nCJxhtDEx9HBBXPyD84g5oVXAgOzhKwAeIKRuGiqLpgnF8ynMBEQbACeW4AOv7eIMSK52hxA8JDxAFAkuiCcFQ9m8RTIELY/A+wcACIEhgq+GEwU4gIW8ro6ljgAa50UJoEDPO1fWkCkvAcA3IuyK4iEPQNINwq8Jig6iKChulMwSo+hcAda1UOtI4y9NSDQhU+OjTZCrqC7VXVddl9WqbHt8ies2wdTeCBWambkIlw4DM3UdGx40Pt/qsjoMvBpwACDWVqjgrWNoQq6B8xoc1v+i+nv65bXDTc7zlusmCKfJNd5SZvqcqeBcfqPpFQXSp9oc5cg549EHH8Qtz34W/CiV3cmjKEauc5j3RN2kbfcRYcgHXz3j9Hqf3A82T9NxnQLZMUnelsqIhhRN5b7rjwQBUEZGzeutXgRASQWFCjiPAJiz947KHjB+PkwYHMjJoDCOTvbCwK+t75GCHfq+ACMATjQQjUkTGL2NhQI775T8Ut8nruqzNtu7XO8jQkacyxiZi3ZOCR/+y7/Es++7r4wd9B5kKoC2AG5r32g/gShfiAA/ANqiHqkUBYkHAjobi9qwYHWK50w1TzaGOoyhWjnWz8hKzgYUhVrOuew3BsY9M+CFZ8XI5mxesynhdJ3Ic+U5q5jQOiHm61URZnwPqZqPxjlADVGkCgVZMzJFNh/F66VSDgyBdkLuR+7ae8RT+XgGgD9NjrJ5cK2Nl88pewf0UA2/fGgyxIUzJSAniasqsXzMQEzIKUp9UTR5bdugaURAm/MecoriepmTavO5eA51XQQR0DQOMWas1x2IhPk4pY1upllzSjsYeZSkIxLAasRn9WEWQXMPN1Bq4LtpGrXWSU7t/f39kmvcyMK21XdwcIB77rmnAHjb0GKMOHfuHI6PjwEImdpqtcLBwUEBxbu7uyNX5dqN3HJt7+7uwnuP4+Pjcg4At9xyCx599FGcOXMGZ8+eLWUtx3fOuRDDGUidz+dgZszn8xs6r4EnkcQw7+7uomma695Tg9f6/vl8jtlMmKs3m025d9s90zZ/POv23j/pe047t7psfmezWSG5a5qm5IWvmd/r9cjMJ85NsWTnwBAGca3zoR8D0zwRdF49YkwIwcP7INbb4OGclLFzgFQTn9XiAuUr6NVjhcAsyjoiWft9n8Hco+sinJPnCI5wYJa6OgUTKTFArggpKVtsrnnOiLXStQCrFZ2yiOg5mJcKEJJaWpte9pTcFOmfcwY8I3XK1cC6+5GkGOozw0VRQHadB1hoviQOWu9JGVlBZIwR1BBCFEtyTBC3dg/kBKQYEWNAzAkuAR0zckzofUJMEWK9ykhZ3N5TihWDs3gm5ChuuZmAmAmcGDlldFni8J0XwTYxpG2ZkZx6GGWJWxdhbhBQoovg3hdw6rzF6QFOE4GLtWqwhuVoKdp0r/cOPnukKPs3soD0zBnkvAqr4qK8kzM2m05Ab2IwAX2MxQpqREcMAOTBao2Pyi/AKvgFi7snmW9pqow/gRGVHC2rEsAs84NVTdKiURqiG0v/UgIllHemKFodSQowHoR01vY6VRQUZa0Kx0nXVSEEqsC2d6RxkCjfW7MQOfOaIWFsZoLGNvIorZXLWXgA1AWkpAKrCUah4DUlTfAH/U4PaQxBQkoI8/QxQRiDpSz4QQD3KsT2Wb0cjLMB6plEgyu++ayBSAjcgGI1NSVGHYNtQnEdO3oaOGWgKDkAsQCLy7mGI0E8MMwrwQBJMksfgBwT4AYlBgFImn1AlDMnAVtW7gtj/qaqLbaVADwALmA0b2AN/ytrXUFUXbZ6noVCpEqBQ1AQv2VweHo+WV829gwIKzYzUrlLQRK4KAlsvmp3caC2tm6Zl2uoLbg6uZbiYfpbqbEAR4YFSp6mFri2GmYoM1VW1L+N5s7Kbul3fZd5CdRtmP5b3gs+vZUETFyxr3Vsb9NWJVB1/mSgpYFs+2ube3oJpShgffDgIAzr3DwMMkl4iHPKQaLr09GQeQOEQrAaFCwDGBHfoVLGAoAzNnN9R70qZEPliWK/OyeKzkLAZ6E4ppiZKG+eTsczAPxpcDiNs3JONP3zELDTNDgz30HOGV2M6FjA7mrT43i5wpXDIxyeWyIue6zWPfr1Bqtug3NLAYH9ssdmvUIfE/r1BikKSVCKjNhHZM7IqUeKWYA4Z+TUyUePI1arNWJcwzlC33fwfgWAFYBbTG3WeOgxADcQsw2Am4t4bemeAnBmLtZmA8BN04xceu2FnM/nWK/X+PVf/3UQEWazGfq+Ly7Qxk5eux7XabZMOKgBmAHx2rWZaByHbcRrYpUUMithqF5hPp/j+PgYy+US3vtCwmaAb7VaFXB4vfOu6zS9VCwC2WazwWazKecGdO28vsf6aKRddVkAWK/XWK/X2Gw2hbhrek8I4RNW95O951rjZnWtVissl0tcuXKleHwYe/zR0REuX74MZsbjjz+Ow8NDMAvT/mKxKMz5dr6zs4OjoyOEELC7u4ujoyPknHHlyhUsFgvknHH16lX83u/9PlKKuHTpEo6Pl2BmXL16FcvlEsyEo6MFlsu1EsbN0PcdchZFl5TPWC47dJ2wlPe95PwGgK7bYLkUhdjx8QopRXSdhI50XY/ZbImuk/XSNFJ3SqzKq4HvwEIFnA8l77LzErTtmxZmgfUkluTykQ8BQDY7CYiCWF6LJcQ+uvqhbRqE4DVtioP3JCnKNpY+RfYQ+R04dkBMGd53CnADPAFd1ykzONTVGUibiKYXS3vijE3fISZG2EQR7lJElxP6LsI3HuCMxIx1J14+ITRIWcZu3XVIKSPou9YGh00SgaSN4gbcRbHKQy0AIIIPsQBsAAKOO1GUhhRFscEMp9kZRIgEgh/Er1U/uFz7toE6VOt+bCDdm3gJEOA5awgAm9wkbtKogKo+az3bkRMF9fZDkeN5CCkyGGKAhvX38qsCX2YIk1ROyOru6ckAhEJAJiUKVGsQE0AZUIHMnsMQ66wHigWnPCtDuARQAVMAAaIsGsWoVsBr6ISdmjurCucVKC8hInqLY1FqC2cBlYoMiERTjFi4lF4v9TAXV8yAQZmQtY/FQm4gQMvbYWCn1Km/R6JyP4DiQQEaxtFgGrPMhVOlfc1WXB88+bu461oMd31U4FzcuwfL1djRf5iP+pxVOX7bPfcUsFuY0DH0QZZKBZe47llVZfWvgTVb9zcCAOt68uRvOwrwrObIytegyN4lrmuogPQAT4afGABZAD14PFwAYFwhGI/7ALSnler8OipKH3v+qF3b7pPg/WH9VKVpcr4V418XpE7qqJ5Rz33Glqrrluu+W9Y782gOxEson7Scsn2vxqDaOYfnPP/5UnU1z1b3jfRr+4CcBP7AeJ2N1lA9GDg5U9v+rp+6DaKWmP7J708KztK1n1GUVZM2Ttt3StXQRJ3lqDl7AODpCr6BZwD4U+4ohC1GquGcxN45B2iagqyW4UxAz4x1SuhTxKqP6GNEzwwKHnu7O+h9A2p6dMEBawfvAkLbIjYR7bwVoXzdI8WE1HXiqt4J63ncNEhNQuo7xJTQZ4CQEZMs+pSH2NSaFd0s18xZLWrK8guI5UQU7kipR4wJzg1g1izNBmAN1JZ4lSyKBmYu4LbrRBA/Pj4ulnF51uDK/pVf+ZX4j//xPxZwDAjJFABcvHgR6/V65O5epwybKgnqukMIhf0aQDm33x588MHigg6gnBNRseQTSZy6nRuAq4Hdaec7OzvqZRAKSM05Yz6fwzmH1WoFYFBEAMDDDz88usf6Y/03JYER0a3Xazz66KPo+37rPURUnvPxrnuz2YiL4in3mKJEgCwUKJ8cz93dXazXa+Sc8dhjjxVAf3R0VJQZznkFrR2InFpAU1GU1GvFzov21rlROEWtsGmaBl/91V+JX/u1X1NFk8R0E4n7rnPiYjzQJ7JmGYCmEqvfLyAEjdGNffEEybnX9idtt1hexQounz5pqwnjJ8XLQYgXgSa4SjDhjDruzTlImipIDDloYJF2CrRY2bHJyb0Omu6KE5gdGOJOnRLBKCgzAMcJOROSxjsjQVzcYem+EhK8yl0ZrMzq1i/mrO7xSnCXpf3IwtAqnu+C4jLEY8j5jJgynBeLpCh4ojC6ah2JAegemLO4aOZkYAqQMB2AuQHHpG7Ran9iMbGysd1ASC1NgDdgxcCQH1rHnoDSHyAXi89IyGHAMK5JcWZfZ66EHpEisbNZYTXbLXVM2YRFcTIGAMBEGOahLJeH0EgY9phYdbjcUoBiJhqBkVq4M8UBSICJWXHGJSsLVj2edm36d+nU+DcCJFa2tHGon0s/9Bq5Aoag/czAwK48at1Q17SfJyxe1odayLQ2u0FZxkCxJtH0/hOi+QQuFVRYzRl4mJuqHQQUKzq0fyeaPK79RN+m66oaYEBlgI986EO49VnPKqzTdd2n/QVMSNK2tMXm7cmAb7t3tC6mLajG58nWCwxutdtmqp77k/2hE2Usxn1rjUQnh83ugwF53t6YEy17kqM4etf+xmotc2r71vRZ9RwV9cHkfSIF1bVbv9WRcsZfvv/9uO/5zx9A+ynAe1soY2kkjQpufXdOp259skdRxW4F2PXzauXFEIBW17RdUVBWmH5r7FMzImHjwW2+pLUzA5nxTRggsDnT74ddt9zztlfyZOxOHfOnwfEMAH+qHqSuXs4hsJBRZGC80ZtMhmHxj14Qnrw4mcFZUvFkJBXI1SUsR8SoVsTYC0DOCd1GLON9ipJyKDFS6rFeb9B1PcTNfI31egNAQEDXrWFkUSl1SriWVMg/jSxrYNCu2cmNGEu6PiZhY+YSq2ugvXZhNxAMAI8//nhJQVXHJtbgbRpTXtwiJy/4adenm0Cdd3rKzF7fU4SxSrNnAO5653Usfc3WPiKVqZ6x7Z7xPJz8qNg9ptg4jRztE1n3affU8+McnRiregwHQ45ad50roNLAab0u5W8etQ/AKFVd3Qa7XrfJyl+5cqUoq+Sbw8g5wtzHxZrPIJL3bag36vp3SCnq3w1i7FUJ5gD0xXskJVcpnUREMTAOUAGo1kb7BpoyzanlUsq48tXNsDy7yuybRzsNgIEYCcjIaWCAZSYgCOBlAIiMREpAo3ThlIGUeCByy5W9RiUCIc/KQHJgKMBNKpZGAJzFapqUIM95MEPjdQdLTtb+91H6LcYmMR0yJyQez59Yssd9MvQ4OCNbnC+pizmKAkAlExGPmBX8C3wgDO6jBdyqgDMSeGqsVBZZRjaSp6pZRrAl4MkLViSCJ3lHiMXLYXfWaLomseDOND7dGyEgSRszZ3hTjhgtOolSpG0CMmdIGLiARAdGsL3N3mlnuWQdOEfAmfVeXRdVKesY6q4OkJIbeTeAxpwzWov5JB1/7fjACg9tx2BpNEGQmZFVECSN+wRQFCV2f2Ge5sEVP5AbCZGW19gRaW52ZfrHABCKwsAm0btqHUjsZ+N9yf1tLpzlG2HffoKkQqKBKdza6iBzODxPYvezxfyzjAcX8/iwRkRIHhQt4vaua1PbXbvHy5AM70aJMTflESDKNmeWZy5u9LWl0Wm8PrQdTdsKr4GG4hi0leFzZTztnbDvi3PCm1DWkb5LqOQnIll7FvNuZa2/jiDKQgA1pQ1V//HkPpuXAhKqQs72AsLAwG/vqQ2BjkN5P045pO0oIMWUIUbIVeL7aSD/OxFPjIpDwdpbfpNUXwBJ2sDqW27zYHORq2/6GOTKM72uAYu1nn79R+Rb03F2VDwyfHXd+lnPgTawrCmqYsBJ32sb2wRXSIwBWWve9lpmJNt7qgaZ5+SNgLyPOwy84QfQ6KzmafhY2rht/lBdq/+dlrNwoG2/1fXYf6WsvQ+2v36MbX8qH88A8KfQwTzkIBQJRq/XZbZcG9UxLcEWu3VKfSoQJhVaysc3Z2WCLdn7JEYTIpRaTQLiAbHgZCVrM6HewIqd5xOb2PDntT86U3A16vPk2hRExxjxX/7Lf4FzJ/OPn3ZeP3cK0u28BtL1UQP82rJvdZoCYQrKaxA5ZcY+7dzqrVN01UoKe95gNeXRPXWfp6zg21JybbunLvOJrvu0e2zsDVyassmuG9v4wE5vzPqphCZYvndzcW/bFru7e2jbBvv7+8WqfubMGRweHmJ3d7eQ6znncfbsGVy6dAnOOZw7dw6XL18BEXD+/Hl86EMfwvOe93y9fhUhOJw9exZXrx7COYezZ89jvd6IAC/SGYCMc+cu4PDwCAApkVwH5zzOnz+n8dwZRAHr9QY7OzOE4LFeS17xpplhuVwpaPKIcQjFWK2kHsljLhb3pplhZ6eR2PCUMJ+1IM2TDRKWVQEyLO7bUPdiCnAOaLwXQYa4EPikzIBjNK6R0BSIsNg0QSy0CmQ8CIlV+eYInjwiR4ChhGcKdTW3ats06KKQS0p4mEcIHr3yNTAYjhzmTYtNGpQRBIfZrEWfeuQ+w3mxYs9nUp/dG/sMHwKSehmIKyLBB0KMCd4LAAxByM1SzmhnjSgRFDjmlOGDkzaxjElwHn1MAnx9I5wbiHAkY+uDAFjywp4OJISmhXkxAIAjcUi358BSRHoguKBKD4m7blu5l8EVcRkDs1YVXApScyrEarYzMyzWTzEED78RnbTe1MJeAY06D6gVCCSkYwXgGsgc1VTXVdQ+hsiK4C/MzpWVq9qza5BQ/+uISlyk7SlDj+VOY2sniPCepWABCzlXVhm7v4qfPjkg2jaMARdN/z1F6K+vGpDh0e/VuNSgX9sLQFieMQjIBBF+KUtGAHtOIcmzdm9pL1e/FyuiAs0C1LVsbSUr5arDe4/b77qrsPFbSAVAIw8Kmv6nZch7BaAyOmUsyzcYJYaVk37HiQZglnPxyhuaeHJFFiBYjW350UhpR/eOQV3RkpX2D+9bWSo09N0AMwOqvJJ3WmpytbOL7B1Ve6fgxZQpRVrUc8sXPXpHeKxwnoKxE++V1XGdg6d/2O1KtCjKQB6UFhgUC7USiFTRZ88tY1eBbDt3eSAcszE/0aY8bGzW73vuvXcYJ67fNj45XvV4MI8HXp9rpGIJWw7GSP6XenLBB2WtUy7v9glwWrdpcviqrN1Xz8XY7Z01y4Ksw/Lekr1ZrNknhDvK3k8D0ifacI11Mf1enPh+lOG4ESrHp8fxDAB/ihwmIBXN+LXKnvibx19gZowusZXiomnlavMd1YNaG8VAcd/UDUFzERtQl//MAmhgHBXormusQa4+oQDZ7eB3fM/J48QGWoFYc0lumgbf9E3fhP/wH/5DAVMCNDKaRsCUkaAZ0Nrb28PVq1fhnMN8PgcwkP/UltezZ88Wsrb9/f0S87u/v4+9vT0wMxaLBQ4ODkbnBowNMNf/PfHEE/De4+zZs7h06dJ1zw8PD7G3twdAmLL39vaK5T+lhOPjYxwcHCDnjOVyWQDjzs5OAbAWF2/u8GYxtvutbzs7O6M0ama1TylhvV5jf38fi8Wi1G3g38Y9xqjx+wJ21+s19vb2cHx8rG7zStClsdzOSZ71zWaD/f19HB4eAnA4c+YAi4W2R61nQsZn9/TangMcHl4t98g5cPbsuRLnLXO4qNz2l9jd3cPx8QJ7e/tgBtZrGcPLlw/hPXDmzFlcvXoEIuDMmTMCeEBK4CYgR85nAOzc+Atm+OIv/mL85m/+ViFZAxycCwihAZFTwrVGQRUDcGCOhRxOntXApDzvGwCsLuwOTRMRmoAmNNhsEoiCus73AAHeGYiE8jRo2Itr4D3DuYSm9RKf7TzYObjQwgWnBFYE1wQV4sTixxCLJTkCnIcPDpoOW/PAQoRbaMx4E+BYhaE2DLmdIcCWe4gLcFEBElKOYFCxWsckFEWZgD5KukQw4JDQoEGfEsjYYimDOSI5lrhK3c84RzAJkRfBFDS9WAM17rxHRsMRiRgxZ7oqfsMAAJnfSURBVHhHyurqEEljaUuOJ4eYhQGWHRUBMnm1GJNaWEjjMM0E5ElYszoHChOPEZOmK0RcZDsa4utFqnMgrzu+V+VVAoSgMyGr4J6zxPODM5rFApszZ2QsmZEykCA53j1Siau2JrEqEKxvZvGLnAXE61x6L21KYCCJ0jHwEIfrSAnKsswhs+QFJm/gtXyJZLwrZaaRZfV6bq7prAoH0vKOBzI2KFgGD0zDlr+bAWQv+Z9NwqNa6IQqmNQ6mlWwd1k81JCFP8DlLNZm+yaRCY0kzPvWSAAuy/oED2mjes7DGrF3Qr+HxXrPlifZSI706+0Goi4wq/XVGjK0xyywjJPfV56cc1VOX+eRwG8eG6ZAmYIBxkQ5YyRpVCZr+I8IKUb81V/+Je649144I1siy25AKN4jZU60TRMZiHX9ZMZAwiYzrmt8IM4zzwfk2ilX9jbr81D5WKEwHTuq5C0bH5OsjMiKUhoAmtVKVRw3NIWfKvpAleymv3MWBSQIEtqDOurb1tPgkWBgqCagqzkKTNGSIcqKIkfZb3nYYszbYzQObOEx+j6dAgCHERzWRg22oF2uFQSmXClH7Qpe/4thbU5Bpo0xUHmkVO0Zrfvq2TEl/MV734vnv/CFRVljdxKLsor0vc76DCMAPE1hVf/NmDyfUCz602Nbn07Ue7q4fEMHASNXfPN+Qr2XTJ5nK6oYlqBKIhLiyrQF19R9t+ck2+Oq9WNtsfEsCsGRoeXp6Yb+DAB/Gh6nLrPqh4J7AcAoXXnQ+hFJrlUXPChnBA6gVkiWSG8JsUPyDXJOiHGO2EYQMWJSArduBSKg6/bQdRs4J/Gyfb+Bc2IZ6nuJOxahVtiXUwJCcOqqTmhbL0REILEkDV9RBcntoN0mQh2venBwgNVqVWK/27YtruhG2pZSwqOPPopz584V4G2Hcw4HBweFXMvaar/VL/m1jtrdeNtRW2ZrC7kB8NOeUZPRnXY+rac+TnORNzBu4Pn4+Ljcb+RmZrU+Pj7GbDbDarUCEZVY9aklv+s6zGYzrNdrzGaz8pw6vl2UIkEsZhmIsUPbzrHZCJmY5ZlOKWM2m8N7EZj7foPjY0m5RQSs1xL6cOXKslj1JP6+hbmRb9YrbDaM9XqNlBibTS5x3yk12GwkvZ5zM2w2SUkFHbquR4wbYYVmiTnfbDoAG6xWck+MDVYrI9hzWK3WSkAnce5CNgesVmtsNiusVqmQxy2XHQ4OzuIjH3kcV64cYb3eIGdgsVhpmzKOjzvEKOKJMZLnnLBcJqzXGzBnrFYJsuwijo87dD0DkDzrm3UPH7zG/m/QNMfY2ZljtVmDMhBmrTCEM4Eaj9iJpTg0fRH0fJfQrHs0swYxJ4TVGs6Hklaknc31o6jgk1VkdeLmHHxTrK2WTixlka6cI4RQaNoQmqa81/IBZ8n/7ETiC/reOgLICYeDK5kSICnBzMKVgUwaWpMS2CvpFwEcCSknODjAyTN8IsQkzOGOCTElUGyQUhTNPhE4JQkDSgzn9aOfgdhL+aDttE02pYTYi1CWKIvSIIs7e8oJJBIvMoSVHGQiuwp+Ud2BvQeB4TpV0GYGXFTBheCIpe22ZxLUq0kF8xgF22QBxjHbXszwLheIkbyXeQXAnMFJwgyYGZEHIcep0oBIYuWzSlFOph9RFoEK0QSGU+Y1UUiI8C9OsKREUPK9SUV4t1jMYe9VQF31EVDlhQr97KpUNVylIQOQTSAEBOjzoIBm2RjBEII6xKgKhcr12wjhyL5MPAiYacjDbiEPtjZMTGdn4JmQmUYx1LJcKgCqbbRoD9vha7BbGNWhwFLn28CfgWUZTylJVBqvK+ekAr4el/rbwhU4NoBhYzeNi7d/S9iDKmTq/prQXTPrm7LLXLp3VKEM5pLfGPrdZN1nakv4AHKqbzhXV3gA2yU0pvreWz5qAuAgQKCsj7q9xbI+1GtAog5xqG+2cZWb8jB3p3ybixxCxoExzFTtMn4CMJKS+FXjPTyXR3wEpx31HBZgaO+T1SMNPjE+J0Bs1QZX98v+M6BuygEDVsxgfWfLfxbDUyl6rF81UDd2/FgrNiDvNldtLn3bMp51CIVdOzg4GI3noF5RQ1SWndTGJec8WN2rdtTP2zbe5Rn1flB5Htj8mSfA1qMqf61j1J56v8WgRDFCTcCVsJzMxqZeNhuhXOWhLtFcDq7/lskgAcJhVZpatVXLFUWUKS9szrXurJxYoxSPE1D+dDmeAeBP8WOkGQQmHx1d5/pRcKplJ0fw5JCcuFR67+FDA99keE15E5IDNwHJZXDKIBZgm7NY3xgEJnMhJzgHeDAoOKDL6H2ACw3AQAjGcg14nwur7fBZkjqEsE1elK7L6HuRNCSWVT7bQhwlLqKSTzbDuZW2A6DSJtkwjo6OChmXWVotHZlZIVNK+LVf+zUwc2FBB1As3kZQVruBz+fzQgQ3JWErwqgCfCHponJuaaTati0s523bIoRQzpumQd9LrK7FrZv1vWbRXi6XiDEWRcO28/V6XZ5vce6mgGAWJnQDxAaSDUzbdUvtVbuv1+diJQ0l3h4QErvapXzqQm9Wb4tZdo7K+KhIU9YNMLiIE6HMfc6iyGEWUM7cg1mswUai1zRB11ZC0+Si7GEkzUmuIERDJMR636HvOwiRWUTfx0KwJsqUzeg3UUJFjbXOCsI3yDkqmWCHlKKm/OqRUtSMAJ26skf0vZSLMeJ3fuddyLkHc1uIBmUMInI2l/0eKRGcszWfiou8jE1CTAwiSZMl4R+EmLgAUyEME7fmlCKyAjKKDllBJzEjqgdIIifWlkxwpORnUcMbPAGUirUtZ4FPngYBKGFIvZQtRRVLfSJsKXkaEzh5ZMpKxqYZBGhQwKXMmvILKpBkJJZUS5kznMulXM5ZAaqx09r+AUCBoniX6hotgYcOOdsTB5GEk+ZLNTI3zfcqsfMCqIkyKMcirOU+A8HD9WKFz8pKD01XBQho5SRxzUQi1CZ1X/YK3jMD7Lj0uQgyGRCX3v9/e38ebNtR3nfjn+5eaw9nvIN0NYBAYDCjhJDCIGxA4AFTxD9sVzkVBxsyOuUiTpyhEiflckz8OiZT2akk5RfbiRWn8JByynZecGLAIIlJgOYBoVm6Gu587pn33mv18Pujh9V7n3MlYYPOvVf9VR3dvddeQ3evXr2e7zNG18pAsIS3xEdLZORaImTGSeWggsDiDSwChCQOtxnOE6qIYxEIBQgf6S2Ub6MMSc+SACxc9s6J67Pyl3LeNREVSU14l0mReSR0Al+K83wG4bGTrURqh4tCWHQHDztGAu92HpzKaEUhXWR/swJftKrnyElGrAMOYJ2YilcNHe76H+XFjAjF2sB+NQzHZa7ru3l45bHtEq/8iIJ//CV3FfWEO+vHLkJqvmVXYj1jjVLgvTUgEez49Owms+RWTpttT2XVZBfXLZTigosvnnJ9lwTFXLzdWTei7itX3eeu2HFsIhlASu+OHklfuMfx/sflwREJnd9FZWOYz4F8/OSOjbsTgjTXdv2xe06nTj7TR9/pcF+E95iIy1oKD4nXyK8VFVXZJfN7kY9bZFW7BduJ2c9hvuPsjgFKBM+5HfNj9nvqf0bY5Rn2z9vpLaZiR4hDmvZZ356Jps22rZKSF73kJakf3YX9mXaLTp5t8+z5p9Ycds4nROK2U/cqqcVciI3PlTjZb9Prwe6Iz1euYDHBO8UR3PWDF5GzvtpJUg5Al3Myu14k79GDQoRjoxLKhGtp56iC4isqPKNCLh+T2XXpfEMh4GcRpJCJYJ4JuaZsB7o3fBAivKVBiShIiOAeGhKepO8CoQSiFUHznr9oggDfBuGztd7VM5ARIaBpGyZNi5SCSasxWiOkQmtLq305okiKIgGPhMtbRIOLZNovCLmhnq0n79BZA7s4nLqeti6nccoWl7qu+emf/mn+03/6TzvHMxDEWav07DmmNIRuOq47xtFGUp63ZTYz9uznWaLb3coukVqu3TvT59mY73hsLM2V92l2v9n+RfKcx5vH7bGPeUx7HMN4LmNMUgBEzwBPBmN8OnhPCBO++9AFL3fGtgQSZkwgZwTSa0NZO5+AzFvtTSBbft54C7ePg7XW18BWSgZy65ObxaRlQgi09hbvqqoxRoaSX57Yaj0JigZf3qvLNO6JtLf8t0EZ4GjbJihufEb8ttWASQQdQCn4a3/tR/nd3/0DT4qtBiRt24Z9fJti4jQpvXXY30+f4VwIr6iyxqJU5fvQ6hAeoLHOF22Kn52tfI3c8NyY+HJ1We1oJzrSKDzpqgiWTuOgCi9d55Kg5TN3p6jbKcKaNOEixMgCOOEPddEGF6RFGyJ7hf9NgV+XovThJS1kSM4jCOTTiSSACyGpewpVeXG83/cu6LWSCKWo64rhoEfjDH1VY42fdJWUTEzLIMS/W+eoZMXENPSrnnfXRiSLQN0TGO1QyhNJ6xy16nlFZiWpVEoZhUDQ71VMjKGWnmKYwPg9B5Y02iSC5JUVnfsswifZstYkhYBwcWyClTbGJAdhRsREb0qgU4I377JcBVN1GlIpQBvc6mnU/v0+3s9BYw219KXhKuXrZjtjUFLRWuNdmwXJChHLg1VV5b87MMKF8BCog4AmpfTu5XFqOBKZNqEPQoiUVC26MSbru7VUsqsu4EL/pZRJQHRhrVJC0GbrqgpCXp2F0HhljOyIbbhmitEVgkpVcQFMypC42qR4xCCYRnfNzoojk8Iihh/4eRGeo+iqSicQpzrbswQtCrmRSBiDFcI/U6FN8b0RheIYYx7vP0TymhE35y2UIr4LQtuiABw9I2xUqjimM0a7bhwiiSaVZ0vLSeKLMsxBARA9PERHV6wxHH7wQV76Hd/hf4/vTeGPswSyaHxYhFdIhLkvchf5QJCSgiTLLxAsaHGbzMc6VyTTkSmvnAr3UmS5SSJpiCQwtFfREekYkpLmbLxeJDTZ/ZjyeohrAp3sEX/r5kJcO0KYiO3uX9wxjlMk2vH6JngzIUSXzC/NHVJYhIwWR7rxNRlZSuelI8XxeXJZW8NPCbFN8XpxPUv3O45DnBvhT+ZejCLzWEnzgY4oOh9+MkWsc1krrDVJ0gnrQnxerLU88PWv852vex1SqaTY8M9WZhSbIb0qMFQRbkQkp1IIXxoxu6Zz+JAC1xmY0hpDKFXINOJvu5Hs3Uj+mRDHLN67dN8J9zW79/nruFPyial5kNaW+By5GW8S/5L3n2NtcCGoRGcBT22amQdxbon8t2fgS2c7CgE/yyBgR1IPMfN77gaVbfWkyHnBQhuDdppWtzTGYrTGBKFeNwbdakzjY/x022K1DRnQTSi342h148uTGYOxGm1awNFo/7ltvEt607QY3aIFmNZbHIXUWNtgjQnCvQmkzVvVhCCUVnK+7FAkgUQyOd15KV0ibs4Fl9MoUESLwazAQkemb7nllkT44gslJ6M5qY7f4345Zl1dZglxEgyz7c/0F8tm5ecwxjAYDHac79k+50JV7Evumv5MhDuS6IhcGbG4uMhwOEznPXToUNp/fn4+Ee1o+T916hT79u2j3+8zmUxYW1vj4MGDfl5qneKi/ecedV2xsnKaqqrZt28JYyzb2xOWlxcDOTdUVQ8hHGtrmywt7aOuKzY21lBKsTC/6Od50zA3t9gR06qPUo719TXm5xdRqmJzcxWl+szPz7G5uc7c3CILC3OsrKzQ788xNzfg9OlT9PsLzM8P0NqwvT1maWkeEJw8eYKlpWWkVJw+fRKlhszNDdjYWKOq4ufTKDVgOOyzsbGKUjVzwwFr62tIqZifn2NtbYMrrriawaDH5uY6SvWZmxuytbVOVQ1ZWJgLCdNq5ucHbGyMmJsbMjc3x+rqGoPBHEtLCyHZ2oD5hXm2tscM+n0c3g1+fm4eKR3jpmFuOB/CPlofA2yDi6q1TLQBbegPB971Ultft1sIhr0ezgla3dAf9DHaW+KRironMdbRUz2MM9joHSHosm3jvWdEsNBGxYqqFML5Uoo+67jAOYOsFAiJIszt4FZZVxXGanp1D+d8Te9er/KKFynp1xVjrZnr9zHOIKSiVopGt/T7NdpY6qqiUgpsS7/uY1oDlaTCJ17r1cETBXzcu3EM6h7GGi8wBWJc91VIyiYT8enXNTaMm5IiJKXxxKLfqxCtpqc8ufUCe4yRVlQ6iodB4DNReHZBEJFpTUZ4Ah6F6Gcj4DLExCcCHt8tMsTnKwHKYhcWqEKmX+eAjIDXlUT7+mtIIZHOdkoAv+DsIOAVAo2lUhXWOXqB7CiliEmWyIiXEt5tNJI6Gdy+FZnghh+7FK8brh3JQ1ypoxArydx3I/kA6rAG6qgczN4JfvxsJyTKMxDwKCjHY70EDZkyKgvXB7wSAvwz4XvvgoJ82noUCUlcy431OQdcSLIn8MKtDP+q+C7LiVx0f42EHFAZ2cJlLtxBwE5untkf4T2h8j6L7n4gxHSm8DAXcgEljxeWTFsGvWCfkWT8+3zfwYNQVT67uPCKt+ljSFbzHJEU2fitk9+z96z/rkSn/KhEp9ywQqTMyznJUM4rLmM/c8KS/kTnBZFCywjx3LGPzlEHop2MCZHchnvj4jyfImkuhWgk4iFEDOhIoQ0xIEWEvvr6Ed19nyVluSwQM+HLXDkU+tolbcSfJ5L8eE9llEPDmh2I5qyoKjJlSyy7GwldXM+6YY/kzst9Ntuetz8qr6ZcszMCnveRmf6ntoTzRtf/tF1KDl54oVfy5UaUbA2OSrFcoVZlxBH8fY+KGJmN5W4yXG41jm1Lz5EM9UcCuW2dSwSa8LxHpUS8fjeOXbhHNshJiRTXPYkvcRznpXPeap3WiXDtqIyMpFgFZShCUIXz2KqisTat35O2Teu1DjK5v8OZ50qY5zEposrmosrv8TmOQsDPMVi8IGViLVpjscZbpJ21Pk4xPKTGBm1oqNMd37/OS7DBpdJC2I4TvrSJ80KctBITVY6OQI59oqX4cvOun4HE4YI7eYvVQdBWCl/jOCYyEwjh3bON0dS1oter0uLjrRw6LTzG6PSwaW2oa5VczrVuGQ6HqbZ23B5jjqEjyIcPH+bSSy9NSctiLLhSirm5OU6fPs2+fftSXPTCwgJra2spoZkO2ZQjSY2JyKKru08A5rcNh0Mmkwlzc3MopdjY2Nj1c0w8Fj/Pz88zHA558sknefGLX0yv1+PkyZMYYzh48CCrq6tn/OycY//+/enzwYMHg/t1S7SKRJJc1zUrKytpv7ZtWVtb48CBAzgXY6nrMP4mJf6Kx1x44YXp3LP7CSEYDAYMBoNUuiO6t+9GwH2ct2IwGFFVNcPhXKgdL5ibmw/Was1gMAQsk4l3u68qRds2KFUxPz9PqzVSTpifn/du4dpS9wYhL0HL4uIiUnrLdb8/x/z8EGO8cmF+fshk0tDvewLdNBMGgwUWF+domhYpK5aWvDJge3vE4uJS6NeYXm+O4bCPMYZ+P35u6fWGDAZ+jvd6PYaDPk3rQyTm5wccO7bC3NwCc3M9tDb0+0OGwz7WmqAIGAKCquozPz9Ea5ifX2RubsB43LKwsMDc3Lwn9AsLzM0NQCiGg4EX2JVifm4e5zSqrv2+IsRSO+czd4eEVKJpEdYyGA7R1oekqJChfNjvYYxDacFgOKBpfCZuZEVdi0DAa7SVWCN9TglAoFAVPs+46Ah4pFO7E3B/PNKTYv9C9utLXVVIK0K4hkM6S11X3g1dSqpaUYEngBaEVEglkdYLBKlmdMEOCCGoQ4zjMyG3YnnvB+XfCz5rjrdOBSWAlt5qrozFYGkDeXTWIi3IqvIKDRmiKYXyMfeRZEara7TK0VlUUvI03/hEPGIMbxRcLSTBEtHFm9uQUTjOxpiEzSsou/hgB0iLb2Mk9VmojU9MFaxlQaEhol9mJFJCJN2KTnr1vP1uqkyUAwyddVk6F+LKQcbYSRUULnTtjsQrWjtVdr5YbixZM2MfAtGMJNvEdkNntQrCeoyJzmOQc6E+7p/qKcftQky5EmfFBKcI7BSkZN+FF+JCwlehVLAiRgNFnIO7WwXzz84FcujI7nd+HpH6lRQPriOwiWjEvmek02ZkGTrimDJVZwQGumfHxXtKF2ubxsJ1cw2lOoXJVJ9cNu7+YjvGIe3TKfYcIYt2RrZieVsZPEZstPLDFNFKcfgZgU/jGS+aJ+eNY2pDXH9U2mTzn4x8Z1s74kwXamDZ2ce43+wxYnaf/H7mP5Hd42zf/FyEcbro4otDQ0Lowi75dlx+H3dry5mu7aZ7JsL58/sUvYSctamsW9y3CsQ49TMS1ExJlD9z5M9nvF5+XOiLCetCJL82rLVJcZcR8Hys0h9BgRo9POnmRRVzdoT5UWWKjWQQC21N541tP4/e44WAnyM405RTUjLs9RjUNXPBrdQsaJrghqubltHEMGp9wqjRaMz66gbaGIx1NOMJpvVWcB1cy9tGY7XFGofRDcZYTGs8mbfezVZnbrfOQdu0voSO9S7oPj5Q0uoJRnvByr+AfK3wXk8xmYwAh1Le6mKMRmBpdRus1dC246AxdSjlCbiUkqqqUEoyHA5pmobBYOAFyYwERittr9fjx3/8x/n4xz/OwsIC4/GY4XCYXK2Hw2EiwOC1k3Nzc7Rty/z8fHA53p2Axyzg8XcgWYtjmyIhnf3ctu2Oz/Fvbm4ulblyzqXt38zn3CoNHUn2hLfbTymVSLJz7ozHxJju3Iug4JuHlJK3vvVqbrvt/r1uSkEBzlpGx48xuOiiKetTRBSkvXu+TUROOO0T8lhBG8hlFNpEyEnphE9QZmWwzgf389oYnzAqWmrRnhxMuRV3771k9XCuc1t0neUoWueAREhzd2oRLC5SymC1tjTGdtcQdCQvxiMHyxBZCE9qQzh/JP8uvHuj8Lz7QM9+DwRQzOwTvLwQhNAHH+NvgvArY9I1mxOxIMiLaYHbZv3KLYJTTcqVEdn3uG+MqY26+Lz9uxFgFc+fKSFmSXf8vBusMTxy33285FXfiZLKKwxUZ/2PJ5gmOB2ZhmkX2llC1fWb5K0wS3LPhDivED62Nd83ei9EV+Q095glzS6NzVTbosIm6wNk9ysj+7u1d1aBkO7FFIkP7DgjbLNjsnvHp+dMfs3kFp59dzOfVbaPDz6aVszkZHHqsvEcbmbezMxRZubcruOCIxa/SF4UWbt3jEX4VxvD/XfdxWuuvDLlAxLBGyZ/lqAjyLHdgmmPj7hdznzf7drPDWfe2zKtiJs9Iv6bl6t7bpcM83+XluTZ05l5Dlw25lNKj13Ok86X7fNMCo1zFYWAn6VID7CUKGcJhuoudpi4jvop2VjjX9jOMUEwan1yoNY5Js6gjcE6S9WrmV+cx1jvcj6pK2xraRtfQ9eGpFWRcFvdegLe+ORQzjq/bx1jV/0S5t3YDdYZn+gJi5KKSTNCty0i1Al0zjCZTKhrEazyJrmXf7tgjOHWW2991kzlBQXPB5yzPPbYEzte3ucMvJSHcd5d2gjrQ1icwbVBey19aAn4NUrWDmdCWShEiFEPFkuFT3ZkHZUWCGlplDd7xJKsRrQYC9pqnPWxzcpYtHVIDLr1yjbtDNpan2Vc+G1tG+L+hcY55UtsCY12FtE6nMQnXVMmuEH7TjrrlYKtsyifE9yvdkb5tdF4qdAAShgcFqcdVAonI7mz3hPJWEzIhm1sjLkVPhGe89GlNjAxZ4K1QICTgsoZNEHuySyN4N0HZFjXPP+yoUycQ1jp8yEFomlx6FhlIuavMJ4gq6VFHycZLXDGx707HDYk7vTh5H7OGhdKXJEJVA7vhS2iwCSwMadJFIyDFckqFTI2B7IwK9DNEI1kvQVEsARHATe32kSrTCIc8cUSrxNJU3QHi9dwsQ/+TwTrYzwmTvtEEuI4AdOENhAtG8oTfbNio5j5d+ZLbn3ccdZg9Up9FyLt5edTdg+yNufWtPzfiOjGL7K/6ctm1re8LeHfHfvPtnuX811w8cXJrXbXIdl51DOdsCPC2d7pfn6zFjUxfT+e6erRxTpZ82bX/JlrP5uCYjeSumsTn8M++X75c8TsvI5W3xlyNQuX/THzOZJMm+0dn450zZm5sts4JMXC1IXjquTYSQunzxX3zUnwbn2Zur4QXPziF6dt+RqQXLTjvt6S5LerqG6YacOuF8s8Kc5ETuO1YphkkL1TojQhEumO4/1cJN78Pu2YX2E9TGvmbELi7C+txzO/59jhaWKtD++aVeZNKY26bfG488UKXgj4WQ6BJ92V8EKTddEKIHFOEWvu+TILmasQfxGt2vkFay0PPPDAVIzz2Y4Yv+2zWXsLe0yo5ku9+Wzck8nkjJ9jCbDZhGxKqan9tNY0jfeQAJ7TMWc6d7Tmj8djojt727bp3E3TpPd59BqQ0p/bOct4PMEY38fxeBzakyKDaNsJk8kYrSvG45aqsozGY5yztG3DeDzCJ0+zQUHl0nalatq2Aargwq5DBvlY210F1/IWGFNVsZRey/b2GCG8O/t4PMraPAmeGg0gkdIxmfhM7ULEZG+AE7StH7fRyHHixMkQ1+4TtDknUcq3Q4qKphJhrGRIsuZLofka5yYke6vQIRSgaSucsWjbYrW3IvlwEK9Us9pgBDTagAk5IqQA4zCtr58t1cSTLms8UXUhIZSzaRyMNdjWQQ2VE57sOmiNV6apUHdaGANKpWRqTEwg5p6ASyWxxvmk3iHVsANEFeI6bbS8ObQAjK9bro2fC85ZWmPAObQVoFwIhTEhgZ7GtJUnj8KEOtQVDh8TbazPmi4glNzCl/MKioXIxVprcEKgCXIofmwtDmxXj9y6KggWFrTA1d4VXwqwRgMWa7yLp/OHggUpQkK8JKU5jNVhuksEklaANRBXce/oKZE4H0oUDyUTfpwLiQr9uLhInW1UmfpzWSX9QYNh6LNNY4P1bocVoOMVonLCueCCG66by0NBEPRx4lkMaNxJyilJ74wkZhdykj5HF82Z60aCn04/48IYiYaTPhN2vk8S+nISG3/PLZgz7cuF1nQPdol9RcxYxJKbZhDSY+I5MjIkuvjMlOAsfI5rrxQCq3Xn+hy3x2vEvgchXwWBV6rolUaKN86t4UlBIkSKDRaz4yC6pGKpbeFckdx2CqOdMeCRmOaxtFZK9h882BEDEWK56cYkG9IpJM+JGQVDTjBiOHlSjwgxZQXN42AJz74IYxDvb3SzTcek4RBdLLOYaW8cl0yhQ3bs7LwT2bFpfzGTfErsfH7E7BgIkV+kO2YXK/qUYkZMJ9I8E1F9JuT36BmP3kVR801dxD3z+fMnNZePnwuRizHgu1lrp88fv+y+bu12tJj5nJRB36xyPnsmZs//zfCAZ73qrKJt5rdnUmakX0IZsXzdjUoE6PIgEJQKs/fofCLhhYAX/Lng5bBoWTFBOaC9RSzEp1vpMzNrbRDC4pwXCH2ZMUnbWqz1JcF8HHWDT8qmQ8ZqR9NYpNSA8tnVBYH4+LrTMeY7ktJI+vLa2r1ejw9+8IP8xm/8RqgJbQLhIpFGrXUio0AinE3TTGXzjonMcsKZ/x6PjW0DnvPnWE7MWl+vWoU6x7GsWmxfVVWJBG9tbdE0TarlnX/OXePjeWN/8v3iWMbSZM/lmDPtF+Ph4zj7sW6zc8dkfIFEtTqQyjb0zYcleNI+BiK59xnB21YzGo1CVvOWyURTKb+YN41GqVFoj6NtPenTrWU0GiPEhKYxWDsJJD0qCgK5NA5f+qtlMhFIaXFOhjJzJvVtNBp5ctYajJngnA6Z0wU+yaBmNALnYiZzg7M+vKNpNFI6rrvuWv7sz76CtbEE2hghfJWA0XgCwsdpaz1BKTCmpWlkqItuGI+bMD8sEzmhUpJWW2QTQgcs6VrWOhrd+n3GjXcjDqTM3yNfbaBp/DMHYJXD4pgEhqWNA9EghEIqH2td1YI+guXF+ZTJe25uSF0r6l4PpSRSiVD7G08uRBDsbKi7rWQXs+ugUtITg+CiLB2MtWEw8MnVelKBhEkM33CWcdsyHPRxxlH1a4SzTFpNv+7hnAXlI8pba+j1KrQ2zA36WAvjtqVf+Uzkw0HfexBNWnq1YqINc70ah1cwVEi0Mwzqnlc84JNBamvoVzXaegtMr658mZWQSKxfVUxa7WPwlfQJ4USoVet8cpsosMeSksZmFhGCdSETfmIMbxRUOndOv0fct41W4XDMVMbvQKowhuOPPcaFL3+5f3agcz0I1mDdtrTGZz/XzqWEdC4kilNS0lpLT0rfH+FPUQUFcS8jagCiUmBdSq4lpYIwL8EnYYt9h+AmGucJ3srjPQ9CxlwlQ5sFNiZKi0Kdy8JlMmIaxy5lTc4IcE6sqkgOsn9jQqRkyQn/JoIfXwaiIyGx+OIZBVhBR3hmzpOPQ0x6BBmZVN5VOye0sb/pHKHds0lL0zyLAm8MswpjEt24RfzL+FycJjnR8gmgQMQkZ5l1y7vo+70TkaULRbDOYbTmwbvu4pVXvD4oGfy5smGamvPdQHTJaaUL7vvpmKg8ykZzNyWL6BKyxuR8cY5FuNjH0LfuFGJKudAd0HlLxPHeQbRmlAqJbMdjRDZe8dqCqdj4pOBxmVVTZBRMxKoC032fUh6FcVUzfUttzYjRrDljlrzF5yjNWabnSbaaZYq8bKRnFQhTfRVZjL1EiMz+Gu8lTK2h+TzbjajmfciVBsYY7r79dl7/xjf6WOXUJjF9vyBlVI8zPFea7QYhfNK+3AsjKgiTl44QnUIvT1AXzu+iV2z2foiVQWKf8n49E8l+JmXBM22fPf5Zd5rSPIgu8z10ip9ZBet5iELAz3Vk7irOuqlt+YMXS9v4v5A4wXq3Qmsh1se1zidhiiWKdEz2pv3C7WyLcxpcE2ICAeutONY4Ugko24AhEEgT1sSuLrPWhDrKvswU4LOnC52RNF92CmzY3mCdt2JGYhqJXiSnkfTlWSWNMXzqU59iNBohpUx1wCNxjMnBxuNxIpm+Pe1UffC87FhaJOgWjEjOY0x1vP5z/RwFo1jHu67rpGA4ePAgF198MU3TcOjQIaKl+UUvehHGGI4fP84ll1wy9VkpxWg0AqDX6yWlQ6xxHvcDOHLkyDd1zJn26/V6acxi4rUjR45yySUXo5QKioUq9UtKSb8/oGlaVldXueiiCwHBqVOrHDp0iLquGI0mKOUtwW3bUNcD+n1/zdOnV7ngggOA5PTpVQ4c2J8UIF45UqUyYr26hzYt62tbHLzgAOAz8e/bt0TbmnD8Pqy1rKysc+DgfqSEU6dOs2/fElIoVtfW6NW+xNqkGbO+vs3yvkWwho3NEUvLSzjTsrq2xf59y2inWT29zv79SxijWT19mv379mMdXPmG17Nv3z6c1axvbLFv3zLWWjY3tzmwfxnjLOurmxw4sI+NzRFKSpb3LbK6toUSgqXlRbbHE4QTLO+bZ3NrhHCwuLjIxuY2QjgW5oaMxhOEkizMD9jYHOOEJ4dCSp9cyVoQFUsLfTZHE5yDxbkB25MJEsFw2Gd7NAEcQkhfykoIkP5FPzc3z/ZojLWOfl15ixxhFyVTjWgcoQ60d01GeILuXc0NFYJKesuxFiTrubL+RaWEDPF1MTu48MnWWk8MrYzlgRRCmFCySwaDq0BbfMZzES2IsRteMaDCOSe7WBx92zuBN0m80bYiokzbCdZR2HGh81PyrPSug1PyRWJTEoRNAjfOobz0la3ngVxaC1J4WS1cI4poGnDGdG6I4V4nQS5aHoDhhReGMKbAnAmkx/lYb0eoty6i+7nbYZ3wcdgSKWzI1O46EiH9ZOkohfeCIN5Hgm1KdMRzVvaSQvhEQHEdTrch3IdYEzkSnIyEzhION7t9F0Iy9T0TDnMrcVQIdPc5zIrgWhkz1u927jQSYVKJFCoQMijHCWqt9zYQXSK5+H42kN5P3knCZ7COQv0zCdQp2Vf2PSfsqS9pDHbGs+ZjkZOWeNRu59oNLqwtAr82vfjyy0MlgTi2Ns2dZJEna491/v7nPDsonPI25qPh+++3KCmnlFxerOnkKEGXkf+M5CQj1o7Odd8550MSopzg3I444VyZkJ9/6lr5fE3nDnH+dMR7KilWd/BUfHpE9EiQU1mmsyPjGM5efxcky3/23aYcD7OW0zxB2LQyJu2TrS/Tcyv+nHlZJIWUSIqkdGbXjdcOCBJh9/8CUWEcx0MpLn/FK3y+n9xym42HCOO0WzunLrV7K0jhM/H+RPKdyfdxPOJzt/MCIm3PVUYpaVr4dzc/0PQs52tbmLPSRm/CbpxcOpcLx4XzzCir8qb5A8zOyZk/ny5WlHBZYx0u5FqKh4l87M9hll4I+DmEXQWD53icSxGMYW5bMGmdybJXhrjLaCHDOqzOk40E10oJorKoWiKcBEzIoimoBMzNDagqxfZo7OviCkG/X7O1tY3WTchevk5dV95K5RzaNAwHfdbW1+n3q+ROGmPHjdYsLC6wubnJ3NyQjY1NlpYWQwbz/cFyHty7AgE3xqakasPhHPv372dtbTUlIltfX2dpaYnV1VUuuOACAFZXV1laWkpZ1eu6Tlm/PcH2CeA8URfUtS+HpHWLlIoLLjjIyspphBDs37+P06dPo5RiaWkpfV5eXmZlZQUpFcvLS6ysdPucOrXCpZdenKzeKysrHDp0CICTJ0+mkl6nTp3yd0R1EVExOVzEbmXIZo+ZRb5fjud6zDMlZ/Pu7N33uHgqtfsi6oUkX9M6nlsIrwCpqpg934sRXW11f6wUFUpWWOnLWEilqIRAVQ1VVeOQTCYjmsa7Nm9sjal6I6yDlbVNrFQ4BydPrLI59tnkN9Y36dU1UkrGk4bJeMK49TkWJpOGcWNoWsN4tM2ktbSmZWNti6Y1aKtZPb3GOKRD3tjcYuIk1hlGm9sYWdEa/9lWPkv/xtY2tlczHrc4B0YpNrZHOCdoK8X21hiEt1Rvj7ZxTjCWjs31MQ7L+sR7hlRSstG0jEcTRLBge4IFFl/2zyjHtjfdM7Et47EvOzhoJ4wnTbxjKBkJD2ChPx4xnrT+5SkrhHDROQYpo+Uz3m/vmu+fa3wZKuEVIYhYNcGTPYFDOIHB0qsrT4JDDHOjDcPgMTIxmt62wuLoDXre+8Y4VK2w2lJVXnRujKGuQlmseozAMTGGSngrfV1vI4BRo6mVb0NPVrTCr381AoNDySrwPW/pc0AtolURZKVwQlDjLbSqrmm1xjlLhfRx3Yi0IltncXSWWBFdhKErc+UfBpxSXpi1lkoGShBKnlVBoSirkEM+e0HEeLu8zFFUGgqgGgyCItW79VscSlXe4imlzwNivZeDcSEmnHD/ZFZSSUhMcO23gKz8/deAsJnsJWUnrOUJ1KIAlgnVOYmcJUXGOZSbdovOk69Fq7+1dmfMZ3auZP1kmqTkgiFCJDfseHweHx5JcVLOZonbhBA+83suOGdkzf/reyViP2MsaThnToR0HCt8SAQuhASEdsQxzrlU/BBzy+T9ix4GueIonssGMpDGP45vaMusPJ3+zcY0nc85lMnGPdxnJxTCdYL+4v79qUZ19I6J586JTN6OpHghkgwXwgxcIvLxVs7CZv/abIf8OsZ15a5MJGxxPLPj82PyP1xXyi3NnXC+eJyN45GRodiOOP55NvXkzQIpb0HcJ86jOK9iRYGUPNB1GfiNtVNlxTpu5NI9JyRhzZ/N9AwF5VDsd3z+Y1WEyG27ezd9EyJdnibpO5H/3o1tCrDx6wHTSgYXCfiM8gHosrKnf+MVIpEFpGTfgQPP0CpIisaZPp2p/fFeKpGT2XBcLsNO9WO69SkM6BmusxtijHj+vEblTCLZOfGP58veHXGbl91Jz4Kx1nu/0GVDh6Afc5lSIX8YhQhGgEyxAVPXP19RCPhZhmdafNKyEN6qs1og/8L1glgVfpMK6FmwPXSrMM4ibYw7rGhr5V1dmxrT6lD32+KM8YJXa9BGY5uQ8baq0OPGJ2nDZzA3rcMZjaxqbOuF9l7dRwhDpWJmcufLBilJRY9ez2fV7vX7IebUgXbIqh8Ibh8hLFKaYKU2WCmo6x5SVNR1n6qKbs0+PnZ7e5Ss35PJBGMM4/GYqqr44Ac/wMf+39/gcfUEm5vriaiNxxPm5+fY2tpiacmXlxqNRvT7fcbjMYPBYBcLuMqUpj6G2VuBW5SSHDx4kJWVVaR0HDhwIadPrzAY9FhYWOLEiZP0+z0WFhY5deoEdV0zPz/PysoKvV7NcDjPysopnnzyyVDreoumGbO0tMhoNKFpGhYXF5lMRkwmLfv2LeEcbGx4RYK1jhMnTnDBBRcgpWBzc4vhcIBzgtFoK2RX96XT1tfXWAzlhzY2NlhaWsI5x+bmJsPhMLnAR7JrjEn75S7ozjlGo9Gux3iL7hZLS4s459ja2mJhYQEhVIgZ9vHYvn3jUOLLuwEvLCwCgu3tUWi3d7keDOZQqgrx1CPm5xeQUjIaTZifXwAck4lX8kgpvUtxz3sTmJDQ8Njx08kKsbS4iDWG02ur6fkabW+zMD/0Zf+0Vy4JSYgv9i99a3yaKmsNutVBWDVoMwmaeR9r7cMpfKKy+JJ/5csv5LY7N7Hau/a2rcZqnwjRRHd1bdCtwWnvoSEM6DZUGXAC3YTP+LANHc6vJ8bHnuNQRvqwikohjPbPvxZoZxDSIJzEyiB0G5OSgmnt0rvSaBc8aBw4gbW+bEi0GFnj8KHVDpyvmW2DNs9Zr7AjxoaLLqGPtT5ZW0hr4b+H/7S1qGAZtM7hlN8/Wnm0Nti+QViRYsqMtTiDVwAEAdda38eYeke4mNHax786YxDKz0URt1mfddkniKHTwktPmuso5AYFjQNk5WuTi9gZR9g/1F/2JmpcKNmFCAIYIpU3StawmFQtbMf5uFjnHEJrH8/ugpLUOaTy/TUiWNWDxSKKpTYniWE8I3mN1954/HGWLr88uN36+O8o4MlAyL07tz+Xyc4HnSARCUpyk85ISl6jN66/QshuvyhwzsRPz7qMx/3in8wIfIdoUfX9k/nv+bnybewkkcR7IGWX+El0REEEq2u0XomZfgNd3fJIpNN5pq8VY5Ll7Dl2aedsHHVUZuTi6mwZrGdDdBmeOi8dmZqmJmeGg1QLPPcYeC4QgNWar99+O696wxs6F3S6+5MT8LyNZxKe8jbPkneXfZ6993kNemaO220cZtsFHWmJ8yLOx1zhE7fHfaTLXInBr4/5ebJrT3vp+HPm91E4hyGTE2P7Z77DNCnL500+rLkiyM3Mr9iHfExn56nY5ftzmRtT9/lZsNt+s4qFHf30ripp7zg3jHOYtuWuW27hqr/0l6jqevq5zP5m58Vsv6aVAtNeNEkpkytOgmIWoJp9hrI2OBezpWT3MltrZvvccV+X/rUza1NSADmHCQqX6NExe7LoiZIUCGEop+53IvUzdyafh7PkP2urcY4q7OOycUJ0ISPnIgoBP0sQY4mje6UxonNDCa/muCBDN+lnXywyxkoJpuKDuuyDLiws/tSNcRhtaK0JVg6b3LiF9e7jpjW0TeMtGOOGpm3RE500uMY42qZBOtBGY4yP7XNGM2kbKiGxFlQlmUzGWOPjmMfjbd9n02KsQ5sWJSvG4y2kVFjry5H52HKfTGpufo6NjQ36/R6j0Tb9fo+trS0WFxdompa6rtKoRNfyqpL80R99gqZpmF/w9Zx7vWoqhtuFcc6Jdv5gx0RkOsShe9fmNslyUVBIoxyInnPeVd7aHtb6xFjgY1ONMfR6vmyaJ619fOiPTefytXG9ldeYFimFV3oY42NsQ/y5c34fKf31fam2QCyEoqok29teKFWqc8OXwTrkXBcnmbvS5+V3poXn8GIIMexbW1u7HuORnzu4MVeKycQkJYbWJhwj0wtFqa50nVJ1aKvBx3yJsFYLpIzjF9+FImn5pRRhDHogHLa1IMEJh7M63DebSFt6jQaC49M6BxJjuzkFXgHhnMNo6/MTALo16DZYlFuDmXgvCaMNTdvijE+u9vBjx9Ba+9jzVmNdSKKnfZIz3TQY7c+jG41pNSBpm3B+wLSt/ywdOpQOFAJsq5OF2TRhHhpw2idjE1J6a4WBOtWHERitcdr5ZI62DWTLx9N7huxCzK93efZ1nBU2uM46C1bR1Qd1ILB+zoWxtXiXthhnrAMZBeFf3MaBsOnZ9EIJ6f46Gx44C6aJQkq09AA2PAsQQnKCBc4BSO+uKegEJiGw0aIfpqsSPsGZhczCINJ/8buPA3WepCuJ0A5VVcHVOrgRi+CZEbwzEv+uFIR7IW0U+TIIgQyZwnEW5TrC4BA+07qYlmmm6mNHYVx4i7yS3oWvDv2Z8poB9r/ylSwsLk6X54mCZVif8kRfJiPBgHep1xqE8PMc/zypoKyUIXwA53z8fEZK83eYAz8mQchKxB0fF54ssFF4jL+Rj48XR4XwiiCTXS/+XgmRlAXRlTXG9UZhdEpgjS7/Ye1LyQWNJyFVbFe4d2EJ8dcKPfP/73orgvAarWAym5PRJTi+t2X4Pb7dhJTeGyLcH0EnUMc+ed2ASOvhlKwQn63wW26JS3HQoS953Gy8Rpe3wU2NY5oOM0qDCtIY5x5SLts/xlzbuuY7XvMaenWdjk+nyv6IYydEZ3VLYyxnyrvZYJHvrq2YfmZs1od0nWzexDjbqNCJj15ueY/nzcciGUfifciukTwP4n6R4Dqv8HMEBZPrFFjSuVSXPcqF/lxhPRLgROeNpsK9kn5DejcCaT3I5aBciTaVP8J/6MaAoHATfi2MOQ6ipT2/x85mslQ25t04Z5wy3t84R63r5niuxBAx5l6k+zp1y+P4SwHRUhvOm9on0qozRWAjCZQASvGdr31tyksx3fis4dlPs23Jf8ufs4gYtjXVLzd97rR/Jn+F3k+tfc+G3RQU+TO1a/umdu72zI/Lj9+t70AKeUpK5zjXotdm6P9sZYK8b0lpMXPdcxGFgJ9F8C99kRZLB5mrz879LZ3WKZLrWAPVOj/ZTYjJttqGpD/Qak+sPQnUaOPrgBvjybbRJridO0/KtXexDUFmOK2xpg1WcHDGZ2G1gDXeqmTiE2MtRvjrxlqpxlowwWKItxJ6It/i48R1cO/2lkGf2Mpkv7UY4xN31bVKFkZjNEpFV1AXiJwnsU8//aTP4Gx1Eug9ac3G05qpF1F6+UaBLBMenDPdC9W1WFuF8RTBFd5bSrVuUjbqpmnTZ5/0yysrfAIvOxUv77OM+zHpkrFZ6nq3zyYRzehy7zNXe/LiM1PbpCgwxoY66/6zt0SrRMShiyuM/Y8x9/l+eYz9mY6J1+nc4jshKFrBjLFpu1dceDG/i9HzRNobukQiy14p4t3/XSCLvp+dwOnvQxDIrM8wXUvv7eGcowrhBdb6uvVa+/Gr+32Gwz5SKYRSXHjBAaSULC4tsjA3BATbozHzCwMWlhYYjRrm5/pIKVnfGLEw16fqSdbXfJK3xcUh29sNxliWluZogmJrfmHIuPHbFxYGjMYN1liWF+fZblusdSzNDxm3DdbBfH/I1tgngVuYH7K1PUIA83P+PLgYsz0mpFbAYhn2Bxhn0MYyHPZpJt5yPuhVjFuNEI5h3x9ngzImCgtRsEuujQqGdZ9xM0FbR60UjqjokCghQokyf19VFYiCs4lceSuuFxalUOHe++OFcExaQ7+ukowjA5nyyboco7ZlWPeC26NFKsmkNQx706+0ibYMej5D+aht6UuFNppBr4/DMWkbalXT6pZerwfOMZ5M6NW1d92ve14xAfQqxaTVDKqKxhp6lc9C7xz0ehWTpqFf114xZC39nk/MVtcVTVB4VdIrlXqVCgngKnRYs6PQF4nIoPLJ3Jy1KWN1HQXoMDbYQJ6c65JGBet9bqmKJKoKsecpA3ZY45YWFtK+8X0SvagQAm0MRikf/y28h0KerVYIgVVdmIh1sZ63nCLgApBhTcitPXl8IUGYj++yaNWLHivJ7TvbP5EB52OhKy/Be2Vz8MgB/z61zqXs3rH/OYmPhD22KbZPZfv790B0Nw/W0khSRBarmY2jyM4VhVTjfHy/72eXBC7eryisqkDiEgGP1wn/5mMX1+ap5E7Zfc09CqIAHF2S8/jQ2UCiPP50ioAnN+NpQpGUEUGeSQQya2dcp6WUqOz90Y8u6MTmu9TfSIxFGJfc2yKOcbx27Be2izNO/YlkkowAZf2OVvyoWMkJc0fbsr6G71ME3L/ME7lPls6uY1OEJ48xjgkKo1wYr6mcV2Kl37JxieeL2efzfiVFQSTgoW3RkzK2L97bHeMfzh+/J8ttGOf4FxO0pRCEqAAI1zbZGEalRj4vutCJMEfj/Arb4n1I27J7Np2jII6tIOqQZ+fAlFgtuooDcS7G52V5//60W/Q6kC5cJY+RpvP2MZmiKcVhx/kUldDZcxPXlxgakGRQ0YW+iGxNT+fLjndxv/ye0c3bKZIuuqSBcV7mqKT076bsXlfxHofzOOm90aLcba1FBhlgGt1zFp9Jl13f5m1hdwVB/Dc3AJ3rKAT8LMOzOWt57Q+hnE1IemYt2lpMq9HW0mrtiRU+829jbEi2FMi1DVZl64mLdYFIR4N7fAKsCC6eAmFkIMGus6ilxTpqOaNgJEBbUNYTGy8doZ2ve+vjDi3aWKQNZDjEbTrrS/b4xcNgbROuG9xr9SQQbk+8tfblq3yJJ43WXjDq9Xzs9nDYZzAY8jf/5of4vd/7A5aXF1hb3WJpeQh4d/JLLrmEU6dWOHhwfyKOVVVx6tQpLrjggkQ467pOJNRnSfcZ04WQXHjhQdbXNzHGcejQBZw+vYZzcODAPk6cOMWFFx5ESsXRo8c5dCh+PsbBg/uRUnHs2DEuuGA/QiiOHz/KoUMXAb5c1YED+5FScuzY8XAeybFjJzh48AB1XafEccPhEGMsx44d4aKLLgEcR48e5eKLLw6fj3HxxRejVJfRvNfrJXI9NzeHMSYdE5PJgbd0xyR3/X4/ZYvv9/vPeEzMFj8YDNJ+MYnbZNIAPobeexN4V35vWYb5+Xm01pw6tcJFF12EEP7cvV4PKRXGaISQ1HVN23qvisGgjzGwtrbGwYM+bmttbYP9+w+AcGxtT9i3vOCTwOmWqu4zHPQx1rK2vsGB/csAbGyOOXjBMkLAxsYWy8veVX+4PmR5aR4QbGxts7Q4j1QSpUYsLswRX/bLi/MIJbDGZ+5amB8i5QSHYH6ux8YTD7PvopewsDBPNZngnGNhfkDVa8DC4sIQ1TQ4YHE4oGf8mAzqPiqQzOGg7y2uOOaGA+q2B8Cg1/Pxz9bHhwopmOv3aXSLdTAc9pn02rBvjWpaBI5Br06J2bwQInzZQ+vLh1kXFC9KMKz7CCUx1qGkF5qi1VoJGQi4p8eJgFuLUBLp2IWAB4IelDKqbenXPS/oyC4uNlmDdM2gqrxFVgQBrtIMg9XMyzkO0WqGIZM5QtCTktZIBr0ah1eSVapCSuEtbmFN64f8AnVV04YXfk9JnJD0lEI4Rb+qaLTGIejVPuN5r66Tx0BdVwjrqCuVkTFPIutKYcL+MlN8pcYDvaryluBvkoBXGQGPa7TMhTTRWRsRAt223PHVr3LVm988beUpKNgDaK255Utf4qq3vCV5WBUUfDsgZr50tedFMFj4yitfuukm3vaOd1DVVciC1Fmzc68BANy0Bw105Dwq+Wy2Pfd4SUoaIXwoTlDIxOSZU0ngZvoRSW9UxuSifCTkyfsgJcfLFJmp+R0LSW7h4RgVPTn8r/5dJG0g1dEzyvOSFFIlhH9PGps8ZnJD11R1CCFCecvOEJQUZdk7TOTKjaiEOgdJeVndzmLESfmMO3RGiuSKBWGuehVbEj6FrFC1ZKiChcJ2D4QN2c5FiP8DUE6gUGhrA3E2YBwOhW4m6InBYVBSMZ5MMLqlkhVNo3Gh5M94MqaSNTa4pcfzDIc1xjiEg6bVCGEhuFFXlWTS+FJAo61tVF3hQo3h+YUBp1fWmZ8fsrm5yfz8kPX1LRYW5lhf32JxcY7otmytd6UVQnL//Y9wxRVXsLy8zInjJ9m3f4n19XWUEiwvL2OMZXl5udPWSu+mHeOicwLu3bsr2mBFlVKxf78nz8Y4lpf3peiB5eV9NI3m4MGDOAej0YQDBw4CMBqNPTFEMB77z87BeDxiaWkZcGGf/TgHW1vb7Nu3H3BsbY3Yt29fcOX3NbcHgyFaG0YjH88OPp67+7zF4uISVaUYj30G86qqgxLDMRwO0VqzubnJ4uIiVVWlTOd1sAjOfn62Y2KceL8/wJjZ/XwSLb9fi5RVOLcvdzUcDtBas709Yn5+DimVL3FV91I4QFXVSRlS1zX9fg9jfFm1+fl5hPDluObn53xyaekT3UkpAgHv0atrjLU0WjMcesVMayy9Xg8hoK6b5LIblS8gwmf5zM/obo+tkCwfevE5+cIoOP8gleK1V11VyHfBWQGlFFdcffUzJv0sKHi+oJTimje/uczHZ0EuzojZv+jdQOYJExMCC0Gl1E6Pnnhc5iEhpA/pyr0tz1XyDYWAn7VIrkVB81NJhUT4cl9CIKi8pUkqaoTXyjmojLdAqZAIyRhD2/NuttG647dbYgmuaP32GWgtLsRPCetdF1ttwFlsa7HaIGVF0/R9HLjzGYq3t8eYtqFWPZpWY7VhMKiYNHMoUQV31OCCZPxvLljXmuACG2Ne5oY9trbHDAd9Ngcb9Po9rPGW5+FcHyl6zM3N0e8PmJubo9ebY25uSFX1WVxcwLuqe/fdth0jhKRtJwyHQ3q9XvrzBOrcfHALzl0IIajqXvIYKSjYSwghmJuf71xKz4BoUUnux+CFI0humH57l7Xa4RPTWekVu2LKvdXnE4jlbvLYVBNdQMM2G11VszbGDO4iuHvG78457/7pv0zFskY3XRO3ZdadmAE7uqFG61DKRxCtVIBL2eI7t1M/Pj5RYO6i7EI7YoaJ2N/k8mujGzbe3TRLQhfbG7HbipFnZSf77EIscf6bC278eWzvmd6AMb5XzG6LfY2uqfn5wl/uqhzHN+YPSDH2s1a3LBRjbjikjZm54zWyLPBpW3a95I4b+5y5PycX2zjudPd6to9TcJ1bfu4+HnND5DHcCdGKmbVv1zGaGSs/wPkdDoTPs5Z0TAw9zC2dqbkz509xxa6blC4d37UiuSzPdCV3B05zJWtvbL8N55bZ+Kffsu87jp+xHLs4BsHyOTV/IbG82H+XHeudNkXqa9d2FyfsVF6A3Z2kp7/46SGYj+uj8QkxYzt2NZJl1tr8PhdJs2AWZ64XVLAnkFmSkDy2R0lJXVXUSvkYlLA4WevjKuuqotfr0e/16Nc1w16PuX6fwaDPsN9nfjhgbjBg0O8z6Pfpx79ej36wAtaVr8+slEolnc4HSCl4/etflWKqCgr2EtYaTj75cBYXX1CwdzBa89WbbgoZ9c+MXJjMCVgkMj6cqSPiuauls13coxOBhJqunBkpHMolkmoD+THpfNOCf37+KKBPJfUJFTFyUhJLhUVilc4T8pPMnn/2s82OCxd65sEFMhqwU1gPIQEIMXXe2f7t1pYzIo7B1DHTRDk/51R/znCuqfZm7djtODez/zcLrb3L79R8fAbF0A5kcbG7/rbL593u4nO54rP1/5to9c7zfDN9fu4nzT5n/3aaE/58rZ4mnN/cUc9152dQlHxLLzQNrTWf+8xnfK6iv4BMvNtzE5UpUSEE07fl24m8LXZm2zMe59yz7LPz12ddv1KlENf9vQBwzljAf+mXfolPfvKT3HHHHfR6PVZXV3fsc/jwYX7qp36Kz33ucywsLPChD32IX/7lXz7n4oie1fW84JuCtY5vfONhyqgWnA0QQrL/4peeNwqugnMbUimuestbntEFXcWs3C7G4bskEEfrjhM+QVRrvOWydT5BH4CISd8yC3Y6znVxgTg3FfeYuyUqSErnlKAJkrUst+a6cMxUoq9gRbeZK2QSJkO/puIkRUyI5BNYVll/47lj/H4ck2Q9FyLUJPbnkSFWLMbq45yP0beW2YR0MVFRHGMHKUY0T1REaLcnnMngn8WxZpa3kAxvNglZJBRxLGR2TJ6ILiWKyq4fk23p0OY8LjOWZwtObzviNqEjmFJ463bKU9Dr8eZrr0XWdTeu8bwZCYtVLqLhNvYZXDL4pqzm4Tx5cjyX9Ws6eVe4VrjPMpsPyYIe53D0Ygj7xwRds9Z9b32NVlPnE1vG8YjW/MwrIM1PvAEhL4nmZtqbrhm+2+zfvKSdfz5J9znfLumyi/vSZS5dMyYBTGMjxI5KJ1L4JIUqm8uE42Iyt5hcTTiXrNzpmRBd8rWp8QvjP1UCK2yP9yeObRqDNPbdnUyeKOkOdGPXWaf9EzN1DuHLqb7tHe+gX9dT8y+P104KnBnPjjRXs9Z0V2LHfs83ZhWNz4a8nd+MNJ33d1YJMUvK/7zXOBdxzjDTpmn40R/9Ua699lr+63/9rzt+N8bwvve9j4svvpgvfelLHDlyhA9+8IPUdc2//tf/eg9aXHA2wZfWKoSn4OyAyN1D9wBeboiumd7aqG2oe+ocWHBW4DBYZ5EuuG0agzSSllCzXDiclb6et/OijZPBDTlaDLSvJerrXrtETnzdb5DKCzOe+AikcDTGIpQJQq30JcqcQwRhThtNG4Tv+JpuWo2KpXuEJwCt0VTau91qYxA4JsagjE882YREcY3RKZFMayzSGRrjqws01uCXDp/1vHEOjU8+14ayZ1L46hKVUKm0kQzJMaURIVO/w1WBJGl89YnK0eZJ2KIwmRGymNkW56CucM5RtbqzdAZyWwXi0YZjZGbpjf/qIHTLYB2OBNgALoQpxczJNnhBRXJmMgtFIjy7JAXKhc74PVa7myaOpFKZMm6DaZfqGWE2Ccuus+jKHeedPib2MRGamfPJmX8jmUpw09stpDJpyQsgZguOh4idWbXzE7pAQhwdEY3nMnhFRuyPw8+llNE6VigI98+75u+04sqoqAjnmSWbMdtyTtZnLe7k18hIWLLa4TqX6EjE8xOE59aTz+7+xjJZvv9+PKOyAUBWVZfBXQhP2MTUDAgImoeYAJZQAab7tXN7z/oW/1L/M+VKvCdRYRPPFbPsT7kf73LPpzLiTw3FThKZK4BSX/PxFzvdzXP3e7J/83tnZ7b5+yhSGICb+ndaYeOyc7jsPGn8XJZNO39W6cY5nX+mrUnZBmlsp57dMI7MzLfZu57uwzO8Q90ZPu+6jwgl3OgUKTl2GPGi50relqyPUUEwe49m52U+7rPHpP3DOFnnfLnD/JqZom52vXkm6WLHtWfg0k5d9Ydp5cb0uXbbkm+XCJDSV6sISse4nikhEEp1+88qMM6QeO58wDlDwD/ykY8AcP311+/6+6c+9Sm+/vWv85nPfIaLLrqIq666il/8xV/kn/2zf8Yv/MIv+BIzBS9ISCl41ateyQMPPLyn7fC1mX3JK2M0bdvQtj4B2mQyYTJpcM4xGk1CIjPB1taI7e0xANvbI0bjCSAYjUZMJg1taxiNxuHlIULSsgmj0RiwjMcN29s+Kdpk4s8rpWIyGXt5vjahNJoX3n0StzHb2yOUUiHBG9R1S9M0+KRpVarb7etiG0ajEVtbI5SS4RqSqmpDiTRCPL5mNJqEc8uQLd1rmH0N9x5V1Ybs5j6LtzGa8Thrz6Shan1maV8mylIpn6FdaxNKr8V++2zso1Hjx1NItkdjBoMRUgjGk5b+0NK2Gms1k1HDqD/GWst47MdKCMFo0lCFMhvj0YRevwIXPlcKBIybCfVYhXFuGPcrpFSM2wkISdVoRqb18d+NYOXI48xfcClVU9HoFoGgaX2tcCEEk1ajWwPC0bQtjW6RQtAKmLQThJCoVvps9MKXidLWIAifjQXnS4E5KzA9S+t8PK5uNa2e4IJJYGsyxjqorWE8nvj5aQ1SKqyzqaQezgu3QkC/VSHZokNUyotwzoFM9ga0dghhkbLy1gdr/YtW+ISPXriwPgu6FD5RY+3P0xpHNfLWmbryBNMYh6wqhLO01iCFL0nmrW2Oxmi2JjXgkPiY4NYaenXlXZpjaUBj2arqTtAGWmuT4KKNpVJ+Wz1WaOuShchYS11JnBD0hErkWVUKow3jvk9OKAA18bk0aqWYaI10Wakw6ZNbjidj2qj0oCNVAHVVebIsOutUHQQVWVUdSRAzpXmicseF2Mx4RmchEJ9kTRZgtOGxu+7i8te/3p/X7+z7LASy8loDG5QWqfZ2uE4VCUm4lg7uhBbn85FUCqllshYm4plbajMyqPJyYyJaw7qcKDkBd0IkpQzhmCTkisxd2jkIypYkfGaWzGhpE0HREAXEaTIT781MzWA68hwt2H6sfIy4A6wAGQq3SxfczcP1YskomCb36dyACzHqSVGRW3KzPuUCfioFle2XC+ezBCU/XzzHbtjR77AwpHOEOTvbNim60oZTpIxAhOM91ZqbP/95rnnb29I8T8ROdiW5oidDTlJ2E9Tze5gTNpcpTWTMQ5DtN6vQyMmU2+Vz6ssZxiwqmxze6j/rcjtLhGyo+KCE73c8Nr9PSYk2244ZC/XUebM+JvI+o4CYbc8s+c7PZYEqPrth3KIXiSbz6gj9jTXMZXauVM+d7rkVyq/vzjl02J4TYxH7mSmW0twS+RzLw0Zcug/xlRXHojux8F4v4XraGD7/2c/yzne/OxFxkd+zmefVus7DYOpewY65kn/O51Kcs9LtzKjeHeSmPsdz2F32n33eZn/b9Xc/wbpcH0JACDHKybjrJo1vh/B7JEWE8wp5mMkxEn4ju3ZUKuSl2ZwQyZOoy5sxXTL3XPUmPGcI+LPhy1/+MldccQUXXXRR2vae97yHn/qpn+Lee+/ljW984xmPvfXWW0Mm7FA2J9RdBnjxi1/MhRdeiBAiZV6OWfjO9Llt2xRH3bYtVShpEz8DIYNz97mua5xz6dhYFzrWULbOUVVV2g7s3MeYtCjF2HBfe9v5xSabtLOfuyffZauBS4ICxmJsqG+NwRob6l37RbVtW4x2OOtJpW39A9e0mkppjHU46zMf6kaHWokOHeohSwgPqRfqxtu+HvJoEglBS1UpjPUEEQFbWxOkhNF4jBCe+FTVCOcs2npyMJmMUVJw6633hGe7x2g8oj/qBRIqEKKibRu2tsfoVlPXXkje3Nxmbm4cCCH0ej0mkwlVVVHXvZR9vKpqVlc3WVvbQkpYXV1jfX2TqhKsrkq2tjZZXZ1jY2ODkydPYS1sbm5z4sRJNja22N6esLa2xqlTaxhjOXXqJEePrmCtZXV1lZMn17DWsbq2ysrKNghYOb3Cyuo2SipGE9//XtVn0jasr53m5Mo6SkpOnjjB8eNr1LXi+PETHD26Sq9Xs7Gx4ZPaDftMJi3WWobDAU3TsLp6mhMnVgFP2uOiNx6P6fX6KCU7Lab04tX6+hpHjpxESsVotI2UviRY2/p5NhgMcK7l1KkVjh8/hRCSpvFz3TnBZDJifn4BISqs1QwGA6SSWOOve/LkJlJF9zaFkNA2mn5/iKwUOIvAC/sCwcbGNktLKwCsrm6wvLyIqiTbo4bFpUUqCVvb28zNL1BVPtGgkIK5YZ/JxCAqwcKwD0gaY+nVCusc41HL/ELIlN5ohnN9nBC0TcNwfoBAMBpNmF+f8+R9a4zqSQb9PuPxBFUrer2Klj6bp1bobWwzbltqCf25PqPtCVJIhsMeE2OphKDu1RhnkJVPvNi0E4SoqGuFbjX9uma7ndC2LXVVewWLbqikomlapAAnLFuNL9k3qGsmQfFTm54n3TjmXJ9J23phWgqcbpFSecEolRj0646Vvq66NhqFRaoK0zaeYEuF0xqDQOHQtkUqhTUWEUqNORMEJwFOOqTxbr6mjcRRYGPtdumvr7X1ZbjCWieVJ3tVSN7ojMUK42OMyayTbYtxIIQEY7xV2RqcMVglEUJidIOQnnxaY7DhfM6JRMhiaRVnPRHXylvYcQ4pPHHTbSCmUuKsCcmnjK87ryTosL/ygpp2XmCygbS6zJ268porb2lRCmtMcuV1WoexU8iQfExK6d8BgbjHd4MQXUk4qTw5jBYHExRpl7/+9UmwkYCO7w8poW2T4sAGJYrFEyUVaoMLa70ixhh/b6QI1wz3O0i9QkpfdhIvUEXFQ9xOEHptsNBLKVNdbhnqrkdhzGiNUwoVSiSm+rThXRwVUzIQehsUIDIoE6qqSjHnSvk5G9+b1miwzs/bEB+uqiq9Dyvl30XGBFfa8B7088Z0bvRhbJSSqR65S/dvunwfUuC0SRYfE8rPCSGwWvuSg1Xljw2u/cYYn5053G8VCKsxhjooU0xoO2F7LFNns3ltoOury2rJu24MUukgY1Jda2v8M6HCfZJSIlX4HPpntJdLKiExUU4S0Grt+yf99njvjXO89bu+K90/VXkFmjGGSvr+OWu9zGR9iVUVvEC6++fndVVVPnGtMV0/Qp9M2F+FZ4sgs+lwn2QYUyGCa7UxiQzE8wnAah0Ui35OKqVQwpdeqgKJNOGzvx8GVfc8sQz3L647VdaPXrbm1GF8YwiDMwYT52FQkiqlfBvz5ynIpPHeiDA/Xdweng+lFCZULInjHteUJtwzEWRVGZRB8Z65uF7UNViLzvphwloTPauUUqm2dBx35xwi3EvrHL0g57r4jIY+yfCcx3kY5WAZ5PUqbI+lN0WQy0Xot9YtSkoQfnuUFWJpWRH6XUWljzG+TKQUXPuOt4d57UvmRlncWhvWgvCshOtb8OtFXMvj/nEehveQL4equ/U7vmeFoDWGSsqp+SyEwLStvx8ye57C5zo8T3Fe5WuEcy70u0oJmnv5s1VVvpxx/GyMb0NcF/BK4XyNiCVs49rcag2Vl+FMGANnLa0x6XlCCE88w+daKXTjZYd4X6NVfByuL6oK17ZUStGG66roldC2DAaDKS4VuVH8bK2dvmczn02Yh/HzLA+c/Rzn4W6c8JvJ7XPeJGE7evToFPkG0vejR48+47Hvfve7ueaaa3jzm9/Mm9/85qnPH/vYx7j99tt59NFHAfjqV7/KE088AZBc3QFuuukmTp48CcBnP/vZFKP+qU99io2NDQD+5E/+hPF4jNaaP/mTP0Frb937kz/5EwA2Njb4zGc+A/g6xjfddBMAKysr3HzzzQAcO36cO26/Hescx44d46FvfAPrHCeOHuXIo49igZXjxzl95AjGWtaPn2DrxAmMdWydOMH49GlaY2lPncRubPgSY6sr6NEWrTGwtoqZjPyDurFKuz3ylsLxBu14wsZozJzZYjTZZn20zaVLko2tTdY2t3j5xUNObmyytrXNKy9f4ujKCpvbW7zkkgWOHD/N1vYGl1084Ojxk2yNNjh0sMcTTx1j0m5z6KIBh586ijYjFhYcjx1+ilZvc2BfnwcefgKBoa7h7nseptcXONfy4EOPoZSgUoJ77n2YgwcXmDQj7r73IS44sMh4POYb9z/Gi158MU3bct83HuOii/azsTHmnnse4Morr2BlZYN77nmAt7zlzTz+2FPccce9XHXVVdx//+M88MCjXHXVldx77wPcd9/DvP71r+e22+7hwQcf5xWv+A6++tXbePyxp/iO73g5N930BZ588gkuvfQibrzxCxw7dpT9+/dx041f5PTpVUBz6623IyXMzfV55JHHOXToAIcOHeTUqRW+4zteymWXXULTjHnDG17Hd3zHS1AKrr32al7ykktxzvD2734Tl1x6AVq3vPu6azl4YB9t2/Ld117DwX37MLrhure/mQP7lzDG8M53vJWFhXmc03zf972dwUChFHzf970dYxyDQY/v//7rMKZhbq7Pu971XbRtw/79+3jXu76btm05eHA/737327EWXvSiS7juurfhnOMlL3kRb33rNRhjeelLX8x3f/dbsdbxile8jDe+8UqEcLzqVa/gta99BaB57Wtfwcte9lK01lx11RVcdtmLMEbzlre8kcsuuwStW9761qu56KIDGGN485vfwPLSgu/ru69lYXGA1i1vu/ZK5ub7CBzvetc11LVESXjrW16DlI6qUlxzzXcAluGw5g1veAnOaebn+7z2NZfisCwt9njZyw5irGDfUp+XvGgZBxxYGnLRBXM4ZziwNGD/8gAnBPsWa/YtePJ7cF/N0pyvMrB/WTHX95aNfQuKgfJkYv+CoJa+bvf+OUeNt94u96y3tFjLkpsgnMU5zaLdAmex2jGvtwBwztLfOu1Pbg3i9ElwYNsGcXrFa5qbBnf6JBZHs73F5MQxjHVMtjaYHD+GtQazvcVk5SQT42g21picOun3WV1lcnoFZ0Gvr2LX1rDGoFdP026ug4Pm9ArNxponvysnsNubXphcOUmztYkB7OopzGSCMRq9chLbtBhjaU8ew2mNBvTxI5imxRpLe/RpjLUYZ2mPPQ0IXNswPvIUToBuGibHjiKsxY7HtMePeUFuNEKfPAE4mq1N9KlT3uVza5Pm1CnvgrexQXvaK13a06dpV1cRQLNyGrO+7j+fXsFtbeIETE6dwm5t4RDYU6ew47EnWCsnsOPGeyUcO4prJ959+/hR0F55qI8cSYKhOXrEGyWtZfvwYd/epmX9Mb8e69GIrSef8MLeaMzmU0/hhEBvb7H+1FNYoN3YYHTsmLfGr68zOXHCK3BOn2bzxAmEUmyvrLB+/DgIweqRI2ycOIkUglOHD7Nx6hRUFUcff5yNlRUkcPShh9gO76GnHniA0dYWCMET991Hu7WFBA7fcw9mMsEZw+P33uvJXdhOIH4P3XGHVyY3DY+F7ZOtLQ7fey8CGG1s8Oh99yERbKyt8eRDD4GUbJxe5enHHkMoxcrx4zz1yCMAnDp6lGOHD4OUnHzqKU4+9RQCOPHEE6wdOYIQgqcfe4zVkydBSZ565BHWTp9GCMET99/Pxvo6Tkoevf9+RpubSODRu+9mvLWFAh6++27ayQQpBA/feWci/I/ccQdYi2lbHr7rLq8UbxoeufNOBDDe3uaRe+5BCMHWuu+TEILN1VUOP/igH/eTJ3nywQdxAk4fP87Rxx6jVorVY8c4+dRT9KuK00ePsnrkCPO9HitPPcXmiRMs9gccP3yY0enT7BsMOPLII0zW11keDHjygQfQm5ss9wc8ft99mO1t5uqaB++6CzMaMahrvn777ejJhIEQ3HHzzQitEcZw5803I0Kfbv/yl5FCMBmNuPOrX0VKyWhjg7u/9jWkEGysrnLPbbfhhOD0qVPcd/fd/h6cOMEDX/86SghOPv00j9x/PwBPHz7MYw8/jAWeePRRDof79+jDD3PkiSdQUnL44YdZPX6cnlI8/sADrJ86RU9VPHT3PWyeXqWWivvvvJPNtTUAbv/qV9lcXwfnuO3mm2nGY5QQfO0LX6BtGoy1fPkLX2DStmit+doXv0itFHYy4Y6vfIV+VTHZ3ub2W26hrirW19e589ZbqaTk1MmT3HP77UghWDl2jPvvvhsJHHvqKR69/356QnDs8GEOP/wwtVIceewxjj7+uG/7o49y9Ikn6CvF4/ffz8mnn0YJwUP33svKsWNIIfj6XXexduoUQinuuf12NlZXkVJy1y23sLWxgQDuuPlm2tEIJQS3fvGLnljguPXLX05k/dYvfZlKKZrxmNtvvpmeUow2N7nrlluopWRzdZV7b7sNCZw+dYq7b78dBxw9coR77rzTy7RPP80j3/gGPaV46vHHefTBB6mk5PFHHuHwI4+ghOCxBx/kicceQwAPfP3rPPXEYSTw9bvu4tjTTyNx3HXbbZw6fhxhLbd85SusrKzgjOHWL3+ZjfV1LI5bv/QlRtvbOOBrX/wik6bBGsNtX/6yf2c0DbfdfDNCCMbb2+nz1sYGd95yC0II1sPcE8DaqVPcf9ddCODU8eM8dN99vk9PPcXD3/gGAnji8GEeCevIY488wmNh7j38wAMcDn36xr338vSTTyKAr995J0ePHAEBd9x2GydPeFn8tq9+jdWV0wDccvNXvCwu4Ctf/CLbW1sg4Es33UTTTDDG8KUbb8QaQ9s0fPGGG0DA9tYWX/3ilwDBxvoGN3/xiwCcXlnhlq98xffjxAluv+02L6MfPco9d90FQvDUE0/wjXvuQQKPP/IID95/PwJ45OGHd/QJIfjG17/O0089BcADd9/N8aNHkcA9t9/O6cAvbr/1Vk6f9n362s03sxHm3pc//3m2trdBCG787GeZTHyfbvjsZzHGMJlMuPGGGwDY3Nzk8zfeiAXW1te5+ctfxoU+3XbLLTjnOHniBPfecQfOOY4dPcp9d9+Nc46nn3iC+7/+dZxzPPHYYzz20ENY53j80Ud5+vHHsc7x6MMP8/Thwzhreei++zhx5Ihfg7/xDVaOH8dYyzfuvpvTp07hnOP2225j5fRprHPc8pWvsLaxgXWOr3zhC2xteZnoc5/9LJOmwRjDn3360xitmYzHfOpTnwI8f4qfV1dX+exnPwvAyZMnE5c6cuQIX/rSlwB44okn+OpXv+rXtEcf5fbbbwfgwQcf5K677gLgvvvu474wP++66y4efPBBfw+egRM+G9/MIdy3JdXic8PP/uzP8m/+zb95xn3uu+8+Xv3qV6fv119/PT/zMz+zIwnbT/7kT/L444/zp3/6p2nb9vY28/Pz/Mmf/Anvfe97d5x7fX2d5eVlPvvZz541FvCmaZBKoo3X4IigvSRoatu29VqmoGFtw3XHWjPRGge0bZtiG3XbesuM8Jo+HbQ+RhvvPuwcRhu/PWj9XNBqO229G511WK3R2npi7gSTSYNuW2/JQjAZN1htEBZa3fpjo4bVOax2WAuqhkmj6UkFFiZtk9zwjLbevbX2NaIrVdM0I5yV4LzGyeJLi1WqYjyeMBwMGI3HVJWi1WP6/R7NRFNVAhus5YN+n7/yV97D7/7u/8dw2OfEyVPhuG2kgF6vz+bmOr1en8lkzMLCPJOJtwRfeOGFNE0TapcPg3VXUVU1k4l3i66qiqrqhTkj6fVq2tbXlDbG0jQthw5dwObmFuPxmIsuOsT29ojt7U0uuOAgo1HLaLTNBRccoG0NKysrXHDBQYyxrK6eZv/+/VhrWVtbYXl5P+BYX99iaWkBh6BtNL1+hXOG0XaLdQ1zwzmQks31NYbDIVJWrK+vsri4gFI1GxtbzM31Qj8anLP0ejWj0YTJZMTCwhJtqwFHr1fTNDpsX8Bak2Lqfdioo20n9PvD5II+GPSDq7q3bColaVvN9ravRe4Trzh6vX5wmx+zb99y0Jpb+v0h4GiaFodjbjiHc762uFS+hFfbtszNzwUXLYnDx+IKIRiP21QHfHV1k+XlJaSSjCcNy/uWUUqwtbXN0vIiSilG2w31oMegX7M9GtMf+moBRhusg17tNaaj0YT5xSFOQDtpmRt6kt5MWoZzA4SA7e0J84t9QLC1OaLX8/XNJ5OWuleheoplMWGdAb2qZqIb6rqmrmu2JxMGdUVVKRqt6VU9VCWCK3WNEIqm9c+G1/xr+lXttfPGUFU1Du9ZoipJM/El/ub6fRodPDnqnl9DcFRCMdatd5WuK5rW+O2qBueolUAo6a14skbV3srZHw68q621DHsDKhUtRxKJQFtDpbwLttHGW5CECN4kwlv5nE2Jmaz1VnQbLNPeFVqANUgVtOhtQ38w8OtX0yQtfVVVCKmYjEdUdZ1cHsFr/6NXUN3vY5xDNw11eEb7dQ1KMRqNvOUjWNCEUthARo219MK1INS3bxp6/T6NMQhj6PV63kohvXKmqip0sFTUUjKeTOj1vYeBzdb7SkoaY7wVIlqdvZuB70uwZBIsH6KqgjUxJM0Kru8IqGSwYimV3KCjldUYg46WGGN8cjQBVntLzP23387Lr7ySqq5RwMSaUPoyJHlSKrlnx/JW0vkylSJaS6WkAoyz4Z1o0nuTcA8qpWiDFTtG7TpAybA9WB6jFakK1lQcVHXt7/eM9afO3suE91z8HC2SzjlvmY5WlswSFK3bAnCZRdk6S606r7PomZZbvYQQyHh+axCqCu7WfjthLkaLssja5YSY9nIQgqZtk5dDq7V/bqT0914pbwkNVktjbSc7CIE1mqrycyZaf3DefTtai5OFOH5WKmSgd8lq2RqTkmnZYC0W1nusSKXQbQuhT/H5klKmBH1SeS+V6DJqWm+FjPKLX6PjeuVlo/gZIZiMx3z585/nu975Tv8shX7EfaJHQrRuRWtcE7xLiNZqghUyejBk96wKbXHxObMWFZ5dE6yT0asgt7gaoArnj0kLJ+E59/PD0KtqZNju5cA4D6vkidEL3gmxXU3b+u21LxkbPRis8675dWaxQ3YhJlWvFzwkrQ8ZilZh2XlciOhhI/xzFj00lJIhRKyTYaPXRnyGlBTeiyo8E23bJk+CNrOY2zjfyLwyokdNTO4YrI3amM7zIFiOVa+XLP/xWMA/Z0Gujfv7ZytYG8PagbUImVnAhUQoiWl1mpNN60O9vKXZW1YJFvCqUlgX5PLozWCtl2Hali/ccCPvePe7fXnf7Pl3zlH3vOznMm+N3MpKZi2Oz4iJlvGwdpH1D/DrWHzOoodNeOai50jiHeF+R6t3fHfFxIb5mE7xjmDhj/Mt3ZvQDxMs4GndI4RFZc+cD3czyZuhCeuzcxaLX9/isfkci+FLUkp/H6ylyrwyVFjjtdbUvZ5XwmmNqmu/fgWre5hwZ5UFfHNzk/3797O2tsbS0tIO3pljTwn4iRMnOHXq1DPu8/KXv3wqfvtMBPznf/7n+d//+39zxx13pG2PPvooL3/5y7ntttt2dUGPBPy5DNTzBWOMd5mCLtYBUtybCRNeB7cOHR4ebQxj7WN5G2NoAqHWWvuHyrnkdmKs9VaqMEnTNUNt8OieboyP1bTGYpzBaINpLcJadGPQjT+3dI5m3KS4YN1qbGvCwhyz0zqcAe/AbqgRWAembcBJ76LuwmIlVVBi+DhhJUWwYlikkDTNOCg3NP2eCq69FZPxhP7ALyISgXOWiZ6AsWjTIrEMBkPW1tYZDGrW19ep65p+T7K2vsVg0Efrln6/j3OW9fU1FhYWAIlzflH3xDG45ePdz51z9PvDIIR5wmqsYzAYEmOf9+9fZDRqGI/HHDiwP8Qob7Fv3zJN4wnwoUMXAZ4YXnTRxVSVYGtrzEte8hKUkmxubnH5y16GUhWnV9c4eGAf1jlWT29w4OAyOMOJ46dZ3rcQyJT25LyuMNah24bhcIDWhtXVDfbvX0JKEWKgzZRLUa9X+/AAo+n3e2htWVs7zb59+5HSJ0WEuDD56MR+v4+1mpWV0xw8eBClJE1j8HxLYoyPCe/1ej6eVwrqusaYltOnNzh4cF8S3Ku6RimBbr2wEMmIQPnxNZa19TX2719GKknbWJwLgqk24Z4MsNZw8uRpDhxYBoR/1pf3AY71tTWW9+9DIBlNtllYWEAIwdrGBvuWF6lV7YWPStKvFcY4Vte3OXhgARBsbk9YXhjihGBz3LBvaQ4hHBtbLfv2DcHB+uaIpcUhUio2R9ssDueQlWRze8L8XB8lJNvNmMFggJCS7e1thsMhlRCMmpb+IOwzmTDf7yMEbE0mDPsDLwwYw6Bfe/cua+nXPSbG5xmY61dMJhqHY2HYZ9y2CCFRwhNk8ERhu2kwQnj3buHdSl1QZAyC+6DAeTISlHR1XccoFZQUSTmG62LZZNjmXBefZ8IzjggxtkGwiMdEF9Eu8UpY/aLwUPvYbRvc9rRz9Cov+E3ahrqqaI2hF9w6W62phHdV7/d6OCGYNA218mtOL5xv3DRU4eUf3zet1okgD5RCB6E3CiR1VdGE9vaicBjcUnt1TRte6r3gxllVFU1wUYvuuZWUjFsfNx7dFb3PeKec6FfduBOIXD+QJaRMcYgxWVrMXJ1coAOZmkRlMD4G1a/LMdN3JwZIoHVB0A1ClAlk24UxT0oAa1OMuHEhHjyc2zfBK0Kq0BeBDzWSQgb3cBG2h6zhoovlc6Gd4HNIRFdylfUZvHtuisUkhi7uzG6e5mVUcrgu+zR0mcZxMRN7SB4Uzxeul58rz6qNsxgXMsbHc4rprN2RgOFciulWgbzaMIZ5vWjoYrltGPOUnd12Gdh9PH2IvbRd/G/+F8c/ZqV2WRvibyI8K7guY7iDlIjJd9NOjVu8D9HVF0EXA+78mhDXAz+OXqEy1a74Ocxd43wcrQzbZiM8RXb9OB7a+lCMNIZZm8nGNN7nKIBH1+z8XpkgP81Cz7QrusDH/kkpUMKHkaRkjCFHBfEOSZlihOOYtKZze49zTWT7zCbOS5nugyItPW/ZfmSf/b30z7tM4xZHsoMNMmcc19h0Fw6IbYuyqQ3KI5ndy/xZ6Z454WOvs3Okeym6JFxxzPPcFlPnkyFEh/C8WIsIa1TMch5nuoMuxjg88zFPSh0UinnFA+OyBHFZn6JCLc7N1Me4X1TAua4CQj5z8nuSZPm4HjqX1v0UIpA92w66+ZYjG2sT5n28ZpxfUdmUPwPx/ZLaG+dWuFYs+Zj3UwYFQJx3Kntfx+fE0a1TMaRCB1INjknTpL77ihoizW0Rtuuw/ss4NuH3OijpSGtZ6o53iw/k92yJA/9meOWexoBfeOGFXHjhhd+Sc1177bX80i/9EsePH+fQoUMAfPrTn2ZpaYnXvva135Jr7DXiy3AW6QWPT3oRJ7QDb62wdmrBiwcp4ZPD+Becn9j+Ne4jsqUAJ/1jI1yNkhWidvh8VDGhjqCSCrTXwopKIawAYemFRFlt6y1p1lhUrWjHmronsdowGrVUtUpxj7a1DPoV29sN/UHN1sY2/UGNIGhxjUvxZQ7HcNBnY3PE3NyA8XhCv+8tusPhIAjgXkGgKh9POr8wz+rpdebnhmxsbjA/N0QpxerqKsPhgO3tTRYWlnDOsrq6wsLCIuBSnJDXrDU4CwibaZr9mFjjiSAC9u3bz9raBtZaDh7cz+rqJlobDh06yPr6Fta2XHDBBWxs+IRpF154oSeWa+scOnQIIWB9fTP7vMHBgwf9/ZCKffuWggVHsry8jMDSNo79B5Y8+W01RttgRXLYRKYNzkmWl8N+Tes1wkH757WCKiQ1a+n3PWG21rK87K3HPoFaiLEzPtGW1zZq2tbvV1WKycRbXT1Rb7E2ahm9IiMeo7VgeXk5KVZyAq6qOiW5Ekh6/RqjLcYaFhcXUZViMjE4G2JSdWeptCGx2Pz8HCBo24b5uQHgmIzHzA16CCGxTjM/HOBwjMc1c4OBt14IqOqKuvb9HE5ivJF/YQ8GPgbcgCfRwmGc8Ps40NYxN+evbfCfnXBMJo2Pc0dgJcwN/Hw1xjA36HvCKgTDQT9lAB/0PTE0OIaDXtBuK+YG/WTpGtQ9RNuCg7lBDyW9B8FgMEiW0Sh8pnVFZNlIg8bahJfzQPlEY5GA60ybHYWjgnMbzjnG29v0h8OzRogpeOHCOcfW5iYL8/MdeSgo2CM459jc2mJ+YWGHIuhsxw7Flciyt4fvMm4n4xeRhEfSK70XnJSyI+Dh90657pI13kHn4YPDBI8PKcQUAa+C4gXnSzrG44FUli56UMX2TnXqHJc/zpkkbIcPH2ZlZYXDhw9jjEmW7le84hUsLCzw/d///bz2ta/lJ37iJ/i3//bfcvToUX7u536OD3/4w/T7/b1t/LcIIk1er0WqpcQqlTSB1hifUTdYMRvn2G4aJoBzFm06t/BobdLxWOdd9KJ2zAaCY52jUjK4+Lqk4RJOYPFZlauqwmlvRa+qyidjw1DLGq01k6b1mYyNpaormrF3H7Va0+uNqXs1wnmLtW40g15Nr55Q93tUqqLXq/z1ncW0ISEHAiEFg0EPVfUYDgcMBg2DQc32eMLC3NBr4Yy32M8NNU3bZzg3hxQ183MDev0BS4tzAChVMxz2qes++/YtAQ4pFYuLCzjnM2VHgtq2k6DVN971Pbcga4PWE6RSLC8vBbILCwsLaO2TpXg3bgF4Aumcdx9fWFgILus6kDmYTGIIw/RCVHDuwlnLylOHWVx8ra/BVVCwh7DG8PC99/LqN76xS2xTULBHMMZwx9e+xrVvf7t3vy0o2EMYY/jKzTfzzne9K7itFxR8a3DOvG1//ud/nv/+3/97+h5dyj/3uc9x3XXXoZTiE5/4BD/1Uz/Ftddey/z8PB/60If4V//qX+1Vk/9cSC5jwd2DYJHyrnv+b6psjfD1cyfRDcRZWufr1LpA2vrBdaZVoQxEcPuMbls2uH/HOD7nwBibShDVtcJZf26CFgwLxhmwIYMsAkJsmhX2LFNMCUaTPqrUAS84CyCV4tDLXhliRPe6NQUvdKiq4nVvetNeN6OgAPBeVd/1rnedPxmCC85pVFXF93zv9065oBcUfCtwzhDw66+//ow1wCNe+tKXpozi5zpi7IkKrs3eTSOr4VjwTcAhRR7tVlCwd3DO0YxHzA378ckuKNgzOOfY2thgLuRAKCjYS1hrWQ/xk7JYHAv2GNZa1jc2WFpe3hmLXVDwF8A5Q8ALCv4i6PVa2vb8CEUoOLfhrGXt2NMsLy8VF/SCPYe1lsMPPsh3vuENZw5ziTk6XJfczElfD9j5Ugg+gVOWGyDW3Qaf3Cd6dvlzWJ+kBxXifH2IVJ58zychikndSFloY4KtmH+gdS4lNSIk4IrJsYBUDzkmtSKEYKVkallWn5RcLXh62fA9JkpK58iPzxIW2XAsYT8rZVKi5/vEBEs2T0qVjXGOPEGeVj4zvc33C9eLmbtjqicV2h6TLEGWoC55zE0nK5NZUqjYptTnLPGYv0UinQ9CLfi4b+Y67pyvckLMjhyyJ0m6XDUqS2rVNg1fv+su/tJb3zqVzK5LyhhP3OW7AXB25j7k9yI7Mk+CF5OOqTAPUhKskLhWZP0Q+KRTMb41XSvOMxGS6qjsOpCsJs6F5GZZH+IWn73c15EnxMemexfaHueasdbvJwRVrPKQ91mIqfkNpERxQsRUbCCcSG2J++fzKuYhScm98v6Gf3WI27VZEiwX8oTkcM7ff5nNvTjfBeH+i+xZksp7f4ZnmZCfSGTnjkm4YkK22NDUo3gd8AGUzoU54jDhvrp0oi6xXMp6H/KgGGO48447uPa7vstnAc/HO1sD0vzKwyay8UtVBYTw5UizcXdh3Fye6I6C8x2FgBe8ACAYFxf0grMEUikufOl3FBf0grMCSilec/XVZ/w9ZriNpZ2s1jgBVoQSYTGrONBAImk5gVAhq7izXcZo7RwylNpxzhKzsqeMts5nO440QgpASNqYxTqQx1r4fCAx23YUqA3d4yUDEZNAG9oYebENSQ7zbNMp+3YUiMP2SDDzDM3WOU+CoyAdlAhCCLC+BKg/TCRSGzOeK5gqxWci6c0sbfkSoWIC0oxoxzbl5BpcSmKUkivFMZ3JXJz6Fe/zDEGfemtG4uACkRThHNZXtUgZlYOyxLc/UCKbZZ8XAhcIGUJgBKFyiUNUFX/pbW9LWZahI7yzHDwnyBbSvIvjliuMIlIiykgAhcDGZFSBqJkw81yoFuGpqsP4yZLOkSeuEq7LHC9y8hiz9Id9pZ0ed+eyTOpxL+cSATbsJNZJ+ZQnw3TZPbc2Kb1Sdm783EyZvmU3362bJn0O0nWnCDh+3kYFl82IaK4siNnRk4IFrwzJCX0+dhZQ2QafyT8ybBfItgMpQm4wkZ3EYaVLz/R0e7s1IWbg9/fAZ0N3zpJXgohl3/Js6EII3vrd3w1hzfIVCcJVhPBzOIOLiqhZxLkvZaoYEtcCwhwUqZ0uPbP5OhYVTilpsYvrjl8T0vaYy4npnGUia0dSymXzKirzyNaquLaYcGxM3GbiHMnPF9fyENZqYt+MTQot5/w8FGGNFjFRG86vAfl4xfl7nnoeFAJe8AKAQ8rigl5wdsA5x2R7q7ign0NIAgpd+SITyjhGK6G1lgov5LTCl3MSzqHxJVkIJSGj9S0KerHskw3EKArUMlg7myRsOSq8gKczYpFbYCykUj3JQhNISWqrEKk2tg25P7bW1pjLSqbEEjI2kLaY4TYSR+ugEqGMUzgmlmFLFh0yrpQqV3QCcTzWii7EChGFz86c5ZwNpZwyy3iWDddbnZPdqyvjFYVJ5zqrVCRyqR3T9/iZkJ7U2L8oeGf9jffPRnId9kskOT823sNYRiirVpKEzoywQLSqRkISWhWF1Exwj38pjE10JdZysmWc60oihbGJJZByS7zMlCze4phZnmM/rU2WxUgUpsbUZZXfbUcUUvmteD+NYXVlheUDB9J9S4qPblr47UFIn7pMNq6zlthYEzuV6nsWdKWjcq8AX0rPk1s/LSN5tgRClpV6S5bN0M74XOZj7rLrpWtPNzzdvzje1rnkOcDUv27q/k99Ds9hVMbY7FpTc3pme5pzzvn7mJEuGxRNNvMKcGG9cDPnmhncqXHW2TbhHJXrxiaS0chbp0ifi1bymWdl5vusgkDgq3+E006tV/H5U2HftdXT7N+/369vs/2YOTbijG9253b+GolqHIvsPsfz+yEIoal5P5le99L7YMf8dkTVQJzPs8Q2eVHM9Cefezasv9bZVAINYgUmR+18xZek8BCxxJvF4et/i1CLHueQzvpKL9ZhJMiwTqiQ+NlYpsrcJZnpOTy/ZzsKAS94QaBXaVrde/YdC77t8KXcLFKC1vha9VozmTQI4cui9YxBKun3M47KqOCmJ4OAqGkaw3jUIJVCa421Gil9vW6BxRh/3qZp2N72ZdPG44Z+fxtrBZOJr8vu8NccjcfgLO2kYTSaUClJqw3GOlptcdbQtC2TSQMImrZl3LRYJ2gnLeNJgxC+fvRk4i17rdY0rQYHujFM6gbrLBunjjG3OJ/KrjWqxQFa+yz4CEGjDVWrEQ5aY2mD5VEbS9u2ycqSuyFq7cvIYT3hMkFg15nFIr5ECce02Xasnarz20YttXM4p4OLokUEMucyAT7U5vPCorVeeHYW67xbXk4+nNPJQkiVudUaG7TrWV3r4IPcWn9dhyeIwvq253WAXahdHwVMHYRfYy3SGE+IQ31unKON9WG1hlDzHK3TflQVxtqU+NLia1pb55DGeMHPWprQL6Svby7Cb9GqYSGV+IvlW9I+wd01rwMuwv5CSqoo5DhfLziWm3TOeZfOeH8gKQII20wiGt7FM1pYI5zwY3nk8GEuf81rwpyyqUKGlBKk9K6m0ZKXrNPhHHHbLsLplAU8WDwjSa2Ed0tNbpyRGNAJmt5CHQhsqjMdRT5viUlq1TDW8d9k2REiWQbPJBTH8ySBNMxpT6qikD5ztOgEwa69fpuK7ZqxqtvQntzalGrchmOi4JyTxN1FTV93Oj4fzPQvWctER7AjSYvfo+t1rpqO++XjGq2ZsTEh7WpGjujc/LN2xH2mx17g1LQwnf/urOWxRx7hyn37EuGZHd8ddb6ztue/Rzf82X2i1Xs3Aj+1b+jBVL9E1l5B2iOdJZIFN+3hQHaOqIzK27fDRLBL//I5nuZrZq3sCNV0m2dND137/V5yhozvNhLhIQwnDOtIDAthF4VLhjifpvbZRQkSzyNnfs+Josi/z86D2fkw82/+2T3D9af2s5aHH3yIq//SNchQNstNHTGNZ1pn4g47yTFpTZ1VBEDnMRGfV2b3w6WxSMdEou+YmptAKm2alJm7XNcG7wCiQsdZHAJrg9eIdUHx4g+Mii0rvaeIt+wD0cPD+lxMJq7FNpQ6dqFsWdKuZKPnSKEJs+tIHmJxrqIQ8IK9h3M+E7s1aG1ppaE1Fte0tE2DNQ7hfBZ2o3V6RgUCrTWj0QSHoGkmWCyTUYsUId7MqxRptEQKDWLEpJkgpSdg25V3iRmNJ1gHk0nD1tYI6xyjUYtSI6x1WNuiAtHzZA+gTXXAPfmTodSYJxdVVbO1tY0Qgo2NPtvbI5xzbG1tsb21BQL6/a1ADv12ay1N44mhEDCJxBDHpG0ZTSYInCeMI39c07SMRxOcc0waPx5SCd8WY9BKoLXXXPuyaC5dQ0oR6n1bqkpjjNda+rrdGq0btDYY4xiPG7a3t5FSoXULOKRsQ93wKiO8E7a3J76OtzZBNleYkCXfmIa29SXcwJPGtvXj7gmsxZgewr9tqCpoJv56SimapvEEQWu2t8eIIMxZ7XC0aVEej5tA9h2j0TYAbWvY3PTjZoxmc3PkiaaxKDUCHK12bI/GSetqrA0vGIe2zt8vAUZbRqLBCf+ymTSNJ07WMmlar2W2/r5FgjnRvkb34sUvwmiHxqAttG2bBPOmbRHCW1larXFh7jdG+346R9MahDTI8AwIQlulr1xAIFbO2WT1scl9tNOORwtNsmSE35KVJhzrCHF64TiNCaQwFybC69oYL8TH8way4Zx3vwP/PHt3VofQPn7ShRe2sRaMwAYtupLRqhoIqOtiFa11NNorA4zrLMm6aYP23OKqypPsQLzTOIDXAOHP1QZhMlpirHM4rX3t0qpCOm/VqZWPW+7XdSJ6vV4PCQzqurPoZcKjDcJxVHwkYpJtSwJFTpDDPi47LpK13YTKqWU1u06cN8l1eubYlx06lNqQ5kUgCQI/P5MLbLD8+1vYWUBSzHV0xw7XMy64xgqBEt6NU4En+GF/GZUaeGGzyqxXOsToegLuh0cGYi6FQAqZBPacVFShDca54AKfCe10gmyypEFwkXTpfNGtc5ZQ5mOcuxjnRCQSiRhXLyDNF+ucH4vQt9SXYBWKSo04HyIxl6EfMuurEJ3FHdfNF7lDYRH6FO5PEtaz+ZWE8jgHo0Ij7NMJ1aTj/H2OpCgj1NlgxXlM9m8+ZrmFq5KSa97ylqSgieEBsR/JMu+FgCnLpvQL5444+m6surGQTO8X57IIdYr95WW3XgjAmimlRnQZd0IiZFCiBG8DG+ZGnAfJJTvMJwtduIK1yIxAz943F88XxyQ8g1MEPzsmEpzclTqNuYhk2iXFnbbdOCTFZ3gG8zGK7U6x+YGQeoVCtMJ3ISiza1V6PmaIsqILDYj3ICfgU+tVUDolhV1O0iMPz+Zn3CykCsl4SUoYkz0LAr/2WzwxEiFksaoq3vzWt6b3nQjPgH/Gu3UydZDpuPkpxAdjNwI+M06zawp0SowzYfqdkPvXdWd2dM/0rAV8en2b9iCA+BzH+eZiXBDQzV0rBEKCMM7fK+fXc53NTZWu3Xm1xEUz6Q2yNWj2XZbtfk6jEPDzFC5opKwxyaVMR+E6CMTWWhpjurguIaBtfbwG1nsa4eO5vBbKb6uEQPuVFmcsyhhPToxFWYM1FqMtrnLo1tC2GmcMRoMKda572gTipbHaeutM69CmwVrNZNyipGQ80ahYPs1YrAmvIv+2RbcWbVovaGkbCIxGbPuXonMGnGBOSUbj1pPEVjNiRNNMwgvRk16cpWlaNrc3wULTNGxsmEAkdVinPXHzpDwoB6TC6AZjTbDAapTyC8z21gipHEI4RqMxIFhfk4zGnkwptUnTtEip2NjYRggXSOI2IGi1YXtrBAh06xhtjhHSbx+NR+B8Objt8QicQDvLViDJgkA2ggnH2UDgrCfiW1sj79qJCMQfhAgELix11raMx5NwzISNDYlSmUXFWZwTKKURYpKs21tb2ygl04scoKok8/ML9HowPy9YWlpI81UIycGDyyilUEpx4MD+JEAK4aYEgrguW2uRMgq3fnkO79L0DPj9PPHf+bk73ru5hoRRxqGihSa9oOJ4uNR/a106xjmbMvZa65D5PvFzuIa1lhPHjnHooou8VTHET4InN6l9UfB8hs8C0v5RMI8xZbmAGQlOtz5kgmcmgLhuB39cFLLT/c6IYLx38bisTd2IseMlzsz22Rdrjvw6cQ6k/SNRmBmXfM7l80bssl8eAymy/fNj47jG9sxui+OUC7rnEqy1HDlyhEsuuaSbSxmcczRZ0iJnrfcOAHRQtkAXR5os+eHeGGs7Ak4Qtl3not0ag8rIvsULaJEsOiG8QKxUUiYp6Ym9EhIpZXJ3jURLEhJPOU8yqoyMmuAxMrVQZHPJQSK6sT1VWCfzZyB3I88t53G+xf6lMQ1tSaQ+fI4xpA6SCz/hnImQhHshMgKehNhsLk9ZCjMhO7llh3bPJrKL26MnTC78irTG+fdJ/sB2bU3/i2fzbckIeJxZQniPhPiWiSVXo9W4NYbTJ05w0aFDSKWSYiYRqnhcOCa5OotAjmRYu+iIqwxjl1ujnfMeIrENNmuHCMoeEeZXHBMbCEU8j0zd9pbhSM6jwiS6RoswN/J5Q1SShL7lyrlcWRDvXbIKi85VOSlt4jFd55LCRwiR6qkLvDeKyvb199Cm50dl50sKy7iOZvMh9lEFrx9HlgzNuUTU83Uxfzfkcy++6xPBnCHXcb3vfpJT53H5HMK3ISf58dnIkylKpbxSNniixASKjkAQY84g6zhx/DiHDh3y7XQ+BtyPl0jeDEBSDuwGgU8GB6Cd7eZIaJuDFF8/pUAKSqi4FjGlkJJdngIRz+79MZQUmVKpm0v+me7uRP7uzdfS3L2cMB4ykzEEAhWUTdGjxDpLJULcupReMSWgVwmqEBJSSZlkJSnCWh9aHc8f+91dXux4Jmb3ORdRCPhZjEQ2XLZgxQ1B3+jjMEwghT6TrDYGHYh3cntMi1k4jk7ojQlAcgHIWjDO1/OW0mF1bIjDCBBWhJgO/5u1xrfDKpxxWOOtxrq16NZghLcGaiuw2jKWAmGst17Uglr1EHOCnlpkOKiRTtCf6yOcYH5ujoW5HnVVMTffR4nO1TESGqVkIEQixCJ6LbZzYIzm3nvu5nWvv4Jer4c1kShnpCuQZ/9bECgDWeveAy59FoJQP92PWmc16KSTqlLBOulr7cYsvlX6LKgq72Ydt/vrWqSMnx1VlRHDqiOP8UVprUnZtK01BHvQlHy5OymNkUQi9MuF/dzUC3c3Ipsf033u9uuyKU//5q3evj3TGZdF9ps4czbm8wBaa5564gleetll6Z4XFOwVrLU8/PDDXBQUQgUFewlnLU88/jiHLrgAzuP3QMG5AWcthx9/nAsvuOAvTPhyD4dIbnPvj6hwjIrAXFEYlXmedtMlvwzyu0qyqj8yysaegM8q0WLuhbyj/pxVOO9E60y5Fb07RFKCTimMwn7WWa+8CIqYLr9H51mnMqVR6gtegZC3NY2LyEJt0rWiki1L2nkOokh/5wmiFqpSCikEddCki14vPXD+YfNaRlVVVFKi6hpZVTusix3rByU6rSYuamLj99wy5wl1ejykDGTehoQL/iGz0coXz49MRFcqmTLmKulVyipt6zS53ywuvujdf86RLSj41qKqKt7xjnfsdTMKCoAyHwvOLqiq4pq3vIVCvQvOBqiq4k1vecs57+58tmOHt0ROwMU0yY4W8Fx5cS6iEPCzDDLTVAE44WOKbCC+UgiUlcktyEqHUxXzVZ3cVFJ8TnLh9Vqi5OaTfd4tDuR8g7WWJ554gssuu6xYeAr2HGU+FpxNKPOx4GyCtZann3qKF116aXJVLSjYK1hrOfL001x66aVlfSz4lqIQ8LMQ5SH/1sJay1NPPcWLXvSiMrYFe44yHwvOJpT5WHA2wVnL8WPHuPTii4sLesGeI87HSy6++JyPOS44u1AIeMF5j6qqeNvb3rbXzSgoAMp8LDi7UOZjwdkEVVVcdc01xQW94KyAqireeM01xQW94FuOos4pOO9hjOGhhx5KSdAKCvYSZT4WnE0o87HgbIK1lsOPPZbq2RcU7CXKfCz4dqFYwAvOezjnOH36NJdffvleN6WgoMzHgrMK36756EIiT+scIhNefT1jMDbU/TbGl6xxXR3wmAXYOl+/HSlTWS+ffVeirY21kFLJIRHqaAMpT4qzNtUoV7GyQ17OIiudJmNFkFiqDJ+HpXVyqhxYOi58lbHucUgw6kKpKAGpzJiIlTJCScDYl7zutrF2RxKivOyTDL+7rDRWLOllsmvF68mYKZmu6kn6HPoNXSmnqVJk8TzGIMNw2ZR1WUztI60DZ2dKMnX10VO5pfiXXUOKWFIu3HNrWV9dRV92GVXMdROrS7nuXIRKHTZPzhTHFF/dxYbSlDaMjczmYTpPKKsUS3sRatz7klg2lcRyxPEBgrIqJaQVLpX2ksJhQ99tPjfCvHPO+TKwYW6mBLj5PXIuCedpDGON+HCcc85XuXFdnfq8Xnq8l3HepfxC1voxy/fLr5WVn4qZrZ1z+BLa4frx/ofnID5f+X1Ipf3IyuOFMl55WbzYBpGfI+YuyvZJd86BcFkb45yVEkkci2+dvdo5x9raGi+e6WNBwV8UxQJecN7jxIkTfPKTn+TEiRN73ZSCgjIfC84qPNf5GAlfJDkm/OlQF9xkf9patHVBeLe+JGb2Z50n6LEEZixro4MwbUO5nFijVwMmK5/pHAhHasMsgUk1ycM2C4n85IQ3VuyYFa3TMQAZ2czLdyYCk20TM//uENljpt9sv3je1NZ8DLK2upnz+H/OXHP4W4YdJ/vmzz57hMj+uo2eFJ44cYL/7xOf4MTx4+knT/hEV2v7TOegK6c6XZd8Zh6Ev6lr73Ke2bnhsvPlR0xVc9rlXLu1V8zMn9nruZn9mSGAYrdjZpQRU30LCqdno5FnvLti+sPu47P752c7t2PH6c94jmeCVxKRlBwuWwfM7HNljK+3i8M56xWBxmC1RmtN2/q/p48e5Y//9//m6LFjvr711J9fp+Ja5Ux3nvQXlS3kCiTfhlgq2GiN0Robyganf6OyJSqinMMQlBHWhvZ7+HbENcP6cwblY2pf6C/Of46ldNN6aC3WZX/ZwKaSZ9amCkjxfRDfDQXfHIoFvOC8x5NPPslHPvIR3ve+93HJJZfsdXMKXuAo87HgbMJzmY9CiCQEJkIYv8P0drqymEqAkgohJUJK6lDHtqqqVNc2XMBbwYJFTURLYTh3IprZfrHqR2pfvj3UwxWE88ycNz//XxRu5ry7jd2Z9j3TsaltWb+n/s37vssYxe3PVuEkH4N8vGd/2+08s/d7t/7Pfo8W510Jedj3xNGjfPRf/2v+f3/5L/Oyyy7bMRb5XNvt/sd9Zj/PWlzzzyLbls+N5/J5R19nK8vM3suZ7bNz/UyYnR87xjsb17zvqT3ZMVPnys6XtzG3MM+2SoT2pzakPjhvoZ4Zq9l+TN3D2bJT+RB1XfPDlY1lvvbgunK4sX1ul2s/F8wqdY48/TT/5pd/mR9473u55NJLd+zvznDcs13jTAqM3RSC/qCuNviZfj8TphQcz7pPvB8ytSX2zc7OuaAUyPtj8YoF4br9p+ZY8AACX2rYiRnvolA22dJZiM9Xcl8IeEFBQUFBQcGuEEJQKwVKPSNJ201IyoXrZ/q3oCCiqqr0b13Xe9yagrMRz7QOPdP2pBgI646MSgTYoUiM6IdM/LWU9JXqFAiQWGMqAcy0EiGSTzHDmivZpRh8TkqwmXPmyhY1oyhLSpYzHB8VJYKZNThXjAmByj00ZhQ3LlrVcVNtjZ9jKNFuXh05LD7M4Eyu2I4YCnJ+ohDwgvMeKiygqpQ0KTgLUOZjwdmE5zIfC2EueL5Q1seCZ8PzuR4Nh8P0b6/X+7Zf72zEbooJF3MKnEmBMOPZkYg8JAVBfh9nSf7s591wrr+PCgEvOO8Rs/uWLL8FZwPKfCw4m1DmY8HZhDIfC84mlPm4e3hAwV8cJQlbQUFBQUFBQUFBQUFBQcHzgELAC857FJe2grMJZT4WnE0o87HgbEKZjwVnE8p8LPh24QXtgh7jE9bX1/e4JQXfTqytraV/y70u2GuU+VhwNqHMx4KzCWU+FpxNKPOx4JtBnCPPJXO7cOdrfvfngCeffJLLLrtsr5tRUFBQUFBQUFBQUFBQcI7jiSee4MUvfvEz7vOCJuDWWp5++mkWFxdLgoGCgoKCgoKCgoKCgoKCbxrOOTY2Nrj00kuR8pmjvF/QBLygoKCgoKCgoKCgoKCg4PlCScJWUFBQUFBQUFBQUFBQUPA8oBDwgoKCgoKCgoKCgoKCgoLnAYWAFxQUFBQUFBQUFBQUFBQ8DygEvOC8xk033cQP/uAPcumllyKE4I/+6I/2ukkFL1D88i//Mm9605tYXFzk0KFD/NAP/RD333//Xjer4AWKX/u1X+PKK69kaWmJpaUlrr32Wv7P//k/e92sggIAPvrRjyKE4Gd+5mf2uikFL0D8wi/8AkKIqb9Xv/rVe92sgvMIhYAXnNfY2triDW94A//lv/yXvW5KwQscN954Ix/+8Ie5+eab+fSnP03btnz/938/W1tbe920ghcgXvziF/PRj36UW2+9lVtuuYV3v/vdvP/97+fee+/d66YVvMDxta99jY997GNceeWVe92UghcwXve613HkyJH094UvfGGvm1RwHqHa6wYUFHw78d73vpf3vve9e92MggL+7//9v1Pfr7/+eg4dOsStt97KO97xjj1qVcELFT/4gz849f2XfumX+LVf+zVuvvlmXve61+1Rqwpe6Njc3OQDH/gAv/Ebv8H/8//8P3vdnIIXMKqq4uKLL97rZhScpygW8IKCgoI9wNraGgAHDhzY45YUvNBhjOH3fu/32Nra4tprr93r5hS8gPHhD3+Y973vfXzv937vXjel4AWOBx98kEsvvZSXv/zlfOADH+Dw4cN73aSC8wjFAl5QUFDwPMNay8/8zM/wXd/1Xbz+9a/f6+YUvEBx9913c+211zIej1lYWOAP//APee1rX7vXzSp4geL3fu/3uO222/ja1762100peIHjLW95C9dffz2vetWrOHLkCB/5yEd4+9vfzj333MPi4uJeN6/gPEAh4AUFBQXPMz784Q9zzz33lJiygj3Fq171Ku644w7W1tb4gz/4Az70oQ9x4403FhJe8LzjiSee4B/8g3/Apz/9aQaDwV43p+AFjjx08corr+Qtb3kLL33pS/mf//N/8rf+1t/aw5YVnC8oBLygoKDgecTf+3t/j0984hPcdNNNvPjFL97r5hS8gNHr9XjFK14BwDXXXMPXvvY1/uN//I987GMf2+OWFbzQcOutt3L8+HGuvvrqtM0Yw0033cR//s//mclkglJqD1tY8ELGvn37+M7v/E4eeuihvW5KwXmCQsALCgoKngc45/jpn/5p/vAP/5AbbriBl73sZXvdpIKCKVhrmUwme92Mghcgvud7voe77757atvf+Bt/g1e/+tX8s3/2zwr5LthTbG5u8vDDD/MTP/ETe92UgvMEhYAXnNfY3Nyc0lg++uij3HHHHRw4cICXvOQle9iyghcaPvzhD/M7v/M7/PEf/zGLi4scPXoUgOXlZYbD4R63ruCFhn/+z/85733ve3nJS17CxsYGv/M7v8MNN9zAn/7pn+510wpegFhcXNyRD2N+fp6DBw+WPBkFzzv+yT/5J/zgD/4gL33pS3n66af5l//yX6KU4sd+7Mf2umkF5wkKAS84r3HLLbfwrne9K33/R//oHwHwoQ99iOuvv36PWlXwQsSv/dqvAXDddddNbf+t3/ot/vpf/+vPf4MKXtA4fvw4H/zgBzly5AjLy8tceeWV/Omf/inf933ft9dNKygoKNhTPPnkk/zYj/0Yp06d4sILL+S7v/u7ufnmm7nwwgv3umkF5wmEc87tdSMKCgoKCgoKCgoKCgoKCs53lDrgBQUFBQUFBQUFBQUFBQXPAwoBLygoKCgoKCgoKCgoKCh4HlAIeEFBQUFBQUFBQUFBQUHB84BCwAsKCgoKCgoKCgoKCgoKngcUAl5QUFBQUFBQUFBQUFBQ8DygEPCCgoKCgoKCgoKCgoKCgucBhYAXFBQUFBQUFBQUFBQUFDwPKAS8oKCgoKCgYAeEEPzRH/3RXjcDgF/4hV/gqquu2utmFBQUFBQU/IVRCHhBQUFBQUHBWYOzifgXFBQUFBR8q1EIeEFBQUFBQUFBQUFBQUHB84BCwAsKCgoKCvYYn/jEJ9i3bx/GGADuuOMOhBD87M/+bNrnb//tv82P//iPc+rUKX7sx36MF73oRczNzXHFFVfwu7/7u2m/X//1X+fSSy/FWjt1jfe///38zb/5N9P3P/7jP+bqq69mMBjw8pe/nI985CNorc/YxieeeIK/8lf+Cvv27ePAgQO8//3v57HHHku///W//tf5oR/6If79v//3XHLJJRw8eJAPf/jDtG2b9jly5Ajve9/7GA6HvOxlL+N3fud3uPzyy/nVX/1VAC6//HIAfviHfxghRPoe8T/+x//g8ssvZ3l5mb/6V/8qGxsbz2l8CwoKCgoKzhYUAl5QUFBQULDHePvb387Gxga33347ADfeeCMXXHABN9xwQ9rnxhtv5LrrrmM8HnPNNdfwyU9+knvuuYef/Mmf5Cd+4if46le/CsCP/uiPcurUKT73uc+lY1dWVvi///f/8oEPfACAz3/+83zwgx/kH/yDf8DXv/51Pvaxj3H99dfzS7/0S7u2r21b3vOe97C4uMjnP/95vvjFL7KwsMAP/MAP0DRN2u9zn/scDz/8MJ/73Of47//9v3P99ddz/fXXp98/+MEP8vTTT3PDDTfwv/7X/+LXf/3XOX78ePr9a1/7GgC/9Vu/xZEjR9J3gIcffpg/+qM/4hOf+ASf+MQnuPHGG/noRz/65xzxgoKCgoKCvUEh4AUFBQUFBXuM5eVlrrrqqkS4b7jhBv7hP/yH3H777WxubvLUU0/x0EMP8c53vpMXvehF/JN/8k+46qqrePnLX85P//RP8wM/8AP8z//5PwHYv38/733ve/md3/mddP4/+IM/4IILLuBd73oXAB/5yEf42Z/9WT70oQ/x8pe/nO/7vu/jF3/xF/nYxz62a/t+//d/H2stv/mbv8kVV1zBa17zGn7rt36Lw4cPTykJ9u/fz3/+z/+ZV7/61fzlv/yXed/73sef/dmfAfCNb3yDz3zmM/zGb/wGb3nLW7j66qv5zd/8TUajUTr+wgsvBGDfvn1cfPHF6TuAtZbrr7+e17/+9bz97W/nJ37iJ9K5CwoKCgoKzhUUAl5QUFBQUHAW4J3vfCc33HADzjk+//nP8yM/8iO85jWv4Qtf+AI33ngjl156Ka985SsxxvCLv/iLXHHFFRw4cICFhQX+9E//lMOHD6dzfeADH+B//a//xWQyAeDjH/84f/Wv/lWk9K/9O++8k3/1r/4VCwsL6e/v/J2/w5EjR9je3t7RtjvvvJOHHnqIxcXFtP+BAwcYj8c8/PDDab/Xve51KKXS90suuSRZuO+//36qquLqq69Ov7/iFa9g//79z2l8Lr/8chYXF3c9d0FBQUFBwbmCaq8bUFBQUFBQUADXXXcd/+2//TfuvPNO6rrm1a9+Nddddx033HADp0+f5p3vfCcA/+7f/Tv+43/8j/zqr/4qV1xxBfPz8/zMz/zMlCv4D/7gD+Kc45Of/CRvetOb+PznP8+v/MqvpN83Nzf5yEc+wo/8yI/saMdgMNixbXNzk2uuuYaPf/zjO37LrdR1XU/9JoTYEYv+58W389wFBQUFBQXPFwoBLygoKCgoOAsQ48B/5Vd+JZHt6667jo9+9KOcPn2af/yP/zEAX/ziF3n/+9/Pj//4jwPeNfuBBx7gta99bTrXYDDgR37kR/j4xz/OQw89xKte9aopy/PVV1/N/fffzyte8Yrn1Larr76a3//93+fQoUMsLS39ufr3qle9Cq01t99+O9dccw0ADz30EKdPn57ar67rlIyuoKCgoKDgfENxQS8oKCgoKDgLsH//fq688ko+/vGPc9111wHwjne8g9tuu40HHnggkfJXvvKVfPrTn+ZLX/oS9913H3/37/5djh07tuN8H/jAB/jkJz/Jf/tv/y0lX4v4+Z//eX77t3+bj3zkI9x7773cd999/N7v/R4/93M/t2vbPvCBD3DBBRfw/ve/n89//vM8+uij3HDDDfz9v//3efLJJ59T/1796lfzvd/7vfzkT/4kX/3qV7n99tv5yZ/8SYbDIUKItN/ll1/On/3Zn3H06NEd5LygoKCgoOBcRyHgBQUFBQUFZwne+c53YoxJBPzAgQO89rWv5eKLL+ZVr3oVAD/3cz/H1VdfzXve8x6uu+46Lr74Yn7oh35ox7ne/e53c+DAAe6//37+2l/7a1O/vec97+ETn/gEn/rUp3jTm97EW9/6Vn7lV36Fl770pbu2a25ujptuuomXvOQlKTb9b/2tv8V4PP6mLOK//du/zUUXXcQ73vEOfviHf5i/83f+DouLi1Nu7//hP/wHPv3pT3PZZZfxxje+8Tmfu6CgoKCg4FyAcM65vW5EQUFBQUFBwQsPTz75JJdddhmf+cxn+J7v+Z69bk5BQUFBQcG3HYWAFxQUFBQUFDwv+OxnP8vm5iZXXHEFR44c4Z/+03/KU089xQMPPLAjyVpBQUFBQcH5iJKEraCgoKCgoOB5Qdu2/It/8S945JFHWFxc5G1vexsf//jHC/kuKCgoKHjBoFjACwoKCgoKCgoKCgoKCgqeB5QkbAUFBQUFBQUFBQUFBQUFzwMKAS8oKCgoKCgoKCgoKCgoeB5QCHhBQUFBQUFBQUFBQUFBwfOAQsALCgoKCgoKCgoKCgoKCp4HFAJeUFBQUFBQUFBQUFBQUPA8oBDwgoKCgoKCgoKCgoKCgoLnAYWAFxQUFBQUFBQUFBQUFBQ8DygEvKCgoKCgoKCgoKCgoKDgeUAh4AUFBQUFBQUFBQUFBQUFzwP+/5fc5Iso27LJAAAAAElFTkSuQmCC", + "text/plain": [ + "<Figure size 1000x600 with 2 Axes>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, axes = plt.subplots(2,1,figsize=(10,6), sharex=True, sharey=True)\n", + "\n", + "s = 80\n", + "axes[0].scatter(ptab['wave'], ptab['yslit'], alpha=0.1, c=ptab['yslit'], vmin=-4, vmax=4, cmap='rainbow', marker='s', s=s)\n", + "axes[1].scatter(ptab['wave'], ptab['yslit'], alpha=0.1, c=ptab['sci'], cmap='bone_r', marker='s', s=s, vmin=-0.1, vmax=1000.6)\n", + "\n", + "axes[0].set_ylabel('yslit')\n", + "axes[1].set_xlabel('wavelength')\n", + "for ax in axes:\n", + " ax.grid()\n", + " \n", + "fig.tight_layout(pad=1)" + ] + }, + { + "cell_type": "markdown", + "id": "2cb71d67-9dad-4218-81a0-29b4624579b0", + "metadata": {}, + "source": [ + "## Set profile components\n", + "\n", + "Build a flexible profile as a sum of pixel-integrated Gaussians along the trace" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "95a8f6a5-0f60-472a-830c-6b131ea95ec7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(1.8088787263116473,\n", + " array([-10.51713581, -9.61269644, -8.78208708, -8.01928091,\n", + " -7.31874313, -6.67539072, -6.0845556 , -5.54195076,\n", + " -5.04363911, -4.58600498, -4.16572783, -3.77975819,\n", + " -3.42529551, -3.09976786, -2.80081325, -2.5262625 ,\n", + " -2.27412352, -2.04256682, -1.82991224, -1.63461681,\n", + " -1.45526347, -1.29055086, -1.13928386, -1.00036488,\n", + " -0.87278595, -0.75562138, -0.64802103, -0.54920417,\n", + " -0.4584538 , -0.37511144, -0.29857237, -0.22828124,\n", + " -0.16372802, -0.10444433, -0.05 , 0. ,\n", + " 0.05 , 0.10444433, 0.16372802, 0.22828124,\n", + " 0.29857237, 0.37511144, 0.4584538 , 0.54920417,\n", + " 0.64802103, 0.75562138, 0.87278595, 1.00036488,\n", + " 1.13928386, 1.29055086, 1.45526347, 1.63461681,\n", + " 1.82991224, 2.04256682, 2.27412352, 2.5262625 ,\n", + " 2.80081325, 3.09976786, 3.42529551, 3.77975819,\n", + " 4.16572783, 4.58600498, 5.04363911, 5.54195076,\n", + " 6.0845556 , 6.67539072, 7.31874313, 8.01928091,\n", + " 8.78208708, 9.61269644, 10.51713581]))" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "trace_shift_coeffs = [0.]\n", + "\n", + "dx = [0.1, 1]\n", + "ymax = ptab['yslit'].max() - 1\n", + "# ymax = np.minimum(ymax, np.abs(ptab['yslit'][ptab['bar'] > 0.09]).max())\n", + "dx = [0.1, 1.5*ymax/8]\n", + "\n", + "\n", + "steps = []\n", + "step = 0 #dx[0]\n", + "scl = 2\n", + "while step < ymax:\n", + " steps.append(step)\n", + " dx_i = np.interp(step, [0, ymax], dx)/scl\n", + " step += dx_i\n", + "\n", + "steps.append(step)\n", + "pcenters = np.append(-np.array(steps[1::][::-1]), np.array(steps))\n", + "pwidths = np.gradient(pcenters)*scl\n", + "\n", + "undo_bar = 1.0\n", + "\n", + "profs = []\n", + "for m, pw in zip(pcenters, pwidths):\n", + " if trace_shift_coeffs is None:\n", + " pi = PRF(ptab['yslit'].astype(float), m, pw, dx=1.)\n", + " else:\n", + " dy = np.polyval(trace_shift_coeffs, ptab['xint'])\n", + " pi = PRF((ptab['yslit'] + dy).astype(float), m, pw, dx=1.)\n", + "\n", + " profs.append(pi)\n", + "\n", + "profs = np.array(profs)\n", + "\n", + "pw, pcenters" + ] + }, + { + "cell_type": "markdown", + "id": "062694a9-dd6c-47f7-b16a-8dc75a06daaa", + "metadata": {}, + "source": [ + "## Fit profile in independent wavelength bins" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "4a5669b1-2575-4751-b808-a761e7dfeef9", + "metadata": {}, + "outputs": [], + "source": [ + "spec_norm = np.ones_like(ptab['sci'])" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "f28d5fe5-ded8-4d6f-81f4-cb0793cc2d04", + "metadata": {}, + "outputs": [], + "source": [ + "# 32 wavelength steps across prism bandpass\n", + "wsteps = np.interp(np.linspace(0,1,32), np.linspace(0,1,len(sp['wave'])), sp['wave'])\n", + "\n", + "coeffs = []\n", + "\n", + "wht = 1./(spec_norm * np.sqrt(ptab['var_total']))\n", + "wht[~np.isfinite(wht)] = 0\n", + "\n", + "for i, wi in enumerate(wsteps):\n", + " sub = np.abs(ptab['wave'] - wi) <= np.gradient(wsteps)[i]/2\n", + " # sub &= np.abs(ptab['yslit'] < 10)\n", + " \n", + " if sub.sum() == 0:\n", + " coeffs.append(np.zeros(profs.shape[0]))\n", + " continue\n", + "\n", + " \n", + " c = scipy.optimize.nnls((profs[:,sub]*wht[sub]).T, (ptab['sci'] * undo_bar * wht)[sub])\n", + "\n", + " # print(wi)\n", + " coeffs.append(c[0])\n", + "\n", + "coeffs = np.array(coeffs)\n", + "cnorm = (coeffs.T / coeffs.sum(axis=1)).T\n", + "N = profs.shape[0]\n", + "\n", + "cw = np.array([np.interp(ptab['wave'], wsteps, coeffs[:,i], left=coeffs[0,i], right=coeffs[-1,i]) for i in range(N)])\n", + "cwn = np.array([np.interp(ptab['wave'], wsteps, cnorm[:,i], left=cnorm[0,i], right=cnorm[-1,i]) for i in range(N)])\n", + "cprof = (cw*profs).sum(axis=0)\n", + "cprofn = (cwn*profs).sum(axis=0)\n" + ] + }, + { + "cell_type": "markdown", + "id": "a8c33e40-c3c3-4165-b01c-611099a96324", + "metadata": {}, + "source": [ + "### Normalize by average spectrum\n" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "ebfd3939-5885-4a9c-a996-8804a3fdf649", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(-100000.0, 1500000.0)" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "<Figure size 600x600 with 1 Axes>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from scipy.stats import binned_statistic\n", + "\n", + "normed = ptab['sci']/cprofn\n", + "\n", + "plt.scatter(ptab['wave'], normed, alpha=0.05, color='0.5')\n", + "\n", + "wht = cprofn**2/ptab['var_total']\n", + "\n", + "bin_num = binned_statistic(ptab['wave'], normed*wht, bins=wbins, statistic='sum')\n", + "bin_den = binned_statistic(ptab['wave'], wht, bins=wbins, statistic='sum')\n", + "binned_spec = bin_num.statistic / bin_den.statistic\n", + "\n", + "plt.plot(bin_wave, binned_spec, color='r')\n", + "\n", + "spec_norm = np.interp(ptab['wave'], bin_wave, binned_spec)\n", + "\n", + "plt.ylim(-0.1e6, 1.5e6)" + ] + }, + { + "cell_type": "markdown", + "id": "02aacfc2-a9ca-44cd-9fb9-de769a631030", + "metadata": {}, + "source": [ + "### Fit again" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "1393ad6e-2ad0-464b-bf18-e90ebf32316d", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "coeffs = []\n", + "\n", + "wht = 1./(1 * np.sqrt(ptab['var_total']))\n", + "wht[~np.isfinite(wht)] = 0\n", + "\n", + "for i, wi in enumerate(wsteps):\n", + " sub = np.abs(ptab['wave'] - wi) < np.gradient(wsteps)[i]/2\n", + " # sub &= np.abs(ptab['yslit'] < 10)\n", + "\n", + " sub &= np.isfinite(spec_norm)\n", + " \n", + " if sub.sum() == 0:\n", + " coeffs.append(np.zeros(profs.shape[0]))\n", + " continue\n", + "\n", + " \n", + " c = scipy.optimize.nnls((profs[:,sub]*wht[sub]).T, (ptab['sci'] / spec_norm * undo_bar * wht)[sub])\n", + "\n", + " # print(wi)\n", + " coeffs.append(c[0])\n", + "\n", + "coeffs = np.array(coeffs)\n", + "# Fill last bins\n", + "coeffs[-2:,:] = coeffs[-3,:]*1\n", + "coeffs[:1,:] = coeffs[1,:]*1\n", + "\n", + "cnorm = (coeffs.T / coeffs.sum(axis=1)).T\n", + "N = profs.shape[0]\n", + "\n", + "cw = np.array([np.interp(ptab['wave'], wsteps, coeffs[:,i], left=coeffs[0,i], right=coeffs[-1,i]) for i in range(N)])\n", + "cwn = np.array([np.interp(ptab['wave'], wsteps, cnorm[:,i], left=cnorm[0,i], right=cnorm[-1,i]) for i in range(N)])\n", + "cprof = (cw*profs).sum(axis=0)\n", + "cprofn = (cwn*profs).sum(axis=0)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "7efeaaa8-a874-46dc-81fe-bc4600d1a92f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(-5.0, 5.0)" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "<Figure size 600x600 with 1 Axes>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "i = 24\n", + "wi = wsteps[i]\n", + "sub = np.abs(ptab['wave'] - wi) < np.gradient(wsteps)[i]/2\n", + "plt.scatter(ptab['yslit'][sub], (ptab['sci']/spec_norm)[sub], c=ptab['wave'][sub], alpha=0.1, s=80)\n", + "plt.scatter(ptab['yslit'][sub], (cprof)[sub], fc='None', ec='r', marker='s', alpha=0.05, s=50) \n", + "plt.xlim(-5,5)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "10386e72-23df-48f5-8127-b79283d6393e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "<Figure size 1000x800 with 4 Axes>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "## Oversampled pixels\n", + "\n", + "ystep = 32 # steps per pix\n", + "yarr = np.linspace(-8.5,8.5, int(8.5*2*ystep)+1)\n", + "\n", + "xarr = wsteps\n", + "\n", + "xgr, ygr = np.meshgrid(xarr, yarr)\n", + "\n", + "xrange = (-1,1)\n", + "\n", + "xi = np.interp(xgr.flatten(), sp['wave'], np.linspace(*xrange,len(sp['wave'])))\n", + "dy = np.polyval(trace_shift_coeffs, xi).flatten()\n", + "\n", + "flat_profs = []\n", + "for mi, pwi in zip(pcenters, pwidths):\n", + " pi = PRF(ygr.flatten() + dy, mi, pwi, dx=1.)\n", + " flat_profs.append(pi)\n", + "\n", + "flat_profs = np.array(flat_profs)\n", + "\n", + "fcw = np.array([np.interp(xgr.flatten(), wsteps, coeffs[:,i], left=coeffs[0,i], right=coeffs[-1,i]) for i in range(N)])\n", + "fcwn = np.array([np.interp(xgr.flatten(), wsteps, cnorm[:,i], left=cnorm[0,i], right=cnorm[-1,i]) for i in range(N)])\n", + "fcprof = (fcw*flat_profs).sum(axis=0)\n", + "fcprofn = (fcwn*flat_profs).sum(axis=0)\n", + "\n", + "fig, axes = plt.subplots(4,1,figsize=(10,8), sharex=True, sharey=True)\n", + "\n", + "axes[0].scatter(ptab['wave'], ptab['yslit'], c=np.log10(ptab['sci']/spec_norm), vmin=-4, vmax=0.)\n", + "\n", + "axes[1].scatter(ptab['wave'], ptab['yslit'], c=np.log10(ptab['sci']/spec_norm/cprofn), vmin=-1, vmax=0.3)\n", + "\n", + "axes[2].scatter(ptab['wave'], ptab['yslit'], c=np.log10(cprofn), cmap='viridis', vmin=-4., vmax=-0.2)\n", + "\n", + "axes[3].imshow(\n", + " np.log10(fcprofn.reshape(xgr.shape)), vmin=-4., vmax=-0.2,\n", + " aspect='auto',\n", + " extent=(wsteps[0] - np.gradient(wsteps)[0], wsteps[-1] + np.gradient(wsteps)[-1], yarr[0], yarr[-1]),\n", + " cmap='viridis',\n", + ")\n", + "\n", + "for ax, label in zip(axes, ['flux', 'log flux / profile', 'model pixel profile', 'oversampled model']):\n", + " ax.text(0.5, 0.5, label, color='k', ha='center', va='center', transform=ax.transAxes)\n", + " \n", + "for ax in axes:\n", + " ax.grid()\n", + "\n", + "# ax.set_ylim(-5.5, 5.5)\n", + "\n", + "ax.set_ylabel('yslit')\n", + "ax.set_xlabel('wavelength')\n", + "\n", + "fig.tight_layout(pad=1)\n" + ] + }, + { + "cell_type": "markdown", + "id": "ebe318aa-2306-4493-a9ae-01ec3c41ba9c", + "metadata": {}, + "source": [ + "If the model is a good representation of the profile, then the second panel from the top should look flat, which it mostly does with the exception of some minor diffraction spike residuals." + ] + }, + { + "cell_type": "markdown", + "id": "a1d2e27a-11c5-4740-8279-b854ec9a5291", + "metadata": {}, + "source": [ + "## Make PRF lookup table\n", + "\n", + "Integrate the oversampled profile over the pixel width" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "24396649-2209-4aa3-aeee-e5dff06df2b2", + "metadata": {}, + "outputs": [], + "source": [ + "x1 = ptab['xint']*(xrange[1] - xrange[0]) + xrange[0]\n", + "msk = (xi > x1.min()) & (xi < x1.max())" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "f140b1ec-5945-4c9f-ab17-b3b1e76d9ff1", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "32it [00:00, 360.62it/s]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "skip 0 0.5\n", + "skip 31 5.635442060363542\n" + ] + }, + { + "data": { + "image/png": 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OqpzDmqxCGOHkIEKhtro4DhRtlxtKkteaDf5m9QQfnv9RXMsZdkzbhhnL2TA5Z8PknA3TInUV3lrmOXbsGMViETAneRuGYbxTF1fb/NXrz7J35hxHJn2qaYLXbSMaPfRWi3QzID63ieooOluCzmZC0LFQ2kYhUUqgtUA4NsJxENICq39vBioFAW7RplDzsXUESYRbzeEWFc5kCSsHOq/pigR3wkaMV+kWypzqRmxEOebyh7h36k6zjaVhGMY7ZFqkrsH999/PkSNHOHLkCA888MCwyxk5SZLw2GOPmWXLATM5Z8Pk/N0ppXltdYWxiYvcPuZQiQO85hZitUG6uEH0ygrNpy6y+EyTN481uPR8h/q6S5jmSNwScnIG7/Bh8nfdQfHeeyi+7x5Wp6uUfuQeyu+7m9wdt+HddCOMz9FsO3R0BcbniJoxneWYcHGLZDOAVowdpqitAFot/KjHXt8lb0WsBxdZbC8NO6ptw4zlbJics2FyzoZpkboGX/3qV6/MwszqxfUnpeT22283y5YDZnLOhsn5u1vaarGgX+TOmmZCJbiNOqzVSRbadF5aZvXVkNaqAukiyuNY+Rz5/XMUbztM/uaDONUyTqWAXS5i+y5KKSrr60xMTCClRCUJnbNL1J87RffcIipNaWy1yJWmcdM2ncVN0m6MH3pYVQgTCVYTy3Wolm1mC5KFdpczrVNM5SdxTKuUGcsZMTlnw+ScDdMidRXMLlKGYRjXx399+UnKxbO8u+RQ2lzBWlojfnmNreebrL4Rk6YWolwjt2+e2o+8m4mPfwh3cuwdPVfnzAIrjz5NvNVEBSFW3KWQi1Gbq3iFlNyUR1pMYSKHNW4h9szQK1S5EEVsxTn2FW/jpuqt1zkBwzCM0WdapK5BHMfDLmGkxXHMQw89ZHIeMJNzNkzO3+nl1YskzgJ7CxaF9hZcXKLz+AVWn9xk+VRMKn3cQ4fZ/z/+PLf+xv/C3H/7Mz9wcvH9ci4cnOfAL/8k1SO3In2PtFilsSVJi5NEHZvuxTZ6I0atNIk2erC2jhd2mPZ8Kk7AWvcs3bg7qDh2DDOWs2FyzobJORtZ5TsSKxhbW1tUq9VhlzOylFLU63Wq1apZuhwgk3M2TM5v141D/uL0Y+wprnKHD97JV+g+eJbGmZT6OojKOMX33M2Bf/ZzeJPjV/11rzbnzpkFlh78OkmnR7Kyiqu7eKKFZ3URYxp7xsaaK2LP19DTM2w6HquRpuzcws21u65DAjuXGcvZMDlnw+ScjXq9Tq1WG/gKxkjcg2EG4mBJKRkbe2etEMbVMzlnw+T8LVprTqy+jkWDaU/injtL6/NnaJyPaWxYOHv3Uz36Afb+o09i5/1r+tpXm3Ph4DwH/oefYvmLX6MjIFpdJ9zsUiy42MtddJoQqZSCrbEsh7GpSZRjUU/O0YsPk3OK7/TydzwzlrNhcs6GyTkbWb1nHol35mY5bbDiOOaLX/yiyXnATM7ZMDl/y0bQ4s2ti4znQyZaLVp/fJKtN0Ma6wLvlluZ+KlPsP+XfuKaJxdwbTnbeZ89//BjTH30XtzZacT4NPU1CNo2vaWU5EKHzoUGankVa2ONCZ1ScUJWuq+9k8seGWYsZ8PknA2TczZMi9RVeKtFql6vU6lUhl3OyNJa02q1KJVKZv/5ATI5Z8Pk3Ke04pGLL7DUeo27aiHTv/MwG8806TbBe9ftTP3UJ5n+5I++40+73mnOweomS194ks5rZwnPnMV1euTLEdZkTO5gkdINNeT8NPHEJKvkmC/8OL6bf0c17nRmLGfD5JwNk3M2Go0G1WrVtEhdDTMQB0sIYXbpyoDJORsm577lboNz9QWmCwm1v3qRleMNop7G3b+X2V/4+0x95D0/1Nd/pzn7U2Ps/29/nKUvfI26EHTfPENaVzixQugWltAUpMARisnxGTbDl5hz3/dD1bpTmbGcDZNzNkzO2cjqPbNpkTJ+oDiO+fznP29yHjCTczZMzqC05oW1c6Sqw+TLF9n43BtEXY1T89n/P/+LH3pyAT9cztJ1mf2Zo4y9/27yhw/RDgv0Ap/WkkXvdJvgzQ30wire+gr55BxxEv7Q9e5EZixnw+ScDZNzNkyL1FUwLVLZ0FoTBAG+75vVogEyOWfD5Azr3RZ/eOpJJlbf5PC/exzRDHAKkhv+1f9I9YM/eV2e43rkrJTi0mcfZvXEKZpvnsPLd6l4HaqziuLhAv6NE4jZWcLJeyiXPnhd6t5JzFjOhsk5GybnbJgWqWvw/PPPUyqVgP5J3uY07+vPtkdiqGx7Juds7Pacn1k5T7K8wszvPQPtENsXHPzF/VSu0+TiLT9szlJK5n7qKNFWm3aQsL6wAA5YS20QHWxL4wiB672K8t+DdHLXqfKdY7eP5ayYnLNhch4dI9EidfToUY4cOcKRI0d44IEHhl3OyEmShAcffJAkSYZdykgzOWdjt+fcigJeeu0U+z73TXJrTRwH9n+kQP6jP31dn+d65Wznffb8/Y9QmBonHptiOanRkmU6C9B6vUV6aQNr6RJx67HrVPnOsdvHclZMztkwOWcjq3xHokXq8ccfNysYA6S1JkkSbNs2y5YDZHLOxm7P+a9ffIHl3/8sB186TTXtMneHxdgnb8L52P8LaV2/Tw+vd85r33yVZ/7wKyxsNKhVYw6FCxSiFmP7NaV7JhGH9mEf/r8gvYnrUP3OsNvHclZMztkwOWfDtEhdg7vuusvcgzFgb33TG4Nlcs7Gbs05ihPefPAYB95cJB+HTOwXVG6vYN38/us6uXjL9cx58j23MvncaVaefo21yCE/c4C9i6dpnmtju+vkfJe0/Chy789fl+fbKXbrWM6ayTkbJufRMRItUmY5bbCSJOHhhx82OQ+YyTkbuznnLz/yFLUXT1NutBibhMohD/uGaeT8R677cw0i58N//8PkKkV0rFiwJljff4BQejRPR0RvrKEvnkT1Fq7b8213u3ksZ8nknA2TczZMi9RVeKtFatDLPIZhGDvd1nqTP/1//Dv2nH6NaafH3huh8r4xrPd9APfQfz/s8q7aY4++xOt/9CW0lZD/0QPccuppxpcXyXsJlfvH8N7zQewbf2nYZRqGYWxLWb13HokVjB08R9oRtNY0m02T84CZnLOxW3N+6k8fo7K4QDENmZhRFA56WDM17LkPD+T5BpXzu+4+RHLrYbQC8eIFzt/3XnqFInFP0Hm2jjp/krR98bo+53a1W8dy1kzO2TA5ZyOrfEdigmGW0wYrSRKefPJJk/OAmZyzsRtzXnpzibXjz1Bt1KmOQ2nWxpkrow8cRnh7BvKcg8p5ouIz9iPvJqjWCLsp+sQCy+99F4nrEKwkBC8to88/cl2fc7vajWN5GEzO2TA5Z8O0SF0F0yJlGIbx/Wmteeh//y/0jn2VCVrsv1kzflcR5+ZZxD2/gFO4a9glXrPXLjX4w+OvMvbkk0w4If60x+F4gdrpi9i2Yuzv7sP92P+CVZobdqmGYRjbimmRugZKqWGXMNKUUmxubpqcB8zknI3dlvP5p1+jc+IFimGb6hSU99jYUwX0/gNY/s0De95B5nzDTJGZ8SqL995JV0v0Zo+l3BRxMUcaQfvpZfS5h6/78243u20sD4vJORsm52xkle9ITDDSNB12CSMtTVOeeeYZk/OAmZyzsZtyTuOY03/6EPnNZQpFzfgcuHuLMDMBY7chrcGdfD3InF3b4si+MShVuXDHzcTaIloP2BybRFsWwUJI8OzTpN316/7c28luGsvDZHLOhsk5G1nla1qkDMMwRtSZB4/z2m/9Z7zOOntuhpkjObyD4+g778Se+HFse2bYJb5jQZTy/3n0FRaCTfZ3Frjh5OuUrJC5xUuU0jZuxWLsU38f9/ZfHHaphmEY24ZpkboGZjltsJRSrK6umpwHzOScjd2Sc9Roc+mzX8Ztb1Eeg+oBiTtTgP3zqPIctjU90OcfdM6+a3HP3nFsXBamJmnduZ8Yh2apQrcNcSOh98TjpFF7IM+/HeyWsTxsJudsmJyzYVqkroEZjIOllOLkyZMm5wEzOWdjt+R87o++iLpwDs9OmDyk8W8oIeYmSKb3Iu39IMRAnz+LnN93cIKK4xOHgqWDc8S3zhDVSrSVT7el6Ly4TvLGVwf2/MO2W8bysJmcs2FyzkZW+ZoWKcMwjBHTOnWWl/7X3yBeX2H6BsXU+wv4h8YRd95OWJqi6P0YtuUNu8zr4q9OXOArF87ilTvctUcye/wVSqcuwt+8SW0SJu6bpfwv/z3ScoddqmEYxtCZFqlrYGa7g6WUYmFhweQ8YCbnbIx6zipJOP+7n0NtbZAvKiq32LgzRcQN+4gKFbSYymRykVXO779xirLtE4SCtU5CfP/NiJsmsaZK1JcVjRdWiF4/PtAahmXUx/J2YXLOhsk5G6ZF6hqYwThYSinefPNNk/OAmZyzMeo5L//147RfPoVUMZM3S/x9ZfT8NOn4JLFwyNs3ZVJHVjlPlH1unxpHJw5rbU1Hg/yxm3DedxAtBZsXE1p/+ccjeTrwqI/l7cLknA2TczZMi9RVMC1ShmEY3xKsbfHqv/zf6V26SGUqZfJoEf+mCax33UhcnqBHhdnix4Zd5nW3sNnh3x1/jsStc9uM4l2Tkvm4w9b//QtEZzcpjlnc8H/8b+RufN+wSzUMwxgq0yJ1DZ599tkrv5aWloZdzshRSnH+/HnzqcKAmZyzMco5X/xPnyNeW8NxUmq3u7hTBfT8LGm+RCgkeftwZrVkmfNcLc9N5RpxYrHeS2jGEFc8Jv/pB5COpL2ZsvYf/9PA68jaKI/l7cTknA2TczZMi9Q1+PCHP8yRI0c4cuQIDzzwwLDLGTmmLzIbJudsjGrOWydepvE3z6PCgPFDFt58ETU7hhwbI7I9urFNyd2bWT1Z5iyE4AMH53CURyMQbAYJ7UjgH9lL+cgUAGtPL9E6+ezAa8nSqI7l7cbknA2TczZMi9RVeGuZ59ixYxSLRQBmZ2eZnZ0dcmWGYRjZUVHEK//z/5veK6fw8gHTP5rDvbkK77oROTFB27LR4hB7incPu9SBiZKU/+Px51lSCxycTLhnxuWGkqK01eX0f/9HJD1F5ZYpbv693xt2qYZhGENjWqSuwR133ME999zDPffcYyYXA5CmKadPn87sePndyuScjVHMeekLTxCcu4DQEeM3OdgTPnpyDFksENoOrUQy7mXXHgXZ5+zaFh/cN4dKPJqhZr2X0E0UeqLC9I/tATTN19dYf/LJTOrJwiiO5e3I5JwNk3M2ssp3JCYYO3gRZkfQWrO1tWVyHjCTczZGLefeygbrDx5D97qUZiycWQ85XkBMjKHcHN00RYhJck4p07qGkfMde8apWiVaPclGN6EdC2KtGPvl+ylM2milWfqt/zQyr/2ojeXtyuScDZNzNrLKdyQmGLZtD7uEkWbbNvfee6/JecBMztkYtZyX/vxR4tU1HE9TOeBgVVzEeBmrmCd0bFqRYMy7MfO6hpFzKe9y5/gUYeRQDzVbgaaXKlS5zMxP7EVITbC0wcpffSmzmgZp1MbydmVyzobJORtZ5TsSEwyznDZYaZpy6tQpk/OAmZyzMUo5N189Q/PESxAFVOYsrHEbWfUR41VS36erUhJqjHkTmdc2rJzft38GJ83RCQWrvYReoog1FH/qRynPOf1VjN/7U9IwzLSuQRilsbydmZyzYXLOhmmRMraVXq837BJ2BZNzNkYhZ5UkLH/xaySbm+TKkvyUxCo5iIkSspgjtj3qoWbcO4glh/OJ4DBynhnLs684Tjuw2OppGpEiVApdHmPmJ/Zh2ZCsb7L4x3+VeW2DMApjeScwOWfD5Dw6RmKCYVnWsEsYaZZlcffdd5ucB8zknI1RyXnr6Zfpvn4GkYRUp22sikSUXORYBe3naOuUXlpiKj+cjS+GlbNtST6wZ4448mhFmrWuIlCKWAjyH3sP1QMOWmvW/uyvidvdTGu73kZlLG93JudsmJyzkVW+IzHBMMtpg5WmKSdPnjQ5D5jJORujkHPS7rL+xLOkG5sUaw7OmMQq2Mhavr964flshSk1dy++nRtKjcPM+dBMlaqs0Akt1nsp7TglRqErk0x+Yh7bgbTeYPFP/jrz2q6nURjLO4HJORsm52yYFinDMAzju1p7/AThwjKWSChMWMiCgqKNrBXA9+lqqIc+88X9wy51KMp5lzvHZ+gELo0QtgJFkCYktoN/353UbnDROmXj818ibrSGXa5hGMbIGYkJhllOGyzLsrj99ttNzgNmcs7GTs85WN2k8eIbJOvrlCY93JJG5ixk2UWWCsSeTz1OyDszlN3BHaL0gww75/fsn0YmOVqhYLWb0ktSIpUiJmaY+NgMjiNIt+os/ckXhlLf9TDsjHcLk3M2TM7ZMC1S18Aspw1WmqY899xzJucBMzlnY6fnvPHkcyT1JratyBUF0tfIvIWs5JF5j9ByWepKDpQOIYQYWp3DznmmlmfGq9EOLTYDTSvSRFqROj7e+95F9QYHrRPWvvDwjl3FGHbGu4XJORsm52yYFiljW8nlhtPHvduYnLOxU3PuLa3TeuMi8eoaxQkfy03ROQ1FG6tWJHV9mkqRqDGm8tlvTfvthpmzbUnu2zNPELg0Atjo9dukIiGQk3uY+vA0jitQW1ssfe7LQ6vzh7VTx/JOY3LOhsl5dIzEBMMspw2WZVnccsstJucBMzlnYyfnvH7sWdJOB9dReE6KVQTLk8iii8x7xH6OpbbixsphLDHc69sOOd82N0ZOl2iHkpVeQjfWJDol9fI499xCZZ+N1inrX/oKaRAMrc53ajtkvBuYnLNhcs6GaZG6BkmSDLuEkZYkCc8884zJecBMztnYqTl3LizRvbBEsrFJYczBslO0EyMLFnIsj/Y9ukjWgxz7y3uHXe62yLlScLmxPEU3sqn3oBFrgjQhFQJrdg8T99WwbE26tsbK578ytDrfqe2Q8W5gcs6GyTkbWeU7EhOMYfYZ7wZCCGq1msl5wEzO2dipOa8fexYVhLiOxhYpdk4jfIEouljFHKmfZz1RTBX241rOsMvdNjl/4MAsceTRCGG1mxIkigiFypXw772JyryNTmNW//Ih0jgeaq3XartkPOpMztkwOWcjq3xHYoJhltMGy7IsDh8+bHIeMJNzNnZizq03LhIsrZM2WuQrNpaI0F6C5VuIsgcFj9DxuNSS3DVx07DLBbZPzvunylRFlU5osdFN6SSCSKcklo3cc4DJ95WRUhMvLbH+8NeGWuu12i4ZjzqTczZMztkwLVLXwCynDVaSJBw/ftzkPGAm52zsxJw3vvYcKklxXbBUhJXTaEdBwcKq+WjPp6UFqZ6h5BaGXS6wfXJ2bMldUzMEscNWT1MPFWGiiFFQqJK7+wZKMzY6Dln5swdRSg213muxXTIedSbnbJics2FapK6BlCNxGduWlJL5+XmT84CZnLOx03JuvHKGcG0L1e2SLwtkGqI9jeULZKl/c3fq5VgONLePb4/VC9heOX/g0BxEHu1IstJJ6KWaRClS20EcPMzEuwsIoQkvXGDziW8Ou9yrtp0yHmUm52yYnLORVb4j8SqawThYUkr2799vch4wk3M2dlrOm3/zElqDX3AQYYB0FdgRIu9glT3wXULbY6FV5IbyzLDLvWI75TxW8pjyanRjwVaQ0okloUqIAVmuUTwyT3HCQocBq//1S8Mu96ptp4xHmck5GybnbJgJxjUwy2mDlSQJTzzxhMl5wEzO2dhJObdeP0+0XkdHIX4OiHsoTyE9gcjbWBUP7eXYSAQzhcPb6ubI7ZbzB/ftJYwdNnuKrVATJJAIhXJzyFtuYuzWHOiU7qnXqb/42rDLvSrbLeNRZXLOhsk5G6ZF6hqY2e5gSSk5dOiQyXnATM7Z2Ek5bxx/EQCv5EOvhZQx2kqQnsSqOEjfJfFyLHYld08dHHK1b7fdcn7PgSmcNEcnslluhfQSQZwqIiSyNkP57inyVYnudlj9sweHXe5V2W4ZjyqTczZMztkwKxjXwAzGwTJ9kdkwOWdjp+TceuMi4eomOknwcwK6HZQDlqeQRQdZclCeT0+6BGqWvOMNu+S32W45O7bFoco0YWKx3lN0E0GYpqQiRXse9m0HqR3y0Dql+exLdBdWhl3yD7TdMh5VJudsmJyzYSYY18Aspw1WkiQ89thjJucBMzlnY6fkvPHUCwD440VEpwE6InUUtiew8g5WwUV7Hmup5J7JO4Zc7Xfajjl/4pYDJLFNK9SsdxJ6qejf7G3ZyNkDVO6s4RUEutVk+XPb/16M7ZjxKDI5Z8PknA3TInUNzGx3sKSU3H777SbnATM5Z2Mn5Nw+fZFweQO0JpezUM0miVTYToxVdNBFicz7xF6O5U6B6UJl2CV/h+2Y875qmZJVpBdLlrohYWoTKkWMRvs+7m37GNvvoJOQra99k3CrOeySv6/tmPEoMjlnw+ScjV29gvGzP/uz1Go1/sE/+AdX9ffNYBwsKSVTU1Mm5wEzOWdjJ+S88VT/3gt/qoJubqHiHspVOL7GykussovyPTrCZSp/85Cr/e62a853Tc0TK4vNXkozUISpJCFFWS7WgcOUby3ieKA211j9wleHXe73tV0zHjUm52yYnLOxqycY/+Jf/Av+83/+z1f99+M4HmA1RhzHPPTQQybnATM5Z2O759w5t0iwtA5C4Bcd0kadSEXYXopTsElzNlbRQ7k+y5HNLbX9wy75u9quOR89vA+UQzeRLDQjglQQp5oYCcUy/q2zVGZtdBSy8ZWvk3SDYZf8PW3XjEeNyTkbJudsZJXvtpxgHD16lFKpdNV/3xwrP1iWZXHvvfeanAfM5JyN7Z7zWztH5WbHoL5J1G2jPXC9FJ23kSULXI/IzdFOpnFtZ8gVf3fbNeeq7zGXrxEkgrUgpB1ArCCVCmV5yJsPU7nJxbZSkqUl1r76jWGX/D1t14xHjck5GybnbGSV7zVPMJ544gl+8id/krm5OYQQ/OVf/uV3/J3f/u3f5sCBA/i+z/ve9z6efvrp61Hr92SW0wZLSsnY2JjJecBMztnYzjn3FlbpXVpBC0G+7JNsbhDHAU4enLyF8iRuyYNcjs3U4ZbqbcMu+XvazjnfO7sHpW06May0EoLUIklTEstGVqfI3zxFacpC99qsf/kYapvedLqdMx4lJudsmJyzsW1bpDqdDnfeeSe//du//V3/9z/90z/lV3/1V/n0pz/Ns88+y5133snHP/5xVldXr/ydu+66i9tvv/07fi0uLr6jizDLaYMVxzFf/OIXTc4DZnLOxnbOefMbJwHIT9dQm6v06g1kTuB5CdqXULSQBZ/Y81nu5ZjM14Zc8fe2nXO+a3YW3/LoJbDejdjspCQaUqHQfh77lv1UD9kImRCevcD6k88Nu+TvajtnPEpMztkwOWdj27ZI/fiP/zi//uu/zs/+7M9+1//9N3/zN/kn/+Sf8Mu//Mvcdttt/M7v/A75fJ7f+73fu/J3nn/+eU6ePPkdv+bm5t7RRbzwwgs8++yzPPPMMzzzzDNve7y0tESSJKRpCvS351JKfd/HcRy/7bHW+m2Ptdbf8Rh422Ol1Nsev7Ut2Pd6nKbp2x6/Ve/3epzlNWmt+eAHP4iUcmSuaTu+TrZtc9999135dGEUrmk7vk5CCD74wQ8ihNhW19Rd36T95gJKg1uwidbXiZMAK6exfUh9iVdzUbkcHStH3rnhyjVsx9dJSsl9992Hbdvbbuw5AvaVaqTaoh5H1LspnVgSqYTUchBz+8kdrFAak+h2nZUHv4q6/HW30/eT1poPfOAD2LZtfkYM8Jps2+b9738/QoiRuabt+DoBV95rjMo1bcfXadu2SH0/URRx4sQJPvaxj33rCaTkYx/7GE899dT1fKq3+ehHP8qRI0d473vfy3vf+963PX7ggQd47rnnOHv2LABPP/00Fy9eBOD48eMsLS0B/dav9fV1AB577DHq9ToADz/8MK1WC4AHH3yQIAhIkoQHH3yQJEkIgoAHH+yf+tpqtXj44YcBqNfrPPbYYwCsr6/zxBNPALC0tMTx48cBuHjx4pX2sbNnz/Lcc/1Pyd544w1efLHfh/3qq6/y6quvAvDiiy/yxhtvAGR6TY888gjlcplGozEy17QdXychBM888wyNRmNkrmk7vk6nTp2iXC7z0ksvbatr+vr/+TnQitBSXHjlJTrrm6RWRJo0ICfBB1n0UZ7PpS5EC51t/TptbGzw/PPPI4TYlmPvjto0YNGJEza6KeuNiKXlVVKtSb0c+uAk1X0WqJiN50+y8dRL2+776ZFHHkEIgRDC/IwY4DUJITh9+jTnzp0bmWvajq/TU089Rblc5tKlSyNzTdvxdXprsjJoQr81tXkn/2ch+Iu/+At+5md+BoDFxUXm5+c5fvw4991335W/92u/9mscO3aMb3zj6m6W+9jHPsYLL7xAp9NhbGyMz33uc2/7em9pNptUKhUeeeQRxsbGroRmWdaVx3v27GFychIhBJZlkSQJUsorM+Tv9jiOYyzLuvLYtm2EEFceQ3+2+LcfO46D1vrKY6UUaZpeefzWJ9Tf63Gapmitrzz+9uv49sdJkmR2Tb1ej0ceeYRPfOITSClH4pq24+uUpikPPvggn/jEJ/A8bySuaTu+Tm/tVPLxj38cx3G2xTVF7S5nHvhzRKoo7Z8gOnea7voKuZqiWIvQ4w65/Xns2XG6pXGeb81wdP5D2/p1CsOQL3/5y3zyk5/EsqxtN/a0EPzW818lTFpMOpLDVZcDNYvJoounNWL5PMFffJWFxxu0WjkKH/gQN/1v/1eQctt8P3W7XR555BE++clPApifEQO6JqUUDz74IB//+MfxfX8krmk7vk5hGPLwww/ziU98AsuyRuKatuPrtLGxweTkJI1Gg3K5zKBsywnG1XprglGv16lUtt9BU6NCa00QBPi+f2WJ2Lj+TM7Z2I45rz35HJtPvYiV8yhXBesvvYrjRxSqEc6EgAmX4g0V9Ng4Z2SZnHsfhyp7hl3297Udc/52n3vtOV7bukjFTZj3PA6UbfZPSPLSx+3VSb72OJtfOsvCyxo5d5B9/9MvMfEj7x522VfshIxHgck5GybnbDQaDarV6sAnGNe1RWpiYgLLslhZWXnbn6+srDAzM3M9n8rI2Fuzd2OwTM7Z2E45qySh8UJ/Kdyv+LQXV0BH2DmN7adoX5IbcxCFPIGX52I7x/7izvh5up1y/m7unJzDtmwiDa1IUA81ja4iFQrlFZA3HCA351Eoa9L1NdYfe3rb7Si13TMeFSbnbJicR8d1nWC4rsuRI0d49NFHr/yZUopHH330u7Y4XS8nTpzg2Wef5dlnn73Sj2ZcP3+7B9EYHJNzNrZbzq2Xz5B2ewjbQiZduusbODmF50XIvMQpSZxKntTPsxhLSt48trX9/xHebjl/NzdUJii6OVIliXRKK0zYbGvCJEZZNmJqFu9QlfKMQMRdgjfOsvX0y8Mu+4qdkPEoMDlnw+ScjazyveYJRrvd5vnnn+f5558H+jerPP/881y4cAGAX/3VX+V3f/d3+YM/+ANeffVV/tk/+2d0Oh1++Zd/+boW/re9dZP3kSNHeOCBBwb2PLuVbdt88pOfNJ8sDJjJORvbLeetF14HwMvbtJdWkSrA8RW2GyPyEn/cQxdLdNw8p5s2h8t7h1zx1dluOX83jmVxoDSGkA6xTOmlknoP6t2YFAm5EvYNe8jPuBTKKcnqMuvHniUJomGXDuyMjEeByTkbJudsZJXvNT/LN7/5TT784Q9f+f2v/uqvAvBLv/RL/P7v/z4///M/z9raGv/qX/0rlpeXueuuu/jyl7/M9PT09av62zz++ONXTv6enZ0d2PPsZn/7JidjcEzO2dguOfeW1gmXN9BJCnGXcGODXF7juhFW0cKrSmS1ROTnOR9KpKwyXRgfdtlXbbvk/P3cUpvlzeYyKTERgp5SrLc1ZT/CdjysPQfw95+htLBJ70KH4Nx5No+/yNRH3jPs0oGdkfEoMDlnw+Q8Oq55BePo0aNX9gP+279+//d//8rf+ZVf+RXOnz9PGIZ84xvf4H3ve9/1rPk73H777dxzzz3cc889ZoIxAEmS8PDDD5tlywEzOWdjO+VcP9HfktC2NJ2NLWwdYBc0bi7BLWuciTyqUGLNynG2ZTFXmNsxNz9up5y/n32lMSpejlhJtNBoAY2epN4NSLQFxTL2gRly0w6FckK8tMTmN14ibnWHXfqOyXinMzlnw+Scjazy/aF2kRq2t3aRGvSd8IZhGNdbEkSc+f9+jrQbIHWXaH2ZXD6gMBaQnwF/TxF9YJ5meYoTTWgmJX587/2UveKwSx85j1w8ySubF8mLmJqTo0BCLZdyw1iBMUcgFk4RPnKc+rNdVhdzWAduYfLvHmX2kz867NINwzCuSVbvna/rTd7D8txzz5mbvAdIa02z2WQHz0V3BJNzNrZLzo0XXkfHCbrTJgo62KqLU0rJFWK8ikRMjREWxzndk7QTm5JT2VGTi+2S89U4XJkhZ7uEWqMBLQXtULDe6RFhI8ZmcPaM49cExWJEtLhI4/nXCNfrQ617J2W8k5mcs2FyzkZW+Y7EBOPo0aPmJu8BSpKEJ5980ixbDpjJORvbJefGS6dRcUIUdBGtOk5BUXSaeDWBnKgQ1yY5n5RYDgSpdrmhtL3Pvfh22yXnq7GvWKPi5hHCopPGCNtGYdMOUza6IdorIvbO48265IsKRwdES0usHzsx1Lp3UsY7mck5GybnbJgWqavw1jLPsWPHKBb7n+zNzs6a+zAMw9jWOucWufTZR+gtLKPdkFx3jepsl8p0gtw3hrrpEK+5+1hPJBtxiKTETx04ime7wy59ZB1fep2XN89jEVCzc1RcgUwCxnOSfdUChe4S6bEnaH1jjcaSw1YwRuGuO9j/yz9Nfs/gNjExDMO4nkyL1DV497vfbW7yHiClFJubmyilhl3KSDM5Z2M75Fx/9hQqTgg6Ldxek3yxRzHfRdRy6LlZzng30KVAK4lR2mbcm9hxk4vtkPO1OFSZxrNdEiBQKQhIhUMvUax1InSuitw7izfj4BcSPCskWloZ6irGTst4pzI5Z8PknI2s8h2JCUaapsMuYaSlacozzzxjch4wk3M2hp1z0u7SPrNA88IStqfxdINysYFd8xHT45wfu42tNEecSoJUAw43VuaHUusPY9g5X6vpfIWaW0DgIISmFUHOc+hGknaU0lAu7NmLM1/Cq2iK+ZBkfZ326+dpvXFxKDXvtIx3KpNzNkzO2cgq35FokTK7SBmGsVOsPfkcy1/9Jo1XTjE12aPqb1CYl1iHJ7l0+wfZsGeIkWzFTdpJhGdV+JkDH0LKkfg8aFt7Yf08L22cIUraVJ0cVVdgKYVHzFjeYX8+QT5/nN5Tp2mdhXqrSlKcpnzvXez/H37KvEaGYWx7pkXqGry1g5TZRWowlFKsrq6aZcsBMzlnY5g5K6VovHSarbMLFIshuXgTr5IiJwrUb3gXDXcPsbYATSdO0djM5Sd35BvXnTieb6rO4kgXpI2Q0IoVnmsTJJJOrNiMXdi3H3euiFdOKeQC0kaD3tmLtF46nXm9OzHjncjknA2TczZMi9Q1+PCHP2x2kRogpRQnT5403/QDZnLOxjBz7py+yPqlVZzmMhVrCy8fY9c8wn0HWKy+m1hpoP9mVqHQONxU3Zt5ndfDThzPOdtlvjiGK126aYQrHTqxxnZdOqGiEaUktTmsvdO44xauG5JzI6LVNdaOnUBlvPvNTsx4JzI5Z8PknI2s8h2JFimzi5RhGDvBqd//Aptfe5JSd4lqvkPloETfNM/ifT9DG49IeWgZsdRtEOuUqjfOJ/e/b9hl7yqr3QaPLrxAnLYZc32kVtRcm14vouzATMlmunWW9Ot/Q/uFOp1mic1mFXffHmZ++qOMv//OYV+CYRjG92RapK6B2UVqsJRSLCwsmE8VBszknI1h5dxc3WTr1Rex1pfIW138sobxIu07fpQ2eVLlIa2EJLWJiVFIDpd23s3db9mp43kqX2HcK2NJi14ak7NdmlGK73m04pRGmBJU92Dtm8adtHGdHnkvIt6os/7ksyTdILNad2rGO43JORsm52yYFqlrYAbjYCmlePPNN03OA2ZyzsYwck6V4vzjX8XbXMBLu3hOij3lEt1yO6vlG0i1wLFtUiVpJm20snClz8HKTGY1Xm87eTzfXJtDCIcETaTAsiwSFKm2aQaajdiCfYdx95Rx8wm5XAd6LeKVNda//kJmde7kjHcSk3M2TM7ZMC1SV8HsImUYxk5wYeFV6r/7/yP65psUvYDaARvn7j1sfezn2Eht0DlSGRCnDivhKqHSHCju4QNz7xp26btSqlK+fPFZtsINirbFmJMjiEPy0qXb6zCRtzhYhsKrxwmeeo3O2YRmb5wu43j75jn0P/0j3Jr5N8kwjO3HtEhdAzPbHSylFOfPnzc5D5jJORtZ57y+cQ5eO446t4TuBfgljTNbIHrfB9lMbZLUw3c1qXLopV3CVCOwuWWH3tz9lp08ni1pcWt1D5awCVVCogSe4xHoCCE86l3NSmShDt2Os7+KU1QUvDay1yJZ32Ltq89kUudOzngnMTlnw+ScDdMidQ3MNrWDZfois2FyzkaWObdal5Dhy/SeepV4uUneV3gTPtx1O8ul/aRKUvZduoki1ZpuGoOAmldhPFcaeH2DtNPH877SFBW3SKygq3pIoZHCxnIceqlio6Vo+BNYB28gtzeHJXvkcx3SVov60yfpLa0PvMadnvFOYXLOhsk5G6ZF6iq8tczzt33605/mM5/5zHAKMgzDALTWhN1luvUT6AunufDbzxKfrzN5wKLyob1s/NQvspVYCAoUfdjopYRpwErYQCO4b+YODpanh30Zu96bjUWeWX0FRMSsX8VG0I16pJFFEkXsqVrcUtOIY1+k+zcX6W5INupjiLE9lN5zOwd++aeHfQmGYRhvY1qkrsFjjz3GiRMnOHHiBJ/61KeGXc7ISdOU06dPZ3a8/G5lcs7GoHPWWqOCFYKtb5KLV6kfv0C81MLNQW5Pgd79R6knFonyGC/YbAUJqU4Jdf/ki7xd5EBxciC1ZWkUxvOB0gw1v3T55vseyISc46EtQUrKRkezErnId92Df0MJ244p5RokWxt0Xn6D1hsXBlrfKGS8E5ics2FyzkZW+Y7EBOPOO+8029QOkNaara0tdvBi145gcs7GIHPWWkO4RG/jKdx4lXijTv2pZXSQkJ90sX703awU95BqwWQhRyuKSS+vVreTLgKLQ+WZHXly97cbhfFsScnN1X24lksnDkiUQFoS19YIq0AjTFmqJwTTN2K962a8aRfPDXHCVdJuh5UHnxhoO8IoZLwTmJyzYXLORlb5jkSLlNlFyjCMYdNaQe8swebzqKiOiHosff406188i2Np5v7OHtb+u58nwCfnVSh5govNkFgnaGCpt44ji/zkgfeQs91hX45xmVKKY0snWOpukrck07kcOnXZ6gZ02yF52+LwtMuBgkA/8mc0nzhP0BCsb1Vw9t/E3v/up6nec+uwL8MwDAMwLVLXxCynDVaappw6dcrkPGAm52wMImetEmi+QLJ5Ah1sIIIencUO9ScuQqoozOep/937CUUOx/aZyDssd0KUVnjSZSNqIHC4oTQ1MpOLURnP8vIqRt72CdKIbppiSU3ecxCOTzeJWdpK6Eof6z0fIn+ogu0qfF0nrS+x8uAxVJIMpLZRyXi7Mzlnw+ScDdMiZWwrvV5v2CXsCibnbFzPnHXSgq2vkzZPkbTX0EFI1ErY+uIbJI0I23eQf+dOgqm9uI5kT7nKWrdLnIIGEiKiNMW1fN41tue61bUdjMp4nslPMpWrIIVLPQxQIsS3XXK+IEwctnoJC/Ueau5GnA/8CE7NpTShSJcWiBbOsf740wOrbVQy3u5MztkwOY8O0yJlGIbxDuneAnrzmxBtEnaaJLFAdSOCS5tc+I+vkIZQvGMK9b/+Ala+wmShQiuKWGrHJFpR9Qq83lwgUZJbanu5Z/LgsC/J+B5WexucWHuVRtRizPWounnCyGap3iEOQ2qez72HCpRtm/ShP6Px0Cs0F1M6Kk/upps4/On/G06xOOzLMAxjlzMtUtfgxIkT5hyMAUrTlJMnT5plywEzOWfjeuSskgC19nX0wqPQvERc3yBpJahWSNSK2PzSOdIQZMEl/YdHcQtlJgouYQrL7R5aQ9Fx2YpaxErj2x63Vkdr9WLUxvOYV2U2P4YrPepRSKgCPEdSyXuEqU0nCbm4EaMsC+sDP07u8CSFCaDZIly+wNpffA6t4uta06hlvF2ZnLNhcs6GaZG6Bh/5yEc4cuQIR44c4YEHHhh2OYZhjCidhqiNF+HMZ9FLJ9D1RdJmi6ClSboJQVcTPL9I61yAljbW0TvJv/sAE4U8aepyqVVHY+Pa4Fo2a70GUjgcLs+Sc0bj3otRZUuLPcVpKm4BgaQZJSBDSr5PsWDTDAUXNgKaQQiVcby/9/dwxoqUJyXJwjobx75B8MZTaBUN+1IMwzAGbiRapI4dO0bx8tLz7Oys2arWMIzrSgVbUD+D3nwVuivosAtxjMalm7okiSAULixusfqXr9LdTJD7phj/f/4Ck3OTtOKYpZYmUgmu5VHN5Xhta4VWHFPzK3x4/nZ8yxn2ZRo/QKwS3myc4/X6AkHaZcr3KDpVGh3N2bUGeZmwr1Lh7hty2MIjOv43tD77RdZe65HaNuUfuZEDv/LzWLU7ENJMKA3DyJ5pkboGd9xxhzkHY4DSNOW5554zy5YDZnLOxrXknHZWSc88gnr5z1Gnvoy++Ap6dQXditC6SE+XCa0qHbdGstyhcfwcvXqKLhYp/eJHmZwv0YgilloJCTGu5VPxbVa7HTpJhGO53FrbM5KTi1Ecz460mcqNM54rYwuHZhwTqw4Fz6FW8GmEkpV2m622RqNwf+S9+PfeTXWPi+rEtJ89w+ZXvoKuv4BOwx+6nlHMeDsyOWfD5JyNrPK1M3kWY8fL5XLDLmFXMDln4wflnDZX0GefhI1z6KgLcQcsCbYL5RlErkQoS7QjCBttxIWLxK8vUj/TRXl58kfvYc8HD7PVg/WggyZPznIo+w6NKGUt6LdKzRfG2VMYy+iqszeK47nslpjNj9EIO3TjNu0koObmmSyVaHQDGqHi1FKb+4plbCtP/qc/SbJap7D1Gp16wMpfPkfpUAVvXwhjRxD2D5fRKGa8HZmcs2FyHh0j0SJldpEyDON6SJsrqNeOoZdfgyQEnYAA/AIiV4DyNMLLkSY2WytrhGtN9MYq6VKT9Re3SLSLffNBbvrVT7JViqmHgkRZFByXsldiM2yz2OlSj0KqXokjk4eZypmfXTvNVrjF2eYiF9rLKB0z5efwxBhL9ZCLG3XGPXjP/mnmxwRS5InPLdL8P/+YlacuotEUb6pywz//UazxQzB5H9Ixu0sZhpEN0yJ1DZIBHWJk9CVJwjPPPGNyHjCTcza+PWcdBcQXTtF7+D8R/tffIP7m48QXFohXGyRtSOIcSUeS1AXJuSXCF9+g/cxzpK+eIV1cIljssvJal8guYO2b54Z/9CHWC9CKJFqnjOdKVP0CzbjNZi+mFQfkbJ99pUkm/NKQ0xicUR7PJafMhF+hYOfRSDpJCDJgopSn4FtshYLXVrZIlIXWKc6+SXKf/AnG3jWJSgTtN+os/ek30BunYfkYKlh/R3WMcsbbick5GybnbGSV70i0SAkhhl3CSBNCUKvVTM4DZnLOhhCCSs6n98JzxKdeITxzinRzBeIAtML2HGSlhF12seIY2ZX9n5SyDcIiQdBNXVqpRW8horUQIYWPM1Nj3y8eZeNAFZW2AZepQhUpIEhT1rs9mnGMwGEqV+ZgaRo5wq/1KI9nW1pUvTIz+TGCdkAzCsnZbUqOx2xlnDeCFTY6EWdWQm6aTRGySP7d+0m7P0HU+Asa5+tsPL2JVz7B+NEOIo1Q4/cgivuuKa9Rzng7MTlnw+ScjazyNS1ShmGMPKUU3TMLtF88ReuV1wjPniVtNSHsoJP+tqHCEuDlEH4OYTsgUnBcrJyP5fvYOQtsl2YrpNeMiJsd4jDBAfy9k8z/vQ9Qv3ECZIgQgmrOxhVlumnMhVadTqxpxjETfplbavuYG+F7L3YDpRVLnRVer1+kETVwZMpUroZOS7y2skmj3WMmb/PRW+fJuQopcqTrTdrPnGT1979Ib6ON48Pch2pU37MHsf825MSdiMohhOUN+/IMwxhRWb13HokVDLOcNlhJkvD000/z3ve+F9seiSGzLZmcr79gdZP6s6doPPcK0dISan0N1WkSddq4lsDyLayChyzkIV8Ey0ElAhWH6NSBVKK6EHd7gEUUtwjDlCiMIE2xJ8qU79rP1EfuZH1sDEuGuJZmLFdBoQjTkOVujyhVdNKYqldi3K8wk68OO5qBG/XxLIWk6lWYK3boNrr0YkU36VBxPfbVarzSC2gEKS9dqHPv4TKgsCYK5G85zMQvfJTVP/oqYaPF4pNbJJ2Esbua6D2ryAMdZPUwwq/9wBpGPePtwuScDZNzNkyL1DV48cUXr8zCzDkY15+Ukvn5eaQciVt2ti2T8/XTvbTCxvEXaZ96k2R5mbReR/SauDmBM+4iZop4tRK270C+gPQLYNlguaB6IDzSNEUlkjSMUZEmjhLSbgLSxip56Jkxxm+ZZ+LmedaFjSQi5wjG/QqxjkD7bPSatKMuvVTg2z452+VQeRYpRv813g3jueDkqbplKm6ZRG/SjGJ8q0s5V2WmWuHSep0LjTYHGiUmKwFSFHEPTFCIb2Hq5zRrf/E1wq0WK892CDYjJu/u4a4soQ7fi7XvfYjiHOL7jJXdkPF2YHLOhsk5G1nlOxItUn/bpz/9aT7zmc8MpyDDMIYqarRZe/Rpmq+evTyx2MLzNL7dwy15SNfCquSQBR/pSWSpjCwVEcVKvzVK98DyQUgQDipVAGglWG3FbEXQ0Cm65DO+Z5ypiTzNKCROLWq+puZrUu0S6YiNIGLl8upFpAQFp8ANpTkOlKeGnJJxPYVpyIXWAq83LhEkPcY9m6o3RjfIcWp5kSDU7C16fPi2aRwpEcJBaAhOnaf74htsPvpNOotb2FaC7SuqB32qNxZxp+cRN78feeiDWLZpmTIM4/owLVLX4NFHH6VarQKY1YsBSJKE48eP8/73v98sWw6QyfmdU0qx9fTLbHz9BeKNDZLlZfyqR2HeQeoIqzzZb4Uq57Fyko2owfxd78Yu5RDFGtgOQiiQGux8fzVD2CAkQtpstmN6WwFrjS44irGCx3jFpxn1SJVF1RdM5F0SnRCrgG4k2eh1SJQi1ZKc7VN0CuwtTgw7qszslvHsWR5jfpVqUGdTxzTiBM/qUPRd5mtjvLG8xkYv5I2lLrfMe1h4IFJytxxEWmDZNt4zL9N4fYkoStl4I6R+JiA/0ST/wgL+/q+TO/IxnEN3Iv23b2e7WzIeNpNzNkzO2TAtUtfgnnvuuTLBMK4/KSWHDh0yy5YDZnJ+Z6JGm+UvPEHn3CLJ2jpW2mPipglEZwvbc5HFCla5iDtXxSlJZN4jFXtxijYUx8ASCMsCHYNTAaFAOCBASJs4Vaw2ItY7EbFIKTkOYwWHbtoDNEXXZ7ogSXQPrR3CtMdKr0WsNFJYSGFjSYcbK3NYu+i13U3juepWmMtPUA/bJColSCNc2WO8UGSz5LHeCHlttc5cbYZKvocUOZAK7+ZDWKUCIufgzdbovHaRznKTNI1Jl2M6K2uIl7aQj5zGnpold8Nh3EM34u/dhz83gVUu7JqMh2k3jeVhMjlnw7RIXQWzi5Rh7G6dMwssfuEJks0G6eYGxUkPzxcQdnF8iSzk8W6Yw52tIcI6Ip+HYgWhOlCcBqkQTgF0F5z+jbhYHggBloVAcn4tYrXd41Kri+/BXC2HbQuEjPGtPHMlF0iIVEwvCVno9OhEPRQ2vRRcmWO+MM3Ntflhx2UMUDtu89LmadZ7myiVMpXzKNhjNHtwcnEZKxXsLRf4wM1juJYPgCXs/oS2G9F7+TW6Jy+QrK8QXlqlt9YkDiJUEKG1RloCkS9iVcaRtQlEaQyrVCE3P0l+3wylm/fj1sy/g4ZhfH/moL1rYHaRGqwkSXjsscdMzgNmcr42G984yaU/f4x4dQPRazJxqIbnS6RIcfIO7uwExXvfhbdvGhHUEaUxRKGETnu8em4FpSJw8qBDsAuAAtu+PLmwEUgaXUWjF7Lc6iEtqOQdbEsgRIJn2cyXSgihSHVMqizWui2iNEYhkUIihYNn+xwsTw87rszttvFcsAvszU9hCQeEppcqQtWlknPYP14k0ClLrS5vLvVQxAhhobQCHETeovCeuxj/hx+i9MH3UTpyG7W7DzLxrjkmbp2hNl8gX7Fxkw565SLxqycJnjtB9/kTnPrrh1h+6Dhn/uNfcO4/f4GtE6+gdknmWdltY3lYTM7ZMC1S18Aspw2WlJLbb7/d5DxgJuert/Lo02x981XSeh2vaFGaLqGjCOkIbMcit38OZ+8ehO9AYxFRmUQ4GhwbqTTz+/cjXR+BBssBaYEAsEHaCASp0ixuxmx0QiI0ZV9SzEmUAM+SzBVrIPqfLicKVnubBKkgUSF5O89aEOFbPofKszjWSPyovSa7bTwLIZjKTzDeXWMtSGjFMb4MyFk5popltjoh9VbIqytNJisuEyUb6J/0jXBBxFiFMqV7b6Fwz80kyytE588SLy4T13uolTXSzS3SbggpKB2QJDFOCOq1gDg/RrJZp3dhmfWvv0D13TdR+5E7sH132NHseLttLA+LyTkbpkXqKpgWKcPYXZRSrDz4dRovnyGt1ynNlvFEF600UmrcsoM/U8GanUf4DqK1AvkiwrHQ+TIi2oTiFJAi3EL/MD3LA1KQXn/3KMtBoLm4kbDS6HCu2cb1HKarFkXPQcqEfeUSrpVH0SHVMcudgGa0RS8FT9pshjGIPON+jbvGD5qTaXeR1e4631w7Raq7+NKn7LnU3Bpr7TYvL9Qhgf2VIvfdOEbOzYMGKSwQMRIHoULQNlonkETocB3dapMGgnR9jeTCOZKlVZLVDkk3RcWgtEMSa8I0R6hziHIVe6yGUysx9t7bqb33XeZNm2EYgGmRuiZxHA+7hJEWxzEPPfSQyXnATM4/2MqDX6f5yhlUo0Hl4CRu2gZpI23w52vkZvuTC+k5iKAFjovwc5ArIqI65MZJ4x7PnzxFmsQgHUD1/ysESBeBphMq1lsRF1pdsBxKOSh6Eo1mtljAtXIoArSGzSCgFbVIlIVvCQKliJWFI11uqszv2snFbh3PE7kxpnJVhHDpqYA0jekmPSbyBfaO54lFylKrx+uLbdI0AgEaDThoQrTIATFCuGB7CHcMWS7i1Fy8m28k/4H7KH/0fVR//N2UP3ITwYES+X0lcuMe5WpCrdTBj9aJz56ld/o8q1/5Bud+76/oXloZdjQ71m4dy1kzOWcjq3xHYt3esqxhlzDSLMvi3nvvNTkPmMn5+1t56Cmar5whbbao3jSL3FpBuC7S0uQP7sFK28iZeaTrACk66SLGZsHSoFOwXZBgOTluvPEmpONePu9Cg7Aub0urSbXm/FrCRq+LFhrHglrRAiwmCzYF1wEtgJRW3GOzF6KJ8W2XWEkaYQ/XqrC3MEnB8Yec2vDs1vEsheTm6g2sBQ20jumkYFk9Co7PTDnPVjdiqxVxer1NNe+wb9JBo7Cw0cJBiAikDyoC7P79QToBWogkgHwVLQTSK+K5C8zkczh+kTRwSc4vEq3WcRohflHR69bpnm6QNttcWK9TO3Irkx8+gjRbgF6T3TqWs2ZyzkZW+Y7ETxmz9DtYUkrGxsaGXcbIMzl/b2tPPkf9hddRnR6VQ9PI+irCcZCOpHDzXqzeJnJmHuHYYFvQXEXUZhFCg+NDsHG5NSpE2AWK1eLley4ub0kLID0EEWv1mK1ej/VegO26TFTAty1ytstYzkVol5SAXhKz0u2gSfAtj0glNKIEKXzydo79pd13Y/fftpvHc8ktMJ+f4kJnkVD1SJI8DdFh0i9zYDyhG9VpRiGvLTcp+h7j5Txa6/6N36RIIRHCQgBaWP3tk3UKhIi4A7kKIMD18KyLEIH0Y+y778DZ3MJd3SK6tILdTPELgnZ9laDZZDNO6F1aYfYnP4Q3UR1uSDvIbh7LWTI5ZyOr98wj8c7cLKcNVhzHfPGLXzQ5D5jJ+btrvHSazadeREUxpf017KAOCKy8R/GW/VhpBzE2gXC9/uSiuwXFGkIKcF2IWuBXQfXAKZCmiqe/+U3SNL28ciFB+ggR040SLm2kLHXa5D0b19WMFVxs4TJT7N8sqxFEacRyp4lS4FkKISBMNZ0kxZE+N1Xnd9WZF9/Nbh/PN1f3Y0sXkAQqJVEhrSRkpphjX62AlrDSDXl9qU4niNEivbwy1m+VQrj0RxsgbbAr/f+6eYTqgl9C2Q6vrPbQno1wJKK7gj01hXdwH4Ujd1C6cYrcZI7qlE0xnxKeOUfn9AXO/5cv0njh9aHms5Ps9rGcFZNzNrLKdyRu8n788ccplUpA/yRvc5r39aW1ptVqUSqVdm0/eRZMzt+pc2GJS5/9CjqO8csuBV+T1rewxioUDs1guf0zL6yJKYQj+5/yRi1EZRIs0f8IJWlBrsqVG7ttj26vRT6X779hkxKsPFqFnF7q8epal1hEpEJy65xLzrHZUypjWwqhPULdYbFdJ0wTbAl5GzaDDqtBDLrITGGKd4/fMOTkhs+MZzi1dYHTzbNIIsp2Hs92GfPyBLHi1dU6m82QvHC5bbLGzXsquLaDFAJEikQgtAUqASQaC5IuxOuAC1G3f7Bjq45rOVBfgaCHjjVU9qHDEB1DsrRAuNElWNggiiTNtQiKVZzpSWr33MLkR+81XQA/gBnL2TA5Z6PRaFCtVs1N3lfj6NGjHDlyhCNHjvDAAw8Mu5yRI4SgXC6bb/gBMzm/XdzqsvRXT6JThZezKVRdkvU1rLEx8gdmsEsF6DSQ41P9n2SWBWETyhNgSYRtQXx59SIN+mdeSA+EIp/L9ScWQoDwEUSsNwLOb6b0kgDbgdmag2tZTBf6kwuARKUstxvEKkUKi4oraScB7SQlURaeneemijlQD8x4Bjhcnse38igkCSmJiqhHMRVfsr9WJOc7BDrm7FaL8yv9U8D7g9lGk6KF7K+yoRFCgZUDewyIwCkgpMIrFBCeC7UZyJcQjoDWIiKXQ7gCZ/9BcnvGKd52AL8oqc35OLpLdGmRrROvsPDZr5AE0XCD2ubMWM6GyTkbWeU7EhOMRx99lBMnTnDixAk+9alPDbuckRPHMZ///OfNsuWAmZy/RSnF0l89TtrtIaWiNF8hXljAGq+Ru2Eap1ZCN9aR41MICTgWhG0oVBBSgiXQadQ/44IUHL//Q9V2SJOEbzz9NKnSlycYkk6QcHE9ZbHTwvUEwrKZKlpM5nPk7f4NcalyWOiuEakEgcVkLkeYxnSTiGaU4Moi+0tT+LY5dwDMeAawLYuDpT0IXHpJhEaS6pD1IGS25LGn6mO7kkYccH6zy8Jam0QloAUau98qJe1+G5++PF6lB1YZpCLF4vmTr6DiHsLL9yfXhQrC0tBaQuT6WzFbc3txxksU77gRr+JSqjkUioLo0iLts5e48Ad/TbjZGHZc25YZy9kwOWfDtEhdhbdapOr1OpVKZdjljCytNUEQ4Pu++WRhgEzO37Ly6NPUT7wKSlE7UCNdWsRybXI37sebKkHUgzREVmoIW/Zv2I7biFINbBshNTqoQ2EMdBfhVfu78YgIlCJKU1zPB6uIUiFnl1t87XxEoRBiu3BoosxEwWa6UEERoJTmUqdHlLaQwmLCLxKrJqtBi/VeQJTmGMtN8p7Jm5BiJD63+aGZ8dyXpClfXz1JK9qk6jpYQmILn5KjcESOV1aabHZ6iFiyv1Rl/2Se+fEqUmogQuIhtACV0t/Q1oG022/904K428S2fQg2wRlD91qI9ha600LjQ3EaohgtXdLNNdJAE7xxlnArJNYezY0Ie3oKp1xk/u9/hNzsxLAj23bMWM6GyTkbpkXK2FZss61hJkzO0Dm3SP3Eq2itqeytoeubCJXg7Z/DnakC9N9ElWv9LWYtCXEHCpXLbU8anQTg5kAF4BQv38gtrnwKbNkOYIEQLG91ObOZoEUIlmKmVKTsS6YKeZRW/RO9uz2itIMUkulcGUumNOM23SSmlwpcWeJwZd5MLr6NGc/9VYwDxVlcmacVRbjCIdUBnUQgZMj+sQIFz0U7iouNLiv1HitbTdCS/g3f0eWVi36WQsT9bWytIhAjvQqCCPwxiLYQuTK6NIHIFRBEiN4WeA5Cp1jjkzhFF/+Ww/gTeVwZU5svkK6vEzdaXPyTh2ifvjjUvLYrM5azYXIeHSPxr2GSJMMuYaQlScKDDz5och4wkzMkQcTyl44DkKvlkUmPtFHH3TOLt28GqRW6U++vXKgEbAlpAq7bb42yHYSgf4aAmwehEdIGu9ifbACphm9+8wSJ9mi2W6w1Ak6t9ygUFWMFj7GCw1ypgMAh0QFL3SadKEEKmMmXkELQjuu045hmFOGIEjOFGmNeaYjJbT9mPH/LfH6cvF1E49BJQxwpSXVKI+pR9S3mKwVynoVyQy7Uo8uTjA4g0Eg0SX+VTjig6T+WDqkocPLkCVKr1J94uAVIWggvjy5PInwPVA8RtsC1EFohKlWcgkvu5oP4UzmstEdtvgTtJmkvZOEvHzc7TH0bM5azYXLORlb5mhYp4wfSWpMkCbZtm2XLATI5w+LnH6f12nmka1Od9EiWlrCrJYp33YrlAkmEiDqIcgVBAp4PaYTI5cByEJZCxz1wXBApuAWE5YHjgQr7h+lJSFOIyXN+ZZ3nlrqElmKsKDg4UeNgzcdzbIIkZaW7RZBILBkzWyhiCYsg6bHUvcRWmNKOHcreNPdMHCZne8OOb1sx4/ntFjubvLp1jjBtMFsooVSE1g6OFVJzJ3h9rc1au00U2ky6PnNlj7mxGuMVB0GMwLu8q1QMKDQupG3SuIcFoFN0HEHY6q9wYKODLjRW0DEIrwKWj04FWoMOAtJGm+D8JYLVHrpYob2VkDoe0rKY+NA9jP/IHcMNbZswYzkbJudsmBYpY1sxnyhkYzfn3Hr9PK3XzqM1lCbzpI0GwoL8zTdgFXMIrSBoQ6kCKkG7Xr8v3bt8U7Vt0f+85PKp3QKEtMApXJ5ciH47FRAmNosbm1xqdVntpeR9xb5agT2VPJ5j04lSFjsbxCrFkhbzxRKOlCRKsRku0000nUTjyCr7i1NmcvE97Obx/O1m8jXKbhFbFGiEXVzpImWC0pJ61GR/rdA/c8WNqSeKtXbE4kaTZjvqb1FLDEL1b/LmcquU8Em13W//szyEJcCvQNIEKRF+AVEcRziyf0+S0CBBWBLhuchKCW/PLP5EHtFpUpr0cD2JSlPWn3iWtSeeHWpm24kZy9kwOY+OkZhgmAE5WEmS8PDDD5ucB2w355wEESuPfAOAwlQJ0WujW03ytxzCnppAhB102EPk/H6bhy0RQiBs6/IkIofQcX87WrfQvwnWKVzuW7+8SCts0Jo01Xzp2NOsNrucrUdUKpr5Sp65cpWSJ6mHPRY7WyitcWWBvSXvckuLphVv0IlD2nGCpMxErsxsYXx4wW1ju3k8fzdSCA6V53BsjyBxCJXClhYCG6V7hKrHbKlMNecS0aOnFZu9kAurXdq9FI1Go/orc8Ltj2WlOPHss/1JhgCcEkIk4PXvx8CyIF9F+HmE76HbawjHAhTCdrBcG2tiHHd2Anc8j241KFVs8rX+yeKbf/PSle/L3cyM5WyYnLNhWqSuwlstUoNe5jEMY7BWHnqK+guvIz2HckWitjZxxssU77ytf5heFKCDFrJUBp30e8vR4Fj9ey9cv79KkXQhV+73nXtlcMdANftPYnmAYrUlWd5qcGqjwWoiuHHS547ZMSYKeTZ6DVpxDMSUXZ8xrwaiS6pTunHIcvccWyF0Eo+SO80dtQOUvcIQkzN2mhc3zrHe20LTY8r3ESJEa4HSMVKUaAcxq62AjbbFfM7DE5KJQoH903kKvkDigXZA90BrtLb7p9Sj+4fyqRSiNjoK+nNru4SOYkR9ob8DVRCiSzOIRKG1QCcxKtLEFy8QbXQIGyHWxDSRVaC9sIEQUL79MNOfuM8cyGcYIyCr984j8dNiB8+RdgStNc1m0+Q8YLs1597CKvUXTwNQHM9BL0DohMLNB5GlQn9yEfUQ+TykUf/GbkC81afr5hA6giQArwBpD9wiSKf/aS+AdAFFu5ewsNHj9PoWrVQxWXS4abJMycux2N6gm0SAZsIvMJkbBxGgtSZOUzaCRXqpoJdKHFFlT2HcTC6+j906nn+Qmypz2NJGa492EqNxsS2BJUHpgIJnU/JtyjnFVhwTa8VGO+TSWpdumF5exYiBPBpNL2gBNv2eQKd/MJ/tXV7J64GOEI4NlRmEDsHLIXpbaFsCGmE7SM/Cnt+DU/Zwyh7p5ga+FVG5qX9oZPPkaZb+6gmUUkNMbnjMWM6GyTkbWeU7EhMMs5w2WEmS8OSTT5qcB2y35rzy6NOgFV6tiAw6pM0t8rfdiKxVEd1mf9Mcq3/43VutHdhO/6eXsEBc/oEp6W9TKwVCSHAqoLr9JxGSIEo4t5qw3muw2NwkFTa3ThUpeDZLnTqpVljY7CkWKHu5yz+EFYmKWAuW6aYB7UghdJWJfIXZvDkv4PvZreP5B/FtlwPlGSxp0YktUiWIFXiWiyVjNCnVvE3RF6QCApES6oitTsyltYBeFPa/kEhJU8nLL79MqsXlXaboT6YtHyF1f+vasN7/c9uF4gRCJqBTRBIgnMuTdcvC8lyc+TnckouTkyTrG7g6oHbXjSAk7dfPs/jnj6F24etpxnI2TM7ZMC1SV8G0SBnGztZ44XWWH3oKBFQmPWg1cAoehbvfhV2roBsb6DRCeC4iCSHvIywH4TqgE/BLCNW9fO6FDzoCr3h556gipC0QDrFWnF9pcaEhWextoCybuVqRG6d8QiWxRETZ9al4PlJoBD6p7vQnF71VmtEWzQi6SYWyP85NlXnGPPMzx3hntNacWD9NK+pgiZSqI9CiR9mV9BJNqnzaUch6W9Hu2kzkbJLAYjzvUPFt9k+X8B0XtA+6fblVSvS3ZxYWpHF/t6mo099VLU3BrvT/215DaxvdaiJK04CFjlO0VpBAsrFBvLJOuBWgrBzunnn02CRrX38JlCK3b5o9f+8jSNecWG8YO5FpkboGu3XZNitKKTY3N03OA7bbck6CiLUnnwcgX80j4ggdBuRuPYQ1PoFubqK1Ql6+oRtLIKSF8PP9yYWwvtUCJTTI/sF531q9aAOQIrm02ma9LVjobWI5/Td4e2s2qdZXzrcY94tI0T9koH/AXko9XKYVN+gmmiAt4tsV5vI1aq458+IH2W3j+VoIIbilugchJImSBFoiRY5WHFG0wZYxZc+j4GtsW9OMQwp52OwmNIOEi2stwjhFEVBvxiit+6sUADoFq9A/XNJ2wcn3J95E/Zu+ixOIpIsoj0N7vb+rlGMjhETYEjk2jl0u4tVyiDQkXlpB9jpM/533IiyL3oUVLv7pIyRBNMwIM2XGcjZMztnIKt+RmGCkaTrsEkZamqY888wzJucB2205b3z9edJuD2FLHCtGtdvkD+3FKpX6n8RqDVr126GSCHy/P4ngcj5+HpGG/dULJ9ffQcrJ9yceKNAahc3CepNOmPDiVhPbgVRoynoLSwo8K8f+UoGc7aB0/+sKPGLVoh4t0oiahGlMkOaxRJmpfIWZ3LjZo/0q7LbxfK2KTo7D5VmEELRjjdI2kKeZBBQdjSNhupCjkAtBWGzFXYpFST1IaHRjLq41CaKIl195BaUEAn3ltO/+ZKLY37pWcnlXqXp/Ii4ElCcRSQdyeeg10EL1t7oVID0ba2YG6Vk41Rw67hFduoTsdZj9qQ8hHJtgaZ1Lf/IQSTcYXoAZMmM5GybnbGSVr2mRMgwjc3Gry9n/+F9RSUpxzMNRASIJKL33Lpx9+9DL59FK9d8vWVZ/C1rfR+RL/Z2ihAU5H5EEaHV5a1oVILxSf+co3UIrxfmNlG7Q4/m1NomTYtspByYmmat4jPkFSm4OTQxaoIgBQZgktOIlWtEarUQTJHkCVWM6V2VvcYqKWxx2fMaI0FpzcvMc60EDAdQ8CaKFL3sUnQpB6tCJEt7Y6OAKF6EkY16ZbieklnOp5jz2TZdwZB5Uq78hs0r6k3NZ7J+HoWKIu+io199hyipBoiBogLLQnSZ4FZAOOu5/sqmxUPUG0cIlkkAQ9zSyWiN3802IsRoLf/4YKopxJ6rs/bm/g13MDzNGwzCugWmRugZmOW2wlFKsrq6anAdsN+W8/rXn0GmKZWlcS6E7LfI33YBVrUK3v62skKLf0pGGaM/rn3ehL9+c5hf7k4s0BKt/mjdOrt8WIkErxaWNkG4Q8GajSV3HSDtmb63MnkqeYgpFO395cqFRl79ukEQ0oyW6ySrdRBMnHpGqMu6VGfPKZnJxDXbTeH6nhBDcXN1L3vHRQCsSoAv0UkknaZG3FSXP4eBYnnYcI6yEZtymUvLZ6kVsdQJePbNCmIYg3H6XlLD6X1x3wK5ebpVyLk/CQyDpb4SQr/a3ty1NQFC/vAnV5Zu+SZGlEvbYGHZOYnmQNpuEFy4hgh57fv7HkL5LtF7nwp88TNzqDiO+zJixnA2TczZMi9Q1MINxsJRSnDx50uQ8YLsl53CzQfPlM6gkJV9yUEEPp1rEqlWQY2Po5hZaa4QtAI2Qot+SlCv2JxJ/+94L6O8uJTVC2v09/5M2ixtd6l0432qyGPXI+Sl7ykVumppmrlBg4cIllP5WD7lG0Y3bNKMVemqNbpISKpdIT1B2S1TcPFO52hDS2rl2y3j+YbmWzW3VfXiWQ6xT2rGF1mWCJKGTNCg6mprvc2DcpZMmJCKmGQXUyj4bvZA3F5a4tFonVs7le5BEvw1KaxAJWDmQl1ul/PF+q5Ql0DqFwhgiaUNprL+iIUV/S1tAWBo5PoH0XZyCg+NJkrU1wvOXkDpl78/9GFbOI95scPGPvkTUaA81x0EyYzkbJudsZJXvSLRIHTt2jGKx/8ni7Owss7OzQ67MMIzvZeEvH6f9+nmkTqlMuKh2g9Jdt+IePISI2uh2s/9GxwKSEPI5pO2A5/XPuvDLCNVBp1H/k1mhwXER0kE7VRbWlmh2NRd7LZajNq3E5uaJAj+ybw9lrwhC9VtA6N/nkeiYTtSgk3SI1AahCmjHeeJ0Ct8uUnHzzBUmyNv+sKMzRthKb5M3G0uEaYIrNZ7s4tlN8rZHza3RThxOb3bY6nXISZeyUyEnLdbrEVXfY7Lks2eygiuC/lkZaQIIsMYgXu23R8UBOmz3/1z6/duZwjYoiQ57IDy05fb/PFVoJLrTIzx/jjR1SLVNGmm8Awco3HkbaZxy8U8eJu32cMpF9vzix3ErZpXPMLYz0yJ1De6//36OHDnCkSNHeOCBB4ZdzshRSrGwsGA+VRiw3ZBzb2md9uvnUUFIfsxHBT286TGscglZLKDbl8+9kAC6v1ghRP907iTofzIrLucjNMJy+q0d0kZZBS6urtLuJpztdFiO28RacKBW5EP791J2SyAUqdKsrq2glSLRMY1wnU66Raw3CdOAXuKj1CS+1Z9cjPllM7l4B3bDeL6epvwae4oT5B2PREtClaOTuPSSkHq0ScXVHK4VqPg+PRXRjFukKDwrpN6LWGn2eHOpTZwKBLL/vQKXW6Vql9sHJXjly/cxif73kF/qt07lKhC1+8dpOHb/+wqFKBRwJiaxrARJguXYxCsr9E6dxinl2fvffByrkCNutrn4R18m2moONcdBMGM5GybnbJgWqWvw6KOPcuLECU6cOMGnPvWpYZczcpRSvPnmm+abfsB2Q87rx55Fa7A9C1soJCne/Cz2zBx6bRH41psb4gDt5fqTiLd2jnILiLSHTmOwXLSKwXJIleLNlR6dXsDZbpPVpIkAKl6VHzu4F/+tlQ5AaVhZWSRIO2wElwhVizjt0UtCYuWRqCkKzhgVL0/B8c2WtO/QbhjP15MQgrn8BFO5CiU3h9I2SVqhFWm6ScRmuEzVszk8Vqaac+mmAZthm1arQa3k0IkTNjstXluIiFN1ecc11Z88SLd/sr3lIYQGvwZxEywbrVLIlxFJF4o1CJr9rW4vn3MhRIocH8fK+di+RDopOgxINjbpnjqNWy2x77/5BHapQNLqcOGPvky4Xh9qltebGcvZMDlnw7RIXQWzi5Rh7By9hVUu/OGXSDtdavuqiF6L3GwN78ZDOHv3oi6cRguBdASoFKEjyBUQlSnobQCi//u0h1YRws2jdUQqfc6uK8I0ZCnc5GwnwXc0VbfIx246RMEVIDyQCg0ondJJtmhF6yidEuuQXhKgtCRIJil7s1hC4kibPcUpLDESn8MYO0QvCVnsrhOkMc2wQ6p7WGKJnC2pug7j3gE2gog3tho0ehFjXonJXJkoFGy1ArSymSs53DiXw5EJaAHCAVmCaAV0DIlC97b6GyQoAVpC2AUsdBiCFmjrcgtVmoJlk7a6xBfOo4SLsvLE9S7O3r14e+fIHT5A1Ghz6Y8fIm62sfI59vzcx/CnxoYdp2EY38a0SF0DM9sdLKUU58+fNzkP2KjnvHH8RbRSOJ6FVDGWDc7MFPbsPGp1AeDyCd26v3rh5xC2C1zeOcrNfWv1wnbQOiFSkvMrLRqhZjnaZDEIsCwY94p8+PDh/uQCcWX1IlYR9XCJlfpFYhUTpSG9JEZri1RPMJXfhyUkUghm8uNmcvFDGPXxPCg522MqV8OTNuO5MkWnTKqnCJKUrTBkNXiTMd/hcK1EybNZam6w0Wvhe4LJio+QCafXY95cbhImAkj7kwqh+zd8i35bYX8Vo9U/jE8nCL8AKkbkipCGCDTC6p+NQZogi0XsiUmEiiDs4kxUSJaXiZZWiFbWcCtF9v6jH8eplUm7PS796cMEyxtDTvP6MGM5GybnbJgWqWtgBuNgmb7IbIxyzsHyBp2zC6TNNvmpIjoKcWfGsarV/v0WQQ8tJUKnoBXCkv0TuUvj0Lvc0y0v95RLENKhF8acXw9pJJJNtc5q2KOX2kz7RT54YJ6Sf/nQMWGjREIvbdCMluglHTpBkzCJSEhQGmxrjOncIWKVgoCZ/Die5Qwlq1ExyuN50EpOnnG/gkRQsHNM56YRYpYo1bTjiIXuaaq+5GC1jJUGbEVt6lEbx7WZGcuR91NeW0l4Y7FNN0wBDWkT7LH+vReW02+V8sqQtMG20WkCfr6/U1uhClG7f4/GW61SOsIaH8fK57BcBb02suCTbtYJTp8nbXdwSnn2/eLHccYqpL2Qi599mN7S+lCzvB7MWM6GyTkbpkXqKpgWKcPYGRb+8nGar5xBxiHVuQKWiMjfchj3tjvQK+chChG5XP9G7rADpSLSyUGxDN1NcHyEiPv94pag0U1ZbfXoacnFVNGO6wSJpORV+eihaarFCuLyykdESqTahGmPTtIhSQMSNEIkRCnkrTEK7kGaUQjAVK5G2S0MMy7DAGC1t0Uz6qDRWELRibbopRfI2SkSmzF/hq2ey3KnRSNQTPlVpvJl0kRxZilC6B7TJZuDEw6VQh6scv8gvqQBKoJUoHvrYJcgjvqrG3HU31UqCkABtgepRCcxCIu0G5CcP0dq+Wi3SNKOsGr9jRoKd78L6Tgk3YCLf/IQ0Xod6TrM/4OPkt8zPew4DcPAtEhdE3Os/GClacrp06dNzgM2qjmHmw3ab1xENVoU5yqQxrgTNazxiX67RRSibbt/4rBWCEv0Vy8qk9Db6n8R6/KPKq1YaSas1jt0NGzokI2wTZJKctblyUXeo3+yhaarOoSqTS/tshXVCZIeCk0cdEBblJxJ8u4+mnF/clHzSmZycZ2M6njO0qRfpejkEAgSBQWnyph3kER5aBGzESyQhgtUPIdazmItaLLS7uG5gpvmPbDyrLYjTq90Wa130EmzP5kQVv/Gb6G+1Srl+KBChOuBSBF+/vL3pAZL93eg0ilWoYA1MYlM+x8GuJNV0s0NVC+gd+pNtNbYeZ+9v/BxvKkxVBSz8GeP0ltYHXac75gZy9kwOWcjq3xHYoKxgxdhdgStNVtbWybnARvVnDePv4iKIuycjUOC7Qjs8XGs6dkr915IzweVosMuOl9AOH5/JxutwXIRKiKJYy5uBmy1Qro6oSdDTrcjbK0o2nk+duMc1ZwLwiPVAd1ki0gFNKI6jXALpRMcS+JZFmmk8OQYnjVFO1agoeTmGfPMSuj1MqrjOUtCCKZzYxQcHyksIq0RokDVPYDUBYRIialT8jrkXKj4gvVog5VOhLDg1j1Fcp7Pek9zbq3JhdUWcdQE5/LN15bVn8w7PugI5OVWKcfpn5uRL0HUAXT//igAFWGNjSM9H0skqMYm7tQ4yeYmSb1JeP4SAHbeZ88vfBxvZhwVxVz680d3bLuUGcvZMDlnI6t8TYuUYRgDEzXanP3dvyBeXadycBJPRniTZfzbbsWuVlHLF/qH5FkK4hihAiiUEJP7obl0ebtMn27QY3m9SSRdInpEvuTUZosYj0nP5QMHD1Ir9Pf+j0gJkgbtJCLUXQQxiYacbeFbPrGKSHUBW47TTVyU1hScHDO5sf6ZG4axzWitWepu0E0CIhXiSolNTKIXSGkgtUKLCps9i3boUu/BofI4Rc8hbxVY3lin0epgiZSpUoH56Rso2Y3+FrZpjFZAsAl2GYIWws6jk+Ty/eEBJLrfKoWDDgOQFmmnR3zuHNotoL0SWlsobSELefK3HsaZ6E9ikm7ApT99mHBtC+m77P2Fj5vdpQxjiEyL1DUwy2mDlaYpp06dMjkP2CjmvPX0y6ggxHZsPEthXV69sKdnUW+de+H7kKbosN1fvXDzl1cvUrSQbNSbXFxtEQtBTITyFG9sNuj+/9n7s2DJrvO+E/2ttfac85mHmgvzTIIEKcoSRZqiLN1Wt+zu0J3ag25c3whH+L7oweE3+cFxXxzhB4d1w7IjHHI4+rZttdtyu5sWaREcLIEDSGIGCijUeOYp59zzWus+7FMFQACBAolzUFXIX0RFZOXJk7nXf39n7/zWN5UB877HL51boVOv0qImxZiDZJtetk/GGIFGCknba9DyGpS2pDQ+21sJo8zBWEvo+FPn4gi4G+3540IIwVI0Q+j4eNIn0SUlDooTpCMFQqFEj5kgI/JSmqHl8rBPnBeMywkn5zsszDRRCtZ6CReuX2djEFQ7mcqpZvL5TdAT8CJsGSMcB6RAeOFb0UR0lSplNKpex5mdQ+QTyGJULYAyA61JLl5BxwlwGMn4P38Vb66NSfPK2bjD5mRMbfl4mOp8PExTpKbcViRJ8nEfwieCu0nnMs0ZvnKJsj8kWm4CJU6zjru4CMkYdAn+YWG30QjnsHNUZwnG+xSl4fpBwt4wAwwEAuNlvNodY7TDfBTwK+dXaNdaFDphO95gJ9skN0OElCgkdTeg5bUJHUlcJhjrYOw83bHFYgmUx3I0O3Uujoi7yZ4/bqSQLEezRE5AqEImZU5uBf1enUAuoISHq0Ys1mJCNyEMMq6P+6RFyW6csTITsTTbphlCbzLipet9Lu1o8tKAlAjpVsP5hAApDhsqHH5FCGtQJIBB+H71nM6R8wsI30eaBD3o4c62MZMxttQkr13EltUXGScKOPnbv/pWd6l/c+c5GVNbPh6mOt89TFOkpkyZciQcfP8ldr/xPexoROeeOTzfEJw9TfDY45j1S5VT0Z6BSQ+bDBCtNjKoI9qLDNbfZLuXYJRECovbgJ4uuNjtY6yP57X4jQcW8VyHbpGQlJtoDEopfBmi3BBPVpc2V2omukAbh9wsUZgqlzxQHsu1uemsiyl3FNZatpMu4zxmXI6IHJ9I+bhyn8KsY8gBh/Whx0ES4ouI5bAFVnGiqcjSMesHObtDQ1w0eXh2xGLbZyZyqiBFNgQZQdJHeA2slVAUVVep0lZzM96WKlWOE8prVyFsYP0mwg8p4xwRRrhzHaIH77157MUoZu3ffJ2iN0TVQk793/4KXmd6754y5TiZpkh9CKbhtKNFa83LL7881fmIuZt0NsYweP4NyuGYcKGJowxOvYa7sgLxsCogDWtVeoXRCKcqNi3qS1y/dInNgxgtBKGvqLcFe0XOG3sHWOvRDmr82gNLJGbC9XiLpFwDCjzHZcafpeaFeLJEihxXmiqdxISkeolcOxhj2Ly+zkLQmToXR8jdZM+3E0IIlsIZGl6NSNZ4c/0qw3yCtgsEzn24IkAJzalmxlJtSMmY3ayPQbM1zFBuyD0LHifnPBylef1AsX6QcHU/Ji80uCFQVKlSRYwQBhwX4QUI3pYqpRQYjdNsoDozkIwQeQISpK+wZUmx3yNb37p57G4j4sRv/ypus46eJKz/u/9COY4/Ni1vlaktHw9TnY+HaYrUlClT7lhGF66S7fegLAjqCumAMzeLmpvHdKt2lSIMsUWOTYfYsM5eInnl2gGT8QSBZb7t49cNV0ZjLu4PkMKnE0Y8frpDv9hkUu5jGOFKQ8MLmQ9nkLJAkyNlgZKKTAsK0yAtWxRGIITAVx5talPnYsodS9VdqkPbb+Bbn7jM6GVDct0gUI/iiDqOhJWGZrnRx3V79Io+pRUcxAWJgXNzEQ+ugBvNsDUq2B8XXNmNORibyolwPEBjjamGXAqJDaJ3p0qVGWppGeG6kI+w8Rjl+0hhAEt2dZ2yP7x57F6rzon/66+haiHFYMz6H/0pZZp/HDJOmTLlCJmmSE2ZMuUj59q//j8YvXSRoOHSXPDxZ5sEjz+G8h1sbw9qDaTNsemESTxmN/fo1U8TZrs0nIKF2ZCuznhjv8tGkuNYSbsVcP+ij/Q0jsix0hA6Lp4M8L0OpS0obYmQEld65EYRlzAuAkrr4UqX0PFZjmaRU+diyl1CPxuxk3QZ5gNc6bAQzhApS6YvghhR6IJuasi0T1F0qIsWrpTUVcJ8vc31gcfeMKeMd5DWMuNJAley3JAEnlelSvktrPAhi9+ZKiU8bJqAdCjHE8qrVxG1FibsIIMQXRgsEuE61J94GBn4N4873e2y9m++jklzwhOLnPjtryAd52NUcsqUTwbTFKkPwTScdrRorXnuueemOh8xd4vOycYu8fVtTBwTtnyUJ3FmZ3BmZyvnApBhSJ6kbG3tsT5RxCLEdRUn25KT8yFb6ZhXtw/YjGMkloVZy0NLBZ47JlQpobLUvCa+UyNwZ7AipDQSIVxc6VBaxaQUDHKPzChc6VJ3Q1aiOayxd4XOtzt3iz3fzmitufLqmywFs7S8FoUp2Yr3mJQQOA8ixRyBEzITKGpuSj3YQzs7GDJS7bA5GLLaLDg5N0e72SAIHXYSzTjVXDtI2RukWMfDlinC5uAGCC+oBvRZC7Y8TJUqcVotVLuNjQeIMsEajXRASIEtSuILb1bRkEOChRlW/9qXEUqRrO+w9R+/g3nbz28nprZ8PEx1Ph6mKVJTbivCMPy4D+ETwd2gc/fZVzGjMV4rwnUtTr2Gc/IkdtgFwNZb7G1uc2WjS1xW6R7tk2d5dC6nHjpc6Pa4sDdgPx1SCwz3L+bcN68JlKbueQTKR7lzeLJOJFeRskVWTpAyx1EGg8swF3RTRW6q2Rctr8bi21rR3g063wlMdT56wjCk7oacbizT9ttoa9iMdxnkOYE6D8wROk2ano/vGHx3gONtoGUM5FzvjwidMacXT9IIPebaAcNSMywEvUnOla4liUdYa8CpWuLe7P729lSpIsVZPYlwXIh7UGYIIZFu5WTo0YT08vV3HHt0YpHl//aLICXjS+vsfO3Pj1u+W2Zqy8fDVOe7h2mK1JQpUz4yynHMpd//d6Rrm3ROtanN+gRnT+E//jh2/RKjtGTL1rH9Hdx8gDc7x+LqMuHKadKNV3l1e5vNLKYUY9o1mK07zDYCIi8kcJuUwsXiIp2IyKljbEpshigVI2SAIOAg89hLDFI41Lw6s36Ljt/4uKWZMuXI0UZzfbzNXrKPxTIbtFkIm+T6KlIkxMWIVGfkWhMKhTQhughIyxZeeIITYcZ274BRUpIlKVla0HIFymhmvYyZ2UWk34S4j80zKM1hqpSPTWNQDuVgTHn9GqLegsY8KBeCgHKUAhDedxZvcf4dxz146U22/3PlXHQ+8zALX/7MsWs3ZconhWmK1IegLMuP+xDuasqy5Nlnn53qfMTcDTr3X7hI2R/hOBK/pnAaNZxTp8j3d1nfm3Bl4mJGB7hCs7DQ4NRSk3DpFHub13h2fZODbBfXHzJftyy0HJYaDdr+HDW1ihYBCBDKIVAWY/ZJzT6OHGNxkNTYSkK2Eg1CUncbrERz73Iu7gad7wSmOh89f1FjJRVnGius1pcRCA7SPmvjA5Q4hbU1IreNrxo40kdj0GJC6A2IvG3y9Cpv9AXLrYDldoAfBDQbAWMtSLRkkGiubR0wmQzBixCe/1aqlCjBcUGXODMdVLOJHQ+wRYK1GtIUp139HaZvXkOPJ+9YR+vRe5j74pMA9H70Cr0fv3q8Qn4AU1s+HqY6Hw/Hpe9d4WBMh2QdLUIIOp3OVOcj5k7X2RhD//nXKcdjgpaL8hWy02GvVFy+uMYo1QjPZbamONuGxtwsOmjy8vaIV9deRpstlJfT8mG+4bJSm6Hhz+A5NQrRw4oxkOMrgbUZuR0iZYEVPo5c4MrYYy9JUEhm/BlO1heJnOBdx3mn63ynMNX56HkvjYUQrNYWON86jZKKcTHh+mSfzCyiTZ3IrVFz65Q2BCHJRE7optT8HRx5hTf7E5Q0nF+s47uKRt1Dey59G0ExYm27z9awxCKqVCmdVa2mfa86gDzBOXm6mgTe3+XmoWUxTrOONYb41YuYonjHWmY/9wjtJx8EYPfpHzO6uHYcEt4SU1s+HqY6Hw/Hpe80RWrKlCkfCaOLa1z/wz+m3O+y8MAczLXYW70XU6bILMZfWOZkLcczCdiCoQp5RS4QT14gLPaJREbQiGh4Lu1GB88JcVREbidoBVI6uE4HJQylGaGlAulg7ByXxxmp1ijhcLK+zHzYmXaKmvKJZ5SPuTy6Tlrm+Cqg5vjUvQmuyMj1hFGeokyGLwp8CaX16Bc1vMIQOhFzwQz7o4TeuEAXJWUyItIp1m2hvBanGwWuLUBTpUJJH5tUqVK6P6ZYu4ZotKCzAgZkvU6Zlpgkxem0iB6+711fdjb++NuM37iGcB1O/l9+jXB57uMRb8qUu5RpitSHYBpOO1rKsuSZZ56Z6nzE3Ok693/yGno4xokcRtqwQ0DmeHg6ZXWhyT2nO3jSkI0GXEsEF9Mhufca82KPtpNTj0KaXkC71iJw6jhOhxKDAaT08Z0ZHOVibI4RAoPDqGxycZSQao2nXO5rnWHxA9rQ3uk63ylMdT56Pkjjhlfn3tZZOn6DwuRMyoxe5jEuHJRsErl1hArIrEumBQLNrJ/iBAmGfXaSazTCMSdnJdIP8Wt1SilIspQiG3Fpr2CQS7A3utK8lSql5maRjQZ2NEAU1TA9Mx7jdhoIJSl7A7JrG+865uX/5i8RLM9hi5KNf/80+WB8VPLdMlNbPh6mOh8P0xSpD4GUd8UybluklKyurk51PmLuZJ3zwZjhyxeJBxMyx5J4AXpphWUn5vxSg9apE+jeDjsH+6ynQ1KxRtpJqKc9JIIQl1rUoh3Wibw5XFVHE2PMGKkUngyR0sWYCaVJSIxDv/DZjA2FsTS9Og917qXp1z/wWO9kne8kpjofPbeiceSEnKgvsxC0kcKSa0NcBhykJRIPTzVQKiI2DmlhyUtD6NaRCpSc0C96FGaTc3NdmjWQtRZ1L2WcZSQotropO7HF5MlhqtRhV6lsgnv6LEIpzO4GMnQB0Pt7eMsL1UvWNikOeu9ck+Ow+t//ZdxWHR0nt8UgvqktHw9TnY+H49J3miI1ZcqUn5trf/I9rv27/wLphPYjSwTnTrPymUfxJ/tYx6Xn+Yy2L6LiLYqOQ14PKFotnN0ukdaE9YhmGOIHbaTyKJWlNDFQ4vpzOKpOYSekRY8Ej8xG7OchSjq0/QartWVcOR3SNWXKT2NSxHSzLpnOSbVGYCntmJqT46KRNqUsJ+hSgAgIvRZO2SXXKWhQQOh6iAL6A4NOCvayOllZY16lRLJkuV3D8TyQITYZg3Ipe0PK9euIRhu5eh4zjhG+h6g1yXf2EY6i9sTDqPCd9VJZd8Da//Sf0UlGeGqRE7/91ekXzylTPgKmKVIfgmk47Wgpy5Lvfve7U52PmDtRZ2MslzcHXPovP6KMY8K2x8zKDKc//QBeekCcj1kTY/KDF/DsFqpZIh1D2pghP9BE0qXhQiOqEzhNlFOnlB650aA10pmlsIJh0WWSH5ChmJiQQdmk5deZDzus1pY+lHNxJ+p8JzLV+ej5MBrX3IjZYBZf+TTdgJob4csWo8In1g6FdXBUQOQaJCl5OaQUdZp+Gy1C8tJlnJUk0jLT0dRrKYuNMZ36kN2sZFgq1nb6xGkJFIepUgXu/ByyXseO+hD3Eb6HzXLQOU6zgS01yWsXsX9h+Jc/02Llr36pGsR3fedjnZExteXjYarz8fCJTZFaW1vjV37lV3jooYd47LHH+KM/+qMP/J3prsbRIqXk/PnzU52PmDtN53FS8OLlA9Z/9AYc9AhNwer9c7RWa2ixy3B8hUTuURP7uCrBJ0UHIXltjiRvsCwLmmTUWrNEKkT6EYac0g4xekQhLLFOyXWMMRMK6xDrNkIt0gkaRE7EQjiPK90Pddx3ms53KlOdj54Pq3HkhMwFVY2SEtDxG8z5C2QmYFRGxNojJSByNNYkZDYnLktma4pG5AIOZSnoFRKn5tHxBjSChMWFktQMGGLZ2D6gP5gggioiYbMJ7plzICV64yqqFoAUmMEQp11Hei56kpBcvPLu4z2xyOKvfwGA4auX2fuvz31k2n0YprZ8PEx1Ph4+sSlSW1tb7Ozs8MQTT7C9vc2TTz7JG2+8Qa1We9drpylSU6YcP8ZYNvYnrO9PUEJT/vHX8N54k1qkWfzCKcyDZyizPgJNPjeH7O2i4zETR1L6DbZa93Ne9qhlPVoUeJ2TIAWZgJgEYwocSow7g5QGpAAhyeUcOQ2EUDjSYT6Yx5Hq45ZjypQ7jlRn7B8O4/OkhycV+9k+k2KIT4wwCXWRMNEuUkQEaJqeRVpBkpYk2kXpCY5JCXVCLiMmuUc8Silig9INZlst5udmIB6D41B2R1WqVFRHPfhp9M4eSIGzepLsyhrWWoLTq/inVt91vAfff4n97/4EgKVf+wVaj9933JJNmXLX8IlNkVpeXuaJJ54AYGlpibm5Obrd7vv+zjScdrSUZcnTTz891fmIuRN0zgrNK9e67PZ7NMIJC2qPaHsdkYwIV2uM6wFJEZPmgq7TZjwxbE0K9uOCA93ksj3HrO+jkoSG1ujaKQZpyXYBe2nMpDCIMkc6HeqOxHcCXOWSiBkSW0cIhSc9FsKf3bm4E3S+G5jqfPT8rBoHymc+nEcISW5yUl0wH8yzEC4g1BxGhsQ2IFAFxkwYlYKdScSwVER+QDuQ5HKe3NaIjYctc2peRqsuabQEvrfNKN1ia38HrRwoS9ylBWSjiY3H2M0rqE4LjEXvbOGfrpyK9NoGxf677/ezn3+U9qFTsf1ffsDk6ubPL96HYGrLx8NU5+Phtk2R+u53v8tv/uZvsrKyghCCP/7jP37Xa37/93+fM2fOEAQBn/vc5/jhD3/4Mx3cj3/8Y7TWnDx58n1fNw2nHS1SSh555JGpzkfM7a5zdxjz+toGSvZohBmnFsB5+WXMaAzKUs7VKFpNiqQEpSgaEUl/gzAdoaMWvt/m7IkWM/kaDSbECOJiQCENwgwIXM2syuiEbVq+C8qhRHCgW2TUcaRD6ITMh3Mo8bNHLm53ne8WpjofPT+Pxr7yWAznUcKhtCXjMiVQER2/ScM/gVEdcusRqhJPxUjVJykUe6nGWMFS3RDUTjGWy2SFJM4kRklcR+LWalD0yYpNdpJdSjPBxgO8ex9AKIXeXkNQIsMAmxeYYf9mZ6nkjcvvmvQNMP+rnyM6swLGsPnH3ybdff+Nx4+SqS0fD1Odj4fj0vdDf8pkMuHxxx/n93//99/z5//23/5bfvd3f5ff+73f4yc/+QmPP/44v/Zrv8bu7u7N1zzxxBM88sgj7/q3ufnWrkS32+Vv/I2/wT//5//8gxcxNcYjRUrJwsLCVOcj5nbV2RjD+t4uu/01IndMO0w4s5AQiAG7f36BtD/CX6nhzNWJvBzPNYxqPrJ/jbrVuMqlHdWpL4dEdp160UVlI2Tg4zkG3y1o+B4tZYiUh3JcEjxi67GnQ4ys4UqPptdk1p/5uQfo3a46321MdT56fl6NXemyGM7jSQ9rDZMyR+DgKY9WsISUq8QmxFMlSpW4qoeVhnGZMM7H1NweJztN/MYZRFGSa4dMeGQ2QPg1yjQjmeyznQ7Jyx623MM5dw4sFK+9gLO0AEpiRmOEtDidFlYfTvrO3tmaVkrJ6m99EX9hBpMXbPz7pylG8Uch4wcyteXjYarz8XDbOhi//uu/zj/8h/+Qv/pX/+p7/vwf/+N/zN/+23+b3/md3+Ghhx7in/2zf0YURfzLf/kvb77m+eef5+WXX37Xv5WVFQCyLOO3fuu3+Pt//+/zhS984QOP6Yc//CE/+clPePbZZ3n22Wff8Xhra4uyLNGHHSrKssQY876Pi6J4x+MbZSo3Hltr3/UYeMdjY8w7Ht8ISf20x1rrdzy+cbw/7fFxrimOY77+9a+TZdlds6bb8TwVRcGf/MmfkGXZ7bGmsiRJDtjcex1drBE5I2abOfNNS1ZYLn/rTeKtIcKURPfO4y42GWSCjdQysgk2Neg4J4tmiH0HIo9oMsbJStzaHDXl44dNHOEgTYFjFThNxtQZG8FuITC2hicDOl6HSIQIIX7u85SmKV//+tdJ03Rqe0e4pizL+JM/+ZOb73s3rOl2O09xHN/U+Gddk0DQcduEKsQYQ1zk5MZgrSDwW9SCMwyLBsYCaAIxJjWQljnDdEBiD+hEGYvzC3RkTugbIr9ARB7CStLMMMombI76xKMDaFnkTIQuEvKXnsU7e5ZSl5Q7O7gzDaznYrKM+MKb5Gn6jnUI12Xlr30ZEQWUownr/8ufkk0mR36eblyb0zSd2t4RrilJkpvfNe6WNd2O5ynPj2euzEfqxuR5zo9//GO+8pWvvPUBUvKVr3yF733ve7f0HtZa/tbf+lt8+ctf5q//9b9+S7/zq7/6qzz55JM89dRTPPXUU+94/Ad/8Ac899xzXLlSdaj44Q9/yNraGgDPPPMMW1tbQJX6tb+/D8DTTz9Nv98H4Bvf+Aaj0QiAr33ta6RpSlmWfO1rX6MsS9I05Wtf+xoAo9GIb3zjGwD0+32efvppAPb39/nud78LVEXszzzzDFB1zLqRPnblyhWee67qkHHx4kVefPFFAF577TVee+01AF588UUuXrwIcKxr+ta3vsVnP/tZRqPRXbOm2/E8KaWw1t5cx8expjcvXuDCK89i83V2Nr7D1uYPce0e5WQL3+5TczIuXV/jzfVdet99g3IwIFwKEUstXr66y+ZgSNLyyTa3mYwmxH6HtYM+WatNSysO3ljD13WCYJaXr2yQ5QnCjOlub2JlQM/6/OTSRfa1QpcBrzz3GovRIvk4+8jO08WLF/nsZz978/HU9o5mTb1eD6UUSqm7Zk2323n61re+xcMPP4xS6uda05/91z9jNpghG6S89toFQLGxt80bFy/ieTWKpM5WT5DjEucJTtEltYq9wZid3gHdImFvsI/RglnXJ88TVDmhMR+i4gPKNCdzXTYOtuhtXsS5Z5n93iaTrcvo9Uv8eG2N8WRCsbbODy5fIMkL9HDMN//wfyJJknesSbuSV5sG6bmM1rf50//P/xdjzJGeJ6UUjUbj5rmZ2t7RrOnZZ5/ls5/9LJubm3fNmm7H83RcvZ1+ri5SQgj+w3/4D/zWb/0WAJubm6yurvLMM8/wC7/wCzdf9/f+3t/jO9/5Dj/4wQ8+8D3/7M/+jF/+5V/mscceu/ncv/7X/5pHH330Xa+9UQn/9NNP02q1bnp4Sqmbj0+cOMH8/DxCCJRSlGWJlBIp5U99XBQFSqmbjx3HQQhx8zFU3uLbH7uui7X25mNjDFrrm4+NMTiO81Mfa62x1t58/BfX8Rcfl2U5XdN0TT/3mpQSmGKMNQlKZBg9ApuSlxnjOMMgsAQ0ay5paRlmmiRzyNd2SP/Zf4bBiMZXzlKcW6LwSvyGixNIxDDFSzLs7By1pXlqnXm8nQ3kaIAMQ8rQRxMjlcFxIqwIGHgzHFhFZhQNv03HnyESEZ7nfeLP03RN0zUd15riPKavh9UXKj0hcF184WGNw+74CjVxQEBCJCV56TJINVYKHCOJVMCscFDCISnGTOIxZZZTjhK61FCuQ1gkzDZ9Ir+Ofu0SSAf1mV9BZD6m20dj8U+dJruyTlkUhCeWCc6fftea8o091v+Xb6KLgtlPP8j8r37uE3WepmuarulnXdNwOKTdbh95F6nbzsH4MNxwMPb395mdnf1I33vKWxRFwTe+8Q2++tWv4rofbubAlFvnuHS21oAegR6CnoBNQcdADjYnzkuSTJBrD6kimnVBN9WkhSTOa9RDS/o//ym9776CaDiIrz5E0XFo1wVmro3fGxKOM7yZGVozdeTqSWR3H+dgB2yBqbloT4G0OG6D0mmyqTrEViCFounNMB/O4yv/SNY/tefjYarz0XNUGpem5CDtkumMRI8BQ8OtE4oWF/pXqbNJR4yIpEIZQVqU1XBMA0p4RCXUghZCJ8TJmHQwJC8le0WElAU1U9JsBtTSErO5C65L8MVfotxIMMMS4ddRiydJr1Q7tcHZk/gnlt91nIMX3mD761V2xOwvPsHcLz7+kWnwdqa2fDxMdT4eDg4OmJubO3IH49bH394Cc3NzKKXY2dl5x/M7OzssLS19lB/1Dm54llOOBsdx+KVf+qWpzkfMUets9RiKfSj7YDLAgM0AC8LBWBgkHpOsmtrbqrlIJ2d3XKCNpCx95ms5xWCf7rNvYLIM7/EOfi1nrgZZq044mOCmimajQ9CsYedXEHGOs78DxQQTeRSuhxAg/Hn6MmRHRlgkSjosRSdoey2EEEeiAUzt+biY6nz0HJXGjnRYCOcZFWPIBIke0cv6ZE7GQzNneXVQ5yC7zorq01YQuYpAG3KjsfmATHro8QTXaxIqhd+OyLpd/MiypxvEk5yiO2bSqjET+Mh4TP79P8f7whMUFw8w8T7sHOAtz5NvDEkvX0F6Hu7COzcSW4/fRz6c0P3eixz8+fOowKXz5EMfqRYwteXjYqrz8XBc+n6kn+J5Hk8++STf/OY3b0Y1jDF885vf5O/+3b/7UX7UO3jhhReo1+tANUdjefndOx1TfnaEENNBhsfAUehsTQFFD4ptMDc6rtjqn5Cg2iAdSgvbfYhzRZwHLM669IoxeRqSlS6l8Yn8hP2yx/AbL1KOEkToEp3vELRctB/QwEeVJW2ZoNoRtCKksLjbV6CIMQ4UUQ0rFak3y9i6jGSIFZKG22Q5OoGnvI90/e/F1J6Ph6nOR89RaiyEoOk1CJ2Ag8RlUBwwKWNSfZ3zzSU2x2e5lmzS131mHZhRIR4xmetgsjGxcvGSIWNZp1Zk+M023qCHDBy25QzjgwOS/RH9ZoeVUU40SClevYz74Gmy1zYxkwQlxrizNYqdPeJXtgn1/bjzJ0GFCFHtcM//0qcwSUb/+dfZffrHSN+n9cj5j16LqS0fOVOdj4ej3MB7Ox+6yHs8HvP888/z/PPPA1WxyvPPP8/169cB+N3f/V3+xb/4F/yrf/WveO211/g7f+fvMJlM+J3f+Z2P9MDfzhe/+EWefPJJnnzySf7gD/7gyD7nk0pRFPzH//gfb3ZJmHI0fJQ6Wx1j0zWIX4Hs8qFzIUA1wJ0F/0T1z50ho871rsModRmnNRpNxUEyIS4lO5OQflEHxzA0A7YnA9LvX8OU4J2bI5/rkLmzmNY9yHSGOauQC4uYxjy2fQp3twtZirEFaaNFIl36boee9Bi6TVwVcqJ2itONc8fiXMDUno+Lqc5Hz3Fo7EqXxWiB1eg0vgzQVrOXbNLyBEvRErGaZaP02DQuYzGP59RxgxaBKEk8gTYJPadDN5EkXpMwSzld07SWTzLMQkaDjFca82yPJcW1EXorxb//HCiFHkwg3sdplpB3SV76HsX6d2D0A+zoOezkdWy6zsKX7qVx3zLWFGz/yTOM3rj2kWowteXjYarz8XBc+n7oGoxvf/vbfOlLX3rX83/zb/5N/vAP/xCAf/pP/yn/6B/9I7a3t3niiSf4J//kn/C5z33uIzngt3OjBuPb3/42jUYDmEYwjgJrLWmaEgTBsXm+n0SstaRxjO97b+ksBOIWJ1Zba0GPoeiD7ldOhSnBSlA1ED7YSfUcBpBkpeZgmJEVikK7+GGBsQVJoRkXPoFfA5lTyB4oyL7xOsX/+ly10/TfP0B4fhU7t8J8pmhO9igjgW03Yf4kwd4Gdu8CZTkhnpklj1pkbpPEa6HcFjW3zlywiHdEtRbvp9PUno+eqc5Hz3FrrI1mO15nkA+wWAJVZ5BnjIsuWZkzJw0tEdBigtADVNojx6HMJAmzeHEflQzwpMWfWSQj4tKVXazIICloH/To1CNaf+kJZC0ie+MalCBrIRZD2R0Blui+WZxmAMIB4R2meAZsfe0VxlcOEI7P8m/+Mo0H70f8HEM5bzC15eNhqvPxMBgMbv8i74+bGw5Gv9+n1Wp93Idz13KjW8KNTgRTfnasNZBOIE+wRQpFBmUGusTqEl2WKCXh7ToLgZAOKBccD1wf4QZYpcDxEFJiywkUB1XRdjGoaiuEAqeOUE0QxWHdBYADUhFnGd1RTlY45NpFeimFycjLEilreI6HEUMcZ4SSgkkvIf3Hf0axOaR+NmL+f3gEpzNDR9WQvX2MTLFzHWjNIkcH2O4G2pZkzQ7xzBKxP4P0FwndiIbbpO62f+6heT/bOZja83Ew1fno+Tg0ttbQzw4YFgPSMsORPpOiZJDvkegMx8KsqtOxE2q6j8r2EcYgSk1h6pjxGDkaYh0BnUU8J2J3J2ZQpIiDIf4oJowarHz1C0hHkr1+DaEtMgowBnR/BBjC8x3clgcUgAILptRs/udLTNbHCOWw9NVHaD50P/hz4LQRP+OAsaktHw9TnY+HqYNxC0y7SB0PRVHwta99jd/4jd+Ydnb4kFhrIBlh4wGkY2wew0/5k9Ol5kc//hGfefIzKEe9/U1A33BEMjAF6CoKYY0GkSOkBlmAaxFOCNIDGVY7fNKC44IXgTsHXkA3s+wNDeMs4CABvBGIDCUUvtPC9SyoXUJnhNWaOBWIP71A8e9/iCs0i7/9EDOPnCIKW4jdbUw5opxtYiKFzDPkeIC2kDRn6C/egwhmqbszONKh6XXwVXgs+r8XU3s+HqY6Hz0fl8bWWgZ5l0zHlFbjiIB+FnOQbZLrgrTUeLJFTRhm9AHtbBMXgywLPO1RDMfoXhfjOGQzi0jjkI6gn6WYzX28vEBETZb+8lPUHUH25iZCW4TnYaTCjBIQDsHZebz5qLom2hyswpSGrf/8MuOrXZCKpS/dS+vBJZAueAvgL4Jb+1CRjaktHw9TnY+H4+oidVc4GNMUqaNluqvw3tg8xSYxNo0hz7BlDkWBKbLKqUiGVbQCQEqQCqEUwg+h1kSEDWS9DfUWwvGwQlJacFwXrIZsAMkA0kGV1mQ0lAWUBabMIO1B2gWdgMkBAagq0hG0EJ4PnkI4blXQLQIQhmGSEeeWXuKxnbu4NYFwfZywThguQACJ7ePJMbk2TPKA9M0Rjf/f/4G6tkt4Zpb7/t9/Ba++gL72KkW8TVlXyIaHcGrIeIyWkqQxy2ThHIHfxpM1IqdOzW1+LFGLtzO15+NhqvPR83FqbK1lVPRIyuoaV3NbFAauDC+SmYRJXmBtDU/5CJ0wV1yjYWJcXVArJN44pejuU1hDNjOPxiObQJrmlGu7oC1ZfZb6L/4ipzsu5soWFAK8EKsczCQFqwhOncQ/2ag2W0wKtsSUlq3//UeM3thAoJn9zAqzn14GRBXZVQ0IFsCfQ7q1W1rr1JaPnqnOx8M0gnEL3HAw3s7v/d7v8Q/+wT/4eA7oLmWaF1lhkwlmPMSOB9jJ6DCK8Laf58mhUzEGa976gXTAjxBeBF6IUH+heZuUiCDChjUKW+AHAmlSqm5PhwgH6wZV6lQxhGQDytFhl6gMSonVEqyLEMHhbl5eRVCkh/DrWMcwzAqSPGd/WJBoaIYGVxmagYvjuKSmJMMgPUFiHSZlSDxU1L73EuU3LyAlLPyf7qX12Cpydx10im2GmIV5hFvDzSy565OEIdnsCq7XJnI6NL0Ojrw9dqSm9nw8THU+ej5uja21jIsBcVlNCg6cGoGscXV8haSMybSm0D6gKG1GWGzSNCNcawlzQ6PfR/YHaKuZ1Ntkqskw9YgHMXJzB6MNcXOZ8jN/iSeWHWpr65BpwAUHdJKDBWdmjvBsB2HGWJ2DTjFFxs6fXmD4xi5YS/u+OeZ/YR5pMrCHtWlOWNWnuS0IZ8GpgVdHuBEoD3G4GfJx6/xJYarz8TB1MG6BGw7GN7/5TdrtNjCNYBwFn+SwpZmMsIMDzKALefbOH0oJno8wJTYfVVEG5SAcB+H40JhF1DtVvYTWNyMQNs+weQZZik0n2LKAbIhO+lx643XO33MPTq2GaM8hOiuIqIYwafUZ6VbVdhZb3SRVCMEc+DPgzYNwITuApHsYWTGAhzYTdvsTBknOlbFL7kbMdWC+Bks1Q15kJOkETIYjSjJt0UZRpAL/4g76v75J/3qMtxRy6q+dwStzQGPbDVg9jdNYhRxGNkYLTT67ShAs0vYXCT7GdKj34pNsz8fJVOej53bROC7HjPI+YHGlT91tsTFZY1iMAAG2iTEe2hbkxTpBsUvdFrjWo7O/h7O3gZWWwvXIbEAs6oy6GWb7gAyHuLHE5OHP8OCKYGFvDzUcgZEYnaCTFCFABgHh2QWUm1cpU6YEY9h/do2DF7YBQbjYYvnL53C9AkxSvQ4HpA9SgYoO00s9cEPw2gi/QSk8/vQ7z/CVv/KbuP7tdT27m7hd7PluZ5oidQvccDCOWqQpnyxskWO6e5juLuTpWz+QClFrIBot8EPssIvtbmHyDKs1Nk8RKgQ/AuVgywJhNGAQWIQUVfRCSnAUKAdsiiiG2LyoUq6yHHCqSIVOoUxACkQgEG6GCDyE61f1FNECwm+DPwveHMLxEIyqydwAsom1HpP+NS5fW2PUH7DdzfBcj8WmYKUNQSg5EBFdK7GuwthJFZkpDTrVrFzZJPjJa+y/tI82gvZnF1h8fBEhBayegnseA0KK7hpp0cdKQTF7kpn6PdTd9nQXasqUTwiZThnkB1hrkELRdDv08n12kwMsoEQDTzRIdEGuexTFDnUTUzfQGCUEmxcRRQwOFNpQlIqsn2N3h+TSIa/Xyc7dw8yMS2Mc43RjpHUxRUFZaGQQgPIITqzgLkYIaat0KOEweGOX3e9cwGhQYcDirz5F/XQT8l6VilpUDgvWYosccKEEjMEKB5QP8nBX3Y0QQQv8OgRNpOuD51fNN26x49+UKR8nx/Xd+a5wMKZdpI4Way2j0YhGo3FXf2E08Rizv4UddMEcpjgpBWED6/hYHMxkjNnbxPT3sFnVCUqUJdYqLBJbaigKrC6rx7zzz0sohXAdhE0RNkEqi1AC4SgIIrQQeIFEqEpnW1SpTkIZEE7lRDRmEK0ZRC1COK1q981asCOQINwA/HmM22RzPODN7oR+ari4K1ltejzQmLAc9hHZkEGqGReGUucokaKkoDAST0TMbnSRFy6SXu/TW0/xFmc495uP4S42KU6epphtYwZd7LhHaTOMG+DMn2c2OodzzK1nPwyfFHv+uJnqfPTcbhqXpqCfH6BNAQgip0FpEnaSfTJToESDmtPCWEE/3Sc1e1hT0pQuJwsHf+M19HgHa1MwBhOnJMMCsz0iky5xo0l/5QxzKx0aAmrdCY4OsFZQjMaIIEKGEaq5iH9uGRWVYA3CCtLtMZv/6c/Ie0OwhsaZBeY/fx8OI0w6gskAkjG2MKBzKDXWmCrybDVG68qZUH4VoVYueAH4DfCbSL+GrXcQYRPrBFVKrBWYNMNkWXVP0Lq6Vgt5GOlWCN9H1SJkFCG945kFdLtyu9nz3co0ReoWmHaROh6KouAb3/gGX/3qV+/KsKUZDzG7G9hR/+ZzVjgY5Vf3ljjFYiEZYPc3MMkI0gS0qeoirKxuYo4Djl9FJ4SDlRJhDx0FROUspANIulDmWGOwGnA8pAJkSX88ZHZxvrr5uArhg1QC4bmg6lWBuHN4E5J1ZK2ODH3wcgS6inyIOqPcsD/s0o8TJrlhK66xNDfHzJyi1TYkAq6PM5JJikxHdMQEz2gcLWmpOvVLm9hL1ygHYwZbGVnm0Hr4PMv/3ePEc3VKkaImMdoYjC2RjXnC2fuoewsfexH3B3G32/PtwlTno+d21NhYwyjvkeoYACVcXAm9bMCgSJAiwpMNml7IIBvSy9YoTYkQDqtyjhOjAeVgkyLbIZcGESck233KtT1KLRgEDS4tPUDr7AlWZ3xmxzG1fo4wUHZ30eMEWQuQfojTbuAv+ajQxRqNGWt2/+w1BhfWIc+RElpnO3TORUhZVPtBtqyaYigXKwVCOFhr2N/bZW5uBmE11oDNDaawmFyjJwU6s+hMVKOHjAShsCoAL0B4IThOVdOhFEYIdKopxik6ztB5iSkKrBVYqRCuhwh8ZBQigxDhOkhHgZJI38UJA1Q9xKlHeJ0m/lwbb66FdJz3Pzm3ObejPd+NTFOkboEbDsZ3vvMd6vU6MK3BmHLrmHiM2bqGHQ+r/5clxjhYK7Hmrd0TO+nDcAvyw8Jua0EFiLCOCOsQRAgvRDQ7qHodEdWQfoDwg+oGlfSwgy1s/3pV05GXmNxgZBtdgM0noDW2LKtUqaJEmBQlUoRjEMqrCg8DH+kpcFyEaFQzMPwAoTIQFmoNynCRjcwymuySjAfkSUxR+Mw0fRq1lMBLGecpg9wQW59SOdQiieeHNL02y0UT8fIFimtXKeMeRVqw/0aMqjeY+8uncB5bAHFY14FBeXXkzGlq0TKBM01TnDJlSkVSThgVfaw11SVTWkpT0MsmaOsgRYOWV8MTgrXJm8RljEUQmDYP5CWRztHJLpnukycTzHaX7OoOOk7IpMtBbQa9usjMQpuG69IYa5xJicknFPtDdJwh/RDhBzh1iVcDJ3JAuiTbA3afW6cY56AcVFSnec8KrccW8JbmkJ5b+Rp4mKLEFAIdG8z2OuXWGro3wMQJOi2wadU2vOpiZatNHumAkFgEZQGmVJS4aC0pCotOCqypIhlA5djIyil5F1IgoxBVr6GaTWQU8tM2991Ok2Chg780R3RiAX95Dvkzzv6YcvcyTZG6BaZdpI4HYwz9fp92u31XXKxsnqK3rmP7BwDoJMXkFiM9xM3ogES6FjHYhHgPk6SYSYoI6oiZFUTURDRaqHYH2WwjG4135N/aIoXRDnbShbRf/ROAV4POaWxrBZl2sdkQk2SYOEMnktHeDpFMoBxjshKrfayRCJ2gVHVcQgTIKEL4CnGjZkI4DESL3VKS64yRgdgJKfw2QQdatRifEXkWo1NDVoAE5h1DzUCzkPgjQ765R7mzj87HCN9h1IP+tRjnVIPFv/UkwnGwOIigjdNcRAVtIm8WVwbHfBZ/du42e75dmep89NzuGmurGeU9Mp0AUNqqg1NmLOPCoEQDRzosBHUO0nV24n00FmsanNQuS9kEVxaUekBuC5LuAcUrVyh7A4rSMHDq6HYdf7ZBo1knEhGNFOx4iE4mFN0xepiBtQhlkZ5CNUKcdhtaM0y6E4Zv7KEzg5Uewjo4EQRtBy9yUY5B5DkmTshGYxwVVdf5MgEMQloMBqslujSYMkdnBWVSUMYlOrcIJJgSe7NFroNwfYTn4dQD/GaEjHyU7yF8H6dWB8fBFBY9GkKuKyetNJVT4rrIZgvR6YByKAdjisEYkxfv0l8GHuHyPLUzK9TuO4XXqh+vAXxIbnd7vlvo9/t0Op2pg/F+TLtIHQ9FUfD000/z5S9/+Y4OW1qjMbsbmL0trNbo4RidWwjq1awIQLWaqMCBwQZm5wq6P8DEKaI5h5g/gWzOombnUbNzyOjd/dNtHsNwG5v0QRcQ71U7WmEDGkvQOoXIh5DuH+biCghmsF4LPV7n4svPcH55HlKJzkJMqkEnVeF5orGpRViNVAYpY4TOKYOQ/TIg1Roz6VKWOdp1yBwPEzg4ocBVBVa5ZNYnLn06jmJWxvimpCE95H5KvraO7vexjkbONSgKwc4LPQrPo/mle2h8/hwymMWNZsHx8WWNyGnfbOV4p3C32PPtzlTno+dO0TjTKaOijzYF2uRkZoxAMi4tggZCuNQdH19N2JxsMSlyShvRoM1CNma2jFFiiLaaLB4TX90g3zqgGI0ZWp8y8AnrLl49wAsbzAR1AlNi0oRyklOONTpzqi/oDqBchONjhY8pU5LtPeK1Llk/Biuxuqiu34DyFNJ3SPKEeruNajQRUQtrNDaPMXleRS4QgKycjzKvWpXbQ6cmCvECF8czuJGD22nhzs6hGu0q2pFnVde/w69jwnWR9TpifhlqLfQ4J9/Yotjdh1Lf1FW1mvjnzhDcfx6jLdnWHsnmAenuPunWAbZ4Zyt1f2mW+vmTNB48gz9z+9Wt3in2fKczTZG6BaZdpKbcKmbUR29cgSxFj8aUkwzCJsILQEqchXmcuo/tbaKvvUa5t4tJc2S9g1g6i7N4ArWwiGy2Ee+xs2LLHAab2LhbPZGPqwF4YQvh16CxUvVcn2xUBYQAbh1qS2AySLag6Fb5v14HwtUqxJ4eVI7Q2GJGGluU2CLGjHfQowlxmtPTHloYtB6Aa7G+y0RYHKnxy4zIFkjpomUAIiT0HRyREQqJFxtsP6ccJ1itMZGFhQhdazHa0vR+fA21OsPi/+OXCVsLSOkiUdTcDq6ctmucMmXKrWGtJdUJk3JIoRMyfegwaE2mfRzZQAmHpqeJyy7DPGFcOIRqjgDFTD5mxhzgFGPKsiTZ2ibePiDvj5hMSsZehNdwCXwXEdZwm8ucWlnAbYWgAmypKAeasruP7m5hxhNMmmMzUQ0utRk6K8mGOdnYUiYFxpRI30V4XlXUbYvqC742VYtwBOgMKHFrHm6rhru4gjfTwg1SgiDGjRysACE9jNeBSVx1IDQa4daguYCcXcFoi+ntYwddzGRcDVU9RDZbOKfPI5ZOUe4ekF25RrG5gy0PHQhH4Z9YJXzkAbylBaBK+U3Wd4mvbjG5ukm2233H+fDnO7QeuYfGw+dwojsnAj3l52eaInUL3BCp1+vdjGBM+egxxrC/v8/c3J2Xz2mLHL11DdvbxyQpxUEfwkaV4uQonKUlnHYD291Ar12kWLuCSVNE1EAunME5fR/O4goyit77/Y2uIhbjaphT1X2qBEdV6VZuHdtcReQDSA+q10gHasvgNiDbq/4VPayQDDOP5vz9CGFAD6oPcdoI1cRaixn30L3rJPt9dnaH9CeGYtRFjHs4ZYp2BRkW77BAvBF5hFGAdQJM6aBsiZdPCHODHFc3V52nGGFgzkfeu0p56jTZhX2G//UCRaapPX6Shf/2i0ihCFSDQDXvuKjF27mT7flOYqrz0XMnamytJTcZcTFiVOxR2pTSGCalodAuSrp4UuOIGG1hUkKp20RO1Vlo1o3pyBSnLMi6e0yubTDujeh3E7LYYBoBpt0kjAKyMuRsp85So4ovgAION0bMGNCAAFnHOj7CzcFzwHGwNCmHGdn11yn7AyaDCX7QROgU6QpUvYYzfwr/xGnc2SaiPECYw1lJfhtqS9W8o4OL0L1abR4B1m1gnCYM+9jhAViQ9VnE6r3IhVOAQI9H6N1NzNY6+mD3bV0NJc7SKZz7HoKgRn75KumbVyi7/cOIODjzc0SPPox/5sQ7OjHlgzGjC1eZvHmdZPPgrWGwUlI/t0rrsXup33PyaE/+B3An2vOdyDRF6ha44WAcHBwwMzPzcR/OXUtZlnz3u9/ll3/5l3HuoC4VZnCAXruMzTOKvS6mBNGpOjS5S0s4iwvQ30ZvXaW8+jplr4sI68jOIs75R3FOnkH6P31nxyZ9bG/9rYiEckHoakYEAmqLWL+BmGwe7nJR3Xiipepul2xC3oVyAE4d7bT582cv8Ytf+DSKSfX6Q+ei+sAMq7vsTWLWRwkHsSHZP4DeAWE2QmYpZlLgFTmR0bR8hSMEWguMlghTEimNJyUgMDhoVyJmGojTLcTqAqrepLzUJX1znb1vvYqzMMvS//0v01hdJXLaKHHnh63vVHu+05jqfPTc6Robaxjm+4yKfbTJScqCSSmxKAQ5UkyQwmKsJC1DBAFCKFyR0/Y1Dd/HxZLv7DNa22KvV9DrGiKbUSiBH3nkskY9CrlvPqAReiAdhNsGNwA7ptoQcrE6wkwyzHinmkEEIAMQNUzR49rWVc498jBOexXpg5CHqUrBPMKbwVoLyd5b6a/Kg/pJhBNg8hh2X4XedaqKboEN5zCiBvsb2MkA4fiIzjLq9MOI5lvfZ0ySUFy7SHn9EnZYNSRBSNTcAs69D6MWlyh39klevUC2tllFVwA1O0PtiYfxz5x6V8vXYhQzfOkig1cuU/SGN593W3U6n36Q1uP3fCwtc+90e75T6Ha7zM7OTh2M92OaIjXlvbC6RG9cxfb2KAcjyv4I0Z5HeAHO3CzuqZOIbIzevEy5doVy40o1JKnewj3zIOrex1DhT0//sTqH3ho2uRFh8CBoVFEKLEgXWqeqm1Sy+46ohfCaWJ1BslENedIT8DuHw/IWQY/fFbmoPjRjkm2zNujTzwp2E8X+OEXalLpvEQjQULeWReHSzAbY4Qg9zCkSg6NT6k6JVALjeYhaBzHXgbkWsiXwghAhBNkoJn3hIoMfXaeMBbXzZzj3P/53uPL2nWsxZcqUO5vSZEzKLoXOKEzOqCgZFxZLibZdBBpPOVgbYWxEVmqkKPBVTOBI6q5CWkG6s89oq8feToovBYWGEoEmQAiP0zMeK80avhRgfMCpnAx7mI4kIpABVqRI3yLrNWRjBtE8iTADKA+/jKtmNR+jOLxWuy0IFhBCYosJjNerSeJCQm0F4Vf1DiYdwvZLMNoGwEoX6qvYOMEebGLzDFFrI1fvRy6fqwazHmKtRe9vU77+MuXudhXVEBI5t4h738M4i0uY0YT4pVdJ3rxys1bDmekQffYJgpOr76l9vL7D4Pk3GF28frNmQ3ouzYfO0fnsQ3id6Xeru41pitQtcEOkb33rWzdFmhZ5f/QYY9ja2mJ5efm2D1ua8RC99iY2jsl3drHSR7RmUVGEd+Y0shZht69Sbl2nuPI6No0R9RZqbhn3kadQMwvv+/427mF716ubCwLq86BAJFVHKrwGtrGCSHartrYAXrNyLqSDLccQb0LZA1NAUE3hxp3Dln26+1eZ6cwg3M5N5yIpBuyP1tiLx/Qzy/pEMBhpAqekFRiiwMEPAlphh5pyCJ2Y0uQUBsaFS8uDTlAghcBaF0sdJVw8KZBigqUg0wMKq8hfXsPsJfS+e51gZp6Tf+2rNO79eMPmHzV3kj3fyUx1PnruJo2tNSR6QKrHABRaM8whN4LCdMn0iMhxCVSDhrPIoMgY5SNcNUCi8ZSl5rgYLPFowubaBDEa42QFRZaRFAIhPWYih8VawFwY4ToNhFdH+Brhmqo7X2MBGc1jTQxlldZqcdjaL1meryPKXnXATgOsU6W4QlWTEa5U13lTwngDimothHMQLtyMJJjhFmy9WNXqATZoY/157N46dtBFOC5i9gTq7GOIqPEurXRvn/KNlym3Nqo6DMdFLazg3vsgam4BM5kQv/AyycW3HA1vdYnaU5/GnX3vbI8yThk8/zr9Fy5Sjg4j6EJSP7fCzOcfJVx9/3vjR8HdZM+3M9MUqVtg2qb2eCjLkmeeeYYvfOELt23Y0lqL2VnD7GygR2Py/T6yM48IItzVVdyVZZj00etvUq5fp9y8CkE1u8K79zHUuQeR8j16kN94f1NWUYu4urkIN8K2VxHJ3luORLSADZqIyUbVgUQIiJYQQXVBt3n/sJi7d9hZag68RYTTxJYDdNHlwmsXeODhz+P4HZIypZfssjfeYpjmDDLYiwP2ByXNMGOxBp2GIghq1eRsWxKoFIFFW0luQhZCj8BJEQgcWceV8wQqRNshSblFbvqUVgMRen+CuDQie61P1s/xF2Y49//8rSM9bx8Hd4I93w1MdT567kaNC5MRlz20LcBa4lIzKqDQMbE+QAlJw6uzHJ3DlyG7yZBRsYMkRWDwlMVXPsaWHEwEu4MxQhuKvOBgokkNLLdcFlo+C80Wc7UFau4cwsZgDq/lMgTRwtocyn20znn11dd56LFfRgkNxd5hGlQNZA3S7aqmQboQnUBI7zBlaheS/eo9vTrUTyAOZ10Yo2HvAuxdBKurwXyNE9g0x+6sYcsCUZ9FnnscNbfynlrpg12KN15C72xjyxIRRKiTZ/HO3YdsNNGTCZMfPU/65tXDSLrEP3+G+meeQNXeu67QGMPowlUGz10g2di7+Xx4apHZzz9G7cx7H8tHwd1oz7cj0xSpW2A6aG8KHBZyX38TM+xT7O5hChAzC6h6He/8OWQYYHeuU65dorx2GZOOEI0OzuIK7qOfR9bb7//+2Rh7cOWwbaFANBexURsxuH5YWyGhdbIq4ruREvW2/NvqPfarm1DRAxVUKVH+MkKF2HLwjrSoDJ9BNmBzsMcoPaDUmkQ7bA8dJnnMXA3m64ZWzcVxapTWAQOhk6EEGCS+mmU+9HFlhhIOjqwjaZObmFRvkpt9tM0AD0GIbxrwUg8bl+z815eQUcjSr/0CrcfvO8pTN2XKlCnvwlpLZsYk5QCLxVjDuCgY5RmJ7lEaTag8FsKTrNRWKY1hN9lmXOxhrMaRBcZ6CGGReHRHhjjJiBPLQarp5SUzdcNqS9EOPZpBnZlwkYbr4TA5LJPwQXaw3HAoDjeNnNnqGp/vHF7rQ1AdSDcP06JU5WSoG9f+AUw2KwfECaBxGiHf+vJs0iFs/ATiKgpu/SbWn8NuX8dOhggvQp58EHnivnekTN3Uymj0zgblm6+h93ax1iLbczin78E9fRbhuhQHXSY//An5RpWaJTyX6PFHCB95AKl++sZasrVP93svMr60cbMo3F+aZfbzj9K47/RHdbqnHDPTFKlbYNpF6ngwxrC2tsbJkydvu7ClGQ/Q1y9iJjH51i4iaiPqTdzlJdyTJyBP0Ndfp1y7Rrl1FVwP2Z7FO/8A6uwj73nBfjt2tIvtbwAWKxxsbbmatt27itUlCBfbXEXqEUKPEUohW/OIVrVTZa2FdAeynZvF3ARz4C0jpPsO5yK1Pq9tblKGku6kTyAzBIJEu2yNLGWpaYWW+QbM1SOM9clMgLCCuleghCRyI+b9EzhOhrHjKrJjHUrjkOk+JbsYWxUwSuoEzgI1Z5H84ibF7gHDN9aY7I/x2nXO/O2/etud74+C29me7yamOh89d7vGxhoyPSTVYyyWUmt6+YRR3iM3OUIoGm6H8837CJ2A0iT0sk1G+QRtYiyKTFtKa0H76EKTJC5bPcP60NCoZyy1chqBpBkGBG6TxahG07G40gHhgpzBGMPO5qsszreqNCenDTiQbx86GQE4c1WE2mRV7UW4gnCqWUm2TGB0rUqtVW7lZKi36tqstdj9i7DzWrVRJRS2vort9zG9HYRQiMWzqPNPVK3V3wObp5RXL1Jeu4QeDBCej1w6gXfuftTcPADZ+gbjH/wE3avuOc5Mi/rnPou3uvS+5yHb79N95kWGb1y72dHKm2sz89QjNB46+5HZ3t1uz7cL0xSpW2DaRep4KMuSH/7whzz11FO3VdhS725gtteqlKi9HnJ2CRlGeOfP4XQ6mO42+uoFirVrmOEBot7EWVrBfeDTyM77X1B1Mqkck4Nd9CTFWg8bzFRDlCZ7gAXHx4ZziKxbdZISouoS5TYQjkL4HsqNUe4EFRTI9iIiXKjSooRCFweU5QGZzugWhq0k5dLmFo16RNsTCBSplmwMDIUW1ALN2ZmQxWaDuPDJdYgjIXJiPEcy5zcInTm07VPYIdrkFEahrcDQx9gREoEUPoFcInSXcWRIcdAjfvUipijY+9GbWGDhq5+n88T9x3Eaj53b1Z7vNqY6Hz2fFI0rR2NMpkcYDGmRsZ/tEpdDrJUI4bMSnudkYxUwFPaAtBgxKkakOifTiqzMSLVCWostApLY5dUtsBSszKYoJ6PuKxynxmIjYDmURE6AqyJK0+SHz/6Ip568D0U1lRxVBxEeOhkGpA/eAiTb1QwkBIRLCLf6Amd1BqPr1b1CKqifQrjvTFN6VzTDa2OMD7trWKORnWXUfU+9Z13Gzffo7VFceZ1yYx2b58jOPOrEGbwz5xCejzGG5KXXiF94GZtXURn/3CnqTz35U9OmbpAPxvS+/xKDly9hdVXb4bbqdD73CK3H7v25nYJPij1/3ExTpG6BaRepTybWGPT65apL1EGPIimRM/OoRhP/3nsQroPZuERx5Q305nWsLpAzc3hnzqPOPVoNvvuL72ktejSh7PYodnbQO1dAlyAEojYLQQuyAaIcIFwHETQhaiPyA9C6Gtrqz4FRmLwATNWusOyDySunI5jFzMxjWiG2USBkTKozdjLLfgbjvIDSMuM7eErRncDVA0GBZqEJjy038DzFpPDARiipabgpbd8ncj1K41LafbTNsVajrcLYAkGMFOKwsLtDoE7gqEoDk2aMn38FW5SMt/uMr2zhNuuc+X/dndGLKVOm3LlYaylMSm4m5DphkA3Yz7bQtmoVrkST1egMbb+JEAnGTjBWk+kJ40IyyGMyLaqhf5lAmIC9gc9e3zDfzEDmKFWikczUfM53JO0gJHIaOM5CFbHWw+q6DlWthqwfpktpkB54S5DuQnlY4B0sILxOdfymrJyMMqk2pOonEF7zL6zRYHcvwN7rYA1Welinjd3bxuYpojaDuv8pZHv+p+tU5JRrl9DXLlN2DxB+WEUzzt+P6lSbsXoSM/r+j8mvXgMLIvCoP/k4wX33IN4nbQqgHMcc/OBlhi+9eXi/A6dRY+YzD9H61H3IqXNwWzNNkboFbojU7XbpdDof9+HctWituXLlCmfPnkV9wIXnqLFlgb76BmY0oNjZw8gA2ezgLMzjnTkNZY6+9DL55YuY3jbCD1BLq7jnH0AunUf8hUJuk+UUu/vkW7uYLId8gh3tAhbVqKNWzqNm5lB2iDSD6sIbzmLdoOoUZW2VV1s/hVDVjAhTpJjeZczwsOA8c0hSh1xXN0hpU4yOiQPoNVr06x0GpUeAS10PqNUCNoaGrTFoUXLfXMSZ+apo0FKjND6eypkPc0JHYqxBH7ZbNDbHUGKtjxIghUYJFyVDfLWEK9/6O7HGMHnxNfRoglWK3e+/hi31XR29gNvLnu9mpjofPZ9kjY01lCYlLSdsxFcY5PuABSsJnQ4L4TyeAssQ0AhyjJUM84JhnoOVaC2IC8U4dekngqajcYHcloxzg+fByYZgvuZjk4KVxUfx3RbY5GaHKaQHsgX5bpXeJF3wlqsZR3m/Olh/FuHPAZUDwXi9ag4iBNRWb7axfcf64h6s/fCw05TAyDpmMIZ0UtVl3PcUauH9O/yZgx3Kq29QbG1i86JqaXvqHM7JMzediGx9k/H3f4TuVy143eVF6k99Gnd+9gPPQRmn9H70Kv3nX8ekh05eFNL59P10PvPgh56l8Um25+Ok1+sxMzMzdTDej2mK1PFQliXPPfccn/rUpz7WsKVNY8orr2PjCfnWLtTaiKiOd+oU7vISdtSjuPAcxfUr2Ekf0Z7BPXUG99wjiOY7d3v0aEy2tkXZ7XPzTyAb4Lg5TruGu7CMWDyP0Ybk9ZfIN9bJ+xPy1KWcTDCTMaYoMdZB+E2k4yBcB+lKXD9GRjmq6SBOLGJPngMVYicJ5mCHdHebuD9ibAKGmUNWOrTnargLDltFSixa7OXgScUDywGdmiZyqjqK0ko6AbQ8gxASbcGYDKg6RQnhIIUHlEjh4QgfR3ZwZQch3nnukotXyLf3EK7DeHvI6I1reHNtTv+t37yroxe3iz3f7Ux1PnqmGr/FID/g2ugik6Ka0K2ES92dpe3X8FQKZNyYiqGNw6hIKAwU2pLkMMok/VQQKk3oCLQ2dGOLRbNUK5A6Y6nTpllbwHc6OAJcPUIiUdJHOHNVMbh5m5NRDCC70cK8DX7VqtZaC5MNyA6be9RWEMG7N0mNLmDzBehXA/qMdTCxhXiEcDzkPZ9BrZx/X11sllBefYNy4zq620W2OsilU3j33o8MqnlPtiwZP/cSyauvQ1EifI/owXsIH3kIGfz0YbM3jzPP6f3oNXo/eR0dVylkMvBoP3E/nc88hBN98HvA1J6Pi2mK1C0w7SL1ycEMe1Uxd5JWX4rbC4ggxL/3HlSrhdldo3jtefT2OrbMkIsr+OfuRZ54AOG/lVdaDkZka5uUh0VuAKpRww1znEAjpCRLPUabGcnaNtm1S5g8BQTWqyN0Xs2vEALcGsJ5ayCf1QU638eUMWDRTohRNaTrESzOwaJPsepiZusMxg7drQJ/kNIsemAS8kIzsJJuo0aw2ubEcsBsoHCli7YekVuj4RiETABT7Z4JgxQSgaX6Q3ZxRIASPlIEOLKDFO8ekpdeuU62vo0QAjk/x8b/9mdgDSf+h69QO/feA5mmTJky5XbGGM12ss5OvEmicxDgywYtd5650MeXE4wtsMQYFJOiwFiLsZaslOwMNdtj8B2NqwokMEwN++OCcx1NwzM4UuB5DeYbS/iOwtEDBBqBQqgZPJPiIKoCcX8FyknV6APAbUCwVA3ksxbiLUgP52rUlhDBe0cNTP8arD8PtsRqi0kMNskQ0kGefRx56sF3Tet+O9YYzM56VQS+sw2Oi1w8TJmaeeszi/0DRt//MeXuHhiLM9eh9qlH8E6c+MC0KQBTlgxeeIPuD1+9OUtDei7NR+9h9nOP4NTfv8ZjyvEwTZG6BaZzMI4HrTUXL17k3nvv/VjClnp/C7N5rXIu9nqImUVkWCO4/15E4KOvvEr++iuY7hY4Ls6pM7jnHkAunL2ZEqXjhPTKdcpu5VgIIXAXZnGX51CTTbL9fQavbzLZKSjGJdZqSPpgS6Tn4a+u4jcETtPHm2miZk6iam2k72F0STzYpOi/jh31KUaaNA3QYw9zkJKnKeOsjzEZ1kIa1MlXVpAPLeLNgpNNsLs9Rtsj4rhgphkxFzrU5ppEK3O4s4uEjocUCULkgAQslgKLRgCSCCXrh85GgCObSPHe08jTq2tka1sAhPecYftbPyFZ3yE6s8LJ3/7Voz+hHzMftz1/UpjqfPRMNX5vkjJhK77GIOuS6GrIqC+bNNwWc6EkUBZLiqUkLgSFKZBC4smIOFVc2DMkZYpSCaU1YAUvXOtxclaxWjN4jqAwLq1wjuVmnbo7RFJgAS0iHD1BWYGjItzgTFWHl1TXXJxa1WFKVFFiG2/DjUGt0QIifO/aCpON4PoPIB1gtcaMEmwuQCrUyYeR5x5DfEDk2Qy6lIcF4CbLkPPLuGfuwVk9efN3bVkSX3iT5KVXMZMY4bkEZ08SPvwgzsytpaIbYxi99CYHP3yFolelXgmlaD1ynvaTD+LPtd/z96b2fDwcV4rUXRGDevrpp286GtPoxdGQJMmxf6a1FrN5FbO/jZ7EFP0YMbuMqtXwH7gfIaB46QcUly5gx11EvYV3z704Zx5CNKupo7Ysya5vkm/uYK2tHIulefwTywhlGT/3ffrPvclkowdBB+G4gCaaFUQnzlE7uYh78hSqHLyt3uIkQnkYq4nLMWm8hRdex/UVrJxA1u8hCE+S6YxL/Q2S9TfxtjyKawdM1mP0JMa+/jr29VcoZ0Lye2fonVxCzi/g7HVZ9SNaSYmfSbgygo0JdimC+TrCtxhKBBIJSFFDitphalSIEo33jFhAtYuVvnmVfKca/BTec5rJ5j7J+g5IycKXP3tMZ/bj5+Ow508iU52PnqnG7yZ0Qs41H6Cf9dlPNhkVAxI9IDcjJjqk7oS0PYfQCam5MblWxKUmNyP8wOcLZ5rsjepc65YoNaCfxZzpSKQ7w0YaM+NN8FXG5miX692U1WiR0zM5zTBB2ZRChVidovWAbPIy0l/FD+ZR6X4V0YjXsdFq1X42WsIKBfEuxLvVCI73cDKk38Cc/xXYehHRvYJsRph+D5s76LWXQRfIe598XydDtmZwH/oUIqpRrl1F76xT5BkmHuOduw/hugjHofbIA/iry4x/8iL5+ibJ65cp9rqE953Fv+f8B6ZNSSlpPX4fjUfvYXThKt3vv0S+36f/whv0X3iD6NQy7ScfpHHvu2tIpvZ893BXRDCmXaTuPqwu0dcuYkd99GhMEWtkcwbVbODfdy82Tyh+8meU61ew2Ri5sIp/34PIE/ff7BJVHPRI37x6s8uFO9PGP3cKFQYMX36Ng29+h3R3AFIhog7RqWXq5xZoLAuc0MEqH9wQcaMbiN+E2ioWmJQj4nKMk+7hpRtILMJtQO08uXTYT/bZiQe4NiGgoNTQLRz6E0t6aZvG1R3E1hBrIDMuQb3Gymfv4fwvnidoOpgkI90aVaHqIgE0CIPqtHAXZ3BmmocRizpK1JEiurkj9l6UgxHppavoSYIQguD8KQhCrv7hf8IWJbO/+ARzv/j4EZ/VKVOmTDlejDV0sx7ddJtJOSIpM5SQBI5DTUHD84kcD8iJy+rrkEQROR2UiLh+IEmKEaXJ2E8Tuikopam7Q5TISUvoJh4RM9xTC1lpGZo1hfJcyqKPtRkWiXZnUDiE+QgHp5qdEa0iZNUcxCb7EB+mUr1PJAPA9Ndg4zmszjEHe9gU8Ouo5XuQ93/uAyMZ1hjM5lXKa5codrYRQQ21egbvvgeQ4VtpTLbUJJeukrz6OrrXQygH/+Qiwb3ncVdWbilt6gaji2v0fvwKyfWdm8+5rTqtR++h9di90/SpY2SaInULTLtIHQ9aa1577TUefPDBYwlb2jylvHIB0oRyOEYXChHVUZ02/j3nsf090me/i9nfBKNxzp7HPf8QcvEcQjmYoiC9fJ1itwo7qyggOHcap9MiXt9h7xvfJb58BaxFej6NJx6n89SjBG0Bw8Ohek4AUiJM1RmDaBGCGeJywqQcYnSBk6zhFQcoIbBekzw8xViX7MZ9xkVOYBKkLUi1YDdz2ZwobGFY8C2OtARZjnd9QHPtgCjVSFGS5ilznzpN47Nn8GcDhLGY7pBiZ4ge5oCq0qFUG292AW92FtWsI4N3Ry2s1pT9Ifn27s3UMOm5hPedQ7YarP/Pf0KysYe/NMup//E37urC7rdz3Pb8SWWq89Ez1fjW0UbTzYb0sj3ickCqq53y0IFIaULHqYq7jaG0Do6QeKpJzekwTn1euHCJ2cUOWWnYGJXkxjBbm2AYUVrL9liSFC5LTo0zNWgFPu1Gg7pfYsyIwuaU7gzWCrzsAE/4uKoOtZMIWXVbssleFcmAD3Yy0hGs/QCb9LEHu5hRCrVZ1PK9yAc+/4FOBoDp7lJeeZ1ifQ2ERC6fwrv/YVTznannZX9I/MoF8rUNzHiC02nhn17BP3cW50M22Mn2+3SffYXRhavYoqyeFJLo9BKNB89yXY95+NFHp/Z8hExTpKZ8IjGTIfrqG1AWlOMYbX1EFFRtaM+eobx6gfy572FHBwjXw3n4CbxzjyBai0B1IUxev4TJC4QQeCeW8E+touOUjT/+NqOXXsGmY6QStB69j5mv/ipeq44d78BwGwDrhoCpnAupsNEKmVIMk3UKk6DLhCjbwNc5SipKb5bYn+cgGbE9TpgUJY6NyazBWofN2GF3YpnzNCsNQ8231H2PMGox++gJAqmJX11j+KPrJGsTxq9sM3l1i9p9s3S+cA5/YRl/4Rw28TE7Bbo7wGQ55X6fcr8PUHWw8jyE54I22LLAJBlv3z/wlubxz5xAui67T/+IZGMPoRTLv/GXPjHOxZQpUz6ZKKmYDzvM+E36+YRe1mdSDInLMZMipeYUhMoQOhJHJhQWjJ5QmAN8VePE/IRWq8kkT6kHVRvbnZFlvhaiVELLz+gXGXEecymTLAvDsPRwpUcn8GgEAo89EhURexFl1kPpEb6JcWv3IpwAEc5XzTo+IF0KQAYNzLkvIjZeqKLXcgfT3UCbAmsN6sEvfKCTIWcWcPwAPJfy+nX02mWyPMO79yGchcWbr3PaTRqfe5J0cYH04mWK3T30K2+i+0O81WW8M6eR4XvX/P1F/Lk2y7/+i8x/6bMMXniD0auXyfZ6xFc3GV/ZYNjvs3X5gMYDZ2ncc+JDt7qdcvtwV0QwpilSdwemt4devwzGoJOcUjsI5eIsLeKeWKV48fsUr7+ATUfI9gz+w59CnXoIEdSw1pKvbZJe2wAOoxb3nsNp1un9+FX2vvs8ZnSAzWKa5xeZ+9Ln8c7cD1gYbUDSBcA6AULoqt5C+WThLN2yS67HGDRKl7TzPVyjEUIS+yfZ0j7r4zHdNKG0JQ0y6koDht1YkuUuSzXLTKCpBxI/UER+SM2N8KREiapM26IZv7nF4EfXSTcGgIPAp37+NHNf+CzRSnXBt9ZixhOKgx5lb4iZxPy0P2Ppe7hzM7jLC6iwypvtPf86u9/4PnB3T+yeMmXKlJ+GsYZRETPIJwzzMcM8pjQTIiclcjWh1ChZ4EoHJRw81cQRIQiPvMgZJDlpodkdG7AZzcCAzBiWhsQIykLSpMCXAikUrpG0A0UjcBFhg5wCJ+sizWFL8do5HK+NwkNlI0Ry2F0qWkSEcz91HdZa7MFl2HkFs7+J2duBaA558mHUw798S5EMW+SUl1+jvHYZPRoiOwu49z6Ic+L0u7pTlYMh8YVLFFvb6G4Xp9XAW1nAW1nBXV1B/AztZdPtAwYvXmT0+lV0kt18XihFeHKR6NQStTMreAud6WbYR8A0ReoWmKZIHQ9aa1588UUee+yxIwlbWmsxO2uYnco50KWgzC1CKNzlRZyFOdLv/Slm/RJW57irp3AffQq5cKZKicoLktcvUR4OCvKW5gnOnaIYJ2z/798lXt+DuIfXUCz80oPUHnoM0VjAGg2Da5CPqi/ojocQFoMmk4qBq0hMDICwgpotaeQ9jNakRrEh5tkqLL10jCVFWM28WxJJS1laeomHEpL5Rk7Ng8j38NwG9WAGT0iUKBDCgi0xAqxx2N3dZXFxmWxD0//+NeKr+9y4vkdnVpj9wmNEJxbfqZ/WmCTF5AW2LBFSIhwHGfjvSp0avPAG29/4AVhD+4n7Wfzq5z/y83m7c9T2PKViqvPRM9X4oyEpM/r5mH42ZlykJEWM6yREqsCVKaEEnWXMthaJnDmUbIAVTLKE/XFGN7YM4hghUiK/IMcy0gpHKlydoKxBWcBYalIQuQ5RfY6gJlDZxmEqroBwCdebqdqHp0NUOkIKHxWdQEaL77sGM9mHjecx25cw2xsQthGnHkc9+qVb+lJujUGvX6a89DrlwT6y0UKdfxDv3L3vclKs1mTXNkivrlHu7mHTFG9pDneug7O8jLu0+KHqM25QFAXPff3bnJARybWtm61ubyADj2BhFn9hBn9phmBpFrfd+EidDlOWFP0xeW9EORyh0+Kuq0+cpkhNua0IbzH8+WGxRqOvX8IOqnoJrQLKJEcIibu8iKz5JF//I0xvB6Ek3oOP4T38OUSj6t2tJzHxK29gshyhJME9Z/AW5hi8fIndP/0BOkuR2ZDOp1bpPHEGtXAPIupgdQH9y1CmlaOhFNpmFDph4rqMlYs1GQKBL0LCMsYkPfplRmoVWzKiqw8oTUrNFQirWHBKHGsoSkNaODQDSzMwNIKImu8R+R1CN0RQIsgBA1iscBEIEB5F1kZynuZpj+bpR0i29uk+8wLjS+vEVzeJr24Snlhk9guPUTuzAlS7PKpe4/0u58YYDv7sebrffwmAxv2nmf/KU0dyTu8Ejsqep7yTqc5Hz1Tjn5/Q8Qkdn/mgzfgwqtHLxozKCcKOmKgxlAUy61KYMTWnjadmaAQdWmHJfFqwOwrYG+ak2ZiShJqjGRQCLdvMBRatE4w2jHLLqNA4yQF6d57ZxqMshOt4aohNe2TG4PodCJpYDDLpUo5fA9PDiVZxRO09G3rI2hz2zBeQXgOEwmxexV5+Fm0yxBO//r5zMgCElDin7kGENXjjZcrtLeyFFyHL8O5/6B2RCaEUwblTOLMdkotXKPcPyPf2KXpD/HFMub2Nu7KCszD/oRwNKSXNe06yeNimNtnaZ3zxOsn6LunWPibNia9vEV/fevsv4dYjnHYNJwxQYYCqhSjPrTq6K4UUAqTEaA2FxhQFptSYNKeMU3ScUsYpJknfEUG58f4zv/DoNHLyM3BXRDCmKVJ3JrbI0VcuYJNJ9cfvNSh7VccmZ2kBkY3If/xtbDZBBgH+p38Bde4JhFvtyhfdPsmFN7HaIMOA6KF7EZ7Lzp98j+Grl7G6xAtLlr9U9d0Wc+cQfh1bJNC/AqbAlimF1BRSU6IZeRGFchB4WOMhtEbkO/h5F2NLJlKxJerEpsARAmUlrtQ0rCFJLHkpSaxLpwYzNYea7xK6NUJ3Fik1ghQoAQt4QIAQEZIWQoQ/9SaQ7nY5eOZFxhfXwBoA/KVZWg+fo/HgufedlBqv77D79LNk25UT13zkHhb/yi9ML5hTpkyZ8lPIdMGoiNlPB/TzEVnRI3QGRK4hUpLIDYicCE/O4IoaQjrEmWW7X9KdjJjkE7RImGiXDMVy4NL2NLkpMWWJLkqywjLUTZTocCoYMBsNCQOJDWZx/Bk86WOSTUiqwm8TzmCDDo6IcGUdJd993be6wO5exFx+FrP+Bjgh4tTDqE//N0jl3tLazahP8drzN4u/nTP34j/8BOI96iGsMeQb26TXNzCDIcXBAW6jhjs/gwx8nKUl3MWFnyl16h3HVJaVo7F9QLZzQLrXp+iPwJif633fC6EUTj3EadVw6zUWv/q5u6oWZJoidQvcEOmb3/wm7XYbmE7yPgrKsuS5557jU5/6FM7PeZG4gU0mVaeoIgfHxdQ6lIdfgJ35WezWm5SXXsAagzMzi/u5r6AWz9z8Ap5tbJNevl69vt0kevAeiknK5v/6NNleD1sWtM43mH/qLDKIEHP3INwAm41gcBWrc/L8gMJTWKHIpGDs1dG4ZNqgtSE0I3w9xC0nlMBYehxIH4QBI8m0xDMuTpEhrEZKgZYu7cilHgSEnkvNq6GkQnIYAhcKcBHUEKKOIEAI75Z1zroDus+8yPDC1bcurFLiL3QIl+fx2g1k6IPWZAdD4mubZHtVLq9Qivlf+TSdJx/6SM7hncpR2POUdzPV+eiZanz0WGsZZROefek5WqfmGZYHBHJI2ysJXYkrXAInJFBNfOUBLlkBB6Oc/XHGpBwzzAX9wqGhJKt1SeRJMFUTjjTXbI1DxjpkScXMuyNqkcGvzxE256m5c6i0i56so22KDpvYoA2AFB6ebKJE9I7NKWsNtreOeePPMVdfBuUiTj6A+tSvI/3Wey/0L647S8gvvEB55RJWG9TKKfwnPvuONrZvx6RZ1b1xv4seDtGDAW6rgTPTRjgKd3EeZ2kJ6b/3nCb48PZsjKEcjMkPBhSDEeUkxSQZZZJV7emNxRoD1mC0QToOwlFIRyEdB+m7yCjAqYWVQ1ELcVv1my1zTVE1S3Ga9VvS7E6h2+0yOzs7dTDej+kk7+NBa82VK1c4e/bsR5LnawZd9PU3wWgIQmjMk1+v6i9k6GKuv4zZ30BIgXv6PO5TX0VGb/0RpFeuk61XHZ+85QWCc6eIr2+z9Z++i04yhNQsfn6Vxul5hBfB3HmEcrHJAWZwjTzvocsRJmyhbcHEcRm7IWmpscZQQ+OaDM8kuHpCJiQj6dHFQwqHUksUCplrRJmDVQgJtcijU3cJXIfACfGcGlJA5VhIQCJoIKhTRS7eGa34MDrng3FVFHfh6s1JqT8VIanfe5L5L34arzON9H3U9jzlvZnqfPRMNT4ebuh85swZEpOzPtlmJ97FU2PaXoavJI6UOLhEbh1fRbhCkJWaYRzTTxLGZcFBqjCFoOEZmoFHQ1mEkAgpOch8tsY+bj6goyZEjgGvSdicZ6E1T10XiGQPYwuKoEbpB1RptiBw8FTrMH3qbY7GeB/92ncwl1+obkMn7kM9/EVEc/V95ybd/H1dUl56lfzCK9g8R84u4H/mF1GNn34fKbp9sivX0ZMEMx6jR0OcZh2n1URIgWq3cBYWUO3Wu2o7bgd71nFC2e1THlQzuITrUH/qiQ9MMbuTOK4ajLvCwfjOd75DvV55mNMIxu2N3t3AbFWRB9FoY5tz5JeuYLWGpIfYv4KJR0jfw3v0KdTDv4CU1YXGWltNot7eAyA4cxL/5DK9n1xg9+lnwRjcumL5l07ht+uIoAWzZ0GAGa6Rj9bQ2Q4GTRlE5Gj6To2JcMFCAERkBMLi6SFa5yRCMhIemeOjtaQofOLUQWQZdUcT+YbAl0RhiOf6RI5P4DUQlWeBQAHeoVPRuKWL+ocl2+8TX9sk3Tqo8knTDKkkTj0iXFmg/sAZ3MZ0iNGUKVOmfFQkZcbmZIuD9ADEkLpTpc1KCY5QeDIkciN8qbC6oJ/E9NOYbmqZ5BBicKWl7VsCR+C5Plb5HBQeZTJEJQMcpUEFFE6LyK8z7ygaNv7/s/fn8XJdd53v/VlrTzVXnUlHR7Pn2HE8yXHiEJJgQgI0IXloOsATIOTSQDfQBHI7QD90sGlu94vuZgrdcJ80XAhwGQJ0M9zEGcBz7CSex3iQZM06OnPNtYc13D9KUqx4iGSr9pFK6/16HZ2xaq/9rX10atX6rbUQwoPiNCqqoMwAjj33FQREXv2kEQ2bdFFP3oF9/hHQKWLrpXiX7EQ0diDC8jc8T2st+uDzpI8/iIljRKVK9Ma34U+98spW2cIyyYHDmCTF9PqYbhuvEOFP1BGeRAQ+3tQU/tQkslJZtyfw1lp0u4NabZKtNDGD+KTve+USpddfioxcidTpGosOxsrKCpOnudmLc+qUUtx///3ccMMNr3oY3hqDPrwXuzqsJZXTG7HlCZLndmE6TezyAUTWgizFn5gkuOFb8TdddNLtB8/uIVteG+5EffEOwo0zLN39MKtffgJrobyxxNxbtyNDH1GegoltGD0gXn0S1T+CSNbQQUQWFmkLn6ZXQQiIhKAmNGUPhE3Q6RrKWFIhaFJiYMskWYBWIUk/ox4kFANDKTQUS0WiqETR9yj6JTyvjBABnOhYlIAITuE/zzORs/ONuZzz4XIePZdxPl4uZ2stnazDWtKim3WxdpVAJghASoFAAhGRLFH3Q4Q1rA46rPQzFrsGT2ssipKfUA0EpUKBcqGECmoM4haiv0KSpSgByq/jyYiyNkzKhHLBR5ansIU62iZoe6wMFx9PlInkDL43nKNhVYp+/DbMvkch6yM2X4B30bWIyixUNp7SC196ZYHkgXsx3Q6EEdH1byHYtO0Vb2O1Jp1fJD2ygElSbJZhul2EsPjV8olVDkUY4E00sOUyDz/7LDfceONIr2cTJ6i11vCt1cYqfeJ7Qkq8epVgqoE/0XjJTWzPdXmVSI3F/0husupoSSnZvHnzq87ZZil6/y5srw1CIDdth6hC8uSTqMN7sK1lvEAhrSW4+HX4V38zsjb1tdsbw+Dp3WSrTYSUFF93Ed5EnfnP3kv7id1YC41LJ9hw/Zbhz9dmUZUq/f6z6NVn8eIWQqekhSod4dORRbRfoCgyJiRUPLCkJFkPkyVk1ie2kjYT9HWZLJU0uxbfpGwqx1SLmlrRw4tqRH6Bol8j8OsI4TP8Dz4avolTm1B3pnJ2To3LOR8u59FzGefj5XIWQlALa5T8Es2kxUBX0SZGsIYlQdsMyYDMxBxNfTzrUwgCZusBk2WYb0O7Y1iLE1Z6fQpeShD4TJVjpicvg6CP3ztAqhL6WZ9V49HzIuJEUur2KXUWKE4oivVpPBGh7ABlehjbJTML+KZOJKfwvAry6neB52OefxR79BDaKOTF1yOTNra29RuOZnhTs0RvfSfp/XejV1dIvnw39qqdhBdf/rK3EZ5HtGWOcNMs2eIKyaF5RBCAtah+D3oxQoJXKmLTDGsXmGu2SL/6NLpWwyuXkdUKIope0wiHSdLhKEW7i1prvWiUQgQ+/kRj2Klo1BH+eJcb5vX/xViMYLhVpM5edtBD7XsW0gQ8H2/7JVgL/S/dgzq4F3SKH2m82gTBJa/Hv/hqRPFrE6q+vnNRuuISZLXM/N/fRXfPIaw1TF81y8TrZ9A2QzcmiQsS1VvAbx7GSztoBP2oStcPUVEZ3zPUpaEsBcZqBipDa4XQlswK+qrAgppikPmkqaEgYjYWE8qRohRKwqiA8CuUwgmKfhWEz3BFqGNvY1Sr6TiO45yagYppJk2UzZAiw6OPECmZ7g9Lcw1YLD4WbQAijA7o9kI6/Yxu0keaDj0VUowCKtXNXDo9hZ8cph13Se2AFRPRy3xKsWZCDedg2EKD2swGpmse0stI9QraDgAQCHxZwZdlBAX46kPw/BOgM8TUFPLia5B+BMWp4WiGfOXXnW2WkjzwRdSRgyDAv/gKoquuP6UOgLUW3WyTLiyhVprHJmBbTL+P1QopQEiBLBZOLkmSAlkoIIvFYWcjCBBhgAjD4cfSA0+ClNhMYXp9dH+A7vbQrQ4mSU9qhxACr1rBn6zj1avIcmlYZWbtsbfh43T8c1l4+VUaz0WuROoUuBKpfCiluO+++3jLW95yWsOWprWCPrBnOJk7KuBtuwTTXKB37z3opSWE1fjVkHD7RXibd+Btf92JJWjhWOfimT1kK2sndS4O/6876O87AlYzdf0UlYuqGKHIGrPEvsJrHSLsLIFOSURIv1glLZaQvqAsDWUZYqwl0RkJ/nAlK21JlKBvK3SpMEg0QmsmwoRSkFIIJZUoAL9MFE5TCqeQogAEgH9GOhWvNmfn9Lic8+FyHj2XcT5OJ2drLd2sSzvrYKzGEwmhVAQeaNMn0QNSbTBG4ZGiLFjrgymSxiErHYVOW6wkFm09EllltjbDdZMKwYBm0qLnBfRsAXpdil1FQEjsTZL4U0xUQmYaBaqljNQuoW0Pa1OkCAlkFWGBZx6D559GWImc2oDc9jpkoQQygOomxLFVql72HI0mfeJBsl3PAOBv2kZ4w1uR/qmP2pssI1taRa020a0O1hiM0Tz95JNcum07UmusVmAMwveG+2kI8bW5JdaCMVhtsFk27FhkatgpeOGfYyEAgVeMhh2XchGvVER4EswpPP2VgvINbzzl8zoXuFWkTsHxDsba2tqJZWqdM88Yw/z8PHNzc6c8tKYXDmGOHhx+Uqog61XM8hF6Dz6KbnWQwhJu2kBwwUV40xuRmy5CeCfXtg6e2T2cc/HCzsXf3E53/0Gs7jNz4wylHXWMhHiiijF9CquHkfEAZS1JVGBQrmP8iJKEkucjkCRGk+CjkRSyPkZDL/VYs1U6mY/JMhphRjlICXxBpRAg/CphuJlaYQOeCEYySvFqcnZOn8s5Hy7n0XMZ5+PV5GysoZN16aQdLBpfxISeJZIBMCDRfWKdYnSMNSkZx/ZVIqCfeAz6A1a6msWBR1+HdG2DqyYNlzd8pJ+wohK6XoUg7RH0E0QW0tcNYm8GhCAMJDONApO1DGQHSLFk+DJEWg+eexz2PAkW5Mwm5KZL8Y5XD4RVqG1GeK88/yDd9RTp4w8NX+WfnKLwlm9FFk5/40erFGptuNTs4r79NArFYUdo+F1sprBpgk2y4T4fSg+/phUoffJeGEIgwgAZhchChFcqIouFYYfidMhhxwQB5Tdef9rndDZrNptMTEy4DsYrcSVSZx+rNfrgcGduq1JE6CNKIXpllf6jX8VmCiElhcsuwp+dxZvZgpjZ8qLh1cGuvaRHl4ZzLi6/GFktceCvbqV74CBCddnw1o2UdtRQgUDVKvidNfzOEsqAsh6DSgNdrFDyIRI+UkgUkOCRiYBApZBmdAeWxEo6tkQ3sURoimGKL6EUFSkVqxQKm5kobcAbwQpQjuM4zvjSRtPOOvSyHqDwREIgDUU/QmJI7YB+MsDYFtYoYmUoehJpAzKliOOYoz1BN5XMx1VKwrK9ZNhcK0KgaMoiUsWUkgRhIzR11tIZlPna39RGRTDZiCkVLEJYPBHgWYnd/TDsfRJ0BjOzyM2X4AW1Yys3SihvgPLMK04CV0cOkDxwz/Bve7lM4cab8BqvraLEGoMZxMOJ4UkyfK802GP7WjCcjC08D6RERiEi8BCePyydOraKIy98emsZdhqOP9eQEnGsA4EQJ72N05K0L8WVSJ0CVyKVD6UUd999N29729tecXjYxn3UvmexrWXsoI2s1xDFMtmReeLn57FIBJrSla8bTqSauxBZf/FSd/G+QyQHjwAQXbYN1VDM/81t9PcdRWY9Zt6+icq2OjrwsKHE66yh0xRtBDaMUPUJgiDAEwIpPAw+A3wSUcC3liDuMYhTBpmmpYocGfgURUYt0oCkVCgyUatSKc4xUZjJbT3uU83ZeW1czvlwOY+eyzgfZyJnbTXdrEcn64LN8ESCJzUFL6DgCVKd0UmaQEymFMJovOGzYoTKWEtgdZCxlgYMlM+MHFCPfCZKgiwqY4wlSvoIW4Cwig0vYNCXNLvqWAssUTRgop5SL4cUgohQlzHPP4Ld/zCoAWzYgNi4A1lq4Gk5XLjkFMqm9Noy8X13YAd9ROATXncj/pYLTvuJurue8+FKpE6BK5HKhzGG5eVlpqenX3Z4WC8eQu16FPqt4SsKs5swgxjd7JOu9LD9ATKAwpWX4VcqyK2XIQovXrUiPjRPvPd5tOkjLqjCDKzc+gT9p48gkwGzN22ntKmIjY69StFrY43Ceh6qXEUVa3iewBMeRpTo2JDM+PjSp5D1iHtd2vFwst2y8tAWfATaepSiiLnJGtPVOWqFaTyZ70oSp5Kz89q5nPPhch49l3E+zmTOxhp6WY9O1sPYBE8kSKGIpEfBg0QNiFUfYxXCCoRWKAOYDGMkzVSzMshYSSVFHVNCUy94FEoR1vcppn0CEaD9AraykYpfIkkkq21FmglAI/0ehVBSKxeZDBsE+/eiDz0O6Rp2ehIxuwXqU8g0w7PRsKMRlIcdjeBldvIe9Ii/dCdmdRkhJcFlVxBcdhXidOZluOs5F65E6hS4Eqn1ZZMepr2COfAsZnkeAFEsIxrTqF6GJSQ9fBTbbSKLIcVLL8SbmEJuuQThf22FCGsVxg5Ilo/S/eqTaNvH31Yj2FJn5R+fpf/wIeQgYeabN1LZXsJWysi0j05jjPBQUYGsUkf6IVaEaFkjsSEKQUF6+Doh663R7Q/AapqZZDENUDbAEz7l0GPTxBSbpzZTK0wgx3x41HEcx1lf1lpiHdPNesS6PxzREBmesHgiw9oEYzRGZwTHFjTKlMVaSaIjlgcD9nUM3UFGVXQo+ppa5BFFFSq2jyd8gigiLc0QBgUmwiJaQbOb0o1TPG+AkClSSMoETC6t4K8chrSLbdQQ09MwtQk8gewP8CgON/grTAxXm/JevPGcVRnJQ19GHdoLgL9lG+Hrr0VW6nnH67yCvJ47j8UY1IMPPnhiBMPt5H3mZVnG7bffzre84+0EKsYOWtBrYfpt9MIRSOJh3eL0ZmxYR8cZ+BHq0CFE2kNWSxR2bMHftB0xsxWEwNgYYwdo08EwIGut0nt6F9Yq/I11wi2TtO/YQ/ylfXjpgOk3z1C7oAiBwPRWyYRPFkQMojJZoYHwhpvcRTLCmoyisEg9QA+a9PsxsbI0U8uhOMJSIJQ+UoZsmZjl0rnN1F5iNGW9cr7pppsIgtPbQ8M5dS7nfLicR89lnI9R5CyEoOgXKfpFMqPoZT16qoeyAzwhsdYiSAj8EKzCMxpPGLSxBKJHuVZmay1kvhfzfLNAN+4Qq5gwWWOeiAlp8XsCr7OKrc7RLhgqocf0ZIM5YK07oNVvYujRIaFbDql0KtR0StRtg1VgUmx9Al3fiBl0kEkfb2AQcRNbnILyBoT3tTyEHxC98S2ISpVsz9Oog/ux/S7hpa9Hbtw2nDORc87Oi2VZlstxxmIE44VuvvlmbrnllvVp0JixRkPcwwzadBaPUAnEiflRpt3ELC9CWISoArUN2DgdTsKyFr26immtIKQgumA7/sVXYCoFjO2g7fEVLRTGpGRJh+Txw9hY49cKVC7aSP/h51n8/JNYq5i8qk7j+g1o6ZEgyfCIhUdamqBQLFOQAcWgiNYahQFjyOIenV5MJ9XE2rCYBqxlZTBFrCiwfWKGG3Zsolo8e3bpNMbQbDZpNBpueHiEXM75cDmPnss4H3nlfHxUo6d6xKqHEAO0aeEJRSghQuHpFGMFRkFmPKRXwxcRSwPN7pU1VNLElwnaaDxtwFYJg4hONEWxPEWjENAoFJkrVSn5AavdNVZ7RxikA7xBj2h+gWJvlWJoKVVC5MQEtlrCTE4iRIDodvAzHykqw/0nSsc6GvLkVSCzg3tRTz+B6TSR1Sr+lu342y9BVl7+FXN3PefDlUidguMdjLvuuotKZbi8mhvBeHWstZDFkPSwcQ/iLjYdMFx64QVkgGm1hrtu+hE21Vg/+toqE6USeuEIemkBEASXbEK8bgfWT7BkwHAFiOHQb4JNBqSPHYRuTFAMKF82Q3/XQeY/8yxGK2qX1Zn45q3EQqCsREkPXaoTlCpEfoGSX8Ii6SmF0YbBoEuz16eTGmINC7HP/KCKtWUqssSORp0bLtjAVP30l9JzHMdxnDxoq+lnA3pZh55axtIjkppIWko2RdgUO3w9jUz7WFml6FfopoIDKwv00jWUTvHVgE4cYWSRJGowCBrUC0UmSwU2VspsKtco+R7dZJHVbofOwjLy8CJRr4Xna8olS2mqRjhRQ9dK2EoFshjZ6+KpCE+UQESI8gyUZk7qaKilBdJnn8IsH0X4HsHcJuSGTXgbtyKCF5dYOflwq0idguMhLS8vMzU1td7NOWdYlQ07E2kfm/SH79PByUu6HSP8COVH3HP/I7z1zW9Bri1i4xjdbmFlgCjVEEIgSmW8eo3kmUdRy/MYkeK/YRvehVtAyuF9a4NQangs1UfojOS5eUyzj/QFpYuqZItrHLr1ICrVRFvKVN+1HSNDrCdRhQpBqUEhLFH0q0hZZjnLaMUxg0GbTrdNJwFtYCX1WEzKBKZKWRbZVKpwzQVTbJkuI+XZOcciyzK+8IUv8K53vcsND4+QyzkfLufRcxnnY71zzoyimaywGi+ASIiEou4pAjtAWH1s12nQRqJtgUDWsVoy3zrKatxHpG2S2LKqSvQo044m8IOAchAxXSyxtV5lW7WB73XJdJfe0QX6++ZRqz3wPDzfEESC6sYZihMhZqIEvoSkj+wN8JREiBApC1DYiKjMnNhDw3TapLufwSzOY/sd/I1zyGoNuXELcmrjSStNrXfO54uVlRWmp6ddB+OVHO9gNJvNF5VKne+szkClkCXYNIZsMPw4i4c7a78UIRFRCQoVRFQevvdDTJrQ2fUUhaSPaa5h+gPE5AZkVITIR85OQLJC/MwTqNVV8D2C6y7H2ziBUBme8hEqxeoeVncRJAijSA50yJZi8D3K2+uoQcb+v3+WrBvjzVao/rNLIQrIogqUZqgVahSDBsga84Mea70FSFv0+l16qcVYj9UkYCmu4KsaZVlkshhyxZY6F8/VCIN8V4U6XdZaOp0O1Wp17NfhXk8u53y4nEfPZZyPsyVnZTJWkyU6aYdUJxSkYkL28RnAsEAYjEVaiyZA2ghtUjqDlHa3j+r3WM0CVnSBQ3YKE4QEAZT8kHpYZHutwcUTEYHfh9VF9JFFeqsJvURjAg9f9dHVDdQaJapbJpEVsDaBpI8/yBBquNS7JEQUZxHlOURQwiQx2e7n0M1V7OoCslLGm5hEFIp4s1sRjSmEEGdNzuOu1WrRaDRcB+OVnK+rSFlrQGXDzXGyBFSKVcP3qBSbJWDNK9yDGK7iFBYhKiGOvcePXvRLbVYXUft2oVeX0e02olpHNGqIgg8bGuANsIsHUfMLqMUmFIuEV1xAOFFBGgsmBdvGmgTQIH3wQnTLMni+A4nCnymQRSkLn32OwZrG1AvUv/t12MlpKE5SiWpIr0JqS3QGXfrxUWTWpRPHdBONtQGtrMRSv4Knq0T41AoBF02XuXxbg2rJDcU6juM45z5rLT3VoZe1yUxGpjNCEgr08cUAQYq2IG2GtAbwMcYiTEaaZKS9AYPY0NI+B2lwVFdJAekJAs8nlAUuqJe5ZFJSa68gVlbwUp9unNFUHvRXUcU6NixSnpygsaVBWDBYUkQaI/sxIhsAIPCRYQOKWyCqog8cQK0sYTtNyAb4U9MI30cUy8jZLYjahOtY5MCVSJ2CcSyRstbCoDPsPOjs2EhEduLz4dfUN74jGK7u4EcQFhBBAcICBAUIolfcmRPA9LuoXU+SHTmIajfZd+QgO3Zeiz/VwJudwfgJHH0eem30Ugu10kfUakQ7ZginArAJ1hqsBDwP/BArC0h/Ajso03ngWbLmArKhCDZ4LD+4RHNvDx2GlL/netSmzfh+EU9WMFbi6xiVrJBmPTpJSjcxWFtgNa2xMijimwKB8SkFPlsnily+tcGGRuGc+s8qyzJuvfVWvvM7v9MND4+QyzkfLufRcxnn42zMOTMprWQFbRXWgi8MgemTmQHSJlgUymZ4JiawCuRwTw1pNGIQM0gsg8zSMhFHvUlaBChrGG6O7eELwXRJsiUZMNHtEtoyUnr0bUh7ZYlYW7JCAyN9ihsnmZgtU4okoJEaRH8Nks6x0muJ9MqIwhymb1FH5rFaY3ttZOThlYarOGrP564nnuZb/j/vJywU1jXfceZKpE7BOJZIWWsxzz94Cj8phhvY+BH4IfghIjj28bH336gT8VJMPCB77jGyfc9ikgFWGkStjtm4kWh2ArwuLBxCtNtgDGq1gx5kiGJAuLlOMDcBnoeVEuP5WFHAyjLC34yvI5LFXXQfuB/T7yGrEv+CGmsHUhYfWCGVBcxNb0BctpWaF1GRgsCkGNWjrxK6SUY7VgxMmWZaYzUJKdgCfiYJPI+5WsRlm2ps3VDB9869FSistcRxTKFwbnWMzjUu53y4nEfPZZyPszVnaw1d1aGfdQCLQFCR4JmYVCckdoC2Am1jhOkSmBiERRqI0gQ/TUi0oK+gTYllWWfN+HS1AWkp+oJqIaPebjPT6zER1omKJYTnkfRjeu02bVnDyIA0qODP1JlqFKiWAqQo4hkPEx+F/goYBQgkIVaXUUtdrBrOzxTCIMPh5PA0TQkLRWR9EjkxjajUz6rMx0FeJVJjsQ/GOBFCIAoVEBI8H7xgWM507GOOfyz9M/pLp5oLpLseRx3cc2KERFQrBNs3IydLmLSJmH8Cem2ESRBWkSUWIzxkvUKwZYpgywxGBCgRYWQZS0SgQvxeh6z5MP3eEvHzq+j+ABtJzOVbOdQLWH74eVJKhFdsZvayTdSkxjc9fHxinbDaj1kYWDqmQiurEac+ZUKqmcCTkpl6xEUbylywsUYxOrcvad8/t9t/rnA558PlPHou43ycjTkLIakGdQpekXa6hjIpHQO+CKkGARVRITUZsS4zMBP0TRerWgR0UWGA9HxKacqkp6mZhGq2wpQs0ZFFOlbSymBZeehSDWMVneZRCoMKExOzVCoFwmJItdeil/Xp2QSz3KQZV2nXitTLRarFEl5pK6K0A5scxcYrmKQHXoK/IcAsd9GtBBuU0NJHlsp40gOjsWtL6LUlCEJktYGoNYadDe/sexyclzYWIxjjVCKVF2stJuuRLexHPf8MenlhuN6dyZClAsH2LciZKnawhl09SnfpMNVyESE9RL2OMgXUygAhAoJtO5Cbt5EqDSaDdIAXd/EGPfSgiUoHWCA+2mawljAoV1m58gK6Kdi/fRyvl1LdOsXG795JJSpR8ENilbKr3eNA39DRAbEqoJOQqixACsYIpsshWyeKXLipRqNy9uxn8WqdjcPw48jlnA+X8+i5jPNxLuRsrWWge3SzNtZqsJaCNJSFxRMeFktiffpa0ctWyNQK0vQJrCJQllKaEFkzXPadiGVdom88+sajaS3a00zGTaqtNRA+XmWamXKZOgppMsygQxwU6RuJ9gJ0vYJXiCgXQ0pRFV/WAYFRfWzcRCQ9UAkMDPpIC5tkaBHy2O4D7Py27yAIAkxzBV5YEi4EolBClCqIUgUKJURUGFmnw2TDCeyyMjGS+18vrkTqFIxjidQoWWsxJka3FsiO7sMcPIjptECnCJ3h1UoE27cg6hG2exTbXkEoBVJiZYCsTyBmNqBWDWo+Bor4c7PYCYtNmoi0j8xiZJKidYrSCuP5xFLSTg29Q30yBGprA2oFklv34C/G1CYnuPD/+zaKlSotLXlircXebkKiLWkmMWmRhl9CKEmSGqZKIRtrERdsrDI7URyb4VNrLUopfP/Mjk45J3M558PlPHou43ycSzkba+hlbfqqC1iwmpLIKEoPT/ggJFZU6emM1WQ/qVpD6hjfGArpgCDLKAgP30oGssBRVaSTCpTVxDIjSJoU1logAwaFBl5tks3ZgMkwpKAGWJsx8Iv0Mo0pR4h6GRl4lMKIUlQdbs5nNdaq4aqWSYyNB7DcRS920ZlGSg9ZruPNbUOUJyDJsL0OxIOXPmnPR4QRBMGxqg9/uDy+kIAAKYbvrRnOCTm+gYi1WGOGnRithytuDjqYfhvTWhs+P0JS/v6fyu8BzIErkXLOGGszVLyKWjqEPnQQs7qM7TZBJXi+wJuo4m2eRfga0z0AhxLwxPBVgbCCqNQxlUm8aJr0UAc1v4TVKXJaY00XsRAjVYzAR8uQWEDqh3SLJeJAojSwbwGtFUw1CCemkA8vUm75RLVZtrz/XfSqk3xlZZWDnRUSpUiUxaQFJoMaUvoM+oqpkscFjSKbp8rn7DyLb+T4HzFntFzO+XA5j57LOB/nSs5SSKphg6Jfppe1iXWfPh4DnVCkT0H6+NJQkQGVyuW0szbtdIFYt0m9CkGYkiZNfB0TotgRxJigyKIqcmQQMiCAiiFYXsL2uiy3uuyb2c50J2ajEcwUqkwlMUVP0ot92p0upuIzqHi0wybVQplKIULICBH62CCESgkadby5PvbgImK5i+0toXYvIcIQb7KBN7URpurYzMMqsKmGpA9ZBlphBwqO9T9O9VVzq4cVFzYdYHttTK+LiRNsnHxtXzAvQPd7JyaiO6duLEYwXInUi1mr0bqDXjuCOnwIc/QwtrWMTXpIYZClAn6jhKxFIDQ2S0FasGL42xkWkeVJKDSwOuDJRx/n0sYMZm0No3r4MyH+THW4QpRXILWCGM1ACmIJmSeQvo81kD27iO1YvPIk0VVXUF21tG59BIsk+OZrOLx5ggPtFQYqGXYsMp/JYIJQ+fRizWQpZKoUMjtRZOtM+ZyfZ/FyzoVh+HHgcs6Hy3n0XMb5OJdzViajm7VJdB+sRdqYiITIiwhkhBARAwSxTUn0gCQbkGQJgWpRSNYI1ABPSkJ8Ar9EzxY43LXEcZNw6SipyuiYgKXJjfh+kXqaULGW2bDERpnhBwFtUaRpUuJCmaxQQ4oSGyemmKpJhMgwto+1A7ROOHT4EFs2bEQc7WCOLkMyGO7dJUCWishqefgWFcEvYmUJjI81HliBRSKMHd7G2uEohT32eZZANsBkA2y7hR30MWmKTdLhSIaUyLAAYQlRnUBumMOb3IDXaAxHXsaEK5E6BefrPhgvx1qLJUZ1FlGHdqEP7cM2l7GDLqgML/CQpRBZjRChRHge1mYIrbBag+cjC2VEcRrhlzg+EGyNJZ1fI+v2MELhb57AmyxhPInCo4uih08iBUJoPCkQBCjhkxxW+AsawhIzb9zJZFBi/x9/mnarQ3NuisU3XUw365MqgzWCyWCCQBUYDDQTxWDYuahFbNtQoVI8t/5jdxzHcZyzgTIZfdVloPtgFJ7t49mEUAaEsoAWktgajAyReGgT0EqWSeNlyukKYdbFQ+NLn9CLMDKiGcf0Dy2SxAntzGex3CAuF6majGkVEypoeAHT0lIMI7rCoykE/dI0aTiJYJrNMw2mqgFCpGjbxtomlmP7eGlgTWOW25h2C6Fi0DHoBKRAFguIKESEAcIfviF8LCEYASrBDI6VYCUxNlPYNMMqNXwhVcjh0v1hAaIisj6F15gY7jReLBwbxbCI4uQ6PnJnntsH4xS4ORjHOhVqgOoeJtv3Vcz+3djlJWzSBzWcHOUFIKshslRAFALEsV8aKyxEBUQUQbGGF9TBKyP8aFi/6AmshcHBo8TtNWQA3vYJaJRIRERbawbaDCeUCZB+ET+ooGWJ2BSRHYl47gAlL2DTVVciJid49k8+zdLew3Qjn6V3X00sLWjJZFghVBWS2DBRDJksBdRKAdtnq9TL58dGeW4X03y4nPPhch49l3E+xilnYw0D1WOgumiTHutoDJBIpJAoFMgKyCKVcAZrJcvxKu3BAjJeoJytEZgET4AvPHwsyXKLfjdlLQlZiyqslUtk1hBYzUSWUMtS6lYxITRFzye2ip4I6BdnaUYXE5Q2snW2xkQ1ot1pUiorLE0gA0AQIRIP006xrRjT7YOKsVkfVBfSHqgY0gSy9NiSuAAeIIDjczHkcGn/IEAUSsOORLmELJUQxQJCvlTZtUDMXpXHQ5MbNwfjNCh1ahvPnSvM4sEXTEIavrd2+LHVGTbuY7urmM5RzPIR9PIyptcbTlQ6toO3jDxkJcKrFRGl4rDT4HvDRzzwIIoQxQoimkQWNiKiCQjDYZmUSMEqVL9L/7ldqLTDWtal/vqLSMoVWplmYDRK+ljfIwgqVMJJhJT0MjCmgKcF4f69TBarBBumORIG7P1ft9F7dh99m7H21qswVtDwioS2hOkHVIs+W6YCqsWALTNlpmrn10Y7Sinuuece3vWud51zw/DnEpdzPlzOo+cyzsc45SyFpBxUKQdVUp0w0D0S1UOaLp4dYK1BqUWEkDTVKqVwM3OlWeZKs/RUn+XBKs3+Ufx0mZJqE9qUYLJIzVPU2m1mzYCVboWFxma6gU9bxwxsykCndLOEar9HzSomvJhaq8mEfprUq9I6OEOr0ODgoYO8+ca34EVFDApjO1gUWI00IbIikZGBnsX2faxXxooQ66XgZdhCBvZYxyQMIIyQhQIUashiFRkVEVGECLyvTfrmBZ3GEx9KEMPJ4dbac75j+UJ5PWceixGMcSuR0s/cj0kGkPSxJ973sUkHki467WN6HUwvhkydmIwkCgFeo4Q/00A0Jof7aYQ+hAGiWMYE/nA4sFCBaBo/mBn+LqkOqB7oGKMHaJ0St9YYPH8Eaywm9Ekv2EzTL9JHYo7twVEJS0xGNQSSZmLIdIgQPr6QTB1Ywqy1WbWWQ1s3s7pvHvvZL6KNIrn+MoIrL8LPIgJVYLIYUYl8ygWfrTNlJqrRWP0yO47jOM7ZylpLamIS1SNVq0jdQ5k+mhQAKSsUgjlCf4LQi7AI2mmH1XiFJF5FJCuU1CqlQYtgtYnUkBlJt1xnuTRN04Y0rURjqfiWaZPSSNpMx02KaoDVFqUMShYwXgmvWKBcCPH9ACsFFo09NgghhAQRnVghSnglRFBBBEVEWICoBEEB4UtAcXwU5NiNGY5qFIAiiPDY184veT13HosRDGPMejfhjDEqJXvu4WNDfGbYE7cxmBgT99GdPnaQgicR5QKiVMTbMIW/aQ45MQ2FCUQQIKQAGWC9EC2z4SsAMgBCPBsgTQa9faATtFUoq1DWkmlFurCKWmxjRJGkVmJt6wW0spRIeHieoh6UmS42sFbQSiBWPkJ4+FIyUyxjj6xw9NBRVuOUI1s205xfonz7VwitIdg+B5ddQimpMF0qEfmSSsFny0yZyfNsxOLrGWNoNps0Gg3kSw7VOmeCyzkfLufRcxnnY9xzFkIQeUUir4gNp8h0TKZbxOlRMt3EmC6DZDcqLdP3SlhRxPOqbCxNY4rT9HVMO+nSTZcIqkcoHz1ModejNuhTTA4xUa7SlCF9I1mLA/YKiRdOUZraTENottCmnnbx0oysl2LTlKaxBGWPSqmK73sYMqzQ4EmQYliVERaHGxFLb9jhkMGwwyDUcMEaYNihMMDxkQ0LtI59z2fY2QhBeMM3PBD+sdv5Y9kByes581h0MB5++GEajQYAc3NzzM3NrW+DXgthEWEMaReEAc9gVIrpZRgkYnoK4Ud45Srexk3I2S2IcgP8aNihxyKsHFZW0cHQA2sRWiOtQpoBWIu2GmUMmTVo4aNkmcykqINrmK5FyQr92gTdzVMoM6DdPMrFW3YwU5pFioBWYullEiEkUgomoxIeHvsOL9F6+Ck6g5Sl6Un6NmXqkacoJhkUi3jXv4ktxUl8T9KohMxNlpionvub5J0JWmseeOABbrrpprH8I3a2cDnnw+U8ei7jfJxPOQshCP0ioV+kHG0kUz06yT60aqNtDCrFlwMwTRJCrAiQIqQWhqhgI4OoSq8+R29tjXDhMGGqqPX7VCNNp1Ck5MX0NTRjQavbpiUk80HIVHGCqWKKbi+xobGBblxC9GE1ttTqVSamaniRP3xOc2xkBctwkEKkWJtiaSHwEYRYGYH0h50G6TEseYpAWJAKIcyxG3cZ7pERgQ04qVyKYRWVCGaPjZiMB611LscZixKpF7r55pu55ZZb1qdBZ4DJYsyzf4ohxfYSdDPGJhbrhYiggje9EW/LDuT0xuEFbxTi2NtwiVmFNk2M6SGMQWgN+HiigLagrCWxFuUVMbKIlgFGKmS7hd67QBLHxBb6m6ZIJgJ84VP2QyYLDQJRpplCNzUIIRBCUA8LYCX7VrsstnuoJ58j7fbIakXMRZuJ9s1TvPcpCiKk9u3fQmHbJqbrBTZNlSgXzu1aVsdxHMcZd9ZaBmqNRDcRZlhR4YsAkGiTYawBITD4GAJikxGbFplKCFZbeM0B0hoCk+GVCnSjIk2lSNMBA63pKOgbSSWUTBUtVQsTCGTfI019DD54Po1qmfrkFCIKMUE2nE8qBUJ7CAzYwYkJ3sOORuHYaMRLnhWgQapjox4SawWkGhsrSAbYeIAQAu+yb80r6ly4EqnTcMcdd5wI6ZwevQCsECjlo1djrC5ANIWoV/FnN+HPbRqu+GQNwliE7h8rocpA9TC6jzUJWIMUAghAVFH4dAnIvBDrFbAyACye0AQmJdt3lN7CERKtyaKIwbYpvFKRuhfSiBpEssH+xTVkaXi/QkhqYYRSgmcX2yz1ElqDFA4codbrUCx4qK2zFHopkw/voxBUiS6/iG3XXMymqRJhMD7rSZ9JxhiWl5eZnp4e+1fJ1pPLOR8u59FzGefjfM9ZCEEpmCTwyvTVKtoqUquIhKQiQqTN0FYNy62NoiBAiSKZUKQbamS1ELvSQ/Ugi1MKccqWQoFBZYIFKzFpSkEn9NKM/R3NRNHS8iGsGApGUhhYwjSmu9Zh0FqgXg4pFQKs1FhPYMMiRFUIpxFBhA3MsQopi7QCYcMTL8BisuFO4sZAkhxbwraLTdrDz08ssCPBiOFqtlmCDMan0sKVSJ2Gq666isnJ8VinWGhQcQNRqiHDMt7sRrwNMwjfR2iDyAagj7/1QadYozDCDkf5kCAjtGyQiDKJ8LDyeB2hIJQRUqYY06O/tEhv7z6yJMPYgGSqDpunqEdVSn6FgtegnVoW4j5P7dnDla+/knJUoJsYnjjSZLWf0okz4kxRTXpMdVYQAtTmOWarDYr/+CgBAY1tk1zxgzcRROfHcrOvljGGJ598kre97W3n5R+xvLic8+FyHj2XcT5czkOBjKgFswx0m0R3SGDY0ZBVirKIhyK0CdgUbIbWE8RmFe0lZKUKST/Frq0iu11M0qWYdLhYCohCeoHHahSwlhhs4NMXhtSz9IVBhCkmCyllIVVtGKSKYtpjsuAR+WCTDrazAOwBAoQogAdWWrQcjrQI7YH2QVlsEkMWH9uMb7hC1XAVzhSEQoTesaVsIyhUkP54PXfJq4MxFiVS47SKlLWG9NDjEHh4U5NICUInkPVAd0Cnw01mECB8tACLxXoRRpbJvCoDIl74oHrCxxMMN+EzLZJWk/7+eVRngCVEhyFm+xzlxgyRLIIoMMgg1seGGoUgEgEr3ZSDrT6dJKUbK1KlKIUQ2oz6rgOUsBRmN1DcfjG1fUcQjz5FFAVs/8HvpLDR7bTuOI7jOONAm4y+WiOzCQASSeRVKXgVhJDD3bMZjhgkagltOwhrwPqkaUa68zgYJQABAABJREFUehjbWsNmw1EDDwiAzGr6QN8TqABkYFDSI/NDWqZIqksU8ang4RtFlYzJQFNQXby0h0wTbKoQGsg0VqVwfOM+jq0iJUKQ/nCieFSGqIQsVKBQRgQRSAFSH9tGQyKmr0V441PS7UqkTsM4rSIlgGBuI+guIlkA3Rt2KEw2/K4ogJxASzCexPoFMhmQEZLq4aYyxmoMmkD6SDSGNplJUK0ug8NHyda6QBErG4jZDZQ3z+F7IYk2tFIfY4/XMAqE8VhsJzw3fwgRFukkGqymFEJBagIpmVlYpRr4VCsNNu28nrpOOPK5XdjAY/otV7nOxSkyxjA/P8/c3Nx5/SrZqLmc8+FyHj2XcT5czi/myYBquIFUDxjoJtoqBrpFrNsUvCqRV0GKALyASG4jNS0yM1y9KQwjqtXLSUxKt7NI1l6Efous12Ew6FIrFSiojH6vR6JiQjEcWahj0VYyMAGJlSgTIb2IBEkx8ihHJXwZ4hcMnrVIA771wWqEp7E+iCCA0EeEZYRXGG6+x7EVqKTFegYhI5AlkBIhj08SHx+uROo0jFMHw+oU0X0W1IDhJKRjKx/IOvgTmMBHeQorfDIyEmXIlETbDGP7CMCXAZGUaDqkqo9Z6ZAsrJJ2EixFpNhAODuL2DyF9TzaaUyWWgJRQIhh+aFSsNhJWOnHtAYZexdWmdswQdmXSGspej7VqEC9nbDBBExvbLDhhjcgK2UO/PEdWK0pbpll4s1vWOdEzx3GGPbs2cPs7Kz7IzZCLud8uJxHz2WcD5fzywu9IoEskJo+sW4f62i0iXWbQJaIvDKBLBB5DTwRkugVjE2I7SKRN82GyQtRjW10sx7tQZO9jz/KZTNb8HVGNdNU0pi15ipxvEwo+yirkWT41sMKS0ulaBshqCN1hXq9QqMm8UODDUJMGCH9OpFfJfIsEX18m4BJh4vjaDEc4DB6OEHcxqBj0AACKwJE9eJ1TvnMciVSp2A8S6QsrN0zXBvNq0M4DUEdIwWaDtqkJGbAQPfJtIe2wxKpUEaEMkQIhc560BnAWp9kpc0gs0AEMiCc3kC4aZqup2mlMak2FI+90pApQ5IJVropzWQ4cTvOYgLPEkqBbyWV0KcWBdSjMttKZRr79+NhKWzfTLRtM8v3PsbKvY8iw4DtH/puwnplvSN1HMdxHGfErLVkZkCsOyibnvi6h0fglQhlESk8Yr2EsSnDeaE1AllHiOGO2QM9oJv1SHRy4vYCQSAC5pd7tOL9SN0G+sRWMbA+gZAYCwKPUFYpyDqTjTq1ij12HDA2RNkS4BEITSnQRJ4kkj6+8JEUAYE1GZhj81yNAiyifPlYbf7rSqROwziNYAghsNWrQBQQfgFjY1K9TKq7JLpLrAco42MJh6MVNiBUCjnowmAAnRivn5JoTV9ZjI2whSLh9AZKc7Os6C7zcRtlDZFXJBQF0kwSJ5ZOoljs9WklA7TJCKShfOwXkCxm8+QUc9UG2yYnmKxGDJ58FoXFq1UIt24iXlxl5UuPAzD9zde4zsVpMsZw8OBBtm7d6l4lGyGXcz5czqPnMs6Hy/nUCCEIvRKhV0KZlER3SU0fjUbrDrHuIPHwRDjc/BdFalooG1PwpsB6LB1eYuvWrWgMvaxHX/XRVpPalKmpgBkuod3vs9RbQ8cDpOnTjGMCT1HwNbFqomQbvbpA3C0z16hSKPoYFBk9BiYiMyGtVOKJjEC2kQJCLyQQJQr+BFEwNXyx1w7bOE6dC3AlUqdlnDoYAP1dh1C6TybaaBGjbIYyGdr4WOuDggI+gQYyhRQSIcBaSI2ll1lUVIHJGsHUNKXaJKtxk8O9Bay1CDwwFVIVoTJBM+6z0O/QUwnGKHwrCayk4hVoRBETUYHmocO8/eKLqJSGS7Ulh+ZRrQ7CkxQvvRBrLUdvvReMGZZG7bxifUM8BxljOHz4MJs3b3Z/xEbI5ZwPl/PouYzz4XI+fb4M8eUkJdsgMzGpGZCZAQaNsQMAtFUY00MiGcg1fFvn8Px+5jbNEvgRjahOPayRmJR+1qevBxhrqJSKVEoBg2SN5V6I9BRrA8H+tZRSGFMPUspeTN+kNBfbTBYKzFV9SqFP1StigzKKSfqmRGwipBhgbEpMQidrAgUCr0bJL1H0ovF4ovwCrkTqFIxjiZQ2KUv3/gPWJhiryazCWgkUkMhjvWwPIb/WoxZeiCqU6MiApFSCagUZhgQyZJAlrKXN4X1pgzURJisigJWky1KvS2Y0VlkwggCPRlRkulBmrlZj62SNqVoB+YLj6V6f3qNfxRpD8ZILCDfOsHLfYyx/8VFE4LPjR95DODEej4fjOI7jOK+dtRZlE5SJyUyCtinGapTpYI7tzi0I8GUVT/hIPITwEEIiGU7GTk1GrGJinTJcmD8m0V1WeilrfcVKr8DhlkDLhJKfUPYyGqFmIrTMlHxmKwGR7+EJD19W8WUNZIHYWlI7IENhkIAgMwW0DdhR3YQ/RhO9XYnUachr2/M8SOEjLp4hS3sYLZA2QBhJ6IdEXmE4VOd7yKCAH1bQfokVbeipGABtLAJJmlmaZo2+6tNPU5QGaQogLGvJCq1BgtIWe2xeU1EUmSlUmS2V2DpVZ+Nk8cRO21prdu/eywUXXIAUgsGzz2ONIZhsEG6cIVlusnzfsDRq5m3Xus7Fq6S1Zu/eYc6eNz7/mZ1tXM75cDmPnss4Hy7nM0MIQSAKBLJAkWGHQ9sUZaZIdItErbK8tkSjkeJ7ZTxRQqDh614Gj3xB6AWkOiMxEiFCNlQ1k2XNdKXNXEPTGoSsxZLU+CxryUoMR5XhcJKwuWJpRIKC7OKzhKFAICOKXkQFgRYpCktqJVpGSDvLcM3a8ZDXc+ax6GCcw4MwL6JMSlopIkQRD5/IKxJ5RaSQSBHiiyK+LKKMZDFu0076WAuxzlDaYqxF24xW0qKnUrQ2hKKAR5HVOKWbpihl0ZlApz41r8zmSo25epFNUyU2NIr43slDwNZa1tbW2LFjB8nBeXSvjwh8CpdcMFy+79YvutKoM+CFOTuj43LOh8t59FzG+XA5j4YQAl9E+DKi4FdJ5TQHV9fYNDWJ9AQWjS8KeKKIBSwaay322GehNJSxGGtITUKsO4Rek4lSRquQUos1rVjSST1SpekpQU8FHB0IpsswV4VKAEWZEliDVDGetXjCJ5CCsjRYGwPjVRaX13NmVyJ1FloaPA1Aya/jyxKeiPBEhBASZTRLgzZLcYdEp7TSAalW+EKiraWfxaQ6QVg5LKWiQDe29FKDVR79gUWnHjPFEpsrJeYmimyaKjNVi77hRCbV6tB/4hmstZQuv5hgetKVRjmO4ziOc8YoMyDVaxgyYLg6VCBrBHK4id8rMUYTmzVivUI/HbDQ7XKkk7Ha82gmhkynIC2eEISeYHMN5mo+xcAn9CQeJQpSIGyGbzWhJ2lUr0d+g+OeS1yJ1GkYpxIpgKnCxQiGdYfGGhKd0dE9FgYtVgZt+jqhlyUoayl5EdYKWnFCZlJCKSnLEtiAOCnQiQ0qs/QHCpXBplKZzZMlNk2W2DRdolYKv2F7tNY898wzbOplYC3BhmmC6UmS5SYrX3oCgJm3utKo10prza5du7jkkkvcMPwIuZzz4XIePZdxPlzO+XhhzkV/DmX7pLqJRZGaNVLTIpAVAllFipd++iqlR0lOU/QmqAVtpoptLmgkHGy1OdiOWel7rA4sSZaitGHvGqwMUuZqGY1iSMHr0RMFIq9KLSySjdHci+NcidR5ylhDMx2Q6IxUZ6Qmo5slNJM+A5XSV9lwBMEv4FmPQSzwEJQ9D88vApI48VjrC9JM0+lnGAWbKxU2z5SYmyyyZbpCqXB6D338/AFMbQK/WKB40TaMMRz97L3DDfU2z1Df+brRBHKeGQwG692E84LLOR8u59FzGefD5ZyP4zkP52uU8UUJZbtkuoMhIzNtMtNGiohADr8vxIs7AUJ4+GICT1TwZZvXzRS4aFJzaK3HgVafo72Qpa6mn8UoZeknhg2VmMkyFMKYgeqxEhco+mUa0SyRNz4jGHlxJVJnGWstz3eOYKyhr1JW4x49lZIojSc8Kl4JZXxU5lGUIULGKFJ8Ae3E0Ox6KC1o9TJQsK1aZa5aZEOjyJbp8ml3LACy1Sb9p54DoPyG1+E3aqx8+QmW734Y4Xls/9B7iCbrZzoKx3Ecx3GcYxPCB2Smi7Yv7OyJY/NTC3iigBQvXe5trULbNtp2SZXmSKvPodaAhS4cbGq6SUa5YKgXMzY3NNWSwPMEUkS8cfoGoiDK72RHzJVInYZxKpESQhDKgPlei2YakyiDLyNqfohWHmnqU/EiCBRa9BAYeoOUVl9idEi7nyG04MJqlQ2lIjONIltnyhSjV/dQmyyj/9weDhzYz4U37MRv1EhWW6zc+xgAU2+9xnUuzhCtNU8//TSXX365G4YfIZdzPlzOo+cyzofLOR+vlPNwQngJX5YwVqFMH2V7GJtibEJqE6AFCCQ+UoRIESBesNytJ+pIanhBjx1TIXP1EkdafeZqfVZ6HoeasNCMaHUFG+op2yZgouKN3d4nrkTqPNVNY55eXSI1iuGCsyEmjUCEVL1wODkpGBDrASu9mG6isapEb2DxtOGiap2pYoF6OWT7bIVKMXhN7Yn37MckGUQR0fYtGGNYOFYaVZibZuKNbtUox3Ecx3HyIYVP6NUIqWGsQtsYbWK0jbFoDBnGZi9a3vZrBNaCEJq5hmWqLFjpK7ZODFfabA4Ug1Sy1PJodjU7Spqp6mt7LnU+ciVSZxlrLXce2kUzTgltkbJfJJQ+QkA5sqzGayx0ewwyBTYiS0MC7bGxWKIWhZQLPts2VJiovvbhvGxxhf6zexBCUL76crxqhbUHvsriHQ8MS6M++F1E043XftKO4ziO4zivkbEKY7NjIxsKi8JYjUUDL72DtbUGS0Iv6bPa79JNM1pxSidWhJ7Ht158E6WwkO+JjJArkToN41QilSiDyCrM+BIpJKEvKfqCo70V9rTaKK0BD3SFqixSL4aU/ADfE2zfUGHDRPEbLjd7KkySMtizHwB/80Ye372L123bwdIXHwFg6puudp2LM0xrzeOPP85VV13lhuFHyOWcD5fz6LmM8+FyzseZyFkK/9gKU8UXfW/4errFvkxHoxpINpQMS90Oh+0qkWiTasOYPFU+wZVInacKgcdUcfiLIbEcbK+yOFjFHBtoKnglZqIGofLwju0sOTtRZNuGCoF/5uoEB7v2YpXCq5YJt2ykmPRY+Ox92EwRbZxi4obXn7FjOV9TLL74P0XnzHM558PlPHou43y4nPMxypyHL74KxCtsnOd5ko31CWaqDQ6t9VFGUwrdU+VXw5VInWWUNuxaavPs8grNbA0Y9jRrhQKXNDYiYp92XwFQKfhcMFelegp7WZyO5MgC8Z79CCkpX/t6vFKRtYe+yuJtD4CU7PiR97jRC8dxHMdxnHNMXs+dx2JqvFJqvZtwxgyylPuP7KWZLSM9w0ylyNt3XMibZy6i3xS0+wopYPtshTdcOHnGOxe61yfZexCA6IKteKUi/eVVHv2LT2OMYfotV7nOxYgopXjggQfG6no+G7mc8+FyHj2XcT5czvlwOecjr3zHYtznTMw5OFuUwoCNdR/fC7h4cpoNxUn2Hekx3+0BUC0FXLyp9qqXnX0lVmsGz+7BGoM/WSfaNAvA4ue+RMEPKWycYuLNbzjjx3WGhBBMTEyM1fV8NnI558PlPHou43y4nPPhcs5HXvm6EqmzUC/r4QmPwUCw50ibVBmkgG2zFeYmSyO7OAZ79pMeWUCGAeVrr0SGgVs1ynEcx3EcZ0yctyVSzWaT66+/nmuuuYYrr7yS3//93/+Gtxm34bSiV2J+KeXpA01SZShFHlddOMWmqfLIOhfZapP0yMLw+JdeiAwDktUWS198BGMM8zWJ16iM5NjOkFKK++67b+yu57ONyzkfLufRcxnnw+WcD5dzPs7bEqlqtcrdd99NqVSi1+tx5ZVX8j3f8z1MTU297G3GaZfFJNM8c6BJLx5eAHOTRbbPVpFydENaJkkZPPc8ANHmjfgT9a9tqJcpCnPTbHvblWOV89lISsnmzZtdziPmcs6Hy3n0XMb5cDnnw+Wcj7zyPes6GJ7nUSqVAEiSBGst36iKa5wuRt+TGGsJfclFm2pnZMO8V2KtHS5Jmym8coloxxYA1h74KoPDSwjPY9M/+2ZXGpUDKSXbt29f72aMPZdzPlzOo+cyzofLOR8u53zk9Zz5tI9y99138573vIdNmzYhhODv/u7vXvQzv/u7v8uOHTsoFAq86U1v4v777z+tYzSbTa6++mq2bNnCRz/6Uaanp1/x58dpOM2TgtdtbXDVRZMj71wApAePoNZaCE9SfN1FCClJVlusfPFRYLihnteocPfdd49VzmcjpZTLOQcu53y4nEfPZZwPl3M+XM75yCvf0+5g9Ho9rr76an73d3/3Jb//qU99io985CPcfPPNPPzww1x99dW8+93vZnFx8cTPHJ9f8fVvR44cAaDRaPDYY4+xd+9e/vzP/5yFhYVXPokxGsEAKEY+oT/63ULVWot4/2EAChfvwCsVv1YapTWFuWkmbng9Ukouuuiiscv5bONyzofLOR8u59FzGefD5ZwPl3M+8sr3Na0iJYTgb//2b3nf+9534mtvetObeOMb38h//+//HQBjDFu3buXf/Jt/wy/+4i+e9jF+8id/kptuuonv/d7vfdH3js+Ev/3226nX6ye2P/c878THW7ZsYWZmBiEEnuehlEJKiZTyZT/OsgzP80587Ps+QogTH8OwB/jCj4MgwFp74mNjDFrrEx8bY/B9/2U/1lpjrT3x8defx9d/rJR6TecktaH36FOoOKGweSPFi3eglKL14NMs3/0IVsKFP/o+wonaOXNO4/g4uXNy5+TOyZ2TOyd3Tu6c3DmdqXNqt9s0Go1zaxWpNE156KGHeOc73/m1A0jJO9/5Tr70pS+d0n0sLCzQ6XQAaLVa3H333Vx22WWveJubbrqJnTt3csMNN3DDDTec9PEnPvEJHnnkEfbu3QvA/fffz8GDw43k7rvvPubn54Fh6dfy8jIAt99+O81mE4AvfOELJ9pz6623EscxSiluvfVWlFLEccytt94KQKfT4Qtf+AIwLPO6/fbbAVheXubuu+8GYH5+nvvuuw+AgwcPnigf27t3L4888ggAu3bt4vHHHwfg6aef5umnnwbg8ccfZ9euXQCv7Zw+/3lWHnkCmynuf+Jx2LQBpRSf+fO/YumeR9BK8ZwcEE3WT5zT7bffzsrKytl7TmPwOCml+OxnP8vKysrYnNPZ+Dg99dRT3H777Tz22GNjc05n4+O0sLDAZz/7WZRSY3NOZ+Pj9E//9E8nzmNczulse5yUUnz+859nz549Y3NOZ+PjdO+993L77bezb9++sTmns/FxiuOYPJzREYwjR46wefNm7rvvPm688cYTP/fzP//z3HXXXXzlK1/5hvd5//338+M//uMnJnf/1E/9FD/xEz/xkj97fATjtttuo9FouBGMUzynzjO7MEurCD8guvJSwkoZoxR7//AfUM0upW2zzH3vt544pzRNabVaTE5OYq09K89pHB4nGD4pm5mZwff9sTins/FxMsawtrbGxMQEUsqxOKez8XFSSrG0tMTs7HDDznE4p7PtcUqShGazyczMDFrrsTins/FxEkKwsLDA9PT0iWv7XD+ns/FxUkrRbDaZnJwEGItzOhsfp+MZj3oE46zrYJyOcd1ob5SSIwvEe/YDUHr9pQSTDQAWPv8lmo89hyyE7PjQewmqpXVspeM4juM4jnOmnZMb7U1PT+N53osmZS8sLLBx48YzeaiTZFk2svseJ2qtRfL8AQAKF2w90bno7DpI87HnANj4rje/qHORZRmf//znXc4j5nLOh8s5Hy7n0XMZ58PlnA+Xcz7yyveMdjDCMGTnzp3cdtttJ75mjOG22247aUTjTHviiSd4+OGHefjhh0/Uozkn04OY/jN7hiVOG6aJtswBoLp9Fj53LwC1Ky+m+roLXnRbz/N44xvfiOeNfmWr85nLOR8u53y4nEfPZZwPl3M+XM75yCvf095or9vtsnv37hOf7927l0cffZTJyUm2bdvGRz7yET74wQ9y/fXXc8MNN/Dbv/3b9Ho9PvShD53Rhr/Qt3zLt5z4+Oabb+aWW24Z2bHORSZJ6T/5LFYpvFqF4iU7Tnxv/tZ70YOEoF5h9p1vfMnbSylP1EQ6o+NyzofLOR8u59FzGefD5ZwPl3M+js/5HPlxTvcGDz74INdeey3XXnstAB/5yEe49tpr+eVf/mUAvu/7vo9f//Vf55d/+Ze55pprePTRR/nc5z53YqLfKNx222089NBDPPTQQy87Ifx8ZZWi/9RzmDhBFiJKl1+COHZxLd/7GP19R0BK5r777cgwfMn7yLKMz3zmM27YcsRczvlwOefD5Tx6LuN8uJzz4XLOR175vqZJ3uvt+ESVZrNJvV5f7+acdazW9J98DtXuIMOA8tVXIAvD3cF7zx/m0P+8Haxh+u07mXrTlS9/P9bS6XSoVqsIIfJq/nnH5ZwPl3M+XM6j5zLOh8s5Hy7nfLRarVz2wTjtEqmzkbsQX8waQ/+Z3ah2B+H7lK687ETnIuv0mf/MPWANlYu3vmLnAob5ulW6Rs/lnA+Xcz5czqPnMs6HyzkfLud85PWceSz2Y3/wwQfdJO8XsFrT/+ou1GoLISWlKy7BKw9XhjLGcOTv7hjOu5ioMfddb/2G95dlGX//93/vhi1HzOWcD5dzPlzOo+cyzofLOR8u53y4EqlTcLxE6oXO90neVmn6T+9CNdsIT1K64lL8xtdeEZi/9V7aT+5GBD7bPvAdFDZ84wlV1lriOKZQKLjRohFyOefD5ZwPl/PouYzz4XLOh8s5H65E6jTceeedVKtVAObm5ta5NevHxAn9r+5C9/oI3xt2LurVE99fue8x2k8OVwCbffeNp9S5OO74LpbOaLmc8+FyzofLefRcxvlwOefD5Tw+xqJE6sorr+S6667juuuuO287GKrdpff40+hefzih+w2vO6lz0XlmL8tffBSAqW+6hvoVF576fSvFrbfeilLqTDfbeQGXcz5czvlwOY+eyzgfLud8uJzzkVe+Y1Eidb6vIpUcPkqy9yDWWrxykdIVl56Y0A0wOLzIwb/8AlZraq+7gLnvfttp3b+1FqUUvu+7YcsRcjnnw+WcD5fz6LmM8+FyzofLOR+uRMr5hkycMNizD7XaAiCYmaR48QUI/2u7NMaLqxz+X7djtaa4ZZbZ73zLqzrW8V96Z7RczvlwOefD5Tx6LuN8uJzz4XIeH2NRIvXQQw+dV6tIWWNIDh+l+/ATJ1aKKl68ndLrLj6pc5Gstjj0V/80XDFqss6m970D+Sp+cZVSfOELX3DDliPmcs6HyzkfLufRcxnnw+WcD5dzPlyJ1Ck431aRssaQLa2Q7D+MSVIA/FqVwiU78ErFk342WW5y6K//CdXpEdQrbPvAd+BXSuvRbMdxHMdxHOcscPy5syuROgXjvoqU7vXJllZIjy5hs2HPU0Yh0bbNBLPTL6pVHMwvc/hvjo1c1Cps+f53v6bOhdtdMx8u53y4nPPhch49l3E+XM75cDnnI69xhbEokRqnVaSstah2l+TIAoPnnqdz/6N0H36S5OA8NlPIKKRwwVYqO99AuHHmRb+E3d0HOfSpL5woi9r6ge8grFdeU5uUUtxzzz1u2HLEXM75cDnnw+U8ei7jfLic8+FyzocrkToFeQ3z5MkqTftLD530NeFJ/EadYHYaf7Lxsj37lS8/wfI9j4I1RBsm2fL+b8MvFXJoteM4juM4jnO2cyVSp8EYs95NOGOE7+HXquBLvEoZr1rBr1cRnveyt1H9mIXP3Ud390EAKpduZ+4734IMwzPSJmMMzWaTRqOBlGMx6HVWcjnnw+WcD5fz6LmM8+FyzofLOR95PWcei0dQa73eTTijyldfTvn1l1HYvoVgsvGKnYvOM3vZ94f/MOxcCMnUN13D5ve944x1LmCY7wMPPDB2OZ9tXM75cDnnw+U8ei7jfLic8+Fyzkde+Y5FidRdd91FpTKcZzA3N3fOz8M4FfHRFRZvf4DBoQUAglqFjd/1VkpbZte5ZY7jOI7jOM7ZKK8SqbEYwXj729/Ozp072blzJ5/4xCfWuzkjY4yhs+sgB/7yc+z/k08POxdS0rjmMnb8b+8ZWefCGMPi4uJYlaKdjVzO+XA558PlPHou43y4nPPhcs6HK5E6DbfddhsPPfQQDz30ED/xEz+x3s05o9K1Nq0ndjN/6708/7t/xZG/vZ3BgeGoRfmCzez4kfcw+643n9GSqK9njOHJJ590v/Qj5nLOh8s5Hy7n0XMZ58PlnA+Xcz7yyncsSqTGaRUpk6Yc+pvbUe0eWbcPX3chyDCgcul2Jm94PdF0Y30a6TiO4ziO45xz3CpSp2GcersyDInnl7HHJ+EISTRdJ9o4ReWiLZQv3Iz0833YjDHMz88zNzfnVnYYIZdzPlzO+XA5j57LOB8u53y4nPOR13Nm18E4C81+x1vwCxF+rUzQqOTeofh6xhj27NnD7Oys+6UfIZdzPlzO+XA5j57LOB8u53y4nPPhSqROwTiWSDmO4ziO4zjOKLhVpE7DuI1gnG2MMezfv9/lPGIu53y4nPPhch49l3E+XM75cDnnw60idRoefvjhE2/z8/Pr3ZyxY4zh8OHD7pd+xFzO+XA558PlPHou43y4nPPhcs6HK5E6BceHeV7o5ptv5pZbblmfBjmO4ziO4zjOWcqVSJ2G22+/fWz3wTgbaK3ZvXt3btvLn69czvlwOefD5Tx6LuN8uJzz4XLOR175jkUH4+qrr+a6667juuuuY25ubr2bM3astaytrXEOD3adE1zO+XA558PlPHou43y4nPPhcs5HXvme0x2Mo0ePArC8vLzOLRlvS0tLfOYzn2FpaWm9mzLWXM75cDnnw+U8ei7jfLic8+Fyzsfx58zHn0OPylh0MA4fPrzOLRlvhw4d4ld+5Vc4dOjQejdlrLmc8+FyzofLefRcxvlwOefD5ZyP48+ZXQfDcRzHcRzHcZxzxlh0MDzPW+8mjLXj+bqcR8vlnA+Xcz5czqPnMs6HyzkfLud85JXvWHQw3IoDo3U8X5fzaLmc8+FyzofLefRcxvlwOefD5ZwPt4qU4ziO4ziO4zjnHH+9G3Am7N69+8SGe3Nzc26p2jPMDVvmw+WcD5dzPlzOo+cyzofLOR8u53zkle853cE4vpbvj//4j5/42i/+4i/y7/7dv1uvJo2lVqt14n273V7n1owvl3M+XM75cDmPnss4Hy7nfLic83E821HvhyHsObyjycMPP8zOnTvXuxmO4ziO4ziOc8546KGHuO6660Z2/+d0B8MYw5EjR6hWqwgh1rs5juM4juM4jnPWstbS6XTYtGkTUo5uKvY53cFwHMdxHMdxHOfs4laRchzHcRzHcRznjHEdDMdxHMdxHMdxzhjXwXAcx3Ecx3Ec54xxHQzHcRzHcRzHcc4Y18FwHMdxHMdxHOeMcR0Mx3Ecx3Ecx3HOGNfBcBzHcRzHcRznjHEdDMdxHMdxHMdxzhjXwXAcx3Ecx3Ec54xxHQzHcRzHcRzHcc4Y18FwHMdxHMdxHOeMcR0Mx3Gcs9yOHTv47d/+7TN2fz/yIz/C+973vpf9/ic/+UkajcYZO944uOWWW7jmmmvWuxmO4zjnBNfBcBzHOcs98MAD/PiP/3hux/u+7/s+nnvuudO6zTve8Q5+9md/djQNepVcp8BxHGd9+OvdAMdxHOeVzczM5Hq8YrFIsVjM9ZinI01TwjBc72Y4juM4L8ONYDiO46yjd7zjHfz0T/80P/3TP029Xmd6epqPfexjWGtP/MwLS6TuvPNOwjDknnvuOfH9//Jf/gsbNmxgYWEBgIMHD/L+97+fRqPB5OQk733ve9m3b98pt+nrS6SOjwT86Z/+KTt27KBer/P93//9dDodYFhyddddd/Hxj38cIQRCiBPHe/LJJ/mO7/gOKpUKs7Oz/NAP/RDLy8sn7rvT6fCBD3yAcrnM3Nwcv/Vbv/Wi0ZAdO3bwq7/6q/zwD/8wtVrtxGjOL/zCL3DppZdSKpW48MIL+djHPkaWZSfO4Vd+5Vd47LHHTrTpk5/8JADNZpN/+S//JTMzM9RqNW666SYee+yxkzL4tV/7NWZnZ6lWq/zoj/4ocRyfcn6O4zjnO9fBcBzHWWd//Md/jO/73H///Xz84x/nN3/zN/mDP/iDl/zZ40++f+iHfohWq8UjjzzCxz72Mf7gD/6A2dlZsizj3e9+N9VqlXvuuYd7772XSqXCt3/7t5Om6atu4549e/i7v/s7Pv3pT/PpT3+au+66i1/7tV8D4OMf/zg33ngjP/ZjP8b8/Dzz8/Ns3bqVZrPJTTfdxLXXXsuDDz7I5z73ORYWFnj/+99/4n4/8pGPcO+99/IP//AP/OM//iP33HMPDz/88IuO/+u//utcffXVJ84XoFqt8slPfpKvfvWrfPzjH+f3f//3+a3f+i1gWOb1v//v/zuvf/3rT7Tp+77v+wD4F//iX7C4uMhnP/tZHnroIa677jq+9Vu/ldXVVQD+6q/+iltuuYX/9J/+Ew8++CBzc3P83u/93qvOznEc57xjHcdxnHXz9re/3V5++eXWGHPia7/wC79gL7/88hOfb9++3f7Wb/3Wic+TJLHXXHONff/732+vuOIK+2M/9mMnvvenf/qn9rLLLjvp/pIkscVi0X7+85+31lr7wQ9+0L73ve992Tb90R/9ka3X6yc+v/nmm22pVLLtdvvE1z760Y/aN73pTSedx4c//OGT7udXf/VX7bve9a6Tvnbw4EEL2Geffda2220bBIH967/+6xPfbzabtlQqnXRf27dvt+973/tetr3H/df/+l/tzp07T2r31VdffdLP3HPPPbZWq9k4jk/6+kUXXWQ/8YlPWGutvfHGG+1P/uRPnvT9N73pTS+6L8dxHOeluTkYjuM46+zNb34zQogTn9944438xm/8BlprPM970c+HYcif/dmfcdVVV7F9+/YTr9oDPPbYY+zevZtqtXrSbeI4Zs+ePa+6jTt27DjpPufm5lhcXHzF2zz22GPccccdVCqVF31vz549DAYDsizjhhtuOPH1er3OZZdd9qKfv/7661/0tU996lP8zu/8Dnv27KHb7aKUolarfcM2dbtdpqamTvr6YDA4kc/TTz/Nv/pX/+qk7994443ccccdr3jfjuM4zpDrYDiO45yD7rvvPgBWV1dZXV2lXC4D0O122blzJ3/2Z3/2otu8lsniQRCc9LkQAmPMK96m2+3ynve8h//8n//zi743NzfH7t27T/n4x8/vuC996Ut84AMf4Fd+5Vd497vfTb1e5y//8i/5jd/4jW/Yprm5Oe68884Xfc8tzes4jnNmuA6G4zjOOvvKV75y0udf/vKXueSSS15y9AKGr/7/3M/9HL//+7/Ppz71KT74wQ/yT//0T0gpue666/jUpz7Fhg0bvuGr+WdSGIZorU/62nXXXcf//J//kx07duD7L/5zc+GFFxIEAQ888ADbtm0DoNVq8dxzz/G2t73tFY933333sX37dn7pl37pxNf2799/Sm06evQovu+zY8eOl7zvyy+/nK985Sv88A//8ImvffnLX37F9jiO4zhf4yZ5O47jrLMDBw7wkY98hGeffZa/+Iu/4L/9t//Ghz/84Zf8Wa01P/iDP8i73/1uPvShD/FHf/RHPP744ydeuf/ABz7A9PQ0733ve7nnnnvYu3cvd955Jz/zMz/DoUOHRnYOO3bs4Ctf+Qr79u1jeXkZYww/9VM/xerqKj/wAz/AAw88wJ49e/j85z/Phz70IbTWVKtVPvjBD/LRj36UO+64g6eeeoof/dEfRUp5UsnYS7nkkks4cOAAf/mXf8mePXv4nd/5Hf72b//2RW3au3cvjz76KMvLyyRJwjvf+U5uvPFG3ve+9/GFL3yBffv2cd999/FLv/RLPPjggwB8+MMf5g//8A/5oz/6I5577jluvvlmnnrqqZFl5ziOM25cB8NxHGed/fAP/zCDwYAbbriBn/qpn+LDH/7wy26s9x//439k//79fOITnwCGpUb/43/8D/79v//3PPbYY5RKJe6++262bdvG93zP93D55ZefWGZ1lCMa//bf/ls8z+OKK65gZmaGAwcOsGnTJu6991601rzrXe/iDW94Az/7sz9Lo9FAyuGfn9/8zd/kxhtv5Lu+67t45zvfyTd90zdx+eWXUygUXvF43/3d383P/dzP8dM//dNcc8013HfffSdWlzrun//zf863f/u38y3f8i3MzMzwF3/xFwghuPXWW3nb297Ghz70IS699FK+//u/n/379zM7OwsMV6D62Mc+xs///M+zc+dO9u/fz7/+1/96NME5juOMIWHtCxZbdxzHcXL1jne8g2uuuebEPhfnu16vx+bNm/mN3/gNfvRHf3S9m+M4juO8Cm4OhuM4jrNuHnnkEZ555hluuOEGWq0W/+E//AcA3vve965zyxzHcZxXy3UwHMdxnHX167/+6zz77LOEYcjOnTu55557mJ6eXu9mOY7jOK+SK5FyHMdxHMdxHOeMcZO8HcdxHMdxHMc5Y1wHw3Ecx3Ecx3GcM8Z1MBzHcRzHcRzHOWPO6UnexhiOHDlCtVr9hpsyOY7jOI7jOM75zFpLp9Nh06ZNJ/YjGoVzuoNx5MgRtm7dut7NcBzHcRzHcZxzxsGDB9myZcvI7v+c7mBUq1UA9u/fT6PRWN/GjDFjDM1m86Tdd50zz+WcD5dzPlzOo+cyzofLOR8u53w0m022b99+4jn0qJzTHYzjZVG7d+8+0cGYm5tjbm5uHVs1frIs4ytf+Qo33XQTQRCsd3PGlss5Hy7nfLicR89lnA+Xcz5czvnIsgxg5FMLzul9MNrtNvV6/aSv3Xzzzdxyyy3r0yDHcRzHcRzHOUsdf+7carWo1WojO845PYJx3B133HEiJDd6ceYZY1heXmZ6etoNW46QyzkfLud8uJxHz2WcD5dzPlzO+TDG5HKcsXgEr7rqKq677jquu+4618EYAWMMTz75ZG4X5fnK5ZwPl3M+XM6j5zLOh8s5Hy7nfOSV71iUSI16mMdxHMdxHMdxznV5PXceixEM19sdLWMMhw8fdjmPmMs5Hy7nfLicR89lnA+Xcz5czvlwJVKn4eGHHz7xNj8/v97NGTvGGPbs2eN+6UfM5ZwPl3M+XM6j5zLOh8s5Hy7nfLgSqVPgVpFyHMdxHMdxnFPjSqROwx133MFDDz3EQw89xE/8xE+sd3PGjjGG/fv3u1cVRszlnA+Xcz5czqPnMs6HyzkfLud8uBKp0+BWkRotVxeZD5dzPlzO+XA5j57LOB8u53y4nPPhSqROgVtFynEcx3Ecx3FOjSuROg1a6/VuwljTWrN7926X84i5nPPhcs6Hy3n0XMb5cDnnw+Wcj7zyHYsOxjk8CHNOsNaytrbmch4xl3M+XM75cDmPnss4Hy7nfLic85FXvmNRInXXXXdRqVQAmJubc/MwHMdxHMdxHOfruBKp0/D2t7+dnTt3snPnTj7xiU+sd3PGjtaaZ555xg1bjpjLOR8u53y4nEfPZZwPl3M+XM75yCtfP5ejjNjtt99+Yj8MN3oxGoPBYL2bcF5wOefD5ZwPl/PouYzz4XLOh8t5fIxFiZRbRcpxHMdxHMdxXpkrkToNbjhttLTWPPnkky7nEXM558PlnA+X8+i5jPPhcs6HyzkfrkTKcRzHOadoo1lLuqzEbZpJh8P6KKsLGUW/QC0sM12o04iqeGIsXttyHMdxXoYrkXIcx3FetcxodrUO8dzaftbSVYxNkMIgsAgsCBj+IwFJwSuxqbyJq6YupR5W1rfxjuM45xlXInUa3HDaaGmteeSRR1zOI+ZyzofL+czIjOJLC0/zp8/eypeOfolOdoCS36ERxUyGKVOFjKmCYrqgmAwzGmFCLUzwxBpHes/w2QOf44vzDxCrZL1P5ZzlruV8uJzz4XLOhyuROg2PPvroSatIuZWkzrxisbjeTTgvuJzz4XJ+bfa1F7jt8ENo26Lsa4q+puRZpABpwRMCEAhrAYGVoLEYYZA+aAypzlgaPMdnD86zc3on26qb1/u0zknuWs6HyzkfLufxMRYlUi908803c8stt6xPgxzHccaYsYY7Dz/BU2vPUglSqoGm7FsiYfGFRFpBJAWeEAgE1gqQAnGsc6GMRVkLwmKFIbWSgRJkJmJb5TKunb4aIcR6n6bjOM7YyqtEaixGMG677TYajQbg9sEYBaUUjzzyCNdeey2+PxaXzFnJ5ZwPl/Ork2nFX++5j+X4MBORohEaCtJQEJKClEQyoBwGhJ5P4PkIC1obpCfRxpJqhcKQGU1iMhCaAsMOSl9pjvSfYnC0z42zb0bKsajeHTl3LefD5ZwPl3M+lFK5HGcsHsFrr72WiYmJ9W7G2BJCMDEx4V5ZHDGXcz5czqcvUSl/8uxdxHqJ6aKm4RvKnqXkeZT9gEaxSCUqEnoBHhIhACtI0wyEJDMWYywGQ2o0yipSk6Jsiial4GkiL6GTPc+9RzO+aeM3u07GKXDXcj5czvlwOecjr3zHokTKrSLlOI4zGqnK+IOn7yQ1S8wWNRORouYJqoHPTKlELSrjywBpQWoNWiGsBivAmuGdCIGyllgJtBBk+BgJRmiUTcjsgMwmdJVlLfEoeRdw48Zvdk80HMdxzjC3itRpyGu453yllOK+++5zOY+YyzkfLudTp43mD5++m0QvsrGkmIw0k4FgrhyxvVFnolAlROKnMV6/hTj2RncN210iXj2C7a1Cfw0/7lAxfQppj0LSopR2CTNFgQKVoEY1qDARemwoaBKzj4eW7l/v0z/ruWs5Hy7nfLic8+FKpE6DG0ofLSklmzdvdjmPmMs5Hy7nU2Ot5U+f+TLt7CibK4bJUDMTSeaqRapBmZAAL0sRaQxZDGkM2mC1BQNYi0hTUAIrBQiJ8CSRtPhAnEoCGWACHxGE+EGRKAgIvC6eTFgaPMvTaxUun3j9ekdx1nLXcj5czvlwOecjr3xdiZTjOI7zIrc+/xQPLz/G9ppmQ1EzVxTMVUtUvDKBEch0gEj6MOhhMwXKQGYgTcAKrPnanxYhh6tJEYTgB+AJrJQMrMFKiQpC/GIBwgjje/Rtj7V0wEI/5HWNb2Wu7BbvcBzHORNcidRpcMNpo6WU4u6773Y5j5jLOR8u52/sqcV5vrTwOHMVzUxRsakk2FQtUfErhErj9dYQnRVsawXb6WBX1rBHF7FHjmIXV7ELS9jFZQYHDmOXVrCLx96OLmCPzmOXVxCtJqUkRfRivG4b3VyDbosgianKMtNRmY2llGebd9HPeusdyVnJXcv5cDnnw+WcD1cidRrccNpoSSm56KKLXM4j5nLOh8v5lXXiAf/3c19kS00zW9JsKgk2Vo6NXCQDRL+N7XZg0Me2+9DuYVODySzECqvAagNWIDKFjix4EhH4EAmE70EvQXpA4FMsFoj9YamUyRKESfFshUqhhIwExnZ5eOk23rLxu9xj9nXctZwPl3M+XM75cCVSp+D4MM9dd91FpVIB3E7ejuM4r8Uv3/UZarU1LqprtpUN26olan4ZPx4gOqvQbWPXutDsoPsptpWim31M12AygdVgjcWar5VGSd9DRBIZ+ciihwwllEJEKUAGIAJJ7PuoYhFbjgirBbxqHUpVOmQc7nfx5JVcOXnDesfjOI5zTnMlUqfh7W9/Ozt37mTnzp184hOfWO/mjB2lFLfffrsbthwxl3M+XM4v7/968EH8YpMtFcNc0bC5UqDmlfB7HURzAbuyhD20gDm8RPr8EvHD83QfXaL5eI+1ZwasPhuz8lzK6m7F6vOKpecGNJ/PaO1NaO/p09vdpL9rjcHuJum+NmrfGmq+i24lhL2EYHkNubxKutrCNFcQ3SZV67GpVCbJvspS/+h6R3RWcddyPlzO+XA558OVSJ2GO+6440QvzI1enHlSSq688ko3bDliLud8uJxf2pNHFnlusItLpg0bS5qt1ZCGX8bvtxBri9ilNczCKupQm3hvm8GCpd+2JF1JEoPSHtoKrAVjLUIILN5wXncIUeTh++AHgqBg8ItdwpIhqBUIJlK8ssRvFDBZhogT0jQlMgrPauqVCTZVI/Z07mQy+l48byz+dL1m7lrOh8s5Hy7nfLgSqVPgVpFyHMd57QaJ4v93z//Dtukel09kXDrhsTGsE/VaiJUF7Pwiav8Sg6+u0Xpe0Twq6bUNSSoxViKCAFGIkEEwnGshJAjAGKzW2FRhswxhDVHFp1zzCAOFhyEsWQpVQzQZEkyFeLWAtBoiihImy4QzDbzJKUxlkqN6QDPdxlXTb1vvyBzHcc5JeT13HouXgbIsW+8mjLUsy7j99tu56aabCIJgvZsztlzO+XA5n8xay3/74ldoVPtsq2q2VmBDWCHqNmHxMGr/EZLH5ll9dMDi89BtgzYGEUZ4jSqFiTqlHZspbJwi2jCBXy3jFUKyNOPpxx5nx+QGssUm/QML6Dgm6/VZXR0gjaDcKFLxNGkvxV9LKSwnlGYLyMkYXS8ilUIphbQGaS0bqlMMvH2s9i9lsrRxvaNbd+5azofLOR8u53zk9Zx5LDoYnuetdxPGmud5vPGNb3Q5j5jLOR8u55M9sOcoC94hrqgatlY0m4s1ir0OzB9APb2f1l1HOfiIobVsMVYgoojCpo3MvPPNTL/1GurXXIZfKrzofo0x1N71RhqNBlJKTJqy9shzLN/9CGsPP4OOE/rdHr2jfSq1EuVAoRYSklZMeYPA36CwcYjSBqkVARZfCraUJ9jVu5NG4f3nfSmFu5bz4XLOh8s5H3nl60qkHMdxzlPtfsq/v+vzbJttcdVMxhsmC8ykGnFwD/GXnuPQp9c4useSpSB8j8L2Lez4sX/O7He9Hb8Qvurjqn7M/Kfv4ejn7iNrdjFxgoj7VKuWghwgdEKxYQhnPYKNAd6mKtFkAW/LBpiZo1OpsZbu4MLGG89gGo7jOOPPrSJ1GlyJ1GhlWcZnPvMZl/OIuZzz4XIeMsbyyfuepFLrsL2q2FGVTBkJ+/fQ+bvHeeoPVzn0zLBzETRqXPTRH+XGz/x3Nn/vt51S5+KVcvZLBba+/9vY+f//d2z7gXcTTNYRjQlacYGVVoTyy/TXPHp7NfHeGLV3jXSphz28AMtHqcR9ArmbVA1GEc05w13L+XA558PlnI+88h2LEYxms0m9Xl/v5owtay2dTodqtYoQYr2bM7ZczvlwOQ89uXeF//O5O3n9XJ83bsi4olIheP5Zln7vQfbck5ImFqRk8o1Xcvlv/SLFDZOndf+nk3Pa6rL/j/8flu5+FKs0ptWiUkgp+j08FKUNluJ2n+iiGtGGKmzdhJnbyn5T45KJ97yWGM5p7lrOh8s5Hy7nfLRaLRqNhpvkfSrchThaQghXgpYDl3M+XM7QHWT83088wczsgB01xY5KEf/A8+z7P+7n0GMKoy1e6HPhv/0Rtv9v3/uqjnE6OYf1Cpf8zA+w8Tveyu7f+UsGUtDt9khiS72S0J1P0FkGpoWwllAIPN9n06xPMz5Mo7D5VbXxXOeu5Xy4nPPhcs5HXs+ZXYmU8w1lWcbf//3fu5xHzOWcj/M9Z2sttz92kF5pke1Vy0U1SeXoMrs+8kUOPjLsXBQmilz3N7/9qjsX8Opyrl6ylat/6+fY9J5vxqtV0ZUplldDEhvRX5K0n82Id7VQiy04eJjC6gJJ+qVX3cZz3fl+LefF5ZwPl3M+XInUKXAlUvmw1hLHMYVCwY0WjZDLOR/ne84HF7v82r33sWnzIt+0KeNam7H7h/6etUMagOrWOtf8/R8Q1aqv6TivNee1h77Kro9/iqzdRS8uUSkOKAYphYZh4nUepddN4m2Zxlx8Ca3q9UyXr31N7T0Xne/Xcl5czvlwOefDlUidhkcffZRqdfjHcG5uzu3mPQK+PxaXylnP5ZyP8zVnrQ2ff/wgXn2NCxqaSyLDc9/zD7Tmh52L6csnufJv/xjfPzNr0L+WnCd2XsHVv/lzPP1//AE9IWgvLJGmFshoPqORco2CL5CFkNKFBUzx6vNy2drz9VrOm8s5Hy7n8TEW/xu/4x3vYOfOnezcuZNPfOIT692csaOU4tZbb0Uptd5NGWsu53yczzk/faDJg+19bK6lXFpKOfwv/oHWvEIIwdzVda7+uzPXuTgTOUfTDa78tZ9h4ppLCWY30MuKrLU8+k3J2tMZ6a417OElwqMHafVuOyPtPpecz9dynlzO+XA55yOvfMeiROrOO+90IxgjZK1FKYXv+27YcoRczvk4X3MeJIr/8x+/yv7yV3nbpj5bP3wr7d1dhBBsurLAZZ/6c2RYPGPHO5M5G2PY/fG/YOmeR+kcOELV6zE5YahOayavKxJcvgGufD3MfoggLJ2hMzj7na/Xct5czvlwOefDlUidhmuuucbNwRix47/0zmi5nPNxPub80HNLPJ0e4nVzCZtuuX3YuUCw8VKPi/7w985o5+K4M5WzlJKLP/wDyDBAf+ErNPcdRjQHCCTekwMaxVXC8l7i0j8QTH3/GWj5ueN8vJbXg8s5Hy7n8TEWJVJuOG20lFJ84QtfcDmPmMs5H+djzsutmC/umac80eYNf/gleg+uIBDMXii56L98mHDizI/6numcpZRc+K+/l83ffiP+xllWeiHNjqA9L+k+3kXtWyA6+AxZPH9GjncuOB+v5fXgcs6HyzkfrkTqFOS13bnjOM657PMPHORvDjzO2564h7k/fwyMZWpOctm/vZ7Se//DejfvtBhjeOY//wnPfe5+vKV5Nk0qanXL1OWC6jfNYa+7mnD7T613Mx3Hcc5KeT13HosRjHO4j3ROsNbSbrddziPmcs7H+ZbzYnPAw4eW2Xr4Geb+6kkwltqk4JL3Nyh818dGdtxR5Syl5HUf/UGmr7+MQWOGhRVBrwvNXZbBkwuwexdZ55Ezesyz1fl2La8Xl3M+XM75yCvfsehguOG00VJKcc8997icR8zlnI/zLefH9qxwZP5Z3vjJeyDVFMuCi7/NJ/ren0d6Z2bFqJcyypyl7/OmX/1XFC/exmplgsVFhp2MJzXmuQXEnk9jz4PNus63a3m9uJzz4XLOhyuROgWuRMpxHOflLTUH/PHnn2D7732ciSOrBAFc9lZJ44ffTOGtoxu9yMu+PUe592d+A3nkEBvTNnObobEFJr59I/Kbv5tg7r3r3UTHcZyziiuROg3GmPVuwlgzxrC6uupyHjGXcz7Op5wfe36Fyl9/ivr8GlLA1isE9bfOENzw0ZEfO4+ct184S+PHv49ebYKmjFhegNZhS/crS9hn78Kk3ZEd+2xwPl3L68nlnA+Xcz7yyncsOhha6/VuwljTWvPAAw+4nEfM5ZyP8yXnpdaAff/zH9n25HN41jKzVTB7QxHvW74XLyyM/Ph55CyEYOc3X0H8z76NlVqDdipprkJzlyF5cD9m7x+P7Nhng/PlWl5vLud8uJzzkVe+rkTKcRxnDP3j3z1A7+b/SrnXoT4Bl3yLT/ndlxPe9J9hzDax+sKDh/jSn/wdFzzwFeZWV9kwCxObBBu+Z5bgO2/Bq2xd7yY6juOcFVyJ1Glww2mjZYxhcXHR5TxiLud8nA85Lxxt0vmdT1LsdykUBFuuFBRfP4l404/k1rnIM+drL56i9I63cnj7Flq1MiuLlu6SpXXnIvrJ/2vkx18v58O1fDZwOefD5ZwPVyJ1GtzFOFrGGJ588kmX84i5nPNxPuT82K/9CYXDBwmkZe5CqF9RQN5wFUHlitzakGfOM40i1+2YZtdNN7E8O0Xy/7L353GSX3d97/8657vXXtX79OybpNFoHSxbwsYLNrLN6hsSLiFACD+uA8kNPBxuLkkAGzAk5jpOQuKAMHhjxyzGwbItIdmSbcmWrNVaRtJoRrP09PRW1bV/13N+f5QkLLxp5Kmq7p7zfDzm4a81PdOf77vOdPep8/me49qsLWmaJzLCOx8lW7pn6DWMw8UwljcCk/NomJxHY1T5mhYpwzCMLeTpW+7h6M+/G6fXZmabYNf1FrlX7kR+13/A9ubHXd7QrLVCfvuWxzn5zMO8+hO3M3tmhVIJpndJZn5kF973/RbSssZdpmEYxliZFqnzYGa7w6WUYmFhweQ8ZCbn0djKOceNFk/95oew+10KRcHMQUGwr4i+6uqRTy5GnfNEyee63RP0p3bw1KsupztZoL2uaS1rWp86hTrxlyOpY5S28ljeSEzOo2FyHg3TInUezGAcLqUUTz/9tMl5yEzOo7FVc1ZK8eV3fRgWFnAszdweKO51EQe3Yc++ZSz1jDrnq/ZOsjcoc/TgpZy7Yjuq4FBfVqyfyOh+7K/Jou7IahmFrTqWNxqT82iYnEfDtEi9CKZFyjAMY2DpU3fzwC++F2u9wex2zfw1kvy1k6jv+k6C6R8dd3kjobXmf999kj9+6hiTxUVe+6HbqTyxRM6HbfslMz/3KvxX/r/jLtMwDGNsTIvUebj//vuf/7W4uDjucrYcpRQnT5407yoMmcl5NLZizlG9yZO//ReIZpNCCSZ2CIKdPvKSHdjlN4+lpnHkLITgmv2TzLsF6rrIye+7gnS6QLejaJzTtD5yN1l7YWT1DNtWHMsbkcl5NEzOo2FapM7Da1/7Wo4cOcKRI0e46aabxl3OlmP6IkfD5DwaWzHn47/9F/SOn8KxFFPzmsIuibWjSrr7MhxvYiw1jSvn7VN5rp2dJO36HN8zT+uGnci8Q2NF0TgaE/7Nfx5pPcO0FcfyRmRyHg2T82iYFqkX4bllnjvuuINCoQDA3Nwcc3NzY67MMAxjNFY//xBf/o//k/TsOSbnYPtlitJVReT1l6EvfSuuPzvuEkfu6bMt3nXbw4TlZa6YbHHNb92BuP8cQSDYfshi7j3vwJk7Mu4yDcMwRs60SJ2HK664gmuvvZZrr73WTC6GIMsyjh07NrLj5S9WJufR2Eo5p50ex2/6K5LlVYK8pjaryG23EXNl0u17xzq5GGfOe2aLXDlRod9xWco8Wj98GGs6T6+rqJ9WtN73X9nE7609byuN5Y3M5DwaJufRGFW+W2KCsRW+UWxkWmsajYbJechMzqOxlXJ+5gMfo3PsJJZOqU0LSnMCeyaH2LcDkf/2sdY2zpylFLzu0Db8NEez67CwZxbrxt1IV7K+oqh/sUH05Y+NvK4LbSuN5Y3M5DwaJufRGFW+W6JFyuwiZRjGxab91Gke/rf/le5TT1OraWb3ZFSvcPEunyO+/npytX8GQoy7zLFJUsVvfOxBjqrT7J/vcl2hR+XtdxJ/eZl8QbLrep/p3/ozLNsZd6mGYRgjY1qkzoNZThuuLMs4evSoyXnITM6jsRVyVkpx4n1/TbS4hOdqShNQnBc4U3n07u0k/uGxTy7GnbNjS268bB4d+jR6FkuWT/AvDiHzDt22ZvWxkP4tvzuW2i6UcWd8sTA5j4bJeTRMi5SxofT7/XGXcFEwOY/GZs959TP303z4SbJOh+qEoDCpcGc85FyZdG47xeDKcZcIjD/nq/ZOMGMXaXVsVvqSxtXbKL5xH0hYW9KsfPiTZGk01hq/VePO+GJhch4Nk/PWsSUmGJZljbuELc2yLK655hqT85CZnEdjs+echjEn//Bm4qUVcnnIlTX5OYFVy6F3b6fj7UDK8d/bRsg58GzesG+eqO+z1hMsdSW5nzqEN5sjTTQrxzJa7/vVsdX3rdoIGV8MTM6jYXIejVHluyUmGGY5bbiyLOORRx4xOQ+ZyXk0NnvOZ/7kk/RPnoU4pDwBxWmFO+0j56pkU9soBzeMu0Rg4+T8qkNz5LM87Z5NPRKsBj7T/+Y6pCNoNzXn/uZB4m5zrDW+VBsl463O5DwaJufRMC1ShmEYxguEy3UWP3EXyeoaxbIgV4LcjMSqBehd21j3JnAtb9xlbijlvMsr5mbodG3qPcFqX2J95yzla6fQWrNyWrP27n8/7jINwzC2lC0xwTDLacNlWRaHDx82OQ+ZyXk0NnPOp/7gZuLlNaROKJQ1xekMZ9JDzlVRU3Pk3evHXeLzNlLO33P1TnQ/oB4K6pGgHsP821+LE0jiSLF460n6q0vjLvO8baSMtzKT82iYnEfDtEidB7OcNlxZlvHAAw+YnIfM5DwamzXn7qlFVj//EOlanVIFgrLGn5bIiTxi5zx1p0jRmxh3mc/bSDlvq+U5UJyg23NoRLAaSZI5h23/5ABCwPqyYvlXfmHcZZ63jZTxVmZyHg2T82iYFiljQwmCYNwlXBRMzqOxGXM+9Qc3k6ysYVkZhRIUphROzUdumyCbmEHLy8Zd4lfZSDn/4FV76Xdd6j1BIxI0YsXUz76SoGqjlObs55bonTw+7jLP20bKeCszOY+GyXnr2BITDLOcNlyWZXHppZeanIfM5DwamzHn9pMnqd/zKGljnVIF/LLCn7KQU3nEjlnqbo7Z/CXjLvMFNlrOh3fWqFKiFUoafaiHgtBK2fvzL0MI6LYVp3/hP467zPOy0TLeqkzOo2FyHg3TInUe0jQddwlbWpqm3HvvvSbnITM5j8ZmzPnkH3yCZLWO6yjyRchNaZwJH7ltkqw2y3o8hRQb68v5RstZCMH3XLKPTs9hPRqsYrTihML3XkF1jwvA4oPrtB55cLyFnoeNlvFWZXIeDZPzaIwq3431HeklEmM+sXarE0JQrVZNzkNmch6NzZZz86EnWX/gKFmzRbEqCCoKf0oiJ/OIbbO0XI8dxW8bd5lfZSPm/PpD2xBhnvVQsh5CI5b0dcK+X/sObFuQJprj//ad4y7zRduIGW9FJufRMDmPxqjy3RITDLOcNlyWZbF//36T85CZnEdjs+V88g8/Qbq6huspckVNYVoPnr2Yn0JNTLLQc8m7hXGX+VU2Ys6ObXFkeo5OaNGMB6sYnSTGuXIfs9f4ANRPdFm9/XNjrvTF2YgZb0Um59EwOY+GaZE6D2Y5bbjSNOWuu+4yOQ+ZyXk0NlPOa3c9ROvRp8k6HUoVQa6a4U5YyMkiYm6alpNjwr9q3GV+TRs153965BJ6PZf1CNZDaCWCUGTs+OVX4ecESmmO/dJ70FqPu9RvaqNmvNWYnEfD5DwapkXqPEi5JW5jw5JSMj8/b3IeMpPzaGyWnJVSnPqTW0hW6/iBJl/S5CbBnggQ2yfJatOc7GVsK+wad6lf00bNeaLgM+dM0o4kzVizHkMvjbF272PXqwKEEHSW+iz86cfGXeo3tVEz3mpMzqNhch6NUeW7JV5FMxiHS0rJrl27TM5DZnIejc2S88qnv0T32Gl0r0upIgiqGd6EjZzMI2dnaDs+iN0b9j42cs4/dOVBOn2bdiJohNCJFZFQTP2bV1GoAGhO/JcPbPj9+DdyxluJyXk0TM6jYSYY58Espw1XmqbceeedJuchMzmPxmbIWaUpZ/7870jW1vDzgqCgCSbAqvmI7dNklSlO90MOlg+Pu9SvayPnfPX8FFZaoBlCKx60SfVVhNi5l92vzSOFIFqPOPk/PjzuUr+hjZzxVmJyHg2T82iYFqnzYGa7wyWlZN++fSbnITM5j8ZmyHnp5rvonVpE9/uUyorcs6sX1kwJOTND2/FYC8sUNuDD3c/ZyDkLIXjdzr10IotOAo0I+mlGLDTlH3s55RkBaE5/4KMk7e64y/26NnLGW4nJeTRMzqNhVjDOgxmMw2X6IkfD5DwaGz1nFcec+einSdfq5Arg5wfPXlgTPsxPklanOBP22VvauKsXsPFz/p7L9hHFLu1YsB5ltGJBpBPk3gPsfm0OyxYk3Zhj/+mmcZf6dW30jLcKk/NomJxHw0wwzoNZThuuNE25/fbbTc5DZnIejY2e88JffYZwcRXCPsWSIldTODUba7o8WL2wbRa6DjuLG/Ph7uds9Jx922ZfaY5WDN1EsB5p+llKYkkKP/htTM0PVjHOfewz9BdXx13u17TRM94qTM6jYXIeDdMidR7MbHe4pJQcPnzY5DxkJufR2Mg5p50eizd/jnS1Tq4IXl6Tm3hu9WKKpDLFQr9Hxd2FJTf2XvEbOefn/NBll9ONbLqppN7XdBOIdIzcdwnbXu3juoIsTDj2n3533KV+TZsh463A5DwaJufRuKhXMN7ylrdQrVb5wR/8wRf18WYwDpeUkunpaZPzkJmcR2Mj53zmI39HtNJAxH0KRUW+pnAnHKyZwepFy5Kc6dhcWj007lK/qY2c83O2l0sUZJl2DL0MmpEmzFISxyH/3dcwtWOwirFy2xfoHF8Yd7lfZTNkvBWYnEfD5DwaF/UE42d/9mf58Idf/O4dSZIMsRojSRI+9alPmZyHzOQ8Ghs157jRYunWL5KurpEvS7ycJlfTyAkftk8Tl6c42+uhdIWqVx53ud/URs35H3rDroN0Y0k31dT7ijCFhATr4CHmXpXH9wUqSnjqNzbesxibJePNzuQ8Gibn0RhVvhtygvGa17yGYrH4oj/eHCs/XJZl8bKXvczkPGQm59HYqDmf+uNPEjdayDQil0vJ1xTOhIs1W0FMz9KUioWu5EDlIEKIcZf7TW3UnP+hG7bvJM08eqmklSjaMURZQur55N5wiOndAgHU73qQ9S8/Ne5yX2CzZLzZmZxHw+Q8GqPK97wnGHfeeSff+73fy7Zt2xBC8NGPfvSrPua9730vu3fvxvd9Xv7yl3PPPfdciFq/LrOcNlxSSmq1msl5yEzOo7ERcw7PrbFy5wOkq2sUymKwejHxlasXE5zt9+llAftKe8Zd7ouyEXP+WhzL5mB5nnYsiJRgtZcSZopEZ8jLLmf2FTmCPOg44dh//r1xl/sCmyXjzc7kPBom59HYsC1S3W6Xq666ive+971f8/f/7M/+jLe97W28/e1v5/777+eqq67ixhtvZHl5+fmPufrqqzl8+PBX/Tp79uxLugmznDZcSZLw8Y9/3OQ8ZCbn0diIOZ/6o0+QNttYKsb3n129qLlYcxXE1AwNkbHUk0x4cziWM+5yX5SNmPPX8127DxKmFr108BxGN4FYxSi/gP/aS55fxWg+8Dirdz807nKft5ky3sxMzqNhch6NDdsi9aY3vYl3vvOdvOUtb/mav/+e97yHn/qpn+InfuInOHToEL/zO79DLpfj/e9///Mf8+CDD/LII4981a9t27a9pJt46KGHuP/++7n33nu59957X3C9uLhImqZkWQYMtudSSn3D6yRJXnCttX7Btdb6q66BF1wrpV5w/dy2YF/vOsuyF1w/V+/Xux7lPWmtedWrXoWUcsvc00Z8nWzb5vrrr3/+3YWtcE8b8XUSQvCqV70KIcSGuKfuqUXW7v4y6Wr9hasXkwFsnyYs1VjshXRSl8vKl2ya10lKyfXXX49t2xt+7M0XyhTsIr1EEmlY7mZEWUaiFdZlVzB9XUCu+Owqxrs/iFJqQ9yT1ppXvvKV2LZtvkYM8Z5s2+aGG254vjVxK9zTRnydgOd/1tgq97QRX6cN2yL1jcRxzH333cfrX//6v/8EUvL617+eu++++0J+qhf4zu/8To4cOcJ1113Hdddd94Lrm266iQceeIATJ04AcM8993D69GkA7rrrLhYXF4FB69fq6mCv89tvv5319XUAbrnlFtrtNgA333wzYRiSpik333wzaZoShiE333wzAO12m1tuuQWA9fV1br/9dgBWV1e58847AVhcXOSuu+4C4PTp08+3j504cYIHHngAgKeeeoqHH34YgMcff5zHH38cgIcffpinnhr0AI/ynm699VZKpRLNZnPL3NNGfJ2EENx77700m80tc08b8XU6evQopVKJL3/5yxvink79wc2E603I+gR+Rn4iG6xebKvAzDx1nbDalySxy+mjz2ya12ltbY0HH3wQIcSGH3tZlnHtxE46MfQzaIWKtVaPiJg0KOC98gAzewRSQPuRp1i+9Qsb4p5uvfVWhBAIIczXiCHekxCCY8eO8cwzz2yZe9qIr9Pdd99NqVTizJkzW+aeNuLr9NxkZdiEfm5q81L+sBD89V//NT/wAz8AwNmzZ5mfn+euu+7i+uuvf/7j/t2/+3fccccdfPGLX3xRf+/rX/96HnroIbrdLrVajY985CMv+Pue02q1KJfL3HrrrdRqtedDsyzr+evt27czNTWFEALLskjTFCnl8zPkr3WdJAmWZT1/bds2Qojnr2EwW/zKa8dx0Fo/f62UIsuy56+fe4f6611nWYbW+vnrf3gf//A6TdOR3VO/3+fWW2/ljW98I1LKLXFPG/F1yrKMm2++mTe+8Y14nrcl7mkjvk7P7VRy44034jjOWO9p/fHjHP3l3yU6eYZKJaFUipk8mOEdKGO97BJ6ey7liV6HZ9ouB0rXckXt4KZ5naIo4pOf/CRvfvObsSxrw4+9bhLxngdvZjLoMekpduZs9tQcinYet1Wn976/5vG/7NFeh/xl+3nZX/4XkHKs99Tr9bj11lt585vfDGC+RgzpnpRS3Hzzzdx44434vr8l7mkjvk5RFHHLLbfwxje+EcuytsQ9bcTXaW1tjampKZrNJqVSiWHZkBOMF+u5Ccb6+jrl8sbftnGz0loThiG+72+K3Ws2K5PzaGyknB/5xf9F40uPIdeXqdVSqvMxpQMuzpXb0NdczYLvcXQ9Yy3K80/2fT+u5Y613vOxkXJ+sf7g6N0s9Y8zm1NUbcHlUy4Vz6WgbdQX7mThvY9w4iGNthwu/fWfY/7/eN1Y692MGW9GJufRMDmPRrPZpFKpDH2CcUFbpCYnJ7Esi6WlpRf896WlJWZnZy/kpzJG7LnZuzFcJufR2Ag5Nx58gtZjJ8jWGuRLGtfPCCZATgSIHXN0cmWWw5ROajHpzW6qycVzNkLO5+OVcweJlU0/gzDT1HsZicqIhURefpiJawKKFYFOEp753b8gDeNxl7zpMt6sTM6jYXLeOi7oBMN1XY4cOcJtt932/H9TSnHbbbd9zRanC+W+++7j/vvv5/7773++H824cL6yB9EYHpPzaGyUnE/94SfI+iGuneDZGfnJZ5+92DFJNj1PPevRiAT91OaaqUvHWutLsVFyPh+7SjXydok4lSTAckcRpZpUpJCv4b9iD9N7wLIgPHmahb/4u7HWuxkz3oxMzqNhch6NUeV73hOMTqfDgw8+yIMPPggMHlZ58MEHOXXqFABve9vbeN/73seHPvQhHn/8cX76p3+abrfLT/zET1zQwr/Scw95HzlyhJtu2ninrW52tm3z5je/2byzMGQm59HYCDmv3fUQ3eMLZGt18iVw/ZSgBnIqh9g+RzvIsxYpOonEkSWmg8mx1fpSbYScz5cUgqsm99DPJLGCUCnq/ZREZSS2hXX4CqpX5yhVBTpJOf2hj5J2emOrdzNmvBmZnEfD5Dwao8r3vD/Ll770JV772tc+///f9ra3AfDjP/7jfPCDH+SHfuiHWFlZ4Zd/+Zc5d+4cV199NZ/85CeZmZm5cFX/A5/5zGeeP/l7bm5uaJ/nYvaVDzkZw2NyHo1x5qyU4tQff4qsH+I5Ga5MKUw+e+7FzknSmXnqcY96JOilNlfU9m3afuTNOJ6/bWoPX1p5lH6W4UvFUjtjKq9wZYZTnMR/2S6mvvw47XWIzixy6k8+xd6f+trbto/CZsx4MzI5j4bJees47xWM17zmNc/vB/yVvz74wQ8+/zH/+l//a06ePEkURXzxi1/k5S9/+YWs+ascPnyYa6+9lmuvvdZMMIYgTVNuueUWs2w5ZCbn0Rh3ziu3fpH+2RWyep18UeEFz65ezOQQO+ZZdx0asaKbSJT2OVzbN5Y6v1XjzvmlKrge87k5okySakEv06x2UxKVklo21pVXUr0iR6k2WMVY+OOPEzdaY6l1s2a82ZicR8PkPBqjyvdb2kVq3J7bRWrYT8IbhmFcCCqOuf9n3kV/YRm7s0KlEFHbkVDc7+J8227iIy/jZBZzsqNZ6TvM+Hu5cdfwnl8zvrbj68v89TOfpuLFFCVMOhaHZn3ytkeQCdTnb+fcBx7jxAOaVNns/Ol/yoGf/eFxl20YhvFNjepn5wv6kPe4PPDAA+Yh7yHSWtNqtdjEc9FNweQ8GuPMeeGjdxDVW2SNBrl8hudnBJNgzRYQe3azLgStGHqpJFEO180eHnmNF8pmHs97ylPknBJRJlFAO9GsdlLSr1zFuDKgXBPoNGXxL28lPLc28jo3c8abicl5NEzOozGqfLfEBOM1r3mNech7iNI05bOf/axZthwyk/NojCvntNNj8W8/i+r28L0UV6QUpjOcmofcM0d3Ypb1JGI91vQSi4JTpeoVR1rjhbSZx7MQgkPlXcSZRawh1orVTkqiFalI0cUp/OsOMLELXE+QLK/wzAc/NvI6N3PGm4nJeTRMzqNhWqRehOeWee644w4KhQIweMjbPIdhGMZGc/z3PsrizZ8nXVykWgkpBhFTl2ncw1PoV1/P2VyBpTBloQvrscur517J/sr2cZd90QrTmJse+ziB3aNkKXLaYn/NYa7kE1g+TnOJ3vs/yom/7bF8VuPOzXDkD36D/O5t4y7dMAzj6zItUufhyiuvNA95D5FSinq9jlJq3KVsaSbn0RhHztHqOsu33UvW7uD5KS4phZkMazJAHNxFq1ijkyQ0I02YWVgyz77y/MjqG4bNPp5922U+N0OcSTIg0orlTkqiM1JSKEziv/wgE7slni9IVlZ55gOjXcXY7BlvFibn0TA5j8ao8t0SE4wsy8ZdwpaWZRn33nuvyXnITM6jMY6cT/3hzWRhhGo1yXsxQSElmLKwdtWIdh+kmcb0UkknE4TK4pLy3k27Ne1ztsJ4vn72UlJtESpQEtqxYrWVkipFatnIK6+mfFVAdQp0mrF66100H3l6ZPVthYw3A5PzaJicR2NU+W6JFimzi5RhGBtV95mzPPz//BbRap1ANKl6fSb2Z+QvLSDedANrU/OsRj3O9WA1sugmAT968HvwbXfcpRvA7z9+C3G2SsVR2Eow4UgOb8uRczx8ZaHv+xwrv3sfJ+5XhJFg4o2v5cr/+jak3BLv3xmGscWYFqnz8NwOUmYXqeFQSrG8vGyWLYfM5Dwao875xO99FJWk6F6LkhfjFzO8SQtxaCftyR20kpBeatFJIcwk2wvbtsTkYquM58uru0m0RaQgQ9PPFMvNmExlZFIgD11B+Zo8tWlAKda/8AArt907ktq2SsYbncl5NEzOo2FapM7Da1/7WrOL1BAppXjkkUfMP/ohMzmPxihzXv38Q7QeO0G4skq5mGKLhMI2cHZXCa96GR2VEmWaVqyJMosks7l+5vKh1zUKW2U8H5naiyU8Yi3QEvoZnGtnhGlGQobOVXBffTWVXZJCUZA1Gpz88N+ShvHQa9sqGW90JufRMDmPxqjy3RItUmYXKcMwNhoVxzzwf7+b3sIyau0ss+WQwkRK5Sof+QOvpTG3nfWoRzORLPVTGrFNwZnjH+97zbhLN/6Bj524hzOd4xSdFFdDXgq2Fx32ThRwpYcbdQn/5COc/qs1zh7XUCiy52d/jN0/9j3jLt0wDOMFTIvUeTC7SA2XUoqFhQXzrsKQmZxHY1Q5n/mL24lWGoTLq0wWQ2xHUdgukUcO0JjbRTuOiPXgELcwE8TK5hXTh4Za0yhtpfF8w9ylZDhEWoAlCDPBckvRiRJSUjK3iPOaV1DZY1GsSLJWm7N/dTvhcn2odW2ljDcyk/NomJxHw7RInQczGIdLKcXTTz9tch4yk/NojCLnaHWdxb/9LGGzTcnp4khNYUbhXzZJ85pXEqUJsVb0Eot+pgiVRd4usb0wNbSaRm0rjedJv0TZrZAqSaYhE4Nta881w8GzGEJhze+l9B1zVGY0jiMIjz/Did/76FDr2koZb2Qm59EwOY+GaZF6EcwuUoZhbESP/8b7WbvnUeJTJ9g2GeEXYOo6j/6P/RDtIKCf9ol0xmooqMeKZuzwytnrOFTbPe7Sja/j0fppbj97NwU7piAkIoOCtLhsxmey4OPiIdZO0Xz3X3LmnpTVRY2zcweX//q/ZuIVV4y7fMMwDMC0SJ0XM9sdLqUUJ0+eNDkPmcl5NIad89pdD9H40uOEC2eZKMZYtqC8VxJ/73fR8gpEWUKGopvIwepFJnCsgEsqO4ZSz7hstfF8WWUeT+ZIlSQVmkxArDLONfskmSITGlGZo/CGg1RmBLk8JGfPcvx3/4q0Fw6lpq2W8UZlch4Nk/NomBap82C2qR0u0xc5Gibn0Rhmzmkv5MT7P0a03iCvWgS+ID+psd94hPXZXaQ6JdUpkYIwY/DsRWpxqLIfS1oXvJ5x2mrjWUrJgdIuYmWRKLAtQSJgtSdYakZkOkHZHta3XUflap/qFEiV0n38GKc+/PGh1LTVMt6oTM6jYXIeDdMi9SI8t8zzld7+9rfzjne8YzwFGYZxUTv23j9n8eY7yE6dYGZG4BUEk9+/nfXvfwt9lZKokIyUViJoJop6pIhVjn928M341uY/+2Kr6yYhH3riE3hWn4IlkJnASjXTecGlMyVyboCrQR+9j+V338HSU4rGmsa/9BKufPfPUTy4a9y3YBjGRc60SJ2H22+/nfvuu4/77ruPt771reMuZ8vJsoxjx46N7Hj5i5XJeTSGlXPjvsdYvuVzpKeeoVQU2I6gfG2Z1ve/hU6qSVSKkBlhBrES9FJFlEn2FnduycnFVhzPecdnNjc9WMVAYdkgHah3JQuNCKUTtLCw9l9B9TVTlCcFngfRyZMc+x9/jkrTC1rPVsx4IzI5j4bJeTRGle+WmGBcddVVZpvaIdJa02g02MSLXZuCyXk0hpFz0u5x7L99gOTMcTypKZQkhT0e8Vt/hHYKmhRESpgKwswmVppIgcbl2qmDF6yOjWSrjudrpw6gtEWiBApBhiTSivV+RLOfkJChnBzuG19HcZ9FdVpAv0/7y09w8gK3Sm3VjDcak/NomJxHY1T5bokWKbOLlGEY4/T4L7+LlU99DtVKmdkmCaYd3F//cbrFPGGWoUiQVkQ7gUjZrIZ9molkNreL79l1/bjLN86DUooPP3UrcdagYGs8IXCURkWS2aLNoW1FPCuHkyXE997O0n9/gNXTmvWGxr/0Ug6/82coX7F/3LdhGMZFyrRInQeznDZcWZZx9OhRk/OQmZxH40LmrLXmzAdvYvWWz5Gup1QmJG7Rxv63b6FfKtCJBYoMz0nop4I0c4lUSqg0WrtcO3ngAtzRxrRVx7OUksPVvaRakmqNEJIUi0hreknCciscPPBt+XjX3ED1lVWKVY3vQXzyGZ76b39C2uldkFq2asYbjcl5NEzOo2FapIwNpd/vj7uEi4LJeTQuRM5aK9Y/+X5Ovu/jJOsJ+YIgX7Vx3/oGwl076SYgrRTL0vSffe5CWNCKU6LMYjKYZC43cQHuZuPaquP5itouXBkQq0F7FBIKeWj0BWfXY/pJTEqKdgvkfvBGKnsdatMCwj7dJ5/mqf/6xxdsJ5etmvFGY3IeDZPz1mFapAzDMM6TylLCu36Ph3/5ZvqLMbYjmNphE/zQDaRvup5Yx/RTkDLDdbs0I4EmoJX0WYliwszjNXMv50Blfty3YrxEnz77EEfrT1B0U4qWg8o0SQg1TzGV99k/U8UVLlYaET/4OZbe80XWFxVryxpnzx72/ORb2P6PXz/u2zAM4yJjWqTOw3333WfOwRiiLMt45JFHzLLlkJmcR+NbzTmLO8S3v4vHfuXj9BdjQDCxzcb9rmtI3ngDiU5oxzZaKAIvoRtbKG2jRUYrSYkyQdmtsK+8tTek2Orj+dqJ/djSJVKSSGuElBTzmkYoWG6nNDodMlK07eNdeR0TN85RqAgKRUhOneTUH3+C5kNPfks1bPWMNwqT82iYnEfDtEidh9e97nUcOXKEI0eOcNNNN427HMMwtqisfZbk5nfw2G/eTXshQWvB5HYH9zuvQvzjV5OojHYssWRKzpWEaUysNL4T0EoSokyhcbmssgcptsSX34tW2cszX5glyQSpUtgWRJkFlkSJlFP1mPjZE761m8f/P76b8hUB5QmBaymiZ07wxLv/gP7i6rhvxTAM44LbEi1Sd9xxB4VCAYC5uTmzVa1hGBdceuqLRH/3Po7+wVlaiwqlBJM7XHJvuALnh15F1wtIiYiUhW8rbKdJM7SwLJdEZyx0+7RiRc6Z4B/vfS2OZY/7loxv0dnuGn976k5cEVJybFxsLGKabUHZluyd8tg5UcXBQ6qI9NxTrPzKR2mdSlleUFCqUrz2Sq78zX+DXciN+3YMw7gImBap83DFFVeYczCGKMsyHnjgAbNsOWQm59E435yVykjufj+9P34Pj75v4fnJRW1XQO7GqxHffz19vwAypJ/aSBS+m9BPJAjwbY/1KCHMFEK4HCjtuigmFxfDeN6Wn2DSmxg87K0ypJWRahvHlWQy5Wwjpd1PyESCtlycqT1M/PQrydUkkzMS1WjQefQoR//TB17SIXwXQ8Ybgcl5NEzOo2FapIwNJQiCcZdwUTA5j8aLzTltLBD/8c+z8qG/5st/3qJT12gtmbykTOGN1yC+52XoWolUh3QTCyE05ZxFmHUIU0HRLbEed+mmKbES+FaBKyZ3D/fmNpCLYTxfXtuLFC6xglQLLMsi8DK6iU0nSTnbbJJloJBox8U7dITJHztMUJbUpiXpuSXqdz/AE7/54Ze0s9TFkPFGYHIeDZPz1rElWqTMLlKGYVxISinSe/+K/if+jIV7uqycVGQpCMti6tppnJdfgvOdh8kmSrRjjbBiosyhFkhCVaefClzbRkiX050OjSgm1T6XVvZzw+zl47494wLKlOIjx2+nHdcpOpqq56BSQRhnWFmKoz0OTueYnyhiaxdLJxC1af35/2b1r0/QWtU0Ghp7+w7mvufV7Ps3/ydSmvf+DMMYDtMidR7Sl7C0bLx4aZpy7733mpyHzOQ8Gt8s5/TsMdrv+RlOv/sDPPKxNkvHFWkq8Eo+O950APc1V5L77quIyiU6sYVtR0SpQ86xiHUfRYaUgrxbZC3s0k9T4kziyIArJ/aO+G7H52IZz5aUXF7djxQOkdIkSiCkJHAVobKJVMxyp0cYCzKhUNIGp0DpH72Z2uvnKE5IymVBevoU526+k2P//U9e9ErGxZLxuJmcR8PkPBqjyndLNAILIcZdwpYmhKBarZqch8zkPBpfL+dkdYnWh3+LlTseYu10RtzTaEDYFrXdJSZfuY/s4E7sI7upKx9HSjIVkmY2jrTw3Yx+2qWfeEzmfdaiDp1E08s0luWzp7iNgnPxLP9fTOP5suoOHmk8RS9J6KQJE56N1h6Ok0AGi+uQd+scmJ1ECQdhaYRfpPJj34cK/wp95yoaaJ06xdLH70AnKQfe9iNI+xt/i76YMh4nk/NomJxHY1T5mhYpwzAuWlma0vrCl1j+wz9l/eFj9JsZOnt2YmFZ5Kd8pl42R7BvHvtlB2hP1ehlFnZgsdJNKOYyosxhIu/SCFdBpORdH0TAyfY6zTilnYBnlXjLnlddVBOMi81Dq09z/+rDWCJiwvPwpI1WMY0OWFlKxXU5MDPBTNnBwh+0SqUx9FZYu+l/0/jcCs1VRWtdY2+bpXbDES799z9hdpcyDOOCMi1S58Espw1XmqbcddddJuchMzmPRtzrccfvfJhH/8N7uOfGn+Shn34nZ+94gm49RWUa27Moby+w6w3b2f49B6m+5gpK3/dtrFWnQAoyy6Le0xSDjDCxmcznWeu3cKwI1wrwrRwr/Rb9BPqZxpYee0rzF93k4mIbz5fXduNbOVItaScJWiRI4eK7AukIVrqKc806SWqj0ChhgeWAP8nET303tdfNUZ6SVGqC9Owi9c/cxcP/7/+gv7D8dT/nxZbxuJicR8PkPBqmReo8PPzww8/Pwsw5GBeelJL5+Xnz4OGQmZyHR8Uxa194hJXbvkjj3i+TLa+wEoXoZ7/Qer7AL1rk5/PkdtSwJgr4u6cpXLMba3aWZ+qanJdytusS5CATCQqLyXzAWriObYUIEVD0JPUwoh1rIpWhtIUjfa6+iJ69eM7FNp5taXGotp8HVh8m0RFxJghsKPqCpZaN6yUstyXBSoMDcxUEAUKCsDUEU9R+/I3Iwm2Ivz2FbcPaSp3WF+7hoZ9vsu+t/4ip1xz5qs95sWU8Libn0TA5j8ao8t0SLVJf6e1vfzvveMc7xlOQYRgbSufYac7+zR3U73mEZHUN1Wqh+n0kKV5OkMsPJhbedB57uoxVzuPtnSR/+U6cmRK4NZY7il6SsBLa5POS062Y+arGsQJClRJlHfJun6JbIswsTnXWacWabgoKjwOl3Xz7nNk56mKQqYyPHL+NMGvhy4yab+MSECYR/Sil14UdJZsDM9uoFSQWLhYK0hDiPoTrdD7zBVb+5An6jZTVZY2SFu6uPUx958vZ+1NvMS1ThmF8S0bVIrUlVjBuu+02KpUKgFm9GILnli1vuOEG7G/y0KHx0pmcL5zmQ09y6k9vofX4M6hWk6zdQmYxOT8jVwXbsXByDnYtwKrlcWfL5A5M4x2cxSqUwRHgTdGNU9a6GVgC27VY6kbMlATgoFD00x55N6LsVYhVxrl+i14qSbVGIbCFzzWT+8Ydx1hcjOPZkhbXTFzG3cv3keiMMJVYTkLgWLRDyAcx59rg2yuUc7ODFQwB0vLBtUBnFF5zPdZUgZXfvx/LSWisZPSPHWOp26b58DF2/4vvY+pV1wAXZ8bjYHIeDZPzaJgWqfNw7bXXPj/BMC48KSX79u0zy5ZDZnL+1nWOneaZ93+M5tFnUJ0OqtHAywlq0xmuDUI62L5AlHy8iRz+3iq5AzPY02UolBG2A7YEd4JEZTyzpgg8xdmeh+Mn2LaFZyukDfV+iGtnVH2fjIS1UNNLIFWaKANwOVjZTs7xxx3LWFys4/lgZTuPNJ6ik6zTTWN8y8GWAbW8otG1UTKl0dc8s9Jm30wBpXMIESOkBLcKWhNcfjlzP5en/kdfRB7t02spGueW6K43efLd65y7+fPs/hffT37f/EWZ8ahdrGN51EzOo2FapF4Es4uUYRgAaS/kmQ98jJXP3E8Whqi1VYK8oFSVyLiPdASWB3bRxd9eJthdxNtZQxaL4LuQn0DIFLw8ODm05fHMakqmE5YjG8eH9ThlviSQtqQZpQgRMV9UCBmwHkac7fXoJhZKO7TSDN8q8pY9N+BZ7rjjMUbsVGeJTy/cjSViCo5NwRYE0mGtq8iykGZLsq9mc9ncPKXAQgoHC4FIe+gMiJoQN1FrS3RuvZe1T9eJOhnrq9APBc7sNNbEFBMvP8zOf/YmgrnJcd+yYRibhNlF6jyYHQeGK01Tbr/9dpPzkJmcX5rmQ0/y4L95N0t/dy9pvY7TqzO7L0+1nGHrGKfs4tc8ylfOMvm6vZSvm6NXcRD5Avg+FGYQIoagCrYNdo61TkYvzuhmAmxJN0mYzNs4DnSTBE3KfNHFsTx6SY+lfkiUWdjSoZPFgMvh2u6LenJxMY/nnYUZJvxJUm0TpgmZhlALqjnIcMgHiuWO5umlVVKl0BoUKdrKIyzAzYNbRdZmKNx4Pdt+bBfl/R6Tc5KpWRD1JaInn2D50/fw6R/9Dzz+rg/SO7M07tvesi7msTxKJufRMC1S58Espw2XlJLDhw+bnIfM5Hx+lFKc+tDfcvbjn0cnCbTXmZi1cYSNCLvYBRvbt8jvLJA7MInMuYjAQhQLFLIEkctDvoagB7kpEBHYk/TilLPrGY6b0Yg9hJXgOg5FX9GMFUkmmC8FeHaXbiJY6ickSqO0JNECpR3KbpHLKjvGHdFYXezj+YaZK/nbU58h1Ypuqig5EcLyKPmCDhmdOKMZhZxY7rF/FtD5wURX+mAl4GRAFVkVOIcPM10M6H15kbW7WnieptfNaJ95Bt/Jsfb5h2nc+zi1I5ey44dvJL9727hvf0u52MfyqJicR8O0SL0IpkXKMC5OSbvHE+/6IK3HTqDCEF+GVKdtdLePdCV2IMjN5sjvLWNV8wjXQQQSUSwiRAqFCvh5hKXAK4HMwC2TaXhyabBCsZbYpJbCsjRTRUmkYjIFE3mPshcTZoqz3SaNSBNnDp5dYKHbBgK+c/4athemxh2TMWZ3nr2f4+1nCKyUkuPgSIuCJTnXztBZRLtjsavscNncHJW882yrFIgsRCsL4vXBYXxxB92uoxZOos8ts35fnfYTMWkM/a6m3bXIchXsWg3h2FSvvYSd//SNZqJhGMZXMS1S5yFJknGXsKUlScKnPvUpk/OQmZxfnP7CMg///H+j+dgJVK9HtaqoTUh0P8Iu+eRmXGpXTlO4dBprqoLwXETeRZRrCCJUYYKF5RW0lGB7IAXYORCSM42EJM1oZ4IQkFJT8G0UMZkW1HJ5JgKbVEcs91t0YsiURc4JWA17aDzm85NmcoEZzwDXTR/GtXxiZRFmGk1KXwkmchZa2vh+RiNMefJcnURlX9EqVUCIBJwK2D44OURxGjm/B7l9nuorZpj9ngmKu2xyJZie0VTsBqycJVlrUP/iozz08/+dJ0zr1AVhxvJomJxHY1T5bokVjEajYXaRGiKlFOvr61QqFbN0OUQm52+uffQEj//GB0naXUQSMjljIftdhCVwqjmKU+DPTyDyNrI8+CFN5ANEPo9QHSjNgkwIRQ7fBxFUQWTglFjrxJypJ8SkrONgW4rAkxSDlChTVPyA6bxLlNU514toxiG9VGLJPGFqsRyGODLH9+x6OWU3P+6oxs6M54FH6k/zpZWH8GRG2XVxpSawbdo9CJM+6y2YyzvMFSe4ZD6PJIclYoR2EFkPnelnz8loQqbR7WX0yjn08jJZKyRajGg/2qJfz1CZJEodOnGORHpYhTzSdahddzm7fvy78adr445jUzJjeTRMzqOxvr5OtVo152C8GGYgDpeUklrNfGMaNpPzN9Z48AmeeNeHycIIS8VMzkp0t4PMeQSzJQoTGfZUDeEJZK2KSFqIcgXh2gjdg8I0iARyUwS6C0ENiMEu008yzq4nJDqji4MWGt8VeK5Coyj7HrOFHInq0Ij6dJOQKJN4Vg6tXVajDuBxqLrTTC6eZcbzwOXVvRxrnqQZr9NPE2xH0k+hnIOo5VEuhqx0MmzRZLLlMlmKUdhICUK7CDRaJ+BNQLSKyE8BEiwHy14mcB3cmSL9p9t0jrWQnQTP7RCJjE5fkfRsVu96iMb9R5l90/Vs/yffhe1fvJsPvBRmLI+GyXk0RvUz85b4ydwspw1XkiR8/OMfNzkPmcn562vcf3QwuehHODJlckqjez3sYo7C/hmKMwJ7ZhorsJHTM8ikhZiYQUqNsAG/BLaAXBWV9Xh6YZVMJWDnUcCp1Ygk03QU9DUELlg2uJbCtVzmCiUyHdOIVmmEMbESBHYOIWyWwhClbapegSsn9o47qg3DjOcBIQQ3zFyNFDah0iTaAmKiTFPJ2ViWhXQ1nTTm6GKTMEnQWqB1ipb+YIXNKgIpuJNgW4hcBTExAzOz9B2BlbfJX1Jl4jsPUNmfxy9CIPtMFLrUahrR75Kut1n46B08+K/fxcqd9487lk3FjOXRMDmPhmmRehGea5H6zGc+Q7FYBAYneZvTvC8srTXtdptisYgQYtzlbFkm56+t+dCTPP6fP0QWRri2olZOB5OLSoHiZXP4dgdZLmP5AmqTiN4KYnIbImtCsYrIOlCcAkcibB8sTaRtvMADK+DUWkS9m7IeJ4S2g+dAEGQUXAvP1syXymitWAmXWY/aRJkC4ZMpn3ZssxT2kMLnDduvZTZn3n17jhnPL/TZxft5uvUMOVtRdR0EEFiCdiiJkz6NlmAm51BxS1y9u4ptBUhiBD4i7aC1BUkTlAVJG8I2OopIG8tY9TVUP0H3UpQzQXpyie7xVcK1mCSyyRyfUJbpNBLwfIQlqV5zCXv/1T/Gq5XHHc2GZ8byaJicR6PZbFKpVIbeIrUlJhhf6e1vfzvveMc7xlOQYRgXVOfYaR59x++Sdvt4LlSKCfS6OLUypSt34MoO0rWRBR9RrSLCOqI6idB9KFUR8RqUt4OMEX4VRAhuCaQGK2C9l3ByLaYVZ3QtC6SglFfkPJu8kzFfqiCF4FxvlW6ySjfVSOGhtE8/dTnd7ZBpj0srO3jFzGXjjsvYwMI05m9Ofpoo61B2BAVHADa+hPWeJk4iwr6k5njsmayyZ6aMwEIKkEpCFqGzBLJ48ExGpqC/hk4UurUGq8uoMIVugg5myFbrRAtN+qfrhC1IUxsqE7Q7Nr1mhPA9nHzArn/2JmZuvH7c8RiGMSJmF6nzcNttt3Hfffdx33338da3vnXc5Ww5SZLwN3/zN2bZcshMzi/UX1zl8V//fdJuiGtrqpUMel3siQrla/fg+SlCaGS5gCwVEFkPUSwhRAb5EiJpQmEGCMEvAxE4BTKd8eTxk/TjhNP1mDBVrCtQQpD3FYFrEdiauWIRKeBst047bhBl4Fk2UriEmWA5DMm0TcXLc83k/nHHteGY8fxCvu3ybZOHAJtumqG1gyYl1ZqCZ+HZEiyIdMTTyx3WWt1nW6UytLRASoTlP7vrWQGkRnkTLK0tQa4C03PIwIVigIhWsWam8PfOUP62gxR3BPgljWytUnI6TO4uYamUpN3j6Zv+isd/4/2knd64I9qwzFgeDZPzaJgWqRfhuVnY+vr6V61kGBeO1powDPF93yxbDpHJ+e+lvZCH/5//Tri4ihSKyWmBXm/gTFapHtmDkxOwvoS1bTvCzhC5HEL1EMXy4LAy1wGpwC+C5yAsBxwLLA+kRZwJji9H9DI424uxAg/HUUwVLWxLsrPs41gOZztNmvE6juwhpE2qHDqJSzO2WA0jHBnwHXNXmG1pvwYznr+a1ppbztzNYu8ceTtj2vdJlCawNN3IJk76rHeg5jr4Is+1eyYo+DkkCYIAkXXRyoa0CdqBuEEaK6y4AVGKjiJYW0SF2WAlIzeD7vRRoSY6cYpwpU/YyEiVg5yco92XdM61EbaFWytz4Od+mPLhfeOOacMxY3k0TM6jMaoWqS2xgmEMn21viQ3HNjyT82Crwif/vw8TLq4iVMbknDuYXNQqVI/sxy0Hg8nF9l0I4sGkImlDaRKyPtovQNYb7BJlgbCCwbu+lg9CgHRYbESEKaz0IzLbRktFrWAhpWRHKcCxbBa7LRpRC9cKcS0PtEWU2USZRT0K0TjsL88xn58cd2QblhnPLySE4PqZq/CkT5hJ2kmGJTMiJcl5Ga7tUshpellKLw15YmGdJE1QWGiRgBUMVujsPJCCU0I4EuGVwfcHO6ZN7UD6DhQ8RLiCKOWxCg7+ZQfI75mgsD2Pl8vQq4sUnT5Tl0whpSCuN3nsV97H6T+/FaXUuKPacMxYHg2T89axJSYYaZqOu4QtLU1Tbr75ZpPzkJmcB059+OOsP/QUOk2pzXno+gp2sUD5yAGcaoBeW8CanUdkfUSlCmELyhOItAv5MiJuQHEGSMArAhk4PqDBclhrhzx6fIV6lBAisRyo5S1cS7CjlMe1YbHboh52sa2UnOMAmlBZ9FLBShiTaZspv8SVtb3mnbavw4znr63k5jlcO4jGppOkgIsmQ6NwHYucY5FJUFbMuXbE8aUGSj27q5SQYFkIYYHtoDQ8c/ocyvIQtg25GlgKMbl9MMnIuYhwDfI+0hO4e/cQ7KyR21EmKAto17HWl5g9PEswWURlGaf/9BaefNeHSMN43FFtGGYsj4bJeTRGla9pkTK+Ka01aZpi27b5YWqITM6wcuf9PPXf/xSdZpSnXPyojrRtSq+4nPxsHt1cQfoOMuch8h4IjXQt8DyErcASYAF+Hlz32dYoGywHpE2YCR493SHSmnqaohyHQt5ipugwU8hTdAVnuk1aUQhETOVSwhR6qaYZu6xFgnas8O0C3z57iPm8aY36esx4/vpSlXHLmbtZ7i9TcBRzQUCYZgR2Si9ySdOQZk+QFzYi87lsrsKOyTKWVEjtQ9ZDKwlZG5VKpOqDltBbQmsPuqvoGGiuocMQ3VfoYGrQRqVd0sVF4rUO4VKbqKXICLB37qAXOTSOngEgmJ/m0l/4cYL56fGGtQGYsTwaJufRMC1SxoZi3lEYjYs5596ZJY7/zl+ilSJXsglUB9AUrz5AblsJHfcRJMhSCRwJroewNAQFhEjBy0HWh6AMEoTtgWUNJhdCoJCcWGoTa8lqnJBIiesLZgoutcCn5EpOtxt04xBImcnZaA2RyuhnNp0EukmGFD4HynNsy5nWqG/mYh7P34gtLV42dRjf8umngkaU4NuCWFl4borr2PieIJUZkUo4udpieb2L0gIlErB8hFBg5VE6HrRMiRSCKYSIwK8iXAuKZUSQRwQ2ol9H5HyElWFvm8edrRLsnCCYcHCsiPT0KXJWyOy3X4Z0HfoLy3z53/9Pml8+Nu64NgQzlkfD5Lx1bIkJhhmQw5WmKbfccovJecgu5pxVmvLUf/lDsjDGdQWlXIoO++Qv2U3+wCxCZdCpI2e2gY4RhSJCxVAoDZ67CPIQrw/Ou9AxeM+epm1bgAbpcHq1S7MnqScRURbheIK5ok8lcKj6HqfadbppAgLmizmECOmlKVHm0IqhlUCmbbbla1xa2WXeYfsmLubx/GJM+mUOVvYOWqXSjFjJwZa0QoEUlH1BKjRekLLWTzmx0qTeTp5tlRJg2SitOXnmHJlOwQpAaPAqCFuD6yPyJcgFCD+HyNnQW0XkAoSVYs/M4k2VCXZM4084uG5CtngWq36OHa+7Em+yQtrp89g7f5+l2+4Zd1xjZcbyaJicR8O0SL0Io9rL1zCM4Tr+vr/m3CfuApUxOWMh2g387TNUX3MNVtZDr69g1SoIUkQpj0AjfBssOfhhypaDE4/9Irhy8GC3Yz+7guGy1IpYWA1ZiTWxnRFLwc6JIjMFj8m8x0KnQS8NcSzBbC5Hpuu0oohuCvXQYTWy6KeayWCCqyb2mdYo44IIs5hPL9zLUn+JgqPYns8RpimeldCPHXSW0grB0Q5xz2a+lOfgtirlvPVsq1QIWqCzHigBWQQqg6iJTgX0GyACdGsFOiE6SdH9FF2YRfRClPDQayvErYhoYYWomRFHNtbkNO6ll7L88Em6x8+CEGz/R69j5z9947gjMwzjW2TOwTgPm3iOtClorWm1WibnIbtYc27c9xjnPnk3WilKFYnst3FKBcqvuGIwuQh7SN9BSIHwbJDWYMtZxwWhBq1RaQ+CCkiNsIPBxEJKQNLsJ5yr91iNBKGVkaCYLHhM5TyqgcPpdoNYxbiWzXy+iCAiTCPCLKOT2KzHgihT5J0SO/JTpjXqRbpYx/P58C2XqyYuIW/n6aeSlX5EzrZIMonvZDi2wLUFlp0gHMVKr8/T55p0wxQtUrTlEMV9kP7g34LlDca9W0HIGHKTkHUQxWko5BG2ROR9RGcJXcgjSBCT07glH2/nLF7Fwg0ysvoq8dGjzF6zh9q3XQZac+YvbuPJ//pHqIvw3WUzlkfD5Dwao8p3S0wwzHLacKVpymc/+1mT85BdjDnHzQ7H3vsRtNYEviCwEwSa0iuuwMlJUAoRtRHlCpAgcnmEADx3cKKx60LSHhw0pmNwfdDPrWgIQmVxarlLOxL0ZQIyI+97OHGfki85022hdIojLXYUCgiREWZ1umlGmNmshZowEzgyx7Z8hQOVHaY16kW6GMfzSzGXm2B/aQ/g0EkU63GGZztABlJSDhSRgkI+IdKKlW7Ikwtd+nGI0nDm7BJKK7BcQIF0B9syexMI+oNJhuoi8pXB6fbEiEIB0To3mHSQIqamcYoe/s55vJKNFyjUep3wsceo7q4x96bBSd+rn32Qo+/8fVR8ce0wZcbyaJicR8O0SL0IpkXKMDa3o//pA9TvfQypUyamJKLTpHjkUopXHUT016G1hqxVEDpBFHMIaSG8Z7fqtDJwPVDdwfacIkH4RbA9sCBRgqeXe3TDjOOhwvU1QlocmK0ykXdYDdsINJ4Ns7kiSsf0shXacY9uIjnbs2jHHomWbM/Pcll1F9NBddyRGVtQP434/LmHWOgukLc1M4GPIxUQEqU2KEUnAku7RD2LQHrMFAIu2V7Ct4NBa5QGrSLIFOgM0hjSCOIeOo4hzSBO0EkG9UW0VUb3+lCYQncjtHBQ9TWSZkS0cI64C3HkYNUmCK48TOoVeebDN6OzjML+HRz65f8fdiE37ugMwzhPpkXqPJhDgYZLKUW9Xjc5D9nFlvPaXQ9Rv/cxdJpSrkhEv4O3fZr85fsRvXWIwsF2tILBAWKWDYEPtg1kaNeHtAtBFXQ4eLBbWGBplNIcX+4TRhknuhmur5FCs3OyRM6TrHTW0RqKrstcroImJlZt+kmXfqpZ7Ut6iUuiNLPBFDO5KlN+ZcyJbS4X23j+VgS2x2XVPVS8Kr1UsBqGCGEhcPDsDGlpHEvi2DHC0aQ6YbkbceJck1a3jZI2oEC4gwe9xeDZI+xn/724eSAGv4CQCipziKyN8DzotxCBi0AhazXskoc3N42bF7heRrbeoP/oUZysz/5/9YMIx6Zz7DSP/OL/Im60xh3dSJixPBom59EYVb5bYoKRZdm4S9jSsizj3nvvNTkP2cWUc9oLOf77f4PW4HsKVyZYnkPxZZdji8HyrdAxolACUkQuB7Y7eJBbpQjXQuhs8BwGCmwHgQTHAwTPrISEccZSlCB8jUYxUSqQ9y3CLKTRajMdBEwFORAhqYrppfXBeReRRTOxiZRgMpik6AbsK82b1qjzdDGN5wthW26S3YV5PCuglwlW+iGWtAeH0EtJ3k8IM0EpH5NYoEg53Uh48tQiUaLAcgbtg8+1Sgn57PNKRYRIIDcNWRMKE4ONEQpVkDEQg4oRnoVAY9Wq2BMl3Kkabk7jehmqvkb/saNYnXUu+fkfwfJdeqeWeOQ/vJfw3NqYkxs+M5ZHw+Q8GqPK17RIGYYxcsf+x5+y/On7IAqZ2mYjuh0q33E1+UP7obkE/Q6ylEOoBJH3EI6HyAegk8H+/74HWe/ZZy8GZ1+IZ1ujFuo9VjqKVppxJtbkAqjkPKZqORwpgYzZfBHf1iitSVSbdrJMN0lYjyRnew5R5pN3ClS8Moequ6l55uuLMXy9NOS+lcc52T6DKzNKrmDKt1H0SDOHTCV0+jaOdIhCB0c5WFqyoxqwc6qGJ9NnW6ViyLLB80hpDCqBqI3OBPSbg52l+j3orKO1Da0OOj892JEqzNCZIutExKcXSNZ7xJFLHAqc7fPkr7kCa9s8R//zB0k7fZxqkUNv/ynyO+fGHZ9hGC+CaZE6D2Y5bbiUUiwvL5uch+xiybn50JMsf+Z+VJJQKktE2Cd3YJ7gwB5oLUOWIj0LIQXYIBwXkS+CTkBlaMcabM/p+qCjwX7/QoAtWWqGLDUzwkyxHKf4vibvCSolD1taOBK2FyrouE+mINNdemmDKIvoJJpzfYtE+fiWT8UrM5ebMJOLl+hiGc8XUs722VvazmxumkhBN9E0kwxH+NhWgmtJXDcDEWM5Culk9NKU5U7IiXPrhNmz574IBwQgxOCZJGmD4yEsCY4z2G3NtaA0hUi7UJ2E7spg22fXQtgWdt7F3TGPXXBx/Ay3IEkWFug9+gSs1zn0az+NUy2SNNo8+ou/Q+fY6XHHNzRmLI+GyXk0TIvUeTCDcbiUUjzyyCMm5yG7GHJWacrTN/0VWms8KyPICazAIX/lQSziwTuuKoEgB2mIyBeebXuKBz83udbgWQyhwPFBaITtg+2z0uyzuNZHSc1qFpHYAs8VVIo+geuSdyzmi2VsoVhaWSLTPXppkzBr045gue+QZDlc6VLzq+Rtnz1F867sS3UxjOdh2JabZC43Rc2boJcJmlFGJxV41mBb5pKnSdAEbkgqMhw7ZD1UNOM+xxZb9DPxbKuUw6BVCrB8sHOD7/heBVQP3ME2tdTmEeEaolKDzio4EmFb4DhYeQ93x3YsTw8mOCWP+JmTdB54FNFc54pf/1f401XSTo/HfvV9tJ/ampMMM5ZHw+Q8GqPKd0u0SN1xxx0UCgUA5ubmmJszPxQYxkZ0+s9v5fSf3oLu9Zja7iP7LarfcTW5yw9CYxHSeLB6IRTCkwg/QFSnIFoHNPgOIutDUAASCAoI6bAaKRZWuiQ4rKiYpsrI522miy7lQomqHzAReKAlij6ZVoTpEu2kQSfJONfzWI8KeHZA0S7h2h5XTxwgsL0xJ2ZcjKIs4YHVJ1jsLdFPuuScjNmcQ8FO6acpWmuaoYUrLLI0wBce7a6i7DnkbY+90znyrvz7VikEpAmoGMIWWlvQWQGnAr32YGepTgudWehMDh4KjzRaaXSiSNbWiZ45TRrbpFaRpJvg7d9H5fWvQpbLPPpLv024VMfOB1z2Sz9J8eCucUdoGMbXYVqkzsOrX/1qjhw5wpEjR7jpppvGXc6Wo5RiYWHBvKswZFs956je5Ozf3IFOU3J5kEmfYM8c/t5d0F4DDdKRCMcetHD4ARRqiLgFWiFciUCDJQeHiVkWQtqs9mFhtUuqBesiISTGDQS1vEM5V2AmX2I68BFINCGZgnbvDJ1knX6ashY6tOKAglMgZ+ewLId9pXkzufgWbfXxPEye5XCwspNJfwLbckkym5V+Qi8VBLbEkpq8myFlSpz1EFZMIWcTq4z1fszTS11a/fjvW6XQgx2lhAQ3hxB6cOq9CsHzEa4Hjg2eO5jAqxS8Z9utbIE9WcWZmcT2MizVxc67xKdO07zjbkQScfmv/wz+7ARpt89jv/p7tI+eGHOCF5YZy6Nhch4N0yJ1Hm677Tbuu+8+7rvvPt761reOu5wtRynF008/bf7RD9lWz/mZ93+MtB8hwh6FmoO0oXDlAey8D2mM0Cm4DsR9ROCBkAjPQWsFlgDLhqz/FT8Y5VlpJZxZa4HWtAR0VERiwUTeZTqfY0epRtVzUWi0TlA6I8qW6KQN+llMPXRYiwIKThVLOrhWwExQNeddXABbfTwPW80rsS0/xYw/hRYWUWaxEmpCJfEsm7yryVAETsh6HBN4MdK2sJyMlV7C0+f6NHvx37dKkYJdeHb7WglOHkjAHjyTQWkKkXWhMgG9tUH7Yc4fbBMtNc62bViFHI4PlgiRUpOcPcf6330OyxIc/vWfIdg2RdYLeezXfp/mI0+POcELx4zl0TA5j4ZpkXoRzC5ShrE5NB87zqO/9DtknS7VmoVvhZSvu4zCy65FrJ5CqxTpisFDqETIQhFRm4dwebAtrW8PHli1nn32woaVruRMM8OyoYmgrkO0lVLKF9hdLbG9Mo1nuygdorRE0SNM1+mmy3STkHrocK5fouROkmmFZxUoOAFXTuzHElvivRdjk1Na8eX6cdb6ddaiVSyREtiK2UBhSw06ZbVn4VuSXugzGQSEsUsaQz/UVB3BrqkcEwX5961SmRpskhC10MqB7hI4Nei10NhQP4d2KuhmHVGYQisb3Q9Ba9JOTHTsabLMItUBUTvFnprB27Gd2ve9gTSMefQXf5v+wjJW4HHpL/xzylfsH3eMhmF8BdMidR7MbHe4lFKcPHnS5DxkWzVnpRTP/N5H0ZnCtVKCHHhTZfy9uxBRC41GOBbCtiHpI/J5cAMgAkBY1uBdWB2BWwAdc64FZ+oxlq1JbVhTPbAScp7PvlqV3eVJfMtFE6Gx0PQI0xb9bIlu2qcRSlbCChPeDKBxrByuZXNZdbeZXFwgW3U8j5IUkksru8i7BcpuBaVdwlSwHEoyrZHCouJFxDrDdyP6WYTjKAqBwHUt1mLNyeUOi+vxs3+jHjzw/XyrVAJBBdI2eDkEGRQqCNVHBAE67AAJwnFACOxSHnfHDqSOsHSEP1UiXTpHvLzC+u2fxynmuPydP01u5wxZP+Lof/oAzYeeHGOCF4YZy6Nhch4N0yJ1HsxgHC7TFzkaWzXnldvupfvMIqrdpjKTQyQR+Sv348xModsNUAopB/v1C89CCImozUHYhCxBO+LZbWkDdBay0FYsrYcIR2L5kqf7XYSd4TsOh6an2VUqY9suWmQorVE6pJc06KVn6SQR3cTmxKrPhDuFFhqEiy1sLinvwrfccce1ZWzV8TxqnuVwaWUnObtA3skhREA/hZW+RaIzVJZR9TMsO6WvIqTskQrFZFnguTbLfc3ZtR6n1iKUzoAInDJIB2z72fNjxOCnAVsi/BzC0ohcHkEEOgNXDJ7l0Cn2zDTOzAySPnQa+NunSE6fJjq1QPuLD+KWC1z+az9DftcsWRhz9F0f2vTtUmYsj4bJeTRMi9SLYFqkDGNjU3HM/T/zm4TnVglESLkmye+dofTK65BJC5II6VgIS0PSQVYqUJxCWAlEXYRMwQ9A9ci8MmdX12ikPqlwyVVsjrbWwLXxbcnV23YwV6wgpEBbHloPHvzuJQv0sjWiLKGVWNTDOYpOlVil9DONZwXsLW5jW35y3HEZxtd1trvK060FWkkDrTMy1aHgZEz4CZ4UREqRZZJm32cq8FFZAV/arLQ0zWaPqUBSC2DXZB7btkFpSHuDVintQncZ7Ar0m2jhD1qlvCp6bQny0yBddKcLCDI8osceQ/UiEp1D52rEay2cnTspv+o6cpfuJ+30ePSXfpvuyXNYgcehX/pJipfuGXeMhnHRMy1S58EcKz9cWZZx7Ngxk/OQbcWcz/7NnURrTXSrTWnax/YkuYO7sHMuJNHggDyZDSYTwaB1Q5ZrEHdBxWjXhbRHJANOLi7TTByElJRqNk+1V0ilxJGSI3PzbCtWB6d8Sw9Nn1QL2slJutkqqUppxzb9dDclp8Zqo04njvGsgNmgxlxuYtxRbTlbcTyP01xugrn8BEWnDIAnS3QSi+WOJswyAktjSU01F9GMI5BdtEyZKFrUKnkaYcpKT3HsXIt+nAxapaT17HkYMQTVZ1ulCogshNIEImkjylVEv4HQ8eBcGsCyMrw9exBSYzsZMu1hF3yy1TVan/8S8eISdiHHoV/9aXLbB+1Sj//6BzbtORlmLI+GyXk0RpXvlphgbOJFmE1Ba02j0TA5D9lWyznt9Dj7v+9E9Z7dNSoNyV+2G3fHDvTqWdD62a1nB7vUCM9HTO2C5pnBtrS2QAhBJ045ttgh1mA5DkE14PHmCjGCwLW5fn4b08UykIG00SImSmOa0dPEqoXWimbsgDhIYJVIVEYj7OJZeWpeiX2l+cFEx7igttp4HjchBPuK80z5VQpOhRRNzirT6AnWI5tOqsnZGVIq8l5IqiO6SYjrJFQLDtVKnlasaISa42fXaXWbg3MwpD1olZIW2M8dYmkjLIlw3WdP/5bouA/ECNeFLMUqF3B27EDEHSQhdsGFuE/W7rD+d58jbbZxijkO/dq/xJ+bJO32efzX3kf3+MK4ozxvZiyPhsl5NEaVr2mRMgxjKI7/3kdZ/NvPodZWmT1Qwi85lF99HW41h243EK6DlBmELUSljPByiNldUD8xeOYiX2CtXmehb+PbKXahgg4kj3cH34CkE3DD9u1MFHIIyweRoqRHJ12hn60gREycxbSTACkOkCibMI1Zizrk7CJlt8Dltb3moW5jU8m04tH6CVbDOv20Td526aZNCk6fohORdyBJLRJl4ZAjTnJU/AClApqtLvVWiE9CwRLMVgvMVgqQdSBaRysfestglQa7Skkf0a6jrAKsnUMHkwgnQLV7oDXaKRA9+STJ6hrKqSBqM/RPrWDPzuFMTVD7vu9Cug5Rvcmj//F/DQ7jK+a5/Ff+L/K7t407SsO4KJkWqfNgltOGK8syjh49anIesq2Uc7S6zvKt95C1WhSnAmQWkzu0F3dmevBgtxCDyUWWgCMRloXYdhDROAUqRVmCk+fWWe2lWFJTqeZRvuKRVgOlNUiPG3bsZCLngvSAmK6WNOIzhNkylkhIsoQwq+DIS1Dao5/GrEYtfJmjU29xsLTDTC6GaCuN543EEpLLqruoeCU8GbDcrFN0yoRZgXbs0Y7BsVICO0PLPr7boxtHQJ/JSp6pkkciXdajlLP1DkfP9si0BKeIIISgBmkHgiIi66MLVUTSher04HyMLEI++0OJSDo4u3ZhBT4WfVSzjr9zhnTpHEmjSfMzd6O1xquVufzXfhpvqkra7vLYr/wuvTNL4w3yPJixPBom59EwLVLGhtLv98ddwkVhq+R88g8+TtYPkUlEvigItk/i7tiObq8AIHPB4APjLqJYRhRqkHbROqMfhjy5HBOFPRIrx44plzUEjzUaCKlwpc0rd+5kInDAskl1zErcpZ+dBVrYUhGrjERNAntQ2qeT9FkNmwRWkZwdMBHncKQ9tnwuFltlPG80jrS5vLqXildFpYJWHFK0y2RU6SQenVSASHCtGGGF2E6HjIhuGjFdzTFZ8vDzPo0wotVr8qVnNFEGOO7glG/XA52A6yF0isgFg/8tFND9FjrpIPJFACxX4OzaBWmELWNEv4s3WyNbWSE6tUDnSw8D4E1WuPzX/iVurUzS7PLo22+iv7g6xhTPjxnLo2Fy3jpMi5RhGBdUf3GVB3/23cRnl6nNehTKguqrr8XfuwvdWEQ4LtJKBid2uwKRLyL3vwy18CBraw2Wwwwhwcl7zM8UOd7tcbLXI3NtHMvjuu3bmSyWUEQ0UkEm2th2jG1lKBLiTNFPq6R6BkGOetRiJVwnsIuUnAKHa/vwLGfcMRnGtyzOEh6pH2c5XCZVMRNenkxHJNkqJS8ksDNcYSPwSVIPRxToRgHTvmCtnRH2O6yshwTSwcbl8HZByeqjlQv9NZBF6K2DlYNuC42PXl9B28XBWTWhQicxeAWi48+QLCygSzPooEraiciUhVUqUX7tDQT7dgGDrw+P/OL/Imm0cWtlDr/zp/FnzSYLhjEqpkXqPJjltOHKsoxHHnnE5DxkWyXnU3/0CbJOD4sE31fk9m/H3bEd1gctETJ49qyJLELki4ip3cRrpzl+tslau0sqHSpFmx3bJnlqvc6JXh9lSVzL57r5bUwUCrTjJgv9Hog6rh3h2RpNSqokvXSaRM1giTyr4TrL/Qa+lafkFDlc24eN3BI5b3RbZTxvZBYSeS5k0p1ECpvVsIMlPPLOHK04Rz+xiFWCEH3ybgiiQ8ELWe4rqgWolEpsq7lEOmWpl/LEQpdzHQt0ONhVKmtDUB6sLuZKoEKoTEHYgCxB5P1BIdGzrVLFIqJbR8RdnFoJkUWoKKb12S+SrKwBEMxNcvmvvBWnnCeuN3nsHTcRN1pjTPGbM2N5NEzOo2FapAzD2HT6C8vUv/AIyVqD8kwet+Th79uBIEFrhSyUIO5Br4koFcFyWFRFnjz6FEm/Tebl2D1hUZ6a4MtLZ1hIMiyhyHsB122bIRd4LPTqtLMuebeD56b4jkCRkSqXdjJDpmu4ssi53hrLYQPfzlP1Khyu7TUrF8aWYwuLw7W9bMvNIaXNStgmUYKqO08zLtFJHHppRkpI4Ia4ToeCH9GINLadMlUtM1d1qBZTvrzqslAPOVlPSbN0sEqhI3B9hAohCBAqRlQmoFeHpIes1ACQqo+7bz9CaETYgLiPNzuBbq+j4oT1v/scWW/Q/pLbPsOhX3krdiFHuNzg0V++iaTdG2eMhmFcYKZFyjCMC+aJ3/wQy7d+EdlrMbsvT/lll5C/6jA0z4G0sAo+hG2IWqjKJI/qHcRrJ/FVh0ouZXbHHGHW48Fmj0xEdIRLLchxcG4OZWX0tKLsdrFdC9+xEZZNqhVh5tKMyyhy+FaZk+1F6lGLnF1kNjfNpZVd2NIadzyGMTSZVjzeOMEz7ZNkOmPCzVP1PFbCFTyrQd5OKHsSTwZYBLTCAlkiQUkmXMVCPaLe0ZxYTri0GjHpxsyUSxREB0QO+i0QPkR9dCbR7SZa2+AVQLvobgccn3hhmfiZE1CZRuemQFiEKy2sag1nepLam1+HsAf/FttPnuSxX/09sl5Ifu88l7/zZ7B9d8xJGsbWZlqkzoNZThuuLMt44IEHTM5Dttlz7p5aZO0Lj5DWG5RmArypEt7undBfB0BWqhD30d06LafAw+cyzrYSfN1jvpSxY/c26p0GX6p3UapPR7hM+h7bpyr0VIdE95lw1/FdyDkWwrLJEERZnkZcQ+kAX5Z4qnmKtahFYBfYWdjGoeruF0wuNnvOm4XJefi+MmNLSC6v7uVgeT9SSNbiLsthj+lgGqWnaCU+q31NpEK06DOR7+J7CY6VcLan2VmTzFZs5iYLLPUEC32Ls6t1lnre4AC+oARpF/w8ggyKtcHuUlmCsAHbgSTE3bkdq1aD9RUs1UdIcKs5VLtNsrxK664vPb8Pf/HgLi79f38c6bl0jy9w9Nfeh4rj8Yb6NZixPBom59EwLVLGhhIEwbhLuChs5pxP/9EnSddbOJ4gV5TkLtuLXcpDHCL8HCJuk/a7nOumnFzpc9rfw265wMG5HJVqjqdWGjzd7ZLqEGXbTPouU1UfRETO7VHxuviuhe+4YLkobMK0xFpURmsXSxZ4tHGCdtInsPMcrOzhQHkH8mtsRbuZc95MTM7D95UZCyE4WNnJlbVDSCFpJSFnuk3KXhVXztFJCyx2Nf00JFFdqrk++VxM0Us50xVM5lMunxXYhRmUsDgXS1abbZ5ZF6RxD4ICpD10ECB0DNUp6K6hkxBZHpwwrvtNvAMHEZ6LXltAOALL97B9iQpD+k8ep/fok8/XXL5iPwd+7ocRtkXr8Wc4+q4Po9J05Dl+M2Ysj4bJeeswLVKGYXzLemeWeOD//v+InjnN1K48E4fnKX/Hdch4HbTGnp5h/ewZ1s+epFWYppmbY/vuWfba54jayzwWOURqnVXpUPM0Wa7IjpKFn3fI2RGO6+FKiXRzaMshEx6dtEo9kggkmXZ5urVAphUFu8hVE5cxGZTHHYthjM1Sb437Vh8iURmukMzmiwitWI9XgA7zeUXV8wmsgCyVNLsWYajxpMR3Sjy2kGBnq+h+C0871OyQ6UqZgpWAsiHL0HGGDvvofowIyuBWUI1VsG3SRo/w6FHIlxFzB9BxStLqoqwAYdtUb3w13va55+tdufN+nvqtPwOlmLj+Sg782x9BSvMeqGFcaKZF6jykG/Ddjq0kTVPuvfdek/OQbeacz/zZraRrDVxPkq+6BJfuxrIy0JqsWOPEsWdYOnOWvpvHDXyu+vbr2ecus9aoc7QT0U3qtKVFzcuwcj77ShnlvKLkhHiuiycl0gnQ0iEjRyvZQT2y0BrW44Qnm6fJtKLqVrh+5upvOLnYzDlvJibn4ftGGc/kJrh+5tsILI9YK852W/SzhAlvFiEqnGg7LPZC+lmIZSsmizHlfILSIWvdFpfN+xRzJdxCmVTEnAldltZWB7tMZSE4HsISiKCIIEWnMTrrIoI8pCn2VA17ZgY664j2MsJ1sIs5RBqhlWL99s+TNv9+96ip77iWPT/5fSAEa3c/zPH/9RcopUYZ59dlxvJomJxHY1T5bokJhhBi3CVsaUIIqtWqyXnINmvO4XKd1c89SNZsUZp0yO3fjjc3g+61aPYzHjrZoN3q4oiY2swkl13/7QTdkzy12GCptcJSliJtheUJJvKSPRWo5DJyrsaxHTxpIy0PLJdMTNBO97Ie94mzhHO9Lou9OgDb83PcMHstOcf/hvVu1pw3G5Pz8H2zjKteietnrqXqFsm0ph7FrEUtys4EOavGqbbPsWafbhqhBZRzmlo5peq3ONeqUywVmC3n8UslXEdxJvRottY43oQ07KA9H0gHp3yHDUhjRM4HKSHs4B44iMzlUEunkVaKkBKn6CGyBB0nrN/yWVT0989czL3p29n1I28EYPn2ezn1ob8dRYzflBnLo2FyHo1R5WtapAzD+JYce++fc+aPPo6V9Nl25SRTb/p2hC9YWGxw2qpRiZeoqQZTe3aQn5vnVOUy6g/fhkwWWXEd8l5Cmsuzs5BSKBUo2AkEeaS0sW0PpE1m50itXfRUjZX+ORpRm3aSEWYptpAcKO/hQHmP+cZkGF9DN+nyaOMJVvoNADxLUXJzZCplpV+n4IQcKHvUXA9HK7I0IewnnO0USbMSc37CamOdZitC9dt4WlCUsK2SIx946H6CTlN0cx1RmIT8FGp5EYQgiy36Dz2AcDzsK28gWa6jkpQ0kSAtvB3bqLzhVYivaIc6+QcfZ+GvPwPAjn/yBnb8n981jtgMY0syLVLnwSynDVeaptx1110m5yHbjDnHzQ7Lf/dFsnaX4oRH8fBe2sLiieMrLMc2Od1hriDYPlvELeT5gtrJM498gU6yRmLFeH5KuWhzsJwyWfYo2QnCz2ELC9v20UKS2nlS6zJ62QQn2yc5212lFSeEWUrBDrhq4rLzmlxsxpw3I5Pz8L3YjPNOnkPVS9iWn8KVDmEmaMZdYpUxlZuiGfs8tJaw0IuIsLBsh3xgs7O0TjU4x9lOj2q5xGzVxcmX0SJhMZKcWVtnqRmBA8JxEJ6Djrro3trgrAytsXIW7o6d6KhP+tTD2NOTSMfGdgGVEZ0+S+dLD7+g3l0/+t3M3vgKAE7/+a0sfuzOYUX4opixPBom59EYVb72SD7LkJkHwYZLSsn8/LzJecg2Y84Lf/F3RAtL2LamtKfKuVyV3qmzgMCameRwronfbtPJz/Nwq8C5/hrV8DRzsk5cLnCwoPCKATkbpC0RloOQDsJ20UhiWQTrMMtRwsn2Y8RZQqotQDITlNlb2sV0MHVeNW/GnDcjk/PwnU/GBSfPJZX92OIEzbhDK+4AKYlKmQxqrPabPNKI6KU9duUDcpaD7yomZULgxnS7bZSXZ9eEZkFOUumucqrrkqVrdPoVdhbBKtYQa2fRmY9wskELVRTi7N5B1miQra9AfQFZnIB2B9uSJKGi+/Dj2LUKwf7dz9e7+6feQtoLWf3sg5z48MeRgcfMG14+vDC/ATOWR8PkPBqjyte0SBmG8ZKknR73/Mh/pP/0ScozHtm3HyaZqODomOqe3ewqhGRrCyylcNaq8lDtKrZ172C/3WCqBH7BwyoUcHWGCHKDE4D9IkgbZTlEVpG+dSknO+s04uXBA+PaJmfnKLo5dhZ2MOHXxh2DYWwqYRpyrHWCMA1pxm0y3UcIgcSiGfdQOmLKVxwq5ylIhZ32UTqjn2QkcUoYOnipy1pLkXYaLLYENR3hugV2FyHn59Cri1CcRRRn0MuLaK3RdoHevfegM433bd9BXO+gkwQlPdJejLAsat/9nTjTE8/XqpTiif/8QRpfehxhWRz4uR9m8tuvGmN6hrH5mRap82CW04YrTVPuvPNOk/OQbbacFz76GcLTiyAUascE/eoEBTtj/65J9mwv0ajXObuyxjI5jhbn2J+/j+tqHfYEEYVSDs/38RAIN0BohXALg5Yo6dAWOU7Eszy6vjiYXKBx7YCpYIKyW2BPcfdLnlxstpw3K5Pz8L2UjH3b50B5LzknoOaVKThlBKDIyDs+Cpfl0OKe1R6rsSC2fCSSvGOT8ySlXIwMmlRLEdVqjtmKTd+yWO93eboRs7LegWIFOqvQWUZMDraiFaqPd+AgqIz4y/fg7t4++O9ZiJX30VlG4+8+S9buPF+rlJJL/t2PUb5iPzrLeOq3/pTGvY9dyAhfFDOWR8PkPBoX7S5Sp0+f5jWveQ2HDh3iyiuv5CMf+cg3/TNmOW24pJTs27fP5DxkmylnFcc884c3k/T6+FWPeO9O5itwYHsZa/sunnz8CVqLJ+lXK+R2wGuv7vAKu04t7WFVKlhicKYFCAQaaQdoIYmky4pyeaxfYy3qk6o2geVSdsuUnAqOtNlb2k3Fe+lnXGymnDczk/PwvdSMPcvjQHk/eSdPYOcouzV86SCFpurmSJVNL4N71/qc7ktCkUMjcS0Xz5b4nkU+1yMo9NlWjZio5cj5mpUw42yrx6lGjCJDRx103EQUyqAynMky9uwsut8hffgLuHt2IYTAUhEy8FC9Po1P3YEKo7+/R9vmkn//ExQP7kQnKU+8549oPvTkN7i7C8+M5dEwOY/GRdsitbi4yNLSEldffTXnzp3jyJEjPPnkk+Tz+a/6WNMiZRijl2aKu/7nX9G96U9wSCi/6gA7X3uYYs5iUfus9+vMhKfJeTFyxwTp5ZfiL57GWh2sRKh8EVksYWU9pOciLIfU8+lZPivKZ1nPkmnwZIJvOSQZ2FYOVzrsLe0hsL/xNrSGYbw4SitOtk+xHrfIdEKm+vTTiFRplsMetuwhsNgdBOzPaQJ6SK0hi4mzDBn3yRToTkgzKtBe7XJy3aOmewR2nr12E686j8hXUa0OpCnaL9L/0v2oXg/nkqtQhWmy1VWEHxD3FTqKcWenqL7xtQjber7WtBfy6C//Dt3jC1i+y6W/+JOUD+0dY3qGsTldtC1Sc3NzXH311QDMzs4yOTlJvV7/hn/GLKcNV5qm3H777SbnIdsMOTfaEX/7ueO0PvIJZJaQn8qz71WX4Dohy51V3GqbPc4iZdaxZwpkO7dDt0W0ukbSj4icAlbgYydtpC3QaELHoS4DTmY51pin6paY8lxcaRNmCksG5OyAg5X9F2RysRly3gpMzsP3rWYshWR3cbBRgiUcLJkjsF3KXsBsrkCmiiidcaLf44GmoKVypEiUfPbwS6+IhUYWPCb8dWbnLa7e1ib0fbphk6O9PJ3lU+h+C1mtIYRAhG38w4dBWiRPPoJdsJFBgA77uCUXYVvE51Zo3vEFvvL9Tzvnc/k7/i9yO2fIwpijv/EB2k+dvlBRfkNmLI+GyXk0NmyL1J133sn3fu/3sm3bNoQQfPSjH/2qj3nve9/L7t278X2fl7/85dxzzz0vqbj77ruPLMvYsWPHN/w4s5w2XFJKDh8+bHIeso2cs9aao6fW+fgXT5Hc9lnstTqOJdjxml2kYo0wqePvLlFoncVprZBMlGiVSpyzBNnJ03i9LlauQC4AqUKQikwKel6eFVlgmTLV/JXsKW7DEhHtpEOsNK7MU/Or7C/vxZHOBbmXjZzzVmJyHr4LkbEQgvn8HLuLO3CkiyXzJCphwiuwp1RFUkNpxWra4YtNxbmkTCokqeUidYrjl7EQKD9HQI9c1eGquRbbdjo4dpMnew5rp55GdVYREzODukWMu38f6Iz47k/jX3YAYVnodhtvqgJSEJ44ReeeB19Qq13IcehX/iXBtimyXsjjv/Y+uscXvoUEXxwzlkfD5Dwao8r3vD9Lt9vlqquu4r3vfe/X/P0/+7M/421vextvf/vbuf/++7nqqqu48cYbWV5efv5jrr76ag4fPvxVv86ePfv8x9TrdX7sx36M3/3d3/3mN2EG41BJKZmenjY5D9lGzTmMMz794Fm++PgSrugzecdnsEkpzgXInS7SSbDKHn64imgsk7gWUTFPODfL5GqdfLeNZbtYvkaLFEhJbY+OV2bNnSbzd7G/8nJ8y2I1XGQtrAMOvlVke2GeXYUdWML6ZmW+aBs1563G5Dx8FzLjqlflYHkfOTuHZ5VoJ21cCYdqUxScOTIt6KseD3a6HA9n6CmH1PbQRNheDs+yyNw8rk6wApuyH7Fth8326T7rOmXhxHHizhqiPDgfw50sYU9OoeOQ8I6bCV52BIRANVbxtw22nu5++Sjdhx9/QZ1uucChX30r/kyNtNPnsV97H70zS9/y/X8jZiyPhsl5NDbsBONNb3oT73znO3nLW97yNX//Pe95Dz/1Uz/FT/zET3Do0CF+53d+h1wux/vf//7nP+bBBx/kkUce+apf27ZtAyCKIn7gB36AX/iFX+CGG274pjXdc8893H///dx7773ce++9L7heXFwkTVOyLAMGS0NKqW94nSTJC66fW6Z97lpr/VXXwAuulVIvuH5uSerrXWdZ9oLr5+r9etejvKder8enPvUpoijaMve0EV+nJEn45Cc/SRRFG+aeFlba/O+7n6HRbnBgW5ernvgMarWBFDD9ykncQINUiJpLtrSECiPCWpnOju1YvQh3aRGRpuClCAcEiszLE+bm6OQO4AQ7mM1dQr1fZ6F7mnpYxyIg75TZV9pD1S4jhLig9xSGIZ/61KcIw9CMvSHeUxRFfPKTn3z+790K97TRXqder/d8xhfinjzpsTe/m6pXw7eqdJIerbjJgVKFHblLSJVNqiOO9pZ4IppjNc3RkwEZKdqxCByJ8HJYgONZ+I7GL9lMTEPgNVk8fZR22EYEeVQc4eyZR/g+2eoy8ZfuJLjmqkE2K+fw5qfJsozWFx+g++iTL7gnWcxx6FfeijtZJlrv8Ojbb6K7sDy01+m5r81hGJqxN8R76vf7z/+ssVXuaSO+TnEcMwoXdBoTxzH33Xcfr3/96//+E0jJ61//eu6+++4X9Xdorfnn//yf87rXvY4f/dEffVF/5g1veANHjhzhuuuu47rrrnvB9U033cQDDzzAiRMngMFk5PTpQd/mXXfdxeLiIjBo/VpdXQXg9ttvZ319HYBbbrmFdrsNwM0330wYhqRpys0330yapoRhyM033wxAu93mlltuAWB9fZ3bb78dgNXVVe68c3AS6eLiInfddRcw2DHrufaxEydO8MADDwDw1FNP8fDDg5NNH3/8cR5/fPAOzsMPP8xTTz0FMNJ7+vSnP83LXvYy2u32lrmnjfg6Wf9/9v47yLIrv+8EP+eca59/6TMrqyrLo1CoAtAwDaAbaMtms+lEI8pwKa52g1ppJjTSalcKhXY2SE2MiRlqdyc00k5otdKQolYxEsUhKZLdZDfhGrbhCr68zUpvnn/XnnP2j1eobjRcdTcyUSi8T0RFvXr18r57v/fkvfd3fr/f9yiFtfbacXyUx2St5Y8fO87XnzrOwek17ti5wOHKAuv/69PYXFOcCgh3hlhykokS5vJlTKNFVC0RT01iraZ68RRB3kN5OTL0kULSFQW6pcN0Kwc5fX6BApMs9ZZ44cJztNMOri0yf2KRQ7WD2NhsyXk6c+YM99xzz7XXw7G3NcfUaDRQSqGUummO6UY7T48++ihHjhxBKfWhHdNzzz7HnvJugp5PazUmt5qLm5eImle4e/ReklSidcqV+ApPrgjONAu0RZkUQaokjmNwHIHCIiS4nsIPFf5IQFVu0l5+nU3d5vLiFZJ+l+DgPhqtFvHJ1zDLF3mj1yVNU+zmKifXBhOEzSef41v/y++87ZiCiRF2/19/mWbSJ2t0eOUf/k88/B/+YEvOk1KKcrl87dwMx97WHNPzzz/PPffcw+Li4k1zTDfiedoub6cfyUVKCMHv//7v8xf+wl8AYHFxkR07dvD0009z//33X/vcP/gH/4DHH3+c73znOx+4zSeffJKHHnqIY8eOXXvvd37ndzh69Og7PvtWJ/wjjzxCtVq9FuEppa69np2dZXx8fGCFpxR5niOlREr5nq+zLEMpde214zgIIa69hkG0+L2vXdfFWnvttTEGrfW118YYHMd5z9daa6y1115//3F8/+s8z4fHNDymLTmmNOlzbuEsZW+VcpASOOAqw6X/91Nc/DdvIoRg789PUzgyQloroPIYZ3EVGbrkB2axOycpXLhI0GkjhIHxGsIvomqHaBR30PM8pJCEYpyFeIFm0sBaS9EdZa68h4oq43ne8DwNj2l4TB/xMfWziPn+POvRAtrmBE7AlLeHFzdfR9MGC0LU2F2qUtErTIkmnk5QcYSTxtgsJ88N2jrYfoKOc1SrSy+okVVnGU00ipBkrU16/jJCSryv/UXopaQXLqKNQY1MkiytYa2l/qXPEuzd9bZj6lxc4NR//a9JNzs4lQK3/frfIJyb/kSdp+ExDY/pBzmmdrtNrVbbchepGy7A+EF4K8BYX19ndHT0g39gyA9FlmV885vf5Ctf+Qqu++E02g55Jx+VztYkoNugGyTRCv1oA1flCCyeIzBW0D63xun/87eIN2JKOwL2/OouCD10zcc/v4CUBrN3injfboKlNQqNdZTJYayOLI8ja7fQrEzTkxqBRIkqFzuXSE2CEJKJYJa5yh4C5W/58Q7H8/Yw1Hnr2Q6NrbWsRCuca58iNwkCwbi/kwvdRXr5OhaDsSVmCqOUZJdy3mCcNn7cw4l7yDzFZhptFTbKML0EujG6Uieuz1BqdBGyQHqpS766jnB9in/110jOXiK7cgWUgvII6fI6CEH1c/cR7p972z5GS+u8+ev/gmS9iVMKOfxf/h8pH9z9oWkwHMvbw1Dn7WFjY4OxsbGPl03t2NgYSilWVt7ecLWyssLU1NSH+VVv463IcsjW4DgODz744FDnLWY7dbYmwibz2N5x6DwDnWdJmy9hovMUaODoLq7N6fYzGusd1v/XV4g2YpCC8c/W0ErSHSmhLiwiTE42PUJnbhfuRkSp2cTRGbZeR1ZnkON306jtoic12hgaScbp1hlSk+BKj1uqxzhUO7QtwQUMx/N2MdR569kOjYUQTBWm+NTYvZTdGhbLanKZ0aBIzZtA4aJEjyu9FVbSkF4wxkVnB1fccZr+KKkKQEkcmyJdiwwU0pM4rQ2KzXl0TWLzVdyZGBnm2LRH//d+m/DYrbhTU6A1dDbxxutgLa3Hn6V/8uzb9jGcHuO2//Y//27j93/1/6X1+rkPTYPhWN4ehjpvD9ul74caYHiex1133cXDDz987T1jDA8//PDbMhofNq+88govvfQSL7300rV6tCEfHkIIKpUKQoiPelduarZaZ2sSbHQW23oSGo9A+znoncTG8yTRJnmekGlFpMv07TirsUM7dWg9c4X1pwa/V4UpD3VwlCsj43B2AZtreqMjrBy6ndGOR311HplHmEoFNbYLOfMF1ssTtE2PVtpmqd9mM9kELHV/lLvH72eiMLGtY2s4nreHoc5bz3ZqHDohd4zezWxpN45QxLpFyfWoeDVc4eDKlEayxpmmJJMeaXGShXCWi/4cLbdO6oVIR+C4FgoOVhjsxiZsrmCrPpgYf5eDEC1M6zLdf/ebhHeM4UxWsXkOvSbexCDIaD/5PL3XTr5t//yxGrf9t//5dy1s/5t/zcbTr3woxz4cy9vDUOftYbv0/YEDjG63y8svv8zLL78MDJpVXn75ZS5fvgzA3/t7f49/+S//Jb/927/NiRMn+Ft/62/R6/X463/9r3+oO/69fO5zn+Ouu+7irrvu4l/8i3+xZd/zSSXLMv7wD//wmkvCkK1hK3S2JsPGV7Ctp2HzG9B9BdIV0B0gQ0uPjg5pmRor6Qwb9jCnor2cTaqcSSY5/UpK4/ErJO0cpKD45RkuBFUqly5R0jGyFFA8OMfh5irh4quQx9hiCbn7bsTeX2LRMaxEi6zF6zSThNRkBMrnYPUwR0c+hbdNWYvvZTiet4ehzlvPdmsspWRv+SD7q4eouGVy26fouJTcOqEj8GWGsQ1ObloamUCFLmJ0irOl25h35ohUkTwIcEKFqnhIctjYJF5ZIyqGWEfg76kgdIJZX6H/H/8XCsdivLHW4DrWuIA3Vhj0XnznOO1nXsJedcsB8OoVjvw3/xnFuWlMknLq//nvWPzDx37k4x6O5e1hqPP2sF36/sA9GI899hhf+MIX3vH+r/7qr/Jbv/VbAPyzf/bP+M3f/E2Wl5e54447+Kf/9J/y6U9/+kPZ4e/lrR6Mxx57jHK5DAxWAp+env7Qv+uTjLWWOI4JgmA4s7CFfFg6W2shb0GyAMk8mD5w9ddcOqACUEUSDZvtHt1UYbXAigLdtI2neuQ6h/Ue3iMv0/qzi0StjMJswMSv7KIQdwizDOW7OLfN4VuwzTWstuhSDXnrT9Kt7mehd5Io72IwpFriyYCKV2F3eT9Fd+vqPq9Hn+F43nqGOm89H5XG1lqa6Tor0QL9rE9icpLM0tdrpCYnNy6dtMRU0WEyTKm4BXJdYn455UD8KiN2lSBqQy/GrncxuSUJQvrlOl4nJugnJOca4Ci8nXXCHz9G/NoayXwLi0QUKqQtQBbwd++h+qXPI/3SNQ3yOOX0f/9bNF8ZuPBM/fh9zP3az/3Q/v/Dsbw9DHXeHlqt1o3f5P1R81aA0Ww2qVarH/Xu3LS85ZbwlhPBkK3BGEOexDjCIrCAAAEICcoFqd5Xf2s1pKuQXIFsYxBYWHN1O+Hgb6PBpiRJTCfW5EaijaKXuyD7CHKEFKRdi3rsNczLV1h6qYd1BFM/N87orKKQxShH4h7cgQpCTLuFlRJdqNG+5cdZlwGRXsbYDG0zhChRditUvRpThV240tseQd9Tp+F43g6GOm89H7XGvazNUv8SudFkJqeTZbTSJXKTkWlBLyviOYK5sqXketT9UdY6ddrLp9mpz1FPV/FbDcR6G5MZcuXQq42g2jFOM8ZcboPv4O0cIfzSLSSnN4nPNwdfHnhkbYtF4o6UqX7+dpyRneBWwalhRJGL/5/fZ+VbA3OZyq17OPj3/xpetfQDH+dHrfMnhaHO28MwwLgOhi5S20OWZXz961/na1/72tDZ4UfEZgn0W9h+E9tvQ9qDpI9NInQac/bMGfYfOIBS7zLTJiQ4HsINwC8M/nghSAGiDbaNMN1B9kK/lQL1QPogcrh6we5nlm6iMTh08pCFnkuhmCAUuI5PK3apPPMdKqcusvrUBv2uIZx02feLI5TyCCfwUAd3IsMKut8il4ooLLMyew+JXyK3m1ibIYSgqMZwVcBoMMmIv729Fu/FcDxvD0Odt54bQeNExyz0LpCZFInEWI/LvTNkJiLJDb0sxFjDbNlQ9XzGgjp17yDza02yjeOMmUVKjWX8xRXINFoIekGFJBY4mxHeYgsReHhzYxS//CnSK5v0X13AGo0VljwyWCuQrqJy9xTBznFwiuAUwBtj4ZvzzP/uc1hjcOtlDv7dv0r16P4f6BhvBJ0/CQx13h62y0XqpggwhiVSW8twVuGHx8Y9bHsV21rFdtYg7r73Z+0gi6GUAqkAO3jTWqzRoGPIE9AJ6HQQROj+4N82A5OBBOG64HrgBgglwJXgeljHp59Cqi3GSpqxopfn1Ao5jgRXKSJt4OV51JsrRIsRC6c0KNj/kyXGZh1kGCD3z2IqUyRRkwRL5gZszt5D6vkI0UFYjRQKX40QOEUmw52ETmH7RP8AhuN5exjqvPXcKBprk7PYv0g/7wEQqDLz3ctEukWUJ3RSH21gJIypeZKyW2JX+Qg+k1xefhPVeZlyf5XyhfPIXowBEsejl7hE65rKWhMnDPH2z1D8ymfQ/Zzesycw/Rib5+RRhkUDgsKeKqWjdaTrgvBASFqnO5z57VOkHYN0Q3b84peY/aWvXHfJ1I2i883OUOftYZjBuA7eCjC+l1//9V/nN37jNz6aHbpJGdZFvhNrLcR9TLeF7baxvTY2jrBJjO02sK016DWxWTRof5BiUOKkJPhFRGUEWR5BlKvI2gSiPgFhiSTT+IXioEQq2oT+Gra3BnFj4KRiNOQZJC1svAlJF+L+4P+0uZqlkINsx2AVLEBgrCS3BisluVR0jQIFoWtRQqAExGmGPtEgP9PCRIbFc5pe11Ka8Tj6l8cw5TLxoVvo+CMEzYsINLlXoD1zD36hTKLXSU2CFB6+rDMWTjPijyPEh2pW9yMzHM/bw1DnredG0thaw3q8zGayBoAnfDbSBt20RaxTGolDZixlt0fV1wTKpebNsKN4K471WVp/HjpnGTl/An9tHWEMBshzSJZTWI+RSuHtGCH84qeRY5P0XrpIvtbFWsi7KTrPkZ5ABorKHZN4EwphckCSdnLO/Ks3aZ/vgPQp7t3J/r/9y5QO7L2OY7txdL6ZGeq8PQwDjOvgrQDj4YcfplarAcMMxlYwTFuCNQbbXMdsrGAa65jGGjaNv/uBPBuUPfWagyzDNQTCCwdBhV8EP7yanXgnRjmcPn+GW27bj+tpKPiI773QOgGQQ7oMaXOQ0RBm0LgtXawqgi1DnmDTDqQp5IY0tiT9LtpCL7OsR4LQhXJgCT2JEYZ2rHFOriHObSJySy+GKycN0lXs+eW9FG+t0t+zF9lL8ZJ1pLDYygTe7h+nZzdppItoa3BEgao3zWRhJ74Ktuhs/GgMx/P2MNR567kRNe5mbZb7l9FWg4XYRDSSJtZCK/XpphJPbVL3IzwlCVSZoruLEX+cQKZs9M5hL51i9NwJvH4XYXK0tmTLMWY1QViLU/EJbpvG3TNOthwRnWthtSXv5WR9gwwdhCPwxgJKh6q4JQnWYHTG4uMbLDyxicktUinG751l5y9+Gnd8N/g1hFcCtwBuCNK7tgLyjabzzchQ5+1hWCJ1HbwVYGy1SEM+mdgsxaxcQa9cwawtDfonvhchEcJA2gGdDEqTHAfh+Yj6NGJkBlGbQrj+1cxDjs0zbJoMsg5xH9vvYtob2M0FiJtYk3/P5h0IyohaFVkKEU4D6UYIh0HztmBQZxyOQukAwhsF2R4EHcoFZ4yFpmattUwririw0ufSquZQpcfR0Zh6aNiIYtY3+0w9f4rg0gYgiEoh66cN2XKXwu4Ce35tL3ZiHGkUrsyQjouYvgVTP8xSdJbURAggdEaYKRyk5FaHs09DhnyCyUzKcn+eft7FWktq+rTSDtpaEh0SZRVivU7N38SVGk8FFNQsUgaUXUXBadNvtRAnXyfY2MCNW2hj0Kt9nPkOMtcoX+JPl3EPziBGqiQXWqQrEdYYkvUYnVlU2UW6Cn8ioLi3hFt1wBiilS7n/mCJznwEApzAYfLuEWY+P4tTqQ2uq04R/AoiqIJfAb8GhVGEc2NOnAwZcr1s17PzTRFgDF2kthZrLZ1Oh3K5fNM/OFpjMKsL6IULmJUrWP09D/yujxyfRlTrkPYwa/ODEqksx6QZqAIEZZAeZAnobBAwpAlCWISSCCmQnoMIBtkIkbaAGCsFZBlZnKBkAGk2aALPoqv9FjFYDUIgfA9RLiNrI4j6FKK+B+m5IDqgBMLxMM4kFzf7bCQdGhpeX3c43wq4d05w316LERHzl9dIT1xi3wsn8FqDG200XcXEPut/Po+Qlrmfn6b+hVtwvSqGPro2TjKxm7Zx6OXrWCxKKCbCA0yEu5A3WDnUu/FJGs8fJUOdt54bWWNrLa10g7V4CWMNqe7SyVqkWmAIsGacdtrFdxZxZIYjJL6aoODWEWiKbpNQWPKFZfTFK7hRCxv1MI0Ie6FNmMQ4UuBWPbzRMmpmDOMUiJdjdM9i8pxkrYtODaocIgse3miIv6OMP1VGSMvGcxe48s1LpK0ELChfUj9QZPKOGsWpAoPoIwRVIDcSx/cRfhFRGIHqDkR9B6JQBde/4fT/OHIjj+ebiWGJ1HUwdJHaHrIs45vf/CZf+cpXbtq0pY0j9OUz5JdOY+P+tfdlsYKY2IF1CuT9BH3xFPnCeUy3N8hEaA3KxWqwWY7NB3/I9aAx2xje8RtmDYIcKTRCWYSyKN9BhC6ZTSlUQoQjkK5AiByEGWzfCLBqcDNTzsAdChdEPuhlDDxEEGKcMmv9iEzmZMB6T5Lnkt3VnKKbkfUies0eeqFHsNxDZBrhSOTOEtL3WXxknc5KSmlfhdv+0UNIr0JcdunXRoiUSz835DZCICi7I+wsHsG7gZq4P4hPwni+ERjqvPV8HDTOTMpK/wq9vEOu+3TzTSJtsdZHiHEUAa30NJ5KEFiUGKPuj4Mw+KqFJ3t4OehLa9jVJZJ+hOn0EGfWKPf6eFmGU1C4lRCnHCArBXRiSNdS8k5KnmZkbU3WM4PrqiMQjsAtSbyah/KhcbnP2qmIrK+vXa/DiqAy7VDb4VAcFQMDDscD4WJxsCgsCpSPdcvY0hTWKYL0scrDGLBpjtVX7wuZHjiGex7ScxGOiwh8ZKkIYQjKA8/HCDl4uDbfvXHIwMMphTilAm4pRHofrdX3VvFxGM83A8MSqevgrQDj8ccfp1QaeFsPezCG/CCYbov8zGuYxYvfXRHW9aE8jsEjb3XQG5vY7gamuTIobUoTyDKscAb9D1oPggYpwXUHVrKOA0Jh32q6thabRIM+jbg/CD4sgMQKiTAaazVCSqQjkMogXIv0FbLgogpFZKkAnocQEuGUEEZhsy6YGJQCFdDPHRrdFkpkGG2IEosrBfUwQwpNpnOSjRS7FKHigXWtChXuvjpBrUzjxXUufqeFKIcc+NtfpPSFu2j5PWIdkVuH1BisNQQqZDycY8SfveGauIcMGXJjYa2ll3dYixaJdZdetk4vjzDWJbfjjAcTbMYXye06AIkuMO7voxJItNkkcJoIDE4mYaFBtDRP0u4RXWhRbbUppxGe1bjlAC9wEK5ABh5GOeRtQ97uk7UT8p4m7xt0arm2+KgQCCUxaKK2obupibv66v9asCClwA0Eri9wPIFSIOXgj+Ct5YauGmqYganGIACRGBTaCKwBnVussRhjMdpitRn8/VYwIUBIiXAdhOsigwAZBgjP43sn9KXv4VWLuLUy3kgFf7xOuGuK0oGdhLOTP/SCgkM+GQxLpK6DoYvU9mCModlsUqvVbpoLl2k3rgYWl7Bv3UrcIoaArBNjkwRrLbbXwK5dRugIadLBHUX5g/4L30cUygi/gAiLyLEpVK2OrNSQlQoyLAz6ITrzsPQydFcH7lPaok2IceqYKCJvtcg7KaYTkyUpKo+xWTqY/cpBKG9ww3RAqqs3Hs9FBgLhC6SnsDJguZOT512kAm0F/cTBczQlL0FGMTRiso0EEecoJZCORO2oUD60n7A2TutKiwt/dpLeco/SHfuY+K+/SmJbGGvQ1kVbi6+KFJ0KY8EeAqf80Z7EH5KbcTzfiAx13no+bhpba2imG2xEy/TyVbp5l1TnaFvGl9NUPM1mcoHM5GTaIzez7K2MU3QjcnsJKXIsAk8U6a+1WJtfIjm3wsj8IjWT4CcprlIEIxWccPBELgIfEVSwjsBEESYxZJ2MtGnJu310nGMyAyhAYk1GFmf01xOiZkrS11htsNYy2OK7PTJ9971rgYAQg+BFiKvRyNWoRIjBx6+upYoV17ImUr31M9e2BlgsAuF6CH+Q8RCey3sVEEnfI5waIdw1RfXIPmqfugV/rPZDn7Pt5OM2nj+uNJtN6vX6lgcYzpZteRv5fhepIR8uWmuef/55vvjFL37sf+lt1CM7cRy9cH7wb23Q+OjcwbQS4Gojd9JF9ZeQWRPCHJvkGOMhSnVEsQqFCs7ULM7UNGpsEjU6NmjyZnATpbWEWXsDNs4NrGaNRkiFrM9ip4/iKoOIrwYcAOEYOu2ycfY5KsLFdDPypErejDD9DjZJsZkiTwU26kOnh5AGISGzimZvHVcmOFdX/jbWUjI5ntWIdDBLlhsQCFToIafKBHfsp37ws6jRWXr9VRrHv0F3oQ21Eu7P7ya2zWvBhS9L+Cqg4Nap+7Mo8fFNX99M4/lGZqjz1vNx01gISd0fp+qN0kqmWY7O0knX6esOqemx3K8wFuxE21W6eUSqL3K62SdUY+ypHsZ3r5CZBpnt4IyFzI3fwqWde3hhvos8ucCxaJGCySnECWHuU6ooVBCCoxCyiCrVUZUYdwIKQmJtAZv2MVEbk2h0bDCpi817jNp80JOnNXErp7naRmqfPBboJMNkGTq9GnwgwFqE0UhpEMIisUgpEEqgHIFyQXkCVQhwCiGqFOIWA9xSMCjtKgQov4DxK2jjkncS0uU1srUNuJpdN8ZgMoMIC4ixCeTEOAZFutYgWlgjWWtikpTepWV6l5ZZf+JlAPzxOqUDOxm5+1bq9x7BKdyYjeoft/H8cUVrvS3fc1NkMIYuUkM+CJul5GdeQ184iTUak2Zo7Q0cZcVV21gpcaohqn0e0Vwgb/fR3WTg5DQ6gyyP4Ozcg7NjJ87M7CBD8b3foXPYvIRdO4ONGtBdgTyCoISozWJ33Ys0MbQvDEqkAFEYx4aTiO4bkKwAFvwRqH0KbAObR5huQt4tYVo5+cYa+cZFbK9LHqesNzTrm13Koo+nM5TQpHmOwBDIwfIbFkEkPexYHf/AKPJTB5mcPUAlODSwjuy+zubv/zlLf/AmcTPDv3OK8f/755FCIKniqQKOdKn5sxSc2raetyFDhty8WGvZiBdYic7SSJukuSYzPo5wqfgpuUnp54ZWUgE7Reh47KtlhM46iY6xOLhSkSWKly/HvHY+4e78CuOb63hCQuazO7R4BYn0FFIFIHwQPQRXDTxEALigWwOTDN+HcHxQHZVvgrHYXGNzg801ZBpjQiweImlg86t25ZbBtvMMogY2GyyMOujJM2AVVjPIYCgXEZQR5VFQzmANpTj6HiMPH1Us4czuQu09RJ65xKfPE5+9QLq8xvc29jn1KsU7j1F+8D5UuUjv4hLd05dpn7xI7+w88WrjbZoL16G8f5b6XYcZe+hTH5vsxpAPj2GJ1HXwlkiNRuNaBmPIh48xhvX1dcbGxj52swrWWvSlM+SnXsamMSbLybo5OncQ3mAWR5ZKeLOTqMYZ9LmXyTa6mH4CxRpyag9qejfu3D7c3XuRhXc2M1ujYeMCduXk4KYSNSBpQrGGKI/D5G3glxDN09g8AkAEdWx1PyJvQPM46D5WOHTlDKWJ2xH5PNh80Mjt70XIEEwE+grGpKxv9HnqZMri/DIHKi1KKkPqjLVWDyksYwWJWwjRpTJL3hTBZI3Jcp+xsMhoME5mRujnTSJ9nuzJN+k/O8/an1+CkQLT/+UXCG+ZxpF1hFAU3VFq3jRS3BQJz4/1eP44MdR567lZNNY2Yy26wEr/Cs20TWYsmfYoezmuTNDW0E0duukEUhQpeZY9lR6OTEl1jpIuEsHKJnzjNcNMOWKmt0ZtfZOskTFTLjFVvlquhAJbQHgGIeOrD/wBqOpg8dK0fbUh2wcZQtbA2pwsy3AdH2GywU4LF1GbRfoewrYQnh28Lo1DbTcibsHmGeguY/MEkSbYJB8YAsZ2EHg4PqI4gZjaj5EeenUR09jA9jrY5LtmI6pYwtl7AP+OT2NrE0QvvkLv5ddJLl/B6kF2Q0iJv3cX5c/cS+GOo0g1mDhLNls0XzxJ85XTtN84R9bqfVd4KSnvn2XsgdsZ+8LduOWP1qzjZhnPNzrbVSJ1UwQYGxsbjIyMfNS7c9OS5znf/va3eeihh3Ccj89Dpmk3yF59drAoXq7JmhF57kJQQAiBMz6Ov2cncvM8+etPka6sXw0sqsjpA7gHjuDtvwU1OfWulnnWmkHGYvkkNuuDziDehKAAhRqyPI0d3Y/oXMRGg+ZFoXyoH8L6VUTzFehfGAQSXgVdvpPnXz7BvXdMIAWgioPgQrhgOqAXSfKMcxspT81rGskGx2YsBd+SC8OZVoYUcHgkoOT6JFqx3KtQ9jJ2lPqMBj7a+rQzB2tTXLWJvbhK9u1zrP7pRbIcwk9NMf0Pv4akSOCUqXk78NTHxyHqevi4juePG0Odt56bSeNBI/gGm8kCa1GDdtolNxIpDEWnjxSQGGgnRXLj4QjBeCGm4kmUACkclJTkmeSJ1x3aecpEPcVJE9KliFI3496qppTGV5uqi4PubNsZZASEBFEBm4JugwBZKCFK06Ai1ppXmJrbjSrVkY5FeBKhFJT2YMNZROcStM5hrRkYX9T2Y0u7oL2CnX8BNs5i8xibZZBbTKKw/QTyHBGWkDsOIW97EBFU0I118vlLZOdOopfmsUl0TSc1MoZ37C78uz6LyXK6z75A7/njg8zGVZxalfJn76Hyuc8gff/a+8YYOicvsvnsazRfOkW0+N2fEa5D9dY9THz504zcf/QjecC/mcbzjczm5iajo6PDAOP9GLpIDXk3bJ6Rn34Vff4ExmjyRpcsllCoDAKLsVGCI4cR3SX0Sw+TXLw0CCz8AnJmH96x+/FuOYKqvPfaKra7jl14BRs1B6lxEyOkxYYlpONjx46AtIjWmUH/hZBQ2Q2VvZA2oPEipOuD2bPCDqjdDSSQXh7c7FQV/DmEUKAbGL3MWq/Pmc0ex1djUhNxx4yD70Ivg7NtTSXwODYaYDHEucNa32ck7DFT1HgSUlMgNUUkCYHTQvU18R+9SuvEGhsvLSOrIbP/1c9R3jdH1ZsmVLWhF/mQIUO2FW0ymukCG/Eq63GbRBuMcfCcNp7UCCxxHtDNA7Qx1P0+oZvhSosrXVzpIVAsbYS8eFYyMxaRi5xmoljsBHxlX8gdIwEFY7B5GYwD+RLYbODWFMxi3RBhFxBkg8DDmQaTQTI/uD7LELSEdHOw0/4oVA4PJpkab2KjDWCQqWb0KMIJMd0N7JXnYel1rE5Ba6yWmEhguz0wBlGsow7eizp8L8IfTOyYqE92+g3S114kn7/43fJaz8c7fDv+A19A1UdJLl6m8+1n6b/25mBdJkAGPqV77qD6Y5/Hqb3zfta7uMjKnz/H5rOvk262rr3v1suMP3gnU1/7DMHEcPL2ZmNYInUdDF2ktgdjDEtLS0xPT9/waUu9vkz+yjOYfgfd7ZM2U2xQQbgeqloluOMYjkzIjz9KcuJVdLMLrocc24H3qYfwj34KWX7vXzibRdjF17CN+cEbQiIciVV2YB9bGMWOHkJ0zmPjQe2r8GswemSwOmz3HLReA90dpOUrB6F0BPQmNrlCt9ulVNuF8HcjEGDW6MaLXG5tMt/LeGEpoexrjk15CAR9LVlMBLPFIpNhBMKQa8lyz7CzAiOBRCDITBEp6hQcjSs76KxP809eIF7qsfqNCxjfo/75Yxz6279Mwanf1NazH6fx/HFmqPPWczNrHOVtGskV1uNNmmkPbUCQ4qicQLpIEeCISVajLoINan4EWFxlcYWLFJJUu5xdDPFlTmxyGjG8seJzxw6Xe3cW2Vuv4qka2BqYRTBXy4fUKFbUIZuHvIm1lkZHUB+ZQyTnBsGGcEGNQP/KIBOiAqgeAacMvSvQOHXV3MOBkVsRxcHEp+k3sOe/DauDfkC0xhof082h28YKhRydRd35ZeSO/W+b5NGdNunzT5K89gKm27m6rw7ewdvwH/gizuQUph/RfvRJOs88j+4Mjkc4DqV7bqf2kz+G8y4PlMYYOm+cZ+Wbz9J48QQ6Tgf/ISXVI3uZ+vH7qN+39VmNm3k830gMS6Sug7cCjO93kRpmMD5c8jzn6aef5oEHHrhh05ZWa/KTxwdZC61J11po7SNKFYTrEh47irdjkvzEs6THnyK7sghSIsojuHd+luDez71/xsJa2Lw4CC50Nnj4r4wPAgWTIYTEjh4C10W0zl5zjaJ2EEo7waTQfBX65wav/TpUj4G/czB7lq1gjOGN0+vceuxLOI6in1xgpXOFzbjLuZbl9Y2UqaLk0IiL5yiMhGYmKTqasTBHCUWcS1qJYq4qKLkKRwR4aicFNUZm5+nni8T5Bv0nL5GdbdN+dZ1oMSWoj3LXP/9HeJXSNp61j4aPw3i+GRjqvPXc7BoPyqY22YgXWIs26eYRggwhYlzp4cuA8fAgoZzgQucihksokaJEhisBoZA4bPZ8bGaxaDqp5YUrgpLnc+eOgH0jFabLo3hyCuwm6EH2AVnCymnQm5hknvn5y+zcdQjpz0J0HnR/kN1wp6G/BDoCJFQOQDA9MPjYeBWbDDIDorwL6gcHWWnAdFaxZx6GxsXB/cVYTB5gG11sEiGCInLfXTi3fw4RFN+mi8lzstdfJHnuCfK1VcAiXB/3wK0ED34ZZ2wCk2V0n32R1mNPkq8NMi3CdSjfeyfVn/gyTuXdbcbzfszKN59l7ZEX6F9ZufZ+MFFn8iv3MfnVB7bMhepmH883CsMSqetg6CI1BMA0N8iOP4XpNsnbPdJmCqURhFL4e/cQ3H4MVs6RvvAoyckT2CSBQglnz2HCL/0FnMmZ992+TXvY+ZewndXBG2EdUR1HtC8N6m29InbiGKI/j+0PalpFMAqjtyKcAjZtwebzkF51iSpMQ/VT4FQHJVH51TS7twOcCbppi43uSZrRJlGe8+amZqGnmatKDoz4FHxBpGE1hlBpJkKJIyT93CN0RpktGVwpcWSAK3eRmi6d9ASp2UCblOT1FvlLK9iWYOPZdaTjsff/8DNM/9SDW3iWhgwZMuSHw1hDL1tnJbrCatQg0xFKdhHC4oqAgjPFvurt5May1DtBN18Hk+OoFG3BkYIk89CZgzWaONecb2l6qeLAiE/FD9lVG2W8OIcvM9BLV/syfHBmsSaG5OKgX0644O2CZBGyqw5N3jQkHUivBifhDJQPDF63zmFbA1t04Vdh7HaEEwKDAMqun8aefgQbNa6ukyQxfQnt5qAaa3QWde9Poqbm3qGLNYbs5CvEzzxKvrI8sMoNCnjH7iG497Ooag1jDL3njtP65qNk64N7jfQ9yp+9l+qPfR71LsYlb9F68zzLX3+KxvMnMNmg7EoVAsYfvIOZn/08wdToj35yh2w7wxKp62DoIrU9GGOYn59n586dN1Ta0lqLPvs6+alXMDonXWmSmwBZqiCLBYqfvhenHJC99Bjxy8+Rr64gXA85OkHw0Nfwjt33vj0G1lpYP49deh1r8sHM0+ShQRq9swiAKE1ha7sRzZPYPB6UFtUPQWknQghsfxEaL0DeAulCZR+Ujw5uUsnFgTWiEODtoqM93rjyKr7fRtsYbSynWjntzLKr7DFb8QhcSSsVXO5pxnzJZOghhUOgxtlRGgWxNrhpoUh1iX5+CWNXsWRYK0nP9OE7G3iiztp3LpG0+hT3zHD0N//ODXVut5IbdTzfbAx13no+aRpba+jlTea7F1iL14EOjhhcd10RMFE4yHR4kNxusB6fp5n0sDbGYMiNIDMOUhdQRpOZlEvNnJW+4dYJF185BKpALdzNntoorl28GlAojJzhypVlZsdThI2vZi52QN4bBBoA7jhYF3oXAQteHaq3IqSHjdZg42r2W7mDICP47sO50RlcegZ7+TlsnoI2WO1hGn1sEiOCIuq2z6GOPIBQ75zZt3lG9uZx4mceI18fGIrI+hj+PZ8luP1uhOdhtB5kNL71GPlmEwBVKlL9sYeoPHg/4n0yBmmry9J/epzVR56/5kIllKJ2xwFmfvbzVG/b92Gc3k/ceP6oGJZIXQdDF6ntIc9znnvuOe69994bJm1p44js5afQa4voKCHdiLCFGkI5+Af2E95xO2bhNOmzD5OeOYnNUkSpgnvr7YRf/gVk4f1/qWwWY+dfxLaXARDFMZg8CBsnML0WZAZdmgMJonvpat9fCTl9J7I8Blhon4b2awN7WbcEtaMQ7gMMJOdA9wBBkzqXowYrnSVqsofrSKIM3mjkpEYwV/GZLnsErsflruBSB24d8aj7UPF8RvyduColM2vkJiHRkOgMITZ5a+FAQRF5yYOnl5HCo7PeZ+25kwjX4dh//7cpzr1/Fudm4kYczzcjQ523nk+yxlHe5UL7IqvxZRzRQgqNEgJflRgLdlNwSgixSapTOmmPREdEWpAbQZyHBNbFaMN6N+VsI+HAhGIklAgU7bjAntoeDtRSJAnaWl5/c40jt92HMguQNwc74Y6DdSC+OMh4uPVBX0b71GBNCxVC7SjCKWLzPqy9gk3bg5W6a4egvPttk1wmamFPfB27eeFqNgNM20KvO+jNmL0F9/6fGSz2+i7YuE/ywhMkx59Ht1ugHJwdcwSf+RLunn0IITB5Tvvxp2k9/CSm2wXAmxyj9rUvUbj9KOJ9HuxNnrP2yAssf+MpepeWr71fnJtm6ic+w/gX7kL+COPwkzyet5NhidR1MCyR+mSi15fIXnoSm0Rkmx2ySEKxggwCivd/GnekSvbCI8QvPUu+toLwPNTkNOEXfhLn4F0f6Ixk2yuYS8+Tt1rkjRjtTZLHBn3lJHkvAhQUJyBrD+psAbwyhONXm6MNwqzjeB1UUaFGxnB23oO34yAydNDxKbK8RV8nXEpgJYnRWcJ0YABBM4ZX1yxp5nJgzGXXSICUitOtHGMKHKjCeEEx4ocIEZKaNbTtYa0lM2BsByFSpFBIfAK1C3naEj13crCvlRoXf+8JTJYx+0tfYtdf/upWnq4hQ4YM2TKiLOV06wJr8WkC1UYKiyMVJadO0RlByR5SDK7T2qa0U0OSC6LcxRE+vViQpA4vX8nZPZqyuy5AQDu2rPdKfHFunJmiHfTdqRGsGAe9CtnVMipVAVkd9GVYDU4JvNlBkKFjEM4gk+GPYq2GzRPY7gIAojQLI4ffZqphrcUuvYY9+wg27YPOsX2LbiVgDLI2ifrsL6Amdr2nJnp9ieTJb5GcPY1NEkShjHfbXYT3P4QsDXovdBTT/MbDdJ5+HpumIAThvl3Uf+Yn8Hbv/MD7ZOuV0yz+p2/TeOXMtZXG3XqZyS/dy/RPP/SRr6kx5L0ZlkhdB2+JtLm5Sb1e/6h356ZFa82FCxfYs2cP6uriPR8F1pjBatynX8UYQ7rWQYsCwg9wp6YoPnAftrlM/Pgfk545CWmMKFXxjh4j+NzPIUu1991+3u2RvPQE8anXyRo9rFFQ3QF5H/prAztaN4Sghsg2EY4Y+KAHk+BXsHmOiXoQzUPeHZQ+uRUIZtAIMt1HeF1EzSUfCZivVFgtehQVjHmSJBcsti2vrzg4ruCeXR6TFZfMGha6DkXlcXBEU/UkUlhSbREiAjTG5uQmQwqDkgopHDw5TYG9xC+co3/iDAD+vjnO//vHSFY3Kc5Nc/Sf/N1PXCr6RhnPNztDnbeeocbfpZNGvN44RzM+T+j0kdISKpeaN0qgPKRsI9AIclKjiXJLoi2O8ElzRZTB+U1JmhkOjUmUtPQzy7nNnNmwxKGSYG5qEqkqoGawugPpxYGDlAxATUJ8fuAwJYNBtrpzDrIWIKC8D8LZqzt7CZqnBm0eweigZEq5bzsek3Th1J9h105jjMH2U2wrGVRt+QXUvT+F2n/newYC1mjys28QP/UI2fISIFDTuwg+80W8/Yeu/Vy20aDxh39K77U3QBuk51K88wjVr34Jd/SDeyyipXUW/+Ax1p98GR0NMubS9xj99BFmfv4LFHddv+nOcDxvD41Gg5GRkWGA8X4MS6S2hzzPOX78OHfeeedHlra0cUR2/An0+jImzUg3U4xfRihFePQ2/FtvQb/+DPET3yJbWUQohTOzg/BzX0UdvHvg6PQumCQlPnuR6MxZ0tOvDGaMAFEYQVQncf0Yx49RZR9nei9qpIpMl0FJpF+FsWMIt3h1H9ewq9/GRC1MAqmdohOX6DbW0OtruI01tMlJjGEjVfQyCDxFMFlCj5e46FZ4LXKp1hw+M+dRDSQCy2YC46HLZEHiSoGxgtwMnFSEMINUOvaqY4rCU2MUnUPY9YzW48+St9oAFO46ysI3nqPxwgmcYsjR/+G/IJwe25bzdyNxI4znTwJDnbeeocbvZD3q8MrGm6RmYbBuhoC6V2amOIMjU4xtY22CthGxhkyDQWGsQ5IZVnuGRmSYq7oU3EHfx6V2ik1z5solJop1xsqjOO4eQEN8Dmw2yFQ4MxBfBhMPeu7CgxAtDf4AhDugvH/gOthfHbhMGT24h4x/CuG+c9bfLL+JPf1NbDroxzAbfWwmwfFwbrkfdfdXBxNd74HpNEm+8yjJ669gej1EsYJ3652ED3zuWjYDIDp7gc0/+Abp/AJYi1MtUXnw05Qe+DSq9MHugnk/ZuUbT7H8ze+QrF1tfheCyuE5dvzs56nedcsHTmYNx/P2MCyRug6GC+19MjDNDdLnH8XGfXQ/Je0CfgHhuRQ/8xncWpH48f9Ecvx5bL+DKJSuZi3+ArI6/q7bTFfWiE6eI75wGdPvQHMBazK8ehn/9k/j7dmHm56DtIUQkphJemfPES+ukLUT8iwg10XQg18fm7eRZgW3IJHVgHR8F+muKZxdY3i+JjRrxFFMYy3h7OWcZKnDzl6b0GRYY2mllr42FMou03vrqKkyjFfIyiNMlFxCRw9mnKxG2wSERqAxFiwSJUI8WSdQe7ENQ//lN4kvDtbqkIWQ6oOfZuXbx7nye4+CEBz6+7/C6H1Ht+sUDhkyZMi2Ya3lSneD1xuvA5t4UqOkZMSvMFMYx1M5YNCmSV+nZFphUTjCpRXnrPZSFrua2bKk4gtcaViLEnppxu6Cg4tLwS3gBVOEXo2C3sBBI4QDzhSkq1ez2ArC/ZD1oHueQfP36NXmbwebtmHt+MAgRHmDIMN/Z3+FibvYE38Cm+fRaYpdb2JjAcpDzt6C89AvIYP3LkmyxpCfe5Pk6YdJFxcBiTM7R/jQj+Hu3vvdz+U57WdfpPXn30ZvNkAIgh0TVL7wGcLbjyE97wO1N8aw8dQrLP/Jk3ROX772fjA9xtRXPs3Ej923ZTa3Q66PYYnUdTBcaG970Fpz5swZDhw4sO1pSz1/juzVZwfp3l5OGkuE46FqVUqfewjaK0Tf+F2yS+fAGtT4JMFDX8Y9+hDCeXvK2VpLemWZ7stvkK0M7GRt1MQxTYKddYK5WZwjn8dkMZ0n/5TGq5fpXGgQNTR5p33VtlCCU7yWzrYAWQd0H4vBIMlUiL1aUyuxOGWJnCoS7xzh3OQU6VyN2ycFodLQ6rFyqU260mG8m1AR4EiFki6OCPECiztRRI54UPWQVQVFCZ4AUcCxISopojolzHpGcvEKeePqiqxCEOzbTeW+T7H09ae49G+/AcCOn/s8u3/lJ7fj9N2QfJTj+ZPEUOetZ6jx+2OM4Ux7gVPN0ziija9yHOkwGpQYD3w8ZRBYUt0jNhKsR+AEeKLCuY2IJy8l1AsZMxWNp3JyUtZ6EfvKilBJrHbJbJlCocio2yNA4wgf5e7A0cmgGVwICPeCkdA+8d0+jdpRhAqwOoHVlwbN31LB2B2I8J2ZZWstduEl7NnHMFmE3djEtFJwi4jRHbhf+hVk6f1LxU2nSfLMn5O8+Tqm10PWxvDv+gzBXZ9GuN+9X+atNs1vfZvei4Osh/Rdwn27qHzuM/gHD7xvxuR76ZyZZ/H3H2HzhRPYfLACuQo86ncdZvInHqB66963fX44nreHYYnUdfBWgPHII49cCzSGGYwPH601r776KseOHdu2X3prDPmJl8jPv4m1ljyCLJYIpfB276Jwz91krz5J/OjX0e0GwnFxDx4i/LFfQE3MvWN7yfwS3RdfveYDjhD4dQjrKU6tAIVJNpdDNh59itbxN9BJPggmlDOoqQW8egV/xy7cagW3UkQVfWz/DDZroK0m0SHduIiNNLaVkK6uo/s9LIPm69iAK8H3Fe7uCvKWMa4cmiCdqLC3VmTc93FWeoxEHunqBvnKCjZLGfRYaCwGgUTgIYSHFCFKFK/++3vqcIUgmNtJ8c4juCM1Fv/wMS7+m6+DtUx88R72/me/+Inru/hePorx/ElkqPPWM9T4+sh0zpuNS5xrX8SRXQpOhisVo0HIiG8Gi/KRkxmNNj6uDCh5I+S5x4vzhsvNHmPFFtKVWKG50u2ys2CYCiXCSlp9Hy185qqWUT9BCoGRJTx8fJOghAPBTpAVaL0+WGxV+lC7DeFWsCaHtZex8cbgWj56G6L47s5+pruOffOPMK1FaLfRKw3wyojyGO6XfxU5+gHrOmlNduJF4me/Tb6yivADnP23Unjox1Aj3+25sNYSX5in+WePkZy/gE0SnFqZwq37Kd9/L+6uXR/YCP4WyWaLpT98nLUnjpM1u9feD3dMMPH5TzHxlftxy4XheN4mhgHGdTB0kbo5sWlM9uIT6PWlwUJCiUuegBCC4MgR/Fv2kXz935G8+iLkCaJSJfjMF/Dv/XGEF75tW9lmk+5zL5NcGdTACkcRHthNWGkjdZveUpvlF1tsnlhHtxuQDdxGVOBT3D1CZX+d6qEJikc+hTNz66B21lr6/XlYf3yQBkfQKsySFw/gKpdm3CRP53F1h3yzz9KZHo0zTcpXWjhLHXSkyQ308kG2orajwvgdOxi/fw/BbVMIlSNFijUJ+WaHbK2HaWTYlsG0QCYuknCQjgcQAqdWwalX8Wen8XftQAY+Js85/z//R1YffRGA0QeOceDv/fInOrgYMmTIJ5d+FvNm4xIXO4tY+hSclJILY4FLzTO4SmNsirYSJQI8WabgjNLsB7xwwVIutEjpk5iUlTil7EbsLAqsEay2PdabVfbWMvaPdSn4Eqk8cisIdYSnCrjBboQ3C63XBmtoCAWVw4hgHGsNbLyO7V29V9UPISpz73ocVufYs49hF15Cd1vYK0tYWUSURnA+/1dRs4c+UAu9ukD8xJ+RnjuHzXPU5CzB576Ct+/g261zs4zui6/ReeJZsqVlrNH4U2MUjx6icM/duBMT162/MYbNZ15j5ZvP0n7zAlYPshrCUZQPzTH+2dsZffDOYQnVFjMskboOhi5S24PWmhMnTnD48OEtn1Uw7QbZ848N+iKsIIldTGpACIqfvgdZcIl+71+SLy8ghMDZuYvwq38RtevWt18U04zuC6/QP3F2sLqplIS3HqB4cAd28UU2XzrH8lOX6C5nWOlC2sXxDLXDk4zdf5DqreNIRyCUP2jkDkaw1tLNWvRbr1DsnELYHC0UncpBtD9KN2/RStoU8i6+yMi05VIsWU5dpj1JKCRxYmmc2kS8vsLEUgNnuY0cGCBiMKhQUTk6Ru3eGcp370AWQiQFHDmNJyeRYtBrZJMUay3CUQil3uFd3ru8xLn/6T/QPXcFgIkv3cPev/XJzly8xXaO508yQ523nqHGPxzdLOJUc56LnRX6eZ9A5VQ8mC5oRjyNo3IsGolCSQ9FgX43p29H6cY5Shg6WcZCL0XTZ65sEAJakeTpSyEzTpF7JjrUSoYglEjHIzBtBALlTuAXj+J0L0C6CQgo7YPCVYep5ils+xLAIMCoHXzPTIFZPYM9/U10axV7eR6rFaI4hvPZX0AduPsDdbBxRPrCY8THX0S3W4hyneDeBwnueeAdZVB5o0X7yefovfoG+do60lUEO6cJjx6m+Kk7UNV39o68H8l6k6WvP8nGk6+QrDcH+2MtUZoydc8RRu++lZH7juKP1X6g7Q75YIYZjOtgGGBsD9t1E9OLF8lefhqrc1A+SU9ikgzhupQeehBz+U2ib/5HTNRHuB7BPZ/G/+JffMeiefGlK3SefhHdGzhC+XOzlO+5A2VabP7ZH3P562/SX+1BUAEhqcx4THxmltHbdyCLRRADT28RjsHobSA9+nmXjegKXvdNStEyWE3uFGhVDxKhaKcd2klEnQhhDf0MXmv7dDPJbVUoKYHnWFraEAQ+O8seI4GLbUc0nr5A66VFeic30HE2KM0SAuUElA/uZeTuO6nfeYhw19QHBgidkxdY+sbTbDzzGjbXCNdh7n//U0z/xGe25qR9DBk+lG0PQ523nqHGPxrttMfZ9gKXOqt0shhrDWVXsrOUMREkuCpFCoMrXLRW+G6F3Hg0+wZshjaWVpLRSHrMljRSCHIDJxqCjZ7kaFFQURJXSaSnGPH6OFKiVQjhASpphJNsDHYmnIHyAUBA5yK2cRpgUCo1euRta2V8LyZqYU/9GWb1DObCBWycQ6GOc9/P4Rx96AM1sNYO7Gyf+BbZ0hLC83FvvYPCF76KLBTf8dnk4jztJ54jPn8RvbmJUy0R7J6hcOwI4ZEjyOIPtv6FMYbOyYusPfoCmy+8SWtxlUKhMAiqhCCcGad6bD/Vo/up3rYPpzRcX+NHZRhgXAfDEqmbA2sM+alXyM++NnijNEKykWDiBFkoUHzgfpJH/gPpm8fBGFStSuGn/jLO4U+/7aJr4oT2My8SnxvM/qhKicpn78WbHqf95MNc/O2v073cGDhvlOqM3rWfmfvKFKYLgAHPA6kG26wdgPJuorzHajRPkiwwEl0iSLtIoUj9MdYKszSymPUooRlF7HBTpDVY4HLiUHUUOwOJFCCUIRZQLzqMBgGBcpEIrBj0V4DApoLWi+u0n2vQeWONvNV/m05OMaSwa5JgZhx/tIZTCrFak/diovllehcWiVcb1z5f3LuDfX/zFyjt37nFZ3DIkCFDPr50sj6XOitc7K7QSvrkRhMqwVRBM1OMCFSOrySudFCigBAV0jygn3SJsoTM5FxpR0wWEgquxWJZiS1LPcFOT1NVFgdFnCvqXh/fAeH49N0RitahksS4IgB/FKpHBg5T3UXYfH2QqS6Mw+jt72m3bk2Ovfgd9MVn0edPYzt9RFBC3f2TuPf81HVpYDZXiR79Y9IzZ7DG4uzcS+ErP40z+c6eVpNl9F45Qfe546SLi5hOF39yFG92gvCWQwRHbkUVi+/yLR+wD8bQevUMm8+8Ruu1s8TLG2//gJQEkyOU9u6gtH+W4twM4dwMXvWDbXSHfJdhidR1MMxgbA9b2Xhls5Ts+JPolUEpjxjfRTS/gU0SVLlMcMse4j/6bfTmGkIIvAMHCH7u11DfZz+bLq3SeuyZQdZCCIpHb6H0qdvIul0u/o//gvVnT2KNRfhFRh66l10/fYxQLgxWVjUpBCFId+BDPnY7kRAsRWfppWsU8yb1aB3faIRwafiznLUVlqOIZtxnxE3YE2S40mCRXOo6THguIyF4ribHkkqX0UKJqushhQU0gzyJAlwkNWCSE6/Pc/ToHQgh6Lx5gY1nXqX92jmipfVr9arvh1CK8i1zTH31fkbuPzosiXoXho2E28NQ561nqPGHS5QnXOmtcaGzTDPpEuUZrrRMhQkTfod66BE67tVAo4ySU1jts9rpsNGLmG/mCBrsrCcoaWnlhnMdybSXM+nmKCyplhRtRuhqHFcQhzUck1OJu3giQDg1RO0orjuGjFuw/grWGkRQh/E7EdJ913231mLXz6PPPIo5dRzTaCK8EHXks6jP/bXruhfYOCJ59lvEL72AiSJkbZzwS1/DO3TkXcu08laHzrMv0T9xZmBKksT40+N402MEBw8QHD6MKl//w//3j+d4eYONZ1+j9fIpuheWyDu9d/05p1TAn6jj1cu4tTLeaAV/pMboQ5/CCT7YWveTxjCDcR0MA4ztYaus40y3Rfbco5jewJ5PzB6if+oCNs1QtSqO0yd95lvYLEV6LuEXfgLvwZ992yyONYbey2/QPf4GWIuqlql97n7ciVGW/+RRLv+r3yXr9gFB7c5b2f03/yrFwga2eXHgDmVTKNQGZUnFaXqlcVaTK3SyDVyTUstalNMurhH08HnTjrMhBcb2USJhTBnq0uIISIyinyvGQoWUYBCk0qES+tR9H1cKsAIQGOTACYpRpJhBisLAUvE9dM7jlM7JC3TevEC8skG62cHECUJJpO8RTo8R7p5i9L6jePVhNu/9GFohbg9DnbeeocZbQ2ZyVqMGFzsrrERNumlEL+qwbxRmizkjgUOgHBzpIghQogrGYa1rmd/MWWzHTFUaeI4hMfDyukdBwd5iH1dAP4bQJtQ8Q+BpoiAk9AT1pIWHQqqQpDyL9Kp4mcDbvIiyCuFVYOKuQW/ge2B7G+SnH8O+8SR6dQUcH2fPEeRX/hbK/+CsgjWG7M2XiL79TXSjgQiKBPd9juC+h97TnjaZX6Tz3Msk8wvkK6uQpfg7JnDH6/i7dxHccgvO+Acv6vpB4zlaWqf96hnaJy7Qv7JKstog7/bfZUsD7v03/3hYUvUuDAOM62C40N7HF708T3b8SWyeIcIiYudh+i+9htUaWQwQy29irpzDWoszNkrxF/8GatfbnTFMnNB8+CnSpRUAwgN7KD9wF3k34uz/41/TeP5VsAavVmL33/glxr/waVh8EdtfH6xdoRSENbSEXnmKDZnQy1sYk1PRPcp5jJ/0ybShhcOSVyJSgtTkSCxTylJTFoFgM1ZYXMqBxHNAOYOVVmtBiC8dBBaLwOAhKCDFJJJx5HukvIcMGTJkyEeLtZZW2uVKb5357irNpEdqIsaCiD1ly0jg4CsHR7hIApR0MVbQ6gsurmuwbaTKMFZwru2w0Qu4fbSHI3OMVWRRhjIpgVB0KOKHsMfboKhyXMcjL82ivTIii/A3L+NYheOOICcfQLrvHSzYLMZc+g76+Lcw8+ex0kHN7EL92N9A1Xdd17Hny/PE3/pD0vnLIBXe4Tso/PjPIoN3d3iyxhCfvUj3xddIV1bJV9cgT/Gnx3FHq7iTEwS3HMKdnb3udTSuh7TVJbq4SP/SMslmi7TRJmt20f2YY7/5dz6077mZGJZIXQfDhfa2hzzPOX78OHfeeSeO4/xI27LWos+8Rn7qFSwWOTIJk3vpPfciVmtE2kYsv4ntdRBKEhy9A/9nfw3pf5/97EaD5reeQHd7CMeh8tl7CPfPsf70K5z/p79DtrmBkDDx2cPs/jt/E8cDFp7DJm1INqFQJXc9IkfSKI3QtQmZjgltQjHv46YJftYhRdASHiteGassjjQoK6gLi2sFeSbJcCiFCikFQkiU61P0AwJHXl1928ESIMQoUowhKL57uvlD1HnIezPUeXsY6rz1DDXeHvI85/njLzB1YBcL8QYr/U36eYuRIGNvSVD15dVAQ+HKECVcjLW0opxOv4sUKYm2bESSE2s+e8uakmvRAjAWJ0+IU81GVgLHYY/TYNRLKQYBfm03qV/A5j28jQtInYIKERN3E4S7kOLdS4CsNdilN8lf/GPM2dexgByfwnnoF5A77r62WOz7Yfpd4of/E8kbr2K1Qe3YTfFn/wpOfeQ9f8bmOf03ztB79U3yVpt8bR0b9fAmR/HGashCAX/PHN6+vTjfV3kyHM/bw+bmJqOjo1seYNwUZ/D7F9ob8uEihKBer1/3ojrvhc1SspefRi9fBsCZuwVTnqD31DPYfhe7cRHRX8XmGapcJPzKz+N+6ovv+N7o3CXaT3wHm2tUpUTtyw+iKiXO/fN/z/KfPAJ5glcN2fdrP0H9yz8FvWXs5eMQNyFrkZZHSGVKNyjT9j0SvYljMmp5F6VzvCzB0Ql9IYk9n45fwMeSG0FgHMaUQVqBtRJcF8dROEoS+C6uExC4HlI4YBVQQshxBDWEeP8L+oel85D3Z6jz9jDUeesZarw9CCEYr4+xqzzJXHWaTtZnsbfOmdZljm80mAhz5soZnjQ40uApl1AG1Ase1aBGO4rxsg4FVzNZ7LHQtUhhqLoWgSK3lrq1jOVdrvQ8Xoqq3GJajKU9nM4pnOI+xmZuw06NY1dfQmR9zMrTNEeXcINZAmcCVxa/b58lYuY23EKdzP99zIkXMKtL5I/+e5x7VpG7H0AUx9/jiAfIQonwa38JNTZJ/8lH0QsX6f7O/0zxZ/8y7u59766V41C8/TDh4f1EJ87Se+0EutMl39gkfeMCTrVI3moTnzyFMzKCt2cOd+csqlQajudtYrv0vSkyGEMXqRsf02sP1rfoNBFS4hz9NMZ6dL/9BHrxAra5hKNiBODtnsP/6b+GMzX3tm1Ya+m98ibdF14FwJ+dpvr5+8m6Eaf+u39F540TYHJGj82w77/4FZydh2DtBHbjJERr5KRExRKp59MqV4hFijEaL0sITYayljDrYazFSEnXK9B2Q6SUSGspGovKwRqBpyTW9XAcie86SBXiOyGucgEXRBXBOFAYXiyHDBky5CZEG81ytMHJ5jk2ow1mijlTBXCkRKJwpUegCvhOiDCCZm+dOO9irGEzNkSRoe7nVz9vCWWOEJbEOixkPkXTZTTvI4ykqyvE3lF2jo1Si99AR6tokZPWd2OCMq4sEzrTuLL0jnuOjTvkz/0e+tWnsGkfWa0h73wAZ+YIjN+KUB/cCJ2fP0nvj38X3WkjHI/wi1/Dv/uBD7y/2TwnOnWe3punyZttTKeLbmyC0bgjFdyRKtJ1cEZGcGd34E5Po0ZH3rG205APj2GJ1HXwlkgbGxuMjLx3ym7Ij0ae5zz33HPce++9P1TaUq8skB1/ApuliKCAd9dDZK0e3T/7Y7ILZxB5hOtnqGIJ/8578B/6WUSp9rZtWGPoPDNwqwAGLlH33E77tbOc+ie/Rba6jFSC3T9zjOn/3S9DUMIuPo9tnEXHKyS+S1YI6ZfKtIOQNDf4OqZsUiQCZXL8PEELhZWCblikpwL6qUTlgrrQOFhCBUY5GOnhuw7K8XCdIr5TAFFAMIKgPmga32adh1wfQ523h6HOW89Q4+3hg3S21rISrXOmdZ5u2mA8zKj6BlcKFBJPuUg8XFlAGkE7atOOM9qJ5somjAYRvmPwlaWkMkoeGCnZkCVs2mM03UBa0His2Clcp8gsG5RshBWGuDaBDkcAB1dWKTjTeOrtD45W5+Qv/CH6xW9hkx6yGCLveABndAYmbkOUZz5QB93apP+//VuyxXlA4N9+D+FP/BxSffDYs9aSLizTf+M0yZUlbJahmy10u40QFrdaQpYLLDc2mN27F396GjU2ijM2hjNSR7gfXNI15PrYrhKpmyLAaDQa1Gq1j3p3blqMMczPz7Nz584fyPb0Hf0W9XHcux4iPfkana//EdnqKkrmuEWJt3M3/t0P4Bx7COG+fTbF5jnNR54mubwAQlC+706KRw6x/K3vcOGf//8w/Q5eNeDgr32Byud/Cpv10Jf/HN25iDYxaalEUqrTKpZIhMXTKWWT4iCQCFyTIXWOBmLhsOnVSfAxuaCCpkBOoAxKSYzjoZSHVj6uU6XoVJCyiqACBPAjZCt+WJ2H/GAMdd4ehjpvPUONt4fr1VkbzXJ/lfneAtp2KDl9QgdcafCUROGAUDgIhM6IMujGcGlDkkQpRmQIofGFphZIRoseHadOX0dMZ5dQJsUKyYYYJ8nKjGZrjMqIIFCYWp2k6AMSgYcj6xSdPbiydi3LYK1Fv/Eo+snfwyR9ZOAgb7sLNTaDKE/DxFGE8+5N3Ne0yFKiP/3fSF59CbA4M7so/eKvIsvX/6Cqe33iC/PEZy+SrW9i8xzdaqM7HaJGg0KtglMKkYUA6XtI38MZG8UZqaPKZWSlgqpUUOXStcDDWotNUkwUo7t9TBwTHthz3fv0SaLZbFKv14cBxvsxLJG6cRn0WzyFXp4HwJk7hNqxk/g7j9L59nfQrQ7KtXiTNYJDB/GO3Y/cd/s70qImzWh+69ukS6sIpah+/j683bPM/86fsPAf/gSbxZR3j3Do7/4c4sBhstUXEUsvQdZDOw5ptUa3WqfnOAQ2p2gyHAtSDuxiyXJsnmOR9JwiDadKnCmKGMZUQuholIQUlwQfq0J8b5RqMIEjykDhh8pWDBkyZMiQm5NYJyz0FmkmTaToEqgIJQy+Mnhv3XsQ+DbHmJxUK3qxy/I6dNOU1CQYnRMoSyVwKZSmiZw65ehVQtshNZbFbIT19gy75Spjco3QB3dsDDVawYjo2r64skygZnHlCEpUEEKRn30J/ei/wUQdROCi9h9CzuxFOh6M3QrVXe9b+mStJXnxKaI//xOszpHFMqVf+BWcnT/4A33e7pJeWSK5skS6uILJMmw/Qve62H6EiSJsloEQCEchpEQoeW0/hJAgJVaIgYW94yCURLguM3/v/4QcZj7ewbBE6joYlkhtD3me8/TTT/PAAw9cVxredJpkLzyO6bZASNw9+xFE9F96ie6Lp7BJigodwkO7CfbswTn2WeT39VsAmCSl8WePka1uIFyX+lcewhkf4cw/+W3WH3tm0G9x+zSzf+enSIsGb/4FZG8DrEGHAdH4BJ1CBc/khCZF2kFDHdLBoCCOEMagkTTdOrFTpCZySiJGWo3FkllFzwQkskwhnGSyMIMny1sSVPygOg/54RjqvD0Mdd56hhpvDz+MztZaOlmXxf4Scd7Hl31clQAWT2o8aTHWoITBsxm5MVgDaSJpdgTrfcNmP0HaHFdJhCriV/Yzqy6h8kUElgYFznR2U2pEzMoVhLD03VFKs9NMjLWRqgMD/yg8WcaRRZQo48gaLKxh/vy3MJ0NROijdu9F7NyPlBIRjgyyGUH1fY8xmz9P7/f+LabXQSiH8Etfw7/7sz9032GWJDz7549wx9w+bLNNttnEdHvkrRam18ckCTZJBpmKJIF3WXxWKIXwHKTvMfMP/w6qMFwH4/sZlkhdB8MSqe3BGMPS0hLT09MfmIbXS5fJjj+FzVMwKc54HXRC79XT9E9cASFwygHFO2/Bm9mBc/vnEOV3BocmTmh841GyjQbS96h/9fOoapkT//if03z+VUAz8cVdVH/1PrxoCW/1EsJqkJJkZIzeyDiSHFfnCCNQUoLwyJ0CpDFO0kMKiZaKjjeKsJaQBPFWYGEkK3FA01aZrO1mrjJN6Lz34kYfBj+IzkN+eIY6bw9Dnbeeocbbw4+is7WWZtpkqb9CZmIKKsZTCSDwhEEKQ2pyQpGgrCYzBmksNjd0U2j3DZ1+QpxDoh0uxRPcPhaww7uANgmpdLkkZlFtyXhnEZtD04wwr+eYmZDs3dmgWIgQIkai8FR14HKIRK10EI//GWwsQxgid86hdu1FKGcQJFTnYOzQ+zaBm26H7u/+FvniZUDgHzlK+NVfQAY/+IP9e+lstcb0I0yWY7MMm+VgLRiDSRNsPvi3MHpQkZBmkGcUH7j/B96HTwLDEqnrYFgideNgtSY/8SL52Tew/SZCZDgz0+heRO/lsySrXdAab6JK6a7DODN7UEfuR7jvfGg3ccLm1x8h32wiA5/6176IdV3e/Ef/HZ2TF0BadvziXuo/NovfWEHGMUII8iCkMzGDdR08oxFWoKRCKg/tljHW4vU3QGtybYlUiHEKKDK0NmhjibTgTCtgU49wbHaOW0amCJxhinXIkCFDhvzwDJyjGqxEq2gbU3ASfJWjhMARGrCkeYpHDGgwGs9oYg1xaomThFxrjIG1NKCRlri91CJQMamFZTVBHJfYES9DIljrl7mY78UgGan1mZuNGCkLPDfHlS5KuIMgYnUV+dQTiJUlRFBA7phDHbgDYQZlVsLxYewwVHa+Z2bC6JzoT/+A5JXnwFqc8QkKP/2XcKavb1G/IdvLsETqOhiWSG0PeZ7z7W9/m4ceeuhd08O62yJ76uuYpQvYqI0aG0eMjJItbZAsd0lW2pD2CPfMUDyyF3XgTuTuW9/1YmWSdJC5WN9EhgHVn/gMUXKRM/+3f0U030Qq2P1X5hj5VBXV7yGsxUiHpD5GXq7gSIEEpJDghFivRGolImrhxR20NuQWeqqEEZJMGzJjaSeSs+2AzazK/Xv2cGxqBv86FiL6MPkgnYd8OAx13h6GOm89Q423hw9TZ2MNjaTJSrRKbiJCJyVUGa6QuEpjTEauU5TNyfIc1+RIuBpopORZQm4siZYsp0Vm3R7jboyU0FchLVuj0tlEWUWuK7zW2k8rdlEqp1ZrMDGSMVoNqBVCQreCtT3s2gI89yzyyiWE7yKndqJu/TxSZpB2ARBBHSZuRYSj73lsySvP0//WH2GTCFkoED70Zbw77kdch8vUh63zkPdmWCJ1HQxLpLYHYwzr6+uMjY29PW0ZdchPfIfs+JPYpI9wHNSOnRjrk21GpJ2M7PwFhNSE+3YSHt6Hc+xBZH3y3b8ny2j86aMky4sYL8P/6k5s9wqXf+MJoqU+yoE9v7qH2sEiMk1BOeiwiK6PIPyrmRAhsG6R3K2QW4WNOnj9TaROyHROgk/PKZAYQTe1rPQczrZ9clvhwT1z3L1rFu86L4YfNu+l85APl9HFUBQAAFB/SURBVKHO28NQ561nqPH2sBU6W2tpJE1WozUS3Sd0EgInI1ASV2iMicHmCK0xeYY0hkgrermiH/XJ8gisZTP3cLHs8Tv4CpCSjqpQjLookyMdj7i8j41umZWGRsicoNDBkZJaKWC6voeKXyJbewPzwqPI+YsIBWJ8FLX/08jJW5Cti1iTAwzcpsZuQXjldz2ubOkK/T/6D+i1JYTr4h8+QvDAl5Gj737f32qdh7yTYYnUdTAskdp+bNTBbl7BrFwgP/M6emMdAFmqIOZuI9/sYzJDtrJKeukSynfwd09RuPN2nKMPIvzwHds0NiNLN2h88xHixcvg5hS+uBNnY4UL/69XiBZjpO9w4K/vpbrbQUiFdRx0tY4ulUFALj0yp0guqkhcRNbC66/i5H20zklRNESJjdxlI4bLbZeVfoCyJR7cM8dn983iOmq75RwyZMiQIZ9grLV0sx5r8TqdtIWn0qtZDYsjM6RNkVYjdYbIc7QR9HOPRiJIkj7NOKGZaK5EPkcKbSb9nNCRxCrETVOKIh/0JlZ3EJQniHqGZjfG8XoomZMZiSNKjBT2MJb10S/9OXbhJMKkMFJBzOxGHf4yKskQ7fnvOjdVd8HowXe1tTXdDr0//UOyc2+CznGnp/E/dR/urXe9w4Z+yPYzLJG6Dt4S6eGHH76WwZienmZ6evqj3bGbCGs02eYSrzz2DW6fm0SmfUyvR375EjZJEEEJOXcErcro1RUA8pUVsqVFhOcQ7Bin8KUfR+0+cs2C1lqLISLX6+R2nTxv0X30ddLL6whpqNxZwW1ucva3LtNbSlC+4sCvzFI7WMYqhQ5C8toImfJoWZdMFCi5RUpSIHUPG20g0x65MURasGYKXMhC5jsOK12XVuxRFkXu3znLFw7vIvRvjFRslmU88sgjfPGLX8QdWuttGUOdt4ehzlvPUOPtYbt0TnTCWrzBZryBFBmhSvFVhCtzfAzKZrg6AW3IraJvSsSpoRV1aUQJl/oCZVL2B10EEqxHEjsEKqXoStLSGNSmmS4G5ElGK2pj6SCExVpBnpWopxn1cyeRa/OIpA3VItRH4Ja7cEZuRW2uQm9wrxfSgfpeqO99RyO4zTKiZ58gfeU5TGsDVavh7duPd8f9yMl37+cYjuftYWNjg7GxsWGA8X68FWB8L7/+67/Ob/zGb3w0O3QTYI2G7ga2vYZtrWI7G1idEccxvudh1tYwzQ6EZURpFFMcxWw2GAwji+k0SS/PI4TE37eL0k//JWR1dLDAj22TmWW03cDYCIvG6IT+46fITq2itKZ2OMRzck79myt0FiKkrzjw13ZTvaWKVop+qUbbL5IJh0C51FyXQHmgDVncgKRLog3dzHI5CXglqnKx59KPHGTuUTBF7pqa4kvHZhkpb60r1A+KMYZms0mtVhumh7eQoc7bw1DnrWeo8faw3Tpro2mkTTbjBv28iycTXNmm5GpCwLcxSqdgITOK1JawWtCMY650eiz1NTNel1BkaC3II4k0ikxIcr9Cs7yf0VKFQ7UarklY654jzTsoqclyD9ZiJudPUew3cdIWouRCqYDdtRe75y58M4ramMfGDQCEcqG25x2BhrWW7MxJou88gVm6DBK83btwd+7FOXI3slz7SHX+pDIskboO3gowHn/8cUqlEjDMYPwgWGsh6mB7m9DdxHY3sb0GmO/zlnYDrFdBLyxis3yQgbAORouBxTagykX0yhWSiwsAhHfcQfATP4NVLTK7hrabWJsOvtdoZNLFRn2SF6+QvLGByDJqBz3cmuDM7y7TPBcjPMX+X95F+dYK3WKFqFRFKZfAUQTSJ1ABWEMSt0mjLu1Usx4b5lOPl3tVVhMfUoWIQkJd4NBYna8cm2HnROmH9ukeMmTIkCFDtosoj9hIGmxGmySmgSN61DxLTWkKJkYagxWgUeS5xLEBnVRyrtWhl7ep0kdYyKIclWgiCsTSZd6bwy+NMlsuc6g+RtFpsdK+QqMT0Y9BrGXMLL5KKW9R1F3cskK4Ajs9jt69H1mbw4sLqMYqJB3grUBjDmp73lY6pdfX6D/zOPrKBWxrA2dqEmd0DGfuEM6hYwjv/VcPH/LhMiyRug7eEml9fZ3R0fd2NhgCNksgamH7LWy/Df3WIJjQ2Ts/7AaIygSiMg6lOsnF85z51h+zd9cubKeLdUIIigCoWg0nFKTnzxJfWMQ6Ev+BO3E+swcjOlibgzWINEEmESJOEGmMsIb0QoPucwsQJZQPFgl3+Jz/oxXWXuuBkuz8pVnCz+wmL9dQnosSEl8VCN0qApdWt0mjs0EzSehmGY3M5c2owpXEx/QDRDfENyFz9QJfOjrN4V11lLxxA4ssy/jmN7/JV77ylWF6eAsZ6rw9DHXeeoYabw83gs7GGlppm6XeAhvxEkJoqq5mh5NSIuWtBfWMkJBnYF0g4EqvS7vXBp2QpYYwiugbRdcGnFcTrMoJxotF5mpVbh0tUFDr9JOE9XbOwomMiUuvUrAdKrQp18B3UsRYFbNjBj0zi3JquFGAaqwhkhi4uqJ2eQfU9yH8QTO4iWPi554iu3IRs7aEEAZvdgcyKKD23IKz71ZyIT9ynT8JDEukroO3Aoxms/mOUqlPOjZPMZdfGwQSURuy+N0/KBWiWIfSCKJYR5RGB+VPQqBXF8hfew7dahAtL6OMQI5OgeMiyxXc0Sp0L5NcvkJ0cRkqBZz7D+LcMY3MM0TSRyYpKtNIbcH0ESZFmJx4qUvriWVIcwq7C5R2u1x+qsvC002sEEz+/B7KP3MbmeOBcCn7dSreDEluWWtcodu7QpylRDpnM3M4G1c43y2S90JsJyCQHjtKAQ/eMsGnDowReDd+A7e1lk6nQ7lcHmZYtpChztvDUOetZ6jx9nCj6dzP+lzqnmUzWSc3OSWh2e3FFGSOkhaEg7UGkScIFBZJL03o9GOiOIN+H5WlbOQel22FE3ISLYrU/AL76iWOjeeUPIuxls5lTfTsS6RRH99GOKFh3O3g1wPkdB29axe2UkNRQvVznNYmMs6AQYAgSpNQ2wuFMQCys6dIXjuO6bSwzTVUvYqqVZGuh5o7RH90hsr45A2h881Kq9WiVqsNA4z3Y+gi9d5Yo9Hf+T2w5rtv+kVEoYIIq1CoIoo1CCuD2Ybv/dmoR/bmi+SXzpBvbKBbHeToFKJURVZKqOkytOexvU3ShU3i5TZ2pIx3ZAp/fw0nTZBaIK1GmARMgsUgHBcrFNmVJs1HrmBTjT/uEt4xwtJrMQt/vIhWisJXD1D5K7cjcSl6YwRqjF6/RdS9Qp42iXVKnOes5i7n+nXOt4tk/RCn7+GgmCz63D1X5/7Dk9RKN1afxZAhQ4YMGfJh0EmbLPQu0s26pDpiTGZUZY4vUhxlscrHMQkyTxBCYK0l14YkSoi7MW7SRVtLy/q8IaeYp0xqHKzxOTwquGXMo+aH+B1D/vybrG906cYJ0rPU9AaBZwlmazi7pzFTEwjHR4kKMk6QzXVkv48kACTCK0J1N1R2YvqDbIZubGK7LUQWoUaqSN9HCImc2Y2z5xZEbWwYaGwBwxKp62BYIvX+mIUTg3KnQnWQlfiAheNslpKffZ3sjeNkqyuYZguqI9h6lfnOBns/cxQVbcLmBsbEJFc2yVo5IvAI9tUI99dRVoNJAYNwFNZ1wfWw2sJmB73SpfHMKjrOkWM+4WenaVxIuPhvL6BRhPfvwv3Ve3CcMULrkcfr+FkLbRL6eUIv1yykAZfiKpebFXTioiIXoSVjocvh6QoPHplix1hxe0T+EMmyjK9//et87WtfG6aHt5ChztvDUOetZ6jx9nAj66xNzmq0QDttkJoMqTtUiHGFxREJWgiMcCiR4OgYgQUEwhjyKCbvdCBP0RaaTpGLwRSJG2IsOAJGAstIWGIkFhTeuESawErP0kgyKtkKBd3GVsqEs3X8vXsQ9TJS+khRGJRDt1aRnTbKeoA3sLgtTWNLM2QLa6Qn3sBqje13wZNcuHyBA4cOIZVElmqo2T2o2b2I8ON3T79RGZZIXQfDEqkPB2s0+cVTpC89Q7a4gG63EaGHGB9B7hhBTo9AZwO1vgx5hM0T0pYma2uksIQHqoR7yuA44HrguljHwSDR/QzWuzidGJtmbL60QtrLYLSA/9WDtNqC+X/yEmlkMIcmcP/mQ9SVoGK6SKvRVhPlCRuZ4HwcsJhUWOsG5JGHm3qYRFD1HfaNFvjM4SkOzlaRN3CfxfthrSWOY4IgGM7abCFDnbeHoc5bz1Dj7eHjoHMva7MaLZKaBIymSIfApuQ2B3ISCxpLiYSCjZBYQKE06E4b0+9grcUK6AcV1sJxWjJAKCg5OUpKqlHGyOkFlJZYt0DDKRItzuNFm2Atul7G2zlJuP8gXqGAEgVAg9GIzgai00TFGiF8QCAcHyNqxBdW0JttAPIsxa+WkCbhLRcZgUDURlGTs8iJHYjqyA17Hj4ODEukroNhgPGjYfUgsEiee4Js8RIm6oGnEGN15P7duPUA2ViGjVVsFiHQiFqBZD0lW+kjpKRw+xT+/nFwXKzjkVuHLEqh0cZpNHGyHLBok9I606PXAlMpYn/yVhq5YO0fP43e6ONOFpj9vzxAEAzWpFBCElk4G8G5vktDu7S7HnE/IMgC0p6l4rvsqgbce2CcY3tH8Nwbv8/i/bDWkuc5juMML55byFDn7WGo89Yz1Hh7+LjobK2hkayzkaxgrMG1CTUR42BJdUZsNZEVYBN826dkB/8nUThGQrtBFvXIDBipiPwS3aCCDgoUCw6OBPox/uvnKWQCNwiwc3Mkiwtkq0uIXhvtBeQjFezsbsKdcxT8CaTwMbQHJdtxD9ndRHYjpHaAQemWbkQk8w10CsIroQoFVK2GsCm2ufa24xSujxwZR9bGEPXxgd2tf+MGfzcawwDjOhiWSP1w2DwjffM4yQuPka0sYXUKSiLHR1H7Z3D9HLmxCv0OmMHsB9UANVEjOtsjW0/AcSnesxt3bhqT+yRRDzZXUa11ZJqgxOBhXwtIymVam9A93SETguiBWbqhT/4/PgeX27ilgOm//wCl8SqBW2TT+DzfirjQM2gL3b6i1ykQ5AXSnqXkKXaUA27bWePuQ+NUCjfHyqA3chr+ZmKo8/Yw1HnrGWq8PXzcdM5Mynq0RDtrgrWE9KnJHF96JCajlUPHaKTpUpBdAp3gWgPWw88MqtsgSROS3JBJl9gvEjseBB4y9JFG4J84j9dJKAY+wZHDSB2TXTiP3tzApgm2GGDGR7Czczij0wTeFOBg6GOtBmsh6uJ0E2SvD8ag85wLzx1nynqAD24RUaji7N6HKoXQaWLWlrDv4n4pXB9RriIKJURYRITFQWmVujEW0r2RGJZIXQfDDMYPhm43SV58lOS1F9DtJmBBStR4BXemjCMSRLcDJgObgxLIiRpyxyjGDeg9v4reTEC4FO44gFtwyTsL2KiFzFMEFin+/+3deZwU9Z3/8VdV9X3NzRwcwyH3zYj8gESjEs91QzxC2ByaEGPiHVyPZHdF4hqNMWrisokxWdhsTKIm0WhERUHEgCK3goiAwz0MMHf39FHH9/fHyMSRGWSUrjn8PB+PedDT/a3qb737S09/ur5VpYPhxwzFiOfFaMrJJbW/Bmv5eyjbgtEFWOUFNP5uG+bGI/i8XgbNnUGfiZPYl/bwUtU+jjTHsZQildaIN4UImBEycUXAY9Av6mdYSYyK4UX0yQ12daQnVU/5lqynk5zdITlnn2Tsjp6ac8pOUpM6SNxsRFM2YdVEjq4IGCFsoMHxUZ1JoqkjhLVmAo6J17HRFfhTabypZtIZaEqZ1Nk+mowA3qAiElSYug/vrkPYtUm8uo/A4KEUDR2Csf897D07sBpqQZno4SB2nz4waDC+nAI8RgAUKGxaLs9rgAN6EvREBqepFs3MYB6sxdx3CCeZQtO94A1hFJZglA/FyO8D6SSq/giqvgbVHEdx7EfZwAX/IgVGO2QPxgmQAuOjOZaJuest0htWYr63A5UxQdlomoOnMIi3wI+uMmhKgbJBBy0WRivORSsqQNMNrFqTxKq9OI1pdE0jPDwfLZhGOemWA8Z0Hc0bREUKaM7NozHgwXRSOGYSrSFBZtl+zIzCHJCHPbYUZ3k16SV78Bg+hlx9GY0Vo1i2ZxtHUvVYjiJjKZoTIfzpHNJxhVfT6BsNMKgwTMXwIvoVhnvUm/yJ6gnzfHsDydkdknP2Scbu6Ok5J60ER1IHabbieFSGkGokrGsEjBCGHiBBmH3pI6StI/gwCSuzpdiwTfypZryZNMrRiKcdjqQN6vHjD9touk3gYA2ZA3GSyktDpJD08M9yalEeRTXvkd71FmbDYTQtgxHwYBeXoJ0yDH9eHzyGh5ajQsyWvRnogAfH9uMxQUs2oeKN2AcOkNlXg12XaGmGhqbpaOEcjOJSjD5laDmFaN4wmnIg1YxKJlCZNL6K07s09+5KCowTIFOkOmY3N5Jcsxhzy5vYNXVgpsFMo3s1vIUBjFwfhs+gZS+GBn4vWl4ELSeEBpAywdSx6yzimw+RaIgTyQsTGpmDFjHQDAMVDKFiRTihGAlD0WwmUFYzjmr5ZsIxIblsP6kGh1RhAZw1hQGHA1Td/ySO7WCcOZEN04dwOFWLrWxM2yGdDOJN5ZGOgweNsoifvrlBJg0tZHBprMcewH0ietpu+J5KcnaH5Jx9krE7ekPOSimSdoK69GESmQY8pAmpJgKawm8E8RlhmvFQlWmgyWrGtjP4HIdckoTtREuhYaYxlEbGhnpTJ63rpA0N1dCEZ/chHEtheX3s7jsEM2cAw8KFDDUTmO9tIFl/EEUKTQMzNx+r7wjyBw/BHwmgyABJlLJIJJqJhHPQ9Sg64fenUjXi1B/C2rMXa+9B7PoESmm0FCV66zZqHj96KITmD0MwTPDsi9H9oa6KvNuSKVInQK6D0bHMgR00PjQPMhk0ZaNH/Xj7hPDk+tAc1fKf1u9BC3jR/AZ4NDQHwAAtAJoX83CK5sp6lAIjx4d/cj+0vBxUwIvSdWx00maGhJXGVhYtK9DI4OOIFSC5pg5jfwpvNIfBs75IIT42/euDNNQ0cKRvPtu/MhlHbyksbNOL0ZxPqtHAq7UUFkURP+MGFzBiQC4eQ/+ILRZCCCHER8nYKerSR2hM1+ChmZCK41EWPiOAoXtIKGjGS7Pj0JTRSZtJIjSQ5zSRm2nAm0lhKA2lIKMUad1DIq3Qdh7AbM7goNFQkE+8Tx98RoDcQB4DLQt9/3uk6w5gOxZoGhk9gBkZSMGgIfjzQqiAhQoqlM8ATUPXvOhaHjpRdE0BZsuZrpqbsA8ewD5YhX24BqehESeeBNtpOSW+bYNyiM19AN3TMwvCbHLrs3OvmJzWg2ukrNFjeXh9FlrIwJPnx/AZaJ73p0GFfGhBD5qhAxoKDVQAfDlo3jDKHyK5t4F0rQ35RejFQbynloDhYFkmlnJIph2SdgqFhakbpIwgST3EETtKo5VLzu46cqrrKYgVMfiLF6KiOayc+wC1+6tJRn3svHg0GccE04MnXUCq1oOm6QyMBSgM+xg9MJ+RA3J7/JmhOqO7XS22t5Kc3SE5Z59k7I7elrPPCFAc6kdhoIRGs46GdA3KrifoxPHYKXQgrFkENB85gSiE+xO3BrAvdYSdxMnx1lNs1hIz43gdCx8Zwj5FZlgf0lWNZGoSBBrqKcwkSfTrQ8ZOsU0zCJeXUdK/lHD1bszaajyZJlTDZho3VGIHS8kvKgKVwuPLgMfE8Rg4hgdN96JpEXQ9DI4Hzc6g2Sk8Xg1Pnyj0ieLYNirZjMpkUBkbLAdN2Ry9orj4B7c+M/eKAsOyrK7uQrejeQ0Cw2JoHg9aMNAyBUprOaRKeTwofwAnEEUL98OIDkILR9C8YCcbaV61kczhBhw9iW9IDtrQHBoT9Xj8MTKOl0Zl0axrpH0hUnoApYcw7QhxM4SHIHmNjfTbfpCCnAKCkyewzrLYfvsv8L2zE+XRqLx0EqYviC8dJX4kgKYZDIr5KQj7GVmey+jyvE9VYXGUZVm8+uqrnHPOOT12N3xPIDm7Q3LOPsnYHb01Z0P3kOcvItdXSNpO0pCuIW5W43Ma8SoFTjO63QjWIaKefErzRtBsw6HkEXZlGrHMOFHzMMVWA1Ergc9j4esXxo5omHvqSSUUavt+mvsUki7tg+1JUaNsAgNKiAwoJdh4BLvmCN5kGmXuIn1gDykL8opK8QQjOFoGpSdRKJRWg8KLhg80PxoBINjyr67QAx60PAMCXrRACAJh0GTmQ3vc+swsU6R6Kcc2cdY8ALoD/iAqEMAJBVHhGI4/hsfTB68eBbsRMk1gNmPuP0DT2u1YyTSOoTAmlqCVxLD0MHXKT61jk9QUjm6goRMwgiiVR30qgHq/Vu3rCVD66ibseJI9OVFe61cKqzfSd/HrKKD6wok0jRtDoiZEWPNTEvYRC/oYOSCXUQPz8H8KCwshhBCiO1DKodmKE88cxsocxHDqUCoJ718BXNdz8HrLsI1cEpZNXaaBRKYZZTaQYx+ij12P30yhpTI4++qw6xLYSifl8XGktIzmPkUYXi8ewyCsKYoNi2j8CKquFmXZ2JaGssEIBPBFouhBP8rQQFcoTQOvFzzBloO6/WEIFKAZMXTdS8vxGAqwAAeMQVJktMOtz869osCoq6sjNze3q7vTrSgng5N4A0dL46gUSveA5sWjAhi2A2YKrATYaWzLIf72AZp3VOHg4OSEYMpgMjlF1KkwdWYC206iGy1nbwgbUXx6MYeSOqbd8nyFwTCj8vqQeOHvVL6zk73AW+OH4qs7xCn/uxyP6dA0dhDvfeZMcrQwfUJ+wgEvIwbkMqpcCgsAx3Gor68nNzcXXZc3xWyRnN0hOWefZOyOT2vOSimSVhPJ9F5S6d1oKvH+pGoDQwtga36UHiFNgCZLI+VYZOwMIVVF1KojYibxHInDripUKoPlQMLj53BeHg2xHDKeAKYniMcX5JR8H8VWAnW4Gr0pgWOBoTkEvBr+SAgiIVTQC17j/dkYoGGA7gHDC0YQzYiAHgDDB7oP/GPQPkWv14mqr68nLy9PjsE4EevXr28tMEpLSyktLe3aDnUDigym3ozmmGi2hZExMaxmsGsAcNDJOIrmmjiJt/Zhx1M43gD2sFLU2GE02F4azTiOqkUphZlJUxAtJWz0ZX+zg2k7AMT8AUbnF6PZOqv+tpz4xrdJoXj3tME4RhODn1qDN6Nozi+k8TPnMyIaJhzwMnpgPsP65eD1yH/+o2zbZs2aNZx11lmfqj9ibpOc3SE5Z59k7I5Pa86aphHyxgh5R6PCo2hI7yOe3IHmxEEl0ZSJoTJ40QjpGmnNoFnTabZzaAiEiAeSeCMmvrJyQvuq8Ow9QCSdIlpzkExjDXU5MY5EYphpLwfiOo0+jYDXIG/AAOx6k8RhG9Vk42uCPjEPOUHASGEHQPN7wAeaz4NmKbCbUTSj4WmZRoUOxSOA3nEh3pPJtm1XnqdX7MH4oHnz5nHHHXd0TYe6EWUmsGv+imZbaJoPDS8OHtLKIYGHpKNjvrMPZ/dBAHS/D/vUoTTk5xG30lgqjaMcPJqXiDefgF7C/oRJ5v2BGfH5GZFXhG3qvLxrP1XvvkfZ+k0ozeTA+HLSpcWUPL2enLW7MXxBUt/4MrHyEsYMymdwSRRDzgolhBBC9CiWk6YuvY+0VYfupPCoND40lGO3nE0SUCgsZZNyMtiksTUd0/Gg0h5yqg/j37+XTDKJY5lomkM6EiQeDdPoD4JukB9QBD06Ad2HGTdI1iv0jEkAk7xoiHA4gNJNFBmUBlogiOYNonl08BpgaKD7MPqci6b7uzix7kfOItUJL7/8cmtIsvfifZ4QBnkoQ5HWgjRpBnFNx9L9qD270LbswEiZ6OhYAwqoHdmPpO7BMuPYysajBYn68vBqBRyMm9THawiFQkR9foblFhFPOTzz9l521TdixZsYsWUThidDU/9SMkWlxN48TOH6/Ri6F//MGUw5ewwD+kR69XUsPinHcThy5AiFhYWfqm/J3CY5u0Nyzj7J2B2S8z94dD+FgcE0W/U0ZPaTViZppQh6fUSNCDgpbLse204ScExMx4tDAkdPoYJgDojRVDKKcE0d/oOHsZvi6EkbT6KemN5AczhAQzBEY8RHTtjGFwJf0ENzPEIy7SNupok2JCj0OwRI4mBCsgGlecDwtRQUOqB7UfkOmuzAOIbjOK48T68oMMaNG0d+fn5Xd6NbsZVFTWggTU4aGw2UBft3o2/ZidHUcsCWFfLTMG4gzXk52MohY9v49CgxbxRHBTjcrGE76Zb5p4cPM3nCZA7HHZ54axdVTXHSdhpNTzK6cjtR2yYVilDffzhl9QEKX3iJgM9LybQxTLr2oq6Oo0dwHIfNmzdz+umnf+r/iGWT5OwOyTn7JGN3SM5taZpG2JtH0BOjKVNNk3mYpDJJWnUEPTnE/OMIal5wEjhOMxmzhpS5H8tpwtBMTL9GurSQdEkBRlOC4KHDhGvrUKk00WSCklQCVQeWYaAifmyfD92bIB3wks74aVIekpZByJdHYdCDVyUgE0clG1GZDGQcNGXAOPlCsz1uFRi9YoqUnEXqWI6y2dGwBdtsQt+7G33nXrSGJBpgeT00nVJGvH8plh4g4zgEjAAhI0DCsolnvCjVciq+sNdHSSCH3bVJNhw8TF0yiemkMLxpwl6N4vcO0WfHfjx6gHjFZwnk5FPy9HMYu/cSLMxhwoM34YnIlTSFEEKI3shy0jRkqmi26mk5ixMEjByiviL8egRN01DKIW7uIWMdwrbTpGyTZhMcJ4WmTHRl44/HCdbWotXXoTfFwWmZkq3rCl0DBw0TnaRtYNsGhtIwcPDrGkGPhgcLTVngOKDAe8l/YnijXRdMNyVTpDrBrWqsJ8kkG9C3rEF77wB6uuU/qWUYxMvLaBg0CMuIoDQI6IqIx0N9JkVd0kInhKZpRHx+wlqInYcTvFpTSU28Ed1n4/OZ5BgGhu0ldCRB/51HCKgYjK9g3GkjCa5Zz969+8BjMPS6WVJcdILjOFRVVVFaWirfkmWR5OwOyTn7JGN3SM7H59H9FAQGEnNSNGaqabbqSNkNpJINePUgEW8hIU8eUd9AUkaUhLmXkMcmHDDQtCKaMja16VoaYmniRiP+ci8+x0HVHkGvP0LIjBO0mgk5aQzbJuI4pE2L5oxGUnlI4MVwdPz+MMGQgc+noXk8YGkYveeyJSeNTJHqBCkwjmUoL/q7VSjbwQ5FaRjQn/qyAShvCF2DiNfBcSzq00kOWmm8xDA0D2GPHywf7+6LcyBxhISVwNFS+INpQt4AmuXF53jIN0MM3LKH/GAOJeOHUf5P00juOchbf3wRgLILp5MzflgXp9CzOI7Dzp07KS4ulj9iWSQ5u0Nyzj7J2B2S84nx6gEKAuXEnGKazMM0m7WYTpK69F7q0/sJenIIeXLJ8Q4nbu3GchIodZCCQCGloRHUJhtYu2cdOZEiNENDFeeiFQ/hUNLicH0dXqeBfuEEeb4MaAoNSGV0mjIe6jJ+mjNhUk6EPvkhimNeJgXkC872yBSpEyBTpDrmKMWeNUs4aBg0FhaCruPRDfL8HhrTDdSlm0nZNh4tik4Ar+bHTHnYVRenJtVAymlGMzJ4DQ2PY6AsjZAKkqdFielRhu3fTp/mOkIFORTMPA9QvPmvP6d5XzXhQWWM/fF16J5eUb8KIYQQopMcZZEwa4lbNVhOqvV+XTPw6RE0LY3jNKFrBrrmI+IdgFePkbST1KRqqUs3YKt/nFI1lVZU1jSTSNcwLKeeXF+KoG5hOxDP6DhKQzk6lhXAtHOZMOR08qIyRerDZIpUJ8gejGMlrTTvlpWBUngND0X+EDXpGnbWN2A6Dobmx1A5YAeob4ba5kbqMg1YJMFw8Bs6umNA0kNERfAkNAYWlzCqPI+yxmqSuxrR/F5yz5yG7vPy3i//TPO+aoyAj2FzvyLFxcfgOA579+6lf//+8i1ZFknO7pCcs08ydofk/PHomoeorw8RbxGmk6TZqqPZqsNWJim7AQBHOSiaMNBIWvUkGwwGFE+kf6QffcNlNGaaqM/U05BpJOCHkWVh0maAPbWFvBevJT+UIKCniXoyYDvoOHi8CbzeJI12kjykwPgwmSLVCVJgHCvsDdA/nI/jONSk63m7bie2o1oOtnKipDIhEukMcesQjVYc07bRdPAoDWV60VNB8vUYeZ4QpQUhMsYezp/aHxrj1C57E4DIaRPwFhVQt+ZtDr64GoCBl/8Twb59unLTeyzHcdi/fz99+/aVP2JZJDm7Q3LOPsnYHZLzJ6NpGj4jhM8IkeMrI+M0k7IbSVlNZBwNpXzYqpGM00CT08jeRD0+o4CAUYhPD1IYiFAUyCFhpmjMJNBIMLQ4hGUHqGqsJ6XqyFh+UpYi41iYlsJQOkM8Uly0R6ZInQCZItWxZivDukO7OJA4gKMsbOVgWgapdBDbdkjYzTSZ6ZaiAw1l6WQSPsJWhCJvlPygn8FlMUYOyCU30nKhGsc0qX1qCVZDI/7+ZeSeczpmY4JNN96H2ZAg79SRjPzBN7t4y4UQQgjRE9jKImM3k3ESJK0aUnY19vvTqTTNg6HF0PCjaf845awC0rZF2jJJ2xkcBc3pBGhN2I5DxoJDcS+f6fs5BhcWddGWdV8yRaoT3LrseU9i2mn2JXaRNNNYDqQzPhxHI2k1Ec9kcJQC20Mm6SXd5KdIjzAwHKQg18+I/rkM7ZeD32sALflWVlZSsO8wVkMjeihIzhn/D6UUOx78PWZDAl9+jFOu+3IXb3XPdjTnQYMGYRhGV3en15Kc3SE5Z59k7A7JOXsMzUPQEyNIjIjRh52VPkr7h2m292OpNI5KoWGha1EUOo6y0YCA4SFgeHBUgLSdJuCBlG2gnAS6P0leKE1pLNjVm9ctufWZuVcUGD14J0zWmJZOQ8rEtnUsO0AiY9KcSZHJ6DhWmGSzgdbso28wRJ8cP0U5AUYPzGdgSRTjQ1fbVkpRv/kdQoca0A2D3DOnogf8VD29gvpN20HXGXLtl/BG5YwNn4RSirq6OgYOHNjVXenVJGd3SM7ZJxm7Q3J2h1KKhroGBg8cTNhXTNI6SMo+jFIOYOPVQ/iNfHQtjMLBUdb7MzQsHGVjK5NmK0GzWU/GThHwhrt6k7oltz4zyxSpXsp2FL/e+BqH4mniaUUm7UE5OumUwp/x0j8cIj/oo7QgzJiBefQtDLfZBflBVkMjNU++gLIsIpPGEJk0lsSeKt669b9w0hlK/+kzDPrmF1zeQiGEEEL0Zo7K0GwdJGXXgGo5dsDQ/QSMoveLDbnQRWe59dm5VxytJFOkjlXVmGDXYY36Rh+ZpI9Ms44v4WOkP4+JRXlUDCrkn6aWc97k/vQrinRYXCjLpu6lv3P44EE8fQoITxiNY1lsv/9RnHSGcHkJ5V+/0OWt651s2+add96R8ZxlkrM7JOfsk4zdITm7o72cj56+Ns8/mqCnBE3zYDtpEuY+atNv0ZjZQdquxVFWF/a8Z5EpUuITKY4G8SoP8WSaHBVgRDhEwGMwsCTKuMEF5EX9J7SepjUbMWvqMDWIfW4qmq5T+Zu/0ryn5ZS0Q2/6qpyS9iRKJpNd3YVPBcnZHZJz9knG7pCc3dFRzobmI+ztS8hTStquIWXXYDkJMnYDGbsBNA2vFsFrxPDpUQwt1OEXp8IdMkWql6prSvO75TsIeXQ8us6A4ijjhxSQf4KFBUBq1z7qX3oVgLxzTsc/oC91695m648WgVIMunImpedPz9IWCCGEEEK0z3JSZOxa0k5d65mnjtI0g1z/KAzN10W9675kilQnyG7LY+VGfAwtiTGoJMZFU8s5c0JZp4oLO56g8dWWa1sERg1le2MdqdoGdix4ApQir2KEFBcnmW3bbN68WcZzlknO7pCcs08ydofk7I7O5uzRA4S8ZeT5R5PnH0PYOwCfkYumeQANHTk+oz0yRUp8Ipqm8flJfTGMzteQyrapX7YKJ53BW1RA5NRx8O67vPdfj2PWx/HmRTnl+tlZ6LUQQgghROcYup+gXkSQIpRSOJgyRaqLyRQpcYymNZtIbHobzeul4Ivn4YlFqPrbq1T+z9Og64z8wTfImzSiq7sphBBCCCE6QaZIdYLstjx50vuqSGx6G4Ccz56GJxahqXI/m3/xOEopSs6bKsVFlti2zYYNG2Q8Z5nk7A7JOfskY3dIzu6QnN3hVr69osAQJ4edaKZh+WsAhEacQmDwABzLYscDv0ezHULlJQy84p+6uJe9WzAoVx51g+TsDsk5+yRjd0jO7pCcew+ZIiUAUI5D3XPLyVRV48nPpeCfP4/m8fDer5/i4OKV6H4f435yPaF+xV3dVSGEEEII8THIFKlOsCy5wMonldj4NpmqajSPQe5Z09E8HurWv8PB519DKYX5/07BV1LQ1d3s1SzLYs2aNTKes0xydofknH2SsTskZ3dIzu5wK99ecRYpOVPAJ5PeV0V8w2YAYtNOxZMbw2xqZseCx8FxyJs4HN+Fn5Wcs0zTNPLy8iTnLJOc3SE5Z59k7A7J2R2SszvcylemSH3K2U1xap56ASedITh8CDmfPQ2ArXf9hrp17+DNjTD+gZvw5US6uKdCCCGEEOKT+NROkaqvr+fUU09lwoQJjBkzhkceeeQjl5HdaR+PsmzqX/p76/UuYlMrAKhavJK6de+ApnHKNZehhwOsWrVKcs4yy7IkZxdIzu6QnLNPMnaH5OwOydkdn9opUtFolBUrVhAKhUgkEowZM4aLL76YgoKO5//rererk7o9pRSNq9Zi1tShB/zknj0dzWOQ2HWA3f+3GKDllLQVo3Ach759+0rOWabruuTsAsnZHZJz9knG7pCc3SE5u8OtfLtdgWEYBqFQCIB0Oo1Sio+axSWDsfOS23aSfPc90DRyzpyGEQnjZDK8+9NHcdIZwgNLGfiNi4CWfMvLy7u4x72f5OwOydkdknP2ScbukJzdITm7w63PzJ1+lhUrVnDRRRdRVlaGpmk89dRTx7RZsGABAwcOJBAIMGXKFN54441OPUd9fT3jx4+nX79+3HzzzRQWFh63vexO65xM9WGaVq0DIHLqOPx9SwB471dPkdx/CCPoZ9hNX0X3tNSflmWxYsUKyTnLJGd3SM7ukJyzTzJ2h+TsDsnZHW7l2+kCI5FIMH78eBYsWNDu44899hhz585l3rx5rF+/nvHjx3Puuedy6NCh1jZHj6/48M+BAwcAyM3NZdOmTVRWVvL73/+e6urq42+E7ME4YXZTnPoXX0U5Dv6B/QiPGwnAkZWbOLRsDQADr7iIYN8+rcvous6QIUMk5yyTnN0hObtDcs4+ydgdkrM7JGd3uJXvJzqLlKZpPPnkk8ycObP1vilTpjB58mT+67/+CwDHcejfvz/XXXcdt912W6ef4+qrr+ass87i0ksvPeaxo0fCL1u2jJycnNbLnxuG0Xq7X79+FBUVoWkahmFgWRa6rqPreoe3TdPEMIzW2x6PB03TWm9DSwX4wdterxelVOttx3Gwbbv1tuM4eDyeDm/bto1SqvX2h7fjw7cty+r0Nmm2Q/2zS0kfqcVfVED+RTOwAau2kTf/9WeY8WaKpo9n2E1f7THb1BtfJ9km2SbZJtkm2SbZJtkm2aZsbFNjYyO5ubk96yxSmUyGdevWMWPGjH88ga4zY8YMXnvttRNaR3V1NU1NTQA0NDSwYsUKhg8fftxlzjrrLCoqKjjttNM47bTT2tx++OGH2bBhA5WVlQC88cYb7N27F4BVq1ZRVVUFtEz9OnLkCADLli2jvr4egCVLlrT2Z/HixaRSKSzLYvHixViWRSqVYvHiloOim5qaWLJkCdAyzWvZsmUAHDlyhBUrVgBQVVXFqlWrANi7d2/r9LHKyko2bNgAwPbt23nzzTcB2Lp1K1u3bgXgzTffZPv27QCd36aXllK1+CWsugZ27N2DZ+okdK+XZ5/+G+/c+7+Y8WZqrSQDrpzZ7jYtW7aMmpqa7rVNvex1siyL5557jpqaml6zTd3xddqyZQvLli1j06ZNvWabuuPrVF1dzXPPPYdlWb1mm7rj6/TSSy+1bkdv2abu9jpZlsULL7zAzp07e802dcfXaeXKlSxbtoxdu3b1mm3qjq9TKpXCDSd1D8aBAwfo27cvq1atYurUqa3tbrnlFl555RVWr179ket84403+Pa3v916cPc111zDVVdd1W7bo3swli5dSm5uruzB6GCbNE2j7tU3SG/bie7xED33dIKlxWiaxvZf/olDS1ajezwMnzeHvFFDjtmmTCZDQ0MD+fn5KKW6xTb1xtcJWj6UFRUV4fF4esU2dcfXyXEc6urqyMvLQ9f1XrFN3fF1siyLw4cPU1xcDNArtqm7vU7pdJr6+nqKioqwbbtXbFN3fJ00TaO6uprCwsLWsd3Tt6k7vk6WZVFfX09+fj5Ar9im7vg6Hc0423swul2B0Rlyob0TE1+/mfj6t0DTyD1zGoHBAwA4/OoGtj/4B1CKQd/8Z0r/6bNd3FMhhBBCCJEtPfJCe4WFhRiGccxB2dXV1ZSUlJzMp2pj7dq1rF+/nvXr17fuLhItmt/e3lJcALH/N6m1uGjeV817v/wzKEXBtHHHLS5M0+SFF17ANE1X+vxpJTm7Q3J2h+ScfZKxOyRnd0jO7nAr35NaYPh8PioqKli6dGnrfY7jsHTp0jZ7NE62s88+m4qKCioqKnj44Yez9jw9TXLnbhpfe/90tJPGEBo9DAArlWHbPf+LnUwT7NuHIdfOOu56DMNg8uTJGIaR9T5/mknO7pCc3SE5Z59k7A7J2R2SszvcyrfTF9qLx+Ps2LGj9ffKyko2btxIfn4+AwYMYO7cuVx++eWceuqpnHbaaTz44IMkEgm+8Y1vnNSOf9Arr7xCJBIBoLS0NGvP05OYNXU0LH8NlCI0aijhiWOAloJv+09+S/LAYYxQgBG3XY4n4DvuunRdb50TKbJHcnaH5OwOyTn7JGN3SM7ukJzdcfSYz6w/T2cXWLt2LRMnTmTixIkAzJ07l4kTJ3L77bcDMGvWLO677z5uv/12JkyYwMaNG3n++edbD/TLhtGjRzNp0iQmTZokBcb7PPm5hEYNIzCknOjUCjRNA2DPb5+lbsM20HVOufrSNte76Ihpmjz77LOy2zLLJGd3SM7ukJyzTzJ2h+TsDsnZHW7l+4kO8u5qRw9Uqa+vJycnp6u70+0opUAptKNnKFr6BjsXPAFA/y+fQ/8vff6E19PU1EQ0Gm0tVMTJJzm7Q3J2h+ScfZKxOyRnd0jO7mhoaHDlOhidniLVHclAbJ+mafB+Ng1vv0flr54CoHD6+BMuLo6uR87SlX2SszskZ3dIztknGbtDcnaH5OwOtz4z94rrsctZpI4vsesA2+5ZhGOaRIb045Qbvtyp5U3T5K9//avstswyydkdkrM7JOfsk4zdITm7Q3J2h0yROgFHp0h90Lx587jjjju6pkPdUOpgDW/92wLMuiYCxfmMuec6fDmRTq1DKUUqlSIQCMjeoiySnN0hObtDcs4+ydgdkrM7JGd3yBSpTli+fDnRaBSQs0h9UKaukbfn/wqzrglvXpRR877d6eLiqKNXsRTZJTm7Q3J2h+ScfZKxOyRnd0jOvUevmCI1ZswYOYvUh1jNKd6e/ytS1bV4IiFGzbuSQEnBx1uXZbF48WIsyzrJvRQfJDm7Q3J2h+ScfZKxOyRnd0jO7nAr314xRUrOInWs+I69vD3/EZRtM+r2bxEdMehjr0sphWVZeDwe2W2ZRZKzOyRnd0jO2ScZu0Nydofk7A6ZIiU+kcgp/Rk9/yoyjfFPVFwcdfQ/vcguydkdkrM7JOfsk4zdITm7Q3LuPXrFFKl169bJWaTaER7cl7wJwz/xeizLYsmSJbLbMsskZ3dIzu6QnLNPMnaH5OwOydkdMkXqBMhZpIQQQgghhDgxRz87yxSpEyBnkcouubqmOyRnd0jO7pCcs08ydofk7A7J2R1u7VfoFVOk5CxS2WVZFq+++qrstswyydkdkrM7JOfsk4zdITm7Q3J2h0yROgFu7eYRQgghhBCip3Prs3Ov2IPhOE5Xd6FXcxyH2tpayTnLJGd3SM7ukJyzTzJ2h+TsDsnZHW7l2ysKjKNnkJKzSGWHbdusWbMG27a7uiu9muTsDsnZHZJz9knG7pCc3SE5u8OtfHvFFKkPkrNICSGEEEIIcSw5i1QnvPzyy60hyUHeJ5/jOBw5coTCwkJ0vVfs9OqWJGd3SM7ukJyzTzJ2h+TsDsnZHTJFqhPGjRsnZ5HKIsdx2Lx5s8yLzDLJ2R2Sszsk5+yTjN0hObtDcnaHW/n2iilSchYpIYQQQgghjk/OItUJUu1ml+M47N+/X3LOMsnZHZKzOyTn7JOM3SE5u0NydodMkeoEGYzZ5TgOO3fulJyzTHJ2h+TsDsk5+yRjd0jO7pCc3SFTpE6ATJESQgghhBDixMgUqU6Q62Bkl+M47N69W75VyDLJ2R2Sszsk5+yTjN0hObtDcnaHTJHqhDPPPJOKigoqKip4+OGHu7o7vY7Mi3SH5OwOydkdknP2ScbukJzdITm7Q6ZInYCju3leeeUVIpEI0HIdDDlVrRBCCCGEEG3JFKlOGDt2rFwHI4ts22bHjh2uXV7+00pydofk7A7JOfskY3dIzu6QnN3hVr69osDowTthegSlFHV1dZJzlknO7pCc3SE5Z59k7A7J2R2SszvcyrdHFxgHDx4E4MiRI13ck97t8OHDPPvssxw+fLiru9KrSc7ukJzdITlnn2TsDsnZHZKzO45+Zj76GTpbekWBsX///i7uSe+2b98+5s+fz759+7q6K72a5OwOydkdknP2ScbukJzdITm74+hnZikwhBBCCCGEED1GrygwDMPo6i70akfzlZyzS3J2h+TsDsk5+yRjd0jO7pCc3eFWvr2iwJAzDmTX0Xwl5+ySnN0hObtDcs4+ydgdkrM7JGd3uJWvx5VnybLt27eTk5MDyHUwhBBCCCGE6Eq9Yg/GVVddJVfyziLZbekOydkdkrM7JOfsk4zdITm7Q3J2h1v59ug9GEfP5fvggw8yceJEAEpKSmhsbOzKbvU6DQ0Nrf9KttkjObtDcnaH5Jx9krE7JGd3SM7uOJpttq+HoakefEWT9evXU1FR0dXdEEIIIYQQosdYt24dkyZNytr6e3SB4TgOBw4cIBqNomlaV3dHCCGEEEKIbkspRVNTE2VlZeh69o6U6NEFhhBCCCGEEKJ76RUHeQshhBBCCCG6BykwhBBCCCGEECeNFBhCCCGEEEKIk6ZbFxh33XUX06ZNIxQKkZub226bPXv2cOGFFxIKhejTpw8333wzlmUdd721tbV85StfIRaLkZuby5w5c4jH41nYgp5p+fLlaJrW7s+aNWs6XO5zn/vcMe2/853vuNjznmfgwIHHZHbPPfccd5lUKsU111xDQUEBkUiESy65hOrqapd63LPs2rWLOXPmMGjQIILBIEOGDGHevHlkMpnjLidj+aMtWLCAgQMHEggEmDJlCm+88cZx2z/xxBOMGDGCQCDA2LFjWbx4sUs97ZnuvvtuJk+eTDQapU+fPsycOZNt27Ydd5lFixYdM24DgYBLPe6Z7rjjjmMyGzFixHGXkbHcee39rdM0jWuuuabd9jKWT8yKFSu46KKLKCsrQ9M0nnrqqTaPK6W4/fbbKS0tJRgMMmPGDLZv3/6R6+3s+3t7unWBkclkuOyyy/jud7/b7uO2bXPhhReSyWRYtWoV//u//8uiRYu4/fbbj7ver3zlK2zZsoUXX3yRv/3tb6xYsYJvf/vb2diEHmnatGlUVVW1+fnWt77FoEGDOPXUU4+77JVXXtlmuXvvvdelXvdcP/zhD9tkdt111x23/fe+9z2eeeYZnnjiCV555RUOHDjAxRdf7FJve5Z33nkHx3F4+OGH2bJlCw888AC//OUv+cEPfvCRy8pY7thjjz3G3LlzmTdvHuvXr2f8+PGce+65HDp0qN32q1atYvbs2cyZM4cNGzYwc+ZMZs6cyebNm13uec/xyiuvcM011/D666/z4osvYpom55xzDolE4rjLxWKxNuN29+7dLvW45xo9enSbzP7+97932FbG8sezZs2aNhm/+OKLAFx22WUdLiNj+aMlEgnGjx/PggUL2n383nvv5ec//zm//OUvWb16NeFwmHPPPZdUKtXhOjv7/t4h1QMsXLhQ5eTkHHP/4sWLla7r6uDBg633/eIXv1CxWEyl0+l21/X2228rQK1Zs6b1vueee05pmqb2799/0vveG2QyGVVUVKR++MMfHrfdGWecoW644QZ3OtVLlJeXqwceeOCE29fX1yuv16ueeOKJ1vu2bt2qAPXaa69loYe9z7333qsGDRp03DYylo/vtNNOU9dcc03r77Ztq7KyMnX33Xe32/5LX/qSuvDCC9vcN2XKFHXVVVdltZ+9yaFDhxSgXnnllQ7bdPS3UnRs3rx5avz48SfcXsbyyXHDDTeoIUOGKMdx2n1cxnLnAerJJ59s/d1xHFVSUqJ+8pOftN5XX1+v/H6/+sMf/tDhejr7/t6Rbr0H46O89tprjB07luLi4tb7zj33XBobG9myZUuHy+Tm5rb5Jn7GjBnous7q1auz3uee6Omnn6ampoZvfOMbH9n20UcfpbCwkDFjxvD973+f5uZmF3rYs91zzz0UFBQwceJEfvKTnxx3it+6deswTZMZM2a03jdixAgGDBjAa6+95kZ3e7yGhgby8/M/sp2M5fZlMhnWrVvXZgzqus6MGTM6HIOvvfZam/bQ8l4tY/bEHb3K8UeN3Xg8Tnl5Of379+cLX/hCh38LxT9s376dsrIyBg8ezFe+8hX27NnTYVsZy59cJpPhd7/7Hd/85jePew0zGcufTGVlJQcPHmwzXnNycpgyZUqH4/XjvL93xPPxut09HDx4sE1xAbT+fvDgwQ6X6dOnT5v7PB4P+fn5HS7zafeb3/yGc889l379+h233b/8y79QXl5OWVkZb775Jrfeeivbtm3jL3/5i0s97Xmuv/56Jk2aRH5+PqtWreL73/8+VVVV3H///e22P3jwID6f75hjkoqLi2X8noAdO3bw0EMPcd999x23nYzljh05cgTbttt9733nnXfaXaaj92oZsyfGcRxuvPFGpk+fzpgxYzpsN3z4cP7nf/6HcePG0dDQwH333ce0adPYsmXLR75/f1pNmTKFRYsWMXz4cKqqqpg/fz6f/exn2bx5M9Fo9Jj2MpY/uaeeeor6+nquuOKKDtvIWP7kjo7JzozXj/P+3hHXC4zbbruNH//4x8dts3Xr1o88yEp03sfJft++fbzwwgs8/vjjH7n+Dx7HMnbsWEpLSzn77LPZuXMnQ4YM+fgd72E6k/PcuXNb7xs3bhw+n4+rrrqKu+++G7/fn+2u9lgfZyzv37+f8847j8suu4wrr7zyuMvKWBbdyTXXXMPmzZuPe2wAwNSpU5k6dWrr79OmTWPkyJE8/PDD3HnnndnuZo90/vnnt94eN24cU6ZMoby8nMcff5w5c+Z0Yc96r9/85jecf/75lJWVddhGxnLP53qBcdNNNx23agUYPHjwCa2rpKTkmCPbj55Np6SkpMNlPnygimVZ1NbWdrhMb/Fxsl+4cCEFBQX88z//c6efb8qUKUDLt8afpg9ln2SMT5kyBcuy2LVrF8OHDz/m8ZKSEjKZDPX19W32YlRXV/f68ftBnc34wIEDnHnmmUybNo1f/epXnX6+T+tYbk9hYSGGYRxz5rLjjcGSkpJOtRf/cO2117aejKSz39x6vV4mTpzIjh07stS73ic3N5dhw4Z1mJmM5U9m9+7dvPTSS53eGyxjufOOjsnq6mpKS0tb76+urmbChAntLvNx3t874nqBUVRURFFR0UlZ19SpU7nrrrs4dOhQ67SnF198kVgsxqhRozpcpr6+nnXr1lFRUQHAsmXLcByn9UNEb9XZ7JVSLFy4kK9//et4vd5OP9/GjRsB2gzsT4NPMsY3btyIruvHTOM7qqKiAq/Xy9KlS7nkkksA2LZtG3v27GnzbU9v15mM9+/fz5lnnklFRQULFy5E1zt/6NmndSy3x+fzUVFRwdKlS5k5cybQMoVn6dKlXHvtte0uM3XqVJYuXcqNN97Yet+LL774qRqznaWU4rrrruPJJ59k+fLlDBo0qNPrsG2bt956iwsuuCALPeyd4vE4O3fu5Gtf+1q7j8tY/mQWLlxInz59uPDCCzu1nIzlzhs0aBAlJSUsXbq0taBobGxk9erVHZ6d9eO8v3eoU4eEu2z37t1qw4YNav78+SoSiagNGzaoDRs2qKamJqWUUpZlqTFjxqhzzjlHbdy4UT3//POqqKhIff/7329dx+rVq9Xw4cPVvn37Wu8777zz1MSJE9Xq1avV3//+dzV06FA1e/Zs17evu3vppZcUoLZu3XrMY/v27VPDhw9Xq1evVkoptWPHDvXDH/5QrV27VlVWVqq//vWvavDgwer00093u9s9xqpVq9QDDzygNm7cqHbu3Kl+97vfqaKiIvX1r3+9tc2Hc1ZKqe985ztqwIABatmyZWrt2rVq6tSpaurUqV2xCd3evn371CmnnKLOPvtstW/fPlVVVdX688E2MpY7549//KPy+/1q0aJF6u2331bf/va3VW5ubusZ/b72ta+p2267rbX9ypUrlcfjUffdd5/aunWrmjdvnvJ6veqtt97qqk3o9r773e+qnJwctXz58jbjtrm5ubXNh3OeP3++euGFF9TOnTvVunXr1Je//GUVCATUli1bumITeoSbbrpJLV++XFVWVqqVK1eqGTNmqMLCQnXo0CGllIzlk8m2bTVgwAB16623HvOYjOWPp6mpqfWzMaDuv/9+tWHDBrV7926llFL33HOPys3NVX/961/Vm2++qb7whS+oQYMGqWQy2bqOs846Sz300EOtv3/U+/uJ6tYFxuWXX66AY35efvnl1ja7du1S559/vgoGg6qwsFDddNNNyjTN1sdffvllBajKysrW+2pqatTs2bNVJBJRsVhMfeMb32gtWsQ/zJ49W02bNq3dxyorK9u8Fnv27FGnn366ys/PV36/X51yyinq5ptvVg0NDS72uGdZt26dmjJlisrJyVGBQECNHDlS/ehHP1KpVKq1zYdzVkqpZDKprr76apWXl6dCoZD64he/2OYDs/iHhQsXtvse8sHvVmQsfzwPPfSQGjBggPL5fOq0005Tr7/+eutjZ5xxhrr88svbtH/88cfVsGHDlM/nU6NHj1bPPvusyz3uWToatwsXLmxt8+Gcb7zxxtbXpLi4WF1wwQVq/fr17ne+B5k1a5YqLS1VPp9P9e3bV82aNUvt2LGj9XEZyyfPCy+8oAC1bdu2Yx6TsfzxHP2M++Gfo1k6jqP+4z/+QxUXFyu/36/OPvvsY/IvLy9X8+bNa3Pf8d7fT5SmlFKd2+chhBBCCCGEEO3r0dfBEEIIIYQQQnQvUmAIIYQQQgghThopMIQQQgghhBAnjRQYQgghhBBCiJNGCgwhhBBCCCHESSMFhhBCCCGEEOKkkQJDCCGEEEIIcdJIgSGEEJ8Cd9xxBxMmTGj9/YorrmDmzJld1p8TsWjRInJzc7u6GwBomsZTTz110tb3uc99jhtvvPGkrU8IIboTT1d3QAghhPt+9rOf0d2vszpr1iwuuOCCru4GAFVVVeTl5XV1N4QQokeQAkMIIbLMNE28Xm9Xd6ONnJycLn1+pRS2bePxdPxnKBgMEgwGXexVx0pKSrq6C0II0WPIFCkhhOgkx3G49957OeWUU/D7/QwYMIC77roLgF27dqFpGo899hhnnHEGgUCARx99FMdx+OEPf0i/fv3w+/1MmDCB559/vnWdmUyGa6+9ltLSUgKBAOXl5dx9991Ay4fxO+64gwEDBuD3+ykrK+P6668/bh/vueceiouLiUajzJkzh1Qq1ebxD0+R+tOf/sTYsWMJBoMUFBQwY8YMEolEm7bz58+nqKiIWCzGd77zHTKZTJtM7r77bgYNGkQwGGT8+PH86U9/an18+fLlaJrGc889R0VFBX6/n7///e9s2rSJM888k2g0SiwWo6KigrVr1wLtT5H6xS9+wZAhQ/D5fAwfPpz/+7//a/O4pmn8+te/5otf/CKhUIihQ4fy9NNPHzergQMHcueddzJ79mzC4TB9+/ZlwYIFx6z36BSp3/72t0QiEbZv3976+NVXX82IESNobm4GYPPmzZx//vlEIhGKi4v52te+xpEjR47bDyGE6DWUEEKITrnllltUXl6eWrRokdqxY4d69dVX1SOPPKKUUqqyslIBauDAgerPf/6zeu+999SBAwfU/fffr2KxmPrDH/6g3nnnHXXLLbcor9er3n33XaWUUj/5yU9U//791YoVK9SuXbvUq6++qn7/+98rpZR64oknVCwWU4sXL1a7d+9Wq1evVr/61a867N9jjz2m/H6/+vWvf63eeecd9W//9m8qGo2q8ePHt7a5/PLL1Re+8AWllFIHDhxQHo9H3X///aqyslK9+eabasGCBaqpqam1bSQSUbNmzVKbN29Wf/vb31RRUZH6wQ9+0Lq+//zP/1QjRoxQzz//vNq5c6dauHCh8vv9avny5UoppV5++WUFqHHjxqklS5aoHTt2qJqaGjV69Gj11a9+VW3dulW9++676vHHH1cbN25USim1cOFClZOT0/ocf/nLX5TX61ULFixQ27ZtUz/96U+VYRhq2bJlrW0A1a9fP/X73/9ebd++XV1//fUqEomompqaDvMqLy9X0WhU3X333Wrbtm3q5z//uTIMQy1ZsqTNep988snW3y+77DI1efJkZZqm+tvf/qa8Xq9au3atUkqpuro6VVRUpL7//e+rrVu3qvXr16vPf/7z6swzz2xd/owzzlA33HBDh30SQoieTAoMIYTohMbGRuX3+1sLig87WmA8+OCDbe4vKytTd911V5v7Jk+erK6++mqllFLXXXedOuuss5TjOMes86c//akaNmyYymQyJ9THqVOntq73qClTpnRYYKxbt04BateuXe2u7/LLL1f5+fkqkUi03veLX/xCRSIRZdu2SqVSKhQKqVWrVrVZbs6cOWr27NlKqX8UGE899VSbNtFoVC1atKjd5/1wgTFt2jR15ZVXtmlz2WWXqQsuuKD1d0D9+7//e+vv8XhcAeq5555r9zmUaikwzjvvvDb3zZo1S51//vlt1vvBAqO2tlb169dPffe731XFxcVtXts777xTnXPOOW3Wt3fvXgWobdu2KaWkwBBC9G4yRUoIITph69atpNNpzj777OO2O/XUU1tvNzY2cuDAAaZPn96mzfTp09m6dSvQMg1p48aNDB8+nOuvv54lS5a0trvssstIJpMMHjyYK6+8kieffBLLso7bxylTprS5b+rUqR22Hz9+PGeffTZjx47lsssu45FHHqGuru6YNqFQqM364vE4e/fuZceOHTQ3N/P5z3+eSCTS+vPb3/6WnTt3dpgLwNy5c/nWt77FjBkzuOeee45p/+HtOl6GR40bN671djgcJhaLcejQoQ7Xe3R7Pvz7h9f7QXl5efzmN79pnbJ12223tT62adMmXn755TZZjBgxAuC42yeEEL2FFBhCCNEJJ3rQcTgc7tR6J02aRGVlJXfeeSfJZJIvfelLXHrppQD079+fbdu28d///d8Eg0GuvvpqTj/9dEzT7HT/22MYBi+++CLPPfcco0aN4qGHHmL48OFUVlae0PLxeByAZ599lo0bN7b+vP32222Ow4Bjc7njjjvYsmULF154IcuWLWPUqFE8+eSTn2h7PnxAvaZpOI7zidbZnhUrVmAYBlVVVa3Hq0BLHhdddFGbLDZu3Mj27ds5/fTTT3o/hBCiu5ECQwghOmHo0KEEg0GWLl16wsvEYjHKyspYuXJlm/tXrlzJqFGj2rSbNWsWjzzyCI899hh//vOfqa2tBVoKm4suuoif//znLF++nNdee4233nqr3ecbOXIkq1evbnPf66+/ftw+aprG9OnTmT9/Phs2bMDn87X5oL9p0yaSyWSb9UUiEfr378+oUaPw+/3s2bOHU045pc1P//79PzKfYcOG8b3vfY8lS5Zw8cUXs3Dhwg6366My/Lg+nM/rr7/OyJEjO2y/atUqfvzjH/PMM88QiUS49tprWx+bNGkSW7ZsYeDAgcfk0dnCUwgheiI5Ta0QQnRCIBDg1ltv5ZZbbsHn8zF9+nQOHz7Mli1bmDNnTofL3XzzzcybN48hQ4YwYcIEFi5cyMaNG3n00UcBuP/++yktLWXixInous4TTzxBSUkJubm5LFq0CNu2mTJlCqFQiN/97ncEg0HKy8vbfa4bbriBK664glNPPZXp06fz6KOPsmXLFgYPHtxu+9WrV7N06VLOOecc+vTpw+rVqzl8+HCbD9iZTIY5c+bw7//+7+zatYt58+Zx7bXXous60WiUf/3Xf+V73/sejuPwmc98hoaGBlauXEksFuPyyy9v93mTySQ333wzl156KYMGDWLfvn2sWbOGSy65pMMMv/SlLzFx4kRmzJjBM888w1/+8hdeeumlDnM/UStXruTee+9l5syZvPjiizzxxBM8++yz7bZtamria1/7Gtdffz3nn38+/fr1Y/LkyVx00UVceumlXHPNNTzyyCPMnj2bW265hfz8fHbs2MEf//hHfv3rX2MYxifurxBCdGdSYAghRCf9x3/8Bx6Ph9tvv50DBw5QWlrKd77zneMuc/3119PQ0MBNN93EoUOHGDVqFE8//TRDhw4FIBqNcu+997J9+3YMw2Dy5MksXrwYXdfJzc3lnnvuYe7cudi2zdixY3nmmWcoKCho97lmzZrFzp07ueWWW0ilUlxyySV897vf5YUXXmi3fSwWY8WKFTz44IM0NjZSXl7OT3/6U84///zWNmeffTZDhw7l9NNPJ51OM3v2bO64447Wx++8806Kioq4++67ee+998jNzWXSpEn84Ac/6DATwzCoqanh61//OtXV1RQWFnLxxRczf/78dtvPnDmTn/3sZ9x3333ccMMNDBo0iIULF/K5z33uuNmfiJtuuom1a9cyf/58YrEY999/P+eee267bW+44QbC4TA/+tGPABg7diw/+tGPuOqqq5g6dSp9+/Zl5cqV3HrrrZxzzjmk02nKy8s577zz0HWZOCCE6P00pbr5pVyFEEJ0qSuuuIL6+vrW60D0NgMHDuTGG2/kxhtv7OquCCFEryBfpQghhBBCCCFOGikwhBBCCCGEECeNTJESQgghhBBCnDSyB0MIIYQQQghx0kiBIYQQQgghhDhppMAQQgghhBBCnDRSYAghhBBCCCFOGikwhBBCCCGEECeNFBhCCCGEEEKIk0YKDCGEEEIIIcRJIwWGEEIIIYQQ4qSRAkMIIYQQQghx0vx//2rH/uOvjN4AAAAASUVORK5CYII=", + "text/plain": [ + "<Figure size 800x800 with 2 Axes>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Integrate over pixels for lookup table\n", + "from tqdm import tqdm\n", + "\n", + "ystep2 = ystep//2\n", + "\n", + "yc = yarr[ystep2:-ystep2]\n", + "yi = np.arange(len(yarr), dtype=int)[ystep//2:-ystep//2]\n", + "nyc = yc.size\n", + "\n", + "pix_prof = np.zeros((nyc, xgr.shape[1]))\n", + "\n", + "fig, axes = plt.subplots(2,1,figsize=(8,8), sharex=True, sharey=True)\n", + "\n", + "slit_frac = wsteps*0.\n", + "\n", + "for k, w in tqdm(enumerate(wsteps)):\n", + " msk2d = msk.reshape(xgr.shape)\n", + " if msk2d[:,k].sum() == 0:\n", + " print('skip', k, wsteps[k])\n", + " continue\n", + "\n", + " pj = fcprofn.reshape(xgr.shape)[:,k] \n", + " axes[0].plot(yarr, pj, color=plt.cm.Spectral_r((k+1)/len(wsteps)), alpha=0.3)\n", + " \n", + " # Integrate over pixels\n", + " \n", + " for i, j in enumerate(yi):\n", + " sl = slice(j-ystep2, j+ystep2+1)\n", + " pix_prof[i,k] = np.trapz(pj[sl], yarr[sl])\n", + " \n", + " axes[1].plot(yc, pix_prof[:,k], alpha=0.5, color=plt.cm.Spectral_r((k+1)/len(wsteps)))\n", + "\n", + " sk = np.abs(yarr) < 1\n", + " slit_frac[k] = np.trapz(pj[sk], yarr[sk])\n", + " \n", + "ax = axes[0]\n", + "ax.set_xlim(-6,6)\n", + "ax.set_xlim(-10,10)\n", + "\n", + "axes[0].set_title('raw')\n", + "axes[1].set_title('pixel integrated')\n", + "\n", + "ax.semilogy()\n", + "\n", + "#ax.set_xlim(-5,5)\n", + "for ax in axes:\n", + " ax.grid()\n", + "\n", + "ax.set_xlabel('cross dispersion pixel')\n", + "\n", + "fig.tight_layout(pad=1)\n", + "\n", + "valid = pix_prof.sum(axis=0) > 0\n", + "\n", + "pix_prof_wave = wsteps*1\n", + "pix_prof_wavei = np.arange(len(pix_prof_wave))\n", + "\n", + "pix_prof_y = yc\n", + "pix_prof_yi = np.arange(len(pix_prof_y))\n", + "\n", + "# pix_prof[:,0] = pix_prof[:,1]*1\n", + "# pix_prof[:,-1] = pix_prof[:,-2]*1\n", + "\n", + "# slit_frac[0] = slit_frac[1]\n", + "# slit_frac[-1] = slit_frac[-2]" + ] + }, + { + "cell_type": "markdown", + "id": "e9bfa1e9-829b-4a13-9699-dca1ed94c2fa", + "metadata": {}, + "source": [ + "## Convolve with intrinsic Gaussian / Exponential profiles with a grid of widths\n", + "\n", + "Precompute a grid of profiles where an intrinsic profile is convolved with the PSF and then integrated over pixels." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "1a752376-b190-40eb-8c5c-d8fa072eb75c", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "32it [00:04, 7.61it/s]\n" + ] + }, + { + "data": { + "image/png": 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+ReKTKwTfInHd0XU/8CvfEHyLxidfn1wh+BbJXDk62/EQQrRbYUYIIZg3b54Xvj65QvAtEp9cIfgWieuOrvuBX/mG4Fs0Pvn65ArBt0jmyjGUWgUCgcBZjKvXXFe9AoFA4LVIKLXyYFgKcs9NmzZ54euTKwTfIvHJFYJvkbju6Lof+JVvCL5F45OvT64QfIvkrC+1ktJZtWOQUrJixQovfH1yheBbJD65QvAtEtcdXfcDv/INwbdofPL1yRWCb5HMleMpvctXvvIVVq1aRaVS4dprr2Xz5s1Tnj80NMSHPvQhli1bRrlc5qKLLmLt2rVTi3mQJMg9V65c6YWvT64QfIvEJ1cIvkXiuqPrfuBXviH4Fo1Pvj65QvAtEmc7Hvfccw933HEHn/70p3nssce48sorufnmmzl48OBJz0/TlHe84x289NJLfPe73+W5557jq1/9KitWrJjyfXwYloLcc+PGjV74+uQKfvo+sPEBsixrt8q0+Bjb4FsMrju67gd+5RuCb9H45OuTKwTfIpkrx3i2L7jzzju5/fbbue222wC46667+P73v8/XvvY1fvd3f/eE87/2ta8xODjIpk2bSJIEgFWrVk37Pj70DiH3vOCCC7zw9ckV/PM9nI7Qcc48DjSOcE6yuN06U+JbbINvcbju6Lof+JVvCL5F45OvT64QfItkrhxntapVmqZ0dnby3e9+l3e/+92tr7///e9naGiIe++994TX3HLLLcyfP5/Ozk7uvfdeFi1axH/8j/+Rj33sY0RRdML5YSWTgI80dMaesQOtvy/vWkhnXGmjUSAwM1y95rrqFQgEAq9FnFzVamBgAK01S5YsOebrS5Ys4ZVXXjnpa1588UW++93vorVm7dq1fPKTn+QLX/gC/+2//bcp32vLli089thjbNmy5YTj/fv3o5RCaw3kw0PGmCmPsyw75niivzVxbK094Rg45tgYc8yxUgqlFPfffz/1ev2YrwNorY85nvCd7LjoNtVqNdavX0+WZVO2aarjuWxTrVbj/vvvRyl12nkquk2jWZU0S3niySfQRjPaqBb+2TudNk18bhuNxmnnaS7adLyvCz9PU7VpquuCa9eIWq2Gy/hwL6jX66xfv540TZ3Nc7gXzF2b6vV6y7ed182ZtCncC8K9YK7vBYWPqxhjWLx4MX/5l3/J1Vdfza233sonPvEJ7rrrrilfd9NNN3H11VezZs0a1qxZc8zx3XffzdatW9m5cycAmzdvZs+ePQBs2rSJ/fv3A7Bx40YGBgYAWL9+PUNDQwCsW7eO0dFRANauXUu9Xkcpxdq1a1FKUa/XW5PfR0dHWbduHZBPkl+/fj2Qd8I2btyIlJLly5e3Jtjv2bOndbxz5062bt0KwPbt23nyyScB2LZtG9u2bQPgySefZPv27QCFt2ndunVcfvnlVKvVKdsEsH//fjZt2tTWNq1fv741RHm6eSq6TeOqxpPPbyPp66GqUh55dHPhn73TaZOUks7OTl588cXTztNctElKyYIFC3jiiSdOK09z1SYpJeeeey4PPfTQaeVpLto0kQNX8eFe8NBDD3H55Zdz8OBBZ/Mc7gVz16bNmzezfPlypJRtvW7OpE3hXhDuBXN9Lyi81Or6668nSRJ++MMftr72T//0T9xyyy00Gg1KpdIx508M9axfv56+vr5Wjy6KotbxOeecw6JFixBCEEURSimklEgpJz3OsowoilrHcRwjhGgdQ947PPo4SRKsta1jYwxa69axMYY4jic91lpjrW0dH9+O44+VUqFNHrbJYnl+9GV2jxygI05oGMWqrqW8vv9cb9v0WsxTaNPJ2zQ4OMjChQudK2kK94LQptCm0KbQptfgvcDOkjVr1tgPf/jDrb9rre2KFSvsZz/72ZOe//GPf9yuXLnSaq1bX/viF79oly1bdtLzh4eHLWAHBgZmq9YW0jS1P/jBD2yapu1WmRafXK31x3csrdof7/8X+487N9pv/Pjv7T+8+IB99OA2q4ye/sVtwpfYThB8i2NgYMACdnh4uN0qx+DTvcCnfFsbfIvGJ1+fXK0NvkUyV/eCWZda3XHHHXz1q1/lG9/4Btu2beODH/wg4+PjrVWu3ve+9/Hxj3+8df4HP/hBBgcH+chHPsLzzz/P97//ff7kT/6ED33oQ1O+z8kmnrtIFEVcc801Xvj65Ar++NZ1ylg2TiJjzl1+DlJKarqOMrrdapPiS2wnCL7F4bqj637gV74h+BaNT74+uULwLZK5cpz1crq33norhw4d4lOf+hSvvPIKq1ev5gc/+EFrwvnu3buPWZLr3HPP5b777uO3fuu3uOKKK1ixYgUf+chH+NjHPjbl+/iw9BjknvPnz2+3xozwyRX88R1La6S6gbGCxd1LaNT2U9cNMqMoR0m79U6KL7GdIPgWh+vXWtf9wK98Q/AtGp98fXKF4Fskc3WtPaV3+fCHP8yuXbtoNBo88sgjXHvtta1/e+CBB/j6179+zPnXXXcdP/nJT6jX6+zYsYPf+73fm7ZnNbEygOtkWcb3v/99L3x9cgV/fIfTMaoqRWnD5iceI1UZymhSnbZbbVJ8ie0Ewbc4XHd03Q/8yjcE36LxydcnVwi+RTJXjrOaXD4XTEwoHBoaoq+vr90602KtZXR0lJ6eHoQQ7daZEp9cwQ9fay0b9z/BnrEDzC91UrYJI3aIUlTmTQsvZ1nXonYrnhQfYns0wbc4hoeH6e/vd3ZyuQ/3Ap/yDcG3aHzy9ckVgm+RzNW9YNalVnOF6wmaQAjh1M16KnxyBT98tTUMN6oIDJU4ohKVGaoKLBk1XW+33qT4ENujCb7F4fq11nU/8CvfEHyLxidfn1wh+BbJXF1rnS2e9WFYCnLPe++91wtfn1zBD9+aalDXDaS0zCt1su3pF7AWjDXUMnc3ZvMhtkcTfIvDdUfX/cCvfEPwLRqffH1yheBbJKHUyoPhdciH0er1OpVKxfkncz65gh++B6pD/HDvFsoiY/XCCxmrJbxU24UQNZZ3LuOaJavbrXhSfIjt0QTf4gilVqePT/mG4Fs0Pvn65ArBt0jm6l7g7IiHT0xsvuIDPrmC+77DjXGszZfNHaym1LUkEiWMtaS20Wa7qXE9tscTfAMu41u+g2+x+OTrkysEX99xtuOhlGq3woxQSrF27VovfH1yBT98h9MqEoMyUM/gwZ8+itESgyXV7g6t+hDbowm+xeG6o+t+4Fe+IfgWjU++PrlC8C2SuXIMpVanibUWpVRr+3mX8ckV/PBdv/dJ9o/vISbi3M4LGWsYxvQQJjpIf6mLnz/nBifdfYjt0QTf4gilVqePT/mG4Fs0Pvn65ArBt0hCqZVH+NCTncAnV3Dft6bqaKuJZYygQSyPIGQVYy0G7fyoh08E34DL+Jbv4FssPvn65ArB13ec7Xj4kiilFOvWrfPC1ydX8MO3rjOwhpKQdCQZe17ahbWGRGoMkBk3NxH0IbZHE3yLw3VH1/3Ar3xD8C0an3x9coXgWyRnfamVa8P+gcDxaGP47o4N1NUQSzv6uXjeCvaP1XildgQZDVKOurlm0TUs6JjXbtVAYFJcvea66hUIBAKvRebqmuvsiIdj/aFJsdYyMjLiha9PruC+b0NnZEZhgVhCZ1JC1ROslVgL1hqUdXPEw/XYHk/wLQ7XHV33A7/yDcG3aHzy9ckVgm+RzJWjsx0PH4alIPd88MEHvfD1yRXc9x3LGlgMAktJSjKlef7pFzAmxiIxaDLj5hwP12N7PMG3OFx3dN0P/Mo3BN+i8cnXJ1cIvkUSSq3C8HrAcXaNDrBh72YkDRaW+umNF9PQ/QzrVzBiD+VIcum8N3J+3+varRoITIqr11xXvQKBQOC1yFlfamWMabfCjDDGMDg46IWvT67gvm9dpRhrkYCxAmMlrxwewuoIiwAsqXVzxMP12B5P8C0O1x1d9wO/8g3Bt2h88vXJFYJvkcyVo7MdD611uxVmhNaaLVu2eOHrkyu471vTGRYNWCJijJHs2b2LRgbWChCGzNHldF2P7fEE3+Jw3dF1P/Ar3xB8i8YnX59cIfgWyVw5hlKrQOAUeXj/82w7so2K1CwuLaMrXspwLeZINkxceZHORLG843VctfiqdqsGApPi6jXXVa9AIBB4LRJKrTwYloLc8+DBg174+uQK7vvWdYoFBJZYxCzo6GR8bJRU23xlKyCzbk4ocz22xxN8i8N1R9f9wK98Q/AtGp98fXKF4FskZ32plQ9Jgtzzqaee8sLXJ1dw37euMsAghaAUR/SWLdXRHVTi4XxZOgsGN0utXI/t8QTf4nDd0XU/8CvfEHyLxidfn1wh+BbJXDmGUqtA4BT5Pzse4XD9ZfqTiOUdK1na2cmB8Sr7x0eJS4PISDGvvIi3Lru+3aqBwKS4es111SsQCARei4RSKw96h5B77t271wtfn1zBfd9UK8AihGCkVuWVkTqvHB7BAIK8BEvj5oQy12N7PMG3OFx3dN0P/Mo3BN+i8cnXJ1cIvkUSSq08SBLknjt27PDC1ydXcN+3YTKEAKOhJPMFdF/aW6ORldA2IpYGY7STO5a6HtvjCb7F4bqj637gV74h+BaNT74+uULwLZJQahWG1wMOY6zhG8/+CGMG6ZZllnXMoyz6eXGgTBaN09P1Mt2VMSI5j+uXv4NIRO1WDgROiqvXXFe9AoFA4LVIKLXyoHcIueeuXbu88PXJFdz2TbXGmHwPD6wgFhIBHBkcpd6IMEiEAKzBOujvcmxPRvAtDtcdXfcDv/INwbdofPL1yRWCb5GEUisPkgT+1e/54gpu+6ZGoYxBALG0xDKiu1RmdGQUrQVKS6y1WDTKujfPw+XYnozgWxyuO7ruB37lG4Jv0fjk65MrBN8iCaVWYXg94DAD9TG+u30D5Wic+VEnq3qX0ltawtY9cKA2Qm/fXhZ1HyaWnaxZciPdSU+7lQOBk+LqNddVr0AgEHgtctaXWvmwvTzkni+88IIXvj65gtu+mdLNpwOWRAoiKUmiFFXbBVahbdI8U6ONe/4ux/ZkBN/icN3RdT/wK98QfIvGJ1+fXCH4FslcOTrb8XBsIGZSrLUcOXLEC1+fXMFt37rK0FiEBaUMO3Yd5IU9LyPsKPM6R5n4+RXCkmn3NhF0ObYnI/gWh+uOrvuBX/mG4Fs0Pvn65ArBt0jmyjGUWgUCp8DTA/tYv3czvUlKZ5rQSxmTdkJHB6MmJYszFvYcpBTFXDLvZ1jWubzdyoHASXH1muuqVyAQCLwWCaVWHgxLQe757LPPeuHrkyu47VvTGQKbPyEwhnJssEbw3I4xAMpSYbEILMq4N+LhcmxPRvAtDtcdXfcDv/INwbdofPL1yRWCb5Gc9aVWPlGr1dqtMGN8cgV3fRsqwwJYQyxBSIE1klcOgrUSiyXCAhZtVJttT46rsZ2M4BtwGd/yHXyLxSdfn1wh+PpOKLUKBE6B9buf4+nBp+iJUhZQYkVXLy/v6+Hplyucc0FG0jnE4r5DSBGxoms1r++/uN3KgcBJcfWa66pXIBAIvBYJpVYeDEtB7vnUU0954euTK7jtW81SLBAJiAX0dFYwOmJk6AhjVQlWIAVYLNqm7dY9AZdjezKCb3G47ui6H/iVbwi+ReOTr0+uEHyLJJRaBQIOU9cKsM0NBKGcxJTiEpEQVBt5kZVollop7V7HIxAIBAKBQGCuCaVWgcAp8P8+8wjDjV3MTxTLojKXn/s6nnmui6076+guyeJlA5y3cD9SQG/pfFYveku7lQOBk+LqNddVr0AgEHgtEkqtPBiWgtxz69atXvj65Apu+2ZGIQQIIYikoJLElJKYwcOHUcqQ6ghtBQiLse5NLnc5ticj+BaH646u+4Ff+YbgWzQ++frkCsG3SEKplUd0dHS0W2HG+OQK7vqmWiEsCAulSCKEpK87Y9UyjTAK1ex4SAHawY4HuBvbyQi+AZfxLd/Bt1h88vXJFYKv74RSq0DgFPjzx9YTyYMsji3nd3Vz0YoVHDnSxeM7DnOwYamXJa9fsZueckYklnLtkpvarRwInBRXr7muegUCU2Gs4cWRfYyrOiu7l9Jf7m63UiAwI876Uiul3HxKfDxKKbZs2eKFr0+u4LavMgosRBKSRAKaOBaMHDlCJDIqscEYiQAs7g2xuhzbkxF8i8N1R9f9wK98Q/AtkpfHD7FvfIDndm3nmcGdZI7u4zSBT7GF4Fskc+XobMdDCNFuhRkhhGDevHle+PrkCu76WmvzOR7SEAlBOY4RQlJJEsZrXRgN3SWFtvnKVta41/FwNbaTEXyLw3VH1/3Ar3xD8C0KYw27Rg+wd3yQkShjLKtxqDbUbq0p8SW2EwTf4pgrx3hO3uUUiKKo3QozIooiLrzwwnZrzAifXMFdX2UstrWUrqEUg0DSUemgXF5IXR/GWkkipbOTy12N7WQE3+Jw/Vrruh/4lW8IvkUxlI6xv3qYzIzR1RlxoH6IxbV5LO9a2G61SfElthME3+KYq2utsyMePgxLQe65adMmL3x9cgV3fRsqw1ibl1oJkZdaiZhIJOzbu5+xaoy1EGGar9A4NpXK2dhORvAtDtcdXfcDv/INwbco9o8PUlXjSATj41W0abC/ehBjzfQvbhO+xHaC4FscZ32plZTOqh2DlJIVK1Z44euTK7jrW1UZFoNo7loeRwJJhJQJCxf0Ua8nWJOPgmABDBa3Oh6uxnYygm9xuO7ouh/4lW8IvkWxd/wQlgyFgkiirGYkHWUsq7VbbVJ8ie0Ewbc45srR2Uj4kCTIPVeuXOmFr0+u4K5vNc2w1iCxSCGJIwFIhIg4b0UfENHIBNpKIpHP89COTTB0NbaTEXyLw3VH1/3Ar3xD8C0CZTSDjWFSnWJtgyRRRCKjpquMpOPt1psUH2J7NMG3OM76jocPw1KQe27cuNELX59cwV3fcaWw1iIlRAKkEAhA60HS6kusmJdRbYDWEilACI3BraF2V2M7GcG3OFx3dN0P/Mo3BN8iGM2q1HSNSCgiYVAqI5YGY1MO14+0W29SfIjt0QTf4gilVh70DiH3vOCCC7zw9ckV3PWtK4WwFgnN0Q6BQCFkxML5/fR0WEoSlJXNVSIsSrt10XE1tpMRfIvDdUfX/cCvfEPwLYLD9REyXackLbGEchIjgEhoDjnc8fAhtkcTfItjrhydXdXKhyTBq/V7PuCTK7jr21AZCIsUkEQCISwIjZQRXd2LkdUD9CQWowUSkMKS6azd2sfgamwnI/gWh+vXWtf9wK98Q/AtgoO1IazVRBJAomwXsRgmlpYjjeF2602KD7E9muBbHKHUyoNhKcg9169f74WvT67grm9N5atURYJ8yVwkEGE0PL71eVQmUBrKkUAKAEtm3ep4uBrbyQi+xeG6o+t+4Fe+IfgWwVBjhEhqBFBLYWB4DNPcy6mhx1EO7ucEfsT2aIJvcYRSKw+eckHuefnll3vh65MruOtbzVJEc8QjjvNRDUGEFCUuveT1jFWTvOMRSywgAGUbbbY+FldjOxnBtzhcd3TdD/zKNwTfIjiSjhBLC9ZSiqCrkiBFvt+TJaWq6u1WPCk+xPZogm9xnPUjHj4kCXLPxYsXe+Hrkyu461tXCizNOR55xwIihCyxfNkiGlmMUQKsRNi8FMvFVa1cjO1kBN/icN3RdT/wK98QfM801lqqWZVYkJdaWcm8SoIx+QIkWMNoNtZuzZPiemyPJ/gWx1nf8cgyt0pTJiPLMu677z4vfH1yBXd965kCYRDCNncnb65qpUbY/sxDRFjG64LM5D/IAovCrTa4GtvJCL7F4bqj637gV74h+J5pxlWdzKRIYYmEpaekqdXG6UosUlikMIw6uqSu67E9nuBbHHPl6GzHY662bj9doijimmuu8cLXJ1dw17euVb6HB/nTrbzUSiOl4IorXs+SfkO1IciMQCKJhEU7Nrnc1dhORvAtDtcdXfcDv/INwfdMM9QYRwpNJKAkLVLElJISxkJJQiQth+tD7dY8Ka7H9niCb3HMlWNY1eo0kVIyf/78dmvMCJ9cwV3fWpYhm0PqE5/TfM5HxLz+Hro6RpDDApXlk8sFoHBrYqGrsZ2M4Fscrl9rXfcDv/INwfdMM9QYIxYToxtQzRTDWYX5iSAuGaSGkdTNla1cj+3xBN/iCKVWHgxLQe75/e9/3wtfn1zBXd+6UggJMYJECPJCK4nW8NCPf0oSQV8FMiMRCIQAY9yaXO5qbCcj+BaH646u+4Ff+Ybge6YZbIwQSUPS/I2qpiT7hmook98dIglV5eYcD9djezzBtzjO+lKrOHZ2MOYY4jjmbW97mxe+PrmCu74NrYnIbyZCSITIl9SNojJXrr6OUimmqywQNl/VSiJQ1q3J5a7GdjKCb3G47ui6H/iVbwi+Z5qB2hCxgFiABbrLGW9cYUmkxVpLIiFz7OHTBK7H9niCb3HMlaOzkch3fHYfIQS9vb3t1pgRPrmCu76ZUnRJkDIfzWitakVCb28vWh8kEuOUIzBWIITAGLeedrga28kIvsXh+rXWdT/wK98QfM80w9l4PpdDWIQwJM3PrLImL8vFYlFoo4mkW7X+rsf2eIJvcczVtfaURjy+8pWvsGrVKiqVCtdeey2bN2+e9Nyvf/3rCCGO+VOpVKZ9Dx+GpSD3vPfee73w9ckV3PRVxqBMfjOJBc05HHmpVaYM9957L2mWEIm8DMvafJ6HayMeLsZ2KoJvcbju6Lof+JVvCL5nmrquEst8fkdHBF2JRRhNT2KIRb7ZLBjq2r1RD9djezzBtzicLbW65557uOOOO/j0pz/NY489xpVXXsnNN9/MwYMHJ31Nb28v+/fvb/3ZtWvXtO/jw7AU5J7vfOc7vfD1yRXc9NXGoqxCCvvqHh4CBJI4ktz8jrfSWYlppBFpJoiEzHcvF251PFyM7VQE3+Jw3dF1P/Ar3xB8zyTGGLRVzcVGDKXIYqxFEyEFlON8iV0ptJObCLoc25MRfItjrhxn3fG48847uf3227ntttu47LLLuOuuu+js7ORrX/vapK8RQrB06dLWnyVLlpyWtGv48IGawCdXcM83MwZtTD7GIZpzPBBgBZhh4qjOgp4qWQqpJu94ILCObSAI7sV2OoJvwGV8y3fwPTPUdIogX0o3kfkKh5mS7B5OsEAiyB9UCahmtXbrnhRXYzsZwddvZtXxSNOURx99lJtuuunVbyAlN910Ew8//PCkrxsbG2PlypWce+65vOtd7+Lpp5+e9r22bNnCY489xpYtW0443r9/P0optM6XKFVKYYyZ8jjLsmOOrbXHHFtrTzgGjjk2xhxzrJRCKcXatWup1+vHfB1Aa33M8YTvZMdFt6lWq7F27VqyLJuyTVMdz2WbJnyVUqedpzPVpkwbLBObBwqktfkO5RjStMFPf/pTktjSEWuyTCCFRAjQzVKrM/nZO502TXxuG43GnHz2TrdNx/u68PM0VZumui64do2o1dz8ZWgCH+4F9XqdtWvXkqaps3kO94Ji2jTcGCdqbhyYCIsAxtKYw6OQaoEQlkhCLC2DtaE5vW7OpE3hXhDuBXN9L5hVx2NgYACt9QkjFkuWLOGVV1456Wsuvvhivva1r3HvvffyN3/zNxhj+Jmf+RlefvnlKd/rHe94B1dffTVr1qxhzZo1xxzffffdbN26lZ07dwKwefNm9uzZA8CmTZvYv38/ABs3bmRgYACA9evXMzQ0BMC6desYHR0FaH0gJj4cSqnWTQRgdHSUdevWATA0NMT69etbsdi4cSNxHHPVVVexZcsWAPbs2dOa87Jz5062bt0KwPbt23nyyScB2LZtG9u2bQPgySefZPv27QCFt+mf//mfueWWW6jValO2CWD//v1s2rSprW360Y9+1FoN4nTzdKbalCpDmqYIDLEU1Go16vUGWM327dtZ9bqLKZcS6mMHqdcV1gqEBa3TM/7ZO502xXHMOeec08qNKz9Pk7UpjmMuueSSVjtc+Hmaqk1xHHPNNde0Hsi48PM0WZt+9KMf4TI+3AsefvhhbrnlFgYGBpzNc7gXFNOmHXteIpKGuLm3E4DUmkUdEWlz+6aJUY9ndj4zp9fNmbQp3AvCvWCu7wXCTnR7ZsC+fftYsWIFmzZt4rrrrmt9/aMf/SgbNmzgkUcemfZ7ZFnGpZdeyq/+6q/ymc985oR/HxkZoa+vj/vvv5/+/v5Wjy6KotbxOeecw6JFixBCEEURSimklEgpJz3OsowoilrHcRwjhGgdQ947PPo4SRKsta1jYwxa69axMYYoiqhWq5RKpWO+HscxWmusta3j49tx/LFSqtA2ZVmG1ppyuXxMO45vUxzHkx7PZZsmnh52dHSckJvZ5ulMtWn/WI3PP/zPXLK0ypqlEef399MRzaMk5qN1Bw3VQ70+zE+eeZlBkbLmklFKpSqHajFrlvz7M/rZO502SSkZHx+nUqkQx3Hhn73TbdPxP2cu/DxN1aY4jie9Lrh2jTh8+DCLFi1ieHjYqdVXfLoXTDytLJVKrXy6ludwLyimTY8e2sG24c0s69LML2sElrFqJ2MNS1dHg86yxSIYrEcIVnDzuTfO2XUz3AvCvcDFe8GsCs8WLlxIFEUcOHDgmK8fOHCApUuXzuh7JEnCVVddxQsvvDDleVdeeSULFiyY0fc8un5usuMkSU7pWAjROp5I4NHHWZbxwx/+kFtuueWEc47efn4mxzNpx+m0SQjBunXruOWWW6Zs01THc9kmIUTrydzp5ulMtame6Xx32tZyunk51cTg4Q9/+CPe9vbriKQEZTHk8zwEZlL3drQpyzLuv//+1ue26M/e6bbp+J8zF36epmrTVNcF164Rri9X68O9QGs95bXVhTyHe0ExbTqcjjTLrGitdthR0qTK0JXkS+waBLG0VFW99V7hXhDuBa5dI+bqXjCrEQ+Aa6+9ljVr1vDlL38ZyGvUzjvvPD784Q/zu7/7u9O+XmvNG97wBm655RbuvPPOE/594imXa0/fAgGAp14Z5Ov/8gCXLqlx7bKElb39VKJ5xLYftIJoAZnu4IHHnmbQVHnjReP0dTTYX9W8efEvO/9LXuDsw9VrrqtegcDRfGf7egwvc06XpifRlCKoNirUMktnOaUSW+pGMNyIONLo5v+64P9qt3IgcFLm6po761Wt7rjjDr761a/yjW98g23btvHBD36Q8fFxbrvtNgDe97738fGPf7x1/h/90R+xbt06XnzxRR577DF+7dd+jV27dvHrv/7rU77PLPtDbcNay8jIiBe+PrmCm75jjQzRHPFIIpl3JCygx8FCdXyQRI4jidBGYDTNURGLsabd+i1cjO1UBN/icN3RdT/wK98QfM8k41mNRELUnOMhgVKUsOtIBYEgiUBgiaXFOrafE7gd25MRfItjrhxn3fG49dZb+fznP8+nPvUpVq9ezeOPP84PfvCD1oTz3bt3tya2ABw5coTbb7+dSy+9lFtuuYWRkRE2bdrEZZddNuX7TMzudx2lFA8++KAXvj65gpu+1XqGkJYIiPINOsAasBpt4Jmnn0GrKkkEVgssAkG+iaDBnY6Hi7GdiuBbHK47uu4HfuUbgu+ZpGrqRAKkzMutrBUcHhQMDRuqWT7Cnci8BEsI3WbbE3E5ticj+BbHXDnOutSqaMLwesBlvvf4izxy5DEuW1LnZ1dUWNw5j7LpIDIVkAsh6gU9wmPP7mXb4QZXXjLOwr4GB6opF/e/i46ko91NCASOwdVrrqtegcDR/PmT97Cyp86yTkVf2ZJmgn0HK7w02M05y4a5YEGKsTCcSV6pJvziebdSikrt1g4ETsDZUqu5YmK9YdcxxjA4OOiFr0+u4KbveJYhJM2daPPNA4XVgMCKCkeGFRZBEgm6SzofDCE/Xzs0zO5ibKci+BaH646u+4Ff+Ybge6aw1oLQRM17QiQglrCg33Dl68aY32Gx5F+T5Ht91FSj3drH4GpsJyP4FsdcOTrb8ZhYNsx1tNZs2bLFC1+fXMFN31qqkEAkRHN+hwVjAYE2CVt++iiaHqSM6S9nea8DkBLS5l4eLuBibKci+BaH646u+4Ff+Ybge6ZITYYUptXpEEAllnSWobdi6atIIpGX2uYPqyxVXW+39jG4GtvJCL7FMVeOodQqEJgF/88Dj3NAbmf10gbXLe+iv9RHWUVI0Q/lyxAyX8v7meee4fDYy8xb1GDhAsVQmjK/fANLuma27HQgMFe4es111SsQmOBIfZR7XvgeF/RplnYquhOIRUJDSxpa0BEbImlQVjGawivjMRfP+zle17uy3eqBwAmEUisPhqUg9zx48KAXvj65gpu+daXyPTwECCTCQv6cS2Kt5ODBg1hrMaIHrCCyGmHzFU+MdWfEw8XYTkXwLQ7XHV33A7/yDcH3TDGuGs0yK5r/F0ghaCjYMagAQSwEgrzcKopgPB1vt/YxuBrbyQi+xXHWl1r5kCTIPZ966ikvfH1yBTd9U62RGBIJ+ZYcFoEEazD13ex+4RGMTknKXRgToQ0Ia5FCkDk2x8O12E5F8C0O1x1d9wO/8g3B90wx1KgSS9ucw5FvFosApWKGRis0tAUhiIUkEpAIGElH2619DK7GdjKCb3HMlWMotQoEZsGnv/8Q8byXedMyxTVLu+kVXZRMJ0IBcb6kNFEHuwa6eG7n4yxZMsiKJZpRq7Gs5oK+i9vqHwgcj6vXXFe9AoEJNu59ml1jj3J+r2Jxh6E7iYGYTFcYqgt6K4pYNhBCM55pDlQj6nol7zj3xnarBwInEEqtPOgdQu65d+9eL3x9cgU3fTPbXMEEi0QihQWTT8iy1nJ48DBWVeksZ2Q6QWuRj3ggUNad1UxcjO1UBN/icN3RdT/wK98QfM8UQ42xvISq+UcIQSkqIYSkHAkSGRHJmEhIRHOvj9S4V2rlYmwnI/gWRyi18iBJkHvu2LHDC1+fXMFN30xpJPnQuhACDAg0EGNEhZf2HMFYQ1c8RqYSMi2Q1iKEwJis3fotXIztVATf4nDd0XU/8CvfEHzPFEPZeN7xECbfRBBJJGS+fLpJEQJKIkYIkc8DwaCNOyW34G5sJyP4FkcotQrD6wEH+a3v3c+y5YdYs0xzxaJ+um2JJItA9ELlQoi7ob4bpQ33PXKQeYsPcdm5DcYiyZHGOVyx8C3tbkIgcAyuXnNd9QoEJrj76e+zqGOA1/VkLOwQdMadSJHQUAkP76jxlgtiKjFkukZdpxyqWfaM9fDu829tt3ogcAKh1MqD3iHknrt27fLC1ydXcNNXG93aJEqSl1FhNYgES8zu3XuxspdYCjrLqjkikk8w19qtUivXYjsVwbc4XHd03Q/8yjcE3zNFXdeJBc09PASRiACIZcKqvk4ybfM1D0WEFKJZjuXWfg6uxnYygm9xhFIrD5IE/tXv+eIKbvpqLEJALPJNA/OtyQ0gMVmdgX0vYEQ3CEk5FkTWYptzPDTuDLG7GNupCL7F4bqj637gV74h+J4ptFFIaYkkSCGQCGJRoiQlC3oTepPOfFl1mXc8YgFSuHMfAHdjOxnBtzhCqVUYXg84hjGGD3/vPi5eeYS3ngOv759HV2aIVAJiAYju/MRSP0QxW554DhG9wgWrMtI4Yne1hzVLbm5rGwKB43H1muuqVyAwwZ2Pf5vL5jdY2a2YX0noiLspiQ6qSlLPBJVEUYo02jao6nGGGoqdIwm/cN57kcLZ576Bs5SzvtTKh+3lIfd84YUXvPD1yRXc800zA82nW7EUCGPBAtaCqmOMYf/+/Zj6IIgSSSSIMGDzHzSt3XnS5VpspyP4Fofrjq77gV/5huB7JrDWIoXORzEkRCJqdiYEtZph92CNVEM8MbkciQRiaWlodzaTdTG2UxF8i2OuHJ3teDg2EDMp1lqOHDniha9PruCebz3TWGuIhCUSIt9AcKLjQYRFMDSa5r7ZGHFcQhsJ1iIB61Btr2uxnY7gWxyuO7ruB37lG4LvmUBbQyRtvlqVaM7jIMJYSyQsWT0vrUIIJHmnJJYQC6g7NN/PxdhORfAtjrlyjOfkXU6BOHZW7RjiOOaaa65pt8aM8MkV3PNtpM16XtFcs31ijoexICOiUjeXXvV2GN8F2QhxnKBrsjkHxDaX3XUD12I7HcG3OFy/1rruB37lG4LvmaChs+a9wBKTz++QIgIkRljmd5Ux2jRHRiKkiIiEIBKWmqoxr9zX7iYAbsZ2KoJvcczVtdbZEQ8fhqUg93z22We98PXJFdzzracapEVKiIVAWIPAki9dFWEo8dz2lzCiAkBnnGFtBMY0V7Zyox3gXmynI/gWh+uOrvuBX/mG4HsmGM/qxMLmm8lKECJqdj4k1lpSm2HIH1DJZhlWJASxNNRUrd36LVyM7VQE3+I460utfKJWc+ciMh0+uYJbvuN11arRjaRsjniQj3iICKJy7luaD0AlzsBarAGBRUZurWrhUmxnQvANuIxv+Q6+p8doVs9Lp6TNV7QSEiEk1lgqUcr8Soq0GULIfDxEyHxlKwm1rNpu/WNwLbbTEXz9xtkx7CiK2q0wI6Io4qqrrmq3xozwyRXc861nGSIy+c7lIu9MYAwYASJCJh0tX6vKJFFMCdVcTrd5viO4FtvpCL7F4fq11nU/8CvfEHzPBEP1KomEKLJIJFJECATCKsoRZImgMwaMRkSCiKi1FHtVj7Vbv4WLsZ2K4Fscc3WtdXbEw4dhKcg9n3rqKS98fXIF93yrqc4nlksQormqFYAQIGKMMjz9L0/kvqX5lEoJFZlhtUGYfEjelbW8XYvtdATf4nDd0XU/8CvfEHzPBIP1sXzEg+b9AAkWhDVoaxnNLMZapLUIK/JSrOYE85oab7d+CxdjOxXBtzhCqVUg4Bi1TCFkPrE8FgKBRRgDxFhjYOQFutReqA1A3EO5XAFL/m/WIKVFOTTPIxAIBAKnxlBjjEg05/zJOF9K11qwFpU2GB2rYVXWXFyE5hyPiEhAQ4fSm8DZSyi1Ok2iKOLyyy9vt8aM8MkV3PNtKE0U2eYTruZqVdaCiKExjIx7WXneSmgMQLmHuNKDsRFoTWTzOmBlFKUoaXdTnIvtdATf4nD9Wuu6H/iVbwi+Z4LhrMr8Sv70Vk7M47AWqxqUrGZJh0XqFKtjZBQ3Ox6SSILGneV0XYztVATf4gilVh4MS0HuuXXrVi98fXIF93zrqUZiiSKQQuSjHRassWANxlqe27k/L6ca34uVFRAxwpJvImgh1Vm7mwG4F9vpCL7F4bqj637gV74h+J4JxlUjX0pXgETk13mjESYjFtBbjoiFRegUYe3EgrvEAqx1azNZ12I7FcG3OEKplUd0dHS0W2HG+OQKbvk2lEZGlnyldsh7HRaMzle1SrqhaznIGHQK6Vg+GmLyfTykgMy40fEAt2I7E4JvwGV8y3fwPT0yk7Z2Lc9XrJIIoxAWhJRksoyQEmE0aIVANEutBAJ37gPgXmynI/j6TSi1Ok2iKOKSSy5pt8aM8MkV3POtpwoZW5LY5jcXm+/PYY2FOEKWe7jk0lXYxjCMvQzpcL6hlM3ngsQyoq7cGGJ3LbbTEXyLw/Vrret+4Fe+IfieCZRNm8vpCiIRN5dWz5dQF9aSZpZKCYQUYBSCUl5uJQURbiwyAm7GdiqCb3Gc9aVWSrkzFDkVSim2bNniha9PruCeb01rImkpTaxqhThmxEOTsGXLFnTUBXEFgaQcKazJdziPgJqut7sZgHuxnY7gWxyuO7ruB37lG4LvmUCgmmVWIJGABa3BaiDi8GCKUTqfC2hU3iERUX6+Q3s6uRjbqQi+xTFXjs52PIQQ7VaYEUII5s2b54WvT67gnm+qdL6ilYQI++qKVQCqgRjZy9JKHWEUlOcBkGAwVoDJS7TqjnQ8XIvtdATf4nDd0XU/8CvfEHzPBFJYpLR56ZSQzTl/BrQirY2wtGsMqWpYrREmX1I9H/GQRGisdWNfJxdjOxXBtzjmyjGUWp0mURRx4YUXtltjRvjkCu75ZloRCUgkzdEOne9aboDqELK7k3MW98LITmzvuQjyXW2tsQgMUkBDp+1uBuBebKcj+BaH69da1/3Ar3xD8D0TRAIkhqi5P4ewOh/9NhnKCuoIKlbn8/2iGGE1It9qkCQyKKNJovb/CuZibKci+BZHKLXyYFgKcs9NmzZ54euTK7jnmxqDlIaSjJCWvMNhLegGyBhtLE8/ux2d1hBDL2GNQcYlhAGsIZaChnFjjodrsZ2O4Fscrju67gd+5RuC7+lirCEW+YpWQgiEFc1OR/4wyiCo0om25CPgzXIrafMRj0RY0nAvOCWCb3Gc9aVWUjqrdgxSSlasWOGFr0+u4J5vpjWxtMQShLXNm0mzrlcmyJ7l9Jz3JmSpOx8NqR4itrq5gaBFIEgdmVzuWmynI/gWh+uOrvuBX/mG4Hu6ZM35fnEEkcxneaAVGIUFhKzw7L4ujGju2aSzfKldxFG7l7tRdutabKcj+BbHXDm2f5xvEnxIEuSeK1eubLfGjPDJFdzzTa0iiSAREoRprmJiQJMvoWsN53WpfF9BbUGWSPQhtDVII4iwKONGqZVrsZ2O4Fscrl9rXfcDv/INwfd0qaqURNKcXJ5PLc8fRGmwlo50hLcvGEFnJWypOeox0fFAEknrVMfDpdhOR/Atjrm61jp7RfdhWApyz40bN3rh65MruOVrjEFbQyQgjgTS0NowCiGx2mAO7+Gpxx7BVIchy7DVEWIsVmks+RK8ypF9PFyK7UwIvsXhuqPrfuBXviH4ni6jWa052pFPGAeB0M2SqkaVWNUp2Rrd2QhW63xUXCuENUREJALqqtruZgDuxXY6gm9xhFIrD55yQe55wQUXeOHrkyu45asMGGGIpCWSAoHJS6hU3vEgrSOEZPHKixB9y0FGoDIiNLK1lKJFO7JxlEuxnQnBtzhcd3TdD/zKNwTf0+VIvUoCSAGSCGmaS+ZqjWju/mzIl1EXqgHY5qpXGikjYimoqbG2tmEC12I7HcG3OEKplQdJglfr93zAJ1dwy1cpg8USSUMsErDkNxJjsNYgYgmRZPHFVyNkjLUKWxtE1gYRSoMxzV6+G089XIrtTAi+xeH6tdZ1P/Ar3xB8T5fB+jhRBBE0N4lt7t+hMoQFXSrx9GgPV5QHiJSCxIBVCKORcUQs4YgZb3czAPdiOx3BtzhCqZUHw1KQe65fv94LX59cwS1fpQ1GaBIBkRBIa0CbfGWrTEGUYJIefvRAc0i1cz4iKhNblc8DMTZ/KmZ1u5sCuBXbmRB8i8N1R9f9wK98Q/A9XQaqo0QiX2gkEhJhTXO+n8IKqMUVXhG9pBM7mivVXPHKAAKJoJG5U2rlUmynI/gWRyi18uApF+Sel19+uRe+PrmCW75K5ZM64sgiRT6/QzRXq8IYkAmis+9V33IXRGVAYHU+WiKwRMKNjodLsZ0Jwbc4XHd03Q/8yjcE39NlOBsnEZZYirzU1ujmqlb5Q6aoXuW6yn5MlGCFaO5cni+3GyGIJGTU2t0MwL3YTkfwLY5QauVBkiD3XLx4cbs1ZoRPruCWr9IGIktJQIRobRZljc2X1JUJsqOPxT2l1mtspQdEhNCmWW5liYTFWNOckNg+XIrtTAi+xeH6tdZ1P/Ar3xB8T5exrMaSrolNBMk7HSrLH0RlGaVag5K12DhGlGLAYNXEylaSSERY684Khy7FdjqCb3Gc9aVWWebGJNzpyLKM++67zwtfn1zBLV+l8t3HkzifUJg/2Wr+X8aQVFBWHOMrSp0QJfkGgtogjCGW+Q7o7cal2M6E4Fscrju67gd+5RuC7+lSVQ1iCVI0F9M1GttcMpc0RWJRxhBlKTZLWyPjQmcI09z7w5GOh2uxnY7gWxxz5ehsx2Outm4/XaIo4pprrvHC1ydXcMtXaQNS0xHZ5prttjnHw0JUAhEjRw9xzRsvedU36chLsDBYbZAYYgGpAx0Pl2I7E4Jvcbju6Lof+JVvCL6nizaKSOTzO0Dm+3Ronc/3s6CihH1xPwYQWdbcaLY54iFsPk9QuPGLqGuxnY7gWxxz5RhKrU4TKSXz589vt8aM8MkV3PJVxoA0lGOQluYTrLx8yhLB4F6ojNEHMAh2wbkQl0BOrICVz+2IJdR0gx4629kcp2I7E4Jvcbh+rXXdD/zKNwTf08WQEUlDJGKkac7zMybvfAioyTL79RKW2SFia/Prf7M8VxiDJCKSbox4uBbb6Qi+xRFKrTwYloLc8/vf/74Xvj65glu+WhmEhFIkkLa5JrvR+QYf9TpWG9TAKzzx4w1kA/uw+57DIiBKwIrWjUlKqDuwY61LsZ0Jwbc4XHd03Q/8yjcE39NFSkOMRQqBsM3RjOZGgTZVdIyNsbrxIlHWHN3OVD5CbvOS20hEJNK2txFNXIvtdATf4pgrR2dHPOLYWbVjiOOYt73tbV74+uQKbvlmKt88sBwJoLl/hwZrNbZeg/EDyP7lvP71FyMP78NIEFkDKyKktVidr4CVYKjr9l+AXIrtTAi+xeG6o+t+4Fe+IfieLomAJMrneAjsq6taWQuNlEhoIiGwApr/OWrlK42M8r08XMC12E5H8C2OuXJ0NhJCiHYrzAghBL29ve3WmBE+uYJbvqnSRNKQSEFEcyUro0ADtRqUOxCdfXR29mEbVeyhfbBoOTRSkBGiueJJIiWpaf8Qu0uxnQnBtzhcv9a67gd+5RuC7+kSRxBJiETcLLHKmnM8slZZbSpLlG0KyuY1thPnWUVEiQQ3Vjh0LbbTEXyLY66utY70uU/Eh2EpyD3vvfdeL3x9cgW3fFOtiSJNIiVyYmK5yv/YNINSJ2bRuax9+iV0qQNR6cEOHsBmDUBitQZriJpzPNqNS7GdCcG3OFx3dN0P/Mo3BN/TJZKGWFokMu9o6GYpVaax9Qw5VseON6DaaJbkNv80y7GEECQxpA6MfrsW2+kIvsVx1q9q5cOwFOSe73znO73w9ckV3PJNs3xieSxp1vRO1PNmIGJEuYu4byE3/atfJFl5GXT0YGtj2PTVTaXANle1av8FyKXYzoTgWxyuO7ruB37lG4Lv6aCMpiTzX56kkK1J4637QT3DVjpoRF2gLaQa2+x0WGMQRiGJiIWgodq/iaBLsZ0Jwbc45srR2Y6HT/jwgZrAJ1dwxzdThiTKS6WwptWZsPUGRAm2ux9bHSOyFlHpRPTMR8QlRNrIOyrGIrQhQpA6MOIB7sR2pgTfgMv4lu/ge2rUdUZJQixACAk6yzsWmYKGAiHQHV2MdPSiZAyNDJvlpVjC5J0UST5PpG7a3/EAd2I7U4Kv3zjb8VCq/XsdzASlFGvXrvXC1ydXcMu3phRJrPNJUVojdL43B8rkK+sOHibd/i888q2vkh7Yi+idD0kFm6lXS7OMJraWzLR/xMOl2M6E4Fscrju67gd+5RuC7+kwmtaJJSSRQCKapVRZvjN5prDWQqNKpTbQnExuEZmCLMM2R0aEzTcRrOv2dzxciu1MCL7FMVeOwlrrxppuTUZGRujr62NoaIi+vr5260yLtRalFHEcOz8J0idXcMv3ew/tYE/lJ/zbCxIWqhrxwSE4OI4eyDC2j+jcy6GjC1WvI60lft1FsOdpzKEXqanDRD01opWLOdi7iGfGlvOvVt7Q1va4FNuZEHyLY3h4mP7+foaHh52aBOnTvcCnfEPwPR2eHtjHY4d/yFuWZJzbuYjy0GHswZexhwawR8ZBCNS8fqwFUa8TNxqQSOS8HujvRcxbhJ63jP3qCNX0Gi6e/4a2tsel2M6E4Fscc3UvcHbEwyd86MlO4JMruONbz1ReaiUE4qgRD5up/P9JGVvpJT08SPbyHhqbH8JYCSJCKg0WMPnO5dqBEQ9wJ7YzJfgGXMa3fAffU+NIo0okLZGgOeKR5SscNvLldK0yiIFRGkMZtvm1fCESnY98a42wllhIamqs3c0B3IntTAm+fuNsx8OXRCmlWLdunRe+PrmCW741leW7lovmLuQqX8GEzCKSMqbWIBsa4vGdL2PjBNuoow4eBCkRWmOau9tKAdq2vz0uxXYmBN/icN3RdT/wK98QfE+HQ2NjJCLvOGBsvkRuc46HVRo71sCO14lGRxFjdWyWdzhsljXnBuYLjkRIGtaNUitXYjsTgm9xnPWlVq4N+wfObv5y3RP0nfcv3LSsRO/YEeT+Icz+Kmogw3atgCUXIXv6SC68GDs2RH3TA9jGOKX5CWpsN7ovo7RqIcMLlvHwcB/vPv+X2t2kQABw95rrqlfg7OYvtm5kWd+LvHkxLI3mER3ajd2/F7tvADNax6QG29lBI5KUx+vIWCC7EkRnGbG4H7FgIXb+uRxJMrYd6eNnl/9iu5sUCABzd811dsTDsf7QpFhrGRkZ8cLXJ1dwy7euMzpi21xKN59UbtIMqwWmliEqHUSLlzJmQSxchujoAAu6VkcY8nKs5oiHdWDEw6XYzoTgWxyuO7ruB37lG4Lv6TBcq+aTy5sb/1mtsI0Uow22obGpwow0kKMNzFEjIWgNSmEzBSZDihjlwORyl2I7E4JvccyVo7MdDx+GpSD3fPDBB73w9ckV3PJNbUZHLJBYMDpfwaSWYQ3YpAwiYnzPKzz+//wlQxt/gqYEMsKM57uUWw1ok+96jkGZ9rbJpdjOhOBbHK47uu4HfuUbgu/pUFMNImER4qjNAzOVr3CYaRifmNcBYizFKgPpRHluvrohRhMRIaL2L63uUmxnQvAtjlBqFYbXAw7xp99/kLdeuYsrugRdg4dh9yDZi0OotBOx7DLStIwaad5EpESWBLEeIkoHSXoa1DurVF43j/ry83hgqMIvrPw3VOJyexsVCODuNddVr8DZzcc3/B03nj/K1Qsr9GcJ7Hse+9I+zKER9MHx/GHUkvmkokRp4BBSWGRvCdnXgVjQg1i8ELF4BeM9/Tw+MMrPrnhfu5sUCACh1ApjTLsVZoQxhsHBQS98fXIFt3wVmnIkEMa01ma3ymBS0A1LNjiKlZK0vwfZ3YGpNshG69hGCkJiVb6yicAipUFb3db2uBTbmRB8i8N1R9f9wK98Q/A9LURGSVqEiMBmzdJbjamrfEQjkugVi6ievxLKpWb5lc73fcpUXnKlFZEFGbW/PU7FdgYE3+KYK8dT6nh85StfYdWqVVQqFa699lo2b948o9d95zvfQQjBu9/97mnP1bq9v5jNFK01W7Zs8cLXJ1dwy1eJjIqURGaiZtdg09wrPTwGUUy8fBlPd8REC+ZhhUSPVDHWYjRYnc8NkcYisdRV2tb2uBTbmRB8i8N1R9f9wK98Q/A9HaLYEAmIiI5azapZeguIzhK63InpTDBdHSCAdGIVRJ2/RimEkCS0vz0uxXYmBN/imCvHWe/jfs8993DHHXdw1113ce211/LFL36Rm2++meeee47FixdP+rqXXnqJ3/7t3+Ztb3vbjN4nSZLZqrWFJEm4+eab260xI3xyBdd8FUlEc4KgxjYUVlkMETo1yEpM12UXcfN5K2i89BLZ7v0YZbBG5E/BZHP9diyRsKRt3svDrdhOT/AtDtevta77gV/5huB7OuS7ltt8MzidYVXaHNUwWGsxYwqx6Wk6hcQs6iSKZD73Y6LTofM5HsJAKWp3a9yK7UwIvsUxV9faWY943Hnnndx+++3cdtttXHbZZdx11110dnbyta99bdLXaK15z3vewx/+4R9y/vnnz+h9fBiWgtzz4MGDXvj65Aru+CplkIkmae3hoaGuMFpglAQEsquTePFCDh48iJw3n6izki/ZntFc0cSAzScWJsLQMO0d8XAltjMl+BaH646u+4Ff+YbgezqUIogFREiETqGe5StVaYNNDXq0AeMNxHgNXh7CGvJVEDOd7+OhFFiNJN+EsN24FNuZEHyLw8lSqzRNefTRR7npppte/QZSctNNN/Hwww9P+ro/+qM/YvHixXzgAx+Y8Xv5kCTIPZ966ikvfH1yBXd8lTYkkaLU3LW8tZSuyveOolQmWbSQw489x0//xzcY3rGPqKcL4gTdMJjMIAxg8uV440jQUO1dzcSV2M6U4Fscrju67gd+5RuC7+kQR+QPoZBYrfIHUQ2N0QZd1ahBRXZEkw1o9HiGqSqsBRr5qldWKazKEEZTcqDn4VJsZ0LwLY65cpxVqdXAwABaa5YsWXLM15csWcKzzz570tf8+Mc/5n/9r//F448/PiuxJ554gr6+vlbNWRRFreNzzjmHRYsWIYQgiiKUUkgpkVJOepxlGVEUtY7jOEYI0TqGfCmxo4+TJMFa2zo2xqC1bh0bY4jjmBtuuKGVsKO/rrXGWts6Pr4dxx8rpQptk7WWG2+8EWstWZZN2abJjueyTdZafu7nfu6M5elU26S0IY4NkRAIbUBbzFgDiFAZyCRh4Jk9HNjyAv1CsP0r/5vzbnoDJAlmLMNmJt/h1lqEMcTCkqqsrW2K45jrr7++9fNW9GfvTLTp+uuvb60z7sLP03Rtmuy64No1wrGFDU/Ah3sBwI033ogxpvVa1/Ic7gVnpk2xNERSIBH56EWmsPW89FZXwWQW0SXBgB7KiPoEshQ1Ox0GkTWX4LWWWAq0yTst4V4Q7gXtvka8JvbxGB0d5b3vfS9f/epXWbhw4axee+ONN3L11VezZs0a1qxZc8zx3XffzdatW9m5cycAmzdvZs+ePQBs2rSJ/fv3A7Bx40YGBgYAWL9+PUNDQwCsW7eO0dFRANauXUu9Xkcpxdq1a1FKUa/XWbt2basN69atA2BoaIj169cDeSds48aNGGN4+umn2bRpEwB79uxpTbbfuXMnW7duBWD79u08+eSTAGzbto1t27YB8OSTT7J9+3aAOWnT3r17GRkZmbJNAPv373eiTTt27MAYc9p5Op02KW2AtLWHR1atko7VMUZw+PAI+5/dxYGfPMfAwEC+UZA2PPGPm2hog04NRwYG882lVL6ySQykptHWNhlj+MlPfsLzzz8/Z5+902mTMYbHH3+cxx57bM4+e6fTJmMMzz77LBs2bDitPM1FmybcXcWHe8GGDRvYu3cv+/btczbP4V5wZtqUyHyehzAGVF5mZVONqWl0w4KAeFGZKBFgLKqWl2BNrH5FloHSCJ2RSEGq03AvCPcCJ64Rc3UvmNU+Hmma0tnZyXe/+91jVqZ6//vfz9DQEPfee+8x5z/++ONcddVVRNGrM6gmen1SSp577jkuuOCCY14zsY7wD3/4Q+bNm+f0U66Jtjz00ENce+21VCoV53qwR7epXq+zZcsWrrvuOgDnn3LVajU2b97MW9/61tZ7nmqeTqdNR0ZS7tn+//HLrzf0Ht6HeOkQjUcPkDa6Gc2WsmfLXqKly+i5dCUHV3TQ8c/bsEqx8uqlsG8HXQtSWGLpeF0Fc+EqnknmobiYqxdc0bY2WWt56KGHeMtb3kK5XG77E6Hp2jTxczbh68LP01RtEkJMel1w7Rpx8OBBli5d6tx+GT7dC9I0ZfPmzbzlLW9BSulknsO94PTbhID/te1b/PyKjPNK84n2PIvZ9iLZc4eo722QVUEbiVjYi44EpSPDCGspL4Ckt4Rc1EG0tB+xahksv5ADiaGS3EK37An3gnAvaPs1Yq7uBbPeQPDaa69lzZo1fPnLXwbyjsR5553Hhz/8YX73d3/3mHPr9TovvPDCMV/7/d//fUZHR/nSl77ERRddRKlUOubfw6ZRAdd4ZWCcf9z9//FvV2m6D+xF7DxIfeth6tVuXno2ojam6X7D67nyj28n7uhgy/99J9nwGItWdVMZ20vnvAyWGDovqMAFq3iucx7j+kLeuuzadjctEHD2muuqV+DsZbhW4+9f+jt+foVmRdSDfGkb6l92oLcPUn05pTosUSqCJMYkERVZo5QYSt2QLIyJ5ncSr+hDrFwK51zI4Y4YZa9nWdeKdjctEHB3A8E77riDr371q3zjG99g27ZtfPCDH2R8fJzbbrsNgPe97318/OMfB6BSqXD55Zcf86e/v5+enh4uv/zyEzodRzPRs3UdYwy7du3ywtcnV3DHV2lDuWSITHNFkobGWsnIwQbjB0aR5RIX3v5vkOUyu3btovv8ZQgpqR2pIaIYo8nrgLXNN44ClG3vcrquxHamBN/icN3RdT/wK98QfE+V/UMjJBIimc/3s2kKdYVONVlDkI4LVA2ssqhRQ31EYjToFFBAqvNVDpUGlRIhaajxtrbJldjOlOBbHHPlOOuOx6233srnP/95PvWpT7F69Woef/xxfvCDH7QmnO/evbtVX3Y6+JAkyD337t3rha9PruCOr1KGSmQQNu94mGoGFg5tHwUp6L/iQvouXdXy7Tgn38+mMdaAOMFmFjSg8iV1y0KgjGprm1yJ7UwJvsXhuqPrfuBXviH4niqvjI4TC4MUMl/SMM2goVA1S1oV6FQgI4i7QGLQqaAxJjCpRaf55HKbaWymEFoRy4iaHmtrm1yJ7UwJvsUxV46zLrUqmjC8HnCN518a5Hm1lht6MpLdL6EfP8DICw2eXjeK7JnHm/7nx+i7/MLW+YOPP89zX/xb7NgIKy/rIkoPkSxRdFxQQl58Li/PX8FL9aXcdO6NbWxVIJDj6jXXVa/A2cs9W58g7tnK25ZHLKxq7LZ/Id26i9rz4wy+JNGpoNIH5Yv7qO6ukx3KiKSmd6mmPE9QXlwhOqcHed4i5KrzGVuwlB1ji1m9aGYbKwcCReJsqdVc4cP28pB7vvDCC174+uQK7vg2jKIcNzcP1AZbzziyu44QEZUFPa1Ox4Rvx3n56J9WFmUFRudD71YbMIZYWgztLbVyJbYzJfgWh+uOrvuBX/mG4HuqHKqOEUeWiDgvu03z0tts3GIygRAQdwsik1EuKwQWrSSqLrANi1EamzaX4FUZsZCkerStbXIltjMl+BbHXDk62/FwbCBmUqy1HDlyxAtfn1zBHd9GllKJAKMR2mBqipFXMohiei86p3XehG/S20XUUUbEMem4xioQxmJNvot5DFjb3ouQK7GdKcG3OFx3dN0P/Mo3BN9TZbA2RiJts9QqxWYKU9NkVZFf34XmwEuKF7fUyaKIKLZgIa2JfLNZbSEzkCnQCmFB2fbO8XAltjMl+BbHXDnOagPBuWRieS/XieOYa665pt0aM8InV3DHt64V5UgglM53LM8M9REFpU7mXXVR67yjfUvzesiGRkmrGR2xwep8xENoTWQN1uRL5wnRnp1rXYntTAm+xeH6tdZ1P/Ar3xB8T5WqqRNjiUQEWYatp5iaJq0JlNa8/IJhfMyA0LzybMTFVwqEjciqApOBzjRRavL5flohrUC0eaERV2I7U4JvcczVtdbZEQ8fhqUg93z22We98PXJFdzxrauUkrQIo7D1jOrhDJUaRJzQf/UlrfOO9i0v7EMkMVnNYC0YZbHKgLVEQmKlxtK+JyCuxHamBN/icN3RdT/wK98QfE+VTKQkMUgrQaXYaoaqWVQqGDxoGRs2WCMQQFbV7HxGI4TFaIFKgbptrmilQSmE0USyvQuNuBLbmRJ8i+OsL7XyiVqt1m6FGeOTK7jh29AppUgilIJayviABgSlvi7Ky5Ydc+6Eb2XRPISUqMyAkNiGwSqL0AZBvkKWNu29ELkQ29kQfAMu41u+g+/sETIjEZZICFAZ1DLSUYvKDIMH84dM/QsizruojADGhwxjI/l1PqsLdAo2s5jmPA+sJhLt/4XUhdjOhuDrN86OYR+927nLRFHEVVdd1W6NGeGTK7jjW9MNEiwiU9haSm0o73hUFvYiOzta5x3t27F0PgAqsyAlRhms1lijkdYihUZZRULSjiY5E9uZEnyLw/Vrret+4Fe+IfieKjIxJBEICzZLMfWUrAbDg5BlFhkJFi2P6Lm4iwO7FdVRxcBBQ2dPhGrIfCldY0Cb5pxBRTlqb+2/K7GdKcG3OObqWuvsiIcPw1KQez711FNe+PrkCu74ZqZOQj5EbmqG+pgGGdGxbCFCvvojdLRvZflCAFSan4sCmxowlsgKpDCoNo54uBLbmRJ8i8N1R9f9wK98Q/A9VZIIEvKOB/UUU1OommDkSL7/QWenpGthTPfSEvPOyx8qjY9atNKoRr71h80MNlXYLENoRSlq769hrsR2pgTf4gilVoGAI2QiJRIWVIatZzTGLUQRnecvn/Q1nc1NBHVmMFZilMg3ElQaiSbCkul0rpoQCAQCgdOkFEEcCaRW0Mgw45pGzVIdy0ctevol5T5Lab5g+TWdSCnQyjI+BtYIVANMqvPJ5alCKEVJtmeBkUCgXYRSq9MkiiIuv/zydmvMCJ9cwR1fbTNiC2iNqSnSmkWUIrovXHnMeUf7Rn3dROUSMo5IU0sU50+60AZhDEKAauOSuq7EdqYE3+Jw/Vrruh/4lW8IvqdKKYZYAlpj0xQ1bhgeAK0tUgo6uzU7Hrc0HjnEggu7qXRJqqOa0SFLbx9kNYFNLaQTS+pmJLI95bYTuBLbmRJ8iyOUWnkwLAW559atW73w9ckV3PE1IiMWYLWmdjjDKAtxTM9l5x9z3vG+cW8XIorJUsCI/CmXMghtiIVFmfaNeLgS25kSfIvDdUfX/cCvfEPwPVVKkSURIGy+wmE2ahgbyUc7SmXY/YJm33MZAy+lvPDgEFbkJVjVsXwfJ5UKTMNiMw2ZBp0RyfY+/3UltjMl+BZHKLXyiI6OjulPcgSfXMERX6HzofVUMX4wX3M97u6gtGDeCace7Vua3wNxRFbXYGxzSV0FVhFFFtXm9dudiO0sCL4Bl/Et38F39pSkJZISkTaglpKNQ20871ykqWZ0xKJV3hHJxg1jw/l+TWnDopRGZwKrwCoLWoPKKCPQur1L6roQ29kQfP0mlFqdJlEUcckll0x/ogP45Aru+ErZ3PSvllIbNCAElYXzEMdttnO8b2VBLyKOyeoG2y3AANogtSGOBZlpX8fDldjOlOBbHK5fa133A7/yDcH3VFDKEEeQSInQDcx4g8aYoVHPd3yujYO10NEt6ZyfMPhyg6wOcWwRiWV8RFCqCHSaj3jYTCG0QgpJalI6ovb8OuZCbGdD8C2Os77USqn2PgGYKUoptmzZ4oWvT67gjq+QCmEtttogq1lAUF668ITzjvctLexHxBE61VgEJjP5JoJakQjb1o6HK7GdKcG3OFx3dN0P/Mo3BN9TYXS8QVlCLCNI69haxvAhMMaiMovRICSce1nC695YIilJrM1XzgWojhswoOpgtcFmCrKMSEQ0dLVt7XIhtrMh+BbHXDk62/EQwo+VHoQQzJs3zwtfn1zBHd9YaoRRMJ7mHQ8pKS9dcMJ5x/t2LO6HKEKl+SaCpmHBGITRxNKi21hq5UpsZ0rwLQ7XHV33A7/yDcH3VBgYrRFHEEsBWYYZyxg9kv+baXYuymVB/4KI3nMrzF9eBkCrfESkXrMYA1kdbKM5x0NlRMZSU+NtapUbsZ0Nwbc45soxlFqdJlEUceGFF7ZbY0b45Aru+MaxRSqDHsvIGnnHo3LO0hPOO963snQhgnxjKSFkPuKRaaTSJAgatn1PQFyJ7UwJvsXh+rXWdT/wK98QfE+F/SMjxIlG2jK2UUeNKGrjFmMsWoMA5i2M6OgvUbl8PueKmAN31TAGlMrneRgLuiGwDYNt5OVWEkFDj7WtXS7EdjYE3+IIpVYeDEtB7rlp0yYvfH1yBTd8rbXEwiKUQo1n6BREFNFxkhGP430nRkUsgkxZrBLNSYWKGIFu4waCLsR2NgTf4nDd0XU/8CvfEHxPhQPjY5QFxEioN8iGDY26RSmLtXmZ1ZKVCR3LY8yKbqKrFpNUZL50etbsfNQNKpOYjNaIh9CaqhpuW7tciO1sCL7FcdaXWknprNoxSClZsWKFF74+uYIbvplSxJFBaIUdUyhlEXFCefniE8493rfU3UHUUUYkMSq1mMxilQZtmqVWjbluzqSurhN8i8N1R9f9wK98Q/A9FQ6MjuarWokI20ipDWVkaV5KJQSUyoLuhRH1qmL4H3Yw78Ar9C2MEQJssxSrNg5G0dxM1kCaIawiNSNta5cLsZ0Nwbc45srR2VIrH5IEuefKlSunP9EBfHIFN3yrWUYsQTQy0pEUo0EmCeUFfSecezLfUn83tTghrdcodwhMqrHGkAgwbSy1ciG2syH4Fofr11rX/cCvfEPwPRUO1apcKEFqg603GD2YTyy3+eq5dHZL9jzbYHBjDWuh3DXOkotjDu3JV7vS2lCvGoyO0Sn5QiOZRmQKY9o3x8OF2M6G4Fscc3WtdfaK7sOwFOSeGzdu9MLXJ1dww7emMhJpsVrROGLAWqKOMqWFJ3Y8TuZbnteDjKJ8JRMDNjUIrZHYtnY8XIjtbAi+xeG6o+t+4Fe+IfieCmOqShIbpLXYkRojh0Arg81XWCcuWQ7vz/ftEHFEtSY49ILKJ3+Qj4ykKRgNWd3mHQ+lEEZhRfs2k3UhtrMh+BZHKLXy4CkX5J4XXHCBF74+uYIbvvUsJY5ApBmNUQtCEPf1nnQS1sl8Swv6EHFEmhmsFpBqhNZEQmDauKqVC7GdDcG3OFx3dN0P/Mo3BN9ToS5rlARIrWEspTpqW6tZAdSbgxYLV5Z4w3vOIYoFtVFLHAMiX/kqbTRXtqqS7+WRaoTKSGhfx8OF2M6G4FscodTKgyTBq/V7PuCTK7jhW8tSShJMtU5aNYAkWTj/pOeezLeyaB5EETrLh+Tzp1yayBgQ7Ztc7kJsZ0PwLQ7Xr7Wu+4Ff+YbgeypEiSaRIHRGNlKjXgXVvIRHcb4ReVIWLLuwTFRP6V2UMLwnnwAiRL7PR5ZZVGZQqUDXFXGmQGUklXLb2uVCbGdD8C2OUGrlwbAU5J7r16/3wtcnV3DDt56lJBgYrjc3D8yXyT0ZJ/MtL8l3OM9SsJrmBHODsBZJe1e1andsZ0PwLQ7XHV33A7/yDcH3VIgTQykCkTXQwxlZavNJ4wIEAiGgu1+CluihlN7FMdaCFPkcD2tBKU2jASYTkFlodjzKbexcuxDb2RB8iyOUWnnwlAtyz8svv9wLX59cwQ3fqm4QS9DDNVQKSElpYf9Jzz2Zb3lxvnu5SjXWNncvTxXSakQbOx4uxHY2BN/icN3RdT/wK98QfE+FKLEkUiCUoj7QQGV5ZwL76jnzFsXIyNK10LB4VUy5IpBxPs3Dkp/fqFmMFpiGxWYasgalNrbLhdjOhuBbHKHUyoMkQe65ePGJS6u6iE+u4IZvXWX0lgRmJM2XTYwkpZOsaAUn9+1csQgiCUiyhsKk+T4ekTZIYTDGtOWz7kJsZ0PwLQ7Xr7Wu+4Ff+YbgeypUEkgkUK8yvM+QZbrV6YgiS6kc0d0XUemFzivnER3O6Fs8TuMlA8IibF6OlTYsKhOY1EA9H/EoifZ2PNod29kQfIvjrC+1yrL2TbydDVmWcd9993nh65MruOGb6pSS0OhRhU4tRBGl/t6Tnnsy36hUIunuQkQRKgXdsAiV7wsihcXY9ox6uBDb2RB8i8N1R9f9wK98Q/A9FUoxxFJCo87oK/lkcUu+opWMBJ3dAplAx6oKXLCE0Z+9hKWXd7Zeb21ebps28pWtdMNCZrCZImlj59qF2M6G4Fscc+Xo7IjHXG3dfrpEUcQ111zjha9PruCGb6pTJAIzrtDKIiox5QUn73hM5pvM64IkIauPYzOLaSiE1iSJRVtNTDIXTZmRq6sE3+Jw3dF1P/Ar3xB8T4U4MpQiianWGBs2aNUstZIghKCnTzI6pHn+r4+g7t5C/+s6uPDmHpIfDiPHDcbknZUstVgNqtbcRLDeILFtLCFzILazIfgWx1w5Otvx8GF4HXLP+fNPvsqRa/jkCm74plqRYDE1nZdaxaWTbh4Ik/uW+7qRcUyWgc4ENtNIlREL0LRnwpkLsZ0Nwbc4XL/Wuu4HfuUbgu9sUcpQkZAICWM1GqN5p0OQj3gIKbDC8NIz+b4d1sLAtlGykTpdfZLxIVodlTTVWFtC1QVGa6IsI5rY7KMNtDu2syX4FkcotfJgWApyz+9///te+PrkCm74apuSKEU2lmKMRZRKlBf1n/TcyXxLC/ogzkutrAIyDSolAbRpT8fDhdjOhuBbHK47uu4HfuUbgu9sGa9llCVEQmJGxkgbr65oJSWUypYDewzWWrr6JKuuriAQDO/JiEqWKH51crnWljTVqFRg0+by6lqjVHva1u7YzpbgWxxz5ehsxyOOnR2MOYY4jnnb297mha9PruCGb2YVUjc3D0QgOyuU+rpPeu5kvpXF/cgkQSuL1vmqVkJpYmHRbdq93IXYzobgWxyuO7ruB37lG4LvbBmtpZQSiInQA9V8efTmxHIZ5SMeWWqJpOCSny2x+NrF9F6Q3yfGjhiiOP9Vy9p8fke9mo9+67qCLENoTWYbbWlbu2M7W4JvccyVo7MdDyHaN/Q4G4QQ9Pb2euHrkyu44avQxEqRjud3mdK8k5dZweS+lUXzEVGEzsBqiW1oUIpYWlSbRjxciO1sCL7F4bqj637gV74h+M6WsfGUEoYYQW3/GI26bi2lG8eQNfK6q/7FEpWVqTdK9LxhARZJVrdIaRGCfAdzDY26xSgBqcl3LzeKuh5rS9vaHdvZEnyLY64cne14+DAsBbnnvffe64WvT67ghq8xGXK8jqoZAJJFk9dqTuZbWb4Q4hil8t1rTXN4PcaiTfuG19sd29kQfIvDdUfX/cCvfEPwnS2vDFUpSUukJeO7MpR6dcQDBCrL/zJvcYxOQe47Qv/YMJ3dMh/lMIKJ8nlj8o6Kzsj38kgzUBmpGW1L29od29kSfIsjlFp5MCwFuec73/lOL3x9cgU3fIXQMFQlS/MbS3nRgknPncy30txE0CJJaxqTGYRSJEKg2zi83u7YzobgWxyuO7ruB37lG4LvbNlz5AhJZJFWM7RX5fM7yOd3YPNSq0qXoFKJiEqCyuKIUn9M/9IYa/L9O6C5kaCFNMtHPExqsXWFUA3G0+G2tK3dsZ0twbc4zvpSK5/w4QM1gU+u0F5fay1CGMSRKjoFJJQW9E/5mpP5RqUSSV83RBFpFUyqIVNIY9rW8YDwWSga33wDp4dv+Q6+M2ff6DgVaZFaURu0mObEciFeHfno7pEgoaMfOl7XSemCXuYvl0gpEMIeM+KRNjTGgKoDqUakKak50qbWhc9C0fjmWzTOdjyUak/t+2xRSrF27VovfH1yhfb7GmsRWMxwDZUBUlKeP/kcj6l8Swv6kEKiGmDqBpRCWN22jke7Yztbgm9xuO7ouh/4lW8IvrNloDZGnIBMG9RGbWvEAwGm2fHomxcRVwT1TPPK8yliaYmu8zro6Jb5krvN8nlrQSmLUoasZiFToFK0ac8cj3bHdrYE3+KYK0dnu2G+9BDjOOaWW27xwtcnV2i/r8HkIx5jKVlmEDKivGTepOdP5Vue14NIEtLUoOsCm2oiqzFtXNUqfBaKwydf1x1d9wO/8g3Bd7aMmCodwkK9RqP66h4ekHcokpKg1AE7n24wMmQhriP/6QiX/GIPvYsixoc0+YK6OVqBykDXwWYGm6ZEst6WtrU7trMl+BZHKLXyCB96shP45Art9c2MRkiDqaboFISUVBZN3vGAyX1LC/oQSYxOBSYFm2ZIZbA2LUJ9RoTPQrH45hs4PXzLd/CdxXtHDcoRmMFh6lWDsa+WWEURdHRJXtmtGR7QCAsRGj1c57n/PUjf8uioXkr+P6OhVgWdCqwyUK9TatNDKAifhaLxzbdonO14+JIopRTr1q3zwtcnV2i/rzYGISxqtIHRFiJJZYoRj6l8K4v7EUmS716uLNQVUmVAe1a6aHdsZ0vwLQ7XHV33A7/yDcF3tohKRhIJzMAgWcPkE8oFCJkvQZokliMDBoHl3DcmXP1LFUolUFXFwG5FUpIIKV5dUtdCltrmXh4ZpBlJ1JamtT22syX4FsdZX2qVJEm7FWZEkiS8613varfGjPDJFdrvmxpFIi2Nw/mSJLIUTTnHYyrf8sJ5yCQmyywmk5ApRNaANo14tDu2syX4Fofr11rX/cCvfEPwnS3lMpQljD97hLT5rOjocqta1YKwdPZIll0osF1dnLMm4cUNwxzZpyiXQVZf/X7WNDseSmIzA5miJNuzz0O7Yztbgm9xzNW11tkRD/vqItlOY61lZGTEC1+fXKH9vqlWSGFpDOd3mqSrNOX5U/mWj969XIFtqHxSIe15CtLu2M6W4Fscrju67gd+5RuC72wpVaAUCYa2jbYmlguZL6crI0t9PO+ELHldTGMooW466Hj9YirdEdZYjLZEE79t2XxlK5WBTsHW8jkeJdGeIY92x3a2BN/imCtHZzsePgxLQe754IMPeuHrkyu03zc1igjIRvMRj6S3c8rzp/Itz+9DxDHWCrKGxqYaqTMS0b5Sq/BZKA6ffF13dN0P/Mo3BN/ZUo4tpSii+nIDc9SeHEIKLAJjLaWKoLNToLTEDDfQe4boO6cjH91ogOXVJXWthTTVGC3QDYtNFSXTnhGPdsd2tgTf4gilVh4Mr0Pu+Yu/+Ivt1pgRPrlC+31raUYSW9Lx/BFXeUHPlOdP5Vvq60aUEqyQpDWLqed7ecToM+49E9od29kSfIvD9Wut637gV74h+M6WSgKJEFQP69YeHoh8xMPqfPSjd74EExF3SipLJdkYiJrg4La8YwICKV59opym+SR1UwPbyIh0uBfMhOBbHGd9qZUxZvqTHMAYw+DgoBe+PrlC+33H0gaxUaha/v6lxf1Tnj+db9LXjRUSVbfYVIPSCNrTtnbHdrYE3+Jw3dF1P/Ar3xB8Z4NShiQyxCKmPqLz1axa8ztsawSkrz9CxJLOhZKupRGVcyqUOyVdfVFenmUF8qhqKpVBlhqymoaGItLtGf0On4Vi8cl3rhyd7XjoNvX+Z4vWmi1btnjh65MrtN+31mhQrmeoNH9KVT53+ZTnT+eb9PfkHY8G6FRBlhHb9lyM2h3b2RJ8i8N1R9f9wK98Q/CdDeO1jI4YSkJSHTvqei3AGIGQllJZUOmMMELz4pZxHvvOEC9vqxEvkfQvjPJ5Hc36eTFRbmWgXgPVENBQCNWehUbCZ6FYfPKdK8dQanWaJEnCzTff3G6NGeGTK7Tft64UHbVqq+PRsWLqjsd0vqV5vRBFqNRiahabZkRtWru93bGdLcG3OFy/1rruB37lG4LvbBitpVQiiDTUx01r/w4haC6rK+jsEdSqht3/kqEtkGgG96SMXlBi2QrLy88LsLa1ezmA1pDWLboBNtOQplhrEWJu53qEz0Kx+OQbSq08GJaC3PPgwYNe+PrkCu33HcvqdIzXUVk+rt5x/uumPH8636S3CxvFZBpMw0KWEWnVltUu2h3b2RJ8i8N1R9f9wK98Q/CdDbWaIpEGmWaoxqtfF+LVTQQ7u2HPCxlaW0qdEQvOjRGZZvDZKiNjEZXuvMzq6CV4rQWVWXQqIdUI1UDpuR/1CJ+FYvHJ96wvtfIhSZB7PvXUU174+uQK7fdt6Ay5Z+jVp1rnLJvy/Ol8k/4uRBznm0ZlFlKNtBpLezoe4bNQHD75uu7ouh/4lW8IvrPh4FCNjgjUK4Po5gC1aE4szyeYC9I6pA1DFMHlP9/BJW9JWHROviv5/m0NOntBCoG1otXzsPmzp+ayugpbr5Oa8TlvX/gsFItPvnPl6GypVRw7q3YMcRxz4403tltjRvjkCu33rWcKsT+/EURlQdTRPeX50/mW+vIRD9Ww+frtjXz3cq1TZFw5o+7T0e7YzpbgWxyuX2td9wO/8g3BdzbsHxgjOc8ytmE3R5fAWwuxhKRkOTKQz91YtDIikYZGvcyyq3sY3HuErG5QnSc+451YUldnEbZuEGmDVA/Rxfw5bF34LBSNT75zda0NIx6niTGGvXv3euHrkyu037dhFOZg3vFIygIxzQ/ldL6lvm5EnKA0mMxiGxlCZVjmfjWTdsd2tgTf4nDd0XU/8CvfEHxnw66BYSqRYexfDnH828sIEAKVWeJYsOTciNoRSWpL6FI381aUwcL4sEHIfI5HdNTKVllqMJp8efVGg5oamsumAeGzUDQ++YZSKw+SBLnnjh07vPD1yRXa76uNwhxp7lreIRFi6h+X6XxLC/oRSYRWYLSAukZkCtOGCebtju1sCb7F4bqj637gV74h+M6GV0bH6IgsY7tGOWE6nsjLZoWAvoUCXY8wVkIcYccz5q/sBAQ6AxmJ1gaCE2Rpfi8wDQuNjEZ2cK6a1SJ8ForFJ99QauXB8Drknm9/+9vbrTEjfHKF9vsqozBH8tmESXc0zdnT+5bm90IcY4wgbei81CrL0HocknlnzHsmtDu2syX4Fofr11rX/cCvfEPwnQ2HsnEqMdQH0lc7Hq15GhalBCKCvgUR1gjK82M6lwrqI4J6DXr6I0YGFdjmCEn66sR0rSBrGNS4wTQyhJ37OR7hs1AsPvmGUisPeoeQe+7atcsLX59cof2+GoMay0cjSj3T/0BO51ua142MYyyCrAG2rhFZhqY9EwrDZ6E4fPJ13dF1P/Ar3xB8Z0NdNChFUD2StToeUjb347B5D6RcEXR0xESdkrjLUD1cpbRYUOk29C+NsSZfPtc2lxKZ+D5aQyMFVbPYep1ItqfsNnwWisMn31Bq5UGSwL/6PV9cof2+1jZ3lQVK86Zf33o636hUQnZWMEiyusBkCqE1VlfPqPdMaHdsZ0vwLQ7XHV33A7/yDcF3Vu/dqahIQXX42M3V5MSwhYDuXok2ht3b6mz59jCPfWeYR75yiOGqoH+JJIoFQlisEcfs5WEtZA2LqgtINR0izPebjuBbHKHUyoPhdcg9f+ZnfqbdGjPCJ1dor6+1FoTB1PIfxPKC8rSvmYlv1NWJERKtFLaqsVkGbeh4hM9Csfjk6/q11nU/8CvfEHxnQ7lLUYkEae24fxAWYyQS6Jkn2bdTMTpsIBKIUozKLC9sGOP1b0ro7pUMD+bDHFJahMx3Lp9YUtekQD2jZOZ+afXwWSgWn3zP+lIrH7aXh9zzhRde8MLXJ1dor6/BYmvj6DR/785lPdO+Zia+cW8XRsp87faGhXqKNcff0YonfBaKxSdf1x1d9wO/8g3BdzZUOqAsBeqowQgB+f5O0hIngnpVM3xYg4SVazq49j3ddPfkO5K/9GRK9wIBFmyzY3H03uRpXZOlElvPSPTcdzzCZ6FYfPKdK0dnOx7t2M35VLDWcuTIES98fXKF9vpaa4kGRsHmT6dKCzpm9JrpfKPOCiaKyTKBqltIM6Spn0n1GRE+C8Xik6/rjq77gV/5huA7GzoqYA81jul4IMDYfJWqcsUysD+/TyxYEXHO+RIxprjoLQlSQGNMk2UWIfPNA4WkVW41MeKh64CySD33pVbhs1AsPvnOleMpdTy+8pWvsGrVKiqVCtdeey2bN2+e9Nz//b//N29+85vp7++nq6uL1atX881vfnPa9/BheB1yz2uuucYLX59cob2+xlqSQ2NgIY4FUe/0Ix4z8S31dKBklE80zCw0FNKkZ1J9RoTPQrH45Ou6o+t+4Fe+IfjOhkpi0U8PHLOU7kTHQQgBSLLUEiWC8y6LGN9vqY7FKNHJonMTMJYjBwylskVKOP53u7Sh0Rp0LUWmc/8QKnwWisUnX2dLre655x7uuOMOPv3pT/PYY49x5ZVXcvPNN3Pw4MnXn54/fz6f+MQnePjhh3nyySe57bbbuO2227jvvvumfB8fhqUg93z22We98PXJFdrra6ylfGQMgLgkEF1T71oOM/NNejoxUYJSApNabDrxuGtuCZ+FYvHJ13VH1/3Ar3xD8J0pqTJ0laC29UCrwyBEs+PR/ELaMAgJ8xcL9FiE0hKtIrRJmL+ygpQCnVqQ4tWOx1G1VlkKOhOYmkE02lN2Gz4LxeGTr7OlVnfeeSe33347t912G5dddhl33XUXnZ2dfO1rXzvp+TfccAP/9t/+Wy699FIuuOACPvKRj3DFFVfw4x//+LTlXaFWm/uLxanikyu0zzfVmuTwaD7iURLIjulHPGB631JfNyaK0NpilMXWM4SZ++F1CJ+FovHNN3B6+Jbv4Ds91VpKKTbUnx8+YaRCSgHCkjVASMH8xRE6hbi3RMd5JSrzQZYS+hbGWAsqs80REnHM91FZcwfzmobq3C80AuGzUDS++RbNrMZV0jTl0Ucf5eMf/3jra1JKbrrpJh5++OFpX2+tZf369Tz33HN87nOfm/Lcxx9/nL6+vlYPLIqi1vE555zDokWLEEIQRRFKKaSUSCknPc6yjCiKWsdxHCOEaB0DKKWOOU6SpLlBUH5sjEFr3To2xhDHMVdeeWVrGbKjv661xlrbOj6+HccfK6UKbZMxhquuugprLVmWTdmmyY7nsk3GGFavXn3G8jSbNtWyBqWRfCQiLguodKG1nrJN1lquvPLKKdsku8qYKEbVm7uXNxSiUT2hfUW06fjcXHHFFa2ft6I/e2eiTVdccUWrBtWFn6fp2jTZdcG1a4Tryzz6cC+w1nLVVVdhjGm91rU8h3vB7Ns0Opbv4VHbO3LMiIcl38sDm8/b6OyCJIqRHRGleRYRK0oLLWLUMn9FwuB+hVYmn5BOXnI18WzZGFCZQFUNNNJwLwj3gtf8vWBWIx4DAwNorVmyZMkxX1+yZAmvvPLKpK8bHh6mu7ubUqnEL/7iL/LlL3+Zd7zjHVO+14033sjVV1/NmjVrWLNmzTHHd999N1u3bmXnzp0AbN68mT179gCwadMm9u/fD8DGjRsZGBgAYP369QwNDQGwbt06RkdHAVi7di31eh2lFGvXrkUpRb1eZ+3atQCMjo6ybt06AIaGhli/fn0rFhs3bkRrzebNm3nooYcA2LNnT2vOy86dO9m6dSsA27dv58knnwRg27ZtbNu2DYAnn3yS7du3A8xJm5566imGh4enbBPA/v372bRpU9vbtHXrVrTWp52n2bZpsNogGq4jsEQVODRWnbZNDz30EJs3b0ZrPWmbnt65HS0kygiMAls3yDlq09F50lqzYcMGnnvuuTn77J1Om7TWPPzwwzz22GNz9tk7nTZprfnpT3/Khg0bTitPc9GmCXdX8eFesGHDBp566in27t3rbJ7DvWD2bdq89Wm6IkP1YIOjETb/j23+ntYzT6KMYe8LdX767SEeufsQm//XECPDKT0LYsodAoHAIPKREjhq93NI66CrBprtCPeCcC94Ld8LhJ3FNPZ9+/axYsUKNm3axHXXXdf6+kc/+lE2bNjAI488ctLXGWN48cUXGRsb4/777+czn/kM3/ve97jhhhtOOHdkZIS+vj7uv/9++vv7nX7KZYxBCMEzzzzDRRddRLlcdq4He3SbGo0GL7zwApdccgnWWuefctXrdbZv385ll13Wev9TzdNs2/TTl/ey70O/T++Ogyx7Q4kLv/hfiZb97JRtajQaPP/881x22WVYa0/apj2PPst9//VuFg3u4orVlgVvrlB+x9XICz8yp0+5AJ5++mkuueQSSqVS258ITdemiZ+ziy++mFKp5MTP01RtklJOel1w7Rpx6NAhlixZwvDwML29vSe9hrcDn+4FWZaxfft2Lr74YoQQTuY53Atm36Z/fngX++dvoP+Gv2Eo//0NISGOISnl5VZRInn95YJX9grGR/N9PIgirBAIazj/ioSRPYoDezK0smChkVp01tx/UMCq15e4+C2Whf/x9ai3f5ZKuauwNh2fGwj3gnAvmNt7waw6Hmma0tnZyXe/+13e/e53t77+/ve/n6GhIe69994ZfZ9f//VfZ8+ePSedYD5xs3HtJhg4u1j37HbqH/wkXa8MseqaCqs+/2mixVed9vcd3nuYv3vvHzPvwEtcsVqx8PIKXb90FaU3fnz6FwcCBeDqNddVr8DZw11/9zjzrnwMc/W3qI/nX4tiiCKIYkGSCDp7BL39EQf2KaKyZNW1nSy+ootn/mGIkQOKOBGce77gxccVWWYQwtKog1avrnC1/NyIy66TLPnV8zC/8N+olBe3r9GBs5a5uubOqtSqVCpx9dVXc//997e+Zozh/vvvP2YEZDqMMTQajSnP8WEFAMg9J4aAXccnV2ivbzVLETUFQKlbQmlmGwhO51uZ1wUItIzyG0/NYhrpiWssFkz4LBSLT76uO7ruB37lG4LvTNl7uEolMhy/vYY86jenSgcc2q8RMSx+XcTy10nEYI2LrokpJRbV0AwetJQqgigGY46dXA7NvTxSAY2UujpUcKuOJXwWisUn37lynPWivXfccQfvf//7efOb38yaNWv44he/yPj4OLfddhsA73vf+1ixYgWf/exnAfjsZz/Lm9/8Zi644AIajQZr167lm9/8Jn/xF39xZlvSRjo6pt9czhV8coX2+Y4fGaZP5R2Pcp+AePrldGF633JnBUoJOopQmUTXDaLewBqFiJLT9p4N4bNQLL75Bk4P3/IdfKdn3/AYHfWU4aPm3La6Dc1nRSoFbSwdXYJzL5KM7dXYjhJWxCy/QPPSv9QZOaTp7IZGTYBtTi4Xr36PtKHJGjG2mpJle4E3zF0jCZ+FovHNt2hm3fG49dZbOXToEJ/61Kd45ZVXWL16NT/4wQ9aE853796NPOpxwPj4OL/xG7/Byy+/TEdHB5dccgl/8zd/w6233jrl+0RRNFu1thBFEZdcckm7NWaET67QXt/00BDSGKQUxB0JojR9x2OmvqJSQsuILAWTGmhkYFNg7joe4bNQLD75un6tdd0P/Mo3BN+ZMqgaJPtGW5PIj0ZIkJFlbEwgJCw+J6IxFGGjCGSMIaJ7iaWyI6P+/7P332GSXOd9L/45p0KHybOzsxm7wCIDRA4iRFASCRISaSpHS5ZMWXKQ5GuZ9uW17GvRtuSfJYqSZT+WRV3ZsiSbihYlmiJEgEQkuSCwBBZhgV1gc5jdnRw7VDjn/P6o7tmZjRO6eupg6vs8IGtruqs/p87b1fXWeUNVEUeJyzJfHYt5v4MwBB0CkUHoyXYMbV65LaQrm3jbda1dUefyn/u5n+PEiRMEQcALL7zAgw8+OP+3Z555ht///d+f//cv//Ivc+jQIWq1GhMTE+zZs+eqTgckyTo2KI5j9u7dawWvTaywtrzhxDRSmSSet+iA9K/6nqXyymIB5bjEccPfiCJM3N767bktpCubeLPOmHU+sGu+IeddqgI/wD0+w8JAWAMYnYRbCSnQscHzBd19Ah0LvIEC5V1FyoMS4Tts2OpiNAQ1gxBmvgGhWBBxFcegYoGqBXhtbiib20K6som3XYwrcjzaISEujoPMooQQ9PX1WcFrEyusLa+aqiB04nhQchHy6ouDS+UVHUUixyWKBSpKupdrNd0i8qUpt4V0ZRNv1hmzzgd2zTfkvEuV0xHB8cUrHkKQVKySAq0AAT39EpQLRRg/XWXo65NUxmv4XTE9m11cVzY6lje6l1/wOVonTQRNReFdmFCSsnJbSFc28baLcdmhVu2SDcvrkHBef/31a42xJNnECmvLq6bnEAYcV+KUHYS8uo++VF6nVKTuuMSxwcRg6jHElVZgL1m5LaQrm3izfq3NOh/YNd+Q8y5VpT5N/OWJ8zua92XGgE4cBulJevsllTnN0OshsU5q5A69Wqdro+TaWz26N0jGz2mMNkgHiBYci2QFJQpAVWMKQXu7XOe2kK5s4s10qFU7ZMOyFCSce/bssYLXJlZYW14xW0mSAF0Q5cKS3rNUXqeznCSX68YTsyBGx7MtoF66cltIVzbxZp0x63xg13xDzrtUdXZCeHJu/t9SACLp36FNEmpVLIIxghNvhcRK4xUlPTvL4EpmRzXHXw/p25w0EDSaRsftxU+WtYIwEMQ1jay19yFUbgvpyibedjFmdsVDLuEJcxYkpWTbtm1W8NrECmvLK+dqCDSOJ5GFpSV9L5XX6yyhpEMcCowxqGqMjOeu+J5WK7eFdGUTb9YZs84Hds035LxLVbkEwcjinAthSFYtGvFSHV1w6miMMYZSh8Md39mFX5IMv2U49LUaM2OaUsnFLwrq1SSXo5nrsVBRaFBzBlG7cquBViu3hXRlE2+7GHPHY5WSUrJz5861xliSbGKFteV1qtUk1MoHildPLIel87pdZRCCuFHPXc3GeGH7HY/cFtKTTbxZv9ZmnQ/smm/IeZeqog+1mQU5F6LpbxiMSexSG0FQ1bhFwQ0PeOipiMqYoKtTMLhDMnw8ZvRURFc3BNWknK6QAnTifDSrXAWBIqpJTLW9hUZyW0hXNvG261qb2Su6DctSkHA+99xzVvDaxApry+tWkqdcri+gVFzSe5bKW+jrAgSRESAgrsYI1f6qVrktpCebeLPOmHU+sGu+IeddisJYU/YNcXh+nzFJkJTWSSld1zPMTBiEAxu3SaSSBNMQG5fQ+GzY4eH5AhUbogZ6EmhlmhvnPy8AVQXq7a9qldtCerKJd91XtbLhKRcknLt377aC1yZWWDveONa4tQAMuAWJKCx9xWMpvIWeLjCgjAQEpqYhbO+PTW4L6com3qwzZp0P7JpvyHmXopnZKiUnTvLwmhwi6d9hjEhK4kpBHBlcV7Bxs0xqhJRc/G0dOBvKyEKJgUY53dosOJ5J8kQAzPnVDoB6oAgDgam0N7k8t4V0ZRNvHmplwSTB+fg9G2QTK6wdbxDFOEHymMsrCfCWtuKxVN7yQBcAkREopVB1iQnav7ye20J6sok369farPOBXfMNOe9SdGxohvJMgLrUQ2CTlB5VMSCgd0CAdjEliB1BcHaOzkEXtwd6t7iMnIiJY40UAukY4liAMIuaCMYhxIHAVNYmx8MW5bzpKQ+1smBZChLOp556ygpem1hh7Xgr1RA3TOJ6vRLgL72q1VJ4Owb6kte7DjoGHRpMm0so5raQrmzizTpj1vnArvmGnHcpeuvkFF1nphatSkASHZXkZhhUbJBS0DcgqdU1R/aFHHhimre/NMO+P57kxKtz+B2C3o1OUoF3vqpVo4nggjswpUDHQD3mog9NUbktpCubePNQKwueckHCefvtt1vBaxMrrB3v3PgsUiUdo/xOgVjGisdSeEtFD+N5xI5LpAQ6AoLwiu9ptXJbSFc28WadMet8YNd8Q867FB0/M0PxzNRF+w2NqlYIhBCUO8BoybE3QoKqQjqCQreHFpKxEzHHXwvo3wISgdbNxI6Lq1rFMUSBQVVDVNS+0NvcFtKVTbzrfsXDhkmChHNwcNAKXptYYe14Z8emkVojpcEpuuCXlvS+pfIWfBdd8IkchzgEE2nEGuR45LaQnmzizTpj1vnArvmGnHcpOjNWo3h0cvHORmyUECZxIgR09AhOHY7R2uCXJXd+pJMHfqiba+8ugIGZcc30BJS6JEIIDALpiIvalxsNUQimElOtH27bOHNbSFc28a57xyOKoqu/KAOKoojHH3/cCl6bWGHteGdGJnCURjoCtyChUF7S+5bK6zoS47vEjkscJ82jdJtrt+e2kK5s4s06Y9b5wK75hpx3KRqvBrhHpxfvNABiPhJKCkEcGup1jeMJbnrQxakr5o7U6esVbNrpYJRmbCim3JW832iDEObColYYA0EoUNUIFR1ryxght4W0ZRNvuxgz63i0q3X7auU4Dvfff78VvDaxwtrxzk7MII1OltN9CV7Hkt63VN6CL1HFAko6qDh58qUrNYzWLaBfmnJbSFc28WadMet8YNd8Q867FE2GAfHpBY5HMydDGIwWSAmFkmFyLNm/eadExg71KYiUS6g8+je7FEoSrQzVikE6STUsAxdVtQIIq4p4RuNEo20bZ24L6com3nYxZtbxsGFZChLO/v5+K3htYoW1461OzSK1xnEEsiARS3Q8lsrreQ6m4KOlJGr4Gnomwpj2PRHJbSFd2cSbdcas84Fd8w0571IUF2Pi8fPJts3ViabjIIRA6yRvo1AS9G2UxDWQHR7+9g7cjWVkqcSWa3wwguqMxvVASjBaIOTi5HKAMDTEFYVXq7RtnLktpCubePNQKwuWpSDh/MIXvmAFr02ssHa8tYlphDE4rsApSaTbtaT3LZXXdyW6VGz08kh+znQlAt2+cKvcFtKVTbxZZ8w6H9g135DzLkV+b4Cqnm/i0UwGbzoLBkMYJEniA5skJnKJHcHoUMDJFyaYPjGF363oHPQpdSRvMjpxWBatdCyIt6rVFGEF5NxsyqM7r9wW0pVNvO1izGwfD9fNLNoiua7Lww8/bAWvTaywdrxqZg5pDI4HsuginKU5Hkvl9T2JKSYlemOdZCvqWoyJquB1rxZ/ScptIV3ZxJt1xqzzgV3zDTnvUtQ1aIgWFBvUBkQjPMp1QSAwGtwC9PRLxs4pRs8FNJ4lMXZYcKYk2HV7gYFtDicOKCJjgKR/h5BJCd2FvTyiEOKagLm5to0zt4V0ZRNvuxgzu+IhLqw1l1EJIeju7raC1yZWWDteM1dBGHA8wPPAXVpVq6XySikxHWWMEQ3HA3RdQdy+H5vcFtKVTbxZZ8w6H9g135DzLkVdZcXCtLvz/TuS/A5tkqpWPf0O4+cMw6ciDIZip8PAjZ04BZegZjjyco1il6RQbKx6GIHjJI4MLC5uFQVJE0Hm2hdqldtCurKJt12MmXU8bFiWgoTzc5/7nBW8NrHC2vHq2QoCg+MJhC8RztKrWi2V1/QmKxuRTr6Cuq4hnFk59DKV20K6sok364xZ5wO75hty3qVoYG5uUUiUEI1wq0ZlqmbYVKlkGBlS4MCGLQ73fFeZG+4Q3P4tLn4B4shw8mBIV1/yXj2/dNI47sJxqobjUWtfefXcFtKVTbzrvqqVDctSkHB+8IMftILXJlZYO15ZrSDQeD5Q9EEurXP5cnjdniR8K1KgtEKFBsL2Lq/ntpCebOLNOmPW+cCu+Yac92qKY03fxOzi5Yj5HA+DalS18gqG0TNJvkdHj2DX7S5zx2LmzihURbDrFg8JBDWN1kn5XUSzmpVIDrnA8zAKVCQwc+1zPHJbSFc28a77UCubZINBNWUTK6wNr6wFCANuUSCKPkL4S37vUnmdng4wAiUlKgITKkzYvoRCyG0hbdnGm2t1sm2+c97L69z4LD2nxi/aP997wySrHZ4rCIKkh8fOGx2CKYlSElP00X4Br+SzcYuL0TA9bvCLIBvhWkKYpLLVwuMbCOuauI2OB+S2kLZs401bmXU84ji++osyoDiOeeyxx6zgtYkV1oY3jjUySKpLOUUBvoO4sObhZd+7dN5iuYwquCjHIQ4FJgITtM/xyG0hXdnEm3XGrPOBXfMNOe/V9MahCTqOTizad97hOP+Pei2patU3IJDGxUiJ7nIIXYO/AZxej75tLr4v0dqgFla1EguO15AxEARgZtoXlpPbQrqyibddjJl1w2zxEF3X5UMf+pAVvDaxwtrw1oIIGSQXfb8kSOKtlpZwtRzegudQKxVRdUkYGHRsMEH7cjxyW0hXNvFmnTHrfGDXfEPOezXtPzbO1pOTLFx3MKaxWqHB9UE4AhWD6wsGtjjMTmtGzobUKo2VDCno2STZeq3Pxq0up4+GxFGjqlUzV+QSn12vaVQlSj6wDcm+uS2kK5t481Ari2SDJ9uUTazQft7a+BSujhGA1yEQBX9ZF/+l8pYLLnGpQOx6qMhgYgPV9uV4QG4Lacs23lyrk23znfNeXieH5xBnq4v2CdlsHiiS5oExIKCrX1CZhpNvhdQrGilBugJtYPKs4vBLNTo2GHx/vvMgjnO+a/mF3cvrVU08rQgqY20ZK+S2kLZs401bmXU8bJmoOI554oknrOC1iRXWhrc6NofQCumAW3Ix/tLzO5bDW3Qd4mKB2JFEUVIPPq5Xr/q+Vim3hXRlE2/WGbPOB3bNN+S8V9PoTB01fb6Jx/yzp0aIldYGYwxCCLq6YehojBGGUrfg9u8oc+8PdnDtfQUcCUHNcPptTe9AEmKlVXIM02j4canu5dGcJowPtGGkuS2kLZt428UojLnQ315bzczM0NPTw/T0NN3d7WmmlitXU298aR8H/9kvs0FUueN7uyj/4EMUb/n5ln/OY3tP8Pz/+izXHTnAzZNn2HadS/8P3ETnd/5qyz8rV64rKavX3Kxy5Xrn69v/xV/zt3/jP6Ia92FCgOMk/0lHIKXAcaHYAUZLwlBT6hHc8s0+OnAbzoWgMhtx7LUQow29A5KpYYNSGh1DHBuMSZoIanV+5aPcAd/8EZeeT/4QXdt/cq1OQa51qHZdczO74pExf+iyMsYwMzNjBa9NrLA2vLWJaaTWSAdkUWL8pZXSheXxdhY94s4iCoGKG00Ep2sr5l6ucltIVzbxZp0x63xg13xDzns11d1wUfNA08jH0IAQZp7DkZKgnlS12nWjSzTlEAcC5fjEjk+xo8DAVg+jYWrUUCw1Op4DUl46hDeOIagI3LnR1MeZjC23hTRlE2+7GDPreNiwLAUJ51e+8hUreG1ihbXhrU/OIo1BOgJRkOAtrXkgLI+3XHAJOjoAgVLJl93Mts/xyG0hXdnEm3XGrPOBXfMNOe/VVC5WMAscj/n6IiYJl0qSxw3VqkYI2LBJ4kqX2BhqjsecksRlD9Ffpn+LS7EkMdoQN46ZHMNcMs8jVhDXBM7UdDuGmttCyrKJd91XtfI8b60RliTP8/jwhz+81hhLkk2ssDa89dFJpNE4rsAtOZji0h2P5fB2lVyC7k60McS6seJRbd+FKbeFdGUTb9avtVnnA7vmG3Leq2mzXlxKVwqQMlnt0EbgymTFQsXgFWFgk2RiVDFyVhHHYfJI10BHr8PWm0ps3qE4fjAkqptkNV0lIVYgGrki552PJAxLYKbaU149t4V0ZRNvu661mV3x0AvXOTMsrTUTExNW8NrECmvDG07OINC4HoiSh/GX7ngsh7ej6BF2dCVP0KQgChSqGmKMWg3+kpXbQrqyiTfrjFnnA7vmG3Leq2mwekFp84U9N0wSkqKiZP+GQYfRM4YzxyKUMjiepNjlIxyHuWnN0b0VZNGh3JncbhmTODHNJoJSXlw4MaobmGtPlcPcFtKVTbztYsys46FUe27AViulFHv37rWC1yZWWBveaGoOacDxQRQ9hFNa8nuXw9tZ8BCeQ1z0MI4krIOpKXQcXvW9rVBuC+nKJt6sM2adD+yab8h5r6Q4jtl4cvii/c2mf1ImJXUNBtdNnIfRMwoc6N3scs/39HPnh/u46Vs68YsSpTQn3wroHTxf1coYg+C8I3Nhq6igBtFUJfWxQm4Lacsm3nYx5lWtcuVaoM9+37+k9OarbN8luP5ndmG+7Ucpd7675Z9TD2L+6Z9/hVse/2tuPnKcLd0Bg7eVGfjl38Ep9bX883Llupyyes3NKleud7ZOn5vhie//h4g9550PIcBxE6fD9xMHwnEFXX2CygwYYejf4rLjjhI6cjBCYoA4jDn6jQpxoCmWJHGoCOugYtDaoJVJtufL7CbafZPLPX+/g85/+tn2n4Bc61brvqqVDctSkHCOjIxYwWsTK6wRb6WShFoVQRR8hLP0qlbL4fU9iSMkcUcR40qiusGEGsL2dC/PbSFd2cSbdcas84Fd8w0575X01olJ3FOLE7ubvTaMEWhjGn0ABVE9cSCKZcnW6zzUnEC7HmZjJ6a3hFPw2HZjAWMEtYrCdeV8qJYQBq2TBY8LH/9WK5posk47lNtCurKJd92HWtkwSZBw7t+/3wpem1hhbXhNpYYA/LIDvoeUHUt+73J4pZR4wiHuLKJdSRyBjjRE7YvrzW0hPdnEm3XGrPOBXfMNOe+V9MbRccRksGifEM0Ec4NRSedxxzXUa0kFxC27POJQMDFlOPFWjWN7JjhzsELd9+jYVKZ/kwMG6nWNkGY+xEoIgRAX53jUKho13Z5glNwW0pVNvO1izGxVK9fNLNoiua7L+973vrXGWJJsYoU14q3XEYDbIRAFH+TSO5cvl9d3XYLOIspzieYMOjaYWntKKOa2kK5s4s36tTbrfGDXfEPOeyUdOTPDPfXzN/1Np8CQOB+msVMpQEB3r8BxBMfejAjiEOE7ANQmI6aOV+nZ5LNpt8/MqCKONEIkjksYJ1WyLtXNIwwgnNaoqI7jFVMdb24L6com3nZda/MVj1VKa83Q0JAVvDaxQvt5VRgiwyS5u9AlMb6PkMsLtVoOry8lQXcZ7TqoEEwMJphaCfqyldtCurKJN+uMWecDu+Ybct4raWiytijfoumCNJPLhUz+oZVBCEH3hsTpCCODU3YZeLCfbd+9jc4bOkEKZoZDhg7F9G2V5zuVN8YhBJjGisfCVY8whPoMVGffTH28uS2kK5t481ArCyYJEs4jR45YwWsTK7SfN5ycA62SRMJOCb4PLL2u9XJ5C55DvaeMch1UbEAb9PTE1d/YAuW2kK5s4s06Y9b5wK75hpz3Spquhee9jYbmG/3pZLXCNMKkyl2GcycMyhj8Po+7/uV13PF3B7j+fWXu/tnN3PDdG5ASqrOKIJR4vmw4GBLZOA6G+VyPppSGqC4Qcy+nPt7cFtKVTbx5qJUFy+uQcL73ve9da4wlySZWaD9vdWwaqRWOAL/TxRQLyGV8RZbLW3Qcgq4OlJRoDXGoUNPjK0FftnJbSFc28Wb9Wpt1PrBrviHnvZJ8c0FieSO/o9nkT2uDQCCcJO4qDA1en8/dH9tOz4aYOBQIxwfPZfsjLiZUHP38ODMTio4OSRTq5BjCzPfyWNhAEMBoUDWJnDwD16Q73twW0pVNvHmolQXeISScJ06csILXJlZoP291eBJhdNJZtuxgiiVg6fG1y+Ut+w5RsYgueCCSuF491b6qVrktpCebeLPOmHU+sGu+Iee9kjZEo4v+LRZsSGkwWiAd8DxDdRaEL7nh+wfo22BQSqArmngiQg3XiSqS7R/YxMCtZaQLtVqSXC5lsqqRZJhfHGoFEAYGd2Iy9fHmtpCubOLNQ60smCSwL37PFlZoP299ZAxpNI4LTslHF4o4y0guXy5v0fMAge70QArCensdj9wW0pNNvFlnzDof2DXfkPNeSTsmzi36tzGNHn9mQaK5MURxkp/Rd0OZ6x4qoesKcWYWZ7KON1PFnZ7DHZlGDFe4+bv78TucJEHdEUiZJHc4jkA0VjouTDKPAtCT6f8e5LaQrmzizUOtLFheh4TzoYceWmuMJckmVmg/b21kEolBegKKDtrxEcJZ8vuXy9tZcDHTAtVZQEhJHGr0XHUl6MtWbgvpyiberF9rs84Hds035LyXUxzHbD6+2PGgUfrWNP6TDiAEWhncssPtf7sPPRfCSA3hFGEuQIgCBoEyMW4paTq4690dvP2lGVQgMDSTy5tbF/fymJkK0TPpdy/PbSFd2cS77kOtbGgvDwnn4cOHreC1iRXazxuOTgIGzxNQdDHu0hPLYfm8HQU3SSzsLoADcQiqGlz9jS1QbgvpyiberDNmnQ/smm/IeS+n0yNzdB5fnGcnRNKxXEjQjZwMDAgp2HhnB119Bn1uFjWrmd0/zdjbAWOvTzP9xhTVo1XqxyuoyTpb7/Qp98rkwZYRuE5S4Uo01zou7OVRBzWa/oOo3BbSlU287WLMrONhLnT/MypjDJOTk1bw2sQK7ecNJ6YQGNwCiJKPXsZqByyft6fgo40g7vLBkagQdDVcCfqyldtCurKJN+uMWecDu+Ybct7Lad/BUZzpC5oHNv9fAMbMr0xIX3LTd3aiz80RjkRM7K8zNwrhdEykBFEIwUREZShm9mgdMxFxzd0FhNsszZskl0PSy+PCUKvKLMRTcarjhdwW0pZNvO1izOwatg3L65Bw3n///WuNsSTZxArt542mZhBonKJEFApoubwVj+XydhY9hJHEvWVwJWEQoYMYY5L68Gkqt4V0ZRNv1q+1WecDu+Ybct7L6fUj4+yoX7zfkDgLjivQGlxXMHBziS5PUTseMHUY6jXD1DTMBQKjYvxOh+4tHh1GUZ9QECk2XutwvEOgQoiqAiEN6PO9PJphXZAUG6kNx/SlPObcFtKVTbx5qJUFy1KQcB48eNAKXptYof288dQsAvCLEooehuWteCyXt6fDBwNBbxkcBxWBCaKklmLKym0hXdnEm3XGrPOBXfMNOe/ldHKkAhdcfucfApukqhWAcAQ3fqiLcGiOqSOayWHNkdcjzh4PmBsLqUzHTA7VOfH1GU68HRBFUJ+G2omIbbf5OK5I8kWajoY539NjfswxhNMCU5tNdcy5LaQrm3jXfaiVTarVamuNsGTZxArt5Y3nqgjA63QQvg9i6V3Lm1oOb7nggRFEvSWML9GxIazGGNWecKvcFtKVbby5Vifb5jvnvVjnZhcvd4iFpW4FxLHAdaFz0KOrI2D6UMzoScWJt0IiDV6nS//dPWx53wDd15YRnqQyHXP0jTpBTVObFAxs1Li+wHGTVW2DuLBfYbLfQG0aajN7Ux93bgvpyjbetJXZNWzHWd7T5rWS4zjcfffda42xJNnECu3nNbUAARR6HLRfwCyjazksn7ez1Ai16ilBIfmscFZj4jp4pWV99nKV20K6sok369farPOBXfMNOe/lVFOXv0EUjdUJ6QiueU+J6ls1Ro9pTh+NMZ6k85oS7/rH2+jsAa0E0MPYq7Mc+MwwUVVz/GDIdTe71EYdBrYrzlQ19VAkqygG1IImhU2p0IGZ12DT+1Ibc24L6com3nZdazO74mHDshQknPv377eC1yZWaC+vCkN0kCQVFroFpugjxPL88uXylgoODgKtJaInWV2JKgZdm77KO1ev3BbSlU28WWfMOh/YNd+Q815OHXNnL97ZcAaa1a28gmDrDYqJIzEnD8UYIei8psSD/3wz3R0aE0u0dom1S/9dfdz5M9vwSpJYG04djgiqig0bGyseza7lC3M8FiisG9yxSzC1ULktpCubePNQq1y52qhgdAqURmDweiWmWFq247FcSSlxcYgNyIEOAMK6Rk+OpPq5uXLlypXrYt18+shF+5orEFqD48KG3R61QzHH39DEscHvc7n/5zbiCYWZCjBn5+DsHOLMHOZsle4eyS0/uBHpCqpVw/g5g4hdOnsErieSlD6THP/CokKV2RDRhiaCuXK1U3mo1SrlOA633377WmMsSTaxQnt5g7NjoBWuK/C7i+B5CJbetRxWxltwXIwWiIESIIgDg5oaXdYxVqLcFtKVTbxZv9ZmnQ/smm/IeS+lej3mmqNnFu1blOOBQDqCHXe7nPpGyOy0RvoOt/7IBooFgzlbwRgPGYAOIowRiILElFwGtwi23lVi6KUqY2djevoFPf2S6XFFFCQxXFKCVovyy5mdhWhieplBv8tTbgvpyibePNTKgmUpSDj37dtnBa9NrNBe3urpcwijkS6Ikov2fBxRXNYxVsLrORJlQGwsg4QoBD1+7upvXKVyW0hXNvFmnTHrfGDXfEPOeym9fWKCjrMXhLk2wp+aYValTolTjTh7TIGADbeV2Xq7jzk7QzStqB2YZfKNCtOHQmYO15l7u0p4dBo1G3PTwyWKXQ5GwJnjMZ1dAteVCGGQixyc85qdBDORbhPB3BbSlU287WLM7IqHTSqV0k0EbqVsYoX28YbDE4DB9QWi6KGlixTL/+zl8pakR6TB9JcQElSo0VOTy/7clSi3hXRlG2+u1cm2+c55F+sbB0YQs4sb9hkD0jR7eMCG6xyOf0MTBgan5HDbD3Shh2aon42YPaEJQxetNQjT6MlhCCcF/kSFrp0eN31LkVc/P0dl1lCdEXR0CmpzgihIGhNeGGoVBFAbrtGR6shzW0hbtvGmrcw6HjYsr0PCefPNN681xpJkEyu0lzccnUzyO3wBvod2JN4yy+muhLfsu0xoEP1FEII4Muip9JPLc1tIVzbxZv1am3U+sGu+Iee9lN44McHtFzzwbbbZEIDrSga2KF5/M3Eqtj/USZmQ6omAqWOGegVGR0LqgUEjcAuSzj6H3h6NngATBPRe79K7yWFyKGb4dMzAZoepCUVYb3YzZ1GslVZQP2swQYAoLL+8+1KU20K6sol33YdaxXF89RdlQHEcs3fvXit4bWKF9vIGYxPJj0tRQMlDI5HLDLVaCW/J9dDGQfUXQUri2BBOTy0PfgXKbSFd2cSbdcas84Fd8w0576V0crSy6N/igjCrcrfg3AGBigxeUXLTB4rUj1UZPxRx5qji7dcCJsZiajVDEGgqMzHDR+scfjVgakoTzMLM2xHX3ecjHUG1otFa47kSKZNmghdEWmEMzJ2DKDyZ2rhzW0hXNvG2izGzjoe4MNgxoxJC0NfXZwWvTazQXt5gYgaMxi0JRLGIEgJnmSseK+HtLHgoDbq3iHAFGIhSjumF3BbSlk28WWfMOh/YNd+Q815Kk8Hi5Q7TiJbCgOMKejYZxs5oELDl/g7E2BzjByNOHNCMnInAl5Q2+Wx/fz+7v2cjm+/rxCtLFDB0KGTkTEwwJ5BVRd9WiXQFEyOGzu6kulXTyblwiHHNQU+/nNq4c1tIVzbxtotxRY7Hb/3Wb7Fr1y6KxSIPPvggL7744mVf+7u/+7s8/PDD9PX10dfXxyOPPHLF1zdlw/I6JJzXX3+9Fbw2sUJ7eYOpGQQGvwyikKx4uM7yq1otl7e74KG1IHIlTil5X328fpV3rV65LaQrm3izzph1PrBrviHnvZQCN7xoXzP8yXUFOkpCYR1PcMN7HcZeCzi2XzMzpXFKLjve18t7/t+t3PJd3Vz7bT3c9ne38O5P7KJvp49wYWQoYmQoojYp2bJTIiTUKoZCMckfwYA2XNTFXAUSOXIgtXHntpCubOLNbKjVn/7pn/Kxj32MT3ziE7z88svceeedPProo4yMXLr3wDPPPMOP/MiP8PTTT/P888+zY8cOPvjBDzI0NHTFz7FhWQoSzj179ljBaxMrtJc3nkmW2f1uB+N5xEJy8cL3VY6xAt7echGlBbEW+N1JylUwffEPYKuV20K6sok364xZ5wO75hty3ktpy5m3F/1bLAizKnYKpoYTl2DgxgLxiTon9xtmphTSl9zwPf3c9t3dCAVmoo4erqLPVvHCmLv+wSAbbyshPcHomZjp8RgZSTr7BEiYnTb4fuKIXOqB89xsHTGRXsGR3BbSlU28mQ21+o3f+A1++qd/mo9+9KPceuutfPrTn6ZcLvN7v/d7l3z9Zz7zGX7mZ36Gu+66i5tvvpn/9t/+G1prnnzyySuDycxGgS2SlJJt27ZZwWsTK7SXN6oGIKDY7WB8H63FspcdV8LbU/LRGiINbncS2hXMRsv63JUot4V0ZRNv1hmzzgd2zTfkvBcqjmMeePWVxTsbOR6OIygUoV41CCnY/ZDL0CsxY+c0whFc82097P6WMma8Bmdm0XMaMxNhpkP0bIycUtz+kQ56ticrH0PHYqqzho2bHYQ0VOegUDI4TsPRueBnZ2wE4vGJVMYNuS2kLZt428W4rKpWYRjy0ksv8Qu/8Avz+6SUPPLIIzz//PNLOka1WiWKIvr7+6/4un379tHT0zNfV9hxnPnt7du3s3HjRoQQOI5DHMdIKZFSXnY7iiIcx5nfdl0XIcT8NiQXn4XbnudhjJnf1lqjlJrf1lrjui47duxAa42UctF+pRTGmPntC8dx4XYcx6mOSSnFzp07McYQRdEVx3S57XaOSSnFNddc07J5utx2ZXgUEyY3+4V+iSm4aHn58V1uTFprduzYsax56i76KCWINHgbk2T2qJKc44XjS2Oetm/fvuhzsvJ9utz29u3b579nWfg+XW1Ml7suZO0akfX68rb8FuzcuROt9fx7szbP+W/B5cd04NgYG46MLza8RsyT40AUJNudA5LoTJ0TbyVj79lV5ubvKqPPzKBmDfURRThdRRkncVo8Q6EHvM0d3PWdHXz9D2Pqk4qhYzG7bpIUyoLajMEYgeMKotBcVFK3WgEzWUt1nvLfgvy3oHldaIeW5d6MjY2hlGLTpk2L9m/atIlz55bW9Oz/+X/+H7Zu3cojjzxyxde9733v49577+WBBx7ggQceWLT9O7/zO+zbt49jx44B8OKLL3Lq1CkA9uzZw9mzZwF47rnnGBsbA+Cpp55iamoKgCeeeILZ2VkAHnvsMer1OnEc89hjjxHHMfV6ncceewyA2dlZnnjiCQCmpqZ46qmn5s/Fc889RxzHPPXUU3zta18D4NSpU/M5LMeOHWPfvn0AHDp0iNdeew2AAwcOcOBAErP52muvcejQIYC2jOm5555jamrqimMCOHv2LHv27FnzMT3zzDPz41jNPF1pTEf2voYKQ1wJfreH8XyMlsse09e+9jWeeuop4jhe8jx5QmO0JIoN/qZOAMKaQkf1VY3pavMUxzFPPPEEb731VkvmqVXfp8uNKY5jnnzySV566aXLjmmp89SOMcVxzNNPP82zzz67qnlqx5ia7FmVDb8Fzz77LM899xxDQ0OZnef8t+DyY/qzL3wDUdcsUiPUyisYao2CV9vvdjm61xCFBrfscPff64Ezc9RP1Jl4tc7UcUVlAmqTitqEojKimTpmmHltGmqKW76tiPQE1VnN5Aj09joICfWawXHNJaN7gzpUz8zlvwX5b8E75rdAGHOhf315nTlzhm3btrFnzx7e/e53z+//+Mc/zrPPPssLL7xwxff/yq/8Cp/85Cd55plnuOOOOy75mpmZGXp6enjyySfp7e3N/FMuKSVDQ0Ns2rQJ3/cz58EuHFMYhoyNjbF58+akjF/Gn3IFQcDo6Chbt25FKZXa05MzX3iO/f/iP+I7Aff97ADmw+9htLyTnV2PLGtMYRgyPDzMtm3b5m3javNUDzX/8stf4r4bJnn3y4c49e9fxC9IHnjqf+D3Daa24iGEYGhoiM2bN+N53po/EbramC78nmXh+3SlMTmOw5kzZxgcHLzoupC1a8TY2BiDg4NMT0/T3d19uct322XTb0Ecx4yOjs4/lMviPOe/BZcf08/+6tM88K/+f4vsT0jwfejscYgCQ6Ek2H2P4ODzBo3hxu/sZfc9gtk368wNweS4ZnJUUw8bDQd9SalT0j8gKZcEXtHQs0ty8Ot1hg8phDLsvlVy9KAmDg1+AWYmNXEE+gIf6JEfd9j06c/iFzvz34L8t8D634JlhVoNDAzgOA7Dw8OL9g8PD7N58+YrvvdTn/oUv/Irv8KXv/zlyzodC3XfffcteeDNk3albc/zVrQthJjfbk7ghds7duyYf9/C/QsrBCxleynjWM2YCoUC27ZtW/S5lxvT5bbbOaZCocD27dvnGa40vqXM0+W2w3MToA1uCWTBRbkuRnjLHpPv+/O2cDXe5rYQGmMkcSzwrtsAQBQZ4tEzFPo3rXhMS5mbhXabtu21Yp4W8mbh+3S1MTVt90pjysI1opBSY7JWyYbfAt/356+tTWVtnvPfgstvn5qu8QCLJQRIR6BU8mx2wzUuJ/YrtDaUN3pc96Bk9pUqY0cUpw5pKnMaWXDAFQgBKtKEY4rpYejpl2zZITGHDbvvcZk8pQhmYfycoKNLMDNh0CoJt4qji58FV89JRP0EFG/LfwvIfwvSGlO7fguWFWrl+z733nvvosRwrZNE8YUrIBfqk5/8JL/0S7/EF7/4Re67774lfVYcZ78CADAfamUDr02s0D7e+vBY0sPDFwjfxUgHB+/qb7xAK+F1XYmDQ4xAXtMNQmC0oX700LI/fznKbSFd2cSbdcas84Fd8w0574Wau8S+pFu5QcfJDWWhqKhMa5Bw2/d3UT9Y5eybisOvxVQrBqfDpe+WMjd9/wbe9dFBdj/aQ+cWD+HB9ITi6JsxtRlF9RRsv9lFuDA5pujqSj4sjgyOY+aT2hcqrErU+J5Uxp7bQrqyibddjMta8QD42Mc+xk/8xE9w33338cADD/Cbv/mbVCoVPvrRjwLw4z/+42zbto3/8B/+AwC/+qu/yi/+4i/yR3/0R+zatWs+F6Szs5POzs7Lfs7CpxpZlpSS22+/3Qpem1ihfbzByCRg8EoCih7acRCitOzjrJTXxyGOgXIRxxOo0BAcO73sz1+OcltIVzbxZp0x63xg13xDznuhRH108b8FSCf5XGOg3APDR5OViJ6tPr2FkOPPxxw/qFAaihs97viJAQZuLqK1xEQGc3OJ6x7t5+TTUxx5bJKwpjh2UHPtLR5d3YZip6A2pZmdlvi+IKgbHEcipcboxf08ZiYC5MhR2N36see2kK5s4m0X47Idjx/6oR9idHSUX/zFX+TcuXPcddddfPGLX5yPbT158uQi+N/+7d8mDEO+//u/f9FxPvGJT/Bv/s2/uezn2DBJkHAODg6uNcaSZBMrtI83mpoBY/CLgOcSI3FlcdnHWSmv53hERhAbcIsSFWpqQ8NXf+MqlNtCurKJN+vX2qzzgV3zDTnvQmmtefD1byze2Ugs1yrJ9Sh2CMaHNEIKrv+Ax7kX6xx9Q6EUlDb5fNPHNlHslJizFUwERroYITFGc80tLl19vbz6R1NEc4rjB2Ouu9VhyzWSY7Oa2SlNTz8EQfJ5jgPqggfPk5NgRhY7R61Sbgvpyibedl1rV/QpP/dzP8eJEycIgoAXXniBBx98cP5vzzzzDL//+78//+/jx49jjLnovys5HQBRlH4vg1YoiiIef/xxK3htYoX28UbTSckSr0NC0UUjcGV5+cdZIW9ROigtiIzGLSdfyWB4etmfvxzltpCubOLNOmPW+cCu+Yacd6EOHB3jutePLtonSBwOhEE6SclbgO5NDv5MyOFXNCo2FPtcHvwnA5RMgD41Rf1sSOXtKnOvTjP32iS1QzNEowG9GyTv+nAZpygJAs3po4pSQVAsCwyGOAaBwBiDdLgo1GpuCtRoOr8JuS2kK5t428W47BWPdmlhEk2W5TgO999/vxW8NrFC+3ij2QqgKXQ6UPBRQlJYQajVSnmLTqOXhwG/y6FyDsLJS0Udt065LaQrm3izzph1PrBrviHnXainXxqicypcFNokRLLyIISgWDLU5gQI2PlNLm99NaJW1ThFhzv/bj/lqEb9TMDcSUMwJ9ALkjSENMgzIaXuOj3XFrnxPT4Hn64zM6kZPyfpH3Q4U4mpzEChaKjXkhw/KWBhR4V6CPVTFZb/OOzqym0hXdnE2y7GzDoeNiyvQ8J5tWaIWZFNrNAeXhWGqGodMBS6JcLziQ10rDDUaiW8nZ7HNEmold/jATWi2WDZx1mOcltIVzbxZv1am3U+sGu+IeddqFcPT/DQBaFNQoIxifOgdbIS0dHnUD8dMzmiQQqu+2An/d0Bs2/WmTqhmB4XTI1rgiDJz5CuoFQW9G5wUIEkmKmxcZfDxG6H4UOKkdMxu26ReL4gqJrG5xkMAsTiylZGQeV4TL8xiVfUQuW2kK5s4s10qFU7ZMOyFCScX/jCF6zgtYkV2sNbH5nCKIVAUOz1wHOJEBSc5TseK+XtLBQa3csNhf6knF1YSTm8LLeFVGUTb9YZs84Hds035LwLdXqqtujfopHf4UiQrqFeS5yAzTfC8dc1xhi6t3lce69h+pU6Q69pDr2qOHk4YnbOEAFKCMLYMD2lOfFWyLE3AuYmNVOHFbvvcCh1CTRw7iT0DyRNBKPQAGb+sy/0LyrDknj2bMvHn9tCurKJt12MmXU8FtYfzrJc1+Xhhx+2gtcmVmgPb3BuHKNiHBdEUWAKXpLk7fjLPtZKeXsLPkpDpDT+YOJ4xDV1lXetTrktpCubeLPOmHU+sGu+IeddqAoXLnec7+EhEGDALwlmzxrCukZ6gjt/sIO5VwOO71McPxARhOB2ugzcVubGj/Rx+w/3s/sD3fRs9xC+oFozHN0fMjWsmDsluO4OB8cTVGYUCIPrCrQG1xFI2cgvuUDTY4p49AstH39uC+nKJt52MWb2TIgWLyemJSFEprr9Xkk2sUJ7eGvD46A0jgtu0cV4PspI5Ap88pXy9pWLRBUIjaGwswc4TRyoRZ1RW63cFtKVTbxZv9ZmnQ/smm/IeRdq87ljF3+eFGitIU5+B/q3wsiJZOVj+31FxNkah78eM3JGITxJ1zUF7vyJfjq3+FCJMbGBGzx2v7eTkbfrHPyrKepTMScPR8SBy8B2Sf8WwegpwdhZTUcXTE+A0g17FyThVgsirqbHNXLorZaX1M1tIV3ZxNuua21mVzxsWJaChPNzn/ucFbw2sUJ7eOtnRzFa4RYEoiCT5HIjV/QFXClvV8lHm6SXh7+rJ/nR0Yb6mXTKJ0JuC2nLJt6sM2adD+yab8h5m5qaqfPg3q8v2ufI84nlxhgcR1CfBh0b/LLkuts1b381YvSsRriCwbvKvPufbqDTizAnp1HDdeJzAdFwSDwWMjAoePDvdNG1yQcXzpyMmTinGdwscf0kxEo24ru0SsKtmgyLWMchPtv6Muu5LaQrm3jXfVUrG5alIOH84Ac/aAWvTazQHt5wZAK0wfMF0pdo10OblVV2WClvb6mA0oLQgNi8AccRqBgqR47Rec2WFbGkxbpWynnTU9YZs84Hds035LxNPfPSSfpPjy/a16xoZQxIKSh3GaYnkgdRu77J5/jXYoZPaYyATXeWuftHOmBoluo5RW1UE9eShHQhBdI1+GUobva4/wcKvPRnmulzMaePRuzyPQYGJedOKaYmDeWyoTInMBoc1yAuuAes1yE61fqSurktpCubeNvFmNkVD5tkg0E1ZRMrpM9bH53CGI1bBOH7aNdZseMBK+PtLPqoWBJrgejuxG2kl9QOH73yG1ep3BbSlW28uVYn2+Y754XnXjkL1cUVpJKKVgYaVa3iKClxW+6W+HHIybcVBkPf7iL3/GCZ6O1Zxl8KGHsz4szBmBNvRpw4EHLqrZDREzHT5xQTb0bMvRVyx4c8OvokRsKpwzHdveAXkpWOZhUto5PPv3DRXcVQOVxv+TmA3BbSlm28aSuzjkccx1d/UQYUxzGPPfaYFbw2sUJ7eMPxaYzRFEoSfAnSxVBY0bFWylssOKAFsRLE0sEtNpoInjq9Io6lKLeFdGUTb9YZs84Hds035LxNHT43e9E+xxFoJRDS4PpQryb7t90hOfwNg44NxR6Xe/92icqrs5x7OeLQyxEHXgoZOh4xMaGZntaMjytOHY14e1/I0OGQmWHN3FuK297r4hcFcWQYOgobNjkIJ/kc10t6fygtcJyLw31nT0pMi89BbgvpyibedjFm1vGwxUN0XZcPfehDVvDaxArt4Y1mKmAMXqcA30UhEWL5pXRh5by+72K0JNagHAevnPzgBOfSy/HIbSFd2cSbdcas84Fd8w05b1PTixc7EDK58U/aZSSNAI1JVjtmjhvqVYN0BXf/WCf1N6scfyHm4L6YqQkNnsTv8+i/ucTgHSV6dxXwOh2MIxgfVRx+LWLirCE4B9fd4yI9wdyMwsQa3xfoxiqHEKLROd1cVN1qdkwTnn6ypecgt4V0ZRPvuq9qZZPSrD7UatnECunyqjBEzVYAQ7ED8D20I/BWuOIBK+P1XQnaJdYQI/A6XSAmGm99PO9C5baQrmzjzbU62TbfOS9sGXp70b+lSEKdpASBIQ6T/X1b4OwhDQJ2PFDCHa1z4KsR4+c0OFAc8Lj+27vY9u4yMjQQajAQxYbje2qc2jNHVNUcfztiS81hcLvDwHbByAnByBlD/yCM1SGOgKSFYNKEUCaVrpoaH1aY00/Drkdbeh5yW0hXtvGmrcyueNiwLAUJ5xNPPGEFr02skD5vMDaNjhUC8DpBFDxiJJ7sXNHxVsPrGo9QCWJj8LuTHJNopnaVd61cuS2kK5t4s86YdT6wa74h5wUYm67zwIsvLNonJWgjkA6YRpJFqVMwMWTQOulevuP6iP1PhYydVeDAwG1lHv74Bq65UcCJWaLjc9SP1aifqmHGQ3bf5fDgj3XRvdVFeHD2ZMyZY4rBjZJCEZQ2VGfB85LEciGTz9c66emxUOPjoE+fadk5gNwW0pZNvO1iFMYYc/WXtU8zMzP09PQwPT1tTe3jXHZq4pW3efVn/wNmdpR3/a0CXd9xI+O3vYvYfTc7u69tK8svfv4Ztu8c4n3bJeLffZ7jj0/g95Z5+PnPtpUj1/pTVq+5WeXK9c7Q//zCm8Q/8I9hQb52oZiEOrmeQQiJENA3KJkc0QgpuOu7fE59PWbsrEI4gh3v6eTWRz30uZDZIU04ZZJkdAOIxHHwCpriRgd/I7z2WMj4iRgTGTbvcCl2wIm3I3QMPb2C6SnTSC7XjeMYggV8QsJ3/lKJ/l/467afr1zvfLXrmpvZFY+M+UOXlTGGmZkZK3htYoX0eYPRSUwc4bgC13eg4BIjKbqlFR1vNbxF1ydSEGlNaVOje3k9vacPuS2kK5t4s86YdT6wa74h5wV49pXTi5wOSMKbHAcEidPheIaZiSTWaWCXw9j+xOlAwvYHy9z6XsnsvipnXwo4sS/i0MshB1+qc/Abdd56uc7R/QHDxzUTRyImX1Pc9KDDwE6JcOHcyRgVQHdf8lnVisFxmtWsZFLS98LzoGHuQNiycwC5LaQtm3jbxZhZx8OGZSlIOL/yla9YwWsTK6TPWx+eBKWT8rVFAZ5HoA0FZ2XJ5avh7XB8QiWJjaG4tQMAHWqC2eqKWK6m3BbSlU28WWfMOh/YNd+Q8wIcm7z4Bl4YAcKgG/df0pGoGFxP0DegGTqS5HkM3lzkxgc1w1+rcmhPzJsvxpw5HjNbMURaEEtBpGFuTnPqSMjb+yLOHYuZelux60ZBz6AEB04fj+ntA+kKogg8X4Jo3AAKQ5JmvlgzpwV6ZrJl5yG3hXRlE28eapUvr+dKWW/9pz9h6A//ko5ylVu+rwv//e/iyJZr2d37XSte9Vip/vszrzFRfoP371Tc8NoBvvHzL6MN3P+Xn6b7pp1tZcm1vpTVa25WuXK9M/Rt//gz/Phv/d6ifYUiuE6SYyEcECRhU1tvlIweN0ShobzB5cEfdDn7YsyxNzVBXSNcid/l0Le7QN+1BZyyIJxWTB4NmD4REgcaHRrKHYJrrncp9Rne2qeoTWt8X9LZbZgYTVY7jDZoBUol+R/BBal+194A7/6r76Vwy8+28WzlWg9a96FWWuurvygD0lozMTFhBa9NrJA+b310EqM1ng/ClxjfI9ASV3orOt5qeHuLJWIlCbSBgS4cFzBQOXpyRSxXU24L6com3qwzZp0P7JpvyHnjOOabXtqzaJ+Q4LgCI5IEbyESp8MvCWZHE6fD9QV3/i2fo8/EvP2KIqhr3LLDrvd38i0f7+ee7ypyzY2KbVtirr0F7v3OIu/56S62vquIW5bUaoZD+yOmzgp23uDg+IKgrudXVbROuqULKearWl2YYD46AubY/pacB8htIW3ZxNsuxsw6HkqptUZYkpRS7N271wpem1ghfd5wbAqMxi0KHF9ifJ9YCRyxss7lq+HtKxVQShBrg9PbjVtIltirJ9JpIpjbQrqyiTfrjFnnA7vmG3LeZ75xihv3H1q0T4ikhC4mCXXSjaiTzh7B7KQBATd8S4HTXws4+ZZKqlwNenzTz/Rw490QvjXLxDcqjL0YMPpCndEXakx8o0b9eMCN97nc+aECxR4HDZx4K6I6Jdi0XSIcmJ6Ajq7mWC/oXH5BtFVtDqITrevxtN5tIW3ZxNsuxjzUKte61Z4f+VfU9h9g+82Ka/7WBvT77+dVOchDW7+v7SwvvTXM/xl+jm+9tsJ9ruHAD/5vZsc0W7/v/dzyy/+87Ty51o+yes3NKlcu+/VPPvUMd338lxbtc92kpK3rJ6VsHQe8IugYVAx92x16ugUnDiqMMfTsKHDf3ykSnQiYOaWYGRPMTBjCQDdWLqBYlnT3Szq6JYUucPsMrz0ZUZnQCA3brxNMThjmJg2OAwhDHCaehjGGMASlzvcTaeoD/8Bl+28/3qazlWu9KA+1smBZChLOkZERK3htYoV0eZPmgVUMGq8D8CVaOsTaX/ExV8Pb11EgVoJQCVTBxysnX836mZEV81xJuS2kK5t4s86YdT6wa74h533r3NxF+4QE08ixaJaTcqRAxeAVBH0DhpNNp2O7z33fK5l8scpbz8a88XXF0TdDxkZiZucMlZphtmIYHY45/EbIwZcDTh+MmTmmuOU+SWd/EtJ1+pihv1/g+oI4BtdNksu1Pr/qIS/OL6dyTKKDoCXnYr3bQtqyiXfdh1rZMEmQcO7fv98KXptYIV3e+sgUOooBg192wXfRrosxq3M8VspbLnoo5RBpgZIuXmejieB466qXLFRuC+nKJt6sM2adD+yab8h5w7nxi/YJkZTSVVogHYPnM5/YvWm34MQbjSaCAy53fEBw4umI/c/FDJ+OiZXB6XDovbbA1vvLXPPNHWy9u0zXdh+3JIkUnDkZc+R1xeRJwbU3OZS6kz4dZ04Y+jYkn1+vGhw3WS0x5tIldQGGT4aoU3/VknOx3m0hbdnE2y7GzPZwt6W9vOu6vO9971trjCXJJlZIlzcYngClkA44rkkcDxyELK/4mKvhLRYcTJz8QEUCCr0uUCdOqZxubgvpyiberF9rs84Hds03rG/eMIx5eO+eS/5NCAMkDoFSyf+Xu2HshEFFBq8suP0RydtfihkZ0hhj8Docttxb4oaHi3gyhqpCxYAQOH6RuWnD0RdDRt6OqAeaowciNu9w2XmDw5E3DGHVMDsFfrHh6GjQRmOMREpziYK6cO4MqEPP4l3/Q6s+H+vZFtohm3jbda3NVzxWKa01Q0NDVvDaxArp8tbHptBxhOsJpC8QnoeRkqLbseJjroa3XHAxWiahVgYK/UllrWiufpV3rky5LaQrm3izzph1PrBrvmF98z72tWPsOnDkov1SQhwLXDfp36FVUmHKcQT1ikE6ghvfI3nrSzHDpxQGQ/eOAt/0053cdLuhdmCOsT11zr0YMfKNiJG9EcNfDwiPhey+2eHeD/t0bHBAwpnjESMnDNt2ujiuoFYF308qaSkFjiNxHIOKk8+/UNUKxMeHV30uYH3bQjtkE28eamXBJEHCeeTIESt4bWKFdHmD8WmIYlzPID3Ad4mAsrPyFY/V8Pq+i9AukYHIGIqbkyaGqh6hwtZ2qoXcFtKWTbxZZ8w6H9g137C+ef96zwmoXxzAJB3mK1qZRnGfYifMTSXb2+8QnPqGYWpMg4Rt95S4/yOS4K2AI0+HHHgu4vU9Ia8/H/D61wPeeDHgwDdCDr8Sc/q1iPCs4bYHBAO7JNITjA/HTA1rNm6VCAlz01AqJ9WztDrfRVo6CypcNWQUTO6bXfW5gPVtC+2QTbx5qJUFy+uQcL73ve9da4wlySZWSJc3nJjBqBjXB6cgoeARAR3eylc8Vssr8QljQWwM/paOpIOt0tRHJunYvmnFx72UcltIVzbxZv1am3U+sGu+YX3zHp2s880X7JMyqV7leGC0QDgG6UK9CsZA14Bg5hTMTCROx3UPF9k6aDj0RMzwKU0QaBAiaTroiMR5AMIYgnHFxGhMqSQZ3O6yZZPEc+DsEcXkuKIXQWeXZHZGE9RBSoPSABLXNYSxQMjzzlBT04cF2yoVZMfKf7NgfdtCO2QTbx5qZYF3CAnniRMnrOC1iRXS5Q3HZ0BpHE8gixLhuoTaoctb3YrHaniLwiWIBZExuJu7cVwBRlM9dW7FTJdTbgvpyiberDNmnQ/smm9Y37ybzrx90T4DGCMQwmBEEvIkhETH4PkCzyFZ6RCw64ECnSbm5S+GnDwUE4QGp+iw4YYC1z/Swd0/3MWDP9bF3d/TybXvLtKzw8MtOtRDw4m3Q46+runpkGze6SBdmBo3uAWD6yZhVrLRvDBpKWIQ5uImggAn346Jjv/Bqs/HeraFdsgm3jzUyoJJAvvi92xhhXR5g4kZMAqvCMKTGM8lEILyKh2P1fCWnQKREYRa4/T34niAMdRTaCKY20K6sok364xZ5wO75hvWL+/Rk5M8/OVnLtovBTguKCVwpAEJcagRQtDVL5gcAQRsf5eHmFG8sUdRndNITzJ4e4Fv/vsd3P0+yeYejTcVooYC3JmQwT7DHe9xuec7PTbscpAFwdys4u3XYnxH0rcpCbOaGoHO7sThiEKDkCCkQSuJ417UQxCAiTFQb+1d1fmA9WsL7ZJNvHmolQXL65BwPvTQQ2uNsSTZxArp8sbTcxhtcAsC6UtwXeoxFNyVl9NdLW+nV2BOCaJYQ3cZryAJq5rqyTMrPubllNtCurKJN+vX2qzzgV3zDeuX9/cfO8i1E5WL/yCSG320xBgNKnECip2GqZEk36Jvu4OZ0xw/pjEYCt0O7/pIgZLSzOyrMX4WqjOGMDQYnaxSeAVBZ7egawNcu9tl03bJ4Zdjworh5Nsxm7YLuvslM+OamUkolQzVqsDM9/FIKmtdyvOIQqi8Pkz5e1d3TtarLbRLNvGu+1ArG9rLQ8J5+PBhK3htYoX0eONajXiuClrjlzTSd6DgExiJI5wVH3e1vD3FIiqWRIApdeCWkl+b4PTZFTNdTrktpCubeLPOmHU+sGu+Yf3yvnxsPEm+uECO01jtcBPnQ4gkqTusg9aGcrfE0Zqho0k1q55tHvd8WDJ7MOTVL4a89rWYU4cjxkcVczOaSkUzO6uZGFWcOBzx5t6YQ9+ICCfgpjsdOjcIjDScO2XwPCiUBVobgiDJ8QBASKRj0FogLnOnNr43XtX5gPVrC+2STbztYsys49Gs6JB1GWOYnJy0gtcmVkiPNxiZxsQxQhj8oov0JMbzCPXqvP3V8vaXC4RaEMYGXSxQ6Ey+nuHoxc2uVqvcFtKVTbxZZ8w6H9g137B+ecXZk5fcL5OG4SjVqCqlNdKRqAhcT1AqG8bOJH8buM5j102KN/5G8fZLipkpjRHgdzls2O2z/b4i1zxQZNudRfp2evgdEhyYntQcfj3i1AHNth3QMyDBMYyd0ZRLAtdr5nhItNEIk3QwF+LSOR4AJw4o4lNPruqcrFdbaJds4m0XY2bXsG1YXoeE8/77719rjCXJJlZIj7d2bhwTx7guCBfwHYzrEGlvVcddLW9/qUw8Iwg0KOngdzlARDQxvSquSym3hXRlE2/Wr7VZ5wO75hvWJ++58TkeffLLl/yb0eD4Bq0E0gfpSuIwCXXq6BGMn0uWSQavc+ksGfY/a1CxQTiCrs0uOx/wGBjQqFlJXDeoCIQEuVPieB6jw5ozBzWVCc3kuGJ2WrB1l0AimRzVTI4ZuvoEs1MQRwbPlSgFJk5WQOJIgDAXtTEfOwvhm3+Bu+P9Kz4v69EW2imbePNQKwuWpSDhPHjwoBW8NrFCerzB2CQmipGewHEB10E7HpEqruq4q+Xd0FUkUoJQCyLh4PcljlA81/ru5bktpCubeLPOmHU+sGu+YX3y/uFfH6Rz+NIPcYQUaC2QThJapRsRTKUumBlP7vZ7twrUnOLYGwqlDIUuh1sfLXDHu130UMxbTyhe+1LIa09F7H82ZP9zEQeeizjygkbMwvW3SK69w6HQIVDKcOqQAWPo7AGEYXbSUCoBApRKOKRMyvtKeelVj7AO1ZdOrPicwPq0hXbKJt52MWb/UZIFqtVqa42wZNnECunw1kemII6SaiHzKx4SNy6t+tir4e0u+cSxQxhDbDSljQVghqgarZrrUsptIV3ZxptrdbJtvtcb71ffPMf3XCK/Q8gkn0OrpH9HM5Pb9aE2azAGOvshrsDUdBJu1bfD5bo7NMMHIo6cNQQ1gyH5mxCicYhkhWJqQnHupKBUFvRvdrj2FsHZ44KZCc3ECHT1CEqdhuqcoVYD14M4TA6RHFUgnUsnmANM7o0YWNWZWX+20G7Zxpu2Mut4OM7Kk3zbKcdxuPvuu9caY0myiRXS4w3Hp9GxwvVBeiAKHso4FN3uVR13tbwdZR+jBJGC2EDntqS0r4lj6mOTFAf6VsW3ULktpCubeLN+rc06H9g137A+eTuOvnXJ/UIkieWeB9oIHAlg0LHAGPBLoEKozRmEFGy7zcXTite/DGFdJc6GKyj3OHRtdCn1JXkhUV1TmzLMjWvqs5pazXD6SERhSLJ5BxRLDiNDitlpQ6kMng9RkKx2JP1EktUO14UoFDjO+ZWYhTr+quK6U0/h7Hjfis7LerSFdsom3nZda/NQq1VKKcX+/fut4LWJFdLjDabnII5xPHB8AZ6DkoJOr3NVx10tb9GXGOURakFgDO5gD1IKUIbq0PCq2FrN2m7lvOkp64xZ5wO75hvWH+/xU5N861OXTsJuJpaDQZKUrzUkid2Ok4RZ1eaSjuTX3CqYOa04/qYhDDSOL9h0i8c9H/K4670uO7YLeqSmUFN0O4btWx1uv9/jtodcNu6SuEVBGGpOHjLUZ2Fwm0A6glq10UvEaXYoTzgEYj7h/XI3a8NDELz2Jys6L7D+bKHdsok3D7XKlSslhROzGK3wfZBFwHWJhEvvKh2P1UpKiYNLPRaERiP7O3B9CANF7egQ3HnzmvLlypUrl4363f/zJtdPBZf8m+F8qJXrgdESjAFhcFxBWEu6iW/aKTjztiEKkwaD/dtdrrtdMHPWcHSPplYxhIFBq/MZ4NKN8X1BuUvSNyDZeKdk6LhiekwzPamoVQQDmwRjwxDUDJ4vUMIkXdSlTCptRclqR3iZe8IogsoLpyl/uPXnLVeuNJRZx8OG5XVIOG+//fa1xliSbGKFdHhVGBJPVyBWuEWQrgMFlwhBf7FrVcduBa+PR6wkkdKI3m7cgiCsm5b38shtIV3ZxJv1a23W+cCu+Yb1x/uNA2e4/jKVQqUAY5IEbqWSSlYYg+tKwiDJ2egZEAwfN2htcH3BzjsF9QnD609pgrpOlkxEkqQufdFM0MAYCAJDvR4zMQKFomRgs6TjWhg+lTQbHDsHXb2CmSmIQoPjSaJQgRFok/QYiePE+bhctt/QV0IGogjhLb8y43qzhXbLJt481MqCZSlIOPft22cFr02skA5v/ewERmlA4xcEoiAQnkfdSLoKq0subwVvyfEJNcTaQE8HbjEJAqidam338twW0pVNvFlnzDof2DXfsL544zjmm/ZcvteF4wCmkVdhktArKSRxfL6c7tRo4nSUeiRbdwtOvw5DRxRBoJGeoGerw657PW7/Vo97PuBy3wdc7vo2l1sedNlxq6R7UOL4SZjV0PGYsdMwuFlQ6hBoY5iZMJQ7BEIKVGRwHJmE2ZI4QUIkuSiXayR45FVDfPgPln1uYH3ZwlrIJt481MoilUqrr4bULtnECq3nrQ9PYFSE60mEjHEKDsb3qGknedK1Sq2Wt8svEmpJoGJMqYxXdgBNODKyarYLtd5tIW3ZxptrdbJtvtcL7/955hi73jh02b8bkyR2x3GSyK2UQTZWL/wizE0lpbA6+0BiOHUwabTmeIKN10k2bjXUxgTTQ5qJw4Y4TvqCCAmuKyiWBRs3CLZs04yPSqaGNUGgOXtC0NULsguqs4bKjMEvCsKAJFzLiGS1IxLzvTxEUjvrIs1MQ+3FJ/Fu+akVnaP1YgtrJdt401ZmHQ8bltch4bz5Zjti721ihXR466MTmFjheAIhDNKT4HvU1ertrRW8PcUCZxRE2qCcRtdbIBybWjXfQuW2kK5s4s36tTbrfGDXfMP64v3T547w7ZeLURJJ/oaKk5UOrZOdQoLjJnkXAB29UK9AHCaJ3j2bHTZuNoydNrx5xKDi+Hy5W3F+0wAzUzAylFS66uoVbLtWMDkmmJ3UzEyB60K5EyqzENYNrieIo+S9Wpl558N1k3yOS8rA6BNjdP/E8s/PerKFtZBNvOs+1CqOL1E3LoOK45i9e/dawWsTK6TDWx+ZwoQhrmsQLgjfAc+nblbvg7eCd6Cjgyhudi+XFPqTmN1oZm7VfAuV20K6sok364xZ5wO75hvWF2/nvn2X/VuyspGEWAlh0KoReiWSDuIA5S5BbUYQh+B4gs3XSXTdcORVw9SYRmmDUxB0bXLYdL3Ljls9dr7LZfstDpt2OXQNJNWslDZMjilOvmUwMWzcLBMnI4ZqJVkZQUAUaoRMQqtAYLRByMYqi3P5Vfm3vqJRo28s+/ysJ1tYC9nE2y7GzK54tCLspR0SQtDX12cFr02skA5vODmLiWKEC9IHPAfjOii1+qXQVvBu7CgTTEuCWKCkoLjRBwxxNVw130LltpCubOLNOmPW+cCu+Yb1w7vvwDDvefaZKxwYtBI4riEKBX4BtDEIk3ymV0hK6RpjKJShWIKRY0m+BxI6+iSbrpEUPM30qKA+A7VQ02xD6PqCrk7J4BZNEAgmhjW1Wc3stKEyk4Ra1WrJSkdQFXiuIIrPh1pJB6JGVas4Ejjy8gnmY8MQvPhfKH/4t5d1jtaLLayVbOJtF2NmHQ8bltch4bz++uvXGmNJsokV0uENJmcwcYxbTJaw8R206yFMedXHbgXvtv4O4lOy0b1cUNzWCYyjgoioWsUrr56zVaztVM6bnrJ+rc06H9g137B+eH/n/7zOg3OXf4orZbLCoeJmKd0kt8MYnZTSrSeJ3cUOiCOYHk9Crco9kg2boTIpOPWGIoqS8rsA85ngkBzQJPt9X9DZI+neAdPjUK9opieSTuXFMtSrhigC6ULcKMmrVRKKFYdJ9/L4cl4HoCIY+5tjXLPMsrrrxRbWSjbx5qFWFixLQcK5Z88eK3htYoV0eKPJCiaOcXyD9A34LsZxKbir7wreCt6N3WWiSBIoQaAV/jWdSSUTbagcPr1qxlaytlM5b3rKOmPW+cCu+Yb1w1vb89IV/y5FEgJ1/kFv4nRIIVGNqlZ+URBUSUKtXEH/lqSp6+m3DRMjikgJZKFAeccgG99zJzu+71vZ+cOPUHzvbWx8+C46d2/H6ewg0g4TY5rhE8mKSs8GgdMItapXEsdEG42Ok6pakDQQ1HHijGiVJJtfSQe/GKEnTizrHK0XW1gr2cS77kOtpMysT7RIUkq2bdtmBa9NrNB63rhWI5qrQBTjFcApSITvoaRDn9ez6uO3gtf3HIRxCTWE2uD09eL5gjBQVA8fp/eOG1fN2SrWdirnTU9ZZ8w6H9g137A+eF956xzf+sxTV3yNcAxGCxwv+X/haIyWGMdgTNKzI6wnqw+FYpJwPnk2Cb3CkXRds4ntP/B+dv3dj1DevGH+uFprTp06xY4dO5BSUjk9wok/eoIzj+1h9tBpqtWAWgVKZYgdCAMIA4PvyWT1JBk1CI0RsrEUIxAsTIK/WOdOQvDSf6T0gd9c8nlaD7awlrKJt12MueOxSkkp2blz51pjLEk2sULreaunRkFphEwqhzhFwHeJpcOGYmscj1bwSuMSKkmgFKK3A6+Y/PhVDp9c9bHnP2Od20Lasok369farPOBXfMN64P3v/7Fft49e+UnuEaB5yddy6VjUErgOsmNv3QkKkqciFKnQ1g3mLoBKei5cRvv+vc/w6b3PbAk3o7tg9z68R/j1o//GOeefomDv/7HTL78FtVqgBBQKArqNU0cJ708jDYIYVBKIqVGxefzPEQzpOsSUjGMff4gOz6w9PO0HmxhLWUTb7uutZm9otuwLAUJ53PPPWcFr02s0Hre2rlxjNK4Hgihk1K6BY8Qh55Cx6qP3ypeX3iEShApA909eOXka1o93bomguvdFtKWTbxZZ8w6H9g13/DO59Va4z331Su+RgiQDiid9MlQKulejkiCnJKGGQbPdwiqBqOh0FPivv/88zzy/O9f1um4Gu/mb7uXb/3rT3H/73yczuu3g3QJagbHFUmeiAGMAA2OY9BKJk5RnCTBXy3/943PRcTjB656jpbCmkXlvOmpXYyZdTxseMoFCefu3but4LWJFVrPWz83keR3uAIpNLIgEL5HgIPvrj6pqlW8Zc8nVIJQGUxHmUJ3crzgTOuaCK53W0hbNvFmnTHrfGDXfMM7n/evv3qc+5fgeIDAkUn+hJQgjEEbgRQ0WvWJJNdDCrZ96208uv+P2fm3P9QS3u0feZhHvvJpdv34dyA7SmglEofDJOVztRBozfxKTNP5uFz38qZGzkLt2V+/KuNyWLOknDc9rfsVDxsmCeyL37OFFVrPGwxPJKV0naSrrCx4GN+nrltTyaFVvF1+kUgLakqjHJdibxIRGY5PtwITyG0hbdnEm3XGrPOBXfMN73zez3z+lSQs6gpq9spQ2jQ6/iVOhyPBKAM6WVrwig73/No/5Js++5t4HUtbGV8qr+P73POp/4tv/sy/o7RjEKTEINDKINAYBMYklbe0FghpuFrBUxXDyT84viTO5bBmRTlvelr3jocNy1KQcD711FNW8NrECq3nDSZnMVGI44P0DLIgoOBRN15Ljt8q3oFymVgJgtighUtxcwGAaLbaCkwgt4W0ZRNv1hmzzgd2zTe8s3lnZuvc87nPXvV1QpCUujXJDb3RzVUFgxGJY9I5WOLb9vwuuz76vanxAgy+9y7e/9RvsfHdtyNdJ1nx0BIpNEYnOR9SgDACsYTnZAeeNUSH/jwV1rVWzpue8lArC7xDSDhvv/12K3htYoXW8wbjM5gownE00gXhueB5BBRacvxW8W7v7W6U0xXEEjq2lQCDDiJqo1OZYm2Xct70lHXGrPOBXfMN72ze//yn+9h05OxVXycE6AudjkbIlZSCjbcM8L5X/5yuXTtS5W2q0N/DN//VJ9n9D74bp+DjzIdYaYwRQOIQAVcNt5qdhfE/+4PUWNdSOW96WvcrHjZMEiScg4ODVvDaxAqt5VVhSDRbRYcRjk9S0argYDwfKbpWD0vreLf1dqOUoK6SRlLupk4cT4DWVI+eyhRru5TzpqesM2adD+yab3hn8576319q9uy7skySP3F+pUPguiBdya737+bhr/4RXmFlD6VWen4dx+HOX/6H3PXJn8PtKOG6zCeVayMQJMnnV+0vbeCV/15Dz46nxrpWynnT07p3PKLoCi06M6Qoinj88cet4LWJFVrLWz87gdEaoWI83yA9A0UP7br4YsPVD7AEtYp3sLOEMpJQCeoqxunvxvUBY6i0yPFYz7bQDtnEm3XGrPOBXfMN71zeL3z1MA899+xVjydE0hFcq+SmXsUCzwfHkdzyg3dx759/GnG18lEt4L2crv3xD/HQ//q3+L1duB7zZXRNI/H9aiseAMOnYe7Jf5k6a7uV86andjFm1vFoV+v21cpxHO6//34reG1ihdbyVs+MglLggjQKryQRhcTx2FDubwFt63g7fR9hJKGCQBvEhm4KxaSJVPVoa7qXr2dbaIds4s06Y9b5wK75hncu72f+x3Po+tWPZwBlBK6X9MbwfHBdye0/9c3c8l8/2TbeK2nwW+/hWx//T5S39OP5iZMkZKPq1hLu3HQMBz55BHO5boMtZG2nct701C7GzDoeNixLQcLZ399vBa9NrNBa3trZcUyskMIgZFJKl6JPJDw2FFrjeLSKVwiBFD6xbjYR7MHrSJ6+VU9fPXZ5KVrPttAO2cSbdcas84Fd8w3vTN6Dx8b5wGeXllAtBbhu4nT4Prie5M6PfTs3/Mon2sa7FHXfeA3f9uz/R3nXJvxiUtlKyqXEkSU69JIheP5X28LaLuW86SnToVa/9Vu/xa5duygWizz44IO8+OKLl33tG2+8wfd93/exa9cuhBD85m/+5pI+w4ZlKUg4v/CFL1jBaxMrtJa3fq5RStcDRxrcgkQUfELpUvT8FtC2lrfo+MmKh9Lojk4K3cmTiODc8KqPDevbFtohm3izzph1PrBrvuGdyfsf/vMTMB0u6XjSSXInfB+8omTLxx/m2l/4WKtwW3p+Sxt7+dZnfgd9bS9+gfmSv1dP9IAoggO/9OW2sbZDOW96ymyo1Z/+6Z/ysY99jE984hO8/PLL3HnnnTz66KOMjFy6uVm1WuW6667jV37lV9i8efOSP8d13eWirYlc1+Xhhx+2gtcmVmgtbzAykZTSdZOEQllyoeBRM96qYnkXqpW8PcUSoZLUY9C+T2ljUvI3HGlNL4/1bAvtkE28WWfMOh/YNd/wzuMdnajwLX/4h8s6pu+DX5Jc++/uZOCnf6IVmPNq9fkt93Ry4Dc/QuFd/fiFRlP1JerAsxDs/5+X/fs7zRayJpt428W4bMfjN37jN/jpn/5pPvrRj3Lrrbfy6U9/mnK5zO/93u9d8vX3338/v/Zrv8YP//APU1hGhYhW3QymLSEE3d3dVvDaxAqt5a2PzaCDAKeQJJbLooMpFKjTui9aK3n7SqVGLw9NhKBzW7Iqo2p16mOrdz7Wsy20QzbxZp0x63xg13zDO4/3//3k3yAml7baAeB5UCxLHvy3NzH3kZsZKPS2iDRRGuc3lkXc//EoG755M35RsNRDBwG89a8uX1r3nWYLWZNNvO1iXJbjEYYhL730Eo888sj5A0jJI488wvPPP99SsBdffJGXX36ZvXv3snfv3kXbZ8+eJY5jlFJA0vRENxKoLrcdRdGibdOot9fcNsZctA0s2tZaL9qO45goivjc5z5HrVZbtB9AKbVou8l7ue20x1StVvnc5z5HGIZXHNOVtts5piZvFEWrmqfa1CzxXBVVD/A9jfQFouCCX6CmCy0bU61Wm+ddre31lTpQRlBTECEobu7E8cBEEbOHT616npp2W6/X22J7S/0+XW77Qt4sfJ+uNKYrXReydo2oVlvXmDIN2fBb0PzuB0GQ2Xl+p/4WDI/N8U2/e+kHn5eSEFDqkNz7Aw79H7qNmVBSlIWWjqmVvwWQ2F5BFghxuO5/vY9t7xnAW0bf21efMNRf++P8t2ANxpT/FlysZTkeY2NjKKXYtGnTov2bNm3i3LlzLQX7wAc+wL333ssDDzzAAw88sGj7d37nd9i3bx/Hjh0Dkh+mU6eSMqN79uzh7NkkAfe5555jbGwMgKeeeoqpqSkAnnjiCWZnZwF47LHHqNfrxHHMY489RhzH1Ot1HnvsMQBmZ2d54oknAJiamuKpp56aPxfPPfccrutyxx13sHfvXgBOnTo1n/Ny7Ngx9u3bB8ChQ4d47bXXADhw4AAHDhwA4LXXXuPQoUMAqY/pS1/6Eh/84Aep1WpXHBPA2bNn2bNnz5qO6emnn+ahhx7Cdd1VzdNXP/cYBkMUhkgR4ZU0lDy072NEd8vGtHfvXu644w5c11217Q02HY/YECoQm7rwikkvj7Mv71/1PLmuy7Zt2+bHkZXv0+XG5LouN9544/w4svB9utKYXNflnnvumX8gk4Xv0+XG9PTTT5Nl2fBb8Pzzz/PBD36QsbGxzM7zO/W34F//0udgMri08VxCjgs33Snpu6mbqFxmLoKXvvFSS8fUyt8CSGyPuYC6htgI7v3dD9K7YekViOIAXvvH/y3/LViDMeW/BRdLmKbbswSdOXOGbdu2sWfPHt797nfP7//4xz/Os88+ywsvvHDF9+/atYuf//mf5+d//ucv+5qZmRl6enp48skn6e3tnffoHMeZ396+fTsbN25ECIHjOMRxjJQSKeVlt6MownGc+W3XdRFCzG9D4h0u3PY8D2PM/LbWGqXU/LbWGsdxCMMQKeWi/a7ropTCGDO/feE4LtyO4zjVMUVRNH/8heO4cEyu6152u51jCsNk6dzzvIvmZjnzdOaJFzj5v56gduoEW3cEDNwQ0/XgZuI7bueY/xC39t3ckjE1nyj4vo9SalW2d7oywx8ffIZdvRXuHyiy4/BB9n/8RabHFJu+/yPc/It/f1XzJKUkCAJc18V13dRtb6nfp8uNyXEcgiDAcRw8z8vE9+lKY3Jd97LXhaxdI8bHx9m4cSPT09N0d3df9trcbtn0W7Dwe9Wcz6zN8zvxt+DQsTGev/2Hl1RCt6nObnjgEZ/N37OJykc+wOPDgh+49gdbOqZW/hY0be+Jo28wql7m3o0R17ldHPiu/8Erz4ZLa5ZIklD/fV/5bkr3/0z+W5D/Fqzpb8GyVjwGBgZwHIfh4cWVdYaHh5eVOL4U3Xnnndxzzz3cf//93H///Yu2t2zZguu68zWHXdedLwN2uW3P8xZtN2PZmttCiIu2gUXbTcNpbje/pF/84hfnuZv7ITGOhdtN3sttpz0mIQSPPfbY/Bf8cmO60nY7xySE4G/+5m/mv8grnadweAodRQgPpFS4RQHFApHj0l8cbNmYAL74xS/OX5BWY3sbSx0I6RAqSagU9PVQ6gEM1E4MrXqe4jjm8ccfn19uzcr36XLbTd6msvB9utKYrnRdyNo1Iuuxxzb8FkDy5LB5E9Hcn6V5fif+Fvznf/LfluV0AHR0SfyyRvR1MKsVHh0tHxO07regOf7r+jdSjyGIDcqV9O92lhVupRV89e/81fzn578F+W/BhWPKZI6H7/vce++9PPnkk/P7tNY8+eSTi1ZAWqHmBGRdruvyoQ99yApem1ihdbzB8DgmDHEcg3QNbtlBlHxqwqXH72wRbWvPb8nzkcJDaUGgDKqzm2JfckGrnRld9fHXqy20SzbxZp0x63xg13zDO4P3mW+c5L6/uXKp2AslJJTKDn63RPT2MBPFdPt9rcZN5fxu6uihpqCuIMTQvbsTdxmOB8DZI3Du9386ddY0lfOmp3YxLruq1cc+9jF+93d/lz/4gz/gwIED/KN/9I+oVCp89KMfBeDHf/zH+YVf+IX514dhyCuvvMIrr7xCGIYMDQ3xyiuvcPjw4daNYo3VTAiyQTaxQmt4a6PTqFod1wPH1UlFq1KJOTzK3tIrrS1FrTq/jpQUHZ9ICUKtUYUSnVtcEKBmZqkNT6z6M9ajLbRTtvHmWp1sm2/beV/64V/AXLkpd6IFD3EdCeUOgdMjYKCPmcgwUN7YWtCGWn1+O70CQSQJlECZCP/Gfkody2/F9uz/dQxVmV20z3ZbyLps401by7baH/qhH+JTn/oUv/iLv8hdd93FK6+8whe/+MX5hPOTJ0/OJ7ZAkhdy9913c/fdd3P27Fk+9alPcffdd/NTP/VTV/wcWyYqjmOeeOIJK3htYoXW8CqlCCdnCKs1CoUYtySQJQ9KRaZjDyla16mz1ee3yy8SG0ldGQLhUhws4nmgg4DZt09mijVt5bzpKeuMWecDu+Yb7Of95K89Tv/RJRS0EYnf0YwgcVzo7gW310d19TAbS7aUNqTO2wpJIQi1Q6AlgYlxd26l1CnmHSshkhWdq6lWgVd+9LtTZU1TOW96ahfjspLL26FmQmHWEh1z2anqmVFe+ZefZubNw2zZHbFpV0TPgwOYe2/nBa7j23Z8x1ojXlZ//vZLnKscYXdXwF29JXr+5su8/lunqMw57PqnP83uv/eRtUbM9Q5QVq+5WeXKtbYaHpvl8R3fjbpKISspkxtxo6FRRZSOLrjvW3y2/q0+wh/4dp6Y0HzXrh/Fc5YZs7RG+vWX/pKb+qe5fYNha1Xxynf9b958KZpf+ZESjOHqCecCvvv5n6TvgR9NnTmXPWrXNbd1j3tbrIz5Q5eVMYaZmRkreG1ihdbwVk+NQBQjpMaXBr9DIMolokIJIbpaSNv687uh1IEykro2hAAbuyh2AFozd+j4qo69Hm2hnbKJN+uMWecDu+Yb7Ob97+//Z1d1OoRsrHJccBNeLku8Eoi+ErOOIYjdVJyOtM5vf7GXwECoNLqjh74dAndBVV1jlrjyYeBLH/g9jNZW24INsom3XYyZdTxsWJaChPMrX/mKFbw2sUJreKtDo+ggRDoGx9W4HQ6io0hVeHR6rU0qbPX57S+UQbgoLakrhejrotznglFUjpzKFGvaynnTU9YZs84Hds032Mv7X//TE2x5/cgVX9t0OoyBhbdRUkJHl4PfZRCDfczEisiks9KR1vm9tnuQQEkCZdCuoGuXfz7BfEEui7jg35dSZRa+/oEPWGsLOW/r1S7GzKbZe8upE7eG8jyPD3/4w2uNsSTZxAqt4a2fmyCsVHE8g+trnFIB01ViTHv0FXtaRJqo1ed3Q6kDgSA0SWUr09tHx8bk1yQan6Q+Nk1xYGVjWI+20E7ZxJv1a23W+cCu+QY7ee++/2HGvud7uFI+uTif8pCEHXHe+ZASimWB3ysQAwPMhZqSTCecJK3zu6N7I0dnIVAQoui+pY9iuUqtqsE0nC5Jsk1j7Fd4iH3wadj5+d/iw9/78y1nTUs22q4tvO261mZ2xaPZ2j3r0lozMTFhBa9NrNAa3urZUaJKjaJv8EsgOz10ZxfDgaTPa22oVavPb6/fgRQuykgCrYm6uikNFHA9UJUKc0dOZ4Y1beW86SnrjFnnA7vmG+zjjeOYx2/7IfSVHsiKpEle8+bbsDjMynGhqwe8fh/Vv4G5WDCQQmI5pHd+N5d7qGmoK0FoYpybd1DqOJ88rxeElgmROFtXW/n48g9/nvETx62xBdts1ybedjFm1vFodmjMupRS7N271wpem1ihNbzByDSqWqNQiimUDXQVCUtdTIUuPcXW9fCA1p/fDr+A63hoI6nHhsAr4PT7FEoSEwTMvL3ycKv1aAvtlE28WWfMOh/YNd9gH++vP/IvYDy84msWJVZr5pc7mjfirgulboHbXyQoFZiNJDs6W9v4uKm0zm+HVyCMHSItiXSM3LmDvg0Ospnn0Rzzgm0pzzsml2SN4am7/p41tmCb7drE2y7GzDoeNiyvQ8L56KOPWsFrEyusnrc2PIGaq6CjiFJJ4XcJRE8HY9JHiBKOdK5+kDbyXigpBN1+mcgI6loT4uJu6qTQCcQRs2+svBfOerOFdssm3qwzZp0P7JpvsIv3f/765xl8bt8VXyMXhBfB+RCrhU//O7okXtEgNnYzIxSVWLKtM50eHmmeX0OBuhYESqF7++jbKWg0sE5CzcSCBPNGvNXVEs7npuHp+7+95axpyCbbBbt481ArC5alIOEcGRmxgtcmVlg9b+X4WaJqHcfRlIvgdHnQ083xAIpuucW06ZzfHq+crHhoQd0AA1109jtJZasjp1f8hGK92UK7ZRNv1hmzzgd2zTfYw7vv9RPE//dvXvE1zdCq5n+y+Z+g0cQj+Xe508XvAbFlIzNKU48dym4xFe40z2+f30MthkAblOfQd2OZZsPpCxPqmw6HWNDr43Iaeg1e+Kkfbzlvq2WL7TZlE++6D7WyYZIg4dy/f78VvDaxwup5KyfOEcxUKPgav6SRnT7Vnh5mI58Ot7X5HZDO+e0vdaCRxLqRYD7QR8egQAhNPDFF9djZqx+kTaxpKudNT1lnzDof2DXfYAfv+GSF1+79ySu+RjoLVjku1b+isfThONDVBYUNDmbbZmZDgzZFxJXuxFehNM/vzs5N85WtIq0o39xLufP8rZzR58/FwvMx30jxCkN+8/eGeOvT/1/LmVspG2x3oWziXfeOh+tmtuDWIrmuy/ve9z4reG1ihdXz1s6MEs9VKBWTjuWiv4PjbieRkfT4rc3vgHTO74ZiJxKHGIdaHBN191Lo8ymUQFXmmHnzeGZY01TOm56yzph1PrBrviH7vHEc89dbv/PSyeQLQokWhlI5C57sG7M40Vo60NED/mCBek8PlVjS6bW2quFCpXl+r+kapB43KluZEOfWnXT3nc/zMCS+hRTJf0KQ3OmJxt8WhmFdwgnZ8zN/yunn97Scu1XKuu1eKJt428WYWcfDBu8QEs6hoSEreG1ihdXzVs+Moeo1yiWN1yUxG/oYUj6xdtlQ6G0tLOmc355CB470URgCDWFHL+6AT6EsMfUa029euaZ9O1nTVM6bnrLOmHU+sGu+Idu8cRzzx/2Poi/VJLBxM928ub4wd2E+v4HF99TlDkmhE9ytPVQcqESSbeV0Essh3fN7TfcGaqpR2UrHiN3X0jO4OM+Dhf8ZEI08D7mgqeIix+QCfemb/zVjB95qOXsrlGXbvZRs4l33Kx42TBIknEeOHLGC1yZWWB2vUorp4+dwVEipDG6vx1jfBiItAZcNpdbXb0/j/G4odOBKl0g7BMpQly7uQCflPpkkmB88nhnWNJXzpqesM2adD+yab8gur9aaP9r47cRzF/+tmbfRvGmGBWFW+oLQosbrEEmYVUeXQ7EHxDWbmYsjqjHs7tma6jjSOr++4xEpj1BJAhWjSh1svEHiNPM8FoZa6fNJ9s38D7HAeYNkNehSKx+fv+1nOPNq9pyPrNru5WQT77p3PGxYloKE873vfa8VvDaxwup466dHqU3M4BFS6jE4vSUOlzcRaYkrCpTdQqZ4LyfP8ehwS2gjCAxUjcBs6qF7ANCa+vA4teGJTLCmqZw3PWWdMet8YNd8Q3Z5/2jDo6jpizveORfcHC9MmhYL+3cAeqETYhphVl2CwkaJvm4XldhQjSSD5d7UxpH2+XVkgXosqMeGGE3X7f10dCzI82iGoDWctWbC/cLVkIX5H54Hlyry+PjdP8O5vftTGcNKlVXbvZxs4s1DrSzwDiHhPHHihBW8NrHC6nhnD59GVWbxPYPf6REM9lPDQ2uHkldKJakwrfPbX+rCGI/YCKqxRg8O4Pd7eAWDnptl4qWDmWFNSzlveso6Y9b5wK75huzxaq35nz3vJ5q+mMd1Ly6Nu/AJfjN0SMB8BavGbiBxWno2QHF7mUpnmblIoCm2vJz6heNJ8/xuLg1SVyIJvyXCvzfJ81jooAnOb1/YTBEWdHZv9DxxnUuX3P2bB/8Jh//iS6mMYyXKmu1eTTbxrvsVDxsmCeyL37OFFVbHO/LmCQrhLIUSuF2SkcHtBFqgcOhKoaIVpHd++/wuhHCIhaCmNEHvAF6vS7lLYGpVpl55OzOsaSnnTU9ZZ8w6H9g135At3jAM+UznB4hnL/6b4zKfTA4NB0OcD7uaf5JPkky+UILkbx1dkmKXwN29mSoRc5Gk0+1LdUxpn9+d3ZupK0FdQaxjnBuvZ8O2Rp7HwiaCekGC/YJyw/PP3RrhaIbk/EmH+VyRhfrKD/wKL3z811IZy3KVJdtdimziXfeOhw3LUpBwPvTQQ1bw2sQKq+M999pBZFin2CFwNhYYGbiW2IDBYUMpnWomaZ3fwY4eHOESqaSSScXvxN3UQWefxAQ1Zt48mhnWtJTzpqesM2adD+yab8gO78kzY/xJ13cQ1y/+m+smN8HzXbhprHZwvjG51syvciRP68X5UCuSG+muHofSBlB33kItUlQiwa6ebamOK+3ze0PPFuYiCLUk0BGqu4f+6x3cRv+3Zn4HLOjjcUEn9+bfFnV3dxoVwi6B/eanvsjn7/vhVMazHGXFdpcqm3jXfaiVDe3lIeE8fPiwFbw2scLKeeNYY4ZOgFKUewW1bZuYVS6RBoHLpnI6T7vSOr+DxW4cxyM2khiYVg5iaz+dm0BoTTg6wezh05lgTUs5b3rKOmPW+cCu+YZs8D7x+T08fc0PoaLF+4VMHA7hgFbnk6UXduWWjfK5UoIxAm2aqQsmKeTUuOmWEnp6BeWdPkF/D5UYqrHklp5rUh1b2ue3t9BBrL1GnocmFoaeOzfQ2SMX5XIsXClqhqMtrGbVrAxmdPKfbvQ8aa4qXaixl0f5k+73pzKmpSoLtrsc2cTbLsbMOh7mok5A2ZQxhsnJSSt4bWKFlfMeeukN3OlJBIaOQcnkrhtQGJSWSOkzUGx9RavV8F5NvuPR4ZZBeCgkc1FMvGUThT6fYsmgZ2eZeOlAJljTUs6bnrLOmHU+sGu+Ye15//v3/wJD3/WvuTCyo5kMjbxEoaUFXbmbfTqScKskXqi5+jGf4yCgWBJ0b5T4d++kJiLmIkFNOXQXOlIcXXvOrytL83kega7jvvsmejc4OO75FQ9tLrEqJM6HpV2U+6HBCBBS4HgL+n0sUG0O/sB7PxOHjqc2titprW13ubKJt12MmXU8bFiWgoTz/vvvt4LXJlZYOW/lza9DpY5XELgby0xs2EFsQAuHTreMvFQG3RryLkUDxR4wDhFQU4aZ/i34Az7FboGuzjG1b3llD9eLLayVbOLNOmPW+cCu+Ya1443jmM/s+HbkZ1+86G9iwZN412VxWNCCJ/jN1Q4hQRuBMeBIgxTJTbZulJB1ZFLNqtgH+j0PUFeKqnIoOF2pdSxvqh3nd1vHZmqxpB5DpCPk7t1s2n2+n0czRE2Ixo1e4/zAghyZBdXBmnkeaHBdg9FJqFrzNQulFXzupr/HV37yl1Ib3+WUf9fSUx5qZcGyFCScBw8etILXJlZYGe/4xDji4AFMGFMsS6LrNlMRHhEagUOvn1632jTP77bODUmCuYZYSyZFCbm9h64BCVHAzFvHiWu1TLCmoZw3PWWdMet8YNd8w9rwvv76Mf6s+1HCoeiivwnZuMlthFlpDWpBYnTT4ZDi/FP8+dWOZqhVc5VkQbfy/gGX7lu7qBehGhsqEWwtb0l9rO04vzf0bKcSQV1JAq2ICz59t3XS0S3nE+7nV4hIQtLmmwiKBZ3dF1QHwyTnXcXgueedjks5HwCHf/8Z/nzDo4RhmNo4L1T+XUtP6z7UyibVlnHDt9ayiRWWx2uMYXbqFeoHziKMobzBYea2W9EaAqURwmVLR7rVTNI6v1vLA0jpExuJdiUTgULt3E73Fg/H0cTjE4x//Y1MsKalnDdXlmXbfLeT9zM/+HFeuvunCC5MIm/c0DbzNZpP3uezx5sy8/fFOE7iVGgtkqJM0mCaoVaN10gBhaKgdxO43/8e6iqgGsNcLLmt/9rUxwvpn99ruwYJjKSuBbVIE+mI8vtvpG+Dg1wQbtVsIiiEQYjEscCI5Jwv6H8yf+4bMkIgZbL6NN835RJ3jHOTMX/c8R28/d//MtXxLlT+XbNbmXU8nEvVdMugHMfh7rvvtoLXJlZYPu/c1BnKM4cJTs9igPKuMpOD12CEJNICR3hsKfdnhnc58h2XHq8LIVwUUI01I4M78Tc2yurOTjP+/NIbPb3TbWGtZRNv1hmzzgd2zTe0j/fc2Ayf3foo0V+8NJ/w3VQzudlp3Pwafb6akm4+hV+YUN5wTOZzFpxktcMYcERyyxyrRmdzB3r7XbquLRJu30igNNXYoa6cVH8DmmrH+S16PkYXCCJBqCEiwr3rXWy+XuAtjJgR52/0tG6eSzPfw0OQJPLP59cYUAqMNkgnWSlxvPMrTpdqf6IVfO3v/xf+avf3pL76kX/X0lO7GDPreNiwLAUJ5/79+63gtYkVlsdrdEh96kUqe49g6grXE5j7rqUeQ6gVQjiU3RKdfjETvCvRjs4BNG6SKI/kHCWc6zbQOeBgghpTrxxY8me/k20hC7KJN+uMWecDu+Yb2sP7uY//R768/XuYPhdf1LyuWXUpqUqV7PMKyQ2vUgt6T4jzT+Lne3g4gBaJo9IItbowLMt1YMNmQeePfROBqVOLYS4U+LIbealyTS1Wu+xhQ3GAmpbUFNRVSFwqsuHObrp65flcj0b4lNHn+54oBQiBdM87fc3qYc2piuPEUfE8g9ECxz2/OiKdBb1AmjIweWyGP+36Dg7+5z9Jbcz5dy095aFWuXItUcYYgol9+ME5pp87iTFQ7HGZu/8ujHCoqRhHugyW0g2zSlvbOzcj8VAGkJKZQDNz0y30bhdIaQiGTjH98vKSzHPlypWrlTp9apTPXfMok7/x10SXePi90OmgkdPhOGAaoVPzMVWcdzjkvJOSOBzSTSpZxaqx8kHjZtokryt3STbcWMTcvZtIx1RiqCjJ7u6dbTgD7dPNvTuYCyFQkiDWRCam9JG72LjFTapbcX5Vg2YomxGN1Q2TlCtuhF01K1g1O8PTyKVRSuC6yWvnw7MW9U5ZrDiCr//T3+Uvtn6YuaGRtp6PXHYos46HDctSkHDefvvtVvDaxArL4K0fJ5x4E3dunOkDSfvb0k19zHX1IaRLXRsc4bKjcyAbvCtUj99Bt9eFwUU7UIk0xzu3UNjZQ6lTomdmGH7y+Uywtlo5b3rKOmPW+cCu+YZ0eLXWfP5H/hnP3vjDTJyOLx1a1UxWbjw59xwQjXqt2jRuhCFxTBaEWDUrMgmZNKNQcRIuJIVAxY3jN/7HcWHjFpeen3ovoalTjw3VWDIXwa39u1o23iupXfZwY992Ai2pKUFdG0IT4N12K5tuEZQ7RRI6xXkHRGuBwMw7cUnehplPNJ8/581VJpW825CEbyU5NY3u5guqYl0oY2DmXJ3PXvsjfOVH/1VLn6Tn37X0lIdaWbAsBQnnvn37rOC1iRWWxquDMdS5r+HMjTD11ZNE1aTcifju+9BIKlGIROLJAls70o3tTfv8CiHY0TWINi4akI5gOoTwzpvoHpQQK8af+xrxRRmc7WdttXLe9JR1xqzzgV3zDa3nfeWxp/k/2x5l4s9fIQwu/nszLKeZpyEEuF5SDtdxkxtfFTWezi+ovGQaT91F471Gi/PVrbRASDOf92Eaqx2lsmDLA104915DqEPqGiqRJNJF+gtdLRnv1dQueyi7RaA8X1Y3UCGhAxsevY6BTS5uw1loOnQC0/h3wwERjXPaWMmYbzS4IAwujpn3SqRzvq2H67KoP8ilKhSrGI78ydf5s95HOfKHX2jJmNf7dy1N5aFWFqlUKq01wpJlEytcmVfXx+DUF4hGTiDGJxh5egxjwN9YQt11HRpBRUU40mNTeQPupbLi2sjbCm3vGMSVhUZ8rsNMbDi24yb6binjOBCdGWHsyS9lgrXVynlzZVm2zXcreEeHhvniPR9h//f+MpPD+qKGgCxY4XAaN6rNPh1aCzzfoFRyY9x8fTPPoPkE3pGNIleNnI75albCoOLz+QvN1Y5NO3z6//mHCUydUGsqEVSVYGNxMPX+HQvVLnvYVt5CLRZJWV2lCU1A4cMPs/UWQanj/KpHs1SuNguTy5Mw3SS0SszngGhzvvs7DefDaIPrCESj2hXmfBL7wlLIFzYcNAbqFcNXf/I3+MtrvpPxfQdXPeb1+F17JymzjocNy1KQcN58881W8NrECpfn1TpGjbyKefN/oYYOYcbGmTs+w+SxOkY4lL7leiLHJ4gNyoAUHtd1Da4ZbyvV5XcyUOxHI8GHWMOUlsh3v4uOPokOFEN//FeYaGbNWVupnDc9ZZ0x63xg13zD6nnrYcwTP/APefrWH+Xca9VL5nI0n4Y3/2uuSCSdtZOVDqXE/FP2xJk4/+S8GcKjdONGJVnUxXGSG+Xmw9lmUrTjQEeXZOffuQVnVxeRCalHUI0dZkPBHf3Xr2isK1E77eGODdcl/TxiQU0ZIhWgyiUGPrCdDYPnVz2a50uKhqNnQDhmQVNBM9/RvLkCMt/vQyfOR6wMjpuEXknHYIzA8xrvaYZfXSb3Q2uYOl3hsQd/lscf+ijVc+MrGu96+661U+s+1CqO47VGWJLiOGbv3r1W8NrECpfmjStj6Ff/DPPKX6CHTqKm5qjWXIafHiOOJbKrgPO3HyDUgoqKQbh0eJ1s7Uy/hGI7zq8Ukms6NyMoIITB8WAu1Jy59U4GbukGDDOvn2Pq+b/EqIsbdbWTtZXKedNT1hmzzgd2zTesnDeOY772rz/JF6/5DoY/d4jKrLkol2PhKsd8jgaN/huy6SQkgT/oZoLzAoejmZcwXzb3fG8Pp+F8NNWsZiUdKBYF1z7YT/9PPkykA0KlqCqYjQSB8tnVk37jwKbaaQ/bOzeidJGqkgQKAh0lPT1+4BG23y7p6JI4jTnQC1aHhLMgdE0mK1DzvVQWVBWTshGupZv/iUZnc4Fs/L/nnnf+LuyIfvG5gbMvnOSzu36Q5777/6Y+PrWs8a6X79paqF2MmXU82rkkuhoJIejr67OC1yZWWMyrtSY6/Cz6md9GH9mLnppAB4bpuQJzb0wy+lYIjsR/z3WI3jKhhtiAwGV39yacSz2CSZE3TW0s9dHhdiKQeAXBTCAYDmLK3/sQpW4HHSpO/PbfoMe/gbmwjmWbWVulnDc9ZZ0x63xg13zDynhf/k+/w5dv+BDHfu1xpkY1l7pHme+5cUHPh4U3oYkjIjDaJCE8C5yOi3IMWBCGRcPpMMk+1XyvBL8AG3cW2P1L344uQ6gDIg21WFKJJAPlTXhtCLU9fx7aZw+OlGwobaQaCWqxpBZrQurojg42/cgtbN3pJqsSCypVGQM6TsLVNA2no7H6YUzi4BmTrHY00m2S98agdRLu5syX2U1WPlwXQMwXA5jvRn+J0rvGQBTCsb9+mc9e8/3s+TufIJyeW9J418N3ba3ULkZhLndnskaamZmhp6eH6elpuru71xon1xpLxzHxkf3EL34ePXICE4UgDJQ6CEWBmZmIoadGqIyEsLGHTf/lO6n3djEdC8bqmg6vjw9sv5sOr7DWQ2mZtNG8Pv4Wh6cPgYmYm9aUhODmvk7Kv/6/OfHkENKFW//JbWz83p9A9r9rrZFzZVhZveZmlWu96cAf/jGn//3vM3pKEYXm4jwOzjsWzcpS0FzxEIhGc79mGV3HEWhliKLzjsb83zl/nOZNL42mdvO5H/q8cyJE0v9jwxafez75Xrr+1ruo6zkqcYXJwHCm6nBizuVbNn8bN/ZtT/Esra2OTJ/hmTNfZmenYlNZMVB06HZ7KcUw/C8+w76/mmZiVBM1FsGdBeFvorkSpUTy20ri2C1c6Zi/H20sVLkeSJEk96s4+X+tk4lqroApdX71ZL6LevMYF0hK8EuCnd/3Hu79zX9Gobc9RQByLVa7rrmZXfGwYVkKEs49e/ZYwWsT6+Rrb/PGv/3/t/fmcXKVdb7/+zlL7dVVvXe6sy8kQEJAJDFR2WV1ROUqcr3jOo7j4OhcHUf5zSjijOOGy1x0Rp3roPc66qhXcVQEFRBEkCWAbAmQkD3p7vRS1bWe7Xl+f5yq6upOdxZIdVfheb9eSVefPlX1Oc95znnO9/kuz5e5+5K3cv9bPs6DX7yfh787yOM/y7L1Totn7yrw7O2jPPfTYfKjEi+ZoOPNZ6J1J0BoFFwPIUKsaOubM6NjrtpXExoL/QhQOgAATn1JREFU472YWgxNg3BUMGELDuYt0u++nERPGOnCjm9upXTfj/DGtx7m+WilvgCB3kbS7BqbXR+01vmGo+uVUrL1X7/KHadezKN/+Q0O7HCxyocbHdXyuFNWF6eyGrlg0uioeDkMY5rRUV05u/pPTJ1pB/8B1q0sLFgNy/INGIjGoWthmDOu20D7pafh4mBLC1sq8g7kHA3Xi7B8DsOsYO77w7JkH66MUXA1Si5YnoelSjihEB0fvJCVZ5jEk/56HdWVyWsGRcWD5BsPk6Fr9fke1XNVNQJdm8qY4ns8qCSpVw3F+nU+an1Dn1ylfnoCupR+Avqz//Fbfrzodfz2DR8mv3doxmN9sV1rzcRcaTTm5FueB3OxuuiJQNM0BgYGWkJvK2gde/QZdn/zp0w89hQym0FaFp6SCE0D08C1THAFctzG8cATBloqTPr1pxB7zckgBBOOS9mDdCjJ8ra+OdM+l+2bCrfRE+3iQCGPYUo0TZF1XQ51tdH/py9n+413UR732PrPD3FyLk/o7KsxFpxRc6W2Ql+oJ9DbOJpdY7Prg9Y63zC7Xs912faZGxj8P3dwaL/EsirGxgwrj1c9GNWHzWoJ3OrDZjVZ3H9Y9R9QXXcyRKpqQNT2YerDbX1C9FTtfmhVJKqzYG2MNe87neSrTsM1FK5n4SqXkgN5RydjCVamls5JRcOpGue2P2iaxrLkYkbK2/xwK08SkTZhzSbSu5D+vzqd0vgjPPu4Q6GgKgsDThoZQtR5OVS18pVvENSvMF/1NCkFjgOmUGian+vhSeEbFrIaeuUbmLo+6f2QspLcDpMrptf1LelBqah47uaH2HfLm+l92UrO+NLf0L5u5ZRjfTFca83IXGkMQq0CmgK3VGL71/+LQ7f/Hnd4GFUqEktAvNsksTCB0duBCoVxihK7CKOHSpQ80PvbiF16CqlT+zBNl5GyzWDRxZEJTulYwakdL66Vaus5UBji/qFHESJPqago5AQDcYPNvWmGv3Qre3/6OEiPaIdG/8Z2uv/kYsKb3oAeisy39IAmolnvuc2q68WINT7Ctuv/kcGfPsXYoKyFVB32dCAmQ6GqxkfVwNArZVg13X+g9EusCqQE06RidKjDjInqA2n1NUyuQl6PpoEZgrZ2g64Bg/5Lu+i6aA3RdSuQkSQlypTcCQquw1AJDhRMDhRCXLXqcroiL/7+kynn+eFzP2EgbtMb8+iMCNrMGDG9DbNcJvf9X7Htq7vZ/YxNsTBZLrfeO1EtYVxdsFGvC7eaYnwwed7NkH+eNc03KoUQKCSeK9B1hev4+SOe57/L965MrtFSNTIPC8GqGLNmSNC+qou1n3gP/a9+RUtUh2pV5uqe27Qej1ZwS8GkG23z5s0YRtM2J9C8Wgv7htn62f9L4ekdeKNjxBOK7lNTJBYmsNs12k9bg9HdhRaPQijGUA6Gxmw8TRHtCZNOmYQMRdFzybsOltTpjKRYOofeDpj79u2OdtAZbmfEKhIJK0pFRd5x2VVyWf6XF6E8jwO/epriqM1zvxpl92//k3D3rcRPfwmJdevY4eY456ormqovzEaz9t3ZaCW9zX6vbXZ90FrnGyb1npaMsuP6zzK0JUtmTOIei8FRmRSthlkhJ9flMCqJxpquEJpAVYwOzwXpTVawqq2oPe1BthoGNJ1wBLp6dLoX6nS/NE7HuQuJrFuIaO9FmVFcIXG8Mo5yKbpQcHQytqAr2jcvRsd89Id0JEEq1EvO2U/SVcRcSVi3MEQZPRSl7bWbWV124KYD7HnWplCY9Dh4HmhVL0flfGhapZSxmPR+VKtVVcO0qkniZkhVvFq+cQkaZkji2H4SuvTElLA7TVApdQ9UPB+1KD41+VMqsCzF8JOHuOuqTxDviLD0bZeR2bySV15yQUtda61wbwhCrVrALQW+zhUrVrSE3mbUOv74dp750n9S3r0XCjkWrIzRvixBZEkb0SUp7HSCaG8fJOKIUARbi7JvvEg+qhGKQVsiTNhQCGGRty0KjiRupFiSXEDcmNuE8rluX1MzWZIcYMQaRdNLJOKQy8Hu8TwLly9g0ftfQ3zxXQz+ciu5PRmcCQ8nN0Zh950cuu33qGSaLXc/Q/fLT2fhFa8klErMie7nQzP23SPRSnqbXWOz64PWOt+uVebgf9yE8fWfcud2h2JBVhaIm2ZwzBBGRV2ojZ98LDBNfzbbNBSu54dUCTSkUhim/1DrSTVZhUqAElNn3AGUN5lXUEU3YGCxRke3QftJBl0vTxNd24vo6kDEU6hQHGmGcGQBR9q13I6MrVF0TM4fOKXh7TkT89UfNvet59a9gxQcScyAqOFiihKGbqLF2kld+TJWm/cR/s5Bdj3pMpGVNe+SlJMhVlXjUBOVbdQZH0z2AcGk8WGYCiW0yvosEukJDFPhOaK2Knp1m3QrVbS8uqIDdR6V+s+uGiDKgexwmSdu+BFmRHDPpv/i1OveTffm0+a0jY+XVro3BKFWgXv9Rc/Ylm08/b++j733ALpbon9NjPjCJMmV7Rh9cbRUEi2VhHgSEQpBKM6zQw7PZCwICXo7dDrjJhETDpXGOGRZ5O0IqfACXtl3GsYfgUvWlS53H3iQjD2IIQTZjIcpFQuicTas7MeQivLjOyg9+AT5J3dR3DNOKethlxRWWUNpJloqRWign/7LX8HiN56PHgrN92EFzCHNes9tVl2tSunxLez4/I0M3neA8UFFuSxrHoiZDI763Itaedv6UKqKASGUP6vtuf5K5NLzM5h1o2J0eBWjo5IvUKtiVfeV3gx5JKl2WLoiTLwTel5mkjg5hd7TDj1diFQ7JLpQkRS25lLy8pS8IhlLcaCgszuvEzMW8qaV57VEGdMTyfe334ZgkAVxj86IJB3SiRkxYlobeqkAuSHKDzzG/v+zh71PKA4NOpRLHFY4oJYczmRYVX2ehmJqKWTwPV+6oVW8G36fqHpBqotGOrZfBUtV1gXR9Gpp30lvS7VP1v9epb4ss25CoivGoqsvYvX7riI+0PiFgl/MBFWtWsC9Dr7OO+64oyX0NpPWsUef4Zkbf4i97wCm7rDo9HZSq3pIndSB0Zf2w6qiYfYOjyJ1HcwI40XYk7NwhO96T8ciJMIGE3aOgutQdiGsx1nZtnBejI75aF9DM1jRthRBFIlHKqFjK8Vwucz2AxkwTWJnnET3Oy5nybVXsuIjF7DqTctYdWE7y16i0bVQwyhlKW97hl3/+/+x5f1fZOzRZ+ZM/7HSTH33WGglvc2usdn1QfOebyczxr7Pf5L7NlzGL1/1ER7/wT4O7PQoFKQf/lSX5F1b8G/a69oigMpPFEZW1mwQlQXndDU5k+0JELJidIhJo0NNnSWv5oZIObPRsWQFrFwTpe9Uj4UXmiRWp9C7UtCRRiTbINKGMqN4OjjSwpEWlqeYsGHM0ii5Ic7tXz9vRsd89odz+88i52jkHUHJhbLn+ZW+lIUKxxDxDiJnnsyyv1rNaa8Ns+aMEJ29fq5GPVJOFgKAqWWMZV1hgNrfFbgOuK5EKj/cyvd++Dkghqlw3YpHrOJKM0wqoXlAtQKWNvnZ1epo1f5YNVyV8vuNY0HmQJEnv3QzP13zZm476y08982f4dn2HLX20WnWe8NMBKFWLeCWAl/n2rVrW0Jvs2jNbt3FMzf+EOvAQUzNZeH6duL9SWILIui97YiQQiTiiEiMrgVxNCOMi8FTB4tkHYjEBQPpMG1hjaxVpOzZlDwXTcRJhbsZiHfOy3HNV/suTvbx3MQexi2LkCmJxnScksuO8Sxt0TALuxIoPYTW0UskahJa2Is6uI/o/mE6dmcpH3QYeqbM2P4M+Ycf58mPDTPw+vNZ8qeXNE0iX7P03WOllfQ2u8Zm1wfNdb7dUoHxH32b/d++laFtBbKjCtv2Q2qq4U21ZN46TwZUXovJWeZq5aFahSOohMhUDA3p76zplZWsdYVAIKXAc2WtcpJg6roctXUdpieQ67ByDaS7wyw4xSayPIbZm0RrT0C6DZFIQCiOCsVQRghHOdjKwpYuBQfGyzpjlsbytmUsmKdxAOa3P/TEOuiJLmHc2kVUV4Q1SUhzMEQJXTcIhdsQCRdtiUv6ckVkyT7a74WRHbB3p01mbKr3o1qRqtoX6kPj6hd+FJXwuap3yzQlQmgYRrWKlp8DJF2/z5gh3/uhCb9jKM8vyVu/Rkt96Bd1/bLWjyuJ6coFz5UMPbqfQ+/5Ils+8L/o3nASy9/xOgZe+8p59eI3073haMyVxsDweIFomkZPT2u495pBa2lojKe/7BsdhrJYuL6TeH+cWH8MvTOBMEG0JREhEyIxYpEIygzz9P4yGddBMwWdyQjpaJiSV8ZRRQquhSsNdJFgbceSees789W+QgjWdKzkoeEJbJWjPaEzLiXFssMTB8aImAZdqRjC1EC1oymB7JNEzTAqmSC80CI6UCS9vcDBJ3MUDhxg77d/zsS23Zz0vjcQ6++e82OaTjP03eOhlfQ2+7222fXB/J9v1yqTv+1m9n7z/zH0RJbMiMIqydp6DdTNSgsNf5246ixyLV9jahiLrMT5C8Ofla55NFB+aJXnGxqaJpCehqZLBBqelFM8HVVDo2p0wMxGh2HAqlM0Ovp1ele7mAujGF1xtI44oiOFaEtCtPIvFMPVJI5XwpE2ZRfGLcGhso6gjfMHzmh8ox+B+e4PFyzcyHefHWTCLhExJGFdYWgWmjDQjTh6JIVI2miLJFE0epNDtG3L0PZEmLH9ij07bXITTOk3VUNDVT1gTDMM6rxa1X5nhiS60NCEQlQqW+mG/4FupeoVUNmuav1C1ydDuqoaphjDlddUPHHVvuRJkDa4jkfp9q3sv3sr4ZhJ98bVLHvnFQxccc6cT6bNd184Huas/POcfMvzwKkusdnkOI7Dbbfd1hJ651urnS+x9YbvYO3ej1YuMrC+i1hfguhAEj0VRURDEIuBqUEkjtR1duzey96RMjtzFgUpSCVM+lMGZVmi7NiUvRKOBE9FWJpcSlsoPi/HBvPbvgtinXRF+hEqgiU92pMGobBHXlo8smeM0YkyStMglPDDFKJphl0PujoxOuOEl6XpOquX5ectoHtpDJkdZ/y+h3ns777K0N2PzPnxTGe+++7x0kp6m11js+uD+TnfTj5L9off4omr3sg9Z7yWO97xDR6/bYyDuz0KE/4q1dNzOKoL/NUv7CbqFnqrhrQo4Sd2S0SlkpFvdJiGQtM0v4KVWUki90DTJaAhlR/C5U4zOmDydW0RwDpCETjtzBh9ywQ9J0nMgShGZxytM4ZIJyERh2gCIgmUEcHT9UoyuYXteUzYMFTSydgGFwycScSY3zy1+b7+o0aYzb1nMVIWTNg6ORdKnosjS1jKQpphVDSFSLQjBvowlvYRX9vJglcaLFrvsfbMCCedbDC9GWueqmphAKaGWvkvJvucY4NjSzylQGnousJTICv5HghRM2p9a6ISfsVkPlF1dcn6EKyqp666vZqPUq9RVkKx8hmH3b96gt+++ZP8uPcy7nzVX/Ls136Mnc039BxUme++cDzMlcamTS4fHx8nnU7Pt5yjIqUkk8mQTqebfmZuPrV6nsfWT/1fxh96Ejk2wsIzemkbiBNbksKMaYh0AhHVEXETEYn5Bkgowt4Ri8dGPSxdkEwaLO6KEjYUEgdLZhm3yhScMAlzMS/rXYc+xwtF1TPffaHglLn74BYcb5S46SJdRTYnkY5J2khwan+aBekoQmqocgZrYpiwa6EmJlCj48iCi1dQlPcVGds2xsGtEzjKxBxYQM+5L2X52y/FiEbn/Lhg/tv2eGklvZlMhvb29qZL4m6lsWCuzrc9uJ/sj7/DgZ/cw6EdJSbGFFbZr0pVWxNhWqJ4dSa66m2oJgZXy+NKWZlhrsxe+5WMRGWW2q9EpGnKL6Na8XLouvBDcFBouqiE5ihsq/JgOvl1kw+mzOzpiEbh5NNidCyxSC6AUF8UoyeO1hFD62yD9hQimYJYGhVNoUIxbCzKXoGiW2TCVuyc0NiZNzk1vY5zF57emMY/Dprl+v/ZrrvJ2ztZEPfoikhSIUHcjBLRk4SlCVYOURxHTYyihkeQ+0fwhguU9kyQ3aGRHRIc2GMzuP/wz64tIglT1wBh0uishfPpflllUckLUspPPPeNBt/7IfBD9lzX76Ca8I2U+lC/Wo5J1fvC1Pyh6pogU6piicm+WK3QphtghHXSy3rpf80rWfI/LqVt1aKGnINm6QvHwlyNBUGo1QtE0zQ6OjrmW8YxMZ9ad37jp2QefRr30CH6T+sluSBOfEk7WkQh2uKIiOH/M3QIhxGhKMM5l63jFq6pYxoGPakQURMkNp4sUHDL2FJDEx2s71o9r0YHzH9fiJsRVqdWsC3jUHQzpExJRwrGJzzG7QLPDEKpLFnaE0cPtxFpUyhrgkoBEjRtAjSX2JIkWtwk1GYwvC1Pdu9+hn7lktuxn5Pe8zqSKxfO+bHNd9seL62kt9nvtc2uDxp3vl3HxnnwHkZ/8VMO/uZpRve65LMK25oaRlU/61x9CKwaFtW4BlH3IFi1Q2pViwQYmm9wKBSG4YfFCEktxEpVXiul4bkKTfc/TCmB9HwPS7X0afWBtFaViJmNjlgC1qyN0b3MItYNod4IelcMLR1GS8WgLYGIxSEcg1AMjAiucLG9MrYsU3IVgyXBvqJBX3QRrxxojtKqzXL9X7xoM9/ZPs5IOYOpKwxNYegWmtDQ9ARmOAFKIqSfAKQhQBdEdTDjBcI7PSLxEB1dkl07XIp1ToL6lcxFXdJ5vfFRNQikB7YHuuFXOxNofqldz+9nhu6/wXGFn1RuTBojflhfJQRLm1z1vFY3oG5Nkeq6MvULW9aHi4GvUdrgOB7WEwc49NR/8sTnv0+0PUrXprUMXHEOA69+xQkrL98sfeFY+KPP8WgFtxT4On/5y19y0UUXYZrmfMs5IvOlde/NdzF4+0M4BwbpPqmT9KIE8eWdaKZET8bRomEIC4RBJcQqwv7hPNsyFqOuRywSY1F3iI64hlIOiAJFL0/RFbhumtO6TyFhzs9MfD3N0BeWtfUybucYKnoUvQmShkZX2iWTg5FyCbJQKrss7YpxYO9BVizqQ4uJygOKQNMLSM0mosfQDAMjHCK6p8ShXcPkHYcn/un/0H/JRhZeee6cxso2Q9seD62kt9nvtc2uD07s+bb37iR7yw8Y/MXvGd9eJDvmUcxVqgVVjQ2mGRvV8JPKA1d1xenq71A3O131dFSMgurifwpVeRgUeFWDQ4paUrBA4EkBSAzTD7dSlXyO6jog9chq+VyYkmdSJRaHk0+L0r3MItoJod4wemcUPR1BSyUgVUkmjyYhkkKF43i6wpEVo8PzOFSC3TmDmN7Lq5dsRhfNYaQ2y/Vv6gavXXoBP3zu55haCV24GJqHhoVAR2hxjFAcoTxExT2ga77xIQyNtlCRUMLGjGrEE1FGhix2PSennOtqTkct1AkmrU2mer5c18/DMAw/NE8TAjRZWdVcYJogZcXoqBogDn4IlqEqXg3fA4cAvEppXiarpYlKuWe/p9Y5XqYbIQo84fdN11XY5SITNz/A7p89gBH6AomFHfSddyYDrzuP7nPOeN7jXbP0hWPhjz7UKpPJkEql5lvOUVFKkcvlSCaTTV8vfD60HrrvcZ758g+x9+wjtSBO//pu4qu6MXUHrS3iezvCIMICEYlT0sNsH7XYZzuUdINoJMRAZ5LueAhdsynJUbJ2iQlbo+ymWdO+nsXJ3jk5lqPRLH3B9hweGn6WjD1ISMsSNxyUkmQKJlbZpE2LEifCgqTJws4wmltGlbNQnEDl8qhcCZm3USWJk3Uo7honP2wxtL2ATQSzp4voQDfL33oZqZOXzskxNUvbHiutpDebzZJOp5s21KoVxoIXcr6d/bsp/OYWhu/4HWOPjZI55JHPKj823qvL04CpD+9iMrylPjEcKttU3cNgZb2E6hu1ysOaUgK9LqQKgf+AJ0Xl/ZWwKpdKXH3tEQ/Pk7gOh5VZra90VB/vX0+iDdasC9Oz3CXcDqGeMHpXDL0jOlnBKtUGsTaIplDhJDIUoixLWF6BomsxXFI8NW6g6OH1y84jEZr/yacqzXb9D5XG+OmuW+mNWCyIe3REIGmaRLQ4ES2O7rqI8gQUs6h8BsYzyOFRvOE83ngZZ7hEfi9khw3Kedi1wyI7PvN31UriVj0eddtrVbGEH96n6yA0UQnb8o3eatlmWQ3HEtQWG/SrqCk/HNCrS26HKVW2ap62qvXBtFyUeq8Mk/138iAmc540HUIRg7alPXS/Yj0LLn8F3WevP+aw42brC0dirsaCpjU8mm0QDDh+Jp7Zw5P/9C3KO/cQTxksOqufxOpeTN1CS4QRyTgioiEiGlLXOGRpbCu4FDWJZ0SIxWMs7GijN6ljywx5J0PO8Si6GiW3h1WpU1ic7Gn6i3k+sFybh0d2kLEOEtbHiRsuAknJMsmVQoRlmJAXIm0aLOsOkTQkqjwBxQyqUETlLGTeQpU83JxLeU+W0pjN+EGH8REHvb0TLRqh86w1LLnqAsIdzf1gGDA7zXrPbVZdLwSlFM7uHRTv/AWDt9/D+LYJsiMexZzCKiukVFPL3tblR8BkSMlMxkb1ZTV8Sqq61aAr27XKDK8QAr1ifEgl0FDopm98+Em9vsEhPYFEoWsKISZzOVyHWvhLfViXrH+4qx7zNE9IIgWnrA/TvdQllK4YHZ1R9PYYIh1HpJOIdAriSYgkUZEUMhzDViXKXp6iW2awqHhqzMTQe3nNknOayuhoVg4WRvj57l/REy0zUDE+EmaIqB4nrMXRHXvS+ChkYTyLHJ1Ajkwgx0p4oyXyBzzyQzrFcZ3MuMWu7X5+0XTqcz+qeRdVY7h+UUrwjQzNAI2KAaL5BkjVWBbCN0AqgX2VHA9RMQ58L4iUvjujFtolp+YwVQsmVD0hU/pnfT5K3d9q11blp1YxqDQdzJBOfKCdzo2n0nfxZha86qwXxRg4V/fcINTqBeI4DrfccguXXXZZS7jR5kpraWiMbV/4HuXd+wiFoP+MXhIretFFGRGPIqImIqIjNUkmV2KP5TGs6chQCM0M056MsawrRqF0gLyjYUmLoqMouSGkWsi6zlX0xporbrKZ+kLYCPHS7lVsHQ9zsBgi7x4iaVgkohaJiEu+6FEsWFhWjPw+m44ILG6PEI2mEMq/02qaQmouhqYRW9aBFsogNEj0xhk9YFHO2ozc/ySZR7fTe8GZLGxgvfRmattjoZX0Nvu9ttn1wezn28lncR78HRP3/oah+7eR22uTG5MUcwrb8mPcq0mzVQ/BTGh1BoZWF0YF/nvqH/BqD3ZMGhz+w5ZACYWuV5J7K+tuGJU1ODyXyu8C1xW4DuiGxBACKTWUlLiev05DLa+kLnG39oBH3d+n0dYOp5wRomuRb3SY3RWjIxVFpKKIVALaEhCNQzgBkRQyFMFWZcpenoJTZl9esW3cpDO2jAsHNhAzI8/nlDWUZrz+F8S7uGLpxfx87524ModULkrZULllh80YOm0IBEJoKASaEAhTQxi+1ZowSxgxFy0k0UMh4gnFwf0WwwenflfNYK5f62PKDpO/uy4It+pdm8zfqJbX9cOwQNcn1wMRQtVKPqs6o8OnEoo1+Wv9j1pIYjUUsJq4PiVPhDpvSMVwrqyNieeCY3uUnhlh9Nm72PHdu9BNjXBbmPSaJXS+bB09F5xF18tOwYhGm7IvzEYQatUC7nXwb+DlcplIJNL0M+9zpdXOl3j8o18j94dtaJ7F0k39pE4dwIx46LEQWsykHAqRLecZdSzGTYNCOIwWjpBMhFnQESUZM5GahS0tyq5LwROUnHbawitYkuwnacYapv/50ox9QSnFYGmM57L7KXl7iRs5IpqHqQkEJvlShGzOJOIqDEeRDnn0RCCtFRHFAqpQRhY9VNFFliTWwQlKQyU8z6QgE4zvKyCFgTANjGSM/ks20PeqDSfcAGnGtj0SraQ3CLV64SilKGQz6M89SeG+uzl0zyPkduTJjnoUcgqr7C9wJitlPqd7NKqvqwYEMHVmuDoLO20GeXq4Va2CVcXY8FcDVGh6NSSq8tA25fdq0rhAelTCYHwPh1fJ46guDFfzaMgZHtAqhshM+RwA6U44+SUhuhd6GCkwu0LoXXH0tgiiPYZIJf28jngSYilUpM33dGBTdnNknTLPjsPuQpST06ewsW8tptacc6fNfP3n7SK/2H0PZXmApUmX3hikQiYxvS7sypqAch4KGdR4FpWZQI7nkKMlvPESziGL4iHIDeuU8jqOJXnuGYvCESrU1ucYTcm5qPspmPQq+OFXAl0HpMKV/hv90rkK6U4WQ6h69qQUKKUm1xmpetv8y6BmYFDxftS+fobwK5gWOlhnnNQfT/3xVcPMNB0MUyfSEad97RJSLzmFvvPPonPDmnmrDHks/NGHWrXCYAP+DcZ1XQzDaLobzHTmQqtbKvH4R/+NzJanEHaJxRsW0HHaAEZMYQkoCchqGgVKOBGwoyHMRJhYW4h0IkwiEUE3TTwhKbsOBVdS8uIYYhHdsYV0RVJNPdg0a18ouRaDxVEGC3uRHCBmlAjpirCmoxOiaGkUsopyQUN3XUKWRbdZpl3YRDwPreyiygqv4GIP5ygPlXDKApXqIl8Kkdk5jtI0hKZhphIsuOCl9F1y4gyQZm7bmWglvYHhcfw4o4ewttxD/oF7Gd7yDMV9Nvlxj1JeUSqB5yqkp/DqvBkzhXhMjyuvvaw3Nurj5KuGybSZWU1MPlBVH66qnhE/0L3q6fCNDQBdU6Axmc8hVGVxNz+kSuHH1VdDqqpejNrMcF3ozPQ1HKaT7oS1Z4Xo6PcIpUHvDKN3xg43OhKVnI5IEhmKUsai6OTYX7B4YsxAiE5eseClLEn2NfV11ezXvys9Hjn0NI+P/YGeSJElSUVHRCduxolqcUwPhJWDUg5KWVR2ArJZ5HgOb7SIN1ZCZS0KQ5LCsE4xq+Nagux4md07/dyfWakLXZqpP00pgqBNLlZY/7oaEohQtWtFVQokVBc0rIZc1RdqqhkedUayqGhSclJbzfgQHH7N1r2uX029emz1nhVRdxy6DrqpE06GSKzop+Mla+javJ6ul5/WFIv0QmB4MDIyQmdn53zLOSqt5kZrpFa3VOKJj/9vxu9/HMolutd1EV7Vgxd2KWsaTlhSbhPE4g6hhE40FcaIRwnFosRiMbRQBKlpWEJQchUlO8S2Z3OsX7OZvmQPMaP5XOr1NHtfUEqRd0sMFkYYLe6lUNjOgg6DsKET1gwMdJTjUiq55HMupaxEL5ZJOEXCjkNMKqJSYLrgHspjj5WxcyDNOKKnn+yQRXbvGFIJhBAYiRi955xO36WbCCVe2CxPs7ftdFpJ7+joKF1dXU1reMznWOCMj+A89iD5R+5n7NGnKO4ukB/xKE5IinmFY4Pn1Xky6sKlDosjZxZDY7qnow6t3qtQMSyqD/fVBdT8hyEBmqp7CJoMR6kaHwo/fFKrGBvVUBNDVwjNX5cDpWrHMn3F8/qZ6dr2yq9VT8hMx9DdB6duMEj3KYwk6F1R9I4oelsYkY4h2lOQSiLiqYqnI4lrmBRlgYOFPI+NaRS9BBzwuOrlryEWbt4Z4yqtcv1nrTy/PfAQw6XdLE44LEoK2sNhEkYbIWWiWYWa90NNZCGbQ2VzyLE8XiXvwx53KA4K8hkNu6AjPcGhoSIH9vpG61Gp9KeaJ4SpD/U1T4KYNLZrC1/WPGyTno7JYgZ1HZW6CYC6666+/G/VOzKlOMI0VO2/ut8r71F175/y3npjhMnrWBO+Z0TTBGZEJ9oZp231YlLrVpE+61S6Np465wbJXI0FTWt4NOMs10w0+8xGPY3UOrZ/mMeu/SrFp7aDUya9Ok3o5HZCaQ+SgmhCYbaHiUQERtxEi0XQYzGMWAwRiuHqIRxhYGFScMNYXjttZh8pM0lbJNH0bQut0xeUUuSdEgfzw4w7w4S0EWJGkaiuCOs6ppRorotybZxSmfJECZkrI3MOMu+gCh4hSxCyPMycjSwJnLKAtk60vgGy+/NknzuEJxVC09BCBu1nnMTAZZuJL+l73ppboW2rtJLeP3aPh+tYuDufwdn2KOMPPUjm8T2UBi2K45JSXlEuVQyMSshR/Wrg0x9E4HAjoz5ufHqlH6hLumVqKFX1bzBZvaf6KFX1clQfavyQEN/YmHze8j9Y6HUPQ9WqQJUKV6oSmlI9luqq1NXjqobE1M/0Vg+5+oA4UxtQ+fpFSzVWn6mR6FaYbQK9O4qejvkVDdv9RHLa2hDxFCqWQoaTFITDcxMTbMsIbBXn5PQa1nWuwlBaS1xP0FrXv1KK4cIYD48+wXB5N31hm6Vtgu5onLgex3QlopQDK4cq+p4PlckhMznkWBFvvIw3ZlE8pCiN6pQmNOyyhud6jIxYDO6r5AUdD7OEYdU/xFcf4OuT1OuNDqXUlGtwuoexamho07ZN8RxWtTDtGqgzNJh2fdSuh3q7Z6oNVNs23SCpeXkECB2MkEakLUxiSQ/pdatIrV9N+sxTSJ2ypCEhW3/0Ho9WMjyaNZZzOidMq1Jk8wVGMlmyuQmyz+6g9K8/RQyPoeHRty5O5+lxzLSBGdPRIxpaWwTd1BDxEMTjiFgcGY7hmVEcLUJJRch6UTTRTUekh/ZwG4bQW6ZtoTX7gm4ajNkZRkpjWN4wIS1LwnSIC0UYF026aHYZVS6hikXIF3ELNnKijJN3cbMu7qiNygmEG0ITEfR0F1rPANn9ObJ7RvEsD0wDASSW99Px0pPpPvv04/KCtFLbQmvpfbEbHkop3FwWZ9tjFP/wACMPPUFx9yjWqEtpwqNchHJJ4Tl+PX8pq5Vy6kKMYMaZzun5GLUci+kPHUx9yKgx3evB5PdVDQs4PGSk9jAmJg2Dat6FJqhGV9U+QIjJij/1x1QzoOo9NVX500JJ6kNhjuThAF/r8lMEq1+iEWkHPWWgd8d9L0dbBK2jzS+Z25ZGxdK40TaGXZcns2WGLUFC7+bM7vUsTPaiCa2lridoreu/XqstHZ4YfZqnM08R0gssiioWJaN06DFCXqXkbimHymdhIl8xQAp4Y0W80RLuuENxWFCe0CjnfQMEBeNjZQ7skVjWCRQupvbTekN8+vVTCxOcFnYFU42R+qfhesN6uhdETN+/YojUV8Kq5YRUvn/qG4/huKq713t8hH9t6YbAMAXhZIjYgnbiJy0lvX416TPW0H76Sc+7wtYfveERhFqdWJT0cGybW2/9BZdccimmWcmTEBoIDSH8GQKUC14ZvALIEsginlukZBcpFwvYsoxSDkJIkC4j332MQz9/DkoOhg6LzorSsSaC2WYgwgI9GUYkIxAOoZIJVDyOF0nghJJYepwCSZTWTTLUS3u4jZBeVxGmRdq2SivpnUmr5VlkrAnGrDHKziiCcdK6RUI4mNLGdMqIchGtVIJCEZUvIfNlVM7Cy1jYIzZ2ERzLxHN1VCSOSLXh2CEmducoZx20cBhhmgjDJLmin/Ta5bSfdQqx/j7EEVaeb6W2hdbS2+qhVk5hAnfn05T+8CgjD2+htPsQzohFKetiFSRWEWyrUgLWVXhS1daeqP2Ewz0XM2w7jPoH87pwqeqDz7SIiymfrVW9G9M9JJV9DjM8xNQPqRojhz3X1hk/1c+uJbNTN5NL3bEzNUSkflZZVo2SmWZtZyAShXWbNBasFITbBVpHxK9clYggOtoQ7W3QnsaNtzOkRdhWdBmzdeJmJ6e2n8ri5AD6tHtBK11P0Fp6Z9OatSZ4cmQre4vPEdLK9EYVyxNxOhAYVgFRnPANkMwEMptDjuaRmTJepox1yKE8IrDyvgHiWAIlBbYt2b+nTGZs6kN+I5meEF6fXF7dVu85hGmGRf3EwTRPR83wqfuu6hoi1O8/3eA4FgNkxoOZwSipO65qHoxuCIyQIBQzCHfESCzuI7Z6BW2nriR1ygqSpyyfceLvjz7UqtkGwflGKQWugyzmUcUislzCK+RgYhxVzCOLBbBLKNtCuTaqUmhdSAeQ+ElYCqEpEB7CUKBLhOYhdInQhb/ip+EnaHm68AuiaH5ssNIAFKLs4Y6Vyfwhy4H7JihlfB9qJC5YtilEclkEPRFCpCLQFoVoBJlI4CXacKIprFAaL9RHyOwhHu4hZkQPG2QC5h9HOhSdIllngmxpGM87RETmSVAmKguYdhmjXEIrFhETRVSuiMqVkWNl3IyNm5c4JXAtfy0AQgaWI8iNuhTG/LKcmqmBoaFpGmbcJNodJtodI9weIdIZJ9QWQw+H0E0TTQ+j0EAzUMoAEcKzBWg6nggjpY4SGspTCM1EaRoKHaj0Y6GhdL0S3hdGMw30cAgtEkKPR19wDkor06z33Kquhz/8PszBMexDOeysg5VzcIpglcC1/VWzXQ9knbdiukFxVI/FkZj2gDE9Fr1mcFSeCA7bxuHPGfXhVXC4t2OKB2Tad0+vslP9gskwk8kvqt92WOz5EY73uB+IKu/rWyg44wJBvFugdUQxuqJoiQiiI4Hq6qSQSrPHjLPPNfFEgp7wIlakVtERbUdrklXHA6ailKLklNiV3cXO4nZsd4yEqVgQhoWGTtwuoeXGEJkMMptHjlWqX2XK2IdsyqNg5wXlvIZrabiOwHM9shmH4UFJscDz629zQH0BBWCqQVLZUO91qfFCDYwXiphqmNS8JlBXrljUDBQzqhNOhVCdcS6+87t/vIZHK4VanYhVKZXnoqwyslhA5vO42THU6AhyfARvYhyVyyFLJZRVRjk20nZ840LWT91V6zT6P0Wt/Im/jxC+UTE5ulWoXlQa/jFUkhbrLyTlKuyiS3ZQkRmUlHK+2S8EdC03GDg7Sqg7Dm0xVDKBTCSx27pw2/oh2ocZXUDUTBE14xjHWJWqlVb8hNbSezxalVJYnk3ZK5J3JhgvjGA5Q+hejqiXJ2oXiFh5QoUCxkQBbaKEypaRWQs34+CVJV5R4VkgXb+LFnMe+Yzfj+zSbF9c93qmm/ph1E3/Tp8CqtQ4FJpfXkToOhgGwjAQhokIh9BjUcx4BCMZQ0/EMVMJjEQUMxlHj0cIJWMYbXHMtjhGMoaZTs5qsLRSX2j2UKuvh84mgnFY2FO9MVF7/Xwfmo+BKbkZsxgh1eTW+t3qS90CU/M4quFMdbqnGyczhWrUh0Y1A9EEnHmRYMGpId/D0RXH60iS7epiX0cP40YCRZye6BKWJE4iHW07LkOjla4naC29x6tVKUXZtdiX38muiWex5BhhXRHXXTqFR0cpT3JiAm1sHDWU8fNAMmWsIRc7A3ZBYBcFtqXh2QLXkeQnHMZGJfkJaIFle148iLqhVUBZubxH3t2cCwh+5Stf4XOf+xyDg4OsX7+eG2+8kQ0bNsy6/w9+8AM++tGPsmvXLlatWsVnPvMZLrvssiN+hzvTcphNiOu6/Pa3v+Wiiy6a1aWqXAccG69YxMuMIsdHkZkxZHYcLzuOmsjhFgq4uQJ2roSdc3BKNp7l4pYkruPhORLPUSjll2lUUiEro1ItBrHagzRRedYS1UgqNE2ALtA137OhV6opYPh1sjUdNF0gDOG7HF1/RVKvLLGLknJeYhf90U4IIGQQXxJlwasHiK0ewEv3YrX1YyZ6CSX7Mc0khma+oJvusbRtM9FKeo9HqxCCiBEmYoRJh9tZmFiCUhJHOtieRc6ZYMzKULCyOF4WYU8QKmQIF7JE8hOExvPomQJGrgx5D1VwMWyThC1RDriWRymrKkaIwrMVru2X8pTT5kUE+IbxjDpl5UYqaoaz/8Pv00oKhFRIW6vEtwukqj71aTi6oFw1TtD8ZZ81rWKcGAjTBMNAMwx/u64jTBMjFkaPRzFifpU2IxlD6TpPP7edtWesxwiF0MImetjwywtr0w5Aq3uaVArpeeB4KM9Deh6dG9YSG2hcdZNmv9c6NhjHehtp4MN4/SxnvXejflt97kN1hrEaelHLk5DTDBHq1huoY8aCQE1kbAgNYklY9+Y2ui5ZSK6nk+2pFFask3BogK7YMjrDffSZ0Rf88N1K91ZoLb3Hq1UIQdSMsKr9ZFa1nwyAUpKiW2CkOMizbCdvHMLstomdAmFdEZIu8Xye+IFhYnuHkc9lcIcc3AkPu6RIWzp9tolrV8IibciMu+QyklLRT06vlXUOOHHUz0GruvtXgzluj8d//ud/8pa3vIWvfvWrbNy4kS996Uv84Ac/4Omnn6anp+ew/e+9917OPvtsPvWpT/HqV7+a73znO3zmM5/h4YcfZu3atYftP1duf5kf9XuxVEjPRSkPaZXAs/1/tg3S9sOWHAfcMng2yrVQThlcG+lYKMtCWjbSKoPt76tsG2wPr+Sgyi7WhI2T93ALHrYl8SyFa/kPV55T+ef51VJgqvtcaFTqrmkIvfJH3R/RhK75f6/6zup8aqqSbVX9WZ0NVhXrRGmiLu7XN2RqAcDV2bSqw0T46zOIUAizPUV6w8n0X3E2qaVLKsZF4CIP8FFK4SkPR1pYXhnLtSh5BUpugZKTx/UKKK+Isopo5SKGbWPgYQCGAh3QNANd81fNRVNoNuB4FeNYoSvPLxWKRBcKIVwMPJTr+tdtyQbLQZVsVNlGWB6y7CEtB2VVDHgHpF25FgsOThmcssC1wXUq16YHyhP+as0V56J0BVJVL5M6r4rwQ8YA3yCpLhdduTZFbVq7zmdfP+V9WFkUatPaK//qv7Ho6j9p2Dlr9lCrr3A2UdGca/f8saHpYCZ0UucvZPEnrqB3yTrawj2EjVgwDgTMiJSSgp1jsLCHQ9ZeSu4hQoZDTIeQDhEdIobA8DR0y0XLK/SSh16SkC9D2UIgQdq+9eFaKMeuRH+4yELZv9cXLH+x25JCWR7SAen4RotrgXL9VdKtMuCC60C56JfFLpb8ocMugSefRxWuFwkl5XINjfd4HLfhsXHjRs466yy+/OUvA36nWrRoEX/1V3/FRz7ykcP2v+qqqygUCvzsZz+rbXvZy17G6aefzle/+tXD9q8ONuPj46TT6eM8nGPn0N+8HuUpPNcDFFSs6drMU330kvJDRKTn/3RdP/RIen4nVa5fEcVz/YcW/3MrDyqemkxGAqifja1MrKLpfslDXSBMDT2qo8d0QnEdI2FiJg1CKRM9EUKL6ejxEHoigpYIQTiMChlIoaM0HU83cCoXlWMLvJKLW1JIi8rq0y6mq6E7IC0JZYmyJV5ZIm3pP7BJ4ce/h0zMVJxwdzuJpQtInb6K5LKBhp2T6UgpyWQypNPp2kNdM9NKeptFq+3alL0yjmdjyzK2KuN6Fq4sIlUZV9lIz0YpF3AJ6RDSFBpgCokhFKZQaJ6LLj00XITnorkuomLNCyn917aDKpehbEO5YqTYLlgu0vK3KVuC698XpCWRtkLZCmkppKtQXuWe4Clcy8Mu+4Oba/uJy65T8dRU1kDwPPzIR1Xx3lSmlKaH49QzOX/gWyLtV6zmlL//YsPOQSaTob29PTA8Wh1R9VwDFa+2P1FFJazJz3dS3mSclj++KfCq7hjfoNY0DSNiEkrGSCzqpuuVp9F/4Ua6Np1ywhYFPR6a5X51rLSS3mbRqpQibxXZV9jP3tweCu4oES1PR1TRHtZImiZhPYShGZgihOaBhkRIF+E6CKsETsm3HpwywvX8+70n/RuxJ/3S0cUS9vgEDGUgK8Gi5l4slTzsEigLfzv+vbpYFJSLIB0BTi20BPDX8Tl0yKaQg1IB7BNZuWuOmSvD47ju5rZts2XLFq699traNk3TuPDCC7nvvvtmfM99993HBz7wgSnbLr74Ym6++eYjftdDDz1ER0cHXmUFGl3Xa68XLlxId3c3Qgh0Xcd1XTTNn3Gc7bXjOOi6Xnv9+C+K0wyC2ZiWVTRtc+119WmhUmxdCMAUEBZohoYI++tX6EkDM2miJ8No6RBGOoTeHkZri6Dao7jxMNKI4GohyjJEgQhSGigtjK6F0fUIIaONWDhKPGzSFkuQjERRSmCGQgghcBwHw/BPbbWWOECpVOK3v/0t5513HkIITNNESonnebXXUkoMw5j1ted5KKVqr6efm+mvXdd93uepXC7zwAMPcMEFF+B53ozH5LoupmnW6qbP5zFZllXTK6Wcte9Va7vPdp7m4piklDzwwAOce+65RCKRF3SeXsgxCSVoC7cd9ZiUUtx+++01vdXjE5rAdi3fQMHB8iw8z0Ipm5LlGy9K+B5LocoIz0FTDrpy0JWLpjwMJRHKQ5MeWrmMKJcRlo1hOQjHRVSyl5Xj+gaL5fnZzK5Euf5EA1IiPd9okV51IkOBBCrrJEx6MvxbharcMkR9koDub6waHUIIMqel8DzvBV9Ps52ncrl8tJtgwByimWAmoOMkk2Wv7mTgFX2E2pMQCuHpISzdHxeGHZODOZ3hbJSokeT0ZStZumAhGvpRr8cXMhZUPycYC4Kx4EQfUzISZ3VoJatSy49pLDArYwEAKUG+mGOoNEi2NIhDjkRXibShEdMkEVwMx0I4NqZT9I0V1/ZdILZfjCfiyUoIpcKzHdxMAQ5kaR8vQokps0RSuti2ws5DX1mHKV4SUZtcKpcExaI/QYVX+Vd5aBwbs8jnYCILdpnDZ6FepByXeTsyMoLnefT29k7Z3tvby+Dg4IzvGRwcPK79q7zqVa/izDPPZMOGDWzYsGHK66997Ws88sgj7Ny5E4AHHniAvXv3An5o18GDBwG4++67GRkZAeCOO+4gk8kA8Mtf/pJyextWe5Jie5Jie4pCZ4qJ9hQTnR1MdHYy1t5Bpqub8a5uDnV0Md4/wNjAQgb7BxhfvZrRNWvYv2oVExs2MPayl7F/41l4/+11FK58NSOvv4zUxz6E+Mg1uB95F2fechOdX/lH4v94LZu+9x0i7/8Q5jvex/qPfRn7lX8KZ72Vk664jonoeYRTl7Nu/bsp5VbTn34FZ6+/Ei3Xzkld6zh73XlYgyWWpLs5dclynv7DU+AqzFCEX/361+RyOQBuueUWyuUyrutyyy234Lou5XKZX/3qV1x88cWUy2V++ctfAv5s5x133FE7v3fffTcABw8e5N577wVg7969PPDAAwDs3LmTRx55BIBnn32Wxx57DICtW7eydetWAB577DGeffZZgBd0nu688042b96MaZqzHtMtt9wCQC6Xm/djevDBB1m3bh2maR6x7x3tPM3FMZmmSW9vL7t27XrB52kujsk0TVauXMnjjz9eO6bHH38cXdPZ8cxz7H52H6lwN3ufPsT4foe+tpMZ2SVRE72s7D6X4Z1tGM4ZLF/0BvbsWohmXEj/0nfy1M6VyMTr6VxxDQ88txpv4M9oO+tj3J3dhHfmtURf9Wl+Lc/Bu/AfEH/yGW7vuATv6s9QetMnuWvlq7Hf+glG3/gB7j39cjJv/iD7rnwnD77yYg5c/Vaee92V/OGiC9nzhtez/U8uY+vl57PnjZfz3OsvYvtrz2f/VZew5/UXsPvKcznwxovY98bzOXDl+Qy98QL2/7fzOPCGcxl607k83XnKCbmeZjtPd955JwENIgyl3ggHNi1h+wcup//uL7H0nk+y9oHP8HZ5O2c99s+c9dg/83Z5O6dvuYFNT32Ft1q3s+rWT7Py/36Z1X/3HzxmXsnB1NsJrfn/ePDgBgrhKxlY/ueM71/CSxdfwtsueAPpsqA70UHYjBzT9RiMBcFY8GIaCx577DE0obFn516sQYeXLjqHyMgA5vg6FnVeyXPbl3Jw9CzCPW/jod1rOSBeh7HyQ/xu+JUMdv0F+lmf5q7ipYys+jDaKz7Pr4sXkz/jemJX/jt3Ln8H7l//J9FP/pxfbXo7pb/5N7J/83nufc1VHPzb93Lo7/8H+z/6WjL/eBnlj56P9jcbif7VGbS9YzXpqxaz4A3drHh9klWvjrDqEo1VFwlWnQ8rz1acfpnJma/ROe+NOhdfrXPxG6f+O/cKnTPPMVi3UaN7AWhz72xsCMcVanXgwAEGBga499572bRpU2373/7t33LXXXdx//33H/aeUCjEt771La6++uratn/5l3/h+uuvZ2ho6LD9q+7122+/nXQ63TCPhzM6gdA0XOUSCkdA15HKxQyHQddRSh3TTIOmaQwPD9PR0UEoFJo378CxzDTYtk02m6WzsxMpZdN7PCzLIpPJ0N3d3RKzXLZtMzY2Rk9PT9PPcgkhGBoaoqurC9M053WW61iOafp11gzX05GOSdd1Dh06RHt7+2H3hWa7R4yMjNDT0/PHGWqlgTDBCGuYiSjh9gThvk4SqxbSvn4FPetOxjypl/auriP2Xdd1yWQydHR0ADTleQ7GgmAsCMaC1h0LQLHv0D4eeO53pPSDrJ44QPTpfRSemuDAQw5j+6CQ9aN5XQ+UV7cGzzHSlKFWXV1d6Lp+mMEwNDREX1/fjO/p6+s7rv2rnH766bWb+NGonvwjva6v1mCaJmbfsS1OWHVDA7VOWf/adV2eeuopzj777MP20fXJ9SmO5fWxHMeRjulor3Vd54knnuDss88+4jEd6fVcHpOu6zz55JNT9M52fEc7T3NxTJqm8dRTT9HV1fWCztNcHJPrumzdurXWbxvd917oMU2/zprhejrSMbmuW+u7Rzq+ZrhH1H9+M/Km0R8f81jQSI7Wd6v31mr7N9t5DsaCYCwIxoLWHguW9C1lSd/S2u+8yv+xjBPD2NgY18zBwt3PK7l8w4YN3HjjjYAfH7h48WLe+973zppcXiwW+elPf1rbtnnzZk477bQjJpc32+xbQEBAwIuRZr3nNquugICAgBcjc3XPPe4SBh/4wAf4t3/7N771rW+xdetW3vOe91AoFHj7298OwFve8pYpyefvf//7ufXWW/n85z/Ptm3b+PjHP85DDz3Ee9/73iN+j5THlPk970gp2b9/f0vobSWtEOhtJK2kFQK9jaTZNTa7Pmit8w2B3kbTSnpbSSsEehvJXGk8bsPjqquu4oYbbuBjH/sYp59+Oo8++ii33nprLYF8z549tQQk8L0b3/nOd/j617/O+vXr+eEPf8jNN9884xoe9bTCSQJf544dO1pCbytphUBvI2klrRDobSTNrrHZ9UFrnW8I9DaaVtLbSloh0NtI5krjcYdaNZrAvR4QEBAwdzTrPbdZdQUEBAS8GGnaUKu5ohWsQ/B17t69uyX0tpJWCPQ2klbSCoHeRtLsGptdH7TW+YZAb6NpJb2tpBUCvY2kaUOt5opWOEnQevF7raIVAr2NpJW0QqC3kTS7xmbXB611viHQ22haSW8raYVAbyMJQq0C93pAQEBAw2nWe26z6goICAh4MfJHH2o1uWhKc+N5Htu3b28Jva2kFQK9jaSVtEKgt5E0u8Zm1wetdb4h0NtoWklvK2mFQG8jmSuNTWt4NJkjZlaUUoyPj7eE3lbSCoHeRtJKWiHQ20iaXWOz64PWOt8Q6G00raS3lbRCoLeRzJXGpjM8BgcHARgZGZlnJcfGoUOH+PnPf86hQ4fmW8pRaSWtEOhtJK2kFQK9jaR6r63ee5uFVhoLWul8Q6C30bSS3lbSCoHeRjJXY0HTGh779++fZyXHxr59+7j++uvZt2/ffEs5Kq2kFQK9jaSVtEKgt5FU77XNani0wljQSucbAr2NppX0tpJWCPQ2krkaC5rO8AgICAgICAgICAgIePHRtIaHruvzLeGYqOpsBb2tpBUCvY2klbRCoLeRNLvGZtcHrXW+IdDbaFpJbytphUBvI5krjU1reLRCBQCY1NkKeltJKwR6G0kraYVAbyNpdo3Nrg9a63xDoLfRtJLeVtIKgd5G8kdf1SogICAgICAgICAg4MVD0xoereCWgtZ0o7WCVgj0NpJW0gqB3kbS7BqbXR+01vmGQG+jaSW9raQVAr2NZK40GnPyLcdBtY7wxMQEExMT86zm6GSz2drPZtfbSloh0NtIWkkrBHobSVVfs9WZb6WxoJXONwR6G00r6W0lrRDobSRzNRYI1WSjzcMPP8yZZ5453zICAgIC/qjYsmULL3nJS+ZbRo1gLAgICAiYexo9FjSd4SGl5MCBAySTSYQQ8y0nICAg4EWNUopcLkd/fz+a1jzRt8FYEBAQEDB3zNVY0HSGR0BAQEBAQEBAQEDAi4/mmd4KCAgICAgICAgICHjREhgeAQEBAQEBAQEBAQENJzA8AgICAgICAgICAgIazpwbHp/85CfZvHkzsViMdDo94z579uzh8ssvJxaL0dPTw4c+9CFc1z3i546NjfHmN7+ZtrY20uk073znO8nn8ydU+29+8xuEEDP+e/DBB2d937nnnnvY/n/xF39xQrXNxtKlSw/77k9/+tNHfE+5XOaaa66hs7OTRCLBlVdeydDQUMO17tq1i3e+850sW7aMaDTKihUruO6667Bt+4jvm8v2/cpXvsLSpUuJRCJs3LiRBx544Ij7/+AHP2DNmjVEIhHWrVvHLbfc0hBd9XzqU5/irLPOIplM0tPTw2tf+1qefvrpI77nm9/85mFtGIlEGq4V4OMf//hh371mzZojvmc+2rXKTNeUEIJrrrlmxv3num3vvvtu/uRP/oT+/n6EENx8881T/q6U4mMf+xgLFiwgGo1y4YUX8uyzzx71c4+37x+NYCwIxoLZCMaCE0MwFjSWYCx4nmOBmmM+9rGPqS984QvqAx/4gEqlUof93XVdtXbtWnXhhReqRx55RN1yyy2qq6tLXXvttUf83EsuuUStX79e/f73v1e//e1v1cqVK9XVV199QrVblqUOHjw45d+f/dmfqWXLlikp5azvO+ecc9S73vWuKe/LZrMnVNtsLFmyRH3iE5+Y8t35fP6I7/mLv/gLtWjRInX77berhx56SL3sZS9TmzdvbrjWX/ziF+ptb3ubuu2229SOHTvUT37yE9XT06M++MEPHvF9c9W+3/ve91QoFFL//u//rp588kn1rne9S6XTaTU0NDTj/r/73e+Uruvqs5/9rHrqqafU3//93yvTNNXjjz9+wrXVc/HFF6ubbrpJPfHEE+rRRx9Vl112mVq8ePERz/tNN92k2traprTh4OBgQ3VWue6669Spp5465bsPHTo06/7z1a5VhoeHp2j91a9+pQB15513zrj/XLftLbfcov7u7/5O/ehHP1KA+vGPfzzl75/+9KdVKpVSN998s/rDH/6gXvOa16hly5apUqk062ceb98/FoKxIBgLZiMYC04MwVjQWIKx4PmNBXNueFS56aabZhxsbrnlFqVp2pST8a//+q+qra1NWZY142c99dRTClAPPvhgbdsvfvELJYRQ+/fvP+Haq9i2rbq7u9UnPvGJI+53zjnnqPe///0N03EklixZor74xS8e8/6ZTEaZpql+8IMf1LZt3bpVAeq+++5rgMIj89nPflYtW7bsiPvMVftu2LBBXXPNNbXfPc9T/f396lOf+tSM+7/xjW9Ul19++ZRtGzduVO9+97sbqnM6w8PDClB33XXXrPvMdj3OBdddd51av379Me/fLO1a5f3vf79asWLFrA+c89m20wcbKaXq6+tTn/vc52rbMpmMCofD6rvf/e6sn3O8ff94CMaCuSEYC04cwVjQGIKxoHE001jQdDke9913H+vWraO3t7e27eKLL2ZiYoInn3xy1vek02le+tKX1rZdeOGFaJrG/fff3zCt//Vf/8Xo6Chvf/vbj7rvf/zHf9DV1cXatWu59tprKRaLDdM1nU9/+tN0dnZyxhln8LnPfe6IoQpbtmzBcRwuvPDC2rY1a9awePFi7rvvvrmQO4VsNktHR8dR92t0+9q2zZYtW6a0i6ZpXHjhhbO2y3333Tdlf/D78ly3Y3Xl1KO1Yz6fZ8mSJSxatIgrrrhi1uutETz77LP09/ezfPly3vzmN7Nnz55Z922WdgW/X3z729/mHe94xxHXmpjPtq1n586dDA4OTmm/VCrFxo0bZ22/59P3TwTBWHDiCcaCF04wFjSWYCyYG+ZzLDCev+zGMDg4OGWgAWq/Dw4Ozvqenp6eKdsMw6Cjo2PW95wIvvGNb3DxxRezcOHCI+733//7f2fJkiX09/fz2GOP8eEPf5inn36aH/3oRw3TVuV973sfL3nJS+jo6ODee+/l2muv5eDBg3zhC1+Ycf/BwUFCodBhMde9vb0NbcuZ2L59OzfeeCM33HDDEfebi/YdGRnB87wZ++a2bdtmfM9sfXku21FKyV//9V/z8pe/nLVr18663+rVq/n3f/93TjvtNLLZLDfccAObN2/mySefPGr/fqFs3LiRb37zm6xevZqDBw9y/fXX88pXvpInnniCZDJ52P7N0K5Vbr75ZjKZDG9729tm3Wc+23Y61TY6nvZ7Pn3/RBCMBSeWYCw4MQRjQeMIxoK5Yz7HghNieHzkIx/hM5/5zBH32bp161GThOaL56N/37593HbbbXz/+98/6uf/+Z//ee31unXrWLBgARdccAE7duxgxYoVDdX7gQ98oLbttNNOIxQK8e53v5tPfepThMPh4/7u58Pzad/9+/dzySWX8IY3vIF3vetdR3zviW7fFxPXXHMNTzzxBPfcc88R99u0aRObNm2q/b5582ZOPvlkvva1r/EP//APDdV46aWX1l6fdtppbNy4kSVLlvD973+fd77znQ397hfKN77xDS699FL6+/tn3Wc+23auCcaCIxOMBcFYMF8EY0FjCcaCY+eEGB4f/OAHj2jlASxfvvyYPquvr++wDPlqFY2+vr5Z3zM8PDxlm+u6jI2Nzfqeep6P/ptuuonOzk5e85rXHPXzp7Nx40bAn8V5PjfDF9LeGzduxHVddu3axerVqw/7e19fH7Ztk8lkpsx0DQ0NHVNbngi9Bw4c4LzzzmPz5s18/etfP+7ve6HtOxNdXV3oun5YRZcjtUtfX99x7X+iee9738vPfvYz7r777uOeTTFNkzPOOIPt27c3SN3spNNpTjrppFm/e77btcru3bv59a9/fdyzqfPZttU2GhoaYsGCBbXtQ0NDnH766TO+53j6fjAWHB/BWHBkvcFYcGIIxoLGEowFx9nmx5eecuI4WkJhfYb81772NdXW1qbK5fKMn1VNKHzooYdq22677baGJRRKKdWyZcuOWmFjNu655x4FqD/84Q8nWNnR+fa3v600TVNjY2Mz/r2aUPjDH/6wtm3btm1zllC4b98+tWrVKvWmN71Jua77vD6jUe27YcMG9d73vrf2u+d5amBg4IgJha9+9aunbNu0aVPDE9+klOqaa65R/f396plnnnlen+G6rlq9erX6n//zf55gdUcnl8up9vZ29c///M8z/n2+2nU61113nerr61OO4xzX++aybZklofCGG26obctms8eUUHg8ff94CMaCYCyYiWAseOEEY8HcEIwFxzcWzLnhsXv3bvXII4+o66+/XiUSCfXII4+oRx55ROVyOaXUZAnFiy66SD366KPq1ltvVd3d3VNKKN5///1q9erVat++fbVtl1xyiTrjjDPU/fffr+655x61atWqE15Cscqvf/1rBaitW7ce9rd9+/ap1atXq/vvv18ppdT27dvVJz7xCfXQQw+pnTt3qp/85Cdq+fLl6uyzz26Itnruvfde9cUvflE9+uijaseOHerb3/626u7uVm95y1tm1auUX0Jx8eLF6o477lAPPfSQ2rRpk9q0aVPD9e7bt0+tXLlSXXDBBWrfvn1TSs7Npncu2/d73/ueCofD6pvf/KZ66qmn1J//+Z+rdDpdq7rzp3/6p+ojH/lIbf/f/e53yjAMdcMNN6itW7eq6667bk5K/b3nPe9RqVRK/eY3v5nShsVisbbPdK3XX399rXTlli1b1Jve9CYViUTUk08+2VCtSin1wQ9+UP3mN79RO3fuVL/73e/UhRdeqLq6utTw8PCMWuerXevxPE8tXrxYffjDHz7sb/PdtrlcrnZfBdQXvvAF9cgjj6jdu3crpfwSiul0Wv3kJz9Rjz32mLriiisOK6F4/vnnqxtvvLH2+9H6/vMhGAuCsWA2grHgxBCMBY0nGAuOfyyYc8PjrW99qwIO+1df93jXrl3q0ksvVdFoVHV1dakPfvCDUyzJO++8UwFq586dtW2jo6Pq6quvVolEQrW1tam3v/3ttQHsRHP11VfPWst8586dU45nz5496uyzz1YdHR0qHA6rlStXqg996ENzUrt9y5YtauPGjSqVSqlIJKJOPvlk9U//9E9TZgun61VKqVKppP7yL/9Stbe3q1gspl73utdNueE3iptuumnGvlHvmJvv9r3xxhvV4sWLVSgUUhs2bFC///3va38755xz1Fvf+tYp+3//+99XJ510kgqFQurUU09VP//5zxuiq57Z2vCmm26aVetf//Vf146rt7dXXXbZZerhhx9uuFallLrqqqvUggULVCgUUgMDA+qqq65S27dvn1WrUvPTrvXcdtttClBPP/30YX+b77at3h+n/6tqklKqj370o6q3t1eFw2F1wQUXHHYcS5YsUdddd92UbUfq+8+HYCwIxoLZCMaCE0MwFjSeYCw4/rFAKKXUsQdmBQQEBAQEBAQEBAQEHD9Nt45HQEBAQEBAQEBAQMCLj8DwCAgICAgICAgICAhoOIHhERAQEBAQEBAQEBDQcALDIyAgICAgICAgICCg4QSGR0BAQEBAQEBAQEBAwwkMj4CAgICAgICAgICAhhMYHgEBAQEBAQEBAQEBDScwPAICAgICAgICAgICGk5geAQEBAQEBAQEBAQENJzA8AgICAgICAgICAgIaDiB4REQEBAQEBAQEBAQ0HACwyMgICAgICAgICAgoOH8/9YSOd2btDQlAAAAAElFTkSuQmCC", + "text/plain": [ + "<Figure size 800x500 with 2 Axes>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "k = 10\n", + "pj = fcprofn.reshape(xgr.shape)[:,k]*1\n", + "# plt.plot(yarr, pj, color=plt.cm.Spectral_r((k+1)/len(wsteps)), alpha=0.5)\n", + "\n", + "import scipy.ndimage as nd\n", + "\n", + "dy = np.diff(yarr)[0]\n", + "\n", + "xgau = np.arange(-12.5, 12.5, dy)\n", + "# xgau = yarr*1.\n", + "\n", + "gsteps = np.append(0.0, np.logspace(-1, np.log10(2), 16))\n", + "# gsteps = np.append(0.0, np.logspace(np.log10(0.05), np.log10(2), 21))\n", + "# gsteps = np.linspace(0, 2, 21)\n", + "\n", + "gsteps = np.linspace(0, 0.5, 11)\n", + "gsteps = np.append(np.arange(0, 0.7, 0.05), np.arange(0.7, 2.01, 0.1))\n", + "\n", + "\n", + "ystep2 = ystep//2\n", + "\n", + "yc = xgau[ystep2:-ystep2]\n", + "yi = np.arange(len(xgau), dtype=int)[ystep//2:-ystep//2]\n", + "nyc = yc.size\n", + "\n", + "pix_prof = np.zeros((nyc, len(wsteps), len(gsteps)))\n", + "\n", + "fig, axes = plt.subplots(1,2,figsize=(8,5), sharex=True, sharey=True)\n", + "\n", + "# source x offset goes from (-0.5, 0.5) corresponding to (-1, 1) pixels\n", + "\n", + "slit_loss_steps = np.linspace(0,0.5,16)\n", + "slit_frac = np.zeros((len(wsteps), len(gsteps), len(slit_loss_steps)))\n", + "\n", + "for k, w in tqdm(enumerate(wsteps)):\n", + " # msk2d = msk.reshape(xgr.shape)\n", + " # if msk2d[:,k].sum() == 0:\n", + " # print('skip', k, wsteps[k])\n", + " # continue\n", + "\n", + " pj = fcprofn.reshape(xgr.shape)[:,k]*1\n", + " \n", + " ycenter = (pj*yarr).sum() / pj.sum()\n", + " # print(k, w, ycenter)\n", + "\n", + " # pj = np.interp(yarr + ycenter, yarr, pj)\n", + " # ycenter = (pj*yarr).sum() / pj.sum()\n", + " # print('xx', k, w, ycenter)\n", + "\n", + " axes[0].plot(yarr, pj, color=plt.cm.Spectral_r((k+1)/len(wsteps)), alpha=0.3)\n", + " \n", + " # Integrate over pixels\n", + " for gi, gw in enumerate(gsteps):\n", + " if gw == 0:\n", + " conv = np.interp(xgau, yarr, pj, left=0, right=0)\n", + " else:\n", + " prof_type = 'gau'\n", + " gau = 1/np.sqrt(2*np.pi*gw**2)*np.exp(-xgau**2/2/gw**2)\n", + " # Exponential\n", + " if 1:\n", + " prof_type = 'exp'\n", + " gau = 1./2 * np.log(2) / gw * np.exp(-np.abs(xgau) / gw * np.log(2))\n", + " \n", + " conv = nd.convolve1d(gau, pj/pj.sum())\n", + "\n", + " # print(gi, gw, np.trapz(gau, xgau), np.trapz(pj, yarr))\n", + " # conv /= np.trapz(conv, xgau)\n", + " \n", + " for i, j in enumerate(yi):\n", + " sl = slice(j-ystep2, j+ystep2+1)\n", + " pix_prof[i,k,gi] = np.trapz(conv[sl], xgau[sl])\n", + " \n", + " axes[1].plot(yc, pix_prof[:,k,gi], alpha=0.5, color=plt.cm.Spectral_r((k+1)/len(wsteps)))\n", + " \n", + " for sli in range(len(slit_loss_steps)):\n", + " \n", + " sk = np.abs(xgau - slit_loss_steps[sli]*2) < 1\n", + " slit_frac[k,gi,sli] = np.trapz(conv[sk], xgau[sk])\n", + " \n", + "ax = axes[0]\n", + "ax.set_xlim(-6,6)\n", + "ax.set_xlim(-10,10)\n", + "\n", + "axes[0].set_title('raw')\n", + "axes[1].set_title('pixel integrated')\n", + "\n", + "#ax.set_xlim(-5,5)\n", + "for ax in axes:\n", + " ax.grid()\n", + "\n", + "fig.tight_layout(pad=1)\n", + "\n", + "valid = pix_prof.sum(axis=0) > 0\n", + "\n", + "pix_prof_wave = wsteps*1\n", + "pix_prof_wavei = np.arange(len(pix_prof_wave))\n", + "\n", + "pix_prof_y = yc\n", + "pix_prof_yi = np.arange(len(pix_prof_y))\n", + "\n", + "pix_prof_g = gsteps\n", + "\n", + "# pix_prof[:,0,:] = pix_prof[:,1,:]*1\n", + "# pix_prof[:,-1,:] = pix_prof[:,-2,:]*1\n", + "\n", + "# slit_frac[0,:] = slit_frac[1,:]\n", + "# slit_frac[-1,:] = slit_frac[-2,:]" + ] + }, + { + "cell_type": "markdown", + "id": "b0bc3a8d-504f-446b-bc00-aa5d3861c8e9", + "metadata": {}, + "source": [ + "## Path loss\n", + "\n", + "The path loss is calibrated relative to a centered point source because that is how the throughput is defined." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "6415ec0d-3bff-431b-bb8b-0b2b8734c339", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "<Figure size 1000x900 with 4 Axes>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, axes = plt.subplots(2,2,figsize=(10,9), sharex=True, sharey=True)\n", + "\n", + "for i, ioff in enumerate([0, 8]):\n", + " ax = axes[0][i]\n", + " ax2 = axes[1][i]\n", + " for j in range(len(gsteps))[::2]:\n", + " ax.plot(wsteps, slit_frac[:,j,ioff] / slit_frac[:,0,0]**0,\n", + " alpha=0.8, color=plt.cm.rainbow(j/len(gsteps)),\n", + " label = f'R={gsteps[j]:.2f} pix'\n", + " )\n", + "\n", + " ax2.plot(wsteps, slit_frac[:,j,ioff] / slit_frac[:,0,0]**1,\n", + " alpha=0.8, color=plt.cm.rainbow(j/len(gsteps)),\n", + " label = f'R={gsteps[j]:.2f} pix'\n", + " )\n", + "\n", + " ax.grid()\n", + " ax2.grid()\n", + " \n", + " ax2.set_xlabel('wavelength')\n", + " ax.set_title(f'x_offset = {slit_loss_steps[ioff]:.2f}')\n", + "\n", + "leg = axes[0][0].legend(loc='lower center')\n", + "leg.set_title(prof_type)\n", + "\n", + "axes[0][0].set_ylabel('flux fraction')\n", + "axes[1][0].set_ylabel('fraction relative to centered point source')\n", + "\n", + "fig.tight_layout(pad=1)\n" + ] + }, + { + "cell_type": "markdown", + "id": "bbdf9d38-e2ae-4461-a94b-8f74db55946f", + "metadata": {}, + "source": [ + "### Write the lookup table file" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "c34d4659-af9d-4dea-b67b-b5faffec82fa", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Filename: (No file associated with this HDUList)\n", + "No. Name Ver Type Cards Dimensions Format\n", + " 0 PRIMARY 1 PrimaryHDU 4 () \n", + " 1 PROF 1 ImageHDU 9 (28, 32, 768) float64 \n", + " 2 YSLIT 1 ImageHDU 7 (768,) float64 \n", + " 3 WAVE 1 ImageHDU 8 (32,) float64 \n", + " 4 SIGMA 1 ImageHDU 7 (28,) float64 \n", + " 5 LOSS_XOFFSET 1 ImageHDU 7 (16,) float64 \n", + " 6 LOSS 1 ImageHDU 9 (16, 28, 32) float64 \n" + ] + } + ], + "source": [ + "import astropy.io.fits as pyfits\n", + "hdul = pyfits.HDUList([\n", + " pyfits.PrimaryHDU(), \n", + " pyfits.ImageHDU(data=pix_prof, name='PROF'),\n", + " pyfits.ImageHDU(data=pix_prof_y, name='YSLIT'),\n", + " pyfits.ImageHDU(data=pix_prof_wave, name='WAVE'),\n", + " pyfits.ImageHDU(data=pix_prof_g, name='SIGMA'),\n", + " pyfits.ImageHDU(data=slit_loss_steps, name='LOSS_XOFFSET'),\n", + " pyfits.ImageHDU(data=slit_frac, name='LOSS')\n", + "])\n", + "\n", + "hdul['WAVE'].header['BUNIT'] = 'micron'\n", + "hdul.info()\n", + "\n", + "hdul.writeto(f'nirspec_{prof_type}_psf_lookup.fits', overwrite=True, output_verify='fix')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9db85548-c7cd-45e7-b8e8-62355bc7d65b", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.14" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/msaexp/api.rst b/docs/msaexp/api.rst index a1ce837..35e94d7 100644 --- a/docs/msaexp/api.rst +++ b/docs/msaexp/api.rst @@ -3,6 +3,9 @@ Additional API .. automodapi:: msaexp.pipeline :no-inheritance-diagram: +.. automodapi:: msaexp.pipeline_extended + :no-inheritance-diagram: + .. automodapi:: msaexp.utils :no-inheritance-diagram: diff --git a/msaexp/data/extended_sensitivity/fix_p330e_s1600a1_sensitivity_CLEAR_PRISM.fits b/msaexp/data/extended_sensitivity/fix_p330e_s1600a1_sensitivity_CLEAR_PRISM.fits new file mode 100644 index 0000000..f509576 Binary files /dev/null and b/msaexp/data/extended_sensitivity/fix_p330e_s1600a1_sensitivity_CLEAR_PRISM.fits differ diff --git a/msaexp/data/extended_sensitivity/fix_p330e_s1600a1_sensitivity_F070LP_G140M.fits b/msaexp/data/extended_sensitivity/fix_p330e_s1600a1_sensitivity_F070LP_G140M.fits new file mode 100644 index 0000000..f57affe Binary files /dev/null and b/msaexp/data/extended_sensitivity/fix_p330e_s1600a1_sensitivity_F070LP_G140M.fits differ diff --git a/msaexp/data/extended_sensitivity/fix_p330e_s1600a1_sensitivity_F100LP_G140M.fits b/msaexp/data/extended_sensitivity/fix_p330e_s1600a1_sensitivity_F100LP_G140M.fits new file mode 100644 index 0000000..03730bb Binary files /dev/null and b/msaexp/data/extended_sensitivity/fix_p330e_s1600a1_sensitivity_F100LP_G140M.fits differ diff --git a/msaexp/data/extended_sensitivity/fix_p330e_s1600a1_sensitivity_F170LP_G235M.fits b/msaexp/data/extended_sensitivity/fix_p330e_s1600a1_sensitivity_F170LP_G235M.fits new file mode 100644 index 0000000..d2fbe98 Binary files /dev/null and b/msaexp/data/extended_sensitivity/fix_p330e_s1600a1_sensitivity_F170LP_G235M.fits differ diff --git a/msaexp/data/extended_sensitivity/fix_p330e_s1600a1_sensitivity_F290LP_G395M.fits b/msaexp/data/extended_sensitivity/fix_p330e_s1600a1_sensitivity_F290LP_G395M.fits new file mode 100644 index 0000000..3119cad Binary files /dev/null and b/msaexp/data/extended_sensitivity/fix_p330e_s1600a1_sensitivity_F290LP_G395M.fits differ diff --git a/msaexp/data/fwhm_data.py b/msaexp/data/fwhm_data.py index 538ecc6..648fcd5 100644 --- a/msaexp/data/fwhm_data.py +++ b/msaexp/data/fwhm_data.py @@ -112,5 +112,36 @@ 5.38 1.859 """ +# Measured again from 1493 with multiple Gaussians +fwhm_data_2024b = """# wave fwhm_pix +0.50 1.24 +0.58 1.24 +0.66 1.25 +0.79 1.26 +0.99 1.27 +1.29 1.29 +1.65 1.29 +2.00 1.30 +2.32 1.31 +2.61 1.31 +2.87 1.33 +3.11 1.33 +3.34 1.35 +3.55 1.37 +3.75 1.39 +3.94 1.43 +4.12 1.46 +4.29 1.51 +4.46 1.55 +4.62 1.60 +4.77 1.64 +4.92 1.67 +5.06 1.70 +5.20 1.76 +5.34 1.82 +5.60 1.90 +""" + # Set default -fwhm_data = fwhm_data_update \ No newline at end of file +# fwhm_data = fwhm_data_update +fwhm_data = fwhm_data_2024b \ No newline at end of file diff --git a/msaexp/data/nirspec_exp_psf_lookup.fits b/msaexp/data/nirspec_exp_psf_lookup.fits new file mode 100644 index 0000000..e764ad0 Binary files /dev/null and b/msaexp/data/nirspec_exp_psf_lookup.fits differ diff --git a/msaexp/data/nirspec_gau_psf_lookup.fits b/msaexp/data/nirspec_gau_psf_lookup.fits new file mode 100644 index 0000000..d9daa06 Binary files /dev/null and b/msaexp/data/nirspec_gau_psf_lookup.fits differ diff --git a/msaexp/drizzle.py b/msaexp/drizzle.py index 24f224b..7f6fe78 100644 --- a/msaexp/drizzle.py +++ b/msaexp/drizzle.py @@ -908,8 +908,8 @@ def get_xlimits_from_lines( """ Find emission lines in 2D spectrum - Parameters: - ----------- + Parameters + ---------- hdul : HDUList The HDUList object containing the 2D spectrum. @@ -933,8 +933,8 @@ def get_xlimits_from_lines( verbose : bool, optional Whether to print verbose output. Default is True. - Returns: - -------- + Returns + ------- xlim : tuple A tuple containing the x-limits of the emission lines. @@ -1467,7 +1467,12 @@ def extract_from_hdul( ) if prf_center is None: - prf_center = sci.header["SRCYPIX"] - (sci.data.shape[0] - 1) / 2.0 + if "SRCYPIX" in sci.header: + y0 = sci.header["SRCYPIX"] + else: + y0 = (sci.data.shape[0] - 1) / 2 + + prf_center = y0 - (sci.data.shape[0] - 1) / 2.0 _data = make_optimal_extraction( waves, diff --git a/msaexp/pipeline.py b/msaexp/pipeline.py index 54b6f67..94bb244 100644 --- a/msaexp/pipeline.py +++ b/msaexp/pipeline.py @@ -410,6 +410,137 @@ def read_data(self, verbose=True): ) +def exposure_oneoverf(file, fix_rows=False, skip_completed=True, **kwargs): + """ + Remove column-averaged 1/f striping + + Parameters + ---------- + file : str + Exposure (rate.fits) filename + + fix_rows : bool + Apply 1/f correction to detector rows, as well as columns + + skip_completed : bool + Skip steps that have already been completed + + Returns + ------- + status : bool + False if ``skip_completed`` and ``ONEFEXP`` keyword found, True if + executed without exception. + + """ + with pyfits.open(file) as im: + if "ONEFEXP" in im[0].header: + if im[0].header["ONEFEXP"] & skip_completed: + return False + + jwst_utils.exposure_oneoverf_correction( + file, erode_mask=False, in_place=True, axis=0, deg_pix=256 + ) + + if fix_rows: + jwst_utils.exposure_oneoverf_correction( + file, erode_mask=False, in_place=True, axis=1, deg_pix=2048 + ) + + return True + + +def exposure_detector_effects( + file, fix_rows=False, scale_rnoise=True, skip_completed=True, **kwargs +): + """ + Remove 1/f striping, bias pedestal offset and rescale RNOISE extension + + Parameters + ---------- + file : str + Exposure (rate.fits) filename + + scale_rnoise : bool + Calculate the RNOISE scaling + + skip_completed : bool + Skip steps that have already been completed + + Returns + ------- + status : bool + False if ``skip_completed`` and ``ONEFEXP`` keyword found, True if + executed without exception. + + """ + + status = exposure_oneoverf( + file, fix_rows=fix_rows, skip_completed=skip_completed, **kwargs + ) + + with pyfits.open(file, mode="update") as im: + # bias + dq = (im["DQ"].data & 1025) == 0 + + if im[0].header["DETECTOR"] == "NRS2": + dq[:, :1400] = False + else: + dq[:, 1400:] = False + + if ("MASKBIAS" in im[0].header) & skip_completed: + bias_level = im[0].header["MASKBIAS"] + msg = f"msaexp.preprocess : {file} bias offset =" + msg += f" {bias_level:7.3f} (from MASKBIAS)" + utils.log_comment( + utils.LOGFILE, msg, verbose=True, show_date=False + ) + else: + bias_level = np.nanmedian(im["SCI"].data[dq]) + msg = f"msaexp.preprocess : {file} bias offset =" + msg += f" {bias_level:7.3f}" + utils.log_comment( + utils.LOGFILE, msg, verbose=True, show_date=False + ) + + im["SCI"].data -= bias_level + im[0].header["MASKBIAS"] = bias_level, "Bias level" + im[0].header["MASKNPIX"] = ( + dq.sum(), + "Number of pixels used for bias level", + ) + + if scale_rnoise: + + if ("SCLREADN" in im[0].header) & skip_completed: + rms = im[0].header["SCLREADN"] + msg = f"msaexp.preprocess : {file} rms scale =" + msg += f" {rms:>7.2f} (from SCLREADN)" + utils.log_comment( + utils.LOGFILE, msg, verbose=True, show_date=False + ) + else: + resid = im["SCI"].data / np.sqrt(im["VAR_RNOISE"].data) + rms = utils.nmad(resid[dq]) + msg = f"msaexp.preprocess : {file} rms scale =" + msg += f"{rms:>7.2f}" + utils.log_comment( + utils.LOGFILE, msg, verbose=True, show_date=False + ) + + im[0].header["SCLREADN"] = rms, "RNOISE Scale factor" + + im["VAR_RNOISE"].data *= rms**2 + + im[0].header["SCLRNPIX"] = ( + dq.sum(), + "Number of pixels used for rnoise scale", + ) + + im.flush() + + return True + + class NirspecPipeline: def __init__( self, @@ -735,83 +866,15 @@ def preprocess( snowball_dilate=24, ) - # 1/f correction + # 1/f, bias & rnoise for file in self.files: - with pyfits.open(file) as im: - if "ONEFEXP" in im[0].header: - if im[0].header["ONEFEXP"] & skip_completed: - continue - - jwst_utils.exposure_oneoverf_correction( - file, erode_mask=False, in_place=True, axis=0, deg_pix=256 + exposure_detector_effects( + file, + fix_rows=fix_rows, + scale_rnoise=scale_rnoise, + skip_completed=skip_completed, ) - if fix_rows: - jwst_utils.exposure_oneoverf_correction( - file, erode_mask=False, in_place=True, axis=1, deg_pix=2048 - ) - - # bias - for file in self.files: - with pyfits.open(file, mode="update") as im: - dq = (im["DQ"].data & 1025) == 0 - - if im[0].header["DETECTOR"] == "NRS2": - dq[:, :1400] = False - else: - dq[:, 1400:] = False - - if ("MASKBIAS" in im[0].header) & skip_completed: - bias_level = im[0].header["MASKBIAS"] - msg = f"msaexp.preprocess : {file} bias offset =" - msg += f" {bias_level:7.3f} (from MASKBIAS)" - utils.log_comment( - utils.LOGFILE, msg, verbose=True, show_date=False - ) - else: - bias_level = np.nanmedian(im["SCI"].data[dq]) - msg = f"msaexp.preprocess : {file} bias offset =" - msg += f" {bias_level:7.3f}" - utils.log_comment( - utils.LOGFILE, msg, verbose=True, show_date=False - ) - - im["SCI"].data -= bias_level - im[0].header["MASKBIAS"] = bias_level, "Bias level" - im[0].header["MASKNPIX"] = ( - dq.sum(), - "Number of pixels used for bias level", - ) - - if scale_rnoise: - - if ("SCLREADN" in im[0].header) & skip_completed: - rms = im[0].header["SCLREADN"] - msg = f"msaexp.preprocess : {file} rms scale =" - msg += f" {rms:>7.2f} (from SCLREADN)" - utils.log_comment( - utils.LOGFILE, msg, verbose=True, show_date=False - ) - else: - resid = im["SCI"].data / np.sqrt(im["VAR_RNOISE"].data) - rms = utils.nmad(resid[dq]) - msg = f"msaexp.preprocess : {file} rms scale =" - msg += f"{rms:>7.2f}" - utils.log_comment( - utils.LOGFILE, msg, verbose=True, show_date=False - ) - - im[0].header["SCLREADN"] = rms, "RNOISE Scale factor" - - im["VAR_RNOISE"].data *= rms**2 - - im[0].header["SCLRNPIX"] = ( - dq.sum(), - "Number of pixels used for rnoise scale", - ) - - im.flush() - return True def run_jwst_pipeline( @@ -1571,8 +1634,7 @@ def extract_spectrum( center2d=False, trace_sign=1, min_dyoffset=0.2, - **kwargs, - ): + **kwargs): """ Main function for extracting 2D/1D spectra from individual slitlets @@ -1637,8 +1699,8 @@ def extract_spectrum( min_dyoffset: float The minimum value for the y offset. Default is 0.2. - Returns: - ---------- + Returns + ------- If 'key' is not found in 'slitlets', returns None. Else: @@ -2487,17 +2549,16 @@ def make_summary_tables(root="msaexp", zout=None): """ Make a summary table of all extracted sources - Parameters: - ----------- - + Parameters + ---------- root : str The root directory where the data is stored. Default is "msaexp". zout : astropy.table.Table Optional table containing photometric redshift information. Default is None. - Returns: - -------- + Returns + ------- tabs : list List of astropy tables containing the extracted source information. diff --git a/msaexp/pipeline_extended.py b/msaexp/pipeline_extended.py new file mode 100644 index 0000000..3f37ddb --- /dev/null +++ b/msaexp/pipeline_extended.py @@ -0,0 +1,900 @@ +""" +Extend CRDS reference files for fixed-slit observations +""" + +import os +import numpy as np +import astropy.io.fits as pyfits +import astropy.table +import matplotlib.pyplot as plt + +import jwst.datamodels +from jwst.assign_wcs import AssignWcsStep +from jwst.msaflagopen import MSAFlagOpenStep +from jwst.extract_2d import Extract2dStep +from jwst.flatfield import FlatFieldStep +from jwst.pathloss import PathLossStep +from jwst.barshadow import BarShadowStep +from jwst.photom import PhotomStep + +from jwst.assign_wcs.assign_wcs import load_wcs +from jwst.flatfield import flat_field +import jwst.photom.photom + +from grizli import utils +import msaexp.utils as msautils +from . import pipeline + +# NEW_WAVERANGE_REF = "jwst_nirspec_wavelengthrange_0008_ext.asdf" + +EXTENDED_RANGES = { + "F070LP_G140M": [0.6, 3.3], + "F100LP_G140M": [0.9, 3.3], + "F170LP_G235M": [1.5, 5.3], + "F290LP_G395M": [2.6, 6.0], + "CLEAR_PRISM": [0.5, 5.6], +} + +__all__ = [ + "step_reference_files", + "extend_wavelengthrange", + "extend_fs_fflat", + "extend_quad_fflat", + "extend_sflat", + "extend_dflat", + "run_pipeline" +] + +def step_reference_files(step, input_model): + """ + Get reference filenames for a `jwst` pipeline step + + Parameters + ---------- + step : `jwst` pipeline step instance + Step object, e.g., `jwst.assign_wcs.AssignWcsStep()` + + input_model : `jwsts.datamodels.Model` + Data model instance + + Returns + ------- + reference_file_names : dict + List of reference filenames by type + + """ + reference_file_names = {} + for reftype in step.reference_file_types: + reffile = step.get_reference_file(input_model, reftype) + reference_file_names[reftype] = reffile if reffile else "" + + return reference_file_names + + +VERBOSITY = True + + +def extend_wavelengthrange( + ref_file="jwst_nirspec_wavelengthrange_0008.asdf", ranges=EXTENDED_RANGES +): + """ + Extend limits of ``wavelengthrange`` reference file + + Parameters + ---------- + ref_file : str + Filename of ``wavelengthrange`` asdf reference file. If not provided as an + absolute path starting with ``/``, will look for the file in ``./`` and + ``$CRDS_PATH/references/jwst/nirspec``. + + ranges : dict + Extended ranges by grating / filter + + Returns + ------- + status : bool + True if completed without exception + + Writes a file ``ref_file.replace(".asdf", "_ext.asdf")``. + + """ + + if os.path.exists(ref_file): + NIRSPEC_CRDS = "./" + elif ref_file.startswith("/"): + NIRSPEC_CRDS = os.path.dirname(ref_file) + else: + NIRSPEC_CRDS = os.path.join( + os.getenv("CRDS_PATH"), "references/jwst/nirspec" + ) + + waverange = jwst.datamodels.open(os.path.join(NIRSPEC_CRDS, ref_file)) + + for k in ranges: + i = waverange.waverange_selector.index(k) + waverange.wavelengthrange[i] = [v * 1e-6 for v in ranges[k]] + + new_waverange = ref_file.replace(".asdf", "_ext.asdf") + + waverange.meta.author = "G. Brammer" + waverange.meta.date = utils.nowtime().iso.replace(" ", "T") + waverange.meta.description = "Extended M grating wavelength ranges" + + so = np.argsort(waverange.waverange_selector) + + msg = f"New wavelength range file {new_waverange}" + utils.log_comment(utils.LOGFILE, msg, verbose=VERBOSITY) + + for i in so: + key = waverange.waverange_selector[i] + spl = key.split("_") + if ( + spl[0] + in [ + "CLEAR", + "FLAT1", + "FLAT2", + "FLAT3", + "LINE1", + "LINE2", + "LINE3", + "REF", + "TEST", + ] + ) & (key != "CLEAR_PRISM"): + continue + if ("H" in spl[1]) | (spl[1] == "MIRROR") | (key == "F100LP_PRISM"): + continue + if spl[0] in ["OPAQUE", "F110W", "F140X"]: + continue + if (spl[1] == "PRISM") & (spl[0] != "CLEAR"): + continue + + msg = f"{i:>2} {waverange.waverange_selector[i]:>16} {waverange.order[i]:>3} {waverange.wavelengthrange[i][0]*1.e6:.2f} - {waverange.wavelengthrange[i][1]*1.e6:.2f}" + utils.log_comment(utils.LOGFILE, msg, verbose=VERBOSITY) + + waverange.write(new_waverange) + waverange.close() + + return True + + +def extend_fs_fflat( + fflat_filename, + full_range=[0.55, 5.6], + FILL_VALUE=2.0e20, + log_prefix="extend_fs_fflat", +): + """ + Extend fflat reference for ``EXP_TYPE = NRS_FIXEDSLIT`` + + Parameters + ---------- + fflat_filename : str + Filename + + full_range : list + Wavelength limits + + FILL_VALUE : float + Value to use for the monochromatic flat table. The default is set such that + the products processed with the updated references files have roughly the same + pixel values as with the default calibrations. + + log_prefix : str + String for log messages + + Returns + ------- + ff : ``jwst.datamodels.NirspecFlat`` + F-Flat object + """ + fbase = os.path.basename(fflat_filename) + + ff = jwst.datamodels.open(fflat_filename) + + fftab = astropy.table.Table(ff.flat_table) + nelem = len(fftab[0]["wavelength"]) + + non_zero = fftab["wavelength"][0] > 0 + + newtab = astropy.table.Table() + newtab["slit_name"] = fftab["slit_name"] + + med_FILL_VALUE = np.nanmedian(fftab["data"][0][non_zero]) + + msg = f"{log_prefix} {fbase} fill fflat with {FILL_VALUE} (med = {med_FILL_VALUE})" + utils.log_comment(utils.LOGFILE, msg, verbose=VERBOSITY) + + wave = np.logspace(*(np.log10(full_range)), nelem) + newtab["nelem"] = nelem + newtab["wavelength"] = [wave.astype(np.float32).tolist()] * len(fftab) + newtab["data"] = [ + np.full(nelem, FILL_VALUE, dtype=np.float32).tolist() + ] * len(fftab) + newtab["error"] = [ + np.full(nelem, FILL_VALUE * 1.0e-5, dtype=np.float32).tolist() + ] * len(fftab) + for c in ["wavelength", "data", "error"]: + newtab[c] = newtab[c].astype(np.float32) + + ff.flat_table = pyfits.BinTableHDU(newtab).data + for c in ["wavelength", "data", "error"]: + newtab[c] = newtab[c].astype(np.float32) + + return ff + + +def extend_quad_fflat( + fflat_filename, + full_range=[0.55, 5.6], + FILL_VALUE=2.0e20, + log_prefix="extend_quad_fflat", +): + """ + Extend fflat reference for ``EXP_TYPE = NRS_MSASPEC`` + + Parameters + ---------- + fflat_filename : str + Filename + + full_range : list + Wavelength limits + + FILL_VALUE : float + Value to use for the monochromatic flat table. The default is set such that + the products processed with the updated references files have roughly the same + pixel values as with the default calibrations. + + log_prefix : str + String for log messages + + Returns + ------- + ff : ``jwst.datamodels.NirspecFlat`` + F-Flat object + + """ + fbase = os.path.basename(fflat_filename) + + ff = jwst.datamodels.open(fflat_filename) + + for i in range(4): + fftab = astropy.table.Table(ff.quadrants[i].flat_table) + non_zero = fftab["wavelength"][0] > 0 + + newtab = astropy.table.Table() + newtab["slit_name"] = fftab["slit_name"] + + med_FILL_VALUE = np.nanmedian(fftab["data"][0][non_zero]) + + msg = f"{log_prefix} {fbase} Q={i} fill fflat with {FILL_VALUE} (med = {med_FILL_VALUE})" + utils.log_comment(utils.LOGFILE, msg, verbose=VERBOSITY) + + nelem = len(fftab[0]["wavelength"]) + + wave = np.logspace(*(np.log10(full_range)), nelem) + newtab["nelem"] = nelem + newtab["wavelength"] = [wave.astype(np.float32).tolist()] * len(fftab) + newtab["data"] = [ + np.full(nelem, FILL_VALUE, dtype=np.float32).tolist() + ] * len(fftab) + newtab["error"] = [ + np.full(nelem, FILL_VALUE * 1.0e-5, dtype=np.float32).tolist() + ] * len(fftab) + + ff.quadrants[i].flat_table = pyfits.BinTableHDU(newtab).data + for c in ["wavelength", "data", "error"]: + newtab[c] = newtab[c].astype(np.float32) + + return ff + + +def extend_sflat( + sflat_filename, + full_range=[0.55, 5.6], + FILL_VALUE=5.0e-10, + log_prefix="extend_sflat", +): + """ + Extend NIRSpec sflat reference file + + Parameters + ---------- + fflat_filename : str + Filename + + full_range : list + Wavelength limits + + FILL_VALUE : float + Value to use for the monochromatic flat table. The default is set such that + the products processed with the updated references files have roughly the same + pixel values as with the default calibrations. + + log_prefix : str + String for log messages + + Returns + ------- + sf : ``jwst.datamodels.NirspecFlat`` + S-Flat object + + """ + fbase = os.path.basename(sflat_filename) + + sf = jwst.datamodels.open(sflat_filename) + + msg = f"{log_prefix} {fbase} Unset NO_FLAT_FIELD from SFlat DQ" + utils.log_comment(utils.LOGFILE, msg, verbose=True) + + sf.dq -= sf.dq & 2**18 + + # Just reset wavelength metadata, don't add extensions + head_ = sf.extra_fits.SCI.header + nflat = sf.data.shape[0] + + inds = [] + + for i, row in enumerate(head_): + if row[0] == "FLAT_01": + head_[i][1] = full_range[0] + inds.append(i) + + elif row[0] == f"FLAT_{nflat:02d}": + head_[i][1] = full_range[-1] + inds.append(i) + + for i in inds: + utils.log_comment( + utils.LOGFILE, + f"{log_prefix} {fbase} header {sf.extra_fits.SCI.header[i]}", + verbose=True, + ) + + if len(sf.wavelength) > 0: + sf.wavelength[0] = (full_range[0],) + sf.wavelength[-1] = (full_range[-1],) + + # Make flat table + sft = astropy.table.Table(sf.flat_table) + non_zero = sft["wavelength"][0] > 0 + + newtab = astropy.table.Table() + newtab["slit_name"] = sft["slit_name"] + + nelem = len(sft[0]["wavelength"]) + if nelem > 50000: + nelem = 1024 + head_ = sf.extra_fits.FAST_VARIATION.header + for i in range(len(head_)): + head_[i][1] = f"({nelem})" # wierd format + # print(head_[i]) + + wave = np.logspace(*(np.log10(full_range)), nelem) + + med_FILL_VALUE = np.nanmax(sft["data"][0][non_zero]) + + msg = f"{log_prefix} {fbase} fill sflat with {FILL_VALUE} (med = {med_FILL_VALUE})" + utils.log_comment(utils.LOGFILE, msg, verbose=True) + + newtab["nelem"] = nelem + newtab["wavelength"] = [wave.astype(np.float32).tolist()] * len(sft) + newtab["data"] = [ + np.full(nelem, FILL_VALUE, dtype=np.float32).tolist() + ] * len(sft) + newtab["error"] = [ + np.full(nelem, FILL_VALUE * 1.0e-5, dtype=np.float32).tolist() + ] * len(sft) + + for c in ["wavelength", "data", "error"]: + newtab[c] = newtab[c].astype(np.float32) + + sf.flat_table = pyfits.BinTableHDU(newtab).data + + return sf + + +def extend_dflat( + dflat_filename, full_range=[0.55, 5.6], log_prefix="extend_dflat" +): + """ + Extend NIRSpec sflat reference file + + Parameters + ---------- + dflat_filename : str + Filename + + full_range : list + Wavelength limits + + log_prefix : str + String for log messages + + Returns + ------- + df : ``jwst.datamodels.NirspecFlat`` + D-Flat object + + """ + fbase = os.path.basename(dflat_filename) + + df = jwst.datamodels.open(dflat_filename) + + dflat_waves = df.extra_fits.WAVELENGTH.data.wavelength.tolist() + + prism_min = full_range[0] + + prism_max = full_range[1] + + if dflat_waves[-1] < prism_max: + + msg = f"{log_prefix} {fbase} max wave = {dflat_waves[-1]:.2f} -> append {prism_max}" + utils.log_comment(utils.LOGFILE, msg, verbose=VERBOSITY) + + dflat_waves.append(prism_max) + + astropy.table.Table(df.extra_fits.WAVELENGTH.data) + + newtab = astropy.table.Table() + newtab["wavelength"] = dflat_waves + + df.extra_fits.WAVELENGTH.data = pyfits.BinTableHDU(newtab).data + + df.extra_fits.SCI.header[0][1] += 1 + df.extra_fits.SCI.header.append( + [ + f"PFLAT_{df.extra_fits.SCI.header[0][1]}", + prism_max, + "central wavelength monochromatic pflat (micron)", + ] + ) + df.data = np.vstack([df.data, df.data[-1:, :, :] * 1]) + + # Min + dflat_waves = df.extra_fits.WAVELENGTH.data.wavelength.tolist() + + if dflat_waves[0] > prism_min: + + msg = f"{log_prefix} {fbase} max wave = {dflat_waves[0]:.2f} -> prepend {prism_min}" + utils.log_comment(utils.LOGFILE, msg, verbose=VERBOSITY) + + # dflat_waves.append(prism_max) + dflat_waves.insert(0, prism_min) + + astropy.table.Table(df.extra_fits.WAVELENGTH.data) + + newtab = astropy.table.Table() + newtab["wavelength"] = dflat_waves + + df.extra_fits.WAVELENGTH.data = pyfits.BinTableHDU(newtab).data + + df.extra_fits.SCI.header[0][1] += 1 + df.extra_fits.SCI.header.insert( + 1, + [ + f"PFLAT_1", + prism_min, + "central wavelength monochromatic pflat (micron)", + ], + ) + N = df.extra_fits.SCI.header[0][1] + for i in range(N): + df.extra_fits.SCI.header[i + 1][0] = f"PFLAT_{i+1}" + + df.data = np.vstack([df.data[:1, :, :] * 1, df.data]) + + return df + + +def run_pipeline( + file, + slit_index=0, + all_slits=True, + write_output=True, + set_log=True, + skip_existing_log=False, + undo_flat=True, + preprocess_kwargs={}, + ranges=EXTENDED_RANGES, + make_trace_figures=False, + **kwargs, +): + """ + Pipeline for extending reference files + + Parameters + ---------- + file : str + Exposure (rate.fits) filename + + slit_index : int + Index of a single slit to extract + + all_slits : bool + Extract all slits of the final `jwst.datamodles.MultiSlit` model + + write_output : bool + Write output extracted `jwst.datamodels.SlitModel` objects to separate files + + set_log : bool + Set log file based on the input ``file`` + + skip_existing_log : bool + Skip subsequent processing if the log file from ``set_log`` is found in the + working directory. + + undo_flat : bool + Main switch for using dummy monochromatic flat reference files. This needs + to be True for the extracted spectra to not be masked with NaN beyond where the + current reference files are defined + + preprocess_kwargs : dict + Keyword arguments for `msaexp.pipeline.exposure_detector_effects` + preprocessing. Skip if ``None`` + + ranges : dict + Full extended wavelength ranges by FILTER / GRATING + + make_trace_figures : bool + Make some diagnostic figures + + Returns + ------- + result : None, `jwst.datamodels.MultiSlitModel` + None if an existing log was found, otherwise the final calibrated product. + Also returns ``None`` if `jwst.assign_wcs.AssignWcsStep` raises a + ``NoDataOnDetectorError`` exception. + + """ + import time + from jwst.assign_wcs.util import NoDataOnDetectorError + + ORIG_LOGFILE = utils.LOGFILE + if set_log: + utils.LOGFILE = file.replace("_rate.fits", "_rate.wave_log.txt") + + if os.path.exists(utils.LOGFILE) & skip_existing_log: + utils.LOGFILE = ORIG_LOGFILE + print(f"log file {utils.LOGFILE} found, skip") + return None + + msg = f""" +######## +# extend_reference_files {time.ctime()} +# {file} +# slit_index={slit_index} all_slits={all_slits} write_output={write_output} +# log to {utils.LOGFILE} +""" + utils.log_comment(utils.LOGFILE, msg, verbose=VERBOSITY) + + # Preprocessing + if preprocess_kwargs is not None: + # 1/f, bias & rnoise + status = pipeline.exposure_detector_effects(file, **preprocess_kwargs) + + wstep = AssignWcsStep() + + msg = f"{file} AssignWCS" + utils.log_comment(utils.LOGFILE, msg, verbose=VERBOSITY) + + ############## + # AssignWCS with extended wavelength range + with jwst.datamodels.open(file) as dm: + + wcs_reference_files = step_reference_files(wstep, dm) + new_waverange = os.path.basename( + wcs_reference_files["wavelengthrange"] + ) + new_waverange = new_waverange.replace(".asdf", "_ext.asdf") + + if not os.path.exists(new_waverange): + extend_wavelengthrange( + ref_file=os.path.basename( + wcs_reference_files["wavelengthrange"] + ) + ) + + # Use new reference + wcs_reference_files["wavelengthrange"] = new_waverange + slit_y_range = [wstep.slit_y_low, wstep.slit_y_high] + try: + with_wcs = load_wcs(dm, wcs_reference_files, slit_y_range) + except NoDataOnDetectorError: + msg = f"{file} No open slits found to work on" + utils.log_comment(utils.LOGFILE, msg, verbose=VERBOSITY) + utils.LOGFILE = ORIG_LOGFILE + return None + + ############ + # Extract2D + msg = f"{file} Extract2D" + utils.log_comment(utils.LOGFILE, msg, verbose=VERBOSITY) + + step2d = Extract2dStep() + ext2d = step2d.call(with_wcs) + + _slit_index = None + if ext2d.meta.exposure.type == "NRS_FIXEDSLIT": + for ind, slit in enumerate(ext2d.slits): + if f"NRS_{slit.name}_SLIT".upper() == ext2d.meta.aperture.name: + _slit_index = ind + break + + if _slit_index is not None: + msg = f"{file} use slit_index = {_slit_index} for {slit.name}" + utils.log_comment(utils.LOGFILE, msg, verbose=VERBOSITY) + slit_index = _slit_index + all_slits = False + + _slit = ext2d[slit_index] + + targ_ = _slit.meta.target.catalog_name.replace(" ", "-").replace("_", "-") + + inst_key = f"{_slit.meta.instrument.filter}_{_slit.meta.instrument.grating}" + + if _slit.meta.exposure.type == "NRS_FIXEDSLIT": + slit_prefix_ = f"{file.split('_rate')[0]}_{targ_}_{inst_key}_{_slit.name}".lower() + else: + if undo_flat: + plabel = "raw" + else: + plabel = "phot" + + slit_prefix_ = f"{file.split('_rate')[0]}_{inst_key}_{plabel}.{_slit.name}.{_slit.source_name}".lower() + + det = _slit.meta.instrument.detector + + msg = f"{file} {inst_key} {det}" + utils.log_comment(utils.LOGFILE, msg, verbose=VERBOSITY) + + # Trace + xtr, ytr, wtr, rs, ds = msautils.slit_trace_center( + _slit, with_source_xpos=False, with_source_ypos=False + ) + + if make_trace_figures: + fig, ax = plt.subplots(1, 1, figsize=(12, 5)) + ax.imshow(_slit.data, aspect="auto", vmin=-0.1, vmax=2, cmap="magma_r") + ax.plot(xtr, ytr, color="magenta") + ax.set_title(f"{inst_key} {det}") + fig.tight_layout(pad=1) + + fig.savefig(f"{slit_prefix_}_trace.png".lower()) + + ############ + # Flat-field + msg = f"{file} FlatFieldStep" + utils.log_comment(utils.LOGFILE, msg, verbose=VERBOSITY) + + flat_step = FlatFieldStep() + flat_reference_files = step_reference_files(flat_step, ext2d) + + ######## + # FFlat + new_fflat_filename = os.path.basename( + flat_reference_files["fflat"] + ).replace(".fits", "_ext.fits") + if undo_flat: + msg = f"{file} fflat = '{new_fflat_filename}'" + utils.log_comment(utils.LOGFILE, msg, verbose=VERBOSITY) + + full_range = ranges[inst_key] + + # if inst_key == 'F100LP_G140M': + # full_range[0] = 0.952 + # msg = f"{file} set minimum wavelength {full_range[0]}" + # utils.log_comment(utils.LOGFILE, msg, verbose=VERBOSITY) + + if (not os.path.exists(new_fflat_filename)) & undo_flat: + if ext2d.meta.exposure.type == "NRS_MSASPEC": + ff = extend_quad_fflat( + flat_reference_files["fflat"], + full_range=full_range, + log_prefix=file, + ) + else: + ff = extend_fs_fflat( + flat_reference_files["fflat"], + full_range=full_range, + log_prefix=file, + ) + + ff.write(new_fflat_filename, overwrite=True) + + if undo_flat: + flat_reference_files["fflat"] = new_fflat_filename + + ## SFlat + new_sflat_filename = os.path.basename( + flat_reference_files["sflat"] + ).replace(".fits", "_ext.fits") + + if undo_flat: + msg = f"{file} sflat = '{new_sflat_filename}'" + utils.log_comment(utils.LOGFILE, msg, verbose=VERBOSITY) + + if (not os.path.exists(new_sflat_filename)) & undo_flat: + sf = extend_sflat( + flat_reference_files["sflat"], + full_range=full_range, + log_prefix=file, + ) + sf.write(new_sflat_filename, overwrite=True) + + if undo_flat: + flat_reference_files["sflat"] = new_sflat_filename + + ############### + # DFLAT + new_dflat_filename = os.path.basename( + flat_reference_files["dflat"] + ).replace(".fits", "_ext.fits") + + msg = f"{file} dflat = '{new_dflat_filename}'" + utils.log_comment(utils.LOGFILE, msg, verbose=VERBOSITY) + + wmin, wmax = 10, 0 + for k in ranges: + wmin = np.minimum(ranges[k][0], wmin) + wmax = np.maximum(ranges[k][1], wmax) + + if not os.path.exists(new_dflat_filename): + df = extend_dflat( + flat_reference_files["dflat"], + full_range=[wmin, wmax], + log_prefix=file, + ) + + df.write(new_dflat_filename, overwrite=True) + + flat_reference_files["dflat"] = new_dflat_filename + + ### Apply flake flats + flat_models = flat_step._get_references(ext2d, ext2d.meta.exposure.type) + for k in flat_models: + if flat_models[k] is not None: + flat_models[k] = flat_models[k].__class__(flat_reference_files[k]) + + # Metadata for fixed slit + if ext2d.meta.exposure.type == "NRS_FIXEDSLIT": + for _slit in ext2d.slits: + msautils.update_slit_metadata(_slit) + + flat_corr, flat_applied = flat_field.do_correction( + ext2d, **flat_models, inverse=flat_step.inverse + ) + + # Close reference models + for k in flat_models: + if flat_models[k] is not None: + flat_models[k].close() + + # Path and bar + if ext2d.meta.exposure.type == "NRS_MSASPEC": + + msg = f"{file} NRS_MSASPEC run PathLossStep" + utils.log_comment(utils.LOGFILE, msg, verbose=VERBOSITY) + + path_step = PathLossStep() + path_result = path_step.call(flat_corr) + + msg = f"{file} NRS_MSASPEC run BarShadowStep" + utils.log_comment(utils.LOGFILE, msg, verbose=VERBOSITY) + + bar_step = BarShadowStep() + bar_result = bar_step.call(path_result) + + last_result = bar_result + + else: + last_result = flat_corr + + ########### + # Photom + + phot_step = PhotomStep() + phot_filename = phot_step.get_reference_file(last_result, "photom") + area_filename = phot_step.get_reference_file(last_result, "area") + + new_phot_filename = os.path.basename(phot_filename).replace( + ".fits", "_ext.fits" + ) + + msg = f"{file} photom = '{new_phot_filename}'" + utils.log_comment(utils.LOGFILE, msg, verbose=VERBOSITY) + + if not os.path.exists(new_phot_filename): + pref = jwst.datamodels.open(phot_filename) + ptab = astropy.table.Table(pref.phot_table) + + for k in ranges: + filt, grat = k.split("_") + nfull = len(ptab[0]["wavelength"]) + nelem = nfull - 4 + wgrid = np.zeros(nfull, dtype=np.float32) + wgrid[:nelem] = np.logspace(*np.log10(ranges[k]), nelem) + resp = (wgrid > 0) * 1 + + rows = (ptab["grating"] == grat) & (ptab["filter"] == filt) + + ptab["nelem"][rows] = nelem + ptab["wavelength"][rows] = wgrid + ptab["relresponse"][rows] = resp + + pref.phot_table = pyfits.BinTableHDU(ptab).data + + pref.write(new_phot_filename, overwrite=True) + + # Apply photom + + correction_pars = None + + phot = jwst.photom.photom.DataSet( + last_result, + phot_step.inverse, + phot_step.source_type, + phot_step.mrs_time_correction, + correction_pars, + ) + + result = phot.apply_photom(new_phot_filename, area_filename) + + if make_trace_figures: + fig, ax = plt.subplots(1, 1, figsize=(12, 5)) + ax.imshow( + result.slits[slit_index].data, + aspect="auto", + vmin=-0.1 * 20, + vmax=2 * 20, + cmap="magma_r", + ) + ax.plot(xtr, ytr, color="magenta") + ax.set_title(f"{inst_key} {det}") + fig.tight_layout(pad=1) + + fig.savefig(f"{slit_prefix_}_final.png".lower()) + + if write_output: + if all_slits: + slit_list = result.slits + else: + slit_list = result.slits[slit_index : slit_index + 1] + + for _slit in slit_list: + if _slit.meta.exposure.type == "NRS_FIXEDSLIT": + slit_prefix_ = f"{file.split('_rate')[0]}_{targ_}_{inst_key}_{_slit.name}".lower() + else: + if undo_flat: + plabel = "raw" + else: + plabel = "phot" + + slit_prefix_ = f"{file.split('_rate')[0]}_{inst_key}_{plabel}.{_slit.name}.{_slit.source_name}".lower() + + slit_file = slit_prefix_ + ".fits" + + msg = f"{file} write slitlet {slit_file}" + utils.log_comment(utils.LOGFILE, msg, verbose=VERBOSITY) + + slit_model = jwst.datamodels.SlitModel(_slit.instance) + slit_model.write(slit_file, overwrite=True) + + with pyfits.open(slit_file, mode="update") as im: + im[0].header["NOFLAT"] = ( + True, + "Dummy flat field with extended wavelength references", + ) + im[0].header["R_FFLAT"] = flat_reference_files["fflat"] + im[0].header["R_SFLAT"] = flat_reference_files["sflat"] + im[0].header["R_DFLAT"] = flat_reference_files["dflat"] + im[0].header["R_PHOTOM"] = new_phot_filename + + im.flush() + + utils.LOGFILE = ORIG_LOGFILE + + return result + diff --git a/msaexp/resample_numba.py b/msaexp/resample_numba.py index c1a725c..10204ff 100644 --- a/msaexp/resample_numba.py +++ b/msaexp/resample_numba.py @@ -18,6 +18,8 @@ "smc_attenuation", ] +CLIGHT = 299792458.0 # m/s + @jit(nopython=True, fastmath=True, error_model="numpy") def simpson(y, x): @@ -366,6 +368,77 @@ def pixel_integrated_gaussian_numba(x, mu, sigma, dx=None, normalization=1.0): return samp +import grizli.utils_numba.interp + +INTERP_CONSERVE = grizli.utils_numba.interp.interp_conserve_c + + +@jit(nopython=True, fastmath=True, error_model="numpy") +def integrate_filter( + filter_wave, + filter_throughput, + filter_norm, + templ_wobs, + templ_fnu, +): + """ + Integrate the template through a `FilterDefinition` filter object. + + .. note:: The `grizli` interpolation function + `grizli.utils_c.interp.interp_conserve_c` will be used if + available. + + Parameters + ---------- + filt : `~eazy.filters.FilterDefinition` object or a list of them + Filter(s) to interpolate + + flam : bool + Return integrated fluxes in f-lambda, rather than f-nu + + scale : float, array + Scale factor applied to template before integrating. If an + array is specified, it must have the same size as the template + ``wave`` array. + + z : float + Redshift the template before integrating through the filter + + include_igm : bool + Include IGM absorption + + redshift_type : str + See `~eazy.templates.Template.zindex`. + + iz : int + Evaluate for a specific index of the ``flux`` array rather than + calculating with ``zindex`` + + Returns + ------- + fnu : float or array + Template integrated through one or more filters from ``filt``. By + defaults has units of fnu + + .. note:: The interpolated fluxes *do not* include factors of + (1+z) from the redshifted templates. + + """ + + templ_filt = INTERP_CONSERVE( + filter_wave, templ_wobs, templ_fnu, left=0, right=0 + ) + + # f_nu/lam dlam == f_nu d (ln nu) + filter_flux = trapz( + filter_throughput * templ_filt / filter_wave, filter_wave + ) + + filter_flux /= filter_norm + + return filter_flux + + @jit(nopython=True, fastmath=True, error_model="numpy") def compute_igm(z, wobs, scale_tau=1.0): """ diff --git a/msaexp/slit_combine.py b/msaexp/slit_combine.py index 4fae594..9af8cae 100644 --- a/msaexp/slit_combine.py +++ b/msaexp/slit_combine.py @@ -119,7 +119,7 @@ def split_visit_groups( groups = {} for k in np.unique(keys): test_field = (un[k].sum() % 6 == 0) & ("jw02561" in files[0]) - test_field |= (un[k].sum() % 4 == 0) & ("jw01810" in files[0]) + test_field |= (un[k].sum() % 4 == 0) & ("xxjw01810" in files[0]) test_field |= (un[k].sum() % 4 == 0) & ("jw01324" in files[0]) test_field |= (un[k].sum() % 6 == 0) & ("jw01324" in files[0]) test_field &= split_uncover > 0 @@ -189,6 +189,7 @@ def slit_prf_fraction( from msaexp.resample_numba import pixel_integrated_gaussian_numba as PRF global SCALE_FWHM + global LOOKUP_PRF # Tabulated PSF FWHM, pix psf_fw = msautils.get_nirspec_psf_fwhm(wave) * SCALE_FWHM @@ -208,6 +209,25 @@ def slit_prf_fraction( return prf_frac +LOOKUP_PRF = None +LOOKUP_PRF_ORDER = 1 + +def set_lookup_prf(): + """ + Initialize global LOOKUP_PRF + """ + global LOOKUP_PRF + + msg = f"Initialize LookupTablePSF()" + utils.log_comment(utils.LOGFILE, msg, verbose=True) + + prf = msautils.LookupTablePSF() + + LOOKUP_PRF = prf + + return prf + + def objfun_prof_trace( theta, base_coeffs, @@ -231,8 +251,8 @@ def objfun_prof_trace( """ Objective function for fitting the profile along the trace - Parameters: - ----------- + Parameters + ---------- theta : array-like Array of parameters for the objective function. @@ -286,8 +306,8 @@ def objfun_prof_trace( ret : int Return flag (see returns). - Returns: - -------- + Returns + ------- If ret == 1: snum : array-like Numerator of the objective function. The estimated 1D @@ -328,6 +348,8 @@ def objfun_prof_trace( global WING_SIGMA global DEFAULT_WINGS global WINGS_XOFF + global LOOKUP_PRF + global LOOKUP_PRF_ORDER EVAL_COUNT += 1 @@ -383,7 +405,15 @@ def objfun_prof_trace( # wings = (0.05, 2) - ppos = PRF(yslit[ipos, :].flatten(), 0.0, sig2[ipos, :].flatten(), dx=1) + if LOOKUP_PRF is not None: + ppos = LOOKUP_PRF.evaluate( + sigma=sigma, + slit_coords=(wave[ipos,:].flatten(), yslit[ipos, :].flatten()), + order=LOOKUP_PRF_ORDER + ) + else: + ppos = PRF(yslit[ipos, :].flatten(), 0.0, sig2[ipos, :].flatten(), dx=1) + if WINGS_XOFF is not None: for wx, wn in zip(WINGS_XOFF, wings): ppos += wn * PRF( @@ -407,9 +437,16 @@ def objfun_prof_trace( # ppos *= bar[ipos,:] if ineg.sum() > 0: - pneg = PRF( - yslit[ineg, :].flatten(), 0.0, sig2[ineg, :].flatten(), dx=1 - ) + if LOOKUP_PRF is not None: + pneg = LOOKUP_PRF.evaluate( + sigma=sigma, + slit_coords=(wave[ineg,:].flatten(), yslit[ineg, :].flatten()), + order=LOOKUP_PRF_ORDER + ) + else: + pneg = PRF( + yslit[ineg, :].flatten(), 0.0, sig2[ineg, :].flatten(), dx=1 + ) if WINGS_XOFF is not None: for wx, wn in zip(WINGS_XOFF, wings): pneg += wn * PRF( @@ -528,6 +565,7 @@ def __init__( min_bar=0.4, bar_corr_mode="wave", fix_prism_norm=True, + extended_calibration_kwargs={"threshold": 0.01}, slit_hotpix_kwargs={}, sky_arrays=None, sky_file="read", @@ -547,8 +585,7 @@ def __init__( pad_border=2, weight_type="ivm", reference_exposure="auto", - **kwargs, - ): + **kwargs): """ Container for a list of 2D extracted ``SlitModel`` files @@ -611,6 +648,9 @@ def __init__( Apply prism normalization correction with `~msaexp.utils.get_normalization_correction`. + extended_calibration_kwargs : dict + Keyword arguments to `~msaexp.utils.slit_extended_flux_calibration` + sky_arrays : array-like Optional sky data (in progress) @@ -813,6 +853,12 @@ def __init__( self.flagged_hot_pixels = [] for i, file in enumerate(files): slit = jwst.datamodels.open(file) + + if extended_calibration_kwargs is not None: + status = msautils.slit_extended_flux_calibration( + slit, **extended_calibration_kwargs + ) + if slit_hotpix_kwargs is not None: _ = msautils.slit_hot_pixels(slit, **slit_hotpix_kwargs) self.flagged_hot_pixels.append(_) # dq, count, status @@ -4093,6 +4139,7 @@ def drizzle_grating_group( step=1, with_pathloss=True, wave_sample=1.05, + grating_limits=msautils.GRATING_LIMITS, ny=13, dkws=dict(oversample=16, pixfrac=0.8, sample_axes="y"), y_range=[-3, 3], @@ -4164,7 +4211,7 @@ def drizzle_grating_group( header = pyfits.Header() wave_bin = msautils.get_standard_wavelength_grid( - obj.grating, sample=wave_sample + obj.grating, sample=wave_sample, grating_limits=grating_limits, ) xbin = msautils.array_to_bin_edges(wave_bin) diff --git a/msaexp/spectrum.py b/msaexp/spectrum.py index b520d38..4ca0f28 100644 --- a/msaexp/spectrum.py +++ b/msaexp/spectrum.py @@ -345,6 +345,8 @@ def resample_eazy_template( velocity_sigma=100.0, fnu=True, nsig=4, + with_igm=False, + **kwargs, ): """ Smooth and resample an `eazy.templates.Template` object onto the @@ -385,8 +387,11 @@ def resample_eazy_template( else: templ_flux = template.flux_flam(z=z).astype(np.float32) - # Turn off - igmz = 1.0 + if with_igm: + igmz = IGM_FUNC(z, templ_wobs * 1.0e4) + else: + # Turn off + igmz = 1.0 res = RESAMPLE_FUNC( self.spec_wobs, @@ -530,6 +535,80 @@ def bspline_array( return bspl + def fit_single_template( + self, + template, + z=0.0, + spl=None, + lsq=np.linalg.lstsq, + lsq_kwargs=dict(rcond=None), + loss=None, + **kwargs, + ): + """ + Resample and fit a template to the spectrum + + Parameters + ---------- + template : `eazy.templates.Template` + High-resolution, rest-frame template + + z : float + Redshift + + spl : (N, M) array + Optional spline array + + lsq, lsq_kwargs : func, dict + Least-squares optimization function, keyword args + + loss : func + Loss function, e.g, `scip.stats.norm(scale=spec['full_err'][spec.valid])` + + kwargs : dict + keyword arguments passed to + `~msaexp.spectrum.SpectrumSampler.resample_eazy_template`, e.g., + "scale_disp", "velocity_sigma" + + Returns + ------- + result : dict + Fit results + - ``model``: best-fit model, (M,) array + - ``A``: design matrix, (N, M) array + - ``coeffs``: least-squares coefficients, (N,) array + - ``lnp`` : ``loss.logpdf(residual)`` (M,) array + """ + from scipy.stats import norm + + res = self.resample_eazy_template(template, z=z, **kwargs) + + if spl is not None: + res = res * spl + else: + res = res[None, :] + + A = res / self.spec["full_err"] + b = self.spec["flux"] / self.spec["full_err"] + coeffs, _r, rank, s = lsq( + A[:, self.valid].T, b[self.valid], **lsq_kwargs + ) + + model = res.T.dot(coeffs) + residual = self.spec["flux"] - model + + if loss is None: + loss = norm(loc=0, scale=self.spec["full_err"][self.valid]) + + result = { + "model": model, + "A": res, + "coeffs": coeffs, + "lnp": loss.logpdf(residual[self.valid]), + } + + return result + def redo_1d_extraction(self, **kwargs): """ Redo 1D extraction from 2D arrays with @@ -556,7 +635,7 @@ def redo_1d_extraction(self, **kwargs): from msaexp import spectrum import matplotlib.pyplot as plt - sp = spectrum.SpectrumSampler('https://s3.amazonaws.com/msaexp-nirspec/extractions/ceers-ddt-v1/ceers-ddt-v1_prism-clear_2750_1598.spec.fits') + sp = spectrum.SpectrumSampler('https://s3.amazonaws.com/msaexp-nirspec/extractions/ceers-ddt-v3/ceers-ddt-v3_prism-clear_2750_1598.spec.fits') fig, axes = plt.subplots(2, 1, figsize=(8, 5), sharex=True, sharey=True) @@ -650,7 +729,7 @@ def resample_bagpipes_model( return spectrum def igm_absorption(self, z, scale_tau=1.0, scale_disp=1.3): - """ + r""" `Inoue+ (2014) <https://ui.adsabs.harvard.edu/abs/2014MNRAS.442.1805I>`_ IGM absorption @@ -1209,6 +1288,15 @@ def fit_redshift( "BrD", ] +EXTRA_NIR_LINES = [ + "FeII-11128", + "PII-11886", + "FeII-12570", + "FeII-16440", + "FeII-16877", + "FeII-17418", + "FeII-18362", +] def make_templates( sampler, @@ -1225,6 +1313,8 @@ def make_templates( o4363=[], sii=["SII"], with_pah=True, + extra_lines=EXTRA_NIR_LINES, + apply_igm=True, **kwargs, ): """ @@ -1277,6 +1367,9 @@ def make_templates( with_pah : bool Whether to include PAH templates in the fitting + extra_lines : list + List of extra emission lines to fit + Returns ------- templates : list @@ -1370,10 +1463,14 @@ def make_templates( "PaB", "PaA", "HeI-1083", + "CI-9850", + # "SiVI-19634", "BrA", "BrB", "BrG", "BrD", + "BrE", + "BrF", "PfB", "PfG", "PfD", @@ -1392,6 +1489,7 @@ def make_templates( "HeI-7065", "HeI-8446", *extra, + *extra_lines, ]: if li not in lw: @@ -1467,8 +1565,9 @@ def make_templates( _A = np.vstack(_A) - igmz = IGM_FUNC(z, wobs.value * 1.0e4) - _A *= np.maximum(igmz, 0.001) + if apply_igm: + igmz = IGM_FUNC(z, wobs.value * 1.0e4) + _A *= np.maximum(igmz, 0.001) else: if isinstance(eazy_templates[0], dict) & (len(eazy_templates) == 2): @@ -1517,8 +1616,9 @@ def make_templates( _A = np.vstack(_A) - igmz = IGM_FUNC(z, wobs.value * 1.0e4) - _A *= np.maximum(igmz, 0.001) + if apply_igm: + igmz = IGM_FUNC(z, wobs.value * 1.0e4) + _A *= np.maximum(igmz, 0.001) elif len(eazy_templates) == 1: # Scale single template by spline @@ -1538,8 +1638,9 @@ def make_templates( _A = np.vstack([bspl * tflam]) - igmz = IGM_FUNC(z, wobs.value * 1.0e4) - _A *= np.maximum(igmz, 0.001) + if apply_igm: + igmz = IGM_FUNC(z, wobs.value * 1.0e4) + _A *= np.maximum(igmz, 0.001) else: templates = [] @@ -1561,8 +1662,9 @@ def make_templates( tline.append(False) _A = np.vstack(_A) - igmz = IGM_FUNC(z, wobs.value * 1.0e4) - _A *= np.maximum(igmz, 0.001) + if apply_igm: + igmz = IGM_FUNC(z, wobs.value * 1.0e4) + _A *= np.maximum(igmz, 0.001) return templates, np.array(tline), _A @@ -1930,7 +2032,7 @@ def fit_redshift_grid( **kwargs, ) - okt = _A[:, mask].sum(axis=1) > 0 + okt = _A[:, mask].sum(axis=1) != 0 _Ax = _A[okt, :] / eflam _yx = flam / eflam @@ -2278,6 +2380,15 @@ def read_spectrum( else: msg = f"{spectrum_extension} extension not found in HDUList input" raise ValueError(msg) + + elif hasattr(inp, "colnames"): + spec = utils.GTable() + for c in inp.colnames: + spec[c] = inp[c] + + for k in inp.meta: + spec.meta[k] = inp.meta[k] + else: spec = utils.read_catalog(inp) @@ -2338,20 +2449,21 @@ def read_spectrum( grating = spec.meta["GRATING"].lower() _filter = spec.meta["FILTER"].lower() - _data_path = os.path.dirname(__file__) - disp = utils.read_catalog( - f"{_data_path}/data/jwst_nirspec_{grating}_disp.fits" - ) + if "R" not in spec.colnames: + _data_path = os.path.dirname(__file__) + disp = utils.read_catalog( + f"{_data_path}/data/jwst_nirspec_{grating}_disp.fits" + ) - spec.disp = disp + spec.disp = disp - spec["R"] = np.interp( - spec["wave"], - disp["WAVELENGTH"], - disp["R"], - left=disp["R"][0], - right=disp["R"][-1], - ) + spec["R"] = np.interp( + spec["wave"], + disp["WAVELENGTH"], + disp["R"], + left=disp["R"][0], + right=disp["R"][-1], + ) spec.grating = grating spec.filter = _filter @@ -2385,6 +2497,7 @@ def plot_spectrum( vel_width=100, scale_disp=1.3, nspline=27, + bspl=None, show_cont=True, draws=100, figsize=(16, 8), @@ -2395,6 +2508,7 @@ def plot_spectrum( get_init_data=False, scale_uncertainty_kwargs=None, plot_unit=None, + trim_negative=True, sys_err=0.02, return_fit_results=False, use_aper_columns=False, @@ -2528,7 +2642,13 @@ def plot_spectrum( flam[~mask] = np.nan eflam[~mask] = np.nan - bspl = sampler.bspline_array(nspline=nspline, get_matrix=True) + if bspl is None: + if 'continuum_model' in spec.colnames: + bspl = spec['continuum_model'][None,:] * spec["to_flam"] * ap_corr + apply_igm = False + else: + bspl = sampler.bspline_array(nspline=nspline, get_matrix=True) + apply_igm = True templates, tline, _A = make_templates( sampler, @@ -2540,6 +2660,7 @@ def plot_spectrum( use_full_dispersion=use_full_dispersion, disp=spec.disp, grating=spec.grating, + apply_igm=apply_igm, **kwargs, ) @@ -2558,7 +2679,7 @@ def plot_spectrum( set_spec_sys_err(spec, sys_err=_sys_err) eflam = spec[err_column] * spec["to_flam"] * ap_corr - okt = _A[:, mask].sum(axis=1) > 0 + okt = _A[:, mask].sum(axis=1) != 0 _Ax = _A[okt, :] / eflam _yx = flam / eflam @@ -2681,7 +2802,8 @@ def plot_spectrum( axes = [ax] _Acont = (_A.T * coeffs)[mask, :][:, :nspline] - _Acont[_Acont < 0.001 * _Acont.max()] = np.nan + if trim_negative: + _Acont[_Acont < 0.001 * _Acont.max()] = np.nan if (draws is not None) & has_covar: with warnings.catch_warnings(): @@ -2811,18 +2933,18 @@ def plot_spectrum( # print('xxx', r) if spec.filter == "clear": - axes[-1].set_xlim(0.6, 5.29) + axes[-1].set_xlim(0.6, 5.54) axes[-1].xaxis.set_minor_locator(MultipleLocator(0.1)) axes[-1].xaxis.set_major_locator(MultipleLocator(0.5)) elif spec.filter == "f070lp": - axes[-1].set_xlim(0.69, 1.31) + axes[-1].set_xlim(0.65, 1.31) axes[-1].xaxis.set_minor_locator(MultipleLocator(0.02)) elif spec.filter == "f100lp": - axes[-1].set_xlim(0.99, 1.91) + axes[-1].set_xlim(0.92, 1.91) axes[-1].xaxis.set_minor_locator(MultipleLocator(0.02)) axes[-1].xaxis.set_major_locator(MultipleLocator(0.1)) elif spec.filter == "f170lp": - axes[-1].set_xlim(1.69, 3.21) + axes[-1].set_xlim(1.65, 4.21) elif spec.filter == "f290lp": axes[-1].set_xlim(2.89, 5.31) else: diff --git a/msaexp/utils.py b/msaexp/utils.py index a3f0467..9b629ce 100644 --- a/msaexp/utils.py +++ b/msaexp/utils.py @@ -53,13 +53,13 @@ def rename_source(source_name): - If the source name starts with "background", it is replaced with "b". - If the source name contains "_-", it is replaced with "_m". - Parameters: - ----------- + Parameters + ---------- source_name : str The original source name. - Returns: - -------- + Returns + ------- name : str The adjusted source name. @@ -81,13 +81,13 @@ def update_slit_metadata(slit): - If the slit's source type is None, it sets it to 'EXTENDED'. - If the slit's slitlet ID is missing, it sets it to 9999. - Parameters: - ----------- + Parameters + ---------- slit : `jwst.datamodels.SlitModel` The slit object to update. - Returns: - -------- + Returns + ------- None """ meta = slit.meta.instance @@ -199,12 +199,16 @@ def update_slit_dq_mask( def slit_trace_center( - slit, with_source_xpos=False, with_source_ypos=True, index_offset=0.0 -): + slit, + with_source_xpos=False, + trace_center=0.0, + with_source_ypos=True, + index_offset=0.0): """ Get detector coordinates along the center of a slit Parameters + ---------- slit : `~stdatamodels.jwst.datamodels.slit.SlitModel` Slit object @@ -212,6 +216,9 @@ def slit_trace_center( Apply wavelength correction based on source centering within the shutter assuming ``source_type = POINT`` + trace_center : float + Center in slit coordinates + with_source_ypos : bool Get center of trace accounting for source y offset in the shutter @@ -274,7 +281,9 @@ def slit_trace_center( ok = np.isfinite(sy) # Interpolate 2D shutter and wavelength arrays at the desired trace center - trace_center = 0.0 + if trace_center is None: + trace_center = (slit.slit_ymax + slit.slit_ymin) / 2.0 + if with_source_ypos & (slit.source_ypos is not None): trace_center += slit.source_ypos @@ -348,7 +357,6 @@ def get_standard_wavelength_grid( target_waves : array Target wavelength grid """ - import grizli.utils if grating.lower() not in grating_limits: return None @@ -377,6 +385,41 @@ def get_standard_wavelength_grid( return target_waves +def get_default_resolution_curve(grating="PRISM", wave=None, **kwargs): + """ + Parameters + ---------- + grating : str + Grating name + + wave : array-like, None + Wavelength grid, microns + + Returns + ------- + R_fwhm : array-like + Tabulated resolution curve + + """ + _data_path = os.path.dirname(__file__) + disp = grizli.utils.read_catalog( + f"{_data_path}/data/jwst_nirspec_{grating}_disp.fits" + ) + + if wave is None: + wave = get_standard_wavelength_grid(grating, **kwargs) + + R_fwhm = np.interp( + wave, + disp["WAVELENGTH"], + disp["R"], + left=disp["R"][0], + right=disp["R"][-1], + ) + + return R_fwhm + + def get_slit_sign(slit): """ sign convention for slit pixels @@ -397,7 +440,10 @@ def get_slit_sign(slit): _find_nirspec_output_sampling_wavelengths, ) - _max_virtual_slit_extent = ResampleSpecData._max_virtual_slit_extent + try: + _max_virtual_slit_extent = ResampleSpecData._max_virtual_slit_extent + except AttributeError: + return -1 refmodel = slit @@ -1283,7 +1329,6 @@ def combine_2d_with_rejection( import astropy.units as u - import grizli.utils from .version import __version__ sci = np.array([s.data for s in drizzled_slits]) @@ -1581,53 +1626,67 @@ def drizzled_hdu_figure( flam_scale=-20, recenter=True, use_aper_columns=False, - smooth_sigma=None, -): + smooth_sigma=None): """ - Figure showing drizzled hdu + Figure showing drizzled HDU - Parameters: + Parameters ---------- hdul : `~astropy.io.fits.HDUList` The HDUList object containing the data. + tick_steps : tuple, optional The major and minor tick steps for the x-axis. + xlim : tuple, optional The x-axis limits. + subplot_args : dict, optional Additional arguments for creating the subplots. Default is ``dict(figsize=(10, 4), height_ratios=[1,3], width_ratios=[10,1])``. + cmap : str, optional The colormap for the image. Default is 'plasma_r'. + ymax : float, optional The maximum y-axis value. Default is None. + ymax_sigma_scale : float, optional The scale factor for setting the maximum y-axis value based on the median error. Default is 7. + vmin : float, optional The minimum value for the 2D cutout. Default is -0.2. + z : float, optional If the redshift is indicated, draw axes with rest-frame wavelengths and indicate some common emission lines + ny : float, optional Number of pixels to show on y-axis + output_root : str, optional Rootname of the output file. Default is None. + unit : str, optional Controls the output flux units: 'fnu' (default) for `microJansky` or `flam` for f-lambda cgs. + flam_scale : float, optional The scale factor for the flux unit in the y-axis label. Default is -20. + recenter : bool, optional Whether to recenter the y-axis on the expected source location. Default is True. + use_aper_columns : bool, optional Whether to use boxcar aperture extraction columns for the 1D spectra. Default is False. + smooth_sigma : float, optional The sigma value for smoothing the 2D spectra. Default is None. - Returns: + Returns ------- fig : `~matplotlib.pyplot.Figure` The Figure object containing the plot. @@ -1637,7 +1696,6 @@ def drizzled_hdu_figure( import matplotlib.pyplot as plt import astropy.units as u import scipy.ndimage as nd - import grizli.utils sp = grizli.utils.read_catalog(hdul["SPEC1D"]) nx = len(sp) @@ -1819,8 +1877,8 @@ def drizzled_hdu_figure( else: major, minor = tick_steps - xt = np.arange(0.5, 5.5, major) - xtm = np.arange(0.5, 5.5, minor) + xt = np.arange(0.5, 5.72, major) + xtm = np.arange(0.5, 5.72, minor) if hdul[1].header["GRATING"] == "PRISM": xt = np.append([0.7], xt) @@ -2142,12 +2200,12 @@ def calculate_psf_fwhm(): Use WebbPSF to calculate the FWHM as a function of wavelength assuming 0.2" fixed slit - Parameters: - ----------- + Parameters + ---------- None - Returns: - -------- + Returns + ------- None """ @@ -2554,6 +2612,116 @@ def get_prism_wave_bar_correction( return bar, is_wrapped +def slit_extended_flux_calibration( + slit, + sens_file=None, + prefix="fix_p330e_s1600a1_sensitivity", + file_template="{prefix}_{filter}_{grating}.fits", + threshold=0, + verbose=True, +): + """ + Get flux calibration for extended extractions + + Parameters + ---------- + slit : `~jwst.datamodels.SlitModel` + Slitlet data object + + sens_file : str, None + Explicit sensitivity curve filename to use + + prefix : str + Prefix of sensitivity curve filename + + file_template : str + Template filename of the sensitivity curve to use, generated with + ``file_template.format(prefix=prefix, filter=filter, grating=grating)`` + + verbose : bool + Verbose messaging + + threshold : float + Threshold relative to the maximum of a particular grating sensitivivity curve + below which to treat as invalid data. + + Returns + ------- + status : int + - 0 : ``fflat`` and/or ``sflat`` reference files used don't end in ``ext.fits`` + - 1 : ``sens_file`` not found + - 2 : Sensitivity file found and applied to ``data``, ``err``, ``var_rnoise``, + and ``var_poisson`` attributes. + """ + + test = False + refs = slit.meta.ref_file.instance + + if "fflat" in refs: + test |= "_ext.fits" in refs["fflat"]["name"] + + if "sflat" in refs: + test |= "_ext.fits" in refs["sflat"]["name"] + + if not test: + return 0 + + if sens_file is None: + sens_file = file_template.format( + prefix=prefix, + filter=slit.meta.instrument.filter, + grating=slit.meta.instrument.grating, + ) + + # paths to search + paths = [ + "", + os.path.join(os.path.dirname(__file__), "data/extended_sensitivity"), + ] + + file_path = None + for path in paths: + if os.path.exists(os.path.join(path, sens_file)): + file_path = path + break + + if file_path is None: + msg = f"slit_extended_flux_calibration: {sens_file} not found" + grizli.utils.log_comment(grizli.utils.LOGFILE, msg, verbose=verbose) + return 1 + + msg = f"slit_extended_flux_calibration: {sens_file} threshold={threshold}" + grizli.utils.log_comment(grizli.utils.LOGFILE, msg, verbose=verbose) + + sens = grizli.utils.read_catalog(os.path.join(file_path, sens_file)) + + wcs = slit.meta.wcs + d2w = wcs.get_transform("detector", "world") + + _ypi, _xpi = np.indices(slit.data.shape) + _ras, _des, _wave = d2w(_xpi, _ypi) + + corr_data = 1.0 / np.interp( + _wave, + sens["wavelength"], + sens["sensitivity"], + left=0.0, + right=0.0, + ) + + corr_data[~np.isfinite(corr_data)] = 0 + max_sens = np.nanmax(1.0 / corr_data[corr_data > 0]) + corr_data[corr_data >= 1.0 / (max_sens * threshold)] = np.nan + + slit.sens_corr_data = corr_data + slit.data *= corr_data + slit.err *= corr_data + slit.var_rnoise *= corr_data**2 + slit.var_poisson *= corr_data**2 + + return 2 + + def cache_badpix_arrays(): """ Load badpixel arrays into global data @@ -2853,30 +3021,35 @@ def make_nirspec_gaussian_profile( ny=31, weight=1, bkg_offset=6, - bkg_parity=[-1, 1], -): + bkg_parity=[-1, 1]): """ Make a pixel-integrated Gaussian profile - Parameters: + Parameters ---------- waves : array-like Array of wavelengths in microns + sigma : float, optional Standard deviation of the Gaussian profile. Default is 0.5. + ycenter : float, optional Y-coordinate of the center of the profile. Default is 0. + ny : int, optional Number of pixels in the y-direction. Default is 31. + weight : int, optional Weight of the profile. Default is 1. + bkg_offset : int, optional Offset for nodded background subtraction. Default is 6. + bkg_parity : list, optional List of integers specifying the parity of the background nod offsets. Default is [-1, 1]. - Returns: + Returns ------- prf : array-like 2D pixel-integrated Gaussian profile. @@ -2927,52 +3100,59 @@ def objfun_prf( bkg_parity, fit_type, ret, - verbose, -): + verbose): """ Objective function for fitting the 2D profile - Parameters: + Parameters ---------- params : array_like The parameters for the fit + waves : array_like The wavelength values. + sci2d : array_like The 2D science data. + wht2d : array_like The 2D weight data. + ycenter : float The y-coordinate of the center of the profile. + sigma : float The standard deviation of the profile. + bkg_offset : float The background offset, pixels. + bkg_parity : int Parity of the nod offsets, multiplied to ``bkg_offset`` + fit_type : int Fit behavior + ret : int Control fit outputs for either fitting or returning the model given ``params`` + verbose : bool Print verbose output. - Returns: + Returns ------- - if ret == 1: norm : float - The normalization factor. + The normalization factor. (``ret == 1``) + model : array_like - The model profile. + The model profile. (``ret == 1``) - if ret == 2: chi : array_like - The chi values. + The chi values. (``ret == 2``) - if ret == 3: chi2 : float - The chi-squared value. + The chi-squared value. (``ret == 3``) """ if fit_type == 1: @@ -3029,3 +3209,219 @@ def objfun_prf( return chi[ok].flatten() elif ret == 3: return chi2 + + +class LookupTablePSF: + def __init__(self, psf_file='nirspec_exp_psf_lookup.fits'): + """ + Fast lookup table PSF derived from point sources in the fixed slit. + + The table is evaluated for a grid of slit-frame (y) pixels, wavelength and a + profile width convolved with the PSF profile. + + Parameters + ---------- + psf_file : str, 'nirspec_exp_psf_lookup.fits', 'nirspec_gau_psf_lookup.fits' + Which PSF table to use. ``nirspec_exp_psf_lookup.fits`` assumes an + exponential profile where the width parameter is the half-light radius. + ``nirspec_gau_psf_lookup.fits`` is a Gaussian profile with the width + parameter sigma. + + Examples + -------- + .. plot:: + :include-source: + + import numpy as np + import matplotlib.pyplot as plt + import msaexp.utils as msautils + + waves = np.linspace(0.8, 5.6, 128) + yslit = np.arange(-9, 10, dtype=float) + w2d, y2d = np.meshgrid(waves, yslit) + + fig, axes = plt.subplots(2,1,figsize=(8,5), sharex=True, sharey=True) + + # Initialize the lookup table + prf_model = msautils.LookupTablePSF() + + # Straight trace + prf = prf_model.evaluate(sigma=0, dy=0.0, slit_coords=(w2d, y2d)) + + axes[0].imshow( + prf, + extent=(waves[0], waves[-1], yslit[0], yslit[-1]), + aspect='auto' + ) + + # Curved trace + dy = -((w2d-4)/2)**2 + prf2 = prf_model.evaluate(sigma=0.2, dy=dy, slit_coords=(w2d, y2d)) + + axes[1].imshow( + prf2, + extent=(waves[0], waves[-1], yslit[0], yslit[-1]), + aspect='auto' + ) + + axes[1].set_xlabel('wavelength') + axes[1].set_ylabel('y pixel') + fig.tight_layout(pad=1) + + # Verify that integral of each along the trace is 1.0 + assert(np.allclose(prf.sum(axis=0), 1., rtol=0.01)) + assert(np.allclose(prf2.sum(axis=0), 1., rtol=0.01)) + + """ + self.psf_file = psf_file + + self.psf_data = None + + self.read_data() + + self.slit_yi = None + self.slit_wavei = None + + def read_data(self): + """ + Read the lookup table data in ``psf_file`` + """ + path_to_data = os.path.join(os.path.dirname(__file__), "data") + psf_file = os.path.join(path_to_data, self.psf_file) + + if not os.path.exists(psf_file): + return None + + with pyfits.open(psf_file) as im: + self.psf_data = im["PROF"].data * 1 + self.psf_y = im["YSLIT"].data * 1 + self.psf_yi = np.arange(len(self.psf_y), dtype=float) + + self.psf_wave = im["WAVE"].data * 1 + self.psf_wavei = np.arange(len(self.psf_wave), dtype=float) + + self.psf_sigma = im["SIGMA"].data * 1 + self.psf_sigmai = np.arange(len(self.psf_sigma), dtype=float) + + self.psf_slit_loss = im["LOSS"].data * 1 + + return True + + def set_slit_coords(self, wave, slit_y): + """ + Set wavelength and pixel interpolants, perhaps to speed up execution if these + don't change. + + Parameters + ---------- + wave : array-like + Wavelengths, microns + + slit_y : array-like + Cross-dispersion pixel centers + + Returns + ------- + Sets ``slit_shape``, ``slit_y`` attributes and computes interpolator indices + ``slit_wavei``, ``slit_yi``. + + """ + self.slit_shape = slit_y.shape + self.slit_y = slit_y * 1.0 + + self.slit_wavei = np.interp( + wave.flatten(), + self.psf_wave, + self.psf_wavei, + left=np.nan, + right=np.nan, + ) + + self.slit_yi = np.interp( + self.slit_y.flatten(), + self.psf_y, + self.psf_yi, + left=np.nan, + right=np.nan, + ) + + def set_slit_offset(self, dy=None): + """ + Set an offset to the cross-dispersion y pixel, added to ``slit_y`` + + Parameters + ---------- + dy : None, scalar, array-like + Offset added to ``slit_y`` and then compute interpolant ``slit_yi_offset`` + """ + if dy is None: + self.slit_yi_offset = self.slit_yi + else: + self.slit_yi_offset = np.interp( + (self.slit_y + dy).flatten(), + self.psf_y, + self.psf_yi, + left=np.nan, + right=np.nan, + ) + + def evaluate(self, sigma=0, dy=0.0, slit_coords=None, order=1, **kwargs): + """ + Run the lookup + + Parameters + ---------- + sigma : float > 0 + Gaussian width convolved with the PSF profile + + dy : None, scalar, array-like + Offset added to slit coordinates with + `~msaexp.utils.LookupTablePSF.set_slit_offset`. + + slit_coords : None, (array-like, array-like) + Interpolation location coordinates ``wave`` and ``slit_y`` passed to + `~msaexp.utils.LookupTablePSF.set_slit_coords`. + + order : int + Order of the interpolation with `scipy.ndimage.map_coordinates`. + + Returns + ------- + map_interp : array-like + Interpolated PSF model (same shape as inputs to ``slit_coords``). + + """ + from scipy.ndimage import map_coordinates + + if slit_coords is not None: + self.set_slit_coords(*slit_coords) + + self.set_slit_offset(dy=dy) + + slit_sigmai = np.interp( + sigma, + self.psf_sigma, + self.psf_sigmai, + left=0, + right=self.psf_sigmai[-1], + ) + + coords = np.array( + [ + self.slit_yi_offset, + self.slit_wavei, + np.full_like(self.slit_wavei, slit_sigmai), + ] + ) + + map_interp = map_coordinates( + self.psf_data, coords, cval=0.0, order=order + ) + + return map_interp.reshape(self.slit_shape) + + def __call__(self, **kwargs): + """ + Run ``execute`` + """ + return self.execute(**kwargs)