{
"cells": [
{
"cell_type": "raw",
"metadata": {},
"source": [
".. _jet_numerical_guide:"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Numerical setup\n"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"tested on jetset 1.2.2\n"
]
}
],
"source": [
"import jetset\n",
"print('tested on jetset',jetset.__version__)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"\n",
"## Changing the grid size for the electron distribution"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"--------------------------------------------------------------------------------\n",
"model description: \n",
"--------------------------------------------------------------------------------\n",
"type: Jet\n",
"name: test \n",
"\n",
"electrons distribution:\n",
" type: lppl \n",
" gamma energy grid size: 201\n",
" gmin grid : 2.000000e+00\n",
" gmax grid : 1.000000e+06\n",
" normalization: True\n",
" log-values: False\n",
" ratio of cold protons to relativistic electrons: 1.000000e-01\n",
"\n",
"radiative fields:\n",
" seed photons grid size: 100\n",
" IC emission grid size: 100\n",
" source emissivity lower bound : 1.000000e-120\n",
" spectral components:\n",
" name:Sum, state: on\n",
" name:Sync, state: self-abs\n",
" name:SSC, state: on\n",
"external fields transformation method: blob\n",
"\n",
"SED info:\n",
" nu grid size jetkernel: 1000\n",
" nu size: 500\n",
" nu mix (Hz): 1.000000e+06\n",
" nu max (Hz): 1.000000e+30\n",
"\n",
"flux plot lower bound : 1.000000e-30\n",
"\n",
"--------------------------------------------------------------------------------\n"
]
},
{
"data": {
"text/html": [
"Table length=12 \n",
"
\n",
"model name name par type units val phys. bound. min phys. bound. max log frozen \n",
"test R region_size cm 5.000000e+15 1.000000e+03 1.000000e+30 False False \n",
"test R_H region_position cm 1.000000e+17 0.000000e+00 -- False True \n",
"test B magnetic_field gauss 1.000000e-01 1.000000e-10 1.000000e+10 False False \n",
"test NH_cold_to_rel_e cold_p_to_rel_e_ratio 1.000000e-01 0.000000e+00 -- False True \n",
"test beam_obj beaming lorentz-factor* 1.000000e+01 1.000000e-04 1.000000e+04 False False \n",
"test z_cosm redshift 1.000000e-01 0.000000e+00 -- False False \n",
"test gmin low-energy-cut-off lorentz-factor* 2.000000e+00 1.000000e+00 1.000000e+09 False False \n",
"test gmax high-energy-cut-off lorentz-factor* 1.000000e+06 1.000000e+00 1.000000e+15 False False \n",
"test N emitters_density 1 / cm3 1.000000e+02 0.000000e+00 -- False False \n",
"test gamma0_log_parab turn-over-energy lorentz-factor* 1.000000e+04 1.000000e+00 1.000000e+09 False False \n",
"test s LE_spectral_slope 2.000000e+00 -1.000000e+01 1.000000e+01 False False \n",
"test r spectral_curvature 4.000000e-01 -1.500000e+01 1.500000e+01 False False \n",
"
\n",
"\n"
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"--------------------------------------------------------------------------------\n"
]
}
],
"source": [
"from jetset.jet_model import Jet\n",
"my_jet=Jet(name='test',electron_distribution='lppl',)\n",
"my_jet.show_model()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"It is possible to change the size of the grid for the electron distributions. It is worth noting that at lower values of the grid size the speed will increase, **but it is not recommended to go below 100**."
]
},
{
"cell_type": "raw",
"metadata": {},
"source": [
"The actual value of the grid size is returned by the :meth:`.Jet.gamma_grid_size`"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"201\n"
]
}
],
"source": [
"print (my_jet.gamma_grid_size)"
]
},
{
"cell_type": "raw",
"metadata": {},
"source": [
"and this value can be changed using the method :meth:`.Jet.set_gamma_grid_size`. In the following we show the result for a grid of size=10, as anticipated the final integration will be not satisfactory"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"data": {
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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"my_jet.set_gamma_grid_size(10)\n",
"my_jet.eval()\n",
"sed_plot=my_jet.plot_model()\n",
"sed_plot.setlim(x_min=1E8,y_min=1E-20,y_max=1E-12)"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"my_jet.set_gamma_grid_size(100)\n",
"my_jet.eval()\n",
"sed_plot=my_jet.plot_model()\n",
"sed_plot.setlim(x_min=1E8,y_min=1E-20,y_max=1E-12)"
]
},
{
"cell_type": "markdown",
"metadata": {
"tags": []
},
"source": [
"## Changing the grid size for the IC process spectra "
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"**in the current version there is a limit of the size to 1000**"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"--------------------------------------------------------------------------------\n",
"model description: \n",
"--------------------------------------------------------------------------------\n",
"type: Jet\n",
"name: test \n",
"\n",
"electrons distribution:\n",
" type: lppl \n",
" gamma energy grid size: 201\n",
" gmin grid : 2.000000e+00\n",
" gmax grid : 1.000000e+06\n",
" normalization: True\n",
" log-values: False\n",
" ratio of cold protons to relativistic electrons: 1.000000e-01\n",
"\n",
"radiative fields:\n",
" seed photons grid size: 100\n",
" IC emission grid size: 100\n",
" source emissivity lower bound : 1.000000e-120\n",
" spectral components:\n",
" name:Sum, state: on\n",
" name:Sync, state: self-abs\n",
" name:SSC, state: on\n",
"external fields transformation method: blob\n",
"\n",
"SED info:\n",
" nu grid size jetkernel: 1000\n",
" nu size: 500\n",
" nu mix (Hz): 1.000000e+06\n",
" nu max (Hz): 1.000000e+30\n",
"\n",
"flux plot lower bound : 1.000000e-30\n",
"\n",
"--------------------------------------------------------------------------------\n"
]
},
{
"data": {
"text/html": [
"Table length=12 \n",
"\n",
"model name name par type units val phys. bound. min phys. bound. max log frozen \n",
"test R region_size cm 5.000000e+15 1.000000e+03 1.000000e+30 False False \n",
"test R_H region_position cm 1.000000e+17 0.000000e+00 -- False True \n",
"test B magnetic_field gauss 1.000000e-01 1.000000e-10 1.000000e+10 False False \n",
"test NH_cold_to_rel_e cold_p_to_rel_e_ratio 1.000000e-01 0.000000e+00 -- False True \n",
"test beam_obj beaming lorentz-factor* 1.000000e+01 1.000000e-04 1.000000e+04 False False \n",
"test z_cosm redshift 1.000000e-01 0.000000e+00 -- False False \n",
"test gmin low-energy-cut-off lorentz-factor* 2.000000e+00 1.000000e+00 1.000000e+09 False False \n",
"test gmax high-energy-cut-off lorentz-factor* 1.000000e+06 1.000000e+00 1.000000e+15 False False \n",
"test N emitters_density 1 / cm3 1.000000e+02 0.000000e+00 -- False False \n",
"test gamma0_log_parab turn-over-energy lorentz-factor* 1.000000e+04 1.000000e+00 1.000000e+09 False False \n",
"test s LE_spectral_slope 2.000000e+00 -1.000000e+01 1.000000e+01 False False \n",
"test r spectral_curvature 4.000000e-01 -1.500000e+01 1.500000e+01 False False \n",
"
\n",
"\n"
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"--------------------------------------------------------------------------------\n"
]
}
],
"source": [
"my_jet=Jet(name='test',electron_distribution='lppl',)\n",
"my_jet.show_model()"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"my_jet.eval()\n",
"sed_plot=my_jet.plot_model()\n",
"sed_plot.setlim(x_min=1E8,y_min=1E-20,y_max=1E-12)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"To get a better sampling of the IC cut-off you can increase the IC emission grid size"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [],
"source": [
"my_jet.set_IC_nu_size(200)\n"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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rv7BQL8z5Wt9u+kT7tw5Vs/g6uuvMFzWsTWuFBgQ5HQ/wmkd7DlfM/Ei9s+4RXfrtw/p26HNORwIAAChxlFIAgFInuyBPT838RD9t/0xu/xRFuJrqhYua6MIWbWWMcToeUCJGdDhPm/fv1PTUt/TMjI56oMd5TkcCAAAoUZRSAIBSI7fArS9/36HXlryk/PCZivFvozvaPqkLmnV0OhrgE6POuUnXfROmD6b5qXeddLWtze2pAACg/KKUAgA4bm/Gfj3yy3v6fZNHB1Obq3fLQRrS9lr1btDa6WiAT7lcLr11wRW6fP8CXf/1Z3r3sn5KSqzndCwAAIASQSkFAHDMjgP79OD00Vp68AdZV74aVT1Po67srlqVwpyOBjgm0N+l/w5rqT5fP6h/Tf5BU4d+pbiwSKdjAQAAeJ3L6QAAgIrnUG6BHpk0Tf3HnaMlh8arQWgPfXbOeH077HEKKUBSQmSYnu/ysvJNmoZ8O0Iej8fpSAAAAF7HTCkAgM8kZx7UczMnaNofCcorLFSbloP0aI+r1bhydaejAaVO34attSLlAY3Z9Jhu+fFlvTnw305HAgAA8CpKKQBAiUvNPKQHp7+t3/Z9I2sKNKD167qzZxslRJ7rdDSgVLu784X6ffcSzdrzo+Zuukyd6lVxOhIAAIDXUEoBAEpMTr5b90wZrV9TP5d15ahOSE+N7DFCLavUdjoaUGaMGfyILvtgtu78YqUm3R6jSuFBTkcCAADwCtaUAgB4XUZejt6bs15dnp+h6ZtWq2bwmRrT+1tNHDaKQgo4RcEBgXrz0k7KVbJu+H6U03EAAAC8hplSAACvyS8s1MhfP9V3Wz9Q7r6OGtToEt3W4yXVimPxcqA44iOC1a9ttn7a+5k+Wdpel7fu6XQkAACAYmOmFACg2Dwej16f/73ajzlX43a+qBj/2np7yKV68aJWFFKAl4zsdY2C3HX10qJnlJ2f53QcAACAYqOUAgAUy+Lt+zXw/Y/09vqHFOgK08NnvKlfrxyjHnVbOB0NKFf8/fz0eMdHVOCXojsmv+Z0HAAAgGLj9j0AwGmZsXmFXpw9TqvWtFWjKvV0W6uXdF3bXnK5+PcOoKSc2zhJ7y/rp3mp32rLvutUp1KM05EAAABOG6UUAOCULN2zVQ/88qJ2FMySyx2jpy+8WJckNZbLZZyOBlQIb/S/XwNGJ+nZnzbp7eFtnY4DAABw2iilAAAn5UB2vm788WmtzJwgY4PVI+E6Pd3rX4oICnE6GlChVImI1qP9Oum2L3/TJ4sLdHmbDk5HAgAAOC2UUgCAE8rIy9Gnv23TGzO2yR2VoTY1L9CLfUcoITzK6WhAhTWgZVW9sHiynl+6TgOa/KToEB4oAAAAyh4W/gAAHJPH49Gzs75U50/66eXf39HAVomaed3TGnvhfyikAIcZY/RU9zvlcR3QA9PedDoOAADAaWGmFADgb75ZMVfP//6Ccvw2KcqvhV4efJV61uNpekBp0rVOE9WZf7bmpH6lHQeuUo3oOKcjAQAAnBJmSgEA/mfn/mxd9el4Pb74RhXYXI1o+qLmXPWZetZr6XQ0AMfwQq9/yxq37v75ZaejAAAAnDJmSgEAtCdjvx5bOF6L17dUVEiYLunwmO7pep4C/flrAijNGsdXU6foa/Xrarf2HsxVlahgpyMBAACcNH7aAIAKLLsgTw9Oe0/T94yVNfka1uEs3durs8KC+OsBKCte7PcvdVkxQ2/9ukmPDWrmdBwAAICTxk8dAFABWWs1+rcf9N7qV1Xol6JqgZ11W/1L1K9dJ/n5+TkdD8ApiAgO0HltA/XN1sd1zf7RqhlT2elIAAAAJ8Ura0oZYwKMMTWMMY2MMbHeOCcAoGSs3HVAl723QK/NmaFgV4yePet9/TTsv6ofHe90NACnafiZTaSQDXr81/ecjgIAAHDSTnumlDEmXNJlkoZJOlNS0BH7dkqaKukda+3vxQ0JACi+dam7dcfUZ7R5r1RdF+r1c+9Wr8ZV5HK55Ha7nY4HoBjqxyWoVmA3LUyfqEN5tysyKNTpSAAAAP/otGZKGWPulLRV0r8k/SLpAkmtJTWS1EHS4zpceP1sjJlsjGngjbAAgFOXlZenGye+pAt/GKSdeQt0btNmmnxHV/VpmiiXi4ewAuXFvR3/JevK1LOzPnM6CgAAwEk53ZlSHSX1sNauOM7+hZI+MMbcKOlaSd0kbTjNawEAToO1Vj+u3KyHF16vQr801QvupVf73qfasdymB5RH3eo0U8yvrTV5+3iNtNfKGON0JAAAgBM6rVLKWnvRSR6XJ+mN07kGAOD0zdm6Vm//clCz16epfsOOuq/TherdoLXTsQCUsPva3adbP12jWRvS1K0hC54DAIDSzWtP3zPGJFlrF3nrfACAU7fjwD6NmPycNuROUXjG1Xpn+CXq3bQ/MyaACuLcpk31dtX9env2anVr2M3pOAAAACfkzcVEvvPiuQAApyC/sFB3T35L/cedqw05v6hDzOX6+cYb1KdZFQopoAIxxmhAW6vl5i79sHah03EAAABO6JRmShljvjreLkmxxY8DADhV8zft071T3tOBsE+UGNhFr/R5UE3iqzsdC4BDrmx7lkavjtCrf7ynAY3PdDoOAADAcZ3q7Xu9JA2XlHnUdiOpq1cSAQBOyh87N+rpX37Q4tUN1LrmWfp32+46v1l7p2MBcFhwQIC6JVyoGWnvafmerWpZtbbTkQAAAI7pVEupmZIyrbW/Hr3DGLPEK4kAACe0LztDt/30kpZnTJDLE6HnL/pQF7Wpy216AP7nP92v1Iyvx2jUb5/oo8EPOx0HAADgmE6plLLWXnCCfecUPw4A4HistXpixqf6dutb8pgstYo8T6/0vUuVwyOdjgaglIkPj1T1gA5ambxF1lpKawAAUCp57el7AICSs2zHAT0+cZVWF/ysqjEN9HzPh9Suen2nYwEoxf5z1n902Xu/649t+9WuNkt/AgCA0qdYpZQxpoq1dq+3wgAA/mpd6m6NmPKUNu1IUP2QHnr33OfVpUGC07EAlAEd6lZWtZggfbDwN7Wr3d/pOAAAAH9T3JlSUyW19EYQAMD/yy7I0z1T3tSs1E8l69JFbW7SU727yM/FLTgATo7LZdSk0TLN3v+pUrI6Kj4s2ulIAAAAf+Eq5uv56QgAvOzHVWvU6eOB+jXtA9UO7qyJ50/UM32vopACcMpubneBZAr16rxvnY4CAADwN8WdKWW9kgIAoPWpqXp16g79uGKXqjeop/vaP6WBTc50OhaAMqxNtTqKsE00fedPGqlrnY4DAADwFyx0DgAOO5ibrTsnv6qF+79RUOotenloH53fegBPywLgFV0Se+mnPf/V+rRdahhXzek4AAAA/1Pc2/cAAMXw2rwJ6vrpuVp44As1CeujH28arMFnVKeQAuA1N7Y7TzYvXhNXrXY6CgAAwF8Ud6ZUvldSAEAFsyUtS7dOfE3bXZ8pwtVUI7u+ph51WzgdC0A5VDc2Xq1cT2npRiN1czoNAADA/ytWKWWtbeutIABQEezLztCz02ZowoIAVYpsris6Pqp/d7pALhcTVwGUnH4tqurxSTO1fX891YyJczoOAACAJC+sKWWMCZFkrLXZRV/XkjRY0mpr7dTinh8AygOPx6NnZn2hLze/KY916/pu7+qW7o0VEujndDQAFUDnBmEKXjtKry/M1vN9b3I6DgAAgCTvLHQ+QdI4SW8ZY6IlLZBUICnOGHOXtfZNL1wDAMqsqRuW6j9znlS2a71i/NropbP/o3bV6zsdC0AFUqdSnMI9jTR7zy+SKKUAAEDp4I37RdpIml30+RBJyZJqSbpC0ggvnB8AyqSDOQV67PtVumPaI8rzHNDNTZ7TrCvHUEgBcESnqmcrQ+u0JX2v01EAAAAkeaeUCpWUUfR5H0njrLUeSb/pcDkFABVKodutB39+X91f+0hf/7FD1zZ8WHMv/0k3ndnf6WgAKrAb254nyeitPyY4HQUAAECSd27f2yjpfGPMd5L6Snq5aHu8pENeOD8AlBnjVs3X0wueUZ7fFtWpdr7eHTRcCZHBTscCADWoXEVR7iQt35XmdBQAAABJ3imlnpD0mQ6XUdOttfOLtveRtMQL5weAUm9reqpunvSEthf8qgCbqPtavabLW/dwOhYA/MW/Gv9HI39ao4PZBYoKDXA6DgAAqOCKffuetfYbSTUltZV0zhG7pku6s7jnB4DSrNDt0Udzt2jgf+dqR/Zq9Uq4QfOv+J5CCkCp1K9FVRUoU58v/cPpKAAAAF6ZKSVr7V5Je4/attAb5waA0mrM4ul6bclr2r/lEg1t00x39f5BlSNCnI4FAMeVEBmshHrfaOx66caOHZyOAwAAKjivlFIAUJGsTtmpEVOeULJnvoJMHb0xvJnOadTS6VgAcFI6JPTQtNQ3te1AimpFxzsdBwAAVGDeePoeAFQIBW6P7pv0iS7+8XwlF6zQwMQ79NuV31FIAShTrm83SJL09h/jnQ0CAAAqPGZKAcBJmLF+h575cbM2HchT88bd9Hq/B1UjupLTsQDglDWNr6YQdz3N3z1P0vVOxwEAABUYpRQAnMCq5B26feqT2p2zSY2CHtGE64eoebUop2MBQLE0je6gpcmr5PFYuVzG6TgAAKCCopQCgGPILsjT3ZPf0Ky0T2VsgM6vc52e6NlZ/n5+TkcDgGK7vtU1uuy9BVqXnKEmVSOdjgMAACooSikAOMr8Tft02y83KzdgjeoF9+ZWPQDlTlKtGAUFuDVp7Ro1qdre6TgAAJQqixYtCpRUSxL/In3qPJL2JCUlZZzMwZRSAFBkdcpOvTZ9vSYvy1Hj2r11S+e7NbBJO6djAYDXBQf4Ka7u1/pmW57u0ldOxwEAoNRYtGhRdZfLNc7lclWWxD3up85aawsWLVr0saSnk5KSPCc6mFIKQIV35K16ftmt9PyQxzSkTX/WWQFQrjWPbaO56R8rIy9bEUGhTscBAMBxixYtchljHg8JCalZvXr1fS6Xyzqdqayx1pqsrKzQvXv33lRQUCBJT53o+FMupYwxIZJirbW7jtrezFq76lTPBwBOGrN4ul5Z8pwK/PYevlVvMLfqAagYBjbspnkLP9C41XN05Rl9nI4DAEBpEOdyubolJCQcCg8Pz3E6TFkVFhaWI6nS7t27r1i0aNGrJ7qVz3UqJzbGDJG0XtJPxpjlxpgjFyEYe3pxAcD3kg/l6sbPZ+iFZf+WvwnRM+3f14RhL1FIAagwzmnYWiqM0NTNc5yOAgBAaRFtjPEPDAzMdzpIWRcWFpZtjAmQVPVEx53qTKmHJbWx1qYaY9pKGmOMGWmt/UzcawmgDMguyNMDU9/XtIU1FOwfrH91f1m3dOzKU/UAVDj+fi7F+bfQtgN7nY4CAEBp4ZIkY6g3issYY3W4JzrhZKhTLaUCrLWpkmSt/cMY01XSOGNMfUncawmgVDvyVr1OLe7VC/3PUVRogNOxAMAxV9a/TyN/WqucfLdCAinnAQCAb51qKZVijGlprV0uSdbafcaY3pLGSGrp9XQA4AWrknfo9qlPKtkzX8Gmrp5o/z5P1QMASe3rxqnA7dGCrXvUvWF1p+MAAIAK5pTWlJI0XFLKkRustfnW2mGSunktFQB4QYHbo/dmb9bFH36l5IIVGpR4p+ZfOY5CCgCKNEqIUETd/+qdFW87HQUAAFRAp1RKWWt3Wmv/t/CAMabKEfvmejMYABTHmMXT1eW9O/T0T6t1QeM+mnrhJI3sfQ1rRwHAEVwuo0pBNbTp0DKnowAAgGLYtWuX/6WXXlqratWqLQIDA9vExcW16ty5c4Np06aFOZ3tRE719r2jTRW37QEoRVan7NSIKU8cvlUvoK6+uLGNzqyV6HQsACi1WlQ6QzPS3tGBnExFh4Q7HQcAAJyGQYMG1SssLDTvvPPO1kaNGuXt2rXLf+rUqZFpaWnF7X1K1Knevnc0lqQHUCoUuD267YfXdfGP5yu5YIUGJt6h+VeOo5ACgH/Qt15HGePR9+vmOR0FAACchrS0NL/FixeHP/300zsHDhyY0bBhw/wePXpkP/PMM3svueSSgxdddFHtHj161D/yNQUFBYqLi2v1yiuvVJKkM888s9FVV11V48Ybb6weFRXVOi4urtVdd92VePR1hg0bVqtSpUqtgoKC2jRo0KDZ559/HlWc7MVtzHjiHgDHzd+Upke/X6Vt7i1qXK2bXu/3oGpEV3I6FgCUCX0atNT988I0e9sSXdG6j9NxAAAoVbLyCl2r9xwK9vV1m1aNzA0L8veczLFRUVHu0NBQz7hx42J69uyZFRIS8peu5vrrr0/t169f423btgXUqlWrQJK++uqrqOzsbNfVV1+9/8/jvv3220rXX3998pw5c9b8+uuv4SNGjKjdpUuXzMGDBx9yu93q1atXg6ysLL/33ntvS6NGjXKXLVsW4ufnV6xeqFRP4wKAEzl8q96T2p4SpOYhQ/XteY+oebViFfUAUOEE+vupuX1K7v2RTkcBAKDUWb3nUPBFb81v4uvrfn1jhzXtasdmn8yxAQEBGj169Jbbb7+99qefflq5adOm2R07dswYPnx4evv27XN69+6dVbt27dx333039qmnnkqWpI8++iiuf//++6Oiov5XfDVs2DDnpZde2iNJLVq0yHv77bfjf/7554jBgwcfmjBhQuSKFSvClixZsrJly5Z5ktS0adP84v4+KaUAlDnZBXm6e/IbmpX2qYz110WtbtSTPTvK5eKOYgA4HR3r1NK7szfL7bHy43spAAD/07RqZO7XN3ZY48R1T+X4q6666sDFF1+8bMqUKRFz584Nmz59etRbb71VZdSoUVtHjBixb/jw4aljxoyp/NRTTyXv2rXLf+bMmVETJ05c/5drNm2ac+TX8fHx+ampqQGStHjx4pCEhIT8PwspbyluKVXsVgwATsWM9dt11+zrVOC3V/WCe3OrHgB4QcNEj9xVX9B3a0I0pFlXp+MAAFBqhAX5e052xpLTQkND7eDBgw8NHjz4kKQ9Q4cOrfXss88mjhgxYt8NN9ywb+TIkdWnTZsWNmfOnPBq1arln3POOZlHvj4gIOAvt+IZY+TxHJ5IdfQtgd5SrIXOrbVtvRUEAE5kXeoejfh8sa7+YIUiPGfomfbvacKwlyikAMALutStI1fAQU3bzGLnAACUF02aNMnNyclxSVKVKlXcvXv3PvD+++/HffbZZ5WGDRuWdirnat26dXZycnLg8uXLg7yZkdv3AJRqR96q57/vEj0/ZKiGtOnPrXoA4EVhQYEKVwOt2r/U6SgAAOAU7d271+/888+vd8UVV6QlJSXlREVFuefNmxf2+uuvV+ndu/eBP4+77rrr0oYOHVrf4/GYG264Yd+pXOPcc8/NbNu2bcaQIUPqPffcczubNGmSu3z58mCXy6UhQ4YcOt3sXimljDHBklpKitdRs6+std974xoAKp4xi6frlSXP/f+tetddzcwoACghjaJaafGhr5TvzlegX6DTcQAAwEmKioryJCUlZY0ePTph+/btQYWFhaZKlSr5l112WerIkSP3/Hnceeedd6hy5coFDRo0yKldu3bBqV7n+++/33TrrbfWuOaaa+rk5OT41axZM/eJJ57YVZzsxS6ljDHnSPpYUtwxdltJfsW9BoCKJeVQru6c+JmWF76sYFNXT7R/XwObtHM6FgCUaz1qd9DilZ9o+qbF6tfwLKfjACiDrMejvLyDysrcq0ryk/IO6ffkP7QvK0WZeQeUkXdQWQVZGhicqFomSAsL9usP9yGF+Ico2D9EIQFhqh2eqNYxTVQYFKG9fkaV45ooKJinKwMnEhISYkePHr1L0gkLoqysLNehQ4f8rr766r/durdw4cJ1R2+bNm3apiO/TkhIcH/99ddbi5v3SN6YKfW6pK8lPWGtTfbC+QBUUNkFeXp+xhR9MzdIAf5VNbjjfXqk+zD5+9FtA0BJO69JWz31w83a3yTe6SgASqmDB7ZqV/JS7dm3TpXystU6v1Cb0tfr4dyN2mMLdNAlFRqjSLdbc7cf/tn4iWpVtTUwQMZahVsp1Epn5qxRLQVrnV+uvg10K8dIOebwawdkZql16j7t8vfXgBqJkqQIj1WcdamWf7hGVTtHAVVbKS26umITWsnlx4o0wD9xu93asWNHwMiRIxMiIiLcl1566QGnM/3JG/8Hx0saRSEFoDg+XvKLXl78rApcKerX6nU9fE57RYUGOB0LACqMmNBQNY5trj+2HtKlZzqdBoCTMg7t0qZtM1Uz64Bi07fp89QFesuzT+lHrOk5KDNHrd2RioyqqobBceoaUlnRwbEKD4pWVEisdPZZUlCkPpRbQaFxCgtL+FuBNLzo408FBdly52ZI1q3KGXv09p4F2pexS6mZe5Sak6p9OWkKWDxWynpJV1avqlQ/fzVQoBqGVFajmIbqVW+g4mp0kIIifPMHBZQRGzduDGzcuHGLhISEgrfffntLQEDp+TnLG6XUN5K6S9r0D8cBwN+sSdmp26Y8qWTPPAWZOnrirHc0sAk/DQGAE+pUS9GM1Nfl9nwmPxezVIEKIS9D2r1EX63+RHP2rdKawoPa63e4fHo6NV0DgxNVt1J1DQ1OVN1KTVQ9romqxLdQpdiGksulypIeP8Hpj7XGy/EEBIQqICBUkhQamaiO1ZKOfWBmih5e+43W7V2kdQc3a1nOXo3P3aXWiz5XXH6hxlSto/URsWqbkKQura5RXFzjU0gBlD+NGjXKt9YucjrHsXijlLpV0tfGmC6SVkj6y2JZ1trXvHANAOVMgdujMfO26pWlI2XCVmlgjTv0RM+ruFUPABzUNDFKMzNWa8725epW+wyn4wDwMndhvjZv/UXLt07TitTlWp6brI927lCk260V8QnKDotS/6hGalipqepXO0t1anSRgiPVXlJ7p8MfKTxeHdrerA5HbMrPy5Dfvk1S8kq5Nn6nDZmbNHHHT7I7J6m5x1+3Vemqjq2ukqq2lgxPcQZKC2+UUpdK6ispR4dnTNkj9llJlFIA/uLjJb/ovbmrtXNXHQ1pd61u69mIp+oBQClwfpP2Gr3GXz9tmEspBZQD+XkZ2rphkhqmbZF72xz1dG9Wup9LLmtV3/qpZXCCcvvcoMg6PfRkXEOpDM+QDAyKkBJbS4mtNfyMyzVcUnr6Rs1Z+oFm7Z6j0FUTpAUfaXJ8LW2t1lKD2t2hxMS2TscGKjxvlFJPSXpE0rPWWo8XzgegnFqTslMjpjypvZ55Cgtppe9vHa7m1XiaCgCUFlWjIhTorq3FKaVyhj+Af1CQn6UVa77Vwq1T9ceBdVrqyZGfrOYmZ8i/ZkfdVbmrEqu2VbMGAxUaXv4fahAbW1+Dej6tQZLkLpC2zdXOhS/qg/SlGv3z1TrTBum8mn3U+6y7FRIa63RcoELyRikVKOlLCikAx5NTkK9/Tx6tWWmfylh/btUDgFKsZlgTbc2d7XQMACfBejzatn229m6aqrP2rNXB7fN0ZbU4RXiskvwidVv8GTqz/rly1e8v+QXoPKcDO8kvQKrbXdfV7a5LM1M0beHLmrD9Zz20Y6KCln+hvo0ukqfddXLFNXA6KVCheKOUGiNpqKSnvXAuAOXMb5v36T8TlmlX6BTVj+ym0f0e5FY9ACjFulbtozXzYpRX4FZQAP94AJQ2udn7tHD5x5q97WfNydqhnX5SzYJC/RjYUHHd7te3cXVUr9458vMPdDpqqRUaHq9BPZ/RID2jHTvmq8raSdKST3Xvlm8UFF1bN3Z5QjVqdHI6JlAheKOU8pN0rzGmr6Tl+vtC53d54RoAypg/b9XbtClJreKb6dP+Y3VGjcpOxwIA/IMutVvqtclZ2rIvS42rRDodB4CktNQ1Slk7Xk23/q5tu+brlqpxquaWOofVUJdavdSu+eVS0e14DR3OWtbUqNFBqtFBttsDavPL3Xp396/6cfoNOi+oqq7vOlLVqvFUaKAkeaOUaiFpSdHnzY/aZwWgQskuyNPdk9/4361613btowe6d5TLxVNOAKAsaFQlQgHRCzRxvVuNqwxyOg5QYe3YMU+/LPtA09IWa5ny1SS/QF8GNlDDrg9rYmJz1arZRcblcjpmuWECQ3TpOaN1Qc5+fTXjPr2fPE+Tp16tXyr1UFi3+6Wo6k5HBMqlYpdS1toe3gjiFGPMdzr81MDp1tohR+2rI+kDSQmS3JLOstZm+TwkUEZ8u+IPPbXwQRX47VXd4F5Ft+rFOR0LAHAKIoMDFFppkWbvTtc9opQCfMV6PMrc9bsiNv6iJevH64rgbAV5rDr4ReqJar3Vvc2NUkwdGUm1nQ5bjgWHxOiK/u9oSHaals19XmGLv1bO8i/1ZsMOuqLn84qLa+x0ROCYdu3a5X/PPfdUmzFjRuS+ffsCIiMj3Y0bN85+7LHHdvfq1Str7ty5IQ8//HC1ZcuWhWVlZfnFxcUVtG7dOuu9997bXrVq1cI/z/PRRx9Fv/HGGwlr1qwJcbvdpnr16nmDBg3af88996QkJCS4vZ3bGzOlyrrXdLh4uvIY+z6S9LC1drYxJlZSni+DAWXFngOZem7yBk1YsUnxdWP1RPunNLAJU50BoKyqFFhbe3M3Ox0DKPc87kItW/WFpq/7RtMzNqlWXo7eOpCn5g16a1SVeurU+l8V4il5pVFoaJw69H5e6vofbZz1lL7Z+aO+mDhEV0W30JW9X1ZYeBWnIwJ/MWjQoHqFhYXmnXfe2dqoUaO8Xbt2+U+dOjUyLS3Nf9euXf7nnntuo7PPPvvAxIkT11eqVMm9fv36oPHjx0dnZmb+b8rlbbfdVu3NN9+scu211yaPHDlyZ82aNQtWr14d/NZbb1V+5513Kv3nP/9J8XbuYpdSxpgHJCVbaz84avs1kipba58r7jVKkrV2hjGm+9HbjTHNJBVYa2cXHZfu42hAqZdTkK+7p7yhX/d+p4DkO/Xc+R01JOlibtUDgDKubmQDLTg4VwXuAgX4BTgdByhfrJX2LNXKxe/q9pRZSvEzquS26hFaTb1bDpJa/0sB/oHq7XROHBYUoRa9n9OkAzfp/Wl36v2DK/Tl1730QPV+OqfHSIkF5VEKpKWl+S1evDj8hx9+WHfuuedmSlLDhg3ze/TokS1JY8eOjc7MzHR98cUXWwMCDv+93rhx4/xBgwZl/HmOGTNmhL7++utVnnjiiR1Hlk+NGjXKHzx48KG0tLQSefqJN2ZK3SDp0mNsXyXpC0mnXUoZY7pKukdSkqSqkgZba8cfdczNRcdULbrmHX8WScXUQFKmMeZ7SdUlfWOt5QmDQJGxS37RqMXPqcBvj+qG9dLoW7rwVD0AKCfOSGimBYfcWrJ3nc6sdvSSoQBOx9atv+qnJW/Jk7Jat+7ZqlrhldW7ZhP1bTxULZtezNPySrmo6Nq6a8h3GrZnsd6Yca9CF4+V1v0qz/lvyFW9rdPxUJLyMl1KXhHs8+smtMhVULjnZA6Niopyh4aGesaNGxfTs2fPrJCQkL+s752YmFjgdrvN2LFjY6666qr9rmOsR/fxxx9XCg0N9dx7772px7pGXFyc12/dk7xTSlWRtOcY21N1uCgqjjBJyyR9KOnbo3caY4ZKekXSzZLm6nBBNskY09Rau73omEWSgo5x7j7W2t0nuHaApC6SWktKkTTZGPO7tfbnYx1sjAk66joRkuR2u+V2l8h/O1RAbrdbHo/H0TGVcihXN/z4vLa4xynI1NGj7d7RwMbt/pcPZVNpGFsonxhbZVOXWs3139+TtDU1R0lVSt9/O8YVSoq3x9bBtHX6/vdRmpT6h1a73ArzWA2KTJS750sKrd1F97j+/8cxxnPZEB/fSo8NnSIlr5Ln+1t0y8RhapaQpOv6v6eAgJDjvo7vW6XHKf83SF4RrA/OaVIyaU7gmslrVLND9skcGhAQoNGjR2+5/fbba3/66aeVmzZtmt2xY8eM4cOHp7dv3z7n7LPPzrr11lv3Xn/99XXuuuuuWi1btszq1q3boeuvv35fjRo1CiVp8+bNQdWrV88LCgry6QPrjLXFu54xZoOkx621nxy1fXjR9rrFusD/n8/qqJlSxpgFkhZba286YtsaSeOttQ+cwrm7S7r1yIXOjTEdJD1qrT2n6Ot7JMla+8JxzvGYpEeP3r5gwQJFRvI4ZXiHx+NRenq6YmNjdax2uyTlFhbomzU7NG655B+8U10aZeqmpn3l7yqRWZzwMSfHFso3xlbZ5PZYXfDpFl3ZJlYXNIt2Os7fMK5QUrwxtrKz9yhj+yS13f2H0tOXaXC1quqgMHWu1FlNag9VYCA/G5QXbne+Ji97RGPzN6qB26VbGtyhKvEdj3ks37dKj8zMTLVr106Soqy1h47ct2jRosb+/v6TGzRokBkaGporqUzMlPpTdna2mTJlSsTcuXPDpk+fHrVixYqwUaNGbR0xYsQ+Sdq7d6/fTz/9FDl//vywyZMnRx88eNB/2rRp684888ycrl27NkhJSQlYu3btam/Ez87ODt6wYUN4YWHhOUlJSWuPd5w3Sqn7dPj2uXsk/VK0+WxJz0t6yVr7TLEu8P/X+UspZYwJlJQt6SJr7XdHHPeqpNbW2m6ncO7u+nsp5S/pd0k9JR2UNEHS29baH45zjmPNlNqZmpqqmJiYk40CnJDb7dbGjRtVv359+fn5rgz6ZOkMvbL0eeUV+Glw/HO6q3cDRYcyxbw8cWpsofxjbJVdA9+crIRKGXrv4oucjvI3jCuUlNMdWwUFOZqzaLQmbvpeszwHVbXQrR8C6kvNL1J2/bMVwqLY5drqdeP1n98e1w6XR3dW7qRhfUdL5q9rrPJ9q/Q4dOiQYmNjpZMtpcqwoUOH1po9e3bk7t27Vxy9Lzc31zRv3rxpy5Yts8aNG7f16quvrvHVV1/FpaenL/XGbKmTLaW8cfve85JiJb0h6c+fUnMlPeetQuo44iT5SUo+anuyDt9SeFKMMVMktZEUZozZqcPF1+/W2kJjzIOSZkkykqYer5CSJGttno54Op8p+ibk5+fHNx14lcvl8tm4WpOyUyOmPKm9nnkKMnX0XLeHNbBJyxK/Lpzhy7GFioWxVTYFx/6uxbmT5XIN/d/7mtKEcYWSckpjK3m1di96V8OSf1a6y6iJx093JXTSOW1HyBXfTJIUXsJ54bwWTS/Ul3V76dWJV8iu+1F+B/ZL578phf11vVW+b5UOFenPv0mTJrlTp06NPta+4OBgW7Nmzbzs7GyXJA0fPjz9o48+in/++ecrH+spe2lpaX4lsa5UsUspe3iq1X3GmCclNZGUI2lDUUnjC0c3eOYY247/Ymv7nmDfJEmTTjMXUGYVuD36cO4mvbb+XzKuXA2scYee6HmV/CvQN3AAqOiaVmqkDXu/1e6MvaoWWdxlQoHy4+DB7Zr824tat2u+Htm+XlVDK+mSumeoZ8tr1KjhuU7Hg0OCgqN070UTpPVTpfE36oMxXXRm98fVvGnpm22K8mfv3r1+559/fr0rrrgiLSkpKScqKso9b968sNdff71K7969D3z++edRX3zxRewll1yS3qxZs1xrrb799tvoWbNmRb366qtbJKlnz55ZN954497HH3+8xq5duwKHDBmyv2bNmgVr1qwJeuuttyp37Ngx81hlVXF5Y6aUJMlam6nDt7v5Spokt/4+Kypef589BeAkjV3yi8b8mq1NyUb9kkbogV5dVSM6zulYAAAf61CjpSbslWZtW6ZhLSilULF53AX6bcm7Gr/2S00v3Ce3pC7+Ecof8qECGw/QTTw5D39q2EeF18/SL98N1BsLHtfjKSt0bvcnnE6Fci4qKsqTlJSUNXr06ITt27cHFRYWmipVquRfdtllqSNHjtyzffv2gO+//97zwAMP1EhOTg4ICAiwtWrVyhs1atTWW265Jf3P87z55pu7kpKSst9+++34Tz75pLLH41GNGjXyBg0atP+mm27aVxLZvVZK+Zq1Nr/oyXq9JX13xK7eOrz+E4BTsDZ1p26bfPhWvdiwgZp4631qXi3K6VgAAId0rFVf9rdgLdy9SsNanON0HMAR6XuWKHb1D8pf9rnujjaqLD/dGt9eA868S5WLbs8DjuYfXV3vD5upJ8YN1v3bvtOGb1fr5gFjnY6FciwkJMSOHj16l6Rdx9rftGnT/M8//3zbyZzruuuu23/dddft92rAEyjVpZQxJlxS/SM21THGtJaUbq3dLmmUpLHGmD8kzZd0vaSakt7ydVagrMotyNfdU97Ur6mfSNZP51YfoafOvoZb9QCggosJC5J/fkOlZOQ4HQXwqYKCHE2Z+5TGbflBSz3Zmp6coahmg/VN436qWq+PDE9Ow0kICo7SU5dMU8OfrteotN8U+dUAdW79nNOxgFKnVJdSktpKmnHE16OKfh0j6Spr7ZfGmEqSHpFUVdJKSf2ttSfVAAIV3R9b03Xf91OVHPmh6gT10Oj+D6pmdGWnYwEASok2wXfIZhT7ATxAmWD3bdJ/Z9yrcYfWar+fS21soB6tdZ6CL7lHColRotMBUeYYl0tXDnhPTX5/Q82mPy2/tBukWj9JkQlORwNKjVJdSllrZ+rwwuUnOuYNHX7yH4CTtCFtj/495XUtX9FeLatX1387f60e9Rs4HQsAUMo0rhKhcUu2qtBTKH9XqX7bCJyWgvxszVz4snpsWij/LTOVnFBFZ4fV1CUd7lKjBv2cjody4sx2N8tdvavWfnqeXvqmr148/xvFxtb/5xcCFUCx310YY0YdZ5eVlCtpo6QJ1tr04xwHwEfyCwt1789va/qeMZKM7ujXR7d16SQ/V+l71DcAwHkx0enKrHqfFuz6QJ1qJDkdB/CaHTvn6+sFL2rCoXVKdxl9UBijdue/qacaD9SGrbtUvy7/WAcvi2+i1DMf1uaNL+m6CRfqvfO+pZgC5J2ZUmdIaiPJT9I6HZ7Z1ECHn4y3VtLNkl4yxnS21q72wvUAnIavV87VMwtHqsBvh2oEddfr/R5W3VimDgMAjq9TrYZ6da00e9sySimUfe5Caf0kjVz4nL7QQUV6PBoUWkdD2t6mevX6Fh3jdjYjyrUq8R30TuJLun7WvymmgCLeKKUmSEqXdLW19pAkGWMiJb0vaY6kdyV9JullSX29cD0ApyA9K1/PT16rb9bNVGQV6T9t3tTFLTo7HQsAUAY0jI+VzY/XitQ1TkcBTtv+9E36bu6T6rb5d9Xbv1NnVm+uZnX665wO9yo4tJLT8VDB1KvTS++bl3Xtr3fqjvFDNObin2XCWdMVFZc3Sql7JPX+s5CSJGvtIWPMY5KmWmtfNcY8IWmqF64F4CTlFxbqwWnvacqGxTL7LtQjfS7VJWfep0B/1gQBAJwcfz+XIkwNbc/c5HQU4JStWP21vlj6pibnp0iSKiU2Vr2LPlXvxNbOBkOFV69eb72vl5Xx/S0yYwdLV/0ghUQ7HQtwhDd+Oo2SFC/p6FvzKkuKLPr8gKRAL1wLwEkYt2q+nl4wUnl+21QtpqvGXNlZCZFhTscCAJRB1cLqa0P+d/JYj1zG5XQc4MQK86RV3+nDP17RKP8sJbqlm+PP1AWdHlZMTF2n0wH/U69eb+nS8Sr4sJ/e+7y/rrzke4WGxjkdC/A5b92+94Ex5t+SftfhBc7PlPSipPFFx5wpab0XrgXgBPZn5enK7x/S5rypCrSJerD16xrWqpvTsQAAZdjZ1c/Typ+byVrzD89EBpyzc/cf+mr+s6q5e7mG7EtWrzqdVbfhRerc7jb5+fNv4yilEppq2/mv6aP5D2np1+fqv5dMV2BQuNOpAJ/yRil1gw6vF/XFEecrlDRG0p1FX6+VdJ0XrgXgGArdbn21aJtemLxRhRFGPRpepxf63KjgAN6EAQCKp3VigvIKtmrrvizVq8wPSyg9rMejP5Z9qE9WfqCZ7oMKs1Y3VG0lXTJSNSo3VA2nAwInoX7j8/RadrJuXv6a7v+qn54fNk3+/kFOxwJ8pthzsK21mdbaf0mqpP9/El8la+311tqsomOWWmuXFvdaAP5u4prfddaYwXrs1zfUvVG8pl/7pP577ggKKQCAVzSqEqHgql/pnaUfOB0FOCw/S/r9fS18p72uWf6KthVk6OGqZ2v6xTN15ZCvpcoNnU4InJL2ba7XCw2v0C/u/Xr86wHyeHgKJE7drl27/C+99NJaVatWbREYGNgmLi6uVefOnRtMmzatVK/jUqyZUsaYAB1ewPwGa+16Scu9kgrAP9p5MF23/DRSm/J+VoCtov/06q/hZ7R2OhYAoJypFB6koOBsLd+32OkoqOBS9i7Tl3Of1K7UFXo2OUXtGvbTB416qG3ra2VcrHeGsq1nx3v1ZN4hrV4xVvr5EanvSKcjoYwZNGhQvcLCQvPOO+9sbdSoUd6uXbv8p06dGpmWllaqn3RVrO/e1toCSc11eB0pAD5grdWHC5ap37fnalPur+pa6WrNvWKihp/R0+loAIByKi6wjlLyNjsdAxXUytVf6/5Puqnv5Mv0yaG1iq7USO4Ri+Ua9pnatfkXhRTKjYE9ntJ97R+Ua/7r2j3zKafjoAxJS0vzW7x4cfjTTz+9c+DAgRkNGzbM79GjR/Yzzzyz95JLLjm4bt26QGNM0rx580KOfI0xJumHH36IkKQffvghwhiT9O2330Y2adKkaXBwcJuzzjqr4a5du/y/+uqryLp16zYLDw8/Y+DAgXUyMjK89o3XG43Zx5KulXS/F84F4ARmbVmnFyft0aqUHLVq3l9P975KzRJYMQEAULLqRTXQ/IxJOpB7QNHB0U7HQQVg3YUy635U1vzXdY1rt2KtS3dW6azBXR5VRERVp+MBJaf9DVq3f70u2fqFHp2eofPPfs7pRJC0O3N3wN6svQFHbosOji6sG1U3P6cwx6zZtybk6Ne0SWiTLUnr0tcFZRVk+R25r1ZkrbxKIZXcKdkp/jszdv5l3ZWIwAh3g5gGeaeSLyoqyh0aGuoZN25cTM+ePbNCQkJOe+LQk08+mfjqq69uCwsL81x66aX1Bg8eXC8wMNAzduzYzRkZGX7Dhg2r9+yzz8aPHDly7+le40jeKKUCJV1njOkt6Q9JWUfutNbe5YVrABXa7kPpuvWnZ7U+d4rCdZ3GXjNUXRoOcDoWAKCCaJ3QVPMzpOUpq9W1Zken46AcO3Bwh76Z87h+SF6gT3bsUHiNDhrb8nbVb3UVT9FDhdGwzws678sVenzHj6q9spVaN7/U6UgV3idrPqk8dvXYvzTiPWr0SH+t52tbdmXsCrxy8pVNjn7NiitXLJKkh+Y8VGfd/nV/WdfpofYPbbmk8SXpEzZOiHltyWs1j9x3RvwZhz7u9/GGU8kXEBCg0aNHb7n99ttrf/rpp5WbNm2a3bFjx4zhw4ent2/fPudUzvX444/v6tOnT5YkXXbZZWnPPPNMtVWrVq1o2rRpviT169dv/6xZsyIklZpSqrmkPxcZOHpVQW7rA4rB4/HoyZmf6putb8qaPHWIvUw3J3VXy3qVnI4GAKhAOtVsolEzL5UpSHQ6CsqpbTvmaez8pzUha6s8Rjo3KF65V7ym8Do91MjpcICPGZdLDw0Zr82fdtG/Fz6tr6q0VaU4FvB30uVNLk/tVbPXgSO3RQdHF0pStYhq+WPOGbPmeK8d2XnklmPNlJKk8+qftz8pIekvE3siAiNOa6X7q6666sDFF1+8bMqUKRFz584Nmz59etRbb71VZdSoUVv79u2bcbLnadeu3f9KrISEhILg4GDPn4VU0bbCpUuXem3x9GKXUtbaHt4IAuCv1idn6NaJb2pPwFjF+bfTy70fUYv4Gtqw4ZRKcwAAiq1hQpTcmS21J91Pqud0GpQX1uORdiyU+W20ntz/mzYEBura6Oa6uMujiq3c1Ol4gKMCAkL1Qr8PdfFPl+rFH6/QM8PnSi6/f34hSkRieGJBYnhiwbH2hfiH2D9v1TuWRrGNjnsrXnxofGF8aHyhNzJKUmhoqB08ePChwYMHH5K0Z+jQobWeffbZxH79+q2TDq9P/Kf8/HxzrHMEBgb+7yBjjPz9/f8y2cgYI4/Hc8zXng6vLE5ljOlijPnEGDPPGFOtaNtwY0xnb5wfqEiSMw/q1u8+V/9XZyv/QGuNaPqiZlzxgVpXre10NABABRUS6KfEhF0at+Ujp6OgHHAX5GrqrCd0+Zgkzf/iPClltZ5seZOmDputGy/4kkIKKJKQ0FKjk+7T3ds3SLNHOR0HZVCTJk1yc3JyXFWrVi2QpJ07/3/9qgULFoQ6l+z/FXumlDHmQkljJX0qqY2koKJdEZIelNS/uNcAKgKPx6NnZn2hLze/IY/ydevZ7+umbk0V5M+/iAAAnFcpZr9WZ3+rAvf9CvAL+OcXAEfJzkzW+FmPaOzeudrpZ9TOFazQXk9IZ/xLVXmCHnBMzVsOl1K3Km328zpYtYnqsa4sjmHv3r1+559/fr0rrrgiLSkpKScqKso9b968sNdff71K7969D4SHh9tWrVplvfDCC1Xq16+fl5KS4v/oo4+WinvyvbGm1MOSbrTWfmyMueSI7fMkPeKF8wPl3szNK/XAr08o07VGsX5tNKrXI0qqxv0RAIDSo3Glxtqyz63NBzerUSyr/OAUZOyVfntTX635VK9EBqtPUGW92PYONWt0ntPJgLKh2316eNs47Z7zoL6s0UkhITFOJ0IpExUV5UlKSsoaPXp0wvbt24MKCwtNlSpV8i+77LLUkSNH7pGkDz74YOs111xTu3Pnzk1q166d9/TTT++84IILGjid3RulVCNJs46x/ZCkaC+cHyi3svML9d9fNmrMxpEKCEnVjU2e1i1nDXQ6FgAAf3NmYjNN2ict3ruKUgonZePmaRqz4DlVSt2oOzILdGGby9Wn9VAlVjnD6WhA2eIfqHu7v6CLf71Dr0wcrgcu/sHpRChlQkJC7OjRo3dJ2nW8Y9q0aZO7dOnStUdus9Yu+vPzAQMGZBz5tSSNGDFi34gRI/YduW3UqFG7R40atdtL0b1SSu2RVF/S1qO2d5a02QvnB8qlV+aN1+cLdunAvrq6usu/dVO3pooKLhW39QIA8DctqyXIsyhWC3ev1LCmFzgdB6WUtVYLl3+kD5e9o7k2U/Fuq+vq9ZHOfl4RwVGKcDogUEbVrdtLd67rqmdTZqvbH2+oY9ubnY4EeIU3Sqm3Jb1qjLlGkpWUaIzpIOlFSU944fxAubJ09xaN+Pkx7ddiVYruoq+uuEq1KnntiZoAAJSIOnFhch/opFBPXaejoDTyeKR1P2rz3FG6LiBNjdxGT9ceoHM6PaSAoHCn0wHlwrA+r+nXTzrqieVvaGLjIQoIj3c6ElBsxS6lrLXPG2OiJM2QFKzDt/LlSXrRWvt6cc8PlBc5Bfm6a/Lrmp32qYwN0WX1Hta9XS6Si4U9AQBlQICfS7UDzpGyWMsE/y8/95B+mP24Zm37WS/v3KZ6tTrps+a3qXnra2X8eFgL4E0uP3892fddpX9yngIm3y8N+cDpSECxeWOmlKy1DxljRkpqKsklabW1NtMb5wbKg8Xb9+uBcYu1M/RHNYjsqbfOfVBVInhTDwAoW+rG+2tx6jxlFdRVWACzfCuyrEO79PWvD2ls6h9KdUk9g6KVceVERdbpqhZOhwPKsYQqrZTQ90UVfHut9jboqRqtLnc6ElAsXimlJMlamy3pD2+dDygPdhzYp5t+elKr17VS88oN9HHfz5VUi2m2AICyqWqlHM0ueF1r97VVUpUkp+PACRl7Zef9V8N3jNMWfz8NDEnUVR0fUt1a3ZxOBlQczS/U04tf1sJFz+m7xucpMIjV2rzII8laa43TQco6j8djdHiJp8ITHXdapZQxpqa1dvspHF/NWnvcVeCB8sbj8eiJmZ/o261vypoCXdqpvR7v1Ul+Lr63AQDKrtZV6+mrvdLqtM2UUhXMjh3zNWbu47p681JVMwF6oOV5qtHuJlWJb+Z0NKDiMUaXd35M382+U59MHaFrBn7odKLyZLfH4zmYkpKSEB8fn26MsU4HKmustcrPzw9MTk6O9Hg82yWdsDs63ZlSvxtjvpf0rrV24bEOKFpn6mJJt+vwYuj/Pc1rAWXKvG0bdNcvDyrLtVaV/dvrv30fVbOEGk7HAgCg2OpUipGnIFqrUzc5HQU+sm7DT3p/4fOaUpCmKCv1SLpM1bo9onbBUU5HAyq0evV6a9iiOno77XcNTFmlyhTEXpGUlJS5aNGiGw8cOPDWoUOHoiQxq+A0WGsLPR7Pj9baR5KSkvJPdOzpllJNJD0oabIxpkCHb9vbLSlXUowOry3VrGj7PdbaSad5HaDMyC/06M2ZmzR69h8KrZGhm5s9p5vO7O90LAAAvKZGbKg8+XHacnCb01FQ0nYs1EczH9BLnhQluq3uS+yuwd2eVEgIa2ICpcWNfUfrh3H99cq0ERp56XSn45QbSUlJvy1atKizx+NJ1OE1s3FqPJL2S9qXlJTk+aeDT6uUstamS7rbGPOwpP6SukiqLSlEUpqkTyVNsdauPJ3zA2XNhNUL9OS8Udq/9WLd2OUM3drjIoUEem3JNgAASoWokAD5F9RSYSF3M5RH1uPRr3+8Jteq79V12yJ1jW+guCaD1LfzQwoICHU6HoCjREXV1AM1+8ssHivt/EOq3tbpSOVGUlJSpqT1TueoCIr1U7O1NlfSuKIPoMI5mJutGyc+qxVZExRoEvXOlU10doPGTscCAKDE1HJdqPqGW7fKE3dhgX7+7Tm9u+EbrXe5NcgGqevQT1S30bmq62KSAFCa9e/xjLR+njTpXunaaRL/z6KMYSoHcJq+XjFXIxc+qkJXms6MuUSvn3uXQgOCnI4FAECJqhETqu37D6nQUyh/F28ly7TCfO34423dvPpdbfWz6ugK1gMtblHbM66TDMuoAGWCy08FfZ/W/ZOuUteZD+q8ns86nQg4JbyTAE5Rdn6hXpyyXmOWLFZM9VC92GWMetVv5XQsAAB8IiYqU3MKR2hR8jtqX7W903FwGvJy9mvRvBfVcdl4VTm0U0n1WumZpFvVvOnFTkcDcBoC6naVK6q6Xtn6g/pk36uQ0FinIwEnjbl9wCn4cd0f6vbBzfp0wRbd3/1c/XbleAopAECF0jCuuqykrSx2XuZkZ6Xo4x+uVb/PO+uWHROUVrOdAm6ar8eGz6KQAsq427s/rwMu6asZ9zkdBTglzJQCToLH49HdU97W1L3vKDCwij67sYWSqtd0OhYAAD5XOzZCtiBGq1M3SSyjWDbkHNBHP9+uD/b9oQxjNCCkmq7t9IjianZ2OhkAL6le/SydF5SoD1Lm66LsNIWGxjkdCTgpzJQC/sHuQ+k6+5Pr9HPKG6ob3EMzLv2WQgoAUGHViA2VJz9OGw9sdToK/sGB/VuUP/1x6ZUW2rl9jvqE1taPfcfoyWFTVZtCCih3ru86UrmyWjbnOaejACeNmVLACSzfeUD/GveWsiNW6LJ6D+v+rkOdjgQAgKOqRYfIk19JuzK3Ox0Fx5GWtk5jZj6gLzPW6+6DWbq4zRV6qMOtMpFVnY4GoAQlVmun6ZV6KHzJN1K3R6SgCKcjAf+IUgo4Bo/Ho6em/6ixM/3UpGoXPdHncrWuxuwoAACCA/wUnddffWP4e7G02Zu8XO//+pDGZW9RoLW6PKqpep33jBRbXzxLD6gYwrvep5xlX2j73BfUqOcTTscB/hGlFHCU/dmZOv/rW5SuxTqv3Yt6ekAnBfpzpysAAH+qGV1ZyQecToE/2QM7ZOa+qqVrv9TkmEjdENtal3R/WpHRtZyOBsDXomvopfpt9OvWcfqp4H4FBIQ6nQg4IX7SBo6w48A+9fnicu3zrNTV9R7Xi+f3pZACAOAoVaKt5me9oMXJi52OUqHt2rVAj33eR/d+1kNa+Y16J92qKRdN0/Xnf0ohBVRgF7W9XXv9jKbNe97pKMA/4qdtoMjalJ0a9O2lytUePX7mf3VX5wucjgQAQKlUOzZW2X5rtCZ9jdNRKqSdO+bpsc96a8DP12pG7m41q9lN9vbl8ut+n0IjWDcKqOgaNThXZylEYzaPl/V4nI4DnBClFCAp5VCubhy7QrYgTq91f08XNuvodCQAAEqtWpUi5M6L04b0TU5HqVjSNijrm2t04bR/aUbeHt1RuaMmDf1VVw14XyY40ul0AEqRK5tcrlUut5as+MTpKMAJsaYUKrw1KTt14yfzlZ8fq/FXvqPacWFORwIAoFSrERMiT16C1uzb4HSUCmHHttkaO/cJ3blxkcLCq+i1M4ao5Vl3KSQk2uloAEqpTkm3aMDyD6RV46RWVzgdBzguSilUaGtSdmrYxCtlI0I1fvjnFFIAAJyEGrGh8uTHa1vGQqejlGvbt8/R27Mf0Y8FKYqx0vnd/q2mne5We/8gp6MBKOWMn5+eOeMOaeId0r5NUqV6TkcCjqnEbt8zxiQYY0JK6vxAcf1ZSHlMvt7u+6LqVA53OhIAAGVCQmSwTFYL9Yi7Xh7LeiVet2+T3vniXA385UbNz0vR3QldNemSOWra7SGJQgrAyWo5VEujKmvczIedTgIcV4nMlDLGLJa0X1KiMWaSpAestXklcS3gdGxOT/5fIfVOr/d0Vs1GTkcCAKDM8HMZJYbVUVhBvFyGJUq9Zev22fL8/r7qrvxeLaLjdW/Dnrqw+9MK5jY9AKcjIERza7fVmAMrdPbB7YqKqul0IuBvSupdxJnW2rMlNZW0S9IUY0x0CV0LOCXWWj3041S5VUghBQDAaaoeE6I/0idrUfIip6OUeZu3zdb9n52t8365Se+kLZT6Pq0ONy/RZf3eoJACUCxDuzwqt5G+mfWo01GAYyqRmVLW2sKiT8MlTZQUK+kXSW1K4nrAqZi4fI/mr4rVq8PG6qya/GsBAACno0ZsqCbtn6zJW3KUlJDkdJwyKWXPIr004x5Nyk9RvEe6v2pXXdDjaSk42uloAMqJuLjGGhBUVZ+l/q4r8rIUEMQauihdSmSmlDFmgzFmn6SVkj6W1EzSgpK4FnAq1qTs1MOznlLfFtE6rxWFFAAAp6tmbKgKcypr08FNTkcpc7JT10kTblXA++dobU6yHkroqp+GzdGwfm8oiEIKgJdd1u4upfgZzVr0utNRgL857ZlSxphwa23mcXafZa3dd7rnBkqCx+PR9T/dLxu2Wff1Y/oqAADFUSMmVHk5lbVx/xKno5QZe3b9rrdnPaQZOTv1Q3q+Yno+ovFJ18gwcwFACWpYv58e++U/ar57tdNRgL8pzu17+40xVa21aUfvoJBCafSf6R/pgFmmaxo9obqxCU7HAQCgTKsRGyJPXoL256Vrf+5+xQTHOB2p1ErZs0Tv/vqAvs3dqXArXRPfUQGXPCeFVpJxOhyACuHChkOk+aOlwjye4olSpTi37/kd+XpjzFxjDD/po1RasnuLvt/5phL9uujOToOdjgMAQJlXIyZU7txEnRF7tvLcPGT5mA7tkX78tx6aMFQ/5ezUTZXaadLFv+iqAe8pOLSS0+kAVCAFjfprVKhLvy/5wOkowF94c6HzlpKYe4xSx1qrByd/LWND9OGgp5yOAwBAuRAdGqBwVxV1irxNVcKqOB2nVDmQvkkf/XK3Om35Xe3cfvrPmVcppt1NiojgzwmAM/wTmmtGRJT2b/hW7drd5HQc4H9K5Ol7QGkyfukurVnfTG9dcbESI2OdjgMAQLlgjFH12FCtT9ulLQddqhNVx+lIjjt0cLvGTr9HYw+ulEdGNRufo3a9X1LN4CinowGo4IzLpd7RjfXlwdV6pCBbAQGhTkcCJBX/6XuXGmPaGGMCir62xQ0EeNPuQ+l6YuaHOrdFgs5pWtvpOAAAlCs1YkK0ION9Pb3gaaejOCsvQ4um3q1zxvXXhwdXaUhEI00+/3tdMPA9iUIKQCnRu9llOuQy+n3ZR05HAf6nOKXUHEmPS/pDUqakUEkjjTE3GWPaG2OCvREQKI5bfnpWBdHjddPZLHcGAIC31YgNVUF2vDbs3+B0FEdk56Rr0fQHpVdbqeHCj3VheF1NOvcr3T1knGJj6jodDwD+onGDgaruln7eOMHpKMD/nPbte9barpJkjGkoqU3RR5KkkZKiJRUaY9Zaa1t6ISdwyiavX6wNuZPVudIVal6lhtNxAAAod2rGhurgisrKDtun1OxUVQ6t7HQkn8jLO6SvZzyg9/b8qgJrNb1xf0V0u1//jqrudDQAOC7jcumBuLMUt3GG5HFLLj+nIwFeWVNqo6QESfmSRllr9xpj6khqK+kML5wfOC0vLHhTfu5KGtXvNqejAABQLtWIDVFedlUFSFqbvrbcl1K2sEDfzLxfb+2Yqn3GamBggm7o9pSCq3dwOhoAnJSubW6QFn8lbZsn1enidBzAK6VUiqRASXmSoo0xn0i6zVr7taSvvXB+4JRtSNujZPfv6hp/pUIDgpyOAwBAuVQjJlS2IEaVgqroQN4Bp+OUGI+7QGbldzK/PqtfAg4pKSJRt3R6XLXq9HA6GgCcmmpJGl+5ujIWvabhlFIoBbxRSl1krZ0hScaY1pJelrTQGNPTWrvXC+cHTtnkFQdVuHeY7j//cqejAABQblWPCZVkdGv9DzSwXvm7Vd56PJq94CW9tuYT3ZqarO41uum1bvcpoFobp6MBwOkxRuvi62nKoTW6zF0ol583KgHg9BX36Xv6s5Aq+nyppJ6SfpQ0xxhTtbjnB06V22P15cLdOrfuOaoZXb5vIwAAwEkhgX6qHBGknQdyVOgpdDqOV/2x5H1dOSZJt6z/WOF+gao84DXp0i8ppACUeX0aXaRUP6Nlq75wOgpQ/FLqGMIkvS9pvaSpJXB+4ITe/n2S0kLf0ZC2cU5HAQCg3KsRE6LFqfN01mdnKSM/w+k4xbdrsSaPOVtXL39FuZLebHazPrxioZo1u9jpZADgFa2aDVNlt9XP61htB84r9lw9Y8yHkqpJql70a/ifuyTlFvf8wKn6fO3nCg07qPa1magHAEBJqxEbqi0Hw5QXnKf1+9crKSHJ6UinZcvWmVo570UNXD9b3eIaatQZl+rsDvfKxdOpAJQzLj9/9QyrqZ8zNukej0fGVRJzVYCT440bSBMkbZM0T9KuIz+stWleOD9w0pbs3qL9dpn6Jd4iF99cAQAocTViQrVwS5QCqwdqbfraMldK7d2zVG/OvEcT8vaomkc6Z+B/FXLGZepNGQWgHBvW9HJ1nHSXPCmr5FelhdNxUIEVu5Sy1vb3RhDAG16a/7FkA3Vv52FORwEAoEKoFhOi5EMFahtdX2v2rXE6zknzZKXppZ+u1edZmxRupX8ndNbFZz+vgKBIp6MBQImr1/gC1Ztwp7RllkQpBQex1D7KjfxCt5YdmK66oV1VOZw3lAAA+EJidIg8VqoV3kBr09c6HecfZWYmK/SPj+Sa/7oyokJ0fWI7De/1ksLCqzgdDQB8JyBYc2q01NoN3+i6Drc4nQYVGKUUyo1pa1KUufkWPXB9O6ejAABQYVSLDpYk9a56pTp0Kr3FTm7uQX35y316L3mOHkg/qP5nDNcTXe6SwngwCoCKaX1sDb2TtlBX5GUqMCj8n18AlAAW3UG58cmCTUqqXkMdatV1OgoAABVGYnSIJCk7J1QRgREOp/m7wsI8ffvLfTr38856OWWOegcnKunS76VznqaQAlChndVgkHJcRsvW8BQ+OIdSCuXC7C2rtczcrR4t852OAgBAhRIa6K+Y0ADt3J+te369R99v+t7pSIdZK639ST++31GP7fhJSf7R+r7763pk2FQlVD3D6XQA4LjGDQYo2mP125bJTkdBBcbteygX3lz0lVzGo8uTznQ6CgAAFU61mBDtPpir3UG7NXvnbA2qN8jRPEuWjdGKRW/riu2r1L9OFzU88xo1aXKBo5kAoLRx+fmrfUCsfjuwQbc5HQYVFqUUyjyPx6OVB2eoZshZigoOdToOAAAVTmJUiHbtz1FSyyT9uPlHWWtljPF5js2bpuqVuY9qhs1UM+OnYZd9o4AGvdXE50kAoGy4qEYv7f7jbSn3oBQc5XQcVEDcvocy78sVs2X90zW08XlORwEAoEKqFhOi3Qdy1CahjVJyUrQzc6dPr28P7NQTn/fR4Nl3ab07U8/UuVCfXblIAQ16+zQHAJQ17VteocEZmdKW2U5HQQXFTCmUeePW/CpTGK1LW3V3OgoAABVStegQ7TqQo9aVz5IkLU5erBoRNUr8uhkZuxX++7vyX/C2QmJj9O86PXRJzxd4ihQAnKyY2pobV1MF68epe5MBTqdBBUQphTItv9Cj9evO0pB2/eTv5+d0HAAAKqTE6BBl57slT6he6f6KWlZuWaLXy8/L0C/LntTn85dpxMFMXdTxNt3TcYQUHFmi1wWA8mh8dIyS9y9Td6eDoEKilEKZNmX1Nh3MydclSY2djgIAQIVVLTpEkrRzf47OrnV2iV3H4y7UpDlP6r+bxmmPy+r84ER17f+SlNCixK4JAOVdi5jGmpkyTwUF2QoIYI1e+BZrSqFMe3npSMXX+0oNEyKcjgIAQIWVWFRK7T6Qo92Zu/Xk/Ce1L2efdy+y+VfN+KCL7t86Tg39I/Ra3X/rkYsnKYFCCgCKpUWNLsp1GW3aPM3pKKiAKKVQZuUW5Cu1cJkaV2rodBQAACq0uPBABfq7tPtAjlzGpa/Wf6XFKYu9cu41G37Qhx/3lD4epO4K0Wdt7tfLl81WQnwHr5wfACq6xvXPlZ+1Wr5thtNRUAFx+x7KrPFr5kt+uRrUoIfTUQAAqNCMMf9b7LxKWB1VC6+mRcmL1LvW6T/9bufuP/Tfmffqp4JU1XVLQy94V6EtLlILY+R2u72YHgAqtpDQWA1xBynu0B6no6ACopRCmfXDhpmSO1SDmrR3OgoAABVetegQ7T6QK0nqUaOHJmyaoJta3aSooKhTO1HOAY368RqNzVyvGI/Vo9V66fyez8o/IKQEUgMAJOnh+M7SjoVOx0AFxO17KLPWH1ityv7NFehPtwoAgNMSo4O180COJOm6FtfJ7XHrw5UfnvTrs3MPKH/ua9JrreW/Z5lujm6pH4bO0JC+r1JIAUAJy6/aSksPblJOVqrTUVDB8NM8yqT0rHylbrxct55f3+koAABAhxc7n7Hu8A8zlUIq6aXuL6lppab/+LoCd76++/URvbntR1114KCubDpYI7o/IEVUKenIAIAi26ITNTwxQR9smKh2ra9xOg4qEEoplEmzNqTIWpf6NqnjdBQAAKDDt++lZuQpt8Ct4AA/da7WWZKU585TkF/Q3473WI+mLXpT/135rrapUOf6R+vsC0ZLtbr6OjoAVHh1a/dUyGyrlTvnUkrBpyilUCa9tfJZxdfNVULkuU5HAQAAOlxKSdLeg7mqHRcmSVqXvk5XT7lanRI7acQZI1QtopqyCrIUkZmm36bcqX/nb1Inj79eaPegGre41Mn4AFCh+fkHqpkJ1or9652OggqGUgpljsfj0a78xWoS3d3pKAAAoEhiUSm1+0DO/0qphjENdXfbuzV6yWgNGj9IAS5/NXGFasym1TorNE5fdPiXmp11h+RimVMAcFqL8BqadGiD0zFQwVBKocyZvGGJ5JehvnW7OR0FAAAUiY88fIteSkbe/7YZY3RBgwvUr2YvfTfjARVs+FmN8pKlrvfI1eFWNQsMdSouAOAoraq009z01crev1WhMbWdjoMKglIKZc74db/IegJ0cQvWnAAAoLQIDfRXeJC/Uo8opWSttG6SQn5+RJfu2yidcbnU82EWMQeAUujs5sN19rTnpOTVEqUUfIRSCmXOin1/KNo0UUQQj4cGAKA0iY8IUkpG7uEv9iyTpjwkbZ0t1e0uXfShVKWFo/kAACcQVV02LF7ZO35TWOP+TqdBBUEphTIlK69QaZuG6bZeiU5HAQAAR4mLCFJ++k5p/OvS0s+kuIbSpV9LDXpLxjgdDwBwIsbogYQEpe+erHf0hNNpUEFQSqFM+W3zPhUUBmhg82ZORwEAAEfKz9KVeZ/r7L1fSCHh0rkvSm2ukvx4uwkAZUXdqDqalb5EHnehXHz/hg/wqBOUKW8se02Vav2g2pVYGBUAgFLB45aWfCK91kZ993+m8YEDpBFLpHbXUUgBQBnTvFoHZbiMtu2Y63QUVBCUUihTNmbNV2J0sAy3AAAA4LzNM6W3u0kTbpFqd9LnZ47TswWXSMFRTicDAJyGZg0GSJJWbpnqcBJUFJRSKDN+275OHv9U9ajRxekoAABUbGkbpc8ukT4+TwoIka6dJg35QMGV6+hAdoHyCt1OJwQAnIaoqJqq7ZbWp65wOgoqCOZUo8z4atU0WevSZa3PdjoKAAAVU84BadYL0oK3pYiq0pAPpWaD/7eIeeWIIEnSvsx8JUbzlFwAKIvGRrVVVPpWp2OggqCUQpnxR8pChdl6SgjnlgAAAHzK45YWfyz98pRUkCN1v1/qcKsUEPyXw+IjDn+dkpFHKQUAZVR09bOk1T9IhXmSf5DTcVDOcfseyoRCt0f7tw/QOVVudjoKAAAVy5bZh9eN+uEOqUFv6bZFUte7/1ZISf8/Uyo1I8/HIQEA3rIrtpaGJMRq1fqJTkdBBUAphTJh5e5DysgK1cAmbZyOAgBAxbB/q/TlcGnMgMMF1HXTpcFvSZFVj/uS2LBAuQylFACUZTHV2mpdUKA2Jy91OgoqAG7fQ5nw7tLPFF51hVrV6Od0FAAAyre8DGn2KGn+aCm0knTBu1LzIZLrn/8t089lFBcepJSMXB8EBQCUhNDQOIV7rNKy9jgdBRUApRTKhMVpMxUdFaAAPyb3AQBQIjweafkX0rTHpdwDUqfbpc53SIFhp3SayhFBzJQCgDIuzrqUmpPmdAxUAJRSKPUO5GQpQxvUtdIVTkcBAKB82rFQmnSftHux1OwCqffjUnTN0zoVpRQAlH2VXYFKyzvgdAxUAJRSKPW+XTVHxlWoQY26OR0FAIDy5eAuadqj0oqvpaqtpKsnSbU6FuuU8RFBWp+c6aWAAAAn3BZSV0HZ+52OgQqAUgql3rQtcyV3uHrVa+V0FAAAyof8bGnef6U5L0tB4dKg16XWl0ouv2KfunJEkOZu3OeFkAAAp5wR3UBKnuR0DFQAlFIo9Q6ktlbzyNry9yv+G2UAACo0a6WV30o/PyplpUhn3SR1uVsKjvTaJSqHByk1M0/WWhljvHZeAIDvrA301wxzUDc5HQTlHqtGo1TLyC3Quh1BGtigl9NRAAAo23YvlT7sJ317rZTYWrplgdT7Ca8WUpJUOSJY+YUeHcop9Op5AQC+s8lYvREZquzMFKejoJyjlEKp9s3KufKPm6w2tU7tyT8AAKBI1j5p4u3SO92lnAPSFROkSz6VYuuWyOXiI4MkSamZuSVyfgBAyYuPOvywi9R96xxOgvKO2/dQqk3ZMl1BMYvUMD7G6SgAAJQt7kJp0YfSL08dvm3vnGeldtdJfiX79q9y+OFSKiUjT/XjI0r0WgCAkhEXXU+SlLp/k2rV6uJwGpRnlFIo1TZlrFBl/yZyuZjUBwDASds6V5p0r5S8SjrjcunsR6Xwyj65dOWIoplSGXk+uR4AwPsqxzWSJKUd3OpsEJR7lFIotfZnZyrHtVWdKvd2OgoAAGXDwV3Sz49IK7+RqiVJ/5p++FcfCgvyV1igH6UUAJRhYWFVNDArV5UKC5yOgnKOUgql1vjV82WMW/3rd3I6CgAApVthnjT/dWnWS1JgqHTeG1KrYZJDM40rRwRRSgFAGWZcLj1dECa5uWMFJYtSCqXWttQAmQN91LNuC6ejAABQeq2fIk2+X9q/TWp/o9T9Pik4ytFIlFIAUPalRVRWzqFtquF0EJRrlFIotdbuCFL7mGHy9/NzOgoAAKXPvk3S5AekDVOkOt2kSz6X4hs7nUqSFB8RrBRKKQAo054JzNXBrDV6z+kgKNcq/Fw8Y8x3xpj9xphvjrHvTmPMKmPMamPMa8YY40TGiigjL0fLDk1Uc2p5AAD+Ki9Tmva49MZZUspq6eKPpSsmlJpCSmKmFACUB5UDo5Xm5ns5SlaFL6UkvSbpiqM3GmMqS7pVUpKkFkW/nuXbaBXXD2sXyr/yRNVOcDsdBQCA0sFaacU30uvtpPmjpc53SrcslJqeJ5WyfzerHBGk1Ex+kAGAsiwupJJSjMfpGCjnKvzte9baGcaY7sfZ7S8puOjzAEkpvsgEadqW32Q9Qerb4AynowAA4Ly9K6RJ90nb5kqNB0h9R0oxtZ1OdVyVI4KUnpWv/EKPAv35N1AAKIviwxKVkW6Um7NfwSExTsdBOVWq3yUYY7oaYyYaY3YbY6wx5vxjHHOzMWaLMSbXGLPIGNPFG9e21qZKelHSdkm7JU2z1m7yxrnxz9YeWKZI1VdwQKDTUQAAcE52uvTj3dLbXaWsVGn4d9Iln5bqQko6XEpJ0r4sZksBQFkVF1ldIR6PDuzf6HQUlGOlfaZUmKRlkj6U9O3RO40xQyW9IulmSXMl3SBpkjGmqbV2e9ExiyQFHePcfay1u493YWNMjKQBkmpLyik6b1dr7azjHB901HUiJMntdsvt5ha0U5FfWKiDdoPaRg/mz+4obrdbHo+HPxd4HWMLJYWxdZqsR2bZZzLTH5cK82TPfkz2zOslv0CpDPxZVgoNkCTtPZCj+PD/a+/O4+ss6/z/vz5JkzRJ26QbLdBSQIoIqKCIyI5QNhkBBVFHxRmVEdT5ujDjICrqb5SRr6MzIy7fQcZtxhlXVqmAULahUARZCghU2tIF6N50S9om1++Pk5YQkjZJz7nvc05ez8fjPJpznyvnvCMXt+Hd677u4v8Fk/NKpeLcUqlU4tw6fI+jmXPjJXRu3lJRuXemmn6WalDWpVRKaSYwE6CfPcY/DVydUtp2Q4BPRsQpwIXAJd3v8cYhfvxJwLyU0qruz/8thT2l+iyluj/vst4Hn332WcaMGTPECMPT48tWs6XtYA7Z49U888wzeccpK11dXaxatYp58+ZRU1PWCx1VYZxbKhXn1uA1rH6KyX+4gsaVc1k77VSWHfIJOhsnwLML8442YOs2bgXgkafn07ipuejv77xSqTi3VCqVOLdqOjaxP/DCM39kXfu4vOMUzfr16/OOoB7KupTakYiop7D5+D/1eukW4MgifMQi4MiIGAlsAY4H/n0H4y8Hvtnj+Whg8b777svYsV5/Oxj3rlhI17Jz+cjfnMTIutq845SVzs5O5s2bx3777Udtrf/bqHicWyoV59YgbFpD3PE14sH/gAn70/mBGxg17ShG5Z1rCPbtStT8ciF1o8czfXrxb6XrvFKpOLdUKhU5t1LiPfdP5pzOpzhr+kfzTlM0bW1teUdQDxVbSgETgFrgxV7HXwQmD/RNIuJm4A1Ac0QsBs5OKT2QUrovIm4C/gh0AbcB1/f3PimlDmD7xgnbVnbV1tZWzkmnTNy+YA4HTh1D80j3k+pLTU2N80ol4dxSqTi3dqKrCx75b7j1i7C1HU7+Rzj8Ampr6/JONmS1tTCuuYGVG7aU7J+780ql4txSqVTi3Fo1op7FG5ZWVOadqaafpRpUcim1Ter1PPo41v83p3TKDl67FLh0iLk0BF1dXTyy+dscOP4E4PS840iSVFovPFbYyHzRfXDwOYVCaszueacqiomjG1i2rj3vGJKkXTAh6ljesSbvGKpilVxKrQA6eeWqqN145eopVYg5i5+B2jaOnvKmvKNIklQ67Wth1tdgzr/D+Olw/g2wz7F5pyqq3UY3sHydd9+TpEo2cUQjK7asyzuGqljFllIppc3dd9abAVzT46UZwHX5pNKuuuGp/yWl4OzXHJN3FEmSii8lePTncMsXYPMGOOnLcMSFUMGX6vVn4ugGnl3uZrKSVMnG143h0U393rRe2mVlXUpFxChgvx6H9omIQ4BVKaXnKGws/tOI+AMwG7gA2Av4ftZZVRwPLXuIus49mNJaPXd3kCQJgBcfh99+Bp6bDQe9o3CpXsueeacqmYmjG7jv2ZV5x5Ak7YJ3j30df/HC/LxjqIqVdSkFHAbM6vF8293tfgx8MKX084gYD3wR2B2YC5yeUqqceybrZVas62LfVi/dkyRVkfY2uONyuP//wfhXwQeug32PzztVyW27fC+ltP0GMJKkyjJ93HRYu6xwU46amrzjqAqVdSmVUrqDwsblOxrzXeC7mQRSSS1f18HyBW/jC+85NO8okiTtupTgsV/BLZdCxzo48YtwxEUwYnjcXXbi6AY6tnaxrmMrY0ZW3+WJkjQcLKqt5ZrWUfz1uiWMapmadxxVobIupTS83DlvPsRmDt/bS/ckSRVu2ZOFu+otvAcOPAtO+Sq0TMk7VaYmjmoAYFlbh6WUJFWoFSNGcFVrC29b8SdLKZWE6+9UNv7rqf+gZb8rmdwyMu8okiQNTcc6uPlS+N5RsP4FeP818K4fD7tCCmC3MYX/P/cOfJJUuca17A3AyjZ3yFFpuFJKZeO5jXOZVL9/3jEkSRq8lGDur+GWz0P7Wnjr5+EtH4MRDXkny83E0YWfffl6SylJqlTjxxXuO7aqbXHOSVStLKVUFl5Yt5qOmsUcsttZeUeRJGlwlv0JbroYFtwNr3k7nPI1aPUSh+b6Whrral0pJUkVrLl5Eg1diZUbX8w7iqqUpZTKwrVPziYicfr0I/OOIknSwGzeAHd+HWZ/B1r3gr/8NUw/Ke9UZSMimDi6gWXr2vOOIkkaoqip4Z2bYWpn3klUrSylVBYeXPIMbB3DsXsfmHcUSZJ2LCX4029h5mdh4wo47h/gqL8d1pfq9We30Q2ulJKkCndJTITO2rxjqEpZSqkstC07nCMa30xNjXvvS5LK2OqFMPPv4enfwfST4fT/C2P3zjtV2ZpoKSVJFW9581jWr1/CPnkHUVWylFLuNm3ZwsOLVvF3p7wm7yiSJPVt62aY/W248/9C0zg47z/hgDMgIu9kZW3i6Abmr9iQdwxJ0i74ds065rWv4Gd5B1FVspRS7q57cjZ1+3yFaZP+I+8okiS90vy74befgZXz4C0XFS7XaxiVd6qK4OV7klT5xte3cP+mF/KOoSplKaXc3Tb/fqjp5Jh9pucdRZKkl6xfDrd8Hh79H5h6BHz0bph0UN6pKsrE0Q2s2riZLZ1d1NV6ib4kVaLxTRNY2fYnUlcX4XYrKjJLKeXuydUPM5pXMbKuPu8okiRBVxc8+EO47csQtfD2K+GQvwR/ER+0iaMbSAlWrt/M5JaReceRJA3B+KbJdNQEGzcuo3nU5LzjqMpYSilXWzs7Wdv1DG9oPTPvKJIkwfOPwI2fgiUPwqHvh5O+DM3j805VscY1F+5IuHJDh6WUJFWocaP3pLmri7Wr51tKqej8Kz/latb8x6B2E8dPOzzvKJKk4ay9DWZ+Fv79eNjSDn99M5x5pYXULhrfXFgFvWrD5pyTSJKG6vA9j+K+hYvZI3lzDxWfK6WUqxeWt9L+7D/wjncdnXcUSdJwlBI8/hv43eegYx3M+Aq8+aNQW5d3sqowzlJKkipejJpU+GL9snyDqCq5Ukq5mrNgNQdP2puWxsa8o0iShpuVf4afng2/+muY+ib4+Bw48hMWUkXUVF9Lw4gaVq63lJKkSpVGtnLOnpO5fsmdeUdRFbKUUm66urq4a91XmLz703lHkSQNJ1vaYdbl8N23wKpn4b2/hPP+E1qm5J2s6kQE45vrXSklSRUsamtZWVvHkg3P5x1FVcjL95SbB5c+S1fDPF49aWzeUSRJw8W82+Cmi2HNIjjq/8Axn4H6prxTVbVxo+pZaSklSRVtfNSysn113jFUhSyllJvr/3QPAGe/5qick0iSql7bUrj5c/D4NbD3MfCen8PE/fNONSyMa25g1YaOvGNIknbB+JoGVm5Zl3cMVSFLKeXmwWUPMmLr7kwbOzHvKJKkatW5FR64Cm7/KtSNhHdcBa89F8I7CGVlQnM9i1ZvzDuGJGkXjB8xisVb1uYdQ1XIUkq5WbrpCaY0vjbvGJKkarXkQbjhk/DCY/CmD8FbvwCNrXmnGnbGNdfz8OI1eceQJO2C81sOZMvCe/KOoSpkKaVcrFzfQduicznz1NfnHUWSVG3a18Lt/whzroLJr4WP3AZ7vjHvVMPWuFFudC5Jle7VY6fDY9flHUNVyFJKuXhgwWq62qfytgMOyTuKJKlapARPXAe/+wdob4NTvgaHXwC1/rqTp/HN9azZuIWtnV2MqPXGz5JUiZ6treH6puCi9jbqR47JO46qiL8ZKBf//aefM2GP+9mjtTHvKJKkarB6IfzsPPjl+bDHG+Djc+AtF1lIlYFxzQ0ArN64JeckkqShWllXx11Njaxf+1zeUVRl/E1NuZjbdivjxu6ZdwxJUqXr3AL3fQ/uuBwax8J5/wWvOSPvVOphXHM9AKs2bGbi6Iac00iShuJNrzqd36xZDs2T8o6iKmMppcwtX99GR80iXj/R/2iQJO2CRQ/AjZ+EZU/Amz8KJ3wOGkbnnUq9jO8upVZu6AD85yNJFal1LzjxC3mnUBWylFLmrn1yNhFdnD79yLyjSJIqUftauO0r8MDVsPvr4SO3wx6H5p1K/Rg36qWVUpIkST1ZSilzdz13P3Q2cfw+B+cdRZJUSVKCJ66FmZ+FzRvg1H+Cwz8CNbV5J9MOjG4YQV1tWEpJkqRXsJRS5tpWvYp9699DTY377EuSBmj1AvjtxTDvVjjgDDjtCmhxb8JKEBGMa65n5XpLKUmS9HKWUsrU5q1dPPXcOD4944i8o0iSKkHnFpj9Hbjjn6BpPLz7v+GA0/NOpUEa19zQvaeUJEnSSyyllKlb5z1G56h7eN3UQ/KOIkkqd4vmwA2fhOVPwhEXwfGXQMOovFNpCMY313v5niRJegWvn1Kmbnj6Vhp2m8nrpozLO4okqVxtWgM3fgquPhlG1MNHZsEpX7WQqmBevidJkvriSill6vHVjzCKV9FU15B3FElSuUkJHv8NzPwH2LKpsG/Umz7kRuZVYFxzPU8+35Z3DEmSVGYspZSZrZ2drOl8mkNazsg7iiSp3KyaDzddDPN+D695O5z2dRizR96pVCRevidJkvpiKaXM3DF/LtRu5Phph+cdRZJULjq3wn3fgVmXQ/MEeM//wKtPyzuVimz8qAZWb9xMV1eipibyjiNJksqEpZQyM3fJOraufSNnHXhk3lEkSeVg6R/h+r+FF+fCmy+EEz7nvlFValxzPV0J1mzawrjm+rzjSJKkMmEppczMf76Z/Ws+zPim0XlHkSTlafMGmPU1uO+7sNtB8OHfw55vzDuVSmj8qEIRtWpDh6WUJEnazlJKmZm99C5O2e8teceQJOVp3u8Ld9ZbvwxO/CK85eNQW5d3KpXYtiJq5frN7LdbzmEkSVLZsJRSJh5a+iybxv+A1nFTAPeUkqRhZ8MKuPXz8NgvYJ/j4APXwbh9806ljIxv3rZSys3OJUnSSyyllInr/3QPAGcfeHTOSSRJmUqJMfN/S8113y48P+t78Pr3QLjZ9XAyZmQdtTXBSkspSZLUg6WUMvHACw9Su3Uy+46blHcUSVJWVj1LzQ2fZI/5d9J18LnEqZfDqIl5p1IOamqCsU31rpSSJEkvYymlTCzd9AR7Nh6YdwxJUhY6t8LsK+GOf4LmCSw67l/Y49gPQG1t3smUo7FNdazZuCXvGJIkqYxYSqnklq/bQHv7GI7Y94i8o0iSSm3JQ3DD38KLj8MRF9F17GfZsHBp3qlUBlqb6lizyZVSkiTpJZZSKrk/PreOTYv+mg++54S8o0iSSmXzBrj9q3D/92DSQfDh22DPN0BnZ97JVCZaGutZ60opSZLUg6WUSu7OZ59mckstU8Y25h1FklQKz/webvwUbFgOJ30JjrgIauvyTqUy09pUx/wVG/KOIUmSyoillEru5uXfoHXK7kScmncUSVIxrV8ON18Cj/0S9j0ezr8Oxu2bdyqVqZbGOtZs9PI9SZL0EkspldTKjetor1nI6yaclncUSVKxpAQP/wxuuRQIOOv78Pp3Q0TeyVTGWhvrWLtpa94xJElSGbGUUkld98RsIro4bb+35B1FklQMq56FGz4J8++E174LTr0cmifknUoVoLWpjrWbNpNSIiwwJUkSllIqsTuemwOdjZyw72vzjiJJ2hVdnXDf9+D2f4RRE+F9v4b9Tso7lSpIS1M9WzoTGzd30tzgr6CSJMlSSiW2cM3zjK05gBG1tXlHkSQN1YtPwPUfhyUPwREXwgmXQsOovFOpwrQ2Fja/X7Npi6WUJEkCLKVUQls6u1i+4C/4+Fvd9FaSKtLWzXDPN+GubxQ2MP/QLTD18LxTqUK1bCulNm5mz1bvyCtJkiylVEKPLl7Jxs1befM+E/OOIkkarMUPFlZHrXgajv40HHsxjGjIO5UqWGtToZRau2lLzkkkSVK5sJRSyVz96H8yar9rOGiP2/OOIkkaqM0bYdZX4b7vwuTXwQV3wGT3BdSua22sB2DtRkspSZJUYCmlkpm76mGaaycyss5pJkkVYf5dcP0nYN0LcNKX4IiPQa3ncBXH6JEjiCjsKSVJkgSWUiqRrq4uVnc+xetbTss7iiRpZ9rXwi1fgId+DNOOgvf9Bsa/Ku9UqjI1NUFLYx1rXCklSZK6WUqpJO5c8DjUbuCYqW/KO4okaUeemgk3fgo61sPbvglv/Cuoqck7lapUS2MdazZtzjuGJEkqE5ZSKolb5s0hpeCsA4/KO4okqS8bVsDMv4e5v4bpJ8MZ34KWKXmnUpVrbayjzcv3JElSN0splUT7qjcwdf1XmTSqJe8okqSeUoLHfgkzP1t4/o6r4LXnQkS+uTQstDTVe/meJEnazlJKJfHAwtWcfKD7kUhSWVm7GG78NDxzMxz8Tjj16zBqYt6pNIy0NtaxfF1H3jEkSVKZcNMIFd2jLyxgVevlTJm0Ku8okiSAri544Gr4zhHwwqPw7v+Gc/7DQkqZa22q8+57kiRpO1dKqeiuffIeake+wDH7ulJKknK36lm47hOw8B54w/lw8v8HI720Wvloaaxj7UY3OpckSQWWUiq6B154kNqtuzF9wu55R5Gk4aurCx64Cn7/JWieAB+4HvY9Lu9UGuZaGutY60opSZLUzVJKRbd44xPsPvLAvGNI0vC18s9w/Sdg4f/Cmz4CJ30JGkblnUqitameDZs72by1i/oR7iIhSdJwZymlolq0ZiVbRyzljZPenXcUSRp+urpgzr8XVkeN2g3OvxH2OSbvVNJ2rY11AKzdtIWJoxtyTiNJkvJmKaWienJJOxsXfJTzTj4l7yiSNLys/DNc93F47l44/AI48TJXR6nstDZtK6U2W0pJkiRLKRXXg8+1MaHu1Rw82f2kJCkTXV0w5//B778MoyfBB38Lex+ddyqpTy3dK6XWbHRfKUmSZCmlIrtpyffZe6+DiDgp7yiSVP1W/hmu+xg8NxsO/xs46TKob847ldSvlqaXLt+TJEmylFLRrNm0ntUj7uSN4/fPO4okVbeuTrj//8FtX3F1lCqKK6UkSVJPllIqmmufuI+ITk7Z9y15R5Gk6rViXmF11KL74M0fhRO/6OooVYyGEbU01deyxpVSkiQJSykV0Z3P3Q+dIzlpv9fnHUWSqk9XJ9z3Pbj9/4PRu8MHb4K9j8o7lTRoLY11rN24Oe8YkiSpDFhKqWieWvMoLTXTqautzTuKJFWXFc90r46aA0dcCG/9AtQ35Z1KGpKWxjpXSkmSJMBSSkWytbOLtS8ewZmvn5Z3FEmqHl2dcN934fZ/hDF7wF/NhGleIq3K1tpU50bnkiQJsJRSkTz5/Do2rNmfd7zG/1iSpKJY/jRcdxEs/gMccRG89fOujlJVaG2sd6NzSZIEWEqpSH7xxO8ZOfYJXjvl1LyjSFJl6+qE2d8prI5qmeLqKFWd1qY6nn+hPe8YkiSpDFhKqSjufv4GxuzWRsMI95OSpCHruTrqLR+DEy51dZSqjhudS5KkbSyltMu6urpY2fkUrx0zI+8oklSZurrg/u/DbV+GMXvCX/8O9joi71RSSbQ0udG5JEkqsJTSLrtn4ZNQu56jpx6edxRJqjyrF8C1H4OF98CbPwonXubqKFW11sZ62jZtoasrUVMTeceRJEk5spTSLrvpmXtJKXjHgUflHUWSKkdK8NCP4eZLoXEcnH8D7HNs3qmkkmttqqMrwbqOrbQ01uUdR5Ik5chSSrvshZXNtHTMYPLosXlHkaTK0PY8XP8JmHcrHPp+OOVrMHJM3qmkTLR2F1FrN26xlJIkaZizlNIue3bR7sw44K/zjiFJ5S8lmPtr+O1nYEQDvPcXsP8peaeSMjWmu4has2kze+GlqpIkDWeWUtolTy9/gaWbH+CQaefmHUWSytuGlfDbT8ET18HB74TTvwFN4/JOJWWutam7lNroZueSJA13llLaJb964nYap/6UA/Z4b95RJKl8/ekmuOFvoasTzvkhHPyOvBNJuWltqgdgrXfgkyRp2LOU0i65f+mD1GydyAETp+QdRZLKT/ta+N0l8PB/wf6nwl/8G4yelHcqKVfN9bWMqAnWWEpJkjTsWUpplyza9AS7N7wm7xiSVH6evQOu/VihmDrzO3DIX0JE3qmk3EUErU11rN24Oe8okiQpZ5ZSGrLFa1exuWYJb5h0Tt5RJKl8bN4At14GD1wF+xxbKKRa98o7lVRWxjTWuaeUJEmylNLQ3Tt/IZ0b9+Uv9j867yiSVB6eux+u/Si0PQ+n/V9404ehpibvVFLZaW2s8/I9SZJkKaWhm/9CI6NWf5wj9to/7yiSlK+tHTDra3Dvv8Geb4T3/hIm7Jd3KqlstTbVu9G5JEmylNLQ3bNgLodN24twjxRJw9nzj8A1H4WV8+DEL8KRfws1tXmnkspaa2Mdi1dvyjuGJEnKmdcUaEjWtm9kfsM/Ujf2/ryjSFI+ujrh7n+Gq06EqIUL7oCjP2UhJQ3AmMY61mxyo3NJkoY7V0ppSK5/8n6ippMZ+x6RdxRJyt6q+YXVUYvnwFGfhOMvgRH1eaeSKkZrkxudS5IkSykN0R0L74eukZwy/dC8o0hSdlKCP/4UfncJNI2HD94E096Sdyqp4rjRuSRJAkspDdGf1jzCmNiP+hFOIUnDxPrlcMP/gad+C4e+H069HBpG551KqkitTfVs3tpF+5ZORtZ5yaskScOVjYIGrbMr0daxnjdPOjrvKJKUjadmwvWfKKyUevfP4IC35Z1IqmgtTXUArNm4hcktllKSJA1XllIatCefb2Pd/I/ykRnuJyWpynWsh5s/Bw/9GPY/Fd7+bRi1W96ppIrX0thdSm3azOSWkTmnkSRJebGU0qDNfvZ56muD109tzTuKJJXOojnwmwtg/TL4i3+FN5wPEXmnkqpCa+NLK6UkSdLwZSmlQfvZ/CsYv+8WRtadnncUSSq+zi1w59fh7n+GPd8I7/s1jH9V3qmkqtLaVLhbpaWUJEnDm6WUBqWrq4sVW//EQWNOzDuKJBXf8qcKq6NenAsnfA6O+hTU+n+VUrGNGVn496rNO/BJkjSs+Zu2BuW+RU9B7TqOnnp43lEkqXi6uuCBq+DWL0LrXvDh38Meh+adSqpaI2prGD1yBGs2bc47iiRJypGllAblxqfvJaXgrNcclXcUSSqOtqVw7UXw7Cw4/G/gpC9BfVPeqaSq19JY5+V7kiQNc5ZSGpRHls2lvmtPprSMyzuKJO26ub+GGz8NdY3wvt/Afl6aLGWltamONV6+J0nSsGYppUHZ8PzbOflV5+YdQ5J2zaY1cNPfwWO/gIPOhrd9E5os26UstTbWs9aVUpIkDWuWUhqwZevaWbBiI5+Z8eq8o0jS0C24B37zN9CxDt7xA3jtORCRdypp2GlpqrOUkiRpmKvJO4Aqx48evoGmvb/Na6c25h1Fkgavcwv8/svwozNg7N5w4f/C6861kJJy0tpY50bnkiQNc66U0oDdu2QOdXXt7D1ubN5RJGlwVv4Zfv0heOExOPGLcNT/gZravFNJw5obnUuSJEspDdhzGx9ncsOBeceQpIFLCf74nzDzszB6EnzoFtjzjXmnkkRho3Mv35MkaXizlNKAvLBuNZtrFnPobmfnHUWSBmbTarjhk/DEtXDo++DUr0PDqLxTSerW2ljPuo6tbO3sYkStO0pIkjQcWUppQK55cjYRibdNPyrvKJK0cwvugd9cAJvXw7k/KtxhT1JZaWmqA6CtfSvjmutzTiNJkvLgX0tpQNaumkLdso9x1LQD8o4iSf172Wbm+8CF91pISWWqtbFQSq3Z6GbnkiQNV8O6lIqIqRFxR0Q8ERGPRsS5vV4/IyKeiohnIuLDeeUsBw8t3MDhk99ETc2wnjKSytnKP8PVJ8O9/wYnfgHOvx5apuSdSlI/tq2UWrPJfaUkSRquhnvDsBX4ZErpQOAk4FsR0QwQESOAbwJvBd4AfDYixuWWNEfrOjYxd+u3mLr7yryjSNIrbdvM/PvHQPuawmbmx3zGu+tJZa61sXDJnpudS5I0fA3rPaVSSs8Dz3d/vSwiVgHjgA3A4cDjKaUlABFxE3AK8N85xc3NjX+aQ+2oJzl4j5a8o0jSy/XczPyQ98FpbmYuVYqW7sv31rpSSpKkYausV0pFxLERcUNELI2IFBFn9THmooiYHxHtEfFgRBwzxM86DKhJKS3qPrQHsKTHkMXAnkN570p324L7SF0NnDL90LyjSNJLFtwD3zsanp1V2Mz8rO9YSEkVZGRdDSNqgnXtllKSJA1X5b5Sqhl4BPgh8OveL0bEecC/ABcB/wv8DTAzIg5MKT3XPeZBoKGP9z45pbS0e8x44CdAz32joo/vSf0FjYiGXp8zGmDNmjX9fUvFmLv0QZrSXmxav4FNbMg7zrDW2dlJW1sbq1evprbWS5NUPBU1tzq3EPd8i7j/uzDlcLre8S1o2RNWr847mfpQUXNLmWuigxdWrGL16sGtxnZeqVScWyoV51b5aGtryzuCeoiU+u1ZykpEJODslNK1PY7dDzyUUrqwx7EngWtTSpcM8H0bgFuBq1JKP+1x/Ejg71JKZ3c//1fg/pTSz/p5ny8Blw3255IkSZIkSZmbsm27HuWnYkupiKgHNgLnppSu6THuX4FDUkrHDeA9A/gZ8FRK6Uu9XhsBPAkcD7QBDwFHpJT63O27n5VSi4EpwLoB/ZDSzjmvVCrOLZWKc0ul4LxSqTi3VCrOrfIyGliaKqUQqWLlfvnejkwAaoEXex1/EZg8wPc4CjgPeLTHflXvTyk9llLaGhGfAWZR2Hvriv4KKYCUUgfQse15oe8CYF1KyfWBKgrnlUrFuaVScW6pFJxXKhXnlkrFuVV2/GdQJiq5lNqmd7MZfRzr+xtTuocdbPaeUroeuH7o0SRJkiRJktSXsr773k6sADp55aqo3Xjl6ilJkiRJkiSVkYotpVJKm4EHgRm9XpoB3Jt9olfoAL5Mj0v6pCJwXqlUnFsqFeeWSsF5pVJxbqlUnFtSH8p6o/OIGAXs1/30j8CnKezxtCql9FxEnAf8FPgoMBu4APgIcFBKaWEOkSVJkiRJkjQA5V5KHU+hhOrtxymlD3aPuQj4e2B3YC7wqZTSXRlFlCRJkiRJ0hCUdSklSZIkSZKk6lSxe0pJkiRJkiSpcllKSZIkSZIkKXOWUpIkSZIkScqcpVQOIuJTEfF4RDwREf8WEZF3JlWuiLgmIlZHxK8GclwaiB3Nn4hoioiFEfGNPLKpsvU1tyLi1RHxcI/Hpog4K8eYqjARMTUi7uj+3erRiDi3x2tnRMRTEfFMRHw4z5yqLP3Nq4gYHREPdJ+vHouIj+SdVZVlJ+esfSJiVvdrj0VEc55ZpVJzo/OMRcRE4D7gIGALcBdwcUppdq7BVLEi4gRgFHB+SumcnR2XBmJH8ycivgpMB55LKV2cRz5Vrp2dmyJiFLAAmJZS2pBxPFWoiNgdmJRSejgidgMeAl4NdABPACcAbd3H35xSWpVbWFWMHcyrdqAhpbQxIpoo3AH8TSmllTnGVQXpb26llDZExJ3A51NKd0fEOKAtpbQ118BSCblSKh8jgJFAXfdjWb5xVMlSSrOAdQM9Lg1Ef/MnIqYDBwA3ZR5KVWEA56a3A7dZSGkwUkrPp5Qe7v56GbAKGAccDjyeUlqSUlpH4dx1Sm5BVVH6m1cppc6U0sbuYSOBWsArHzRg/c2tiDgI2JJSurv7tVUWUqp2llKDFBHHRsQNEbE0IlJflxdExEURMT8i2iPiwYg4ZttrKaXlwDeA54ClwO9TSn/O7AdQWdnV+ST1pcTz6hvAJUUNrIqR0TnrXcDPixJYFaOYcysiDgNqUkqLgD2AJT1eXgzsWYqfQeWnhPOKiGiNiEcozKkrUkorSvmzqLyUcG5NB9ZHxPUR8VBEfK60P4mUP0upwWsGHgE+3teLEXEe8C/AV4FDgbuBmRGxV/frY4EzgL0p/FJ0ZEQcW/LUKle7NJ+kfpRkXkXEmcDTKaWni5pWlaSk56yIGAMchSvxhqOizK2IGA/8BLhg26E+3s69K4aPUs0rUkprUkqvB/YB3hsRk0rxA6hslWpu1QHHAB8D3gLMiIgZJcgvlY0ReQeoNCmlmcBMgOh7f/JPA1enlH7Q/fyTEXEKcCGF1QUnAfO27WUQEb8FjqCwt5SGmSLMJ+kVSjivjgDeHYXNOEcBdRHRllL6StHCq6xlcM46E7g5pdRehLiqIMWYWxHRAFwDXJ5Surd73BJevjJqCnB/0X8AlaUSzquen/FiRDwKHAv8sug/hMpSCefWYuCBHivybgIOAW4tzU8i5c+VUkUUEfXAG4Fber10C3Bk99eLKKyOGhkRtcDxwFOZhVTFGOB8kgZlV+ZVSumSlNLUlNLewMXAVRZS2qZI5ywv3dMrDGRuReG/Cn8E3J5S+mmPMXOAgyNiz4gYDZwO3Fzy0Cp7uzKvImJS98rObSs8j8Xf59VtF89ZDwCTImJsRNRQmFtPljy0lCNXShXXBAobHb7Y6/iLwGSAlNJ93Y33H4Eu4Dbg+ixDqmLsdD4BRMTNwBuA5ohYDJydUnqgv+PZRFcZ26V5lVlKVaJdPWe1UNiU+p0Z5VXlGMjcOgo4D3i0x94u708pPRYRnwFmUfjL2Cu8Q5q6DXleAfXA1d3FQgBXppQeLXliVYpdPWd9jsJVNAHcklK6sfSRpfxYSpVG770KouexlNKlwKWZJlIl29l86vMuQv0dl7oNaV71eP1HJcik6jDUc9ZawD1ZtCP9zq2U0j30cwVASul6/AtA9W9I84rCJVXSjgz1nLX90kBpOPDyveJaAXTS42+Eu+3GK5tyaWecTyoF55VKxbmlUnFuqRScVyoV55Y0CJZSRZRS2gw8CPS+Q8IM4BUbI0o74nxSKTivVCrOLZWKc0ul4LxSqTi3pMHx8r1BiohRwH49Du0TEYcAq1JKzwHfBH4aEX8AZlO4vedewPezzqry53xSKTivVCrOLZWKc0ul4LxSqTi3pOKJlHpf6qodiYjjKWyW2duPU0of7B5zEfD3wO7AXOBTKaW7MoqoCuJ8Uik4r1Qqzi2VinNLpeC8Uqk4t6TisZSSJEmSJElS5txTSpIkSZIkSZmzlJIkSZIkSVLmLKUkSZIkSZKUOUspSZIkSZIkZc5SSpIkSZIkSZmzlJIkSZIkSVLmLKUkSZIkSZKUOUspSZIkSZIkZc5SSpIkSZIkSZmzlJIkSZIkSVLmLKUkSZIkSZKUOUspSZKkXiJifEQsi4i9i/y+v4qITxfzPSVJkiqVpZQkSdIrXQLckFJasO1ARPwoIq7tPTAijo+IFBGtA3jfrwCXRsSYYgWVJEmqVJZSkiRJPUREI/Ah4AfFfu+U0qPAAuAvi/3ekiRJlcZSSpIkVZWImBkRP+7x/K0RsTIiRgzwLU4DtqaUZg/hs/fuXjXV+3FHj2HXA+8Z7HtLkiRVG0spSZJUbZYAe/Z4PgtoAI4a4PcfC/xhiJ+9CNi9x+NQYCVwV48xc4DDI6JhiJ8hSZJUFQb6N4aSJEmVYglw9LYnKaUUEe3AxAF+/97A0n5eOyMi1vc6VtvjszqBFwAiYiRwLTAb+FKvfA3AZGDhADNJkiRVHUspSZJUbV62UioiDgHGAvcO8PsbgfZ+XpsFXNjr2JuB/+xj7NXAaGBGSqmrx/FN3X82DTCPJElSVbKUkiRJ1WYJMKr7DnfrgW8B/5VS6m/1U28rKJRYfdmQUprX80BETOk9KCI+D5wKHJ5SWtfr5XHdfy4fYB5JkqSqZCklSZKqzZLuP6cAf0Vhb6czB/H9fwTeN9QPj4h3Al8ETksp/bmPIQcDi1NKK4b6GZIkSdXAjc4lSVK12VZK/TPwTuDElFLbIL7/ZuCgiOhvtVS/IuJg4CfA14HHI2Jy92Ncj2HHALcM9r0lSZKqjaWUJEmqNiuADmAacGxKaclOxr9MSukxCnffe9cQPvswCntFfR54vsfjN7B98/OzgauG8N6SJElVJVJKeWeQJEkqKxFxOvAN4OBem5Tv6vt+DDgzpXRysd5TkiSpUrmnlCRJUi8ppZsiYjqFu/gtKuJbbwE+UcT3kyRJqliulJIkSZIkSVLm3FNKkiRJkiRJmbOUkiRJkiRJUuYspSRJkiRJkpQ5SylJkiRJkiRlzlJKkiRJkiRJmbOUkiRJkiRJUuYspSRJkiRJkpQ5SylJkiRJkiRlzlJKkiRJkiRJmbOUkiRJkiRJUuYspSRJkiRJkpQ5SylJkiRJkiRlzlJKkiRJkiRJmbOUkiRJkiRJUuYspSRJkiRJkpQ5SylJkiRJkiRlzlKqDxFxSUQ8EBHrImJZRFwbEa/OO5ckSZIkSVK1sJTq23HAd4AjgBnACOCWiGjONZUkSZIkSVKViJRS3hnKXkRMBJYBx6WU7upnTAPQ0OvwOGBVieNJkiRJkqSBGw0sTRYiuRuRd4AK0dL9544KpkuAyzLIIkmSJEmSds0UYEneIYY7V0rtREQEcB0wNqV0zA7G9V4pNRpYvGjRIsaMGVPilJIkSZIkaWfa2tqYOnUqQEtKqS3vPMOdK6V27krgdcDROxqUUuoAOrY9L3RZMGbMGEspSZIkSZKkXiyldiAivg28HTg2pbQ47zySJEmSJEnVwlKqD92X7H0bOBs4PqU0P+dIkiRJkiRJVcVSqm/fAd4LnAmsi4jJ3cfXppQ25RdLkiRJkiSpOtTkHaBMXUjhjnt3AM/3eJyXYyZJkiRJkqSq4UqpPqSUIu8MkiRJkiRJ1cyVUpIkSZIkScqcpZQkSZIkSZIyZyklSZIkSZKkzFlKSZIkSZIkKXOWUpIkSZIkScqcpZQkSZIkSZIyZyklSZIkSZKkzFlKSZIkSZIkKXOWUpIkSZIkScqcpZQkSZIkSZIyZyklSZIkSZKkzFlKSZIkSZIkKXOWUpIkSZIkScqcpZQkSZIkSZIyZyklSZIkSZKkzFlKSZIkSZIkKXOWUpIkSZIkScqcpZQkSZIkSZIyZyklSZIkSZKkzFlK9SMijo2IGyJiaUSkiDgr70ySJEmSJEnVwlKqf83AI8DH8w4iSZIkSZJUbUbkHaBcpZRmAjMBImKn4yOiAWjocWh0aZJJkiRJkiRVPldKFc8lwNoej8X5xpEkSZIkSSpfllLFcznQ0uMxJd84kiRJkiRJ5cvL94okpdQBdGx7PpBL/iRJkiRJkoYrV0pJkiRJkiQpc5ZSkiRJkiRJypyX7/UjIkYB+/U4tE9EHAKsSik9l08qSZIkSZKk6mAp1b/DgFk9nn+z+88fAx/MPI0kSZIkSVIVsZTqR0rpDsDdyiVJkiRJkkrAPaUkSZIkSZKUOUspSZIkSZIkZc5SSpIkSZIkSZmzlJIkSZIkSVLmLKUkSZIkSZKUOUspSZIkSZIkZc5SSpIkSZIkSZmzlJIkSZIkSVLmLKUkSZIkSZKUOUspSZIkSZIkZc5SSpIkSZIkSZmzlJIkSZIkSVLmLKUkSZIkSZKUOUspSZIkSZIkZc5SSpIkSZIkSZmzlJIkSZIkSVLmyr6UiojGiGjq8XxaRHwyIk7OM5ckSZIkSZKGruxLKeA64AMAEdEK3A98BrguIi7MMZckSZIkSZKGqBJKqTcAd3d/fQ7wIjCNQlH1t3mFkiRJkiRJ0tBVQinVBKzr/vpk4DcppS7gPgrlVMlExEURMT8i2iPiwYg4ppSfJ0mSJEmSNFxUQik1DzgrIqYCpwC3dB/fDWgr1YdGxHnAvwBfBQ6lsFprZkTsVarPlCRJkiRJGi4ipZR3hh2KiHOAnwG1wO0ppRndxy8Bjk0pnVaiz70feCildGGPY08C16aULhnA948B1i5dupQxY8a84vXa2lpGjhy5/fmGDRv6fa+amhoaGxuHNHbjxo309884ImhqahrS2E2bNtHV1dVvjubm5iGNbW9vp7Ozsyhjm5qaiAgAOjo62Lp1a1HGNjY2UlNT6HM3b97Mli1bijJ25MiR1NbWDnrsli1b2Lx5c79jGxoaGDFixKDHbt26lY6Ojn7H1tfXU1dXN+ixnZ2dtLe39zu2rq6O+vr6QY/t6upi06ZNRRk7YsQIGhoaAEgpsXHjxqKMHcy/954j+h7rOcJzhOeIwY/1HDG0sZ4jCjxHDH6s54gCzxFDG+s5oqCU54j29nZaWloAWlJKJVvoogFKKZX9A5hMYbVSTY9jhwMHlOjz6oGtwNm9jv8rcGc/39MAjOnx2BNI/T1OP/301FNTU1O/Y4877riXjZ0wYUK/Yw877LCXjZ02bVq/Yw888MCXjT3wwAP7HTtt2rSXjT3ssMP6HTthwoSXjT3uuOP6HdvU1PSysaeffnq/YwvT9SXnnHPODseuX79++9jzzz9/h2OXLVu2fexFF120w7Hz58/fPvbiiy/e4di5c+duH3vZZZftcOycOXO2j73iiit2OHbWrFnbx1555ZU7HHvjjTduH/vDH/5wh2N/8YtfbB/7i1/8Yodjf/jDH24fe+ONN+5w7JVXXrl97KxZs3Y49oorrtg+ds6cOTsce9lll20fO3fu3B2Ovfjii7ePnT9//g7HXnTRRdvHLlu2bIdjzz///O1j169fv8Ox55xzzsvm8I7Geo4oPDxHvPTwHFF4eI4oPDxHFB6eI156eI4oPDxHFB6eIwoPzxEvPTxHFB5XXHFFWrt27bbnY1IZ9B3D/VEJl++RUnqBwr5SMyJiWzX/QErpTyX6yAkUVma92Ov4ixQKsr5cAqzt8VhcomySJEmSJEkVrxIu3xsP/AI4gUKbOT2l9GxEXA2sSSl9pgSfuQewBDgypTS7x/FLgfenlA7o43saKKyW2mY0sNjL91xS65Jal91v47L7l3iOGPxYzxEFniMGP9ZzxNDGeo4o8Bwx+LGeIwo8RwxtrOeIAi/fGz4qoZT6CYVNzT8MPAm8vruUOhn4VkrpoBJ8Zj2wETg3pXRNj+P/ChySUjpuAO8xBli7du3aPkspSZIkSZKUrba2NkupMlIJl++dDHw2pdT7crhngGml+MCU0mbgQWBGr5dmAPeW4jMlSZIkSZKGkxF5BxiAZgqrlnqbAPS/hm/XfRP4aUT8AZgNXADsBXy/hJ8pSZIkSZI0LFRCKXUX8AHgC93PU0TUAH8HzCrVh6aUft69n9UXgd2BucDpKaWFpfpMSZIkSZKk4aISSqmLgTsj4jCgHrgCOAgYBxxVyg9OKX0X+G4pP0OSJEmSJGk4Kus9pSKijkIp9HZgDnArhcv5fgMcmlL6c47xJEmSJEmSNERlvVIqpbQlIg4GVqaULss7jyRJkiRJkoqjrFdKdfsJ8KG8Q0iSJEmSJKl4ynqlVLd64MMRMQP4A7Ch54sppU/nkkqSJEmSJElDVgml1MHAQ91f79/rtZRxFkmSJEmSJBVB2ZdSKaUT8s4gSZIkSZKk4qqEPaUkSZIkSZJUZSylJEmSJEmSlDlLKUmSJEmSJGXOUkqSJEmSJEmZs5SSJEmSJElS5iylJEmSJEmSlDlLKUmSJEmSJGXOUkqSJEmSJEmZs5SSJEmSJElS5iylJEmSJEmSlDlLKUmSJEmSJGXOUkqSJEmSJEmZs5SSJEmSJElS5iyl+hARl0bEvRGxMSLW5J1HkiRJkiSp2lhK9a0e+CXwvbyDSJIkSZIkVaMReQcoRymlywAi4oM5R5EkSZIkSapKllJFEhENQEOPQ6PzyiJJkiRJklTuvHyveC4B1vZ4LM43jiRJkiRJUvkaNqVURHwpItJOHoftwkdcDrT0eEwpSnBJkiRJkqQqNJwu37sS+J+djFkw1DdPKXUAHdueR8RQ30qSJEmSJKnqDZtSKqW0AliRdw5JkiRJkiQNo1JqMCJiL2AcsBdQGxGHdL80L6W0PrdgkiRJkiRJVcJSqm9fAc7v8fyP3X+eANyReRpJkiRJkqQqM2w2Oh+MlNIHU0rRx+OOvLNJkiRJkiRVA0spSZIkSZIkZc5SSpIkSZIkSZmzlJIkSZIkSVLmLKUkSZIkSZKUOUspSZIkSZIkZc5SSpIkSZIkSZmzlJIkSZIkSVLmLKUkSZIkSZKUOUspSZIkSZIkZc5SSpIkSZIkSZmzlJIkSZIkSVLmLKUkSZIkSZKUOUspSZIkSZIkZc5SSpIkSZIkSZmzlJIkSZIkSVLmLKUkSZIkSZKUOUspSZIkSZIkZc5SSpIkSZIkSZmzlJIkSZIkSVLmLKUkSZIkSZKUOUupXiJi74i4OiLmR8SmiPhzRHw5IurzziZJkiRJklQtRuQdoAwdQKGs+xtgHnAwcBXQDFycYy5JkiRJkqSqYSnVS0rpd8Dvehx6NiJeDVzIDkqpiGgAGnocGg3Q1tZWipiSJEmSJGmQ/G/08mIpNTAtwKqdjLkEuKz3walTp5YkkCRJkiRJGrLRgA1VziKllHeGshYRrwIeAj6TUvrBDsb1tVJqMTAFWFfSkBpOnFcqFeeWSsW5pVJwXqlUnFsqFedWeRkNLE0WIrkbNiulIuJL9LGSqZc3pZT+0ON79qBwKd8vd1RIAaSUOoCOHt+77ct1KSXbVxWF80ql4txSqTi3VArOK5WKc0ul4twqO/4zKBPDppQCrgT+ZydjFmz7oruQmgXMBi4oXSxJkiRJkqThZ9iUUimlFcCKgYyNiD0pFFIPAn+VUuoqZTZJkiRJkqThZtiUUgPVvULqDuA5Cnfbm7htqWVK6YVBvFUH8GV6XNInFYHzSqXi3FKpOLdUCs4rlYpzS6Xi3JL64EbnvUTEB4Ef9vVaSin6Oi5JkiRJkqTBsZSSJEmSJElS5mryDiBJkiRJkqThx1JKkiRJkiRJmbOUkiRJkiRJUuYspSRJkiRJkpQ5S6kcRMSnIuLxiHgiIv4tIryrn4YsIq6JiNUR8auBHJcGYkfzJyKaImJhRHwjj2yqbH3NrYh4dUQ83OOxKSLOyjGmKkxETI2IO7p/t3o0Is7t8doZEfFURDwTER/OM6cqS3/zKiJGR8QD3eerxyLiI3lnVWXZyTlrn4iY1f3aYxHRnGdWqdS8+17GImIicB9wELAFuAu4OKU0O9dgqlgRcQIwCjg/pXTOzo5LA7Gj+RMRXwWmA8+llC7OI58q187OTRExClgATEspbcg4nipUROwOTEopPRwRuwEPAa8GOoAngBOAtu7jb04prcotrCrGDuZVO9CQUtoYEU3AXOBNKaWVOcZVBelvbqWUNkTEncDnU0p3R8Q4oC2ltDXXwFIJuVIqHyOAkUBd92NZvnFUyVJKs4B1Az0uDUR/8ycipgMHADdlHkpVYQDnprcDt1lIaTBSSs+nlB7u/noZsAoYBxwOPJ5SWpJSWkfh3HVKbkFVUfqbVymlzpTSxu5hI4FawCsfNGD9za2IOAjYklK6u/u1VRZSqnaWUoMUEcdGxA0RsTQiUl+XF0TERRExPyLaI+LBiDhm22sppeXAN4DngKXA71NKf87sB1BZ2dX5JPWlxPPqG8AlRQ2sipHROetdwM+LElgVo5hzKyIOA2pSSouAPYAlPV5eDOxZip9B5aeE84qIaI2IRyjMqStSSitK+bOovJRwbk0H1kfE9RHxUER8rrQ/iZQ/S6nBawYeAT7e14sRcR7wL8BXgUOBu4GZEbFX9+tjgTOAvSn8UnRkRBxb8tQqV7s0n6R+lGReRcSZwNMppaeLmlaVpKTnrIgYAxyFK/GGo6LMrYgYD/wEuGDboT7ezr0rho9SzStSSmtSSq8H9gHeGxGTSvEDqGyVam7VAccAHwPeAsyIiBklyC+VjRF5B6g0KaWZwEyA6Ht/8k8DV6eUftD9/JMRcQpwIYXVBScB87btZRARvwWOoLC3lIaZIswn6RVKOK+OAN4dhc04RwF1EdGWUvpK0cKrrGVwzjoTuDml1F6EuKogxZhbEdEAXANcnlK6t3vcEl6+MmoKcH/RfwCVpRLOq56f8WJEPAocC/yy6D+EylIJ59Zi4IEeK/JuAg4Bbi3NTyLlz5VSRRQR9cAbgVt6vXQLcGT314sorI4aGRG1wPHAU5mFVMUY4HySBmVX5lVK6ZKU0tSU0t7AxcBVFlLapkjnLC/d0ysMZG5F4b8KfwTcnlL6aY8xc4CDI2LPiBgNnA7cXPLQKnu7Mq8iYlL3ys5tKzyPxd/n1W0Xz1kPAJMiYmxE1FCYW0+WPLSUI1dKFdcEChsdvtjr+IvAZICU0n3djfcfgS7gNuD6LEOqYux0PgFExM3AG4DmiFgMnJ1SeqC/49lEVxnbpXmVWUpVol09Z7VQ2JT6nRnlVeUYyNw6CjgPeLTH3i7vTyk9FhGfAWZR+MvYK7xDmroNeV4B9cDV3cVCAFemlB4teWJVil09Z32OwlU0AdySUrqx9JGl/FhKlUbvvQqi57GU0qXApZkmUiXb2Xzq8y5C/R2Xug1pXvV4/UclyKTqMNRz1lrAPVm0I/3OrZTSPfRzBUBK6Xr8C0D1b0jzisIlVdKODPWctf3SQGk48PK94loBdNLjb4S77cYrm3JpZ5xPKgXnlUrFuaVScW6pFJxXKhXnljQIllJFlFLaDDwI9L5DwgzgFRsjSjvifFIpOK9UKs4tlYpzS6XgvFKpOLekwfHyvUGKiFHAfj0O7RMRhwCrUkrPAd8EfhoRfwBmU7i9517A97POqvLnfFIpOK9UKs4tlYpzS6XgvFKpOLek4omUel/qqh2JiOMpbJbZ249TSh/sHnMR8PfA7sBc4FMppbsyiqgK4nxSKTivVCrOLZWKc0ul4LxSqTi3pOKxlJIkSZIkSVLm3FNKkiRJkiRJmbOUkiRJkiRJUuYspSRJkiRJkpQ5SylJkiRJkiRlzlJKkiRJkiRJmbOUkiRJkiRJUuYspSRJkiRJkpQ5SylJkiRJkiRlzlJKkiRJkiRJmbOUkiRJkiRJUuYspSRJkiRJkpQ5SylJkqReImJ8RCyLiL2L/L6/iohPF/M9JUmSKpWllCRJ0itdAtyQUlqw7UBE/Cgiru09MCKOj4gUEa0DeN+vAJdGxJhiBZUkSapUllKSJEk9REQj8CHgB8V+75TSo8AC4C+L/d6SJEmVxlJKkiRVlYiYGRE/7vH8rRGxMiJGDPAtTgO2ppRmD+Gz9+5eNdX7cUePYdcD7xnse0uSJFUbSylJklRtlgB79ng+C2gAjhrg9x8L/GGIn70I2L3H41BgJXBXjzFzgMMjomGInyFJklQVBvo3hpIkSZViCXD0ticppRQR7cDEAX7/3sDSfl47IyLW9zpW2+OzOoEXACJiJHAtMBv4Uq98DcBkYOEAM0mSJFUdSylJklRtXrZSKiIOAcYC9w7w+xuB9n5emwVc2OvYm4H/7GPs1cBoYEZKqavH8U3dfzYNMI8kSVJVspSSJEnVZgkwqvsOd+uBbwH/lVLqb/VTbysolFh92ZBSmtfzQERM6T0oIj4PnAocnlJa1+vlcd1/Lh9gHkmSpKpkKSVJkqrNku4/pwB/RWFvpzMH8f1/BN431A+PiHcCXwROSyn9uY8hBwOLU0orhvoZkiRJ1cCNziVJUrXZVkr9M/BO4MSUUtsgvv9m4KCI6G+1VL8i4mDgJ8DXgccjYnL3Y1yPYccAtwz2vSVJkqqNpZQkSao2K4AOYBpwbEppyU7Gv0xK6TEKd9971xA++zAKe0V9Hni+x+M3sH3z87OBq4bw3pIkSVUlUkp5Z5AkSSorEXE68A3g4F6blO/q+34MODOldHKx3lOSJKlSuaeUJElSLymlmyJiOoW7+C0q4ltvAT5RxPeTJEmqWK6UkiRJkiRJUubcU0qSJEmSJEmZs5SSJEmSJElS5iylJEmSJEmSlDlLKUmSJEmSJGXOUkqSJEmSJEmZs5SSJEmSJElS5iylJEmSJEmSlDlLKUmSJEmSJGXOUkqSJEmSJEmZ+/8BsSlm81GDNCcAAAAASUVORK5CYII=\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"my_jet.eval()\n",
"sed_plot=my_jet.plot_model()\n",
"sed_plot.setlim(x_min=1E8,y_min=1E-20,y_max=1E-12)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Changing the grid size for the seed photons "
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"--------------------------------------------------------------------------------\n",
"model description: \n",
"--------------------------------------------------------------------------------\n",
"type: Jet\n",
"name: test \n",
"\n",
"electrons distribution:\n",
" type: lppl \n",
" gamma energy grid size: 201\n",
" gmin grid : 2.000000e+00\n",
" gmax grid : 1.000000e+06\n",
" normalization: True\n",
" log-values: False\n",
" ratio of cold protons to relativistic electrons: 1.000000e-01\n",
"\n",
"radiative fields:\n",
" seed photons grid size: 100\n",
" IC emission grid size: 100\n",
" source emissivity lower bound : 1.000000e-120\n",
" spectral components:\n",
" name:Sum, state: on\n",
" name:Sync, state: self-abs\n",
" name:SSC, state: on\n",
"external fields transformation method: blob\n",
"\n",
"SED info:\n",
" nu grid size jetkernel: 1000\n",
" nu size: 500\n",
" nu mix (Hz): 1.000000e+06\n",
" nu max (Hz): 1.000000e+30\n",
"\n",
"flux plot lower bound : 1.000000e-30\n",
"\n",
"--------------------------------------------------------------------------------\n"
]
},
{
"data": {
"text/html": [
"Table length=12 \n",
"\n",
"model name name par type units val phys. bound. min phys. bound. max log frozen \n",
"test R region_size cm 5.000000e+15 1.000000e+03 1.000000e+30 False False \n",
"test R_H region_position cm 1.000000e+17 0.000000e+00 -- False True \n",
"test B magnetic_field gauss 1.000000e-01 1.000000e-10 1.000000e+10 False False \n",
"test NH_cold_to_rel_e cold_p_to_rel_e_ratio 1.000000e-01 0.000000e+00 -- False True \n",
"test beam_obj beaming lorentz-factor* 1.000000e+01 1.000000e-04 1.000000e+04 False False \n",
"test z_cosm redshift 1.000000e-01 0.000000e+00 -- False False \n",
"test gmin low-energy-cut-off lorentz-factor* 2.000000e+00 1.000000e+00 1.000000e+09 False False \n",
"test gmax high-energy-cut-off lorentz-factor* 1.000000e+06 1.000000e+00 1.000000e+15 False False \n",
"test N emitters_density 1 / cm3 1.000000e+02 0.000000e+00 -- False False \n",
"test gamma0_log_parab turn-over-energy lorentz-factor* 1.000000e+04 1.000000e+00 1.000000e+09 False False \n",
"test s LE_spectral_slope 2.000000e+00 -1.000000e+01 1.000000e+01 False False \n",
"test r spectral_curvature 4.000000e-01 -1.500000e+01 1.500000e+01 False False \n",
"
\n",
"\n"
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"--------------------------------------------------------------------------------\n"
]
}
],
"source": [
"my_jet=Jet(name='test',electron_distribution='lppl',)\n",
"my_jet.show_model()"
]
},
{
"cell_type": "raw",
"metadata": {},
"source": [
"we can get the current value of the seed photons grid size using attribute :meth:`.Jet.nu_seed_size`"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"**in the current version there is lit of the size to 1000**"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"100\n"
]
}
],
"source": [
"print (my_jet.nu_seed_size)"
]
},
{
"cell_type": "raw",
"metadata": {},
"source": [
"and this value can be changed using the method :meth:`.Jet.set_seed_nu_size`. In the following we show the result for a grid of nu_size=10"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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Xq2ZMKw1vdqkGNesol8vldETgfzSsGK8fh3+kqyY9q8VJX6j7J2v06UWvqlp0vNPRAAAAii1KKQCA43w+nyauXawP13yhbTlLZFzZqmse0ehLz1Kfpp8pIjTY6YjACYUHB2vC4If00sLWemfDE7r8o0/1/qXXql58pNPRAAAAiiVKKQCAY/alZevrFYl6a+P9yg1ZL5Mfq1ax5+uWtkPUvkZ9p+MBp+X2Tuepe+3WunPCBvV/bYGu6ZWjuzpdKGN4Oh8AAMCRKKUAAAGVnZerN37+TpM2T9LuP/rI5Suv1o17qnuDq3XVGb0UEsS3JpR8LaomaPJ/Kujmrybrwy2PadaOKfr0otEq74l1OhoAAECxwTt/AEBA/LZnu55b/JFWpkyXdR9SiLeGrutWSde376oYD7fnofSJCA3Se5dfrEd/8GrS9ufVc8IAvdRtjM6p1crpaAAAAMUCpRQAoEit3JGi1+du1oKU1+SOWqOaYWfrulZDdWGT9k5HA4qcMUYje16qzhub6e75d+nmeVfrzuZjdHWbrk5HAwAAcBylFACgSKzes1V3zXpGf+6solqh5+iWdrfq4pa1lRAV53Q0IOB6NWiiGQlf6KqvxmjkxFSlJG/ULd3rKcjN0yQBAEDZRSkFAPCrA5lpun3aGP2a+o2MDdVlZ56tx3t0kdvFIs8o2xKio/T9lQ9r7NzNemnhD/os8U69fe4YtUxgUX8AAFA28es5AIBf+HxWby35Sd0+76tfUyepaWQ/zRr0vZ7sNYxCCjjM5TK6pUd9PXVhG2XlZ+qKaZdr3LJJTscCAABwBDOlAACF9v36NRr3wyGt3pmsRk06aGS3G9Suej2nYwHF1uBWbXVmtS90xeS7NXbto1q8c5neOf8xhQSFOB0NAAAgYJgpBQA4bct2blb3j/6le5YOVbZJ1ITrztb04S9QSAEnoW6FCvrxynd1hudqLU9aoP9MWKT0nHynYwEAAAQMpRQA4JTtTT+ky798RFfNGqT9+Rt0UbU79P0NA9W+TnmnowElSkiQWx8NulNPt/1YSzbm6vyx0/Tl2h+cjgUAABAQ3L4HADhpXp/VxOU79PTS55UfsVBnRA/QmHPvUIWIKKejASVa/5Y11axKeV3x1Ug9/st0zd9+uV7qc4/cLrfT0QAAAIoMpRQA4KS8v3y2Ply6Vlu311PflgN13Tl36owqtZ2OBZQadSpGatbVozR0YoTm7v1MPT9drU8ufEVVoio6HQ0AAKBIcPseAOAfLd72u7p8eKVG/3aHskKXatJNHfXG5edQSAFFICI0WF8PeURDaj6p/Tlb1W/iIP2x/6DTsQAAAIoEpRQA4Jj2Z6Rr0Bf367q5lyklf4sG1bhXS67+WK1rxDkdDSjVjDF6oFt/vd7tY4Wk9tfFr/+i2et3yVrrdDQAAAC/opQCAPxNnterT5ZuV+/Ri7TuwHqdGXOpfrx8uh7pdoVcLr5tAIHSpU5dzfz3LWpbK043ff+Uzp9wrVKyU52OBQAA4Df8dAEA+K+3fpmuYUtu12Ozpql7wwT9MOQzfTDgAcV5IpyOBpRJMZ5gvTXsTF3Y+Cxty1ytHp9fpCU7VjsdCwAAwC8opQAAmrflN3X6YKhe33CfguTRSwPb6sVLWyohJtzpaECZ53IZPX/eUI1q967y8kJ03Q9X6sUl47mdDwAAlHh+efqeMSZYUoIkj6T91tpkf5wXAFC0UjJzNeL7T7UkfYxc3jgNrfeQ+ldsroYNGzodDcBRLmzWQq2rfq4hkx7QO8tmKiq3o/7dpY6MMU5HAwAAOC2nXUoZYyIlDZV0uaR2kkKP2LdT0kxJb1lrfylsSACAf2Xm5eiV+fP12UIrr2J09hnD9VzvGxUZHKpNmzY5HQ/AcVSPi9Xcq17TszPW6alpv2v2tvl6pG9nNatYz+loAAAAp+y0SiljzB2SHpS0VdIUSc9ISpSUJamcpGaSOkuaZYz5SdIt1lp+ygEAh/l8Pr22dKreW/eK8k2q+jYbq3t6n6OKUQW/V/B6vQ4nBHAiQW6XHjyvmdrUKKcRi/+lId+O1e2tHtY1Z1zodDQAAIBTcrozpTpK6matXXOc/T9Les8Yc4Okf0k6RxKlFAA4aNamlXp04dNKc61ThKuRHun4nM5r2MbpWABO07nNqqhmhQ915dQRGrP6IS3euUxvnPeIgt3BTkcDAAA4KadVSllrB53kcTmSXj+dawAA/ONAeo5Gz9qor3c/ruDQQ7qmwUjddtaFcrl41gVQ0jVOiNePV76rq74arZ8OfKr+n6fo60tfUliw2+loAAAAJ+SXhc4lyRjTxlq73F/nAwAUTlpOlkbMfF2LfguVcurr+nMe1LUdmysiNPTELwZQYoSHBGnC5fdozPwzNG7ubl38+mK9fHlT1Y8v53Q0AACAf+TPX5N/7cdzAQBOk8/n0/MLJqrTx+dp4YGP1LROmn4c0U23dTuTQgooxe7o0ktf//siZeRm6OLJl+quWc/L62OdOAAAUHyd0kwpY8wXx9ulggXOAQAO+nHLRt3z4/3KdG1UtLuZnuj8srrXbeF0LAAB0qRKtCbf3E1Dv1ysGYnjtfrzVfrkwpcUH1HB6WgAAAD/41Rv3+spaZik9KO2G0ld/JIIAHDKdqak6tXZW/XFis0qV0e6ofFT+k+HC5yOBcABseGh+nbY43p0ZitN2vmc+nw5QKPPeVHdardzOhoAAMDfnGopNU9SurX2x6N3GGN+9UsiAMBJO5SdqTunv6qlB76Re8/teuz89hrS/iIFu1nEHCjLjDEa2ediddrQVCN+HKE7v1qs1wfU1Vl1yzsdDQAA4L9OqZSy1l78D/vOLXwcAMDJ8Pl8embBBH2+eZx87hQ1iDxXL/+np6rH8gMngP/Xu2FDtaw8QXdMWKWh7/ykmXd0Ub34KKdjAQAASPLj0/cAAIGxakeKbp3xpJKDZyg2qJWe6vKGOtdu4nQsAMVUpehwvXhpY/X88jxN+j1D98Rf6nQkAGVRXpaSkn7XgbRdysw+KK8vX9Z6lRAap+ph5XQoN11r07bJyspnfbLWKtQdovbxZ0ihUUoNiVBUTA0ZF7PBgdKkUKWUMSbBWrvHX2EAAMe3Zs82vTR3uX5YFaq6Vdrrto69dO2ZfZyOBaAEiI+MknFnaE/mPqejACjFbF6OtiYu0fY9K7TtwO/alrZd23IO6ImULFU+uFNjKsRpSlTk317z75RDuvXgIa0PC9X1lSv9bV+VvHzN2LlLknRR9SpKcbtVyWdUyRWqSsGRuqlca9Us11BbgoOUGRathIpNVb58I4oroAQp7EypmZJ4rBMAFKGDmem6bfpLWnFoklx5VfXUgLEa3La63C7jdDQAJYTb7ZLxRepA5kGnowAoBXKyD+mPrXO1addP2nTgd2VkJenRg2kyKTs0rHqCDrndCvdZVZdbNYOilNfwHKlSK/07OFiXu1zyhMXJ5Q6Ry7gUHRIphcaqlTdXM3JT5TJuGZdbRi655JNcoVJ2qh7aMVe7D23T3sw92pt9QHvz0qXNs6WU8fooNlJfRReUXVE+q7omRINimqp/s+FSzY5SSITDf2MAjqewpRQ/EQFAEcn3evXkj59o0ta35TNpahLZTy/1uUtVoss5HQ1ACRSkKKXkUkoBODXp6Xu0fvM0BR/4Q61S9mj93l91uSdHXlPwo2BVr9Q0KFpqfIFUrq7eDAlWhfjmiq/YTMbt/tu5av3DdcIkVfmH/d2rtz32Dmt1R8pWDd63WrsO/K4tSWu1KXWbQhJXSKumaH5EpD6oWFlnlWuijvUvVKP6F8gdFHIqfwUAilBhSynrlxQAgL9Zvi1Zj3+7Wn+EvKuKIfX0bLcH1L5GfadjASjBQk2U0vJSnI4BoDjLSZN2r9aKLdP0xe6FWpuTrG0un6wx6paZo1eCa6hmjc56KNSl+pXbqV6troqITPjbKZoGOrMxiomrrZi42mqsC9Xjr+3WSkmbFL5mvDw7Z+udAyv0ysFfFfPTo7oipIpuaDRUtk5XmbiagU4M4AgsdA4AxcjyxD90z5zntGVjRzWpWEevnfOhujWo5XQsAKVAg+Chys5lkjuA/5ebk6blv32iRVuma1H6n7riQJIuSU/Xwaho7ShXUWdFVNe/KjRTk5pdVadmNyk4TB5JA50OfjKMkSo2UNvuT6itnlBeXqZWr/tSS7ZMU9XkHdK3t2tVSJAeqpSgDhHV1b1OP3Vofb1cbn5EBgKJ/+IAoBjYm35Id0x/UavTpsrYcN3Q43yN6NJJLtaNAuAn1SPraOWOFKdjAHCYPfCHzB9z9M6Gz/VW/l5luYwqeq06hiWobofLpXrnq0fFRupRysqZ4GCP2rS8Um1aXlmwIeugotZ9pfabJmpRxg5NWDdONdaM07VVu2lAl5FSeKyjeYGyorD/0uT6JQUAlFE+n9ULC77T+D+ekjVZahl9oV7qc6cqRkY7HQ1AKZMXtEm73fMkdXY4CYBAykjfo5/XfKzF2+doccYOjdi/X11z8tWgRktdX6GtOjUaqAZ1+5a9J9aFx6lum2v1cJtrZX0+rVr7mT5d9Zb2/D5ZWvalkpsNUFLTC9SgXl+nkwKlWqFKKWvtmf4KAgBlzQ8b/tToGTu1bv9B1W3QQs/3uFdnVKntdCwApVSee69yI+bJ6/PK7XKf+AUASiRvfq7MnlVybZmnZ7dM0udKU74xquaVOnqqKqHnrVKzy9QlNEpdnA5bTBiXS62aD1Wr5kOltD3S8g81ae0Hejllgc5c+LAur3uRunW4U8HBHqejAqVOoedkGmPCJRlrbebhr2tKGiBpnbV2ZmHPDwClzU/bN+i+uU9rf95m1XU/oYnXnq82NYc5HQtAKVfRU07GWO1JT1bV6IpOxwHgR3t2r9SStZ9o8Z6l+ikvWWP37FULG6rWNVupVoW26thksKpXP9vpmCVDVILU9V5defYtqrbkBX22ZbLu2jJB8Zs+1wMJ3dSjy8NSZLzTKYFSwx83Ck+WNEnSOGNMrKSlkvIkVTDG3GmtfcMP1wCAEm9XarJun/6i1mV8J5eN0qV1rteD53RRkJsZCwCKXuWogiJq68F9lFJACZeVeUDhiSukP+bolp3fa16wT8ZaNbPBujS2qcqf9bRU/1z1cgc7HbXECg726Nwuj+jcLo9ow8Zv9dnyV1Tut6+lZZ9pZaOeCmp2iZo1GeR0TKDE80cp1VrSHYc/Hyhpr6QzJF0iaaQkSikAZVq+16cJy3bo2ZW3yReyXWfGDtKYPrcpzhPpdDQAZUjV6AqSpJ2H9jucBMCpsj6fNmz6Vos2fq0lyb9phc3S5J27Vd2ToH41mun8Ss3UofkwxcTWcjpqqdSwwfl6rMH5UtZB6ddP9MnaNzX9l7Xq9+vruqPny6pUqYXTEYESyx+llEdS2uHPe0uaZK31GWN+klTTD+cHgBLr7V+m6/Mlh/THrkj1anW1but6hpol1HA6FoAyqG5cFeUmd5TPG+F0FAAnwZefI9f2n2TXf6vBe6ZpfZBRuM+qrTtKd8V3VmTva6XKrXWu4Um9ARMeJ3W8Wc+2v0Ed596vl3ZM05zvh+i6CmdqeO9XFRIa5XRCoMTxRym1WdJFxpivJfWRNObw9nhJqX44PwCUOPP/XKsHf3xaKWaVynl6acrNj6hFtVinYwEow6rFxilnb38F+yo7HQXAcWRmJmnJr+9ozraZWpi9V1N2JiomsoqG1TpDFWt2UetmQyg+igGXO0gDej6vHodu1Rsz/6OJe5dqyJtdFHLus1KD3k7HA0oUf5RSIyV9qoIy6gdr7ZLD23tL+tUP5weAEmNnSrJunf6sNmZPl8sbqyH1HtK9nQfJVdYeswyg2AkNcisyap/+TNkmqZrTcQD8JeOA7IbvdffacZqff0jZLqN6PpcGxjWTt/vrUs0uuoDZUMVSdEx13Ttoim7bvUphMx/W7gmX6fmajXR71+dUo0Ynp+MBJUKhSylr7URjzEJJlSWtOmLXD5K+Luz5AaAkyPf69MnS7Ro9d5m8CQvVocIQvdjnFsWE8ehgAMWHO+EzLT3QShJP4QKctHfvas1cPlaL963QK9s2K9haVa3ZSP+p2EHdml+pmjU7Ox0RpyCscktp+GTt/eU1/fbbm7pozg0aHtVI1/V5XR6e1Af8I3/MlJK1do+kPUdt+9kf5waA4m78r3P08vI3dODPyzS4dQPd0nO6qsYwtR5A8ROiKKXmpjgdAyiTbE6Gvl/yrKZsm66fbKbckjq4InWwzxOKb3ap7qS8KNmMUat2t2hys6F6f8Z/9F7KGk39oruebnSl2p11t8RsN+CY/FJKAUBZtHbvDt028wnt9S1RqKu23r6qsXrWb+J0LAA4rnB3tDK8h5yOAZQZ1ufTmrWfqfkfi2XWT9H48uEKCYnSw1V7q0/7uxQVXdXpiPCzcE853TTgM12Y+LPGzLlT8XOekTb+qLxzn1ZwQnOn4wHFDqUUAJyi3Hyf7pvxvmbue0PGBqt/9Tv0ePcrFeR2Ox0NAP5RZFCs9ubudjoGUOrt3PmTpi57RVOS12inW/o8VWra4Ua933SAwuMbOx0PAVC1aju9MGyhtGm2cqbdrUunDtLFVbpo2Lmvy+Xmx3DgL/zXAACnYPbv2/XUd1u0IzNbzep306t971e1mHJOxwKAk1IuLF67szc5HQMonXIzpfVTdM+vYzTNZMrjs+oVlqCRTYaocfPhkjtI4U5nRODV7ylTY4E6TxmmF5KW6KePO+nJfh+pfIUGTicDigVKKQA4CcsT/9Bds5/Uvsx9ahr5gF4fOkyNEqKdjgUAp6RTxUu1+rfWTscASpX1G6boq5Xj9O+ta1UpK0Vn1TpDnWv0Uo/2t8vjqeB0PBQDIaFRunvQN2r/8yt6aO1bGjjlYj3X6ja1bf1vp6MBjqOUAoB/cCg7U7dPe0m/pEyUy3p0WaMb9NA5Z8nlcjkdDQBOWTlPiFKz85Xn9SnYzb9jwOlKS03UtCXPaeKuH7Xe5VVFr1XvZheo0ll3akC5Ok7HQzHVud2tmlirhx6YdpVyZj0sHdwtdbnX6ViAoyilAOA4Zq/bo7sX/0v5QYlqEtlPr/a9R5UiY5yOBQCnLd1uUUS9UVq7r6FaVa7ndBygRLE+n7zbFsu96lM9vXu2vvOEqos7Wjc1uESd2vxHQcFhTkdECVAxvqneumKJzOKXZeeM0mvbvlfbxiMk1Xc6Go6wfPnyEEk1JbFo7KnzSdrdpk2btJM5mFIKAI6yeNvvGjd3t+b/nqkWDS7UnV06qmudZk7HAoBCKx8RKVdwmrYd2kcpBZykA0kbNeWnZzVp78+6LjlJF4TE68ZmQ3Rbs4GqVImnqeHUGXeQ1Pku7Utoqu8X3K0Jvz+ix/J/V+/ODzodDZKWL19ezeVyTXK5XBUlGafzlEDWWpu3fPnyjyQ91aZNG98/HUwpBQCHJWem6+bvX9DqtG8UmtlV4664T32anidj+F4EoHSoEVtRkrQrdb/DSYDib8P6r/X+ilc0I2+/jKRzXDGq2fNuqeUwVec2fvhBpfrn6vPyjfTI5Mt015bPddmuRbr7ws8UGsbMfKcsX77cZYx5PDw8vEa1atUOuFwu63SmksZaazIyMjx79uy5MS8vT5Ke/KfjT7mUMsaESypnrU08antTa+3aUz0fADjN5/PphYUT9fHmV+Uz6WoVPUCvDr5LcZ5Ip6MBgF/VjCsopfakJzmcBCie8vIylfHbRMUu/0jrU9ZpZbnyur1SR53f/h7tT8pX/fr1JQop+FF0THXd1P49ddz+ul7YM08NxvfSoAGfShWYzeqQCi6X65xKlSqlRkZGZjkdpqSKiIjIklR+165dw5cvX/7yP93Kd0qllDFmoKQxkpJNwdSBf1trlx7ePV4Sj3MBUKJs3pem+6bM1u9BTyrO3VLPd3tIHWo0dDoWABSJuPAwWa9H+7OSnY4CFCvJyZs1ceFITUhaoXZZmXo6sqnO7/emLqjfR+6gEHm9Xu1P2uR0TJRSxuXSpb1eVoc/Z6nmtAekN7toQ4/71LDDrU5HK4tijTFBISEh6U4HKekiIiIyjTEeSZUl+aeUkvSQpNbW2v3GmDMlfWiMGWWt/VTcawmgBNmbfkh3T39TS1Y0UdW4WN3X401d0fosp2MBQJEyxij0wLWqWpV18gBJ2v3nPL3x05P6LmePjJXOD6+iIV3ukOr1ZZ0TBFzteudK13XS5ik3aNDvb+nW/St07QUfOB2rrHFJYvkOPzDGWBX0RP84vfRU/60NttbulyRr7TJjTBdJk4wx9SRxryWAYs/n8+mJeZ9o4tZxsiZLV5zztO7r3kVhwTxYA0DZUDG4oXKyo5yOATjGm5+rnWs+Vc1VE6Udi/Vz1Sq6sWIbDTz7UcWWq+N0PJR1oZGqN3C8rv9miF5OXq7oGbfp0j4vO50KKDKnWkrtM8a0sNauliRr7QFjTC9JH0pq4fd0AOBH0zeu0CMLn1SWe5MqBJ2p0T0f0RlVajsdCwACykQt15rUfEnMlkLZknpoh75e+IQ+27tEeTZfM1RNlQe8o+8b9ZMrKNTpeMD/M0Y3XfiJ0iZeqCd3/6CoHx9T33MeczoVUCROtZQaJin/yA3W2lxJlxtjXvNbKgDwo0NZeRoza6M+XTdFnoqpurXJC/p32z5OxwIAR+QErVeK94DTMYCAyd77m16cd48mZ25XnpHODa2oK1rfrKDGl0g6wX0lgEOMy6V7LvlaaRN6652Nn6tXjW4Kqn2O07EAvzulUspau/PIr40xCdbaPYf3LfJnMAAorHyvV4/88IG+2/Cr8vefr7t7XKGhHe5XRCi/DQVQdoW6w5WaxwOFULr5vPlaveoDtVo3TaGbZ2tb1aq6skJLXXr2Q6oY39TpeMBJcbmD9NglU5X1+aUKmjBM+tcsqSIP5MGxJSYmBo0YMaLq3Llzow8cOBAcHR3tbdSoUeZjjz22q2fPnhlO5zuewq7fN1PctgegGPpm3U968qdRynFvVULs2fpoeGdVjolwOhYAOC7MHS5vbo7TMYAikZm+T5MXjtSnu+Zrq9vq65xo1btonN5qdrHELXoogYJDIxQ8+FPter+3Rn0zUI8P+FIVKjRyOhaKof79+9fNz883b7311taGDRvmJCYmBs2cOTM6KSmpWD+3obDhWJIeQLFyID1HV065T1tzf1CwraJ7W76iK1p1czoWABQb4UER8irb6RiAfx3cqjfm3K3xqb8rw0g9guP0eIt/q27zKyQXN+ihhAuLkeuiN7R+2nDdPPUyvTd4tjyeCk6nQjGSlJTkXrFiReS33367oV+/fumS1KBBg9xu3bplStKgQYNqJSUlBc2dO3fzX6/Jy8tT5cqVWz700EM7b7/99gPt2rVr2KRJk8ywsDD72WefVQgODrbDhw/fP3r06F1HXueWW26pNnPmzNj09HR3jRo1ckaOHLnz8ssvP3S62QtbSvHEPQDFQm5+vj77ZbtGz9wsX6xVj/r/1rO9rldYcIjT0QCgWKkS3lDr9+53OgZQaNbn0y+r3lOD32cpduNMucpX0MDKLXT5WQ+ocpU2TscD/CqhcmuNPXuUrlz8oO6d2F8vDZkndxDvcwMhIyfftW53aligr9ukcnR2RGiQ72SOjYmJ8Xo8Ht+kSZPiunfvnhEeHv63rua6667b37dv30bbtm0LrlmzZp4kffHFFzGZmZmuq6+++uBfx3311Vflr7vuur0LFy5c/+OPP0beeuuttTp37pw+YMCAVK/Xq549e9bPyMhwv/POO382bNgwe9WqVeFut7tQvVCxnsYFACfj89Xz9dwvTyvtQEtd3HSIRpz7rCpEMkUfAI6lYfSZmrE/xukYwGnLzEzStwuf1GeJc7XZ5dND2cEa3G+0rm8xWArxOB0PKDKNG16oF1K26tb1b+v5SZfovkunOh2pTFi3OzVs0LgljQN93S9vOGt921rlMk/m2ODgYI0dO/bP2267rdYnn3xSsUmTJpkdO3ZMGzZsWHL79u2zevXqlVGrVq3st99+u9yTTz65V5I++OCDCuedd97BmJiY/xZfDRo0yHrxxRd3S1Lz5s1z3nzzzfhZs2ZFDRgwIHXy5MnRa9asifj1119/a9GiRY4kNWnSJLewf05KKQAl1u/7d+rWGaO027tQIaamnunXX5c0ZZk7APgnLne2slx/Ks+bp2B3sNNxgJOX/Ke++fERPZfyqzKM1DUoRvc1vVLtWl3LLXooM7q0v00Pp25V9K+fSUtel866yelIpV6TytHZX95w1nonrnsqx1911VUpl1566aoZM2ZELVq0KOKHH36IGTduXMLo0aO33nrrrQeGDRu2/8MPP6z45JNP7k1MTAyaN29ezNSpUzf+7ZpNmvztSSjx8fG5+/fvD5akFStWhFeqVCn3r0LKXwpbShW6FQOAU5Xn9emleYv04fY7ZaxL51W9RaN6/ktBbrfT0QCg2Nuf/7vCa43V3oyLVC06wek4wD/y+bz6afk4hW+YrjM2L1DV6PIaWLOlBne4T1WrtnM6HuCIS3qNkRQlO+MB/RkSojptrnU6UqkWERrkO9kZS07zeDx2wIABqQMGDEiVtHvw4ME1n3nmmSq33nrrgeuvv/7AqFGjqs2ePTti4cKFkVWrVs0999xz0498fXBw8N9uxTPGyOcrmEh19C2B/lKoUspae6a/ggDAyfhy9S96+4dMbd6XpvatBurZPteoRmxFp2MBQIkRHVrwJNIDmWmUUii20tP3aPKCJ/T57gXa6ra6JD9YZ/R/RW2bDVRbbtEDpB6P6auk5Xpm9Ut6NyxKLZsOdjoRiqHGjRtnz5w5M1aSEhISvL169Up59913Kyxfvjzi8ssvTzqVc7Vq1Spz7969IatXrw7152wpbt8DUCKs2r1Vd8x6Qvvtz6ruuVdTbr5Azaqe73QsAChxYkIjJUnJmWkOJwGOIWmzli18Rv85+JNyjNQjJE6PNb9WrZsP4xY94Eguly4Y8KmmfN5dt/78hD6Orqbq1c92OhUcsmfPHvdFF11Ud/jw4Ult2rTJiomJ8S5evDjitddeS+jVq1fKX8dde+21SYMHD67n8/nM9ddff+BUrtGvX7/0M888M23gwIF1n3322Z2NGzfOXr16dZjL5dLAgQNTTze7X0opY0yYpBaS4iX97buFtXaKP64BoGxKy8nSHdNf0U/JE2RsmC6uebce7TZELt6YAsBpiQ2LkiSl5KSf4EggMHzefC1c9qoSN0zV5VuWq3FEBQ2re6YGdrxfCQmtnI4HFFuhYTF65cKJuuLr/rpp1g0aP2CKYuNqOx0LDoiJifG1adMmY+zYsZW2b98emp+fbxISEnKHDh26f9SoUbv/Ou7CCy9MrVixYl79+vWzatWqlXeq15kyZcofN998c/VrrrmmdlZWlrtGjRrZI0eOTCxM9kKXUsaYcyV9JKnCMXZbSSzyAuC0zNuwT/fOfkkZEd+poaevXut7jypHl3M6FgCUaOXCo2S9oUrPOaX1UwG/y8xM0tQFI/Vx4lxtdUtn+oJ02YVvKKLZxbo5OOBPXwdKpNi42nqj1zhdNvt6fTzzFt08+FunI8EB4eHhduzYsYmS/rEgysjIcKWmprqvvvrq/7l17+eff95w9LbZs2f/ceTXlSpV8n755ZdbC5v3SP6YKfWapC8ljbTW7vXD+QCUcb/s3Kxnfpit5eurq12d3rqu02D1rNfS6VgAUCpUjaqk9I2Pq26X1k5HQVmVulupP72mfonfKNUY9QiO0xOtblDLppfLMBMaOGXVq5+tj2sNUs0Fr0gHt0pxtZyOhGLG6/Vqx44dwaNGjaoUFRXlHTJkSIrTmf7ij1IqXtJoCikAhZWSlaFbvh+tX1MnyeWL08uXf6j+LarJGON0NAAoNTyhBZPYM3K9DidBWbPu92/07YrXddfmFYoOCtOtjc5Rx/a38RQ9wA9qn323tGy89s4bpUoD3nY6DoqZzZs3hzRq1Kh5pUqV8t58880/g4ODnY70X/4opSZK6irpjxMcBwDH5PP59NLib/TBhpflcx9Ss8gL9GrfEaoYGe10NAAodTwhbnlqvab5uy9RryY8RhxFy+fN148/v6TxGz7XLyZHVbzSkK53qVq7/2hQGN/nAb8JidCclhfprl3TNWXHIhY9x980bNgw11q73Okcx+KPUupmSV8aYzpLWiPpb4tlWWtf8cM1AJRSW/an67Gpa/VL1icqF1FFz5zzhjrXbuJ0LAAotcKC3DJBh3Qg+5SeBA2cmrxsadVnumnlGC0Ktmppg/Vi3cHq3uFuBbFeFFAkzur0gGI/n65xCx7RqCE/OB0HOCn+KKWGSOojKUsFM6bsEfusJEopAP8jKSNNN3//vH7dGKuKQa30/Hkv6rymNXiqHgAUMZfLyNhQZeRlOB0FpdChQ9v1xY8Pqffmn1QzdZ+GNeyqG5tfppbNLnM6GlDqhXvK6apKHfXS/sW6fd9aVYxv6nQk4IT8UUo9KekRSc9Ya31+OB+AUszn8+np+RM04Y/X5XOlq2vTq/Vyv3MUFsyDOgEgUFwKU1Z+ptMxUIrs2f2rPlr4mCam/yGvkSrXaK2a3Ubp7PJ1nY4GlCkDOj2ssZP6auLip3TjRZ84HQc4IX+UUiGSJlBIATiRn7Zt0e1z7lGGa4PiglrrxR4Pq221ek7HAoAyx60wZeVnOR0DpcHetfp63oMambVZ4Va6IqaJhnQZqQoVGjmdDCiTomOqa1B4DWnXr5I3T3IXnwWtgWPxRyn1oaTBkp7yw7kAlELJmVkaO+dPfbBkk2JqGd3Y4mnd1P58p2MBQJkVl32R6pSv4HQMlFDW59Py1R8pc80Edfljsc6IraY7GnTSJV0eV0RkgtPxgDJvRNdnpXGdpN+/k5pe5HQc4B/5o5RyS7rHGNNH0mr970Lnd/rhGgBKoHyvV4/PHa9vtr0nb+J1urvXWbqm0+cKDeJWPQBwUlxQfQV7I5yOgRLG+nxauOw1vb3uQ/1qctU1360uA95UrWaXqBazMYDiI6G50qq30+JfXlYfSikUc/4opZpL+vXw582O2mcFoEyauv4XjVwyStnuP1QxuL1eua6LmiXUcDoWAEBSfuh6bc5OltTS6SgoCXxe7V31iW5ZOVrrXV61sEF6tdFVOqfdHRIPKAGKpQX1OurerZNU749Zqlu3l9NxgOMq9HcRa223f/jo7o+QRckY87Ux5qAxZuIx9tU2xsw1xqwzxqwxxvArReAEUjJzNeyLV3T/0n8p32bqzmajNWf4OxRSAFCMZLnXKdE7y+kYKOby8jK1dMFT0tj2qjD5FjVwheud5rfo4yuXq2uHu2QopIBiq1eHe1Tea/X5sjFOR0GAJCYmBg0ZMqRm5cqVm4eEhLSuUKFCy06dOtWfPXt2hCQtWrQovFu3bvXKlSvXMjQ0tHXVqlWb9+vXr87u3bv/Nlnpgw8+iG3Xrl3DqKioVh6P54wGDRo0ufvuuyvv3bu3SG538cdMqZLuFUnvSbryGPs+kPSQtXaBMaacpJxABgNKktz8fL370wq9NSdF+aaCzjnjGj3f50Z5gkOdjgYAOEq426P9LHSO48jJTtHX8x7W+7vmaY/Lakb5hkq46A09Wb2t09EAnKTg0AhdEttEnxxap9vT97DeWxnQv3//uvn5+eatt97a2rBhw5zExMSgmTNnRiclJQUlJiYG9evXr2GPHj1Spk6durF8+fLejRs3hn7zzTex6enp//0Nwy233FL1jTfeSPjXv/61d9SoUTtr1KiRt27durBx48ZVfOutt8o//PDD+/ydu9CllDHmfkl7rbXvHbX9GkkVrbXPFvYaRclaO9cY0/Xo7caYppLyrLULDh+XHOBoQIkxcc0iPf3L08r2HVLvhi/p/vO6KD4qzOlYAIDjCAvyyJvP79pwlJw0fTL7Lr2zd7GSXVKfkPJ6tf29Sqh/ntPJAJyGQR3v17vTh2nqwlG67NxXnY6DIpSUlOResWJF5LfffruhX79+6ZLUoEGD3G7dumVK0vjx42PT09Ndn3/++dbg4II1ABs1apTbv3//tL/OMXfuXM9rr72WMHLkyB1Hlk8NGzbMHTBgQGpSUlKxnSl1vaQhx9i+VtLnkk67lDLGdJE0QlIbSZUlDbDWfnPUMTcdPqby4Wve/leRVEj1JaUbY6ZIqiZporWWJwwCR9iUtFu3zhilnfk/KljV9HC7J3VZizZOxwIAnIAn2CObnS1rrYwxTseBww6lbFXI8vEK/+Ud7Yxw6ZwK9XXN2Y+oRo1OTkcDUAgJCWfopqAE1dm6RLJW4t/705OT7tLeNYH/jXul5tkKjfSdzKExMTFej8fjmzRpUlz37t0zwsPD/7a+d5UqVfK8Xq8ZP3583FVXXXXQdYzbrz/66KPyHo/Hd8899+w/1jUqVKjgPa0/xwn4o5RKkLT7GNv3q6AoKowISaskvS/pq6N3GmMGS3pJ0k2SFqmgIJtmjGlird1++Jjlko51/1Bva+2uf7h2sKTOklpJ2idpujHmF2vtMRdgMMaEHnWdKEnyer3yeovk/zuUUV6vVz6fz9Fxle/16ZOfd2jM2luk4P3qmXCDnupxrUKCghjvJVxxGF8ovRhfxUfFkOpyZ7ZRTn6Ogl2l46lpjK9Tt3//Wn284BF9kb5ZNx/K0BUtBuuu9jfJxFaXJP4uj8D4QlEp6rH1rw4PyP3xAHm3zJdqUTRLp/Fv2941YXrv3MZFk+YfXDN9vWqclXkyhwYHB2vs2LF/3nbbbbU++eSTik2aNMns2LFj2rBhw5Lbt2+f1aNHj4ybb755z3XXXVf7zjvvrNmiRYuMc845J/W66647UL169XxJ2rJlS2i1atVyQkNDA/rAOmNt4a5njNkk6XFr7cdHbR92eHudQl3g/89nddRMKWPMUkkrrLU3HrFtvaRvrLX3n8K5u0q62Vo78IhtZ0l61Fp77uGvR0iStfb545zjMUmPHr196dKlio6OPtkowAn5fD4lJyerXLlyOlbDXdS+27ZS36zxamdSrDo1SNWVLWqpWmRcwHOgaDg9vlC6Mb6Kj4m/peizVQf11dDaTkfxG8bXyTt4cK2+3/S6vvftVYi1ujCktno0uFlRUbWcjlZsMb5QVIp8bFmrlFmDtSKynLp3HOf/85dA6enpatu2rSTFWGtTj9y3fPnyRkFBQdPr16+f7vF4siWViJlSf8nMzDQzZsyIWrRoUcQPP/wQs2bNmojRo0dvvfXWWw9I0p49e9zff/999JIlSyKmT58ee+jQoaDZs2dvaNeuXVaXLl3q79u3L/j3339f54/4mZmZYZs2bYrMz88/t02bNr8f7zh/zJR6R9JLxphgSXMOb+sh6TlJL/rh/MdkjAlRwW19zxy1a6akjn64xC+SKhlj4iQdktRF0pv/cPzTkkYf8XWUpJ116tRRXBw/sMN/vF6vNm/erHr16sntLpLbeo9p3b4dumP2U9rrW6KYmG6aNOgxtagWE7DrIzCcGl8oGxhfxUfVpD+Us2aDatQ+R6FBpeOBFIyvE/Md3Cb34pc0b8NX+rFCnK4v11qDujyh6OhqTkcr9hhfKCqBGFuf/Xm23tq3QBdFZ6lSpRZFco2SJDU19cQHHSk00neyM5ac5vF47IABA1IHDBiQKmn34MGDaz7zzDNV/iqlEhISvNdcc83Ba6655mB2dnZis2bNmjzzzDOVJk2atLVu3brZy5cvj8zJyTGBnC3lj1LqOUnlJL0uKeTwtmxJz1prn/bD+Y+ngiS3pL1Hbd+rglsKT4oxZoak1pIijDE7VTAb6xdrbb4x5gFJ8yUZSTOttd8e7zzW2hwd8XS+v9ZncLvdfOOC37lcroCNrYycHN018zUtTPpMxgbrguq3a2T3qxTEuC61Ajm+UPYwvoqHdO1QeJ0XtPlQW7WIb+J0HL9hfB3brl3L9Pb8B5V88A+9nGbVreM96tB6qDyeCk5HK1EYXygqRT22Luz0kF75qo++WfqcbhrwWZFcoyQpS/8NN27cOHvmzJmxx9oXFhZma9SokZOZmemSpGHDhiV/8MEH8c8991zFYz1lLykpyV0U60oVupSyBff/3WuMeUJSY0lZkjYdLmkC4egGzxxj2/FfbG2ff9g3TdK008wFlHiLNyfpgakLlRTzuep5uum1vverWkw5p2MBAAopOjRSknQwK+0ER6Ik+6uM+iY7UdFWurp6V9leL8mERsrjdDgAARMVXVUXhFfTxINr9O+8TAUH8y9AabNnzx73RRddVHf48OFJbdq0yYqJifEuXrw44rXXXkvo1atXymeffRbz+eefl7vsssuSmzZtmm2t1VdffRU7f/78mJdffvlPSerevXvGDTfcsOfxxx+vnpiYGDJw4MCDNWrUyFu/fn3ouHHjKnbs2DH9WGVVYfljppQkyVqbroJb3gIlSZJX/zsrKl7/O3sKwClYv2+nbp/xvDas76K2NSrrhZ7f6MwaVZ2OBQDwk9iwKElSMqVU6ZSyXVnzn9fApDkKMka3Vmyvwd2fZWYUUIZddubt+mLRCP2w5AWd2+URp+PAz2JiYnxt2rTJGDt2bKXt27eH5ufnm4SEhNyhQ4fuHzVq1O7t27cHT5kyxXf//fdX37t3b3BwcLCtWbNmzujRo7f+5z//Sf7rPG+88UZimzZtMt988834jz/+uKLP51P16tVz+vfvf/DGG288UBTZ/VZKBZq1Nvfwk/V6Sfr6iF29JE12JhVQsmXn5WrEzHGat2+8ZIN0R9/+urXTWTwuHABKmXKegplSqTkZDieBP+3atUwfzX9YN29apsjQKL18xiA17Xi3PBEVnY4GwGH1652rZxY8rbP+WFSwWjJKlfDwcDt27NhESYnH2t+kSZPczz77bNvJnOvaa689eO211x70a8B/UKxLKWNMpKR6R2yqbYxpJSnZWrtdBQuLjzfGLJO0RNJ1kmpI4rECwCmavnGFHlj4kHJdO1U7rIde7/uQqseWdzoWAKAIxIX9VUqViHVbcQK7dy3X2/Mf1NfZOxVlpXPP+rdadX5AbQ/fpgkAktSv7a3SxGukvWulSk2djgNIKuallKQzJc094uu/nm73oaSrrLUTjDHlJT0iqbKk3ySdZ609qQYQgGSt1cdLt+vJHxYpIkEa2fZNXdz0LKdjAQCKUFRYqNLWP6U2Z/PvfYmWsl3jZ92u0RkbFWWlWyq002XdnpEnMt7pZACKo0YX6K34KsqYd6/uGHzcZ3gBAVWsSylr7TwVLFz+T8e8roIn/wE4RTsPJeuGyS/rt3VnavhZ3XRf3xvkCQl2OhYAoIh5QoIkuZSZ6/eH6CAAdu1apqyfx6nu6m/UKCpWt9TrQhkF4MSCQpRfuZU+S1mja1MTFRXNmrFwXqFLKWPM6OPsspKyJW2WNNlam3yc4wA4YOKaRRr58wOyJkuPX3KermzbzOlIAIAA8YS4FVb1E81K/FM9m9zsdBycpF2Jv+jt+Q/pm5xEdcnx6uUeD6vtmf/iNj0AJ+2SjvfrrWlDNGXRUxrad6zTcQC/zJQ6Q1JrSW5JG1Qws6m+Cp6M97ukmyS9aIzpZK1d54frASiEfK9X//lutBYlf6xwU1Pj+ryrNlXrnfiFAIBSIzzYLVdIkvZm7XQ6Ck5C8p7VenXuCH2Tk6goq4Kn6XV7RmIBcwCnqFKlFurujtOE3Qs0xOeTcbmcjoQyzh8jcLKk2ZKqWGvbWGtbS6oqaZakzw5/Pl/SGD9cC0AhJKXn6OIP39Tigx+pWcQF+nHYlxRSAFAGuVxGLhumzDwWOi/OMvevl6bcoqC3u+uXzJ26rUIHTR88T1ef/y5P1ANw2i5vdpX+dFutXfOx01EAv8yUGiGpl7U29a8N1tpUY8xjkmZaa182xoyUNNMP1wJwmib/tlqjJu+T19bTPee9rmGtOzsdCQDgIJdClZVPKVUc7dz5k95Z8LBmZ+3St8k5iu3xqKa0uUqu0CinowEoBc5sebW+WfKG6m5eILUc7nQclHH+KKViJMVLOvrWvIqSog9/niIpxA/XAnCKsvNy9a8pT2lV2teqlzBCb106UPFRYU7HAgA4LMiEKdtHKVWc7Ny5RO8seESTc3Yr2kr/rtRRoZc9I3nK++X2BgCQJONyqW7DC6Vl78p682Xcxfr5Zyjl/DH6Jkt6zxhzl6RfVLDAeTtJL0j65vAx7SRt9MO1AJyC1Xu26trv71Sma7PaxV6ucedfppAgvukAAKSY3O6qHxzhdAxIUvKf0oIX9OSumVofFqrb4zvq0m7PKNxTzulkAEqp3TXO1PVbPtHI9V+oVbMhTsdBGeaPn06vV8F6UZ8fcb58SR9KuuPw179LutYP1wJwkt77Zb7GrBkhoxDdf8YrGtqyq9ORAADFSJy7gSIsT21z0o4di/X2gkfUe+dadTKReqz9tYo589+UUQCKXHztHkpeGKQFmyZTSsFRhZ4JbK1Nt9b+W1J5/f+T+Mpba6+z1mYcPmaltXZlYa8F4MRy8r0aOXWdRn6dpEruDpo64CsKKQDA/wrdrs3Zs51OUSbt2LFID3/aUxf8cJ3mZ+9ReqvLpNtWKaHLvRRSAALCHRSijiEVtCBlg9NR4CeJiYlBQ4YMqVm5cuXmISEhrStUqNCyU6dO9WfPnl2sp0UXaqaUMSZYBQuYX2+t3ShptV9SATgti7f9rttmP6hDOy7So/066aqOA2SMcToWAKAYygnaqETvNEl3OR2l7EjeogU/PKBbMn5TnE+6K+FsDez6NEUUAEd0qdpZ07Z9o/371qpifFOn46CQ+vfvXzc/P9+89dZbWxs2bJiTmJgYNHPmzOikpKRivX5LoWZKWWvzJDVTwTpSABw0cu7Hum7OFcrVQY25rImuPrs2hRQA4LjCgzzyKtvpGGXCjh2LNO2LgdKrZ6rNthUaEd9Z0y6br2HnvUkhBcAxZ7e4SsZaLVrzkdNRUEhJSUnuFStWRD711FM7L7jggrQGDRrkduvWLfPpp5/ec9lllx3asGFDiDGmzeLFi8OPfI0xps23334bJUnffvttlDGmzVdffRXduHHjJmFhYa07dOjQIDExMeiLL76IrlOnTtPIyMgzLrjggtppaWl+e/6GPxqzjyT9S9J9fjgXgFN0MDNdQ76+Xzvz5ykh6Cx9MuB5VYqMcToWAKCY8wR5pHyv8rx5CnYHOx2nVNqxY5HeWvCopubuUYLPqmevx+Vpe62GBoef+MUAUMTiytXVl/nlVS9pl9NRir1d6buC92Ts+ds3y9iw2Pw6MXVys/KzzPoD6//nH/bWlVpnStKG5A2hGXkZ7iP31YyumVM+vLx3X+a+oJ1pO0OO3BcVEuWtH1c/51TyxcTEeD0ej2/SpElx3bt3zwgPDz/tiUNPPPFElZdffnlbRESEb8iQIXUHDBhQNyQkxDd+/PgtaWlp7ssvv7zuM888Ez9q1Kg9p3uNI/mjlAqRdK0xppekZZIyjtxprb3TD9cAcAwb9qTphs9naH/UMvWvcbue7HG1XC4eGg0AODFPsEfKljLyMhTrjnU6TqniPbBZI2feqMk5uxV7+Da9QV2fVjCzogAUMw3r95MWvyp58yR+QXFcH6//uOL4deMrH7mtW/Vuya90f+XPxLTEkCunX9n46NesuXLNckl6cOGDtTcc3PC3dZ0ebP/gn5c1uix58ubJca/8+kqNI/edEX9G6kd9P9p0KvmCg4M1duzYP2+77bZan3zyScUmTZpkduzYMW3YsGHJ7du3zzqVcz3++OOJvXv3zpCkoUOHJj399NNV165du6ZJkya5ktS3b9+D8+fPj5JUbEqpZpJWHP68wVH7uK0PKAI+n08P/zBeXy2IU61y8Zpw3lQ1rVzB6VgAgBKkfGglufc1k+Xtmt/sSvxZCb98IPeqz2UqVdKdNTprUNdnuEUPQLG1p3Jz3R8Xpns3f6dGDS9yOk6xdUXjK/b3rNEz5chtsWGx+ZJUNapq7ofnfrj+eK8d1WnUn8eaKSVJF9a78GCbSm3+NrEnKiTKezoZr7rqqpRLL7101YwZM6IWLVoU8cMPP8SMGzcuYfTo0Vv79OmTdrLnadu27X9LrEqVKuWFhYX5/iqkDm/LX7lypd8WTy90KWWt7eaPIABOzu60g7phybM6GLRC7ZrdqLcvPl9hwe4TvxAAgCPUiGwo756rFBcW53SUEm/nzp/09oKHNSVnt55LzVOv3k/osTZXSyEep6MBwD+Kq9FRq8JCtXzLLEqpf1AlskpelcgqecfaFx4Ubv+6Ve9YGpZreNxb8eI98fnxnvh8f2SUJI/HYwcMGJA6YMCAVEm7Bw8eXPOZZ56p0rdv3w2SZO3//yIqNzf3mAsQh4SE/PcgY4yCgoL+9tsrY4x8Pp/fFi/2y30+xpjOxpiPjTGLjTFVD28bZozp5I/zAygwae0S9ftqoJLNOl1e8wGNH3wThRQA4LSEh7iV5T2kjNyMEx+MY9q5c6ke+6y3Lph9reZl79btFTuq07VLpLP+QyEFoEQIDYtRYxuiVQd+czoKikDjxo2zs7KyXJUrV86TpJ07/3/9qqVLlxaLb1SFnilljLlE0nhJn0hqLSn08K4oSQ9IOq+w1wDKOmutxsz7We9tvVGhppoeaviQLu7AJEUAwOkLDspTeL0nNHu7RxfWO9/pOCWKTd4qs3C0Fmz+WnPjYnR7fEdd2o3b9ACUTK0iq2t22hanY6AQ9uzZ477ooovqDh8+PKlNmzZZMTEx3sWLF0e89tprCb169UqJjIy0LVu2zHj++ecT6tWrl7Nv376gRx99tIrTuSX/rCn1kKQbrLUfGWMuO2L7YkmP+OH8QJm27eABPTb5D839PUn92t+lp/tcol3btzsdCwBQwsWGRcj63NqfcdDpKCXG3r2r9ebce+Tev1EPZrt0yVl36cLWV8jjYV1HACVXy8rt9FHmFu3b+5viKzVzOg5OQ0xMjK9NmzYZY8eOrbR9+/bQ/Px8k5CQkDt06ND9o0aN2i1J77333tZrrrmmVqdOnRrXqlUr56mnntp58cUX13c6uz9KqYaS5h9je6qkWD+cHyizxv86R8//+ojMoZ56/6qb1K1RvLze01r3DgCAv4kIDZb1enQgi1LqRJKTN+vdH+7S5xl/KNxK19fpIfV6SSEhEQo58csBoFhr32igxi56RVH71kuUUiVSeHi4HTt2bKKkxOMd07p16+yVK1f+fuQ2a+3yvz4///zz0478WpJuvfXWA7feeuuBI7eNHj161+jRo3f5KbpfSqndkupJ2nrU9k6SmAMInIbc/Hz9e8qzWp46QRGmvt69/Bo1S4h3OhYAoBTxhLgppU4kK0WHFo1Wvx1fycro2rgWGtbjRUVGVT7xawGghIip0FBdQuKlXSul5oOcjoMyxh+l1JuSXjbGXCPJSqpijDlL0guSRvrh/ECZ8kfSfg2deqPSzUa1jh6kd/rfr5Agf/ynCgDA//OEBMl6PUrJSXE6SrGTmZmkyXPu06DfZikmP0cPN++rjl0eUWxcbaejAUCRWFS5gVYk/qBbNMrpKChjCv2TrrX2OWNMjKS5ksJUcCtfjqQXrLWvFfb8QFkyd8M+3fnFr7IVIjWi/Whd2bqn05EAAKVURKhbWTuu1vDeZzsdpdjIzUnTl3Pu0du7F+iQS2rSqJda9nhS50UlOB0NAIrU1pgEvZ+9QddlH1JoWIzTcVCG+GX6hbX2QWPMKElNJLkkrbPWpvvj3EBZkJGTo6smP64V6yurS432emHQmyofGXriFwIAcJrCQ9ySDVF2rnU6ivO8eZr546N6fusU7XNJ/cMSdMM5T6lq1XZOJwOAgGhVu4fy9s3X+k3fqlXzoU7HQRni8teJrLWZ1tpl1tqfKaSAk/fzjk0655OBWp/5nS44M1jvXtmWQgoAUOQiQoIUFLNc72x81OkojvF585X+68fS2HbKXvGBWoaU09ddX9UTQ2ZTSAEoUxrUPVfhPqtV2+c5HcVpPknWWmucDlLS+Xw+o4IlnvL/6bjTmilljKlhrT3pZ9IbY6paa4+7CjxQVj0zf4I++eMFuWyERrZ9Qxc37eh0JABAGREe7JZxZ2hT2gqnowSc9fk096cX9NqGT9QgM03PVGir/t0+VP/KLZyOBgCOCA72qJkJ08rk9brS6TDO2uXz+Q7t27evUnx8fLIxhunEp8haq9zc3JC9e/dG+3y+7ZL+sTs63dv3fjHGTJH0trX252MdcHidqUsl3aaCxdBfPc1rAaVOdp5Xj01dqanJryk+pLk+ueQFVYku53QsAEAZ4nIZBStSub4s5XnzFOwOdjpSkbM+n5asGKfX1rytNa58tXeF6bJznpSaDXE6GgA4bkiF1sr/c75krWTK5kShNm3apC9fvvyGlJSUcampqTGSyuZfRCFZa/N9Pt931tpH2rRpk/tPx55uKdVY0gOSphtj8iQtk7RLUrakOBWsLdX08PYR1tppp3kdoNSZu2WNnpq6Rdv3h+iuvq/q2rNayOXy2520AACctFBXlPIlHco9pArhFZyOU7R2rdTeWQ/oP3a7mihYbze7WR3aXO90KgAoNnrWv1haNkFK2SbF1XI6jmPatGnz0/Llyzv5fL4q8uOSR2WIT9JBSQfatGnjO9HBp1VKWWuTJd1tjHlI0nmSOkuqJSlcUpKkTyTNsNb+djrnB0ojn8+nh354X1N2jlV4WBtNvvlFNUqIdjoWAKAMC3NHKl1SSnZKqS2ldiX+ovE/PqA7Nv6shAoN9EXHO1Sv1dUy/EIIAP7GVj1TMz3hqrZhspp2uM3pOI5q06ZNuqSNTucoCwr19D1rbbakSYc/ABzH3vRDGvr1CO31LVH1kK76ePBTKu+JcjoWAKCMi3RVUUPPDaWykDqUsk3vzLpNn2RsVoxPGtDzQTU4607Vd/vl4dMAUOqYyAp6rUK8OmybUeZLKQQO35WBIrZ6Z7KGz7hc+a4DurTWvXqk2xVORwIAQJIUGRyjiuqk2LBYp6P4T362psy6T8/unqs8Sf+Oa6kre70kT0RFp5MBQLHXMixeqzJ3OR0DZQilFFBEfD6f3l/8h56dtllVq/XTqPN6q2PNRk7HAgDgvyJCgvRHzhxtSA5Tw3INnY5TKD5fvlxbJss1bbwi8pPVt3pL3dBzjCpU4HsvAJysVhVbaGriTGWm75MnMt7pOCgDKKWAIrA9Zb+umHyX9iaHaWiH23Rf394KDXI7HQsAgL/xhLj1W/7nWpgYXaJLqaUr3tSLq95Qpaw0vZLQXj16PqYeFRs4HQsASpxWdc6Vb9cs/bZpitqdca3TcVAGUEoBfvbZqh/19LKHZE2Obmh3v+44u6nTkQAAOCZPiFuurEgdyjnkdJTTsnHT9xqz+HEtVKZaKkjn1b9Bvu53yu3mF0EAcDrq1OqunrPyFLT/d6ejoIyglAL8xOv16bqpz2lpymfymNp6q+9LalW5ltOxAAA4Lk9okEyGRyk5KU5HOTWHEpU253FdkbJIFa1Loxtcrm7tR2jzH384nQwASjSXO0hjIppI+7c7HQVlBKUU4Af70rJ154RVWpa+WW2qD9C7/R9QWHCI07EAAPhHnmC35PPoYM5Bp6OclLTURH0y+04NX/+jooIj9Fa7K9X07LsVHOyR1+t1Oh4AlAo51c7Ub7++qzO8+XLxxFIUMUYYUEhv/TJNb8xfo6Ds1nrn0qfVqT5P9wEAlAye0CApu5bqxlR2Oso/ysvJ0BdzRujNPfOVJal1q0Fq12OUWoVFOx0NAEqd5VGxur68R5O3z1ed2t2djoNSjlIKOE2ZeTn61zejtCbjG8WWa6VJl9yq+Ogwp2MBAHDSIkLcyjvQXbe36eN0lGOzVouXvKAnf/9IiS6ri8Iq66buL6pSpRZOJwOAUqtFwwEyv72uVX9Mo5RCkaOUAk7D8sQ/dMOMu5Tl+lNnxQ3TG+ffqSAWVQUAlDCeELcyc3OVnJ2scmHlnI7zN9l/zFXYnCek5LWqVbm2Xu74mOrXO9fpWABQ6kVGVVZ969bK/Ss1wOkwKPUopYBTNGPtHt09/z6ZkGQ93Po1DW7R2elIAACcFk9IkEz0z+r+xcP6ddivMsY4HUlb/pyjMQseUmbmfr1jKqvjoC/Usc45TscCgDKlZXhlrcjc5XQMlAGUUsBJOpSdqZHfL9FXP2erW5PrNLJ/a1WPLe90LAAATpsnxC3r9chrvUrLS1N0iHNrNCXtX6fXf7hDk7ITleAzurXxEKnTIxIzkQEg4FpXaqPfNv2pvPR9Co6MdzoOSjFKKeAkLPhznW6bc5dyvLka2f9tDTurdrH4bTIAAIXhCQ2S9XokSYeyDzlTSuWkK2/RSxq89TNlG6M7K3XUZT1eVEhoVOCzAAAkSee3uEbn//iatHu1VL+n03FQilFKASfw6JwP9dW2VxSkWD13zrPq17CO05EAAPCLiMMzpSQpJSdF1VU9YNfOz8vS13PvV+/V3ykm65CeOuMSNep8v2JiagQsAwDgOMrVkfWUV9q2BYqmlEIRKrJSyhhTSVKqtTarqK4BFKWMnHwNnvigtuV/ryrBnfTJRc+qYiSPngYAlB7hR5VSgWB9Ps396QWN+f1jbXP5FFG9uc7r85Lax1JGAUCxYYzuq1xFBxK/1zt63Ok0KMWKpJQyxqyQdFBSFWPMNEn3W2tziuJaQFFYm3hIt3z+q/bkVtMlbe/SEz2vcjoSAAB+FxESJJsfrTEdpursqkVfCv2+7is9/fNTWmFy1cEdruc6PKjGDS8s8usCAE5dg9j6eivpF3nzc+UOCnE6Dkqpopop1c5am28KFt25U9IMY8xF1tqUIroe4Bc+n093z3hD07csUI2gGzV1+NWqWzHS6VgAABQJT4hbkkvGFy6XcRXZdbxJG+We86Sy/5im9IQqGtf0enU88z+szwgAxVir6ucoM3mZNm+ZqYYNznc6DkqpIimlrLX5hz+NlDRVUjlJcyS1LorrAf6w81CyrvjmLh3QMtUv11sfD2ivqLAwp2MBAFBkPKEFbwU/2vysDro7amCDgX49f3LyZo2bdZt+T9mkDzKC1Krvy5rY/FIZN8uaAkBx17RBfwWtfEEr/6SUQtEpqtv3NqmgiEqXtFvSHklLi+JagD98sWahnvz5QVmTpeH1H9GIzoOcjgQAQJELD3ZLkvZlJWrJriV+K6WyMpP18ezb9e6BFTKSrq1ytry9X5ErNErMjQKAkiHMU06NbLA2HVjndBSUYqddShljIq216cfZ3cFae+B0zw0Eis9n9daCLXrp56mKLB+jcb3f1ZnV6jkdCwCAgHC7jMKCXaoa1kw/75kpn/UV7jY+n1d25Wca/usz2uyWLouoo+t6jlFcubr+Cw0ACJi34rsrcvNsp2OgFCvMTKmDxpjK1tqko3dQSKEk2JS0W7dPnaC1G+rr+i5X6rZedeUJDnU6FgAAARUREqT44OZamvOFNh7cqEblGp3yOay1WrDsNTVZ9pkq7F2r2xp2U81OI1S9+tlFkBgAEChRNTtKv7wjpe+TIuOdjoNSqDArWrqPfL0xZpExplLhIwFF771lM3XxlIHabr/QG8Ob6P7zmlBIAQDKpPAQt6JUV2HuMP2066dTfv3aDZN17Uft9Z91b+m7UCP9a7Y6Xf4NhRQAlALpCc00oGqC5qz+wOkoKKX8uaZUC0kRfjwf4HfZebm6dsrTWpn2laJMQ73Xb4wax1dzOhYAAI6JCAlSTp5LL3Z9UQ3jGp7063bvWakxc+7UtLz9quuVXms0TF063C25iu4pfgCAwIqs0FBp7mCt3PWTujsdBqUSjz5BmbH7UJaGfjlK+4KmqF3s5Rp3/giFBPGfAACgbPOEupWZm68u1bqc1PE265DM4leUumyclleM1WNVe+rC7s8oKDi8iJMCAJzQKiROK9O3OR0DpVRhfyIfYoyZL2nN4a9tIc8HFImV2w/qqg9+UVjIWXqwb29d3vLk3ngDAFDaeULcysj1KiMvQ2OWj9GAegPUtELT/zkuOydNn84ZoXk75+v9vQfUsMNNmt7xZgV7yjuQGgAQKC3LNdFL+xYpLydDwaHcHAX/KkwptVDS45KiJOUdPtcoY8wCSSskrbLWZhc+IlA4a/fu0PAZ/1aVisP12fCBiosIcToSAADFhickSFm5XoUHhWv61umKC4v7Wynl83n13aKn9MrmL5RkrAZGVFPOjZPlKV9fwQ7mBgAERquaPZW7f7HWb/5OLZpe6nQclDKnXUpZa7tIkjGmgaTWhz/aSBolKVZSvjHmd2ttCz/kBE7LoexMXfndTZI7XWMu7EIhBQDAUTwhbu05lC2XcaldQjst3LlQl9S/RPGeeLkSf9V/Zt+ghSZbvVwRuvXsx1WrXh+nIwMAAqhRvfP08Xe3q/GhvU5HQSnkjwV1NkuqJClX0mhr7R5jTG1JZ0o6ww/nB07b8K8fVrbZqZHtXmdBcwAAjsETEqSsPK8kqXPVznpk8SPqNbGXXgypo94b5mlI5Ya6se3tanHGNZIxDqcFAARacGiEWlZoLu1c5nQUlEL+KKX2SQqRlCMp1hjzsaRbrLVfSvrSD+cHTkt2Xq62ZC1Qi+gLdXHTs5yOAwBAsRQR4lZGTr4k6aIqXdSyfFftXD9JTdx5Uv/X1LnVEMnldjglAMBR9XpKKSx2Dv/zRyk1yFo7V5KMMa0kjZH0szGmu7V2jx/OD5yWJdt2KD+rqi5q29PpKAAAFFueELdycnKkn8bJzHtadXz5qnP27dJZN0khLGgLAJDU5W6nE6CUKnQp9VchdfjzlcaY7pKek7TQGNPZWru7sNcATsfqrT4F7btBFzfp6HQUAACKJ2vVKG2xxuc+J03fLbUeJnV7SIqq5HQyAABQBvhjptTRIiS9K6mppJmSmhfBNYATmv3HCnWoW1NBbpfTUQAAKH72rpVmPKDztszTYl9T1b7pCymBt20AACBwCl1KGWPel1RVUrXD/xv51y5J2YU9P3A69qQd1J+hT6lB/A2SOjgdBwCA4iN9nzR3lLTiIymutha1fVVDF5TTxgpNxTNqAQBAIPljplQlSdskLZaUeOSHtTbJD+cHTtmnq+bKGJ8ubcJ6UgAASJLysqWlb0jzX5RcLqn3KKnttUpdf0DSCmXlehUSxOxiAAAQOP5YU+o8fwQB/OnHHYvkyq+g9jXqOx0FAABnWSut+0aa9Yh0KFFqe63U9T7JU06SFB5S8GS9jNx8xXiCHQwKAADKmqJYUwpw3NbMX1U9vKXTMQAAcFbicmnGg9L2JVL9PtLQr6SKDf52SERowdvBzFyvEwkBAEAZRimFUmfD3n3Ky3frnOqdnI4CAIAzDiVKP4yUVn8uxTeRhn0t1e1+zEPDgwtmSmXm5gcyIQAAAKUUSp9VO3KUtfV2/fuKXk5HAQAgsHIzpEUvS4tekUIjpfNfks4YJrmP/5aPmVIAAMAplFIodeZv/lNNqkQpNoJnCAEAyghrpTUTpVkPS5kHpA43SZ3vksKiT/jSiBBmSgEAAGdQSqFU8fl8mp/5oBpX6iGpi9NxAAAoevvWS9/dLW1bKDXuL/V+QoqrddIv/+9C5znMlAIAAIFFKYVS5eedm2TdKTq72hlORwEAoGjlpEnznpGWjpNia0pXTJLq9Tjl03hCCt4OZnH7HgAACDBKKZQqX6+fL2uNBjbr7HQUAACKhrXS2kkFT9XLSpG63i91vEUKCj2t07ldRmHBLmVw+x4AAAgwSimUKsv3/aJQXw1ViS7ndBQAAPxv/0bp+7ulP3+UGp0vnfu0FFuj0Kf1hASx0DkAAAg4SimUGtZa7cveoUYxrZ2OAgCAf+WkS/Ofl5aMlWKqSUMnSvX995RZT4ibhc4BAEDAUUqh1PgzKUOpf/xH/xre0ukoAAD4h7XSusnSjAcKnqp3zj1Sx1ul4DC/XsYT4mahcwAAEHCUUig1lvyRJLfLpbPrVnY6CgAAhZe0WZo2QvpjjtSgb8GteuVqF8mlPCFBLHQOAAACjlIKpcZ7m55SfB2ryNDznI4CAMDpy82UFrwgLX5ViqosXf651LBvkV4yItTNQucAACDgKKVQKvh8Pu3L+01NYro7HQUAgNNjrfT7d9L0+6T0fVKnOwo+gsOL/NLhwSx0DgAAAo9SCqXC/K3rJHeautbs6HQUAABOXfIW6ft7pM2zpHq9pOGTpfJ1A3b5iFC39qZmB+x6AAAAEqUUSokpGxbIWpcGNunkdBQAAE5eXpa0cIy08CUpMl4a/InUqJ9kTEBjFDx9j5lSAAAgsCilUCqs3L9C4b5aqhgZ7XQUAABOzobp0rR7pLTdBU/U63yXFOJxJIonhNv3AABA4FFKocSz1urQ9gE6v3WU01EAADixg1ulafdJG6dJdbpJV0ySKtRzNFJEiFuZOSx0DgAAAotSCiXepn3pOpBu1bN+I6ejAABwfHnZ0uJXpAUvSp7y0qUfSY37B/xWvWMJDwlSBjOlAABAgFFKocR7+9fP5ak+S21q9HE6CgAAx7ZplvT9COnQDumsm6UuI6TQSKdT/VdEqFtZlFIAACDAKKVQ4v2yd7Eiw/PkCWU4AwCKmZTt0vT7pd+/lWp3kYZMkCo2dDrV/wgPdivX61Oe16dgt8vpOAAAoIzgp3iUaPlerw5416tlTF+nowAA8P/yc6TFr0rzX5DCY6WB70lNLy4Wt+odS8ThX+xk5noVE04pBQAAAoNSCiXaD1tWS+4Mda95ltNRAAAosHm2NO3eggXNO9wonXOvFFq8H8bhCXFLkjJz8xUTHuxwGgAAUFZQSqFE+27jQlmfWxc3PdvpKACAsu7gNmnGAwW36tXqLA3+WIpv7HSqk+IJKXhLmJHDulIAACBwKKVQoqUfaKaa+bcpNjzC6SgAgLIqL1ta9LK0cLQUXq7Y36p3LH/NlGKxcwAAEEiUUiixfD6rFVvzdOVZzJICADhkw3Rp+r3SoUTprJukLvcUq6fqnay/SqmM3HyHkwAAgLKEUgol1szNK5Ud84maVHvY6SgAgLImeYs07T5p0wypTjdpyJdSxQZOpzptfy10zkwpAAAQSJRSKLGmbvxRQdGr1aF2FaejAADKitxMaeGYgtv1IuOlS8dLjS8oUbfqHQszpQAAgBMopVBirT6wXJGqq5gwj9NRAAClnbUFC5hPf0BK3yOdfZvU6U4ppHR8D/profNMFjoHAAABRCmFEik3P18p3t/VOvYip6MAAEq7pE3StHukP+ZI9XtLw7+Rytd1OpVfuV1GoUEuZTJTCgAABBClFEqk6ZuWS+5s9arT0ekoAIDSKiddmv+8tGSsFF1FuvxzqcG5Jf5WvePxhLiVwZpSAAAggCilUCL9uSdY+fsu0oWNOzgdBQBQ2lgrrf1amvmQlHlA6jJCOvtWKTjc6WRFyhMSxELnAAAgoCilUCKt3uZV67h+igot3T8gAAACbN/v0rQR0p/zpUbnS31GSXG1nE4VEBGhbhY6BwAAAUUphRInOy9XP6d8rMsaX+x0FABAaZGdKv34rLR0nBRbQxr6lVS/p9OpAio8JIiFzgEAQEBRSqHE+X7jcilujuokUEoBAArJWmnNl9LMh6WcVKnbA9JZN0tBoU4nC7iIELcy8yilAABA4FBKocSZ8cciWV+w+jdiPSkAQCHs+U36foS0fbHU5EKp9ygptrrTqRzjCXErM4fb9wAAQOBQSqHE+S15haLVQBGhZe+32AAAP8hKkeY9Lf38tlS+rjTsG6luN6dTOc4TEqT9aTlOxwAAAGUIpRRKlKy8HB2yG9U+bpDTUQAAJY3PJ63+XJr1iJSbKfV8VGp/oxQU4nSyYiEi1K1tB5gpBQAAAodSCiXKrzuSlHugky5sX7YWnwUAFNLuVQW36u1YKjUbKPV+Qoqu4nSqYiU8OEgZuawpBQAAAodSCiXKyu1ZCko9V30bnuF0FABASZB1UJrzpLTsPalCQ+nKb6XanZ1OVSxFhLqVRSkFAAACiFIKJcq0LTPUvFY1BbtdTkcBABRnPp+08mNp9mNSfq7U+0mp3XWSO9jpZMVWeIhbGbncvgcAAAKHUgolRmZejv4076lj+cucjgIAKM4SV0jf3y0lLpdaDJZ6jZSiEpxOVexFhAQpk5lSAAAggCilUGJMWb9UxpWrPnXPdjoKAKA4ykyWfhgpLf9AqtRUunqaVLOj06lKDE+IW7n5PuV5fcxIBgAAAUEphRJj1pbFsr5Q9WtwptNRAADFic8rrfiwoJDy+aS+z0pn/kty8zbnVHhCCv6+MnO9igmnlAIAAEWPd2soMdYdXKFY01BhwTy6GwBw2M5l0nd3SbtXSq2GSj0fkyLjnU5VInlC3ZKkrFyvYsJZewsAABQ9SimUCLn5Ph1KraA+9XjqHgBAUkaSNPtR6dePpYQW0jUzpRrtnU5VonmCC0opFjsHAACBUubnZhtjvjbGHDTGTDzGvjuMMWuNMeuMMa8YY4wTGSGt2pmizN39dE3LS52OAgBwks8r/fy29Gpraf1U6bwXpOvmUUj5QURowe8qs1jsHAAABAgzpaRXJL0n6cojNxpjKkq6WVJTSXmS5kvqIGlJoANC+u73FYqKSFeTKtFORwEA/F979x5eV1Xnf/z9TdKkTWgLpdxbyh2FqoCAClJALSCiiIDM6Cg4ogheRhCdQVTU+TnMMHiZ0XGcEQZvow5yEyoFFMtNCpQ7BQRKC70BpZTekzRN1u+Pk2IISZukZ+99zsn79Tznac8+K/t8Uhfb9NO11ynK/Lvh+i/A87PhgI/AOy+AlvFFp6oZzY3dK6XaXSklSZLyMexLqZTSjIg4op+XG4CR3b8fASzJI5Ne64bn/ostdx5Jfd0pRUeRJOVt9RL4/QXw0C9hx/3h9JthwpuLTlVzem50LkmSlIeKvn0vIqZExHURsTgiUkS8v48xZ0XEvIhoi4j7IuKwcrx3SulF4GJgPrAY+ENK6elynFuDs6q9ldXM4Q3jDig6iiQpT12dcPd/wfffDE9Oh+O+ZyGVoQ0bnVtKSZKkvFT6SqkW4CHgMuDK3i9GxCnA94CzgD8BZwDTI2KflNL87jH3AU19nPuolNLi/t44IrYCjgN2AVq7zzslpXRbP+Ober3PaIDOzk46O/3hbnNcNftPRN16jtn9UP8sKc2prq4u/yyUCeeXsjSo+bXkceqmfQ4W3U864FTSkV+B5nGQAOdnJpq6/6lyddu6qrwGeP1SlpxfyopzK3/+WVeWii6lUkrTgekA/ewxfg5waUrpku7nn4+Io4EzgfO6zzHUf059FzAnpbSs+/1/R2lPqT5Lqe73u6D3wblz5zJmjPsgbY7rHr+Z1DmK3WjhqaeeKjpO4bq6uli2bBlz5syhrq6iFzuqCjm/lKWBzK/oXMfWj/2ErR//Keu2mMDz7/wvWrd5Eyx6CXgp38DD0Ii64NlFz/PUmNaiowya1y9lyfmlrDi38rd69eqiI6iHii6lNiYiGoE3A//c66WbgEPK8BYLgEMiYiSljc6PAP57I+MvBL7T4/loYOFuu+3GVlttVYY4w9dLf0ps2/BmXr/364qOUhE6OzuZM2cOe+yxB/X19UXHUY1xfilLm5xfC++h7rq/g2VPkw79PA1vP4cJDSNfO06Z2WLkfFrGjmPPPXcrOsqgef1SlpxfyopzK38rV64sOoJ6qNpSChgP1AMv9Dr+ArD9QE8SETcCBwAtEbEQOCGlNCuldFdEXA88AHQBNwPX9neelFI70N7jvADU19d7cdkMbR2dLJp3OP9wzOv8c+yhrq7OuaXMOL+UpT7nV/tq+OM/lvaP2nF/OOM2Yrt9iws5jDU3NtDa0VW1//17/VKWnF/KinMrX/45V5ZqLqU2SL2eRx/H+v/ilI7eyGvnA+cPMZfK4Pann2VdVytv233roqNIkrLw1B9g2udh7Utw9LfgLZ+COn9YLEpzY70bnUuSpNxUcym1FOjktauituW1q6dUpX726C8YvfsN7LXt+4uOIkkqpzUvwY3nwcP/B7sdAadNg612KTrVsFcqpdYXHUOSJA0TVVtKpZTWdX+y3lTg6h4vTQV+W0wqldsTKx5k64a9qK930z9JqgkpEbOvLBVSXevh+B/Cfh+Cvj/QRDlrbmxwpZQkScpNRZdSEbEFsEePQ7tGxH7AspTSfEobi/88Iu4FZgKfBHYGfpR3VpXfy2tXszbm8rZtTi86iiSpHFY9z4Tbz6Vu8R2wz/vh2H+FLbYtOpV6aGlypZQkScpPRZdSwIHAjB7PN3y63U+B01JK/xcRWwNfA3YAZgPHppSezTemsnDVY38i6jo5bs+3Fx1FkrS5Hr2GumlnMzIFnR/8BfX7vLfoROrDqMYGlq5q3/RASZKkMqjoUiqldAuljcs3NuaHwA9zCaRc3bXgSVg/lnfu/saio0iShqp1OVz/RXjkcnj9+5j3uk+z294HFZ1K/WhprGd+h7fvSZKkfFR0KaXhbdnzb+bto99CXZ37SUlSVZp7C1xzFrSvhhP+m659T6RzzpyiU2kjmhsbWNvu7XuSJCkf/m1fFWlVWzsPLVjGIbu714gkVZ2OVpj+D/Cz42Hr3eGsO+FNp7iZeRUoffqeK6UkSVI+XCmlivTLh29m5B7fYM8df110FEnSYCy6H64+A5bPh2P+GQ4+A1zxWjWa3ehckiTlyFJKFWnGszMJRnDwxF2LjiJJGojO9XDHd+DWf4HtJsMZt8E2exedSoPUPKKeNa6UkiRJObGUUkWas+ohtmnYx/2kJKkaLJ1TWh21+AE47Atw+JegfkTRqTQEzU0NrFvfxfrOLhrq/f9gSZKULUspVZwXVq+gre5Zjtj22KKjSJI2JiWYdQnc9FUYsyN8/CaYcGDRqbQZWhpLPxqu7ehkjKWUJEnKmKWUKs41j91FRBfv2/uwoqNIkvqzcjH89tPw9B/hoNNh6jehsaXoVNpMzY31AKxt72TMSFe7SZKkbFlKqeIse2lnRj53AW+f9Pqio0iSeksJZl8Jv/sCNIyEv7kS9nhX0alUJq+UUm52LkmScmAppYpz19Mvccguu7uflCRVmlXPw7Rz4Infwb4fgPd8G5rHFZ1KZdS84fY9NzuXJEk58G/9qijPr3qZOY1fY8ftnys6iiRpg5Tggf+F/zgYFs6CU34BJ19mIVWDmps2rJSylJIkSdlzpZQqym9m30Zd04sctuuuRUeRJAGsWAjX/R3M+QO88a/gmAsto2rYho3O13j7niRJyoGllCrKbQvuIjrH8taJexcdRZKGt5Tgvp+UPlmvaTR86HLY6+iiUyljo3psdC5JkpQ1SylVlLmrH2a7EZPdT0qSirR0DvzubJh3GxxwKhz1jzBybNGplAM3OpckSXmylFLFWLhiGe11CzhwuxOKjiJJw1NHG/zpe3D7t2HMjvCRq2H3dxSdSjkaUV9HY32de0pJkqRcWEqpYjy2sI21z3yGDx/9nqKjSNLwM/eW0ifrLZ8Ph/4dTDkXRowqOpUK0NxUbyklSZJyYSmlinH3vOXsMHIP9t1++6KjSNLwsXoJ3Hg+PHI5TDoU/vpXsI37+g1nLY0N3r4nSZJyYSmlivG7xd9jj0kHE+GtIpKUua4uuP8n8IevQ9TD8T+E/T4EEUUnU8FGNdazxo3OJUlSDiylVBHmL3+R1Y13MWn8W4uOIkm17/nZMO3zsHAW7P838K5vQsvWRadShWhprKe1w5VSkiQpe5ZSqgi/mX0bEYkTXj+l6CiSVLvWrYFbLoSZP4Txe8Jp18MuhxadShXGlVKSJCkvllKqCHcsvJtYP44DJ+xRdBRJqk1/vh6mfwnWvAjvOB/e9lloaCw6lSpQaU8pSylJkpQ9SylVhGfWPMyOTZOLjiFJtWfFQrj+S/DE72CPqXDqdTBu16JTqYI1NzXw0ur2omNIkqRhwFJKhVu2Zh0rFx/Nx9+xX9FRJKl2dK6Hu38EM/4JmkbDyT+Bfd7vRubapOYR9cx3pZQkScqBpZQKd8+8l+hcsxcf2NdNziWpLBbeC9d9Hl6YDQd/Et7xFRg5puhUqhLNTfW0rnOjc0mSlD1LKRXuV49dwfY7trLjlu8pOookVbfW5XDzN+Dey2CHN8In/gg7HVB0KlWZZjc6lyRJObGUUuEeXnUdO2y9d9ExJKl6pQSzr4QbzoOOVjjmn+HgT0BdfdHJVIWaGxto7bCUkiRJ2bOUUqHmvPQ86xue4y07fKToKJJUnV56Gn73BZg7A/Y5vlRIjdmx6FSqYi2N9axp9/Y9SZKUPUspFeo3s28F4MR9jig2iCRVm/XtcMf34PZvw+jt4EO/gb2OKjqVakBzYwPt67vo7ErU17kxviRJyo6llAo1c/Hd1K/flsnbTyw6iiRVj3m3wbSz4eVn4JDPwpQvQWNz0alUI5qbSrd9rl23ntEjRxScRpIk1TJLKRXq5aW7MXnb3YuOIUnVYfWLcNNX4OFfw8S3wgd/DtvtU3Qq1Zjmxg2lVKellCRJypSllAqzZFUbCxbtyhen7F90FEmqbF1d8MDP4PcXQAS87/uw399AXV3RyVSDmhtLPx6uXedm55IkKVuWUirMlbNn0jD6Id6yyzuKjiJJleuFR0u36i24G970ITjqH6FlfNGpVMNaukspNzuXJElZs5RSYabNu4Yttn+U7cZ+uegoklR51q2BW/8FZv4HbLUrnDoNdj2s6FQaBkb1uH1PkiQpS5ZSKsyi1tlMbH5j0TEkqfI8cQNc/0VY/QIc/g9w6OegoanoVBomWnpsdC5JkpQlSykV4tEXFtDZsIS37Xhw0VEkqXKsWATTvwR/nga7vwM+eg1s7YdBKF/NI9xTSpIk5cNSSoW48rFbATh53yOKDSJJlaBzPdzz3zDjWzCiGU68FCafWNrUXMqZt+9JkqS8WEqpEPNfhFFth7Ln+B2KjiJJxVp0H1z3eXj+ETjo4/COr8KoLYtOpWGssaGOxvo6b9+TJEmZs5RSIeY8uxPH7PWZomNIUnHaVsDN/wizLoHtJ8Ppf4AJBxadSgJKq6XWtLtSSpIkZctSSrl74sXnWND6CAft8v6io0hS/lKCR6+GG86D9lVw9Lfg4DOg3v9LVuVoaayn1ZVSkiQpY/4ErNz98pGbaJ70Y/adeErRUSQpX8vmwfXnwpw/wOuOg3f/C4ydUHQq6TVGNdazxj2lJElSxiyllLt7nptFw/od2W3cdkVHkaR8dHXCnd+HWy6Elm3gr38Ne7+76FRSv1qaGtzoXJIkZc5SSrlb3DabXVsOKjqGJOVj+Xy46gyYPxMO+QwccR40thSdStqo5sZ6NzqXJEmZs5RSru5fPJeuhpc4dKe3FB1FkrKVEjzyG/jdF2DklvCx62HSIUWnkgakubHBjc4lSVLmLKWUqzvmPktn6wQ+OHlK0VEkKTutL5fKqNlXwhtPgWP/FUaOLTqVNGDNjfW8vHZd0TEkSVKNs5RSruY/N45J7V9m0lbbFh1FkrIx73a4+lOwbhWceCm84aSiE0mD1txYz8KXXSklSZKyVVd0AA0vdzzzGG/ddVzRMSSp/Na3w01fhZ++F8btCmfeaSGlqtXc2ECrG51LkqSMWUopN7MWzmHNtv/E2PFPFR1FkspryZ/hknfCXf8JU78JH70Wxk4oOpU0ZC1N9axxo3NJkpQxb99Tbq5+/FZSCk7c57Cio0hSeaQE9/w3/P5rsNUu8Ik/wg5vLDqVtNmaGxtY60opSZKUMUsp5ebe52fR1DWBiVtuXXQUSdp8q56H334a5vwBDj4Dpn4DRowqOpVUFs2N9ax1pZQkScqYpZRy0dXVxfMdj7JXy6FFR5GkzffsnfB/H4G6evjwlbDnu4pOJJVVc2M9bR1ddHYl6uui6DiSJKlGuaeUcjH7hefo7EpMmfi2oqNI0ua5939Km5lv+/rSZuYWUqpBzY2lf7ds7fAWPkmSlB1LKeXisQWdtD79D3x0/2OKjiJJQ9PZAdPOgWlnw4F/Cx+5GlrGF51KykRLUz0Aa9u9hU+SJGXH2/eUiz89vZjJO23JlqOaio4iSYO3Zilc/lFYcA+899/gzacVnUjK1KgRpR8R17jZuSRJypArpZS5rq4ubm09l7Hb31F0FEkavOcfgf8+EpY+CadeZyGlYeGVlVJudi5JkjLkSill7k/P/plUv4K3TNi36CiSNDiPXgPXnAnj94RTroctJxadSMpFc+OGUsqVUpIkKTuWUsrctU/eTkp1nDz5sKKjSNLAdHXBLRfCbRfB5BPhfT+AxuaiU0m52bDRuaWUJEnKkqWUMnf/knsZ2bUz222xZdFRJGnT2lfBVWfAE9fDO78Gbz8HIopOJeWqZUMp5UbnkiQpQ5ZSylRKiRfb57DP2EOLjiJJm7ZsLvzqQ7BiIfz1r2FvPzFUw9Oo7tv33OhckiRlyVJKmXr6xTWsnHM2p330DUVHkaSNe3oG/OY0aB4Hn7gZttm76ERSYRob6hhRH7S60bkkScqQn76nTM2c+xINdQ0ctrubA0uqUF2dcOu/wi8+ADsdAJ/4o4WURGlfKVdKSZKkLLlSSpn66ZP/zA67jaCl6diio0jSa616Hq76BMy7HaZ8EQ7/e6j3/xolKH0Cn3tKSZKkLPmTtzLT1dXFC+sf5A1bTi06iiS91pw/lDY0r6uHj/4Wdju86ERSRWlurPfT9yRJUqYspZSZW+bNhvrVHDnJTc4lVZDODpjxLbjju7D7O+GE/4Ittik6lVRxvH1PkiRlzVJKmbn2ydtJqZ6T9rWUklQhls+HKz4Oi++Hd30DDvkc1Lm9otSX5sZ6NzqXJEmZspRSZh5cci/NXbuyVfMWRUeRJHh8Gvz2LGgaCx+7ASYeVHQiqaK1NLlSSpIkZctSSpno6kqsWHg8791/TNFRJA13HW3w+6/CPf8Nr38vvO/7MGqrolNJFW9UYz3L164rOoYkSaphllLKxJNLVvHyqhEcs9cbi44iaThbOgeu+Bi8+Gc49mI46HSIKDqVVBVaGutZvNyVUpIkKTuWUsrEJQ9cTvOOd7D/zkcXHUXScPXw5TDtbBi9PZx+M+xgSS4NRnNjA2vbLaUkSVJ2LKWUiVlLbmf06FWManSKScrZ2mVw/Rdh9hXwxr+C93wbmtzbThqs5sZ61na40bkkScqOjYHKbn1nJ8s6H2e/se8tOoqk4eaJ6XDd38H6dvjAJfDGk4tOJFWtliZXSkmSpGxZSqnsbprzANS38q5d31Z0FEnDxeoXYfqX4NGrYM+j4L3/DmN2KDqVVNVGjahnzTpXSkmSpOxYSqnsfvfUHaSuBt6/zyFFR5FU61KCh34FN34ZCPjAj+ENJ7uZuVQGLU31tHV00dmVqK/zvylJklR+llIqu5UvvZ5JnWcwdmRz0VEk1bKXn4HrPg9zZ8AbPgjHXAgt44tOJdWMDftCtnZ0skWTPzJKkqTy8ycMlVVnV+KheXD6Ye8sOoqkWtXVCXf/CP74/2DUOPjwFbDn1KJTSTWnpbEegLXr1ltKSZKkTPgThsrq9089RPvYq5g88byio0iqRc/Phms/C4sfgIM/Ce/8KjSNLjqVVJOau1dKrW3vBP8zkyRJGbCUUln99sk/MmLLezho0nZFR5FUSzra4PaL4Y7vwrjd4eM3wcSDi04l1bTm7pVSbnYuSZKyYimlsnrkpfsYzZ6MbhpVdBRJteLZmXDd52DZPJjyRXj72dDQVHQqqea1NJVKqdZ1nQUnkSRJtcpSSmXT1rGOFelJDtrqA0VHkVQL2lbCzd+AWZfAhIPgU7fDtq8vOpU0bGzY6HyNpZQkScqIpZTKZvpT90FdG0ftdkjRUSRVuyemw7RzoG0FvPsiOOh0qKsvOpU0rGzY6LzV2/ckSVJGLKVUNk8/F3S+dAzv3futRUeRVK1WvwjTvwSPXgV7vAuO+y5suXPRqaRhacNG52vaXSklSZKyYSmlspk9v443jz2Jlib3epE0SCnBQ7+CG78MBHzgx/CGkyGi6GTSsNXYUEdDXbDWlVKSJCkjdUUHUG1o61jHrJevYPKkrqKjSKo2Lz8Dv/gAXHMm7DEVPjML3vhBCympAjQ31rPWPaUkSVJGXCmlspj251nUbT2dXbd7b9FRJFWLrk64+0fwx/8Ho8bBh6+APacWnUpSD82NDW50LkmSMmMppbK4Ye4dpK5GjnvdwUVHkVQNnp8N134WFj8AB38S3vlVaBpddCpJvTQ31bvRuSRJyoyllMrisZcfZGzsRfMI95OStBEdbXD7xXDHd2Hc7vDxm2CiZbZUqVpcKSVJkjJkKaXNtrajnZXpSQ7Z+q+KjiKpkj07E677HCybB1O+CG8/GxossqVKNqqxnrXtrpSSJEnZsJTSZrv32RfoWH4g733rkUVHkVSJ2lbCzd+AWZfAhIPgU7fDtq8vOpWkAWhxo3NJkpQhSylttkcWrGPE8g/w7r0OKDqKpErzxHSYdg60rYB3XwQHnQ519UWnkjRAzY0NrGjtKDqGJEmqUZZS2mw3zp3Bm3bdmYb6uqKjSKoUq1+E6V+CR6+CPd4Fx30Xtty56FSSBqm5sZ7nVrQWHUOSJNUoWwRtljXt7cyt+0/GbP1o0VEkVYKU4MFfwn8cBHNvgQ/8GD58hYWUVKVamhq8fU+SJGXGlVLaLNf8eSZR18Exux9adBRJRVu+AK77O3j6ZnjDB+GYC6FlfNGpJG2GUY31rFnnRueSJCkbllLaLH+Yeyd0juTde7256CiSitLVBfddBr//GowcCx/6Dex1VNGpJJVBS2M9ra6UkiRJGbGU0mZ5fPkDbFn/OhobnErSsLRsLlz7OXjmdjjgVDjqH0vFlKSaMKqxgTXtllKSJCkbNgkasvb1naxc3cJRu72t6CiS8pYSPPBzmP73pVv0PnIN7H5k0akklVlLYz2tHZ10dSXq6qLoOJIkqcZYSmnIHpy/nLWLTuYTJ7696CiS8tS2EqZ9HmZfCQd8FI6+EJq2KDqVpAw0N5V+VGzt6KSlyR8bJUlSefnThYbshiceYUzLel6//Ziio0jKy6L74Iq/hbXL4KT/gcknFp1IUoaaR9QDsGbdekspSZJUdnVFB1D1uv7577Plzle5nF8aDrq64M7vw6VHwahxcMZtFlLSMNDcVCql3OxckiRlwX/y0pCsaFvLGuZy8PjTio4iKWtrlsLVn4I5v4dDPgvv+Bo0NBadSlIOmhtLPyq62bkkScqCpZSG5KpH/0TUrec9ex5WdBRJWZp3O1x5OnR1wIevgD2nFp1IUo5aGrtXSnWsLziJJEmqRZZSGpI/PjMTOpt51+5vKjqKpCx0dcId34Fb/gkmHQof+DGM2aHoVJJytmGjc1dKSZKkLFhKaUjmL1/G+IY30lBfX3QUSWVW37aMul/9Pcy9FQ7/Ehz+91Dnf+vScLRho/O161wpJUmSys9SSoPWuq6TxXOP4vxjX190FEnl9uyf2OWGj0F9wEeuht2PLDqRpAJt2Oh8rRudS5KkDPjpexq0O+cuoqNzPYfsMb7oKJLKadYl1P38eDpG70zXJ26xkJJEY30d9XXBGkspSZKUAUspDdqls/+H0Xt8hz22aSk6iqRySAluvQh+9wXSQacz/8jvw2j3j5IEEUFzYz2t3r4nSZIyYCmlQXtq5YOMb9yNujqnj1T1urrghvNgxrfgyK+QjroQ6ryzW9JftDQ2uNG5JEnKhH/z0KAsXbOS1rp5HLbNUUVHkbS5Ojvgt5+Ghy+H93wbDjodOv2Lp6RXa26sd6NzSZKUCUspDcqVj95BRBfv3fuwoqNI2hwdrfCb02DOzXDSpTD5xKITSapQzU31bnQuSZIyYSmlQZm54FHoHM3hu+xbdBRJQ9W6HH711/Dcg/ChX8Me7yo6kaQK1jyiwVJKkiRlYlhvChQREyPiloh4LCIejoiTe71+XEQ8ERFPRcTpReWsJCteOIS3N13sflJStVr1AvzkOFjyGHz0txZSkjaptFLK2/ckSVL5DfeVUuuBz6eUHoyIbYH7I+L6lNKaiGgAvgMcCazsfu2qlNKyIgMXaVVbBw8vXM5Jb55cdBRJQ/HyM/Cz95du3fvYdNhun6ITSaoCLY0NrGzrKDqGJEmqQcN6uUtK6bmU0oPdv18CLAPGdb98MPBoSmlRSmkVcD1wdCFBK8TPHryBkbv9M6/fKYqOImmwXngMLj0aIuDjN1pISRqwUY31rGl3pZQkSSq/ii6lImJKRFwXEYsjIkXE+/sYc1ZEzIuItoi4LyKGtAN3RBwI1KWUFnQf2hFY1GPIQmCnoZy7Vty64C7q6rrYb8cJRUeRNBgL7oHLjoEttoG/vRG22qXoRJKqSEujG51LkqRsVPrtey3AQ8BlwJW9X4yIU4DvAWcBfwLOAKZHxD4ppfndY+4Dmvo491EppcXdY7YGfgb03Deqr+VAqb+gEdHU631GAyxfvry/L6k6Ty25j61H7MmKFSuKjjKsdXZ2snLlSl5++WXq6+uLjqNKN+8W6q7+FGz/BrqOvxQ6RsDLL/c73PmlLDm/qlN0rGXlyhW8vJFrRyVwfilLzi9lxbmVv5UrVxYdQT1ESv32LBUlIhJwQkrpmh7H7gbuTymd2ePY48A1KaXzBnjeJuD3wI9TSj/vcfwQ4IsppRO6n/8bcHdK6Zf9nOfrwAWD/b4kSZIkSVLuJqSUFm16mLJUtaVURDQCa4GTU0pX9xj3b8B+KaXDB3DOAH4JPJFS+nqv1xqAx4Ej6N7oHHhrSumlfs7V10qphcAEYNWAvklpYJxbypLzS1lyfilLzi9lyfmlrDi3ijEaWJyqpRCpYZV++97GjAfqgRd6HX8B2H6A5zgUOAV4uMd+VR9JKT2SUlofEV8AZlDae+ui/gopgJRSO9C+4Xmp7wJgVUrJ9YEqG+eWsuT8UpacX8qS80tZcn4pK86twvhnXSGquZTaoHezGX0c6/sLU7qDjWz2nlK6Frh26NEkSZIkSZLUl4r+9L1NWAp08tpVUdvy2tVTkiRJkiRJqiBVW0qllNYB9wFTe700Fbgz/0Sv0Q58gx639Ell4txSlpxfypLzS1lyfilLzi9lxbmlYa2iNzqPiC2APbqfPgCcQ2mPp2UppfkRcQrwc+BTwEzgk8AngH1TSs8WEFmSJEmSJEkDUOml1BGUSqjefppSOq17zFnAl4AdgNnA2Sml23KKKEmSJEmSpCGo6FJKkiRJkiRJtalq95SSJEmSJElS9bKUkiRJkiRJUu4spSRJkiRJkpQ7S6kCRMTZEfFoRDwWEf8eEVF0JlW3iLg6Il6OiCsGclwaqI3NoYhojohnI+LiIrKp+vU1vyJi74h4sMejNSLeX2BMVaGImBgRt3T/rPVwRJzc47XjIuKJiHgqIk4vMqeqU3/zKyJGR8Ss7mvXIxHxiaKzqvps4vq1a0TM6H7tkYhoKTKrVA5udJ6ziNgGuAvYF+gAbgPOTSnNLDSYqlpEHAlsAZyaUjppU8elgdrYHIqIbwF7AvNTSucWkU/VbVPXqIjYAngGmJRSWpNzPFWxiNgB2C6l9GBEbAvcD+wNtAOPAUcCK7uPvyWltKywsKo6G5lfbUBTSmltRDRT+mTwg1JKLxUYV1Wmv/mVUloTEbcCX0kp3R4R44CVKaX1hQaWNpMrpYrRAIwERnQ/lhQbR9UupTQDWDXQ49JA9TeHImJP4HXA9bmHUs0YwDXqfcDNFlIarJTScymlB7t/vwRYBowDDgYeTSktSimtonQNO7qwoKpK/c2vlFJnSmlt97CRQD3gHREalP7mV0TsC3SklG7vfm2ZhZRqgaXUIEXElIi4LiIWR0Tq65aCiDgrIuZFRFtE3BcRh214LaX0InAxMB9YDPwhpfR0bt+AKs7mzimpPxnPrYuB88oaWFUlp2vXB4H/K0tgVZVyzq+IOBCoSyktAHYEFvV4eSGwUxbfgypXhvOLiNgyIh6iNLcuSiktzfJ7UeXJcH7tCayOiGsj4v6I+HK234mUD0upwWsBHgI+09eLEXEK8D3gW8D+wO3A9IjYufv1rYDjgF0o/RB0SERMyTy1KtlmzSlpIzKZWxFxPPBkSunJsqZVtcn02hURY4BDcTXecFWW+RURWwM/Az654VAfp3Mvi+Enq/lFSml5SulNwK7AhyJiuyy+AVW0rObXCOAw4NPA24CpETE1g/xSrhqKDlBtUkrTgekA0ff+5OcAl6aULul+/vmIOBo4k9KqgncBczbsXRARvwPeSmlvKQ1DZZhTUp8ynFtvBf4qShtvbgGMiIiVKaVvli28Kl4O167jgRtTSm1liKsqU475FRFNwNXAhSmlO7vHLeLVK6MmAHeX/RtQRctwfvV8jxci4mFgCvCbsn8TqlgZzq+FwKweq/KuB/YDfp/NdyLlw5VSZRQRjcCbgZt6vXQTcEj37xdQWh01MiLqgSOAJ3ILqaoywDklDdrmzK2U0nkppYkppV2Ac4EfW0ippzJdu7x1T30ayPyK0t8EfwL8MaX08x5j7gEmR8ROETEaOBa4MfPQqhqbM78iYrvuVZ4bVntOwZ/z1cNmXr9mAdtFxFYRUUdpfj2eeWgpY66UKq/xlDY0fKHX8ReA7QFSSnd1t9oPAF3AzcC1eYZUVdnknAKIiBuBA4CWiFgInJBSmtXf8Xyiq8Jt1tzKLaWq1eZeu8ZS2pD6xJzyqroMZH4dCpwCPNxjP5ePpJQeiYgvADMo/ePsRX4ymnoZ8vwCGoFLu0uFAH6QUno488SqJpt7/foypTtsArgppTQt+8hStiylstF7b4LoeSyldD5wfq6JVO02Naf6/OSg/o5LPQxpbvV4/ScZZFLtGOq1awXgPizalH7nV0rpDvq5IyCldC3+g6A2bUjzi9LtVNKmDPX69cqtgVKt8Pa98loKdNLjX4G7bctr23BpIJxTyopzS1lyfilLzi9lyfmlLDm/pF4spcoopbQOuA/o/SkIU4HXbIAobYpzSllxbilLzi9lyfmlLDm/lCXnl/Ra3r43SBGxBbBHj0O7RsR+wLKU0nzgO8DPI+JeYCalj/DcGfhR3llVHZxTyopzS1lyfilLzi9lyfmlLDm/pMGJlHrfzqqNiYgjKG2O2dtPU0qndY85C/gSsAMwGzg7pXRbThFVZZxTyopzS1lyfilLzi9lyfmlLDm/pMGxlJIkSZIkSVLu3FNKkiRJkiRJubOUkiRJkiRJUu4spSRJkiRJkpQ7SylJkiRJkiTlzlJKkiRJkiRJubOUkiRJkiRJUu4spSRJkiRJkpQ7SylJkiRJkiTlzlJKkiRJkiRJubOUkiRJkiRJUu4spSRJkiRJkpQ7SylJkqReImLriFgSEbuU+bxXRMQ55TynJElStbKUkiRJeq3zgOtSSs9sOBARP4mIa3oPjIgjIiJFxJYDOO83gfMjYky5gkqSJFUrSylJkqQeImIU8HHgknKfO6X0MPAM8OFyn1uSJKnaWEpJkqSaEhHTI+KnPZ6/IyJeioiGAZ7i3cD6lNLMIbz3Lt2rpno/bukx7Frgrwd7bkmSpFpjKSVJkmrNImCnHs9nAE3AoQP8+inAvUN87wXADj0e+wMvAbf1GHMPcHBENA3xPSRJkmrCQP/FUJIkqVosAt6+4UlKKUVEG7DNAL9+F2BxP68dFxGrex2r7/FencDzABExErgGmAl8vVe+JmB74NkBZpIkSao5llKSJKnWvGqlVETsB2wF3DnArx8FtPXz2gzgzF7H3gL8oo+xlwKjgakppa4ex1u7f20eYB5JkqSaZCklSZJqzSJgi+5PuFsNfBf435RSf6ufeltKqcTqy5qU0pyeByJiQu9BEfEV4Bjg4JTSql4vj+v+9cUB5pEkSapJllKSJKnWLOr+dQLwMUp7Ox0/iK9/APibob55RJwIfA14d0rp6T6GTAYWppSWDvU9JEmSaoEbnUuSpFqzoZT6NnAi8M6U0spBfP2NwL4R0d9qqX5FxGTgZ8C/AI9GxPbdj3E9hh0G3DTYc0uSJNUaSylJklRrlgLtwCRgSkpp0SbGv0pK6RFKn773wSG894GU9or6CvBcj8dV8Mrm5ycAPx7CuSVJkmpKpJSKziBJklRRIuJY4GJgcq9Nyjf3vJ8Gjk8pHVWuc0qSJFUr95SSJEnqJaV0fUTsSelT/BaU8dQdwGfLeD5JkqSq5UopSZIkSZIk5c49pSRJkiRJkpQ7SylJkiRJkiTlzlJKkiRJkiRJubOUkiRJkiRJUu4spSRJkiRJkpQ7SylJkiRJkiTlzlJKkiRJkiRJubOUkiRJkiRJUu4spSRJkiRJkpQ7SylJkiRJkiTlzlJKkiRJkiRJubOUkiRJkiRJUu4spSRJkiRJkpQ7SylJkiRJkiTlzlJKkiRJkiRJubOUkiRJkiRJUu4spfoQEedFxKyIWBURSyLimojYu+hckiRJkiRJtcJSqm+HA/8BvBWYCjQAN0VES6GpJEmSJEmSakSklIrOUPEiYhtgCXB4Sum2fsY0AU29Do8DlmUcT5IkSZIkDdxoYHGyEClcQ9EBqsTY7l83VjCdB1yQQxZJkiRJkrR5JgCLig4x3LlSahMiIoDfAlullA7byLjeK6VGAwsXLFjAmDFjMk4pSZIkSZI2ZeXKlUycOBFgbEppZdF5hjtXSm3aD4A3Am/f2KCUUjvQvuF5qcuCMWPGWEpJkiRJkiT1Yim1ERHxfeB9wJSU0sKi80iSJEmSJNUKS6k+dN+y933gBOCIlNK8giNJkiRJkiTVFEupvv0H8CHgeGBVRGzffXxFSqm1uFiSJEmSJEm1oa7oABXqTEqfuHcL8FyPxykFZpIkSZIkSaoZrpTqQ0opis4gSZIkSZJUy1wpJUmSJEmSpNxZSkmSJEmSJCl3llKSJEmSJEnKnaWUJEmSJEmScmcpJUmSJEmSpNxZSkmSJEmSJCl3llKSJEmSJEnKnaWUJEmSJEmScmcpJUmSJEmSpNxZSkmSJEmSJCl3llKSJEmSJEnKnaWUJEmSJEmScmcpJUmSJEmSpNxZSkmSJEmSJCl3llKSJEmSJEnKnaWUJEmSJEmScmcpJUmSJEmSpNxZSkmSJEmSJCl3llKSJEmSJEnKnaVUPyJiSkRcFxGLIyJFxPuLziRJkiRJklQrLKX61wI8BHym6CCSJEmSJEm1pqHoAJUqpTQdmA4QEZscHxFNQFOPQ6OzSSZJkiRJklT9XClVPucBK3o8FhYbR5IkSZIkqXJZSpXPhcDYHo8JxcaRJEmSJEmqXN6+VyYppXagfcPzgdzyJ0mSJEmSNFy5UkqSJEmSJEm5s5SSJEmSJElS7rx9rx8RsQWwR49Du0bEfsCylNL8YlJJkiRJkiTVBkup/h0IzOjx/Dvdv/4UOC33NJIkSZIkSTXEUqofKaVbAHcrlyRJkiRJyoB7SkmSJEmSJCl3llKSJEmSJEnKnaWUJEmSJEmScmcpJUmSJEmSpNxZSkmSJEmSJCl3llKSJEmSJEnKnaWUJEmSJEmScmcpJUmSJEmSpNxZSkmSJEmSJCl3llKSJEmSJEnKnaWUJEmSJEmScmcpJUmSJEmSpNxZSkmSJEmSJCl3llKSJEmSJEnKnaWUJEmSJEmScmcpJUmSJEmSpNxVfCkVEaMiornH80kR8fmIOKrIXJIkSZIkSRq6ii+lgN8CHwWIiC2Bu4EvAL+NiDMLzCVJkiRJkqQhqoZS6gDg9u7fnwS8AEyiVFR9rqhQkiRJkiRJGrpqKKWagVXdvz8KuCql1AXcRamcykxEnBUR8yKiLSLui4jDsnw/SZIkSZKk4aIaSqk5wPsjYiJwNHBT9/FtgZVZvWlEnAJ8D/gWsD+l1VrTI2LnrN5TkiRJkiRpuIiUUtEZNioiTgJ+CdQDf0wpTe0+fh4wJaX07oze927g/pTSmT2OPQ5ck1I6bwBfPwZYsXjxYsaMGfOa1+vr6xk5cuQrz9esWdPvuerq6hg1atSQxq5du5b+/jeOCJqbm4c0trW1la6urn5ztLS0DGlsW1sbnZ2dZRnb3NxMRADQ3t7O+vXryzJ21KhR1NWV+tx169bR0dFRlrEjR46kvr5+0GM7OjpYt25dv2ObmppoaGgY9Nj169fT3t7e79jGxkZGjBgx6LGdnZ20tbX1O3bEiBE0NjYOemxXVxetra1lGdvQ0EBTUxMAKSXWrl1blrGD+e/ea0TfY71GeI3wGjH4sV4jhjbWa0SJ14jBj/UaUeI1YmhjvUaUZHmNaGtrY+zYsQBjU0qZLXTRAKWUKv4BbE9ptVJdj2MHA6/L6P0agfXACb2O/xtwaz9f0wSM6fHYCUj9PY499tjUU3Nzc79jDz/88FeNHT9+fL9jDzzwwFeNnTRpUr9j99lnn1eN3WefffodO2nSpFeNPfDAA/sdO378+FeNPfzww/sd29zc/Kqxxx57bL9jS9P1L0466aSNjl29evUrY0899dSNjl2yZMkrY88666yNjp03b94rY88999yNjp09e/YrYy+44IKNjr3nnnteGXvRRRdtdOyMGTNeGfuDH/xgo2OnTZv2ytjLLrtso2Mvv/zyV8ZefvnlGx172WWXvTJ22rRpGx37gx/84JWxM2bM2OjYiy666JWx99xzz0bHXnDBBa+MnT179kbHnnvuua+MnTdv3kbHnnXWWa+MXbJkyUbHnnrqqa+MXb169UbHnnTSSa+awxsb6zWi9PAa8ZeH14jSw2tE6eE1ovTwGvGXh9eI0sNrROnhNaL08Brxl4fXiNLjoosuSitWrNjwfEyqgL5juD+q4fY9UkrPU9pXampEbKjmZ6WU/pzRW46ntDLrhV7HX6BUkPXlPGBFj8fCjLJJkiRJkiRVvWq4fW9r4HLgSEpt5p4ppbkRcSmwPKX0hQzec0dgEXBISmlmj+PnAx9JKb2uj69porRaaoPRwEJv33NJrUtqXXa/gcvu/8JrxODHeo0o8Rox+LFeI4Y21mtEideIwY/1GlHiNWJoY71GlHj73vBRDaXUzyhtan468Djwpu5S6ijguymlfTN4z0ZgLXBySunqHsf/DdgvpXT4AM4xBlixYsWKPkspSZIkSZKUr5UrV1pKVZBquH3vKODvU0q9b4d7CpiUxRumlNYB9wFTe700Fbgzi/eUJEmSJEkaThqKDjAALZRWLfU2Huh/Dd/m+w7w84i4F5gJfBLYGfhRhu8pSZIkSZI0LFRDKXUb8FHgq93PU0TUAV8EZmT1piml/+vez+prwA7AbODYlNKzWb2nJEmSJEnScFENpdS5wK0RcSDQCFwE7AuMAw7N8o1TSj8Efpjle0iSJEmSJA1HFb2nVESMoFQKvQ+4B/g9pdv5rgL2Tyk9XWA8SZIkSZIkDVFFr5RKKXVExGTgpZTSBUXnkSRJkiRJUnlU9Eqpbj8DPl50CEmSJEmSJJVPRa+U6tYInB4RU4F7gTU9X0wpnVNIKkmSJEmSJA1ZNZRSk4H7u3+/V6/XUs5ZJEmSJEmSVAYVX0qllI4sOoMkSZIkSZLKqxr2lJIkSZIkSVKNsZSSJEmSJElS7iylJEmSJEmSlDtLKUmSJEmSJOXOUkqSJEmSJEm5s5SSJEmSJElS7iylJEmSJEmSlDtLKUmSJEmSJOXOUkqSJEmSJEm5s5SSJEmSJElS7iylJEmSJEmSlDtLKUmSJEmSJOXOUkqSJEmSJEm5s5TqQ0ScHxF3RsTaiFhedB5JkiRJkqRaYynVt0bgN8B/Fh1EkiRJkiSpFjUUHaASpZQuAIiI0wqOIkmSJEmSVJMspcokIpqAph6HRheVRZIkSZIkqdJ5+175nAes6PFYWGwcSZIkSZKkyjVsSqmI+HpEpE08DtyMt7gQGNvjMaEswSVJkiRJkmrQcLp97wfArzcx5pmhnjyl1A60b3geEUM9lSRJkiRJUs0bNqVUSmkpsLToHJIkSZIkSRpGpdRgRMTOwDhgZ6A+IvbrfmlOSml1YcEkSZIkSZJqhKVU374JnNrj+QPdvx4J3JJ7GkmSJEmSpBozbDY6H4yU0mkppejjcUvR2SRJkiRJkmqBpZQkSZIkSZJyZyklSZIkSZKk3FlKSZIkSZIkKXeWUpIkSZIkScqdpZQkSZIkSZJyZyklSZIkSZKk3FlKSZIkSZIkKXeWUpIkSZIkScqdpZQkSZIkSZJyZyklSZIkSZKk3FlKSZIkSZIkKXeWUpIkSZIkScqdpZQkSZIkSZJyZyklSZIkSZKk3FlKSZIkSZIkKXeWUpIkSZIkScqdpZQkSZIkSZJyZyklSZIkSZKk3FlKSZIkSZIkKXeWUpIkSZIkScqdpVQvEbFLRFwaEfMiojUino6Ib0REY9HZJEmSJEmSakVD0QEq0OsolXVnAHOAycCPgRbg3AJzSZIkSZIk1QxLqV5SSjcAN/Q4NDci9gbOZCOlVEQ0AU09Do0GWLlyZRYxJUmSJEnSIPl39MpiKTUwY4FlmxhzHnBB74MTJ07MJJAkSZIkSRqy0YANVcEipVR0hooWEbsD9wNfSCldspFxfa2UWghMAFZlGlLDjXNLWXJ+KUvOL2XJ+aUsOb+UFedWMUYDi5OFSOGGzUqpiPg6faxk6uWglNK9Pb5mR0q38v1mY4UUQEqpHWjv8bUbfrsqpWT7qrJxbilLzi9lyfmlLDm/lCXnl7Li3CqMf9YVYtiUUsAPgF9vYswzG37TXUjNAGYCn8wuliRJkiRJ0vAzbEqplNJSYOlAxkbETpQKqfuAj6WUurLMJkmSJEmSNNwMm1JqoLpXSN0CzKf0aXvbbFhSmVJ6fhCnage+QY9b+qQycW4pS84vZcn5pSw5v5Ql55ey4tzSsOZG571ExGnAZX29llKKvo5LkiRJkiRpcCylJEmSJEmSlLu6ogNIkiRJkiRp+LGUkiRJkiRJUu4spSRJkiRJkpQ7SylJkiRJkiTlzlKqABFxdkQ8GhGPRcS/R4Sf6qfNEhFXR8TLEXHFQI5LA7WxORQRzRHxbERcXEQ2Vb++5ldE7B0RD/Z4tEbE+wuMqSoUERMj4pbun7UejoiTe7x2XEQ8ERFPRcTpReZUdepvfkXE6IiY1X3teiQiPlF0VlWfTVy/do2IGd2vPRIRLUVmlcrBT9/LWURsA9wF7At0ALcB56aUZhYaTFUtIo4EtgBOTSmdtKnj0kBtbA5FxLeAPYH5KaVzi8in6rapa1REbAE8A0xKKa3JOZ6qWETsAGyXUnowIrYF7gf2BtqBx4AjgZXdx9+SUlpWWFhVnY3MrzagKaW0NiKagdnAQSmllwqMqyrT3/xKKa2JiFuBr6SUbo+IccDKlNL6QgNLm8mVUsVoAEYCI7ofS4qNo2qXUpoBrBrocWmg+ptDEbEn8Drg+txDqWYM4Br1PuBmCykNVkrpuZTSg92/XwIsA8YBBwOPppQWpZRWUbqGHV1YUFWl/uZXSqkzpbS2e9hIoB7wjggNSn/zKyL2BTpSSrd3v7bMQkq1wFJqkCJiSkRcFxGLIyL1dUtBRJwVEfMioi0i7ouIwza8llJ6EbgYmA8sBv6QUno6t29AFWdz55TUn4zn1sXAeWUNrKqS07Xrg8D/lSWwqko551dEHAjUpZQWADsCi3q8vBDYKYvvQZUrw/lFRGwZEQ9RmlsXpZSWZvm9qPJkOL/2BFZHxLURcX9EfDnb70TKh6XU4LUADwGf6evFiDgF+B7wLWB/4HZgekTs3P36VsBxwC6Ufgg6JCKmZJ5alWyz5pS0EZnMrYg4HngypfRkWdOq2mR67YqIMcChuBpvuCrL/IqIrYGfAZ/ccKiP07mXxfCT1fwipbQ8pfQmYFfgQxGxXRbfgCpaVvNrBHAY8GngbcDUiJiaQX4pVw1FB6g2KaXpwHSA6Ht/8nOAS1NKl3Q//3xEHA2cSWlVwbuAORv2LoiI3wFvpbS3lIahMswpqU8Zzq23An8VpY03twBGRMTKlNI3yxZeFS+Ha9fxwI0ppbYyxFWVKcf8iogm4GrgwpTSnd3jFvHqlVETgLvL/g2oomU4v3q+xwsR8TAwBfhN2b8JVawM59dCYFaPVXnXA/sBv8/mO5Hy4UqpMoqIRuDNwE29XroJOKT79wsorY4aGRH1wBHAE7mFVFUZ4JySBm1z5lZK6byU0sSU0i7AucCPLaTUU5muXd66pz4NZH5F6W+CPwH+mFL6eY8x9wCTI2KniBgNHAvcmHloVY3NmV8RsV33Ks8Nqz2n4M/56mEzr1+zgO0iYquIqKM0vx7PPLSUMVdKldd4ShsavtDr+AvA9gAppbu6W+0HgC7gZuDaPEOqqmxyTgFExI3AAUBLRCwETkgpzerveD7RVeE2a27lllLVanOvXWMpbUh9Yk55VV0GMr8OBU4BHu6xn8tHUkqPRMQXgBmU/nH2Ij8ZTb0MeX4BjcCl3aVCAD9IKT2ceWJVk829fn2Z0h02AdyUUpqWfWQpW5ZS2ei9N0H0PJZSOh84P9dEqnabmlN9fnJQf8elHoY0t3q8/pMMMql2DPXatQJwHxZtSr/zK6V0B/3cEZBSuhb/QVCbNqT5Rel2KmlThnr9euXWQKlWePteeS0FOunxr8DdtuW1bbg0EM4pZcW5pSw5v5Ql55ey5PxSlpxfUi+WUmWUUloH3Af0/hSEqcBrNkCUNsU5paw4t5Ql55ey5PxSlpxfypLzS3otb98bpIjYAtijx6FdI2I/YFlKaT7wHeDnEXEvMJPSR3juDPwo76yqDs4pZcW5pSw5v5Ql55ey5PxSlpxf0uBESr1vZ9XGRMQRlDbH7O2nKaXTusecBXwJ2AGYDZydUrotp4iqMs4pZcW5pSw5v5Ql55ey5PxSlpxf0uBYSkmSJEmSJCl37iklSZIkSZKk3FlKSZIkSZIkKXeWUpIkSZIkScqdpZQkSZIkSZJyZyklSZIkSZKk3FlKSZIkSZIkKXeWUpIkSZIkScqdpZQkSZIkSZJyZyklSZIkSZKk3FlKSZIkSZIkKXeWUpIkSZIkScqdpZQkSVIvEbF1RCyJiF3KfN4rIuKccp5TkiSpWllKSZIkvdZ5wHUppWc2HIiIn0TENb0HRsQREZEiYssBnPebwPkRMaZcQSVJkqqVpZQkSVIPETEK+DhwSbnPnVJ6GHgG+HC5zy1JklRtLKUkSVJNiYjpEfHTHs/fEREvRUTDAE/xbmB9SmnmEN57l+5VU70ft/QYdi3w14M9tyRJUq2xlJIkSbVmEbBTj+czgCbg0AF+/RTg3iG+9wJghx6P/YGXgNt6jLkHODgimob4HpIkSTVhoP9iKEmSVC0WAW/f8CSllCKiDdhmgF+/C7C4n9eOi4jVvY7V93ivTuB5gIgYCVwDzAS+3itfE7A98OwAM0mSJNUcSylJklRrXrVSKiL2A7YC7hzg148C2vp5bQZwZq9jbwF+0cfYS4HRwNSUUleP463dvzYPMI8kSVJNspSSJEm1ZhGwRfcn3K0Gvgv8b0qpv9VPvS2lVGL1ZU1KaU7PAxExofegiPgKcAxwcEppVa+Xx3X/+uIA80iSJNUkSylJklRrFnX/OgH4GKW9nY4fxNc/APzNUN88Ik4Evga8O6X0dB9DJgMLU0pLh/oekiRJtcCNziVJUq3ZUEp9GzgReGdKaeUgvv5GYN+I6G+1VL8iYjLwM+BfgEcjYvvux7geww4DbhrsuSVJkmqNpZQkSao1S4F2YBIwJaW0aBPjXyWl9AilT9/74BDe+0BKe0V9BXiux+MqeGXz8xOAHw/h3JIkSTUlUkpFZ5AkSaooEXEscDEwudcm5Zt73k8Dx6eUjirXOSVJkqqVe0pJkiT1klK6PiL2pPQpfgvKeOoO4LNlPJ8kSVLVcqWUJEmSJEmScueeUpIkSZIkScqdpZQkSZIkSZJyZyklSZIkSZKk3FlKSZIkSZIkKXeWUpIkSZIkScqdpZQkSZIkSZJyZyklSZIkSZKk3FlKSZIkSZIkKXeWUpIkSZIkScrd/wdW1ekRmtasBgAAAABJRU5ErkJggg==\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"my_jet.nu_seed_size=10\n",
"my_jet.eval()\n",
"sed_plot=my_jet.plot_model()\n",
"sed_plot.setlim(x_min=1E8,y_min=1E-20,y_max=1E-12)"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"--------------------------------------------------------------------------------\n",
"model description: \n",
"--------------------------------------------------------------------------------\n",
"type: Jet\n",
"name: test \n",
"\n",
"electrons distribution:\n",
" type: lppl \n",
" gamma energy grid size: 201\n",
" gmin grid : 2.000000e+00\n",
" gmax grid : 1.000000e+06\n",
" normalization: True\n",
" log-values: False\n",
" ratio of cold protons to relativistic electrons: 1.000000e-01\n",
"\n",
"radiative fields:\n",
" seed photons grid size: 100\n",
" IC emission grid size: 100\n",
" source emissivity lower bound : 1.000000e-120\n",
" spectral components:\n",
" name:Sum, state: on\n",
" name:Sync, state: self-abs\n",
" name:SSC, state: on\n",
"external fields transformation method: blob\n",
"\n",
"SED info:\n",
" nu grid size jetkernel: 1000\n",
" nu size: 500\n",
" nu mix (Hz): 1.000000e+06\n",
" nu max (Hz): 1.000000e+30\n",
"\n",
"flux plot lower bound : 1.000000e-30\n",
"\n",
"--------------------------------------------------------------------------------\n"
]
},
{
"data": {
"text/html": [
"Table length=12 \n",
"\n",
"model name name par type units val phys. bound. min phys. bound. max log frozen \n",
"test R region_size cm 5.000000e+15 1.000000e+03 1.000000e+30 False False \n",
"test R_H region_position cm 1.000000e+17 0.000000e+00 -- False True \n",
"test B magnetic_field gauss 1.000000e-01 1.000000e-10 1.000000e+10 False False \n",
"test NH_cold_to_rel_e cold_p_to_rel_e_ratio 1.000000e-01 0.000000e+00 -- False True \n",
"test beam_obj beaming lorentz-factor* 1.000000e+01 1.000000e-04 1.000000e+04 False False \n",
"test z_cosm redshift 1.000000e-01 0.000000e+00 -- False False \n",
"test gmin low-energy-cut-off lorentz-factor* 2.000000e+00 1.000000e+00 1.000000e+09 False False \n",
"test gmax high-energy-cut-off lorentz-factor* 1.000000e+06 1.000000e+00 1.000000e+15 False False \n",
"test N emitters_density 1 / cm3 1.000000e+02 0.000000e+00 -- False False \n",
"test gamma0_log_parab turn-over-energy lorentz-factor* 1.000000e+04 1.000000e+00 1.000000e+09 False False \n",
"test s LE_spectral_slope 2.000000e+00 -1.000000e+01 1.000000e+01 False False \n",
"test r spectral_curvature 4.000000e-01 -1.500000e+01 1.500000e+01 False False \n",
"
\n",
"\n"
],
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"--------------------------------------------------------------------------------\n"
]
}
],
"source": [
"my_jet=Jet(name='test',electron_distribution='lppl',)\n",
"my_jet.show_model()"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"100\n"
]
}
],
"source": [
"print(my_jet.IC_nu_size)"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"my_jet.IC_nu_size=20\n",
"my_jet.eval()\n",
"sed_plot=my_jet.plot_model()\n",
"sed_plot.setlim(x_min=1E8,y_min=1E-20,y_max=1E-12)"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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AQP1w8XBd+e0wzUr5Qo/83EHDzurhdCwAAIBiQSkFACgVlmzfqtFz0/T1/K0Kqj5P9WK66b+dr1XHxIZORwN8yuVyaeT5j2j473312oR9alJ5sy7rUNPpWAAAAD5HKQUAKNF+X79Uz858S9s9sxSw61bdflpPXdZ+jGLCg5yOBhSru3p3VErGYj01+wnlBVysq5P6OR0JAADApyilAAAl0rd/ztbL899WqhbKFMaoV8I1evKii1UhLMLpaIDfPDygiSZ9lq2XlzysRpVqqHPNxk5HAgAA8BkW3wAAlBher1fT1u3S5e/P0f2/fKaMwm06u+odmnX5RL0+4DYKKZQ7IYFBGj3oLbltpG6adKuSM1KcjgQAAOAzzJQCADjO6/Xqjdnj9OmqD5Sxr57qBw/Sc6fdrQHNaigogH+qUL5Vj4nV66e9oZt+v1IXjb1Zv1/+qYIDAp2OBQAAUGTMlAIAOMbr9er1Wd+r3ccD9d7ah+WSW3f36K8fb+2qQa1qU0gBB3Wr1Vi3t/if9qVG6/lfVjkdBwAAwCd4tw8A8Dtrraas2aNnf/9F28NeUKjq6c6mL2lomz5yufh9CXAk17btL1duAz354wo1rRam81rXdToSAABAkVBKAQD8xuv16p154/X50l+1bX0/talZV/c2f1OXt+pKGQWcgKu61NKkTdP16KJLVSHqPfWq28LpSAAAAKeMUgoAUOy8Xq/em/+L3l/+jnLdGxTsrq13rmiqfo1ryRjjdDyg1DDG6NVB56rvlyN15x93aXKV73gAAAAAKLX4tTQAoFjNWr9PnT++XG+svF9WXt3Y6BnNHfqd+jepTSEFnIJK4ZF6pddwFZp9uvnn552OAwAAcMqYKQUAKBbjVs7TF7P2a+aaHNWq1VqXt7pEN7UfwG16gA/0qNNMbRafr4UZ32jy+gu4jQ8AAJRKlFIAAJ+asXmVHvnjRe2xcxSee7bevuxWnd7sTGZFAT72xpl3q/dHyXpj0lb1rNOc/48BAIBSh19XAwB8YuXubTpr1B26fvJg7S1cpQFVbtOU/zyuM5pX4YdloBhEhYTq5T5PasEGaezCbU7HAQAAOGnMlAIAFElaVr7embZBHy+YrIAqs9S18hV6ts8NigkNdzoaUOZ1q19ZPZrn6ImF/1HbOp+qZoU4pyMBAACcMGZKAQBOSWp2pq77/gV1+/RSfTxjo65p21sTL/xNI86+m0IK8KMH+naSde/TjeP/53QUAACAk8JMKQDASckuyNNjv3+sX5JHyrr2q25MH71xSSfViIlxOhpQLjWKq6Y+Va7SxN1v64slU3RJy55ORwIAADghzJQCAJwQa61+Xb5DXT65SL/sfEPxgU30fu+v9f0lL1FIAQ57ru91CvbU0vMLnlFeYYHTcQAAAE4IpRQA4Li+XTFL5787Qdd/tlDVzZl6tuNHmjjkXXVMbOh0NACSggIC9GCHh5RXWKhP5i5xOg4AAMAJ4fY9AMBRLUher/t/f067vLMUYc/Qx1fdox4NzuRpekAJdF7Tjpq4+Dl9OCVdV7TzKCTQ7XQkAACAY2KmFADgX3bsT9Xg0Q/rygkXaFfBcp2ZcJsmX/OUejaMo5ACSrD7+jfWvvxNemjCZ05HAQAAOC5mSgEA/lbg8eqHlen64ttZKkj4Ra2jztPw/rerckSU09EAnIBalcLVrNFqTdj9uzamnK7asfFORwIAADgqZkoBAOT1ejV8+lh1+Xio3p6zS33qtdb3Z/+ikec/QiEFlDIv9b1bVtKDv7/hdBQAAIBjYqYUAJRzY/+cpefmvqBs11pFBDbRc2dW0PldmsvtZj0aoDSqUzFejcL6afn+X7Qn6x5VDo92OhIAAMAR+WSmlDEm0BhTwxjT0BgT64tzAgCK17bUbJ352b16bP51yvdm6abGz2n6FaPUIq6y09EAFNFD3f4ja/L15JSPnI4CAABwVKc8U8oYEyHpMkmXSGovKfiQfdskTZD0rrV2XlFDAgB8Z1dmut6ZukqfzUxRRGy8BjS7TU/2vkpBAQHyeDxOxwPgA62r1lbTwOu1cGW8Ck/3KsDNig0AAKDkOaVSyhhzp6SHJG2S9IOkZyUlS8qRFCupmaRukn4zxsyWdKu1dq0vAgMATk2hx6PHfv9YP2z9QJ6sBrqh+wO6vkdfhQdzJzdQFj3S8zKd9fp0/fLnTp3VoqrTcQAAAP7lVH8S6Sypl7V22VH2z5X0oTHmBknXSOohiVIKABwyaskUvbTgBeW7t6hyYAe9eP6DalO1jtOxABSjZtWi1bTeRj057zOd2exzuVzMlgIAACXLKb07sdZeeIxC6tDj8qy1b1lr3z+V6wAAiiY5LUfXjZqspxfdIUl6oNXr+n3I+xRSQDlxdvM6yglYrk8XTXQ6CgAAwL/47FdmxpgkX50LAFA0+7L36+qxL6j3SxO1aKNH19Z5UXOu/EGXtuzpdDQAfnRdu9MVUFhN7y9jwXMAAFDy+HIe97c+PBcA4BQUejx6/PdP1evLMzQ3fZTOaleoyff01B3d+yjA7XY6HgA/c7lcOqvmJUo3yzVp/WKn4wAAAPzDSa0pZYz5+mi7dGCBcwCAQ8b+OVtPz3laee6NquhuqxdOe0jtqtdzOhYAh/23+8X6fuT7en3ONzqtbiun4wAAAPztZBc67yNpiKTMw7YbSd19kggAcFJ2pufquV9Wady6KYqqUqC7m72soUl9nI4FoIQIDwrWkJov6r3J+7R7f67iIkOcjgQAACDp5EupKZIyrbV/HL7DGLPIJ4kAACckLSdLd/zyiuYlr1ZI6hA92e8SXZB0j4ICTvXBqgDKquu6tNH7UyZq1LzVuqN3S6fjAAAASDrJUspae94x9p1e9DgAgOPxer16ZuqX+mr9CHndGWoSN0DvXt1NFcKY/QDgyKJDA9Ww0Sx9tGmabvNOksvly2VFAQAATg3vSACgFFm6NU2dPr5YX25+RjEBtfROry81+qJhFFIAjuvcRt3lde/Vl8v+NeEdAADAEUUqpYwxCb4KAgA4ujV7duju0XN1zlszFJDbQrc1eVFTr/xUXWo2cjoagFLiyta9ZQorauTy0U5HAQAAkHTya0odboKkFr4IAgD4t+yCPN3769uauudzmfReenLgTbqk/RkKcDPRFcDJcbtdalWhrxamj9GerHRVDo92OhIAACjnivpTjfFJCgDAv7w371d1/vQs/bH3Q9UO6aofrrhHQzrVopACcMpub3+JrDdIoxbOdToKAABAkWdKWZ+kAAD8bWtKtv77409aap9UqKmvYZ2e0YCGbZ2OBaAMSKpeR808L2re6kCpm9NpAABAecdzwwGghEjNztSDv32m3+clqkJYrK7u/pxu73w6T8kC4FMDW9bQo+PmamtafdWIiXU6DgAAKMcopQDAYV6vV89PH61Ra9+U15WhCzu9pAf69FB4MN+iAfhe94bRCl3xjF6ZvUcvnX6T03EAAEA5VtSfePJ9kgIAyqnf1i7WI9OfUpZrtWICWun5Xg+pUyJP1ANQfGrExChSDTVjxyRJlFIAAMA5RbonxFrLIicAcArSswv0+A9/6pbvP1OuN1U3NHxa064cSSEFwC+6Ve2tTLNWa/cmOx0FAACUY0VeqMQYE2qMCTvk65rGmDuMMf2Kem4AKGvyCwt1/6/vqft7D2v0/K26ve21mnH5z7q549lORwNQjtzQ7hxJRiPmf+90FAAAUI75YsGS7yWNlTTCGBMjaY6kAkmVjDF3WWvf9sE1AKDU+2rpND0//1nlu7eoasUe+nRoD8VHhzodC0A5VCc2TtG2hZbs2Ox0FAAAUI754pFObSRNO/j5BZJ2Saop6QpJt/ng/ABQqu1Iy1S/kTfqqUU3SbJ6qPWb+vXyNyikADjqhkb/08a1PZSSxRKhAADAGb4opcIk7T/4eT9JY621XkmzdaCcAoByKSsvTyOmrFOf4dO1K92rMxJu1awrftDFLbo7HQ0AdEbzKrK2QF8vXup0FAAAUE754va9dZLONcZ8K6m/pJcPbo+TlOGD8wNAqfPWnB/17vKXlb37NF3a9hzd2ecNRYcFOh0LAP5WKSJYVRqM1cdr9+uGLmOdjgMAAMohX8yUelLSi5I2SZpjrZ11cHs/SYt8cH4AKDVmbV6tbp8M0durHlCIq4LeuOBMPT6wKYUUgBKpa9XuytQ6reEpfAAAwAFFLqWstd9ISpTUVtLph+yaJOnOop4fAEqDrLxC3Tvue/3n98FK92zSZbUf1swrv1a/+q2cjgYAR3VDu4GSXBox/1unowAAgHLIF7fvyVq7U9LOw7bN9cW5AaAk83q9GjF7qj6d4lFKtlvdkobohf7XKzYswuloAHBctWMrK9LbRDN3/i7pFqfjAACAcsYXt+8BQLn069pF6vTJBXprzW1qVL1Ak+7qrQ8G3U0hBaBU6V6tjzJyc7UzI9PpKAAAoJzxyUwpAChPktNTdMv4Z7U291cFeCvp1hbP6vp2px//hQBQAt3T+VKNnhKvyatSdEl7SnUAAOA/zJQCgBPk9Vp9s2Cbzhz5oNbmTFKX2Ms14/KfdX27M52OBgCnrHJkiJJqVtAvK1c4HQUAAJQzzJQCgBMwbuU8vTF1gVZvrKHTW1yiW3o/qGYJiU7HAgCfqJAwR7NSRyo7v6fCgkKcjgMAAMoJZkoBwDFsSdujs7+4Uw/MuUZ73b9p1LUdNOLSHhRSAMqU0+t1llwF+n7lLKejAACAcoSZUgBwBIUejx6c+IHGJ38gGa96VL5aL/S/UWGBwU5HAwCfO6tRkh6dG65fNkzVJS17OR0HAABHLViwIEhSTUlup7OUQl5JO5KSkvafyMGUUgBwmMVb0/To90u1LmCsqke01mv9H1ajytWdjgUAxSYoIEAV3U21Mm2h01EAAHDUggULqrtcrrEul6uyJON0nlLIWmsLFixY8Kmkp5OSkrzHOphSCgAOWr9vp279ZZhWr2uqhjFN9f4ZH6lz3SpOxwIAv0iq3F4TkkcpPSdH0aGhTscBAMDvFixY4DLGPBEaGppYvXr1fS6XyzqdqbSx1pqsrKywnTt33lhQUCBJTx3r+JMupYwxoZJirbXJh21vaq3982TPBwBOyy8s1P2/vaOJOz6RJF3aqZMe79NVbhe/GAFQflyfNFhjp1bT4q2Z6tGAUgoAUC5VcrlcPeLj4zMiIiJynA5TWoWHh+dIqrh9+/YrFixY8OqxbuU7qYXOjTEXSFoj6WdjzFJjTIdDdo88tbgA4JxxKxap4ydna+LuEaoe3EHfnfOD/tfvUgopAOVOg7hoxUeF6I+1ycc/GACAsinGGBMQFBSU73SQ0i48PDzbGBMo6Zi3npzsTKmHJbWx1u4xxrSV9IkxZpi1dpS41xJAKbIjPVMv/LpOY5esVVydSD3U9h2d37Sz07EAwDHGGCXUnKpvd83Qo5rkdBwAAJzgkg78m4iiMcZYHeiJjjkZ6mRLqUBr7R5JstbON8Z0lzTWGFNPEvdaAijxcgvydc+vb+uPnWPk3nmHnjmnoy5qeyEzowBAUlKVxtqw9Vut25esehWrOR0HAACUcSd1+56k3caYFn99Ya3dJ6mvpMaSWhz1VQBQAnyycJI6fXq2puz9QLXCkzTulu66pH0ihRQAHHRek26SpDErpjqcBAAAlAcnO1NqiKTCQzdYa/MlXWKMecNnqQDAh3am5+q6cc9qo2eMQkwdPdnhfZ3duL3TsQCgxGmWUF2ugnjNSp4r6RKn4wAAgDLupGZKWWu3WWt3/vW1MSbhkH0zfBkMAIoqKy9PL06ardNemqJtyTU1sOqdmnXlWAopADiGKiFNtTV7tdMxAADASUhOTg649NJLa1apUqV5UFBQm0qVKrXs2rVr/YkTJ4Y7ne1YTnam1OEmiNv2AJRA7837RW8ufUH5hYG6qO2LurPvaYoODXQ6FgCUeBfVvU5P/bBemXmFiggu6ltFAADgDwMHDqxbWFho3n333U0NGzbMS05ODpgwYULU3r17S/Q/5ie7ptThWIgFQImyaPtG9fzkKr224l4FuaI1vNfTenxgMwopADhBPerVlNe6tWBzqtNRAADACdi7d6974cKFEU8//fS2s88+e3+DBg3ye/Xqlf3MM8/svPjii9MvvPDCWr169ap36GsKCgpUqVKllq+88kpFSWrfvn3DoUOH1rjhhhuqR0dHt6pUqVLLu+66q+rh17nkkktqVqxYsWVwcHCb+vXrN/3iiy+ii5K9qI0ZT9wDUCLkFXr0zh9r9e7G62Vchbqw9v16uMelcrmK2r0DQPlSp1K4ohPH6K0lM9SjwdNOxwEAwFFZeYWuFTsyQvx93SZVonLDgwO8J3JsdHS0JywszDt27NgKvXv3zgoNDf1HV3PdddftOeOMMxpt3rw5sGbNmgWS9PXXX0dnZ2e7rrrqqr9/CzVmzJiK11133a7p06ev/OOPPyJuu+22Wt26dcscNGhQhsfjUZ8+fepnZWW533///Y0NGzbMXbJkSajb7S5SL1Sip3EBwIl4c/Y4fTXDo+37gnROh3t0b++uSois4HQsACiVjDGqHBGqdZkLnI4CAIDjVuzICLlwxKzG/r7u6Bs6rWxXKzb7RI4NDAzUm2++ufH222+v9fnnn1du0qRJdufOnfcPGTIkpUOHDjl9+/bNqlWrVu57770X+9RTT+2SpI8//rjSmWeemRodHf138dWgQYOcl156aYckNW/ePO+dd96J++233yIHDRqU8f3330ctW7YsfNGiRctbtGiRJ0lNmjTJL+qfk1IKQKk1Z8ta3TP5SaVpsRIqnKdfhtyjenGRTscCgFKvTVySxu+aqp2Z+5QQUdHpOAAAOKZJlajc0Td0WunEdU/m+KFDh6ZddNFFS3799dfIGTNmhE+aNCl6xIgRCcOHD99022237RsyZMieTz75pPJTTz21Kzk5OWDKlCnR48aNW/OPazZpknPo13Fxcfl79uwJlKSFCxeGxsfH5/9VSPlKUUupIrdiAHCy0nKydOvPw7UoY6xc3ghdVu9h3dftQm7VAwAfOatBV43f9bLGrpimm9qf63QcAAAcEx4c4D3RGUtOCwsLs4MGDcoYNGhQhqQdgwcPrvnss89Wve222/Zdf/31+4YNG1Z94sSJ4dOnT4+oVq1a/umnn5556OsDAwP/cSueMUZe74GJVIffEugrRfoJzlrb1ldBAOB4rLWa8OdOnfHWd1qU8a2aR5ytyZf8rP/2GEwhBQA+1LVWfamwgqZtmeN0FAAAcIoaN26cm5OT45KkhIQET9++fdM++OCDSqNGjap4ySWX7D2Zc7Vq1Sp7165dQUuXLg32ZUZu3wNQKszYvFIP//6WNq7uox4N6uuufuPUslo1p2MBQJnkchk1C7hd3rQYp6MAAIDj2Llzp/vcc8+te8UVV+xNSkrKiY6O9sycOTP8jTfeSOjbt2/aX8dde+21ewcPHlzP6/Wa66+/ft/JXGPAgAGZbdu23X/BBRfUfe6557Y1btw4d+nSpSEul0sXXHBBxqlm90kpZYwJkdRCUpwOm31lrf3BF9cAUD7ty96vW39+QUv3/yCXN1rDLrxSl7ZJkjHG6WgAUKb1rt1aL/22WvmFXgUFMBsVAICSKjo62puUlJT15ptvxm/ZsiW4sLDQJCQk5F922WV7hg0btuOv484555yMypUrF9SvXz+nVq1aBSd7nR9++GH9LbfcUuPqq6+unZOT405MTMx98sknk4uSvcillDHmdEmfSqp0hN1Wkruo1wBQ/lhrNXz69/pk7Uvymky1jjpfr595l2JCw52OBgDlQsvEMKnyZ/pqeaCGtOrjdBwApZj1epWatkEpqRuUl79fufmZquwKVmJgpFJyUzU7fa08ngIVegtV6C1QkIzOiaovWatfsjerwBWgmPB4VYxKVMUKdVQxtr4CAkOd/mMBJUZoaKh98803kyUdsyDKyspyZWRkuK+66qp/3bo3d+7c1Ydvmzhx4vpDv46Pj/eMHj16U1HzHsoXM6XekDRa0pPW2l0+OB+Acm7trgw9Pm6F5uxaoSrVa+nFXo+qQ2J9p2MBQLnSunplBYRv1oSNf1BKATg2a7V37yol71qi7SmrtD19s7Zn7dB/CoKUkL5DT5pUfRPxzxJpaFqG7k5N06bgYN1fNf4f++ILPTpn5xeSpOEJMdoR8M8fW9/bsUsdTbi+qFBBk4LdinWHqWJwtCqHVFKbuNZqVes0qVJ9yR1YvH9uoJTweDzaunVr4LBhw+IjIyM9l156aZrTmf7ii1IqTtJwCikARbUrM123/Pyclu/arLjca/Xuedeod+P4478QAOBzgQFuxboaaU36EqejACghCvKytH7TJK3cNl2r9v2prJxUPZWRL6Vv1flVKyrFfeAmmUivVTW5lRZURwl1e+vc4GB1CQpVpehEBQdFKDgoUrHhcVJYvFoYozmyCggIkdsdInfAP4ukX71e5eWlKy19k/albtC+jC1q3Dhcys1QhX1LVCFrs/YUZmlVfqr2ZG7QoI2T1Gr8w1ofGqnnE6qqXYXGalunv5o2PFeBgWFO/LUBjlu3bl1Qo0aNmsfHxxe88847GwMDS05h64tS6htJPSWtP85xAHBEXq9XT/0xSqM3vi1rctSpxoV648yuCgsqOd8sAaA8alaxlaalvKeMvExFBUc4HQeAH2Vn79WaDRPk2rdeLdJ2ac2uRbo4KF0FxshYq5peo0aB0VL9vlJMol50FSoqpraqxLdUVHSNf5yr5TGuE6Bj/1BqXC6FhFZQQmgFJSS0/se+0w9+/MV6vSrM3CmlblLeuvFyb/tN7+9boFdTFyp03tM63RWtJ+ucL9XuLk98c7kDffoQMaDEatiwYb61doHTOY7EF6XULZJGG2O6SVom6R+LZVlrX/PBNQCUUSt2pOnq8dcpy71SFd1t9XLfR9W6am2nYwEAJJ1er4umzXtH41bP1GUt+jkdB0BxKciVts3TwvXj9dXOmVqZn6LNLq+8xqhbdq7eMvFKjG+ue0Ldaly1kxrW6auwiH/OZm/nUPRDGZdLgVFVpaiqalKzs97S/1RYkKuVa8Zp3oafFZC6WZr6ovZO/p/OqlFNrVzhah/bVO3qnKHGDc5WQGCI038EoNzxRSl1qaT+knJ0YMaUPWSflUQpBeBfktNTNGLKZo2as0Nx1Zrq1vZX6bp2ZzgdCwBwiH71m+u+cRdpX8qRnmcDoLQqyMvSslVjNHfTBM1LXaWzU3br3Ix0ZUTGaHtsRXUIr66hFZuoUfWuqlf7NCk4UiE68INfaRMQGKLmTS9U86YXHtjgKZB70zRdu+JTzU9ZqRF75+rllHmqNudx/VjjfAUkDZVi6ziaGShPfFFKPSXpUUnPWmu9PjgfgDKs0OPR45M/1fdb3pU3rYvu63+jrupyOo8bB4ASKCQwQC1j+ujPrbzFA0qzwoJc2R2LFbh5pt7f+L3e9exTjsso0muV5I5SbPOLpWaXq2d8U/V0lfGHp7sDVaFub11bt7eulVRQkK0/V32rbevGK2DBx8qe+Zrur9VQZ9U5S73b36XAYJ78DBQnX5RSQZK+opACcDzjVs7Vk7OGKde9QXGBHfXqpbepWUKi07EAAMdQv3qWftz4vQq9rRTg8sVbRwD+sHPHIk1b9qmm7ZyruZ50DduzV6cVuNQosYVurNxB7eueqUb1z5Y7IMjpqI4KDAxTq+aXqVXzy6T8bO1d9JHSV36oezZ8rdh1X+mcqAa6oN1dSkzs6nRUoEzyxTuLTyQNlvS0D84FoAxKy87Xo+N/0+/7H1CgTdDdzV7W0CQeLw4ApUFchXx59k7Rkp3rlFS1kdNxABxFYUGuXMnz5Vo3UY9u+kHfBhbIba1aKlhXV2ytBp0HS/X6q6s7UNQrRxEUpsQON+vTDjdr3foJGrPgdY3JWKNlP1+lj0Ibyba5UoUNzmD2FOBDviil3JLuM8b0l7RU/17o/C4fXANAKVRQWKhn//hOY2ZEyuNx66xO9+vR0y5QGE86AYBSo3vNlnpvrTR10xJKKaCE2bd3jWYs/VjTtk/XjIIUvbVzl1q5o9SnVpI6JzRTp5ZDFR3NrPRTUa9uP91ft59uz0nVvmVfS8u/09yfbtJ/58XpotiWuqjrY6pYqYHTMYFSzxelVHNJiw5+3uywfVYAyqUxf87UM3OeVp57szo2+J+GDThdcZE80QQASpvmVarKFsRoye4VTkcByj2vp1CunUuktb/p/g3faLwrV9YYNfMGaEiFForrdqVUp6+6u1ir01dCQiuoWvvrpfbXq+qmP9R79jP6MHWJPhp3nq6v1E5X9HuDmVNAERS5lLLW9vJFEKcYY77VgacGTrLWXnDYvtqSPpQUL8kjqaO1NsvvIYFSZP2+nbr1l2HaWjhFgba6Hmz1hi5p2cPpWACAU+R2GYWbGtq0f63TUYByKT9vv2Ytek+/bfhZ0/J26tPkHarpDlfXWi3VOb6purQYqkqVmMXoDzVq9dAjtXrotrRNeue32/X6vnkK+Lirruz7slSnp9PxUM4lJycH3HvvvdUmT54ctW/fvsCoqChPo0aNsh9//PHtffr0yZoxY0boww8/XG3JkiXhWVlZ7kqVKhW0atUq6/33399SpUqVwr/O8/HHH8e89dZb8StXrgz1eDymevXqeQMHDky99957d8fHx3t8nZvVKqXXdKB4uvII+z6W9LC1dpoxJlZSnj+DAaWJx2v1+ZzNemH2W1L0HPWtcoOe7Xu9ggL4NgMApV3DiB7akLLL6RhA+VGYL22YoucWvKTvc5O132VUx2N0bnRDBXd6Rqp/hs528x7LKdExtXTfhd/r3HXjVWPqK9Kn5+i3hj3VvNcTSkho5XQ8lFMDBw6sW1hYaN59991NDRs2zEtOTg6YMGFC1N69ewOSk5MDBgwY0PC0005LGzdu3JqKFSt61qxZE/zdd9/FZGZm/j218tZbb6329ttvJ1xzzTW7hg0bti0xMbFgxYoVISNGjKj87rvvVnzkkUd2+zp3kb+TGWMekLTLWvvhYduvllTZWvtcUa9RnKy1k40xPQ/fboxpKqnAWjvt4HEpfo4GlBpfLp2qt2ZM09YtrXRB0kW6odddqlsxwelYAAAf6ZPYX/9bukL5hV4FBXBbEFAcCgqyNWfRB/p13fe6Z+taReekKapKbV0W11z9W1ylenX7OR0Rh2lQ7wyp7ukqWPyFXlo0TCnjL9eNlTvo8r6vcUsf/Grv3r3uhQsXRvz444+rBwwYkClJDRo0yO/Vq1e2JI0cOTImMzPT9eWXX24KDAyUJDVq1Ch/4MCB+/86x+TJk8PeeOONhCeffHLroeVTw4YN8wcNGpSxd+9ed3Fk90W9fr2kS4+w/U9JX0o65VLKGNNd0r2SkiRVkTTIWvvdYcfcdPCYKgevecdfRVIR1ZeUaYz5QVJ1Sd9Ya3nCIHCIVXu26bZfh2mHZ7qCg+pqzI03qE1iRadjAQB8rEF8uLzB6zR761p1r93Q6ThA2eH1aM6i9/TzmjGalLtD6S6jmh4pueX5im59jW6MayIZ43RKHIsxCmx9qUbX7aG3frlBr+ydo+8+76QHW92iDm2uczodfCEv06Vdy/y/OG5881wFR3hP5NDo6GhPWFiYd+zYsRV69+6dFRoa+o/1vatWrVrg8XjMyJEjKwwdOjTVdYR15z799NOKYWFh3vvuu2/Pka5RqVIln9+6J/mmlEqQtOMI2/foQFFUFOGSlkj6SNKYw3caYwZLekXSTZJm6EBBNt4Y08Rau+XgMQskHelRX/2stduPce1ASd0ktZK0W9Ivxph51trfjnSwMSb4sOtESpLH45HHUyz/26Gc8ng88nq9jo6rgkKP7p7wpv7YO0rGunR61Vv0VO+rFOB2M95LuZIwvlB2Mb5KrwZx4Qqt/qm+XV2oLon1nI5zRIwvFCdfji/r9Wr1uh9Vb9NsBf35rT4J92pTcKgujG6svk2HqEHdM2RcLnkkyXtCP4+iBAgLT9A953+ngWt/1jOzH9Nns59Tu/WzZPs8KUVVPerr+N7lfyf9d71rWYg+PL1x8aQ5hqt/WanETtkncmhgYKDefPPNjbfffnutzz//vHKTJk2yO3fuvH/IkCEpHTp0yDnttNOybrnllp3XXXdd7bvuuqtmixYtsnr06JFx3XXX7atRo0ahJG3YsCG4evXqecHBwX59YJ2xtmjXM8aslfSEtfazw7YPObi9TpEu8P/nszpsppQxZo6khdbaGw/ZtlLSd9baB07i3D0l3XLoQufGmE6SHrPWnn7w63slyVr7wlHO8bikxw7fPmfOHEVFRZ1oFOC4vF6vUlJSFBsbqyM13MVt6c4cvTV7r3aGf6SakRX03+ZXqEp4tN9zoHg4Pb5QtjG+SrfBU+9TXHBFvd7hfqejHBHjC8XJF+MrJfVPzd30hSZnr9aGAOm1fdlqmdBbO6r3lKtSaxnGbZlhvV4FbPxBtZeO0LRAr1Yn9lS3pvfK7Q7817F87/K/zMxMtWvXTpKirbUZh+5bsGBBo4CAgF/q16+fGRYWliupVMyU+kt2drb59ddfI2fMmBE+adKk6GXLloUPHz5802233bZPknbu3On++eefo2bNmhX+yy+/xKSnpwdMnDhxdfv27XO6d+9ef/fu3YGrVq3yyeN2s7OzQ9auXRtRWFh4elJS0qqjHeeLUup+Hbh97l5Jvx/cfJqk5yW9ZK19pkgX+P/r/KOUMsYEScqWdKG19ttDjntVUitr7Qk/7usopVSApHmSektKl/S9pHestT8e5RxHmim1bc+ePapQocKJRgGOy+PxaN26dapXr57c7mK5rfeIlu/corsmPa3NW+uoeYXuenRAQ7Woztgua5waXygfGF+lW/+RdytNKzRnyHinoxwR4wvF6ZTHV06azMrv9b/l7+obV5ZCvFa9AytpQP1z1aHltQoIDC2+0HBebrpG/DhUI3I3qpk3QM/3eUdVqyb94xC+d/lfRkaGYmNjpRMtpUqxwYMH15w2bVrU9u3blx2+Lzc31zRr1qxJixYtssaOHbvpqquuqvH1119XSklJWeyL2VInWkr54va95yXFSnpLUtDBbbmSnvNVIXUUlSS5JR3+KJhdOnBL4QkxxvwqqY2kcGPMNh0ovuZZawuNMQ9KmirJSJpwtEJKkqy1eTrk6Xzm4L3fbrebby7wOZfL5bexlZWXp7t+fV0z9n0pYwN1RafeerhnZ7lcrG9QVvlzfKH8YXyVXvVi6mtG2u8qsAUKCfD/L4xPBOMLxelEx1d+3n5NW/CWflo/Ttclr1ejvFx1qd1WbWqcpt7tblV4BA+DKTfCY3Xz4B/UZdnn+u+8Z3X5xKv1WruH1bLZxf84jO9d/lWe/p4bN26cO2HChJgj7QsJCbGJiYl52dnZLkkaMmRIyscffxz3/PPPVz7SU/b27t3rLo51pYpcStkDU63uN8b8T1JjSTmS1h4safzh8AbPHGHb0V9sbf9j7BsvqWT+OhDwg++WLdPjc+9UoXuP6of21+tn/FfVo2OdjgUAcEDbKi00dWc1rd23U83jazkdByhx1qz5Ud8sels/ZW9Whsuosdet/e2ultrfqj6RFFHlWavml2lUtQ6644fBenLW4xrtdcvV4kKnY6EM2blzp/vcc8+te8UVV+xNSkrKiY6O9sycOTP8jTfeSOjbt2/aF198Ef3ll1/GXnzxxSlNmzbNtdZqzJgxMVOnTo1+9dVXN0pS7969s2644YadTzzxRI3k5OSgCy64IDUxMbFg5cqVwSNGjKjcuXPnzCOVVUXli5lSkiRrbaYO3O7mL3slefTvWVFx+vfsKQAnYe2evRr+62aNX75N1evX1cOdn9fpDdo4HQsA4KDT6rbRU9/eorSMcCne6TRAyZCevkXuFT8oYslX+i5/i36LiNT50Q10TqsbVbduX6fjoQSJja2n9y+ZopRxt8o19lql716uyN6POh0LZUR0dLQ3KSkp680334zfsmVLcGFhoUlISMi/7LLL9gwbNmzHli1bAn/44QfvAw88UGPXrl2BgYGBtmbNmnnDhw/fdPPNN6f8dZ633347OSkpKfudd96J++yzzyp7vV7VqFEjb+DAgak33njjvuLI7rNSyt+stfkHn6zXV9K3h+zqqwPrPwE4SfvzcnTH+Fc1J2WMQvbcplcv7q2BLQf+fTsqAKD8qhkbptBAo4Xbtqlb/cpOxwEc4/UUat6SDzR25RealL9Xt6RlaGhCV93U4i7d2eB0BbJOFI4iKDhSCed/pMK4prp21fuqtXOyHj93rNOxUAaEhobaN998M1lS8pH2N2nSJP+LL77YfCLnuvbaa1OvvfbaVJ8GPIYSXUoZYyIkHfrc4drGmFaSUqy1WyQNlzTSGDNf0ixJ10lKlDTC31mB0u6tOT/qneXD5XHvU+OIAXrjorMVHxHjdCwAQAnhchlVqPmdRm/dq9vFD1EofwKydmnSL69p+K5pSnZLtTzSTZXb66yz7pUqN1aE0wFROhijgO736jpXgR5cO0rXj+6nO5o/K6m+08kAR5ToUkpSW0mTD/l6+MH/fiJpqLX2K2NMRUmPSqoiabmkM621J9QAApC2pWbrxnGvaJP9QuGuhnq62yvqXbeF07EAACVQ9YhaWpW7QF7rlcvw6HKUfQV5Wfp97nDFbpyhthtma3dEtNpVra9nmg1Vq2aXyrj4/wFOTd+uD6pKbH3dMvsJPbz0Lr0eM1z16/VzOhbgdyW6lLLWTtGBhcuPdcxbOvDkPwAnISM3R8MnT9eXMwsVFd5QF3d8QA90v1gu3lwBAI6ieaXGWpmcrw2pm1UvtrbTcYBis23bLH0z50V9m7FaKS6jKzxhqt7uQXXodZ06h8U4HQ9lRLMmF2pkZE3dNuEabRh3g+qf85FUp4fTsQC/KnIpZYwZfpRdVlKupHWSvrfWphzlOAB+9ubscXr3z5dVaPM1pOPbur1PY0UEl+iOGgBQAnRObKGvk6Vpm5dSSqHs8RRIa37R5Hmv63bvdkVYaWB4bV2QdKtq1zpNa9euVVxwpNMpUcZUrZqkYW3fU+Mlz8p+dp4W975Xrbv+1+lYgN/44qfQ1pLaSHJLWq0DM5vq68CT8VZJuknSS8aYrtbaFT64HoBTNH/bOt016UmlapEiXI31dI9H1KtOc6djAQBKiXaJifJOjdLiXWucjgL4zK4dizR29vPy7liim3cnq121Nnqizpk6vdN/FRoWK0nyeDwOp0RZ5gqOkffiLzXnx//o+vWf69pd83XruV/K5eaXxij7fDHKv5eUIukqa22GJBljoiR9IGm6pPckjZL0sqT+PrgegJOUW+DRu1M36J21d8gdlK5L6z6s+7tdyK16AICTEhUSqJiUBxVftY7TUYAi8XoKNGvB2/p61Zf6w5uhICtdWLG2NOhLRVRpoUFOB0T54w5Up3M/0d3jr9PwPbO19YveevrCnxTE7DyUcb4ope6V1PevQkqSrLUZxpjHJU2w1r5qjHlS0gQfXAvASXp91vf6cnaGdu+tqIs63qM7eiWpckSU07EAAKVUk4R4rdyRcfwDgRKoMHO3AhaP0raFH+iGaKm+16UHqvXRgM7/VUREgtPxUM4Zl0tDB7yv6jOe0X/XfK6HR5+lZy+ZxIwplGm+GN3RkuIkHX5rXmVJf/3kmyYpyAfXAnCC5mxZq3smP6k0LVbl6L4af9mTqhfHw4oBAEVTseJO/bzjFaXmjlaFkApOxwFOyPIVo/XF4hH6M2u7xu7cq8Sm52lskzNUr8FAnqCHEqdPlwf0jLUat/QDFUx6XMH9nnI6ElBsfHX73ofGmLslzdOBBc7bS3pR0ncHj2kvicUHAD9Iy8nSbeNf1sL0MXLZCF1W72Hd15Vb9QAAvtE4Lk4/7d2lucnL1b9uN6fjAEdVmJep8TOf1hebxmuZq1DVPNLFVTqpcPBTCoqqqvpOBwSOoW/XB9XHRMr89rCyY2oorP31TkcCioUvSqnrdWC9qC8POV+hpE8k3Xnw61WSrvXBtQAcw8QVu/TYT3OUHvuTmkWdpTcH3KeKYdyHDgDwna61GumF5YGasXUppRRKpNSdS1Vh2TdyLRypERWDVT0wWm80vFxd294qdwA3b6D0MJ1v0fq9f+rq5a/qhUC32rfmR2qUPUUupay1mZL+Y4y5U1IdHXj63vqD2/86ZnFRrwPg6OZsWav7f39em9b2Vbc6NfXAgHFqklDJ6VgAgDKodsVIKb+KVuxd6XQU4G/W69W8JR/qi+UfaYonXWP3ZKp2y0s1uvWlCotv5nQ84NQYo5pnvqIGo7rrrsWv6ItKTVWjRienU6GESk5ODrj33nurTZ48OWrfvn2BUVFRnkaNGmU//vjj2/v06ZPldL6jKVIpZYwJ1IEFzK+31q6RtNQnqQCckLScLN3680talPGtXN4IPTTwcl3bvr2MMU5HAwCUUS6XUbS7prZlr3c6CiAV5OrHqY/rwy3jtdblVV2P0X+rn6b4Cx+WwisrzOl8QBEFBIboxXO+1iVjz9Ztv12vzy6aoHAW5ccRDBw4sG5hYaF59913NzVs2DAvOTk5YMKECVF79+4t0SvlF2mRGWttgaRmOrCOFAA/sdZqxJwJ6j7qTC3KGKsWkWdr8iU/6z8delBIAQCKXevogQrPuNzpGCjHdu9aruzfHpNebqLFK75UVXeY3m12s74duliD+72qsPDKTkcEfCY6ppZe7zFcO4xXT357geT1Oh0JJczevXvdCxcujHj66ae3nX322fsbNGiQ36tXr+xnnnlm58UXX5y+evXqIGNM0syZM0MPfY0xJunHH3+MlKQff/wx0hiTNGbMmKjGjRs3CQkJadOxY8cGycnJAV9//XVUnTp1mkZERLQ+++yza+/fv99nCxb7ojH7VNI1kv7rg3MBOI4Ne/fr0Uk7tWDvZlWpVU3P9nhb3Wo3cToWAKAcaVetkSYsXqkCj1eBbh6kAf/5c8VojVz4pn4t3Kt707N1afML9WC7a+WqxLLlKNvq1u2r4fuuV+XfnpQmPyWd9qjTkcqV7ZnbA3dm7Qw8dFtMSExhneg6+TmFOWblvpWhh7+mTXybbElanbI6OKsgy33ovppRNfMqhlb07M7eHbBt/7Z/LHYXGRTpqV+hft7J5IuOjvaEhYV5x44dW6F3795ZoaGhpzxx6H//+1/VV199dXN4eLj30ksvrTto0KC6QUFB3pEjR27Yv3+/+5JLLqn77LPPxg0bNmznqV7jUL4opYIkXWuM6StpvqR/3Ktorb3LB9cAyr3U7EzdMv5FLd4zT2Gpt+iN8wbqjObXMzMKAOB39eMipNif9f2qQF3QtI/TcVDWeQo0b86ren31KC1yFaiaR7ozoavOPu9RKapq0W79AEqRzu1vlfI9ypn0uFaGRahNJ37U9pfPVn5WeeSKkVUO3darRq+U13q/tjF5f3LQlb9c2fjw1yy7ctkCSXpo+kO1V6euDj9030MdHtp4caOLU75f932F1xa9lnjovtZxrTM+PePTtSeTLzAwUG+++ebG22+/vdbnn39euUmTJtmdO3feP2TIkJQOHTrknMy5nnjiieR+/fplSdJll12295lnnqn2559/LmvSpEm+JJ1xxhmpU6dOjZRUYkqpZpIWHvy8wWH7uK0PKCKv16uXZ36rT1a/Jq8rXS0rnaM7O1dVm6bxFFIAAEc0qhKlgMg/9dvmGEopFJv09C3av/BjVV/4hTI8qXLH19ArDS5Rz3a38xQ9lF9dbtdHW3/Vh6s+1CcVaqlpo/OcTlQuXN748j19EvukHbotJiSmUJKqRVbL/+T0T4769I9hXYdtPNJMKUk6p945qUnxSf+Y2BMZFOk5lYxDhw5Nu+iii5b8+uuvkTNmzAifNGlS9IgRIxKGDx++qX///vtP9Dzt2rX7u8SKj48vCAkJ8f5VSB3cVrh48eLwI7/65Pni6Xu9fBEEwL9t3JuloePuVIprlqLczfV8rxHqWL2B1q49qeIcAACfig0PUqCnutanr3E6CsqgrVtnaOTMp/Vd9mZ1zM3Ta/X6q3eHG3VaQlOnowHOM0bXDPpS07/oqdtmPqqvKjZWpcr/mqQDH6saUbWgakTVgiPtCw0ItX/dqnckDWMbHvVWvLiwuMK4sLhCX2SUpLCwMDto0KCMQYMGZUjaMXjw4JrPPvts1TPOOGO1dGBt4r/k5+cfcYZDUFDQ3wcZYxQQEPCPyUbGGHm9Xp/NjvDJbFdjTDdjzGfGmJnGmGoHtw0xxnT1xfmB8iYle7+eGj9f/V+eqpz0Rhpa93FNu+IzdanJPzgAgJIhPri29uZv/McbXOCUWavta37SXSO76qxJ1+uX7M0aGtNcj144TjrnDRkKKeBvwSHReuXMkbKSbv/xMuXlpjsdCSVU48aNc3NyclxVqlQpkKRt2/5//ao5c+aUiAeUFnmmlDHmfEkjJX0uqY2k4IO7IiU9KOnMol4DKC+8Xq9emjFGI9e8rsKsurqhx391Y89+Cg1yH//FAAD4Ub2YBtqxf6ySM5NVPbK603FQSnkK8rRp8Uequ/hrhe1YpK3Va+ihGn01sOujCgmt4HQ8oMSKi2+mVzs+pqvmPKEpP1yr/hd+LbG0R7m1c+dO97nnnlv3iiuu2JuUlJQTHR3tmTlzZvgbb7yR0Ldv37SIiAjbsmXLrBdeeCGhXr16ebt37w547LHHqjqdW/LNmlIPS7rBWvupMebiQ7bPlMQjAYATNH3TSt03+Qntd/2paHdzvXDu/eqU2NDpWAAAHFG7qi01aUZveTwsM42Tl5O5W+OmPq5Pd05ViqwmBdVWzMVfaXS9PpKLMQWciOZNLtQP2Wmq+uM90qw3pc63OB0JDomOjvYmJSVlvfnmm/FbtmwJLiwsNAkJCfmXXXbZnmHDhu2QpA8//HDT1VdfXatr166Na9Wqlff0009vO++88xx/dKkvSqmGkqYeYXuGpBgfnB8o07LzC/XixIX6etcNcnkjdXWDJ3V7p3Pk4g0ZAKAEa1OtuvL29FN6Zhjv+HDCPGmb9c7Eu/Rlxiqlu4z6BFfSlW1uU2hjFmsGTkXVtv+R0pL15exnVSs4UB2Trnc6EhwQGhpq33zzzWRJyUc7pk2bNrmLFy9edeg2a+2Cvz4/66yz9h/6tSTddttt+2677bZ9h24bPnz49uHDh2/3UXSflFI7JNWTtOmw7V0lbfDB+YEy641ZP2vUH4Ham1moszrcq0f7DFRMqM8eZAAAQLGpHx8hd/BOjVs7SS2qn+90HJRwWzdOVvVFX8m9fLSWx1fWGRUb6/Iuj6hGlTZORwNKPW+vh/Tbth+1Y8kb+rbpxQoOiXY6EnDCfFFKvSPpVWPM1ZKspKrGmE6SXpT0pA/OD5Q5C5M36I6JjytVi1Qr/np98Z+rVLMiZRQAoPQICwpQbPwy/bBtqR4SpRT+zXq9WrhspD5eMkJTbKbeS/eoY98n9WbrK2RCIp2OB5QZLnegHu75os6bcos+/OVG3XjuKKcjASesyKWUtfZ5Y0y0pMmSQnTgVr48SS9aa98o6vmBsiS7IE93/PyaZqZ8IZcN02X1HtZ9XS/kVj0AQKlUPbyu1nknKT0vXdHB/GYeB3m9mjpnuEasGqVlrgLV9Rg9WWuA2lzyiBQULpZiBnyvdq2euiqqsd5PW6qzts5QjRpdnI4EnBBfzJSStfYhY8wwSU0kuSStsNZm+uLcQFkxZ8M+3fPz50qNGKmGYWfqrQEPKD6CN/AAgNKrSaUGWrdX2pi+Ua3iWjkdBw7LzklVwfLRip79rlYX7lJYhXi91egadW13mwy/gAOK3X9Of0c/fdlDoyY/oPuvONKyz0DJ45NSSpKstdmS5vvqfEBZsX7fTj346yjNWdpQrRLb6NEun6tv/eZOxwIAoMiSqtXXD3ulFXvWUUqVY6npmzXqj0c0at9CnZ+xX3fFd9U1nd/QfxI7Oh0NKFdCw2L1SZv7FPfdLdKGKVKdnk5HKo28kqy1lkmdReT1eo0OLPFUeKzjTqmUMsYkWmu3nMTx1ay1R10FHiiLCj0ePTjxfY1P/kCS0UMD39E1HVvK5eL7GwCgbGgcX0mF+xspLdvpJHDC7t3L9dHUhzVm/zpJVueH1tAlpz0iJXYR86IAZyS0vFya/4lWTXpYDWtNZZbiydvu9XrTd+/eHR8XF5dijLFOByptrLXKz88P2rVrV5TX690i6Zjd0anOlJpnjPlB0nvW2rlHOuDgOlMXSbpdBxZDf/0UrwWUOj+vXqDHZjypXPcGVQ3qprfOeFR1KyY4HQsAAJ+qERumnG1DVa1rK6ejwI9ydy1XyJx3tGfFNxoXH6uhUU10Sff/qULlRk5HA2CM1nW6ThfO/59enDFM/bs94nSiUiUpKSlzwYIFN6SlpY3IyMiIllgG71RYawu9Xu9P1tpHk5KS8o917KmWUo0lPSjpF2NMgQ7ctrddUq6kCjqwtlTTg9vvtdaOP8XrAKVKTr5HL09co09XfaTQ6Bzd1+I1DWndy+lYAAAUi4jgAFUID9Sq3dt1jqo5HQfFbOnyL/XBote1PWevvs6watr1Pk1sdZlCIuKcjgbgEPWaXqRuC4brtbVfq3fHuxUYGOZ0pFIlKSlp9oIFC7p6vd6qEhM/T4FXUqqkfUlJSd7jHXxKpZS1NkXSPcaYhyWdKambpFqSQiXtlfS5pF+ttctP5fxAafTJwol6e8ZcpexqrVt636hrutRTeHCw07EAAChW0fGzNWrH97rXzpPL8N69rLFer2YteEsf/Pmx5po81fJIV9c5W97uT8odFKYQpwMCOKLbOz2iC2fcr7G//1eD+7/mdJxSJykpKVPSGqdzlAdFWujcWpsraezBD6Bc2rk/VdeOe0KbCyYpLLyxxt92q+rGRTodCwAAv6gSVl37PPnanb1bCeHcql5WWE+hzKofVTDtRT0SuE+VXCEaXv9S9e5wj9wBgU7HA3AcDesP0FlzX9Lb23/X2Vl7FBZe2elIwBH57Ol7QHn0xuxxenfF8/KaHPVJuEEv9rtBAW6307EAAPCbOjG1tHyftDljM6VUGZCfn6Vx057QyM2/6O3kbaqS2EWft79H8Q0HsmAyUMrc3PNZxY69WN5570o9H3I6DnBElFLAKUjJytcTPyzXhJSPVSG8ul7v+5SSqtV1OhYAAH7XuHItfb/XpQ1pm9ShSgen4+AU5eSkacwfD+mjHVO1x1idFhClwotGSg0HiKoRKJ2qVWuve+oPlma+LbW7QQqv6HQk4F8opYCT9P78X/XWlA3yZNXVI2c8o4vb1pOL3xwCAMqpWrFRsvmxWrNvs9NRcCry9kvzP9Rzy97RdyEuDQiqpGs6PKA69fo7nQyAL3S7R5+v/lpp46/TzReMcToN8C+UUsAJyi3I19XfP62lmWMVW7GDvrnuKsVFsbwnAKB8S4wNU9amW9SrZzeno+AkpKdt0qgpD6rOpjnqn5Gu/zQ7V9e0vUo1Ers4HQ2AL4VXVGatTvogdbEGbZ+vqlXbOp0I+AemdwAnYPGOTeo+crCWZn6rDjGX6fcrRlBIAQAgqUpMiFw2RNtSc52OghOwb88qvfzNeer/7Vn6MHWpdtRoI92+WNXOe59CCiijhvR5WVFe6c0p9zkdBfgXSingOCb8uVNDxt2kXLtXD7V+TR+cez+LmQMAcFCg26XKcZs0Yt0tKvQWOh0HR5O2Rcu+u1an/3iBvty/RoOjGmn82WM09PzRUnR1p9MBKEZh4ZV1Y7VeGpe/W6vX/ex0HOAfuH0POIr9eTkaNn6hvpydpi6Nr9cz53RWYgyPUgUA4HBxEaHaVLhR2zO3KzEq0ek4OMTWLdM0f9ZwDVo9VY2Co3RT4+46r/v/FB3D/05AeXJe7+f06cgOGj/zeTWsd6bTcYC/UUoBR7B85xZd+fMNys0L1GNnvayhXWrLGON0LAAASqTa0bW0KUfanLGZUqqE2LBhkj6Y9T/9VLBXsV6p/2mPKKzdf3RVULjT0QA4IDAwTJ+0vkcVv79N2jRDqsXtuigZuH0POMzUjX/q0p8uV4Hdr2d7PqSrutahkAIA4BjqV6wmeQO0OYMn8DnN7lim/37WXedOvV2z8/fq3oSe+unSGQrrcodEIQWUa5VaDpGp0kqLJz0g6/U6HQeQRCkF/MP3K+bo5snXyK1gfTZgpM5u3N7pSAAAlHiJFSPkya+oNSkbnI5Sbq1Y/Z3yv7hE5p2uqpaZqkeq9dP4S2frstPfUGhItNPxAJQELpf+7HC1hgSk6vdZLzidBpDE7XvA3xZvTdPDP/+m4Nh4jT3/fdaPAgDgBNWIDVPerrPVuVcPp6OUO3+u/EZvz3tJf9hMPZXt0jnnvKVbW1wkuQOdjgagBGra6kp1WvKmXl39uXq0v10BgTxRHM5iphQgaeLaNRry/hw1DO+tSZd8TSEFAMBJSIwNkye7npSf4HSUcmPVim908ycddfHcJ7S5MEtPJw7UgGvnSK0vo5ACcEx3dHhQG91WP/zxsNNRAEop4Kul03TH9EtVpfpyfXx1e0WHBjsdCQCAUqVieJBCQzP01foRSs9LdzpOmZa/8Q/p03O08adbtcWbrWdqDdJ3V8zX2b2GMeMBwAlp0uhc9TJR+mLrb05HAYrv9j1jTLykDGttTnFdAyiqL5b8oWEL71aYTdTnl/xHEcHc0QoAwMkyxqhKjEvz08ZoTeoAtUto53SkssVaLV76qUYsekOh2Sl62SSo/xlvql+js+UOYFYUgJN3WcOLtHDWiyrcsVQBVVo4HQflWLHMlDLGLJQ0StJCY8xwYwxTT1DijPlzpoYtvFvhqqmfLvpYlSOinI4EAECpVSsmUca6tSGNxc59adGST3TdJ+00ZPGL2mnz1b/FNdL10+Rqdh6FFIBT1iHpRt2YF6CAZaOdjoJyrrhu32tvrT1NUhNJyZJ+NcbEFNO1gJOWlVeoYdPfVoitop8HU0gBAFBUNWOj5PJU1rq0dU5HKRs2z1Tqx2fo2oUvaI8t0Iv1L9fYKxfq9K4PSi5W4ABQRAFB2tXkLL237ht5CvOdToNyrFj+RbPWFh78NELSOEkzJP1eHNcCTsXTP69UzraL9X7/t1QxLNLpOAAAlHo1KoSpIKey1qetdzpKqTZ/6ae665MOyvn4TFXI2a/Pm9+mMVcuVP/O98vlcjsdD0AZsqdud70WHqA5i95zOgrKsWJZQMcYs1ZSrKRMSTsk7ZQ0pziuBZysD+ZP1BdL1uuJM/urVbUaTscBAKBMqBEbprz0ZmpVqZLTUUqleUs/09uLXtM85aihx6VdZw9XrVZD1YhZUQCKSdNG56v27P/phzXfqHO7m52Og3LqlEspY0yEtTbzKLs7Wmv3neq5geKyNW2fXl36uKrUTNTlHa9zOg4AAGVGYmyYCve3VOdKnZyOUrpsW6Bhv9+uL226GnlceqXBJerV6T653Dx8BUDxMi6XBlZqrXf2LVB29l6FhfFLBfhfUX71kmqMOeKopZBCSXX1uAdllae3z3haxhin4wAAUGZUrxAqyaPp2+Zpd/Zup+OUeItWfKU1nw2U3u+tflk5eq3uxfr6yoU6reuDFFIA/Oa0Flcp12U0f9nnTkdBOVWUf/HcOqTUMsbMkHSetXZXkVMBxeD5qV9rp3emzqt1j1ok1HI6DgAAZUp4cIAqRgTqw/X3q2rlB3VRw4ucjlQi/bnqW70+93nNsJkanO/Sw+e9r3bNzpNYLwqAA2oldtd1OVKVXSudjoJyype/hmkhKdyH5wN8ZldGjkauflexQUl6rOcQp+MAAFAm1agQpZ0mnifwHcH2jb/r2emPaLI3Q7U90ot1z1Pfrg9L7kCnowEox4zLpVur95U2THY6Csop5gajXHh2/Gq5d92oD2/sKhcLhgIAUCwSY8O0OyeBJ/AdIjN5niKmv6aQ1T9qR7XqerrO2Tqz62NyBwY7HQ0AJEnZtbtp3Oqv1H3bbFWp3tHpOChnilpKXWqMmSpp2cGvbRHPB/jcmGXz9N3SDXru3M6qWzHe6TgAAJRZNWJDNWNtZa1Pm+90FMdt2ThZI2Y8run5e/RThluxZ7+ur5tfJBMQ5HQ0APgHW7Oznq1YQZ7lI3UppRT8rCil1HRJT0iKlFRw8FzDjDHTJC2UtMRam1v0iMCpyy7I01NzH1RcnUq6IIm1LQAAKE6JsWFKT6+sWokVlVOYo9CAUKcj+d32LdP17rRH9F3BHsVao5uq91Nwz2FSULh4xAqAkig8Il5JJlTTdy/QpU6HQblzyqWUtba7JBljGkhqc/AjSdIwSTGSCo0xq6y1LXyQEzgld/3yhgrcu/RUp2fkcvFWEACA4lSjQpgK9zfTi51vKX+FVOomacqzemTXJK0LDtZdVXrqop5PKyQkyulkAHBcXSq20Ft75igvN13BIdFOx0E54os1pdZJipeUL2m4tXanMaa2pLaSWvvg/MAp2Z+Xoxl7RqtWSG8NaNjW6TgAAJR5NWLDJEmb92UpPtooLDDM4UTFb9+eFfrg93vVa9MitXNH6ImO1ys26RqFhVZwOhoAnLCujS7U8H1ztWDZZ+rc7man46Ac8UUptVtSkKQ8STHGmM8k3WqtHS1ptA/OD5ySl2eOkdxZuqfjtU5HAQCgXKgSHSK3y+jlZferwc5KeqHHC05HKjZpqRv18aS7NWr/GrklNWoxSDrtBVUPKvtFHICyp16dfrpo0t2K3Lns+AcDPuSLUupCa+1kSTLGtJL0sqS5xpje1tqdPjg/cErmrQlQfMA56lmnmdNRAAAoFwLcLlWLCVWAt5JWpaxyOk7xyM3QvCmP6dYdv8kr6bKYphra+0VFR9dwOhkAnDLjcumRKr2lzbOdjoJyxlXUE/xVSB38fLGk3pJ+kjTdGFOlqOcHTsWqnRlatjFSd7Vn6ikAAP5UIzZUNq+aNmdsVnZBttNxfCY7e5/mTXxAerWlGs0fpcGR9TV+4Le6fdBXFFIAyoS8Oj31W/ZW7dmxyOkoKEeKXEodQbikDyStkTShGM4PHNcTf4xQxcpr1LdJvNNRAAAoVxJjw5SZEScrq9Wpq52OU2S5uRn65JebdcZXPXTnlh+U2/gsRd66UHde8K0qVqzvdDwA8Jn8xI66L66SJi/92OkoKEeKfPueMeYjSdUkVT/434i/dknKLer5gZO1KzNdy7K/VutaAxXoLo7eFQAAHE31CmH6aVmMAqICtCZljVrHlc7n3lhPoUZPeUAjtvyiFGN1bnC8rus+TCHVOzodDQCKRWRUNbVUiKbtmqeLnA6DcsMXa0rFS9osaaak5EM/rLV7fXB+4KQ8N22UZAp0b5crnI4CAEC5UyM2TBk5VpPP+lm1YhKcjnPSvF6PzMofZaY8rcmufeoQUUU3dX1CNWr3djoaABS7rrFN9e6+BcrPy1RQcMTxXwAUUZFLKWvtmb4IAviC1+vV5O3fKTaglVok1HI6DgAA5U61mFBJUm5uuIwxDqc5cdbr1dT5b+i1Pz/Ubbt3qEeVTnq95+sKSGzvdDQA8JsuDc/Xq7MXatGfo9ShzXVOx0E5wL1NKFO+XDZVhQHbdVnjwU5HAQCgXPqrlJqyeYYuGneRCjwFDic6vgVLP9WVn7bXLSvfU5Rxq9IZw6UrvqOQAlDuNKp/lvrmeeRKZrFz+Icvbt8DSoyZK0IUkX6lrknq73QUAADKpbjIYAW6jdKypZUpK7UubZ0aV2zsdKwj27FEv0y8T/d6t6uxdWlEk/+oc9tbZFz83hZA+WRcLg2P6yltpZSCf/AvLsqMvZl5mrA8VVe3Ok8BbrfTcQAAKJdcLqMq0aEqyEmQkdGqlFVOR/qXzZunatwXZ0vvdFePtD16qc5F+vKKBerS/jYKKQDlXmHdnpqfsV6pu1c4HQXlAP/qosx4+Pe3FRA/Rue3qeZ0FAAAyrWqMSHanW5VN6auluxZ4nScv+3avVxPfNlf50y+SW/nbFTBWa8o9Ka56tftEbnc3EAAAJKUVaO9rkmI0+9LPnA6CsoB/vVFmeD1ejV7z4+qVqGuYiOCnY4DAEC5Vi0mTBv2ZiqpTpLm7JjjdBx5c1L16vj/6PP0VQqV1Z1xnTW49wsKDI1xOhoAlDjRMbXUQkGavnOOznc6DMo8SimUCT+smitPwC6d1/Aup6MAAFDuVasQqunr9uilRpdqYN2BjuXIyUlT8MJP5Zo+XPsiA3VVQhtd2We4IqKYVQ0Ax9KlQhN9krJYBQXZCgwMczoOyjBKKZQJnywdK3kidVXrPk5HAQCg3KsWE6Ld+/NUPaKWggL8v1pEYWGevp/yiN7a+rPu2ZeqM5pcqKd63C9FVfF7FgAojbo1GKQ35y7R0hWjldTySqfjoAyjlEKpl19YqHXZ09UgvLtCAoOcjgMAQLlXLSZM1ko70nM0a884SdLFjS4u9utar1eTZ7+k19d8pg0uqzMCY9XsohFSYtdivzYAlCWNG5yjttMfUc7W2RKlFIoRpRRKvRnrU5S54WbdflUHp6MAAAAduH1PkpLTcrRs7zKtSV1T/KXUltlaM/UuPRyarY4mRE+3/6+aNmY1FAA4FS53gD6q2FXattzpKCjjePoeSr1vF25Tvdjq6lanrtNRAACApCrRIZKk5NQctY1vq9Upq7U/f3+xXGv9+gn6emQ/uT85U71zPXq3yQ1678q5FFIAUES27mnasG+FMvatdzoKyjBKKZRqqdmZ+j3zHrVrnCJjjNNxAACApJBAtypFBCs5LUdt4tvIymrR7kU+vcbOHYv06Kg+Om/aXfq0YIdyznlbyf0/Vfs2N0i8JwCAIkur0VbnVquiyYvfczoKyjBKKZRqny+dLBO0R2c0auh0FAAAcIhqFUK1PS1HiZGJqhRaSQt3LfTJeW3WPr36zXk665chmpK3U/fF99DYy2YpqMVgyfDWFgB8pUJsXTW1gZq+Y6bTUVCGsaYUSrWJm6bKVVhRXWo2cjoKAAA4RLWYECWn5cgYozuT7lS1iGpFOl9ebrrc8z9SwPThyowM1tBq7TS0z3BFRCRIkjwejy9iAwAO0TWmkUalLVNhQa4CAkOcjoMyiFIKpdrGrAVKDGstl4vfjAIAUJJUiwnViu0ZkqSBdQee8nkKC/M1btrjenPjON2Ymqrzm12kh3r+V4qI81VUAMBRdKl/tkYsWK7lq8eqVbNLnY6DMoif5FFqzdmyRt6APeqd2N3pKAAA4DDVYkK1PT1XXq+VJM1MnqmHpj8ka+0Jvd5aq0lzX9P5I9vp0S3j1DIwWknnfy6dNZxCCgD8pHmjC1SvwKN9m6Y5HQVlFDOlUGqt3hagvM236/IL+jgdBQAAHKZqTKjyC73am5WnuMgQeaxHP6z/QX1r9lXPGj2P/eJdK/THhLt0hzdZHRSop9vcr6bN+Q09APibOyBI30Z3kLavcjoKyihmSqHUmrp2n9okNFXl8EinowAAgMNUqxAqSdqelitJ6lqtqzokdNArC15RobfwiK9ZtWWaPvnqHGlEF3VL2aGPGl6t94cuoJACACfV76uUnUuUnb7V6SQogyilUCrtz8vR7Jyn1CBxr9NRAADAEVSPCZMkJafmSNKBBc/b3qkN6Rt09a9Xa3vmdklSel66/tjwi679so8unHyTRmeuU3bfJ+W+eZ7adrxTMsaxPwMAQEqv0U69Eqtq0qJ3nI6CMojb91AqjV42TSZ0gzrWrup0FAAAcARRoQEKD3Jre1rO39uaVmyqd/q+o89WfqbYkFjZwnyd8XVv7ffmq2legZ5P6Kw+pz2vwPBKDiYHABwqumJ9NbQBmpM8U2c7HQZlDqUUSqVfNvwheSJ1ev3WTkcBAABHYIxRfFSIdu/P/cf2TlU7qVOVjtLqn6XfHtWL2dtUuW4/1Rs4TKZCokNpAQDH8kriuaq8f5fTMVAGUUqhVFq7f76qBreSy8UdqAAAlFSVIoO1e3/ePzduXyxNeFjaNE2q01OdL/hIqtLCkXwAgBNT9bTHnY6AMopSCqXO8p1bVBiwXd2rX+l0FAAAcAxxkcHa81cplbFd+v0pafEoqVID6bJvpHp9WDMKAIByjFIKpc7SzYXK2XKNhgzs73QUAABwDJUjg7Vpxx5pyrPSjFelwFBpwItSm6GSm7ehAACUd7wbQKkzY12amldsp8QKFZ2OAgAAjsbrVbes33Tj/lekaVlSxxulbndLIdFOJwMAACUEC/KgVMktyNfUtJfUpFaa01EAAMDRbJwmvddTvVc9prmehsq7YY7U90kKKQAA8A+UUihVvls5W4pYqtY1YpyOAgAADrdvvfTlZdInZ0muAC3u+5VuKbhNewISnE4GAABKIG7fQ6ny49rJkidMAxt3cDoKAAD4S3aKNPUFae67UmQV6fwPpKbnKXhXpqRp2r0/T9UrhDmdEgAAlDCUUihVVqXPU1xgCwUFMHQBAHBcYb40/4MDC5l7C6VeD0odbzqwoLkOPH1P0v8/gQ8AAOAQ/GSPUmNz6m7luraoX8Igp6MAAFC+WSut/lma8IiUulFqc4XU6yEpIu4fh1UIC1KAy2g3pRQAADgCSimUGos3Zyp3+2Bddnp/p6MAAFB+7Vgi/fqQtGmaVKeXNHikFN/0iIe6XEaVIoKZKQUAAI6IUgqlxtyNWUoM6qKmCdWdjgIAQPmTsUP6/X/S4lFSpQbSZd9I9fpIxhzzZZUjg7Vnf66fQgIAgNKEUgqlxoQdH6hDrV5OxwAAoHzJz5Jmvi7NePXAWlEDXpTaDJXcJ/Y2Mi6SmVIAAODIKKVQKixIXq/c8EmqGd/V6SgAAJQP1krLx0i/PSpl7ZE63ih1u1sKiT6p01SODNaKHRnFFBIAAJRmlFIoFcb8OUXWGl3cnJlSAAAUu+2LpPH/lbbOlhqdJfV7SoqtfUqniosM1h9rmCkFAAD+jVIKpcKcXbMV4k1UjZiKTkcBAKDsytwtTXpSWvSZFNdYuuJ7qU7PIp2y8sHb97xeK5fr2OtPAQCA8oVSCiWex+vR7oLlahbZ1+koAACUTYX50pwR0h/PSy63dOYLUtJVJ7xu1LFUjgxRodcqLadAseFBPggLAADKCkoplHgrdqYqd09PndPmDKejAABQtlgrrZ0g/fKAlLpJaneN1PMBKSzWZ5eoHBksSdq9P5dSCgAA/AOlFEq8eRv2y+zvrnObtnc6CgAAZceeNdKvD0jrJkq1u0uDP5Pim/j8MnEHS6k9+/PUKMHnpwcAAKUYpRRKvB83/KhGiZUUEuh2OgoAAKVfTpr0x3PS3HelqGrS4M+lRgMkUzzrPf09UyqDxc4BAMA/UUqhRCv0eLS28DO1qjjA6SgAAJRuXo+08FPp9/9JBblSrweljjdLgSHFetmQQLeiQgK0J5NSCgAA/BOlFEq0yRuWSe5s9azZwekoAACUXptmSL/cL+1cJrW8RDrtMSmqit8uXzkymJlSAADgXyilUKL9tG6GrHXrvCZdnI4CAEDpk7ZV+u0R6c9vpWpJ0jUTpRrt/B4jLjKEmVIAAOBfKKVQoi3Zs0Ch3lqqEBbhdBQAAEqP/GxpxqvSjFekkGjp3BFSi8GSy+VInMqRwdqVkevItQEAQMlFKYUSy1qr1NR4ta3R2ukoAACUDtZKy8dIvz0mZe2WOt0sdbtbCo50NFZcZLCWb093NAMAACh5KKVQYq3fk6W0HV015Iz2TkcBAKDk27FEGn+/tGWW1HCA1P8pKbaO06kkHZgptYc1pQAAwGGcmcNdghhjvjXGpBpjvjnCvjuNMX8aY1YYY14zppielYwj+nHVAgWE7FRSzQpORwEAoOTKTpF+vEt6t6eUkyoN+Va6ZFSJKaQkKS4qWPvzCpWT73E6CgAAKEHKfSkl6TVJVxy+0RhTWdItkpIkNT/4347+jVa+/bj5c8UkfquIYCb0AQDwL16PNP8j6fUkadloqd8w6YbpUt3eTif7l8oRIZKkPfuZLQUAAP5fuf9p31o72RjT8yi7AySFHPw8UNJuf2SC5PV6tbtghRpEdHM6CgAAJc+2+dLP90jbF0ktL5X6PC5Fxjud6qjiooIlSbv35yqxYpjDaQAAQElRomdKGWO6G2PGGWO2G2OsMebcIxxzkzFmozEm1xizwBjjkxbDWrtH0ouStkjaLmmitXa9L86N41uwfYOsO11dqrGeFAAAf8vcI313s/T+aQdmSl09QRr0dokupCSpcsSBUoqZUgAA4FAlfaZUuKQlkj6SNObwncaYwZJekXSTpBmSrpc03hjTxFq75eAxCyQFH+Hc/ay12492YWNMBUlnSaolKefgebtba6ce5fjgw64TKUkej0ceD+snnKzvV02TJA1s2JG/v8N4PB55vV7+XlAsGF8oToyvIvAWysz/QGbKM5JxyZ75kmzrKySXWyoFf5+RwS4Fuo12pucU2//+jC8UJ8YXigtjy//4uy5ZSnQpZa0dL2m8JB1ljfG7JH1grX3/4Nd3GGP6S7pR0gMHz5F0ipfvI2mdtTbl4PV/0oE1pY5YSh283mOHb9ywYYOioqJOMUL59eeW3QosaKz/a+/O4+uq6/yPvz5JkzTpli60FAoFBFlH2QRkx6EgyAiMCOM2MKOC4IyjggviDOjo6CA6LgzjjDuO/hw3EBBkswjIvu/IVkpb6N6ma9ok398fN60hJG2S3nPOvbmv5+NxH80995t738Gvh/Du93zP+kXLeWaRt5DuqauriyVLlvDss89SV1fRix1VhZxfypLza2iaFzzAlPu/StPy51j2upNY9IYP0dnUCs89X3S0QWkdWc/Ts1/mmUnrMnl/55ey5PxSVpxb+Vu5cmXREdRDRZdSmxIRjZQ2H/9yr5duAA4uw0e8BBwcESOB9cCRwP9sYvyXgK/1eD4GmLPTTjsxfrx3jxusZdccwHE7Hccuu+xSdJSK09nZybPPPsvOO+9MfX190XE0zDi/lCXn1yC1zSNuupC6x39F2nY/ut55M2On7k21/lXXNuMX0dkwKrN/tzu/lCXnl7Li3MpfW1tb0RHUQ9WWUsAkoB6Y3+v4fGDrgb5JRFwP7AuMiog5wMkppXtTSndFxLXAg0AXcDNwVX/vk1JqBzZulLBhZVd9fb0nl0GavXQZs5a9wkd3er3/7PpRV1fn3FJmnF/KkvNrADrWwV2XwR8uhsYWOPEy4o3vor7K/wZ9qzEjWbRyXab/2zu/lCXnl7Li3MqX/5wrSzWXUhukXs+jj2P9f3NKx27itQuAC4aYS0P0s0dvYPQu/8brph5adBRJkvL17M1w3SdhyQtwwJlw5KehubXoVGWx1ZgmHpmzrOgYkiSpglRzKbUI6OS1q6Im89rVU6oid867j7qOiew1Zbuio0iSlI+lL8L1n4GnroHph8Kpl8OUPYtOVVaTxzR59z1JkvQqVVtKpZTWdd9ZbwZwRY+XZgC/KSaVyuHF1Y8xpWn3omNIkpS99Wvgj9+E278GzePhHd+Dvd4Bfd/gpaptNaaJRSvb6exK1NcNv59PkiQNXkWXUhExGti5x6EdI2JvYElKaTaljcV/HBH3AXcCZwLbA9/OO6vK45UVS1lXN4d9tjq56CiSJGUnJXj6Ovjdp6FtHrz5w3D4J6BpdNHJMjN5TBNdCZasWsdWY5qKjiNJkipARZdSwP7AzB7PN9zd7kfAGSml/4uIicC/AFOBx4DjU0ov5htT5XLDnx6DrkZOeP0hRUeRJCkbi5+D6z4Fz94Ir3sLvPdXMGn43212QxG1YMVaSylJkgRUeCmVUrqF0sblmxpzGXBZLoGUuVcWbkXTvC9yyPTdio4iSVJ5rVsFt14Cd14Ko7eG034Cu71tWF6q15fJY0cCuK+UJEnaqKJLKdWee2Yt5IAdJlFX5be9liRpo5Tgyavgd+fDqkVw6Mfh0I9CQ3PRyXI1aXQjAAsspSRJUjdLKVWM5WtX81Tjx3ndpH8E9is6jiRJW27xc3DtJ+C5m+H1b4W3fhkm7Fh0qkI0jaintaXBlVKSJGkjSylVjKuevJuoX8uh073zniSpyq1fA7d9Df74dRizNbzrZ7DrcUWnKtxWo5sspSRJ0kaWUqoYM1+8C7pGcuwu+xQdRZKkoXv6d3DdJ2HFy3DIP5Uu12tsKTpVRZg81lJKkiT9maWUKsZTyx5hbOxM4winpSSpCi19EX73aXj6WtjpKHjvr2HSzkWnqihbjW5i7rI1RceQJEkVwv/6V0VY19FBW9dzHDjhr4uOIknS4HS0wx3fhFu/Cs3j4Z0/hD1Oqpm76g3G5LEjeeilZUXHkCRJFcJSShXh6VdWsfLZT/G+v9u/6CiSJA3cczPh2vNg6Sw46Gw44lPQNKboVBVrq9FN3n1PkiRtZCmlinDPrCU01rXw5h2nFR1FkqTNa5sH138GHr8Cph8Cp/0vTPZGHZszeWwTq9d1sqq9g1FN/hoqSVKt87cBVYT/99zX2HaH0TSN8M5EkqQK1rke7v423PJlaGiBk/8H3nCql+oN0FajmwBYsKKdHS2lJEmqef42oMJ1dXUxv/M+/qL12KKjSJLUv1l/LF2qt/ApeNMH4ajPQHNr0amqyuSxpVJq4Yp2dpw0quA0kiSpaJZSKtyts56A+pUctv0BRUeRJOm1Vi6AG/4ZHvkZTHsTnHkLTH1j0amq0lajRwKwYMXagpNIkqRKYCmlwl37zB2kFJy8+5uLjiJJ0p91dcJ934eb/xXq6uHt34K93wt1dUUnq1pjm0cwoi5Ysmpd0VEkSVIFsJRS4R5a8ABNXdux9ZjxRUeRJKlkzn3w24/Dy4/Avn8LR18ELROKTlX1IoIJoxpZvNJSSpIkWUqpAqx45S85bOemomNIkgSrl8BNF8EDl8PUN8AHboJp+xedaliZMKrRlVKSJAmwlFLB5i1bw8uLW3jrcfsWHUWSVMu6uuDBH5cKqa5OOP4rsP/fly7bU1lNHG0pJUmSSiylVKifPHIDTVOuYZ/pRxUdRZJUq155DK75GMy5B974LpjxeRg9uehUw9aEUU0sdKNzSZKEpZQK9oc5M2ke+wJTxrQUHUWSVGvWrYJbvgR3XgYTd4Yzfgs7HFp0qmFv4qhGnnq5regYkiSpAlhKqVBz1zzBts17FB1DklRrnroWrvskrFoIb7kA3vyPMKKx6FQ1YaJ7SkmSpG6WUirMrCUL6BjxMvtPeW/RUSRJtWLZS3Ddp+Dp38LOM+D0q2HCjkWnqikTRjeydPU6uroSdXVRdBxJklQgSykV5tdP3A7A23c7pOAkkqRhr3M93HUZ3PJlGDkOTr0cdn87hKVI3iaOaqQrwbI165kwytVpkiTVMkspFWbB4vE0Lf9r9tv2dUVHkSQNZ7PvLm1kvvBJOPBDcOT5MHJs0alq1oRRTQAsWdVuKSVJUo2zlFJhnnypgUMmn1R0DEnScLV6Cdx0ETzwI9hmXzjzFpj6xqJT1bwNRdSilevY2ZscSpJU0yylVIhFq1bwVPuvOHZb95OSJJVZSvDwz+CGC6CzA972Vdjv76CuvuhkAiaNLpVSbnYuSZIspVSIK564g8ZJN7HbNn9XdBRJ0nCy8Gm45uPw4u3wF++EY74IY6YUnUo9jB3ZQH1dsNhSSpKkmmcppULcOvtu6GzhyB33KjqKJGk4WL8Gbr0E/vgNaN0e3nclvO6oolOpD3V1wfiWRpastJSSJKnWWUqpEM+0PcL4+l2pq6srOookqdo9cxNcey60zYPDz4NDPgoNI4tOpU2YOKqRJavai44hSZIKZiml3K1qb2clz3HYhL8tOookqZq1zYPfnQ9PXAk7HgHv+RVM2rnoVBqACaMaWeTle5Ik1TxLKeXu/pdeYf3SgzjhoCOLjiJJqkadHXDvd+H3XyitiPrr78JfnAIRRSfTAE0c3chiL9+TJKnmWUopd4/P6aB+2Ykc+3pvyy1JGqS598M1H4OXH4E3vR/e8s/Q3Fp0Kg3SxFGNPDN/ZdExJElSwSyllLsbZ93CnttPYUS9+0lJkgZo7XK4+V9LK6S23gs+cBNM27/oVBqiCaOavPueJEmylFK+1nd28kzXf7PfxBOBE4qOI0mqdCnBY7+C6z8D61bBsf8GB5wJ9f4KU80mjG5k6ep1dHUl6uq87FKSpFrlb3TK1U3PPgz1azhy+wOLjiJJqnSLn4PfngvPz4Td3w5v/TKM27boVCqDiaMa6exKtK1dT2tLY9FxJElSQSyllKvfPXcHKdVz0h5vLjqKJKlSdbTD7V+H274KY6bAu38Orz+26FQqo4mjSkXUopXrLKUkSaphllLK1aOLHqS5azqtzaOKjiJJqkSz/ghX/xMsfQEO/ggc/globCk6lcps4uhSEbXEfaUkSappllLKTUqJJW0jecPUQ4qOIkmqNGuWwo0XwgM/gmkHwKmXw5Q9ik6ljEwY1QTAklXtBSeRJElFspRSbl5cvJplc47njKO9W5IkqVtK8Piv4bpPQ8daeNtXYb+/hzrv0DqctTY3UBd4Bz5JkmqcpZRyc+OfniJGrGK/6ROKjiJJqgTLZpc2Mn/mBtj9r+C4r8DYqUWnUg7q6oLxLY0sWWkpJUlSLbOUUm5+9fz3Gb/T84xrPrXoKJKkInV1wD3fht9/AUa2wt/8FHZ7W9GplLOJoxtdKSVJUo2zlFJuXm5/gh1a9i06hiSpQE1Ln6bu+2fByw/DAWfCWz4LI8cWHUsFmDDKUkqSpFpnKaVcPLlgDl0jFnHgNu4nJUk1ad0qYua/scNd/wVb7QofuAmm+e+EWjZxVJMbnUuSVOMspZSLK568DYCTdz+s4CSSpNw9cxP89mPEygUs/IuzmHjChdQ3jiw6lQrW2tLArMWrio4hSZIKZCmlXDw+fy7167dl98nTio4iScrLyoVw/fnw6C9gpyPpes8VLFncwcT6hqKTqQK0tjSwbPX6omNIkqQCWUopF4vnHcDR2xxddAxJUh5Sgod+AtdfAFEHJ/83vOE06OqCxc8UnU4VorW5keVrLKUkSaplllLK3OJVq3l6/lL+/tAdi44iScraomfhmo/CrNvgje+CY74IoyYWnUoVaFxLAyvbO1jf2UVDfV3RcSRJUgH8DUCZ++kjNzLq9Z9jl6ldRUeRJGWlYx384SvwXwfD8pfgfVfCyd+2kFK/WptLl3G6WkqSpNrlSill7vY59xKpmTdO3a7oKJKkLMy+G67+CCx6Bg75CBz+SWhsKTqVKlxrSyMAy1avZ9LopoLTSJKkIlhKKXPPr3iUrUbsTl2dC/MkaVhZuxxu+hzc933Ydl8461bYeq+iU6lKtLZsWCm1ruAkkiSpKJZSytSyNatYU/cih0w6pugokqRySQmevBqu/QSsWwnHXQxvej/U1RedTFVkw+V73oFPkqTaZSmlTP326QeI6OStO7+56CiSpHJoexmuPQ+eugZ2PR6O/wqMm1Z0KlWhsZZSkiTVPEspZWrRoq3hxc9x9HvfWHQUSdKWSAkeuBxu+GdoGAmnXg67vx0iik6mKjWyoZ7mhnqWudG5JEk1y1JKmbp31hLetP12jKj3kg5JqlpLnoerPgKzboN93gvHfAGaxxedSsNAa0sDy1e7p5QkSbXKnaeVmTXr1/FQOp+tpjxbdBRJ0lB0dsAd34LLDoZlL8L7roQT/9NCSmUzrrnBlVKSJNUwV0opM9f96X6icSH7buteI5JUdeY/Dr/5B5j3IBx0Nrzls9A4quhUGmZaWxrcU0qSpBpmKaXM3Pj8XaSuBk7Y9YCio0iSBqqjHW69BG7/GkzcGd5/I2z3pqJTaZhqbW50pZQkSTXMUkqZeXzJg4xmJ0Y1NRUdRZI0EC/dU1odteR5OOw8OOzjMMJzuLLT2tLAy6+sLTqGJEkqiKWUMtHR2cnSzqfZe9zbio4iSdqc9pXw+3+Fu/8btt0XzroVpuxRdCrVgHHNbnQuSVIts5RSJp5buIqVs87m1FMPLDqKJGlTnr0Zrv4orFoIx34RDvwQ1HnHVOVjXIsbnUuSVMsspZSJe2ctpa5jMm/ZZZeio0iS+rJ6CVx/ATz8U9jxcDj9KpiwY9GpVGNamxtZvmY9XV2JurooOo4kScqZpZQy8X/PfoftdmhkVNPxRUeRJPWUEjxxJVz7CehYB2//FuzzPggLAeWvtaWBlGDF2g7GtTQUHUeSJOXMUkpl19XVxYvr/sDrWw8tOookqae2l+Ha8+Cpa2C3E+D4S2Ds1KJTqYa1NpeKqGVr1llKSZJUgyylVHYPzHueVL+Mg7fxFuKSVBFSggd/DNd/tnQ3vXf+CPY40dVRKtyGImrZ6vVMn1hwGEmSlDtLKZXd1U//EYC/3sOVUpJUuKUvwtUfgedvgb3fA8d8AVomFJ1KAqC1pRHAzc4lSapRllIqu/vm38+IjqnsMGFy0VEkqXZ1dcH934cbL4SR4+A9v4Jdji46lfQqGy/fW72u4CSSJKkIllIqu7aF+7PfVC/dk6TCLHkBrvpHmHUb7HcGzPhXGDm26FTSa7Q01tNQHyx3pZQkSTXJUkpltWhlOy+9PJHzjti76CiSVHu6uuCe/4GbPwctk+BvfwM7HVl0KqlfEcG45kaWrbaUkiSpFllKqax++dhtNE6cyb7Tjyg6iiTVlsXPwW8+DLPvhDd9EI6+EJrGFJ1K2qzWlgZLKUmSapSllMrq+lk3MHLCvWw3fnTRUSSpNnR1wl2Xwe+/AGO2htOvgR0PKzqVNGCtzQ0sW+OeUpIk1SJLKZXV7NWPs3Xj7kXHkKTasPDp0uqoOffBgR+Cv/xnaBxVdCppUFpbGljuSilJkmqSpZTK5pUVS2mve4l9Jp9UdBRJGt46O+DOb8HML8G4afD3v4PtDyo6lTQk45obeXHxqqJjSJKkAlhKqWyuePJOIhJve/3BRUeRpOFr/hOl1VEvPwRv/jAcdQE0NBedShqy1pYGHp7jSilJkmqRpZTK5qUF9dS3HcWh0718T5LKrnM93P51+MO/w4Sd4P03wrT9i04lbbHWZjc6lySpVllKqWyenTOWg1pPp66urugokjS8vPIoXHkOzH8cDvkIHPFpaBhZdCqpLMa1NLB8zTpSSkRE0XEkSVKObA9UFm1r1/BI2w3stb09pySVTcc6mPlv8D9HQlcHfOAmOPoiCykNK+OaG1jfmVi9rrPoKJIkKWc2CCqLq5+6m4Ypv2T65OOKjiJJw8O8h0qroxY9DYedC4edByMai04llV1rS2leL1uznlFN/moqSVIt8d/8Kovfz7qb1NXEsbvsW3QUSapunevh1kvg1q/A5D3ggzNh6huKTiVlprW5AYBlq9exbaub9kuSVEsspVQWTy17mLGxC40jnFKSNGTzH4crPlT68/DzXB2lmtDaUiqllrvZuSRJNccGQVtsXUcHy9MzHDj+HUVHkaTq1NUJd3yztH/UhJ1Ke0dt68pT1YbW5j9fvidJkmqLpZS22ANzXqZj5S7M2PewoqNIUvVZ9Cxc+SGYc1/pznpHfsaNzFVTxowcQQQsc6WUJEk1x1JKW+yJOR10vfI+TtrjoKKjSFL16OqCe/4bbroIxm4Df389bH9g0amk3NXVBeOaG1i2Zl3RUSRJUs4spbTFZr7wAHttN46RDfVFR5Gk6rB0Flz5YXjxdjjgLDj6QmgcVXQqqTCtzQ3uKSVJUg2qKzqAqltXVxcPrb+EkZNuLTqKJFW+lOC+78NlB8Oy2fC3V8HxF1tIqeaNa2n08j1JkmqQK6W0RW5/8UmoX8mh2x1QdBRJqmzL58JV/wDP/R72PR2O+QKMHFt0KqkitHr5niRJNclSSlvkt3+6g5SCv97jkKKjSFJlSgke/hlc9ylobIH3/BJ2mVF0KqmitLY0ML9tbdExJElSziyltEUeXPgATV3T2HrM+KKjSFLlWTEfrvkoPH0tvOFv4LgvQ7PnS6m31uYGnn5lRdExJElSziyltEUWrVzDTuP3KTqGJFWex34Nvz0X6urhtJ/A7icUnUiqWONaGlm+xj2lJEmqNZZSGrKXl69hyax38sVD9i06iiRVjlWL4dpz4fErYI8T4W1fg1GTik4lVbTW5gY3OpckqQZZSmnI/vDsbKCT/XeYUHQUSaoMT10LV/8TdK2Hd3wP9noHRBSdSqp445obWLO+k7XrOxnZUF90HEmSlBNLKQ3ZT/70X4zf5U9sNebtRUeRpGKtWQa/Ox8e/im8/q3wV9+AMVsXnUqqGq0tDQC0rVlvKSVJUg2xlNKQzVn9BFNH7lp0DEkq1nO/h9/8A7SvgBMvg73f7eooaZA2lFLL1qxn8tiRBaeRJEl5sZTSkMxasoCOES+z35R3Fx1FkoqxbjXcdBHc89+w05Fw4n/CuGlFp5Kq0rjmRgD3lZIkqcZYSmlIrnjyjwCcuNuhBSeRpALMexB+fSYsmw3HXQxv+iDU1RWdSqpaG1dKrV5XcBJJkpQnSykNyX3zniA6Wtl3m52KjiJJ+ensgNv/A/7wZZiyJ5x1K2zlZczSlhrX/OfL9yRJUu2wlNKQrFxwJIeOfwt1rgyQVCsWPwdXnAVz74fDzoXDPwkjGotOJQ0LDfV1jG4awXIv35MkqaZYSmnQVrWv5/G5yzllvz2LjiJJ2UsJ7v8BXH8BjJ4Cf389bHdA0amkYWdccwPL1nj5niRJtcRlLhq0nz36e5p2/BKvn9pVdBRJytaK+fDTU+Gaj8EbToMP3W4hJWWktaXBjc4lSaoxrpTSoN3y4j3U1a9jv2nbFx1FkrLzxFVw9T9B3Qh498/h9ccWnUga1lpbGtxTSpKkGmMppUF7pu1hxtfvyoj6+qKjSFL5rW2D330aHvoJ7HYC/NU3YNSkolNJw15rc6N7SkmSVGMspTQoq9rbWcnzHDbhvUVHkaTym/VHuOJDsGYpnHgZ7P1uiCg6lVQTxrU0MHvJ6qJjSJKkHFlKaVCuefpeom49R+90UNFRJKl8Otph5hfhj9+E7d8MZ1wN43coOpVUU1rd6FySpJpjKaVBWbJkCh2zz+W4d+9XdBRJKo/5j8Ovz4SFT8PRF8HB/wh1Xp4s5c2NziVJqj2WUhqU+2YtY9+pu9HS0FR0FEnaMl2dcOd/wu//FSbuDGfOhK3/ouhUUs1qbW5kxdoOOjq7GFHvDaIlSaoF/htfA9bR2ck9a7/ENlu/VHQUSdoyy2bDj94ON/4LHHgWfNBCSirauJYGANrWdhScRJIk5cWVUhqwm597BJqfYY+prUVHkaShSQke/hlc90kYOQ5Ovxp2PKzoVJKAcc2lUmrZ6nVMGNVYcBpJkpQHSykN2HXP3UFK9Zy0+5uLjiJJg7dqMVzzUXjyKnjju+C4fy8VU5IqQmv3Sqlla9xXSpKkWmEppQF7ZOGDNHdNZ3zL6KKjSNLgPHMj/ObD0LkeTr0c9jix6ESSemltLq2OWu5m55Ik1QxLKQ1IV1cXCzueYvcxRxQdRZIGbt1quOGzcN/3YOcZcOKlMGbrolNJ6sOfV0qtKziJJEnKi6WUBmT2ktWsnvNOTjrh4KKjSNLAzHsIfvUBWD4H3vZV2P/9EFF0Kkn9GNlQT9OIOpa5UkqSpJpR03ffi4jtIuKWiHgiIh6JiHf2ev2EiHg6Ip6JiA8UlbMS3DtrKV1rduZtu+1ddBRJ2rSuLrj96/Ddo6GhGc66Fd70AQspqQq0tjRYSkmSVENqfaVUB/DRlNJDETEZeCAirk0prYqIEcDXgKOAtu7Xfp1SWlJk4KL88pmfsd12wbiWtxUdRZL6t3wuXHEWzLodDvkIHPVZGOFdvKRq0drcyHI3OpckqWbUdCmVUnoZeLn76wURsQSYAKwCDgAeTynNBYiIa4Fjgf9XUNxCPbX6OnYYv0/RMSSpf49fAVd/FBpa4PSrYMfDi04kaZDGNTdYSkmSVEMq+vK9iDg8Iq6OiHkRkSLipD7GnBMRL0TE2oi4PyIOG+Jn7Q/UpZRe6j60DTC3x5A5wLZDee9q99TCOXSNWMgBU/crOookvVb7Crjyw/CLM2CnI+DsP1pISVVqzMgRrFhrKSVJUq2o9JVSo4CHgR8Av+r9YkScBnwdOAf4I3AWcF1E7JFSmt095n6gqY/3PialNK97zETgcqDnvlF9bT6S+gsaEU29PmcMwLJly/r7lqrx03uup3NNJ2/Z5i9YunRp0XFqXmdnJ21tbSxdupT6+vqi42iYqbr5Ne9B6q75J1i5kDTjK6S9ToH2gHbPVZWo6uaXctfQuYb5be1D+n3D+aUsOb+UFedW/tra2oqOoB4ipX57looSEQk4OaV0ZY9jdwMPpJTO7nHsSeDKlNL5A3zfJuBG4DsppR/3OH4w8ImU0sndz78B3J1S+mk/73MRcOFgfy5JkiRJkpS7aRu261FxqraUiohGYDXwzpTSFT3GfQPYO6V0xADeM4CfAk+nlC7q9doI4EngSLo3OgcOSikt7ue9+lopNQeYBqwY0A8pDYxzS1lyfilLzi9lyfmlLDm/lBXnVjHGAPNStRQiw1ilX763KZOAemB+r+Pzga0H+B6HAKcBj/TYr+p9KaVHU0odEXEuMJPS3lsX91dIAaSU2oH2Dc/jz7ceX5FScn2gysa5pSw5v5Ql55ey5PxSlpxfyopzqzD+s64Q1VxKbdC72Yw+jvX9jSndziY2e08pXQVcNfRokiRJkiRJ6ktF331vMxYBnbx2VdRkXrt6SpIkSZIkSRWkakuplNI64H5gRq+XZgB35J/oNdqBz9Hjkj6pTJxbypLzS1lyfilLzi9lyfmlrDi3VNMqeqPziBgN7Nz99EHg45T2eFqSUpodEacBPwY+BNwJnAl8ENgzpfRiAZElSZIkSZI0AJVeSh1JqYTq7UcppTO6x5wDfBKYCjwGfCyldGtOESVJkiRJkjQEFV1KSZIkSZIkaXiq2j2lJEmSJEmSVL0spSRJkiRJkpQ7SylJkiRJkiTlzlKqABHxsYh4PCKeiIhvRkQUnUnVLSKuiIilEfHLgRyXBmpTcygiWiLixYi4pIhsqn59za+I2DUiHurxWBMRJxUYU1UoIraLiFu6f9d6JCLe2eO1EyLi6Yh4JiI+UGROVaf+5ldEjImIe7vPXY9GxAeLzqrqs5nz144RMbP7tUcjYlSRWaVycKPznEXEVsBdwJ7AeuBW4LyU0p2FBlNVi4ijgNHA6SmlUzZ3XBqoTc2hiPgisAswO6V0XhH5VN02d46KiNHALGB6SmlVzvFUxSJiKjAlpfRQREwGHgB2BdqBJ4CjgLbu4wemlJYUFlZVZxPzay3QlFJaHREtlO4M/qaU0uIC46rK9De/UkqrIuIPwGdTSrdFxASgLaXUUWhgaQu5UqoYI4CRQEP3Y0GxcVTtUkozgRUDPS4NVH9zKCJ2AXYDrs09lIaNAZyj3g7cbCGlwUopvZxSeqj76wXAEmACcADweEppbkppBaVz2LGFBVVV6m9+pZQ6U0qru4eNBOoBr4jQoPQ3vyJiT2B9Sum27teWWEhpOLCUGqSIODwiro6IeRGR+rqkICLOiYgXImJtRNwfEYdteC2ltBC4BJgNzANuSik9l9sPoIqzpXNK6k/Gc+sS4PyyBlZVyencdSrwf2UJrKpSzvkVEfsDdSmll4BtgLk9Xp4DbJvFz6DKleH8IiJaI+JhSnPr4pTSoix/FlWeDOfXLsDKiLgqIh6IiM9k+5NI+bCUGrxRwMPAP/T1YkScBnwd+CKwD3AbcF1EbN/9+njgBGAHSr8EHRwRh2eeWpVsi+aUtAmZzK2IOBH4U0rpT2VNq2qT6bkrIsYCh+BqvFpVlvkVEROBy4EzNxzq4+3cy6L2ZDW/SCktSym9EdgReHdETMniB1BFy2p+NQCHAR8G3gzMiIgZGeSXcjWi6ADVJqV0HXAdQPS9P/nHge+llL7b/fyjEXEscDalVQVHA89u2LsgIn4LHERpbynVoDLMKalPGc6tg4C/idLGm6OBhohoSyl9vmzhVfFyOHedCFyfUlpbhriqMuWYXxHRBFwBfCmldEf3uLm8emXUNODusv8AqmgZzq+enzE/Ih4BDgd+UfYfQhUrw/k1B7i3x6q8a4G9gRuz+UmkfLhSqowiohHYD7ih10s3AAd3f/0SpdVRIyOiHjgSeDq3kKoqA5xT0qBtydxKKZ2fUtoupbQDcB7wHQsp9VSmc5eX7qlPA5lfUfovwR8Cv08p/bjHmHuAvSJi24gYAxwPXJ95aFWNLZlfETGle5XnhtWeh+Pv+ephC89f9wJTImJ8RNRRml9PZh5aypgrpcprEqUNDef3Oj4f2BogpXRXd6v9INAF3AxclWdIVZXNzimAiLge2BcYFRFzgJNTSvf2dzyf6KpwWzS3ckuparWl565xlDakfkdOeVVdBjK/DgFOAx7psZ/L+1JKj0bEucBMSn85e7F3RlMvQ55fQCPwve5SIYBLU0qPZJ5Y1WRLz1+foXSFTQA3pJSuyT6ylC1LqWz03psgeh5LKV0AXJBrIlW7zc2pPu8c1N9xqYchza0er/8wg0waPoZ67loOuA+LNqff+ZVSup1+rghIKV2FfyGozRvS/KJ0OZW0OUM9f228NFAaLrx8r7wWAZ30+FvgbpN5bRsuDYRzSllxbilLzi9lyfmlLDm/lCXnl9SLpVQZpZTWAfcDve+CMAN4zQaI0uY4p5QV55ay5PxSlpxfypLzS1lyfkmv5eV7gxQRo4GdexzaMSL2BpaklGYDXwN+HBH3AXdSuoXn9sC3886q6uCcUlacW8qS80tZcn4pS84vZcn5JQ1OpNT7clZtSkQcSWlzzN5+lFI6o3vMOcAnganAY8DHUkq35hRRVcY5paw4t5Ql55ey5PxSlpxfypLzSxocSylJkiRJkiTlzj2lJEmSJEmSlDtLKUmSJEmSJOXOUkqSJEmSJEm5s5SSJEmSJElS7iylJEmSJEmSlDtLKUmSJEmSJOXOUkqSJEmSJEm5s5SSJEmSJElS7iylJEmSJEmSlDtLKUmSJEmSJOXOUkqSJEmSJEm5s5SSJEnqJSImRsSCiNihzO/7y4j4eDnfU5IkqVpZSkmSJL3W+cDVKaVZGw5ExA8j4sreAyPiyIhIEdE6gPf9PHBBRIwtV1BJkqRqZSklSZLUQ0Q0A+8Hvlvu904pPQLMAt5T7veWJEmqNpZSkiRpWImI6yLiRz2evyUiFkfEiAG+xXFAR0rpziF89g7dq6Z6P27pMewq4F2DfW9JkqThxlJKkiQNN3OBbXs8nwk0AYcM8PsPB+4b4me/BEzt8dgHWAzc2mPMPcABEdE0xM+QJEkaFgb6N4aSJEnVYi5w6IYnKaUUEWuBrQb4/TsA8/p57YSIWNnrWH2Pz+oEXgGIiJHAlcCdwEW98jUBWwMvDjCTJEnSsGMpJUmShptXrZSKiL2B8cAdA/z+ZmBtP6/NBM7udexA4H/7GPs9YAwwI6XU1eP4mu4/WwaYR5IkaViylJIkScPNXGB09x3uVgL/AfwkpdTf6qfeFlEqsfqyKqX0bM8DETGt96CI+CzwVuCAlNKKXi9P6P5z4QDzSJIkDUuWUpIkabiZ2/3nNODvKO3tdOIgvv9B4L1D/fCIeAfwL8BxKaXn+hiyFzAnpbRoqJ8hSZI0HLjRuSRJGm42lFJfBd4B/GVKqW0Q3389sGdE9Ldaql8RsRdwOfDvwOMRsXX3Y0KPYYcBNwz2vSVJkoYbSylJkjTcLALagenA4SmluZsZ/yoppUcp3X3v1CF89v6U9or6LPByj8evYePm5ycD3xnCe0uSJA0rkVIqOoMkSVJFiYjjgUuAvXptUr6l7/th4MSU0jHlek9JkqRq5Z5SkiRJvaSUro2IXSjdxe+lMr71euAfy/h+kiRJVcuVUpIkSZIkScqde0pJkiRJkiQpd5ZSkiRJkiRJyp2llCRJkiRJknJnKSVJkiRJkqTcWUpJkiRJkiQpd5ZSkiRJkiRJyp2llCRJkiRJknJnKSVJkiRJkqTcWUpJkiRJkiQpd5ZSkiRJkiRJyp2llCRJkiRJknJnKSVJkiRJkqTcWUpJkiRJkiQpd5ZSkiRJkiRJyp2llCRJkiRJknJnKSVJkiRJkqTcWUr1ISLOj4h7I2JFRCyIiCsjYteic0mSJEmSJA0XllJ9OwL4T+AgYAYwArghIkYVmkqSJEmSJGmYiJRS0RkqXkRsBSwAjkgp3drPmCagqdfhCcCSjONJkiRJkqSBGwPMSxYihRtRdIAqMa77z00VTOcDF+aQRZIkSZIkbZlpwNyiQ9Q6V0ptRkQE8BtgfErpsE2M671Sagww56WXXmLs2LEZp5QkSZIkSZvT1tbGdtttBzAupdRWdJ5a50qpzbsUeANw6KYGpZTagfYNz0tdFowdO9ZSSpIkSZIkqRdLqU2IiG8BbwcOTynNKTqPJEmSJEnScGEp1YfuS/a+BZwMHJlSeqHgSJIkSZIkScOKpVTf/hN4N3AisCIitu4+vjyltKa4WJIkSZIkScNDXdEBKtTZlO64dwvwco/HaQVmkiRJkiRJGjZcKdWHlFIUnUGSJEmSJGk4c6WUJEmSJEmScmcpJUmSJEmSpNxZSkmSJEmSJCl3llKSJEmSJEnKnaWUJEmSJEmScmcpJUmSJEmSpNxZSkmSJEmSJCl3llKSJEmSJEnKnaWUJEmSJEmScmcpJUmSJEmSpNxZSkmSJEmSJCl3llKSJEmSJEnKnaWUJEmSJEmScmcpJUmSJEmSpNxZSkmSJEmSJCl3llKSJEmSJEnKnaWUJEmSJEmScmcpJUmSJEmSpNxZSkmSJEmSJCl3llL9iIjDI+LqiJgXESkiTio6kyRJkiRJ0nBhKdW/UcDDwD8UHUSSJEmSJGm4GVF0gEqVUroOuA4gIjY7PiKagKYeh8Zkk0ySJEmSJKn6uVKqfM4Hlvd4zCk2jiRJkiRJUuWylCqfLwHjejymFRtHkiRJkiSpcnn5XpmklNqB9g3PB3LJnyRJkiRJUq1ypZQkSZIkSZJyZyklSZIkSZKk3Hn5Xj8iYjSwc49DO0bE3sCSlNLsYlJJkiRJkiQND5ZS/dsfmNnj+de6//wRcEbuaSRJkiRJkoYRS6l+pJRuAdytXJIkSZIkKQPuKSVJkiRJkqTcWUpJkiRJkiQpd5ZSkiRJkiRJyp2llCRJkiRJknJnKSVJkiRJkqTcWUpJkiRJkiQpd5ZSkiRJkiRJyp2llCRJkiRJknJnKSVJkiRJkqTcWUpJkiRJkiQpd5ZSkiRJkiRJyp2llCRJkiRJknJnKSVJkiRJkqTcWUpJkiRJkiQpd5ZSkiRJkiRJyp2llCRJkiRJknJX8aVURDRHREuP59Mj4qMRcUyRuSRJkiRJkjR0FV9KAb8B/hYgIlqBu4Fzgd9ExNkF5pIkSZIkSdIQVUMptS9wW/fXpwDzgemUiqqPFBVKkiRJkiRJQ1cNpVQLsKL762OAX6eUuoC7KJVTmYmIcyLihYhYGxH3R8RhWX6eJEmSJElSraiGUupZ4KSI2A44Frih+/hkoC2rD42I04CvA18E9qG0Wuu6iNg+q8+UJEmSJEmqFZFSKjrDJkXEKcBPgXrg9ymlGd3HzwcOTykdl9Hn3g08kFI6u8exJ4ErU0rnD+D7xwLL582bx9ixY1/zen19PSNHjtz4fNWqVf2+V11dHc3NzUMau3r1avr73zgiaGlpGdLYNWvW0NXV1W+OUaNGDWns2rVr6ezsLMvYlpYWIgKA9vZ2Ojo6yjK2ubmZurpSn7tu3TrWr19flrEjR46kvr5+0GPXr1/PunXr+h3b1NTEiBEjBj22o6OD9vb2fsc2NjbS0NAw6LGdnZ2sXbu237ENDQ00NjYOemxXVxdr1qwpy9gRI0bQ1NQEQEqJ1atXl2XsYP5/7zmi77GeIzxHeI4Y/FjPEUMb6zmixHPE4Md6jijxHDG0sZ4jSrI8R6xdu5Zx48YBjEspZbbQRQOUUqr4B7A1pdVKdT2OHQDsltHnNQIdwMm9jn8D+EM/39MEjO3x2BZI/T2OP/741FNLS0u/Y4844ohXjZ00aVK/Y/fff/9XjZ0+fXq/Y/fYY49Xjd1jjz36HTt9+vRXjd1///37HTtp0qRXjT3iiCP6HdvS0vKqsccff3y/Y0vT9c9OOeWUTY5duXLlxrGnn376JscuWLBg49hzzjlnk2NfeOGFjWPPO++8TY597LHHNo698MILNzn2nnvu2Tj24osv3uTYmTNnbhx76aWXbnLsNddcs3HsD37wg02O/fnPf75x7M9//vNNjv3BD36wcew111yzybGXXnrpxrEzZ87c5NiLL75449h77rlnk2MvvPDCjWMfe+yxTY4977zzNo594YUXNjn2nHPO2Th2wYIFmxx7+umnbxy7cuXKTY495ZRTXjWHNzXWc0Tp4Tnizw/PEaWH54jSw3NE6eE54s8PzxGlh+eI0sNzROnhOeLPD88RpcfFF1+cli9fvuH52FQBfUetP6rh8j1SSq9Q2ldqRkRsqObvTSk9ldFHTqK0Mmt+r+PzKRVkfTkfWN7jMSejbJIkSZIkSVWvGi7fmwj8HDiKUpu5S0rp+Yj4HrAspXRuBp+5DTAXODildGeP4xcA70sp7dbH9zRRWi21wRhgjpfvuaTWJbUuu9/AZfd/5jli8GM9R5R4jhj8WM8RQxvrOaLEc8Tgx3qOKPEcMbSxniNKvHyvdlRDKXU5pU3NPwA8Cbyxu5Q6BviPlNKeGXxmI7AaeGdK6Yoex78B7J1SOmIA7zEWWL58+fI+SylJkiRJkpSvtrY2S6kKUg2X7x0DfCql1PtyuGeA6Vl8YEppHXA/MKPXSzOAO7L4TEmSJEmSpFoyougAAzCK0qql3iYB/a/h23JfA34cEfcBdwJnAtsD387wMyVJkiRJkmpCNZRStwJ/C/xz9/MUEXXAJ4CZWX1oSun/uvez+hdgKvAYcHxK6cWsPlOSJEmSJKlWVEMpdR7wh4jYH2gELgb2BCYAh2T5wSmly4DLsvwMSZIkSZKkWlTRe0pFRAOlUujtwD3AjZQu5/s1sE9K6bkC40mSJEmSJGmIKnqlVEppfUTsBSxOKV1YdB5JkiRJkiSVR0WvlOp2OfD+okNIkiRJkiSpfCp6pVS3RuADETEDuA9Y1fPFlNLHC0klSZIkSZKkIauGUmov4IHur1/f67WUcxZJkiRJkiSVQcWXUimlo4rOIEmSJEmSpPKqhj2lJEmSJEmSNMxYSkmSJEmSJCl3llKSJEmSJEnKnaWUJEmSJEmScmcpJUmSJEmSpNxZSkmSJEmSJCl3llKSJEmSJEnKnaWUJEmSJEmScmcpJUmSJEmSpNxZSkmSJEmSJCl3llKSJEmSJEnKnaWUJEmSJEmScmcpJUmSJEmSpNxZSvUhIi6IiDsiYnVELCs6jyRJkiRJ0nBjKdW3RuAXwH8VHUSSJEmSJGk4GlF0gEqUUroQICLOKDiKJEmSJEnSsGQpVSYR0QQ09Tg0pqgskiRJkiRJlc7L98rnfGB5j8ecYuNIkiRJkiRVrpoppSLioohIm3nsvwUf8SVgXI/HtLIElyRJkiRJGoZq6fK9S4GfbWbMrKG+eUqpHWjf8DwihvpWkiRJkiRJw17NlFIppUXAoqJzSJIkSZIkqYZKqcGIiO2BCcD2QH1E7N390rMppZWFBZMkSZIkSRomLKX69nng9B7PH+z+8yjgltzTSJIkSZIkDTM1s9H5YKSUzkgpRR+PW4rOJkmSJEmSNBxYSkmSJEmSJCl3llKSJEmSJEnKnaWUJEmSJEmScmcpJUmSJEmSpNxZSkmSJEmSJCl3llKSJEmSJEnKnaWUJEmSJEmScmcpJUmSJEmSpNxZSkmSJEmSJCl3llKSJEmSJEnKnaWUJEmSJEmScmcpJUmSJEmSpNxZSkmSJEmSJCl3llKSJEmSJEnKnaWUJEmSJEmScmcpJUmSJEmSpNxZSkmSJEmSJCl3llKSJEmSJEnKnaWUJEmSJEmScmcpJUmSJEmSpNxZSvUSETtExPci4oWIWBMRz0XE5yKisehskiRJkiRJw8WIogNUoN0olXVnAc8CewHfAUYB5xWYS5IkSZIkadiwlOolpfQ74Hc9Dj0fEbsCZ7OJUioimoCmHofGALS1tWURU5IkSZIkDZL/jV5ZLKUGZhywZDNjzgcu7H1wu+22yySQJEmSJEkasjGADVXBIqVUdIaKFhGvAx4Azk0pfXcT4/paKTUHmAasyDSkao1zS1lyfilLzi9lyfmlLDm/lBXnVjHGAPOShUjhamalVERcRB8rmXp5U0rpvh7fsw2lS/l+salCCiCl1A609/jeDV+uSCnZvqpsnFvKkvNLWXJ+KUvOL2XJ+aWsOLcK4z/rClEzpRRwKfCzzYyZteGL7kJqJnAncGZ2sSRJkiRJkmpPzZRSKaVFwKKBjI2IbSkVUvcDf5dS6soymyRJkiRJUq2pmVJqoLpXSN0CzKZ0t72tNiypTCm9Moi3agc+R49L+qQycW4pS84vZcn5pSw5v5Ql55ey4txSTXOj814i4gzgB329llKKvo5LkiRJkiRpcCylJEmSJEmSlLu6ogNIkiRJkiSp9lhKSZIkSZIkKXeWUpIkSZIkScqdpZQkSZIkSZJyZylVgIj4WEQ8HhFPRMQ3I8K7+mmLRMQVEbE0In45kOPSQG1qDkVES0S8GBGXFJFN1a+v+RURu0bEQz0eayLipAJjqgpFxHYRcUv371qPRMQ7e7x2QkQ8HRHPRMQHisyp6tTf/IqIMRFxb/e569GI+GDRWVV9NnP+2jEiZna/9mhEjCoyq1QO3n0vZxGxFXAXsCewHrgVOC+ldGehwVTVIuIoYDRwekrplM0dlwZqU3MoIr4I7ALMTimdV0Q+VbfNnaMiYjQwC5ieUlqVczxVsYiYCkxJKT0UEZOBB4BdgXbgCeAooK37+IEppSWFhVXV2cT8Wgs0pZRWR0QL8BjwppTS4gLjqsr0N79SSqsi4g/AZ1NKt0XEBKAtpdRRaGBpC7lSqhgjgJFAQ/djQbFxVO1SSjOBFQM9Lg1Uf3MoInYBdgOuzT2Uho0BnKPeDtxsIaXBSim9nFJ6qPvrBcASYAJwAPB4SmluSmkFpXPYsYUFVVXqb36llDpTSqu7h40E6gGviNCg9De/ImJPYH1K6bbu15ZYSGk4sJQapIg4PCKujoh5EZH6uqQgIs6JiBciYm1E3B8Rh214LaW0ELgEmA3MA25KKT2X2w+girOlc0rqT8Zz6xLg/LIGVlXJ6dx1KvB/ZQmsqlLO+RUR+wN1KaWXgG2AuT1engNsm8XPoMqV4fwiIloj4mFKc+vilNKiLH8WVZ4M59cuwMqIuCoiHoiIz2T7k0j5sJQavFHAw8A/9PViRJwGfB34IrAPcBtwXURs3/36eOAEYAdKvwQdHBGHZ55alWyL5pS0CZnMrYg4EfhTSulPZU2rapPpuSsixgKH4Gq8WlWW+RURE4HLgTM3HOrj7dzLovZkNb9IKS1LKb0R2BF4d0RMyeIHUEXLan41AIcBHwbeDMyIiBkZ5JdyNaLoANUmpXQdcB1A9L0/+ceB76WUvtv9/KMRcSxwNqVVBUcDz27YuyAifgscRGlvKdWgMswpqU8Zzq2DgL+J0sabo4GGiGhLKX2+bOFV8XI4d50IXJ9SWluGuKoy5ZhfEdEEXAF8KaV0R/e4ubx6ZdQ04O6y/wCqaBnOr56fMT8iHgEOB35R9h9CFSvD+TUHuLfHqrxrgb2BG7P5SaR8uFKqjCKiEdgPuKHXSzcAB3d//RKl1VEjI6IeOBJ4OreQqioDnFPSoG3J3EopnZ9S2i6ltANwHvAdCyn1VKZzl5fuqU8DmV9R+i/BHwK/Tyn9uMeYe4C9ImLbiBgDHA9cn3loVY0tmV8RMaV7leeG1Z6H4+/56mELz1/3AlMiYnxE1FGaX09mHlrKmCulymsSpQ0N5/c6Ph/YGiCldFd3q/0g0AXcDFyVZ0hVlc3OKYCIuB7YFxgVEXOAk1NK9/Z3PJ/oqnBbNLdyS6lqtaXnrnGUNqR+R055VV0GMr8OAU4DHumxn8v7UkqPRsS5wExKfzl7sXdGUy9Dnl9AI/C97lIhgEtTSo9knljVZEvPX5+hdIVNADeklK7JPrKULUupbPTemyB6HkspXQBckGsiVbvNzak+7xzU33GphyHNrR6v/zCDTBo+hnruWg64D4s2p9/5lVK6nX6uCEgpXYV/IajNG9L8onQ5lbQ5Qz1/bbw0UBouvHyvvBYBnfT4W+Buk3ltGy4NhHNKWXFuKUvOL2XJ+aUsOb+UJeeX1IulVBmllNYB9wO974IwA3jNBojS5jinlBXnlrLk/FKWnF/KkvNLWXJ+Sa/l5XuDFBGjgZ17HNoxIvYGlqSUZgNfA34cEfcBd1K6hef2wLfzzqrq4JxSVpxbypLzS1lyfilLzi9lyfklDU6k1PtyVm1KRBxJaXPM3n6UUjqje8w5wCeBqcBjwMdSSrfmFFFVxjmlrDi3lCXnl7Lk/FKWnF/KkvNLGhxLKUmSJEmSJOXOPaUkSZIkSZKUO0spSZIkSZIk5c5SSpIkSZIkSbmzlJIkSZIkSVLuLKUkSZIkSZKUO0spSZIkSZIk5c5SSpIkSZIkSbmzlJIkSZIkSVLuLKUkSZIkSZKUO0spSZIkSZIk5c5SSpIkSZIkSbmzlJIkSeolIiZGxIKI2KHM7/vLiPh4Od9TkiSpWllKSZIkvdb5wNUppVkbDkTEDyPiyt4DI+LIiEgR0TqA9/08cEFEjC1XUEmSpGplKSVJktRDRDQD7we+W+73Tik9AswC3lPu95YkSao2llKSJGlYiYjrIuJHPZ6/JSIWR8SIAb7FcUBHSunOIXz2Dt2rpno/bukx7CrgXYN9b0mSpOHGUkqSJA03c4FtezyfCTQBhwzw+w8H7hviZ78ETO3x2AdYDNzaY8w9wAER0TTEz5AkSRoWBvo3hpIkSdViLnDohicppRQRa4GtBvj9OwDz+nnthIhY2etYfY/P6gReAYiIkcCVwJ3ARb3yNQFbAy8OMJMkSdKwYyklSZKGm1etlIqIvYHxwB0D/P5mYG0/r80Ezu517EDgf/sY+z1gDDAjpdTV4/ia7j9bBphHkiRpWLKUkiRJw81cYHT3He5WAv8B/CSl1N/qp94WUSqx+rIqpfRszwMRMa33oIj4LPBW4ICU0opeL0/o/nPhAPNIkiQNS5ZSkiRpuJnb/ec04O8o7e104iC+/0HgvUP98Ih4B/AvwHEppef6GLIXMCeltGionyFJkjQcuNG5JEkabjaUUl8F3gH8ZUqpbRDffz2wZ0T0t1qqXxGxF3A58O/A4xGxdfdjQo9hhwE3DPa9JUmShhtLKUmSNNwsAtqB6cDhKaW5mxn/KimlRyndfe/UIXz2/pT2ivos8HKPx69h4+bnJwPfGcJ7S5IkDSuRUio6gyRJUkWJiOOBS4C9em1SvqXv+2HgxJTSMeV6T0mSpGrlnlKSJEm9pJSujYhdKN3F76UyvvV64B/L+H6SJElVy5VSkiRJkiRJyp17SkmSJEmSJCl3llKSJEmSJEnKnaWUJEmSJEmScmcpJUmSJEmSpNxZSkmSJEmSJCl3llKSJEmSJEnKnaWUJEmSJEmScmcpJUmSJEmSpNxZSkmSJEmSJCl3/x8tcJSGvKj+5wAAAABJRU5ErkJggg==\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"my_jet.IC_nu_size=100\n",
"my_jet.eval()\n",
"sed_plot=my_jet.plot_model()\n",
"sed_plot.setlim(x_min=1E8,y_min=1E-20,y_max=1E-12)"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"my_jet.IC_nu_size=200\n",
"my_jet.eval()\n",
"sed_plot=my_jet.plot_model()\n",
"sed_plot.setlim(x_min=1E8,y_min=1E-20,y_max=1E-12)"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"my_jet._blob.IC_adaptive_e_binning\n",
"my_jet.IC_nu_size=100\n",
"my_jet.eval()\n",
"sed_plot=my_jet.plot_model()\n",
"sed_plot.setlim(x_min=1E8,y_min=1E-20,y_max=1E-12)"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.8.2"
}
},
"nbformat": 4,
"nbformat_minor": 4
}