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{ | |
"cells": [ | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"## Compute current bottom stress from the NECOFS (New England Coastal Ocean Forecast System)" | |
] | |
}, | |
{ | |
"cell_type": "markdown", | |
"metadata": {}, | |
"source": [ | |
"Demonstration using the NetCDF4-Python library to compute bottom stress and bottom velocity (1 meter above bottom) from a triangular grid ocean model (FVCOM) via OPeNDAP. The results are stored in a new NetCDF4 file. \n", | |
"\n", | |
"NECOFS (Northeastern Coastal Ocean Forecast System) is run by groups at the University of Massachusetts Dartmouth and the Woods Hole Oceanographic Institution, led by Drs. C. Chen, R. C. Beardsley, G. Cowles and B. Rothschild. Funding is provided to run the model by the NOAA-led Integrated Ocean Observing System and the State of Massachusetts.\n", | |
"\n", | |
"NECOFS is a coupled numerical model that uses nested weather models, a coastal ocean circulation model, and a wave model. The ocean model is a volume-mesh model with horizontal resolution that is finer in complicated regions. It is layered (not depth-averaged) and includes the effects of tides, winds, and varying water densities caused by temperature and salinity changes.\n", | |
"\n", | |
"* Model description: http://fvcom.smast.umassd.edu/research_projects/NECOFS/model_system.html\n", | |
"* THREDDS server with other forecast and archive products: http://www.smast.umassd.edu:8080/thredds/catalog.html" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 1, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"%matplotlib inline\n", | |
"import matplotlib.tri as Tri\n", | |
"import netCDF4\n", | |
"import datetime as dt\n", | |
"import numpy as np\n", | |
"import matplotlib.pyplot as plt\n", | |
"import numpy as np" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 33, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"# DAP Data URL\n", | |
"#url = 'http://www.smast.umassd.edu:8080/thredds/dodsC/FVCOM/NECOFS/Forecasts/NECOFS_FVCOM_OCEAN_MASSBAY_FORECAST.nc'\n", | |
"url = 'http://www.smast.umassd.edu:8080/thredds/dodsC/FVCOM/NECOFS/Forecasts/NECOFS_GOM3_FORECAST.nc'\n", | |
"\n", | |
"# input dataset from Open DAP\n", | |
"nci = netCDF4.Dataset(url)" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 34, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"name": "stdout", | |
"output_type": "stream", | |
"text": [ | |
"<class 'netCDF4._netCDF4.Variable'>\n", | |
"float32 u(time, siglay, nele)\n", | |
" long_name: Eastward Water Velocity\n", | |
" units: meters s-1\n", | |
" type: data\n", | |
" missing_value: -999.0\n", | |
" field: ua, scalar\n", | |
" coverage_content_type: modelResult\n", | |
" standard_name: eastward_sea_water_velocity\n", | |
" coordinates: time siglay latc lonc\n", | |
" mesh: fvcom_mesh\n", | |
" location: face\n", | |
"unlimited dimensions: time\n", | |
"current shape = (145, 40, 99137)\n", | |
"filling off\n", | |
"\n" | |
] | |
} | |
], | |
"source": [ | |
"print(nci['u'])\n", | |
"nt,nz,nele = nci['u'].shape\n", | |
"node = len(nci['h'])\n", | |
"time_var = nci['time']" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 36, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"# OUTPUT: create NetCDF4 file with deflation on variables\n", | |
"url_out = '/home/jovyan/out.nc'\n", | |
"nco = netCDF4.Dataset(url_out, 'w')\n", | |
"ncov = nco.variables\n", | |
"\n", | |
"chunk_lon=512\n", | |
"chunk_time=1\n", | |
"sigdigits=6\n", | |
"\n", | |
"nco.createDimension('nele', nele)\n", | |
"nco.createDimension('node', node)\n", | |
"nco.createDimension('three', 3)\n", | |
"nco.createDimension('time', None)\n", | |
"\n", | |
"timeo = nco.createVariable('time', 'f4', ('time'))\n", | |
"ho = nco.createVariable('h', 'f4', ('node'))\n", | |
"nvo = nco.createVariable('nv', 'i4', ('three', 'nele'))\n", | |
"lonco = nco.createVariable('lonc', 'f4', ( 'nele'))\n", | |
"latco = nco.createVariable('latc', 'f4', ( 'nele'))\n", | |
"lono = nco.createVariable('lon', 'f4', ( 'node'))\n", | |
"lato = nco.createVariable('lat', 'f4', ( 'node'))\n", | |
"\n", | |
"ubot = nco.createVariable('ubot', 'f4', ('time', 'nele'),\n", | |
" zlib=True,least_significant_digit=sigdigits,chunksizes=[chunk_time,chunk_lon])\n", | |
"vbot = nco.createVariable('vbot', 'f4', ('time', 'nele'),\n", | |
" zlib=True,least_significant_digit=sigdigits,chunksizes=[chunk_time,chunk_lon])\n", | |
"bustr = nco.createVariable('bustr', 'f4', ('time', 'nele'),\n", | |
" zlib=True,least_significant_digit=sigdigits,chunksizes=[chunk_time,chunk_lon])\n", | |
"bvstr = nco.createVariable('bvstr', 'f4', ('time', 'nele'),\n", | |
" zlib=True,least_significant_digit=sigdigits,chunksizes=[chunk_time,chunk_lon]) \n", | |
"\n", | |
"timeo.units=nci['time'].units\n", | |
"ho.units=nci['h'].units\n", | |
"lono.units=nci['lon'].units\n", | |
"lato.units=nci['lat'].units\n", | |
"lonco.units=nci['lonc'].units\n", | |
"latco.units=nci['latc'].units\n", | |
"ubot.units=nci['u'].units\n", | |
"vbot.units=nci['v'].units\n", | |
"bustr.units='N/m2'\n", | |
"bvstr.units='N/m2'\n", | |
"\n", | |
"# write data with no time dimension\n", | |
"lonco[:]=nci['lonc'][:]\n", | |
"latco[:]=nci['latc'][:]\n", | |
"lono[:]=nci['lon'][:]\n", | |
"lato[:]=nci['lat'][:]\n", | |
"nvo[:]=nci['nv'][:]\n", | |
"ho[:]=nci['h'][:]\n" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 37, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"name": "stdout", | |
"output_type": "stream", | |
"text": [ | |
"<class 'netCDF4._netCDF4.Variable'>\n", | |
"float32 u(time, siglay, nele)\n", | |
" long_name: Eastward Water Velocity\n", | |
" units: meters s-1\n", | |
" type: data\n", | |
" missing_value: -999.0\n", | |
" field: ua, scalar\n", | |
" coverage_content_type: modelResult\n", | |
" standard_name: eastward_sea_water_velocity\n", | |
" coordinates: time siglay latc lonc\n", | |
" mesh: fvcom_mesh\n", | |
" location: face\n", | |
"unlimited dimensions: time\n", | |
"current shape = (145, 40, 99137)\n", | |
"filling off\n", | |
"\n" | |
] | |
} | |
], | |
"source": [ | |
"# take a look at the \"metadata\" for the variable \"u\"\n", | |
"print(nci['u'])" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 38, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"itime=0" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 39, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"name": "stdout", | |
"output_type": "stream", | |
"text": [ | |
"2018-Apr-21 00:00\n" | |
] | |
} | |
], | |
"source": [ | |
"dtime = netCDF4.num2date(time_var[itime],time_var.units)\n", | |
"daystr = dtime.strftime('%Y-%b-%d %H:%M')\n", | |
"print(daystr)" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 40, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/plain": [ | |
"array([-59.810688, -59.752678, -59.701324, ..., -73.95236 , -73.95679 ,\n", | |
" -73.948135], dtype=float32)" | |
] | |
}, | |
"execution_count": 40, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"lono[:]" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 41, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"nv = nvo[:,:].T-1" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 42, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"tri = Tri.Triangulation(lono[:],lato[:], triangles=nv)" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 43, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/plain": [ | |
"tuple" | |
] | |
}, | |
"execution_count": 43, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"#get height of velocity points above bottom: zr = (bottom level - bottom layer) * water_depth\n", | |
"a,b=nci['siglay'].shape\n", | |
"f=nci['siglay'].shape\n", | |
"type(f)" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 44, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"# specify bottom layer, handling case where there is just 1 layer in input file\n", | |
"if nci['siglay'].shape[0]==1:\n", | |
" ilayer = 0\n", | |
"else:\n", | |
" ilayer = -1\n", | |
" " | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 45, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"def cdtoz0(cd=2.5e-3,zr=1.0):\n", | |
" kappa = 0.4\n", | |
" z0 = zr/(np.exp(kappa*np.ones_like(cd)/np.sqrt(cd)))\n", | |
" return z0" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 46, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"def z0tocd(z0=3.3546e-04,zr=1.0):\n", | |
" kappa = 0.4\n", | |
" cd=(kappa*np.ones_like(zr)/np.log(zr/z0))**2\n", | |
" return cd" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 47, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"# neither z0 or cd is saved in output, so just use canonical kb=0.5 cm\n", | |
"kb=0.005\n", | |
"z0=kb/30." | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 48, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"def w100(w=0.1+0j,z0=3.35e-04,zr=1):\n", | |
" \"\"\" Compute the velocity 1 meter above bottom and friction velocity\n", | |
" from velocity measured at height zr above bottom.\n", | |
"\n", | |
" Keyword arguments\n", | |
" -----------------\n", | |
" w : east velocity component + j*north velocity component (m/s) [complex]\n", | |
" z0 : roughness height = kb/30 (m) \n", | |
" zr : height above bottom for input velocity \"w\" (m)\n", | |
"\n", | |
" Returns\n", | |
" -------\n", | |
" ustar : friction velocity (m/s) [complex]\n", | |
" w : velocity 1 mab (m/s) [complex]\n", | |
" \n", | |
" \"\"\"\n", | |
" \n", | |
" cd = z0tocd(z0,zr)\n", | |
" ustar = np.sqrt(cd)*w\n", | |
" kappa = 0.4\n", | |
" ur = np.abs(ustar)/kappa*np.log10(np.ones_like(zr)/z0)\n", | |
" wbot = w*ur/(np.abs(w)+1e-16)\n", | |
" return ustar,wbot\n", | |
" " | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 49, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"name": "stdout", | |
"output_type": "stream", | |
"text": [ | |
"0.0% done\n", | |
"0.6896551724137931% done\n", | |
"1.3793103448275863% done\n", | |
"2.0689655172413794% done\n", | |
"2.7586206896551726% done\n", | |
"3.4482758620689653% done\n", | |
"4.137931034482759% done\n", | |
"4.827586206896552% done\n", | |
"5.517241379310345% done\n", | |
"6.206896551724138% done\n", | |
"6.896551724137931% done\n", | |
"7.586206896551724% done\n" | |
] | |
} | |
], | |
"source": [ | |
"#for itime in range(len(time_var)):\n", | |
"for itime in range(12):\n", | |
" print('{}% done'.format(float(itime)/len(time_var)*100.))\n", | |
" # get current at bottom layer \n", | |
" zr = 0.5*(nci['siglay'][ilayer,:]+1)*(nci['h'][:]+nci['zeta'][itime,:])\n", | |
" ur = nci['u'][itime, ilayer, :]\n", | |
" vr = nci['v'][itime, ilayer, :]\n", | |
"\n", | |
" # average nodes to get bottom layer thicknesses at faces (velocity points)\n", | |
" zr_face = np.mean(zr[nv],axis=1)\n", | |
" w = ur +1j*vr # create complex velocity from components\n", | |
" ustar,wbot = w100(w,z0,zr_face) # compute bottom stress and velocity at 1 mab\n", | |
" bustr[itime,:]=ustar.real\n", | |
" bvstr[itime,:]=ustar.imag\n", | |
" ubot[itime,:]=wbot.real\n", | |
" vbot[itime,:]=wbot.imag" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 50, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"#woods hole\n", | |
"levels = np.arange(-30,2,1)\n", | |
"ax = [-70.7, -70.6, 41.48, 41.55]\n", | |
"maxvel = 1.0\n", | |
"subsample = 2" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 53, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"#boston harbor\n", | |
"levels= np.arange(-34,2,1) # depth contours to plot\n", | |
"ax= [-70.97, -70.82, 42.25, 42.35] # \n", | |
"maxvel = 0.5\n", | |
"subsample = 3" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 52, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"# north shore\n", | |
"levels= np.arange(-20,4,1) # depth contours to plot\n", | |
"ax=[ -70.7874, -70.7702, 42.5548, 42.5671]\n", | |
"maxvel = 0.1\n", | |
"subsample = 1\n" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 54, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"# find velocity points in bounding box\n", | |
"ind = np.argwhere((lonco[:] >= ax[0]) & (lonco[:] <= ax[1]) & (latco[:] >= ax[2]) & (latco[:] <= ax[3]))" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 55, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/plain": [ | |
"(506, 1)" | |
] | |
}, | |
"execution_count": 55, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"ind.shape" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 56, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"np.random.shuffle(ind)\n", | |
"Nvec = int(len(ind) / subsample)\n", | |
"idv = ind[:Nvec]" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 57, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/plain": [ | |
"<class 'netCDF4._netCDF4.Variable'>\n", | |
"float32 ubot(time, nele)\n", | |
" least_significant_digit: 6\n", | |
" units: meters s-1\n", | |
"unlimited dimensions: time\n", | |
"current shape = (12, 99137)\n", | |
"filling on, default _FillValue of 9.969209968386869e+36 used" | |
] | |
}, | |
"execution_count": 57, | |
"metadata": {}, | |
"output_type": "execute_result" | |
} | |
], | |
"source": [ | |
"ubot" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 58, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"itime = 0" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 59, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"idv=idv.flatten()" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 60, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"data": { | |
"image/png": 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\n", | |
"text/plain": [ | |
"<Figure size 1296x720 with 2 Axes>" | |
] | |
}, | |
"metadata": {}, | |
"output_type": "display_data" | |
} | |
], | |
"source": [ | |
"# tricontourf plot of water depth with vectors on top\n", | |
"plt.figure(figsize=(18,10))\n", | |
"plt.subplot(111,aspect=(1.0/np.cos(np.mean(lato[:])*np.pi/180.0)))\n", | |
"plt.tricontourf(tri, -ho[:],levels=levels,cmap=plt.cm.gist_earth)\n", | |
"plt.axis(ax)\n", | |
"plt.gca().patch.set_facecolor('0.5')\n", | |
"cbar = plt.colorbar()\n", | |
"cbar.set_label('Water Depth (m)', rotation=-90)\n", | |
"Q = plt.quiver(lonco[idv],latco[idv],ubot[itime,idv],vbot[itime,idv],scale=5)\n", | |
"maxstr='%3.1f m/s' % maxvel\n", | |
"qk = plt.quiverkey(Q,0.92,0.08,maxvel,maxstr,labelpos='W')\n", | |
"plt.title('NECOFS near-bottom velocity (1 mab): %s UTC' % ( daystr));" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": 61, | |
"metadata": {}, | |
"outputs": [ | |
{ | |
"data": { | |
"text/plain": [ | |
"Text(0.5,1,'NECOFS ustart bottom stress (1 mab) 2018-Apr-21 00:00 UTC)')" | |
] | |
}, | |
"execution_count": 61, | |
"metadata": {}, | |
"output_type": "execute_result" | |
}, | |
{ | |
"data": { | |
"image/png": 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SnlPquoSB0AYLvkdK+X+lrsueTF+7rxLiRyJwCQkJCX2IROASEvYMkjZwCQkJCQkJCQllRhKBS0hISEhISEgoM5IIXEJCQkJCQkJCmZEIXEJCQkJCQkJCmZFxXyU+NDRUy2FDg0y/qYgpqyykeTxQEOZ1TKcylUpjpvcMSsXHbvixXM56eCiJ9foWpyP/vod0vE0ZvlDYrdU19LWrqI+x2C0aLOrYbapETjovD5O0wklLGVYx1w2s62e1Xs6i+Yh5226bQ81G3PQkI4TlPnIW97GUFr/DDe8Zp7yW5u2ttjUuzrlfD5lzXcXTegXb2V0EpW19bxoJYdbHqSwv58zfqJQSKbcAaaBri9Rm5ikpJxx7rNzS1BR6uYtee+0xKeWJoRccAmUlcMOG1nLnneYp/8In3VkoX+nO3l90mY7ep64q01iwTXXlwF5/96seVLBOMWlrLxiPE4D2zm2W73dkrT8M2SrrT3x3pbdv6O7K8L7NrK5Z4TrBAs5ejs/rsanUPwrM9WzN9T7Gnd29/27tLt4TsTZtf05q0tq1NNcPrOu4I1u4nnnb5u7C+7o5G3jM5UA0Wey/LVs4NnV3tl+vv7Nd/Q3Lqm3XNa5nRbZD7RHRtVNNGLpavVtc1w7/ApdtiV8b787tPk3WRHa7/bF1OSwrWLfJe32k7KSr6x6EGEAut1xl5orI2dLUxAv/+U/o5VbW15un5IsNe2QKtTWX6/Uyo/LwNUuMnewYsROoYhA3eQM1acnlJE8+uZxuiwd17/27XzM/dfSzbZhiGiVhyNuObK7Xq5iEKW9xpTFTKFD9Mp0F76UzsR1mLzAVdf6j55n6MEP94VA5IJzHbmaA/bFVOCwz4kfeAISopLLycioqzvC1fUI47DEC5yRsVu+Z8fPwt5OjsMnlcuQUjqHcWL26mc/e9CgrVmwnnXa/VaOSuLDkze7+07crpvh5lTcrrMTILHRBpM4p2lcuAhYH0pl222WZil2O22ZsfrAFoaLW+2MnkbiEhELKKoVaTLoru10jRNmqbK9Uake2yTKVaqStfWskqdRrv3Qn3bkc++09iX2nTmTfqRNpqKsJfT9WBIlsWZHN5vjTA0u49943yOUkN998hIe6uF+37sqccjo1THkz/782VVgHvQw/KVWrY7Kqvx9RNMuUFzGzWrcukzzAVGnMZApSqf0ynZap1FJRUSOU0qi6vFXUpjynUyvqhO90qlni4pBa1SUuSEo1M0DYplIrBghPqdSE8mOPEDiVCFtrLmf5QDXi5cGv0965raAtXNikUik+ffHpnPnpr/DMoiU9708YPZz9957EPpOGMXPKWCaNGUbG0K4ojPRp2PK2bNlWvv+D51i+XKvbEUeMZ8hgbyIalsSFIW9O915YIhe0bZ/X1GkYqVJzGXZC19rd7dgWbk/Bq8RlKnbZtm9LZ9oK2syVgmJLnJE4CV0YIpewZ7JHCFxf5R9Pv8wD/3qG7Tt2sr2ltWD5h2s28OGaDTz4uPZ3v+pKzvvIoVx11nz6VQf/9R6GvKU703RXdtPRkeV3v1vMnx5YQs7QZfCjH53ms27BJE712FSjbk44/XgIEpFzKs+4byOl7LSQ4IyVxBWDTFVWuTODV0opcUas0qzFlrrKASlfEpdE4fZcEoFzQEUCzKikUcNiw5Ymnn71Ldf1BtbXcPKRszntmDlMHjs89HoElYy3lmzkBz94nrVrW3q9P3XqYKbt7b93uh+JiyJlCr3FqMaiPZ9TNM64L6vj0etsllHzsUTR7s3tuFTZkc0FTqsG6cBg1QMVoCGTKUlP1IZ85wXzvp0kzimyls60F/RG1XGK1nlBNY1asF0+reqnh2qUlCJKl0TjEryQCFxAzO3gVAirHdysqRO57PTjGVhfy4C6Wv73jw+zdpOW/kylBIfuP5WPHjOHIw6YRkVF7zoGTZ/qcmCUAj/C+9ob6/j2nU+xdWthLzq/0Tev6BJXDHkz/u1X5OzOsVHkvMqbFW6pU7vjMhJE6oz1KGUaNQyJa7DoTVqsfceFiprdQmQlel6icVFE4dwoptB5FTljFK5r5yrSVYNJZTQpd4rCVTSmfPdETSg9icB5JKx2cMZhPbzKnL7tPhMb2WfisQCsWr+FtZuaGDN8EB+dP4dTjjqAoY0NnspVxUl0vErc/vuO5Le/OYuvf+Mpnnlm93BCgwb157BDxwWqp5f6RNXezSmq5Vfk3CKebvLmVJee/XuUN9VywV7qwojCRYUXkfIra372Xax2cKppVKOkua1XjhJnpBhC5zWt2tX6Ia2r/0hlwwxqRkY/ZmoCCCFOBO5AG9X4/6SU3yzWvhOBiwCvaVTzGG260HkZN25TUzM///K1zN5nAkJE123eKAe6GJhlw6vEPf74Bz3yVl9fRUtLB6eeMpVMSA9zP5FBp7Ks8CpvVuuFLXJ2lKLTgirbm9rYsb2d1pYOWls62Lmjg9bmDjpaO5m41yAOmz8x0vvbCSuRClvWVChVW7iw6QsSZyRTLyKTOHCPxmUGCHLdw6mom0JF3dRey5IoXDQIIdLAj4HjgDXAy0KIh6SUbxdj/4nAuRDmw18VPwP+Hjh9kvK6ftOnTvKm/9+PxB188Bj2nTWc2rpKTjt1Gl+47XFOPHEvpW1VCeM6qsqb2wCzdunAnd052+iUm8jZR+OCt3uzqmcQnI5z5ftb+eX3nyfbtXsfQsCCc2dw6DGlkzedUgibF0rdDs4resTOLHJe2sXFTeIgumgcOItcKt2P2tGnh77vBFsOApZJKZcDCCF+D5wGJAJXLvhpB1cuWA8d4tz+y6vE1dVV8ZWvzCeXk1RWprn6qjnU11s/aIIQROLCkjfj31Yi5xSNM+7PLHJW0bhitHvTG/83pMO5//sN6U8qnYK8wPWvreSSTx/M9NkjSKWCy5udfDakM7YdGeJAHNrCRdobNYRoXJyIKhoHzmlVvz1SkyicI4OFEK8Y/r5bSnl3/v+jgNWGZWuAucWqWN+0joiJ63hwYWOUN6tOC7oQmCMqfiSuomL3OgsWTAlWcQf8SJyVvKmkTN2G4Agqck7ROBV5C7Pdm5X8+JG6oaPrmT57BK89t5rREwZw5U2HMnhYbU/97KKXqj1QnYi7xNlRDuPBmWd0sBLBIBIXpyicTpTRuIRCZFcX7Vs2R1H0FinlgTbLrH5VFu2CJwKXx20QX68UczgRL6imT73Im/5vUIkrFuodG/y3d/MyfppfkXOSODfCaPfmJjvN3VlbibNLo6bTKU44cxpV1RnOuWo2lVXF/YqKk8Tp564nymmIwpWyHVwY02vpZZhFzimlWo4SB9FE45IoXGxYA4wx/D0aWFesncezy1eIqA6mGhS7Sd7LHavemXbntEAKDOvFbYJ3t/p4SZmqyJDK3KBuc39apmcVZxkxl6W6X7ttVCXHjwzVDK/lgv+aU3R50wkrHex33/rLDeNE98YJ7p0mtneaF1WFsOdGtSvPqjdrRW3KdR7VIHOmRkmmXsRyTlYzFY19XgnC5mVgLyHEBCFEJfAx4KFi7Ty5WnsQdtE3M6qdFvSHulEA+oLEhdnezWnCd8t9dHd7nsS9NZezFTk/8qba7i0odinZTEXatrNC0JkhVMelK7bEOUmb8f0oO1G4TWwf2X49SBxQthIH1jM++EXv1GC5nwH2+6lwWAaJxHlBSpkFPgk8BrwD/FFKucR5q/BIrpRP/EwjpSpQxcaYPvUrb31F4uzau6mIkNc0pF+RsxMfcx3DnmkBwpM3r/UIEy8SF6XIeYm29drOIHEqUbhSiZkX9jSJK3U0LpG48JBSPiKlnCKlnCSl/Fox951cpQixG5Yjrqj2OLUViDKVOJ0wOyt46QDgJnJWOEmcinBale1nsN7mbLbnZbtOyNJn16vXiJsAmiWusz3L3/73VR795esse219r2VhS5wvaQuxDsY0qlO6NSwyFbssXwXrVWUtRa6iRtimVMuZMCTObxQO1CQuEbl4k1ydEIlzOzi3zgteOy3A7gen8WFplrhe65eBxBkJ0t7NvJ3d9m7b6vuwkhS38pwIo9OCWdr8DHMRdEy5IBglLlORYvumnYyeMohJ+xbOF+xXoIxRtqARPbtUajGjcHYy5vRyKsvy/ZDaxVXUiVhH4iD6aFxQiYMkGhdnkitTZNo7t/V6lRKrCKFfebOTuILtTBJXSpFLd6Zte6OG1d7NajsVkbOsk8donN1yP/V2kzdwbp/lJwoXJI2qOiWXLnGpdIoLPnc4Mw4dg7AZb85NvsKUtSgwCpNdFM6vjIVRp17vh5hSLReR84tTFA4SievLJFclAH7awZkpldC5tXvTsUoh2omEH4krBU7iZoWf9m4q0TGndcKSuCh6nDZnszRkMgUvJ5xkxk8UTuU4PEucwkDB+nFELWs16VTPy2r/4D0KF1ecUqpWBGkXF2eRCxKNC0PiknZx5UdyRSLGazu4KITOXE4YnRZgt2QYH8Bxljg3cVOROr/t3ZwiUHYi55RStSvH6e+wepyqyJqq3FhJSph4lTgVooqs2Ulb0PNjl0oNOqRI2BSrXVw5iJwfgkocJJ0byo3karjg/MAvPH1ht4OLMjrntdOCk7zFVeJ0afM6kLDKwM5O7d10mruzPRJk/L8VXqJxbu3iitXj1I+s2YmKGVX5ciMKiQsTlXNhXO41CqdCFJG6dKbN8WVFWClVFeIsclbROJUInYrEhdG5ISEexKuRRsioCkLYszBEhVni/EzNFaTTgo5des84uv6ObK7nwWmeAsm4nt1sAkFRFTZdwvVzYDUNlRV+2o2Z37eSHbsZCozn04jT9FLm9czlmffrhNeok1cZ8iJr5uOtTaddU6p1mZRSm7qadKooHSuKLYvGabOCTlwfluzZTeVlVz/VuVi9zp+qS1xcZ3Gwes9pZgenWRp6ynCYrQGcZ2yAZNaGuNCnBa6voyJ0xnXC7nFq10C/lBLnVdyMf9u1abR6qBuFwGvK1LyOWY7Clji/8qYqbWHImpQSKQvboanIqXE9J5GLg8Tp5+rdRev56/8t4syPH8jkmcOUt9XrZZzyy26KLac5UuOCLoNmkdMjcWaRs5I4uzlUvWKMxsVR5oyoSBxQIHK5bAc7Pvg7VYOmUT14Wp+SuFx3F23bNpS6GkWlPEJPZU6xxoMzt5+zkjcjQTot6A8Sq7RgsdOpXtKk6c6UZerbCiuptBIKs8BYNfp3GivNSvbCahfnZ7gQJ/ykQc0vM+tXNfPgL1+nNpWiNp3u9fKK23Ze0qlhRcmszlXz1l1s37KLlqZoOxl4TaW6EVWnCC8pVZXpvIKOERfn9KqOSls5c0q1e9dmOpvep2Pru1oZSTq1rOlTEbhS927UyVZlySiE+ktB2J0WdMwTlxcjEuelXZuqtOnlmtOoblE4HZWx0qw6AdhN/O4lGqdfK7tolOowJ+Avxec1Ddra0sGf71vMk48u45rPzCPlsE+3+piPw3iPmc+DsZ4qA/76ica51XfucZOYftAoahuqHdfT66rX02sUzohVyjKdaac761yHYuE1pWokrChcQbkxTq/CbolTTalW1I9mwIyLSFcP2F1GwHRqQumIp2UoEhdhiyMd2SaqMo2u6wWRtwJZKZLE+U2TqqxvjkrWplIF95lTmyvjQ9U24hahxIH6fKH6tfSTAs3lJE2bdzJ4WK3r+uaIWDab418Pv8df7nuTna2djBzTwJxDx/Ys9yOP+jZWsuWUXjULkl3ZqhLnpe528hZG5w07iQuCl+ibag9XszzaSZwZlfZwXtvCOZZVBiKnLHF1owq3V5A4IBG5mFFWAteNLFtpUxUqP+W6LfOyX9VOC0Z5MwpJlBIXtrgZo6TmHrmqnRl0rB7yxqiIGf19s8iF1S7Oaj2rOrthVfaGNS3c99OXOfvK2QXL3NKeK5dv43+/9xzrVjf3vHfu+bOoq/CeLrUiKpFzkrgwUq1u19AY7VWJwpULVhFAK4nzG4ULU+Ig3iIXtHODm8RBEo2LG2UlcHsyQdrR+dnWrtOClJKW3O4HoP7ACCpxxoegUd6iSJM6pbfNUbiNG1t5f+U2hBAIAe1SkhKCqsZqho2ss0yjGh+qTrjNXGAlcVAoDG4Sp9LuTUUCs13dPP6Xd3n0/rc8YugsAAAgAElEQVSZsPdg9p482HUbHb3O0yY3cvKpU7n7xy8BMGZsAwcbom86XlLpVj/qjOcorPSqWQ6LIW7FxCn6FUX0zbi+n0icl16pQFmKnFU7PKd9JhK3Z5EIXBExipRdVMyPbDmNPRdWW7yWjiwvPPw+U+aPo7J/BeDcvssuHWjEKlrjVd68pEmdzkWmI2N5Hvv1y/DTO55n2zbtoSQEzF8whbMu2hfz2ipROLdBcHvWc5m5wErioFAIrOTNqzTUptMsX7qVX/zwRdas3A7AglP3tl3fSWyEEMydN5b33tnCm29s4OzzZ1GfCRZ9M94zTjIXVlQuqLj5lTa/UTir3qhBhxIJG5W2eEHbwsVZ5Lx0mKioE5FLHJC0iysDEoFzwOsgvjoq0hS2qLltE0TkNq1t4fc/fInBo+qYYSFvTdlsr0FEzRgfeFYPL6sHopu8hSVuzvtIk8mkaW/XjnXEqDo+fv0hjN1bizzpD323KJyKtHkZZ81JIIzRONX0qhGzVEspefhPS3jg3sXInPaFPWxELfvOGeVaF8vyUylqB/bn5hsP44knl3PUYeNt1zXeA6rpbCeZCxqVC9qDN07RNi9EGX1z26+fKJxbh4ZSilxYPVvd9heHseISomePF7g4DuLrVdTsxi8zSo4f+cvlJM89uox//PYNsl05jrtoVsE6dvJmJSTGB5hb9M2OMNKkKvvQz2n//hVcfdUc1q1v4bSPzaSqKtPz8LfqzGAXGbEi7HHWzILgJAyqQ3QIITjpzH34cOlWXn1hDQAnnTpNqc2a2/U85uiJPf93F3br5U5ip+8/zKicH8IUN7soXF8grCicKlGJXNcOWbQhSJyiccWSONar1TUhfPZ4gSslfqTKTtac1vXaGxNg+9Zd3POjl3j3jY0ADB5Vx5ipg3q1f4Pe0/dYRZqs5MMoD/pyt9Rp2OJmTGHr0VCrNGq6M80x8ydSWZFW7kBjljhQSykbt1dFVQ68jKlmtf8LL9mfceMG8K9/LOWoYycWLI9q+BevZVkJXVgipzoQsJEg8uYUFfSL16FEShV9M+4/iihcr3VDFrlijx/nJnFgP8yI3YC/vcpQaBeXUBoSgSsBKuLmRdS09Xt/wfdOP3kTuRefXsmv73qZXa27BwGdfexEhLD/YjLKm1v0TUcldRqluBnfM6e0jVG4SlO0yW5MOLAerwvco21+o2xBUd3v6DENnHfRfhxywCiG1FQpl+9V1qyut5fPglPa1W961YgXifNzrexE2226MKtob9ChRKIatBfsI2l+o3CqHRqciCIiVyyK0S4ukbj4kQhckTHLW1BRc1vPi8i1t2e5687neeGplb3ez1SkmHlYYU9BK4yioj8U/aROiyFuduXZCbbKmHCqKa5SCZuXfVtdlxkz7Kd9CkPWvKzn9tnR6xM0Kqcy12oYqEZJ/UQCoyaK6NvustXGhjPjd3DfsIceKRaJxO15JAJXItwePl7GINPRH0bGB6+TyJmprs5w3hWzaRxcwyMPvt3z/sxDxtCv1n5OxSCpUyNeBCBscbOKwhnr5TQzg5vEecVvWtSvZPhpBxqVrAUt0+re9itydqgIVNDOI6VCl6Woo2/6v37bs0UVhdMpdTTOaSowpzolErdnkQhcDPAqa24PG1WRs6JhQD/GT26kojJNdb8MO5o7OMiizZPltj5Sp3odjfUK2sM3rAGT3WZmMEsc+GsvFUU7trDw014tzB7CXtuJGvdtvnYq6VXjZ8tJ0p2IY2/TKIcSCTv6FvXgvl6IUuT8ztfqVqc9VeJy3VnaWzaXuhpFJRG4EuMkb15nnTAPMOpX5A46dCyDxtSRzeb45fdfYNzUQezKWX9g9eibVerUSNDUadjiVl05sOf/7Z3bCvblNDODncRB7we93fATXucM9bKu06T2ell2szpAdPPLgr+ewXbbqIidXj8vUTmrNLkVdoIeZrs3FbzOAKJCMaJvkZVv06EBCEXkwLvM+RU1lXJLKXHgPFZcQvQof6MKIdLAK8BaKeXJQoh7gQOBLuAl4BopZZdpm3HAg0AaqAB+KKW8y7TOQ8BEKeWMQEdSApa8v5GWHR0MH1LL8KF19Kuu8F2WX1mzW2Z8QDuJnB3DRtUDcM51B+U7LxR+UN1Sp/rDLEjqNExxM0qbXTlOnRmMmCUO7NtMRSVsdttH0V6rGLIWVvmF8u0elTN+HpyirE7n1nydd+7o4K6vP83seWM4+pSpltsEvd6lHkYkyrZvhfvyF4XTCUPkwFnmopI1p7o4SRxEO1ZcQmnx8i37KeAdoD7/973Ahfn//w64EvipaZv1wDwpZYcQohZ4SwjxkJRyHYAQ4gyg1W/l7YhyzkLY/UAY0ljD577xT3bs1HprNtRVM2JIHcMH1/X8O3xIHftPG0lV5e6ojv4QsZpIXvVY3LCa7sdK5NwYMW6A6zpBUqdGjA/aYopbdeVA5SgcYBmJA+eUqh1BhvewuzfClDgVcfMqa6rXze/0cXp9rKJ0dlE51blvzRFWuxkwALY3tbHi/a0MGNSfo0+xLksV4/WMogODSu/PcsGtLVxYIgfFFza7OvhtF6cicWA/zIgeiUsoDUrfvEKI0cBJwNeAzwBIKR8xLH8JGG3eTkrZafizCkgZtqnNl3U18EeVeuRk8X5xqqSSmra3MaChX4/ANe9op3lHO+8u1/LwB80czcUfPYCqSrUHnJdjUxWDsETOjJ+OCz3vWYz55kXewhI3u7LdonDmdCqglFLV/1YlrB8cXuiu7La996MSNa/bq4qdH5HTcUqTm7GLsI4aN4Av3XUy/S06APmVN69YDSXit1enGa/RN6v0aRjt8PyWEabIlZqgEgf2Y8UlxBfVb+QfADcBdeYFQogK4CK0CF0BQogxwN+BycBn9egb8BXgu4BjowghxNVoksegIeHP3deay/kWmc7OLKvXNRe8f8h+Y7n4tNnsM9l+yAVV/H55G9s8QW+R6+zsZv26FsaN1wQnkMiFOOYbOEtC2OLWr3oQbe1bbZcbo3DmB745YuOWUlXBq7A5iYVbFM6YZg/yGdDxKmtWUc8w9mUld8Z7yiq9andN7bBq52hH45Aay+1VCCOKGmQcuFISNCLopUdq3EVOrx841zGIxIFzNC5Jp8YT1ztcCHEysElK+aoQ4iiLVX4CPCWlfNpqeynlamCWEGIk8BchxJ+AEcBkKeUNQojxTvuXUt4N3A0wYfKgWH3C9po4mMvOnc0v/7AIgHkHjuXSUw9k6oQhgcpV/eK2S6XoDxW9HP2Bke3q5uFHl/LIg2/z+S/P370/j+3vdFTHfPOSOrUiCnGz2lYXCmMUzpxKNT/wQS2lakUYETYvEmeW+qAEvS527/sVO3OdnGTOrhOEUeJqhKAl2006nQpt2qpiyluUhBF987ffcKKHVqiKUlQY9++2jl39opS4hPih8hPlUOBUIcQCoBqoF0LcI6W8UAhxOzAEuMatECnlOiHEEuDw/DYHCCFW5OswVAixUEp5lM/jKAn9qito7+jm8LnjufDM/Zg8flAkjbe9tnkxt8tp7e5myavr+NP/LWLzxp0cd/IUGobXOvZG9EKQ1KkR87kLU9yspE1/3yoKZ5Y4oFc0ziml6iRxQQbRtRPtmnSKjdvaQEBtnfosCVHgJ23tpQwvcuckc+boqjmVumNHB5de9iDTZgzl5tuOBvwPK+KVoOV66YEa5tyipSTsceHMMhWm0KmImkoZUUocFKZUkyhc/HC9u6WUtwC3AOQjcDfm5e1K4ARgvpTS8qrm285tlVK2CSEGosng96SUfyLf4SEfgXu43ORN5+yTZ9BQ7z/Urz+U9QeD/uWtKm3mqIBREHZkcz0St9eMobR3dNOvpoLTzp1ZsL1XkQsrdapH34zyVgxxcyrPKhKn11FV4oCClKoTQVKYr7+6jj/8bjG3fuPYwnIDikZ3Za7nGmWrsrY/UNyuhfk6OKWunfArd/o9pdJ+Tr8/6+uraAzw2TbjFn0Lcp3M02hFSdjRt3KQSL/RuTBkzalsJ4kD57HiwL6Hqh2JxMWLIOGiu4CVwPP5OTIflFJ+WQhxIHCtlPJKYBrwXSGEBATwP1LKN4NWOk6oyptdD1RVVNM3ZiHricZVZbjtRwt48+W1UJOxbSPnlbDHfFORt7DFzRyFs0ungv92cVZ4lTZzeR3tWX77y0U89vf3+diF+5KyEUUViTO2g3PqyKCK2/m3W+5X7KDwvnCL1jkJeV1dFb/8xRlAOIP7RiFvYaR04yxOYfSMDXN2Bh276FyUsuZUl6Dt4sBa5JJ0avzxdGdLKRcCC/P/t9xWSvkK2pAiSCn/BcxyKXMFELsx4MJ4iIWB25e08Ze3MSpmKXKVaQ46cnzPOuY2cqoUs+OCkbDFzWo7XSDMEgcEbhcXtKOAsbwPlm7lzu8+y7o1LaRSgqOOnaTUTkt1QN9S4XT9vMqd1WDNTlOmGXFKi3slTHlzisxLKdmyqoXMsH6kHDpXRNWGLK5kDJ/VsGUOSiNu5v27SRz4m4LLSuKSKFx8iNe3d4Ijzd3ZgpfVciPmB/qObK7gIdDa3a38EAnSccFtuiy76Ft15UClFJ1feTOXY9yvXf0yHZle4mk+HuOx1qZSrvKW7kwXvOyoTaWoqa2kIn/eDzhoFIMGO0dSopiGyyhCQToeqKJfY/PLK+brqKM6WHGve9vlvDot9/K5U+GNx5bz+88t5L0nVxYsM0+j5ZdSdV7oXQf/M0VkqrK9Xn0FpQ4QLmPWVdSJnoicEb1NnBF9fLiE0rJHTaUVRsQh6DydfnFq49KczfYal01fV5ctq3ZuVgOQeonIhZU61c+ZlbxFGXFzK9MYiQP1dnFgn1I1ohLdddp++Ig6/uuGeTz15IfM2m94z/tBhhaxQ7UdXKlQSceqDltiN6yInyicm7x5xa1d7NCJAxi+10CGTNLuWa9DiJT7YL5+2tJFHZ0Lgp1g2tVTZTgUv9G4ckin5nJZ2nf5b4JRjsTrjg2I3wFTzXR352hqaiO3C0aOqHffICL0B7EuZE69y/RlYYqcClGkTkslbubyndrFAaxYt4KV67Zz8H5jHVOqUaTja1MpJkxqZOToejKma+B3yIuw28GVGqdx/pyGirHDyxRbdt8/UYibzsgpgzj79iMCzYPqRJTRtzh0ZCilzHmJBoYx04RKJwc3iUtSqaWnrASuGxl61/0lb25k2ZJNbNzYyqaNO9m4qZXNm3cycUIjX761sFefH9ym0PLbA9UKO5Fzah9n3KfKvJ1Rdlzw2psxSuwkbmdbB7/+y/P86V+v8quvnwWotYuzw26+VX1buyhcbSoFVd4+wrpsRNkOrpjXyAtBo3BOGCWuFPKmE1Te7KJwxZzz1LxfL1HBsETQLFRhCV1YaVu9nChFzm24EUhSqaWmrAQuCkaPbeAn33+OTZt29rw3b95YPnvjodSkCr84jOmkUmGXGmk0SptJ5MzROPAnclaT1dst11GNvjnJW9hS0N7RyYuL32VIYwP7TBqntE0ul+PRp5fxw9/9g63bWznj2P0ZO3yc8nhxOlb3j1+Js8MtlRo2YYz/Fjbm6JuTvAWNwrnhVd68iFuQIUTchMevuEXR9s2I04C+UUTz/ETnitHGTlXk3IY+seutapa4ckil7kns8QKXSadoaeno+fusM6dz2WWzSaUEdDpsGEN0sQtT5OwI0nHBasw3OwEIU9zWbtrCwpcW85+XF/PC4nc5ZN9p/OQL1yltu+jtD/nOLx/ineVrAajIpLn0o/MAtXZxKjhJnB1ObbPCmj3ADv3aSSl5c+kqpk8aTSqEnrZhEGQ4EjNeonBmooq6RXld9ahXqaJucccqOlfqDhFRplUTiYsve7zA1dRW8vXvnsjNN/yDa6+dw0dOnFLqKilj7FnWL7PbNu1Ezql9HLgP6lvMMd/CELeubJbX3vmAhS8v5qlXFrN05bqeZVMnjOa7N11N2iV9uHZTE3f89hH++dziXu+fcexcxo4YpzzUSFDcUqlBhrnwQq95RbtzPPniu9zz8IucdMQBzNxrbFHq4EaY8uaGkyQXI2UaBlYRq3KQt2JH4ewotbzphJlWTSSuPNjjBQ5g5Oh6vnj70ey//8hSV0UZ87AA+t9OIqfS0QHcRS7K1GkY4rZ05Vp+fN/feGbRW+zYWTjkwOAB9dx12/XU9rcfD2tnWzt33/8Iv3jwMTq7en9BV1ZkuPyMo3vqbkzNOU3BpeMkd8VMpapilu9d7V088p93uf/RJWzY0syU8cM4/6TDgNK2fyumuLkRZcrUK+bvCivxCVN4/KZP7erg1A4uyrlRy5UwRM5tAGBIJC4OxCPfEQFevkDT6VTJ5c3cgcGuB6ouZUZRM2I13pO5zVxzNlvQ2NltDLliRN/CevhPHjuSjxx+oKWgVVVW8NPbrmPkUOd9CSGYMXk8Rx80vWDZmcfNZdigBtttzcemjxlnHDvOaSgOP20sncaZ89NJwUq+t27bxd1/fJGzP3UPP7znOTZsaSYlBLd//BwyEbSrU6WtfWts5M3P2G5RyJvxM2/3XRE2mYpdkbd980Kc6lIKVMa6cxo/zjxunOoYcQnFI4nARYxqD1Q3GjIZmrNZGjOZXhJnFXkzYkyjmssreM9ihgVzL0XV6Fup2dXWwa62wjTQt//7SmZNnei6ff/qKo6cM5P7Hnm81/tVlbujb06ozL3pJ81ailTq9pY2fnbvK/z76WV0mWTj7BMOYPrkMaHvU4W4SFsQvMpbWG3fwo7CRd9pwV8UzqlepR62pFgEaR9njsSp9ExNKEQIcSPwHWCIlHJLWOUmAhdT9NRXQzqzO81pI3FWWImblbSBtbjpdTCzI5srkLiwhqJoa98aOAq3ZuMWbv/Rb3hm0RIAMuk02XxE5DOXnMGJhx2oVE62u5sbvvljnn3tPQCOPHAa/3nlHc46/mCGDFQfG1B16iYzfjo0OKGSSrWL4g2o78dpJ0xjzbpm3npvY8/7QxvruPqcI3qtq0tVVKnUqKQtzPaKKviJurlOq+cwhIjxx55OWOnHMOXNSSLDHmjYS73LXfbCah8HicR5RQgxBjgOWBV22YnAOVDMwUz1caTqMqmeL3dVidMJGm3T91murN/cxCmfuI1d7Vqv4hMOPYCLTzuOC276JqfPn8fVZy9QKieXy/G5O37F4y+8CcB1F5zIBScdzsmf+CaXfdQ9+mbGSeJKFYXzep0njWvs1Vsb4MbLTqCmX5Xl+kbRCkPmgopbMab6UiVMebMbQsTq+0EFL1G4OKUoo24LZzxWlfMT5bkJIpN+hh1R6dSQ4Mj3gZuAv4ZdcCJwJUJ/0FqN6G4ncZAflNcgcXaEEW0zRtrCbqfTkW2ybAcXJAo3Ykgjx8zdjxcXv8vtn7iQ4+bNpr2jk4NmTuXL112CEGrtNX7z18f5y7+fA+DyM47mijOOAeCOWy5l8MA6X3XzE4mLIgrnFb09Xjqd4qufPp5/PPUeDz3xDnNmTuCIA/dSKiNIVC6MiFs5y1uYw4UYo3Bbl2xi0PShvsUnSkHxG4UrVoeGUour1f79TiHmNC1XInHBEUKcCqyVUr6h+vzxQlkJXE5afwGqzB6gE8XI8yroD2Or+RXtJA604zUu16NxusSZ8SJu+nlY9f5WaqbsfrhanU9jfXSMI/r3vGeYjknH6+DHQSTu89eeT0oIGupqAKiuquQnX/gklRXqt/rZJx7Bky+/wYRRg7ju/BN73rdq66UqB+XUFs4u6jxu5ECu/djBbNm2k+suOA7wNoCvqsiFmSbdk+XNKgqnS9zmNzbQtmUXo48cX7CdWxSuGAITh6m1ygm/UufUPk5F4vYQBgshXjH8fbeU8m79DyHE48Dwws34HHArcHxUFSsrgYszdr0KzYO66hIHWorWKHGgfWkbp+XRo3F2EueEW7RNSsmTD75D+84uxk4ZpCTCXmQ5CH4lbmB9bcF7dTXeHgQ1/ar52Zc+TVfXduWonRN+2sDphB2Fs8OpF6uZm6881TZ1qoKdyIXdvm1PkzerH3V2qdSxx00inZ+GzUuHhlJHnyAeUbhyQDXtq5JW1bHq1BAXpMxG1UZ2i5TStvG0lNJyzk0hxExgAqBH30YDi4QQB0kpN4RRsT4hcFYN68PAKhJhFUlyGhLCuDxblbWcZ9Fqeh4VifOKMfKYy0ke/tXrPP/oMq659fCC81cQWQt5Dloj7Z3bLCM5YXRq8Et3d0tRZxUoRRTOi7QZ7/Eg8mYkyl6kYcqb17H3zJQybWpFv0wnDKnxtE0pxC3uqdRyQr9+XkXOahquPTgS5wkp5ZvAUP1vIcQK4MAwe6GWb4t1n1iOZ2Y5dlk48ma1rrEcfT/GOuhfS0aJ0gXLa/q3Jp3qeelkszke/NFLPP/oMkRKMHna4J5ltem09fhuNu/rWD10rB58xe7tV2qCRN90wpx7tzaV6nkVc7/FZE+JvFl1YLCKyju1ldVJZwoHvNYf+qWMusUh4hcl2bZ2Vvz1CXasWFuU/amM1WceO85prLiE0tInInBW0Tcr2SiGvNlND2WeYskpEnf/fW/ywdKt7L3vMKbvO4IBo2sRQvSKxPlBP09NTW1kKrT/j500kCH11r9WrYae0M9rlBE5I6WMwhWbsKNwOl4ibV56XcdtAvs4iZsfgsqbjl37WCOqw4rEWaD6QhSuZfkaNr3wBrnOLurGjyrafl3bOZraxiXt4YIjpRwfdpl9QuDigtPcnuYplpwkbtDg/jzw+zd5/dV1wGs0DKxm+r7DmTxrGFNnDSNV7y2FZRbcxqE1nHv1ARx5zETWrmrutcwsh8a2eUaconF+sEujQnwlzk0Ywoi+6fid6F69fLXrabzHna5ZsfEib2Fel6C07ewklRJkK9U/T07yZodTh4a4U8yx4YrNgCnjmXTuR6jfa1zR962SVjWSSFz8KHuBi1P0zQ07iQN69VB98rFlvbZr3tbOcwtXsPjV9cyaO4rjz5jG4OGFjfVV6Dk3/dM0zhrOtJnDAPfUrJ3IWaHaE9U8lEg5SlzYRBWFs9tOtU526OJUSpErV3lrbW7nm9c+zJi9B3Ph549w3wB/8uaFcolcqVAOx5KqyDBov71LWgc7kbPqoWolcQmlo+wFzkzcUqd263Vkm2x7qF5w/r588UtPAFBXX8XceWPY/5CxTJ0xlEwm5St9aRcxq804z2dqbgjvReT8UC4SV8zom04YPVJVpc1r+zfj+SimzJVa3oJ8DjIVaYZPHMiICWrnS0XenFKn5RqFc4sQuaVSvRB34YsSK5Fzm4YrobSU9ZVx6zkJ8ZI38zZ2Ete0qY0FC6Zw+GHjmDlzGG35NqTGseKCYBdtszov+nvFFLlSS1yp59iMIgpXrBlFoHhRuVLLW1C6q9Jc9mW1mT3c5M2tzZuOygwNcYpcFXssOK/CZyQu5ywo5pS1W3u4hNJR1gLnRlzlzbitlcSdfIIWUu8Z8BcKBvz1g+r5sCJMkctWZV1T0HFqX2WmFNE3HS9ROK/S5hZ183qvRyly5S5vYXVYAHV5AyzlLcp5Uv3iVdzi0BYuiPypUMrrkUhcPClbgXOLvsVd3oxlOKVTrWZtCAM7cTOfD3NUx03kzLjNJ2s3pZYTcUqlmglLFvxG4bziJm1+2nqaCVvkEnkzLFeUNz/zopYKv1G3OEhclFgJYlRSZ9VxJJG4+LHHtECMo7yZyzLup2cOys605VhxfrEaA0zfh/X5sH5fdSyxIDg9qEuV5ozDUBVBx2dLd6Z6XsWkvXNbzyvI9qrETd52dueKLm9N2aySvPXLdBa8F3VEyYpk+ixvpDNtBa+wsBpCJhkjLl6UbQTOiEr0TYUg8mYVXfDysDFG4sB51oawsIvYGHvGmtdVjch5wSkKV+z2cEHEMGxh8BOFs8OrrIUReXPCa1QuSnGL4+DSYclbORGGvPX1KJwKfiN1qlOqJR0b4kNZXgWv02apRt/CxkvKqL1zm/JYcUFwkzbze+b2Vqoi53VS+zhInJu8xSH6pqPSFi5u0maFishFJW9xFDcILm9exc2pF2qx2sIlkbdoUY3M6esZr3m5SFwu1x2r7+hiEK8rUCTCTp26iVp7Rxc/f/AJ2js6kRIkklxOazsgpex5ryvbTv/qSs46cQqNDf1tJS5M3B7yVtE4Yz3CjMj5lbg4EFW6zmsULkpp89NeUZUw2smFJW9Bh2rR8TqNFgSTtzDFrZgk8hY/zOJeLhK3p1F2Z99r5wWr9l5mopQ3gOqqCmZNGcsN3/4N2ax9BG3OjEncctXxjBg0wDESFxS7h7z5mI0POb8i55VSdWoop+ibTm+xL060Tb8voxY5iG4Ykr4YeXOTt3WvbGDNc+uYdfE+yNp6X/WLgrDlbU9Pn4aJqsQllI6yE7iwiVreAFpad7F+83aGD2pgzcbCKEG/6kpuuOgkzjp+LqlUyjGdGgV2D3NjezwdryKnv2cWZ5WhRMyUenw4O6JuLO8UhfNyT4SZIo1a5CCe0hwVqvKWy0nISVKGH7IqkbcNizayafFmmtZ1MnCKWp2iTp3GWd62vb2SHSs3MOaEOYiIO2uVE25zqCYUl7ISuJSpw0vQ6Fsx5A2gubWNr//sz5bL5syYxBc/cTajhu3eR3XlwB6JA3p1bigFVgLhR+RUKXZ7uHKMvqkS9X1TDJHr63iZHqt10y6aVjUz/qCRgJq8tWUrmXLB/ow8agcNE92/t8pN3MBZ3tKZds/brvn3q7Su2sTg/fei//C+e2+bz435XKh2bEgoDWUlcFEThbwBjBk+iAP2mcDwwQN54qW3aGvvLIi6We1DFwdjNC4qrI7TuE+raBwEEzmnKFwQiQOKFo0rxlAVXlN+QaRt/aYWHnnqPc48fgbDGkf1vO92nH1F5Mz3sfn+DdLb2gqv02Pt2LSTFS+uZ/xBI13lzdjGLV2VcZW3cu2sEETe7NbZ69xDaNvcTN3o/miZaLgAACAASURBVIB7GXFM3aocu9U2icSVD31S4Fqa2xk5sPfN5RZ9i0redH7+lY+zq62Dvz+1iINmTub2T5zFqKHODzuzxBUbYwRQx6/I6Zh7okYhcaAucnGOvnkRtyDSJqXktbfX8cA/3+LZ11bwifMO6SVvXugrIlcM/MxtOnLmEEbOHOK4jZ/OCXuqvNlRM3IgNSPVv+u97CsM2QtybCplJxJXHpStwNmlT6WU/Obni7j5xsNKUS1HNmzdzq1XnW4bdbPCKHFRYpQh8/6sIoBeRc6JIBJnrrsZJ0ELGqWLKvpWrIhbe0cXjz+/jAf++RbLV2vHMmOvkZx/0hG+yjNSbJEL41p4jb4FmdbO78T0QmjtSOyib17lrVjTM0X1oI9SZKKiHOrsReISSkfZCpwdi19bzzNPrUD+96E9X3Z+UI2+eZGA6ZMHMX3yPkrrGsWj2MNn6PszipxVNA7CEzm/Emesp9fzFMfoWzGibpu2tvKXx5fwt4Xv0NLa0fN+RSbN5645ibTFjwu/afy4ReSi7IHa2h1sjEYjYQ4XYkW5i1tC9KhKXELpKEuBc4q+/e43r9OdzdHS0kFDg3bzeU2fRiFvXjGWXappo4otcm4SZ9y/FVFOnm5Xn7Aohrht39HGHb9+lv+8vJzuXOEchleeeRgTRg32VbYbUY4hFwZBo29xkDeV6FsxH76JvMUPt4iZ+ZolEhdvylLg7NiwvpWBA/sxfHgtTU1tPQIXlGLLWyn3BYXCGLbIOc3IoG9XapErVvRNVdzC6E06oK4fV5w9h0wmxT+fXdpr2dQJw7ng5LmO2wftTBO3aFyUmAfxVU23RiVvxX7gJvJWfMJIZ1q1a0skLr6UncA5DR0yYmQdX/3SfKSUdGWtZy7wGn0rtbyVgn7Vg5Sjfn4f6k4SB+oip9fBChUJ8yN5YUTfVMQtiiFAstkcS5Zu7vVeOp3i89csIJOJfno5iJ/IhR198zMDA0Qjb6V4yCbyFoxStytLJK58KDuBU0EIQWVFNA+jvi5v4C1lG0RmVGYRcBM5Yx38CEEc27lFOXbb1m2wfnMzVZUZRg0dwPI1W7jktEPYa9ywyPZpR9xELirMwudl3DdI5G1PoNTSZsaLxMUFSbYowzrFiT4pcHYEjb7tCfJmRxiiY9cOLg4ip5PLST5YvZk33lvN4vfWMHfWBE46clbBPvzgJG5RD7irn5N5+zVy81UfYfLYIbyzfAMP/PNVLv3oPE/lmM9BW3sX21raaGrexbbmNu3/23fR1NJGd3eOy844kMEDa2zLdDunbtczjB8Ru/8ON/oWpKcqlJe8JagTJ2GzmsAe1CUuoXSUlcCl6d2r1M+8pwnOhNFhwm9Pv1KIXEdnlneWr+eNd1fzxntrWPz+Glp3aT0zLzh5LguOmKlcf7c6mynG7BpW5+DUo/cFtCnc9p4wnMoKb/XIZrv5/q+f4bW319HU0kZbe5flepPGNPLVT5/gKG8qhPWrOg5zoHqNvtkRR3lLom/OeJU2Y3TL7zX1EiFzGutNSkln8y4q6/slEhcjykrgSsmeEH3zKm9eHqxexoULW+TM6MNoLH5/A+8u39TTXtLI6fP355PnH91rKBqvIlFKcQN3gfXb4zSTSXPNuXO59fuPsXZTi+U68w+ZzGcvP4J+1RW+9lEM4h59A2jMZDwNG5LIWzioypbTcQcRNi/LwsRO4ta/uIH3fvsU4085kNHHzEgkLiaUrcAFnffUT+eFUhPloLROZXtJn4YZ5QhL5MwMaaxhzIgB/PWJty3l7dhDJnPdxQfS2e0/bWw+D8WcyzbqNmXrN0oe/PdrrFq3vWBZSgiuPe9gzjlxZqBxGONGGDIWVvTNDjd5M8tGWGm8PVXevK5rRZzakOlYSVzNsAr6Damn35B6w3qJxJWashW4YlIO0bcgcucnbRpV9M1p+7BETgjBiCF1NDb0p3VXZ69lh84exy1XH2U5mK0KpRC3YnYCWLW+iY/deLflsobaam7/5HwOmD66aPXxS9A5T71G36KWNyfsBMvq/UzFLro7s7x+x0KqG/sz/Qrn9pHlKG8tKzZR3VhLZb318UdJHIXNCrPE1Y8fxNzbT7RsE5dQOvqEwEUZfSsHeXPDTtBUhgspVvTN+AC1a7voReR07ARqU1Mrq9b3jiDN3mckt//Xsb6G0zDuN0ppK3WPzbEjGtln0giamls5+ei92dy0k7/++20mjxvEVz91AiOG1JW0fnYEuTejHLQ3bmjtnXK0b91Frlv0PLCtxKYc5W3XpmYW3/kI9eOHMuv6Bb2WRSVvXqWtX6bTdR0/8926lW8uM5n/NP6UpcCZ06dBKIfUaVT47bAQdVdtXebcRE5bx/lesHtwH3XUBJas2MjIYXX85NcvMm2vIXzthhOpqvT+kfCTxlWl1MJmxbf/+ywaG2roym3jB79+huPmTebGy4+guiq+7d2MBI2+mQkj+uY0BlyxEakUc24/G2mYraOvPLSrBtQw9IBJ1E/sPWxO2PLmJm0d29upGrA7/agibUa8rq9aZiJx5UVZCpwX3KJvRpJhQ3oT5dAhvdexjmi4iZyxfDeRM5NKCa67/BCWfriFieMa+cYtJ1BZK8jifYDdviBuVrNt2DF4YK32nxwsOHJv9ho3KNbt3aKMvvkdtLeY+Hngpoo0qHOxSVdmmHLB4b3eC0PevETZPnzkfZb/7T0O/K/9Gb7f0MD7DpNE4sqLshM4L50XvKROE3nrjVd5i3KIhihFbujgWr71uROpq61S3iaqiFspom3m+766cqDyta/KNDJlfASVKiJBo29mwujsEAXJA9eaIPLmNzU6YHgV/Yf0p7pB/TunmCQSVz6UncAZ8TLu2zNPr+Kogyb2/O30sEzkzf4BHnbnBbvom9O6KiJnxEnqGupK34uqVGnSYjcXyFZli9obV9+nkSAdavwMG1LMzgtuUxslD9zeRN1hwS7NOfKgEYw8aETB+40Z/58NL0PNqOBF4hJKR1kJXMqQpfHScWHN8h387P6XegSuHDsthDHArgp+0qbFHiBVReR6r6/+0FaN4AUVkVK2bStlO89ijo3ndl96HfctKorZ/i2ROI2oxMNr27Qg0hZ2OWYJVJW4hNJRVgJnh5O8dXRm+eKPHieVt7++0mlh/eZtPP3quwwfMoAjDpgWSplu8lbK6JvT9mHOuGGut9eUrBtxSJOqrO8ljRpGp5Zi/AgodvQtruzpEhdVmzcVeQtL2KLAatDoROLiTXzvJgfM0Tcj5gfuT3/+Eh+uaWLaxKFlPddpd3eOJR+s5j8vv8PTr77D+yvXM2+/Kdx562WhlO9X3uIwPVEUIueE12hRqTokJOwm6KwLfijl2G9uxE3ict05UiGOLmBHKVJ+XqWtwWL9YkVpVSUujkgRj+dRMSk7gfPSaSHVlubsE2eyfUcbA+t7/2IoF3l79rUl/O3JF1j48htsa9nZ8/7E0UP51mcuIJMOLi1h9Db1itfom/6AdZJ3tzK9Cl7Q6FsxxK3cZE1KyaatO1m1Zjs7Wjs4ct4E34Mmq1LsQXu9EKfhQ0pFx7advPGDhxk0cxyTzjo4sv1EKW9W0Tcv4mYlbV6WmwlyX3mdvi2hdJSVwJkns3d6IGc6MpCCcSMH8tVPnUCahp5l5SJvANMmjuX3jyzsJW8D6vpzxy2XUVcTPIytIm9eU2RBZ14wY3zAGv/vJHNW2AmeF7FTjb5FIW/FlDUvaVQrurLdrN3Ywqp121i5bjsfbmhi1drtrF7XTHtHlmFDtN6/QeStpbWDX9z3Cg111QweVMPgxv4MbuzPkEE1NNRVI4TwJW/llA4NQlyicFLmyHVrr6gIU97CmE3Bq5BFXb6b8JmjcEkaNR6UlcAZcWr35jbTghE/8vbkS28wecxIxowY4nlbrzQ21NHZZRjlP5PmezddwpjhwaUzqLz5DVcHbfumoxKVc8NO3oJE38KSt1JG11TlzXx/bNm2k9vu/BfvfriZbpsH8oQxA/nm505gcGMN4F/4axorGDu+gR//7MWCZRWZFI15mRs0qD8Txg3ktDOnUs3uwYZV5K0vtX2zIg4SV91Yx5zbzibtYxBtN0rVS9Iq+ha1tAWhIZPpJXFJFK48iL7RQQS4TZVlJIpOC20dnRx/9S1c//Wf8Ma7ywOX58bNV53LeQsOBeC2a89k9j4TIt8n+JtxIcrom9M6QcfvMmJ3P6lE34LKW3XlwJ5XOTJ4YA1f+PgxjB5Wb7l8xtRhfP9LJ/XImx+klCxbvpXH/r2UNetayGQKr1dXNsfGTa188OFWRo+s56TTplBd7TxTRJhTZpXT7AtxGAqiXOTNb+cFFRrSGeVXQgKUYQTOyzynUXRa6Ojs4if3PUQuJ3ns2Vd57NlXmb3PZC4//QSOmbsf6Qga4g4fVMFlpx9FdWUFpx59YChlBu1xWuromxVOEmcVpQu700MQeSuVsLV3bvO9b6t75INVW7nnoddYvb65YNnc2WO47YZjqK4K/rVz8+2P0bKjw3Z5VWWaUxdM45wzZlI7uFDc3DotWMlbKaJvdlGQsBuWxyESFybFnhrLDbvom18ZU91OtSNNXH5MJHij7ATOSCmmyVq3eStLV67r9d6it5ex6O1ljBs5lEtOO44zjj2UftXhjrI9eEAd111wYihlRSVvpYi+qeAlxeo3+uZH3uKSItX/72U6LTPvfLCJ3z60iGcXrex5LyUEOanNp3ncEZO58drDC6Jlfu4ZIQSTJjSyfOU2Jk9oZFdbF++8txnQUqcLTpjKx86cxaDG/pY/GMpF3vwQpG1SX5G4UsubaueFqCNpce4FnRAO5SVwu+dWLtk0WRNGDeeMYw/lwcef3b2vygomjh7OpDEjaW7dyeL3P2TurL1978OKVEg99UoVeYNoo2922MlbmNE3r/IWF3HzssyM8T55dckaPvPNv/f8PXbkAC48ZX9Wr9/Obx96jbNPnsHVFx7UMxZjGHzx1vlUV2XIVeX4ylcXkkoJjj9+Mud9bCZDh2pztXazZ8mbzp4scaWWN1XilAZNom/lS3zuIg94kTczQXucrly3ESEEN11+NpPGjGDSmJGMHDooktRp2JRS3rwSZps2VfxE38pB3uyuu/F6B0n/7jdtJKOHN1BdmeGi02Zz+IHjSadS/PxPL3P1hXM499RZnst0k/3KyhQ5cnR352gc2I+f3X0aI0dat7vTKaa8NaQzjhEQlYdmkEbkfU3iStFOT0XeVNq/qXZeMM/zbcbLD4ck+hYPhBD7AXcB1UAW+ISU8qWwyi9LgTPiJm9hT5M1buQwvv7pcAbPjQrzA1tlSIig8uaWCuuL0bdSToelgtU178g2IaVkW0sbK9ZuY8XabXy4Zhs1/Sq4/Mw51PXz3rM6nUpxx62nMGhAf4TYHWU79eS9GdhgLxFKs3V059i5s5MdOzppbe2ktbWDHa3a/3fs6GDXzi5OPXXvosgbaA/ZuEfgdOIucXHoPGFFVFE3J9zkzQte5M3uh0TSAzU0vg18SUr5DyHEgvzfR4VVeNkJnJfhQsq1J1/YlFPkrVQE6XmqSrHuR/16Sylpat7FirVbeH/VSj5cs42VeWlrbm3vWf+A6aP46qdPoLIi3XMvOMmp1f0yeGBhr1IneXMiW5HlZ3e/wmP/XMauXV2269XXV3HTTYczZkyD7ToQnrzpqEqcUxTOPGxDVBRb4oohZW6CFWR8sqDyptL+zU/6NIofDUnqtChIQP912QCsc1jXM+UlcDlYsWYb40cXPgjLeZqsUhLGPJZRRN/06JnfVGrcom9hyFu/6kG0tW+1XW4W9V1tnXz9Z3/t1bHAzOFzx3Pr9UfRP9e7p2bQ9GqQiK0QgiuuOIBt29pY+J8VluvsM20IN99yBEMGOw9HEra86exJkbhiEGbUSy/L6zGXIvKmQrFTp0n0LVQ+DTwmhPgftGHb5oVZeFkJXHtHlkefeJ9rL54b+XAhccHpgR0UFXkLmjoNih+R8zqwr9foWzHkzcs9a5cqzVTCl68/npu/+w9efnNNwTofOWYKN1x9KOlUiiyGwaJNx22MyoUh/E7kcpLXXlvHvx7/gOdfWG25zimnT+P8S/Ynk0l5ui/CkjcdFYmLQxQOSjNyfjGEyNgGzWrSdVATOT91DbP9WxiEkTotZ6SQUT2PBgshXjH8fbeU8m79DyHE48Bwi+0+B8wHbpBSPiCEOAf4OXBsWBUrK4Hb1dbFwuc/5BNnz+sZgrgvy1uUFFPe9KhXkHZwKiLnJm5hRN+iljer+9VK4t06JmS7czzxwjJ++9fXWLV+e8F655w+gysuPhAEYHoO6dfdTuSioqMjy5XX/5mNG1stl/evqeCTN8xjzsFjPJcdtrzplFskrhzwOzCuvp0XkYvLOTHfQ3qbuGKnTpPomyVbpJS2A7BKKW2FTAjxG+BT+T/vB/4vzIqVlcC1tXexq62LN5duYN+pIwqW9yV58xN5C3NS+igib2GKHGgyF2QaLa1O0bV9CypvquJmFqtcTnLt7X9m6cotPe+NGdnA6nXa4LpXXHwA556xu2eofi3N58J4D3g5H37vnaqqDKNH17NxYyv77DOE446dzJq1zTzwwNtMnNzIZ24+nGHD65TroROVvOm4SZzfKFxfms7Ii5Rl27Nkqv1//lRFLmx5C7P9m1dxi7rXaZiDRu9hrAOOBBYCxwBLwyy87AQO4Innl7Hv1BGRjfVWSkotbsXAGAkLS+a87NMvXqJvQeTNr7jBbnk6YL+RLFu1hSMPnsB5585ixartfPP7/+FTH5/HguOnWtbBKFZ2Mhdmpw4rLr9sNtdecxCjR2vtfn/4wxc46aQpnH/FAVRWer+GUcubTikicWFN4RQnNi7ezCs/eo1pZ01h4vHjlQfFhcLokZvI9RXCSp32lR8LMeMq4A4hRAZoB64Os/CyErihjbUcMWcCc2aO7nPyVkxxi1Ov0zCicirlWy+LJvrmt8NCGOKmc84pM5l/7CTGjRkAwOq1zXzuxqM49OixlgPcms+T36hc0IGeJ07sLcmnnz6N0aMbbFPnXqQpKnkLyp4ShTNiJ2ZdNVVU1VYwsKHak7wZy1QVuSDErf2bCn7bvSXRN/9IKZ8BDoiq/HjdYS4MqK/mkxfMi3Sg3mJTjhG3KBqKhi1yfiNuQTsuRClvKuIG2vWpHVxJLbu/eA85cozjTAj6ebcTOW1Z8Kic13vHSd68EGRielWconBuA/v6xavkxJ1hUxs5587jbJdbSZFZTIopcqUmrLlO7X4k9KVz1Rcpu09/1AP1FhOv8mYc36tlZzv9qiqorCi7S+hIEJHzIm120bcghDXOWxBxK3xPO48pdsubUYjMaWjjefcTlYsjTvJWl0nFIgrnRF+TNDNBI1X69qUUOdVrZCVcfqfVCusHgZ8Ib7F7NCdYU1bfDMJU3XIeqFdV3tZuauKhJ59j49YWNmxpYcOWZjZt3cF5Jx3ElWce5nm/cUqfOuGlnZyquL25ZANTpwyhn6ywXB4k+hbGvaiSLvUqbkasIlkqMqcqckHwI+wq6VOVyFuYEuc3ChfGkCJxS9kVm2KIXBTtDv1IXTGGDEmib/GnbD/x5dzuTVXe2ju30dgALy7+kNff1cbEqqxI8/lrTuL4Q6dHWUVboh73zQq7qJyquK1b38Ldv3qZ+v7V7LfXyNDrFxSVuUqhUN6CiNvO7lzB9D36eqpROaf0qhV+7h0/6VM/6dJyiMTZ0ZfEzU80yiwzUYmcF3kLek0KjslvlM5n6tSJJPoWH8ryk9/X5c34QBdC0FDXj3Q6RUNtP77932cyY69RlttFPU6XX4wP9yAC6LVd285dndx3/xv8+W9vk5OSX99xtu26pYi+hSVudtErO3Ez/99O5KC0UbliE5bEBYnCqdCczbqu6/eBX47oxxqlyDnJWzFS3MWenD6JvpUHZfcp78vyZvdA/+YNZ/Cpb/yeW69ewPDBhfM+hiVuUaRPzQ90/e8oI3nd3Tke/9cH/OK+V9nWrA0ZsOCYKYwY6n0MMTf8yJuquIF3eWvN5Whvz/LhB00sX7aV5cuaOOz4SUzZZ6htfYyy4TUq56XTQzlQDpE4O3nra9LmNsG7WZKjEjk/aVMVyY6aJPrW9ymrT3wq1fthUU7y5oRbr1IhBN++8SyqK+3nqywGXqXL6QEelciJdsGv73uN+x9+k+5uqe0rLbjgjP0s13fqQekWffMqb17EDdTkrbOzmw8/3MbSpVtY8v4WPljaxJrVzcicRAi4/LqDe8mbOb1Ym+79mXKLynnt9BBU4mpT3qbLAu2Y9OPUj89LWjUMiXOLwumEEVlxEzc3EQobKSXPPPw+g4bXss8c62xBGNjNVhC2yPnFSqDspG71W5v5112vcuQls5g0J3gzjyDtKZPoW/lQVgJnpNzkLeicpkZ5i2uq1Ijqgzu89Gq+nBRcdcEcVq3dznOvrALgxKOmMNwUfSvmWG9RiNtrr6/nF794lRUrtpO1kA0h4IrrD+awYyYC9gJjFh0du6icW3rVKbWa7kyFKuxug+caj8n4f9WODRD9OHGqUTOvbaKKLW1Gdmxr55HfLg5V4PTrAYXXJGqRCxPzPvW6tO3oYOf2DnY1d0S2byNJ9K1vUJYC15fkzcuYbuUgbuA/deYnKme3ryvPn8OEsQP549/e4oIz9u15X1XcnKJvqvIWVNzAPmW6/34jOPPM6dxx5/MFAmeUN7vBa40PROgtNV6icioSZ3UcZtKd6VAHczYfg90yN5kLInJhzs6gKnpu4ma+7lFQN7SGyz5zCI1D+keyP7trUgqRC9r+Td/3sDnD+dhPjqeyv3UPeT9l+sEu+lYW8iaiGxA+rpSdwO2J8lYMcQtv4vrgX9huIqeyj3GjB3D5xw5k0rhBjKofCCH9sFWRtzDEDZzbu61Z08JTz66kva33tk7yZnzgGf9vJ3NWIqcicWHjJ42qXLaizDlFgJywEqqwp9yKg7SZOeCwsZHvI04iFwa6vHlJvZpRkbcwjyfb1T+0shK8oyxwQog08AqwVkp5shDiXuBAoAt4CbhGStll2mYc8CCQBiqAH0op7xJC9AfuByYB3cDfpJQ3u9ehvHwzqLyVS8RNJ+xG62aR81p+piPD/Nl7Ka8ftM1bMcRNSskdP3mRf/1jKbmc1sZPCJByt7ztd+S4XjLiJhz6ciuRU5G4wvpbR+Hc8BOFCzPKFbXM6aimN52OS6UMN3FzilLGGfO1KaXI6e9F3RM1iNSpUtbRtz0UL3fAp4B3gPr83/cCF+b//zvgSuCnpm3WA/OklB1CiFrgLSHEQ8B24H+klE8KISqBfwshPiKl/IffAykn3OSt3MTt/7N33uFxVGff/p3dVe+SZcuyZbn3jo1xw+BC74TeQgIECIG8hE4SEkgj8AIBQggpBAKB5MUfEHozptq4F2xjg42NG26S1bWr3T3fH6uRZkdTzsycMzO7O/d17WVrd5o0uzP3Ps95ngOIrTi0Im5msNsqRJS4JZ5Lvlm1UIqOjhjicYrKPgU488Lx2Lh2Hz55fxuuuP4oTJhTm7S88qamV3GqlVo1utGnShRO+fuyjp8TKXN6WBnHlq7SJkerMMULIqdcViRWUqX+lFnpBdO7jBDSH8DJAH4N4EYAoJS+Lnt9GYD+yvUopfIynhwAgc7nWwG8Ly1DCFmltn4qY6VowS1xs5s+9Uq7CBHipoeT4iaXl3MvHI++A0pxzAlDkZUVxNYth3DxdUeakjfpZyuSIDIKZwWWKJza8cqf4y1zSkQWQ/CQNjeLHswgP09a58WKyKnOhmBjdgw1UXJ7SjQRhQuhrFarh+PDAdZ31EMAbgHQo5EWISQLwCVIROh6QAipAfAagKEAbqaU7lG8XgrgVAB/0Fj/KgBXAUB1ZWqMf+NVtMCC21NfuS1vVqpJzYqbWvSNZdorCTPilnheW94AILcsDwtOHdH187yzR6G4NLfrZyNx04NnFE6rV5wevIsZWMWEt8wpYR2Hxip6LNszOmepIm3pghelDtCPvgVDbX4K1cMYvnsIIacA2E8pXUkIOUZlkccAfEgp/UhtfUrpTgDjCSHVAF4ihLxAKd3Xue0QgOcAPEwp3aax/hMAngCAscMGUobfyVWsyhtr9M1tYZPjprw5FW1TypuT4gb0lDelXDTHYszyxnrDVpM4JWaid3q94sxgNo1qVVBEy5wedgsOeEib6HS4nVQ4zzGPVikPhbgVAjiVenWqEMPHWVjeLTMBnEYIOQlALoBiQsgzlNKLCSF3AagE8AOjjVBK9xBCNgCYDeCFzqefAPAlpfQha4efOtiVN7fEzU4lqAi8kiYF3Bc3OTzETQ9eY+FYonJ2ixl4RpasyJwcXmKnB48UqWhpkxBVTaxGKsyqocSLUTo/CuddDN8ZlNLbAdwOAJ0RuJs65e0KAMcDmEcpVf2UdI6dO0QpbSOElCEhgw90vvYrACVIFD+kBSLGvXkp4ibhhrw5LW56iBQ3gJ+82REZq1E41oIG6XcPhANoaAyjtCTXYI0ERlE41t9Z7RiN5IJV5pL2wyBXViQvlaQNcFbcrKA3R60aPKNwRsj3Y0XmjI4zLxQxLGLwJc6b2FH7xwHsALCEEAIA/49SejchZAqAqymlVwAYBeB/CSEUAEGi8nR9p9jdCeALAKs613+UUvpXG8fjKlZSp3ry5kVxA8TLm90ZEkRh5VzZFTfAmryJGttkta2IHvGcOP7yzDJ8ueUQJo2rxsTxfTF+bBVys82nWo2Og1KKxe9uQ7g5gmCAIBAknf8GEAwSBALSvwQdBBhQW4p+NT3nHlbuy25Kj2dlqBdSpHJ4iJvbKVMvUReNmpY4FtlkkTgf72HqnUApXQxgcef/VdellK5AZ1SNUvoOgPEqy+xCQujSAt5FC16RN6WApJK8ia7o1TtHboibhN4NXC2ippdicqqtyCUXT8QVV76E0LEACAAAIABJREFU7Ts24sVXNyIQIBgxrBcmTqrCxIl9MXJUJbKz7EtOUTCIUUPKccutb6OtrUNzuaysAC68cAKOnVGLEMO4O62/uVPi4TVpAzJD3JyMwslxqvecEj8K5z28Ge5IIUQXLXiFVJI3kTgtbgC7vGmhlwrVek3ah51UqoSaPBw40IIfXf8aIpEowuFYV1NiAIjHKTZtPoBNmw/guefXIycniNGje2PKEf1w0knDUJibZX6C+0AA4XAU9fXtGDasHOvW7VNdbty4Prj+R9PRv39x0rpqv5cRLGJlR1K8lCIF+KVJrfxNCoNBR8YbegmjaJxZufRTqalHatw104xUS506MeYtmhNVlTi1v4fTsmdF2hKvsYsbwF/elOIV7Ygh3B5FJCz9G0WkPYqisjz0qS7SXVd5TGbSftLvKxeKYDCAhoZ2w3UDAYJRoyoxe3YtZkwfgNxcc3NFyvf5h4eX4P33v1ZdrqAgC1deNhUnzB8OmqtTrGBR5rQwK3lekzYg9aJtPCtZ3YrCSahF4+wcTypLXAzU82MteeMLnE3ycissFS+o4SV5szp9FU+0/h6i/06SIJod25Z4TTsK4IS4FYUCoJTi9X9vwIqPdiASjiHSHkU4HEU81rMLz4wFg3H25ZOYtq0Hy1g4ucgVFmXj1ltnIyc7iKysIO67/2M0NiYmrCUEGDu2D44+eiBmzRyA0tKeNwuWliJKmZk8uRqLF3+N4cN7Yf/+FtTXtwEAZk2vxQ+vPAoV5Z3zOsoqZPXOp54s8byReDFFCqSeuFnBTjNfJ+Epkf54uNTBFzgPEQqHPCVxTsubPArn5t+BV1ECoH+Ta44mUodB2Q1aLQ3EIm/yiBkhBMefPQp7vmnA2qW7VJfPL8jCBddMxaQZNUnP7/q6Hs8+thyBAEEoK4hQKIBgKND9b1b3/wcNLMOxxw9FQNbhnkU2muNxIEgwZXYtCgMBLF26E42NYYweXYmjjx6I2bNqUV5ufZJsLZmZOWMApk7ph5KSXFx8yQsoL8/DdVdNx6yjalWXB5LbnZhpbWIkVDzkxw1pk7B7/F4XNzO4HYVzA69G4TINX+BcICdU7vkxcMFIALHsOFeJa2hqR052CLk52m87LwkswE/aKKU4eKAFG7ccwo6tddixrQ65uVm4/LppyMsPaI7fMZI3ZaozHqf4evNBrPz4G2zbdEB1neGjK/GDG2egorKgx2sjh/bC/BOG4ck/LtPcZygUwIKzRmHysQO75M0qzfE4SG4QTz99Nip79TwePdSicHpSk5eXhby8LDQ2tuOoKTX4/iVHoLAwh3l/VmVODRb5UnsfuSltEnbkTZS4iRz/lipROJ6kcio1k/AFTiC52WXcp86yCqUUh+pb0auc/SbJU+I+XrYdr723Gb+57TjL2zCak5UF1t/FTkFCPE6xb28Ttm2tw9db6/DVV3XYvq0OLU3dUwOPGtcHP7zlKHRkEUtRN60xan/9/SdYt2y36mskQHD6eWNx6jljkqJ+EvWHWvHe619iw5q9mvsdOqYS5/9gCqpkg/zlWOlBN2Z8FQDz1atyzKxXmpOPG66ZYWk/EnqNiHlNBeYFWVNiVd5EiJuXihbSMQrHKnE+7uELHAd4joMTwdff1OFPT3+Gy86ZbErgAPsS19DYjkefXIJFn2zDzdfMRmfPP9PwkDc722EtSKCU4j/PrsXCf3+uua0xE6rw/dtmoiOr59/Cqrh1bXtcH6xbthsDBpXhqKNrsWdnIz5etA0Vlfn4wY0zMHx0b81143GKV1/YoPpaYVEOzrt8EmbNHcR0Dq02EzaqXlU9NsbluqSL4S2ofL+bed8YTRfGc65XJzErb7ylzYqw8ZqNIROjcD7eJy0Ejrc85eVWcN2eGexUWCrTj/UNbfjHv1fh9fc244gJ/TBmRB/L27YicR8v244H//IJDje0o6gwB8fOHGx5325gtooUAFrjFKdeOB7Zhdl47m+rerw+amIVvn/rTGQr0sh6NxkzE5fPPHYQxk3ui+r+iQa0j//vJ5gyowaX/3AaeitmO1DeYCsqC3DE9Br0ripEuD2KRW98mdjm3EE4//JJKCpmmy1BbR9Wmv2qVa8qMS1vhsupb0/+vN33o9axOCF2lFJLX6LMyBtPcXMyymZ2NgYlmRqF83GPlBM4JyJdbe2HXJU4q0jyF+mIYeHb6/HPl1ejpS2Rtvv+GVOZ23QokaJwrBLX0NiOR/6+BO9/uq3ruZPmDkdOtvm3G2sq084k6UbblmCtIqWU4pNFPdtVjDmiL664eSayOmcZsBttA3p28S8sykFhUfe4rlNOHYnhI3up3rTVpOq2O+egJRbHs39diarqIlx2zZEYNd66+EvYmZuVReS0MPO+YP2CorecHbmzMgesWf7xj9VobApj/rwhGD260nJEXA1e4qYlbfUHW7Hiwx2YdcJQ5OWbayfDg0yNwvkS511SSuAode7DI1riRBYyvPnRZrz4zoYueZsxqRajhqinzuRSpydzZiQuJyeEubMG46PPtiMaiyNACE47bpTp38PMODRRNz4zrT+6XovHccJ5Y/DiU2twYG8zAGD8kf1w+U+mo50QtAsQNyWSJI0YVWm4LbV1J02swncvn4xs2ZRWVm/Qdqf2sjoWzG7Uzdo+e27LSvpV1Pu5ra0DdYda8fnn+1BRkYeqqiLDdZzorcUSafvora/w9sJNCGUFcOypI4QfkxXSMQoH+BLnVVJK4JyGh8S5Uchw2tzRWL1xD/bXNYNS4PKzpjCtx9rGxEjicnNCmDS2GrOm1WLfgWaUleShqrfxjUK5D/XnnUmpmBU35Q1o3NRqjJncFz+5cCFGTO6Lc358FNpVoh2mmrRymMCclanTano8Z7RtXvOw2hm8bzYSyypvdtrbSF9+zK0jJhp37bXTTC3PKm9W5d5MinTOicMQCgUweeYAS/tiwSiNmqlROB9v4gucAawS57VChluumIOT5ozEfxdtxPCBvbhs08yNKC83Cz/78Vzs3NOAg3UtXPbvhLzZFTcJQghaQTFx9gCcceURCMqiamrbksRHLfrGQ9yUUiQiqmJV3nhUW4oSNyA5Ss0asVbbn0iJs1PBq7dNFszKm9VxbSXleTjpvLGm1uFRwJAO+NGz9MQXOAZScUxcXm4Wpo7rj2G15o7bKApndjxcTXUJaqpLTB2DmRudyPSOWWkDet4wzvzBFAQCRHd7WogQN6PnRafL7EqGnbGOZlOlRgVFZhtvS/s3m1JlkTizPfGMECFvThQksAqb3nRadqNwXkmj+tKW/vgCp0MsFkddYzMO1jfiYP0mHKxvwuHmKLKzsnDpafORnWXvz5cTKud0pNqUFpsfZ6d1Y4rF4ggEiGmJM4PbqVPAvLjp3TTaKAVUprCSo4y+sY5v06MwEEBTUxgoYm9UK62nh5VJ5O3AozjFarSNdXmzaVWz0TirEie6ETCrvIkWNz/KlowvbplDWgoc65iz3Owy3dffXboOP3343+iIdl+ApowZjEfuvN62vDmFniTqFVEob0wr1u3GijW7cPWlyWNoeEqcnea5POAlbno3Nvk3+5Jgz/dQYTCo2erBSNw6OmLYvukgVizfjVWr9+Caq4/E+M4mubwQ3VyWZzWxSHFTrutViVPCEqXj+bkSIW9OCFuqReF8aQPiNL2maGMhNSzEAKtFAu2Rel2JG15bnfTzBSfNxI2XnYKsUERjDXW8NCODHJZK2G92H8bj/1yGz1btxKO/PrXrefkNiIfE8ZI35QeYZeC96vYFSZuEJG/K6Nu+vU3YtG4fjjl+aNeyer9D3aFWrF65B+tW7MHq1XvQ1pbY1//8eEaSvFmdBopSipUr9yAciYEgMdE8IQQgAAEBIUj6f9++RejXT32WBjV4Clv3Np0RN7XtiBwXx0vi5HhpZgU9/CibOr64ZTYpL3B2xUhP4gb2q8QFJ83Ec69/gjuvOgtnzJva9ZrauDivFTLYoaGpHf94eiVeXrQBsRjFtMk1GDUsuRUJb4lTYlfetJ7TQ7S4aUEpxerFO/DsX1bipl8cC0Bd3GKxOL7acgirVuzGmuW7sW1bz/f/ueeMxXHHJQRQTZDMzBRACEGcUvz2tx8gppMKDgQIvnP2GMOIn11h4/UeMyNuUhSbpe2P6HFxIiTOLE6kTp0QNr1xcIB3o3C+tPlIpKzA8YxoaUkcIQQnHT0Z86ePw/jhtT1eT8XiBiVqUbg3PtyMP/5rCZpawl3PfffcyYbbsipxPIoW7EYEzIibXWlTRt9IWwf++qcVWLt0F6r7F2PCmN6aDVZbmiP4+N2teOvtr0BVfGrmzAG47LJJNgf7J687sE85pkzqj89W7FRdftCgMvzkh7MwfGhntbO5ALXOcfBP11oRN/nPIiQOMBeNc1PiRMqbH2XTxpc2HzVSUuBEpCO1JG7koGqVpbtJR4mbP2Molq3biUWfbQUAzDpiIIYPVm9ForzxmJU4HkULvHtQmY226Umb/Bt6Sajnx+2rdfvwwmPL0VCXmBR6/vFDNeWtMBBAYVk+rrlmGhoaw1iyJFmohg+vwK3Xz0FWlO/H+u57F2Hr1z3FJRQK4MJzJuC8s8YhK8vZYgMzmE2T6o0b9ZLERbOiWL5iN46YXI2gRpqdp8Slo7x5PQrni5uPHikncCLHkhmNidOCReKMxsFZ2a9Z9PYvvzFlhYI4fd5otLRFsGz9TnzPoBGwVYkTWbTA8yZiVtzULuiSvEnRt5w4xevPrsVHr27pWiYYCuDouT3ni5UPNP/883146A9LsHt3Y9IyvSsLcPft85Gbo/2Rtjqf57QpNTh4qAWUAo1NiajsiGG9cON1szCoVvt9u2dvI158ZSMmjKvCuDFVKFHMpSpK2CR4iptyOVaJA8SNi9vzdTN+97uPUFaWizPPHI3584YgN1elMEZgOlWJk3OXpiu+tPmwklICF4+LvziIljg3MVNMMXFUNSaOqsa/X1+LIQMqgDDbVFsSRhInqmjBLCKlTYsDOxvx3z8uw94dDUnPT53WHyWyCeeVFYKxWLxL3oJBgu+cMRb/Xrgeebkh3H3nfJSX5ffYF8vk7Eacd/Y4XHL+RFx743/RHo7isgsn4axTx2hGfaTt11SUYv++Ftz9+vsAgMG15ZgwugoTx/TF+NF9UVxorsWJBK/CA8B6Kx/R4+JYJC43J4Qxo3qjb79C0DjF7t2NGDJE/fexK3Gsn7PCYNCSxBWFAn4UDr68+ZgjpQTOKexIXCqjFlk498TxXf83eyPSkjjR8sZyAxEtbnXRKMqlqJss+kYpRevBVgwd3weH9rUg0t69/rzOwgOtVh3BYADX/+go/O2vq/A/P5yJIYPK8e77W/E/187A4IHdN27eka3CQA46wjGUFefhFzfOQ/++JUAMiYcOX3x1AIfqW7t+3rajDtt21OHFNzaCEGBIbTkmjO6LiWP7YtLYauTlJk9QzlPUlPDqwSgqpcoicb0rC/Gbnx8HgG3IgVWJs9KAOtUkzscnFRGbw3CRcLSu62EFL7b94IGRmCpvbFrjsdSwM5G3aHlrisaTHmrbU9tmQyyqKm8N0aiqvNVFo7rftgkhGD2lGsccNwTRju5jrajMx7iJVbp91oKRICaN7IdH7jsFQwYlztMtP56NI6fUdL4eEJaWDAQI7r3zhIS8MdLcEsaWbQdVX6MU2H+oBZGOGArzs5GTHUIonPwQQU6onFneWL/EsW7P7O8k4lyK7uPXtR+GWUTUUJtKzgmM2g2p9WxMel1lfKuccoPXnSIWzTP98LEOIeQcQsgGQkicEDJF9vwCQshKQsj6zn/nWtm+N95VnFFKWzhaZ+kbt9VInNex05eOdaotOfJInMiKU9FFCXrRNiVq0Teg+0bRp18xfnzPXOzbdhjvvb4Fs+cMVE1JqlWTyqV60vhq4WPJACBo4cY/oF8pTpw7HG8s6h7nl5cTwqwjBmL+9GGYMrYfQqHO36+D15EmY+VzL//MG31WYvE4HvjHO5g2fjAmjy1FVkhfXMyOi2NNp5qZN9VsJM4oxai5Hz8S5xnsiJi0bjDUxutwMonPAZwF4M+K5w8COJVSuocQMhbAWwD6md142gmc1YibFpkocUZpISsVdno3IR4Vp1amuWK9MZkRNxakKMP4MX2AMX1QUpiNseP7JEVHWNqA8BA3q5Eu6fzrrV9dVIpoexyhYABHTRiAedOHYMakWuTmZGmuw4qIaei0PufS82qfl7b2COoaWnDL/76AksI8LJgxCvOmD8CoIdqtYABznyEREmcWX+Lcr0i1As8IWiya50ucSSilm4CemSxK6WrZjxsA5BJCciilYZggrQSOt7xJOClxvFuSWB2XZ0fizFTSOTVNFtAtTvIbgxQRk9+clBdqKYrGWqhgFH1Tcsy8wUkfcCN5sytuPNKTLNuIRmOYMq4GN1w6C0UF5goWnJgnWIL1s632pWfL9v14f9lmAEBDcxteeHsVXnh7FfpXlWDBjGE4buYwVPdWn5nClzhvYfX3yyQyNBrXixCyQvbzE5TSJzhu/2wAq83KG5BGAmckb1bTqE7idD85o/QQ6wBtNVhuOE5WnMrH1rCInCRdaiK3a08DinoXdIma/Fu11lgXrQnrpeel6JuWvNmRNpHFALr7DQVxwqzhmq+7/Xm08qVM+ZmpqSrD6CF9sXHrXgBAgBAMH9gHE0fWYHD/UuQZRBtFSJxInJQ4PwrnXbwocjFQUV8UDlJKNXtpEULeBaA2Bc2dlNKX9TZMCBkD4F4Ax1k5sLQRuHRAHi1LhebAVlKpEryiBI0N7ahrCaNXn0LT62qJnDIaByRELhaNY/lLm0EpMPrMYV3LKKVNPqDZaPCzEWbFzS1Zk3BbytTgHT2XS1ycUhTk5eC7Z8zApFE1GDusHwryuqONvCtUfYlLb/JCkZRqJeIXOQCU0vlW1iOE9AfwIoBLKaVbrWwjLQROVOpUjtNj4dRSn2alzih9alTIYPR3tSpverCmTjs6Ynjnlc346L1tuPm+BarLSBd+o8o25U1CLa0a3deGhX9chv3bDuOS++dpplXV5M1K9I1F3JySNS9KmYRb41Ol/fapAB658wLN5Vj7xVlp+usmmSxxfhTOxy6EkFIArwG4nVL6idXtpLzAmZG3VEij6qEUMi2hc1vcREQIpJsFpRQrluzEf55agwPfNuOiK49Ats7sA2pIAiW/kWhF45qjMax6dxveeWY9opEYBo6pRGlVd7RPulhrRd2M2hOooSdvTkiblz4jTgqa8vPEMn6UtaLbznAEr+LkmDGvSZxIUi0K56MNIeRMAI8AqATwGiFkDaX0eADXARgK4GeEkJ91Ln4cpXS/me2ntMCl2wXRLGYLFFhuNF6UN4mvvzyE5/6+Cls2HgAAlPfKx5T5g3TX0Yu+aYmcdKNoOtyOhY+vwOZVe7tenzR3kGaRA6Atb6zRNy15Ey1uXpI2CbcLh/JyK3yJM8CKxHm5qIH197EbhfPJDCilLyKRJlU+/ysAv7K7/ZQVuHS7EIrGS1E3K+Pf6g+14o0XN+GrL7obw5527ljTk6irNRhVilxRKIB1y3bj2T8uQ0tTpGu5/KJsjJhaDaBnkYORuGnt2wiRDW3dxI3Up5VxpdI6RiJnp7diquOUxKVTFM4ojepH4XxYSFmBc4NU7AnnJXEzQm/8W1lFPs66eDxWfrYLiFNU9inArHmD0Q6qunxTNG66q7t0U6GUoqAoG9PnDca7L33R9frkOQNRkpulWuQAsImbfBm96JsIcXNa2tz6rIgoAGKJxnlB4ihV/zyIJhMlLhWicMFQm19okMak5FRadqJvmRS507uZsEwz5ma6VI50Y6iqLsbtv5mPBaeOwGnnjUPIgqDJKQgGeoxRKwwGURQKYcioSgwbU4ms7CBy8xIyNXXuIM31rMqbEl7TSElTRskfosjNLlN9uIHI6m2vV4Y/v3Adzrn0OXz9tTsSaWW8p5WotFvTbfHGqem1vNTqw4cvKReByyQBs0oqRd3MMnREL5SW5aGsIk/32zvLRX7vniZU9S1UrTotDAYx5ohq3HzvfETCMbz49FoMGViqWq2qtk8WcTNbdaqFF5veOo3X5coJWls70B6OIiagCTYrThU2eCUSJzIK56dRfYxIKYGj8AeF6pEK4saj/1uv3gWdG2PflvKbfuuhNvzt8WX46d3zup5T3nwKg0EMH1yB5lgMF1yd6OOoduNgETfAWN5YIm++rPXEl7cEl188GRefPxHBAuNlpfeiiBlPzEqc16bbcrK61qmWIn4qNT1JKYHjgd0boNVxcJJciboppoK86cHzRmI0/q2psR2/+/l76D+gpMdrWtG4obVlSUUOavuxE3VTk7dMGbNmFa+Jm93PoF0IIcjOCiIGE19sTE5sz4pTEucFjKJwdvCjcD56pKXA7d7XgLc/+RKHDreisTmMi0+biOEDK7lt385AZeW6dm+aqS5uRlj5JqyUN7lYhdujePhXH2L3rkYcOWNA4nWVaISWyKn1jktlcUs1aZNwQ96szivMiltNfFNZ4rySStXDK419/Shc+pGWAleYn4N/vrwKpcV5uOeG47rkze3WCWrYETqjIgU97IqblAo1mnhdFFa+rUejcTx670f4cnOiFUm//smTjGuJnFLipP3bSZcC2ilTkQ2nU1XYJLwWdUsXRKVUM0XiUiUKl84SF6dw/X3gNGkpcCVFubjp+0fjyHE16FXGMCDEQ7AInZ2oG8u3fDOT0LstckZIkhWPU/ztkaVYL2vK269/sWo1qDIioRWNU74urSthVtxE4LawWZndgHVbPvwREY1zckyZV/FCSxGf9CMtBQ4ATjp6ZNLPXoy+sWAmXetU1E3rNSOJ4zWBvRUa6tswdkIVNqzei8aGMACgWhGBk8MSjRMpbkZRuJbWMNZu2YUZE4d0PeemrLHKldpyRlLni5s5gpGgrc+a2xLnhSic2pc2I+xE4Zxs7JvOUbhMI20FLtOwE3WzI25qy5mNxmndLOx+a5dHycoq8rFg/hCUFefg0IFWfPLhdvQuzO2xjvLmpxQ5tV5XoqJuWhLX0hbGjb9fiO+ecYzj0iaqSa4SSep8eXMHkVWqTPu3KHESvGRO/nm3ez3yo3A+ZiCE9AUwE8AMSumNastkhMClavSNBTejbkbriEqrWq1WI4Rg6rQaAMDMOQN7vN49I0LiX6XIKW9mbqRLW9sjuPHe/2Dt5l0YPaQf120rcVOevCZuogsYWHG6qIhnNM7JVKpbMicyCscTPwrnLQghAQDjkBC26Z3/ZgH4BMCnWutlhMClI14UN61tuDE+Tm3WBTlFRTmG29CKximX6f4/f3GTR+Ha2iP4Sae8lRXno3d5zzYodvCaNHkFHvJmtoVIRzSGXz+0GMMGV+Cisyba3r8d3JI4Xq1FlFXpoge660mcnYpU3i1FfInzFHUADgF4tfNxO6V0l9FKaS9w6Rh9syNvToibE9u0i1LGtCRTLRqntg4PeYvmRFXXDUfrQGNFuOm+F7D6i50AgJGDq0AIsbQfwJc1VljljfccqPWH27B01Tc4UNfiusAB7qdUecIjOmcnmujPzuCjwh/QHXkrAVBCCPkUwAaqM8FxWgtcuslbKkTdvIBR9I2FYCSQ9PeSR+NEiJv8/8rthCNR3PHgC1i5cUfXcyMHVZlqKu0Lm3ncTJv27lWIx+89A73K8107BjV4ROO8VJVqJzqn93vYmWLL6YIGAH4kzmUopXcBAEl8Kx+LhMzdBGAsIeQgpfQEtfXSWuDSCS8UKYhAVAGDHkbRN0nKpH+lv59IcVM+L20zIW9vYcXnydH0kYP6AtCfGcSXNut4YczbwBpv9uxTG0ogwTtC5/QMDWajc3YkTg8nJQ5InvDelzlXKQXQH0A/AFUAwgC+0Vo4bQUuXaJvIqNuqRhxM7qY84i+KekZjbMnb6wd98ORKH76UE95AxIpVB8xmJU3HulTnrMwuPm5FjWrgwja2zqQm5el+TqPVKuo8XCAuHSqH5VzHkLIk0gUMRwGsASJ4oUHKKUNeuvZv7t5jJxQeVrIWzhaZxh1Mxrrlm7yZoRS3lSXYYy+KQlGAl0PICFuZuXN6Jwpl20Ld+Di0yfjxu/OTnotUcBQ1PUz7/FXPuz4f3trmPlixfK5lpZTe6ix7IPtuPWyl7D8wx2qryvRm1vZzpfEkpC9GEpeKIK8UMTWNrQIhtqSInM+QpkGoBpAQ+ejEYDhHz+tInDpIG5A6hUpuI3WRZpH9E2JyIibksJeWZhQ1BcFudkYNbg32sMdaAtHMbC6V48CBrVUalv7IUfSqM8t3yls2xdMrRG2bTW8kDpNdZyOwhkJnvx1KYKfm5eFvPws5Oaxf571mgW7NR5OQmRxgx+REw+ldDQhpBzdhQy/ATCeEPIFgE8ppTeprZcWAueLW4JMibgZXbCNmu02NYVRVJRjGH2Ty5pWhagRrPIWy45rRv+G1lbgT784A/WNbdi9rxHL14sTJq8hyaFIkbMqbazRN7MtROxidyaGVIE1Mqe2zozpAzB2SjUCAXOV3KIkTg8vSBzgi5xoKKV1AF7rfIAQEgIwCQmhUyXlBS5d5E0P0UUKzfG47sBkUVgpYNC7aBuJGwB88cUBbFx3AOecMS7peS15krCSLmVBfu7UJE4SR0IIykvyUV6Sj6EDKlRnaTBTlZpq8BY5u5E2P3WqD0sUzk5POCvypqQ4K/kzLbpYQuR4OAkpnZqJIhen1DPVzWYhhFQAuAiJ9OmzACiAHErpcgDLtdZL6TFw6SRvat/SeYxz05O35ng8ZQYc61EQDPSQt8JAoIe8HTjQgnvuWYyS4uQptNTkzU5lKYu8GZ075Tbl5OUmD7yub2xVXS/V06da+7Oyz7b2Q0kPO6SCvPWMLge7HqmM3rg2Xts22r5b4+HKTYyXEzUuTo4/Po4rrwAYAuAEAA8CyANF9I3hAAAgAElEQVTwstFKKRmB0xO39nAHvtyxD198/S1isTjOOWEKgi5El+wicpxbqkub0UVSLZoYaYzj7l++j7r6NlRWFADgL24sGJ877VSqknC0DkFSioefeQ93XXsq0zrpAktETsR4NrPyxjt9qqyI1l9Wvzm1EXbTsCKicE4h7UsrKudGKhXoljivReN8bBOilN7QOaXWakppMyGk1GillDMbPXmLxeO47YGFuPKuf+KV99fhhFljXZW3WDyOjqj5i6BVeUvHiJsUXZM/tFCLugUjQZD2AO5/+GN8tS1xM+1TUqg63k1N3oyivGYqS1lvvGrLae1j4dsrsX5Los1IuqZP9VBG43hF2dQQKW9mvjiwCr4dWlojeP6Z9djzdXNS9E75SHf0pFEvEqdHSVD7XLNWpZqNxjkRkfOxxRpCyLGU0jiAeGdKVbvHTScpFYEjBocbDARwwcnT0NjSjgdvOw8lhc7l6J/+7xK8t/QLtLaF0doeQWtbBEeMqcVPf3AySov1u6mzXOjtRN1SUdrMYDRH6TP/XoOPPt3e9XOv8oKkZa2IG8Av6saKspDiQF0L/vyfD1GQ33Ne10xq4itJ3BnjxM1a4HbkzWk+W74TT/1rNfbtb8aN183SXM6oYMILfeGk64mT46OcmGqLdVychBMROR/LzARwBSFkB4DeAJYCuNFopZQSOBamjR+EMUP7ojA/13hhBqSohtEFvG9lCTZ//S0AIBQM4EcXzcW5J0wxPV+lUgrSNV1q9bhYii3k8vbBx1/jmX+v6V6/ILtrDBmLuGmNTWTBjrixpFIfeeZTtLZHkBVyJxLi9Pg3I15anxgLKFLkWLAqb6FwiPm9ZSaVaoVZMwbiirpWTD9yAMOx2Kt6FTW1lvKLoPxnM/vTmw3CjdYicsykVCV8kfMkJ8r+304p3c+yUtoJHADu8qb8v5L2SD2GDuiNEYOq0NLajl9dfwZGDu7LtA+9i72dtiBeFTczmK2MVaZ06g+34f3F21DbvxQ7dh0GAFSWF1iOuAFs8saeKu0+h2rpKD2JW7r2G3ywfBsAWErTpzO8Rc7JogUzEieS7Kwgzj1znPGCLhOPUyz9cDtGjeuDsoru820UxVe+biR0bkkcACHROMAXOS9BKf2msw9cEYA8QkgtgN8BuB1AvdaMDGkpcDwwM54oN7sMowaV4bLTj8XRR4xKEkgzF382OUhPcbPaxkR7oHYAvfILcM8tC/DiGxvw13+twOghvRFSiVZpyZtSrkXJm/Qz65iicCSKh576uPvnjmhGjn8zgofIWZG3nFC5kBTqjl2HUVmRj/y8xA1XdBTODHpROJFp1HWr9uCJB5dg2uxaXHPTTMtVoFajc3ZhKWoQGY0DfJHzAoSQZ5BIozbJnh6CxMT2jwH4k9p6vsCpYPVmeNLsSYbbkt8QzEbf7Ixzky5KImYnsIIVYWMRHLWI1ZknjsHJ00chKyuIxZ9t63peLm6ff7kbY4f109wuL3mzk2qSIof/fHkV9h7o/pzHYnFEYzGEOgdcp2P7EDtYFTm32oWoReE2btmPH/30FSw4eihuu26OK8clEqtp1KHDe2HBqSNw9Oxa4dc2EVE4VlglDrAWjQOSW4/4Muc44ymlg+RPEEJWUUon663kjbu5j0HlqXF1qRYtsbhxesCDbVasVLxptQUJhUPIz8tGViiIBTOH9Zgvd/+hRjz54idJ65mJoLD0dDM6h9IyRmzfXY+X3tuIyrLCpOc7Ovw0qhEvrW/tkjkj7Mob7x6VVb2LMGF0FSaOSR6a4URFKit6n1FR15jC4hxc9YOpGDm6N7dt6la6W6xK1dumXlVq0nKhkJAqVTX8ylXHeUPluXeMVvLOp98jiExFsd4UWNMiRm1BUqUrtZ32BMpJ5iXU2oIoxQ1InO+VG/Zh2frtaGkNq+7DTk++xDL85KpXWT5efuxSnH/SkcjJCmHB9FHIzclCpMP9cVOpgpHEeaFRr/K9W16ahwd+cTJOOHZ4j2W9JHEAsHr1Htx+x9vYtatR6H6M2grZ3bYWbkocYK7VCA+R8xEPpfRWQsgCQsj9hJD7CCELKKW3Gq3np1BlODmOiDXCo3bzZ02XehkrPaRYblRa/bTUIiLS+f5kzWZ0RGP4dO1WLJg+2sS5EStvar9vYWfLkItOmYazj5sMGqfYsz8Ck8XOGY9WWpWnvNkdCyeqoMGq8LG834ORIFat3os1a77FV1sPoX//4q7XjMbCmUk1emUoCE8kiWNp9OtESlVC9ByrPgAh5HoAFwD4OxKFC8WEkAmU0vv11vMFrhPR8qZ3Y2C9SKeDuAHWx7IZwVpdKj/X0VgMS9duAQAsXrYFC6aPTlpW69zwkDczc9Cq/W652Yl2KGOG9ul6zh//Zg65yHkh8mYVtYIG3pE5+fb03v8XXTges2bVYsTwXlz3D/ATN/nnTuu6qieUIsfDsc7WILpKVU4qSFwM1NYsFy5zBYDplNIWQsg1lNIfEEKWAdAVuPT7GmMBpyv4rLYO0YJlnJtZRHRb19uePBXKeuOR0qRm0qXKc73+y51o7kydfrr6KzS2Grff4THeTe2mwfq3Tqc5gL0C69g4s9g9V2ZnaND6DMXicbS1d9g6FuW+tCgI5GrKm9WxcLzSpWqztegdk4hUKgteTKn66VSxUEpbOv9LSKKBrKExZ7zAud1+wah4wQgnom52ZY5F3IxQyppeqpRF3CQ+XNHd5Lct3IEVn+/SPQ67jZUBvq1e3H7/phNvbu45o0W6cPn/LMQPbn0JMY+3GVITJlHiJhKtCJwZREgcYK/AwZc4YTQRQqo7/18A4L8AXjRaKaNTqE7d/HgULyhv+kbi1hyLCZn8WSliWsJiJ01qdUJ5o3SpGkvXbkv6+aOV2zFz8kAA/GfFALrPo9HNxEr6K5OmzxKFJHEnjFAvaLGC22Ph4nGK8tI8BAMBx+aG5tEXzuvj3LRSqHqI/MLt1Lg4v2+cEC4GIIXIfwvgS0rpxzrLA8hggbMjb8obpZmJs+0UL0joXQSsXFTsIBc1M81o7cqbUWqK5fzuObALm7Z9m/TcJ6u2IxqLI6S4efCc0sxo7lYlVoVWBOk0/k2PNzfncJU4u9iRuECA4KFfnsL5iMQ1EhYhbnpfnKxU8utdZ3lE35wgE8bFpRBxAPmdMzAsAgBCSC2ldIfeSt65M6QIalEOPaFzongBcF7c1NCTkFgsjmBQP11qpoJUCzVxk86PUrSXrf+6x7KNzWGs+2Ivxk/u0+M1LezKmxK9v5E//s05eEqcVhSuuTXcVVmcSbg1yb2ZfVqJlunJW6oUmZnBT6ly4xUABABFIoU6EMBmAKN11snMMXAiU6d60TgexQvKi0BzLKYqbyLSp1Z57a3NqN/Xrht106ogZRUWrXFuWvLWHqnH0rXbMGVMLUYMqgIATB5djWnja/DhymSx4zUnrZa8WY2++ePfxCN6XNwfn12CCGMTZi9FYiX0vmzwLIDyEk6mTs2Mg/NJXSil4yml4zr/HQLgKADvG62Xce8OnqlTI6xG31h7h3kh6mbEko+/wV/+sRynPDlS9XWrUTej88hyri46ZRqG1fbBI/96A8FgHEeOr8EFJ0/EnqbDhusC/CNvdvDbh4hDZDp174EmvPL+Jpx93Fgh2/exBu/om1OYGQfn410opcsJIY8bLZdRAuekvCmxGn3jmWZwalCw9K18/Rff4td/WIya6hIEAj07zZqVN5bzx3KeJLEeVptIk1517rSk13v36p6mSuvciJI3P33qTXhInFoa9RfXzUdxYS7zNkQ191XbjxKt/VoZC8cy7sytIgYrY4xTNXVqdxycjz6EkHMA/ALAKABHUkpXyF4bD+DPAIqRGAM3lVLaLlv9DEIIoZRSre1nlMBZhVXeWIsZrEbfvHwhAJLlY/vOevz03ncQ6YihprokaTkrUTc7ETczaW22Sev5yZufPk0dRETiSovzuG7PLDzSsla/5Kghv8Ypr3dOCB3vAjGvX7OB7rYivsgJ4XMAZyEhal0QQkIAngFwCaV0LSGkAt1VqAAASqlhyiNjBM7pG56I1iFJr3FKn/JI7SmjRvsPNuO237yF5pbEANf+fbsFjmfUzUpU1Ey3fbVzI1LerEbf/PYhzmFX4uy2FAGsReHsihrPqJ/Wdc1IduSvi5A5q7LlhdQpD/xoHH8opZsAgPSc6/A4AOsopWs7l2NvZSEjYwTOKjyib/ILthPRNycKGLRko6k5jNt+8xYOHGrpeq62d5nuDcSsvJkRFjMtXoxuUqzyxlZpqn+O/Oibd/FCixEtibMjalYkzWz0zaq86S1vV+ZY9u1m6pR1ai0e+BLnGMMBUELIWwAqATxPKf292Y34AscBtQpHCTNj3yIdMYAC2dlBy9E3LXkzc5HTkwujBrPhSBS3XHs0fnrvO6hvaAMA1PQt1VxepLwpUUbfzJwbXvKmNyOFFn70zXt4ReLMwHvsHM/UqR1aYnGsXLoTeXlZGD2hivlaxypYqZY6tVvI4KdUe9CLELJC9vMTlNInpB8IIe8CqFJZ705K6csa2wwBmAVgKoBWAHsJIRcCUE0RUUqP1dpI2uNkxMJK5SmlFJ+u3oF339uKO26f0+N1+cWAp7yZaSjLOjNAr/ICVBWU4N6fnIhd3zbg9Q83o6aqpMdyTqRMeUbf9LArb0q82C4CAC6YWpOxlahqWJ21gUcaVYkThQ124RV9U9LW2oHH7vsE+QVZePipswyjc7zkKl1Sp1qkWjQuRiGqAvcgpXSK1ouU0vkWtrkLwAeU0oMAQAiJAFgM4Gnl5gE8p7URb94pPAKLMNjt+7Zj52E8/rfPsHLNHtx5xxwEAiTpQsd6sbEjb/v2NaNPn0Jb8qaUjhGDKjFiUCWmTajp0ajUyaibhJnomxK9iAJveTPC7fSpL3E9cSsa56a0uZU6VSMvPwsXX3kE8vKzeow1srN9q7MtpELhAiupJnEpxFsAbiGE5AOIAMgF8A6ldJVyQUJIu/I5Cea8GiEkSAhZTQh5tfPnZwkhmwkhnxNC/k4IyVJZp5YQspIQsoYQsoEQcrXstSMIIesJIV8RQh4mKqP8eOBk016z0bf2cBRPP7caK9fswcCBpZgxY4Dp1GlhMGhL3t55dyveX/y1ZXnTm1geQJK86TXm5S1vdqJvrC0ReMmbndYhZn5PH3GYbfjLoyWMW5Far6RO5Rx7wjAcdfRAbtuzWiSWTvImIaVUfcxDCDmTELILwHQAr3WOeQOltB7AAwCWA1iDhMS9pbJ+CIDmfGVmRn/eAGCT7OdnAYwEMA5AHoArVNbZC2AGpXQigGkAbiOEVHe+9icAVwEY1vk4wcSxeA4r46tyc0K47PKJmDljAC68cEKPXml6FwM9cQPY5O2tt7/Egw9+gmHD1CXJaNorlhuIJG164iYy8qYGj+ibKHlLheKFC6bWuH0InkT0rA1uE8uOW5r7VGT0jTdaM9vI4ZU6PXygBcvf/ApRxpk4zFDCWbp8ibMGpfRFSml/SmkOpbQPpfR42WvPUErHUErHAvgXgN8QQrpuGISQAIDfAXhXa/tMAkcI6Q/gZAB/le38ddoJgGUA+qscfIRSKuUWcqT9EUL6AiimlC7pXP9pAGewHItTGMmD1d5iygtgv37F+J8bZ2CmieibUZUpi7y9/sYWPPTQElAKjBrYu8eyVuYslcMyDZaeuPGUNzORUaMbVHM87kjkDfB2415f4tQxI3FePr8SkrQZfS7cSJ3yhEXcAL6p089e/xJvPbUW6z/6Rnc5pypQjfAlTih3IlHQsIUQ8hIh5EUAXwKYAuBnWiuxRuAeAnALEt2Ck+hMnV4C4E21FQkhNYSQdQB2AriXUroHQD8kBvFJ7Op8Tm39qwghKwghKw43tTIebgJREQu7qVMJ6aJXkJ+tG32TLixGUTeATd5efW0zHnlkKQCgf3UxigqTbzp25I11/lI7UbcDdQ2Gy/BAeVPi1aA38XrP9a1G39xKo/oSp04qS5xc2FijbW6mTu3CKm5GWBHSI08YihmnjcCwyX01l/GKvEn4EicGSmljZ6Xp6UhkN/8F4AxK6TGUUs0bnqHAEUJOAbCfUrpSY5HHAHxIKf1I48B2UkrHAxgK4DJCSB8AauPdVKeLoJQ+QSmdQimdUlqUb3S4APTTcnYxkjceU2apXQxYxI1F3iilmDqlH8aO7YOsrCBGDq9MWtasvEmzfJgRN7sp0/ue/D/d1+0WlhghOvIGeO/G7mMOsxLn1PlWCpoVYWPF69E3M+LWFI1zrzot61OIuReMRWGp+lRqduWNJY3a+G0L2hvNFeD4EicGQsgoAMcA6A1gPaV0vdE6LBG4mQBOI4RsB/A8gLmEkGc6d3gXEk3objTaSGfkbQOA2UhE3OQp1/4A9jAciyaSGPAQN1aRMJI31qa9RvOdGo110+t7pJQNQgj69CnEr3+6AI89cBqmHzlAd98SavK2ZftBrNu8l4u4sf7Nv9yxGy8vWoK6hiam5XnRHI+jMBDQlbdgJGjYQ09L3uwOSBcRhdu8fZfhMn4UThsrhQ12Rc5JQUvsz/nUqd2Imdmom5G4iRBSXpG3klBIU+TaGsN49a6P8PbvPzO9XV/i+NI5Z+pLAPoCuB3A7wkhFxmtZyhwlNLbOwfhDQRwPoBFlNKLCSFXADgewAWUUtV3MCGkPyEkr/P/ZUjI4GZK6V4ATYSQozqrTy8FoNXwThOe0saCnTk15RdPXjMuGDWs1JKNYCSIvNws1NaUYvaMgbLn2eVi74Em3Hr/G+hTrh3+B4yjoWbHur28aAkAYNXGr5iWt5veZoVH1M1rvLxoCf7wz5cQM3hP+hKnjZXCBq9HX2PZsa6HGkZfSK0iFy/p/2ZEzIq4pbK8yVGTuNyibPQbV4maiT3HQLPgSxxX7gAwi1J6J4D9AM4EcL3RSnbuKo8D6ANgSWebkJ8DACFkCiFEKnYYBeAzQshaAB8AuF8WFrwGiaKIrwBsBfAGy06dljYJM+PelFid71QLlqibnrypP88ub43N7bjl/tdxuLEN1b17zrLAeo7MylssFscrixNj91Zu/FJ1GRGRKOkcaZ0ru/Km/BtbvYHz/t1PnD0Vjz3/Cq76xUOGEU9f4vjiZFqVFT1pY0FUTzYWmXM7XcqKyDFvSokjhGDOdUdg0ndGWt6mL3HcCFBKD3T+n1BKYwB6tGZTYuqvTyldjES3YFBKVdellK5AZ0sRSuk7AMbrLDfWzP4DAfFzfKpJhdlxbyLnO7UadQP4yFs4EsUdD76Fb/YcRr/epcgKJW+TRaytVpguW/8Fvj2Y+Nuv3NBT4IwEhsf4NymVyopZedOiPVLv+JeWsUNrUVNViY9XbcDZN9yNP9xxLcYPH+ToMaQDdhr9ShLH2vomGAlwT5WakTbeqVOz6VK76VUz4sY7+uZEwYLdabZ8hBEhhJR19ofLJYT8EYBhbjv18joew0zqVImZ6JudqBvAR95i8Tju+dN7WL/lWwBATVWyUIiUNwB4qTN9CgAbvtqBtvbumyLP6BPrvKdGy1uRN7tRF55/B0IITjp6KgBgz4E6XHjz7/D8G4u7CleU+FE4cTgdkTNKk6rBO3XKozqUFbNRt1SUNwm9cXE+rvFDAIWd//8XgCUArjVayRc4A+y0DDEzIbrWBcFI3AD+E6hrRYV27m3A8Nru2pP+Vd03FKNxbnZ7u7W2h/H2J92F0NFYDGs3f4229kOa0mJ1/JscrZsSq8Rp4dX5TpWcNPvIrv8P6l+FccMGIR5XFzjAlzgtUqXJr5a0vfnml1iyRLtfmZ68mZUdXq09WLAibl6porVLuklclFLURaPcH05AKV1GKd3Z+f97Opv8al9oO0mvM2gTpWDwbBmi11NMT970sNPOwqy85YTKMaK2HLV9B6C4MFH2Tjq7wfAsUtDinU9XITs7MSSgtT2MvJxsfLZuLSaMsDKPsDVaYvGkc6JMp67YsBPjh1cjOyvxd49lx031ezOKsLiRRh0xqD+GDqjGzEljcPSUsRgztNbR/fuIwcwXjqamMB55dClKS3MxfXpy1bpR1M2KvDmB2TFuIqXNzV5vfkrVXQghjehuq1YAINb5cwBAC6W0SG99X+AY4TnuzeiiZ1fcAP7yJpGbnYXzTkik1drDHY7IGwAMr+2HD/5xHx57/hXs+vYgbrhkAT5ds4V5fR7j3wB9idu46QC+2dmAs07oHtqpJXEiaWs/xO1vTwjB/TddiVFD2NrNAP6E91qImPQ+FA4ZRpPtNtotKsrBzTfNQlFxdxQx1dOlrIiOtnmhUa8vce5BKS0GAELIL5Fos/ZC50vnIjELgy6+wGnAq2WIEcoLhMioW+J16/KmpLRIu/yc9zymkkBcc94xXc+dMXcq130AbDc7LYmrq2vDq69uxnELhqIw2N2cUylx0Zyo5RSqG1E4M/Im4UtcenHMMYOSppFjgVV+vBp1AxLX43RJmeohpVN9kXONkymld8l+fp4QcrPRSv4YuE7kwiFy3JvWBdBukQLgrLw5FXmTY2aAPu/xb8qLuPLn5ngc9XVtOHy4HS+9vKnHeVc2Uo3mRHscB2ulIQtuTa8lxx8P15NUGQsnx6y4AWzy5tRYN7ttQaRrs9GX63Qg3cbFpRCHCSE/JYQM6nz8DIDhDSH935EmsTPuTYmRvLF+s2MRN94zAKSyvJnBTssF5fk7UJeYq3fhwg1oagqrDghX7o9VJuWY6UHok968+dFmLHz9cyHbtiJuALu8iUZEPzeeMsczfVoSDKEkyEe+fIlzhfOQmNXqBQALO/9/vtFKvsDpYHbcm1kZYLkI2Jm6KbGM+YnpvSRvelWmrLBKN+tYIfnNR16VVl/XBhIgKKvIx7vvbtXcrt77xI/CpT9vbs6xnAaXfzYppfjTc0vxxD+Xo6U1wuXYJGmzKm5G8uZk1E00XonIycWNl8j5rUachVJ6iFJ6A6X0CErpZErp9UjMi6qLf4bQLR5mbnh25U2OlQsB7+7/ElblTQRWBIRXdEorfSqfykc+R21zNIbvXjkFlFLUDipDdb/ipO3FsmNJ50w+Ls7KmDg3xsJZxR8Pp450/qy+ZwkhuPv6BWiOh1GQn625XDASNN3bkBUz48OcLFQoCnVf/9yaVcFNJImzG+Xzx8Y5AyHkLADfBSCvOp1CCLkOwD8opU+precLXCc8U6e8MNPxX4Kl4lGUvPGsfhQlb1ZSllrIJY4QgnFH9ddtM6KUuEwhN78Cl8+pwJMfrHH7UDzDS+tbcca4fAD2RG7CyGpb72knxA1wVt6UiJQ5q0UO3CarN4i2+SKXMvwGwNUAGjt/pkg09L0JwG6tlbwRA3YZUfIWiYi5aFmVgFA4ZLkHmdexcvOTR02ttlpQ3pjUihuS9xmT/T+5qEEi3dKoEpfPmej2IXgaJ+d4Fpkm7bEvF+VNSVEokPTggVupVDOpUp6pVR8htFJKF1NKV3U+VgNoo5SupJR+q7WSL3CC2H+gGX/7+8qk59Qiak59+PVSdF6Ut3g8jkiH8be99ki9rrxZkSGj9GmP5U1KHC9SoZghNz85IutLXDcvrW9Vfd6LqXGrMxB4Sd7U4C1zTmFVxnyJ8ywzGJ9LIrXetZywO62TGvLU5aYtB/Cjm19Fr4p8y9sTlT5V4kV5A4Cl677Cxq27dJcxKzA806fKVIwZidOKwslJ1ygc4EscC3aicSzXAbPXF6tfNOXjRL2OHZkz8/exnc60KWHFgSAOb6lHrMPbcp1hbCSEfC1/ANhECNnW+X9VUk6l29oj2LJjLzZt240pYwZj6ICqHsvwlrOcUDnzDfX9j7bh/oc/RkdHDEdO62+8ggOkYtr0hbeXYurYIZg4cqDq63ajTzzSp03ReNLFXlnYoGz4K6e5OYxYnKKkuLvhb7oVMyijb3IunzPRHxOH5LFwauRml3km0popTW0B7xZB8IigLX/zK7z99DrMu3Aspp86wpJQenH2hjglaItqF/N4HPmsCzkAzgTQG8DDeiulVASupS2MWZf8HJfd8Ue0tFGMGz4maaJ0M5E1UVGJCWOr0KeyAP2rizGgpoT79jNhEPy+g/X4YPlGwwicEU6kT81E4pKjcHHc++CHiMdpRkbhAD8S5yRq1w0rUX4rkbhUisKpwRqZY/nb2Im+8erzVjOiFwaP74OBY3p3bZfXtn2sQSmtkz32UkofA3Cq9JzWeiklcHm5eRg+sB9+fMmZuO7C09w+HFXKy/Lxl0fOxJ03H4tQh3MfCrPpUy9H3/7v7Q8Ri8exaZtm8Y2rKKXNbDoVAPLzs7Bq7R786//WJj3PM83rJnrRNzm+xGmPhWPF6rRsVvFK/zM3SLWxcmr0HVyGC2+fhb6DkyP3ZkXOHwvHD0LIEbLHkYSQa8CQIU2pd2MwEMDjd12Pa84/xdZ2eEQj9C6awWAAQwZZFyQr34y1UDtOL8tbNBbDf978CACwbdc+tIX5NCiVixGP9KkSI4nrer4zChcIEBQWZuOfz6/GyjX2RJU1xebFKBzgS5wI1L7Q8YrCAeYlLtWjcKwY/V3cLD7w4r58urhP9vgVgMkAzjFaKaUEDgCqetmTD7dvYnbkzGz6NNXkDQAWL1uHxuYWAEA8TrFl+15L23EifaqEVeIkiopyQCnwuwc+wLeNTV3Pi2op4hSs0Tc5mS5xdqNwduD5hTET4JFKNYMbQsUajfOjcHyglM6VPY6jlF5JKd1itJ7/yeWIlSpQn2RGDOyP//fwXbj4lLl44hdXIS6oBYdV5JKm1lpBa8Cz2li4oqLEgNteFQVYsTqzo3A+9lD7ssYahbOKH4Wzhtn+bVbJ5FR3ppBR+sxy83K74otX+xDe0Tenqh1r+lYCAH52zUW658tL1XnKalN5daqyMlXO9KNq8J2zx6CmdxkG1ZYhBvXptcLROs9HTiWU0bfG5hYUFeSDEGK4bqZXphpVpBXza3gAACAASURBVEqYqYpnpTAQsNSvMJUqU9U+h1b71BWFArrVqUZ/l5JgyLCggYe8Sf9aPUcsx+njHhmj6KkeedD65sxT3qTeU1qPVMKs8GilT1lhWUcZhTvnnLGYObMWg2r5/G29GIVrC4dx2a13Y93mr5iWz/RUqh3sRuGcGA/nVhROa7+FwWDXwywiCxp4R94KggE/IpeG+GeUATvfdkW2/bAjb2YFbX9dg/UD9QBGlXpaNy/5N3Rl+lSJ/DmW3lFSVIpleq1UQG3sW5+KcgwfNACnXn0TbvztH7D3wEHD7WSyxKmNhVP7bIqKyDpV1OAkrHJmR+bUsFrQIHLMm5Xz5Bc1OAMhZAQh5AxCyAWEkGMIIYVG63j3U8eRVIm+OTWY2Gw0raMjigeffk3Q0TiP0VhF3jcjuQRq9YUzgnfKzMnPxDUXnIX83FwsfPt9HHPJtXjgyefQ0tamu04mSxwrahLHYyyc6OuQk1E4q/tilTneBQ12ZYllf340zjsQQnIIITcQQtYC+CuA0wDMBvBDAMsJIf8hhGheDNP+LIq6UTkZHVG72Dox7k3ipUXLsXrTdtvbSUVYbgDyMSJmo3ASvKJwbo0L1Ks8rSgtweVnJ1r/tIcjYBgOByBzJY41CicSp5r88oZSisOHEn8/XqIoUjjlwuaEvCmXZ13Hj8IJ4zsAmgDMoJTOppR+j1J6LaX0HErpKAD3ALhWa2X3P3EO0xGNIebyoFszF0fe8mb2RhCOdOAvLyzCgbpG1/9uIjCT4rYz5iXTo3BXnXs6SouLcO6J83DhqcejIC+Pab1MlThWREXhALGROFFS9MLfVuPnP3gVe7c4137HbhSOx0wIduTZC+KdqVBKn6WU/p1S2qLx+npK6VVa66e1Vre1H0JHNIZN23ZhxefbsPzzrRg7rAbXnn+ckP1pTYnEgtrF0m15A4D/9+6yrvFvBw83oU+F/vRgbe2HuM9Fy0J9YyuyQ0EU5OdoLhMKh3QjWlYr8fQuvsr5UvWIZce6znksO265LY3T86Oy9H0rLS7CE3ffhmkTxpjefqZXp0p4qfJaC7erUqtqilHVrxiFRdrXASsUBoO6Fat2q1LtwEPAWI7Pr0gVByHkLrXnKaW/1FsvbdVbii589c1eXHnXn/Hws2+grKQA15y3gKmlQbph5YbeFo7gbwsXdf28/5B+IYOZuWh587eFH+FQg+qXGEsYXRRZL5rKye4lzFzMRTb2dTIKZ0XeJDItEmemsa8fhevmxJNG4DePnoy+/Yu5b9suIiJdfvSsG0oDiEXzuD8cokn2iACYB2CQ0Uppf/aH11Zj/lHjMXPSCPzyh+ci4HDXcZapmpyIvllh/6EG3Py901BZXoxjj5yA+qZYl6SpPdxi++5DePHd1Whs1h8YL8dMdEvrRsOrkWnyJPfqY+HM4lSkxsqsC1bJNIlzCt4S55ZUiC6OsFvQAPD724goRGDZnj8WTgyU0gdkj98COAZAX6P10vJsyKMKwWAAN152MvJzc5AV0v8AupGe8ELqVEu+Rg6uwMjBI3HGvLmglKKd07ykvHn0X4sQi1M0NLELnJxgJGh5TlSrjTLlF0uWG6TIxr5upb2tkEnpVNbGvlqoDRkIRgKWvhhYHV5guF2D1KSZ7TiB3VQqYD2d6kfbMgOSSBGOBTDMaNmMeEdUlBYhLzfb0rqi5qIsDARckzcrkTNCCPJy+Y4r4cHKDTvw8apEk9gGhgic1X5wElrfsqVvxPKLrJWiB559A0V/IXEy+iYnkyNxWl/G7Ao9y/vOTCTOSdlwujmwU5E4+TXFqb+nH4VzB0JIIyGkiRDSCKAVwBIAPzFaL+0EzuqYHq8PDjbCjLylC9mhEvzhmfe6flYKnN2bmtbFrCgUMC1nVm4yTs6tmyq9EiUyWeLMwDoWjhURY+LsCBhveWOVJVES57Sw+XgDSmkxpbSo8988AGcCOMpovbR6lzglb2Z6c5mJqNiJvqUjRrLZ0NyGn3z3OAwd0BtHjR+E5tawqe3bHQdnReQAa9EJq+dc1BcTt6JvcjJB4swUM9iF96wxqSYh8uN1UuJES5t0nWK9VvlROPehlL4N4ESj5fyz4ABWx1iJSJ2mE2XFBZgwoj+euff7oJSitc36GD2Wc6Q1/kV+YTTTvBewHtFgHQeXanPY+hjDo52I1bFwgJjxcFbGwjk15ZXRMdgdEycCkfO0+vBH0UYkAGAcgF1G66XNWXY7dWp0MQxGgrrfcFm+/frypg0hRLcHnBn0pMpoeh2z33bliJw3N13xo3DdaAm9mehtqkThnJA31mNXO5ZvdzViw8o9AJyRKfl1R2t/ZkTSj8I5jryNyCEA/wBwqtFKGX0GeKaXWL/RdjdqjfV4Trk9K2SivJnFqKGvHK2KMflF2yhyYHf8mxdT5u2thzyRRvWxTqpG4ZyMvLFWjCqP/ckHlmD39sP45eOnoKJ3gZBInB9l8z6EkPuQELEIgK0ALqeUHu587XYA3wcQA3A9pfQts9v33wEcCUYCzOKlH41ztt9bJsNyvozGp7BMei3fVtd6Dvck5E17qzcKHzIhCsdKOGK/U75Xo3BmPmd6mB1vZiUSt+DMkVhw5kiUVnQ3grUamZdjJ8IvAj8KZ8g7AMZSSscD2ALgdgAghIwGcD6A3wL4N4A/E0KS3twkwdGEkOe0Nu6Nd4ELiKw6ZRU5o7SqHn7qlD9G58JosLF0g7EWcTO/jqgWN6lIukucMo2q9lnfvvsQTrv2adz/9w97vKYVxU2VilQvjHdjQTrOKbNrcfolExBU2Z8Z+WJJjbLgxjg8n0QxAqVU+la1FED/zv+fDuB5AE8C+BpAKYDNhJAXCCHPEELeQiJidzGAn2ptP230OS+3gnkcnF15Y03BWUlR8Kw6TXV5c7O1hXRz0koTGTXwtXPDUb4H5E18vYafSvUOBXnZKMrPQUGetZ6Xcuw0t1bDzlygXpA3M8fPkgrWS6l6Jbrmw53vIRFtA4B+AJZSSuMAniSEzALwKRIylwdgD4C1na9r4s27gkfQi3CYkTiAbVokpyeq9zKi5Y31/LGKHGA8G0OqtVVgxSsSl+6zNBjNzFBZXoRXHvtR2kRmvSBuyu2IkDhf2DhBA4h2WJ+5RIdehJAVsp+foJQ+If1ACHkXQJXKendSSl/uXOZOAFEAz0qrqSx/mFK6SOV5TTJS4HiU4QPdciUqGqdGJqROecpbTqjc8IYmPzdakQd5ushqVE5re0ZQSvHa4i8w96ghyMvNYl7Px8cOTK11BE6xxQM3vzSxSpyP5zlIKZ2i9SKldL7eyoSQywCcAmAepZR2Pr0LQI1ssf5IRN1M4b97dGAtEgiFQ0wpLr2xcX7qNCFuXpgRwGhsotY0aBJmG3MajX8jhCAWj+PS2/6DD5ZvQ/c1wDvj4PyCBucxO62WiHFwIuAhb4fr2vD0Hz/D5k0HOBxRN2aF0OlpvtTwx7+5ByHkBAC3AjiNUiofyPpfAOcTQnIIIYOQmPd0mdnte+uTaxMR4pITKjclciywFDlkWurUrLi1R+qFT38miZyWYEkixyJz7PtUX3b+/CGIx+P4+cPv4Cf3vobtu7039ZtXJC6dcXJmBiA1exMWBAPYvvEAFr29FR+8t03I9s3gBYkzi9Xxij49eBRAEYB3CCFrCCGPAwCldAOA/wDYCOBNAD+klJoedJpWAicSVpFjjcYB3Tdrnj3fAO9EslixIm88kJ8nI6nmEZWTL2uW7KwgLjg5EV1auWE3vnfnC/jPG+uSonFeQKTE1Tc0Mi2XSVE4XngtCmcV6XM2beYA3HjbbFx0+SSXjyhBKkqcj30opUMppTWU0omdj6tlr/2aUjqEUjqCUvqGle2nx6fWQUSkVdXWtbpfOakmciyYlTezKUZJ5LRT3fajcsrtydEbJ3nKMSNRWpQLABjUvwzfOX4cCFEbC5ue/Pv1d/HBstVuH4bryKNwPCPweu95r6OMdIdCAUyfVYuCAvsVuVr7M4sbEmclfbp/VyNefGQZ9u04LOCIfHiSsQJn58JnRqbMjmOzkjo1isJ4WeLMtH4RIW9650d0VM4suTlZOO+kCTjvxPG45ftzEAgk5M0r4+AkREXhRgyuxZU//Q3e/2yl4bKZHoWzOq1WKkbi3CpUEClxvJoWW+HLdfuw4dOd2Lzc9Jh6H4dJvU8rR3KzyyyLnFmJE9nHa9e+OqzdvEN3mVSOxlkRNzNSY3R+nI7K6XH6vNG49IzJGDGo0va2RCJC4iaMHIZwRweu+tlvsWjpCsPlM13itLAicVaicC0tESx8fj2+3dtkel1WUrE1j5qYyZuAu51uHb9gMM75yXRMP3W4q8fhY0zqvfsNsFLIYEfieEbjzKRO5RGpltZ23Pu3lxBjGHjqJYmTjmXL9r2IdKi3YhGdMpXDIto8onJWieZEUZCXjcL8HMvb0CIVKpfLS4pR07cPIh1R3PDrB7F8/Ua3D8k17BYzOBGJ+/SjHXj+mbV445XNtrelhhfkzeoxsAgby7ywelitPg0ECEZMqUZWTkZ2GUsp3P8EeAQvRuNYttseqUd900Fs3LobLy1azrRdL0TjpP1//tVO/OrPC5Gdlfw3EZUyZYGnyOnPeav+Go9+gRKiK3V19y0gCjdx5DCMHFyLe264ClPHjTZcPhOicGbbiUiwRJ6TfzYXGZo1ZyAuvnwSTjptpKn1jDBb2S0aLx2LT2bhv/MUOCFxQM+Lp50Ua2tbBADw6L/eRGMz+zdztyVuzRfbcfUv/4IB1cnpQNEpU1Z4iFxiGetz3jqFqPcCb4m74bLz8OZfH8IZ8+dw3W4qwhKFY8kSiBrekZeXhdPPHoM+VYXctulVWfLqcfmkN2n5rsvLrbCVEnJK4gB9SWCVktb2hMA1t7bj0edeNbV/NySurf0QVmzYimvu+SuaW9sxYfiArtfcirrpIUrkeM41yePv4LbQszCstsZ05W0mR+EkeEmcnS8idiWHhyTxHI8qErvpU5/MwNvvYpvYlTgrImd2XJwRLDfm7KwQrj5vDq6/eC6uPm+O6fSjkynVtvZD+PbgYTz87Jto6xTP8SNqLW2Ll7yZ6fFnhBmRs3IzZJm2zWv4DX7FYaaliBWJ80pVKi950/vZLl6Kwlkd/+Y38E0tvPOOE4TdwdlORuO0MEoRzpk6HN89YwbOOX4K8nO7+x6ZjWY5JXFVvUpxz3XnYtbkkRhYXYmhNYl5gFmPV1TKlDXdZLW/n1uYlXkhx+CyxGVCFA5wJhKn/OIhMprFa7ybUxE3L0lcpkERQCyay/3hZTLi3ZZKKVU9rIiLlWicKOTbrq2uxKN3fg9//Nn3EQwGTMmbGYwiVmrniJfIsUTjzCKyHY1EukpcuqIcC8db4tz6MsIzZar3uo9PqpJR7950kDjAWurQjMiJSKlqba9fb/a/jxV5syM8bomcl6J36USmROEA+xJnhOgonJNRt3STOH/y+swhvd65DKTDuDjAehrRK9E4OUbHZOV3ZRkrxnpOvByRk9A7Pp7TLdnF7ShcukqcWkWqHYlzMwrnRsqUp8T5aVQfp8jId1q6pFQB62lVVnhInN42WOTNDNGcaJe86QmVlXPBWuhgR+T0bpROpE+dwG2JS1d4S5wRvKNwPMa7pUKFqVfxCxhSj4x+p7shcaIQOTbOTkrVjgDaibqJkh2nK1bdIBVmZbBDukbhtLAqcU5G4VKpUMHHxytk/DveTjTOajpVFF6Lxhktz3OWADPtNYzOAUuqnHfFqp2bI8/0qfKzQCnFc68vRl0D3/ks/SicGLSa+xq9p60O8+ARhfOKvPlpVPM0xFKvrVE6kRnvMgaclDjRiJY4FpGzm3pl/R3kKVMJO9E3+fl0Q+T0tiEatc8AIQQVJUVYcMXt+MsLbyAc6RB+HE6QzlE4vRkazF6vpPdda1sEDz7xCZZ8/I2tY1PiFXnzGm5PaO+TGqTfO98GdiTOzIVRZBROwmw0jlfzX1bB09uXGXkzi5W/vdMixwteXy4WzJiM2ureuP/JF3DCVXfglcVLEY/bHy/jR+HcwSgSp8bOPQ149d0v8Mo7X/R4zUoULtX6u/n4eBH/3a/AqZSqExIHWBM5M0jCZmacHI/UqZa88Yq+WXkdECNyvIsx1NB7zxNC8D+XngUA2HOgDjfd9xecc+OvseGrHVz27RaZGoUDzF2rQuEQRgypxG/vOB43XT3b9lg4XulFEfLmp1F9Ugn/HaZBug3kFhmN47ldo+NUS5mywmOsGGu01YsROTvMmjwGU8YM6/p57rSJGDmoxvZ2/Sice2i9j7Xet0dO7I/KigKmbWuJkJflzccn1fA/BTpYkTgvRuEkRKdVjbZV36gfFWCRNz2ciFRJZJrISVG4nOwsnDh7Kk6fOx1BTjdjNyUuk6NwAPv1yqgi1c4k92bx5U2fopD/98kU/DNtgN2ecV7ESZGTr/vgU+/oHpMeIidxtzNWTLTIOSmlRkwZOxw/v+YiPHTb1ejfp5ej+/axhlWJ4/He8nqK0819eJFUT/lSShCL5nF/eJnUPmMOYkbivByFkyNa5OTLfrzqS7z96UZQSlWPQw8WeRMlOpLAG53/TInIfee42UK260fhxMH6/jXC7ShcKoqVHSnyK1F9jEi9T4SLiJI4t+HdBFj5enukAw889W5iX5FuGbM6HZgSkYULctwQOR8fuzy3fCcA4+uX8n3rpShcKsqbj49o/E+FB3AzCidhtQlwsqipi923Bxoxblg/DOrXC+3hjq79sWA3dWo3+mbmeTk8RU5rvVSBtQmwX9AgDrnE2RkSYiUKZ1e+3JC3TBXGVE+jZhr+2TJJOqZS5fAQOSUD+1Xgl9edhmd/fwWyclqZts9abSoq+mZ0nllvhKJFLhX47/tL8cBTC9Eejrh9KJqkexpVidZ7l0cUjqfEZapI+fiw4H86fFThld6Ub68jXo8Qwzc8XgULTgiRGyKXaqJ31vyZ+Ocr7+G06+7CkrWbdJf1o3DikKJwEryKs9T6wmlJnBkh8+XNOn4lambgn2ULOB2Fk27qyocT8BA5O9Ni6WGncMFO9E1rHT8ip05xYT7OOe5o7NizH9+9437c/tDfUd/Y7PZh9SDTonCA+nvdKAqn9rljlTiATeR8eXMPM2nUkqA/TtdN/E+JRUS1FmEVNZ7RMRasiBzrOlaa8zpVuGAWr4ic14poLj19PoKdN+UPlq/Hq4s/U61IBvwonEiUUTjA2rXMrsQB2iLny1s3fiWqjx7+J8UGrBc+r91M7cAqZSKLFIzkzc6MC7zEXJTIpWpUrn+fXjh+1hGoKC3GhBGDcfGpc0EI0VzeLYnLhCicmsQpYRkLx0PigGSR85K88ToWvzDARxR+/NMmebkVTHOA5maXcZvVwOnom94xKC/soqtL7cibESKiqtL7o66hGeUlhZrLSTdMEVOYeYXLzzweF50yDxNHDtaVNx/nYbmO5YTKe3y+Q+FQj89yMBJALDuueC4hcbHsmOb2vSRv6UBRKICmaNx4QRUKggG0xKyt6+Mc/ieGA5kYiZOQInJmUqxWo2525Y33uDdW8nIr8OJ7y7B15z7DZdPxPSIxfvggHDF6KEKMaSE/CicOK1E4wF4kLvF80NFpt3x80hlf4FIML0TfrGJ1rBuPhrZui1FdQzMefPo1V4/BC/iRN+/AUpUqQuISr/ki5+NjF1/gOJHJUTgWWCaiV3uw4oVxb3q0tMXx8aov8OmaLYbLZup7RA0/CucsTkpc4nVf5LyKP3bP+6TUGQoEvD1kT7TEpWL0TRl1sytqanht3JsaDU0tAIAHnvr/7Z1pmBTV2bDvZ/YBhn2XRRHFBURl0RgMi1ERl7jFNSaoqNnMokkMMTEmvjF5Y+L2JsaoCe6YGCN+IYpACEpUFAwIKLLJjoKsAwwzAzPn+9Hd0DPTS1V1rd3PfV110d1Vdeqc003VPc/ZptLgcd8Su78vv+pACR9WR6V6KXGxY3ITOa9EMOr98gpqPjhTxIH9rVzfwkzkvt2KVuF+2HglcVGUN2gpbG4T1n5vzdkZF7iV6z5hyqx5WY93Kvn5KG8ahfMWvyTOK5GLQgRPF7VXvMDyr0pEikVkgYhMjb9/RkSWicgSEfmziJSmOOdEEXlLRN4XkUUicnnSvjNE5L8islBE/iMi/a3mpRAlLqrTR3hJLvLmN4kIHMDvJ7/K3n21Wc+xm/98lDfFH/yQODgkcm41rUZB3qKMNqOGGzvfzreB5HVwngGOAQYBlcCEFOfUAF82xhwPjAXuF5H28X1/AK42xpwIPAv82E7G80nirD54VeJiWJkPLQz93pLZu6+WPj26UlZawm3XX8DqjZ+6mn6YZNULNArnPX5JXIJcRc4veYv6fHAF1YxaYFhq0xKRXsC5wC+AWwCMMS8n7X8H6NX8PGPM8qTXm0RkC9AF2AkYoG18dztgk93MV7TqFOpZ263OEQfW5wFLNRdTIeGGxAYRebr/h1+lW+f2tK6soH1VG9u/i1QkfitO5E2jb0oqJs9bz5XDejf5LNV9LNW8llbniUvw0brt9OzWlor4Y6j53HHJJMtaQ1lDRqnLNNecouQTVtX8fuAHQIv/YfGm02uAaZkSEJHhQBmwKv7RBOBlEdkQP/9Xac67UUTmi8j87buqW+wPeyTOLlYicoUYiUuOuh04kPkGHZZ+b8mcfFx/DuvamfZV6SfzTUW65abAXvQ2majKm0bhgiPXSFzzaNyqNdu46ftTuOu+WQc/s9NPLqo4jcIF2Q9Om1HDS9ZvRkTOA7YYY95Nc8hDwOvGmDkZ0ugBPAVca4xJSOB3gXHGmF7AJODeVOcaYx4xxgw1xgzt2K5tqkNCLXFOH5YqcYdILmtjo+H56el+itFpSrT6u1i1fjOLl6/z/bpu8fKcedTV73ctvdqabZY2xTnpJvnNReKgqch17tiaoScexqkn925xnFWR85Ooj0ZV8hMrv8rPAheIyBrgOWCMiDwNICI/JdYkeku6k0WkLfBP4MfGmLnxz7oAg40xb8cP+wtwmtNCgEpcvtK8jMvXbuaFGf9NGZkKW7+3bFjJT2lJMRPvf9bSoAc3ruc2tbV1XPStn7Fo2Uf+Xtei6FkVv+bNivmOVxIHMZHrVN6GX048m/PPOjbtcWEUOTdwMwpnNTKn/eDyk6zfqjFmojGmlzHmcOAKYJYx5ksiMgE4G7gyKarWBBEpA14EnjTGPJ+0awfQTkSOjr8/k6YDJBwRdolz8gC1InH5KHLpyvXO4tVs+GQHK9dtafJ51OTNKpUVZWzYvJ1fPvZSjukEU/5xnxvOtl27ufx7d/ObSX9zNRrnBRrRO4SXEgdYnl7IrshFuYnVKm2Kiw/Kmx/Nq9qM6gwRuUdEPozPwvFi0iDOxP4+IrJHRL7nJP1cvpWHgW7AW/GpQO6IZ2ioiDwWP+Yy4HPA+PgxC0XkRGPMAeAG4AUReY9YH7jv55CXg4RZ4sCZyFlpFgxC4hKSlby5kUamdN5ZtBqAWW9/CFjrBxZmecuWt4ryMgCmzn6Xl+cs8OQaXlJRXsYXzzqdxkbDo397hYu//XPfo3FuUWhROHBH4qzcF7wQOassW76V3977Blu27Ml4nJvNqLlE4dJF4rKJnEbhAmEGMNAYcwKwHJjYbP99wCtOE7f1jRpjZhtjzou/LjHGHGmMOTG+/Tz++XxjzIT466eNMaVJx5xojFkY3/eiMWaQMWawMWaUMca1u3rYJQ7si1wQgxu2bGt5Q8smWen22xW1VNTW7ee9ZRuAmMCVl7bPckb0qSw7NL3i3Y+8yMbN9kYgh0Ferxg3iqKi2BqobVpV0LqyIuAcOUcl7hBWJQ7cFzk3+de/VjFz5iqWvL8l+8EhJ5vIVZUUqcj5iDFmejxgBTCXpNk6RORC4CPgfafp5+03GQWJA2cilwk3Je6lWR+w9KMtjoUrl8hcKrZX7+XnN3+Bi84Yxo9v+iI1tXVZzwmDwGQj02+gtLSEkvhf63tqapn4wGQONFibJiEsZe/VrTOjhw/mgtGn8p1rLuLIPj2DzpJiEzsSlwk3RS4TdppRr75qMLf/aCSjRx3h+HpO8LJZ0otoXKr8atOqLa4jHm0TkdbAbcDPckkw3IuL5kjY54lLJnEjtDI/WKo5mJJxY6648pKOlBZXcvfDr/HkL4+korzFQhu+07NLe/oddgTnjDjV0vFhERirpMtvRXk5e2r2UVxUxKCjerPgg9UMG5R54ZKwlf3b11zEUX16UpQHo/muHNY7rdDkM6nmiIOW88RZmdMyIXFO71PF9UUZ542LHWNtTrh27SoYMaKvpeu2KSpiT6O3axm7RULi9qT5gy8hcbsPOCtP2OTNNAoHPFiuEegsIvOT3j9ijHkk8UZEZgLdU5x3uzHmpfgxtwMHiC2AADFxu88Ys0dEHGcsrwUOvJW4TFE+p9e0KnJeSFzzv4xLS0pY9/F2/u+ZWXz/urMtp7P/QAOlJe52rC3kZaJOPq4/o4adQF39fq4+bwzlZallOvGbCWPZBxzeYp7vSFOoEpeOdJP9Qm4il2ki4HygdXERexu8FcI2xcVpJQ5iImdH4sImbj6w1RgzNN1OY8znM50sIl8BzgPOMIemTzgFuFREfg20BxpFpNYY8zs7Gct7gQP3JM5Os2ziWC9Fzg2Jy9ScUVpSTPuqSoqLi9hbU0frVuVZch3jr9Pmc/nYoZS4JHF25C2M8pIrD078GpUV2es+H8uuhIt0UbhMWBU5uxLnZhTODlGKwiVwKxpXgPKWEyIyllhT6UhjTE3ic2PM6UnH3AnssStvkMd94Jpjt09cRatOLTan182lP17WUYoOpxmx0hdl3OcG8Y+HbuaWr5yZUt7SDayY9faHvLNkTca0rVLo8gZYkjfFfwpxQAM47w+XbSCWk76y+bByQ65S1Lq4qMmWCR2p6ju/A6qAGfFZOB52M/GC+rbSJ7T3DAAAIABJREFUiZRbspbt2k7TzVXioOnN0eqNslP71i2aQhM34eRrJn+2d18dH370MdPfcDywpkmaVslXeYsa+2q3ZdzskmkpsTCgEtcUK/8PnUhcpgENQUhc8pQi27bW8K2bXuLZJxe6eo1spBO2bCKnI1X9wxjT3xjTO2kWjq+mOOZOY8xvnKRfEE2oyQQ9OtVp02qqPiZN0rXR38QudkRq6aqdNDQaXp+/AmNaI7LX0+upuIUHK4KW6ZhU3+UzU2dxzBG9GTrw6BRnKEGSaVAD5Nb9wy5BNacC7N/fwI7t+/h0c+Z55DJhpy+c1YhdtjTd7hun+I9qdkA4ichZmXLErbVAU0XarLBxy3YGHtWbU044iuVrPraVjkbdoouT6JqVNE4fMpAvT7yHnzz4BLt22/9jwA8KNQoH6SNxkP1+lWnOuFS4MT+cm5G4RBSue48qHvrzRXzre591Le1UWGkitXtOrtE4jdQFS8FF4MLEgYYGKG5DRXm5rYiclWic079ucxXAy8eexuVjUy9r65ZcRlHc0sl6VKa58YvmI2n79uzGmFNO5K+vvs6stxdy5zeu4czTTg4yiykp5FGp2QY2ZLtf2SHbqNSgInFVVbn3U00XMXNj4IAb0TglfOi3EhBrNn7M1392D8Xxv37sRuTcjsQ5ibYFQT7JW2Jfpi0KuPVwTpfmtRefBUBxcTGnnXSc69dSciebvKad49BmFM4Kfkbi3FxeqzlOIm65pGdlOS4lXKjA+YwxhslTp3POhO/Sv/dhlJY0DYLaeXCnuil+uHrTobQsCllUxC3f5M3q+WEWPC/kLTntfbXbOPnY/vzgui/y/L23h3oZrkJuSvUTKys0RHV0qtXRpLleIxMqctFBBc5HGhoa+MkDj/DD3z5ETW0tl49LP/+f1Qd0c6l59p//4b1law+lk0HOnETdEiKVvHlNFMUN/BkwE6TgeSlvydTWbee6i8+mW+fw/6FRyBI3ed76rH3iUuFFFA78kzgvo3BOaFNUdHBLh9UpR1Tkwk24fnl5TnFxMV+/6mL69+3FiCGD6XtYj6znWHkQJ98YS4qL+NH9k9lTU3sojRQ3SKfilmmfV0Lnlyi4SRiiY4BnMuf3d1Jbtz2Sv4NCxM2+gE4HNCSIaiTOCamkLZtc2hE5lbnwoQLnMz27dmHmpP/jR1/9iq3zrEpcRXkZG7ds55ePTml6frN526zgVMq8ELooPbzDIm9eEeR3EYXfQSFH4RLYnSfOSTeOMElckFG4bNG2bPvB+kCJZJkLm9SZRti/17i+hRkVuAAQEY7v38/2eVYkrqK8lOKiIrbuqGb9Jy3XJrQjb27hlsxF4eGt8uZPHsKQj0yoxGVvUm2Ok6ZUtyUuebOL3xJnRczsHO913zvFfXQakYiRbV3Xc0acxqVnnUGHtlBZXuboGmHuc7avdlto8xd2eXNjTWA3p4TIlTD/FpRDNJ9mxO3fkFcL3idLnNVpR5IFyav1UnMVxWxruSZLnNXJhZVgUN2OIJn6NJ0woB9H9u5Bx3bZ+9elIgoPxLAIRDJhl7d8JYy/hQQahTtE82ic2wMa3BqZmv5c+5E5K4MJ7BBEWn6MilWco99KhLEzuCEbUZumw86Du37/fg9zEi15cyOvYfudhLlJ9cJBrYLOQqjwcrJjqxKX2JzipIk1F5lzU9xSpW0Vlbnwod9ExHFD4tx+IG/cspUNm7e2+Nzth6zVB/ei5Wt4c8EHrl47QZTkLd8Jm8SFLT9hIZvE5TKtiNU+cdBU5pwIndP+clZlzi1xy5ZHJ9dRmQsHWvt5QC4S50U0ZdW6j3n8xemup5uObA/KHbt2c8+k52l0uU9KVOUtH6NwQZP4YyJ5S6BRuJZMnreeKYtrbJ/ntsQlk4vQuSFzzbdcaZ6fbHlzu8lX8R79piLMG/9ddPC1E4nz6iG8ZtNmnp8+h+27dnuSfioySdy2XdV8sGod/3z9HdeuF1V5y1f87AKQSdbSoRKXmnQSl+vqME4lLhm/Zc4tMl3bar7clknFG/SbCQkHMiwknApjDHc8+Ah19Yf6d1mVOK8fdms2bqa2rp5nps46+JkfzUnprrFtZ0wk73vyRVf6w+WDvIU9CmeMyRox9XM1kHTXtXNtlbjU2JU4qys0lNSVNNlyIVeZ8wM713ISKZw+5UPuvG068+Z6149RsYcKXEh4asorfO9/H2T7rmpLx2/c/Ckr127g1f/MbfK5mwMbnLJm4ycAPP2Pf1FTW+f59ZJJJXE74pHAjZu38uzUf+eUfpjl7YOVq5sIfZQRER7+60xef3cpxjSdTDNsA27syJxKXGqmLK6x1aTqZJktt4TOiczlOsdcunRySdPuuSed1INvfuMURp/WVyNzIUG/gZDwlYvG0a/3YVS1tnaDX7x8FQBPvzStxb6gJWPNxs0A7Ny9l79NnxN4Z+7dNfs4qm9PTh18DB3aVbUQAqsEXa/ZWL3xY+6d9Kzl48MehRs7YjDf+dXjTLjjYZat2Rk6cUtFtuhcZUUnnV4kA80lLlNTaq5rpTYXOidS58YACDubV1i5xhFHdODww5t+HypxwaK17zGTXlvIpNcWZj2uqKiIr191CaUl1m4iS1Z8BMDbi95n+ZqWIe2gZKO2rp4du/fQqrKcAUf04v2Va2nweTLI5sJ42/WX8fcH7uCJu7/PF8Z8BhGxnWbY5Q2gtLiYP/5lCvMWezPi1m/69erGpWeezrsfrObLE+9hxpv/DTpLtkkndCpx6bEbiUtsVqjeU8s9f3qNBUs3pdzvVOjcmJ4kLATdh0+xjq7E4AGphC3x2bUjT3TlGh3aVnHJWaMZ0K8vNfv2pTwmIR25zr5vh9r6el584Kds2b6Tbp3a07dnt4wRuNUbttC9c3sqK5ytGpGO5Fn6O7aryimtKMgbQElJMcYYbvnVA0x77H5aV1ZmPcet1RlSkUvkNZHmN6++gGn/mc8JA45gzCnu/N8JC1cO6+3pvGhRJiFxFw5qRUVZB2rrd2Q9p7nE1R3Y3uKYxcs/YersD9l/oJGTju2ZNc1kibO62kNziWsoi+5qBs0lzuqKFIo/qMC5hJUoW+I4NyRuwhcvsHysGw9pq7SvakP7qjYcflg3IPtDfNmaTcye9z7XXjTaj+zZJiryBlASX1h63abN/OIPj3P3LV8LJB9rN22mT4+uGZs7U/0uUh3frVMHfv+TbzJs4NGOIqdhRyUuM1MW1zB2gLN+tKmEbvgJvfnZzWdakrfmJGTO7rJdXgtdrlE/O/lxsryYX5hG2L8nurLshOjHewMk0TxqVd6an+cnYRWRLdt3MWnKbHbvTR1FzIWg+975TUlJCUXxPikiwseftpxMORVu/zbeX7WOH97354wDWJo3LWaSveGDBuSlvCXQ5tTMTFtW7ko65SUdaVPRhbNPG0rXDj0d96HLdSBE8/nmmgtYqv2ZtlyJwghbJTUagbOJm+LlVjTOKn5G4qyyZVs11Xv28dQ/5vD1K85yPf1cFzyvrdkWWvltTsd2VTx3713sqdnH54adaLk/pduMGT6Y2x+YxJIVa3hg4tfo38d+tKPQ0EhcZpIlzmlELhVWml0z4aSJNRVh6TuXnI8oN/0WCuH41UQAr6Jmfkfj/JQRKxGwLdt3AfDM1DnsqN7rdZYcUVuzLXTim4pj+h3OKYOP54zPDLUtb27+LirKyzjrtCGsXLeJS79zF9PfeNe1tPMZjcRZY9qy8oOb2yQPirAboXNjVGuYcDvSp7iPfisZcNpE6vRafhGmiNKW7bF57xoaGnl8ymxPruFWU2pC5KIgc0Fz/qhTqCgv46Rj+3PmaScHnZ3IoBJnj1QyV1HWIeeVHBI4lbkE+Sp0SjiI9i/KA/zum5bq2n42qwbN0OP7MfT4fgw4oidDjusXdHYskyxxYRLisHDq4GN58Edf59QTjsnr/mteoM2pzjgkcTUHR682x8po1nQkS5zdptYEqSTOStOrF/KXD02+hY4KHMFKWyr87hvnBVajXt+8aqzHOYmRa1+4TOSLzLnZR7KkuJiRQwe5klY+sP7jT+ndo4vl41XiciN5Lrnk1S+aS51TobPTd27vvnqen7aYK88dTHlZy0duUJE5t/rvKcFRsAIXNmlrTj5IXCGSEKAoi5ziPv+e9x7vLFrGd758keVBHSpx7pBO5sAfodt/oIEiEd5csJZRw/uFMiKtMhdNCkrgwi5tzVGJcxcvo3DNiWpULowjlfOBK84ZxZMvzeT8b9zBH35yM6OGD7Z0nkqcu2SSOfBG6Lp1gBsuPcxxs6vfNI8IqtCFl7wXuKhJWz5QaPOvZSNqMtc8jyp0uVNWWsIt4y9h2px5DB14tK1zVeK8ofmSXV4KHeQ+ZUlQaHQuvOSdwKmwKZnwMwqXiqjJHKTPp4qdPc4ZMZQxwwdTUW5/2TiVOO/JFp2DlkIH7jW7eoWboqjRuXCRFwKn0lZ41NbvcG2qgKCIoswlo2JnDxFxJG8JVOL8w4rMJXAzSucFmUQxV7mL+tQoUSeyta/S5j77autYvmYjg49xPp2HNp8qmWRU5S43VOL8x47MgbtROq+JarNuKkyDYf9uE3Q2fCVSArd1d01BiZtXAxjSPUQ3bdnG7yf/Px752XccpeuXvOV6Mwy6GTUVUVqyKxc0apc7KnHBYaXfXCrCHqVL4MZcd4p/RErgFG/ZsGUbr81fzOIVaxh01OG2zg1C3vKhGTWZQpG4VKjY2UMlLhzYjc4lsBOlqyjrEIjwqcyFHxU45SAbN28F4KHJ/+APd9xs+byoRN6SCWMUTmmJU6HNN/FLVQ/XjuxUUC0SYcdpdC5Bpj9Grfyh6qXk5VNTaz6hAqccZENc4Ga9vZAPVq3luCP7BpyjQ4S1ycFtCjkKlw4ndeJGHTqVQD+/v2tHnqgSF1KcRuec4qfkJYRORS5YVOCUg+yrreO4I/twfP++bNu5O+jsHMQredMoXLhJFqggxDYqIq0SF35yjc65RTrJC/tUKEpqVOCUg0y84XJKS0pCudRLOvKtHxxoFC5d5KvQ6yUTKnHRwu/oXDaS76GF0tqRD6jAhZQgltAqKy21fY7X/d/0ZlI4WGmyVIlT8o2wROcSqMxFh6KgM6A4Y8Yb7wSdBc/x4+YR1nnr8q0TfiZqa7bZKm8h1Y0ddN3k/GDK4pqDW4LKik4HNz+pKOtwcFPChwpcBFn/yWbuf+K5oLPhKXbkrbZ+B1t37KaxsdHDHPlPvouKXXHLhfr9+1nwwXJfrhUkKnH5RULkkqeMSZa5dJsXqMTZR0TuEZEPRWSRiLwoIu3jn5eKyBMislhElorIRCfpq8BFkD88+3dWb9iEMcHOOu1V9MpJ5O2TbTu578l/OrqeG+XYu6825zQKBTfEze75ZaWlPPjUX/njX6YE/v/Ga1Ti8pPJ89Yf3LIRhOApKZkBDDTGnAAsBxKi9kWg3BgzCBgC3CQih9tNXAUuYnz86Vaen/Yv9u6rZUd1cCNFwyRvAH16dOapf8zh6alzXM6RNV5+fR5vLvjA9XTzLQrnZnnspnXeqM9y98OPM+HHd7MzwP87fqASl9/YkblUqNT5gzFmujHmQPztXKBXYhfQWkRKgEqgHqi2m74KXMSYt3gpvbt3o2unDqzb9EkgeQhjv7Gy0lo6tG3Nbx+fyqtvvOf79fv06MI3/ud3vPfhR75fOwp41VxqJ82zRpxCq4oK1n+8meq9NdlPUJQIkKvMJbAicwXajNpZROYnbTc6TOc64JX4678Be4GPgXXAb4wxtifV01GoEeOCMadz9ohTaWhooCGAPl9eyluugxZOOLoP1Xv3ccwRPW2fm+uccEf1PYya2jpu+Ol9PP2/t3H04b2yn2SRKI+89COCaLV+qlq34pG7fsgJA/rTrqqN5/kKGp1apPBIlrgrh/UOMCf+YxrgQLUn3SO2GmOGptspIjOB7il23W6MeSl+zO3AAeCZ+L7hQAPQE+gAzBGRmcYYWxEAFbgQkq35o7ysFLA/5UeuhFneAO66+XLatglmCH7HdlUc0as7rSrKKSrSwLbfTb9WJe70oYXVtKgSV7jkInOVFZ3S3u+DWps1rBhjPp9pv4h8BTgPOMMc6oB7FTDNGLMf2CIibwBDARU4xX2syluq/9jZwu5u3Qxylbdco3CT/udWunVq74nARSUKF2SfvajUkd+oxCmFHJkLEhEZC9wGjDTGJPfbWAeMEZGngVbAqcD9dtPXUIGSlVzkLfF5qi3TOU7INa1cO/L26NLR0+hbmAc0+DklSLZ8FAoz3ngn70fUKu5jtc+c9oVzhd8BVcAMEVkoIg/HP/890AZYAswDJhljFtlNXCNwSkZylTe3z1HCRRiFqVAicYuXr+KZf7zKb267mc4d2mc8VqNwSio0Muctxpj+aT7fQ2wqkZzQCJySFi/lLWxEZRh9WIQpLBG3QubSsWP4aP1Gy9MJ6dQiSibcGs2q+IcKnJKSqMpb2PKjBEMhyGWfHt149U8PcFRf65ETlTjFCgmRa75OazLajBo8KnAhIww32KjKm1OiEn1LUAhy4gaFUE+VFeW2zwnDPUaJDs3XZVXCg/aBU5pQaPIWVYLu51XRqlMkBCnoelKUfCFZ4i4cFMx0TUpTNAJXYGR66BaivEUt+pbArpQU8mjFKIim32gUTsmFRFRu2jL7EWDFPVTgFCB/5E37ZaTGGMMDT/6Fmn21rqUZpciWSlxLVOIUJdqowCmWCbu82SWq0TcnFBUV0dDQyHk33cqSFYW5XqtKXEtU4hQluqjAhYiw3kyTJ94NM4USfXMa+brkrFGsWr+RK777Y+YtXupyrqKBSpyi5CemAep3Nrq+hRkdxKBkxKq41R3Y3uR9eUlHL7Jjm3ff/4ghx/dr8XkhRd8S9D2sB2ePOIUj+/Ri2KBjXUkzKoMZktGBDYqi5AMqcCEhrNE3KzSXt3SfgXdily769rcZc/lk607OHXmyJ9f1m1zF47c//DZVrXUEmaIoStRRgcsjauvrqSgr8/Wa6UTN7vFeid1RfXpwx+/+SkV5KWecOggozOhbApW3GBqFUxQl6mgfuBDgVvTtj8+96Eo6VrErb6koL+mYs7xl6vt2VN/uNDQ2MmXWPGr21eV0naAJq3CENV/ZiFrTrxfo+qiKEl1U4PKE7buq+f0zL7CnZp+j89du+tTW8bnKmxviZoVj+/Xi0Ttv5J5br6FVZXlBR9+UlqjEKYoSVVTgAsat6Nv2XdVcf+n5bN+5y/a59fsPcO8TU13JRzbcFrdsI087d6hi2KD+VJSXunZNN3n1jfmWpDuqUS4vqavfz9pNm4POhqIoSiCowOUJ/fv04rYbrqFPz+62z33rvaW8sWAZe2rcm+S1OV6Im91pQ8IYfSstKeHCm3/Gex9Ge262IASzvKyU//njZJ57ZXZBrzShKEphogIXIGEZefqvuQtoaDS8s3il62nnKm4JUWu+5QufGzqI2rp6rpn4a95a+EHQ2Ykc5486lZ/+7il++runaGgI95xNYUP7vylKtNFRqArfueYixp0+kN7d3Yui5CptbhPG6BtASXExl5w5gobGRoYPOiblMVFpPg1iTrizPzuEqbPncsmZIygu1r9HFUUpHFTgAiKI6Fu6h2tleT2DB/RteXyaSXwzDWAIm7hFgW9cdT5lpeHsoxd2ystKeeiOmykpLg46K4qiKL6iAqfYxu3Ro16LW1ijbwkyyVtUom9BovKmKEohom0OARCWvm9B40d/trDLW76hwqkoiuIPGoFTfKdQm0rtojLkD4W4KoMOYFDyDdMAB3YW1mh0FTifKeTom9/iptE3RVEUJV+x3IQqIsUiskBEpsbfPyMiy0RkiYj8WURadOQRkRNF5C0ReV9EFonI5Un7RER+ISLLRWSpiHzLnSIpYcOvqT8qKzo12ZRgKLRoltvU1tVRW18fdDYURQk5diJw3waWAm3j758BvhR//SwwAfhDs3NqgC8bY1aISE/gXRF51RizExgP9AaOMcY0ikhXh2WIDFGLvuUiXbX1OzyTtkKQM5WgwqWstJSv3vlrzh15GuePHkFRkXZVVhSlJZbuDCLSCzgXeCzxmTHmZRMHeAfo1fw8Y8xyY8yK+OtNwBagS3z314CfG2Ma4/u35FIQxT82fJJ9ri+35K15VK0Q5E0pbIqKirhi3Of5+e//xKfbdwadHUVRQorVP+3uB34AtJjqPN50eg0wLVMCIjIcKANWxT86ErhcROaLyCsiclSa826MHzO/pqbGYnbDR9Sib5n44/Mz2VG919U0U4laocpaPkTfvCrDvtptLbZ8ZPQpQ3j1Tw/QrbO7U/aADmBQlHwhq8CJyHnAFmPMu2kOeQh43RgzJ0MaPYCngGsTETegHKg1xgwFHgX+nOpcY8wjxpihxpihrVq1ypZdxWOMiS25Nf3N91xJr5BFTbFHOlnLR5ETETp3aB90NhRFCTFWInCfBS4QkTXAc8AYEXkaQER+SqxJ9JZ0J4tIW+CfwI+NMXOTdm0AXoi/fhE4wXbuI0I+Rd+279pDjy4d2JljBE7FLTX5EH1L4GZZ8k3QFEVRciXrIAZjzERgIoCIjAK+Z4z5kohMAM4GzkiKqjVBRMqIydmTxpjnm+2eAowhFnkbCSx3WgglN+yIVK/unXj8F1/35VqKAipviqIoqchlHriHgbXAWyIC8HdjzM9FZCjwVWPMBOAy4HNAJxEZHz9vvDFmIfAr4BkR+S6wh9go1rwjn6JvCVTCvCGfom9uUlnRSSVOcZ0VK1Ywbdo0GhsbOfnkkzn99NNbHLNgwQJmzJhBVVUVAMOHD2fIkCGOr9nQ0MBjjz3GTTfd5DgNRUlgS+CMMbOB2fHXKc81xswnLmPGmKeBp9Mct5PYyFZFUfKUiladqK1R+QoLOoAhRmNjIy+//DLXXHMNbdu25dFHH2XAgAF07dpyNqvjjz+ec89151G1bt06evfu7UpaiqIrMXhImKJv+hBVwsSW7TspKS6mY7sqS8drFE5xk40bN9KxY0c6doyN8h04cCDLli1LKXDZ2LFjB08//TR9+vRhw4YNdO/enRNPPJHZs2ezd+9eLr74Ynr1is2ytXLlSvr37099fT3PP/881dXVNDY2MnLkSAYOHOhqGZX8RwVOUUJAPjefporCdWjbhstvvZvzR53C1eedQVmp3ooU/6iurqZt27YH37dt25YNGzakPHbp0qWsXbuWTp06MXbsWNq1a9fimO3bt3PZZZfRpUsXHn30URYvXsx1113HsmXLmDNnDldeeSUAq1evZuTIkaxcuZKqqiquvvpqAGprazPmt7a2NusxAVImIn2CzkRRaTf2e7MWaijKlwq9a3rElcN6p416BfGwtnNNjdYpXlNaUsKXzhvDxPsnsf6Trfzkq1cR70ubFu17qXhJqt/fgAEDGDRoECUlJcybN48XX3yR8ePHtziuQ4cOdOvWDYAuXbrQr18/RISuXbuyc2dsMubq6moqKyspKyuja9euTJ8+nRkzZnD00UfTt2/fjHl79913mTFjRu6F9IZBxPrD5yuhLZ8KnAdcOSxzHwe/BcmuMLohmCqBSjYuGPMZPly9gWsvOiurvCm5o/3fDtG2bVuqq6sPvq+urj44UCGZ5LlHhwwZwsyZM1OmV1xcfPC1iBx8LyI0NsYmaUg0nwJ07tyZG2+8kRUrVjBz5kyOPPJIRo0alXO5lMJCBU7xBCsSqJJXOKRqRi0pLmbiDZervCm+07NnT7Zt28aOHTuoqqpiyZIlXHLJJS2O271790GxW7ZsGZ07d3Z8zZUrVzJ69GjgUDRu8ODBlJWVsXBhZrk++eSTOfbYYx1f20sefPDBJcCFQecDWOlRumEpXwtU4FwmW/RNUVJRW7Mtr/vBpUPlzR80+taU4uJixo0bx1NPPYUxhpNOOungAIZZs2bRs2dPjjnmGN5++22WLVtGUVERlZWVXHihs+d4Y2Mj27Zto0uX2FLgW7ZsYfr06QejddlGuVZWVlJZWeno2j5QZ4xZlf0wbyku6+5V0qEoXyokthZ9NOjZs6cJ+/w5YRS4MIqBRt9aEsbvyW3C+r3nc92rvAXP2rVrWbRoEeeff37QWXGdO++88934kpiBUlzW3bTq/BXX093z8a9DUb5UaATORcIob4qiFC4qb+Ggb9++WQcqKIpdrKyFqlhA5c06YY3CBI3Wi+ImKm+Kkt+owCmK4hv53FQZJlTeFCV4ROQuEVkkIgtFZLqI9Ix/fnX880Ui8qaIDHaSvjahuoBG36yjUabMFOpghnygtq6O8rKyQAdmqLgpSqi4xxjzEwAR+RZwB/BVYDUw0hizQ0TOAR4BTrGbuEbgFEXxlXwV1L37arnmB3dy76TJrNn4se/XV3lTlHBhjKlOetsaMPHP3zTG7Ih/Phfo5SR9jcDlyIWDWgW+RmNUZqjX6Js1go7CJYtAmNbzDTud2rfj1muvZvzEuzhv1Gd9vbbKm6KEExH5BfBlYBcwOsUh1wOvOElbBS4HLhzUKvtBCqDyFhWai0Dz9yp0mTnpuKN59bH76d7FPwFXeVMUMAdg//ZGL5LuLCLzk94/Yox5JPFGRGYCqSahu90Y85Ix5nbgdhGZCHwT+GnSuaOJCdwIJxlTgVOUEOJ3FM6qBLgldKlWZvATL+tW5U1R8oqtmeaBM8Z83mI6zwL/JC5wInIC8BhwjjHG0c1QBc4hGn2zjkbfDmGMCd3qA7lIQJgidPnaty4dKm+KEm5E5ChjzIr42wuAD+Of9wH+DlxjjFnuNH0VOEXxkTnvLqF6Tw3njhyeVeS8jsJ5IQB2+s9ZjcIVmphZQeVNUSLBr0RkANAIrCU2AhVio1E7AQ/FnwMHnKz2oALnAI2+WUejb005dfAxjLn2Nj5cvZ5bx18SSDTOr4e/leicypl9VN4UJRoYYy5J8/kEYEKu6avA2SSs8rZ91242UMU3AAAIuUlEQVQ6tqsKOhtKFspKS/nFt8fTr3cPS/LmdhQuyId/mJpbo4rKm6IoCXQeuDzh3ideCDoLLdDoW2pGDjuB3t27+HrNSa8tDN3DP2z5CTtaX4qiJKMCZ4OwRt+2bN/J0o/WU1tXH3RWlBAS5gd/mPMWJrSeFEVpjjah2qC2fkf2g1yioqyD5WO7dmzPC/f/xMPc2Eejb+7htBk1Kg/9Sa8t1ObUDETle1QUxV80AmeRsQPqfL1ebf0OX4VRyR/C2Fyajajl1y+0XhRFSYcKXMQJ4zJaGn1zH6t1GuUHfpTz7gVaH4qiZEKbUC3gd/Qtyqi8BUO+POy1OTV/vktFUbxFI3BZUHlTwkI6Oc63B36+lccOhVx2RVHsoRE4xTU0+uYv+fywL7RIXD5/l4riB8bUsL9uQdDZ8BUVuAxo9E0JG7U125g8b33Q2fCFQpA4FTdFUZyiTagZmLasPOgsRAaNvvlDochbgnwVnCiOFFYUJVyowGUhSImzMxeckv8UmrwlyDfRybfyKIoSDCpwFtBInBI0hSpvCfJBejTqpiiKm6jAKa7g5oLrSlMKXd4SRFV+VNwURfECFTiL+B2F0+ZTBVTemhMlEVJxUxTFS1TgbBC2ptSwrcKgUTh3UXlLTRSkKAp5VBQl2qjA2cQPiYty9M2qxL313lKMMR7nJppMnrde5S0LYRUkjbopiuIXKnAO8ELiKso6HNwKgbcWfsDzr74edDZCh4qbdcIkSipuiqL4jQqcQ9ySOKfSFrbm02SsROH69uzG+k+2ahQuCZU3+wQtTSpuiqIEhQpcDjiVOL+jbWGcZPeSM0dw6/hLEJGgsxIKVN6cE5RAqbgpihIkEqUIiIh8CqwNMAudga0BXj8MaB1oHYDWAWgdgNYBaB0MMMZUBZ0JEZlG7Ltwm63GmLEepJszkRK4oBGR+caYoUHnI0i0DrQOQOsAtA5A6wC0Dgq9/EGiTaiKoiiKoigRQwVOURRFURQlYqjA2eORoDMQArQOtA5A6wC0DkDrALQOCr38gaF94BRFURRFUSKGRuAURVEURVEihgocICJ/EZGF8W2NiCxM2jdRRFaKyDIROTvN+WNE5L8iskREnhCRkqR9o+Lpvi8ir/lRHid4WQfx/cNEpEFELvW6LE7xqg5E5GoRWRTf3hSRwX6VyS4e1oGIyIPx8xeJyMl+lckuLtTBGfE6WCgi/xGR/vHP+4jIv0VkQbwOxvlVJjt4Vf74vstE5IP4/fBZP8rjBC/rIL7/UhExIhLa0Zse/j+4Jf4bWCQi/xKRvn6VKe8wxuiWtAG/Be6Ivz4OeA8oB44AVgHFzY4vAtYDR8ff/xy4Pv66PfAB0Cf+vmvQ5fO7DuLvi4FZwMvApUGXL4DfwWlAh/jrc4C3gy5fAHUwDngFEODUfK2D+HHLgWPjr78OPB5//QjwtaS01gRdPp/LfxSwIOn/Ql7eDzPVQfx9FfA6MBcYGnT5AvgdjAZaxV9/DfhL0OWL6qYRuCRERIDLgMnxj74APGeMqTPGrAZWAsObndYJqDPGLI+/nwFcEn99FfB3Y8w6AGPMFi/z7wYe1AHAzcALQOjLD+7XgTHmTWPMjvjnc4FeXubfDTz4HXwBeNLEmAu0F5EenhYiRxzWAYAB2sZftwM2Zfk8lHhQ/huA3yf+L+Tx/RAyf9d3Ab8Gaj3JtMu4XQfGmH8bY2rin0fifhhWSrIfUlCcDmw2xqyIvz+M2A8swYb4Z8lsBUpFZKgxZj5wKdA7vu/o+L7ZxP7qesAY86RXmXcJV+tARA4DLgLGAMO8zLiLuP07SOZ6YpGosON2HRxGLDrX/PyP3c64izipA4AJwMsisg+oJhZxBLgTmC4iNwOtgc97kWkXcbv8RwOIyBvEovJ3GmOmeZFxF3G1DkTkJKC3MWaqiHzPu2y7itu/g2Sicj8MJQUjcCIyE+ieYtftxpiX4q+v5NBfGRBr7mlOk2G7xhgjIlcA94lIOTAdOBDfXQIMAc4AKoG3RGRuUoTCVwKqg/uB24wxDRKCdU8DqoPEtUcTu2GNcJh9VwioDrKe7yde1UGc7wLjjDFvi8j3gXuJPcyuJNaM9FsR+QzwlIgMNMY0Oi6IQwIqfwmxZtRRxKIuc+Ll3+msFLnhdx2IyI3AfcB457l2l4B+B4lrfwkYCox0knelgATOGJPxr12Jdba+mJhwJdhA0yhKL1I0exhj3iL2VwoichbxvzTj5281xuwF9orI68BgYn0DfCegOhgKPBeXt87AOBE5YIyZ4rAYORFQHSAiJwCPAecYY7Y5zb8bBPh/Iev5fuFVHYhIF2CwMebt+Ed/ARJRpuuBsfHrvyUiFcT+T/jelBhQ+TcAc40x+4HVIrKMmNDNc1qOXAigDqqAgcDs+P2wO/D/ROSCeMTadwL6HSAinwduB0YaY+ocF6DQCarzXdg2YjfW15p9djxNO2t+ROrOml3j/5YD/wLGxN8fG39fArQClgADgy6rn3XQ7JjHCfkgBo9+B32I9RM5LejyBVgH59J0EMM7QZfTizqI/1/fyqGBHNcDL8RfvwKMj78+lthDT4Iuq4/lHws8EX/dmViTeqegy+pnHTQ7bjYhH8Tg0e/gJGIDH44KunxR3womAmeBK2gaJsYY876I/JXYSNIDwDeMMQ0AIvIyMMEYswn4voicR2wU3h+MMbPi5y8VkWnAIqAReMwYs8S3EtnH9TqIIF7UwR3EOvg/FP/L+4AJ9+LPXtTBy8RGoq4EaoBrfSmJcxzXgYjcALwgIo3ADuC6eBK3Ao+KyHeJNTmNN/EnWgjxovyvAmeJyAdAA/B9E3A0Ogte1EHU8KIO7gHaAM/H74frjDEX+FKaPENXYlAURVEURYkYOo2IoiiKoihKxFCBUxRFURRFiRgqcIqiKIqiKBFDBU5RFEVRFCViqMApiqIoiqJEDBU4RVEURVGUiKECpyiKoiiKEjFU4BRFURRFUSLG/wdoW5y4QyDHIgAAAABJRU5ErkJggg==\n", | |
"text/plain": [ | |
"<Figure size 864x576 with 2 Axes>" | |
] | |
}, | |
"metadata": {}, | |
"output_type": "display_data" | |
} | |
], | |
"source": [ | |
"# tricontourf plot of water depth with vectors on top\n", | |
"plt.figure(figsize=(12,8))\n", | |
"plt.subplot(111,aspect=(1.0/np.cos(np.mean(lato[:])*np.pi/180.0)))\n", | |
"plt.tricontourf(tri, -ho[:],levels=levels,cmap=plt.cm.gist_earth,)\n", | |
"plt.axis(ax)\n", | |
"plt.gca().patch.set_facecolor('0.5')\n", | |
"cbar = plt.colorbar()\n", | |
"cbar.set_label('Water Depth (m)', rotation=-90)\n", | |
"Q = plt.quiver(lonco[idv],latco[idv],bustr[itime,idv],bvstr[itime,idv],scale=0.5)\n", | |
"maxstr=('{} m/s'.format(maxvel))\n", | |
"qk = plt.quiverkey(Q,0.92,0.08,maxvel,maxstr,labelpos='W')\n", | |
"plt.title('NECOFS ustart bottom stress (1 mab) {} UTC)'.format(daystr))" | |
] | |
}, | |
{ | |
"cell_type": "code", | |
"execution_count": null, | |
"metadata": {}, | |
"outputs": [], | |
"source": [ | |
"nci.close()\n", | |
"nco.close()" | |
] | |
} | |
], | |
"metadata": { | |
"kernelspec": { | |
"display_name": "Python [conda env:IOOS]", | |
"language": "python", | |
"name": "conda-env-IOOS-py" | |
}, | |
"language_info": { | |
"codemirror_mode": { | |
"name": "ipython", | |
"version": 3 | |
}, | |
"file_extension": ".py", | |
"mimetype": "text/x-python", | |
"name": "python", | |
"nbconvert_exporter": "python", | |
"pygments_lexer": "ipython3", | |
"version": "3.6.5" | |
} | |
}, | |
"nbformat": 4, | |
"nbformat_minor": 1 | |
} |
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