![\"PEC](\"img/pec_pmc.png\")
\n",
"\n",
"We can refer to this figure in the following examples to properly adjust symmetry."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Symmetry Example 1: Reflectance From a Metasurface\n",
"In this first example, we will build a dielectric metasurface and calculate its reflectance. A plane wave source will illuminate the structure at the normal direction."
]
},
{
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"# Simulation wavelength\n",
"wl_min = 0.4\n",
"wl_max = 0.8\n",
"n_wl = 201\n",
"wl_c = (wl_min + wl_max) / 2\n",
"wl_range = np.linspace(wl_min, wl_max, n_wl)\n",
"freq_c = td.C_0 / wl_c\n",
"freq_range = td.C_0 / wl_range\n",
"freq_bw = 0.5 * (freq_range[0] - freq_range[-1])\n",
"run_time = 1e-12\n",
"\n",
"# Geometry\n",
"p = 0.35\n",
"t = 0.27\n",
"w = 0.255\n",
"sub_t = 2\n",
"clad_t = 2\n",
"\n",
"# Material\n",
"n = 2.00\n",
"ns = 1.46\n",
"mat_brick = td.Medium(permittivity=n**2)\n",
"mat_sub = td.Medium(permittivity=ns**2)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The metasurface structure is composed of a periodic pattern of dielectric nanoresonators. First, we will use no symmetry."
]
},
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"# Simulation size.\n",
"size_z = sub_t + t + clad_t\n",
"_inf = 10\n",
"\n",
"# Substrate.\n",
"sub_box = td.Structure(\n",
" geometry=td.Box.from_bounds(rmin=(-_inf, -_inf, -_inf), rmax=(_inf, _inf, -size_z / 2 + sub_t)),\n",
" medium=mat_sub,\n",
")\n",
"\n",
"# Nanoresonator.\n",
"res_box = td.Structure(\n",
" geometry=td.Box(center=(0, 0, -size_z / 2 + sub_t + t / 2), size=(w, w, t)),\n",
" medium=mat_brick,\n",
")\n",
"\n",
"# Create a plane wave excitation source.\n",
"plane_wave = td.PlaneWave(\n",
" source_time=td.GaussianPulse(freq0=freq_c, fwidth=freq_bw),\n",
" size=(td.inf, td.inf, 0),\n",
" center=(0, 0, size_z / 2 - wl_c / 2),\n",
" direction=\"-\",\n",
" pol_angle=0,\n",
" angle_theta=0,\n",
")\n",
"\n",
"# Create a flux monitor to measure the reflectance.\n",
"ref_monitor = td.FluxMonitor(\n",
" center=(0, 0, size_z / 2 - wl_c / 3),\n",
" size=(td.inf, td.inf, 0),\n",
" freqs=freq_range,\n",
" name=\"R\",\n",
")\n",
"\n",
"# Simulation.\n",
"sim_met_no_sym = td.Simulation(\n",
" size=(p, p, size_z),\n",
" center=(0, 0, 0),\n",
" grid_spec=td.GridSpec.auto(min_steps_per_wvl=40, wavelength=(wl_min + wl_max) / 2),\n",
" structures=[sub_box, res_box],\n",
" sources=[plane_wave],\n",
" monitors=[ref_monitor],\n",
" run_time=run_time,\n",
" boundary_spec=td.BoundarySpec(\n",
" x=td.Boundary.periodic(), y=td.Boundary.periodic(), z=td.Boundary.pml()\n",
" ),\n",
" symmetry=(0, 0, 0),\n",
")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Let's look at the metasurface unit cell before running the simulation to ensure all the components are in their correct places. You can observe that both the structure and source plane have mirror symmetry about the `x`- and `y`-axis."
]
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WARNING: The original simulation is symmetric along z direction. \n", " The requested new simulation region does cross the symmetry plane \n", " but is not symmetric with respect to it. To preserve correct \n", " symmetry, the requested simulation region is expanded \n", " symmetrically. \n", "\n" ], "text/plain": [ "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: The original simulation is symmetric along z direction. \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31mThe requested new simulation region does cross the symmetry plane \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31mbut is not symmetric with respect to it. To preserve correct \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31msymmetry, the requested simulation region is expanded \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31msymmetrically. \u001b[0m\n" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": 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", 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12:33:37 CEST WARNING: The original simulation is symmetric along y direction. \n", " The requested new simulation region does cross the symmetry plane \n", " but is not symmetric with respect to it. To preserve correct \n", " symmetry, the requested simulation region is expanded \n", " symmetrically. \n", "\n" ], "text/plain": [ "\u001b[2;36m12:33:37 CEST\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: The original simulation is symmetric along y direction. \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31mThe requested new simulation region does cross the symmetry plane \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31mbut is not symmetric with respect to it. To preserve correct \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31msymmetry, the requested simulation region is expanded \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31msymmetrically. \u001b[0m\n" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
WARNING: The original simulation is symmetric along z direction. \n", " The requested new simulation region does cross the symmetry plane \n", " but is not symmetric with respect to it. To preserve correct \n", " symmetry, the requested simulation region is expanded \n", " symmetrically. \n", "\n" ], "text/plain": [ "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: The original simulation is symmetric along z direction. \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31mThe requested new simulation region does cross the symmetry plane \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31mbut is not symmetric with respect to it. To preserve correct \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31msymmetry, the requested simulation region is expanded \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31msymmetrically. \u001b[0m\n" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
WARNING: The original simulation is symmetric along y direction. \n", " The requested new simulation region does cross the symmetry plane \n", " but is not symmetric with respect to it. To preserve correct \n", " symmetry, the requested simulation region is expanded \n", " symmetrically. \n", "\n" ], "text/plain": [ "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: The original simulation is symmetric along y direction. \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31mThe requested new simulation region does cross the symmetry plane \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31mbut is not symmetric with respect to it. To preserve correct \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31msymmetry, the requested simulation region is expanded \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31msymmetrically. \u001b[0m\n" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
WARNING: The original simulation is symmetric along z direction. \n", " The requested new simulation region does cross the symmetry plane \n", " but is not symmetric with respect to it. To preserve correct \n", " symmetry, the requested simulation region is expanded \n", " symmetrically. \n", "\n" ], "text/plain": [ "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: The original simulation is symmetric along z direction. \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31mThe requested new simulation region does cross the symmetry plane \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31mbut is not symmetric with respect to it. To preserve correct \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31msymmetry, the requested simulation region is expanded \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31msymmetrically. \u001b[0m\n" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": 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", 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WARNING: The original simulation is symmetric along y direction. \n", " The requested new simulation region does cross the symmetry plane \n", " but is not symmetric with respect to it. To preserve correct \n", " symmetry, the requested simulation region is expanded \n", " symmetrically. \n", "\n" ], "text/plain": [ "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: The original simulation is symmetric along y direction. \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31mThe requested new simulation region does cross the symmetry plane \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31mbut is not symmetric with respect to it. To preserve correct \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31msymmetry, the requested simulation region is expanded \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31msymmetrically. \u001b[0m\n" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
WARNING: The original simulation is symmetric along z direction. \n", " The requested new simulation region does cross the symmetry plane \n", " but is not symmetric with respect to it. To preserve correct \n", " symmetry, the requested simulation region is expanded \n", " symmetrically. \n", "\n" ], "text/plain": [ "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: The original simulation is symmetric along z direction. \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31mThe requested new simulation region does cross the symmetry plane \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31mbut is not symmetric with respect to it. To preserve correct \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31msymmetry, the requested simulation region is expanded \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31msymmetrically. \u001b[0m\n" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
12:33:38 CEST WARNING: The original simulation is symmetric along y direction. \n", " The requested new simulation region does cross the symmetry plane \n", " but is not symmetric with respect to it. To preserve correct \n", " symmetry, the requested simulation region is expanded \n", " symmetrically. \n", "\n" ], "text/plain": [ "\u001b[2;36m12:33:38 CEST\u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: The original simulation is symmetric along y direction. \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31mThe requested new simulation region does cross the symmetry plane \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31mbut is not symmetric with respect to it. To preserve correct \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31msymmetry, the requested simulation region is expanded \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31msymmetrically. \u001b[0m\n" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
WARNING: The original simulation is symmetric along z direction. \n", " The requested new simulation region does cross the symmetry plane \n", " but is not symmetric with respect to it. To preserve correct \n", " symmetry, the requested simulation region is expanded \n", " symmetrically. \n", "\n" ], "text/plain": [ "\u001b[2;36m \u001b[0m\u001b[2;36m \u001b[0m\u001b[31mWARNING: The original simulation is symmetric along z direction. \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31mThe requested new simulation region does cross the symmetry plane \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31mbut is not symmetric with respect to it. To preserve correct \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31msymmetry, the requested simulation region is expanded \u001b[0m\n", "\u001b[2;36m \u001b[0m\u001b[31msymmetrically. \u001b[0m\n" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": 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6mqiHR3d0dHR0dHR0dLxYvISkFD/f3v4LGvW/9O5WNr5I3+d5/PbyDVz1my/sjT0vtUpXo7wk4LujcLotPBHLXP67c3jit3MHXqsRUrdxKXfz7XR0dHR0vEzoQ7sddxndPp8cLyEpBTzX3v4LHGa+rm9320+Dr/Pbzfa8yClFeA5KJj5+3y9MRfU8yYUuf3g5cAeIizuBO27P95Y3vKSevBFotujo6Ojo6HhmeNZt7t2Ntui4D+j2+WR4CUgpvvTr6v5PFDlyzAKevSZn7Rduegu3WUD4WldwPNO5CNluuUTRzZ708upv72qOPJc7Y5cvaU12L3GdF37Nfe4rKbKGVbu+7g3ern2/TI/1mUJJw7unUO3o6OjouG+4C23vTa6ht20vN+6CPS7xMnp5LwEphRswLk8YCsNXMB7HznmLVOaxn7iWy3otn5Vvl9ltzsUrs+/xDYo43VLojp3h4D5vc5T/iUJHn5NdvqzU+n3FbYUZ34XkRLeJoopa2Ot1ysgzsPEnKpq3fhUvFtd5qlc+p66m6ujo6Oi4Jm677b3RwPUNfrt3rd8ZeFbqpyex2Uuv5YYijbuEe0hKXaaMuq5q6hZqumv10tf2u5mpPJGWYvUxrJ+Jmw/PypF66vMyAJKzHH16TIe/s7Lz6vHNKP/Tv50VBu46h12+4frnWr2BduWz04h1XIab6h2vYQtt4X1im3tBuNTsTHLDV+93AL5k2/XxNI+LF8tn8iO3iSseleWceuqaYkVN1WufjjW8yKLRbdJwFyqo/jbeiXhSy7us7b21duyK3z6Gbsl3Fy+yprvKZp/mvPfR5u4ZKXWZomRl25pE50l/dwbCtV73WgbZG6h+ytXzfN1snxUCaqlCuoxRvUxF9VRPrjk43fA1HCOO6BL2lxYOLAEA05yOuYSkemJH6Uls7rnaZfPQ1iRi97HWuq+4yTDLddRPN7Wju5L4iOiKy26JpUsM9DI11VOoK2edhJXrvLS+vOYjXqunXwTW6skl2udxnRHh65zruvt3vHPRiak7gBfaZpAORva38U7Cdfye2fobtLkHu9+wC3ypauUp28aOF4unGUS8SS15UzfgwGu7qku8OOa+2dw9IqVu2jheVzX1BCBeoSFXXv3RiuoGDe01CsKBc8OHh14W/ne0wn+aDklzLPNlZOIKjpW6y07REIBlRITaJ0OX929uJLC4rIm8JsV323090pOWe1xWT5epSo5t73h63Ki5uuK4A0r6mj8jG+kukFLUVgVXta5X1LOMoqC82r6v+L3lkZfUl8cPardf41k/yW/cEFfd8WE9ecWZ+Gpi6tLW7clfScc7BHzw4TnjiVTTdx13oO6/Mewt3Ma1v1xv82XFjcs+P83gzhU+wU1x1WV0E7yTeJ7tzVGf/dqga/XBbubP3i3cE1JqhdRYTVSk6xb0OV2qsHrCyyF3BeWu32e/u5TyrFtMMVw+LCd2OjPqdp9l4ZqfZ34mXnxZc3cvVVgdnmUGynVbzAzO8+dwVPFE685z+7jWjqXmnCtaIQDc6C6a31/u3DRS6+ex/bhZ8mL9ml2257lle5zdoTnyy6fR/B41ChQb4ukjks8ORxmOq2zlcjsyXGlPZdt1iJJbssujxHJb9o7rHoGFPbfbSmXQ2voVBOslrfhaHbtKCR5wgEfq1CPHz/a7sm69HdzGKLBs43mVMdt2eOSsCrrkNzot/vLgNu32RfLnzNcQcx7B3bThwz7xvcGtGELv39x1zHo9B+3sivu34v88ya9ersU+bNlYVl/RVh77tcvRrfPZ4tI+2RP2xy4fvFzf+NQ2a9XZWs9r4bvex/7VPSGlroGZg8eYZRiakVW3AAKI86zXzbahXXPQMz+kL5fGU+7iGFGknyo5dcn+SkYt+yOrLurq8cf53Csr2GaHfOAz83FSCodFrXQQud1ncZBeK7XPe61EMkoH5TIp7tKhmhNS7YcrngQvbNF+4DZ73cQAO1Dz0HnmrC9u5mBV77DdDVxiT2t21Gy7UVjzpZdwDZu+EpfZUntud+TwQ3ueH70goa5Rz15l4lc9osOOxPGJIS59gtdohhh4OpWqgq7qPbc/WA86fr5j135JL/w6I3rW0b/i5zvuAe4r97HEkxS/u53s+CV4KU+M3r+5DzjqpxzxhazteGrLPnICURAf2g0xrpxj6NjvHLvWu113vDy4VW3KJe+TL3nZT22zpXu7Xq8tXbuD7vEdx/0jpdpR/9aBMqeNAXCerS/7z86zsm6Jy8LIFkopcQAadQoZ9bJUrCwcqjXFVFvZNuSTOUKMeYFonRheOcd85EH3m533sIDNf3vFObzq0aW6w5QYnOYHrJM++v/CGaVm//IUy/e5nJGYD1RV1Jzdjnd6V2vKKeW4Vl4/1wdTiM6FfbV2WNblxWkuIx9wfFu5xhWSCXm2jchB9A1Ut7UPpdz8Paqt7hUWNrDaSK3bD4B1IvPgnItti1PPawhZHCW2mt++FRypO7lVOnFe35dphQExu6bSI5x3GHm23/ywm9l4W2fybO2RzvDKoz981fNa9NixR49/AtR66JInsCSDeJ3MWh1Rtt0OpVOlimFua/bmmCW0PjryFjteEG5sh7dYhdxHXOf2b9e2Dyqq6x/3sr2ry+r66/SrrnOejlsFH/ly6JfwvF1uzH55jstCo2jR1zjWrgHSBTnoL5XBbWr8h5Vjj17BcSyvulvgk2PNAp6kulv6z/NzzfuEB8cdWX+w+hKblarouM2afZZ8yzbh16KfxYvj7zLuGSnVVEENKVA731l3ySjE1Mq7vnb4FJlTv7ZtWVmZs1RNhtR8eGYhSys97KW3DkupkHlu6BmYKZlmJFWpsBeKqtXPVUl1eHxzTYvnddXTa8P3poPwvcUtkz2r+dOeEVHUEExkDUYlsOx1kJ2La0EtBVfP60DIpRDrf8VRrr81R2MzM0Kqrit2tSSsDkiDS+zyOp3FS+2ybVHdwol3c0LqiYZ7Oq6F1fplWfYXddhy28E5Vmxr5ffW67fL6rxr1oc3QRsi2q5e27ZmzwestR3T1q+uFmLGop6dMa/XBjd/wHq9t1ZfXic8+uCNHHnkvPK7TwOpJ487a4cDBIe1y8F3oppacXn88ubLCdavofTzmzq84+7gtkzxlmuYF46lmV6zS3n7eJIXtOYx3Xtc9nBvcq+9AnqeOAzNq+uX/o+5EW2be522FtB2kHne9TjY5/jkSHI85r+6aNdMvHLM2o5Z1sG4TnVFOp4QNwoQuGT9YU967qPxYmlfSl/yCt95zd82XGazZqv2x8DcAFv/2S75KUjT54U7Tkpd8rZmhJT9GRGV5UW2BMHq8UdPLqBlFVXXV4detrMRUtxuNxqlIaeQcWgZdHCbbegdN5dqd5N5rpqSY7gpCIdO03xfWWb90h5TrqM535IrYV15tPJNVR10kTI4Zr1TOiB9ZuSSPt/ielItdEQEy21S16Gc12JtW6LKSCr7rFdf30pLTi3kkOuNgj4RtSvi3DwgXl3Oc2QxZi/04PTH7LU8HVQSb7m52h23x5iq75gXObu35nc6nhB8+PloIWrqMLT7tOvm32mmvFvYUvm8tLHl+SromM3doFGXE82/8Kqd0cL+aGHPtCBM1+pXs+f5D5eGGcB6Pbt6oQdkvTwNPnxd+t+ys9HWq8v9Zuuad3RZKb+sk3JdHNwy89FibwR/fVzynOfrlufn5o3RwT4HfHepf+a9q17T3C08jc1ddd5rn/tZXcRNcYlxtnXNTW34dlrZyx7SJdtmbcVdedC3gNI2PMk9Ld7E6nl6TfU8sSSkxE9pfJlZO9wcZ/+vmQHVtk2/rvgiTbtGTTuIede5cSUA4mafBSN1CQF2Gax7c4Un8I7HbdZgfMWX0pM+sLdj/b9DwYdtPyRir2ezQPVZzVZtwLH2x7j5//7hbpNSxxx3RSWkRBlFOc2+g5U0uMQhu3Tb2mg/SR4Utm0lXKrhLNVqmJzuTygEFzk91jW/Mb/d5ahALutYPpdt3GxTogqoHB3s+OVIw+F+zFwq/qwFJAOHjcDiWeUjj87tUvn81i4h+zQjkcp+usIZeVQeKcFR3ceIKwc0pFTd34Fr4dTt9fj6nQjITHDa6bDftX1Kc0BqFrNGq9obqX2ZnVVPMx/aXHH67aVwJQJWFS83sMeyTe3Sib2R2h6TA5yHEX1CWK1UV12m8Gyw5gS0ZHpLHq18pzU7OrCn+mN0dF9gPYxUsB4u+AQgK0XV3hY7ND27pT3XbUfr12Yp9etiv0pXa5O9zFt1yIS0HYvcEk1oHr3+19bBc3KJZ3XuGrHUnqPdp93Os50va/0uxzEebq0GmYVC07JjfnhOSVXXPOnZgIKuY5o96pqc03L/yTmW19bx4rC03av2u+m5bzZyvazbniNWHIEluO56qeB4uf5Wm9nLpJbHLv7SQa/D8xDy1fs9I3DbVly5M2OZUuN6WHt5K7ZH5b+OZ4S2/mnb1Awg56X/M/d91tTKa6gOff0OWDumny3knJoELKVdky+z41C8BpSrMLPihc0c676vPIxjd9O76ILrtlfL/Ve3HTzvw5yhpebkpa3ywbXM+4686CvioK94ue1a/0rszvxaT+q3MqsWgeDtkHYA8J71r+42KTXDonvPa39KEOQEgEG5DePjlfOgWtkaVkkpGYGnhTPERIUYEEaDpI3k9jyyv9iLWiWZqS47QdVxYQhRJE6TblUCSipmrgQSV3KqklrzyrytyFsiq36eK6fmx3BzderErTw+N1VS6nxKyFMSpdOigMxIKWrVS5UosuNa4krIKS6ElSM0+0MHzqg0FPO8UgxrWErjp89fLodrT7O8IzSt3+IPZntQsqq1OVlWEgp1f3vB7Tu/rIY9pjwBql0CM4WK3EKjLKmtJ+Yv7r5UWXcdlzkDsmxz/VR74NmSeLkOC5vhucJpdh6ghDKb/S3rwIP91673mq19QUsO2SoLsWvZDQtppoP1Vu6ILdRUFVdFKVWPI6AqqFboFjnc6tn5luWdyd0ehkOXx4S2nrRjDomoZUdj2bzMz9mun3eC2vPcFG0nennCuq2pI/T5OL2ooh6d7dV05KFPkKx6tE58U1US63mp/AY318V2jl7v3Ck8gbld7zx8dMv6sevdiucC659dxzIZtNb/v/o4Nf3rWz8f+br2lFZqNz7y+Vo/+2LeBNF16z+rVFZ2vpJMuuwHlsct9+1117NA6ZMXn6O2j+1AvfwdpjY5BlIHvnxGbeHa3gOBy6AJY96uYekf2G8u3cSyy7yPfazFu2lL2FtOwW3UTLWnW8+25ta27RLrTvb5GBm11j9ktq2H/cyjaPpnrP5w68c6u56Z73c/reSekFKN81QcMlNDmUIqg+JevYYI4qT0uqinaOHQXQ/VySpXUsio+Sg92ch9s42dV8WKravptQle9mfrosvvFeeIq0IqKanUkkspV+Ipl+1ybMqyLmUhq2Jm3V+2MTOibsu2ZEbWc7bnBhiJ5ZjaKByqqpYI57vy+Wff2iFGvyCd5IPT785YX1T1k9fn6pWw8mU/QnByLu9k/0AE52Qf70SVFpyQUc7Jk/UNuWUElnf6NhxXgmxZlltSgHNjW2p7YPkOLrZYCFJm2b+1vUZdNQ/twxPZJ7f26Lx8dh5wHkxenfOqzKtx8Y2b2adMvgU09dTq5qXyaaHoNGJ9sc9BiGizz0wtqr9Rjzdy61DNV3+/aYjt+Bk7cuSerCCv2YwW4DL5Q/tn9aWdpNgvADjAtQpSqVMPVFKqBizbmjq22LmTMSPKVmc7Pe0hIWXE/rzTu+g08OG6oqpq9mnr73Jue3X6lNt96/GHnfA1HBkDmL+S2fdDos5I/9moMUmuvZmIDXWkuK27bbuzt2gjytSc35RU5tzrhlK3liavDhiUe1xcb8ezwaod8SXbbJcrmqfWzp/m3NdpBa/bUhquY0/mdwIH3b+Vc3HpwlGzdnl9q+dZaXLXf66pRGarjytfD/et3w8mYln9vRs82SdhzoHLH65eRttOXHoettrqYCMut5IrrsF+d3mPXa7yVODFcr5+HtmRWXyQzOLLMANR2+uU1T9ZtJ8t2nbLNe0YUY2waNsvpw2WIy6EVNlHy6yVoTKYvmiXrd2cFXFiEC/6H1S3L5/FMQtjLiZ/rf1fFqzaymXd7WPrl1UjtLXiuV2u7Wc+7zESai26qbVl2bYc4Kx+/VpVOo/4qb6qI6hPDARnqqlFbAAt7IJxkCftruGekFItVhym4ngZURDlc05ATg2BBeBGcuTDxpBKmJRvtqujZc6S87DwBhBrCJVdszlI4jAy84FlMNrCYQRRo4zCnJyqpJIUmKjE05QZWQmolOUY2Z9lRjzmWeVu5FYqDppchR07L3SHzlX7akIbvrdPiBq+dxiSR4WAatVSjiq55F0lo4x0Ck4Iq5Dl+OQIngmBqFTaAIGI4bM5Z1wcKUAKdmadiY9Jn/WyFM/fCs3srV0m3dYQVs22YnuMum2t8/cEpNQsLJQZ5JyegUCOwMwgZBTF1EFneKV33HHrmCuk+PAPak9qF0UJlefKO1p8l7quEk1k57dtbd2n9jf/3Xp9nJeOzpy4mt+QO6gf66Yatlz/WiIfgCYqb8krZj/fRr4hqHS/zDBiq81sZP9bOZAVrPuZja/dy6JD0nQQameBZ59rXVx/am3UttSTzX7LEbTDUOxD6TiafY8RVlanztcdfp+RR7qEhjTXCST08Vl9XGoUJbTsuVmnHVRCq6VJk85+afb0wdpIXntZa9URN9fQ8exwUz6BF8tjex0776WtG1913sV18HUCdlawUk4Ozt1+uYqYsnJ9xUnX7Ll9Tpfb+1o/4Rr72W8fPNyVvse1tq3t/gQhfmte9fEfwGEY9uF5lsMN6zkNO+4KLqsj2u3Fz2AubWxWnySyDrRf0n46qgMw1v45LY+ZCI65DLLQ7CqqL2InZCWgbEerh9AM6NT1db9jPY8nHQt+p3KkT8p/H5xn+Y0X25bVrf54scXmMOsTotnW9hfbKCXw3IefbbN92z451TQ2njSnMkgiAJzlWFbflcXXYzq047Xbvas2c89IqaaxVOeNOANGQqVJlCr7cyBNwLQDT3t5yaXhvIFVtyP0pZeuo/Oap0dUKaKCIh+0xtOlD6JUcR5gUUZJJn0nHRjTeFqoinX11VjTouKtIwaVeNor4RT1LzNjlzIyA1PKSLqMmZGYEZPss08ZOQP7lMvxSY+T0Yh6vqTH1oZBrq08zZWGYLw4L5//n59/C9M2FV+UGsLJGgnvlHRqCSdVQQ3ewRFh8ITBO3gnnx0RBufgdB87dnByntHrNj334GW7JyW6UJVSAIOdubkkTpgSWZUMUBVUjvI5twRoBJjluyn3cgJzBlLUl6o5z3JGzqaeWqpgLu22rxmpLMwGxy0QBlDYAMMGzKHaKFuOMzbPEU/UInZcjVIYmnfa1l1GZFqIcavobEj2SqhX+yA2O8xiX0ZKqY2x2tjBNiO8kiy5JbcKs5L18tfCSxcwgmGpmCKg5NJzSmM4U0EZOYWa66ypQ0u9avs6LyQrOTkHOUCJqqqU8oDuA/JaPysBkuVaJN1IS4hVWGfWyP1KRlmHdxkCveh0tAMDi21VdVqJ/pbYB9DUrbUeXbp5s7DpY6+kubWW3K/vCKpMrQMBaPapStI6QFAUpc02ye1X6+75CLMpUankOgCsvpeLbwks5bXklpoOfMeLAbfLg445Y2X1sk9/yfFr2/n49iMX+NR+yaJOu6wZtG7abA3NncyWFm9pMpp9WCFhnsjeW49o+YC1n7JGQLXHlX2X52y/rz/l1cDnJ30hVGuEIz+G8nQOvHD9r7yE9i3YJ8JaTp/57y09tEU7poTDnfXgXiKsOfvtQLn4JrLuIopPcxEzdurTxCQD7tYG1zawDmwP6lsMqiwpfgdBoy8ssgIaoaHdEWi7ya16CmA20mA5PGb7o9ACVj8s6xvWxu/Awg5N9/Lnd/nh9wprVcpV1cxBzbTa/hz2oxiHdmc+bXvedrCyHZhEWc77iNbnMyWf2GcVgLRikcl87kVf0PpiFh3kiHAyOAzq32685JFySlQ5FvkBtH9WqufDbu+dxf0ipdQAZsl81dminJQoiEDcAXEPvjgH787lwKUC4DpYGeWXMD0lnhwJ4eS8Ov2DklNZiCdmkBPHUD47qZKI9TwAkWqhrOZCNf6MWhnXSlnlq7mSS1MSA59SRtQKO2fGPgmZNKWMSYknIaPq8mKSyj2mjMlIKSO1YkYyUipXp8oIq7bQWwE0bHaVlPq5N86xv6hFwhEQvGiWnHoywUn4XXCEIbhZIRyDg3OETXAYg5FSDp4g30kKqFdCygiqbZCQveSFiGI4uQf1iDIxkEUhkJjAmUHaWLX1GbW2lpVIaAgqcAYlXeZJFXpGXmVwnGTfpCRVOZ6VOACOqVeuZ6eAhYcKSbsppKh0zLJwUGw5bljs7rIMrR23AHuXzTtt66yDEGQudjAPA21D/Frbq6QWJ7WnGQGq640AVRKq7KN/PLO9ao/LSQ1WoXXivNM+rzeJSBLwFxLKenpBGQxftxVi32tdqkvnAf3MTvOnqVqVHQMs+3CR65BI5Z2DKMS0J7nStbG1hUziShRV1ehSrVoJp6JC5UZtOguFroMKNrAArjLwVpnadnpaZByuO4Z5iMI8T18lkKgQRbZNiPoaBi0h0xYerVWK8Yn2mS0vIBcCi52M3KkeWB17Lr8Pnuc+YN2raQI7XjQOuIabqZ/WHILVqbFvcM5j535a2NjT6jYsbFLVhLP+gY1MHzFgUUMUd7Sc94lQPKbVp47ZbNTLA5dtUdnEh2TT0Zd92Zu5Iaw/vxzUaLevkEGH7j9Qcw0ue25LksmBaOX6WWusdlv5/V4zPWtw86m2xy0JYIPy0pbuk/g3Z1PG+ZSQ1Bdq214bJAmOEJz6C158iVH9h6AD2EFtsERWgADHJXRPug+sjn4drHHEyGzD2gsiWttzGxBirubcpqkFzA+c1w9Lq7vMCg8425fAXG9Sz6+1P4c14Hxlqcma1UYGle3Ne7LPy/C7w7A96w+i9P1MQJJZopQySyTTpD76PuayrlXcS4he9YM9AUBADlKPBUcAM4LW4BmYqdOLHd2jKuyOklJcreXoLtXJK3lT8gRKEfniDNhfIL31BtLbb6rjpeEEQwDp6P1BiTdj1HMX56klpZwrDj/Ii9PkZMlhlO1+EJIqjLKfDyAvjhNUKcDOab3l5dotLLBUxHMHJ6rjs1eD3ilhdBGFlNrnjJ2OHpxPCSkzLqaEmGXfScmrC63ALyZRSE26b0xZmNyimGLEqE6Urm/lsynlWlCbQmoPc7u/KI/2F197jN2Y9Xmqs6MqKGchel6dIUdCWDlCUDVUMCIqOATvEDxhM3h4IpyMXgkoh+Ck4G6CR3CEk8HDO+AkyD6bzBi9sMw5iMMFVyW9ANX8MtR000pIlRIJORVFFKVJnP24E5VKmkQZpX+cE3jayzlSFHVKTkpQ8SFh0HQoSz6YZQuj23OSBPIAihIlvOu9cNsT6Y75Qc1anfJLu/qLcrUczum4RdS6qxBSKQLgJkfZPG8Zc1YySZV3akdGOhWiSfdh3Yeb84h6ihvbUzVVrmF7nFuCiudXvNLzIV1iYavkdRZIHXYkJe5JVVBEpPXknNgXUkqXjsA+qG2Hpl4dlLjS4zlL/jTmcj0lz5rVrXY/a75P05Gwzq/VAyljpoIqufoYpU6OuXaG54MHi9x9TadaOitzUqvmtarh0tYU1s7TYfldjrGKokm2tIqnuQKqKlFrroKqoPJKzgeaq1ZtoMBTzfkXrEm0uj1L/ZkhnW3JdSDkP3OdYKLXLi8Gx1qAw046l+9XHbfchxf9t1nLw4vv7bkWTsNyL77iWm6CQm2sGmMtVTOxDTdUR9lBr1QNm+qupVqUqodLt5PtxFZtLu6p0i4Lj+kIuXR8NtfmwhfrSw9nNTdV+6CXT5tv5wWUi18+fKoPmNvvZSsqCQXYQK+GHxycqr3sqkE9dPeJst7a4qWIJGZ+rb2f9MxRw9xrqJP5QudR/J03Lia8uYvYxYy3L2Jx+gFG0MHpjfoEg1efgGSdRFNItIV3hDEznDM1lTj6jkjTeyg5hVpuCJYqxDTYzSCPlQ8lp0pfiatJL262IUupEAltHXKzZ7eOu2qpt1WdrFZXTV22tqltiyxdzpKMalMutGSUrWsHL61PZ3096x/uNXJpr5FLU8ryOTHO1A8/nxJiYsQs+3jtewXv8GgbMHgRVsQsuYIH5TKSJuss10irJnZn33+LO0hKLRvTy3ZlyCi4EgVxEoXU2Vvg87cx/eJrmH7xdRgp5ZxDeHgCF3whmWbnUpWAqVeosBWk4SXqQJEDBXWQfBAHygfQMMr2YQR534RSjcCQJfE5AKY2GXUCsSiomGqoh1TAYuxTlr+UGRdRjP3xPiHmjHMlnHYx42zKiDnLtsR4vIvYp4yLfcIuZuxjwuOdHHe2k0KQVFWVYkZW9VSaxHlNKeujzZWU0lJn33mhmGItFSdTJaV+/v99C+fDJM6QZjZ3KqMlc4x0BMN5/SOCH7w4O4MXwso7+CBKqJPRI3iHh5uAoI3NGBy2g8fp6DF4h9NRyKkHY0ZwDtvgsPGitjqFKKygqiwiAI7hGMhQ2a11MJkLGVUIKQ0VJSWjsD8HpwSeLoBpAqcInnbi+NsyTpVAKOSBKWS42GlpxGakqHWGAFPOpP2E+PhcKhunKpOcEB69AuccaNxom5hFNVI6m1eVL16v1TpuB2ZPhUxPoKSTNFhuMlNDpVhITEw7qZviJORRnIR0SkqGtqo820dtljOXENMcxeZyUqIqM3KSvGeVnFrUw2abDQq5X1ZYeSaQEsuilBLSVAh8gvOqirI6VEP04HxZR0FUpwiD1KlhkHXeg4aN7B9yOR5ZiCsGy/FanxI58bm8A+HwHgApDUI8NcrUmax6rlgto1tK3u9TDaG2zogpWcvxDSllZFbKpkw1wl/qT1OnGkHVYqlIBWrOjPIamnVGSHkNc/aqGjVVKqHN3VdDGmziiMFCqPX44By8Q+kstWHSdr7sLNwBMzJMrvX+dI5eZixtqLQKpZPO8w5706Ff+uXtOcoA1ZHfm3f4517CZcfN9rklD4baJo6X28zxxEw8A6p0ldV+xXGckUQoe5m9F7EmUH+4KQyrTmh5WG04tdTNs4TlS6JqhbgqV3Ow73FSajbD62wf++9pXwbh0OumRT6olX2IYGwhkSsP7iAUcDY7q15zechmyLmejwDSfIZcXlxzuF1POVfvJz0tLuuVij+E0iZOSdrUx/uEsynh9cd7vH62x+NdxOtv7RHV0WcGTkaP0Ts82AQ83AaMQRx7G7AOOpi98a60Y55knSMCe1Oq1LB1G3jJQFFOkQ60aByMhFKhIadK3XCFrSx24WZ92/1vcfR0vLLvHbfTm9TrR3c9uG+etz3H9mUU8tPWtYQo0KZ5qCF2Ve2O2YCipdOJOUvkEtdUOeaz75Ns26eMty4ippTxxtmEXcy4mBL2MZeooM3g8EmPNtgOMoHPK1lsb/SS7XPIBHI2ZHn8Rd+HvtcdJKVuiLZR1twsHCfwtMP+jbdx/gu/DEA7yGPASfDAGGCvpnSkmFVRgEJKwTr7rVIqBHG6QizOE4UgDpeO2BMAzkpesQYnOC/ndLmM7jOTWf6BpVgBshECMXQUBtXY1n3M2KWMiynjbB8xKRk1ZcbbF5NsnxJ2U8Y+ZpzvImJinO8jcmbEKSEncVRTTMg5I01RnKOYwFnIKs5KTKnaIosmUUmqZvxenSZKdfa9izd/CRdhUx1WVUcIGSU5YJyXnDHO659z8KpqC4OoJXyQvxgcOGYE74DMCJ4QU8bgXcmZNXhRnpUQQF/DS4iAyRHYaW4sZxUKVWaclm/COoFNuJUpXHIUMiBFYNpLHrM4iUIqJ/B+p4qpSYirFIHYql+wUEqhOPho1CZltEWvKz6+wMUvvVWIQQoB7uG74Lebmseq/D1VKeu4FNd9uJd14ql4LqwdH5jah7KE/noPygR2WUgXn2ufuXSsM5Ad2DOIckkOTqT5fVgDqrIkv4cTYsrpaDCzdPAPE56vkFItWSorqhrSW24nK/NO1FNEJQwPpjI1Ysl5VaBSDd9z832IbEZTm3FP/rj9bk5NUW9d7+1Q86e3MzuFOajSAbWwNem0ggB9dKU5sgH2DNY6H0VfLR0dJ0lWIXWPEU6uqIpEWdQ+9SUpRfoeFq9BJnSgSk6Z0slrGIOonZptqEqpUJRSVAglm4jCCCnvmn0AHSWmWR176WNfOudPt1vHLYHtf25qK17UXE0n3zrzZdPKvqWTvzhv6yy0x8/POHdWeLF8UhyQTe22Qh4dkr3iIPK8ngDJet2p5TGs9DqTB9qJpNLWc1Lpb1xeZvTJcROmtySX9PPBbNP2slaIqwPiiVfOfXgxN/MiL8OMNELTz2kfils8HJvtGgBJOPdMuQvACCluVFUHL6h9Ps17KWRTGZk89mbug5t3D7HSZWWI8y8DO+LYn08Jb51HvH0+4ZffvJA0JJNEcUzbgHH0SDmDwdgEX3LLEjQvrfSkEFjKanaMkE1ZLO2d2AwX8om4Tpgk1YTYgPFOGrRXxXvWF2hthQ/MuZjeIXN9e1a2fKYvynKfpua4pEY6uqZty9bWmUKqbLN1i+qyXWdtmPzNBy+NkLK0OUl9dlvuY8ZFTDibRCzy1kXEFDPePJuwnxLOLiJ2+wjvHIbgsB09tsFhSoz3nCRsB1fyRPvmWrC4z/vImd9/UsoaaVUccIzg87eR3noDb/w//y9e+//9L7jgELYB46MtPuEzCOOjE3AyciWBoygJuCQAXjS4ZIl6NfyPdOkd/DjAjUJM+c0G8AFueyoj+ptTUBhBG80zpGEn5EJNeu4C2GdoMpQZEVXZVjHkXWS8vU9COBnxtI+4mDIe7yLePJ+wTxlvnivrej5hP2Xs9xFxyohTwn6XkFPGfi/LaZ+QY0aKO6T9Hpwi4v4cnDPSJGRKjhqGliJyimDOyKrI4Gw5sTQ3jeIiTeXzL/3v/46zMKrzZOSTKCJcGEDk4EIAuQDnA7wqzcJ4AnIefrOF8wFh8PCDh/cO40bUU5ttgPMO4yYgDA4PNh4PNwM2weHRicgd33M6YjM4PEgZ2+CxTQ6JGaPT3FVcR/A9SWiKK8NkqDVPjqA0iaolTaJG2Z1JWN7520JE7c6FlJr28jkl5N0FOCWk3R45JuSoNpcychTyaN3mpDPlTGESxDkXUs/h8c99HL/0Uz+LtI+YziL8GPCrN1sMGwfaPoBLEexC7Xh1PDtcp4POvL4fkaooa8+YdaiWyIn0hFmUcKqCQpY8Zpwk6b4opLiQkZbjrKqlNJSPa04pV3KcMWYqUWgFtLSZYz2aQqDVlSXM2RmJpL28kieKSqgeXEM+WWieklOinPIgH0AhNMSVK0t2st4SnaOQVs1sf2iIq5XbMCJFg6plpBSMQIRMALJ0Wo1Yz8yaT4LhqUlcqZ2S5HWdn896mrNJvTUvn5kFat4paQPmHntubOyqjqWRVIRKnBk5ZeRSm1OqDdsrJJSTDrsliDVy39RRvqxrz42izDKyzCmBt7xGNhu/BNcZXO64RagdLomj0hlf7t6YaNae8GxUunSWG/VU42yWkFXMj7HP7Qc5nme/+7SohDMdOIjmcrbkamvT9l325UoOY07IWtnIXM9VnFtYGRWH97ihc/3jVmVrk6XItjorq+Uh1HsoA7b1HHKc9NeozA7MK/ss803xYt9bQGk/Wie8bU+abbPBGsK87bHBO50FW7dRuw/5ct6ixirNbkN8Eek7qWRDx/MBL0zM/hIDk6YpebxPeGsf8Qtv7fB/f/Ex3njjAj/3s2+pnxPBAB69+wTb0wEPTgc8eigqk094OGIM1SfYDxmbwWHUSIrg5H17R8gs3wcv+WgdsYjqQPDOWi8p8w4sERZ6DwRGJipKKVPbWF3BemQx+dbGSrvHsP+tCC67L1YCr2OeSztuudnnCV4sD79cftzqNl5uP1RILUmbtk2bE0+yzVwyO7bNKVrTOdS+Wzvx2D5l7DUM73ySXM+WVuexRi493kW8eTHhfJ/wS4/32E8Zv/zmBXa7hMdvXODs7R28dwiDx8npgPMp4cHpiIcbiRLaeocHo4eDAwdNOWPXS5ap8/7hJSClGhTrEUcsTxHxfA8/eriBkBPDwuYknCUXQoBzLiogybVST0skoU+iUtCGyqnzmNRpzATOSfbVZU1I3ORpwfJvcf2LL8uOYWLN+8Q1AbmFhFjiNEtaPqk0cIoZMSbEmBE1TC81yxQT8qTLFEUplROSKntyknC0rM4vZ12npFQhpJqHlhpSKu0vkFKu4TzOwXlVf+QsCYpzBnkjuQguM0AR5AG4BM4205YUsxg1zC9mmd41ZGQSOeMUMhwBU5KE3pEZIc+TDecMJHUmtUunz3teTXP76aD3XDuAJYF5E+ZXQ6f0L2kOoGSfs5BTDBR1XmNzYHHkZYpPAtjrRrVhInk/U0K62Iv9xqghga3SZcXWrsJ9rM3uK0jKheS9s96HzpIIlpGzkhmTQE4VUGwdHAJ5zZsHSHkkEuKKkpAxLoOS5ViSY0vOpcZpIW7L8/JClyuqo0Btb4nMaUBVOZV1Qsq3iqm5UmqR4NwHDZO2ZOg2i5+QTmwOS/lDZZhg5Xru8Fz3lYCVqGIgkzmvrIkkK/mS2/y4ufpHTqsMx7of130lt5KG7el7taSp4qjb9aN2oC6dc35+7ZWMml+ra9RNl5JS+k6NlGpnR22VUgTMSShUMmzxKipWesJHO8fdIXy+WOEfSuedDzaXfok5XW0nHpgnhS3nKtuwSljJ/rX/g4Ntt3OrpbpoJFPF0WyqEjSfjVsHqvqp7lsVFK6csYb01B9RRWRbxukSF6K58RnBZGRU6SAuJsWYefW6bba/nrgls4D5Np7TkdSsv5UX0RBGvFRDkTy5+hJaEsrpYAcaxZQubdIMU0ixElBM8mJYj188Y26nSjtYclOR9UrpeeCw+9HklmKZzWw/ZZzvE84vIs7PdohTwrSfAAbCxtIFOIQxAgAuJulv71IGkc7anRhOfStwnVk8O/s90kEiU+JpW0xL82iUzS2pxPYdamdmWs05127+WZhY81BfpIrmtupw4HLP5ti2Uqc17Uq7f3t97aCMtU3lM2quUUb1L6uiT/xPS+/Q5pKSMD35O98l7KeEi4uI3S7h/GyH88fnarsBjIzzfYQfPPbRBkC1T7l2/Td6gncLd5CUakrKk1quNl7jgwGn7zvF8HCLB5/0bgyPHuDk1/86DA9Okc/eBu8vkKcJeZpEtbKfxODSfOYpI0NI1SogktAy7yRkapC8UjRsJGwlDJJjKgyijir5UELNJ6V/bKM6aELH7G/l1hzEmSlTc1N1FoIjZCdJwwOL7I8Z4OCQs8j8cmKQk5xQ5EiWBCQMcq/OATkjawJu9gkUHbLzoJyQ1ZGlFJSUameRq1fsU+2WuWEDH0ZVSUlCY+eDKqQkZwz5QUL5/ACvz9EPW10OcF5C90JwcBrG5zzJZ01+PgSHwUuC9OCdzrpBM2eL1Nkyx22tUjYH0FxDIYWad+bUkeaq7CA/yO2nCAQNq8oZ5CNczoBXwjLlqpbKRkpJ7dK+b1NDmRqPnIMbRwkVPXkAtzkBxlNwjJgeX+Ds5z8udrkJlQR4ssLT+1u3DXMmmu+lrJC6Mj5oOdJYUsoa4quEDTOINCSzqCxjTYieBwkVLkopU0HJDH1FMcU1mTrnvHBoAFNK0VIpteaENCRx9dyUsnFKTxRCiqpiysuseaTOwyyvlCU6D03CcyOiyv5BiTabja/O3gfyZYR8Ppp+HGT1QuNAirJB6gAmIGSZajeDkKDqBq2zTVVlOQBNNcUMBM29ZwoqG3HLaDq/xXGvOQ1Kx6d9BajO+uz67Saa763jbIRRIZCs/tP1LTlVVFTUElXt1NntzHyVADNnfRnCN5sJUG9i1hk2P5CWGzqeB9pOeEs/tHZYP89ts44kz23btgE1nKGdPMD2NcVg26m33zAHsYRLtNfYOhI37SIuCCZTKyy/L+3WOTooL3WiAGpsn2flrJYRNOtlX08MEODVMWUltQgaEmxEkdXZmp4C2WZurTO2Sj3eTI5h27SuLyoqawtY8xRaXkvovlbvsw3YqopqSVhZmwFrM276GhqSqdTXi+/OiKdmvRFOzQBFbWskZFyUs81ACKhpH2y9xzLkmzQ2m7O+eO3zSdW06JBT+a/jGaJ1+hOjCdvLOJsS3jqf8OZbO7z1xtt4+/X/D3G/x3TxGGCA8KsQp3cjRfHn9psER8Bm8HAO2A1eisjGI7H4QUURnE3h6MCckTUXI7yrAy/Q0PyGWCLikpMWUM9OnIjGrz3eJeHlFwvxxe0ppubnf8JjnwBPSpQcJ5bqRm7W2vqrCJpZD7e0KaztWG1zlm2T5R+VSW9QcodmZiGMWCYX26ea79kmIJsS482LiPN9wlsXE375bMLFLuLNt3bYTwlvvXGB/UXE26//fzj7+Ovww4iwPUV6eII337NFZuDxxYSzk4CLjceUsvj93LTH92mqvRXcQVIKmD/QG5jyrLdBcGPAcDpg82iL7XsfIjx6iOGVV+BPT0GUwR6g4OG8KE4SoUn621i7s1wpGkJFNXyPvJ/92Yh/mwvFZkarDSMpIdX0hhZ3vHbX1g6WiHt1BqzT44jqSLjjZhYly+Mk6iJA9gMA55z6uXovLGFCjkg7K6LCcBC1gFMCysE6pwRJpO3mRF7z2XkJzSMN05FlKMm5iZwQUhq+R97DOVvWZ2iha27xR+o0edfcP1VVQNunaU3kwNTs+at/VN8DlX2Lagn1PdZ3rsnsnZe8P94LseVFMk7MIJfrRWSH7Jx2/rRGsZ9SQoq8h98oKbXZCgn64CHo5AGGix22730EP3pMb5+BmeGCNZlPWCn1ztYto9DNZc08HEKeNZNr1nP5v+pNct1HCh+05wWbstiUU6aUoiyqKKYsdpc02b3aHDku5+G8IKOWSikjntsrX4bDERonQDv65jAUz8xVMqoop7zWj5W0LmSUn5P4RgqjkE6u/iZcQ0hdUsBXsCwxRFociYTsM4cVrI/fJqYgWE46UhVUzlp/6AkzA9TkjMr6+kwLVxNpUnW6S367Za4DAi9aB7doP4RwksrOHOna1FRn26HWnQQL2ZN6syWlrLMuYQuoeaRaMqo5X/u5DXUiXN5B7LXO80WpbfigqFfbawmhlozCYsYh3WYzS5Z9cutUyv4WtpoKYTsfaa6EVT2vlBs5aS0vhyGFV4Gg5UXLBlq7hdi0a+zeyksb9uqUvM3stIxY/8tsX8oQMUtEGAsBJSkCTE3IsJ6EKSYYaFQUKHX5TOnEFr6nAw5lGwOcKnmlS8qpbDOSiiyUexHyLaru3JyvnYglF3KK22sCVGl1M5Scf6UdaNqT8qfKWUDVsVQUtFzyDDpAlbdVXZuAXEkr6bPpE3WqrnUsbQ1L6LwYBxcioHq83LyQxn2fVVi99noWsHJvJcTqnpacmmLCbp+w3+0xnT/GtNshnr8lJNT5e+DGhwiDw24vaVcupgQGcDFJsN1+yBiTgycJtQdqntmUJSzPEUCZRFjOQjrZTLKSFpiln6UXbcPZDGi/X5asy6ssxaypmBwdbrvq2Gs/YzXpYyTZbWNlTO3pzrf2nUvJvfY51trC5UDNrE3kum9Jz8DzSKY2/Y7YK2PKkk9qF5OqpBIuJrXhfcL+ImJ/MWF/9hj7x2/AjxvknOE9sNtFDJskZFeus0BX5dbLUQ/dUVLqJpDuLpMRR5p8fNxgfPQAJ+97F8ZXHmLzie9BePAQ/tG74LYn0rj6IImpwyCNr9+VhphbqzMiyFnDp4opdZ5s9j0EmX2Pwig5pcIIhFHUUmX05vCPV2oqav9KOy3OQlbCKVMzZaRzGvtMJcn3GGQZkyRFAwPZC3OfM4MSF6UUQci27OQYzknD6hJyCdmL4DBpqKMl6tZl20kBENK+ft6cIISNElKSY0YSITu4MArhEoZCSrkwaE4pIWPCIMnPw1A/+6AElXfwqpIag8PoHQbvEHyjmmoUU6aaKiP+5d8VJrZ0gu3PSxGiMEiHMkvOLQKkY6gEAHISAjBlIdqCjEo67fSVPpC+8ELgeQ+32Yi6bHuqpNQroJMHCLs9Np/4HvjtBvFiD06McHoqs+5Zwuh25LHjjqGSQiVPiM6QJ86EORaaLy+JklOS62dAw2qRLWF+BqLYn+3DRUmVioqKm7DlQjZZyHKZfa8VBeulLpyPkoC/rlESCjrKbUudic9pCK7li7L60Dckvobrldn3fKjhfd6Lo9LMzNeqqZg8iNVpUbsnVhrJFGhrb4HbHAF15lMJl0Zxkq3zYbPn2VS/7TbrlNisezFnZKDMxteqRdKBc950MkqHh2evwXIY1CdeHeeyjtrwvTnxVHI+UVU8WW6oGrJHJRl6m0uKSKYgrqop2cdm6DOn3JPOfGg2YReKXgu9SPBiuba9/DE3n1HII0YljIoKKs/LQEadPXJqykTkmgTWcqotCSsjpYy4yk25ye0+qOVkdv2LMr5WNgrR1CidjKxybk5KlYkCdFsd6KszUlp5kAkCMCsvgZXAMkKrmcELqMooUVQoKW1XrJ0CsgCNdoKVQjgZOZWl7ci6tJyCUdsFm501JSDHMntruw/bTK+ZwayqqSx9YU5VMVWU3daO2ABJ8yLWJ8WYvwhakFGm8LYJMUq9bwMXRNJWlEkyQlHXykQgprIdari3TZjhVV2rg6Al5YKG8Um4O2qbQW2JuKLWWhJWHc8GDVEdk87EpylJ4jQh7s4QdxeIF4/BYMSLc8TtOeIIxP2APREu9gmZgd0kqqld9Bi8hPKNWWyhVTAnBrwOBFkon4MQUllzwdngk5FOS4th/b+tico+OoBoK9u28vB42ch15XMjk+4S2vtv166vxwFJVeqmeddq1q86OMWM/KlkVW7WtW1ZSbFj5FTiopwSUkomIDtXMmraJ8R9RNzt9O8McfdY+u/kEEePNEWkSex90qTpbTj8y4L7T0oZa6NNO9k04sMG4dEpTj7hFQyvPMTmve+GO30A9+CRhD7lhOw83H4H9h6IEc47DXOJ2jDPQ9KkwQyLxtFIKV+T8lqj2ITtSePodeTGnKZGRXCkMWvuDE5H22RKb8Cxhu1xDVnLDARPAFwhp/bJwSeZ9imnjEwOPkj+mpy5ci7kkL2QZJxlJIk5w/kJOUc4zS8l4X06vbw5uotnFWI1LT+eIug07ia7dtqB8PrMXAnfC3B+QJ11j0qonsy+J8o2maVPQhW9klCjl5DF4CU5YXBO/9rZouoUr3MV1TFiqnQZm47U4s95IAR5jUYGADoq6dWTTGo/LVHQSOftt1SRYHl0yAXQZtsk0B9Apw/hTh7CT3uM73k3/Dginp2DU4Y/PQENY53FzGzrndh63XWY09GMdhdHI0UJwWhDLaad2EycAE4yu6NOQoAoOd4Qp+JwzAgpW2ej3+oYGjmV1engMgMpz8rzjKQHGmeiuR8SNaaQU2JzMqumhaJagvM20TlJPamkE+kECFKXOgmLtW1Wv+aNkl9ZQxtNoSiz7ICcqsccysxMOna51vGwW8uzP3WgGyfZHOpJyah9zDPpts2yYiO5mSWvXYZ0Siy0L5mT35BbzCgzh7YhTnnR47DrKo8cNVSoeQ2VlFL1k/c0q/PmRFN1rs0BD7ou6HGDs1lMZfrsYISVk6AjIalkgIOtjnXSgZeV6P7aC0TplF/RgZ2ZW2OD1um2MFVmRrROeK6kqy0nte1JR3WNqG33sfJixC6XZQ1/tX0tf+bsevJh2VhUUYdlA5DBLIhtz0naZgZKVce3SkEjaK0sBJ9r8n8tR0NTXojqtPLsqppK2nhzUoWMKuLX9kLbF8e5KqS4klBkAxCcdXILIaR4EsIJUXNNTntZn2LtoxRSaqrfra3ITWgfy+zM1lawLds2Y2ZDjGUlVQYryrraRpSUCkEHMHyNLihthYXrNbkGKQRRzXoZvJR2xAHDRvvlHtD2BDwUMgrOgTmokk1DycnyxOrLKloV/bs0JEaNrvexnjnaAZ2YMlJkyYs7TYi7c6TdBeLuHAAj7c+RdueIG484beGckFIMabu9J0wxYwoZ3hGSDtAnFrIpMUs+SW5UUagEhAPKOlJy6aiFqPmU7Yw6wzdLG2kWd3AO41BoXi0Y3nFWtyCTgEXdeWxfrsTTgkYv5M4qp8WzmmDWVyxkVdNGzompOpBphJTled7FjIt9wqSTkMUpIe53QqzuxHYl57JDHAekmJBiRkzan8zNNb9ExNT9JqVmQ7BUQ0A0n5PfbDA82CKcnoA2J6DxpJJEYRDn3RxC5wGwDvv5eb6V8nt1NKfkPjFCynJI2chNCefTuHhn+aMs5KWwIVhWK9Qu213RhKbpSHVR/jhRSDEk2TchYwhCTo3eIQWPSBmcPbLmzCKnI/TaQUiUQQlglkTw2Q3gnJEdgZKX/FIpNB0ghstRFBdoRswY8CaJBhA2W/iwVcdUZLQWvue8zb7nqzLIy8x6poYKg4NzDn6ouaRkHWEcPLwjjMFpTqmqlrIcU5act4yEOuuI1lwPwm2qaopW3kj7nsiUeUZKGYHHoojzKqsPQ+3cZckcwYWokhFI8mleoVioaKMcoWEjNjaMM6KThhFucwJOjOHBCTgluFH3KURoY2/X0Q533BL4sKWcjSjL53niWAvLsBFxHblOMuEAGyk17cV+GkejOBbTXoinKao6Sv+yjYizzPiYzcHIxcFgxtEZSFkdowpTprarZJS7qErte0NKkalNy3cH8hPIyv+gZNQgOegwRFVJSVkiH+QJqpNDzgNBniObo+cYzF46ecwgakJOVuzfqKpl/gpzho2Mstn1JiWYdklJqTSXaydzwLOMjrX7mHPd5p2KKVellY5+mWLKRm0Ntr6FEU31NVRH29oLc7KLEsQtiCfIwIYnU5eKomPIQjgldbYzM4IjJOdk1JjVwSYuzjo5DU2yjjdzIQas073sFDalRq2r4/mi9sjbDrjpJYtSCa2acEHUZmCf5/Y+pbZMKJnblImca7lpZ6S0MhHzfGKXJWHLizpqSeK2ZcPa9pl6kOYKQSNhbQCrlBFH8K7OxuWIMGbZNnhZJg8kHSjMbISW0/xQmkPKSf4PgpSNzCgTIpiDe/BeSvvAlZzKqqA1ciqbGipKPT/tlIxS9f9+J+1BnLTNSKXNyFMlpVgHyoyMkraDNfelthWZlbDKelm5KdB1sKPCBiuaNTqbtRFSWCGlSnqMZhCYgqaBCL72s0OU9iCJMl1yeQawD6JI15yMcNo2sRBRgL0H6ScTZxl8VKU7k8cBLuOmOp4brE7iUm81A6/awPBK/WBLLss6ENQ69y1J0ZIRZRKS1gZ4Thh1vMSYMUC8sA8u6t1aHXLtX85IrNqPqykamnpeYTpaNP0nRmOvLyHuLyllQ7JF6qKx5T6Dxi0oJwyvPITLO7gHj+AfvRu0PQE2pxJmt5mESPAB2XlxAMNQplen2Yx59puoTn6TmNcIgDK6P4wLpZSO9pOXkZ1ZHpQVYsqIEgKIq7rHwvZYHQBAE/AyIQdVSUVCTBkhyfe9qgcciWKKCEhZHMWcGc7JrIRpyoheZrlzXvJD5STkVEqsIXuMrM+lKKQ0XM1gHZIh7sq64eG7MR6E7xk5JaoG5wnOOZAqn4gIXomnMPiilLLwvWHwCI5wsvEIzuF0DNgEh+3ocTJ6jMHhdPAIXkb3g5PRy0FH+dt8W9Y5NbMifQHUvI/W1goh5ViSajKV+4EmiC+JNrMQnsSsdpWKgoWYD/MxWL4cJTqFjNIE+ttTUZJsToFhC2wfwD18NxBGbHZn4JTgHz4EbU9ltLBJAF1yOKxO0N7xbLDsnLfOhW2rZJQ4FqqQintxMKa9OBaFlErIu4tKSkUJ4TOiKu3N0YjglJGmKJ+zOhG2LXP5XrYxl9kgJbyhvXRzNvS7kh4tG2KEk6zW0IxCRFVnww8BcAQXJC+fC15I6SZ/Go0aCq2qPwoDWMlWGiPYOyHGnQfGDSiMIA5gz+J0kIMpUyUsQ5SidlOLW5sppBJXhYY41yhx/DHLVL8pMy5UKbVXKfWkfykpYZUZF1MS5zzWfaLuv09ZxAwHapBKShlxZTA1SH3oNfyorCIUMsp7V5xrU3w4VX2IM10d8c2gk0N4I/MdNkGO3+i+ppQafS6fYxYCKwcn7RNIxAa5XhsZE6XUoXWuJGQJJZkw9d79C8FylJjb8pDnRK2FplpeiylLYtfEdbmPWaZwT7mQTkZGXcRcCNuUucwSnHNVGJoKMaU66tyG9DGApMRVuWbwvDktg05zMqqE62lIq6kIg5M0AFVFSBiD9BUGnUwleCkT3pGUCadlggiDz9K/cCT7kKgtvKt9kKDX60hbYuHQAZDk6yTLGUflrsBNHqnZ7L5S11PczQcp4gTeX0iboaPtpQ2J1mYk5GkvbcReJ/qxdqKdiKW0GfPvdXIWXarX1apv2/ewVErJDMwWpiftiJPYR80vKm2JpMmo69yoinprM4KHG0bpd4+b0mbwos1A2kqfnCVnKnGWgWXru5IM6FKZfAiQhGDyDsicwK6GuhNoCQADWb9c9ij2aL5LPYZrWHDj5gnZTpUoZlVI2WcCTG9t5ZPvICHVdNHuNe4a6dISUMCcYMpcB3EyWpuq+5WZ37lR9XJTd2b73kQdaV+6Vfvaee/cA7ol3F9SCsBMU9SSU6ZcGka4cSOj7sNQpLxsszzlJNLfEIEkBALrbBtweW4cVg+ZgbQJeS3via8SY0voPVOqlKVrWKfjd2Wf65+Fm82n7i45kpzMvhecdPSDI7CXDlUKUmRScHCJwYGRk3UepGB4cJmlTxQGEsYHYnCWWSgoi2NHqjfPmWrDrs+JOcOjrvNhgFflg418kbPlPHn5jJQKThVTQlgFnWnPW5ieo4P8UUOZec+VkL0aujcPYWlzSS1owcM3UuTb1c7MqarvlFXdpLZjeRA4SOfR5yb3mXbsXJ6Pvpl9HZCdqhbRdayhkBwG0CA51ChFGUn0bf6yQ8Kz41mCF0usNB5N87YgqAg1yWxxPpLkg5LQi0Y5FSdxMKKEa3BKyPt9dTCWpFQUu8x7cTByynNHw4gqczh4fg+zEfBix3UXGd1OWjykjnMrpBSnDHIEHjLIO3AKkmstaLJ17yXXipdkpKQODkGnV/aT5I5yMntOybNCrqg/dYMu7Vlj5usdvI3F65gTVfNpfWtuqaoKkZwBsn4XE5I561mc9KiElOUDmEwNooqDNVLKJNp2pQsB28zxLqsaBzxoDkHvciHg7S8Gmb01ZKkTGSy5CTMjZSfHwpx3hncangfp/DuS7rnNIpYlRUt9hqTX2i5xeRV01faO28da33bW8S4jvTwvG42CyZSCbaieKKWMzK0k1G5SMlfLxi7mQkKZQqqQUqaUalWE2uuPi7JROuuGBSm1nHXXJnsp6igvBGtL1Gau5FLIUjYAUVkBgM96DmcDPvLsfBYnNjADGUg2K58HyiQGzbMu32cFgJuV2j6wkVQNWZXtT/MGRvmbtRll8GIS0ipGnXU6Ie+mMliRoyiljJTKUUK90yQDaTnVAQyYPSxDvg9IqWNthdM+4Aop5ZWUGnRGvSD9aWaAQ4LL2qeS5H8lzA+m0Oe2zWDpT4G1ndD+mnNaSenkM9ZW6PJwSomOZ4UyZtF8KYMZ7dbSBa/K36LEdtL3dU5mBifnZaBbB75rJETT/29dSCxcsqMEJK18urzdOuLqXXncsf3e6W3kzF5WV6wftJxEc3kKXO80jW3Oj515W9Ts09pes62cx2yyTAZmf6oGddqPdtV+Dw3i5bCKe0xKNeSAKVH8IFvGEwCAi1GW2wegk0cSBhU03nzc1rw9XhJ6YxpkZhKVNZdcL4AuG/LLlDElzMqX2HYaNzMSoU5ZLskZRS1lU9IqccCHBlUqSTJHAxi8GKRIxzOyJuczdXQgKp05T4QpZQzBYTt5TDFjnBJSyjjfO+0gOolPTRk5eukAxqwKKZVnW66TzBr6BzCPSkrNZ+myZvxkuijrTh49BIZtLVTaWzSFVNu4OGeqKYIPUhBDEAXVGGpY3skoYXunY0DwJOoo77AdPLaDx+AJ20HIqU1wGHT0clQCa9DRTZtVZ1nJzF8EQUbNzNaykEkZ8v6AQngSoO8+lHw3RT6eBpGI58XMOS1hqXkNyAfJU+U8MOgIoOaW4rAB3AAMW7iTB2Af4F+R0VJ3+kgUVeNWyoMLVaVXcpjdpJx1XB+NE8HL9W0haRyKopKyhLSS4JzjXiZhmHbg3YU4FKqG4905kBLyfgeeJuQpIu32yCkjXezq6LfmWjCCShwNLkqpNCWwqiCzyCDEKQFq+J45G3obM6gdmcMxdzDEln2wMIyaX8pZrriNTGjghyDOR/Dwo05ysB1l23aUEfFhFPWUH0QN4D2cjXZT80ydzlCYPUQxJSEZ5GqQ3sFba4knRklQmZixz43jnEQldaHO9EVMSAzsYkLMjItJZlWZEuNiL6TUxVTJqZj0HKoUmYyMSs3orYbHcF4SAZeQnOU9yJeZA96E7UlzpUS/1queRB3iSabKDhoKPQYh+09Mkar17Xbwojj1MltRcAQeuIRABaYyskeZKykAdcppnsy5fSPLTmGvpp49uJAe+h1zmzOyNjNmSilT+sUsqsBdFPLpfKplImXgIibsNTHrxaT7L8uEli1TTWWGLrUPkrmQYCWfEdfrBDfkwSVlozijrobpQ8motpx4RxgHVQaqKqr0PVQpVcuE9EUGVWSbIiplUUhlSJ+MGZqvE5IbFNKFcETIBCFAymxe7eUbC1iJJ9KwbkqaA8pUUPtzVdbutY2IyLtzVdfuwCki7ybk/YQcI9LFHjlnpJ0qpfYTckzIKYGnhJwz8i5K3aR9whwzcqwJzpmhgx2LQYur2gpnaQq0XSBo+B7BqRqevJN2wdWlHwdR1lqbYeraps1wmw1cCDJgN26kzWAuM/mxD6BB+/c+SL9cmC0gAxLuTZVd1+svOQmZUSMdOp4Wxie0S1sv5ZTrYDyo+EElZcfoMGxGDKcPJQel9qnCyUOE7UP4cQMXHHzQaAsbuPY1ZLfkndWBG5v8w/yuOqCNsr7VGpTvWLcKOmIrM2Ls2PNpWQ77/xZIrruOYySRDIzNCSZ7Jrx2QLMP06KCLdvqDNYH29Qwy3O3lAVqiyJOgKQyMHqA1BcnFYmwDH5ky//spH/lg0NIDO8dOHiEzQkye4STRxh2j+HHEwynr2A4eYAwDhgGV/tnrtpkS5SZ2GJpB/fFLu4nKdWwomVOg1IztEopbZSGERRCyQMFS06tMl4OGZScDvUqCaXx+vPpb/X8hJqk19nMUa7kSilhU4tQvfk0uGI2XKh/LApTLZJmbCL5rhVjGflm/VPjH7wDEWPwErJio+0Ecbgi6YigjmZCR8AzEXKSePrM0ggwM7JjOHWayFEdIWPA2axdCwSk8tkPAV4dURudLE6Tdzpo1eQ88TWXFJEuVVo/+DrLXtCGKag8fgxGOFmSc5kNp4TrUZuHq2lcGkr7aMFtWStqZ3tsWibou1eRL7IHMhWZuFSYWTo9Vjk2yhNhyy1nWZv0WQkuF6pd2Z8fgJCFcM1JZp5s8kkdEFEtxX5faql7hXlhqGPiR1rKpTyHm1Fvy++Rk4ZlaJLakkcqIkclpSYloTQUI+3UwTCllKqmZNQ7KjllI99VNVnyhORKSM1GvVdQHIzibAAuiB3zoM6FJ2QvI5o+iUJK/ABNum6j3gCcz0iO4EIGeSknroxsQ8oGGJyilN2UAJdUdZhRZtqj5tmXsnb8XlqH3Dg5c8ZFqWFJK3NRSolCysL6cnXAVSlly920QkqpM5f1x1KqhJQlcbaQyevkEKh12cIBN5KQAJ9Y1KiOENRxNgeaIWF+phAbstSVyRN8IgR28C6DIO2L15DImBlwliC25vrJ6owDXJLAsnUkL6t71DPhK3breHoc2NSC+7T3ZTlWTDk4Lxdz9aCoAG0p5cFmG4prRK0qpdqQ1knDX7MurU4y8rYqc25YNqyv0ZQTGwSzQTPJCQV4J/fqiZQUQymXSfsywQM+mvuMMsFAyY3VlA3HokLPXLt75RkfNfS2zmKgVdI2OQgtfyBSVPXs1LQVaaaOkoGKVMP2dpMSUNpmWPietiNlMDIDeUoygNGQg0JS1fdz2Tsw1RRp7CI5q5sILmhfMHq4IP1ATtJvlKXU/zkl+JzBOUgbAYCC5j4NkhiYzTNwXuqRFIVQSknWe3t+MjjETJqsur1+e/YNXcLcsgQdzwrWTS2coHyxcmzRIRJh4SQPbRjhUoYPI5gzfBhkNm/ni3/hbeDbSKa1CIrWyW9aoPY7LS5zuX52K7diLnTJt1s99b2AEExo2qtjFNbKcUe+H7jgiwMLCWbuk1YFIhRX8tQIIZqTqaSTlFW7Q8ntmRwpTeA0p3IQ2w2j/g3y510dVDR7ba794DXSvXy194yUEvZJ24WGDCAjfLw0dsNGR2qzxO2PW2A8AcIo6hElCawaIXIi63U6O0fSkZWcJM8LpONT4zqpzgJiuYMszKpMVU6qVNEwEycjMpZTqub4ObxFkr6TsrAoSc3hgODF90pewicyG2El50pOejwpyyh2zIwxuOIsbSZxIraDK3lRYrKM/tVZyrl+zzpSWZwlbpymvN4h3O7r2pNHGyEHl84SaofENx3CoJ1Ey+8waBjfpklmvtUE5ye2VKXU0BBVJ0G22cjmGAij0xFP58r0zb6QfC35d8wGjWj0kjfFhxozkHNDkGqC+1xnCCsB7DlJyJHalRyi9mzJ+guxqXl1yIn9qgKPXZA8Oqr4o9OHct7tKWjYgsNYiKk5cSZ/fC+rq3uOlhhpHAsLP6PchFnsdzLivb+Q/CBxKkqpfH6OHBPSxQ55P8lUsRd75JSQznV5sZd99glpH4V40tHvtDPFlDgYQkqJ01FySyVTJWB19GgGdTIksbmSIEHIez9IKIYLTp0OknWO4DeTjGCOAX6sSikXPEKMMvo9RRkV30T4KOGpnhnsgxBVQcMxVNEqYdTtxBVByXVN2bxyKzXOvzrapgbZxaoG2Sf5fqEzoJypk322j5hiLkqpfcx4vJsrpfZTQtI6NqrqwML2bOKJnBZKKXO4iyLksndgzUnzLggSvrAgp4z4D0HzTGk9ezF4eC+5pTbBY/AOU8rSjqSM4Bxiknx9m+CQB4/BseQY1hDA5KyzxBigs/CBShVpbZo54pLo/572nu4x7B2UzzACquoJjYwqBC2ama8yVDlYp7ierD+hZSImUU7Z9rNdRMyM80ZFaOUhah0UVSllCikjaqUfkpWU0Csr1Slfp4pSQkTD9tQxMKUUOVdTCDjCFGTK+DB47Yuk2vcYpUxMWiamUdXog/StJH2CL8nSkyqopQw4eBICxROBnRBVpLlsDgiqZrCCilpKByfiXgin/U5CuvcXkuB8v5NcUjEiX5yDU0I834GjKGrTLiLHiHixB0dtK5SASpMoavM+yTPfm6o2zwcycm0jclSSqjDOl7wHV8lAazeqglaX2lY472Sdd/CjhGL5TZBtYyhthd+OSmBlUPDgmKXNGCMcJ1CyGVxDVbE3/SIKA4iljaAMsGsGNtrSwGZIWmpmKveOm8Iemw2YS3tQqQHzhWzp1YkfPGn+WIftJmC7DZhOT7B95T2Iuwl+2IBzxubBA2xOB4wnAeM2YDN6PNgGbILH6UYiKk4GyUG7DQ6jDmYPmvpjcDVFyOBNRWWkmBLaSxLL6pnm2sXHRL2n5t7bdk+bb6xsejZ4nr9lv9O882f6O+2Hpp2TVbqSqu2VVbosRV1VUXLtOpuwbXQMn6UOs/5jUNGF5CYjMBzGzCCYz8rYRS9pGzYyoLkjwn4/wPmEzX6Ac4T06BUwGH7YYjh5gO2DLbYnG2y3AdtRbHc01Z9b2CHZPdZH0FZRrS3eRdwvUqq1HG65QXsjOhOahfENKnMeJBEuQgBb3ifyYMfVILPM1jQLt7Kk1Fi+QNIYdldIMZkFaigEVVFjkZdZPCzpLuzveHXQVlzElWVlEAIBydWcBpLwXHr62TtEJaqSqp9smlPvCCGp45Bl9C9lRvBCVsUko5qJGSHOcz60pNRstBI4qqLYNLPvbbYePIbSKbQwn7aDWJKOqwzeOeiySa7bhJUY0WQhJxKyp0opVxP5eofSyJhEN+jzMzLKSEAC1Tez2tGQdZJTheQ9krKE7AEHMHxDTFEhqpib2Rwvs6tGCVU+K9nJ2pkq4aA2iyQgSilWxZQmhy7hoS0hNW89V99dx7OCKugaYspCOEmn+i5TduuIt/1JWIYQVnmvhNNuL4qohpSKGr4XL/Ya1pcQFyRU2iVRICwdDA3PYFZyqlEoXAYryyV3lI5+kyOkIYlzYaSUJ+QhgZyoMp0nne0piEORsiS3JZIlAJcyArSc5gz2EkLLcZQLUNUqOQ8eRvmcWzWiEVLrzE5xyK14quNd8+RIrijJjyOOeExGWGWc71MJT9pNSRzwfZyRUtOUkaI87xQtbE8dPXXukqrWWjWIhSwd4dPm70EbMxn3MOWp5EsxcsocQO8zchIlakzSRkwsMnKp84HohegLGjIeHBdSCbA2SMK/2QFB7SRmRtA2KzurMzU8afHgjytEOp4VDuyIZ653UbcBViYqMcWoIa6SI60m+Jdykkvi8ymKQnAXE3ZTxvmUhMzdJyQtNzFxKRdZPzNzKSNFKWVqHa7KwhkpdcU9t4StKaVI7Tp5B+dySR1AREhaNkIWdXhMDlPyGEJWRaF0+4OX8hVzBiAz7I6BEJJDYGByDCAjZoKjDJ+FwAWA7CSxfyUEgTaJ8vwdyXmotBW5KqPS1OQX1L9pL6TUXomn3U7UUdZmxGbgQpfxIso+U0baS5thy6ykVJoScpyraks4X66DbOsvAYUsN5VU21YIKSWzLLsgbYnXdbz12mYkuEDwaZC2YpDBh+y9tD1JJtpgzRMlk/YAPEzS3sZJBphDBHIAOOngEMnSvFJzRNlC9hav5chr6rgeGmpvtm7NeqqzXSMegobSjoPDMHoJ39s+BPkJIALnjGG7RRg9htEjDLLcDr6k8bDoilHz0nrLQ6sEmNO6YqZwKYRTDZGqocD1Phbe6Wz9mt20hNTzNqvnRkjp8hnzUbPfM/6oadIqjdDuBO2LKClqXcdCLNr+UAUUq7+ouYa9Y1Cmoji36CVR3Mq6wcvsLxLtw0KsDg7IHsMgod1hkDypw8kpcmK4YYNhe4rhZMQ4BgxKRpnwoiimjAKhhY2Z69c+FDx/G7sJ7jYpVYzEUFsCCQdQIkqybkOmg4UmNYQopsCiMAmSX0fIKK8hINDpYAlEGm7GGeSSNK5ZOwCAdgqaN67J80ptZMnT4YT4KoRFDbWa5ZBqP5ebrZ/MuBwBjiW0zkFGpcFCvHgCGA6UANJks0FJqGyhFyo/HxwhZofRC9G0Ca7OlpOkQxkbyb2RUjkDSWfEmTlLpVPIpRPb9kc2oYbvvfJgxGYzV0rZzDfmPJmstswK5Wyq5Savg41YaIPiHbAxNZSvrLHNhlNmjtKcKaMqpEIhpNoGB2X0ox1BaN9NmXWPGCWXlIVmugxTfjNI7YZg4aBGSDEusyuIMqoQrJY4fxA7daGEhzIZMaUE7OZEOqph1PC9JtRvZmttyGhDVL2Q5vAdhuLx1US1dRS2zqxkCWrL37QHx0kS08aoToUs026PvI+IFzvkmBHP98gxI11MSFNC2kWkvTgSlkMq7kQ5lSZJWit55CoZwhZK1pTvYx2JUlfpqLdvFTmkkxWYUsqcjlHDcxPDBadkGMMN4gC5kEDOISs5xY0CkTNLMn9muGEvzzIMolzVMEeAlOiTTgCzv7InJKQJixoElZCy8CRzvPeJsY+sJJQoPS4mccbP9wkXqgyxnFL7SRQH016UUkZKWWiSpBHLxenONhtiNsWa5vgq066v3Ii2IVV9ICENogbR/E46K6JXUip5B5+kPXHZFaVtdhmUPZgZ0UsdFzTni6iiqExhUcLFnYT2jZoYPWVGdFynujdCSjuADICpBNh03EEYOdsSVULWzkP2CiGlSf6LstDKxCRlYjdVEmqnhK2ViRSz5LRMjBTTSplgVU0lgGWdkFK5UUpZPbq4ESOjrGyQqKKkjpIy4nUCBqd575wjCXN1Ut84R5JvLzNylhCy4MVyZUkygQwRPCUwHIITNdToSb/bQCAQtULNQMmrXcPG1kpEHcSozHkqiqnSTpTBCxnAyDEi72NpK/I+zgYy4rkopOpyQUolnpFTOcmgheXAS0YW5qvbitLLddWJtzx33knYnk1sk3S2ZRcc8ihKW84alpetzZDBEhelbnehyT1FGjZs75oBmvYyUKGDeDb4Q85LZxmkg4vijUpInxCNHc8RhNKPlkFiLlEjjiSXVGbCNjjsg8eDTcC7TgZgn/DmwwFxcghB7HL7cINxO+L0dMDD0wHb0ePhVmbpfrgNRSm1CQ4b77DRsPbBV38jNIqp4iOgzUNbPzsAM5UUVVtvCSkjsmZ+xoHPgYMV12krr9WeNr/1otrfmyimGt7oYL1hxjc17Fchppr9Sl+Sue7P9R0ySV5mZ8SUGmX1kA6vyGv/d2ARNsisjQ6ErJNlMFKQNuDBmLW/xSWiaR8H7CeZjGg/RCCfiF88BAybESenA145HfDwJOB0DNiqWn3wdaZYBzqwt/vYv7rbpNRqSVWwlXqSGfPASgKROvHSkYb3mhx6BFOQMDrnAB6kusvyKlmnEa/KhaYjUJZUS1Nx6Ktzz6aEsnw+zlQqFr5HSk4Z6dAQVMXGhZ4l5mK4XjtHBOnYOwIQnIbuZRk5yBlBSajgCImBkEQNNerod8ymhgImdXr2kZFUCWAz38QsZNReO4TROmRoZ9/h2XKZ12Gzq9/e+8oW03Yrt68lZjY9M5lyyWbQq1OVE1WllM2sZ/t5kk6fc0bS6fHOGhXbR44Zg2xzpCOdpJVJQ0zRgcm1NbgSUo61woEQnNaJkRsDkdOROpGAkzOnmI/YFRqSy+zKVVtR22Fns0daEvVBwpc00T/A4LABOy+qqkJeGSFK8781e+54NmBVSc0UO62jIaEZ1lm2/FGsyc7zNCHvdjqivVenYqfOxoR4Ltumx0pOXURxLnapkFBxJ3lCZFlJqpS5TK8etTxHLc/FMWVu5tMUSPSL5VKR795Jo2x527yWXTdoCIYnOHU68pTF8Zg8/JjgBo/B8k0BqpRiuDgUf9MnUV5RSpJrLecmTHoCouaZKjlXmmd92euxv8bxjs1fyYsTk4TopYyzvZBSFr53tk84nxKmmHG+i1J3ahhMNJVazIhTUv5RkzlbaExKyJZLLCdxutURt5lgZzPCAoDVOTZQAnXEdPZXchK+6ILm9FOn23lNQk81Z1/OLO8lMaYo4X2JGUHfx6CqkJTVEdTOmyTwBMYk3bqYM3ymkotn3nkUMkoc8Su5wo7nDCMVSshe+avJ/9syYcrBnZJSF5o77WIS9eDZLuJcSanHOyGjdlYm9hpOPDUhrZMqpaYkZTFaaGtGTlFJqfmylg2tR1tomYANKDkHp7PiOlUeO+9Lvg4jbS2fpR+UKMkOPjrEIMpArzYfVDoYk5QRIul7eZcwOHEaskcZRPQZiFnqzOL4XLfdtfuzvxhnyloJ994h258qo3KUsO40TUjne0QdyJjOZKbW6TyWNiNPWQYz9rlpK2qbETUhfWZRy9mybSvyoi9ozrs5fdbfCtq1CtoHC0pKlfC94BA2qpCagiqlAvzgxB5ihh8kRQKpqlaWBJ918IcILjNcCNJXCpqaI4w1V2eOkAYmoCimZonOey31XKHEVHGu1XZsYBkAToNHGhnv2g5478MRlBlvvLLFNCVMmwBm4OTRiHE74NHJgHc9GLAdPN51MmAzOLzrZCik1Fad+22T7sP8hqAD5ZWUIiXJar+H6LAvJOsq8TQnpJpu92L94jEcrKXlTrN9r/14X2hPvyWIjjJOK8esElPNyVj3JF1xQPM3RNiSmFqyV5JyQHYUyYvswKz+Nyysr4ZmSrfMlRQ6RCyp6yBiERnAywAGjENWpTlhMyVkhkwAwoyw1/QWwwAfHIYx4MFJwHsejnh0MuDRJuDB4HESPDYq1Cg2d88JKeDOk1KXgISNtA4HICQQZYA1txTnAHIZ7EJxzk01wjp9uJiMK/SqhFnRIWmwNPGGROBCTll+qTVVlCxblcpaZ4S0QhZj171LQag5Ocz4JC8BpMOFDK/3kVniWJNjeB3ZDFlDKhgImTSJZ0bKOptScjItc3ZgZoz6vU7HXEfDrOPRjpDlxlkaG9N6dDJg2oaikpKKuyGlgKKUslhuojpVs41clMahNBJKSpGQUkZOBc0XNRq55arst1VGlULc/qE2Lm2FY2AieT8teYSMkoQ5AyXdnVDmsJlclqFb63Yl52UjLY3UVLtqVU+sYahEjJJDp5np0WyQm2qK73V19RKBF7bQklMWnpE1tCAnmV0paeLz9q9JTGuj3JLUPBcHw2ZMKqPekyhyoqkTNAwnQ8iYjOpwtE5GBoq51tEYnnXQgnYmg5atgIzMquokgsuEAICzhM8wS+Jts/sUkihDpwToksghxwSXEjhJ7hBQTfBbnlFLRC3/rngVRcED6c6UZN3MxSm3zzGLkizlXEOYmnxR9lxzzjUnThTiT0KVlOS32RCjznRl75RTdbhT1Pq13he3jrc524Dk04KEMYoyyoGcqM5kimwHzqLkZW0nnNM8UCwqKcAhUS58dUoy2heTbkuM5DJidiX5e+ug2jOSQQrNh6XKBSOkOu4g+PBzSy3Utn5eFiz5t6ioVspErmWjkN9NEvNUZv5t1YOmmDKiliWXXoqFqGWtHzk3ZC1kwoQKUQ1KOy5tJumgDlFV34CDlIvsAJbcRYlQwpJZR6IJDCKZhAFMiEHKxJRl0hjJzZklj1SSgdLEkEli2GYvrMRfWzUdraZ0Z2o3ajthJJzN5it/GUi5tBWlbbC2orQZmjsqalh3lBC9tK9KqZyUQNfQZSGltD+IJpm79f9g5b6m2QTMQZcVpb9HjKT9sKRtRU7yHD0Ar8+NCBoSniTcUie+kHcpanxLdp6j5AFjayeihIOz03QJmTR/oy8TiZQB6PaF2PejBaTjWcF6p1w+qx9EdeBLfAIhjU4Gj4ebgP024cHpgGly2HtJdP/gZMRm6/HoJODRVsioB5tQZukWhZT4EG3eqDLAvfAbWoWUkatLQqqM97aEFNUed81LXG+YFt/bL7fRWh4jsu4CCiGk4PLf+r6XlcL2NtmYzdmJ54SYEVPlR9sfsPdiO7K+Dc127giQKV+4DLBlVMLKZtwjOGQPJJJ605ETpSwc4iAh4d4BUwoYg8MUJbxP6kEZOBxHjwcnAQ+2Ax5sArZDneW1hJU2tknF8JZP5X7g/pJSsxIvTR65AUyWw8ej9Kx9kBA+UtWUViCcGyefGXBJG6e0Qh60P03191uCydY7C+nSa7Bk5822mVqlPS1LnKpSZXo8A7kanZWTrA7gwEIwJe90ymYhlSZVOMXMiCx5QiadLS+ySbChRJT8sY6GtsSTjYwVtUSzzWCKKcNwXu/r1733FPH0dHafy9hsSwpaKn6iomYatPD5UghRPg96nBFR0pjI56CqKFND2ex79fhKUFXFVNPgHH3vopiSqeYBsHa5WDqttcOob5BrsvwZCbFq1k5/uFHaqR3N86HVHGim1gIY7CXBObtmtklXiaw73UK9Q2CqNmKWnHecqlOhxAQWOUJynJD2mj/Kwi8u9kgXe6S9hGKkKWM6mzSMT0e/d5JXKk06Ep41vxHrrHFW9rVMRy3nceFkmNPRoi0nVp6DlqlBFVOmEAgxY9gnOC954JwnCdkLsgzbjDyIg+WCORtKvmYlSZSRd0OAyxl5GqVTECeU2VQ1Xxtxgo16E6dC6pQcIQ2qGqT+tQnPp5xr+J7OIraP87C9fUw42ydc7CJSYux3kiB4UiJw2qdZTqmcM9J+r+TUHpwzcprKbIs5Tup4KzmlI/+HSikAVEPJSSffIFXrOm9KqVHCW8IIFwKcD0iB4ZyTwQpH4OzhvIUp6W8SlcGB4OssfY6SJnR22CZzzjOI3CzsMauHmtVQir/Xq6E7BSNkl9/bkCwjay1sL2ZRSplqat+GsmoZMaXUfsqikEoZ085CWiNyZMSYClmbotQBcb+TMhEnUQ+mKERtzsi5VUrVGZJXlVKLsjFTSIVBw/YGmfXIBaQQQM4jJNmWVUXIGrqXkxMiTvMgeW+5OxullIZkDMzYJgeCw+RzUUmlZnDQiFxHx+dpnSlsNffgbMa9NpdUnJCn/ayN4CiqWgnztjYjYXo8IUfGdD4J8XQ2zUiplBj7fZI+ZVKVnJHyzJjaNgO1rbDBjBbtCH7b53KQNoOIMCZ5LkMU9f/gCXmf4JyoaclJW+EHhxBZc0rJ+5ZJNBxc9CXMDyxtBjPDx0ksOE4ACJQ0X6NOegTOoEKbt+n+5fmXXFm93npmKMSNOv/FXhg60ROVsNkHg4cjwvsejgABJ4NH1Pb5XG323Q9GnIwej7YD3nU6YPQODzcBwRNOB4/BSS7ajUZXbDQEdxOa2f20P2PjZq2f0Pov5rOYSwq0Nt8QVIubbbmDJQW16oMsntVNn+1dwrFrui7x1O574NYsOxnUVEqL1SDA4hgItb9rJ2UArHmkLA2BiD7knZtb59QfZ5aQ5NGJnz2k2iYkZgyTwxQytsHhweixT4xHmwH7lPFwE3AxJbzxYMTji4ghCPH6YBvwq99zgoebgPeejnhlE3A6OBVhQCftqi6e2d1lNnRXcc9IKaNk2lUNuUOEVjEl6hUJYeKiLpF9QLnsL1pRLkH+rFZJrOtXL6UlotD8vpIWzfUckFb23W7p2K2hGpfNtCcMLUpon1VlBPlZG6HKTAAyMslIg2NGJgYpgedzSzgxAlcnYqaKAgpJ1RJV1kjbJTPXdQAQUo3FPxk90uib25XKHiQySSOpyihEQyKREU6EZvrWuq2oqmxUo5HaWjJSmzGjzrJ3OPLRPusZ37n+8psKS5QEltesMPD1yYDLy62dnGvZVauws++gJhSvUQdaCF+rpsJcGdVVCi8Ia6+amw32uYzSaj4hZglPU++l5Bqyv1T/ZBa99ruqD6LkAbFEwm04rpHVkSEENq4/+g1oI8jSMDuuoShOG2zbzhAPjCAZOpLTcqJkBqeMHEWNkJMSvikLp9TcE9szSFkI2zKb5VIdZd/tucr1Wofj6CvixglXAp4XdZ+EManqQZ+jhTSZ6izrOysJmlc+52RJ5lMhosTxTuAckdMEsKinihKkWRYQpE5Xp5uJQNmDvISuZLA6405ybLWzTjmHDCBb4uXMAGW4JLOClWsmmzDD7o9Lu2EqmVk4NxpSo3T1jvPwHXcEPFvMV3MtUtb+51IuKrlSykie/+WDv0YxmG3myVomspGzmi8pK1ErZcKI2qiTMWjZgNYFDci50p4aYZuhzgQRkJ2MeDMjewCkqsHs4QDkpN89g7QMOC0TWb/nfHi/iaWP1c7saQN7a8TT7GHzyhduStWsnqukXGk7Fm2FPNOmzSj1jyrT0qKNaBPP55o/LEHaCSOnJmsrclXS1npzfluzvh2zKmfViWvaDK9tBnRszhODfYaLBPIOOWYQQds2J5EQSSa1mC1zLvWwtaGU58/IEsavSGWbl1B7dB3PCCu+z2ylET6s+aWc5Z6VULuT0eN0knxR+5RLaO3DbcDJ6PFg43E6ep21WydIshm5VSVVQ/Rq8uj5THvVL1k6/IUMwNxnOPAn7F4Wd9kuMTv2CZ7j1avuPo5d9E36D6Xvub7CfuIg/xRJJEwhoaw+gobrqVnKIIKcz9IQyF+dzMVSXWcWJVPygMuM5CWKyeApI40eIRH2McA7KhOUDV7texRbFhJVVX0mrCgcAB3Y0+xRHvVn7xbuDylVyB9904C2I07ClyBhbKJWAVh6EoCLRSElqhHNz5MBEeBxVZo4G01XZYt1AI5eT33FljB9TpI1YVY2G11LWDXnmFVa2g5qtivZlbVzpOVKVMxUVU2wTg8VByHpzC45o0znXJ0Hub+U7fi6Pakcyn6rdECxIKNKO86t7wcA8KF2Dn/lww3Sg00tNE3hsAS77UiDfZ7le4I0Rp6aBoGAZU6oltxqt9l550nNF7HhLUm1WoDlLYnSTslMTWgHbTRnnUTk8qBa+f117GpuTx7GOorarirviBlsBCtzzZlGTmd9pKK0OiRwbdnxzFA6uEfetzkX6lyxqqVKnpAUkaf2L9XPe012vo+S0HyS3B9ZVVFpLzml0j4iRpaY9cy40FHvvTpPkVVVyTIDW+ab5pTimlNKy9fErVJKlFMj1xnafBK7816cDJsBkJw4FTE4uMRwg4xwk/dwQwQI8FMEAOQY5dgxAjmCsjwvCckxh+Mmr6oS7skca7ZE55IzZ58y9lH/UsakyqndlLFXxUeKmiMnaS6pLDlyUmKZin2S64y7C3G8p5064FMlpeLNSCkjqcmcbx9AqgYBOfgUAefhUoSLAS4M4LzV/F0bSeYMwKUmvyHLDHyZCc4lxMxl0gmfCHt1EPdRcrDEwJp/pyEiSj/uuHNX2pJ70ml6eXFI2lr7bsn/pb/Q9BVYFVOxloupLSMxY6c5o5KGi7X51bKGGsu6hLSXspD2OyGipt1RUioXFeFxUmqWU8q5WZlwcYIpppz3ID/ApxHZB4CArLkgs3inQigFm5nJlVxwk5fBn0FnMiYCpijJs6fIIGSk7DQnl5A4opTi0me7nLCVjSX8X+sBmX0v1WTnMepkGKqoXWk30j5p25BkFtYoOaVkxtaENCXEKWOaRAF3EUVVu9O2YrJ6EXIfGZWcsrZiqaIHmn6W9mdFIaWDjtpmDEzwAEZHCEwlAsAnVTvpACTnOuDJ2YG8thVBVLVuDBLy5x3yFAEiaTMYoBjFJrhOZsQpASBQKAE58rxtYOjYAGLHU4OaD1YGbLzd7EScIUmKMXoHz4wHo8eYJTIkOMKDQRx2U0sxGA/GIAnMB4eT4BE84UTbL8sfZTN1Wz7akhez8Q2IFv4B1TAtp5e39BlmKpVFu7a+br5i7l1e4zlesvN9alMvvVbCQT152f6z/oQSS6bAm/HOqM+PtZtiGaMYXIgrt5wptVn6UvehDtRACKnBST02ZiFLT5PXSIVcJgZ5JUr/6j0nA6bEONMJQmzir21weN/DDbbB4d0nAaeaC20MhEDznGdkvjQd3t+Vz/gO4J6QUvYYef6dbF2hOFA7Vlzzhzd5pCopJL1l6yxTUUpJhwPWATiqaHHLFfXNG7Fgic8XREAhHI6YR6mU9QsVFUK9d7LCkklZXc36Tw1xpZ2d7CSvUS00VaKYuHYyq0NWiShgkT+qLck8zzPTwsfacXg4eqQhVE6kQVvxtxX5nJSqDUKbi0qOx4xUqvubwzwnoGYjdkBtVGhJmFF9F80rru+NtNZTo0GbMUXtxmpFzotJJC+zq+b89sCojvbK+hqKxxaeAFX4uZpLqqitDmxu+dfxTFFa0kOXr46rmMMxH/muI725jAAbgWN5iGxUm23UO4lCqlVMpWbUux3tjupkRK0LimLK6gDUxjcvegQ26k3SZ4QjUeZonkcpoyyEN2Uta46QkpwwJykvOWbJ3+JJZtYiV5RSOWW41Nx/M+qPRg1AquopsxpewgNe9aqWHY6ZEqSQLXPSSiaHqOqiuSqqUR1Zrhcln+TzVEP2VB2S0yRhb3mZzPkw0XkbnsSkOaWYhZzT9ZmMwNYEniCQi3AIoiqAQ04MICNnSXpuz5QhSinQXPmSuIZ/pzIYwtVuzPS1PeO1qubY+o7njloT8XwFSnVU32mzLmfNKZYXZC639lLLR15+T/ZnyihdtkqpUiZq+N4y39pa+B5lUxkTKFtYq5YJqHKcgMxZNM/kVCGVRDzvJUzIygNpWYYqpIikbLh8WDZ8Js21ZjnqrC/Fpea/fjVV24TZ51kOPasTeVFfLlW0kuPO2gYuqtoMjqr41AlxIhsZVduHpJ+T3s8BKQWgVc23DrupZ70qDYgBdtJ+ANB6CjNlLTMwEIOctGvkMnKi0m60bQXse6sOK+raY8raxXNd2P6TtCMd10chCcoHlIF4oPYvmCTqASwqKSLgJHjEUVTBdQBJTrINTmfclhm8gyNsdaKPrSYzr+oomzlYB7PRKqDmkyC1g9nlWsu9VDKg9SeWTdxatqinbQZflmb02H3cpBgenMP6IK13N5dSlf1YNxVyykh2qiYqfzXQF2jC/9R2JeuOxdLUaCdPXMhUmZGVizpqcJJzahudqqYkUmj0hIejxxic2nXNfVZFFq2Sb83m7gfuCSnVgMxqoEtLoagTTBsZAEjOqKISaYkpEi7Bu9IYyYiIEU2spFDTSK1cxywcqhAWmJNQM1LAtjX7LG5Nflcsy8ZsLG6VCXB6PVnv0dOhE1U6PIVMosIMZ/UCisOlZEbb2czlN+xpsD2SeRleKdMGh6F8fu/pgHw6HDwm2a99LC1BBVhSQB3EX8hn50RSO2LhFseVhmRGetVzzvZdNEJz2E6uaUTlhNaA8loHZ/GgrmVX5UGZHdXPxYb14VXb5WLn7XE8Cydtl+uX0PEMUFqyxhXhZuPMwcizz2zklC45Zc2zYqEXXJyKHGs4RppUtZNaMgolZG+fD3NKTSz2ZDmlymg+5mWdIPdinTdHEoLB1mHjWlexVb96azYLlVeFDWl+FpllSZzKHMXxM2JtRsjZc8g1xFESnaeVZyj0SM0lZa1F+2p0HcvnEuWhjvWcjKrk1Fp4UiGjCmk4D5XJKSLFvTjaDQlVHHFVhXC0pM7qeGdVTC3rDq2kSMkoGcTI8tfkuQF0FlAwyA8AEVwKopCNAeQZ2REAh+yVWFISDXAlVKmGJ7E+am7IKGtTbD1mnbbyjDUfn7VpHXcPLa9bSWkUwjE3y5Z8Kn+plgtuiadCmrTlorH9aGTUpCGtU9nGmmdNFFMMVrVLIaiX9SqtELZGSDgHx0EnBwDImxeiZSUOkl8tSf9RmlwZvOTMYDJyCkhJcknG5Ob1gTtUldW6pflbPOe2WVglTXKt30rdkHTWzqZuBBs51SQ8L0nO6wBGmmrbkXSiBgvPK22GDWQ0AxizNgPzwct5unmUtsKr85SYSxoGzjpZRpawSAdI/kBdn8EYlPhyKQMTRAUVMkjJKQDgxGBXw9edLqkd1Mi5GbhYtrttv+2gt9vxDEHtB33s5hM4iILaOATHALzOcgZg8IT9mPFg9No2S7tjs26bIsqRTp6EmifRU/Ur/Ir/cDhYXi9zSUAt/YVKVi38vJV9D/da3+edjus+EwYOx/0XLo8yBot+be0flvU0Tz8grh5r2B6pX63bmOZ9SJC0A5A0CYxmMqHMOAk2uZhGKiSZBdtyNVJDmD4YfFEFDr5V+S1znc1zSd03O7pnpJTVAFo7FYJK85AUq5GZT0oCc3XCS14eIrBTc2SbFQ2o4VZ6mkvJg6VSqr1ElXsfEAHtfoVamR/akC7cFJHSTFqFabfa9MF4+d3IOSWeoOdsj6vrF5JrBpZ33u5/FShV03rXJoC3h6bW3u/a+vb7sQagFryaW6t9hu3566x6tcGYF9wFKbZ6Y43NNRdgz7ra03HbuU743sH3FXsql2G2axdUiC17SG5xrqN31/FMsegMg5vV822zGddyXVcdDZ6NgmdNFFzImrJOVFI24m2ElIXstTmlGPOcUpnriPgxGCll+dpKJzLXUXFAHA7LgzdlIBMwZs115x2yy5rIVpKayz2qo9GM+qMlphoHjXMqDqdts4TyM+/v2JtpHCoGN+HM85kI25lGS24lI6tmKqncOOI1X05OqohS9UfJJdUkczai6jBUaRlA2VoWgZzNJqb326hBxLFOQkZpW5hTFFVITiAA2UsYsBFrVBzvDM5O8kyx3XMN+S6vAc0ztO8rj760I70KusPg+WL2fg+XhzmVat6xWie15C0aNWFj+02ZqKrBqpZizppvTckocJmx8hAaak9VUcykGr7spI/FUjYcJJmD5ZxyOarCc4DlWcvEcE5sX5RSQtgmrShqcv+GnNG63eoHU0yV2Sn14UpNRetVFOt/ZblQR5UZ+BbtR1FINe1BrO1CXm7TdZZDytoGIaCs/WjUU9lUtTwjoxl1QHP2Ngglf5e1DVkbEMcS+uvA8FzbDa/EX9TJf4LObij35cqgDCB1LTmzt4VaqlVKLZ6dVEa5Gvpa57fjmaMlpphrP9+SS0uqFZ2xF6SqE4eNl9DYR2Mtd0AlQK1/Yp+Bw3C8loxqCShZzv2G5TVXP2NBPq34Ngf3esXD6E1kxU2fxbIIr/mZhykDzGde83+5bmsNYeZz1/7NnKiSiCVABCWln2n9J3BpL8rAp57UyKbR2Wz0lagyUtWrKmPNr71vNnRtUupu1dFkrE2tJGpGMhTzKeQVUEu5a76zVoBcyaTZjV511yuve/ZbVFfSwU7gg/WLs5bbrNVdKRh6+dz83qzv0l79yrqWE2H9sTWehBffrk1KhXpjJ4HA4fBGaf4f5p+a/RYV9OwRl3V08JhrY7E4d1m33tgsLglA864YBw2TQFQIsq/Z07HOzQ3s6lJ78o0NufmxB/tSec8ddxFrhY9L48Xa2hUyZlkQzQkpDgkqHwNzkBqHyNajdSR4po4qIVhXXDU1+5lDkq1+0jrKfieD5r+rRNXK7SwGr3l+7+Z86bHP3qq5OuHmnKM+X7uBw+fVvAAc3FRxIFFIyCxLaBin/Zrtd+klZu0JabfEAcSusZ/578k9tY4ais1ZY8KLG2rtsdpSfQ+8PKDj5YK+2rZeWW/iGhtBLTdWQMpAmdVrZuP2b6WsL8tMG7Z3rGwI8WSpHGSwUpxaKV9GXMu6SmYzZ5kYoKlnaj3VVGp2TfpwagL4loA6rK6fBWZlcPlsZzs272H5aHHkz8q6fq/huU1bwvNw75ULFKW+Duy5pl1gosPfo2PX0f7NbaXeP5ffPLiI5j3PVnfcGVjUiHypflAAK9Esr9g7QsiMzITkjeSVw9o8tXOi6XCA28gnW4d2PebXMbvOxhFZIz0uvb+rnsHVu3RcgqueMQOHaqpy8OHzb5KzYFZhUFPdmK/V1IGlmcC8zSwRTGDM0uug1qt2HwQqM+y1s0K2qWn0Uo5e/33BPVNKtZCnfjCL3Q0Ov4uwSrIF2wbMPtzwrNfDpW3zTRruJqfUKxsPbPz6fldc2vN8TVf/1sLmbnbw7UOJqY6XENaxthmEmGej4a0jxoxKQjVhba2qp3Um7K+M4DefTRW0THR+1aVmaeJVmaMTMEBGxjMzcuN0yOA36zaJvvNNI2z3IffM5XP5bvdmw0rPAaw/1aqiaq6YhTPE8+Pq9QrhxKpssM8o61JRg9isYiWJ80EuqYMrFBsge8q6zjnlx7M6nhLaV8KeyOm5qXaEyj2Rfq6Vm4T1zUfzLJqofL7th99xZ1DqhJZwWnnhtchWYnNOImC2hIaeQUPxZuFppXzUz1IXpCvKxvzaLMcocQbD6flFGUh0WNbK73IGs6tlI0NCUHn+s1ZHVGIKtY54HqWiaSNKKB/XNsOu0VRqszq2tBVokvTOByhm4dx6X21bkngetndwefpffRqSTjhrh9dy3dmgRvltIp0Yu7YHa+1Du62Edh88ItYQvjZkr+MuYW2gGBCH3x8OO9/sFT6hu3iDU3fcAVznXayJD45h7oPf4MDDXzw87w2roGNk28tif/eYlLqGs2T/XZM1vJX26YYM5fF9uSxobf3qIce2raw3FvZGJeIG++Z9+ejzHsjDJTvfhDQ79oAvOcdRyvwYuXTlW7kWnqc9ma33EZiXDO37P9DiLhV19mH+hg+7cWbmmqi8Ob3VNzZQ2Q5YXnqNrcTd/o4YIy3/VoYYy0jm4naWYbbPHUXivxiZKt8ueWLNMVye1/x/IhKCiABiKkqy67wJezbVaNqnfHi1TzKaRlTfyezVULOt46XGtTrzR8dt6gaixqbnyVraD0pdUFME5IOsv07ZqPa/LHXtvRAt9y81DWahOVfaeL2Xtqw8e1gOrbbuPfIimsK7VIkf1OMrh9uB1n5ws+2q9sLahuXvLK+2bUNmZjG7Zqr1HtGsfjr+21dcYMcdg1KYrQevTHcN0QcOwttnFVVbCKsB8JH18vU6hnKJoV22veOOYz66dvgWr6jljgySAAs7Pvit1r4bzNK4NNFeq9FY99vm7i0pVcaCef65bptLOa3hcs37qvvz7Hv7G2umdUlz3/xW6fIcTWpX0hPN1uto4aLyrTfD6jg2w4/tfrMbaytuXLF/+xvNtbTgY09kBWdn5aN//DrAZys7HfbYDlRIbQ9j1sObr+NZ4aQrj11NJj7br52xzq5Nl3z4FOoooHy4jAG/7CmudgKP2BMDM7WMnWDZ4Z51/lZsruMOgkimribR7JITh0MSWjv9Xne1ROGS574mDjdpr+TxEDWMpSFz9jNWLzIjEEnonUaCJawY+wLO/uy3UCXGvllnf9SuUweqvR+7KWrv26l2meTeYTPLOfdcjLlcM6H5I81TUZ2hNRJN7sGBSPM7OSd1srNcb5ITkbyFACdRc7is4XfQXCmXXB+gic5lhjHnfGM/9Y/Iqf3UbWVdsa+Fvc2cVmqeA+lpF7MT3fbDf1nw+PGLvoKDvrAszanTvgXLLHPE0CXDJYaLCT4xwj6BE2OcInLM2O8ihouIHBPGiwiKGSe7CT5l5H0E7RNSTPBTQk6MIcqMoZMm3Y5pQoqS0DymCdBE55KHLSLnCcwJOUdwlkkewBmS+Y3BnDS/1CHIyhZDJrdxDGdLjqDs4DLpDMcE76Sc+hRAyPBxD8cZnhI8HAJ5hCnCeYfBTXDZYXQePntsEXDiAjbssPUThuSwcaPM/MUBITr46OGjh/MElwOcI1DQ+ty7mpwvkEzesH8MpATEMyBOwHQB7M6BaQecXwBxD1zsgP0e2O2B/QSaJtAU4aL8ISVQTKAY4VOUXFickVU16TlDwhllKbniGA6MpH8MRgLKOg+ZyIIBhKKYqorcY02Gh7Y3zCWvz6jnGojgwRhBCCAMIAycEQAEhkx9zoyALO+Es8z6mp1MnJEjXPagmOCSh5siaD9J/bXbS796nFRyMwG0h0z9dyETIrGX5ZABNwB+AHyU+tkHbQTCrI94tL/5ovDgwZMfexfqJ6ASTa1Poqo2styKpnZLE4ilziDNNVeO04k/mBYTXgHN5D/zmaznHeZ25nSg+A3lQu2/hU9Stl9iD9caPV78Xse1celkUi0uE3IcbFv6z2u/Z9vzwb5VnZlRffMS4qDbkk7EoIrh4sQ5cBhl6UaZZd2pXZMDO6VylnXSzDe+A7hG/XRvSSlgbheVKOAZaaCKYOmUgGV8jWx/Ln2x5fnkTDcjD2yDxakSaZViM7StXP+8w78kn+r3WdLe1eWiYKwusX6eI6TUAQnFK6k4jz2g/UW9r/0FEOaJwevhc6eSZgVKDyiNvsOyA2DEES07Bi25tNKBMEVCOU/7Rknui+hQR3aMkGJ9dmsk6RI3sqtiu6iGxY0Nc/v75dJBzb6t7S1truM5Y/ly1zfUdWS23bIetm22my5JyQ/bvSFM0KxDnWo5w7bJepnKVqdhBq6cIa2dZMB+w5ESUO259Vpcs85Gt2cXiWZd82hagqQer3XGWo3cdhRvaPPNo22uX36rjN7PXkf9HSpHWmHj2T0SagJmLJYys2ae71c6vle9CCWYdAbO9rxk56H5n60ry/ZxtS909uCtnpYVWgPXd7LW2K0823caTt73vhd9CR0dLx68WK7lqO94IlycrQ3+Xg+9furo6HiWuE79dO9IqYPBPQDzmZOqs26zA7Uj8lD6oU1HUggqXrSXKwSEYekfzJyY1omCEAQ2Wx5pR97R/LhyIQ1rSg2jOlsHu3iWEYIZ2wrUadAPmdmiwiqMRj5Yx3l5vkpgzeP0K9l1gPPzutcv/zywO8GqY2WJ55eON5E6V9TsoyP+qOtoMeLBs9ENV85TZ16s5+TleYgAbvZlnTJUr3k+oMz1laFJUIe5PTZPav7Y1p/a0g8vTjyICiflSNQukgMIJYeFbDPH2Xx8U8Y0KkGuP/BOdRCfO1ovf8Zm2CqzXVWvFGWQloVW/eQdXHBwtkwOLkhusRQk94nTpbf8IcQYOMNlYCBN+etk5Nqz/FRmwOVKSGWWbTWp7fyW6kw2VfUUtM4bSOxtcIRAhIGAgYDgCKNOZRuCg3cENzj48uflnoITNUFwcN6LmsB7kG+ejSqQ4GSbqKdM8dOW9ZbUObT4SjpJPqyqgDL1xEIZRDrziSME5+A9wWeSWQRTBnsH7zOI5DvByTsAgDBITpMcJY8OJXDI4Bz1GqPWP9DkWzL7HruENkH5wnjkrpyX+3Be/xycHwDn4MMAkIcLA5wPcH6A8yOc93AhwDkH7/WZe7Ez50hszOvncs/2TKhRjNX2zunliwKvzghTy8FhEejo6Ojo6Ojo6Hjn4t6RUsBCrdKoRcwxt1lPEutnVbw46LTkXJM46ilKkkf5Pieo1rDM2m+j6EDtgCvtAQcJiSH7sVaxVfYvP67kU0MmzUgqI6WUeFLnRj7btlT2oUIuLQgqW6aE+QxMWeTis32rM3Qgkz+WZPS8KqX48ZuSY6pVOumDotZxNKdRQ0mKVLo45r5IcuufHe+b7262jYtqIIjkUfcniPfNrMyPqYrIoQrR2zc6e0V1D3Pc1e7qVKC2PExzepSUashLghBRNh1uJT6psVmzdbNlmtld+S2S+7TH3xVTzxFE+sCBQkzN1CRzMna+T1XSlO+uCcEqRBWBspsTV5nhvBAIzAyvpwhKzgdIuB+y1EcZXOsptTJHVAjX3FhtIXLQkBAkU9QSatie13W+fFZSg4z0IDjnhGzyVP/0PkroYrnXJszM2I5S5hd1SfMslxLmtW+0/FPSxdRRpUyihu05x4vwPSW3nJTddunYgZ2D80HUad7LK00StkdeQmay1fWkylQtrGSDArM4Pg1hRK1LW1KKfNDlACL5bfJBCT6voX4LW7Ln6yoZZffmqJJR9X6rLZRX0pBR1Dxt+07N93cKzl977YX9dttWWSmugyxc+ko2yBEzkDJjyoyJGTExLmLGlBmPdxFTBt7aR+xixtmU8Hgnn98832MfGW9dREwp463zCef7hBQz4hSREmN/IWF8aUrIOSNOGXFKyDEi7S/AnJD2OyAnpGkPTlEmAMgTmDNY+yyybMoEa2LvglaFWMN9XZCyQC6ITYcB5AJcCKAwwvkAP56AnEMYhbgNg4PXgYAwejjvMG49vCdsxoAweJyOHqdjwCY4PDoJGLzDu04GjMHh0SZgO3hsvcOD0WHwDq9sAgZH2Hgny0BC4utn4gS3PwPlBJrOQHEPTDvQdA7e75AfvwnEPfLZ2+C4R378NvLFGeLFHtPb58hTlGVMmB5fyPfzPdL5hLjL2D/eI8eM6fGEnDLSRUSaGNOUsY8JkYGLlJEY2GVGZEbKjKi2YsuJ68ytrU3VtwCYutTaCmsXrM1wkCnPiQgbp8+BZJ0nwomXAYzhQZBBjDEgbDz86DE+GOCCQ3gwwAeH4eEJwnaE3w4YTregccD46AQuBIQHj0BDgHvwCLQ5BY1buJOHgA+g7QMJixk2YB8AGsB+AMjpd5IwmeUgRxlJtJbjfuLiBdZPdYC7GejOEk4qkx/o4HvcgTiB9o9BMSI//mXw2Vvg3RnyWx8HpwTECGaG226BMILCCBo30u6NW8B70LgVf8IHwHuAfHnHcAEAia+g/ojpu9npxEIlHFD72Gs2QK6uW/Q/lhEiMzsqq25iTyvHv1S4RACxuvty8A6LfpPsM4uFKQ3kwg6X0UjWiDZ+dRWGVN+5huHJOgkvzUCKQE7guAdPeyBF5N25rNvvwCmCd+fgaS82GgJoGOFfeS8wbOAevQe0OZV6KpyAXdDQvuozlwHue1g/3RtSqu1IofnchuDZLFPZ8qHoDEmOZISegRIKVWYRgYmOlo0qcEglVBTHzd6xGiyR/gYBzKTT3ooyoe20czkGdYUafzV8M/ikM9KI0RMzkGUEvcRYm+KpFIJcCaec9E8+yyw3Wniy5mMo25SUKsQXyiw3lahqnk1h7xYs3sWufExv/CKw26I8ANROSnEkLcdJQzaJ01YL2kwNYQ2GD3IOL7G1aIkrbWTICCuXgGz7ZW1IlJyCryqrtlJqynBrF1lX2NJmG2OuJFRLXhUbvoFdlRArAMSH6rrEjJTlfFHNIziZzcbrL1qYjZFbxoKSmdvinB23jFLYqf1SNnLjOJnTBOdKvDh5DwoeLme44AB4uOBlxqjg4QYPn4E8ZrGVQTo7OfqZKSNJ7o6UGRkZgQlOHQxP8jkzSt6pyDJz3nya79qEt3WZ5IkStVRQR2NQddFA4lyYQsoTYQxOVDeDqoxGBz96WZpSSpd+CHBDgAteFFPeiWoq2LMJkoulqMtcyTf1JFZtr0KIF1NKSa6t4AjBy19mwuBFjTZ4J21P4jIttUsyo1fOkqNGnLQMsJRMcgSbcQ8AOA+gOIF9BKUESkE65T5WZ/tSUqpxwBdKKSJ1xJ0opcgPcCHAhwHOO/jgQY7U6ZalDwSvqinvHYYgSqrBEwZPCN5hcPI9HKinlJxsyLoZB7soH02z8HLjafK93BZ45bM2UtSMtJQZ2YStkhnOovQJcpCcUBwSckzgKYOHCJ4yMo3glJHdhJQysotIISLGjP1eyKjJReTEiHs5T/QZMSRwSohhBOeE5HeyHBpSKk06s1rUa4toZ8qrSu5aSx2SUh5O+wwuhKZsBFEQhhHkPcK4BXmHPAwg55AGhzAIKcVKStE2IHmC3wRQcEibgLzxyMEjbwM4OPDJAAQH3sh3BA8ePaDnYU+y3ZF8toR1gcTBGUj6ensC0gBMHpgIGDwIERwHAElmO+YkY3POgzKDpijLmECZAe9ArLSwS6AEUMygTKAoMwzCJZDLopzMWWY7Y8CTDpQ6sQ0AcM2SIPZT+uKNmREqGWUElQ1USP5BVEUqRIVaVJk6qEKDlx03Qe5960GbABo96HQABQd3MoIGBzrdAJsRdDICp1u4cYA7PYEbAvBAiAqcnADbE9DmBDh9IH3Fzan0HcNGvrsB8KO2Kfckp9TT4IXUT43/UL5z9XvUfyF15GlKluwSnBOY98jTGeL529j/8pvgGJH2e4AZ4fQB3GaE22wQ8gQKA4gyKAcpJwiA18FeR5rwjABvPoYNdPtCUFGbp0r9lFrPWL4qs4slKVVtw/yfOnv8iu1cZk+rDeaxfS/Zduew8COX226y75LEatoGWrW79ri6nKW8Kf0vtdFWCMKSA3Tmj2eIP50l96HMMrsHcgTHHXi6kPZtdybt3+Mz8DQhnp8jX1yAfJD6a7PBZtzAIYH4kYQ0BAdsZJARwwZCng/FZmfiDL3ruri79nAvSKliSq2D35BHdfpdWReVcEo6uuP1+Vt7L6TUfMpbIacapUvpn61bvWb8qJ1qWQlSx06IqerogYxgUHIMvFKxtIYvxk85S+fERgrM+JMl/Euzyhs5A1FGFBEnIZzSJCMIOYGjJgNM6uzoMZyirpMRyFYpZfvMFVNt5w912nbDrs6+l37pNeBknD89p0/NKnvfFKKS0FgT94ZBOwa+cTz1cxiafcRRhR+abdaRcGDnpXPqPJilQwpmTXAo74tBGhakdCfrS4U1Is3raW2GG1K0bF/PMXUduyo8hdkTWNpKJTbsd5La75QqEeZJLls6eawdUYDtPhoyatUMO24XhR06sk07MERzMoo1LE1IqAwXpLqm4OGY4YcAThnMgI8ycudHIRg4MbLKlogAmgjIjJwl6W9Ssj5mKDEFZJZEsswkdSgAZqp2vrh0I6OMVBBSqobteZKwPa/E1KCOxhhEFSWKA4LfeIStF5JqlNA9WQrp5kYhpmjQULMgJJUQUr4of6DKH0v+WFiz674m1HA0TzIVuXOA4xqqF1wuZFTwQiqOQZKRp8SI6qjlwKVf4lwuygHrvJJzWsVKmB/nDPIBnCJcTsgxgDnDpViIKIYSBK0KgYCD/FFKSkGVUSASZ9s5+LBRYsrDD4M4n0Hegzndpgixz947Sdas5FRYklP63es7N3KqEFOweu3Yc2/a0I4XCNPgtmvkfykXXCYwsGbayIPBO+QMDF4CxgcvZWLwDmOQidxTZhAxQnLITvsQJCHCACM7AuAkETcgS+fAKcHlqGVCyCgwI+uAnITGahlpG1xCJaOoOo6VlFKi1kt5cC7oOgc/CpnrNQm5H7ScBAkp9p7ggiRGb8vAfCl/wbuiEnWmEiVr1+kati971AEMrT+cF+fESGjvgeC13gwAcwnrdsGLeiRm+OyFaBoTyBFykgEPzoxEZgcqmM8oA7vWPkSSKARtUoQ/g2yX/tFKW0H1PokapRQ05JtEFeXQhHx7wkbrIr+pbYW0D9JmuEHUUuSdtBPBlfahLmU/CvacXDMI6mqbgXluUb5h+9HxBJgRA7auIQHKgHkE5QhKe/FrLs6A/Rnymx9H+vhrmN54C2c/+xryfkK82IMzY/OuB/DbEcODE/CjU7hhgD89BXyA2z0QBcp4IiqqMIDGjZSlYTMjItl5kA5mM2u+xyYyo6YGsTZeySlnHW3xM2YkE5vvKJVpO0B8faz4j9fa7w5jzR6uPmBlNa9sa5TnB4TWgoyaqZ90vUUkLSKPql8+T8QPTkCKoobKSdRPKRUVFE8X4N0FeJqQzh6DY8TujbeRdhP2b50hPr6AGwL8dkQ43cB7IJyKvToVHJAP0u65oQg24DwIXP29g2d1t+3hXpBSx9HO9mHkEheCIKkdkWtD+1Dy8RghZSqXkqZpoXRZQhpWrYAYUknZer0uAmkuIL0mUEm2XqfrXbADtmwZ2pnhGwnFSlQZOaVKqBSFQDIyKu51Ocn6JJJBWMcuKwGlpFT9LEopTnNSqsrkUcP49AHVfCeKhpTav30GirGyH6WDWB2pSjjpyH+jlKIwaC4ZD/ZKLJnTnpIUxpykY+EDKGTZZg2BZ9mHWRRVWZwlI50ILKOExBBK0lXWSd9zQ7+V/y1cr3XahZBq1CVc7XNGSh2xK1DtFrkSbqcVUGM/9lvV1lWh0cihasJqfQ7lfu52pfSOQGP/8z+Hqgb0qpryIJelDLB00pFFLVQJKy+E5OBABOQoHSOXfBnZ5uRBWWYzoiwqCEcMzzIjFXPNIeUzig1rUzxzNqQOJOtyVVLKybrBiVov+BqyF7zlkPJFKSVqqEYdNVNK+bqc5ZbS/FI2+4g1xmshfKiheyvTNBy8itm9qVLKKXduuaSCI2RVCDG7opyK3iH6DGLZnsnBe0YmB+etE5TBLE/NBw/OTuufDCJCVifciMzsPC5VShUVSOuAq4pM69CiBiEnqjMvqjPvxeF2YZE/ygsRZX/27oJ3SsxZLi357BqFVCUsaEZYXqqW6rgbsKaj+VqEIDwvJ1URR/DOlC4Qm+BcykRVFjp4J3brvAMow4XqsDEcKEkbSRlADqAs6k92CTmLHTMz2HkpL9mr2tDKxHKwrA5+kc3WaWF7jjTfmtcca1Jmatnwuo8rakFb2mfLJzfoPbYklCl8ZjNVEs1mPC3PE03fccZQNV+sILV7W/+pEFQShoSiKFUiBigDGS44cPJS9w8eoAwfPbLLcINr+iUMOEJgIGtbkZlBWer5xNKVsDaj9H1Q24z2LpxWrgfhe6gztQ76vIzgDl7yDDovgy3Ok7QVg5BSbpCBDGrzKxoJFZSo8kZC+dKegtrBzfYl0OJFyLJNnNDxLGFtZCUGAFQioQy8R/Ft9jukiwvEs3NMb59j98YZ0j4inu/UmSOEKRXy242j1DNBSGlKQ/UDspJNNqDlnCqnJAkGa5iCKQ1b8nJO5RPUwRDlIEGuu/S/m/3sO4s/OfMJbP+1CtlWL3PIHLPPm+z7XLHWG7uMkOJLvi5JJhw4WbMZ+ZbPdqmOQvNd+1uHM+WZaER9c7RRSrH440JKRQnNywm8vwBPO+TdDvn8HHmaEB9LuPX+zTOk3YTdG2eYHu/gBo+wjchTxvQeSRJOFzvQuAPiBJeT+Ads/Uq9F6r3IgYmT+A+4N6SUtb4sZFIXFUjUUNRpiwj115tz9TRTCShT9rgWh6F1BIMRwiE1nGx72SkgbZv3hwart/huBkV04S6wok0N9Xme7K/JMRLnsoUqOAmPnXaifopRSGckhQCzgmwZYxFCcVRpsZlJa5yTKK2iDKlMzODdZmnKKOQKRUllHX6yndlXdiSottz2U94r34++9nXwZtRnl3pJDaEFEnnD047F4OO7nsPOBKVhHOqjtBcKaqeslGNopQKQ/1s24aNdNTCCPCgSilWtQJXZzazNjDa82qNgFp7a21ObCcaGWX7QDtzMEJ0MdPjFXbV9pW8q/6CIxK1hNpwzEJImVIKLI4z67RqNppt+YHMueh4cWAiEFuuMyOdvDBBSkBxGKShS2LPxIDfCDmbpygOg5JN5MQ4XfSihooZ5AhpkhHwGAg5MlyQ8ux3EkYzRs3tklhCbYBix7GtC3HoaACVjDKnow3FCCTETnHOguRiIVfVXMOJjGyHrS9ORtjKuuF0Axc8wskGfgjwmxF+HODGAL+R8DMahlLe5S+oWirMRo0OyKpF42zEmilpLZSEWcIQwcDgHJJnpOywGeT6tzHDu4yYPUITWzt5CQ3OSZzqnKW+zyFLbh0vjnRS9UKaBqk7YkLWcGrOUZeW4DzPl+Xa5aJlxNXNlVKO4HS01wetQ70rBJSpQIKG74XRiXJqcAhB/rajh3eEk9Fj8A4no8cmOGwGh20QBdXgxJEcVDEjOcPEFoywKCpl6vXPXYQRT+V7+aPGBSNNheAACPGUWMiZwTHYi014IsScEbyD+oPwjmQQMMmP5OS0TDBSJLhJyoSLWjY0JDbr95wTcqplA8zIqYa22qDYPKdUS9QaeStExUxF6ENVBipRG4YmpNUJGeJVIRUGySW1HT2ClokxeJyM8jd6h+0gdcLoqYS5llBXqhMmCBdClWPConai5QycVSkOH8TxDYMSTwOQIlzOovRyDhwzcpQBx+xNEU5VqZmkrbA2I08ZaZ8k31eUtoJzRtxJHzAu2oo2D5m6bIWcOrAlqupaDxQlpYV8B5tQQSe68KqIKgop7xCszdh4+E2Qumo7gIJH2G6EqDoZETYj/GaQNnMIpX0o/UM/6mBnKO2DDF7YBDiLN9ErrmeMxonmBSlgE4MkU0rtkc/eQj57C/uPfxwXv/CLOH/9Lbzxf15H2k2YHk9gZpx+wjmGhyPGRyfYPH4AvxmweeUCbgwYpx3cOICnneSXGkZQnGQQJ02ACyUPFfwA8uIniFLKgdS5s9w9REIEmA1B89SSzvDNNtO35q0tBd4IoybfK4B15VQ51p5Xu5EO98exfVGv4UVjbXT+6L7lv6u38coQ5EIJVQ5slFMzAtQmDCshepWUKiIRjVIiI6PiJKqoyfJFTUJCpQS+OJMQ9PMz8LQTMvWtM6T9hP0bbyPtIy5+8S3Eiz3Of+kCuzd38KPHcBowPjyB3wSMj85BJw8lY00YgJNTIVZzlLfJmpaGRZVc5DXFnu7AO78C94eU4uXH5n9eklSqgsqSmNGUUlSqOp4pWmoIVg3Fsv1M6WJYS0QNkqasJpaWlSZasdmsYOFhduEr9lEqYzQ3hJas4lkYHydVQKUIjpZATQtG3Ot22cZFStiQUlOUHBBR80M0JJSQUllIq5xLnolCTjGKYmoZvkdTLJ+ni72+AKodMOfKkgjIOjKZvYdLSQpaEMcKOcn+KYCSjgJmFhILVFRQ5EO9BCfSf2IvTj9YOnJZwgVBWQc0pOCSFeb2+a+8JG4+iM1xXTaEVKuWah17s48ZYb9iVwxUiSZDEyDL9TlaKKWyhKwyKyHKDMdif2t3s7yrcg2H5thxW5h1aNsOBDVLG/W2RP9OOj0lEbUHOZYR/czI3hWllI2IuyDqQhdrufTZg0jyGeWU4TPLecDIJGqp0j/SpOcu1/C9VjnawiLVLdG35QMhqGKKgOCb/FFDDYUhJ7PuldHtopByOiNcq47yRSVligYLwajk00IpVRwL4MDBWHk1c5VUdRbrLHyVrPKOENiIK1EPsQOCZwxey6GTWfeykvjOa4lmUS7KYITOyscoajZkqe+yVh45uepsc61/Z6Zk4ccl74XZii6JNH9OTSxviihRg8ggga1vVVKmWDCFVJ11kGrul6VKCk24VHWnYQF8l7+NjheOpm6yjn1R9bASt5jnD/NOZqAU8kmIq6yKqeAdUmZZguFTFj1B1v4SO1Fmqmozk6gySdUOnLUTJQyvHMeqGG7LBrhK4vU+qNQFRtjWMlFUhN7yrykh4qxsoJC43tufK0tTRJWlm+dXs/JRCVkrF1pGQLN65zKwHtfWbUSkbUVtJ0pb4UUpLkupP9kznHfIQdoPNzjxnUOjruXalyHSPl8mGexQeZSOi4FY+iSOJeTb+j3H2opap5oIpckhpW1FaR98nZGVVCFF+n78UHMOmhrMiCxTu4ma1hWFfZv2oeQfXLYX1i4fEFLXeUMdt4K2s9oqPRqCCtn8nQl5PyFd7JHO95ge75F2EbszIaXCyV7KcPAImwFgIG33OuA+id8WppqrNk3iC6Sk7KpNtKS2AwAshLwsMb8+9e7YlClsS+WfSgecFtup7AdAzVB9hBsRoUecylvb/7ZwhFi6cv8jx/FajbP2cwtnvhBSmBNSS5tbLrn9rgnN23zOuYlcMr9c7VXC+SbkaS+2u5+QdhPihXyezveI5xP2Z3vszvYIUZTy5LzY+TiI7cZJo50WqXXsb2FP9wl3mpQqpsjzz+26okphrvl1lIy6iBkXMWP0BMAjOCBkaeBNYWIOvSmsRP3CVTmlP7h8v77pYBB0pEfbN+s/mWoAmZGchl+p6iWr0ZhaamY3DfFEauAyy14SFl8lgEgqCYwaZz1p5v79BZAyeJIZbPJ+jzxN4JiQ9kpG7WSZ9pJvqpBSiZFjlGtuSanE2kHJWvbMSaovoy3vFCsp9fjnfxkcNOm4OqvktZNoM20VB0nj/00Z5UQ5RaqgcoNK7HUk0G3GsnQhAGGQ2Ta8l2fivYQ4+gBOCTSMsg+gTr+MoHJ2OmDhmkqn2uGctNQQUXAlhvTPbCqjLs2uaggpz2Z+bO2qDYOxZMsDU5EZkxJnnsRe95rH5myfoVlnMHB1/qBOggm/uDR41ehKEvTFtXTcLmZJzZlqh9g6Payj34DMpsEsKr8sCiqXEigJCZWHmvxfyoRDjgnOe+SY4QePHBP8LiKpMirthWyW7xl5yshJwnSzhmfkJHWfLcXfu7wTUco0ieMGXZKNensn+VdMfTCq87GZj3q7oEvvER5sVUW1qXH12xE0BPjNBhQC3OZERruHcaaYkiS1mgOizEBy9fsxAsqThJIQAUMiAA6jqdIg5Tc4Qs4yOxkA7EMuoTz7mOGd5NDZeYeUM6bgZIarmBGSE4V3EqdvSFn72kr+M8tnRvku9atVsrOatpZjqmRQmUXPi/vrvBJsRSlFNV9OUYfIu9oMkgdoCKICCY5wugkInvBgDKKSGnxRT20GIawGnUUsmCqkVUihElPmXHdy6u7BxmWK8I/ss/RvABRV4JgkOTfDSdA7AYk9Bq1LQtJQXu9wEYTgjJlFYZWkbEQtEylkGUSMmttIy0hOppTKyCmUsgFofwSoZK1+PrwhlHpXuH6pd50OiEmZUPJD6y0rE6aUCqqUGryoB6VMeHjncLoRddTJKDPwDd7hRJVS2yATAoy+URRa2GshcK0cXFUa2vbCSz+GqCqlxk25Z2+TJGTtz3EGDUrWDAF5inBBBincIIOXbvRFKZUnaTOCtRn7QfqL1mZofkJWsopxdVthbYSRhY6oEH9EqO2DklKlzfCEsJFrD5ZTahNEOTt4aReCl5n2gkc4GeEHUUn5reYL2mx19rUNyA/AMEjOUd+0FxraV8iqp5gwo+PJQc1APGm0iOWV4v0FsL8An7+N/PhNTG+8iYtfehNnr72Ft372LUy7hLNdFCXflHHyYML2XHybcDICYPhxACDK8yFlICXQGCXNRTszLoD/f3vv0h3JrqOLfSAjMiXV3mefvuf2fXng5bkn/v//wnOPvNy273Lf7vPYVVJGkPAAAAlGRqZSVSqVVBvfKlVkxivjAZLARzw4T6C5tklt6QolX554TAEyMhuRoVMvrLyV6XnwxJRupHbIyA9ZFXA3ed06ZmO2zsgqZ4DdQmTZiX8U4fqMTul23NF5rmzjCxX1BgJqSzQBBI302eaKAncPqVrk3FsPKc3b7KvnYXkSb6n1BH78Inb5l3+A1xXLP35H+fKERT2l1i8nfPnXv6M8rvj9v/8Dy5cFf/u3R/z+9xMOU8L9MePuTwse/uMD6rri7p//hnrMoLsH8MOjyMvhQQVM0kdY7rOXE4A/Hu+alAL2Zdfzps2byf2ZS/FaGYsmku05pKjN9AiJ0D2ripIH5nVSHHngQdA+hbvSxhCCyYfoabYQSZgrU0+wPEbM4urJRhDwXtfgGke7QWVkLTF5WRoLa0wslsXFsiopdVpQS0F90vK/T6dGTlXvKVVq85Dq4Xu1Kx9FjSaJ8+kz/BuktbTP6+8n1Kk0pdCMVahCOJBSU0ZaHBmVCGktoqSsBblMqDkjM6tngM4GJoCVtZZ+SBUNrkCaGtvcPCqm0jsh6NLcHnGeqLPLm/tjy7fjPO8cWWV5nooqa95zqlyQqx5CJKEvIlfUPKVIlxqx1c611Cq/mSUZbc/vYMMl9XuwcU2XbZy8zXYPfC1sVgzQkAxd6WbzJT+am8nVBN7gCTRlACzhrQDSLAQVmMGzuJXnUkFZCe3Ux10q6lmgno2pJJRUkAqDa5IwGQaqlnE0wwNKTF29LY3j81431ibbDHcWLygfvmeGhhgYPUFvmjLyPGl1wZ6sliYr224FDTSPii2tfasx0Qmp61LdyBL0MGwLRxRPEBbPB5fwnCEJz0EVs1rrtep4wcAyJaTCKBNAVRKZlsbMiPeHdDcyYZGqJHquum/KSg6aR6qfmbl4I65/VeMvZfXIyOQMcEdK0cYAzxK2d5iTJqlOGoYk3iDz1JM6t/xSJH/dY4qa95w9206c+WceeG9o9hE1UW0eUn18sjxr0iamKu+fU8KUxKCcs5C5a+4TOWuRKqKr5rJbawU3f0u0am69bQAl6fciKRGYGSklHbp1/5vahpG2aN7ZKW0IdPUipOTIKSOlNJystYksBQ6yEU5DPqm08ZjC0C7S9tnqBV5uDzY+tBvpxElLeq45CPMkf5N4h9OUxYt/Ei9ynll1HEjoXhFvey7SJxV9RoX8mMGgVMA1IeXaQypl1raNHeY9f/U12FihhBRIdME2VpgHrZJSqU1k6FhxUI/ZeUI6aDLzs7Fich5Ukvyd9LlQ6gUxmvfU1ruWLA9h9FA/DEYmDF4pPHhJYV1QTyeUxxOWLyecPi9YngoeTwUVjPvjJOPSIWF+EE/h8rQAAOppETtwWZBnCffnVUOgyio/X1YRi5qVmCCJwADQPaakn+tWgV43Ac1jxRgntn5NO1TraL1ny0ZX0anonYdzSTavbXsneDFPcuGAi2TVzo7t1WwJKmCsxLf5c/uPoX2W89l7SNXRQ6qsLYoJZVEbfW0eUvVJvKTK04L1ywnr44rl84LT5wVPX1Z8+bKiZkJeJWfs+rhgejyhnk7tXDBvKd9W/D2+c1HYw7snpTwaCWWfeRQhIwJORXLsfFkKfl8KygTMqeoslRhZVplvrbJv1eMqe88WdpX4pLGbEpHJGS+6rJnUY0qNgsTIUPfzJMRCYpmNv5R0F4wWrzokUTNvqSF/1CreUYt6SZ0eJUxPs/yXpyddiptrXVaUJ/GMWh9P4CKeUnUt4jWxiAdFOa0avqdhfKqEiBeVkFJc5KlXS8S1QSqdlPr8r19aeB6lbiyBZFasKyZmvObmSSEKySQK42HuRuvxIN4hy0Hy7KxVPakWpMMqBqzOfAAETFPr8AlQQ7aCKIOTxA2zDTotnviCDJpsMBqRWdz3woxSLbeZeFN4zzuT0y5XgCW/b6ERidpsas1GfCbdLvewVMZTqTgVxueloDJa+AQhtWp9rZ3Y2OcGyg/YZ31gaOVN5ynFSUJROcnMHE0HWV/WPoklLAWoFJn9ZkKaV1BKyPOEclqRZvGQSjlpNaUMXgvycVUPqYqyCOlss982G85FvQ+UlGIjm9XQeNZTinq7tjbewl9myQlCmhxYwjJc+86WG0SMiHyYWy4pyRNyEENDSztTntys9x0oz6BZc0LMB3l+KYOTn/3ehmlsr9+RwUlSe02ZQBU4ZEKinhvHXsdUhc1da0IiwlKEnDosCaeptpCl41JQKuO0JKyFsZaKZRWvkNUIfuedZt4H5gXS3gPvE+Xb+2iGtxpXKXWiqofvyfuxHC7TJPdwmHMzto9TxpwJ9wfxkHpQ75D7w4TDRDjmhOOUWoWsnGRdz6PjQvxg4V79GTajPHqgN4c9cXYrWv0LNhJK8xBC3h1rCCuDWjGDQ07tXBVQEpaxKrG61oqcCE9rxbyKLJTCmK1tzNImlrViXavoZGtVAktzS228cs6IWmjbeI4MaW0CmmOx91kt4X8SwiolIV/bkkhIWvOUmoWMejhIe7k/TJgz4W7KuJsl1PVO28SdtonjlHDIPcdUTnBV+Cy8T9vv2dvqJFRLaM5oeTV5PQrZohOf8lAqko4VUjghIa8ryjyhnMRTiqYM1rGilop0UF1w7bpgVV2wLGKIlaUOExd9zAAGj7VL7yG5FA5kExjdq3b0lFJv+Sw6YPOuzVl0woPTBd2YkY8HJa0OoONRcgId7oSMOtwpaSce80POQQuXNw3LJjaMPfRvppFY1+UusAcjBHhcZca0J3fU+KchbG8VMurpCevnJ5z+8YTPvy/4t8cVT08Ff1ddePr9hFyloMJ0nMCVMd0fwKUgHw9CcB9mCfcESY4ersB0EMIhT3IlpHqETYSTRSwkcItKkD6yz/C6pd2T61+5EVCeROL+VX74+8vXm3pMMZ7tqF/xp3blzG9rhJQjcbjL3C7Jo7ZhS6FTCsClhdKxhdU5IgrrqZFRdVlQnk4oTyesjycsnx+xfl5w+oeQUk9/F3L1r58X/OvTiruc8FQZnw4L/vyPJyGnvojsp+XUfotqBZNl9ev3K952PL7fN33nL8eHIqUazngQJZHUQ2UtjFOpeCwSvgcA97MMNkUcCgbiwML9TqVq+F9tni/doO/kARGGsr5S6leuJBGDkNTrRIgpgDQH0kgQ4BIL7hnY1ghK65RRVk1ebuyrJFUz18H6JInVyuNJQvYeTyinFXVdhYxajZRSwkpJqXLSMJ8nVURONiOmy1WS8XZjtXtWbJFqJ6Ue//qImrIqH6kbSTor1o1YarNjKRPySWazzGU7ndYWwsdFqpExi6cUmMHrJImhWRJEs1bloyxVegYFZFp14CkyBiSJE6eWSHi/8/Q5EyRs1Lzs5G0OcrWRJx8WaknQt3JF+nmqhJrUqERtoXyZSGYxGY1QPamcF+ZmKMxJqh/5bkqzZ7nJGz8gBr472ixYn5E1xZcoaVImDcubZiEsmcW9nEjCUItUUeKSxcCyvBpJk9WShLwIOVWQ5hXpIHnj8qpkszM0Bi9I84pkI0NeFr5n3lJEaJ6PlhNEwnF1qeG5+TgLCa1hGClnTeYuIRiUlZSaM2g+IB2OMtt9OILSJGG609QIKWxC95oh1wyKfSWve0ehFcJQR07MOSGRVbcUD41SgZykNRV1sFxLQqaCnAhzrkiJNI+OLB8ztXEpKSmVlACs1peWqp8dKWjGN3cC+8JbcHZSJ6Yoq+euhe9pX5tTT0J/UO+pu1mSmh8tgXkew/ey7mOG9XHqYXtWwn1Kss08RRqJTk78tQm0ZXRBPwR+kr6vo3E8J/FQam2EWQu3yBgDzZNWk2gyh5pc2xDyx3KQEaQtZNc21sI4rRUnJaVEB2NkbSONqGXuOketvW1gJKgu32snQlJSQ1LJtaZ7qE6Sk3lByTIR4Th3bygLV304SJt4OEio6yH3NnGYrE1oG9F2YW2jk1E9t9RuU2jsrRsnKIteaWPFfJDtZe3GlFYjTszgWsTLbNU8c5pXSo5RPapU0avWMnjNl6fUJyaZNeS7ag5gHlM5fNVYITofdEnkcg3mPlZYsZt8mJunVD7YpIYUAMl+AsOKYMxHQItiIFl6B0163ioW9oTVflw+66S2RhxFx/XV2JWTDWnBfp1FiKgnyrKinlaUxwXL5wVPjwv+rl5Sf1Vi+7fHFQ+VNVm05JAqjycAFdNpEZ3ptKBMEobLq3hRUV1l4rasoi1n0bsAyAwx8SbHFAOkXlOERg636nvN6wat0x2JKfc8Bp7qreTrLeyANySk7Pc8UTD89gVCyh+3/Ws2+dY+t/C9bS6pon/r4CFVF3UQOSk59XjC+rhg/bJi+SJeUqfPC/7xVPDvS8W9TcScCk5fVhyO6mWl9rx4SilHYASUkQxNlhjnYTB7694HPiYpBTR5a2Mwd0+ppdZmqP9+KmAAD2sFZ6Bw6ga95uR5UoPeSKlVlxV9Bo71JSdoJSVly3OCJjKXHZIqcdnGtUqgpMmpuecVMlLjtv7AbrInUuvV9MSNFevoHlhLkRC9pWB9Ogn5tBSUxyfUUrF+UU+pJ6m6V07yV1fG+mSeUmPOGdb8D+CeX6mU89kxBpA9KfVlRUksBlGyvA6mkDgyKltSyyp5BFanME0J+cBIhZGKhiBlNcyzKBa59saYGKJ4MIPXRZQ1mxnLWdwqQRo3vHW/PXv6XdbQ5Y2VZGLunlNr1Yp4Kl/eU8qqQlrIXSPhAZBmOhclVUJ6CkvyWICaZ54otOIxtaqn1NNa8XkpKBW4m6rkm9LKR5UkPNQ8/exe3mFf9BPAzXi1TxbQu7efGHVNyalQxZi1slKVJHhllXA/rSIpDS8jgVBTRk4rQElyTiUxNIrOgtfDinTScNxVBtCiYbl50RxGzVOKlWTusm0Cz+NttcsX3akbfFZV0/KEmNcjZQvpM08pJaNcrjjzlBID4yj7HGX2uxNPE2hWj6n5oOGNFprhq+4lN8t9YbZ7cx8E8ephYl1KWJIY4Fp5hxN46l6QNYlhnBO3fm1VD6RSJfdUqeIdspaKpagBzsDiSCnL52UGeKvc2UKU3HvYkybzAnXEtnlGEWkCepKwpJQIOamnFI2GtxnUZoDfudw4OSXx/MhCZB2cwW3Eg1Xeax7Eei1pIMs2RMj2fmh/feD1YXrr2XqTI269lATa6eQI1GMKADiT6FXEOkEj61eVXZONRIRSJfdarYx5lTZxWkVfK+a1bhM66iHl/2yshWsjbYJv50asbXRuR0kp66+A1iasXaRGRgGzkVNZPaWSkFI5Ee6VxL2bc8sVdczdazCTeEbl5KpSJh8C2clwOrvozRdPlqQEQAkVQPNLAVRLH9u5AmXqBBUDyCsSafjaJJ62XJ2nlC7ZkVLpMGtequ4130koGR+q6mNtIgM7QrUdK5KboMxumTSFQ6aWL1HWmafUrOtdftHjDEoZ+U4mMtLh2Cvt6UQGpqMktp8PLZTPJjDY8g/KhY2he1s2vZEF0Tu9Dow42AqMq8C3NfaYVW/pXn3LWvFYKx4r41GrQz5VxlNlzDbppnpOsjQkVrxJ/8S+0j+yyXYeflcIJ2/0b75fu8+RcRpXP/uYdEfy37FPjG49Yz4k+Fwkrm17DcKLL/wmu9A9+DC+kazqOrOuc/LE9VzeuNnW9sca/SJ23WPViZ7EOJSKdZGqqLxqgTPVFWkg1vb++mNTNg7vWTY+LCklfZQq7mboKyHwpITUP55W/PVxwVoZ95OUGF6KJKt70lnrp7V7mXRSilvo3lh+2ykyOtuVk5X4Jc31I+RTtllEDaFKypgbKSXhIN2TZV9ENnGrXFrW/V5u8glYnlBPT+DTE+qyYP3yhLoWrJ8fZfnlSUmptYXtLV8W8FqxPq4o6iW1PooiYuV/LTFyXcc8AhUuXI37PbX3AqmiY/j7PxYUKlomXJ+beZxZmM+UZaYs94or03GS5Z2U/s3HgnxYkecEXlbQlDCtBTQlSRZ8mER5YvFGoJxAZZXEplkJKfNSsWTnrbSnPOvdmT4WUtk8oyzXmBGh9jxKhYaO1iEs1MgpM2S9p1S9Il9i4BFWTsgkz9aU+0wSMvRlKfiyVPz1cUVhxnEST6lDrlirJDmuqU3QSIcaM3zfD+3ZugGuzYbZdwBIYJIqeJaagFJphgZN8zCLRrWAKYF1BpzKKgluNZw3L7MMcMdTywdXNT9cPa1gtrALCc9F84A0YspCdItOTNY+nBkhsmkblFQ5b/o7aUUroFXXtLDdnNQjweWK09nvNEuOKAnFkAIG4g1lywzMVsBAwveQciPp6HDUBOfSxpkymDRPBG0Snu/0tAQzElnsvUooWhlgziSVLLXZ5CT7lCrhTJW758eSK+5mGYfu1fPjUcP3lmZ012Z4n9TwXj1p7QzvykCpddC3jAz3F59opD0bCUTiDUXUvZZySq0y2EGrbk1JDPA7Dd+bWzUx8fzIRDhM0ueYcS2kVPe0EgM8ucp8+kxTz81lT99fLW2W2/WB7wsiAG3SwpE4zKq3cKtKqykcMasHLpAaGUuQXJxEMrZNidRzl9pEzf1B2sCTekEZEdU8pVjC9SrLOgnj46bbFUfUMkRP822hEVYOKVEbV1PjddRDSrdNObXqb7NvL6nLdGsTWULzkhK1SeV+Us9D84S603Zz50gtn2eqe0qNebq2hG0vjmFJuCVMgxIkRJkSaNYZegCUMjgrOV9ksoJqkXWlIB0sH0lBXWxicr8SM2ptY4SkcnCVmHVmrlVjtjHj1rEiyXgg6pjmF7XKsdkq52kuwUQyMUGOlGp5BrOE6aXUxwMjnqadMeNwp6SUT3CunrW2RBMU+LfB1oOF/vR6MEPZy8uWBHKGP7iqLiPJ+NfTivVxxemp4Pel4sta8Y9VSKnf14r7nDCvFZ+WgrIkCUvViW5eK2rzaDFPlyQFkaQja7aB5KtNai+QzHozw/LcAbKdgfPBqxFIuxvRlIsLo54lenE9dPvWvK/Oznnp9z4IdonK69suJMQZD2zEzXbThfV23i1BuUtM2R+PDiTNkUTkzf+VRQsOLVJE4nGt+Fwqfi+M39eKklVvWyqWpyL2+mnVSYOyaRvOhm0Eqn9ogwHybvFhSSmDJzftPVj41EmN9ikRnoqEQBVmFBYjYtXKZebZIgrQJnzP/ZYYL/KBK1qFGmgekgQCJ012W8WlXT+KtwqNotH6Y7fO3Vn/8zMEvgGo2x4bG1tKY165lCGBeV1W6ZAtV4DmBignyTXTK67UXqVrtYo4yuSqq7aQMOgEiz58u4cKYHI5mZZSsSZCBpDVw2wyTzNUpEpIqEgs3k7MrJ4WmuA8l9Zxt1n0XJCYUSddzkXydk0ye0KpgDXZOpcKUOk5uuzZJTcbsn0zG6LtjHS2VwKREyNGPVll5FW5kZQC+qyp/VwlIJUKTtRmnktllCQ50U7Gqpvxe1dRauqeWJt20u7lffdLHxymYGxbtZ8pcwOEU4AlRINh3j7IE2iq4ELAVEFVQlKZUp95NlfyLKXWqVY1RqqGa0hC9LQWmVnJGVwZqch3qa5peULcLLj3+FIjZIB63/Tbo+a9aEZIygkwMkqXNHlSiiT/WzYDQ/KkpMMBSElyROU8VtbLMjOOadZktd2w4FY9icY//1qAQf7bZkIvXmH3o5MJUnSA9FkkJDBK1nbMVUJqIaF+q3o9Vn2GtcKFLAmBXqpUJ2PuXlelcAvxtfFnrWmjr4+TAKQG7ea1wKpbDeXWSa4jU/fesG2JgMOUm3E9OfIpJ8kflJznh4XpJQ3jst9qVWnNK+rCs96sbmuiW/pB2OuuYBMlqvuw7EQkhVsSSZsweQIT5qTeuaiSuUDbhKQ1AErqbYNIPKZMdmplrFnke8qdsB1IKXZe2qqnGRjds9BgxJO1CSOjAPUe1KXlcJzzSNRaTqnZtYmjklLbNjEnIbU6Mdv/BgIKLqRVJX7slty3RhqSfiQQJTBYyBxg9JjKapzYpIYZR2BwKp3gSqtMoGoCZ0lmniXUb61I6yp6WNGJyam42f46ElLqMdUJqg3JgD5J4b+3iYtkRW8keWYbJ5R8ktA+9YZXT1opeqGTGfOskxSST1DGjGkzZrhwPVcQo3lJ7YTu8fY9BN4fvHmEjY67wRl3c+m1+sZIOyv3DiKv2wW+GRfGo8u7v2Dnr8ZzF0XDYm+9n5q7dDjQuQdTu9n61z8APiwptSV3hAQQBf9xLfi8FPzb7wv+n78+4vF+xnHKWA6MPx2lCsnnpeBxHT2lHnV2TkgEgDG6hBM5Dx+n9JtHS8ncFZ5m0MiAm4nBVUIbAPOU8h3oHuPhWNiqzKjGq1q4HlwVivXLkyQzV0+pot/Xz08tr9TyZUVdK9YvC+rKWL4sQkwpKVXUe6rWTs5Zzq3VG1CMwWPKyBm7i9mRUv9jEaNt6ymVYAYNMC/dqJmThJ2U+wkpJdRFKq/M9xV1EUWlrhLSx5W1kp+UQbYXxkUJLXPjhoTxWaUuqgVcZBaxKW/Un7nNHevZmgeYdRLNO4/HsL1FSaJVl9uwUCPzfKJ0DzMy7RnlRFh01rVy95QiAj6fKv76KPHH/+/fnlAq45MlXy1Z8neQXjdoaDOBN4DzdOrfaVi28D4tM0xp6oQTa9Wg6SDyujwJ+TwfZfZFEyhagkXUirSKp5Tkj+ozgFyr9BnMYCWnWriFklKybgzFaLg2++3utyWy1aWF7Im3lMx20ySGAGVdTlOviKTJeyVhedLvUnlPZrjVQ8oZIchzTwCcNJdcluc45JdqJQJGlcCMVjGwtV+2vMGQtp4oqzckY0nS7qdC6s0hJLD1AeKRa8tp8Ja0QgiVJfS5gpvHh3lKVX3+jPP+4cxTCt3w7q+he10k8p5SmswZLs8Pad4saBgT9TA8M8aT9clqgE/qbWXrjpPIcPfGGkP4LIDVjPBu+3UVzXT9radI4G1ATuG295DaN6VEEjdiqup7LAxkSs0zak5CtC5Vxr6l7ISz23hYubUpm7ixYiBWbGatOjFW1WsQnZSypcHWedhY2e6ztY0u/228TRq+R+YJ70jd5PQTJXFnI65yX85tH2svqR0v5wOmQYcci+acmyvWWLQva1Y4gTNLDkwA4CqkSy3di7YW8OFO+n+XFLdVhdIxg1fxlGrfNYEvM7dlHzP6pMXuBIYjp4a7sImT9l3uaxwruletkVakqRnI8mdlIZQou/GgjRm2PPYxJRthNcszPCuEkcFZCDzxPCM3ZvQ3wW3cDrwHeLkBug24jTxoXromb8n96cRfI0iHaozjX/dWNPIS+rvvUC7a9byz63oRnCLwXsgY2vTOTSZY5Ajcc9O5NBKUXMGEtJHBRCpW2geaXuTk+sxuc/L8M+LDklIGz+d0jxVR5p9KxZdTwXHKeFoL5tRdyS0R9VKlNLFPTD3MVntFDSTheCqb1ROjSRQ0WEhy6t4zktPHyIE+4+7vYWx3PH5uO3SSirl7SQ1/pf/V5jVlboO1heLJH/eqe2ttlVXWldssZYGSUiyk1GKu87Z0pJQfELzhtFTxHshKTCVb6nbzOBNdi0FMyCCkpQIZKIvMzJZFwvoASeoMwCV3LqCSkIrkRaCkzyGZu7lVTHAuloM75t6zH9ds9/JMthFNxS0LsyrUSlyxeE348L9STTL0WUBykiWSsLvKSmgmUfSBhLWKN9RSjVQteFxKI8Wa4etl6+fsv94x2oh6YT2NnxtRJa2CUwZVdNdMEXJYrgPiLCQWbdzNSfKkSVU/NTCsco0VBJhK83wyQ4OL5ZLSZa3DVd/qKdUTCm/C9zTBLlESYtgMDErNuEDaGBjkSCnNHUVKQpEST5L0N8uSshBSQ6gedcXxQhtoygB3YzyJ3ad9E0mYklbaqSz7VpaQbYKEK5tHSOXu1p9I2mF2Y0tr+1nJqNz7AiGlLN8cnz3yrSGur2F4D0Kyyf2aUe7J7G6Em6cUIaEb4NmRWNNASqElNfd5gtoEDfXnt5dHaq8VBN4OnXa6vMOQHsW1CTHwCBWsnnk9rE8MetkXrJ7hICWwquni0oWxVpRlINc+RvpJHra2AKBUkjGzMkoVDyHjy7cE1F572WsbRJ2EGtpEGttAJ47GsLtZcyEZmTtlam1mdiSU5RxNrn2Yh1QiNwJctS+s/weYhd6VSQtGm8jYekwxa2iaTG5wzZIGohneGchFPtcq+3GV8cHGilp0wkKXRkpxn8hI9cJYsZ3QIKhh72/LxooxD6GNCzZmQCcykBwpRepBbPe4HTPmuW+3UEbLN9hC9TZ5B+GWg5fUzusI/EB0o2uo4uiGeGtTQ0isI6T6jA2aDHbCgcZ1Z3/uGuB+7JL3y0vu6dXwswjpsyNWg0yb3Epe3X7e3WOJoBnsbUCBl52Wk86tt/7u7C85nTl1mTUNdtBkqZ/nZ569+/CklFE94jAuioolOf/330/4l3/7gs9PK6ZE+PVuwq/HCZ8OGX99WvFlKS2v1FoZj4v3lOLGB1mn5meTZ+fyPWkeASAp6VKRmZDEqgQRI1fGpEQDwTylOqGzf2udhLKQM5vFQnGeU+si1Sj0r6wreCmS4X+RGNTypMnMn9RT6rHoUkrGr0vFeipYS/cYe6oyc7klpURZHHNLbfNveU+pf6wVK3VPKSKZLUwEzOo91mYYCTgkSfB9h1XKMjMjZ2uakiCOEsBFKnpx1cSdAErSamQE1GWVx7iu4EStbCe0KgJR6s+WjcLZFTFHQLEahj2nVqloM8KnUlteKcuZ8bSqx5l6Tq11zJXB3L2wTHEzL6mcCKc5aw4pkTMLBfzX3xf8y18f8ffHFf/yb19QK+O//OmIX++mlqemGiH6TiYbAg6q0IgRKEpxm/WmpBUhXYWPNMk2NRioLFqStopscxXPKWbJJ8KelLJ9+mx3Dwn24RienHJCszP73cIG2/1QI6Pa7GKbkaS+zkgprXyElDW0Qo2NlCQ0T42PPutk+8wy8Oe5rWcr22wV9/Ikz7atc+TUBs0jRBM4V0ieKBa7Tz2WNCyZCFOSZ3XItOs1abkN21gCtDHFPJ365Mfo+VG5u22bAe67JV98w0RoW0a+KeHoRnly6zwxJaHUaoAnI6e6IW3eJFY9bcgXpeex4713lje+m6gHfhhMDTfx3xsPGkHCaJ5TRABxD2MlECiJ522CkksJUi0WElbOAIpWxl059UmZNqFVO/HkiNrWFtD1i5ZjDWNi8zYJ5rso97+/q4ttI7k2ouSp5UDLbVsnp3we0YRO2Pr2kzdtytpPr9bcPaKy+/0Eb0CPFyx5pZJ2VFnfn94X6+w8V6BOMlbkIn0js1YZrsDxTogpK11equQkrVXHClb9qPZJz8pAXXVCwvJF9aS+Pd/Oztjgv+40/jYmQMcIkBBLw5hhJJISVG2sMGIt9zHCJjcS9fyhjoSy8aB99yHfLddo3hAQLqTvWg92mVEMvCZ08LIUAGmekI8TprsJx2PGL1OS9B8Q8fs0J3w6ZNzdTZgfZswPB0wPR0zHGfl4QD7MyEf5S4deldEmwXq4p/eQ2nhTocsInzVeu+5zGTojLq7I2BBGOjwM/DFlj8j1L72jsed0Tk7ROAAyA23B/ZzA7sDIOjZYtToLoYal2SDWvkz7G2YtwJNBNYvXKkhkLElePK4V+e6A6f4IZsL86QRKhPtjBi0Vv8wFv6wJd4nwy5TwMCfMdxnTXUY+ZIkAyq6/+onwE5BSgmZjoRsFn08Ff/u8IBHw1y9S7vPLUpAS4VHD905r7eFWS3G5f/q5TYFJBEysTOWUVD0ArGFMVTxaVtGiBtd0ZgyV0CzHlDv8hhusZ3/sZra4VFT1eqiWpLKV+HXeUSujLEWXtf2tS8XK3EioJ81xsqji2Egp3g/fu+Qp9bTjKVVIdCxW3URC07r32cTAhKrETAUxaZJCef51laFHlt0zLGnVmJaQs1jCudSM8zFpIoPYPeO9R7/9a/c7GqQWprD9szCFRT0hliry1mXjnJzMJEngJ51SzcqMz0lLzhPh99OKv31Z8PfHFX/7fEJl4Gmp7XfOlHRGWIfvCl0R4caJ6ExtIoBJk2smgDRPFLjlCNGkRiLPSk7RVDoZxRVU/GfNLWIz27wlp3hcN8iO2wd91mZjQekgjU5A7Sj51AwEuX8LyWiGBZGE7xG1sucD4ZQyAPW4ghkYST875XE713Rp8LbLa0dQ82olIrnnROqlLR5TDE0CDZwRTS1BM6DJmYW47oTTSEr5/AFtO+TxV/BZEx5DFOhs0mwkpWSLkUMtRMjtk70hTmPoneWIkpzEY34cgvtM5uU5Gvn+kUfX82Nxi7phurt9MFkB63hNspEBQNtCYqBm0WlaoRcS4ipXVo9f5wWlhQPahJbqSQCad3qfrOntw3Qy345uUZ2297fXNtp6/ZyVKLFtSb2qrE2IN9QY6kfobSE74ivBkVHUf68t4dvJXoPRk7LLOQho/jwzxaRqHFVnMDNr2BwDdZalL12+zuIh5cYHm4wgI6JqccV29sYK4OqE3sUX0Y357umV+r0aEWUTF23s6J5OZF5P5k3Vxgo3kWH5opR44na+7Dyl3O/CPB123sflm3nZvQe+El42SNNzJKQ5YZqk8EbNCScdU61C7Dwl5ENCPmTkeRqq/UreMvHiNm/tMfTKy2mXkZsJS3/t7R7s+63H4lx3+cmIiBfDyCX/Hbhow7XnroRUs4V4b5/z3xKHAeqD41a3dTomubBPtgnXzJJ2hiWnq8jdhHyYUNeKPGfwyjhMCVWrG98lwjHL3yEn5ClL5eopa85lL5M/D94lKfVSRWPveGbGeip4+rzgb6XiXxj4x/2MP99N+OV+bl5SS+FW+WVxOaW28t5mjrOVNuZWwUjyj4jinplQVNsoSsZMSlgArhKaEVOmeGEU7IuC5memnIIgZSbH8D0eyChNbL5YGdX+vSwV6ypkxsKMk5Eo3D2lVnY5pdDD+LY5pdozc5/XyliIhYgiaC4pNZQ0YTwrZ6RkNKo+y6ky0lplZjBXUK5izy4yE5tXoQbrWkCZerUYewbJleFkycEwEFK7D9l7VZCTKTgCrivTPlm+/265uMxD6mnpYaJGSq2at2s76yvhBBU5AU9LUiK1YkqkIakJ//e/f8H/9f/9ji9PBb//4yRl6EvF5lS3QztqO/bn6up+FHqSWoPMvLRGozJpclncOlP81TBQDynUVQ2GVY2M7ikFC7eo5jHVQzFQVjRSyp3vjIxq7QPDVfsVMjZL+yBTsqzPUiNCKgr62Wft/Mx4aN9dBaSpyFLDSlCLzppn9bDSfFvQXCpUVY9gMdAYYKSufNzSElofbJ+7Qdw9OMyTqZNJ5vnhPT5abhztJ81jUTytNp5SdTSumycVel9qj5ztHnfadtNxFUYOeQOclCgajWP14qhqbFdHSm2IqknDFCfuuXGS6oWshB2rgcws8i3ruiEu17bTr9D5PQS+P5purh/07YmsqBJewS2U1fISkrar6vQXi9jKsqmRqkU9exk0yD5w7im4JaCsHeqphn1s3dewUiZmRkp5QhqunWzbj/eaIpx7UxEZweTILZLv/XxohK3lr/Nk1RDW14zfKt7gOlEh962kP6unFBhEuXvX1iLUupFRVYmj7CY1dZLCPG+5aooD6+uZpWiG7/v9hIV51e51Ss+9hsakOz1rMPrRiIFhn+ZNldA8m1IS2XXeVD7/j2xzyeBBnYzy10B6nkZSOeKh6ePu+gJvAK87KAGZJ6TDAXw8Yv50h+Nv9/j0peAvnw44TQWfTlLg6M9/PuLhlwPu//KA458fMD8cMP9yj3ycMD/ciZfU3VEqMs6HVrWR5qMQB9PcKzhO5n0nMrdNjM9O3kyueEtc+U7myu02m2OQOex83j34657xdwf1AedFncWoOY+bnLHitnXPJjv8Sv9k5xDFBeL5xv3QdiD3zy1smqUPShD5MC/TlFofSyQROlZJOqWM6X7tfbfmPi5PC9aj5HzOxwl/SV9AlTFPCXeHhE+/HHD/pzsc/nSH6f6IdDxKTlWrINoIeN9XfUy8S1IKwMYgeuGxEKVoORU8fj7h9JTw+XHFXx9m/PbLAX86FU2giVaiuyfX7IaDwZSKREJCpdRJKZu1rqwVZBIwm8dUldwiRlKIHAoZVdVmGuaYSGZp6FIn0TSzbki2SiieiNFKfOIhtTZPqbJoQvPVL4WYWqqQUZ6UkmUnpVooH7rHVJ/Rv9zuT0pwidImOSkYatSoIsYQLylWza1WRiZGJSCvFShAyhoTDiBNRX53kQGorgUpU6tAyLn23FLO0B4N773O6lw5ajoYuoFqy4GMYlfJsfYy8KfCKFUqQS6FsZbqSsRbWM94LV7mrKz7YSpDWN+//I8v+D//++9Y1oLTkxBVZa0wL4+vgYn9B+/X3hdU3ptHHpmgA03hVxKJzsip4rz7dNu6aBivS1o7kFJVc4G4kF/dxkZOMffQPmsbgHpRqXDfKEXs24vdoob2sYVWOGKKz2a23Qxl1ZC8LOXMoe70yBOIdQZcnyHZsyWSVFvqyiH6hTOidqe/3PXD+uXexVo4snlDSu4bIZYkv28nnqwNm0dk5b5P9yw1LxF/Huchpf2r9wLxaJ6Ue7exaavmeeG9qAavKOqeUJYTiqh7TKVEUhGVjLCSiRbxaE3ISQgJ8WwlpMrdSDdySkkNhn521vbQtzT7LjqcHwHyHxhNmbcx2fJIEbTL6spKryZs3YXbbHk0LaembbP9AS/r/VhWId/KeuuN3DD5NWPcIHrU19FmJ5PJxp0A7fMumQXzkuokVlvnSK5mm1IPcaXNPnR2kWbkkua1kxfBVb2gWAuzJNeXD3kz0caTNt6A+8Shet6S238sg+4fDm/O8wqg3qcPb4LQDMDRGwGdpIDzbPIeV2fb7FhHHgx3ReM+Tg9kz5pvrzHw/eAJQc0BRnkCTzPS4Qg+HjF9uldSasVffjlgnVcsX+T9/Omf7vDwT3c4/vke9/90j3x3wOHXe6TDjPnTHfLxgHR/pwa+/ikpJQVVDpK/UskpkZvRc6954g2klIXy7XlTXclXpttdB7QzWF469tq2Z57xm8mzu6+X9B12X3vHbLfpd3Zj2eWRwk2ydBaqfeC2h3yzwNDmqZqsnyRhUrjKd9Wv5SK0mFbJoFJAeUWuVTzzSPS8NE+oa8F0v6AsBfP9hL+sFXengjwnzMcJd78ecP/bPY5/esD0IDKbDochbx77XKofuIt6t6TUS+FnmuZEOOaE33454D//hweJ45wSHo4T7g8TDlNCrhKWMWfqM90aamGkg1daTIn3JYJzkvLAVkr7bpKqRAdXTnvOkn/KKvSlZhRsZ8U2N+M7Okvqm4t0lETScRIhHVdUkhxMU2HUWfIo1WWVmcvTApoWpHlFPq2tcl0+6PJuRVkqplIxa16kwzJWjbPk2T20UcgUBs7yPADyZWYCTvL1n48T1mTuhmg5uYh6OfHJlxrXxKF3s1SdO07yPKe7jOkorrfzw4w0JRx+OSLNCfPDAfmQMT3cYX64Q5onTA/34qp7vAMdDjIjcpDBB/OhlZsfkl9eYpqb4sjt3eXUc0bMVZTROsnMJqkyZWEJpQrZuNaKtaSWVH9RzyZT0E0HNAXXwgO2FbQSET7dTfjLb0eUlVHWgjkn/HI346jyZ+cIvBcMVp3D1jNKlhZCgUYqKZm0LpoXRKsp1QKsmkOqrEJSG0lllfdq7flBzJuqFFdNaSSjtslr95WIUVm3j4DPAVJASUNLdB3VLAOoJmZvSc5TloGfEsBKZqmxRa19aB4R6yNhXlXQ4plqqOlzboF41kk90xwaodu8OLoHk3k62Xcr8mDejr76XqvKuZfgfENUtRL3bkKkGfnOK8Qb71upGr7TeZie9QXmFdUri3EnpZSASswtwXNNQCKhJ2Q+QLxW2dmRkxnj3H0CE8kFV1g+omeuee9lfGzd6kPC91BNV7fZZJy3H1KdnOCru7I7h7zEgXDS78k8rcyugOxkRpuXc9/97M4lfcV9ev3u7L7aPgS/uZNIts4Tv1tbcushhUYU930u6IBnF0zt2dBwAnlLw1MjAiqBrZowQcmskWhi+25h4Y7Ib2+QL40DPHjDfwt4IKWA4WlsCSeTp0Ys0WaJbpy19ejf9Twtp4/HQHzJcohgCLwdNmRMk3sLh5pm0HzEdH+Hw68PuHti/PJfv0h+3KcVYODTP3/C8dcjjr/dYf7TA6bjAdMntQnu7kCHudsE06F5ntA0a06guXuiOBuhTcINhBS1P24pDPr1j7IJJ2vus+sQ+KUy94cQz0v68/62HpGgfYAZ9QMT5fkoAmBkvrZ/6zv9IEGmYyYwZRAqQJqXTj0yqVZgEm9+KgfpYw9CTqVSABByBaZSQTnjsBaU44pyqsjHGbUSpuMsoamHCYdfjzj+9iCk6vFOidO5EVKtnzvrwz4efgJSilrztcSsn2apTPW//OdfcXc/wzxcppzwT59mzFlDQJyyxei5QUzpIZJZZ1BXLqyqypjoXAmqLITVMSekBNzljClLGe1DTi2ht+QjEOLFXLg9Wt6APMl1WJy/dmhUVrm4dZVy8csJ6e4R+f4IXleUT3eopeDw+yPKWlAeTyinBfW0Yvn8BC4F65cTuFSsmvhcPKbEu2h9KlI1bingyrqeWxlgcezQEvK6vl27PsOJK/DfZd3/+uc7SUCeCSklzU0spTLN+ylNCSknpEzIs3yeDhmUCdNRYmjzISHPWQinuwNoSpg/3SFNGfnugDxPkjzu7gCaZ0z3d5IQ8eEXYJqRjvcyAB3uQHefZAA63ElHMh3AadKywDbT1iWMIO72nLrynSqAKaGw7FMmxryKF9RaGfdTRWHgVHIrj23EnnnlrT6Xhps5NpJ1yBnjZgUYQE73uD9Owrar7P/Xf7rHr8cJ91NquS/OJmsCrwzXiK8p6vYStrsw99C8IVRPCSkjnpaTkEWDp1QRsklJKWh5b6wL2Dyn6ughVRsptana6VweWCsr9UvkJnd6x2gJatsKah4x1KomSX/Zq+/1HFJWLYk1YS2byzylNjPJk1TasxLnlDLYyp+D0ErxsiaYRBKCqhZVDq21qjfBzvuxPcwrqv3BVwHrIXrWjk/F2ndt1UqlwmbPS7jUsaKreVIaibXnoVsqUGpt1+RlysKavOylzRgyJDYnT0BJxT1LVN7K3hsppUsb06xPSURYU+9jxFOz59SRsvdiFpuHjdFTyc03Dt0PnefCOmsu22MC3xcEgF1oMXqIZjeUXFeHTijZikaPbIijLsbU5HePXGJ3wkZ/DDt9vRfwFuPduPWuS9vq9TRsp7Y/XduHuiyfn9uH1167Um7GUAuztHxRRlwbgcQMJG2FjdS2hz2ST/bdP9XmMdX28eC2MM+Bb4M3ntxy7Cw2eZ6A7s3kz+GNfL3MrcG/JQL889gQBj9DKMyHhNplYgdVDQEngLJMJANI978AAI5/eUSiguNvv+Dut3vUtaAsoudMD0fkg4Tqzb/cIx0mzJ8exCa4f5DE5sd78ZCaJmA+glIGHe/FU2qYtNbKvsnyYbqQUVj+oNS2DTJpRNVAPKXzezbCFQlb+X8dD6m9TuYHyff2mm8huJv90/7bbKPepxkJaB8ZsDx7/bd7/6UxP/o0KtqzYtbKsp2M7/leZVKVmWHheCBdb979ZQGnBK4FaZolrHo6IC1PSHd3mB6OqMuK+dMd6rLi8Os9ytOKX/+nE8rTInnT5gnTccb9f/oN+e6I+c+/gT79inT3IETqNG+8pHx/+PH6r/dLSpkg3bCbvQMf7nSoCQ/HjN8e5jYbnRPhbhKiyM9YAaYgjbkNWq4ARwzk5uGTRnJJPaPMi8quo5NP1JJ8Dx5SRGNfsTf7YzlVmCWchQCaDhq2ctCDGakWcF7BlTVpJYGWFZSEyKnzAkok5XynJMtDAbvcUqykFFdGXQq4sISElQouYnDByKmqpNQwjQlwZWQujZT65U8HlJRbckIiSHJB0u9JvjdiahYDNh+ykFSHrAkNrfKAkFApi2cU5YR8d5TtxwPS8dA8pDCpO67OrGCSRgxzeySp3OVnPMYqXfrutS+zQguNrEwiPJOGrtRMgFZcBGkqB6j8kQvzqa66EHryYjNMfV6KbXWtluiYAb4XgbVy1ndzFgJUyYDkSNub8PH6sHeCGzssfcDdp8Qr1gC0AIIMcptBxnV0hATmpB5EGZQ0v0eSN865Skibnbqax5CaNFUsTbKcJVBvJCVxiNLQru2Y7s7cQ2kbIQV0Eipn+V1fUcmqhdhSQ/Za5T2Xs6ElPtf15CvenOX68M9HLom9lXejTA/DuLZ1W7a26D8TaTgyWl+QK4QXY9k5s44zlhNYuocWymlRkpUg76uNDQnmtdvyyEDz+2xuaOuJ1HPcGGHVq+hZhTBPRqUErbpn5LsldXb70JjU3OjI3r90gpKu/AXeCXa6q66qq9CbrU4bO8Ca/ba70/6LwCNZpfuahxSZPBNcfwI1RIevw9J+5HVJqZ31rlujzY6DjI/d33Be0+1aF7TtjlyfOdhnFxuJe2H6nFsH1ZAwPC2m1p+jXbcnksyA481hRtTw5afd9vlW0OYBOCLJ7XLWg7SHb/2/GvPDqf25t79D7jnu/M5wSdd6rujVXgU7/VHf4MZ40xOmSYz74x3y/QMYCYdV05ZYlMhxbhPY+cF5SOVJJqfzrLmk5h6mZ2TCoI/koYov4EgmV32vy9ioeDBtZGroOMZb5TPZu+G5vQjvQV631/CSfuSioFzcn4E+0eJ/+syDyg1wg4cVNW/gfg0EhuU3HfP6ASQeC1nPNxUpQFFZJojn0vgKBgNpRS6MNK+olZEOK9JxRl0kF1WaJ+TDjOnTg4TsqWefefGxzyX1Hl7vN+JdklLkPlwa91pXpS83E5QMAv50nHCXGYdE+O2ue0oBaNXMLuVt8kkbPTEwVGqhbRlgDe3LnaiyksFScY5aONVQYluv2xR7mCGaknhNW84V25bUlbQWpCysKx8fwesJvCzg5QkoK9LTI7gUTKcncFl124JaVvCTeFuUk3hUlKdVO3LJQcWV+3JZ9bt5VKhXVPO2AJr3RGX3rhi0rsD/8b8DAP7z//bfwPOENmtIBDJSSq2clNWTQplh8Z4SIivNWckqrZwxJaR5ln0PmpTwYEkKZyR1w0134gVFBzcQaZw4Twdp0FlcK5HnXiY4jcavEFHmaaAWZJY+hkjziSnhdMjUKm2deUtYHi71hmihosDgJdXIgGfklLmHB9r1/eluwt2U8TBLNZKJnJGK5/ss2iwD3wF+toxYvPMmQNgJS1Dbc0K1HCHzHdI2b1S1z5bYfHUeUppPqnlh1Ra+d1bSW8P3uLEk9fy6t53xjmGgK5REknu0xLSUnXcTUevfhKzKfR+ScOW2jxFTmp+K89QrKmm/yBZ+2z7LudkngdwxgIBOMCMxuKqnSKWmk1QI2VQZqIkwK6F8zN3jqbVr7gUQvIeU9QnbED2GeUqNOXaMeO78M99sAw7tXQ3jpISTT3JuFfVskqRX39NE5qA2CTOpV1zzsnIklSeuPIElv+cJrU6QR//yY2H2txtqxg9KerSvG8LI9vXbAVVhdNQaxbX74rRwPWOmNr9tBBhv1vszfSsfQu2/y2MssK/nb21K0938frSz79j1nHtI7dqqO/2VoRd0IN1ViSIXttd3lvXc1veJrSF0z1Y2D6vzX30dMsqw3yfLpis9Be1UyTs7j1/nxyq/3SzVPW8sG9d2zvNS8iCwj9YRAefSps9dx38GgPkIpIz08Bt4PmLKE9LDJ8zLgsN/ehQdZ9UcaZqHKs2TJjHPSIc7IKcWISFJzCcN2zugpUqhJHrZtorjkMyctAIm7ciKm9zeI6w2sn0xqTlt1u3J+MVn+1EEdKct7cpD3304wO9r92zrCG1Sj/RzP48jqnSHNiQx9/5UPVK5eZbWFr3UqpUm6YvZKmPnSapdcxFniFrAh5Po93cPoq+vYrOnUpCeHoFaMZ+e1AFE872m3Kv13d+B8oz862/i4Xf/CTzfSRjfIKt7/abJIHa2vS+8S1IK6HJy8/6kJbqJcEgJNFVUZKREzdB/6VA6hE/5z9gkhSUhn6aUnAKPRkSdGQCmvDvFpN310LnplLpWVZHdGC2mVY3NVp1Kq1UlIjFIpyzCvZ7A6yI5ZI4zuFbkZZXk6E8LaqlCRK2rej9pBbtl/N5CeKrmoxn0mLFaFy1r+/zwl0/gw9y3NY8paiFA1Eip3MgoykpKTZN4QykpZcSVDDgH52or8eAtNvxwJ14YOiBZLimkSRoypcFo9ckzR9lqfVbzlLJbNeOLE5DUs0UIKtKEwIxUen6plp+GnYcUwyWMf7nCLTIksnU/iafU7DwirItqXZWXt+2JztcGXh3auzWFxXlCJumrKEHIT3UVFu87bfdJk6InR1zlST6XSVmNtc3M+GTmpANnz2HFw+A6/DnD5eJtABulXTdoXoWW/8mV9ybLuaDEUfeUSiBdZ95UlCZlNnLbvy2bYmjn3s/xMJJn+/dhbSORkMyJpJ220Dht/Ja023oJdsf4tl1SzxNlS59TCuh9gFV79eR0HZ45b75fh/UHNra07+5zI5Pctk40jXmnbLxr454jpDypZY86E9y6/huXXwG5/wPfG/acn2vW3iOPNt40Hnvc0hknQtTywl0aftpqJcD2NoutQReb8tdgj3hq29p/7vvZdueNvNnXd5F+46j3XT6/EHy8s3VjhMHxU7yzK22WbbBXfYP8tbm+/wzXtn0ltqFMbf2VpNBbw2v78G2fXaJq8x24MGHh1+3pStFjfTuuPEOCRHs0fUJz9yQA8wwCI90pCVAK0vHYJ+igYw6R2ALqVULzoS9zBmXJH0VpAmZNHZAmtIqNRkidheaZd8rGU0ovfKzevSOXe0TMGSm6fT4753oWH0VGt/d+ebx5ft/WybndSftHt771h+QGLWrrh0g/EFpYXzu0TbOgJUHXyJnmtMkqH5zlJ2oVAqtMPZdqLTIZWyvS4QA4wosoqS6cxalCw0vpoDmlmhNF995rfeb+YHXpob4bvFtSag8iajKTLc1TghxEuWZMJCEUPBFmzpgT4X5Kg5LP1xjYza81JV5/3CvXVuqX0L2nsl+iVzrariP02eWmtA8/LRLNaWoqCRGUlU+gxNJJ1ioGWimgukquqVrAd59kaQmR12VIiMy1CklVWYmoqlXrrLx8LxHM5nJYPTMMcPGlgtn+dTwt7eOv//N/Be4Oem8aH25Jj7VDb3lm7LMuxatKCaicQZM05KTrLAeNJSekPEl4ns6CyMzHLN5nOgCBxEW3e1TotqQklVUycB0SoXtU2Oqk/zEDSYmlTD0fTa2SP2NOInOWQL+6zz6/hknmXt6bCxLq5FKux0L3enJ9NEKUqF//NUU88AoYBrvNdxBAGVy1qbN68YABC8njLC7AnkzK+r3OANQ92LyoWqJyrQCi7ZV8JSZrq5Zjisf2a78FOBn05NTZPfae6yyhvs+roMob7aw7W6ZxHZs3lCebUu5KoyqKYwUcp0T6Wc4LSl3SV9NGGAKISdo0e+LJ2q8ss+ovNUleAauq6j0gLYn56AUFAJ2I6gR1J6W2XcBeP7EVt/ZKoO0drp3vkFRb4sjGqmT76WfQSGBZCF9yx7ZXCkeE0zlxlWxcdWOr15WiT/qxGHTwjaJv+vpef7AN5dt6VbE7O5+tH1cwXaQixnNfs1suYE8vv/Zb236N9j67sfTMDnDtcX/9C7EdVzbbjGAawu4I6B5U9qOufz97V3zeAW328B+/JqByDFO6+gb2XxrQH+LFzoPcPu53d8+/c4JL5EHgO8Hel8mTTV4lsBn1WXJM4vAJmI4awvcAcOlVz0wXasqxSwFg0Sd5brqEhUC1ber9xE6/sMnqHopnnuC67yBrXs+js++DDF4iPe3+N4/n+uP7yQTV389Vu32nP7zUP9pDVMaJwJv+0X03rcsGN7aCEAQwqQ6tYXuc1By2qATT3ytQdcI46YRxWUUvr0W9qWqPcGhRDdyfgenAeRKS6nAvsjpp1I/LhdwiBs7k9ePIxocipYBmNsDXxUja4HMCiBkHJFRmzCmjqJHQZ6Jf8Fs7yout8x4o1iZsXVPayYcx9HC97ezy9leYhG4T48q1L6ogIhFeIskjkzIwqTuhlZXXyltCSlWgLJ1wUg8KXk+tgTS3w1pkW3UlLdu2sTpYc2XcC/MBgMdT+/jwX/4ipJSbUbCS8Wa8trAdZ5D2UB6tuNXyy2RNhEwa0kMtHpysaoYlJSTSBmuN2+LDs9uW+sDkjV/33kUeSBP3qiyRVKxiguZ6AQq60craCU5JkpOa7FUnk3auhhco2ruyl2Qo82GlXVY9AfpxOqmPCTdQ6lK8BYCecDG1Qa+Za61qkg12MrA1Mr15SEFiyhidmAJkf8CRTUZK9eOF5LLjRhPRwveadPgB8uwW0wUxOm/fnYnwg+RGeWvkEfr2lkjUDJnRhb7PVm7XbUs329/O1VJfpmZimVeHJemWHINGKrF6Q7ZHBFFSxOOx+xoMYbnukWJ3O7fHXS/0Ahdfx8544j17/b369T5fXRoe0XisJ7C2+9r+afOIPfG19aay45pIAHuvJvADsafHir4+0hDU/nPYCKnt47rDvr4dY3zLbZLgzIab0SZnbt4fu4JJO6vp0s7D9s25X4z9PgyAI5z2yBfuBhjQx4fdk9m22y6n6YIvAe09wa/Y9wpxdClce3OCK/vccnzgVdA6CMaYb1Nz95gtlCYwJ9AMgGdNVm72irdR/Lm7fnEefre3Lu/vA7ilyB17/WIrhH7fM+LK3fglGXumPznf+WeS1e2zfM4w2vQBu12bdY69H7SiHETmBcXD9uE4DX/ussmtH2UtR0zVzlFbRWs5NwOspNSkxYyGCePq1vmf9rqr2qyaCxlp2k854/XtD9iHfThSCnAKLUyplhSHRvhQYg2ngKSLNSXqglxf4V/PZLMr6dT6jEHBdsp8IwScQj6EU3lFnbc/xCpMSWYOU27GDqlLIKthS1yVqBJjtyUpTpOQRvUg1ahqBVnInxFPtXtF9c9FLsN5X7AnpYCu1FgOmi2OT+1j/u0/AHfH3tEDvcFIluAW/237WPlXeWgauuRZ4NyJpp6fRjydKGcxTNPOzEfzpHAlPDeD0xC2ALSJSXLrmvFK6uVgXZXKHpM3OGkgRKv7fO4RcV0ed9dR9+Iyj7yUXGJ9jH3b1oD9WF3We4cOShdgYSxdiRHySWSMnduvG+xswNIOjJWw6sSTGhxsyczRt7NK53A8b7b7C9xI4CUWpHV+O0qW3qd8NY/Ivn+fJd8oc65/YK8E+sHV2iqALfHUSSsMx3ALtttX3Mzj0LwdAW3f1OtLEVn5elZdhFplMtbO27dze2LNQ9deiXu6vg8wKtDIR6tCtn3yvLfS7sPdmh+b/D0PY47d/dk6N5Ztjuvj3Xgc0CeHzsY2fX7Ddwz/XbyPwPfF9lm3CVpctwGefUV0foZmJ1wZ4IajnuM5CLiVwNocdsN5bzjH2fi5czUXzuXbzU0g2vTD24O5n/ACaS19CrfTXYyRbOTVc4agnfuFhJS/qJt28ZrX+faRgNvpBG+6hP1zB74TzuTZ1gNjYmnVdUwvyJPYOwCaq7mmPqDBy3tsK3SmH3RP6p4k2ntXmw7S9YutrsKXtvl71A6AL8kwXfzyMvwRZPWSzOzuC5yVhj3bwT52fatPLOxYYlZtT883hjmr7CXAJpyJ1IGDrNqVklSc4fNT3S67+pdcTlX7vCVX4fXsK8/oHeLDkFLbscO6K/msZYaTiEkLs2AnOleE+aIjwE7/0XJjuH3659F7qlfZ67NzW8+pQUHn/kPMWsFNDVUWlgNEWe5VE6pRy/Vk3hK2DZ1A0mTJZAnabBsDYOcu2I5Xg7j6ff0+7pmdeVsovjy2j/k//jfg/q43mvZsXUNznTs1wir1B2nfPRMMGmO9vctiM16phfnwEBqk+6asL0ZJKm8Eu/cOWJiPvX/1pFCZS/oM6kBAyV6jZ4R93pfLW43OYT26XHqPhiZrLcmxtZsuj++0X/qgcJ3Btk04BZkbpakKl+u7POnbE9CqP4Ank9oSLVeLHui29+97IRmtLzjDBSLqFpzlB5H2OJxtmMHZMSLaLGRX6ob9t21/ez4CmneVEVe6fS8wSLoLghTOUyLKKcdAJ58Y1Hh4Ux/227c7bvN7g9eUu55zgvrrEjr7/mBv2/aR+7FM1p33D1vCy0ir8Tj3qvbOQ9t9LlMK0S99f2yfMdtK3t9+8cCLu1yQ7Wd0ZZjc/0Ah6MbJDfsCV8fmS+e//fZuGaz9xh2Dyh56G09uuAC2ZL83X+ir4qxq2bOgyy/i6mHbMWtvn+15o4f6ejh5PlN4CZZ8nr3fchJ9iUhHaMp9Mr5N4F2x8drpt7qC6mS0XedlyekOfrJt73zuNs49o67J5wtl9w8njxf6wIvvfKffaDMul58Vu37yLCzZ5FXJsUGnbqF9fcL4bII4s+rqm/UvlV2frqI5VbiK1oOs7tyrl+t3iHdPSrXJn7N3JhJCbkfSly2z3EAz5sY9BzQDZO+3cf7a9hXwfeXcjIMzZd2duLcPlXjSCxrK/RKaRwWku9b4m8bMksa5ghmc9FzmUkjdTZDPwnxyJ5uMeEquwXFvON5rguzpXfKkWPs6mo/A4Q67Mwp+5sJ3+LYObpsSSkODS32fIfRnM/OxG+YzNFw38LQXsy8YTV9lPRWjGd5JFepW/tp1bS0vDPaN0rZtrx/ZLM+26wafnL95SPU7vHiC8E74TmiKlz1gkwG68D5MQa6w0uzUGeDNn6zr8qJtkaDeWDr4kWu/Ds3jag9fTUptlTBdDvukzb59+1kM/Fln6RXENO67VTKH37z8tekacF2v22B6CCD9a0Jvo34UelH7Zj869W3jZ7o4Nl3D3iF+mDkb03Sl7/H2SGvSDX4f/wY9qYWL23D2W4H3g21zPbMZv/a8rR98HpY39AdxIabN3SyfLxo7d9rfiw5uuPJ0rj1r6+SeOwcg/ewPJgdv/2164Yt4yQ88p30Fvg6XBNWtbwOGeUzp+pR1op6cF/gNPUbzxN7qF05X2RJWe/rIheP380V9L/wR5fHGPvDicZfkbbPNTaS2T9scse1L1+nlf6ejE1QnV6LKfwdeILtdPtnZsOd2rF3HuZZ3/fv7wbsmpQZR2fRfW+VJXoMo8ZY4NvMZ19nPx8+L9LXZrEu/7xXugaTSA+zz7nmJBqtIzR+Z9W6MrHpGkeWc8azsRsB9qN3Gy4I3+9AO8dSe0F5IT9t24QGlL/3zL/8BeLjfPLjNQ9g2Kj9AbJnf4Rx9/blBex4HLvukMdcNsCG0tsauu0TXIemvOiNTySn/aLQjGqi8SzwA+nmu4apc6oaWUNjtf2n2d88ADbwWtgMZ2gem3tbaQNY6vU4YNXnYhs7CDrG223/13DPqysB35jL8CrhI6u4YD7uzjKl9Ho/bad/uPOf9RBr7kivyD5J2A+wTTMBe+0YL82vn3rThS+16a/Cfk1KvB7rwWR7TeT93psJsXxnG8W4477Zrd8eT23h2XOCH4tJ72Mri17yvTuzedh18JpVvi1t++2uu71Vl/uKM7RUFwY9Hz/YyP5qRwu1CIzt/xeVeGqNu2S/weth/d6z2kAz13Ax/M/IJWy+TZwz8izqDvw7a+bz/nc+267It9nSd3QvbWXVN5kIeAVx+Rnv92wX7Z7ODO4HTBRloRJLT27u+7skp952BlhSiHdKPb/8/6/Hl9eNNOJ+P/PGOHwNx+ty9vx+8a1LqeexUGYF6SqmxsH/UbcPtNRluSrlb0V79RlHfElLb6x1Pwhimx0mJ1XbRzruBWe9xG99qBi71fbSR0hlhZR5Ynszqz412G8wzHT8ATIv7rBXxhlvdD/MZV+01rnHdRc8KT3JtPaj2DNzdAQXY87Br/RBBPNSAlmvGfqY9HqKBa7B9957ea8olkeV48ftvrMGdewq8BpqE9O+tDdK4mQDzbrr6Fqztb/cloFXSG7qNPaLpAvlk1zDs9y3YKm9+U2+Xft04wwh0MmnnnGezm3bVewMy+r7PSPm2Xcvr6u3a30LTeaxv9+TS5oC9ds3th85/X7a/Li11ycQ/G5OAQbyG/W4Y74ZzbE5Im+MuXlDgfeHWd3LNFry++at/8l3imYt/nXvbjjEvvYgbZr+ebazvDM+NoW99nsAL4XsJG7+NECDHbBMAze+zM6E2kAbjhnN9vtkEm+sYJra268/P++w+7Z5eKlchh5dx5dns9m+X9r9gjZFuc3oe4Oxxf/jZqU2WGfATrGy63VZm64XL2NONt3quk9U9Wf5gMvThSCnafuCet4Ld624lvv2s9uZE18bk517jdtwaXn2zh2hY5/e56p1CwOgq2A2kHudvEi5/Aztr2OSlgf2/zTljW85yztgT3WA4/gKmnq+GpztgunMn3uvw+82fk1Np2L5rtJq31HZQ8EYwda+Jsypffv+LXh7u1CZXJK/FPADsiTUSUfcZHtUFDz67va+Ry3PZ68binjH5sbqpD4jW/3hiamc/3759mzzz0vPEE5+fY9N+h0+8c8zuhcCFCn4b+Ix03uKK8nZJIbx07r023I5/maS7YWXTrgGjqBk4mzsYc2rutG/XrtvM7oVLa4TVa+BSN3u+G0BXcjxtu+SbttHZK7zY97jrjL7p/eBF74Jwda7qZ3+vL3LqeesfvmCk/1y4ZqT+bPf6k2Cw09S6p/7Rlqx6UsuV6Iu9bNMSvOj3t5Nf7aKwS2LZ9ku6xVXb5rlrCRl9VWyf50vyT7VjCNgSRoO+vj+hPEY+bPX1PZnNF29jPPFGtx1k1Nu6O/r1B5GvD0dKeXhZEEPBXggPeUG+ci7p2d8+V7i3gnlBDmhY7O9AOKdkrYMGQdLyWq/tyShvnKlr64Y1Hg1cd/KznDPfkAg5ddHiNEl1vOH+rtArz4X36Lrd+O3nDFTaEFc7HluX3kwzWDffh903Xm5GClza5drv3Iq9K77onfcV5w98DVwj5522ib1VBLR2PWLsCrbbr5y/9Q23vfW9WZyX41r7tl0ut7Nrit3NZZUvKY03YL9do/U3cupNn+p3vXRbdp5nno28gW8nB32i8dv2x0URvXianXFvOO7Gvoee2R74cbj1nbDt/Dq89ofE28vvLb94wRPgD4c/4j2/d3SbrYsp9X7ELwGn829y93z1T1/WVfZ1DTv2mv6Cy9uuXkzI5+vhko586/62WmcfL6nWFw4bN+1dy7fL7K58Ntm7JE/vX8Y+BCnljYTmSLCznwmC5ZbyL/6rq9ZeuqZNx7P7+ndk+aqH1HA2tUL5fDXgvQVchZR2kzw+KJdYDeib3Nz9WQPrlQT2cMPDzPP4OW/C957p0M9dFv2HvQebxn3ofP+xEfsT+N8aDeJLOvbWY8o+0tkB59cqcfA7J/0WDD9DZ4/sknwG3gIXpIhwzmCYHG8FhKzeo4OrJkJXO8Vtv3DtUl9LMG9R2C4M9vDK594+JtSX2rD9t9eHXLis53QYpyc36/vsnM+PN16/uThZ0jqSV8ANp7mJENr0L1d/YvNobj1vdEcfG2fD9DfgJufO74XL3dLHxVaXvAnvgV18hTfx073MnxWbkdH0oz31yfR5s3++EleJpz3B2bUfbjjuuW0ho98fF/vAryWs3LYzfR3Y97KT33s9mT0zhHE+gH2sAe1DkFLA+EwvzvtsbBDWMIrttle5nhve8x4htUsObL/5vvnij/Sd2BukFrI3PLAdz6a2fc9rypTCb2B0U3dH5JQHz6mruMWD4tI2N7jc7lGxPef5PlsjcvjuBkz7+Jx3AF9i3l8BdMPv37ot8BqgoW1e3ObXAWjJEXe3GXr7vDgAXusXfhD4LF/UNVxRGr+2rzj/hc314UwR9iqAr7w3HHfDeON7qGve5G+J7QTL1X1x+XX4fW7+7RfuH3jfeM13+QM5qZ9MJi90WLfg1WfPXojvobwH3iFMF7riMbXdH7L/t3kVXyOl9nb/xt4h5PkH4Zk+8GtC+65OL157x99RZnejip67nveFD0NKedwaKnrutfJaF3D7K/62Ce9bb2Bk43acLG48/hXdvH1YXKsOcMtxe8zvpW0d5zlsaLN85txXVl3DWXu/xRnlDeVyoNs+Tr8UuKXtv2T2e6df+DGgnUZzbfdL+31fqtUu8SXP7CXt2srevwe8pM7Zt/Yh0QcFbkXIyh8dPx89GLgFOzNCFzmDF+hAl46/fWd8mzyGLL9ffKtR9oLjv5vM7tmzH68P/XCk1O6s9oVtwA6B9Uq/e9MxLyCvdn+RdIqg+bJvGdILJNLwo9uSqXuHsC4ueVN9BbxnVJpu95TaQc/Bcs394JYZj+cY5pdh94gb+6Y3l8tvmCwNvAZ2OoNrMSo3DSY+xMjXjAcAAAW2SURBVPcGF+SP9PIvhebdfNw39bwAutfjS7rFlof1pt/4OC/kNa/049x14EchZOQ94IONGYGfAN7ucbEJF/Vzvt1LAbhwnlcS8ptsiGhQ7w9O5q7hWW+qW9/tRmaf09+/SmY/bt/94UipPZwRj289Af3tDjfPnPi5OI9rN2xsxDP7MD+bgHc84jmia/P5jIT5GkPzxt/7arzW4HRh/Q+Uyw/aP/1kuEapf8v53ofHzevjpVL7urNCjV++gRsM4NnnFH1QIPDREK028NZ4buL90r7P7f89vUY+nkdKwOMtlbzNb22K5pzv+xVy9SKS7H3hw5NSZjjQZuXFkL7X/v0rJ3y139oTsKGs+Gv80svOwc/GqfVwOkYavn/VNV/dXRvus6f0LM33abDPXeaPlMuP2UX9xLilHdwSP/ZTxrnsCfDb3+dNv/hCb6qfEjdOzP3hnksgEAgEXo5r+tFX5QD6iguIASsA4MWy8KJcGd8gZz+h7v/hSSng9f0PvvX3v/8vPBe0+Ao/cRX8TBL2zbYzsveaO+634Gs8K97uKn4+uQx8G17g7vtq5/qo+HEzkeEodTt+dikMBAKBwFvgazXp17SJYkQLGF4qCy8kpl6Mn9M776cgpfbwExKIIy7d4F58KgFnpee/7cefCQcEnk90/sovaPd01xjoH2Tg/uxyGXhdvJZi9D6ynCt+vhnIr2nX7+KVvOKr+MleaSAQCATeI0KRDrxnBKH51fgpSamfXxSuxQzuhdV9DyPwuQQiX1l97zXxzjqG93MlgY+DV5z1excsCN5du/xWfM2dtFxV76Di+s/zJgKBQCDwcyNGrMB7R8jo1+KnJKUC78Da+eGITiEQGPEe+oVol4B7CvE4AoFAIBAIBAJ/cAQp9dPhK72ibior/4PwVa66Ye0FAh3vJWTuXVzEu0A8iUAgEAgEAoFAIEipnxgvrW73XDW9H40w4QKBb0e0o0AgEAgEAoFAIPB+EKRUoOM1kwf6c9H3qrYXCAQCgUAgEAgEAoFA4KMiSKmA4rVJI9p8DlIqEAgEAoFAIBAIBAKBQMcPKIkW8AiqJhAIBAKBQCAQCAQCgcAfEUFK/UAEIfWxEP5egUAgEAgEAoFAIBAIvB6ClAoEAoFAIBAIBAKBQCAQCLw5gpQKBAKBQCAQCAQCgUAgEAi8OYKUCgQCgUAgEAgEAoFAIBAIvDmClAoEAoFAIBAIBAKBQCAQCLw5gpQKBAKBQCAQCAQCgUAgEAi8OYKUCgQCgUAgEAgEAoFAIBAIvDmClAoEAoFAIBAIBAKBQCAQCLw5gpQKBAKBQCAQCAQCgUAgEAi8OYKUCgQCgUAgEAgEAoFAIBAIvDmClAoEAoFAIBAIBAKBQCAQCLw5gpQKBAKBQCAQCAQCgUAgEAi8OYKUCgQCgUAgEAgEAoFAIBAIvDmmH30Bf0TQj76AwDfB3h//0KsIBAKBQCAQCAQCgUDgYyM8pd4YQUgFAoFAIBAIBAKBQCAQCAQpFQgEAoFAIBAIBAKBQCAQ+AEIUioQCAQCgUAgEAgEAoFAIPDmCFIqEAgEAoFAIBAIBAKBQCDw5ghSKhAIBAKBQCAQCAQCgUAg8OaI6nuBQCAQCAQCgUAg8AeGryodhZkCgcBL8S19SHhKBQKBQCAQCAQCgUAgEAgE3hxBSgUCgUAgEAgEAoFAIBAIBN4cxMz8/G6BQCAQCAQCgUAgEAgEAoHA6yE8pQKBQCAQCAQCgUAgEAgEAm+OIKUCgUAgEAgEAoFAIBAIBAJvjiClAoFAIBAIBAKBQCAQCAQCb44gpQKBQCAQCAQCgUAgEAgEAm+OIKUCgUAgEAgEAoFAIBAIBAJvjiClAoFAIBAIBAKBQCAQCAQCb44gpQKBQCAQCAQCgUAgEAgEAm+OIKUCgUAgEAgEAoFAIBAIBAJvjiClAoFAIBAIBAKBQCAQCAQCb47/H5VSdYcTlMqrAAAAAElFTkSuQmCC", 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↓ monitor_data.hdf5 ━━━━━━━━━━━━━━━━━━ 100.0% • 5.4/5.4 MB • 26.8 MB/s • 0:00:00\n\n", "text/plain": "\u001b[1;32m↓\u001b[0m \u001b[1;34mmonitor_data.hdf5\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100.0%\u001b[0m • \u001b[32m5.4/5.4 MB\u001b[0m • \u001b[31m26.8 MB/s\u001b[0m • \u001b[36m0:00:00\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ], "tabbable": null, "tooltip": null } }, "0ebaf2445613420eabb4080aaa4e49e0": { "model_module": "@jupyter-widgets/base", "model_module_version": "2.0.0", "model_name": "LayoutModel", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "2.0.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "2.0.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border_bottom": null, "border_left": null, "border_right": null, "border_top": null, "bottom": null, "display": null, "flex": 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🏃 Starting 'bc_example2'...\n\n", "text/plain": "\u001b[32m🏃 \u001b[0m \u001b[1;32mStarting 'bc_example2'...\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ], "tabbable": null, "tooltip": null } }, "48c5e20a9570498183129fdb1a295726": { "model_module": "@jupyter-widgets/base", "model_module_version": "2.0.0", "model_name": "LayoutModel", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "2.0.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "2.0.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border_bottom": null, "border_left": null, "border_right": null, "border_top": null, "bottom": null, "display": null, "flex": null, "flex_flow": null, "grid_area": null, "grid_auto_columns": null, "grid_auto_flow": null, "grid_auto_rows": null, "grid_column": null, "grid_gap": null, "grid_row": null, "grid_template_areas": null, "grid_template_columns": null, "grid_template_rows": null, "height": null, "justify_content": null, "justify_items": null, "left": null, "margin": null, "max_height": null, "max_width": null, "min_height": null, "min_width": null, "object_fit": null, "object_position": null, "order": null, "overflow": null, "padding": null, "right": null, "top": null, "visibility": null, "width": null } }, "4a7c4ea7bf3843d0afcbb5b7dbf146f5": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_75a080e634a249c8b37596092afc2bd3", "msg_id": "", "outputs": [ { "data": { "text/html": "
↑ simulation.hdf5.gz ━━━━━━━━━━━━━━━━━━━━━━━━━ 100.0% • 1.2/1.2 kB • ? • 0:00:00\n\n", "text/plain": "\u001b[1;31m↑\u001b[0m \u001b[1;34msimulation.hdf5.gz\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100.0%\u001b[0m • \u001b[32m1.2/1.2 kB\u001b[0m • \u001b[31m?\u001b[0m • \u001b[36m0:00:00\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ], "tabbable": null, "tooltip": null } }, "50829bd26bdf41669b1aa8363b8feed5": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_0ebaf2445613420eabb4080aaa4e49e0", "msg_id": "", "outputs": [ { "data": { "text/html": "
↑ simulation.hdf5.gz ━━━━━━━━━━━━━━━━━━━━━━━━━ 100.0% • 1.2/1.2 kB • ? • 0:00:00\n\n", "text/plain": "\u001b[1;31m↑\u001b[0m \u001b[1;34msimulation.hdf5.gz\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100.0%\u001b[0m • \u001b[32m1.2/1.2 kB\u001b[0m • \u001b[31m?\u001b[0m • \u001b[36m0:00:00\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ], "tabbable": null, "tooltip": null } }, "51cb98d3e42c450ca85e5df5f7746a9f": { "model_module": "@jupyter-widgets/base", "model_module_version": "2.0.0", "model_name": "LayoutModel", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "2.0.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "2.0.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border_bottom": null, "border_left": null, "border_right": null, "border_top": null, "bottom": null, "display": null, "flex": null, "flex_flow": null, "grid_area": null, "grid_auto_columns": null, "grid_auto_flow": null, "grid_auto_rows": null, "grid_column": null, "grid_gap": null, "grid_row": null, "grid_template_areas": null, "grid_template_columns": null, "grid_template_rows": null, "height": null, "justify_content": null, "justify_items": null, "left": null, "margin": null, "max_height": null, "max_width": null, "min_height": null, "min_width": null, "object_fit": null, "object_position": null, "order": null, "overflow": null, "padding": null, "right": null, "top": null, "visibility": null, "width": null } }, "581fa7c3b23744c2a559c82e1c5ab186": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_48c5e20a9570498183129fdb1a295726", "msg_id": "", "outputs": [ { "data": { "text/html": "
🚶 Finishing 'bc_example1'...\n\n", "text/plain": "\u001b[32m🚶 \u001b[0m \u001b[1;32mFinishing 'bc_example1'...\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ], "tabbable": null, "tooltip": null } }, "59ee8882d8c946a9a401e4e1410862b7": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_3db9ad11a0874aa480bf5cf942a23c50", "msg_id": "", "outputs": [ { "data": { "text/html": "
↑ simulation.hdf5.gz ━━━━━━━━━━━━━━━━━━━━━━━━━ 100.0% • 1.1/1.1 kB • ? • 0:00:00\n\n", "text/plain": "\u001b[1;31m↑\u001b[0m \u001b[1;34msimulation.hdf5.gz\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100.0%\u001b[0m • \u001b[32m1.1/1.1 kB\u001b[0m • \u001b[31m?\u001b[0m • \u001b[36m0:00:00\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ], "tabbable": null, "tooltip": null } }, "61c52fe7a9474dc5bebdbbbdf934498d": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_bac77257aba3421b8bae1a430935312c", "msg_id": "", "outputs": [ { "data": { "text/html": "
solver progress (field decay = 4.39e-04) ━━━━━━━━━━━━━━━━━━━━━━━━━━ 100% 0:00:00\n\n", "text/plain": "solver progress (field decay = 4.39e-04) \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100%\u001b[0m \u001b[36m0:00:00\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ], "tabbable": null, "tooltip": null } }, "75a080e634a249c8b37596092afc2bd3": { "model_module": "@jupyter-widgets/base", "model_module_version": "2.0.0", "model_name": "LayoutModel", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "2.0.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "2.0.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border_bottom": null, "border_left": null, "border_right": null, "border_top": null, "bottom": null, "display": null, "flex": null, "flex_flow": null, "grid_area": null, "grid_auto_columns": null, "grid_auto_flow": null, "grid_auto_rows": null, "grid_column": null, "grid_gap": null, "grid_row": null, "grid_template_areas": null, "grid_template_columns": null, "grid_template_rows": null, "height": null, "justify_content": null, "justify_items": null, "left": null, "margin": null, "max_height": null, "max_width": null, "min_height": null, "min_width": null, "object_fit": null, "object_position": null, "order": null, "overflow": null, "padding": null, "right": null, "top": null, "visibility": null, "width": null } }, "7702758a15524171a2cfd1b1c396a01d": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_c1d1eedb186d43d3ab32eaa9b8f1dae2", "msg_id": "", "outputs": [ { "data": { "text/html": "
🏃 Starting 'bc_example1'...\n\n", "text/plain": "\u001b[32m🏃 \u001b[0m \u001b[1;32mStarting 'bc_example1'...\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ], "tabbable": null, "tooltip": null } }, "7b90beeeb4324bf1a8fbbc0414b47d5d": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_eaa4b46a97994c9ca7f83417d3dc0899", "msg_id": "", "outputs": [ { "data": { "text/html": "
🏃 Finishing 'bc_example3'...\n\n", "text/plain": "\u001b[32m🏃 \u001b[0m \u001b[1;32mFinishing 'bc_example3'...\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ], "tabbable": null, "tooltip": null } }, "7ea67ce108714573be06244299aa4896": { "model_module": "@jupyter-widgets/base", "model_module_version": "2.0.0", "model_name": "LayoutModel", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "2.0.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "2.0.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border_bottom": null, "border_left": null, "border_right": null, "border_top": null, "bottom": null, "display": null, "flex": null, "flex_flow": null, "grid_area": null, "grid_auto_columns": null, "grid_auto_flow": null, "grid_auto_rows": null, "grid_column": null, "grid_gap": null, "grid_row": null, "grid_template_areas": null, "grid_template_columns": null, "grid_template_rows": null, "height": null, "justify_content": null, "justify_items": null, "left": null, "margin": null, "max_height": null, "max_width": null, "min_height": null, "min_width": null, "object_fit": null, "object_position": null, "order": null, "overflow": null, "padding": null, "right": null, "top": null, "visibility": null, "width": null } }, "813678880410401c8a6faf371bb2265e": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_51cb98d3e42c450ca85e5df5f7746a9f", "msg_id": "", "outputs": [ { "data": { "text/html": "
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🏃 Starting 'bc_example3'...\n\n", "text/plain": "\u001b[32m🏃 \u001b[0m \u001b[1;32mStarting 'bc_example3'...\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ], "tabbable": null, "tooltip": null } }, "92afc639db9e4455803a77dc4d231872": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_368ea34c1775439a82d9f2f9c0cf751c", "msg_id": "", "outputs": [ { "data": { "text/html": "
↑ simulation.hdf5.gz ━━━━━━━━━━━━━━━━━━━━━━━━━ 100.0% • 1.3/1.3 kB • ? • 0:00:00\n\n", "text/plain": "\u001b[1;31m↑\u001b[0m \u001b[1;34msimulation.hdf5.gz\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100.0%\u001b[0m • \u001b[32m1.3/1.3 kB\u001b[0m • \u001b[31m?\u001b[0m • \u001b[36m0:00:00\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ], "tabbable": null, "tooltip": null } }, "bac77257aba3421b8bae1a430935312c": { "model_module": "@jupyter-widgets/base", "model_module_version": "2.0.0", "model_name": "LayoutModel", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "2.0.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "2.0.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border_bottom": null, "border_left": null, "border_right": null, "border_top": null, "bottom": null, "display": null, "flex": 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↓ monitor_data.hdf5 ━━━━━━━━━━━━━━━━━━ 100.0% • 2.3/2.3 MB • 20.1 MB/s • 0:00:00\n\n", "text/plain": "\u001b[1;32m↓\u001b[0m \u001b[1;34mmonitor_data.hdf5\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100.0%\u001b[0m • \u001b[32m2.3/2.3 MB\u001b[0m • \u001b[31m20.1 MB/s\u001b[0m • \u001b[36m0:00:00\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ], "tabbable": null, "tooltip": null } }, "cb3d25cdd27e437b86ab691dbc057e95": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_81f465de62ea4aefafc4577b1b424147", "msg_id": "", "outputs": [ { "data": { "text/html": "
🏃 Finishing 'bc_example4'...\n\n", "text/plain": "\u001b[32m🏃 \u001b[0m \u001b[1;32mFinishing 'bc_example4'...\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ], "tabbable": null, "tooltip": null } }, "cc85fef6b43a487388cdd1bf78e2a388": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_3116834516ae4287b133f93972df0d63", "msg_id": "", "outputs": [ { "data": { "text/html": "
↓ monitor_data.hdf5 ━━━━━━━━━━━━━━━━━━ 100.0% • 1.2/1.2 MB • 15.1 MB/s • 0:00:00\n\n", "text/plain": "\u001b[1;32m↓\u001b[0m \u001b[1;34mmonitor_data.hdf5\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100.0%\u001b[0m • \u001b[32m1.2/1.2 MB\u001b[0m • \u001b[31m15.1 MB/s\u001b[0m • \u001b[36m0:00:00\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ], "tabbable": null, "tooltip": null } }, "cf2cce0b51db487e8f01cec0e031deee": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_167955fe2d6a43b49ae76a69d8897680", "msg_id": "", "outputs": [ { "data": { "text/html": "
solver progress (field decay = 0.00e+00) ━━━━━━━━━━━━━━━━━━━━━━━━━━ 100% 0:00:00\n\n", "text/plain": "solver progress (field decay = 0.00e+00) \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100%\u001b[0m \u001b[36m0:00:00\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ], "tabbable": null, "tooltip": null } }, "df191cc774b149e79332241122672256": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_c0991c4a3dea4cb09aa6d8ca5d83a086", "msg_id": "", "outputs": [ { "data": { "text/html": "
solver progress (field decay = 0.00e+00) ━━━━━━━━━━━━━━━━━━━━━━━━━━ 100% 0:00:00\n\n", "text/plain": "solver progress (field decay = 0.00e+00) \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100%\u001b[0m \u001b[36m0:00:00\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ], "tabbable": null, "tooltip": null } }, "e2ff9e89868f4b7cb2a4e532877759dd": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_f02a44cb79824a9ab4bb3b514c267e64", "msg_id": "", "outputs": [ { "data": { "text/html": "
↓ monitor_data.hdf5 ━━━━━━━━━━━━━━━━━━━ 100.0% • 5.4/5.4 MB • 4.6 MB/s • 0:00:00\n\n", "text/plain": "\u001b[1;32m↓\u001b[0m \u001b[1;34mmonitor_data.hdf5\u001b[0m \u001b[38;2;114;156;31m━━━━━━━━━━━━━━━━━━━\u001b[0m \u001b[35m100.0%\u001b[0m • \u001b[32m5.4/5.4 MB\u001b[0m • \u001b[31m4.6 MB/s\u001b[0m • \u001b[36m0:00:00\u001b[0m\n" }, "metadata": {}, "output_type": "display_data" } ], "tabbable": null, "tooltip": null } }, "eaa4b46a97994c9ca7f83417d3dc0899": { "model_module": "@jupyter-widgets/base", "model_module_version": "2.0.0", "model_name": "LayoutModel", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "2.0.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "2.0.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border_bottom": null, "border_left": null, "border_right": null, "border_top": null, "bottom": null, "display": null, "flex": null, "flex_flow": null, "grid_area": null, "grid_auto_columns": null, "grid_auto_flow": null, "grid_auto_rows": null, "grid_column": null, "grid_gap": null, "grid_row": null, "grid_template_areas": null, "grid_template_columns": null, "grid_template_rows": null, "height": null, "justify_content": null, "justify_items": null, "left": null, "margin": null, "max_height": null, "max_width": null, "min_height": null, "min_width": null, "object_fit": null, "object_position": null, "order": null, "overflow": null, "padding": null, "right": null, "top": null, "visibility": null, "width": null } }, "f02a44cb79824a9ab4bb3b514c267e64": { "model_module": "@jupyter-widgets/base", "model_module_version": "2.0.0", "model_name": "LayoutModel", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "2.0.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "2.0.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border_bottom": null, "border_left": null, "border_right": null, "border_top": null, "bottom": null, "display": null, "flex": null, "flex_flow": null, "grid_area": null, "grid_auto_columns": null, "grid_auto_flow": null, "grid_auto_rows": null, "grid_column": null, "grid_gap": null, "grid_row": null, "grid_template_areas": null, "grid_template_columns": null, "grid_template_rows": null, "height": null, "justify_content": null, "justify_items": null, "left": null, "margin": null, "max_height": null, "max_width": null, "min_height": null, "min_width": null, "object_fit": null, "object_position": null, "order": null, "overflow": null, "padding": null, "right": null, "top": null, "visibility": null, "width": null } }, "f0490884b89b4390a6db83b3d2b07b83": { "model_module": "@jupyter-widgets/base", "model_module_version": "2.0.0", "model_name": "LayoutModel", "state": { "_model_module": "@jupyter-widgets/base", "_model_module_version": "2.0.0", "_model_name": "LayoutModel", "_view_count": null, "_view_module": "@jupyter-widgets/base", "_view_module_version": "2.0.0", "_view_name": "LayoutView", "align_content": null, "align_items": null, "align_self": null, "border_bottom": null, "border_left": null, "border_right": null, "border_top": null, "bottom": null, "display": null, "flex": null, "flex_flow": null, "grid_area": null, "grid_auto_columns": null, "grid_auto_flow": null, "grid_auto_rows": null, "grid_column": null, "grid_gap": null, "grid_row": null, "grid_template_areas": null, "grid_template_columns": null, "grid_template_rows": null, "height": null, "justify_content": null, "justify_items": null, "left": null, "margin": null, "max_height": null, "max_width": null, "min_height": null, "min_width": null, "object_fit": null, "object_position": null, "order": null, "overflow": null, "padding": null, "right": null, "top": null, "visibility": null, "width": null } }, "f0ce24b96dae4f1e9bb19006909a11f2": { "model_module": "@jupyter-widgets/output", "model_module_version": "1.0.0", "model_name": "OutputModel", "state": { "_dom_classes": [], "_model_module": "@jupyter-widgets/output", "_model_module_version": "1.0.0", "_model_name": "OutputModel", "_view_count": null, "_view_module": "@jupyter-widgets/output", "_view_module_version": "1.0.0", "_view_name": "OutputView", "layout": "IPY_MODEL_f0490884b89b4390a6db83b3d2b07b83", "msg_id": "", "outputs": [ { "data": { "text/html": "
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