From ebe8bfc6773a80fb4eee853bdcb71ce18f04bba7 Mon Sep 17 00:00:00 2001 From: "Mads M. Pedersen" <mmpe@dtu.dk> Date: Fri, 28 Feb 2025 14:04:43 +0000 Subject: [PATCH] Fuga updates --- .gitlab-ci.yml | 4 +- docs/notebooks/YawMisalignment.ipynb | 62 ++--- py_wake/deficit_models/deficit_model.py | 4 +- py_wake/deficit_models/fuga.py | 237 ++++-------------- py_wake/deflection_models/gcl_hill_vortex.py | 5 +- .../gaussian_overlap_model.py | 6 +- py_wake/site/jit_streamline_distance.py | 4 +- .../test_XRDeficitModel.py | 5 +- .../test_deficit_models.py | 11 +- .../tests/test_deficit_models/test_fuga.py | 117 ++++++--- .../test_deflection_models.py | 12 +- .../test_fuga_deflection.py | 3 +- .../test_rotor_avg_models.py | 2 +- py_wake/tests/test_utils/test_fuga_utils.py | 7 +- .../tests/test_utils/test_gradient_utils.py | 4 + .../test_all2allIterative.py | 6 +- py_wake/utils/fuga_utils.py | 121 +++------ py_wake/utils/model_utils.py | 3 +- py_wake/utils/numpy_utils.py | 2 +- py_wake/utils/plotting.py | 9 +- py_wake/wind_turbines/_wind_turbines.py | 2 +- py_wake/wind_turbines/power_ct_functions.py | 4 +- pyproject.toml | 2 +- 23 files changed, 256 insertions(+), 376 deletions(-) diff --git a/.gitlab-ci.yml b/.gitlab-ci.yml index 4f9713c0e..8bb5bb668 100644 --- a/.gitlab-ci.yml +++ b/.gitlab-ci.yml @@ -44,8 +44,10 @@ test_PyWake_windows: # name the job what we like script: # runs on windows machine due to tag below - conda init powershell - "if (test-path $PROFILE.CurrentUserAllHosts) { & $PROFILE.CurrentUserAllHosts}" - - conda activate py38 + - conda activate py312 - pip install -e .[test] --no-deps + - python -V + - pip list - pytest --cov-report term-missing:skip-covered --cov-report xml:coverage.xml --cov=py_wake --cov-config .coveragerc tags: # tag for shared runner on windows machine - ANMH_old diff --git a/docs/notebooks/YawMisalignment.ipynb b/docs/notebooks/YawMisalignment.ipynb index 0cfdaca41..07dc7b7f3 100644 --- a/docs/notebooks/YawMisalignment.ipynb +++ b/docs/notebooks/YawMisalignment.ipynb @@ -76,9 +76,14 @@ "from py_wake.deflection_models import FugaDeflection\n", "from py_wake.examples.data.hornsrev1 import Hornsrev1Site\n", "from py_wake.flow_map import XYGrid\n", + "from py_wake.utils import fuga_utils\n", + "from py_wake.utils.plotting import setup_plot\n", "\n", "wt = V80()\n", - "site = Hornsrev1Site()" + "site = Hornsrev1Site()\n", + "D = wt.diameter()\n", + "R = D/2\n", + "xi0,xi1,yi = 508, 553, 33 #upstream, downstream and crosswind regions to load" ] }, { @@ -115,7 +120,7 @@ }, { "data": { - "image/png": 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", + "image/png": 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", "text/plain": [ "<Figure size 1500x500 with 2 Axes>" ] @@ -228,13 +233,7 @@ "outputs": [], "source": [ "fuga = FugaYawDeficit(tfp + 'fuga/2MW/Z0=0.00001000Zi=00400Zeta0=0.00E+00.nc')\n", - "D = 80\n", - "R = D/2\n", - "x0,x1,y = 1,10,2 #upstream, downstream and crosswind regions to load [D]\n", - "xi0 = int(512-x0/(fuga.dx/D))\n", - "xi1 = int(512+x1/(fuga.dx/D))+1\n", - "yi = int(y/(fuga.dy/D))+1\n", - "UL, UT = [-fuga.mirror(v,anti_symmetric=a) for v, a in zip(fuga.load_luts()[:2,0,:yi, xi0:xi1], (False,True))]" + "UL, UT = [fuga_utils.mirror(v,anti_symmetric=a) for v, a in zip(fuga.da[:,:yi, xi0:xi1], (False,True))]" ] }, { @@ -244,7 +243,7 @@ "outputs": [ { "data": { - "image/png": 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", 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"text/plain": [ "<Figure size 1500x1200 with 4 Axes>" ] @@ -255,7 +254,7 @@ ], "source": [ "axes = plt.subplots(2,1, figsize=(15,12))[1]\n", - "X, Y = np.meshgrid(fuga.x[xi0:xi1], fuga.mirror(fuga.y[:yi], anti_symmetric=True))\n", + "X, Y = np.meshgrid(fuga.x[xi0:xi1], fuga_utils.mirror(fuga.y[:yi], anti_symmetric=True))\n", "wtL = np.array([[0,0],[-D/2,D/2]])\n", "for ax, v, l in zip(axes.flatten(), [UL, -UT], ['UL','UT']):\n", " c = ax.contourf(X, Y, v)\n", @@ -269,11 +268,7 @@ " else:\n", " ax.arrow(-30,25,0,-20,color='r', width=10,head_length=30)\n", " ax.arrow(30,25,0,-20,color='r', width=10,head_length=30)\n", - " \n", - " ax.axis('equal')\n", - " ax.set_xlim([-D,10*D])\n", - " ax.set_ylim([-D,D])\n", - " ax.set_title(l) " + " setup_plot(ax=ax, axis='scaled', title=l,grid=False,xlim=[-D,10*D]) " ] }, { @@ -295,7 +290,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "6f6467a9c9dd458da9c04af096992800", + "model_id": "bac8c90995874913a51f8ae07989ad1d", "version_major": 2, "version_minor": 0 }, @@ -315,15 +310,12 @@ " deficit = co**2*(UL*co - UT*si)\n", " c = plt.contourf(X, Y, deficit,20)#, levels=np.arange(-.4,.1,.05))\n", " plt.colorbar(c, label=r'Downwind deficit $\\left[\\frac{1}{U^2 CT}\\right]$')\n", - " s = (slice(None,None,2),slice(None,None,5))\n", + " s = (slice(None,None,2),slice(5,None,5))\n", " plt.quiver(X[s], Y[s], -deficit[s], deficit[s]*0, width=.002, scale=2)\n", " plt.plot([si*R, -si*R],[-co*R,co*R],'w',label='Rotor',lw=3)\n", " plt.arrow(-0,0,-100*co,0,color='r', width=5,head_length=10,length_includes_head=True)\n", " plt.arrow(-0,-0,0,-100*si,color='r', width=5,head_length=10,length_includes_head=True, zorder=32)\n", - " plt.axis('equal')\n", - " plt.xlim([-D,10*D])\n", - " plt.ylim([-D/2,D/2])\n", - " ax.set_title(l) \n", + " setup_plot(ax=ax, axis='scaled', title=l,grid=False,xlim=[-D,10*D]) \n", "_ = interact(plot, yaw=IntSlider(min=-90, max=90, step=1, value=20, continuous_update=False))" ] }, @@ -352,13 +344,6 @@ "outputs": [], "source": [ "fugaDeflection = FugaDeflection(tfp + 'fuga/2MW/Z0=0.00001000Zi=00400Zeta0=0.00E+00.nc')\n", - "D = 80\n", - "R = D/2\n", - "x0,x1,y = 1,10,2 #upstream, downstream and crosswind regions to load [D]\n", - "xi0 = int(512-x0/(fugaDeflection.dx/D))\n", - "xi1 = int(512+x1/(fugaDeflection.dx/D))+1\n", - "yi = int(y/(fugaDeflection.dy/D))+1\n", - "\n", "# VL is antisymmetric, VT is symmetric\n", "VL, VT = [fugaDeflection.mirror(v,anti_symmetric=a) for v, a in zip(fugaDeflection.load_luts()[2:4,0,:yi, xi0:xi1], (True, False))]" ] @@ -370,7 +355,7 @@ "outputs": [ { "data": { - "image/png": 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z2YqmoxUB15NdEup3F3W6v353IWRXYE2vzWUNsJQ2QBsXAcOUYd7tYcNiETnaHUQE+hhYzjTBUtqAlKsnY/RPLvOpOeHBJQgfEY+67FMB1ZRlGXXZp6DUqpFwybjWHUoFhlyWASiCe67OdZtAx3mu2zUfPwN7g/9ZVOciS7Lf57/9fUgfVoP0YTXdr2t3wHq0wPu1JSdPSK8myWKDNb8QrgYjHCWBv94742oxwbj9G2H1iIiIiIiISLxBGCAFFyCc67bBBBPGYxVwNluhCtNAnxrj3R42NAZKvQaORguMxwO7DHvLiUqMvnM+Zv/rNiRcOKZNzVhM3/B9THz0WthqWwKqKdmdmP3aDzBu3ZU+s7cUSgUS52dg5ks3I3lxYDOFrBWNSLh4HLL+/UOk3zTXp2bmr5dg5j9ugSY6DJIjsOVcddnu8CU6M8Vnu+frYEIpp8mGpsNl/nfK6DIE7ErziSrY6zuGT529zrobIlnzTkG2tzZ6d9U3wVF6potbdI/lyAng7PI6c05eyPW8dQ8dh+XAMWH1iIiIiIiISLxBFyA15pTCZbEHfDvLmSaYizvv8xNMMNV4uAzDv5uFrH/fjrhZ6d7tcbNHYs4bP0TaqtloyikNqGbi5RMw7PoZUOk0HfYpFAokXDgGI2+5KKCaESPioU82dLpfoVT4jL87wobGYsyd86GNi+j0e2b84kooNapu13RZHZBdEqY8sQJT/rLCZ9+EB5fggmdWQxOlh73BHNBYG/afhuzsfCZYsKFkZ7czF9fBcqbJ777uzEbyF+6ICHwsbWpYcvJDruetdSgf9tMVcDb4v8/BshV3EvoRERERERFRwAZdgCQ7XGjYfzrg23lO9g2ThyJ8eJx3e+zMdOgSo2ApbYC5LLBeOMNXzcbIH8yDxhDWYZ/GEI5RP7wYaStnBTzWwUqpVWPyY99B7LThfvvzRGemYvIfv+P38e5KXfYpKFRKJF81Geqo1j49SYsmQhsfgfp9pyHZOzZCP5f6LmatnSuU6ixEkmUZlkMdw51QAx9ZkmA5fNz7tb2oDM4GY0g1AUB2OmHJddcVGUpJZisa/8urxREREREREYky6AIkILjlZi6TDVOeWIGpf10JXZtlXHFZIzH7tdsw7u6FMBV2v08NgG413Q6mMfdgpVAqutXYWaHsfvNnWZahTYjErFd/4J4RpW3tO5+8cCJmv34bRt42D6bTgV2FzlptRMupzl8v3XmN+puN5Cg5A1d9x5k89qIyuJqaAxqjz+0LSyE1+y63sxwOPfCxniiGbHFfhc4iclnckRPufk0tgc02OxfJYjv3QURERERERANQj6YTX331FZYuXYrU1FQoFAps2rTJZ/8tt9wChULh87F48WKfY+rr67FmzRpER0cjJiYGt912G1paAuvh46E5u1yqbncRZCmwpsIjvje305ktSo0KKddMwZC2zaBpQFAoFBh128UIS/G/hE+l02DYddMRNTYpoLqevkkaQ5jPjKiwtFhAATQdLoPT1L2wom2I1OlStU5mJnWXv7oiAh/LwdYa1mMnIdkCX17aaV1JgjX3hJB6Hk0fdH7lQCIiIiIiooGsRwMkk8mEqVOnYv369Z0es3jxYpw5c8b78Z///Mdn/5o1a3D06FFs374dmzdvxldffYU77rgjqPGM+b/5mPyn6xGWakBzgM2piUQy5p/BqNsvQda/f+izJDLtxlmY+Y9bMOSScWg8WNLtep4QqatQJ5Q+SP7qWo+ehNSmWXegZFn2qSs7nLAeOxl0PW8dl8u73E5ks2+XsQXGT76Bqzm4q+51RnYG1iieiIiIiIg6Wr9+PdLT06HX65GVlYU9e/Z0efzbb7+N8ePHQ6/XY/LkydiyZYt3n8PhwK9+9StMnjwZERERSE1NxU033YSKCv9Xo7bZbJg2bRoUCgVycnJE3q0+pUcDpKuuugq///3vcd1113V6jE6nQ3JysvcjNjbWuy8vLw9bt27FP/7xD2RlZWHevHl49tln8eabb3b6xHVNgbgZ6Zj2t9UIHxEfxO2JxBj384VIWzkLqjBth30RI+Ix4YFrEJc1KqCaKWFFsBd13jjaeqTA5+ps3eWsqYejrKrDdtnugPVY8Fc1dJ6pgbOm3mebiD5ItpMlkEzupWuWw8eFBTSWQ/mAy7cXlAjN27+FLAc2I5KIiIiIiFq99dZbWLduHR5++GEcOHAAU6dOxaJFi1BdXe33+J07d2L16tW47bbbcPDgQSxfvhzLly/HkSNHAABmsxkHDhzAb37zGxw4cADvvvsujh8/jmXLlvmtd++99yI1NbXH7l9f0esNdr744gskJiYiIyMDd955J+rqWnvJZGdnIyYmBjNnzvRuW7BgAZRKJXbv3h3091QoFFCHdzxxJzpfunN1uUCuQAcA9XuKAKUCSQsyoc8c490ePnMSwqZnugOf/MKAx9rVLJ5QlrH5XRZ3KA+y1PkV77rDZ1aTxQpbQXFI9Tw84xXZq0mWZRg/+QbOM4H1TzsXUUsBiYiIiIj6g7/+9a+4/fbbceuttyIzMxMbNmxAeHg4XnnlFb/H/+1vf8PixYtxzz33YMKECfjd736H6dOn47nnngMAGAwGbN++HTfeeCMyMjIwZ84cPPfcc9i/fz9KSnxXinz88cf45JNP8MQTT/T4/extvRogLV68GK+//jp27NiBP/3pT/jyyy9x1VVXweVyzxiorKxEYmKiz23UajXi4uJQWdn5EjSbzQaj0ejzQTTQKbVqzHrlFoy/7yoY0nTe7erkIUj82U1I+e1PITsCv1pcV72TLIfygp494y+IcTU2w346mNmFbcfkO14Ry9hkhxPWIwXu+rknIDsDfxz9sZ+ugKvBKHSpHeCe1SRZrEJrEhERERH1RXa7Hfv378eCBQu825RKJRYsWIDs7Gy/t8nOzvY5HgAWLVrU6fEA0NTUBIVCgZiYGO+2qqoq3H777fjXv/6F8PDw0O5IP9CrAdKqVauwbNkyTJ48GcuXL8fmzZuxd+9efPHFFyHVfeyxx2AwGLwfaWlpYgZM1IclXTEB4cPiOt2vHTEU4TMmBlRTsti6nLXkajDCURJ44ONqMcFWcNrvvlBm+Diq6+Co8J2mKmJZnDW/EPLZWT2y1Qbr8aKQawKt91XkrCYAMO87AovgBuKOypqglkASEREREQWr/cQQm63jhYZqa2vhcrmQlOR7YaOkpKROJ55UVlYGdLzVasWvfvUrrF69GtHR7quyy7KMW265BT/+8Y99Vk0NZOpzH3L+jBo1CgkJCTh58iSuuOIKJCcnd1iz6HQ6UV9fj+Tk5E7r3H///Vi3bp33a6PRyBCJBq2Y6OAvZW85cgLKMD2ir7oEUosZxi1fAgDCZ0xE2LQJaPrgM5hz8qAdMTSwuoeOA53MXLLk5CHmuoXBjfdgxyDGWVULx5kaaFKGBFXTM6b2X4dNHBt0vfZ1bQWn4WoxQxUZ+rsWzgYj7MXlsBzKR8TsKSHX8zDvyYU2fSjCpmQIqylLEmSHE0odlxQTERER9XebmqdCL2uE1LK2OAB80uE8/uGHH8Yjjzwi5Ht0l8PhwI033ghZlvH88897tz/77LNobm7G/ffff17H05t6vQdSW2VlZairq0NKSgoAYO7cuWhsbMT+/fu9x3z22WeQJAlZWVmd1tHpdIiOjvb5IBrMPFdpC5QmMQ5D/3IvDFdfCoW+zUm+SoXIi2ci9bFfBBWkdLUszn66As6GpmCG2+lMnlCWiMmy3OH2lpz8kBtfe4Kes99EWHNuz2NrOXw85H5SbZkP5Qtfamc7WQLr0QKhNQFe2Y6IiIhooCgtLUVTU5P3w19Yk5CQAJVKhaoq3wv/VFVVdTrxJDk5uVvHe8Kj06dPY/v27T7ZwmeffYbs7GzodDqo1WqMGePuQztz5kzcfPPNQd3fvq5HA6SWlhbk5OR4L2NXVFSEnJwclJSUoKWlBffccw927dqF4uJi7NixA9deey3GjBmDRYsWAQAmTJiAxYsX4/bbb8eePXvw7bffYu3atVi1atWg6HBOJFL6sJqAgyTtiKFQ6nWd7leoVdCNGRFQTdnphCXXHZYooyJaa+m0gNo9KTKYZWeS2QrrCf9Ly0JaFldWCVddo882Z019h6VygWofoolaxuapIzWbYDtVco6ju8dlbIG9sBSWnOB7XvljyckTvnzP1WJGy7cHhNYEwOV7RERERL2g/cQQna7juYlWq8WMGTOwY8cO7zZJkrBjxw7MnTvXb925c+f6HA8A27dv9zneEx4VFBTg008/RXy875Xcn3nmGRw6dMibeWzZsgWA+4pwf/jDH4K+z31ZjwZI+/btwwUXXIALLrgAALBu3TpccMEFeOihh6BSqXD48GEsW7YM48aNw2233YYZM2bg66+/9nlRvPHGGxg/fjyuuOIKXH311Zg3bx5efPHFnhw20YAW7GwkUawniqFJSUTiulsRu3qJd7smNRFD/3IvohZeBOvRkwHXtRw5Abj8z7jxLBELhr9lcUDogU+HZXG5J0KeOSPZHbAea33sOht7oCyH8gFZhqu+CY6yzi9gEHDdnDyYc/KFzpSyHD4Oy4GjwuoB7qV2xk++EVoTAFzNJuE1iYiIiAajdevW4aWXXsJrr72GvLw83HnnnTCZTLj11lsBADfddJPP7KW77roLW7duxZNPPon8/Hw88sgj2LdvH9auXQvAHR7dcMMN2LdvH9544w24XC5UVlaisrISdru7N+rw4cMxadIk78e4ceMAAKNHj8awYcPO8yNwfvRoD6T58+d3+W71tm3bzlkjLi4OGzduFDksokEvfVgNisuC7wkUCu2IVCT/5v+gUChgys7x2aeOjUbcmqVBhT1dhiWSBGvuCUTMnRZwXXMny+0sOXkwXDM/4HpAx6AHAGSLFbaCYugnjA6qJgBYj530mSljOZSP2BuvCrqeR9ula5aDedCmpYRcs23Dc3txOXSjxPSpsxzKh/XYSUg2u7DeSrZTJWj5ej8MSy4TUg9wL41sfHsr4n9wvbCaAGArLBX2WHrITicU6j7VMpGIiIjIx8qVK1FTU4OHHnoIlZWVmDZtGrZu3eptlF1SUgKlsnX+zIUXXoiNGzfiwQcfxAMPPICxY8di06ZNmDRpEgCgvLwcH3zwAQBg2rRpPt/r888/x/z588/L/epr+lQPJCI6f3prJpIqIhwKhaLrYwJsJi27XLAcPg5lRDgiLrzAu12h1SBi3gxAqQyqf49n6ZY/tpMlQc8gaR/0eITaY6j9rCZHeRUcNfUh1ZQdTliPtPYpEtUHqe1YRS1jk53u14HscHYI6EJhOZjnbcYuivNMDVq+2Q+XKfgm9/40bPxQ+HK75u07hfeVspdUCK8pO5yQnU6hNQEIXbZJREREPWft2rU4ffo0bDYbdu/e7dM3+YsvvsCrr77qc/yKFStw/Phx2Gw2HDlyBFdffbV3X3p6OmRZ9vvRWXjkuU37wGkgYYBEQZPYqLbf6+3lbKI4ztQgevHFGPrEvYi6onXdskKjRsIPVyD18V9AFRMV8FIpz9Itv0JofN1ZYBJKjyFZlv32jgo1nLHmF0K22b1f24vK4GpqDqkm4NsDSlQoZSsohmyxuusH0UerM56ximwibj6U750ZJ4qztsHdmDy/UFhNAGjZeRC2gmKhNU27Dgmvac07Betx/33QgiWZLEKfIyIiIqL+jAHSICF30hsm8EKtn7osPdBUlm/0nncDIUTSDkuGYellUIbp/e7XJMYjbvUSKJSB/crzBAaKdnU9XwcTznQW9ACAs6oOziBnudhPl8PVaOywXXSvJshyl1fR6w7JYoU1v/VE31FyBs52jcqD4bPU7lCekN5Kjpp6OMrdV+gQ2fDbU0tkKOV5XYms6axrhKP0jPAr8Ln7X4mtae6BpuyW3BMw7xffU8vp52c1VMFevfL81xR/311NzZBdYt/UkkwWSG3CcyE17Y6g+/F1RpYkuBpDD/Xb6z+vJ/E1XY3NQnvzAYCrxSR8dqhks0MyWYTWlJ0uuIwtYmvKco/83PeX15NTwJtuRH0JA6QBzGVt/cPH0STmDxbLmcbW+maxf1gBXCrQWwZCiCSabHfAUXIGMTdehdTf3eWzL/X3P0fMisWwF5cHvGTGfrocCr0OCT9a1drvSKFA0q/vhH7S2KBPqi05+QibOh6Rl89xl9RrEfvdJXBU1kI6OysnULIsw3q8CJGXZZ2tqUPkJTNhCXFGhiX3BLQjUqGMioBCq4FuwqiQQylZlmHLL4R6SBygVkERpof9dEVINQF30KGKMwAKBZy1DUJO/lwt5tb+T6dKhS3lshw5ASgU7iWSgn6XWnLyAKUS1twTwmo6quvgOFMDy6HgZvD5I58NNi05+UL/HzHn5AkLIwH3CV/lo+tR/ss/ofnz3UJqAkD1X/+J8nWPo+Gdc/eW7K76f72P8rsfQ82G/wirafz4K5T/8nFU/uF5YYGPac9hlN/zZ5z5zd+EzI4EAOvxIpT/6i+ouP9J2AVdOMBRWYOK+59Exa/+AougJbauFjPOPPwMyu/5k9CrT1Y+9gLKf/EnNH3wmbCatS+/jfK7H0PdK/8TVrPx/U9Rvu5xVP3pJWE1W77eh/J7/oQzDz8rLJyxHClAxb1/QfkDf4WjqlZITXtpJSruewLl9z0Bq6DZnK7GZlT85mmU3/NnmPYcFlJTdrpQ9YfnUf7Lx2Hc9rWQmgBQ8/eNKF/3OOrf+EBYzYb/fozydY+j+m+vCavZvCMbZ379lLB6RH3BoOqKGTFaTNPgEd/NQspVkwEAkYJqplw1GS2nqqFQKJG8aJKQmkpN69OriYno4sjus9W2vishOVxwmmxQR3R+mffuUEfroVArITsl6BOjQh0iAEChUmLCg0tQ8MynGPOTy6GJDhNSd9zdCyHZ3YFBeHr8OY7unvRbLoKjyf1HSuTYJCE1hy6bhvisUQCA8LS47o3jHI21I2ZOhiYlEQCgjjOEPkgAunHpSPjJGgCAMkLMc6ROSvDWVKhVQdeRJQkpv/85lDotZIfTWxMAVIZIGK6Zj6gr5kJ2SVAE8JtUHReD1D/eDYVSCVWcwRv46MeOgP6XtwV9AhR1WRZUyxfAUV0H/YTRUKhVCL8gE5Hzs4BgT9RcLiTddwcUWg30mWOg0KgRPm1CyCdp+oyRCJ81GdajBZCdLiE1IUlI/OVtcNU3wlnfhLCp4yEJCHsiZk9B+PSJsBeVIWxKBmRH6D12FAoFUh9bB2teIcIyx0B2uUJ6rXrE3/Id2IpKoU0f5n7OBTS+Dp85CZphSVDFGgBJAlShj1MZrkfywz+BQqNx33cBNeFyIfFn3z/7uQQIeDwBIGbZ5ZAWXuiuGeAMRn9kiw324nIAgO3kaURdlnWOW3SPNb8QkGXYjotbvuhZDmjLE1izoBhwSbAVnIbsFPPc2wtL3YF/RTVcRhNUhtD/jnCUV3l/fzir6qAdlhxyTWdNA1xnZ1o6Ss4gLHNMyDUlkxmOUnfAZTtVgsiLpodcU5Zl2M4+99YTxRDzvz1gOzvr1CrwNWo7UQzIstBlu7ZTpZAdTjhKz8Bltgj528ReUgHJbAXMVjhrG6BJSgi5prOqFq6zs3ocZVXQj00PuabL2OydBW0vKkPE7Ckh15SdTthOlgA4+3wtujjkmkDr77y2s5lDrnm8yF1T4O8828nTnV4hmKi/GlQBki5OTIhimCz+knwRIxNgPl0PKNyfi9B8vPVds5YTle4TXVVofwA3HS5r/UKS0bD/NIZcMi6kms35lZCd7l+u1kojbDXN0A0J7Q9AhUoJ3ZBIOI1WqMK1UOk1IdXziJ8zSkidtmKmir1iEgBEZSQjKiPwP3i7CpE0qYnQpCaGOjQf6vgYqONjhNZURYYjYtbkkOso9a3BqEKj9luz7THdpYqO9H6uzxjZcX+QJz+e22kS46FJbA03lVoNgOBe/wq1GqpI938Tbe9/qCdontuHTRrXYVuwFCoVVFERUEVFQDtiqLtmm8c6WJ5xeV6nCm3ov0s8JyQiXqdtqWKiEH5BptiahighJ+Q+NSMjoIoU8/+xh0Kt9j7vIon+naeMjkDsyqthOXYS0YvFnEgBQNzNy9HyzX7ELLtCWM3YG69C05YvEXU25BbBsOQyyDY7wi+YKORnCQAi52fBUVUL7Yih0CSL+fspfMZE2E6VQKnXhXRlzLZ0Y0YgatE8uJqaEZ41VUhNdXwsYq5fBNvJ04hecKGQmgqFAnG3XAfz7sMwXCvw9bT6Ghg/+RbRi+YJq2lYvgCQZITPEfN4AkDUwgvhqm+EbtxIYW+WRcyZBvvpCqhjo6EbPVxITf2E0Yi8fI7752m6mN/7mpREGK69AvaSM4icP1tITYVOi9jvLYPlYB6iBV7JNO57y9D82a6gr4brT8z1V6Lpw88QefEsYTWjF18CZ2MzbHmnhNUk6m0KeRCsGTIajTAYDLjo/bUhz5bxEBHGtNV4qBSHfvFfAMC0p1aGHFJJDhd2Xv93n2Vm055ZDUNmatA1bbUt2LXqBZ9tSQszMf5XoV0m/PiTn6Dy41zv12PvWoDUpaH/MVD4j69R+uYepFw9GePWXRlyvcGkq5lIRERERER0bpLFitI7H0FTUxOio6N7ezg9xnO+/eCuK6GPFPMGgbXFgd/P+WTAP3b9DXsgBan225PeZUci1O061ebz0KdONh0u69CjqC47tPS7fnfHcdXvKQqpQbcsyajf41s31HF665x9TOt2F0KWxOWkniVsAxl7IhEREREREVFbDJCCVPvtSdTvKxZWry67NUQRESC1DaQ86rNDq+uvpqPJAmPemaBrthRUwV5n8tnWcLAk5Cu8Wc40wVxcBwCw15nQUlAVUr22Sv+7T9xV7fowhkhERERERETkwQApCLJLQv2eImEzZcxl9bCUNbR+fboOlorGoOvJsuwTSHmYimthrQzu8pQumwMNB0r87gsl8PIXSskOFxoOnA66JgDUt6vr7/sEQ5ZlnPk4F8bjYq7K0tcxRCIiIiIiIiKAAVJQmo5WwNlsRf3eYkgCLr/sL4AJJZQxl9R3GhQFG3o1HiyBZPO/dCuUcMZf0OWuGepsqfbL4sRcUcFcXAdblVFYeNgfMEQiIiIiIiIiBkhB8IQHLpMNTbnlAur5C5BCCWU6v22wwUxXAYy5uA6WM4HPbLLVNKPlZLXfffUh9C1ymmxoPFTqs63lZDVstSFeJhytj22oywH7G4ZIREREREREgxsDpCD4NLwOcSaKo9mKptyyDtubDpfBabIFVbOrMTUeLoOzXXPtc5Fl2Rs8KfWtXfUVGhWgVLi/ZxCBV52fptwe9noTmk8E17eoYf9pyM6OPYpE9pYKZTlgf8UQiYiIiIiIaPBigBQgc1kDLKWt/YrqdhVCloO/wlfD3iLAz0wb2SmhIYgm3Y4ms7eptTY+0rtdHaWHQqNy9xcKsG7LyWootSpk3LMI4+9d7N0elmLA7Fd/gOSrJqFhb+BjPdeysmBnYXUWFIW6jM3eYPZpGC4ikPLWbjQLq9WTGCIRERERERENTgyQAlTfLjSwVjTCUlofdL2uQo1gAo/6PcWImz0S09evQdqKmd7t0ZmpyPrXbRi6/IKAG1TrEiIx65+3InnRJCjUvi+ZsNQYZPxiEcbdvTCgmi6rA42HSpG0IBMTH1nm3a5QKzHtqZWImT4c9UHM7pJdEuo7mdnUeLAELmvwV3er31MItMn6RPZBqvjwEKxVRmH1ehJDJCIiIiIiosFH3dsD6G/8zYqpyy5E+PD4gGvJLgn1e4s6/157CiG7JChU3c/54i8cjaSFmQDQoT+TLiEKY9ZeHvDSOG1sxDmP0Q2JCqims8WGGRu+h/BhcTAV1/rsM0wehql/XoGmI+WQHC4oNapu1zXmn4GjyeJ3n2R3ouHAaSRcOCagsXq0n3HkWQ6oDtcGVc+ndvYpaKL1GHrtBSHXOh/Sh9WguGxIbw+DiIiIiIiIzpNBNQMp1CumOVusfptmB7vUqulIOZwtNqij9AhLi/VuD0uLhTpSB6fR6rNkqjvUETohx/Q0XUIkwofFdXmMYdLQgMIjoBvL4oJcxibZnR2W/gWzHNAfW20LWk5UCbtS3PnCmUhERERERESDx6AKkJrzKkO6ff3eYsiujs2Zm45WwGH0P+ulK01HK5B+y0XI+tcPETt9hHd73Mx0ZP37hxhx84VoOhL6Vd4Gk7pdpxA+Ih4ZbXo1AcDYuxYgclxS0Fd3azxcBpel4/I3MY253TUaD5UG3OC8tzFEIiIiIiIiGhwG1RK2+n1FiJ8zKujbdxoWSDLq9xYj6YoJAdUbvnJWp8vT1JF6pH9/rt/AivxzWewY8b25GHLJOMhOF47/eat3X1zWSKQsmYL63YVwNJm7tSyvrc76HdUHscywQ43d7tqyw4XGA6eRMG9s0LV6A5ezERERERERDXyDagZS/Z7ioG8ruyTU7+miX1EQDZW7EzqEEkwMNqowLRLnZ0ChVPjdr1AoED9ndMDhkSzLnYaHjkYLjMeDn9nmsjnQcKDE+7XIxtyySwrpCoFEREREREREHoMqnbBWNMJcFtwV05qOVsDZbO10f/3e4pB7LFHfZC6ug62LK6SFEvo0HiyBZHO21tpdFNQSO38ackpgLgn+CoGB4FI2IiIiIiKigW1QBUhA8E2U67JPQZ9iQMYvFyHmguHe7cO/Nwdpq2cDkuS3wTb1f96ASKlwf5ylONvguz6E5tftX4+ORjOa8wNrnN6Z+uxCoTOazoUhEhERERER0cA1CAOk4E6o47NGYdY/b0Xy4klQqFsfNo0hDKNuuxhZ/74d6sjev7oZiVe/twhJCzMx65VbfZa/TXx4GUbdcQnsjSZYK5sCrtvZ0jgRjbk9tUXUCgRDJCIiIiIiooFpUDXRBoCmI+VwNFuhidIHdLuYaWld7tcYwqAxhIUyNOqDZFlGxj2LEZYa02GfSq9B2o2zkLp0GpxmW8C1W05Ww17X0mF73a5CjPzBvGCG62U+XQdrZROs1UY4mizn9bXJptpEREREREQDz6CbgQRJRsPezpthE7WlUCj8hkdtqcI00MVHBly7s9lwpsIaWLvouRRQbUnusvk7ERERERERUXcMvgAJwfdBIhKpq+VldbtC613Utvb57IPkwaVsREREREREA8ugCpDCR8YDCndPG14xjXqTrbYFLSeqOt0fSsjpaDLDeKzC+3X9vmJIDjGvd0ezFc1djLsthkhEREREREQDx6AKkEasmYuZL96M2BkjYDwm5kpXRMGo3+0OiFQROqjb9OPSJxsAAI2HSuGy2IOqXbe7CJBbv3aZ7WjKLQt+sG007CtG7bcnu308QyQiIiIiIqKBYVAFSAAQMTIBmb9ZCsPE1N4eCg1iTbnlGHHTXMx544eISI/3bh++JgvTn/8e4maPRMOB00HV7qkruwHu5XChLq8jIiIiIiKi/mfQBUgeCtWgvevUB4y9ewHSb7oQ6siOVwOMGpuESb+9FrEz0wOuKzlcaNhX3GF7XfYpyLLc8QYBkF0S6vcWw3QqsCbfnIVERERERETU/zFFoaCFGkgMZiqdRsgx7TUdLoPL3HHpm/VME8wl9QHX86l9pBzOZiuAwGc0MUQiIiIiIiLq3xggDRKyS3zTcMnqFF6TQtPV8rLQr+x2yu/nIjCMJCIiIiIi6tvUvT0A6jlOi837uaPRIqSmq01oFGyTZ+oZsix3efW2uuxCDF85O+j6bWcdNea4m3yrwrTdvn36sBoUlw3psF12umA+eAwRsyYHPTYiIiIiomDpSrr/N20gXFapR+oS9RYGSAOY+XTrkiV7g1lIzZaTrZdwd1kckGUZCoVCSG0Kjfl0HayVTZ3uNx6rgKPJAo0hLPDaZQ2wlDZ4v5YdLjQcOI2Ei8YGNda2bAXFMO08wACJiIiIiLrUU0EPEXUPA6QBzHy6zvu5o9EM2SWF3Dy8+Xil93PZJcFcXIeIkQkh1fTBlUxBq8s+BX1qDEZ8bw4aDpxG9ad5AIBhN8yAPikaJW/uQf2eIiQtzAy8tp8la3XZhQEHSP5mIZlz8mA9ehKS3QGlNvC+T0RERETUNzHwIRpYGCANUJLdCXNp6wwk2SWh6VgFYiYPC7qm7JLQfKLKZ1td9imhARJ74QQvdvoIpN04CwqVEo2HSr3blVo1hl43HSnXTIGpTagYCH9L4+p2F0KWZCiUgc1Aax8iWXLyIdsdsB47hfBp44MaHxERERGJwdCHiDrDAKmPcFkcrZ9bHV0c2T2NOaWQnb5rbuuyT4UUIDUdq4Bk8R1b3e5CDP9uVtA1AUCW2oRGDJCCFpWR3OV+pVaNqLFJAdd1tljRlFvWYbujwYzmE5WIHp8ScE1vjTM1cFbVAgAsOXkMkIiIiIiCwNCHiM4HBkh9hLXK2Pp5pbGLI7vH35Kj+l2FGH3HpcHXzO5Y03isAvZGM7Qx4UHXNRXVtn4hA06zHepw/ifYV9TvLQYk/8FeXXZhUAGSZxaSJSfPu81yKA+yvFxYTy3r8ULoM0YJqUVEREQkEgMfIuqPGCD1EW2bH3fVCLk7ZFn2uWKWh7mkHpbyBoQNjQ2qbr2fmpCB+j1FSL5yYlA1AfgstwKAhv2nMeTi0Jszkxj+gkPvvl2nMPLWi4KubW4TILkajHCUVEA7YmjQ9by1WkxofGcbkn99Z8i1iIiIiBj4EBExQOoTXFYHbDXN3q+t1UZIdieU2uCeHlNRLWzVzX731e0qxLDrZwRc01LeAHNJvd99ddmnQgqQmg77Lo+q23WKAVIfIbsk9wykTphO1cBaZYQ+KTrg2kMNpThdcNpnmzknT0iAZDl0HLaTJXAZW6CKjgy5HhEREfUvDHyIiMQL7ZJcJETDwRLfJUIuGQ05pZ3f4By6njHiZxZRd2p2cbuGfcWQHK6g6lqrjLCUNfhsq99dCNkldXILOp+ajpTD2WxF7IwRSLhknHd79MRUJF4+HlAE/5qq31MESL7PsyUnP6TxttbJA2QZlkNi6hEREdH5oSvRCvkgIiLxOAOpD/C3NKw++xTiZ48Mqp6/K2Z5NB0ug7PFBnWkLrCaXYQELosDjYdLETcjPaCa7rodwy5HowXG45UwZKYGXI/EcrbYMO3pVTBMGorT/96F2q9OAAB0Q6Iw4YFrMOJ7c9B0tCKo2v5e9/aiMjgbjVDHBD6jyUN2OmHJdY/TnJOHyItnBl2rPVdTM1SGKGH1iIiIBhqGN0REA1ePzkD66quvsHTpUqSmpkKhUGDTpk0++2VZxkMPPYSUlBSEhYVhwYIFKCgo8Dmmvr4ea9asQXR0NGJiYnDbbbehpaWlJ4d9XnXWr6huV2FQl7S3N5jQfPwMoADUUXrvdoVaCVWY5uySpKKAajpbbDDmlsKQrEf6zDjvdqVKgWlLh0KhBOq7CK260lnY5bffEp13CReNgWFS50vKwofHI+WqyQHXlZyuTl+Hoc4asp4ohmy1uT8/UgDZ4QypXlsNb28VVouIiKgv4cwfIiI6lx4NkEwmE6ZOnYr169f73f/nP/8ZzzzzDDZs2IDdu3cjIiICixYtgtVq9R6zZs0aHD16FNu3b8fmzZvx1Vdf4Y477ujJYZ+TyOVVLQXVsNd1DMRsNc0wFdYEXK9+bzES54/HzH/c4nPiHx6txq+2z8elt49GVEEuFibnd/sj07gfSx6YiLs/vgwjprcGSAolcMNj0/Cz9y/F2OTmgGouTM7HJVFHOjTQ9uhqGR71f8YjFXC22Pzua3tltmBYDrbeXrbZYc0XE0Y6axtg+mY/nPWhNbknIiISjcEPERGwfv16pKenQ6/XIysrC3v27Ony+Lfffhvjx4+HXq/H5MmTsWXLFp/97777Lq688krEx8dDoVAgJyfHb53s7GxcfvnliIiIQHR0NC655BJYLBZRd6tP6dElbFdddRWuuuoqv/tkWcbTTz+NBx98ENdeey0A4PXXX0dSUhI2bdqEVatWIS8vD1u3bsXevXsxc6Z7Gcqzzz6Lq6++Gk888QRSU3tniZOjqfXFINlCm93QZb+i7EJEjk4MqN6qGwHNTaMB1ODf/25GXZt94TFaLLxrPBzWwPoVjZge5xMctTdkZCQWrM0IqCYAnMquhdxJ7yRTUW3QzZn9kV2Bz+ainuNv6aKH9ehJSHYHlFpNwHVlWe4QQFly8hA2eVwnt+g+T38mS04eoi6fE3I9IiIiDwY4RESheeutt7Bu3Tps2LABWVlZePrpp7Fo0SIcP34ciYkdz6l37tyJ1atX47HHHsOSJUuwceNGLF++HAcOHMCkSZMAuCfEzJs3DzfeeCNuv/12v983Ozsbixcvxv33349nn30WarUahw4dglI5MNtN91oPpKKiIlRWVmLBggXebQaDAVlZWcjOzsaqVauQnZ2NmJgYb3gEAAsWLIBSqcTu3btx3XXX9cbQ4WhsDZDMJXVdHHluXZ1I1+06hRHf6/xEdWGyv6U+qnN+T43+3MecD/lfVHW5f8jRnZgzNd1n2/bK8d2qbS7zvWJcS2E1wlIMAY2Pek5XfbpkuwPWY6cQPq17z3VbjopqOGt8n3tzTh5iv7cMCoUi4Hrt6wDiAyTL4eMImxJ4AEtERH0LQyAiot7z17/+FbfffjtuvfVWAMCGDRvw0Ucf4ZVXXsF9993X4fi//e1vWLx4Me655x4AwO9+9zts374dzz33HDZs2AAA+P73vw8AKC4u7vT73n333fjZz37m8z0yMgbu3/a9FotVVlYCAJKSkny2JyUlefdVVlZ2SAvVajXi4uK8x/hjs9lgNBp9PkSRXRIcTWbv16bi4AMkW20zWgqqO93fnF8Je73J+3X7JWD9mSTJOP5VNaISdZi21LfHzqW3j4Y2XOU3YPK3FM6fut3FPl837D/t9zg6/8xl9bBUNGDI/AwMX9MaxGiGJSH2u0ugMkTBcii4ZWz+lr+56hrhKOv890V3SBYbrPnusNdy7BQkmz2kem01/u8TuIwDp68bEVF/xiVgRER9S/vzeputYxsMu92O/fv3+0xOUSqVWLBgAbKzs/3Wzc7O9jkeABYtWtTp8f5UV1dj9+7dSExMxIUXXoikpCRceuml+Oabb7pdo78ZkFdhe+yxx/Db3/62R2obj1dCdrb2QDKfroPskqBQBZ7F1e0qgjpKj7QVM1G5/Sgspe7L2YcNj8NF1ybg29eKkJT3LWZeP1zY+PuKxnILLvvxWMy4Pg0F39Yg58Ny776Fd43HRTePwu43T8PpkKDWdP3Ytg+RtleOR/1u3xkujQdKxA2eQuIyOzDzpZsRkZ6Aqh2tgY9Co0H0lfMQOT8r6Eband3OkpMPbVpKUDUBwHq0AHCeXW7pdMJ67CTCL8gMup6Hs64R9tPlsBw+jsh5M0Ku5yFLEhQDdNosEVF3MNAhIjr/Pq8aB3VLYFf77ozTZAPwCdLS0ny2P/zww3jkkUd8ttXW1sLlcvmdnJKf7//8oLKyssvJLN1RWOg+53zkkUfwxBNPYNq0aXj99ddxxRVX4MiRIxg7dmy3a/UXvRYgJScnAwCqqqqQktJ6YldVVYVp06Z5j6mu9p2h43Q6UV9f7729P/fffz/WrVvn/dpoNHZ44QWrfc8iyeZE07EKxEweFnCt8OFxyHrjdqjDtTB/fQiehXGGMAfm/2gs5qxJx5l8cbOn+pK4tHDM+W56p/vDY7S47MfB/cDNC8vFV8fKfbZZyhpgrWyCPpnL2Hpb1LikLvcrtRpEzAr8ym6uFhNsBf5nmplz8mBYelnANb23bzcjynIwT0iA5Am8LDl5QgMk065DiJg9BQp131iuSkQUKAZAREQEAKWlpYiObu2Lq9OJCahEkCT3xJIf/ehH3qVzF1xwAXbs2IFXXnkFjz32WG8Or0f0WoA0cuRIJCcnY8eOHd7AyGg0Yvfu3bjzzjsBAHPnzkVjYyP279+PGTPcJ1efffYZJElCVlZWp7V1Ol2PvbD8Xa6+LvtUUAHSiitbALiXrvjLRfWRGoycGR9w3cHuxLfVkP1cKC/h6E60JPtv6k79n+XQcUD23yzdXlgKl7EFqujIgOvKkuSu7fO98oXM8vH2VTpyArLDCYVGzK9k086DUMdGQz9htJB6RETBYAhEREShio6O9gmQ/ElISIBKpUJVlW8LlKqqqk4nniQnJwd0vD+eiTCZmb5vLE+YMAElJQNzBUyPrnFoaWlBTk6O93J3RUVFyMnJQUlJCRQKBX7+85/j97//PT744APk5ubipptuQmpqKpYvXw7A/cAvXrwYt99+O/bs2YNvv/0Wa9euxapVq3rlCmzWyiaYims7bK/f1f3LhA+UHkZ92fEv/PeVyv+imo9/H6bTOEK6vb/+R16yHPSyOHthGaR2PYpcTc2wn64Iqp6HZLPDesw9o1G22mE93v3fI13WPduvydzV4xEE++kKSNaOa86JaOBjTyAiIurLtFotZsyYgR07dni3SZKEHTt2YO7cuX5vM3fuXJ/jAWD79u2dHu9Peno6UlNTcfy475vNJ06cwIgRIwK4B/1Hj85A2rdvHy67rHXZiGdZ2c0334xXX30V9957L0wmE+644w40NjZi3rx52Lp1K/R6vfc2b7zxBtauXYsrrrgCSqUS119/PZ555pmeHHan6joJiswl9bBUNCIsNcbvfoYV54/LIeHEN/4DpOK9dbCZnNBFuF/2nuelu1d2o75LdjphyT0BVXwMwqdnonn7TgCAQq9F1OVz0fzpTphz8hB58cxzVOqosyDGkpMH3cjAZx56WI8UAE5nm3r5CJs0Luh63rpn+zVZcvKB1UtCrudh3ncE2vRUhM+YJKwmwH5NRL2B4Q4REQ0069atw80334yZM2di9uzZePrpp2EymbxLy2666SYMHTrUu6zsrrvuwqWXXoonn3wS11xzDd58803s27cPL774ordmfX09SkpKUFHhfuPYExQlJycjOTkZCoUC99xzDx5++GFMnToV06ZNw2uvvYb8/Hy888475/kROD96NECaP38+5E6WlACAQqHAo48+ikcffbTTY+Li4rBx48aeGF7A2vc/ar9v2PWtPUwYGvWOkpwGWI1Ov/tcThknd9Zg4kLfZsptn6tzh0mdv56p9ziq6hC7+hpEXjQd9tMVrQGSSoXYG69C9OKL0fzF7qDCis5mNlly8hBz3cKgx9w+mDLn5CF2zVIoFIqga7at66yqheNMDTQpQ0Kq17aus9EoNEBynKmBq8UM/diB+Q4N0fnAMIiIiAhYuXIlampq8NBDD6GyshLTpk3D1q1bvY2yS0pKoGxzHnDhhRdi48aNePDBB/HAAw9g7Nix2LRpEyZNav1b94MPPvAGUACwatUqAL6NvH/+85/DarXi7rvvRn19PaZOnYrt27dj9OiB2UpiQF6FrSc4zXY0Hi7rdH/drkIMu34Gg6Nelv9F1Tn2V3cIkNo616yktlfgo75DOzQJ2qGdN+dWRUciZtkVAdd11jbAUeb/Sgz20xVw1jdBHRd4Y3Z3XyXf3xWu2gY4yqugHdb9ddfnqmvOyYNBQIDkrGuEo/QMXE3NQmcMmXPyIAkOkGRJgqOiOqTHkai3MAwiIiIK3tq1a7F27Vq/+7744osO21asWIEVK1Z0Wu+WW27BLbfccs7ve9999+G+++7r7jD7tUG1bkCWgj/5b9hXDNnhgkKlBJStMwSUOncGZ8wtxcURuSGPkUJz/MtqDL8gFqufmu6zfemvJ2LMhQk4/lU1JNe5ZxF11idJsrfObpI5G2nAs+R0HQgH3VepuLxDX6XufL9z1i0sg9RsalNPTB8kz/2UjC2wF3UepAdcNydP2Bg97MXlaPl6n9CaRMFizyAiIiIaSAZVgGQprQ/6tg37ipF81WTMevUHUEe19mgaf3E8fvDKHAyfFouCb2tEDJOCZDM7seTXk3D763MxKsv36nUpmQbc8mIW1vxtBsyN9m7XbN90W7K7vPusZ5rEDJz6LM9yME1qos92z9fBhh+Wg50viwtF+2VxtoLTcJnMIdVsX1dUc26XyQxbwWk4yqvgqAn+d3N7lkP5sOTkdbl8OlCSTVyTcw/Z5YLl2Emh45Rl2V3T6X8Zb7CsBcWQLGIbqNtPl8PV1Cy0pqOyFo6qjhe6CIWrsRn20+U+20INhFxWKyyni4SOU3Y6YS4sEFtTkmA+dQKyy3XugwNgLj4Fyd79/4e7w1peApfZdO4DA2CrqYKjUdzvJgBwNDXCVnVGaE2XxQxLabHQmpLDDnPRSaE1va+nEN7M9cdcdBKSI7SLcLRnKS2Gy2IRWtNWWQGHsVFoTUdDHew1Xc+8D5TL1AJreanQmpLdBnNx521AgiG7XDAXFgj/P9RcWCD+/9DS00LrEfW2QbWEzVjgv7lyd4y87WJoDGFYmJyPI0on2v5qGTU7HqNmz4W5SewfRBQYXbgaY+YmdHnMiOlxQdef6TqAL12tf/gYj1Ug5arJQdejvk2y2CBbrRhy103QjRmBsp/+zrsv6YEfw3a8CMaPv4Rks0OpC2zmgL30DOJuWg57cRlavtoHdXIC4tYsQ9P7O+AytkAVHRnUmB2lZxB99aUwbvkS2pHDoEkeAuuRAkRkTQ2qHuAOT2SzBSpDFJSR4XCUiDn5sR4pgComCpBlWHNPQHP5HDF18wvhamqG80xNh+AvGLLDiYr7noCrwYjoxRcjdtU1AkYJVP5hA+yFpQibnonEn90kpGbthjdh3n0ImmHJSP39z4XUbPjfNhg//BwqQxRSH/8llGG6kGs2f7kX9a++C4VOi5RH1kKTHPoyS8vRAlQ/9SoAIOkXP4B+QuB9B9oHPvaaKlS8+DQkux1Jy1fCcMHskMfpslpQ/MzjcLU0I27+lUi4fHHINQHg9PNPwl5ThaipM5By/RohNSv+80+Yjh+FPi0dw2//mZCa1R9vQmP2V1BHx2Dkzx+AQh36n6ENu75GzZb3oAwLw4g7fwlNTGzINVvyj6LizX9CoVRi2K3/h7C09JBrWs+UofQfz0F2OZFyw/cQNWlayDWdLc0ofu7PkMwmJFy5BHHzLg+5JgAUP/snOBsbYJg5F0nLOl/aEYiy1zbAUnQS4aPGYdgtPxZSs/L9t2Dcvxua2DiMvPtBITXrv9qB2k8/gio8AiN++iuoI4L7/7gtY+5BVL7zbyg0Ggz/4U+hSx4ack1LSRHKXn0esiQhdfWtiMyYGHJNR2M9Tv/9SUg2KxKvvg4xWfNCrik5nSh+5nE4jU2IvXA+hixeFnJNACj9x7OwlpcgYsIkDF39AyE1K9/5N5pzD0KblIL0n9wjpGbtp1tQ/9WnQmoR9RWDKkAyF9cFfdurM1rT48TRUSje535XaujE1v4n4Ybgp5+nToxGVUFzh5qhGDrJgPzP3aFZ0pgoITWTxrbWMSTpuziy+wzJYd7PlSohJaHS+E6ui4gLfWlA+/5KpiIxM87G/+oquGzuSFIbFyGk5shbL0LajbMAAJrosHMc3T0pS6Yg4eKxAAB1uJilFvFZozDz5VsAAEqNClUC3pjUDEtGyh/uBoCQGlIrNCok/fpOKBQKyC6XtyYAKMP1CJ8xEWHTMwFXYIOWZRlD1q6BQq2Gs9GIqEUXQ6FWQZOUAP2ksUCQ7/bLsowhP/0eIAMRF02HUq+DOj4m5HfSFCr34+CsqYdCo4EqKhyyLIfc7Dt8xkT3Sb4kQxkp5jUKAIl33QzZ7hBWU5YkuBqMANw9sUTx1BJZ01V3tmadwJq1je5/m5rPvpZCD5Bc9Y2ALEO22iCZxLzL72psBpyu1s/bCHZpmMtihmRzz7xyNjWGND4P2emEq8U9PmejuOfJ0XT2uW8QN2PGM/tG5Cwcz312GhshyxJC+y1ytubZ+y5ZLJBsVgEVAWdzEyBJ7p//lo7LjYPhMpkgO9xvNDqNYmYwS3YbpLMzrxwCX0+e56lHajb17XF6xucymyDb7YCAP8ucTY3u33l2O1wmMTPlnC3N3v/fnc1GITUlqxWS1f07WdjzJLm8r3eRv0taf+cJfO49v5964PVENJAMqgDJVtkEc1k9wod1fxaKvz44Gn1ryqENE/MQtq3TEzXbjjkUbeu0D2mCpda21gn1pNRbR+lbR6UOfaz5X/jOYGs5XoW5mkPIdgQ/uwMA9MliAsO2dAlR0HU9GStg2phwaGPChdZUR+qgjmxzQiqgvY5Sp+2yoXZ3tX1nXKFS+a2pUCgAdWA/W+7buGurY6KBmGi/+wIeb5vbth1rqO/wK87eP01i/DmODLSuOuiZVl1RhuuBcDHhNuB+PSXe+0NYDh5D9DXzhdVN+sWtaP5yL6KvvEhYzfg7VsK49WtEzptx7oO7KXb1NVBGhSNs0jioosQE3NFXXQJIMtTJCdCOSguqRvtQSJs6C8pFVkChQEzyDChKQv8/T5+WjuTvrIa9rhaxF14acj0AUEdGIfV7P4T5VAHiLgm8sX9nht18J4yH9iHuovnCaqauvBkN2V/BMHOusJqJ13wH6mgDIidMhlIj5o2IuEsXAgol9KnDoEvq/CIZgYi+YDYkiwVKvR4RGZlCaoaPGovEZSvgammGYZaYx1Qbl4CUVbfAWlqMuEsWCKkJAMN+sBbNRw4i7mIxM5oAIPW7P0Djnm+FzGrxSLp2Jeq/+QzRky8QVjPhiqug1GgRNmIUNLHBz1pvK2b2RZAddqijDQgbOUZIzcjxkzDkmusg2+2InjZLSE1dciqSV3wftspyxF0s5vWk1Oow7OYfo+X4UcRdLO533tDv346mfbsQO/cSYTWTr1+Dhp1fwHCBmMcTAIYsWgalVoemvTuF1STqbYMqQALcV0sLv+Hc/yHwamrUls3kRPFe3xlssgyc+LoaC5fnd3rVNiLq/8IyxyAsU8wf/R7aEUMRf1Poyxja0iTGI/6m5UJrqqIjEffdpUJrKvU6xFx/ZYftoTSRVqhUiBUYngDuUFbUiVlbkeMyETlOTCjhEZY2AmFp4q5mCADahEQkLb1BaE11tAGJ13xHaE2VPgxDrlwitKZSrRYa8AGAQqlEjMAwziMqcwqiMqcIrRmePgrh6aOE1tQlpQh/PWliYpG05HqhNVXhEcKWWXkotVrEX7ZIaE2FUonYrIuF1gTgDuMEBnIAED56HMJHjxNaU58yDHrBrydtXLzw15M6MgoJC5cwQKIBZfAFSNmFSLthZqf7GRyRPyd31sDl7NioL/+LakxfnuZ93TBIIiLqiFcYIyIiIur/Bl2A1JRbBkezFZoo3yUODI6oK+2Xr3mc3FkDp90Ftda9XGJhMmcjEdHgwWCIiIiIaPAYdAESJBkNe4uQePkE7yaGR9QVySXj+Ff+AyS72YWivfUYe1HrVYSCmY0k2Z1QagffjyMR9W0MiIiIiIjIQ0wX5H6mblchAPeJPsMjOpeyww0wN9g73X/8yyq/2wN5bZ3ZkgtHk5irERERdYeuRHvODyIiIiIij0EVIIWPcDfPbt53CpcnHOvl0VB/kf+le/ZReKzW54pxhmT3Msj8L6ohyx37IwHdD5Fqvz2J+n3FoQ2UiAjdC4YYDhERERFRoAZVgLT0pyOw9t2LMWpOPEoPNfb2cKifKMttxKJ14/HLbZchLEbj3X79H6fipg2zEJmgQ1VBc6e3P1eI5GyxoelwGeqyTwkbMxENXAyGiIiIiKg3DLqmK8njorH6rzPgcki9PRTqB2RZxveenQltuL8fFQXGzUvE2IuGwGFxdVmnq75I9fuKIbsk1O8thuR0QalWiRg6EfVTDIGIiIiIqC8adAGSh0ozqCZfUZAUCkUn4VFgx3j4u0pb3S73zCOXyYam3HLEXjA8uMH2c8VlQ859ENEAwZCIiIiIiPqbQRsgEfWWtiGS7JJQv7vIu68u+9SgDZCIBhqGREREREQ0kHAaDlEv8CxpMx6rgLPZ6t1et6uw04bcRNT3sBcREREREQ0WnIFE1EsWJufjhZeqfbZZKxphKa1H+PD4XhpV7+DyNerLGAYRERERETFAIupV1r15HbbVZRcOugCJqC9gUERERERE1DkGSES9pK7EhJrClo7bd51C2spZvTAiosGBQRERERERUeAYIBH1kuNfVvvd3nS0Ag6jBZrosPM8IqKBhUEREREREZE4DJCIekn+l1X+d0gy6vcWI+mKCed3QL2E/Y8oVAyKiIiIiIh6HgMkol5gbXageF99p/vrsk+FHCC1FNZAGxsBbWx4SHWI+hKGRUREREREvYMBElEvKPi2BpJTBgCo1Aq4zn6u0KggO1yo31sMyemCUq0K+nvUZZ+CLiESyYsmCRlzT+DsI+oKwyIiIiIior5D2dsDIBqMjn9ZjYxLE3Hnmxdh2NRY7/al903AuF9cCU2UDk255SF9j7rsQtRlF4Y6VKIepyvR+v0gIiIiIqK+gzOQBrEbog8EfJvPwqx44+znUSprhxrvGKcLGNnAd9mdYxE/PKLDdqVagZSrJiNpYSbsdaag69sbTGg+fgbm0xpIdieUWv6oU9/BcIiIiIiIqP/hWeUAdUP0AbToW/Dx2a+T1U1BBUbBfF9/GCz58hceeSxMzsf2yvHQJ0UHXb9uVyEgAy6LA42HyhA3Kz3oWj2Fy9cGDwZGRERERET9HwOkAeR8BETBYrB0ftXtKmzz+ak+GSDRwMSwiIiIiIhoYGKA1I/15cCou26IPoCCCAee7e2BDCCS3YmG/ae9X9ftKsSYtZdDoVD04qh8cfbRwMHAiIiIiIhocGCA1I8MhMDoXJQK2Xs/B/PsJM8ytmA05pRCsjq8X9uqjDAV1SJyFEMbCg3DIiIiIiKiwYsBUh83GEKjzjBICk7drlN+thX2mQCJs4/6F4ZGREREREQEAMreHgB1NEZbjRuiDwzq8KgtPg7dJ8sy6rILO2yvy+4YKhF1Rlei9X4QEREREREBnIFE/QRnI3WPqagWtprmDtub88/A3mCGNja8F0bVirOP+iYGRUREREREdC6cgdQH3BB9AKO1Nb09jH6BM7O61ulMIxmo39NxZlKgZEmGs8Ua1G0ZHvUtnGVERERERESBYIDUixiGBG8wPG4Lk/MDvo2/5Wvd2dddLQVVqN3J5XD9UdvAiKEREREREREFigFSLxkMAUhPYwDny95gQvPxM53ub9hfDMnuDOl71O06FVQ/Jc4+6h0MjIiIiIiISBQGSOcZQw/x+Hi61e1yzzAaMj8DMdPSvNvjLxqDuNkj4bI40HioLLTvkV2Ihn2hB1HUcxgaERERERFRT2AT7fOIQUfPuSH6wKBvsK1QKTHzpZsRkZ6A/L9s9W6PGBGPkT+YB2PeGb8NtrvLVtOMlpPVAIDGw2WIm5nerdtx9lHPY1hEREREREQ9jTOQzhOGRz1vsD/GyVdORER6Qqf7oyekYMgl44KuX7e7tYdS/a7u9VNieNSzONOIiIiIiIjOFwZI58FgDzYoONsrx/f2EHy0bcJdt+sUZFnuxdEMXlyiRkREREREvYEBUg9jeHR+8fHuGS6rA40HS7xfWyuNMBfXdXkbzj4Si6ERERERERH1JgZIPYhhRu/g4y5ew4HTHRpnB3M1NgoMZxsREREREVFf0esB0iOPPAKFQuHzMX5869Idq9WKn/zkJ4iPj0dkZCSuv/56VFVV9eKIiQYffz2P2vZEao+zj0LD0IiIiIiIKDDr169Heno69Ho9srKysGfPni6Pf/vttzF+/Hjo9XpMnjwZW7Zs8dkvyzIeeughpKSkICwsDAsWLEBBQYHPMSdOnMC1116LhIQEREdHY968efj888+F37e+otcDJACYOHEizpw54/345ptvvPvuvvtufPjhh3j77bfx5ZdfoqKiAt/5znd6cbTdw1kwNFDIkuw3LDIeq4C90dxhezDhkaO66+VwgwFnGxERERERBeett97CunXr8PDDD+PAgQOYOnUqFi1ahOrqar/H79y5E6tXr8Ztt92GgwcPYvny5Vi+fDmOHDniPebPf/4znnnmGWzYsAG7d+9GREQEFi1aBKvV6j1myZIlcDqd+Oyzz7B//35MnToVS5YsQWVlZY/f597QJwIktVqN5ORk70dCgvtKUk1NTXj55Zfx17/+FZdffjlmzJiBf/7zn9i5cyd27drVy6MmGhxaCqpgrzN13CED9XuKfDYFFR7V1KP5k2+DHV6/x9CIiIiIiCg0f/3rX3H77bfj1ltvRWZmJjZs2IDw8HC88sorfo//29/+hsWLF+Oee+7BhAkT8Lvf/Q7Tp0/Hc889B8A9++jpp5/Ggw8+iGuvvRZTpkzB66+/joqKCmzatAkAUFtbi4KCAtx3332YMmUKxo4di8cffxxms9kniBpI+kSAVFBQgNTUVIwaNQpr1qxBSYm7We/+/fvhcDiwYMEC77Hjx4/H8OHDkZ2d3Wk9m80Go9Ho83E+cfYRhaovXYGtblfnvY5E9EGy5OTBnJM36K7qxuCIiIiIiCh0drsd+/fv98kNlEolFixY0GlukJ2d7XM8ACxatMh7fFFRESorK32OMRgMyMrK8h4THx+PjIwMvP766zCZTHA6nXjhhReQmJiIGTNmiL6bfUKvB0hZWVl49dVXsXXrVjz//PMoKirCxRdfjObmZlRWVkKr1SImJsbnNklJSV1OCXvsscdgMBi8H2lpaT18L6iv+U5UTm8PYcCoy+6811HDvmJvc+1g+x5ZcvLgqm2Ao8L/9NKBiMEREREREdG5tZ8YYrPZOhxTW1sLl8uFpKQkn+1d5QaVlZVdHu/5t6tjFAoFPv30Uxw8eBBRUVHQ6/X461//iq1btyI2Nja4O9zHqXt7AFdddZX38ylTpiArKwsjRozAf//7X4SFhQVV8/7778e6deu8XxuNRoZIg8y7zdMAbO3tYfR7ttpmtJx0BzuamHA4zvY8Ukfp4TTZ4LI40JhbBmPSrKDqSxYrrPnuZXCWg3nQDk06xy36NwZHRERERDRQlVQkQBmmF1JLsrj7DLU/j3/44YfxyCOPCPkeoZJlGT/5yU+QmJiIr7/+GmFhYfjHP/6BpUuXYu/evUhJSRH2vW666Sbk5uZCoVAIqTd58mS89tprAd+u1wOk9mJiYjBu3DicPHkSCxcuhN1uR2Njo88spKqqKiQnJ3daQ6fTQafTnYfREonXt5avFSFuziikf38u6vcWo/hVd6+i2BkjMPIH81CycTca9hZDtSS4AMlypABwudyf5+TBsGS+qKH3KQyOiIiIiIgCV1paiujoaO/X/s7zExISoFKpOlytvavcIDk5ucvjPf9WVVX5BEFVVVWYNm0aAOCzzz7D5s2b0dDQ4B3j3//+d2zfvh2vvfYa7rvvvgDvbedmzJiB119/XVi9v/3tb0HdrteXsLXX0tKCU6dOISUlBTNmzIBGo8GOHTu8+48fP46SkhLMnTu3F0fZtXeM03t7CIMaH39xEuePw+TfX4eojI6/eMNSY5Dxy0VQXLYk6PqWnDzv57ZTJXAZW4Ku1VcxPCIiIiIiCk50dLTPh78ASavVYsaMGT65gSRJ2LFjR6e5wdy5c32OB4Dt27d7jx85ciSSk5N9jjEajdi9e7f3GLPZvTpDqfSNVZRKJSRJCuLedk50T6Vg6/X6DKRf/vKXWLp0KUaMGIGKigo8/PDDUKlUWL16NQwGA2677TasW7cOcXFxiI6Oxk9/+lPMnTsXc+bM6e2hEwl3zJgCcRMdQ6eO7HoKanHZECgjgqstSxIsh4+32SDDcvg4IucNjIZzDI6IiIiIiM6PdevW4eabb8bMmTMxe/ZsPP300zCZTLj11lsBuJeADR06FI899hgA4K677sKll16KJ598Etdccw3efPNN7Nu3Dy+++CIAd3+jn//85/j973+PsWPHYuTIkfjNb36D1NRULF++HIA7hIqNjcXNN9+Mhx56CGFhYXjppZdQVFSEa665Ruj9mzdvXreOU6lUcJ1d4SGiXnu9HiCVlZVh9erVqKurw5AhQzBv3jzs2rULQ4a4G/I+9dRTUCqVuP7662Gz2bBo0SL8/e9/7+VRU1/F2UfnT7BNsz1sp0ogNZt8tlly8oUFSNYTxdCPSxdSK1AMj4iIiIiIzp+VK1eipqYGDz30ECorKzFt2jRs3brV2wS7pKTEZ6bQhRdeiI0bN+LBBx/EAw88gLFjx2LTpk2YNGmS95h7770XJpMJd9xxBxobGzFv3jxs3boVer37TfaEhARs3boVv/71r3H55ZfD4XBg4sSJeP/99zF16tTz+wCc1fbK1s8//zzuvPNOofV7PUB68803u9yv1+uxfv16rF+//jyNSIx3jNNxQ/SB3h4GUZ9lOZjXcduRE5CdTijUof1qcrWY0PjOViQ/8OOQ6gSKwRERERERUe9Yu3Yt1q5d63ffF1980WHbihUrsGLFik7rKRQKPProo3j00Uc7PWbmzJnYtm1bwGPtKW2bbL/00kvCA6Q+1wNpIOFsmPPnHeN0Pt7nkckcepP6tv2PPGSrzXtVtpBqHz4BW8Hp89pTieERERERERENZL0+A2mg40yknsfgqP9xVNfBUVHtd58lJw9hk8aGVN+Sk+fuqXQoH5EXzwyp1rkwOCIiIiIior7m6NGjmDt3LiZOnIiJEydi0qRJmDhxIlJTU4OuyRlI58GACjhkGeEAws9+3tsGwmPbaA/r7SGcd5ZD+QAAVUKsd5sqJhpQqWA5lO+zdjdQstMFS+5xn+8jgstkhvHTnZBMFu82hkdERERERNQXZWRk4MUXX8SCBQtQV1eHv//977j00ksxZMgQXHzxxUHV5Ayk82SgzERS2wFP2+NJvZwfDYTwaHvleAA5vT2M885V34QhP/0+NKmJqLj/SQBA2AUTYLhmPpo2fwFnVR00yQlB1bYXl0M/biQsRwug0KiF9FQCgKrHXoCjrAotX+5F6u/uYnhERERERER9lkqlwuTJkzF58mSf7VarFXl5HduJdIdCDuWt/n7CaDTCYDDg19kLERYV+klf+4esbaOqc+ksRAqlZmd6oiZMLmRMcC89Op6XCESoQi4Z6Di7Exz5e1n3tcfUHR71n+e+qNQ30AmlpizLUCgUnY7Tsz/Y2m3rhVKrrYpfPwVHeRW0SSlI/8k9IdcDAGPuQdR89C4MM+YgYWHol/p0NhtRu2MLWo4dRtjwUdAPG474+VeGVLNx705AklDzyWZoE4YgYlwmwtJHI2L0uKBr1n66BbrUYah6/7+QLGYM/d7tMJ3MR+LV1wVds2brBwgbORo1Wz+Ao64GKSu+D9PJfCQsuAbqqOiQxtm462tYik9hyFXL4TKbEDZiFCLGZARVs/7bL6AKC4OluBDGnL2IvWg+1IYYKLU6GKZnBVXTmHsQzsYGSHYb6r/cjqhJ0xA+djxcphbEzbs8qJrW8hI05x6EJn4Iqj98B/rhIxE79xLYKiuQcMVVQdV0WSyo3vIeIidMwpk3X4XaEIukpTeE9NzLsoyq9/+L6KkzUPZP9xVah/3gJzAe2oekZTcG/bNfu+Nj6JJSUPvpR3DU1yFl1S0w5R9B0rUroVAF9/9e0/5dkBx2mPKPwVx4AolLb4ClpBhJS6+HUhtcXzlzcSFMJ47BZWqB8eAexF++GI6GOiQsXAJ1ZFRQNV1mE2q2vg9VVDQavv4MMVnzILtciJ13ObRx8UHV9DxP2iFJqN32ASInTYM6MgqG6bOhSx4aVE0AqPt8G1RR0aj+4G2EpY+GftgIRGZkImzEqKBrGnP2wWVqQf3XO6AKj0DU5AugG5qGyHGZQde0lBaj5dhhmAsL4GisR9zFV0BtiEX05AuCrumymFG9ZRMkswmmgjwkLFoGpVaLmFkXBl3T8zxBcsGYsw9x86+EUqtD3LzLgq4JuH+eJKsFjbu/Qcyci6HUhyHh8sUh1Ww6sBv22ho0fPMZoqfNhCoiCkMWLQ2ppuV0IVqOH0Nj9pcIHzMeakMMkpZcH1JNp6kFtds+hLn4FDTRBmjihyBp+cqQ/4aq2vQmbNWVkO126FKHIfnalSG/WVazfTNsFeWwVVUgfHQGEq+6FqrwiJBqNu7+Buaik2jJPwLDjDmIvfBSaONDu4pvy/FjaD5yEM2H9iP6gtkwzJqLsGEjQqppr61G/dc7YDy4F1GTpiH6glmIGDshpJqS04mq999CS/4RyDYbmpqaEB0d3N8j/YHnfDvt+UegDNMLqSlZrCi985EB/9iJplKp4HK5AACPPvoo0tPTcdNNNwmrP6iWsAkJUM7WafsRiM6aPYdSsyfG2VVNf5+HWrM74wykUXb7mn3tMfWERyJrtiW6ZnHZEKE1PbfvrGYo9dvXE/WYJt3/Iwy5ejnSbv0/IfUAIGzYcLjMJmiCPClrTx0VDWt5KSSrFaYTx6CJC24WV1u65KGo/uhdyA47bGfK0fDNZyH/oaY2xODMm69CspgBAOX/fgmq8MiQaqoio1Dxxstw1NUAAM68/S/YKiuCDo/ajtNSfAoAUPPxJtR/8xn0Idx/3ZAkVG16C8acvQCAhm+/QM2WTdCnDgu6Ztiw4ajdvhn1X24HADQfyUHVe29COyQp+HEmD0XTgT2o/vAdAIC1pAhn3noNmpjYc9yyc6qwMDgb6nDmzVcBAM6mBvdzHxFc0AG4f76VGo03PAKAslfWQ6nRhvSzr4mJxZn/vg5HfR0A4Mybr0KWpKDDIwDQpQ5DzZZNMBeeAABUf/gOXC3NQYdHAKAfmobG3d/AeHAPAKDus62wVVUGHR4BgCo8wn1i/vVnAM6eABYWQBMbF3RNhUIBpVaL2m0fAABajuSgOfcgtIkpQdcEAE1cPKo/eBsAYCk+hcY930CXmhZSTf3QNNRs+wAuswn22mrUfbkdYWnpodVMGYamfbtgO1MOyWJB7SebETZseEg1VWHhcNTXwlTgfge5dtsH0KUEH8YBZ///VKthzNkHAKj/4hNoE4P/PeKhiY1D4+5vAACNu74OOohsS586DA3fuF+jxpx9If2u99ClpqFxzzeQXS6Yjh+FSh96iwF1RCRsNZVwNtbDUlIEhUol5G8ohVIFW3kp7DVVkO12ITOtNdExMJ86DldLMxz1tSGHRwCgTUpFy7HDgCTBfPK4kL9LwtJGoPmw+w35lrzD0KcE//+nhyZ+CMxFJwEAzccOQz8sPeSaSrUaks0K2WYLuRZRsN59910sXdoxXH/jjTfw2muvBVVzUAVIfQmvGtZ9A+2xahse9QfFZaG9UzRQqCLDETvnEiF/UHloYuOhTUpBRAjvbLcXmTHR/YlSiYixob/W9EPToIpoDXfCRo6BUhfaVfj83d/I8aE9BpHjJ3b8PhkdtwXC3zjD00dDpQ/+nbWwkWOg0PjOhFUbYqBNCr6ZoSY2HtrEZJ9tCo0G4aOCb0avUKn8vn5Cfa36e05Cfe791uyB5z7U15MueSjU0TG+NUO870qNBuHtZgNGZoT++6T9fY3ImBjySW+HmuMyoVCG9mdoxNgJQJtxRYzOgFKjCammJiHR5yQ3bPhIqMLCQ6qpUKsR3ubnSZuYDE1s6CFK29e5KjIK+hDDs/Y1FRotwkeGdlEL4OzPk+d5UihCntkBuIMJtSGm9XsIeN23/3kK9Wfeo+1jKqpmRI/UbH0MQ/0d6hGWNgLKsz8/ERmZQt7UU4VHIGz4SHfNsRNCCvY9FAqF9z6HjRgFVZiY/qSiHkeiYCmVSsTGdnzzb9myZXjqqaeCqxnqoCg0Ay0cEWkgPjb9LTyiVj3V8yjh8sVC3jn18PwhKeKkBwAUSqXPybSIP4Y0hhifZSuhBiiA+93D9u9shjpWjSGmwzv6of6h7u+EX8zJue/JU/iocVBqQnvNtr+vuqFpIb9WI9oFfeqY2JBnoYSlj4aizSwepU4f0hImwD2bTz+0zQwRpTLoZYseCoWiw/MUOS70n6f2gVH7x1hETRGhVPiIUT7hs4gT/rYnku6aod/39s+TqIC/7RI4UTXbPtciAjngbMitdf/uCB89NuRADgDUkVHQD3WHW/phI3zelAiW+3ly339NQmLIy6I8PP9vqCIivWMOlef15A72xwipGT5qrHvWkUKBiHGhB3IAoImJgzbJ/ftYxO8RwPfNCJFhiucxFfF7xFvz7M9lKMtVO6tJ1FuUSiUaGho6bI+Kigr6okUMkPoIT1gyEEOTQAzkx6A/hkecfeTWkw2zI8ZPElrPM2NI1DuSgO8faKL+WPOtGXqA0vZkAnC/Gx/qcg6g4wmpiBPpnjg5bx9EiHieIsaOB9qckIr4o1qbkOgz8yJiXOjvSCvVakSMaQ3lwsdkCFnO0fa5FxXItn1e3LNQgl8W5q3Z5nlRR8eE1FPIQ5uUArXB/Y6lUh96IAecnYUzxv3/oEKlQsTo0AI5D+/9F3gi3fZE19/sxmBEjGudLSXqRFo7JAnqmLizNcX8blaq1d7nRuwJ/0ThNT33WdR9B1pnS4kK5IDW2Yfho0MP9j2UWi3CR42DfujwkJastheZMRGa2LiQlkD7qyki2G8rImPi2WBf3N/W7vBUJyw8A9xvRmgF/C1CFKy1a9fiuuuuQ1VVlc/2+vr6oGsyQOqjBnKQ0t5guK8Mj/qvnr7amqgeTd56Z2cMCf2DenQGFCoVtEkp0MSEfsIL+J6UiRprZLugS8Qf/5EdTvhDX3bS9oRfodUiLD30d6T1aSN8lleKCHtUYeG+szsE/FHdfnaHqJPJtmGPqJptl9aJqhk+cqx3CaOomuqoaOjOzpQQtUSk7fMUMWa8kCUiQOvPk4ilsB6e16V+aJqwE+mwEaOg1OuhiR8CbUKikJqq8AiEpaVDFR4BfVpofeQ83MtuMt3hXAgXNmjP8/Mkdnn12deTwJPzsHT3bCmRb5h4ZkuJnNni+XkSPRslIiNT6Di9NQUE+22Fjx3v/t0kINj30CYkInraLKFtBZRqNWLnXCxsNptH9JQZQusR+bN7926/22+55RasXr0akydPxqpVq/D444/jj3/8Iy655BLcddddQX0vcT/J1GM6C1Y6u6JbXzWQA6LO9MfgCGB41N/Fzr1Y2EkPACh1OoSNHBtSo+f2dCnDoIqMgmS3CQlQgNaTPslqFXZy7hmnq6VZ2B/qnuVR1vKSs+9Ih75ExB0cToAxZx90qcOgjjYIGKn7RNJSfErYzBbAHZw07voaCq0OYSPFPPdte+GImoXi6bHibGoUdtLrXsI4Fqb8o0JPeiMzJsJWXiq8n1rTnm/FzmY8+zyJnIWiTUiEJi5e6DgVKhUixowX9nPkEZExEZq4eGEzWzw17fW1ITVj71Bz3AT3zBaBy6u1SakISx8tdGaLUqNB1KQLQm5y3l5k5lRhM+Q8IjIyhTR79qk5LhOS1Sy0pn7ocKFBDwCo9GGIvzy4q3d2RqFQCLl6bXtxlywQXjP6glneCwgQ9ZQVK1agpKTE774f/ehHWLlyJd577z0cOXIEEREReOmllzB37tygvhcDpH6sLwZLgzEk6gzDo/6vp2cf9RRRJ/ptRWZkQicwQFIolYjIyITLbBISoACtJ30t+UcQPkrMu/GecRr37xbev8FaXiJ8iYgxZ5/wJSK12z4QNrMFOBv06fTu/iqCTlTUkVHQDxsBhUIh7B1pxdllLOaik0LfkY7MmAhr6WnoQ7wKV1sRGRNR//UOYf1VAHdvKaVeL6QZv4cqIhL6tPQemN0xUXiz2oiMTKijRAdImUKWLbYVnj4aLlOL0JrqyCjEXyH+hD9xyfXCZ90mLLha2Aw5j5isi4QtNfOIGDNeaHAIuPv0oU0jcREUSqXwoAuAkCvvtacW0EurPaVW/N99CqXY1ycNXjfeeKPf7bIsn3NJWkxMDG699VYh42CANAD1ZIijMTtxL7YBADYZp8Hh5Euovf4aHAEMj9rqr+FRT4mcOFXoVHHA3bfHZTEJrRmRMRGS3S70j8DIjIkw5R2BfpiYZSeAe5x1n28TOmMkfHQGoFIJnYmhTUiEJn6I2BP+s1ekEhlMAGeXyCjEnqBFZkwUfyI5LhOWkmKhJ5O65FREXzBb6FiVGg3iL18s/Oc+/pIFwpbCesTMnAuNwFmXABAxbqLwk0ntkCQhy2DbUqjViJp8gdCaAEJuGu+Prt3VIkUQ2f/HQ/TPPADh4RERDT6ffvop/vWvfyEy0jc8lWUZX331VYfjjx49io8//hjf/e53kZqaivfeew/XXXddyOPg2T+RIP05OAIYHlHXeuKP9PDRYyHZ7UJrRowdD9npEFozfNQ4RE6cKvyEPzJzitDHVaXXI3rKdCHNw9uKmjQN4YKWmnlEZkwU2rMFONugWnCAFDZyjJArRrWljopG3CVXCK2pUCiQIHjGCADEzLpIeE1RSwzbErksykPUZbzbUigUUAiacelTl+EEEdGAN3/+fERFReGSSy7psG/KlCkdtj366KN44IEH8Nvf/hb/93//h+3btzNAIuorGB4NLJx9dH4otTqhfTsAd6Pa6KkzhdZUarWIn3+l0JoKhQJDFi8TWhMAEhYuEb5EJG7eZcLfkY+aNE34shNtYorQeoB7Fo6oS3m3JbpJKwAhV4lrT/RzRERERMF59913O923ffv2DttiYmIwdepUbNiwAXfffTcOHz4sZBwMkIhCwOCIqO8R3QAUgNBmsh6as5dJF6lHlnPo9MJr9kQwITo4IyIiIuqvFi5cCMD999FTTz2FJ554QkhdBkhEAervoZEHwyP/OPuIiIiIiIj6sxtuuMH7uUKhwD333COk7qAKkD6vGoerIot6exjUDw2U0MiD4REREREREdHANWbMGEyZMgWTJ0/2fmRkhHaRhEEVIAG+QcDC5PxeHAn1dQMtNAIYHJ0LZx8REREREdFA8NVXXyE3Nxe5ubn44IMP8Ic//AG1tbW49dZb8Zvf/AaaIC7sMOgCpLYYJlF7AzE08mB4RERERERENDikpqYiNTUVixYt8m6rr6/HAw88gHvvvRdPPfVUwDUHdYDUVvvggIHS4DGQQyOAwREREREREREBcXFxWL9+PSZNmsQASSQGSgPXQA+MPBgcBYbL14iIiIiIaKB4+eWXMWXKFEycOBHh4eHe7ZIkwWq1BlWTAVI3+QsdGCr1D4MlMPJgcERERERERDS4HT58GG+88QaOHj2K6OhoTJkyBcOHD8fevXuxZMmSoGoyQApBV8EEw6Xzb7AFRe0xOCIiIiIiIhq8ZFn2fv63v/3N+3llZSVyc3Nx6tQpLFy4EFdffXVQ9Rkg9RCGSz1jsIdE/jA4IiIiIiIiGrj27NmD2bNnn/M4SZL8bk9OTkZycjIWLlwYUL32GCD1AoZLXWNI1D0MjsRh/yMiIiIiIuqrdu3aFVTgI7oeA6Q+JpTwpC+FTwyBegZDIyIiIiIiosHl22+/xauvvnrO42RZhkKhOOcxGRkZ+NnPfhbwOBggDSDnI7TRWxy4F9sAAJ9VZcAapunx7znYMTQiIiIiIiIavN56663eHgIABkhEfQ4DIyIiIiIiIgrEqVOnMHr06B79HgyQ+iGFJCPCZENLlL63h9KnKSQZEWYbWiL7/uPE0IiIiIiIiIiC9eMf/xgnT55EcnIypkyZ4vNhMBiEfA+lkCp0XigkGRd/XYBXbn8N76x6ASOLant7SH2SQpJx6ZfH8dpt/8R/V72ItNL63h5SB8VlQ3w+qPewgTYREREREfV327dvR1FREZYuXYrq6mqUl5fj97//PeLi4jBmzBgh34MzkPoBhSRj3rcn8YNXv8XI03WQFIBSBmIazb09tD5FIcm45OsTuO3VbzG8tMHncSpNi+u1cTEgIiIiIiIiovPhv//9L3Jycrxff/LJJ3jjjTeE1GaA1Ie1D45cZ7upK+VeHlgf0zE46p3HiUERERERERER9Sa9Xo9jx44hMzMTAHDllVfi/vvvF1KbAVIf1FlwpJKZHLXVeXDUs48TgyIiIiIiIiLqi15++WWsXLkS8+fPx7Rp05CbmwvF2XPlUA2qAKmkIgHKsK4bKqcPqzlPo+mIwVH39FRwxGCIiIiIiIiI+rOJEydi//792LRpE3JzczFixAj8+te/FlJ7UAVI3dHdEEFk0MTgqHtCCY4YDhEREREREdFAd+zYMbz//vuIiYnBwoULMXnyZMTGxgqpzQApSCICiZGp1QyOukEhyZiwqRK/eHc7RlfWtOkF1b3H6UxNLCDm54WIiIiIiIioz1q2bBl++tOfwmQy4eWXX0Zubi6amppw6tSpkGszQOoFCknClQeO4RfvfoJxFdVBB0eVNYbzPrMmzGb3fn66IgEWXc9dAl0hSbhq35EOwREDNiIiIiIiIqKOkpOTcdddd/lsc7lcQmozQDqPRAVHAx2DIyIiIiIiIqLAXXHFFfjnP/+JW2+91btNpVIJqc0A6TxgcNQ9DI6IiIiIiIiIgrdv3z68+uqrePTRRzFr1ixMnToVU6ZMwdKlS0OuzQCpB/V0cHTP/7ahYds3QmoBgFmnwcPfuxb10ZHCanZHTwdH97+1BY2R4UJqAUCLXouHv38tGiMjhNUkIiIiIiIiCtVHH30EAGhubsaRI0dw5MgR7NixgwFSX3W+ZhxNP1UqtB4AfJs5Fm/Ony28rj/na8bRjFMlQusBwFeTM/C/eTOE16Xzzzbc3ddLV9Jz/byIiIiIiIh60lNPPYW7774bR48exfjx4xEVFYW5c+di7ty5wr6HUlilHrZ+/Xqkp6dDr9cjKysLe/bs6e0hdaCQJCzadwTbHnwaLzz3b4w+UwOAS7DaU0gSrt5zGJ8+8BT+/veNSK+qBcDHiXqXbbjdGyYREREREVH/Emhm8Pbbb2P8+PHQ6/WYPHkytmzZ4rNflmU89NBDSElJQVhYGBYsWICCggKfY+rr67FmzRpER0cjJiYGt912G1paWoTft+6YNm0aAOCBBx5AZmYmpk2bhjVr1uDxxx/H5s2bhXyPfhEgvfXWW1i3bh0efvhhHDhwAFOnTsWiRYtQXV3d20MDwOCouxgcUX/AIImIiIiIqH8JNDPYuXMnVq9ejdtuuw0HDx7E8uXLsXz5chw5csR7zJ///Gc888wz2LBhA3bv3o2IiAgsWrQIVqvVe8yaNWtw9OhRbN++HZs3b8ZXX32FO+64o8fvrz+XXXYZAOD999/H8ePH8c033+BnP/sZEhIS8Omnnwr5HgpZ7vtn71lZWZg1axaee+45AIAkSUhLS8NPf/pT3Hfffee8vdFohMFgQNrzj0AZphc2Ln9L1fp7GHLfLd/pcglbmM2OvB89BACY8MKjsOjOvezH31K1/v44/eKHK7iEbRDh8jYiIiIiCpTLasWpPz6ApqYmREdH9/ZwekxPnG9LFitK73yk249doJnBypUrYTKZfGbmzJkzB9OmTcOGDRsgyzJSU1Pxi1/8Ar/85S8BAE1NTUhKSsKrr76KVatWIS8vD5mZmdi7dy9mzpwJANi6dSuuvvpqlJWVITU1VcRDEbCLL74Yd9xxB2688UbodDqhtfv8DCS73Y79+/djwYIF3m1KpRILFixAdna239vYbDYYjUafD9GmFpZyxlE3TD95mjOOqN/jrCQiIiIiovOv/Xm9zWbrcEwwmUF2drbP8QCwaNEi7/FFRUWorKz0OcZgMCArK8t7THZ2NmJiYrzhEQAsWLAASqUSu3fvDv5Oh+itt95CaWkp5s2bh3Xr1uHEiRPCavf5Jtq1tbVwuVxISkry2Z6UlIT8/Hy/t3nsscfw29/+tkfHNft4EcZVVEMGA5GuzMk7hdGVNXycaEBgiERERERE3SVZBtffjtpSLVR6MTP3XVYJAJCWluaz/eGHH8Yjjzzisy2YzKCystLv8ZWVld79nm1dHZOYmOizX61WIy4uzntMb0hNTcX999+PH/3oR3jvvfewfPlyJCcn47PPPgu5dp8PkIJx//33Y926dd6vjUYj0tLShL6g3xh/GZqvi8ZPP9uGoU0NkNAPpnN1g7pe1eVyHZ29NQTSlWogabt+PF+btBBNzhis/XwbUoxNA+dxqlNzWVM/wMCHiIiIiKj/Ki0t9VnCJnpJ1kAUHR2N8ePHY8yYMYiMjMTVV18tbAllnw+QEhISoFKpUFVV5bO9qqoKycnJfm+j0+l6/IXlUqnw3gWz8cGUGVh2eP+AC5JEcapUeGfGHGyaNgvLc/YOuCCJ+jZPyMcgiYiIiIio/4mOjj5n+BFMZpCcnNzl8Z5/q6qqkJKS4nOM52pnycnJHZp0O51O1NfXd/p9z4c33ngDr7zyChQKBb7//e/j4osvFla7z5/Da7VazJgxAzt27PBukyQJO3bswNy5c3txZG6eIGnhzx/AfdetwhlDLABA6uVx9TWeIGnB3Q/i19feiKpoAwA+TnR+cLYYEREREdHAFExmMHfuXJ/jAWD79u3e40eOHInk5GSfY4xGI3bv3u09Zu7cuWhsbMT+/fu9x3z22WeQJAlZWVnC7l+gli5divfeew9/+MMf8PHHH+OKK67A888/L6R2n5+BBADr1q3DzTffjJkzZ2L27Nl4+umnYTKZcOutt/b20Lw4I6l7OCOJegtnIxERERERDUznygxuuukmDB06FI899hgA4K677sKll16KJ598Etdccw3efPNN7Nu3Dy+++CIAQKFQ4Oc//zl+//vfY+zYsRg5ciR+85vfIDU1FcuXLwcATJgwAYsXL8btt9+ODRs2wOFwYO3atVi1alWvXYENABYvXgyTyQSTyQSXywVJkvDss8/izjvvDLl2vwiQVq5ciZqaGjz00EOorKzEtGnTsHXr1g4NrfqC8xUkOZVKqCXx83dqI8/P5SXPV5DUU49TXWSk8Jp0fjBIIiIiIiIaWM6VGZSUlECpbD3TvPDCC7Fx40Y8+OCDeOCBBzB27Fhs2rQJkyZN8h5z7733wmQy4Y477kBjYyPmzZuHrVu3Qq/Xe4954403sHbtWlxxxRVQKpW4/vrr8cwzz5y/O+7H+vXrYTAYYDAYoNFohNZWyPLAvzSW0WiEwWDA6Af+CFWbJ/t8ULlcPRYkPb5oGfJShgqqBpg1WhxOG9HlMWF2G3J+fz8AYNqDj8GiFdNrSu1y9ViQ9IerluNEUsq5D+wmk1aL3GFdP07UPzBE6j5ZkqBQip0nKDudkO1OKMPF/V6WZRnOmnpoEuOF1QQAx5kaaFKGiK1ZXSd8nM76JqjjDEJruppNUEVFCK0pWW1Q6sX2KpRdLkChEP867YnXvixDoVAIrUlERH2PZLGi9M5H0NTUJKyJcV/UE+fbLqsVp/74wIB/7HrC6tWr8cILLyA6OhoffPABbDYbVqxYIaR2v5iB1J/15IykvJSh2DVqrIhh9rqenJF0NHUY9o8YJWKYRP2Cs64R6vgYoTUth/KhHZ4qtK71eBGkFjMisqYKq+koq4JpVw5iVywWVtPVYkbje9sx5P++K6ymLEloeONDJN59i7CaANDw1hYk/Gil0MCjafPniFm+EMowcYGPaedBhE0eB/WQOGE1bSdPA0ol9GPThdV0GVtgPV6EiFmThdWUJQnmvblCX/cAYMk9gbDJ44TWtBWWQjcq7dwHBqAnwtieCE4lsxUKnQYKlUpYTVmWIdvs4sNTuwMKrdh3mImIqP86evQooqOjcezYMTzwwAO49NJL8dVXX+HZZ58NuTbbzpwnbLbdPWy2TRQ649av4KxvElrTcjAPlkP5Ymvm5MGSk9f3ax4+DsvhfMgOp7Ca9uJyWA7lw9kg7nlymcww782FvahMWE1ZlmHedwTWowXCagKAOScPZtHP08F8WA4KrnkoH5YDx4TWtBeXo/mL3UJrSmYrGt7aIrSmLMuo/9f77pldAjX+bxsks1VozebPdsFRVSu0puVQPmwFp4XWdJScgVnw60my2ND8udjXExER9W8ajQayLOOf//wn7r//fqxfvx47d+4UUpsB0nnGIKl7GCRRKCynC1H90btwNDUKq2kvr0Ld65tgL68698Hd5KxrRP2/P4BV4EmKLMuw5OQLDXtkSXKfSAs84feO8/BxoSeo5pw8OMqr4KipF1bTcigfstUO6/FCoTXb/iuCNbcAkCRYcsTVdJRVwlXXKDTskWx2WI+dEjpOwP3c90jIKfg1asnJg+1EMSSTRVzN3ONwlFUKDVEcFdWwF5XBdrJEWE3J7nAHsrnHhdUEeiY4NvdEzUPiX6PWowUw7z8ituaJYtT/+wOhb0T0l/9DXSYzGt7aAvNBcUGfZHeg8f0daPlqL0R1DpElCc2fZqNpy5eQneLe3DDtPoSGd7ZBsogLeS3HTqL+jQ/hamwWVtN+ugL1/3ofjkqBv/Nq6lH/r/dhE/gmjMvYgoZ3tgqrR9RdP/7xjzF9+nS888473obfJpNJSO1BtYRNttsAAWsyHU2NkB3u3imqiEiowsIDrtF+advaHR9jWIBLtsKqZESpOv+PyGkzw2lpAQAoNVpoI2ICHmd7GrPN+7n2WB3Usd3vLdQ8wn+/B8nphLOx9WRPm5Do/VzE0jZHUwNkl0vINHR7fS1wtim3OjoGSm1wl4eXnU4o1OrW8TkcAABVZBRU+rAOxwRat+1jqolLABQKwOUKuJ63riwDkgSX2QTZ5YTaEAtIkpDHVLLbINntUOnDgh5fe6UvPwcAsNfVYthNdwipWfP0a3DW1MN69CSG/umXQmrWvfI/WI8WoHlHNkb88zEhNV2NRqjiY4T+8eesa4R2RCoUeh1kpwsKdejPu6uxGdrhKZAlGc6qOmhSE899o3OQrDaoh8RBGa531xSwPEqWJKgiw6Eblw6p2RxyPQ+FTgvN8BRAEteGULLZoR05DAqduKUsztoG6CaMglKvE9a3x1FRDX3maCjD9ZAdTig0of/cu5qaoUlJcH8uqGeTLElQaLXQjhoGZ3W9uGVXMqAblw7HmRroxgwXUlKy2qEbM8L9uk9KEFLTWdMA3bh0uJrEnfQ5z9RAmz5U6O8nV4sZqqgISFbbuQ/uJlmWAZcLkt0hrCYAyBabu/ebwL5aLmMLoFJCstmh1AX3N0l7VX/cAABwVNUi6Rc/EFKzv/wf2vjONrR8vhv4+CsM/cu9QpbZNu/IRtN72wEAqoRYhGWOCbmm5eAx1P/7fQCAMlyPqPmhXy7cXnoGtc//x/2FJCH2xqtCrinZ7Kj+8z8AAK6GJgxZ+72QawJA1ZOvQDK2wFpQjNRH7xJSs+6FN2E7WYKWnQcw/PnfCqnZ8J+PYMo+KKQWUSBuv/12rFixAmq1GhERETh58iTmzJkjpPagCpDMJUWInjQt5DpV7/8X5pPud5CGXL0csXMu8Xtc1OnunBgo8WncLLyWWoJFxp14BEA6IKT3T13BXpTt/gAAYEibgDFX/jDEikBL5Unv56c+fQ0jV9zX7dt29nhYGmpw8t2/AAAUShWm3/pnP0cpsS0hC59ePxNLCvbhjgPbkGTuXpB05p034BwxCpqzs71CUfryc3A1GwEAw279P4SPDO6PgJptH0AVEYWYOfNQ+e6bsBS5l4ckf+e70CWnoO6LT2CYdREiRgfWz8JWU4Xa7R8havI0VL33JgAgZeXNaNz1NVJW3gx1ZFRQ41UoFCj/zz/haKyHy2KGJjYew276kZAAqfqj99B8JAcj77of6mgxPSzUhhg4mxqhMcQIqQcAqjgDnDX1QvtsqM7WUgmsqY41IPk+MaGZh2ZIHBLX3Sq0pjo2GkN++n2hNZV6HYb8eJXQmgqlEnHfv1ZoTQAwXH0pDFdfKrRm1KWzEHXpLKE1wy/IRPgFmUJr6kYOQ5Lg15PKEIXEu24WWlOhVCLhRyuF1gSAmOuvFF6zR577aeMRPm280JraEalIfuDHQmuqIsOR9KvbhdZUKBTCTnTbil15tfCaUZfPQdTlYk4KPFRxBrjqm6COixFas1/8H3r2Pisjw6EQFMipY6PdDf41aqgiAn/T2R9ldCSgVgOyBJUhuL/tOtTU66AI00O2WIU9pgqlEqqYKLgam6ES2ENRHR8Du7FFaF9GVVwMgBKxr/t4sb3ZiLrL00Q7MjLS20T71VdfFVJ7UAVIoWgbfqjbvHGmr+9uUNQ1l0KB1wD8G8D/pY7DfcYapLaIvWrbQOBSqvB+RhY2jw0sSIosk6FtbH2eOpsNdb7oh49E5dv/QsPOL3zehaz7cjscdTVQ6nRIuSHwk2tdcirsNZXe8AgAzrz1GvTDhgcdHnloE5NhOuGe0q1PGRb07Kv2wkeNga2qQlh4BADpP7sP1pJihAcYwHUl6Ve3w3rsFPSZo4XVTLjtBkTMnQbdGF7Vj4iI+obUx38J28nTQmbKePSX/0MNSy+DbvxIaFIThYU9EXOmQZOSCGVUhLAATT82Hal/vBuywwnt0CQhNdVD4jD0T7+Es6YeutFiZkcqNGqkPv5L2IvKoJ8g7rlP/vWdsOYXin093bka1ktnQZ8xUljN2BsWQzcuHTV/fVVYTaLu6Mkm2oM+QBIR/ojkAvBWTBJ2L/ohrjq5H3cc/IRBkh/BBkke3XneezJkihgzHlAqIVl9e2A46moAAOFjxge1nEuhUCBiXCaa9vo2SYvImBj8YM+KzJiIhm8+c9cbH3o9j4ixE+BoaBBWD3Av2RQZHgHud9HCJom/6qHIP9CJiIhCpdRqhP/f1J/+DxV5JUcP7YhU4TU1ifHCa6qiI6GKjhRaU6nXCQ2PAEChVgl/PSkUCoRNFP8a7YnXE9G5tG+ivWbNGsyYMUNI7UEVIIXXyH0uMOqMS6nC5nGz8fGYGQySuhBqkNSVqNOyt9mhp++H0uUO+doLtDeIKiwMYSNGwVJ00u/+yIzgl4xEZkzsECBFCgiQ9GkjoAqPgMtsQuQ4cUtaVOERiJlzsbB6REREREREg9Wdd96J6dOno7GxEY888ggAcU20B10WITkdqD72DVqqint7KN3iCZKuW3E/Hrl4JSojQ+/jMxB5gqRlK3+N3827ETXh4pZDFX/5BozlJzpcOSO8SobuaD3qN74N1f4SRJ0OLKDsNIRRKBAxdkLQ4w0bOQYKTevyMrUhBtqk7jc774xCqUTEuAnQpQ4TutwMAFQCmtsTERERERENdj/84Q/x+eefIzc3l020Q9FQfAilu9+H02rC1O/9rreHE5C2M5IWnzqACbVlyEtI6+1h9TmeIOnDkVMx6V+/xhQAhwAEu5pZoVBApQ1DwdYXEJGUDpej9SovZw5uR0tVEZQaHYbP/Y53e2chUvslcRHjJ6Jm2wcdjtMPGwFVRPDTh5UaDcJHj4Mp331Z34iMiUKunAQAEeMyoY4J/YokREREREREJJ7D4cCmTZtQU1ODzMxMXHXVVcKaaA+qGUgNRYfhMBsRlTIGKo2ut4cTFJdShY/GzsITc6+DSctZG51xKlX4J4C7AbSEWMsw3L38y1RVDKlNgNR85iRkyQVD2oRuXY7XM0PJ86GNHwJNQsdLl4tYbtZ2CVwoy+HaCx8zHlGZU4TV6226EjGNwImIiIiIiPqCVatWYd++fQgLC8PmzZsxffp0nDhxQkjtQTUDycMwPPATaktjFfSGxE5nckguJ+ymRuijE0IdHgVJcjkBAEpV5y9rWXJBllxQqrsfHEQlj4ZSrYXktPvdHzM8uMAn6rSMuJRMVNVW+2wX0aA64uzyOIVWi7B0cQ0mVXo9VMniG0ESERERERFR6AoLC/G///3P+3VOTg5++MMf4quvvgq59qCageRhSAs8QKo59g1ObPk7mitOAm164UiSEzX5u3D0ncdhbazuogL1NIVCgfz3n0ZN3k7IktNnnyxLqCvYh2PvPQlZ8tcGu3NKtQbRQzu5opdCieihGcEOucNrURsVh3hzx1lJgVJHRUM/dDgiRmdAqdGEXI+IiIiIiIj6vqioKJw82XqxpmnTpqFB0FWvB90MpLDYFOiiAu/hYhg+ETV5O3Hi4+cBRWvuVr53CyBLUKg0iE4Vf+lH6j6FUgV9TBJKdv4PZ3K2++w7vvk59/LF1LFQacMCrm0YnonG00c6bI9KGQ1VCEsJI5PSodKGwWW3AABi0tz9itr2UWrfO6m7IjIyhTe7JiIiIiIior5r/fr1uPbaa3H11VcjMzMTeXl5GDFihJDagy5ACmb5GtBuGZMste44+3n00LFQqgOb6dFYnIuw+FToouL97rcZ62BpOIOYEZO82wynbH6P9aeptnUWjtokBXTbzrRUt9ZUOuSgajaN1sFhNkKWZWgjOg84LPVnoDMM6XJJWnuG4ZloKMqBw2z02e75OpjZZ623UwCQ/WwPnkKpgiFtPOpPHXTX8/P6bN+Uu7uBUuT4SVBFRoU0PiIiIiIiIuofJEnC3r17ceDAAWzatAl5eXkYPXo0HnnkESH1B2GAFFx/Gfcypgw0ns71Xzct8Louhw1H3n4cKcnTITvM3u1ydR0qPtqIysqDmDBhBQzO7oc0kuSEUtn109qdY9qSZfmcV/HqzjEehlM2OJ3At9l/QkrydCTEj29TCFAdOo3i05/BZK7F+FX3dHucAGBIm+CeIdY25Gsj2H5FmrAoRAxJg6mmREi9tgxpE1F/6iCUGh0ik0ed83hPoHSuIEnHXkVERERERESDhlKpxAsvvIAf/OAHWLlypfD6gypAUukiEJGQFvTt3cuYOguQJnR9Wz8zdcJdo1EsyzhzZp/P9praYwAABZSIj+uk904nqqoOoaGpCOnDL+uwz+GwoKx8J+z2FmSMu7bbNRsaC1FTcwQjhl/aYZ8sS6ipPYba2jxkTljR7ZpqtQ6G6OEoK89GWfmuNvVc2LPvGQDAiOGXdjrDqWm0/6voqXXhiExKR0tlYYd9+pgk6KL9z/bqDkNapk+AFGo9j+hhGd5eSoHMtupukERd05VoYRvuv0E6ERERERFRfzJz5kw899xzWLt2rfDagypAih6a0a3LrXfGHRJ1XMYUnjAM2ghDwMu5NJpwGAzD0dR02v/3ixkBjSawfj1xcWORd/x/qKrMgT4s1ru9uaUC2bv/AqfTiswJgSWRhujhyM39FyrO7ENyZOusFru9BXv3PYcWUyVGDJ8fUE0AiI/PQH1DAdo/nq37x/vdDnS9lM+Qluk3QAp2+WLr7Sei4sBWYfU81LpwRCaPDOlqbgCDJCIiIiIiosGurKwMH3/8MZ544glceOGFmDx5MiZPnowlS5aEXHtQXYXNkBb81bKA1mVM7SVFZgTdXyghvvOZS13t64xOF42oqGGQIcFiqfNut9ub4XRag5rVpFJpEBs3BrLsQlNzqXe702VFi6nSPdaEwMfa1f3TaMJhiA5uttgw+L9sfajLzcLiUqCJiBFWr62Y4ZNgSOs8MOuOqNNyh35JRERERERENHi8//77KCwsxJEjR3DXXXdhyJAh+PTTT4XUHlQzkKJSgrtKWttwKCkyA4Xt+uAkdDFT5lwS4sfjVOHWTvcFW7O5uczvPoMh8FlNnpq1Z5fWtafRRCA6amjANcPCYhERkQSTqarDvvi4DCgUweWb4eFDEBYW7xOgadThSG1OhqLF/Vx2tgSuKwqFAjHDM1GTtxMqXTgihojpZA8AQ8bPgVKtFVKLM5ICx2VsRERERETUn/3rX/+CLMu46aabAACRkZHIyspCVlaWsO8xqGYgqTTdCw0Mp2w+H221D3V02mhERgbfrDg8fAjC9HEdt4clIDw8IaiaXQVPCQnBhVLxcZ3P3kqIHx902NPZWEMJ5RQKRYfbx8f7BlJdPcdd8TRhN6RNCGk5ZHuiwqO2OCOJiIiIiIhocHjyySexdOnSDtvfeOMNvPbaa0K+x6AKkLrS3TAhIiIZOl2M9+v4+PHdvvqYP4r/Z+/O45uu7z+Av3InTZqkd3ofHD24z1IOcVBucAr688ApE3E68ADnJupE55jOefx0uvlzHswJMnWe6FAEBZWCWjnLDYUCpS30vtI0yff3R21oaBua5FOatq/n49EH7fd495N805Lvq59DJmtz+Jen+X8uxmCIhkZjanOfL8PiAECjCYYxOK6dmv71wLqQTKZAaKhvvcWaXfj8XayNHb3+wZY+kCvVQoevdTYGSURERERERD2bXC5HSEhIq+1XXHEFnn32WTHfQ0iVbsqXHihNvVvO98bxJzxpFhbWunePrz2FgNZtbOZPryag7VBLJlMgJKTtOYc6wmiMh0oV5LbNbE6GUqn1uSYAmE1JUCq0rjZ6E0h5el3IlSqY4tNhjPVvPq2uwBDJM02B+F5gREREREREl4JcLkd5eXmr7cHBwZAkMfeCvSpAMub7NmzpQs29eORyFUJC+vjdLrMpCQrF+eF1SqUWJqN/8+uEtdHTyJ9eTUDbE2WHhPSBUun9fELNZDI5wkK96y3UEXL5+dDIn0CqrddLzMiZUKj9C7i6CkMkIiIiIiKinmfJkiW46qqrUFzsPsdwWVmZsO/RqybRFsVsToZCrkZISAoUCpXf9eRyJcJC+6Pk7B4AQFhof8jlCr9qhphTIJer4HQ2urb5G8wY9BZo1EbAVtWipv89ccLD01BU/GOLmv4HSE1101Fydo+wes0hkgnBqDQKKdklOMl2+ziZNhERERERdUcLFixAQ0MDBg0ahEmTJmHo0KFwOp1Ys2YNli1bJuR79KoeSKIoFCqEhvZts5ePr1qGHCLqKhQqhLYYWqZUamEy+derSSaTISy0v9s2f3s1AUBoSF/IZE2BmT4oEjpd60nFfdHU1tYTaovgby+2QMDeSERERERERD3Hr371Kxw8eBDTpk3D2bNnYbVa8Y9//AO33HKLkPrsgeSj8LB0vyd6bqlpHiQZZGgd0vgqPDwd50r3N9UX0KsJ+KmdRT8AAAxBkdBpW0/S5S2lUguzORnl5UfaHCbnK5UqCLExo4UFUm1pDpEq+/g+jK8rBZ+Q2BPpAuyFREREREREgSwvLw8ajQZ9+7aejzgkJAS//OUvO+X7sgeSj6KihkCjETeOSaUKgsmUCJM5ESqVTkjNlkGUqN5SZlOS6/PQUHETSTf3EhLdWygleYrQeu3pzr2R2BOJiIiIiIio+1i2bBn+9re/uW375JNPMH/+fCxduhTHjx/vlO/LHkg+ksvFP3XhYWmQycRlehqNEcHBcaipPo3oUj1U5af8r9liTiVLrf+9j5qFh6Xj+IlNMBrjhdUE0GqFt87UnXsjsSeSO/ZCIiIiIiKiQLVr1y48/PDDrq/379+Pq666CpGRkWhoaMDq1auxc+dOxMTECP2+DJACiL8BkvpA64AoSoqBUuWESi5+1TCjKhK2Nr4nANjS4ryqpdOFIDF+otAArauYjjZ02xAJ4OTaREREREREgayyshLx8ec7X7zxxhtISUlBXl4e7HY7Zs+ejSeeeALPP/+80O/LACmABAVFQCa7+M17W0FReyI1SVDIOucyy9B+Wz21sb1wKS5urN9tChTsjdT9sRcSEREREREFori4OJw5cwYJCQkAgI0bN+Kaa66BQqGAQqHA8uXL8etf/1r492WAFEDaCo+8CYvaEqwMg0Z+6YZxdURbj8mWFidkku9A0117I1EThkhERERERBRosrOz8cwzz+Df//43Tpw4gR9//BFPP/20a3+fPn1w8uRJ4d+XAVKA8TcwupBMJoNGEVgBUltaPm5vh78Fuu4YIrEX0nkMkYiIiIiIKJA8+OCDGD58OFJSUmC1WhEfH4/x48e79hcXF8NgMAj/vgyQAoTo4Kg7a34uelKQ1B2HtDFEIiIiIiIiCjwWiwXff/89nn/+eVRUVGDJkiVuI5o2bdqE/v37e6jgGwZIXYzBUft6apDEEKn7YS8kIiIiIiIKFImJibjrrrvw+9//HmazudX+ffv24eqrrxb+fbv/klfdlPrAKYZHHdTTnqvm3kjdRfPqbL2dpkDd1U0gIiIiIiLCPffcg7/97W+Ij4/H3Xffjfz8fLf9b7zxBu6++27h35cB0iXW08KQS6knPXcMkbonhkhERERERNTV7rvvPhw7dgwvv/wytm3bhv79++Pqq6/G9u3bO/X7MkC6hHpC+NEgU+LKyEW4MnIRGmRdMwKyJzyPQPcLkagJQyQiIiIiIupqCoUC119/PbZv345NmzbB4XBg3LhxGDduHN5//31IkvhOAAyQLpGeEnpAJkODXIUGuQqQdd3cOD2pN1J3wV5I52kK1AySiIiIiIgoIEyYMAHvv/8+Dh06hBEjRmDBggWcRLu7YtDRedQHTnXrSbY5qXb3xsm1iYiIiIjoUluxYgUqKyvb/KioqEBdXR2OHTsm/PsyQOpkDI86H0Mk6krNPZEYJBERERER0aXw2GOPQavVYsGCBRg+fDhMJhOMRiOMRqPrc5PJJPz7cghbJ2J4dOl09+e6O82HxKFsbeOQNiIiIiKiwFdWVob58+fDaDTCbDZj4cKFqKmp8XiO1WrF4sWLERYWBoPBgHnz5qG4uNjtmIKCAsyaNQtBQUGIjIzEfffdB7vd7nbM6tWrMWTIEAQFBSE6Ohq33HILSktLvX4MGzduxKRJk/Daa68hNzcXw4cPx5VXXolJkyZhxIgR6NevHyIjI72uezFdGiAlJSVBJpO5fTzxxBNux+zevRsTJkyAVqtFfHw8nnzyyS5qLQW67h4idScMkdrGuZGIiIiIiALb/PnzkZeXhw0bNmDdunXYsmULbrvtNo/nLF26FB9//DHeeecdbN68GYWFhZg7d65rv8PhwKxZs2Cz2bB161b885//xKpVq/Dwww+7jvn2229x0003YeHChcjLy8M777yD7777DosWLfL6MfzsZz/DunXrsGvXLmg0GmRmZmL69OnYuHGj17W80eU9kP7whz/gzJkzro8777zTta+qqgpTp05FYmIicnNz8Ze//AWPPPIIXn755S5sMREBDJE8YYhERERERBR49u/fj/Xr1+OVV15BZmYmxo8fj7/+9a9Yu3YtCgsL2zynsrISr776Kp555hlXD5/XX38dW7duxbZt2wAAn3/+Ofbt24c333wTQ4cOxYwZM/DYY4/hxRdfhM3WNNVFTk4OkpKScNdddyE5ORnjx4/Hr371K3z33Xc+P57U1FT83//9H44fP44xY8Zg/vz5GDZsGFavXg2Hw+Fz3fZ0eYAUHBwMi8Xi+tDr9a59q1evhs1mw2uvvYYBAwbguuuuw1133YVnnnmmC1vcMewN0zW68/PenYax0cWxNxIRERERUWDJycmB2WzGyJEjXduys7Mhl8uxffv2Ns/Jzc1FY2MjsrOzXdvS0tKQkJCAnJwcV91BgwYhKirKdcy0adNQVVWFvLw8AEBWVhZOnjyJTz/9FJIkobi4GO+++y5mzpzp9+OKiIjAI488ggMHDmDu3Lm46667kJKS4nfdC3X5JNpPPPEEHnvsMSQkJOCGG27A0qVLoVQ2NSsnJweXXXYZ1OrzN2HTpk3Dn//8Z5SXlyMkJKTNmg0NDWhoOH8zXlVV1bkPgqiX4qpsF8eV2oiIiIiIfHPhvbxGo4FG4/sCREVFRa3mBlIqlQgNDUVRUVG756jVapjNZrftUVFRrnOKiorcwqPm/c37AGDcuHFYvXo1rr32WlitVtjtdsyZMwcvvvii149j3rx5ba7A1tjYCElqGilSUVHhdd2L6dIA6a677sLw4cMRGhqKrVu3Yvny5Thz5oyrh1FRURGSk5Pdzml5EdoLkB5//HE8+uijndt4ok7QHVdkY4h0cVypjYiIiIh6uuCTEhRqMdNcOGxNdeLj4922r1ixAo888kir4++//378+c9/9lhz//79Qtrmq3379uHuu+/Gww8/jGnTpuHMmTO47777cPvtt+PVV1/1qlZQUBBiYmJgNps9fogmPEDq6IVLS0vDsmXLXNsGDx4MtVqNX/3qV3j88cf9ShWXL1/uVruqqqrVC6+z2dLiuvVwKiJvMETqGAZJREREREQdd/LkSRiNRtfX7eUE9957LxYsWOCxVkpKCiwWC0pKSty22+12lJWVwWKxtHmexWKBzWZDRUWFWyhTXFzsOsdisbSay6h5lbbmYx5//HGMGzcO9913H4CmDESv12PChAn44x//iOjoaI/tb+lf//pXh48VSXiA1NEL15bMzEzY7XYcP34cqampsFgsrZbGu/AitMXfbm1ERJ2Jw9qIiIiIiC7OaDS6BUjtiYiIQERExEWPy8rKQkVFBXJzczFixAgAwKZNm+B0OpGZmdnmOSNGjIBKpcLGjRsxb948AMDBgwdRUFCArKwsV92VK1eipKTENURuw4YNMBqNyMjIAADU1dW5putpplAoAMA17CzQCQ+QOnrh2rJz507I5XLXE56VlYUHH3wQjY2NUKlUAJouQmpqarvD1wIJeyGRL7rjMDaAvZC8xd5I1F1IkgSZTOzPtuR0QiYXu46H5HQCgPi6jXbIVGLfLnVKTbsdMqXgmp1xnTrj9dQJNYmIqGdKT0/H9OnTsWjRIrz00ktobGzEkiVLcN111yEmJgYAcPr0aUyePBlvvPEGRo8eDZPJhIULF2LZsmUIDQ2F0WjEnXfeiaysLIwZMwYAMHXqVGRkZOAXv/gFnnzySRQVFeGhhx7C4sWLXZ1b5syZg0WLFuHvf/+7awjbPffcg9GjR7u+d6DrslXYcnJy8L//+7/YtWsXjh07htWrV2Pp0qW48cYbXeHQDTfcALVajYULFyIvLw///ve/8dxzz7kNTyOiwBF8onsk54GkebU2rtgW2JrDCZHs58qF17QeOCa8Zt13u4X/Vazuh71w1NQKrdlwtAC2Y2L/aGMvq0Ttd7uF1pQa7aj6YqvQmgBQtUF8zZpNba9G44/ab38U/nqq33UQkt0utKbt5Bk4KquF1nTWW2E7eUZoTUmS0HD8tNCaANBYWHLxg7zUGb/zHFU1wms6663Ca0q2RvE1JQlSJyzR3Rn/33WXnhXUe6xevRppaWmYPHkyZs6cifHjx+Pll1927W9sbMTBgwdRV1fn2vbss89i9uzZmDdvHi677DJYLBa89957rv0KhQLr1q2DQqFAVlYWbrzxRtx00034wx/+4DpmwYIFeOaZZ/DCCy9g4MCBuOaaa5CamupWJ9B1WYCk0Wiwdu1aTJw4EQMGDMDKlSuxdOlStwtnMpnw+eefIz8/HyNGjMC9996Lhx9+GLfddltXNdtrtrS4rm5Cr8Lnm7ozBkliOGrqLn6QFyRJQs1X3138QC9rlr+1TmhNACh/ax2cDWJ7tVVv2obGgkKhNet+3If63YeE1qzfsR91O8VOjlm/cz/qd4itaT2Yj7ptO4XWbDxbhqpPNwu98ZMa7ah4/3M4asX+PFV99g3sZ84KrVm7bQesB/KF1qz7cR/qdx0QWrN+72HU/bBXaM3G08Wo3pgjtKazwYbyt/8rtCYAlHXC77yKdz8THqJUff4NnLX1QmvW/ZiHxiKxr/vGU0VoOHRcaE1nfYPw16gkSajbLjaIB4C6nWJ/PgHAelD8H2FsBWJDYxIjNDQUa9asQXV1NSorK/Haa6/BYDC49iclJUGSJFx++eWubVqtFi+++CLKyspQW1uL9957r9W0OomJifj0009RV1eHs2fP4qmnnmo1ZO3OO+9EXl4e6urqUFhYiDfffBOxsbGd+nhF6rIAafjw4di2bRsqKipQX1+Pffv2Yfny5a3mLho8eDC+/vprWK1WnDp1Cr/73e+6qMW+Y6hxafB5DgzsheS/3tIrSXI4hIcd9nPlwsMe24lCVH+5TWjNxoJC1OXmwVEhrodDY0kpbCcKYd13RFhNR20dGg6fEBrMSA4HrHsOor4zwp5dnVBz7yGhvVvqd+6H7UQh7GWVQms6q2vRcLRAWE3rwWNw1tbDukdc0GcvrUDjyTNiX092B6y7O+f11CmBpOhQ6qeaIsND697DqN9zSGhPnMais6jPzUNjSamwmpKtEbXbd6HhyAlhNQGgLjcP9QJf90BT2FEvOPDojNDcmncYdd/tEVrTfuYsqj7/RmhNZ4MN5W+tE96zqXzNJ8Lfl1R99rXQekRdrcsCpN6G4Ubn4vMbWBgiidOTg6SGIwWw7j0stGb9zgPibyR37UfjySKhwy+a3/TXCbyZbO4pI7LHjHX3IcDpFHrj03D4BJy19ajfI27YUWNJKRoLS4ReJ2eDDfX7jkKyNsB6UEzvFkmSXNdeZJDQfH1EXvvmmiJvUJsfs8if0YYjJ+Css6Ju535hN5OOimrY8k/BmndE2NAjyelE/e6DsB0/DXt5lZCawE/hYVUNbPnihm/W7dwPOByoF/j72fX7SeC1tx44BqnBJvT3k720Ao0FgkPOn0Jz0WFP3c79qBf4ugeAul3iQ/O6nfthyz8ldEiodf9R2IvPCe0d2/RHmNNC/wgj2e2ozxNXjygQMEC6hGxpcQw6OkFPfE5NRxu6ugkUYHpir6T6XQc65Q11w9ECofNiuG7OBd6knK8p8ob/fDAhqjdC8/Wx5Z+CvULMTW9zO6X6BlgFDb9o+TyKuk7WvMPATzdRoq5T4+liOH4KuETVdNZbXXNfiarZMuiy7j4IyS5miFBzzYbDJ4TNgdX8mB3nytF4uvgiR3dMc7ArNdiEzSvWcLQAzuqmxyyqp5yjqgYNR08CEBf0SU5npwR9ruBU4O9RVxDfCSGndc9BYUPjmkPzhkPHhQ0JdVQ2hZz24lJhQ0Kbrv3BptBc4JDQ+p37AUkSHJp3wrXvhNeo9UA+ILhHE1FXY4DUBXpi4EF0IfZCurj6gnycWvUSKn/0bqJaT0FSY2EJSp5dhcpPvhL25tdeXoWzL61F+dpPhXbtFj30wlnfAOuBo01vVHcfFFLTXl7l+su+qDeqLWta8w4L6eHgrLPCeqjpDb+jsho2AZPqSnaH2/Mo6s1/y+dRVI+Zlm/4RV2nC0MpEX/lb1nTuu+IkJ+n+r2HgZ9+1hsLS4QMEWoZdDnrrGg4fNzvms4GG6z7jjZ9IUnC5sByez11wrUX9nra0Qmv+10HgJ9el6Ieuy3/FJw/BfD1uw8K+f3cPBQW+GloZJ3/Q+MkSXI9ZvuZs2gsPud3TeD89XbW1rva7C/XtXE6hQ0JbXntRb1GbcdaXHtBNR01ta7nUVjIKUmd+4edXfuFvS8R3SOaKBCIXe81wDU01ECp1Ppdp7LyBGy2pr8i6Q1RCNKFeV3DlhYH9YHz3Y2rGs+h3tH0190ghRHBqnC/21lrr0SNvemNpFoehBC15SJnXJzVUYvKxqa/8ClkKoRr4v2uaXfaUGprfi5kiNImd+g8T0GcJDlx7tz5/1RCQ/tCofC/50Zp6SE4nU1/kTaZEqFW6/2uWVGRj8bGpskaDcHR0GlD/K5Zd+4UbDVNb/41pgjoQgRc+4oSWCuarr1Kb4I+IsHvmo2V5WgobLr2cq0OQcl9fa5lr6mGQm+ATCZDzYG9gCRBYTBCF58IyW6Hs7ERCp3O59oymQz1BfnQJaZAcjqhNAT73NZmpZs+Q92xQ6jLPwzT8Eyvz28ZIjUkNN2IVn3+Lep3HUD9rgMIGj0YqohQv9tZm7PDNemvdlA/6Ab087ums74BuqHpgCTBUVUDpdnod01HRRXMc6fCUVkNuSHI73oA4KyqQeiCuWg4lA9tRl8hy5o7q2oQfsf1qN22C4bxw2GvqIIq0vv/R1pyVFQh4s6bULP5O+izhkJq9H/4gaOyGhF3XI+ab3KhG9RfyHPqrLPCPHcqGg7mQ2kJh8Lg/+9QyemEfuwwaPolAjIZlOEhQq6TJq0PVHEW2ItLoUlLgbO2Hgo/nwNlVDjCbr0G9bsOwPCzTDjKqyC3+Pf/vVyjRsSSG1Hz7Y8Izs6Cs6YO8PP1JFkbELnsl6j+cjsME0b4VauZo7wSkcsWoHrDVgSNGgR5kG+/j1tqfj1Z845AnRgDebCA15MkIWjEAKhioyDXaqAINfldEwDUCTEwXzsTzupaqKIjhLxG5YYghC64CrZjJ6FN7wtngw1yjX/vdSS7HWG3XYu67/fAMHEUHJXVUIb49xw4Kqqbfudt3QH92GFwVFRBHuTf+3FnTR1Cb5iDmq0/ImjEQCGTXktOJ/SjBkEZYoI6McYV0PhLnRQL48yJkAfrIdf5fx8CAPJgPcxXT4Nka4RSwP/zACA57Ai5YTbsZ8uhSfH//T0AOMqrEXrTlWg4cgLatBRIkgSZTOZXTWdVDcxzp6Bux34EjRwAp60RcrXKr5rN/4/IdRpoB6XCWV0Lhcn/93maPglw1jeg9ttcv2sRBQqZ1AvWVayqqoLJZMKAjOsQFTnY73o7d69CWVnTXxD69Z2N+LixftVTHziFfVVbUFDXtOpBYtAgpBsn+N3O47W7cKD6WwBAhCYRI0Jm+V2zxJqPHyuaVubQK8yYEHGD3zWrG8vwbelaAIAMckyz3H7Rcy7Wi8vhaMTmr1e4vh475rfQas1+tRMAvtn6BGy2pqBv2JBbERKS4nfN3B0vo7LyOAAgLXUuYqJHAgAq+2g8nOXZ8S1rUXr4ewCAZchkxI6c6Xc7z+zYgMIf1wMAQpKHImXSLzp0XnVi+28Uqnbnoujd1QAATUw8Em9f6nP7Kn/8DlU7vkPYz6bh9L9ehuRwQN8vHfr0gSjbshEJt94JpdG3N8FlX29E1a5c2EqKoI60wDh0FELH/8zntjYr/fIzlH71OXSJKYi/ZbHf9QCg9MRWlP7zA6gs4bAs/xXkev9v0ur3HsLZF9dAHqRF1H23QuXnDS8RERFRb+Cst+LkHY+gsrISRqP/fywLVM3320N/sRIKtZig1GGzYue/Huzxz11306t6IAUqW1ocIHbRoB6rtwz/8yc8CjTBJySPIZIo+v7pKP7w3zi16u+ubbWH96P28H5oYuJ8Do8AQJ86AOc2fAIAsJUUwZA2wO/2AkDYz6bBODwTKpNZSD0ACEscC9M9A6AwBMOmFzMJpm5gf8Q+eR/kGjVkfv6Vj4iIiIiIuifOgRQgHGZDVzch4PWW8Ih8ozQEQxvbdpdrQ6p/gY86IgqqkKYhIaqwCKjDI/2q15LI8KiZ0miCTC53m3jb38m3FcF6hkdERERERL0YA6QA5AgxMCxpgavXdX+XakJtfTtBUXvbO0omk0GfmgEAMPz0b3ckMlAiIiIiIqLehQFSAGsOTnpreNKbH3tP1pGVwXxdPaytnkZKowma6Fif6rVV298wKpAwTCIiIiIioo7iHEjdxIVBSssV3HoahkY9U/NcSLVHDqJ6dy5CL5/a6hhnYyMqc7fBeuoEoq++0evvoY6KhtIUAntluWubvn+G3yt+AIAuMQVKUwh0CR1bJbC7uTBEal7VjYiIiIiICGCA1G21DFl6VJgk4Ea/u+tJE2i3JSi5L878exWq9+6EOiLKtb2xvBT5/7sSjuoqREy7wqfazUPNKr/71rVNL2jImUypROTMKyFTKITUC3QtAyWGSURERERExACpB+hOvZPa6l3UWKsCSrugMXTJNfVCUiMopT9qD+2DraTItc9ZX+f6XO/HKmeGFgGSTKVCUEo/3xt8AX3aQGG1uhP2TiIiIiIiIgZIPVBzSGM/eRyo7vp2EF1In5qB2kP72tynCo+EOizC59q6pL6QqdWQbDYEpfSHXCVufh8RQ+F6AgZKRERERES9DwOkXsKp13od6HS0JxODInHqI5TQd3UjOlnwCQmNqRnAx23v93eVM7lKBX2fVNTs3yNs+Bp51tYk3AyViIiIiIh6FgZI1K42h5udqwYqmj6XNCqGR+QTldEMTXQcGs60DilFrHKmTx2Amv17YOjPAKmrsJcSEREREVHPwgCJiC654BMS9KkZrQIkuU4HXXyS3/X1/dOhiY2H0mjyuxaJwUCJiIiIiKh7k3d1A4iodzK00dNI3y9dyCpnSkMwwifN8LsOdR5NgbrVBxERERERBS72QCKiLhHeGIPTwUY4qqtc20QMX3PV6pcmrBZdGpxLiYiIiIgocLEHElEXc2gD98ew7NgOVJzYC0mS2txfU3wcJXlf+1RbJpO7z1Ekl0Pfl6EPuWurpxJ7KxERERERXXrsgUTUhSr7aID9Xd2K9qn1ITi47q/QhcVCpTO6tjdUl+Lw+v9D1elDSBx/jc/19akZqMzdBgDQJSRDodP53WbqHdhbiYiIiIjo0mKARNRFKvtouroJF6WPSIBSa0B96WnU47Rre925k67PTfG+r3QWpeqHM0olJLu9zTmRiLzRXs8kBktERERERP4L3LEzRD1YdwiPAEAml8MUn97u/qDweKiCjO3uvxi5Uo2glP4AAH0aAyTqHBwGR0RERETkP/ZAIiKPTAkZKD38fZv7zAn+hz761AzYys5BHRbhdy0ib7DHEhERERFRxzFAIrrEukvvo2bGmP6QyRWQnI5W+0wJvg9faxalz0Bj6jm/6xCJwmCJiIiIiKg1BkhEl1B3C48AQKHWIji6D6pOH3LbrtKboAuN8bu+Wm9CSNZEv+sQdbaLDXtjwEREREREPRkDJKJLoDsGRy2ZEga0CpBM8RmQyWRC6iuNJiF1iLqSp4CJ4RIRERERdXe9ahLt+ihVt7+Rp+6nJ7zm2lppTcT8R82CT0jCahEFovYm8uZk3kRERETUXfTKHkjNN/Smow1d3BLq6XpCeAQAmuBQ6EKiUV9+BkDT6mnB0X27uFVEPQOHxhERERFRd9ArA6RmlX00DJGo01zq8MhurYFSa/D7mPaYEjJcAVJwTD/IlSqf6hCRdzg0joiIiIgCQa8OkAD2RiLxuqrXUfHeLbBWnkXMsKmt9tUUH8eZHZ/DlJCByIzxPtU3xWegaNdGAIBZwOprROS/jgyBY8hERERERCL0+gCpGYMkEqErh6yZ4tNRtGsjKo7vhkKtc20/u3+rK/hJGHe1z/X1EQlQag2wW2vanBOJiAJTR+dZYtBERERERJ4wQLoAgyTyRSDMdaSPSIRSq4fdWguHrd61vflzbYgFmuBQn+vL5HKY4tNRX14EVZDR7/YSUWDhXExERERE5AkDpHYwSKKOCoTwCGgKeIxx6Sg78kOb+0WsmmZKyIAmOMzvOkTU/XC4HBEREVHvxgDpIhgkUXtqY1WQRwdGeNTMnJDRboAkYtiZMaY/tMYIv+sQUc/EkImIiIio52KA1EEMkqg7MMamQiZXQHI63LYrtXroIxL8rq9Qa6ELjfa7DhH1Xh2dkwlg2EREREQUSBggeamyjwb2I3KgrKtbQpdaZR8NpO8ABPD9jEKthcGSgurCw27bTfHpkMnlXdQqIiLfcAJwIiIiosDBAInoIgJljqOOMicMaCNA8n/+IyKiQMVeTURERESdjwGSn6zhSg5v66G6W3DUzJSQgZPbPnB9LZMrYIzt33UNIiIKIOzVREREROQbBkgCMUjq/rpraNSSJjgMWrMF1ooiAEBwdB8o1NoubhURUffCXk1ERERE7hggdYKWIQTDpO7hUgdHktMBmVzh9zHtMSWkuwIkEauvERFR+xg2ERERUW/AAKmTMUwKXF3Z2+jEt+8iKDQG4aljWu1rqDqHMzu/gCkhAyFJg32qb04YgOLdXwIATAmc/4iIKFB4EzY1Y+hEREREgYDLMl1ClX00rg/qOoFwDYLCYnFy2wfY+86fYK0scW0vztuCve/+GaVHcmGM6edzfX1EIpRaPbQhFmiCQ0U0uVNVJ8q6uglERAFLU6D2+oOIiIjaVlZWhvnz58NoNMJsNmPhwoWoqanxeI7VasXixYsRFhYGg8GAefPmobi42O2Yu+66CyNGjIBGo8HQoUPbrCNJEp566in0798fGo0GsbGxWLlypaiH1uk6LUBauXIlxo4di6CgIJjN5jaPKSgowKxZsxAUFITIyEjcd999sNvtbsd89dVXGD58ODQaDfr27YtVq1Z1VpMvKYZJl1Z1ojqgnu/mYWWNdVWwW8//srKWFwGSE8GWFCjUOp/ry+RyGOPSYWbvIyKiXomBExERUdvmz5+PvLw8bNiwAevWrcOWLVtw2223eTxn6dKl+Pjjj/HOO+9g8+bNKCwsxNy5c1sdd8stt+Daa69tt87dd9+NV155BU899RQOHDiAjz76CKNHj/b7MV0qnTaEzWaz4ZprrkFWVhZeffXVVvsdDgdmzZoFi8WCrVu34syZM7jpppugUqnwpz/9CQCQn5+PWbNm4fbbb8fq1auxceNG3HrrrYiOjsa0adM6q+mXXGUfDWzFCqCwq1tCl4omOBS60GjUl51pc7+IYWfmhAyogox+1yEiop6PQ+uIiKg32L9/P9avX4/vv/8eI0eOBAD89a9/xcyZM/HUU08hJiam1TmVlZV49dVXsWbNGkyaNAkA8PrrryM9PR3btm3DmDFN05I8//zzAICzZ89i9+7dbX7vv//979i7dy9SU1MBAMnJyZ3yODtLpwVIjz76KAC022Po888/x759+/DFF18gKioKQ4cOxWOPPYbf/e53eOSRR6BWq/HSSy8hOTkZTz/9NAAgPT0d33zzDZ599tkeFSBdyGZSckU3L13Ys8hplwNfd1FjOsgUP6DdAMmc4P/E18a4NMgVKr/rEBERtcXXnksMnoiIqKOqqqrcvtZoNNBofB9VkpOTA7PZ7AqPACA7OxtyuRzbt2/HVVdd1eqc3NxcNDY2Ijs727UtLS0NCQkJyMnJcQVIF/Pxxx8jJSUF69atw/Tp0yFJErKzs/Hkk08iNDTwpx0BunAS7ZycHAwaNAhRUVGubdOmTcMdd9yBvLw8DBs2DDk5OW4XqfmYe+65x2PthoYGNDScD14ufNF1J20NuWKo1LUTYItiTshA0a4vWm3XmqOgMYb7XV+h6h7PEec/IiLqXfwdMscAiogoMBnzG6BUinlvb7c33fPGx8e7bV+xYgUeeeQRn+sWFRUhMjLSbZtSqURoaCiKioraPUetVreamicqKqrdc9py7NgxnDhxAu+88w7eeOMNOBwOLF26FFdffTU2bdrk9WPpCl0WIBUVFbmFRwBcXzdfhPaOqaqqQn19PXS6tueIefzxx109oHqi3hYq9YSwqC1BEfFQag1ucyABgCk+vYtaREREFPj8CaAYPhERdS8nT56E0Xh+Wo72eh/df//9+POf/+yx1v79+4W2zVtOpxMNDQ1444030L9/fwDAq6++ihEjRuDgwYOuYW2BzKsAqaMXJS0tza9G+Wv58uVYtmyZ6+uqqqpWyaXkdEIm7zmL0LUZspy89O0QoacGRheSyeQwxaej9PD3bttFzH9ERERErXHYHRFR92I0Gt0CpPbce++9WLBggcdjUlJSYLFYUFJS4rbdbrejrKwMFoulzfMsFgtsNhsqKirceiEVFxe3e05boqOjoVQqXeER0DRND9C0wFiPC5A6elE6wmKx4LvvvnPb1rwMXvNFsFgsrZbGKy4uhtFobLf3EeB5XKS1ogRndn6B8NRMBEf36VBbuytruBI42vS5XS/3GMx0dg8mT9+7vlwNNGcovWw0kylhgFuApNAEwRCZ2IUturQ4fI2IiLoD9noiIgpsERERiIiIuOhxWVlZqKioQG5uLkaMGAEA2LRpE5xOJzIzM9s8Z8SIEVCpVNi4cSPmzZsHADh48CAKCgqQlZXV4TaOGzcOdrsdR48eRZ8+TVnEoUOHAACJid3jHtCrAKmjF6UjsrKysHLlSpSUlLjGIG7YsAFGoxEZGRmuYz799FO38zZs2ODVRWrpzK6NqC8/A4VKg6TL2l9arzfqaK+fOqUS2Nv0uVMl6zW9hTqLMbY/ZHIFJKcDAGCKS4dMrujiVhEREZEonPOJiChwpKenY/r06Vi0aBFeeuklNDY2YsmSJbjuuutcK7CdPn0akydPxhtvvIHRo0fDZDJh4cKFWLZsGUJDQ2E0GnHnnXciKyvLbQLtI0eOoKamBkVFRaivr8fOnTsBABkZGVCr1cjOzsbw4cNxyy234H//93/hdDqxePFiTJkyxa1XUiDrtDmQCgoKUFZWhoKCAjgcDteT17dvXxgMBkydOhUZGRn4xS9+gSeffBJFRUV46KGHsHjxYlfvodtvvx0vvPACfvvb3+KWW27Bpk2b8Pbbb+OTTz7xqU31ZYUAAGNsGm/SqUMkSUJjbQXUhpB2j3HaG+FotEKlC/a6vkKlQXB0X1SdPggAMCX0nvmP2PuIiIjo4hhAERGJtXr1aixZsgSTJ0+GXC7HvHnz8Pzzz7v2NzY24uDBg6irq3Nte/bZZ13HNjQ0YNq0afjb3/7mVvfWW2/F5s2bXV8PGzYMAJCfn4+kpCTI5XJ8/PHHuPPOO3HZZZdBr9djxowZrlXnu4NOC5Aefvhh/POf/3R93fzkffnll7j88suhUCiwbt063HHHHcjKyoJer8fNN9+MP/zhD65zkpOT8cknn2Dp0qV47rnnEBcXh1deeQXTpk3zq20mAUukU+8gk8mQ/9UaaM2RsAyZ7LbP6bCjJO9rFO3ehNRZS4D2R1V6ZErIaAqQZHKY4rp2/jAiIiLqWfwNoJoxiCKiniI0NBRr1qxpd39SUhIkSXLbptVq8eKLL+LFF19s97yvvvrqot87JiYG//nPfzrc1kDTaQHSqlWrsGrVKo/HJCYmthqidqHLL78cO3bsENcwmYyrXJFXjHGpKMz9L84dcp+z6+gXqyA5GqE1R0FjDPO5vik+Aydz3kewJQUKtY8pFBEREVEnEhFEMYQiIureOi1AClSGyGQoNUFd3QzqRkwJGSjM/S8gOd22S45G135/aIJDoQuN7lWrr3H4GhERUe/DEIqIqHvrdQESh6+Rt3Qh0VDpzWisrWhzv1lA8GOKz+Brk4iIiOgiRA3JAxhGERF5q9cFSGbepJOXZDIZzAkZOLt/a6t9Ck0Q9BH+L7kYkT4Oar3J7zrdAXsfEfVu1tMnUfTBWqjDwhF1xf9AEaT3u6atrBTF778FyGSwXHU9VCGhftd01NWi+MO3YSs7B8tV10MbE+d3TcluR8kn76Hu2GFEzrka+r6pftcEgHMb/4uqHd8hPHsWjENHCqlZ8f1WlH71OULGTEDohMkXP6EDavbvRcmn78OQNgARM66ETC73u2Z9QT6KP/g3NNGxiLriGsg1Wr9r2s6VoOi9tyDXaBB11XVQGc1+17RXV6H4g3/DXlsDy1XXQRMV7XdNp82GknXvov7kCURdcQ2Ckvv6XRMAzq7/ENV5uxAx7QoEDxwqpGb51s0o+/ZLhE6YhJAxlwmpWb1nB85+/jGCBw5DxLQ5PtW4MIyqO3YYxR+/C11CEiJnz4Nc1fGwqr0wynayCKWvvAOFORhhC6+Gwmjwqa0t2csqUfrqO5AabAi79RqoLP6vku2st6L09ffQeKoIYbfMg6av/+9vJacT5as/Rt3O/Qi98QoEDRNzH1a57ktUf5ED05WTEXx528uue6vm6x9Q8d7nMFw2CuarpgipWb/7IEr/+YGQWkSBolcFSCq9GRpTpN91GuuqXJ831JT7XQ8AbC3q2Go7oWaLNvtVs0Udu61eSE279fzs9tIFw8R8JTkdbl87Ghv8qmdKGNBmgGSKT/f7DXDpkVzYfurdZIpLR1BYjF/1AKCiYB/qy88AAAyRSQiO7uN3zZrifFQXHQMA6EyRMCcN8rrGheFRQ0kRag/sBQAogo0wDRvtdzvtVZWo2vk9AECmVCFk7ES/azptNlRs2+L62px1mVdvKluylZ2DIsgAhVaLqt25sFc0/ZyGTJgMSBJsJUXQWLx/DTSUFEEVGo7G0rOoPZgHmVqDkDETYDtbDKUpBHK1b+21njkFTWQ0yr/9EvIgPUzDRsN2rhiaKN9fp/baGkh2O+pPHIPUaIM+dQAkhwMqk9nnmgDQUHQazgYbbOeKoY1LhDo8EjKFfytu2qur0FhZjoYzp6GNS4A22v8QAQCshadQf+IYdEl9oI2OFVKz4WxxU824BGgsYmraa2tQezAPGksMtDHxQmrWHMyDrfgMbMVnEDLuZ9AJCJCsBcdQf6Lp91N9Qb6QAMl2tgQ1+/cAAGoP5gkJkBz1dajM3QYAqN6dKyxAKt+6GVKjDRU/5IgLkL77Fo7qKpTnbBEWIFXu/A72ynJUbP8G4VNmQ+bj76WWavbtge1cCWznShB62WS/fjc1qzt2GNZTJwAADadPCgmQGooKUXt4f1P9IweFBEj26kpU7fwBAFCdt0tIgCRJEsq3Nq0gVPnjdmEBUsX2r+GorkLFtm+EBUiVudthr6xA+davfA6QLlS9dycaS8+isfQswi6fCnlIx+e4bK9nVO03R2A7cRo4AUi556Dp0/HfT+2GUsdOwpp3BABg3X9MSIBkP1uGuu92AwDqcvPEBEi2RlRvzAEA1H6TKyxAqvr8WziralC9cZuwAKn6q+/gKK9C1WffCAuQanN2wFEq5r6OKFD0qgBJF2KBTOZb74eiXZtgiO4DQ2QibLWVru226jJITifKju2AQqn26aYaABpqys5/Xl3m4Ugvarao09iizf5oOYzL0VDX/oFesNta1LlgtntfXRhEORqtftULtvSBXKmG0+7+H7mI4WvnDmxDTXHTjY9KaxATIB3fjdLDTSGKZchkIQFSdeERFP64HgAQkjzU59d6Sw1Fp3Hui6aJ9DUx8UICpMbKCldNuU7nc4DkqKtFQ/EZBCX3hdRoc9UEANOosZCUKtTnH4EmOg4KXccnP3c2WFHwf88iJOty1B7Mg/V0AQBAaQpB6eYNMI0Y41OAZCspwuk3XoYmNg61+/dCrtXCeuoErKcKkHT3cq/rNavY/i0aigvRcPok5Fodyr/ZhJCxl/t1kyZXq3HsuccBSJCcTsjWf4ikux/wuV6z2kP7UfrlZ5AkCeqIKCQtvs/vmnK1GqdeexGS3Y7gQcMQfc0v/K4JAOU5m1G9Kxch4ycJC5Aay0pR8tE7CJ8yW1iAJFdrUPLJ+wifMlNYgKTvm4rqXblQhYZBFRoupKY2LhGa6DhABmjjEoTUVIWFIyilHxoryhHUR0zQI9fqEDxoGOryj8CQPlhITQAwjchE1a4fYBwyQlhN49BRKNu8AabhYm7OACB4wFBYT+RDn5oBmVLMW1B9/3RU5+2CJioaSmOIkJq6xGSoIy2Qa7TCfpbUURboElPgqK2BTlBPIaXBCEP6IFhPF8CQKmYeRZlMBtOIMajetxvBg4YLqQkAxmGZKN/6JYwC/p9vFjx4OKxnTiF4wBBhNQ1pA1FzMA+6+EQo9P73FAKAoJR+UIVHQmkIhiYiyqtz2wul5KpEVMclwNnYiGBD3w4N67vYcD1FmBm6wamwnS6GbrCY33kytQr6ccNRv/sggkaL+51nuGwkajZtg2G8uNeoYewwVJwpgX6CmBAeAIJGDkTd3sOQqmuF1STqar0qQAoK9/2vhzKFAgc/fh7GuDTX5MkAYK06i7z3nkRD5VkMmPdbEc2kACRXqmCM7Y+KE3vPb5TJYYwV8x9sb9Ddhq7JdUEo+s9qqELDYc4c77avLv8IKnK2oLGiHMnLHvKqrsYSC7lKjdJN/3XbXvSf1QAAQ6pvf50L6psKe00V7PubXqNOqxXVu3+EOXO8z8F5c3uqftz+U816OK310Pf37y+IcpUausQU1B7MAwBo4pOgNAT7VRMA9KkZrqDP4Gcbm8k1WugSU1B39BD0gm7QAMCQOgDVu3KF3fQBQFBKX8hUKuh9fA21Ra5SIahPf+j7i2unLiEZSXfd73fvsJbU4ZFI+NU9ACBkWBQAKA3BiFtwBySHQ1hb5SoVoq/5hdCaABA58ypETLtCaM3QcZcjZMwEoTWNg4cjeMAQoTWDUvoh+Z4HhNbURMUg8de/AWQyv35/tqQymhG/cElTaC7oNSrXaBBz/S+Fv56ifv4/iJw9T2jNsMunIHTCJKE1TcNHwzhkhNCa+v7pSFn2e6E1tTHxSFp8n9CaqpAwxC+6G5CkDr+eLh4yqRF09a/Ov54K2j+yo3NHyeRyhC/6H+Gv0ZCrp8N81RShNYMnZ8Fw+Wixv59GDERsajJOLXlMWE2irtarAiSdybvUvyVTwgCc2v4Rqk4dcNtuLS8CAGiM4UKGx5HvJKfjpzd77f9HKkkSJKcDcoX3L31TQoZbgBQUGgOF2v+5FigwyWQy6PtnoPKHHNQfP+q278zaVQAA0+hxXt9ctKx7IVVYBNThvv0eUWh10CX2QX3+Ybft/oYeQX36Q6ZUQrLbAQDqqGiozP7/lV+fmuEKkHwNzS6kjoyG0hwCe0W50LBHnzoAdflHoO+XJqxmUN9UKAzB0Mb7P0SgmVylhmnkWKi9/Av3xYSO/xnUoR0fxtERIt+gu2oKuilvVbcz2sqagV+zs15PnVC32zynrCm2pkwGCAo43ep2oK0iJzIHfJvMvNtcp06oSdSVOud/xwDlz3/aWmM4NKb2xxeb4jOE/ZWKfCM5nTi47gWU5+9qPRROAipP7sfBdX+F08f5kEzx7je5+khxN349XWf3PnI2NEC6yPBHp80GyendHFsXCyF87T3SXl1/g5QLz5drNAhK8m/4olytcRtuIarHTMseQqLCHplMBkPqACiC9MKGMQFNz6suIRkKXZCwmgqtDhFTZwu/mQz72TTh/xfpEpKF1iMiImpJU6AW/kFEnaNX9UDylzlhAIr3fNXmPi7B3vXkShVUOiOObXoD2gt6gx3f8hYaqs7BEJUCpda3CVtVumDI5ArXBN36qCR/m9wrXIqha/aaKpx5+18I+9k0KPTu19dps6Hy+62o2b8HcQuXeFW3eUiQ1NjYap9MrYbOx3Cmvbr+Bin6tAE4u/7D89+nb5qQeUYMqQNQd7ip96WosEdpNEETEwdHXS3UkRYhNYGm9jkbGoQGM6qQMGGTCLcUPETcPAvNFFr2iiQiIuqsEMmX3lJEPQkDJC+Y4jPaDJAUai2CLSmXvD3UWtMwsz2wVpa4bW+oOufa7w+ZQukKkNRBRr9qkTjqsAhIjTYUrnkVyhYreTkbGpD/7B/hqK2BOWui1z0z5Co1glL6u4ZataTvkwq5SuVTe+UqNYL69EftgfN15Vqd3z091KHhUEdEwXa2uKmNguYBaqrzn6YhV7FiJlIGmoIpR12t0B4zvoZ6FyNy+Foz9lolIiLqXrwNphxWMStMEwWKXjWEzV+GqCQo1K1XWzLGpkEm5/jWQGCKTwfQ/k2Z2c8AyZe5k3qzSzlxdnPPGHtlxfmNTicctTUAfB8e1t6ExP72xLlwKJi+X5qQcfKu9spk0PdP97seAKjMIdBYYqDvny60Z48+NUPoXEUAIFcqhS2NTkRERERE5zFA8oJMrvgpoHDna6+WqsLDsDfUt7vf3lCH6sIjPtXurVS6YOgj2p77RMhE5x4m6CZ37YVHjZUVrgmZ29NYXur19/O08pRc27SSli/anPNHQDhzYe8gUStnNbdXG5cIpaAliIGmwExUj6Zmmug4v+doIiIiIiKiS4N3w166cCJlADDF+Ta0oaGqFHvf/iMKf/wMksPh2i457Cj8cT32/HslGmrKfG5rb9VeoCdionMOOfGfvaIc+c8/gcrcbW6vewBoKCpE4dpVOPv5Oq/r6uKTINe17iEIAPq+vvfuUQYboYlxH7aljU3we9l5t7pyOfT9xPQW0sYlQq4LEro8PAAYMgZD30dszx6ZTCZkjiYiIiIiIup8DJC8ZLwgLNIEh/k8KbM5IQMOmxVndnyOhqqzru3WyhKc2bEBzsaGNns89QS2mnLUlJxod78kSag4sRdOh+eeKm1pL0AyJ4i9oab2eRq6po1PhGRrQPGHb6Pk43dd2xuKC3Hib0+hZt9un3q6yBSKdkMY/4ebdVZvoaY6Ilf4kikU0PdPF9bGZtroWMg1GqE1iYiIiIio+2CA5CWlRgeF5vyNnjbE99WDVEFGBIW3PyGtPiIBKp1/vRwClVJrwOH/voTDn/0D9WVn3PZVHN+D/R88gzO7Nvo055AuJBoqvdltm1ylgcHCpagvhYvNeySTy13Dv9yGsjX3RvJjeFibvW7kcr8nQNanudcV1bunua7ooWHmzPFCVzYjIiIiIiJigOQDpfb8vCI6PwIkwPP8Sb7MreSwtT+nkjfHdDa5UgVjbCqqTh3AmR/Xu+07unEV6ssKYW5juGBHyGQymOLcA4hgSx9OdO4Dp7318vWejunopNmeegT5M3dPUN804IJJnnXxSVAE+dZLsJnGEgul0QQAUJpCoI6K9quee10zDGlie8fp4hI53JKIiIiIiIRigOQDle78zW3LMMkXnkISXwKkioJ9OLz+ZdQUH2+1z1ZTjhPfvotT33/iVU1r5Vk01lW1u1+SJFSfOeptUy/6+Ex+DDkzxbv3OAmO6edzrd6s9PD3OL7lLVirzrXa11hfjVPffYzTuf/1um5Qn1SgnTmJfF0tDQAUOl2rybJFDOWSyWSuXkL6VP/n0mpZN2TsRKjD/ZzcnYiIiIiIqJNx9lIfyJVq1+f+3kjqwmKhCjKhsa7SbbtaHwJdiPe9HExxaTi+5S1UnT4Iuer8fCX2hjrsfedxSE4HUibf7F1RmQx73l6JiLSsVnMSVRTsw5kdn0FtCEVwtHerKTXN7yQDILXap9KboQv1vZeHweIeIgRH9/W5Vm9mjEtFwdb/oPTIj1C3GBZYU3wMe9/+E5x2G/pOWQig472PAECh1SIosQ/qjh1qtc//+YoGoD7/iNvXIuhTB6Dyhxy/Aq62mDPHC61HRERERETUGdgDqYvJZLI2e+KYEnzr5aDU6mGITAIAOBsbzu+QnJCcDsjkChhjvVtJSWsMh9oQgpK8r3HuQE6Lkg4c3fAq6s6d8mmyb5UuGPqItueAMvv4+JvJFSq3r5WatlfnIs80wWHQmi2A5IStxYqAjXVVcNptkClUCI7p51V41Eyf1vp1rzSH+j13T8seR6rQcKgE9e4JSukLhd4AXZLYMNLX1eGIiIiIiIguJQZIAaCtYWy+DF/ryLnB0X2hUHm/kpLnFcxkPq8W194wNZOP8x+ReGYPrydjbD/U9lG3u98Tff/W194gYHiYOizCNSRMnzpA2HAzuUqNiGlzIFepLn4wERERERFRD8MAKQAEx/QDZOcvhUwmR7DFu+FgLXmaO8jXYMpToKOP9H21uLbaI1eqOeTMB+cObkfduVPt7q8+cxRlx3Z6XdfTa0Yz1PfhYerQMKgjoty2+Tt87XydpjaLHm4WPGSk0HpERERERETdBQOkACBXqtzml1EbQiBX+t7LQWuKhCY4rM19vvbsMUQlQaFuexiYP5Nd60KiodIZ3bYZY/v79fh7K5lcjv0fPosjG15FQ3Wpa3t9WSEOfvo3HPr0b1Bqgryuq49IhFLb9ipm/s4v1DIwkqk10CX5HpxeWFeu1baaUNtfXNmMiIiIiIh6KwZIAUJtCDn/eXCoX7Wa5lVqfWOvC4mGxsfaMrmi3WFqnlaSu2hdmQyGaPebfH+G7/VmxrimSckrC/ahpuiYa3vlyf2oOXMUcpWm1eTiHSGTy9u89pqYeCiDjW2c0XEtAyh931TIlWLm9dfFJyF48AjOL0RERERERCQIA6QAoTacD3Y0Bv8CJKDtEMbfYKat89WGEGhD/Jv0ONjiPlyN8x/5RqUzQB+Z0O5+Y2wq5ArfApq2romI4WHa+EQogpp6N4kavgY0TUwdPmm6sHpERERERES9Xa8MkBrrq2GtOtfVzXCjUJ2fiFiu9G1S4pYMUcmQXRAW+DPUDACMsWnABUN4fF0trqWgC1Zi83U+pe6k6vQhSE5Hu/sb66pQV1rodV1P19jzROieGWNTIZO79+YREfjI5HLo+6cDMlnTvwI1B1NERERERETkv14VIDVaa3Bq+0fY8++VkKFnz2UiVyihNZ1fvlwmV0B/QVDjLaVGB63ZfdJjc7z/IYJbr5heMsdMxfE9yPvPkyg9/AMk6XyQ1FhXhZPbPsSet1dCctq9rtvucEKZDKb4NF+bC4VaC0OLid2VRhM00bE+12tJ3z8D2rhEKPUGIfWIiIiIiIhIPDETjnQTJ3PeBwBozVHQGNueZLon0YZEob6sqReLUmuATOZ/XqgPT4C1vOinr2QwRIuZ9Pi83hEgmRIycPbAVhzf8pbb9sIf1wMAlLpgBIXHeV1XG2KB2hAKW02Z23Z9ZCKUWv8CGu3QAaguPNRUr7//Pc+aBfVNQ2NlhZBaRERERERE1Dl6VQ+kZr1lkmat6XxvIZVOTO+Olr2Y5Eq1z3Pq9HbB0X09DlU0x2f4FPg1TaDe+vXtb0+x6kSZ25xHIucrUmi1MI8eK6weERERERERidcrAyRfVg0rO/oj7NaadvfXlRWi+swRf5olXMt5lfztfdJMFXR+1S25yv+5mi4UaMukS5KEkryv4bBZ291fcWIv6svOeFVXrlTBGNu/3f3+hJxtvb79qVed2HRNVCFhUEdaIFOpEJTS9yJneaczXktEREREREQkTq/rPqLQBEEfmeT1edbKszjxzTuIzBgPh63etb2+ohhHN/4TFcd3I+2KuwW2VCyZXHxWqFBqhNcMNDKZDNVFx1D442eIGjjRbeLrqlMHcXL7R7CWF2HIjY95XdsUn4GKE3tbf0+FEsEx/XxusyG6D+QqDZyNDQAAdXBoq7mrOqo5PGqmT82AraSYgQ8REREREVEv0+t6IJni030KU8wJA+C021C0exNqS064tp87kIOK47t9nrOmO+uMUCoQmRMGwGGrR+GP62G31rq2F+3ehPrS0wiO7guFyvswzRTf9qpjwdH9fKrXTK5Qwhib6vraHD/Ap55dF4ZHAGBIHQB9au8YAkpERERERETn9Y4EoAVflzLXhcW6Dd+6kCk+3es5ayoL9sFWW9nuflttJSpP7veqZm/maGxA6eHv3XoJtSRJTpTn70JjXZVXdZtWL2s/gPF1eJgqyIigiIRW280C5uhqWcOX9rUVHgGANi4RwemDfG4XERERERERdU+9LECSeZx3xuOZMhlMHuZO8mVepUZrDfa+8yeczPkAjfXV57fXV6Eg5z3sfXsl7A11PrW3N1KoNCjeuxl57/4ZpUd+cNtXfnwP9r33NE5u+xBKXbBXdZVaA/SRie3u9/S6uBjR8xU1M8Y1hV5ylQYGS4pX57YXHgFNvc4UejHzaREREREREVH30asCJIMlGQq1zufzTe30XpIplAj2IZgyxadDcjhQsu9rVBzf7dpenr8LZ/d9C0lywhSX5lXNqtOHUFd6ut39jXVVKD2S61VNSZKEHNNSQ3Upyo7thCQ529zvtDeiZN83cDrsXtU1xQ9AQ3UpCr591237qe0fwlpRBFOCb8vPt9crSBcaDU1wqNf1ml34mtKFxUKtN/tcr5lKFwx9ZAKMsalerZTnKTwiIiIiIiKi3qtXBUjGWO/CmFbnx/SDTKFqtd3XOXCab/LbY4hMhlKr96qmXKnG/g+ewdEvXoe1vNi13d5Qh5PbPsSet1fCVlPuVc3qM0dQsPU/bZ4nSU6UH9+D41vWelVTrTej4Nt3se+9p1FxfE+LehKK927BnrdXovz4bq/CD+DivXd86SnWVLft8NCf3kdAUwClahEY+dq+tpgSBng1ZJPhEREREREREbWnVwVI7U1a3FFNS6+3Xh3L13mVgPaDiaZ93ocJ+ogEKLUGVJzYi3OHtru215acQEneFkgOu9d1DZFJKD38A/a+8ziK9nzp2t5orcH+D57FsY2roNabvKopkytgik+DtaIIhT+uP79DcuLU9g9hr6/2KUzRR8RDqW17iJVMofJ5dTOtOQrqNnoaebp+HSGTydwep4jha83MCQN+mr/p4hgeERERERERkSe9KkDyZ6hRs7Z6nPgTTHkKSXyZTFkml3tsj1ofAl1ItFc15cqm4EVyOlBbfNy13dFQh/qyQgC+BSmmeM/n+FJTJmv/8Rtj+0GubN2DrGN1ZTBf0F6l1gB9RLxP9VpqDo1Er+SnC7G0G6a1xPCIiIiIiIiILqZXBUgiXBgg6UJjoDaE+FxPG2KB2tA62NIEh0FjivSppqdeLL7PAdR+mONrkGKMSwPaWblOY4qA1hThdU3A03Az/3oLmRLcgylfVt5rS3B0X8iVapjjM4TU8wbDIyIiIiIiIuoIBkheUutNbr1E/B1yJJPJ2qxhShjgU9ADAMbYVMjkijb3+dpeT72afA1SlBodgttZIcyfuYCMsf3bfPy+9OhqyWDpA3mLua78Hb7WrGloZH+hw9c6guERERERERERdRQDJB+07IXkz/xHrhqCl3JXqDQIju7bartcqUawpY9PNVVBRgRFtD3htz9BSnuTUPtTs63HHxQeD1WQ0eeaACBXKGGMTQXQNIeT0YeV99oTkjzE5/mZfMHwiIiIiIiIiLzBAMkHouesMUS792yRq7Tt9szpqLYCKGNsqs9zAAFtB13+BilttVOh1sEQleRzzbbqiurd0xwY+rryXntCUoYKrdee6kQZwyMiIiIiIuq1ysrKMH/+fBiNRpjNZixcuBA1NTUez7FarVi8eDHCwsJgMBgwb948FBefX/V8165duP766xEfHw+dTof09HQ899xz7db79ttvoVQqMXToUFEP65LotABp5cqVGDt2LIKCgmA2m9s8RiaTtfpYu9Z9OfivvvoKw4cPh0ajQd++fbFq1arOanKHBYXFQRVkFDYHTsueLQBgimt/CFpHtTnZt58hSlu9gvwNUrSmCGgumOvIGJcm/PH7MyTOvW4agLaHHfrjUsx9xOCIiIiIiIh6u/nz5yMvLw8bNmzAunXrsGXLFtx2220ez1m6dCk+/vhjvPPOO9i8eTMKCwsxd+5c1/7c3FxERkbizTffRF5eHh588EEsX74cL7zwQqtaFRUVuOmmmzB58mThj62zKTursM1mwzXXXIOsrCy8+uqr7R73+uuvY/r06a6vW4ZN+fn5mDVrFm6//XasXr0aGzduxK233oro6GhMmzats5p+UTKZDKb4DJjiOrZEekeYEzJQcXw3ADFz62iCQ6ELiUZ9+Zmftsj8Wi0OAHSh0VDpzWisrXBtExGkmBMGoHjPVy2+9r+mJjgUutBo1JedgSrIBF1YrN81gZ8mDI9KbHfoXaBieERERERERL3d/v37sX79enz//fcYOXIkAOCvf/0rZs6ciaeeegoxMTGtzqmsrMSrr76KNWvWYNKkSQCacoz09HRs27YNY8aMwS233OJ2TkpKCnJycvDee+9hyZIlbvtuv/123HDDDVAoFPjggw8654F2kk7r9vDoo49i6dKlGDRokMfjzGYzLBaL60Or1br2vfTSS0hOTsbTTz+N9PR0LFmyBFdffTWeffbZzmp2h4UkD0GwwDlwjHHpAGSATCYsmGoZ7ugj4qHSBftVr2kp+wuGhgkIUtxqyORNq7MJ0FzX15Xn2hM9JBua4NYr5wUqhkdERERERERATk4OzGazKzwCgOzsbMjlcmzfvr3Nc3Jzc9HY2Ijs7GzXtrS0NCQkJCAnJ6fd71VZWYnQUPf7xtdffx3Hjh3DihUr/HwkXaPL50BavHgxwsPDMXr0aLz22muQJMm1Lycnx+0iAcC0adM8XqRLJTimn9A5a1Q6A/SRiTBEJkOp1Qup2bInk6gVw1qGUrrQaCFBiiEqCQq1rulzSzKUmiC/awLnH7Oo4Wuuun725LqUGB4REREREVF3VVVV5fbR0NDgV72ioiJERka6bVMqlQgNDUVRUVG756jV6lZT80RFRbV7ztatW/Hvf//bbWjc4cOHcf/99+PNN9+EUtlpg8E6VZe2+g9/+AMmTZqEoKAgfP755/j1r3+Nmpoa3HXXXQCaLlRUVJTbOVFRUaiqqkJ9fT10Ol2bdRsaGtxeWFVVVcLbLrJHS7OmnjLiMj19RDyUWgPs1hphc/YER/eFXKmG024TNoxLJlfAFJ+GsqM7YI4XE3QBTY9fHRx6SVc3CxQMjoiIiIiI6FJSHyqEUq4WUkvutAEA4uPj3bavWLECjzzySKvj77//fvz5z3/2WHP//v1C2nYxe/fuxc9//nOsWLECU6dOBQA4HA7ccMMNePTRR9G/v7iRTJeaVwFSRy9KWlrHhiD9/ve/d30+bNgw1NbW4i9/+YsrQPLV448/jkcffdSvGl3BHJ8ByMUFSDKZHKb4dFQXHoEuJFpITblSBWNsf1Sc2CusVxMAmOIHoOzoDqGTU8tkcsRn/tyvlee6I4ZHRERERETUE5w8eRJGo9H1tUbT9iige++9FwsWLPBYKyUlBRaLBSUlJW7b7XY7ysrKYLFY2jzPYrHAZrOhoqLCrRdScXFxq3P27duHyZMn47bbbsNDDz3k2l5dXY0ffvgBO3bscM2J5HQ6IUkSlEolPv/8c9f8SoHMqwCpoxfFV5mZmXjsscfQ0NAAjUYDi8XitjQe0HSRjEZju72PAGD58uVYtmyZ6+uqqqpWyWUg0oa0/YL1hykhA3KlWmiPKVNCBmqKj0MfIe45NcalQRtigfaCFdn8JTLkCnQMjoiIiIiIqCcxGo1uAVJ7IiIiEBFx8XvJrKwsVFRUIDc3FyNGjAAAbNq0CU6nE5mZmW2eM2LECKhUKmzcuBHz5s0DABw8eBAFBQXIyspyHZeXl4dJkybh5ptvxsqVK1s9jj179rht+9vf/oZNmzbh3XffRXJy8kXbHgi8CpA6elF8tXPnToSEhLhSxaysLHz66adux2zYsMHtIrVFo9G0m0wGss4YFmeMTRU2p1AzU3xTgCRyuJ1So0PcqNnC6jXrjOc0EDE8IiIiIiIi8iw9PR3Tp0/HokWL8NJLL6GxsRFLlizBdddd51qB7fTp05g8eTLeeOMNjB49GiaTCQsXLsSyZcsQGhoKo9GIO++8E1lZWRgzZgyApmFrkyZNwrRp07Bs2TLX3EgKhQIRERGQy+UYOHCgW1siIyOh1WpbbQ9knTYHUkFBAcrKylBQUACHw4GdO3cCAPr27QuDwYCPP/4YxcXFGDNmDLRaLTZs2IA//elP+M1vfuOqcfvtt+OFF17Ab3/7W9xyyy3YtGkT3n77bXzyySed1eweR6HSIDi6r9CaKl0woodkX/xAL3WnyakDCcMjIiIiIiKijlm9ejWWLFmCyZMnQy6XY968eXj++edd+xsbG3Hw4EHU1dW5tj377LOuYxsaGjBt2jT87W9/c+1/9913cfbsWbz55pt48803XdsTExNx/PjxS/K4LgWZ1HLZM4EWLFiAf/7zn622f/nll7j88suxfv16LF++HEeOHIEkSejbty/uuOMOLFq0CPIW8wB99dVXWLp0Kfbt24e4uDj8/ve/v+gwugtVVVXBZDJh6C9WQqHW+vvQiAICgyMiIiIiosDlsFpx9E8PoLKyskPDsLqr5vvt7MhbhU2ibXfa8EXJKz3+uetuOi1ACiQMkKinYXhERERERBTYGCD5jgFSYOq0IWxEJB6DIyIiIiIiIuoK4mZBJqJOxfCIiIiIiIiIugoDJKIAV50oY3hERESXnKOutnvUrK+H5HQKrem0NUCy24XWlBwOOBusYmtKEhz1dRc/0Evd5tp3yuupDqJn+HA2WCE5HGJr2u1w2hqE1pScTjjq64XWBLrRte+Emk6r+J9Poq7EIWxEAYzBERERdYWzn3+M8q2bYRw6CpYrrxVSs3z71zj32cfQJaYg9sZFkCkUftes2b8HRe+/BVVoOGJ/cRuUeoPfNetPHkfh2lWQq1SInX8r1BFRfte0lZ3D6TdfgdNaj+j/uQlBSX38rumor8fpf/0fbGeLEXXF/yB40DC/awLAqX+9jPpjhxGWPQuh4y4XUrN43X9Q+UMOzKPHIXLmVUJqln2zCec2/hf6PqmIvfFWITWrdv+I4o/egSbSgtibboNCq/O7Zl3+EZx5+w0odEGI/cUiqELC/K7ZcLYYhW++AslhR/S1C6CLT/S7pr2mGqf/9TIay8tguep6GNL9X1Zccjhw+l8vo74gHxHTfw7z6HF+1wSAovffQtWuXISMuxwRU2YLqVn65Wco3bwBwQOGIPqaXwipWfnjdhSv+4+QWkSBolcFSHVlhQi2pPhdp2jPl6gvOwMACOszAsa4VL9rlh7+AVWFhwAAxthUhPUd4XfNylMHUHb0RwBAUGgsogZN9Ltm3blTKM7bAgBQ6YyIG+3/L21bbQVO//ApAEAmkyPpsuv8rul02HHim7ddX8dn/hxKrd7vuidzPoDd1vSXBMuQydCZ/X9TeWbnF7BWlgAAwvtnIji66U2lP+FRxQ85qD+RDwAwpGYgeOBQv9tZs38vqvftBgDo4hJgzhzvd836guOo+H4rAEAVEorwSdP9rmkrO4fSLz8HAMjVakTNudrnWtV5u2BIGwiZQoEz/1kDAJDJAMvcGyDZ7ag5tA/BGYO9qtlYWQ57RQV0ickoz9kCa+EpyJVKRP38f9BYUQZ7VRV0CUlet7Xu6CGoo6JhO1uMyh+/g1ytRuTseag7egjamDgogrx//TvtdtQe2oegpD4o+e+HkGs0iJj+c9T68Ljd2nr8KFShYajI+RpOWwPCJk2HragQQX36+1zTaWtAXf4ROGqqUX/yBEInTILTaoU2Nt7nmgBQe3g/JIcD1Xm7EZI1AXK1BurwSL9q2s4Ww1Z2DtV7d8E4eDjUURaojGa/akpOJ2r270Htof0I6psKfUo/KATcSNce3o+6/CNQhYYjeMBQKHT+30xZz5xC7YE8yNUaGEdkCrlBc9TVun6XmEePg0IX5HdNACjftgWO2lqYx0wQEkwAQM2Bvag/kQ9z1gS/r3uz+pMnULNvN0yjxkId6v/NKQDUHj4AOJ2oPbRPSD0AqDt2GJLdjrqjhyA5HEICpPoT+XBarWgoPAVHTZWQ69Rw5jQc1VVwALCdKxESIDWWnkPjuab/6xtOnxQTINXVwHqqAABQd+KYkABJkiTUHT7QVPPoQWEBUt3h/T+9nvYDggKkuiOHAIcDtYf3C6kHAPXHj0KyNcB66gSc9XVCfj9ZTxfAUVsDR20NbGWlQgIk29liNJaXAgAaik4LCZAcNVVoOHMaAFBfkC8mQLLbUXfsMACg7tghYQFS7aGm11Pd4QOAoACps37nQXBPRqIuJ/UClZWVEgDp7bffFlJv+vTpEgAJgPTcc88Jqbl48WJXzbvuuktIzWeeecZVc9asWUJqfvjhh66aaWlpQmru3bvXVVOlUgmpWV9f76oJQCooKBBSNyYmxlXzyy+/FFJzwoQJrpqvvPKKkJoLFixw1XzggQeE1HzsscdcNa+99lohNVevXu2qOXLkSJ/rFBYWSufOnZMkSZK2bdvmqhkSEuI6Ji8vT3I4HF7Vvf7666WkpCTpH//4h6umTCaTXn75ZSkxMVG68cYbvW6r1WqVDAaDNGXKFGnIkCESAEmr1Uq33XabpFQqpW+++cbrmpIkSW+++aYUFBQkjRkzRgIg6XQ6aezYsVJ8fLzkdDp9qilJkjRy5EipT58+EgBJrVZLsbGx0m233eZzPUmSpE8++UTSaDSSRqORFAqFpNfrpTfeeMOvmpIkSenp6ZJSqZQASAqFQtq5c6ffNZ977jnXtVcqlVJZWZnfNc+dOyfJ5XIJgGQymSSbzeZ3TUmSpOzsbAmAFBMT49c1b6n58SclJQmreeDAAQmAlJKSIqym0+mUYmNjpYSEBGE1JUmSrrvuOslisXj9u8OT559/Xuh1lyRJ2r59u6RWq6Xq6mphNf/zn/9II0eOlF5//XVhNbds2SKNGTNGeuKJJ4Rdp71790qTJk2SfvOb30h1dXVCap48eVKaO3eutGDBAtf/Lf4qLy+XFi1aJM2ZM0fKz88XUtNqtUrLly+XJk6cKO3YsUNITUmSpKeffloaPXq0tHHjRmE116xZI40cOVJ66623hNXcsGGDNHr0aOnZZ58VVvPHH3+ULrvsMunBBx+UGhoahNQ8duyYNHv2bOlXv/qVVFFRIaTm2bNnpZtuukmaN2+edOrUKSE16+rqpGXLlkmTJ0+W8vLyhNR0OBzS448/LmVlZUlff/21kJqSJEmvvfaaNHLkSOn9998XVnPdunXSqFGjpJdeeklYzW3btkmZmZkSAKmyslJY3UDUfL+dHXmrNN3yayEf2ZG39ornrrvpVT2QiKhnUigU6NOnD5YsWYJx49z/upWXl4c//OEPOHHiBLZt2+ZV3Tlz5uCtt97CokWLXNskScJtt90GAHjyySe9bqtGo8G0adPwn/+c79JstVrx8ssvIzw8HGPGjPG6JgDMmDEDDQ0NrsdYX1+PrVu34o477oBM5ntvtjlz5mDFihUAAJvNhtOnT2POnDk+1wOASZMmQaFQoK6uztXWmTNn+lWzua3N1yQmJgaDB/veS6plzbvvvhsAMG7cOISEhPhdMywsDGPHjsU333yD6dOnQ6VS+V0TaGrrF198gdmzZ/t1zS+seffdd2POnDnCaqampqJfv36YOXOmsJoymQyzZ8+GUqkUVhNoevx6vR5yubgpI+fMmYNvv/1W2HUHgJEjR+KGG26AwSCmlxQAzJ07F3PnzhVWDwAmTJiAnJwcoTUHDBiAjRs3Cq0ZFxfn9jtaBLPZjJdfflloTY1Ggz/96U9CawLAsmXLsGzZMqE1r7/+elx//fVCa2ZnZyM7O1tozWHDhmHz5s1CayYnJ+Pjjz8WWjM8PBz//Oc/hdbU6XR4+umnhdaUy+W4//77cf/99wut+8tf/hK//OUvhdacNWsWZs2aJbRmZmYmPv/8c5hMJqF1iboSJ9EmokvqzJkzcFxkIsnTp097VTMyMhLp6elYuXKlW7hRXl6OQYMG4e233/YpoJg+fToU7QyxUCqVmDZtmtc1AbQbwMycObPd73cxoaGhrcIzT9+roy48X6fTYfLkyX7V1Gq1mDJliuvrsWPHIizM/y79LdsqKvBITk7GgAEDWtX3V3MtkTVnz57t9q8IzY9fZDuBpsctsp2dVXPGjBm48sorhdZMSkrCb3/7W6E15XI5nnjiCaE1iYiIiC7EAImILqnDhw9jwIABWL16dasg6dChQ7jppptwzz33eF23+Qb3wprSTyup+HIDHBISgvHj257r6bLLLvP5L0rt9bzw9+b3wscYFBSEn/3sZ37VHDp0KGJjY11fZ2dnQydgHpyWj1XUTf+YMWMQGhoqtGbLWqJryuVyTJ/u/7xfzVJSUjBy5Ei/A74L3XDDDbjssssCvuakSZNw+eWXC60ZEhIi/C/SADB8+HDhNaOi/J+nh4iIiMgTBkhE1K76Dizl2pFjWho7dixKSkpw44034o477nBt37t3L9LT0/Gvf/0LM2bM8LqtngKiuLg4DB061Ouanur60yMjIiKi1VA1lUrlc4+m9to0ZcoUaLVav2o2Dw1q73v4quVNuaiaSqUSM2fOhF6v9zs4a2nOnDno168fUlP9XzChWXp6Om6++WYhPa9aevbZZxEUJGYC6WZLly6FRqMRWnPEiBFQq9VCa+p0Or9f720ROSSOiIiIqDtjgERE7Vq1ahV+8Ytf4ODBg632FRUV4d5778VDDz3kVc3mm3wAqK2tdW23Wq1wOp2QyWQ+/cV/4MCBSExsexUSf+aE6YwAqa3zJ06cCKPR6FfN/v37o2/fvu1+D1+1rCOqN0Z0dDRGjRqFlJQUpKenC6kJNLVVRHDW0pgxY3DLLbcIqwc0hRKdMeSovR5z/hDR44yIiIiIuj8GSEQ9hNPpFHJMSzNmzMCbb76JjIwM/OMf/3Bt37x5M1JSUvDMM8/4NFzGU7AxevRon4ZiyGSyTgl7+vfvj/793ZeXT09PR58+/i3BfGGbRAyPuvA5EBX2TJo0CTqdDiNGjEBMTIyQmkDTcyBycmYAmDZtGubNmyesHtA0SfvSpUuF1gSa5u4iIiIiIuouGCAR9RCPPvoonnrqKbdePc3Ky8vx8MMP44UXXvCqZlJSEgYOHAin04mCggLX9qKiItTX10On0/k0VGjatGlQKtteBNKfsKetEMbXNrZ0YZtE9OwZMGAAkpKShNZsWWf06NGwWCxCaup0OmRnZ3fKRMqia5pMJuEr/QAQPoSLiIiIiKi76bUBkrfzthCJZLfbhRzT0ujRo3HfffchOTkZ33zzjWv7hx9+iKSkJDz22GM+TVrr6QZ/ypQpPg1vMZvNmDBhQpv7/OmJc/nll7daxtrXNnpqk+jeQhkZGUhJSfG7JtA0hMlkMnXKCleiw54hQ4YIn0gZgM8r2RERERERUft6XYD09ddfIzs7Gzt27OjqplAvdvvtt+OFF16A1WpttS8/Px+33norPvroI69qNg8zOnv2LI4cOeLanpeXh6qqKsTFxWHIkCFet9VTaOBPoNDWufHx8Rg8eLDPNTUaDaZOnXrR7+OtcePGwWw2AwBCQ0ORlZXld03gfBAlMphRqVSYMWOG8LDn6quvxrBhw4TWlMlkUKlUQmsSEREREVHn6FUB0n333YfLLrsMu3btQmZmplfn5ubmupYDb0ttbS327dvnbxMpwEiS1OYE0i1VVVXh9OnTXtUdNmwY7rzzTvTp0weHDh1ybX/uuefQv39//POf/8SkSZO8qtk8zKg9vk4kPXr0aERERLS5z585dtoKOETMh3NhXRHzADWHMgAwc+bMdoffeWvixIkwGAzCewv9+te/9iks9CQkJISrURERERER9WK9KkA6ceIEgKYbSm+HOPzrX//CiBEj8NFHH7kFSbW1tXj66aeRkpKCkydPelXTZrMJOYaaOBwOjyFfy+M6SiaTYdGiRbjuuuuQl5fntq+qqgorV65EcnKy18PNmgODwsJCFBcXu7bv2bMHdrsdEyZMcPV48UZn9BZSKBRthjCjRo1CdHS0TzUBoG/fvkhLS3PbJqLXzMyZM11Bx8iRI/1qY0vNbRPZs0ej0WD+/PnCejQ1mzBhAsMeIiIiIiISqlcFSM18+Wv/7NmzsWPHDvz85z/H559/7tr+4IMP4je/+Q1qa2sxceJEr2r++c9/xn333YeSkpJW+5qXSH/qqae8qnn27NmLhihnz571qmZHQpmOHNNSVVUVGhsb/T6mJZvNhuzsbHz22Wdttufrr7/GlClTUFZW5lVbZ82ahX//+98YNGgQioqKXNvnzZuHhx56CHFxce0uH9+exMREDBo0qN39voYU7b22g4KCvO7RdLG6InrNtKyh1+tx+eWX+10zMjLS1cNQZNgzffp06HQ6TJs2TVhNAPjjH//IOXuIiIiIiCjg9boASaVStZojpSMuu+wyGI1GAO5hSfPnU6dOhVar9armpEmT8NRTTyE5ORmffPKJa/vHH3/s8xLpX3zxBS677DJs3LixVYhy6NAh3HTTTXj44Ye9qvnVV1/hd7/7XZvBkyRJ2LBhA371q195VbO+vh7p6el47bXXWoVEzT17Jk6c6NVQIZ1OB71ej+nTp7eamHfu3Lm47LLLUFtb2+5wrPY0hxCSJMHpdLq2N/c68jWk6IzeQtHR0Rg5cmSr7VOmTPH69dnS1KlToVar3baJCGda1vC3jW3VFRkghYSE4IEHHoDJZBJWEwDCw8OF1iMiIiIiIuoMvS5Auvzyy11BkDfUarXHnge+3KiOGTMG4eHhqKurw/Hjx13b8/PzUV9fj6ioKIwaNcqrmtOnT0dOTg6ys7Pxxz/+0bV9y5YtSE9Px7/+9S/XXC4dlZmZieeffx5JSUn461//6tp+7tw5jB8/HlOnTkVoaKhXNaOiohAeHo6FCxe6zdvT2NiIpKQkPPTQQxg7dqzXw3Car8MPP/zgtr35a1+uU3p6OpKTky/6Pb3V3nlpaWno27evTzXbq+tvkBIcHOzWOyguLg5Dhw71qyYAjB07FiEhIQDEhj1z5sxBbGyskDa29Jvf/EZoPSIiIiIiou6i1wVIoleNAprmyfFlol6FQoGZM2e2u3/WrFmQy727RCEhIa7l0cvLy13bq6ur4XQ6odFovO7VFBQUhOzsbNTV1eGLL75wbT937hy2bt0KwLfntfmc0tJSt+3N7fZliNTFroMv7Wy53PqFIiMjvQ75mrU3ObW/QUpbz5un11lHtWyXrxNyX0ipVLraJmKy62YDBw7EkiVLhM8DJKqHFBERERERUXfT6wIkf+ZtmTFjRpuBTmZmJiIjI32q6Sks8LWtns6bPHky9Hq91zU9tTM8PBxjxowRWlOv1+NnP/uZ1zVjYmIwYsSINvclJSVhwIABXtcE2m+rLyFfM7lc3mZo4u/cQsOGDUNsbKzra38nu27Wsl0iVw2bPXs2Ro8ejaioKGE1ZTIZli1bJqweERERERFRb9erAqS0tDSPQ5EuJjw8vM3Vkvy5mZ46dSpUKlWr7Wq1GlOmTPGpZmfMrePpMc6cOdOnSYAHDRqEhISENvf5Mx9Oe4/Rn14zLefA6sj36qgLzw8JCcHYsWP9qimTydyul6ihYUlJSRg4cCB0Op1fE3JfaPr06Zg7d66wes0unLOJiIiIiIiIfNerAiRv5/5pi+j5ZYxGY5urt02aNAkGg8Gnmv3790f//v3b3Odr2OWpZ4+vNT0NDeuMoYb+1GxrDix/Qr5mF05OPXPmTK8mDm9Py8cqem6hKVOmQKfTCatpNpuxZMkSYfWIiIiIiIhIPAZIXrrwZjwhIcHjcuy+1Gxvm781hw0bhri4OKE1VSqVX8uatxU++TqnVLNhw4YhJibGbZvBYGgzqPPGhW31J+RrZjAY3IbqiQp7Jk2aBJ1Oh7i4OAwZMkRITaCpfSIDqWa+DKskIiIiIiKiS6dXBUhtLW/urfT0dKSkpLi+njNnjt8T9bZ1Q+7vhMJt1fR33pq2zp84caJPq9o1u/zyy1uFB/7Oh3PhEC4AmDZtGjQajc81gabeQS3nOxIVpDS3ValU+hXGtaTT6ZCdnS1ssutmo0ePxlVXXSWsHhEREREREXUPvSpA8mWengtdGE6ImEw4OTnZbXLnwYMHIzEx0a+a48aNcy2P3szfwGP48OGtevb4W1Or1WLq1Klu20Q8pxe2S0TYc+EcWKImkm5u24QJE2A2m4XUbK4rureQQqFAWFiY0JpEREREREQU+HpVgCRK8025Xq/H5ZdfLrTmhZ/7SqlUug3Zs1gs7c5h1FFt9ewJ1LBn8uTJrnl6ZDKZkGXsgfNtGzx4cLsTgHsrMTERgwYNEh72XHHFFT6tZEdERERERER0IQZIPmhekWvq1Kk+rxR2oc6Y9PjCnlK+LjffUsu2ZWRkuA3n89XMmTNdw6zi4+MxePBgv2s2D+ECgKysLERERPhdEzj/nIoOezqjt1BUVJTQya6JiIiIiIio92KA5IPmFblE3vBnZmYiPDwckZGRGDVqlJCa06dPdw3bE9XWlj17RNWMiorC6NGjXTVFzdnT3D5RQ82AptAsOTlZeNhzxx13oG/fvkJrEhEREREREYnCAMlHV1xxhbBhUUDT3DIzZ87ErFmzhPQUAoCQkBBMmDABGo0GkydPFlKzZc8e0cvDi67ZPBG5yJoymQyLFi0SFvI182d1PCIiIiIiIqLOxgDJR9dee61fK4W1pTOGMc2ZMweTJ08Wukz67NmzERYWhjFjxgirOWfOHKFzSgFATEwMrrnmGrcJykVYtmyZsJCPiIiIiIiIqDtQdnUDuiuVSiW85tSpU4UHE3PmzEFQUJDQmrNnz8a3334rZFW7ZoMGDcKtt94qbE6pZk8//bTQZewBQKPRCK1HREREREREFOgYIAUQo9EovGa/fv2E95SKiYnBAw88ILSmTCbDo48+KrQm0DQpNxERERERERH5h+NweoHOCKZSU1OF1zSZTMJrEhEREREREZH/GCAREREREREREZFHDJCIiIiIiIiIiMgjBkhEREREREREROQRAyQiIiIiIiIiIvKIARIREREREREREXnEAImIiIiIiIiIiDxigEREREREREREvUJZWRnmz58Po9EIs9mMhQsXoqamxuM5VqsVixcvRlhYGAwGA+bNm4fi4mLX/tLSUkyfPh0xMTHQaDSIj4/HkiVLUFVV5Trmvffew5QpUxAREQGj0YisrCx89tlnnfY4OwMDJCIiIiIiIiLqFebPn4+8vDxs2LAB69atw5YtW3Dbbbd5PGfp0qX4+OOP8c4772Dz5s0oLCzE3LlzXfvlcjl+/vOf46OPPsKhQ4ewatUqfPHFF7j99ttdx2zZsgVTpkzBp59+itzcXPzsZz/DnDlzsGPHjk57rKLJJEmSuroRna2qqgomkwmVlZUwGo1d3RwiIiIiIiLq4XrLfWjz48yOvBVKuVpITbvThi9KXhH+3O3fvx8ZGRn4/vvvMXLkSADA+vXrMXPmTJw6dQoxMTGtzqmsrERERATWrFmDq6++GgBw4MABpKenIycnB2PGjGnzez3//PP4y1/+gpMnT7bbngEDBuDaa6/Fww8/LODRdT5lVzfgUmjOyFp2HyMiIiIiIiLqLM33n72gzwYAwC7ZAKfAWmh9D6/RaKDRaHyum5OTA7PZ7AqPACA7OxtyuRzbt2/HVVdd1eqc3NxcNDY2Ijs727UtLS0NCQkJ7QZIhYWFeO+99zBx4sR22+J0OlFdXY3Q0FCfH8+l1isCpOrqagBAfHx8F7eEiIiIiIiIepPS0lKYTKaubkanUavVsFgs+KroDaF1DQZDq3v4FStW4JFHHvG5ZlFRESIjI922KZVKhIaGoqioqN1z1Go1zGaz2/aoqKhW51x//fX48MMPUV9fjzlz5uCVV15pty1PPfUUampq8D//8z++PZgu0CsCpJiYGJw8eRLBwcGQyWRd3Zxur6qqCvHx8Th58mSP7orZ3fE6dQ+8ToGP16h74HXqHnidAh+vUffA69Q9VFZWIiEhoVv1MPGFVqtFfn4+bDab0LqSJLW6f2+v99H999+PP//5zx7r7d+/X1jb2vPss89ixYoVOHToEJYvX45ly5bhb3/7W6vj1qxZg0cffRQffvhhq0ArkPWKAEkulyMuLq6rm9HjGI1G/ofVDfA6dQ+8ToGP16h74HXqHnidAh+vUffA69Q9yOU9f+0qrVYLrVbbZd//3nvvxYIFCzwek5KSAovFgpKSErftdrsdZWVlsFgsbZ5nsVhgs9lQUVHh1gupuLi41TkWiwUWiwVpaWkIDQ3FhAkT8Pvf/x7R0dGuY9auXYtbb70V77zzjtuwuO6gVwRIRERERERERNQzRUREICIi4qLHZWVloaKiArm5uRgxYgQAYNOmTXA6ncjMzGzznBEjRkClUmHjxo2YN28eAODgwYMoKChAVlZWu9/L6WyaEKqhocG17a233sItt9yCtWvXYtasWR1+fIGCARIRERERERER9Xjp6emYPn06Fi1ahJdeegmNjY1YsmQJrrvuOtcKbKdPn8bkyZPxxhtvYPTo0TCZTFi4cCGWLVuG0NBQGI1G3HnnncjKynJNoP3pp5+iuLgYo0aNgsFgQF5eHu677z6MGzcOSUlJAJqGrd1888147rnnkJmZ6Zo/SafTdZs5snp+XzoSTqPRYMWKFX7Nfk+dj9epe+B1Cny8Rt0Dr1P3wOsU+HiNugdep+6B1ykwrV69GmlpaZg8eTJmzpyJ8ePH4+WXX3btb2xsxMGDB1FXV+fa9uyzz2L27NmYN28eLrvsMlgsFrz33nuu/TqdDv/4xz8wfvx4pKenY+nSpbjiiiuwbt061zEvv/wy7HY7Fi9ejOjoaNfH3XfffWkeuAAyqbesKUhERERERERERD5hDyQiIiIiIiIiIvKIARIREREREREREXnEAImIiIiIiIiIiDxigERERERERERERB4xQCKvvfjii0hKSoJWq0VmZia+++67rm5Sr7FlyxbMmTMHMTExkMlk+OCDD9z2S5KEhx9+GNHR0dDpdMjOzsbhw4fdjikrK8P8+fNhNBphNpuxcOFC1NTUXMJH0fM9/vjjGDVqFIKDgxEZGYkrr7wSBw8edDvGarVi8eLFCAsLg8FgwLx581BcXOx2TEFBAWbNmoWgoCBERkbivvvug91uv5QPpcf6+9//jsGDB8NoNMJoNCIrKwv//e9/Xft5fQLTE088AZlMhnvuuce1jdeq6z3yyCOQyWRuH2lpaa79vEaB4fTp07jxxhsRFhYGnU6HQYMG4YcffnDt53uIrpeUlNTqZ0kmk2Hx4sUA+LMUKBwOB37/+98jOTkZOp0Offr0wWOPPYaWa1Px54l6LInIC2vXrpXUarX02muvSXl5edKiRYsks9ksFRcXd3XTeoVPP/1UevDBB6X33ntPAiC9//77bvufeOIJyWQySR988IG0a9cu6YorrpCSk5Ol+vp61zHTp0+XhgwZIm3btk36+uuvpb59+0rXX3/9JX4kPdu0adOk119/Xdq7d6+0c+dOaebMmVJCQoJUU1PjOub222+X4uPjpY0bN0o//PCDNGbMGGns2LGu/Xa7XRo4cKCUnZ0t7dixQ/r000+l8PBwafny5V3xkHqcjz76SPrkk0+kQ4cOSQcPHpQeeOABSaVSSXv37pUkidcnEH333XdSUlKSNHjwYOnuu+92bee16norVqyQBgwYIJ05c8b1cfbsWdd+XqOuV1ZWJiUmJkoLFiyQtm/fLh07dkz67LPPpCNHjriO4XuIrldSUuL2c7RhwwYJgPTll19KksSfpUCxcuVKKSwsTFq3bp2Un58vvfPOO5LBYJCee+451zH8eaKeigESeWX06NHS4sWLXV87HA4pJiZGevzxx7uwVb3ThQGS0+mULBaL9Je//MW1raKiQtJoNNJbb70lSZIk7du3TwIgff/9965j/vvf/0oymUw6ffr0JWt7b1NSUiIBkDZv3ixJUtN1UalU0jvvvOM6Zv/+/RIAKScnQ9gaMQABAABJREFUR5KkprBQLpdLRUVFrmP+/ve/S0ajUWpoaLi0D6CXCAkJkV555RVenwBUXV0t9evXT9qwYYM0ceJEV4DEaxUYVqxYIQ0ZMqTNfbxGgeF3v/udNH78+Hb38z1EYLr77rulPn36SE6nkz9LAWTWrFnSLbfc4rZt7ty50vz58yVJ4s8T9WwcwkYdZrPZkJubi+zsbNc2uVyO7Oxs5OTkdGHLCADy8/NRVFTkdn1MJhMyMzNd1ycnJwdmsxkjR450HZOdnQ25XI7t27df8jb3FpWVlQCA0NBQAEBubi4aGxvdrlVaWhoSEhLcrtWgQYMQFRXlOmbatGmoqqpCXl7eJWx9z+dwOLB27VrU1tYiKyuL1ycALV68GLNmzXK7JgB/lgLJ4cOHERMTg5SUFMyfPx8FBQUAeI0CxUcffYSRI0fimmuuQWRkJIYNG4Z//OMfrv18DxF4bDYb3nzzTdxyyy2QyWT8WQogY8eOxcaNG3Ho0CEAwK5du/DNN99gxowZAPjzRD2bsqsbQN3HuXPn4HA43P5TAoCoqCgcOHCgi1pFzYqKigCgzevTvK+oqAiRkZFu+5VKJUJDQ13HkFhOpxP33HMPxo0bh4EDBwJoug5qtRpms9nt2AuvVVvXsnkf+W/Pnj3IysqC1WqFwWDA+++/j4yMDOzcuZPXJ4CsXbsWP/74I77//vtW+/izFBgyMzOxatUqpKam4syZM3j00UcxYcIE7N27l9coQBw7dgx///vfsWzZMjzwwAP4/vvvcdddd0GtVuPmm2/me4gA9MEHH6CiogILFiwAwN93geT+++9HVVUV0tLSoFAo4HA4sHLlSsyfPx8A35NTz8YAiYioEy1evBh79+7FN99809VNoQukpqZi586dqKysxLvvvoubb74Zmzdv7upmUQsnT57E3XffjQ0bNkCr1XZ1c6gdzX91B4DBgwcjMzMTiYmJePvtt6HT6bqwZdTM6XRi5MiR+NOf/gQAGDZsGPbu3YuXXnoJN998cxe3jtry6quvYsaMGYiJienqptAF3n77baxevRpr1qzBgAEDsHPnTtxzzz2IiYnhzxP1eBzCRh0WHh4OhULRarWH4uJiWCyWLmoVNWu+Bp6uj8ViQUlJidt+u92OsrIyXsNOsGTJEqxbtw5ffvkl4uLiXNstFgtsNhsqKircjr/wWrV1LZv3kf/UajX69u2LESNG4PHHH8eQIUPw3HPP8foEkNzcXJSUlGD48OFQKpVQKpXYvHkznn/+eSiVSkRFRfFaBSCz2Yz+/fvjyJEj/HkKENHR0cjIyHDblp6e7hpqyPcQgeXEiRP44osvcOutt7q28WcpcNx33324//77cd1112HQoEH4xS9+gaVLl+Lxxx8HwJ8n6tkYIFGHqdVqjBgxAhs3bnRtczqd2LhxI7KysrqwZQQAycnJsFgsbtenqqoK27dvd12frKwsVFRUIDc313XMpk2b4HQ6kZmZecnb3FNJkoQlS5bg/fffx6ZNm5CcnOy2f8SIEVCpVG7X6uDBgygoKHC7Vnv27HF7c7FhwwYYjcZWNwEkhtPpRENDA69PAJk8eTL27NmDnTt3uj5GjhyJ+fPnuz7ntQo8NTU1OHr0KKKjo/nzFCDGjRuHgwcPum07dOgQEhMTAfA9RKB5/fXXERkZiVmzZrm28WcpcNTV1UEud7+NVigUcDqdAPjzRD1cV8/iTd3L2rVrJY1GI61atUrat2+fdNttt0lms9lttQfqPNXV1dKOHTukHTt2SACkZ555RtqxY4d04sQJSZKalgw1m83Shx9+KO3evVv6+c9/3uaSocOGDZO2b98uffPNN1K/fv24ZKhgd9xxh2QymaSvvvrKbTneuro61zG33367lJCQIG3atEn64YcfpKysLCkrK8u1v3kp3qlTp0o7d+6U1q9fL0VERHApXkHuv/9+afPmzVJ+fr60e/du6f7775dkMpn0+eefS5LE6xPIWq7CJkm8VoHg3nvvlb766ispPz9f+vbbb6Xs7GwpPDxcKikpkSSJ1ygQfPfdd5JSqZRWrlwpHT58WFq9erUUFBQkvfnmm65j+B4iMDgcDikhIUH63e9+12off5YCw8033yzFxsZK69atk/Lz86X33ntPCg8Pl37729+6juHPE/VUDJDIa3/961+lhIQESa1WS6NHj5a2bdvW1U3qNb788ksJQKuPm2++WZKkpmVDf//730tRUVGSRqORJk+eLB08eNCtRmlpqXT99ddLBoNBMhqN0i9/+Uupurq6Cx5Nz9XWNQIgvf76665j6uvrpV//+tdSSEiIFBQUJF111VXSmTNn3OocP35cmjFjhqTT6aTw8HDp3nvvlRobGy/xo+mZbrnlFikxMVFSq9VSRESENHnyZFd4JEm8PoHswgCJ16rrXXvttVJ0dLSkVqul2NhY6dprr5WOHDni2s9rFBg+/vhjaeDAgZJGo5HS0tKkl19+2W0/30MEhs8++0wC0Oq5lyT+LAWKqqoq6e6775YSEhIkrVYrpaSkSA8++KDU0NDgOoY/T9RTySRJkrqk6xMREREREREREXULnAOJiIiIiIiIiIg8YoBEREREREREREQeMUAiIiIiIiIiIiKPGCAREREREREREZFHDJCIiIiIiIiIiMgjBkhEREREREREROQRAyQiIiIiIiIiIvKIARIREREREREREXnEAImIiIiIiIiIiDxigERERERERERERB4xQCIiIiIiIiIiIo8YIBERERERERERkUcMkIiIiIiIiIiIyCMGSERERERERERE5BEDJCIiIiIiIiIi8ogBEhERERERERERecQAiYiIiIiIiIiIPGKAREREREREREREHjFAIiIiIiIiIiIijxggERERERERERGRRwyQiIiIiIiIiIjIIwZIRERERERERETkEQMkIiIiIiIiIiLyiAESERERERERERF5xACJiIiIiIiIiIg8YoBEREREREREREQeMUAiIiIiIiIiIiKPGCAREREREREREZFHDJCIiIiIiIiIiMgjBkhEREREREREROQRAyQiIiIiIiIiIvKIARIREREREREREXnEAImIiIiIiIiIiDxigERERERERERERB4xQCIiIiIiIiIiIo8YIBERERERERERkUcMkIiIiIiIiIiIyCMGSERERERERERE5BEDJCIiIiIiIiIi8ogBEhERERERERERecQAiYiIiIiIiIiIPGKARERE1AtdccUVCAoKQnV1dbvHzJ8/H2q1GjKZ7KIfCxYsuHSNJyIiIqJLTtnVDSAiIqJLb/78+fj444/x/vvv46abbmq1v66uDh9++CEmTpyIm2++2bU9Pz8fDz/8MG677TZMmDDBtb1Pnz6XpN1ERERE1DVkkiRJXd0IIiIiurTq6+sRFRWFsWPHYv369a32v/XWW7jhhhuwdu1aXHvtta7tP/zwA0aNGoXXX3+dvY6IiIiIehEOYSMiIuqFdDod5s6di40bN6KkpKTV/jVr1iA4OBhXXHFFF7SOiIiIiAINAyQiIqJeav78+bDb7Xj77bfdtpeVleGzzz7DVVddBZ1O10WtIyIiIqJAwgCJiIiol5o0aRKio6OxZs0at+3vvPMOGhsbMX/+/C5qGREREREFGgZIREREvZRCocB1112HnJwcHD9+3LV9zZo1iIqKwuTJk7uucUREREQUUBggERER9WLNvYyaeyGdOnUKX3/9Na677jooFIqubBoRERERBRAGSERERL3YiBEjkJaWhrfeegtA0+prkiRx+BoRERERuWGARERE1MvNnz8fe/fuxe7du7FmzRr069cPo0aN6upmEREREVEAYYBERETUyzX3Nnr44Yexc+dO9j4iIiIiolYYIBEREfVyycnJGDt2LD788EMAYIBERERERK0wQCIiIiJXaDR69Gj07du3i1tDRERERIFGJkmS1NWNICIiIiIiIiKiwMUeSERERERERERE5BEDJCIiIiIiIiIi8ogBEhERERERERERecQAiYiIiIiIiIi6tRdffBFJSUnQarXIzMzEd9995/H4d955B2lpadBqtRg0aBA+/fRTt/2SJOHhhx9GdHQ0dDodsrOzcfjw4c58CAGPARIRERERERERdVv//ve/sWzZMqxYsQI//vgjhgwZgmnTpqGkpKTN47du3Yrrr78eCxcuxI4dO3DllVfiyiuvxN69e13HPPnkk3j++efx0ksvYfv27dDr9Zg2bRqsVuulelgBh6uwEREREREREVG3lZmZiVGjRuGFF14AADidTsTHx+POO+/E/fff3+r4a6+9FrW1tVi3bp1r25gxYzB06FC89NJLkCQJMTExuPfee/Gb3/wGAFBZWYmoqCisWrUK11133aV5YAFG2dUNuBScTicKCwsRHBwMmUzW1c0hIiIiIiKiHk6SJFRXVyMmJgZyec8e/GO1WmGz2YTWlCSp1f27RqOBRqNx22az2ZCbm4vly5e7tsnlcmRnZyMnJ6fN2jk5OVi2bJnbtmnTpuGDDz4AAOTn56OoqAjZ2dmu/SaTCZmZmcjJyWGA1JMVFhYiPj6+q5tBREREREREvczJkycRFxfX1c3oNFarFfEJepw76xRa12AwoKamxm3bihUr8Mgjj7htO3fuHBwOB6Kioty2R0VF4cCBA23WLioqavP4oqIi1/7mbe0d0xv1igApODgYQNMPrtFo7OLWEBERERERUU9XVVWF+Ph41/1oT2Wz2XDurBOfbbNAbxDT06q2xolpY4pa3cNf2PuILq1eESA1d3szGo0MkIiIiIiIiOiS6S3TqOgNchiCxQ7V68g9fHh4OBQKBYqLi922FxcXw2KxtHmOxWLxeHzzv8XFxYiOjnY7ZujQod4+jB6jZw/EJCIiIiIiIqIeS61WY8SIEdi4caNrm9PpxMaNG5GVldXmOVlZWW7HA8CGDRtcxycnJ8NisbgdU1VVhe3bt7dbszfoFT2QiIiIiIiIiKhnWrZsGW6++WaMHDkSo0ePxv/+7/+itrYWv/zlLwEAN910E2JjY/H4448DAO6++25MnDgRTz/9NGbNmoW1a9fihx9+wMsvvwygqdfYPffcgz/+8Y/o168fkpOT8fvf/x4xMTG48soru+phdjkGSERERERERETUbV177bU4e/YsHn74YRQVFWHo0KFYv369axLsgoICt5Xwxo4dizVr1uChhx7CAw88gH79+uGDDz7AwIEDXcf89re/RW1tLW677TZUVFRg/PjxWL9+PbRa7SV/fIFCJkmS1NWN6GxVVVUwmUyorKzkHEhERERERETU6XrLfWjz4/xmb4ywOZBqqp0YP7Cwxz933Q3nQCIiIiIiIiIiIo8YIBERERERERERkUcMkIiIiIiIiIiIyCMGSERERERERERE5BEDJCIiIiIiIiIi8ogBEhERERERERERecQAiYiIiIiIiIiIPGKAREREREREREREHjFAIiIiIiIiIiIijxggERERERERERGRRwyQiIiIiIiIiIjIIwZIRERERERERETkEQMkIiIiIiIiIiLyiAESERERERERERF5xACJiIiIiIiIiIg8YoBEREREREREREQeMUAiIiIiIiIiIiKPGCAREREREREREZFHDJCIiIiIiIiIiMgjBkhEREREREREROQRAyQiIiIiIiIiIvKIARIREREREREREXnEAImIiIiIiIiIiDxigERERERERERERB4xQCIiIiIiIiIiIo8YIBERERERERERkUcMkIiIiIiIiIiIyCMGSERERERERERE5BEDJCIiIiIiIiIi8ogBEhERERERERERecQAiYiIiIiIiIiIPGKAREREREREREREHjFAIiIiIiIiIiIijxggERERERERERGRR8qubsCltOdkOgzBzMyIiIiIiIioc9VUO7u6CURCMU0hIiIiIiIiIiKPGCAREREREREREZFHDJCIiIiIiIiIiMgjBkhEREREREREROQRAyQiIiIiIiIiIvKoUwOkLVu2YM6cOYiJiYFMJsMHH3zgtn/BggWQyWRuH9OnT3c7pqysDPPnz4fRaITZbMbChQtRU1PTmc0mIiIiIiIiIqIWOjVAqq2txZAhQ/Diiy+2e8z06dNx5swZ18dbb73ltn/+/PnIy8vDhg0bsG7dOmzZsgW33XZbZzabiIiIiIiIiIhaUHZm8RkzZmDGjBkej9FoNLBYLG3u279/P9avX4/vv/8eI0eOBAD89a9/xcyZM/HUU08hJiZGeJuJiIiIiIiIiMhdl8+B9NVXXyEyMhKpqam44447UFpa6tqXk5MDs9nsCo8AIDs7G3K5HNu3b++K5hIRERERERER9Tqd2gPpYqZPn465c+ciOTkZR48exQMPPIAZM2YgJycHCoUCRUVFiIyMdDtHqVQiNDQURUVF7dZtaGhAQ0OD6+uqqqpOewxERERERERERD1dlwZI1113nevzQYMGYfDgwejTpw+++uorTJ482ee6jz/+OB599FERTSQiIiIiIiIi6vW6fAhbSykpKQgPD8eRI0cAABaLBSUlJW7H2O12lJWVtTtvEgAsX74clZWVro+TJ092aruJiIiIiIiIiHqygAqQTp06hdLSUkRHRwMAsrKyUFFRgdzcXNcxmzZtgtPpRGZmZrt1NBoNjEaj2wcREREREREREfmmU4ew1dTUuHoTAUB+fj527tyJ0NBQhIaG4tFHH8W8efNgsVhw9OhR/Pa3v0Xfvn0xbdo0AEB6ejqmT5+ORYsW4aWXXkJjYyOWLFmC6667jiuwERERERERERFdIp3aA+mHH37AsGHDMGzYMADAsmXLMGzYMDz88MNQKBTYvXs3rrjiCvTv3x8LFy7EiBEj8PXXX0Oj0bhqrF69GmlpaZg8eTJmzpyJ8ePH4+WXX+7MZhMRERERERFRD1RWVob58+fDaDTCbDZj4cKFqKmp8XiO1WrF4sWLERYWBoPBgHnz5qG4uNi1v7S0FNOnT0dMTAw0Gg3i4+OxZMmSHregl0ySJKmrG9HZqqqqYDKZ8M3eGBiCA2rUHhEREREREfVANdVOjB9YiMrKyh49rUpn3G935nM3Y8YMnDlzBv/3f/+HxsZG/PKXv8SoUaOwZs2ads+544478Mknn2DVqlUwmUxYsmQJ5HI5vv32WwBAeXk51q5di1GjRiEiIgJHjhzB4sWLMXz4cI91uxsGSERERERERESCMUDyXWc9d/v370dGRga+//57jBw5EgCwfv16zJw5E6dOnWpzqpzKykpERERgzZo1uPrqqwEABw4cQHp6OnJycjBmzJg2v9fzzz+Pv/zlLz1qUS+mKUREREREREQUcKqqqtw+Ghoa/KqXk5MDs9nsCo8AIDs7G3K5HNu3b2/znNzcXDQ2NiI7O9u1LS0tDQkJCcjJyWnznMLCQrz33nuYOHGiX+0NNJ06iXZPVlbqQHCwHCq1TFjNmmonZDJAbxCX6zXaJNTUOBESqhBW0+mUUHrWiYgocTUBoLjIgSiL2JpERERERETU+dZWZEJjVwmp1VDTCOB9xMfHu21fsWIFHnnkEZ/rFhUVITIy0m2bUqlEaGgoioqK2j1HrVbDbDa7bY+Kimp1zvXXX48PP/wQ9fX1mDNnDl555RWf2xqIelUPJKvVKaTOVxvqMeeyIsybWoyiQruQmnt32fDznxXh55cXYd8em5CahafsmDulGLMnFGHLxnohNevrnLjxihLMHH8G7672PNGYN5YsOIcZWWfw1ycrhdUkIiIiIiKi7uvkyZOorKx0fSxfvrzN4+6//37IZDKPHwcOHOj09j777LP48ccf8eGHH+Lo0aNYtmxZp3/PS6lX9UCqrxMz3dO+PTbU1kiorbGjpMgBS4z/T2P+kUaUnnX+9LkdGYPUftcsPuPAyeNNAdf+vY24bLLO75q1NRL27WkEAOzMteHq+X6XBAD8sK0BTieQu92/Lokt5e224cO3azH9iiAMH625+AkdsGdHAz56tw5DR6gxa65eTM2dNmxYV4dgkxwLfhUspFdb3m4bNm+oh1Ipw9TZOiT18f8vAYf22/DNl1bU1UrIHK/BqCyt3zVPHGvEN19ZcfqkAyMzNZg03f/XaEmxA1u+qMfOXBuyxmuEXKf6Oic+/6QeW76w4rJsLabO1kGn8y9/lyQJ696rQ86WBowco8GYCRrExPn/u2T9R3XY+UMDkvuqMGS4GmkD/f9dsumzeuzbbYPRJEfGYDVGjvH/52nbN1bs32ODzQakD1QJ+f20Z6cNe3Y0oOi0A4OGqTFlVpDfNU/kN+L7rQ3I22XDyCwtZl3lf82qSic2ra/H15us+H/2zjs8rupa++8507s00qhZXZbVXHGVi2xjg41D9wWcEAKEQEiuuQkmN19IQr0hlBAIEBMCoZnY1GCaweAGBveCi2xZ7k22rN41fb4/xjOa0RTNnLMljaT1ex49j+aUNfvM2Wefvd+91tqXzlPi8qvUkMnEPfdOpwurVnbg2/VmTJmuxKXzlYiLF+/RufqTDuzaZsHwAhmmzFAgK0d8W7Lhq07s222FMYHHJZMVKBktvo5u32TG3l1WgAPGjpdj4lTx7dPB/Vbs3GJBU6MTYyfImdTRqtN2fLvejONHbZhQqsDlDOpoR7sTq1Z2YPd2C6bPUjJp8zzt0zdrzSgtU+Dq/9KIrqMA8OWnHdj6nQUFxTJc/gMVjIni6+g3azuxa6sFphQJZsxWMnnf7dhsxs5tFsjlHCZNU2LUWPF19FC5FVu+db9DJ0xRYPJ08XW06owd67/sRPU5ByaWKjDrMvF1tLPDiY/e7cChA1ZMnanEvKvE11GXy4VPPujAxrVmzJ7nbkc5jk192vyNGUUj5bh2kQZKpXib36ztxLZNFqSmSXD5VWomnvE7tpix7TsL1BoOZXNVGD5CfB09VG7FtxvMsNtdKJ2hxNgJ4t/LVWfsWLOqEw31DkyZrsTUmeLraEe7Ex++046Tx+yYWqZk0s9zuVxY+U4Htm82Y+ZcFa64RnwdBdz16dv1ZowZL8fCH2nA82zq0zdr2EziD2X0en1EOZDuu+8+3HbbbWGPyc3NRUpKCmpqavy22+12NDQ0ICUlJeh5KSkpsFqtaGpq8vNCunDhQsA5KSkpSElJQWFhIYxGI2bMmIEHHngAqampPV7DQGBICUiGODYOV9fcoMHxw3Zk5koxolh8pwIAps9W4rpFGnAcMG0WG7GjcKQMP/2lDqdP2nHVQjaNa3wCjyV/MGDbd2b85E4tE5sA8IfH4vDJ+x2461c6Zjb1Bh7vvdXO7NoBQKvj8f6/2xGfwM55T6vlsOyVNoweJ8ed97BJEGeI4/Hy862QyoAf/ZTNfTImSPD8k+5lKCdPY1NHTckS/O3xZtisQBKjkMiERB5Ln25BY4MTTgeYDKZUah7//lcbjhyy4expO665QbxNjuPw1WduEWHjuk5s2B2YsE8Ie3Za8M6b7QCAL7cGfwlGy7mzdvzr760AgFffMzGxabW48NwT7vr0yNPxTGzqdByeetjtxXjXr3S47AfibSYlS/DUI02wWgCbHUwEJJ2ew6tLW3DmlANNjQ4mdZTnOaz+pBObvjZj//dWXLeITbu3d7cV7/+7HXIF8M0eNnX0wnkHXv+Huz599i2bOupwAkv/6q5PL69IZGLTEMfjmcfc9enhp9jUUVOyBM8/1YyOdhcMcTwuZ1BH1Roeb7/RhuNH7OB5jkl94jgO61Z34uuvzKircWDhD9m8Rw7ss2LlO+1ISpHgpp+wmYSprXFg2SttkMmB6xexselyAf/8m7uOfrRe/IAXAAzxvLfNYzHYB9zt00vPtqC9zYWsHDZdepWax3/ebsPRSjvijDwTAYnjOHy9phMbvjSD44ErGU3AHdxvxcfvd+BwhQ2LbmNTR2trHFjxWhvijTyz/hNcwL/+3gqeB67/IZtrN8S7+zoAMJuBcAgApiQJXn6+BR3tLoy5hE0dVWt4rHynHccO25GRxaaOchyHjevd7ZPewDMTkA7steKzDzvQWO/ADT9mVJ8uOPDhOx1MbBE9YzKZYDL13E8tLS1FU1MTdu3ahfHjxwMA1q9fD6fTicmTJwc9Z/z48ZDJZFi3bh0WLlwIAKisrMTp06dRWloa8rucTreDiNi8TbHEkAphY6EkA8CwDCmefikB//NbA5PZDgCIN0rw0JPxePCJeCazxgCgUvH4n/9nwNP/SGDi2QAAEgmHn9ylw9JlJowoYiOeAcBVCzV45R0TE68WDxlZUkwsVaBkDLtyZudJkZEtxcy5bF7WvjbL5rK79vRMKXLzpZgwRcFsJYTEJAlGjpVBq+cwdiK7jsWkUretmYyuXyLhMP1SJVObAFA2h71Nj62pM5XM8qmVXaybhSUyJKeyee499V1v4DBmPJvnadI0JZRKDhwHzJjN5jfNzpMh8+IgitUzqlLzmHTRm2XmHDbl5DjOe59YeLV48NSnsjlKJrP7vjYnTVVCpWbTlniepdx8KdIz2dTR8ZMUUGs4aPUcxjHyOB2WIcXwAqm7jl7K5t7LFRxKZ1y8TwzfI576zvI9MvNi3WTb5nnqPbs66nmGJkxRMMshOW6SAlo9h8wcKROPJgBIHSbFiGIZVGqOiRcnAMjkHErLup57VnjqJsu+Tq/WJ6bverfNabOVkEjY1NGxE931aewEObM+vqc+JadKUFDCpo7KFRymlikhkwOlZWzqKNB1n5je+zns66j3vczQ5gyG73iCHUVFRZg/fz7uvPNObN++HZs2bcLixYuxaNEi7wpsVVVVKCwsxPbt2wEABoMBd9xxB5YsWYINGzZg165duP3221FaWupdge3zzz/H66+/jvLycpw8eRKrVq3C3XffjWnTpiE7O7u/Lpc5Q0pAIoYe/+/ROGbCIeAe+N1wswZFI9m8rD02Z85RMn0JAu6X6kzGL66Zc1SYPkvJJJTBQ9lcFTKypcjOY+cQOXOOElIpmLhfe23OZT/o83QsWAkTADBhsuKimzxbMTZ3uBTTZ6sglbK590olh8nTFRg1Ts4kjMXDzDlKmJJ4ps/ozLlKSGXwDtSY2OwFQbJL5GRXR8dPUkCr45iWMy1dihFFMqbl9Ax8ps1k3z6NHCtHgoldHS2bq0SiiUfJaHZ1tMzT5jGsox7RjKXIOWa8HHoDx1TsSEqWoHiUjOn7TibjMG2mkmnbDLif+9IZCigYTT4C7jakoFjGJJ2C1+YcJQxxPEZfwm4Cbsal7jo6ndGEAQCMvkQOQxzPtC3pqk/syimTcZg+S8n0WQLc94mlGAu426eJpQqoNeyGiGVzlEzFWMBdnzRadmIsAIydwL59Sk6RYETRkAr4GTAsX74chYWFmDNnDhYsWIDp06fj5Zdf9u632WyorKxER0eXB9mzzz6LK6+8EgsXLkRZWRlSUlLw4YcfeverVCq88sormD59OoqKinDvvffi6quvxmeffdan19bbUI0mBjUs4sy788PbtExFKQD4r5s1yMpl+ziWzVEiifGqdmVzlRjGyGPAa3OOEmdP2Zl2gErLlJg8TQGdnl0HaORYOQqKZSgexa5OJadIUDJGhmkMO9SegTTrjuqMOUomudl8KZurRFMDm8UNfG22t7uYPqNlc5RY/yU7bz7A7eFQPFrGtEOdkibFuIlyjJ/MrkMtk3OYOlPJtEMNuH/TabMY25zLzmPAw8w5SqgYDvYBt8fd3l1WpnV09CVyzLlCxbTNS0ySYP7VKuTms2vzpVIOcxeoMWka63uvYiqaA27hLCmF7Txr2VwV83fo9NlKVJ1xMLU5cqwc19ygZjZhAAAJJgl+dLuW6arAUimHhT9iO6kHAHOuUDGdMACAGZeqmPYfAHd9ampge++nz1bCYmaTM9bDqHFyXHsju3QSgLt9+tk9eqZirFTK4Y7/1iN1GNtndME1GhyuoEWCYg2j0YgVK1aE3J+dnQ2Xy/9ZUCqVWLp0KZYuXRr0nNmzZ2Pz5s1MyxmLcK7uv8wgpKWlBQaDAd+VpzEdABBELONyuZiKMh6b5k4Xs1AWD9Xn7ExnTwF30m+WYZaAO78Qq9wVHrZ9Z2aSTNWXLd+aMXmagukAdd9uC7LzZNAb2N37mgsOtDQ7mQq9NpsL+7+3Mkuc7+H7HRaMYxS66WHfbgtGM8oz4eHgfitzoa/yoBUFjPL9eThx1IbMHClTwaeh3gGJhGOW7xAAHA4XqqsczAf9VWfsGJbB1mZvtKM1FxzM8tN5qKtxIDGJrc2GOgdTT0bAnexepeaYerQ5nS60tbqYtqOAu6ysbba1Opn3mdvbnMzCDD10tDuZessA7kTirPs5nZ3Oi2HbbOuT3eaeOGKJxexiKswA7ryHrMtps7qYhf97bdpcTJ95AGhscGD2uPNobm6OKBH0QMUz3l783XVQaNn06yxtNvx9+spB/9sNNEhAIgiCIAiCIAiCIAjGtLU6MX3kuUEvgpCANHQgNYUgCIIgCIIgCIIgCIIICwlIBEEQBEEQBEEQBEEQRFhIQCIIgiAIgiAIgiAIgiDCQgISQRAEQRAEQRAEQRAEERYSkAiCIAiCIAiCIAiCIIiwkIBEEARBEARBEARBEARBhIUEJIIgCIIgCIIgCIIgCCIsJCARBEEQBEEQBEEQBEEQYSEBiSAIgiAIgiAIgiAIgggLCUgEQRAEQRAEQRAEQRBEWEhAIgiCIAiCIAiCIAiCIMJCAhJBEARBEARBEARBEAQRFhKQCIIgCIIgCIIgCIIgiLCQgEQQBEEQBEEQBEEQBEGEhQQkgiAIgiAIgiAIgiAIIiwkIBEEQRAEQRAEQRAEQRBhIQGJIAiCIAiCIAiCIAiCCAsJSARBEARBEARBEARBEERYSEAiCIIgCIIgCIIgCIIgwkICEkEQBEEQBEEQBEEQBBEWEpAIgiAIgiAIgiAIgiCIsJCARBAEQRAEQRAEQRAEQYSFBCSCIAiCIAiCIAiCIAgiLCQgEQRBEARBEARBEARBEGEhAYkgCIIgCIIgCIIgCIIIi7S/C0AQBBGLvNU4tb+LMKC4JX5zfxeBIAiCIAiCIIhehAQkgiAGBCToxDZD6f6QWEYQBEEQBEEMRUhAIgiiTxhKAgMxuBlMdZnEMIIgCIIgCCJSSEAiCCJqBtMAmiCGMoPxWSZRjCAIgiAIoncgAYkgCD8G44CSIIihw2Bsw0gUIwiCIAgiFiABiSCGGINxcEUQBDGYGWztNgliBEEQBDEw6VUBaePGjfjLX/6CXbt24fz581i5ciWuvfZa736Xy4WHHnoIr7zyCpqamjBt2jT84x//QH5+vveYhoYG3HPPPfj000/B8zwWLlyI5557DlqttjeLThADlsE20CAIgiAGF0PlPUVCGUEQBDHY6FUBqb29HWPGjMFPf/pTXH/99QH7n3rqKTz//PN48803kZOTgwceeADz5s3DwYMHoVQqAQA333wzzp8/jzVr1sBms+H222/HXXfdhRUrVvRm0QkiphkqnW+CIAiCGKgMhXc1iWQEQRBDi14VkK644gpcccUVQfe5XC787W9/wx//+Edcc801AIBly5YhOTkZH330ERYtWoSKigqsXr0aO3bswIQJEwAAL7zwAhYsWICnn34aaWlpvVl8guh3hkLnkyAIgiCIgclg7aeQMEYQBBGcfsuBdOLECVRXV2Pu3LnebQaDAZMnT8aWLVuwaNEibNmyBXFxcV7xCADmzp0Lnuexbds2XHfddf1RdIJgymDtfBEEQRAEQQxEBlPfjMQwgiBY0m8CUnV1NQAgOTnZb3tycrJ3X3V1NZKSkvz2S6VSGI1G7zHBsFgssFgs3s8tLS2sik0QohlMnRKCIAiCIAgidhkM/U4SwQgidhiUq7A9/vjjeOSRR/q7GAQxKF7aBEEQBEEQBNFfDOT+tKXNBmBlfxeDIJjRbwJSSkoKAODChQtITU31br9w4QLGjh3rPaampsbvPLvdjoaGBu/5wbj//vuxZMkS7+eWlhZkZGQwLD1B+DOQX2wEQRAEQRAEQRAE0RP9JiDl5OQgJSUF69at8wpGLS0t2LZtG37xi18AAEpLS9HU1IRdu3Zh/PjxAID169fD6XRi8uTJIW0rFAooFIpevwZiaEJiEUEQBEEQBEEQBDHU6FUBqa2tDUePHvV+PnHiBPbs2QOj0YjMzEz8+te/xp/+9Cfk5+cjJycHDzzwANLS0nDttdcCAIqKijB//nzceeedeOmll2Cz2bB48WIsWrSIVmAj+gwSjAiCIAiCIAiCIIihTq8KSDt37sTs2bO9nz1hZbfeeiveeOMN/Pa3v0V7ezvuuusuNDU1Yfr06Vi9ejWUSqX3nOXLl2Px4sWYM2cOeJ7HwoUL8fzzz/dmsYkhDglGBEEQBEEQBEEQBOFPrwpIs2bNgsvlCrmf4zg8+uijePTRR0MeYzQasWLFit4oHkEAIMGIIAiCIAiCIAiCIHpiUK7CRhDhIMGIIAiCIAiCIAiCIKKDBCRi0EOCEUEQBEEQBEEQBEGIgwQkgRwqt8KULEGCSdLfRSGCQKIRQRAEQRAEQRAEQbBjSAlIHe1OaHW8aDsr32nHo79rhFrDYcWnScjKlTEoHSEGEowIgiAIgiAIgiAIovcYUgKS1Ro6oXc0VJ+3w+UC2ttcaGl2MrHpcLjwu3sawHHA488bIZFwom2W77Xig3+3oanJict/oMaCa9WibX6wvA3nqhzY/LUZ19ygwbTZSmRmC69GZrMLb7zUCo2Ww8q323HXr/Q4d9aOn/5S3+O5oUSjs7tq0VrTCVu7DbtWHEHJVdkw5uggkfLImZ4qqJz7Vx5H4nADag83YdfyI4jP1OLyBydgz7tHMflnxZDIohcmt71WgcJ5GTizsxY73qwEAPzwjUtxbk8dXC4gb2ZaVPacDie2vnwQY28ajjM7a7H5pQMAgLm/vwSGNA0qPj+FyT8rjsqm3erA9lcrMO6H+bhQ0YgNf9kDABh303CUXJON/f85jrxZaTAM00Zs02FzYtu/3OVsq+nEqt9vAwBklyZj1m/G4tjX5yCRRXevXC4Xtr58EKOuywXHA+/d9Q0AID5Ti2v/Nh3n99ej7mgzRl2XG/nFA9jxxiEMv3QY4jN1WHbjl3DYXZBIefzkvcvReKoVx745hwk/KYjK5r4PjiGpKB4pJUasvOdbNFW1AwBu+tcsOO0u7PvwOEp/XgyOi7wNOLL+LKQKCbKnpmD9E9/j9I4aAMCCxyZDn6bG928fxcTbCiBTRv6snttXj8ZTrSi6IhO7/n0Y5Z+cBACU/Xo0MiaYsOfdYyi5OhuaBGV4Qz601XaiYtUpjL1pOI5/e95bR8f/KB/FV2Vj/8rjyJqSDGN2z8+/B0+9H3PjcLRWd+CLB7YDAAouS8eUO4tR8flpJOTqkTLSGLFNANj5ViVyZ6RCaVDg3Ts2AADSxyVi7h/G48i6s1Do5cianByVzQOfnoQhXYP0cSYs//FaWDvsiEvX4NrnpuPk5mrYLU7kXzosKpsnt1TD1mHH8NnD8NnvtqLuaDOkCgluefsynN1di5Zz7Si+Mjsqm/XHW3BmZw1GXpuDzS+W49jG8wDc7VNzVTuqDzRgzH/lRWXT1mnHzmWVGPfDfFR+eRq73z4KALjqqVJwEg4nvzuP8bdE9ywBwNZXDqL4yizUH2/B13/dCwCY/ZuxMGbrBLV5ALDn3aNIG5MAiUKCT+7bDACY+JMC5MxIxd73jmLKXcXgJdG1+ZVfnYFSL8ewcYl464drAABFV2Ri7E3D8f07RzD+xyMgV0c3GXX2+1q0nu9AwbwMfHD3RrTXm5ExwYSZ947B3vePoWBeBnTJ0b33W86148i6sxj9X3lY98RunN/fgPhMLa76SykOfHwSqWMSYMqPi8qmw+bAtn9VYOyifOx59ygqvzoDuUqKHy67FJVfnoEuVY30caaobALA9tcrMOKyDFTtrsP2Nw4BAH705qU4u7sOHAfklkX3DgW62mdbpx1r/7wbAHD101PRUW9GW50ZRVdkRm3zyPoqSOU8jDl6fHjPtwCAS387DgqdDDWHGjF6YXTPEgCc31+PhpPu9vnNG78CAEy6rRApI404ubka4388ImqbbTWdqPjiFMbeOByf/mYzms93oHhBJooWZAl+lpx2J7a8fBDjFg3H5n8cwJldtcicmIQpdxVjz7tHUfrz6J8loOvdfGTdWRz49BSMWTrMf3Qidr99BJf8aAQU2ugndj39vOZz7djyz4OQq6S48V+zsO+DY8ifkw59miZqm0e/rgLPc1Aa5PjykZ0AgJtenY1jX1chuSgeSYXxUdusLm9A3bFmZE5Oxn9+uRGAux2tP9YClVGBzIlJUdtsr+vEgU9PYexNeXjntg1w2J2Y/b9j4XK6BL2XAP8+6VeP7kTj6TZMvLUAcZlaNJ9tR8lV2VHbBLru/fdvH8WpbRdQdEUmcsvScG5PHcbeNFyQTc+9P7enDvtWnkDGeBPG3zICR9dXYeJthYJseu693erEd3/fL8gGQcQqQ0pAiotnE2526106OB1AVq4UI8fKmdiUSDjYbC5IeI6JeAQA2blSfLayA3Yb8F8/iv7FFwye5/Da0lYAwIXqFtz4E3F2lUoOO7aYsWurFQDwu3sa8OM7QosRkXgaxWfr8O4dGyCR8XDYnNj8YjkcNidu+3C+4HJK5RKsuGUd1EYFOhosaD3fgX/94HOkjzcJEo8AoKPOjNeu+QKGdC0aT7p/03d/ugF1R5txy7uXR22Pl/CoqWzCKwtWIXG4AQ3HWwAA372wH9UHGjHq+pyobUrlElTtqcPOtw4jdVSC1+bBVaew9ZWDAAeM+2F+VDYlMh7nyxuwc9nnyCpN9trkOODfP1yDmkNNuG1ldPeK4zg0nmrFv65chRFz0702La1WfPjfG3FiUzUWPDY5KpsAYG6x4vXrVqN4QRbqjrbA5XSBl3L44o/bUPH5aUy+I/qOBS/lsfzmtcgtS0X1wUZ01JsBAF//dS8OrzmDEXPToxKPAEBrUmHFLeuQOsoIa7vde/3bX63AyS3VSCqMx9S7S6KyaczW4Z3b12Prywehild4be599yi+fGgHlHo5Jt0e3fVrEpXY+8Ex7HizEqYRcV316fNT2PLyQdgtjqiFCV7Co/ZIM/71g1XInJjktXn063Oo+Pw0Ws534JdfXxOVTQCwttvxxvVfImdGqtem0+bEshu/Qt3RZtz5+Q+itinXyPDu7RuQOTkZtYeb4LA60dlowds/WYfz+xtw87/nRm0zLkOLV6/8HIn5BnQ2WdBeawYv5fD+XV/j9PYaXPvcdEE23/7JOmx7tQIyldTbPn36v5txelsNLntwQtQ2ZSopTmyqxq63DsOQrvH+pmv/vAtV39dh2i9HRm0TAFqrO/DqVV8gqbCrPm16sRw1h5oEtXmAW5B+a9EapI7uavN2rziCdU/sRvbUFEEDXk2CEu/esQGpo4xd9f6zU9j5ZiWMuXqU3hXd8wkAxiwd3v3pBmx5+SDaLnTC1mmHtd2GI2vdgvL4W6IXEXSpauxcdhjb36gExwHtdWZ01Jnx6tVfwNxsFfQsSWQSnNtXj53LDkNtVKC5qh28lMcbC79E46lW/GLd1VHbBICOBgteu+YLxKVr0XjKXUffvm096o+14NYP5gmy6WmfjTk6NJxw2/zkN5vRcLwFC18sE2RTl6TC8h+vRXyWzlvOdX/ehcbTbZj3yERBNn3b56YzbQCALf88gOZz7Zj+38KeJY1Jib3vHcOONyphNztg67Rjz/vHsPmlg4KfJV7Ko+ZQI15ZsAoylRSdjRZ0NlpQ/vEJZJcKe5aArnezxqhEW20n2i504JUFqxCfqRP0LAGA5GI/T5usQtuFTnASDv+68nPwEg6XCBDkAECXosa/F62B1qRCW20nAOCtG7+CuVXYswQAxhwd3r5tPVTxcrTXuvsPH/ziG7TXmnHXl1cKsqlOUGL/h8exc1klOpssgAv44o/b0VFvFvReAvz7pABgNzuw8W/70NlowdXPTBNkE+i693K1FJZWG3b9+zA2LS3Hpb8bJ9imp4+vNMhhbrairaYT+z48jom3Rj+p4cFz75V6OcwtVsF2iN6joaEB99xzDz799FPwPI+FCxfiueeeg1YbehxqNptx33334Z133oHFYsG8efPw4osvIjnZf0LxjTfewDPPPIPDhw9Dr9fjhhtuwNKlS3v7kvoM8fFcQxC1hsd//8aAK6/XRD3QC0fZpSrMmBP5bH5PaHU8JkxRQKniMLGUjd0Zl3bZmT5byUTsKrtU5fd55tyu73ircarfXyRoEpRIGWmEw+b2DnPYnIjL0MKYoxNcxuxpKeB4Dh0NFgDu2XRbpx15M4V5NAFA7sw0OO0u7+AMAOqONkOXooZphEGQzbyZabCbHagub/BuO7e3Hk67M2qPJm85Z6TB1mHH6W0XvNvO76tHe50ZudNTwfHR14HcGamwddpxdH2Vd1v9sRbUHGpy36vs6O9V7sw0OKxOVHx+2rutvdaME5uqwfEcsqenRG0zb2YaXA4XDnx6Ei6n24PRaXfh4Gen4HK6BM1w58xIBTjg+MbzXvEIACpWnYLD6kSugPuUUmKE2qjA+f0NqL84OAWAw2vPwtpuR25Z9PVUqZcjfVwims604fy+eu/2E5uq0dloQa6Aus9xHPLK0tDZaPGrT1W769BW04mcaSngpdG/lvLK3PX++LfnvdtqK5vQdKYN6eNNgmaj82amweV04fg357zbms60oe5oMxLzDYJmo7OmJEEi53F62wU4rO72qbPRgvP7G6BJVCK5OPrZ6Lh0LRJy9ag70uwdTDjtLpzeXgOpQoLMSdHPRktkPLKnp6DtQqdf+3R6m9uzLXeGsHYvb2YaLG021Bxq8m6r2l0HuITbdLejTr82r7q8wd3mCXg+AXjP8633tYebYDc7BD1LAJA2JgFKvRzn93eVs/FUKyxtNsHXrjYqkToqAY0nW2HrtAMA2i50oqPBgtyZaYL6JxzHIbcsFR31ZrTXueuTucWK1vMdyJ6aAqlc2ERcblkabJ12NF/0uHTanWg82YrUUQlQG4X1T/LK3O2zR5QB3O8RfaoaCXmRezH64mmfPeIRADQcb4FMLUX6hOi9pAAguTgemkSlXzkbT7cBnPB6r9DJkX6JySseAXD/ti5hnleA596722ff+iSm/wB0tc+dje7+U2ejRdSzBLiv0eVweUUZa7sdllaboPeSh5yL/by2C26bLocLHfVm5JalCu7rJxXEQZvUJR4Bbk/czMnJUXkE+yLXyJAxweRt7wF3XyepKD5qj0MPnue+s9EtHgFAR71Z8HvJQ+7Fe283OwC4771EziNrSvTvJQ+efpml1QYAMDe7xRmh7T0AZE9333uPLWubDS6HsD6eB8+9J/Eodrn55ptx4MABrFmzBp999hk2btyIu+66K+w59957Lz799FO8//77+Oabb3Du3Dlcf/31fsc888wz+MMf/oDf/e53OHDgANauXYt584RNasQqJCDFEGVzlCi7lJ2ABAAz56gwZYYCCiUbocuULEHJGNlF22zK6isYafUcDgyfFZVgFIzunR0xHQAAUMUpkDY2IWB7zgzhL5f0SxIhDzKwzZ0hvKyhwr5kKikyJgh7YYfrOAoRO4DwL3qh9yq7NAW8NPh5aWMToDIooraZMtIIVXzw89QJSqSURBcWBbgFztQQ4VS8lEN2afRCF8dz7oFPCASLh2HOyxNY98N1yITWJ8+gLxhCRd6kwjhoTaqg+4R2VOVqGTJChBfkzBAmxgIIORDLnJQEmUrYICXU/U0ujg/5u/REqHLqUtQwFcQJspk5MQlSRaCoIVNJQ/7WPaFP0yAxP4iIz7kFdSHwUh7Z04I/26IG5yHOFTOYCvUcChU7gNDlEXPtaWMTg4rDQsUzIHT7nF2aLFg8C9U+ixHPgOD3Q5eqDl53I7UZ5BkV038AEPLdJKY+pY4K/m4WM+BXxSmQNiawnyfmWfIIMwE2RVw7EPwZFfN7AsGfRTHvJSB4mTImJkUdrutLsH6Z0EkdDypDYB9fFa9A6qjo+3geQt17IjaoqKjA6tWr8a9//QuTJ0/G9OnT8cILL+Cdd97BuXPngp7T3NyMV199Fc888wwuvfRSjB8/Hq+//jo2b96MrVu3AgAaGxvxxz/+EcuWLcOPfvQj5OXlYfTo0bj6amGetrEKCUgxRGKSBMZEtqu6lc1VYuYcYZ39UMyco4JMDpSWsRGQsvNkiM90uwsOK00XHBLmS/dOhJhOhYfunQhTQRz0KcLzSklkEmSXBuZQEdOh1ppUQUWNrCnJQQdZkRCXoYUxN3A2V6qQRJ0DxoM+TRPSy0ro9bvziwSfIRbaAeQlPHJDiHK5ogb8wcszbJwJSr2wsNhQv1t8pjaqnEJ+NkOUU6GTIW1soiCb6eODC6e8lEPO1OjFMyC8KCe0PoXr/AkVuoAwA+neGPCLKGf29BRwQTxMxbRPicMN0KcGtpliRHOZSorMyYGDWzFtHhD8fqSONEaV8yvAZpDfTuyAP5hNMd4ygFt4lCq7/XYivGUAwDBMg8Thgdcppj55POUCbIp83wdrn8X2IYKVKU/k4DLY851XJlw8A4CMCSbINf6is9hnSZesRlKRvxdLykgjNInC+6a8hEdON0FWm6xCkkAh2kP3+yxVSpAhwIvTl2D3vlfqk4hnCXD3P7oLsmKfpWB9UrE2g/XLxNoMZiN3eqrgEMtQNgnhtLS0+P1ZLBZR9rZs2YK4uDhMmNAVkj937lzwPI9t27YFPWfXrl2w2WyYO7crrLOwsBCZmZnYsmULAGDNmjVwOp2oqqpCUVER0tPTceONN+LMmTOiyhtrkIA0yBmWIcX8a9gKSGVzlJgwRQGNVlz18Q1N83SEWDW2phEG6C6KO3KtDOmXCBvs+tK9syb2ZR3MhphZcw/BXLjFuHUDwTu6YrwbgOAdKIVWFlIEioRQHXIxA+mQg3MRdTW014Dw+5Q1JTmo+Crm2uOzdIgPEk6YMy1VsNAbSjhNv8QEhU54Trlg9yMhTx9VgvcAm0F+O7VREVKsishmkHvsdukXJsYCQNroBCjjAn87MQN+lUGBYUFEQjH1ieO44INekW1p0AGayDYv6Ay/yPdT9tRAL0mxA/6EPH3AzLsYbxkAkCmlyOw2OSDWWwYIrPv6NI3gUDMP3e+9WPEMCFIfRYpnwMX2We7fZop5lgAgPlMXEJov9llyt8/+wozYZwkIfLf1Rv9J7LMUzGbWFOGhZh4yugmyycXx0CaJ65d3F2Q1JiWSi4SHmgEXBVkfUU7se8lD9/rDwiun+7Mj9lnqLZvd7/1QYf3ZfHx1uoDJ3/qz7jyrGRkZMBgM3r/HH39cVBmrq6uRlOQ/3pJKpTAajaiurg55jlwuR1xcnN/25ORk7znHjx+H0+nEn//8Z/ztb3/DBx98gIaGBlx22WWwWgdPOCMJSEMAlYrtbS4okeHGW4QNykLlM8otSwMnEZanJhi+3gPZU1MgkYlvwI3ZOsRldF03C7Erp1sOIbEzfUCQcokIu/AQdDAldtAX5PzsaSmiPNCClUloTiVvmUoDhRmxMfyJ+QbognliiPhN5WpZ0JlSsfU0+OCc/b0XPSPbC8JEME8MsS79+lQNTCPiun1PsigxNtiMrJh8GB66d/S1SeJn+LvXJ6lSIl40D1ZHRbZ5qSPdecV8EVufgnlJirXJcVxAmCYTj9sZfTDgnykutBy4+A718ZQTk6fJQ/f2mYV4JlNJkTmpazCuT1UH9ciKFt97LVNJkT5enHgGdGvfGfQfgGBpBcTbzCr1z5nHwqYxx7+fJ1Y4BAIFWRbldNvpKlvujDRR76Uum11lE/teCmbTNCIO+lTxi/r49svETup48O3j81I+6ERXtMiUUiYiHAGcOXMGzc3N3r/7778/6HG/+93vwHFc2L9Dhw71WjmdTidsNhuef/55zJs3D1OmTMHbb7+NI0eOYMOGDb32vX0NCUhE1HAch1mXRdeZ6imn0bCxicidkSooT00oPAMVFh1fwF+UEptY0EP3mHsWMzOmgjhok7tmt8SGXQBA2qgEKA3+Hg5iO1aexM9+NkV2rELNyIoZpMg1soAZbbEx/J5k0r4Yc3SIzxQudAGBg3OFVniomYfudZKTcAGhA9GSPS1QhBFb94OJcmIHPsE8MZi4yvfGjGy3cokNjwHY55IDgPQJJsjUXYMSFqK5Nknl1x6nMGjzuuet0aWICzXz4HuvmQ34Z3Qf8PdCfWLwHu2eu4SFMKHUy/085Vhce/f2mcWzBHQb8DPwlgH870tWqfhnCbiYS/Fi0Vj0HwC3oO3JnSZmoRBfFFp3MmnALUQLWTCgO91Dl1mJPb51iFWf1LdsrGx6Eom7bbKp90k+fVJWNn37ZWIndTy4xXj37+gO5RTex/OFVR0a6uj1er8/hSL4ePG+++5DRUVF2L/c3FykpKSgpqbG71y73Y6GhgakpATv46akpMBqtaKpqclv+4ULF7znpKa663hxcbF3v8lkQmJiIk6fPo3BAglIhCAi6fhEs3qaRMZj1n1jGZSsi4yJSZBrZaIHu754Xi5i8t90x38WiX3nl8XLi5fyfgm6kwrjRHs3dB+gcbx4YQIIHJT0zuCcgbt0t3KxGEx1rz/Z08V5dAFucdc3L1P6uETBeZo8qOMVSB3dJZyyEM84jvO7flW8Aqmjxc9K+npiSGQ8shjMSvZGjrbu4VEsBhTGbL03Px3Apt5L5f4hjLE8mPJvR8WLZ91tshrw+4pyLLxlAH9RjkWoGeDvKcci1MyDty1lJJ752QSbUBa3TfZ1NG101+QOqxQA6ngF0i62z6wGv77CjJicZ93x2GQhRHvw3BsxCwZ0x/M7ak0qJBXGMbHpSSQudLXNYPguGMPy3nvqJksxxWOLZZ4hbx1l9HwC7NokIjJMJhMKCwvD/snlcpSWlqKpqQm7du3ynrt+/Xo4nU5Mnjw5qO3x48dDJpNh3bp13m2VlZU4ffo0SktLAQDTpk3zbvfQ0NCAuro6ZGVl9cYl9wskIBFMiUY06o6v2zALpAoJpt5dAlUcO6+mYeNMkGtlTF+Cnpef2KSSvuQyFpCA7oMpRjZ9XtJpYxOY3Ctfm2JzKnltBgz4xXcIMib455BiMaDonpycRceq++pR7O59L8zy+vyGOdNSRCfABPzLJtbzzENKiRHqi7P6YpPxe1BoZV5vFo1JiaRC8R6SQNf1s0gm290mwK5z7XvvWdWnLJ8wCVYDft+8YqwGPlK5BNkXE9CzKifQ9TuyEs+AroEZi1AzD55rZiWeAV3tM6tQMwDQX1xtkKV4xksvJpPmQq92JgTPfWI64PfkumRYR/N6oZzDxrkXemBZTq3JLciyfJY8gqzYfJTdyStLYzJJ6EtuWZrglWtDkVeWxmxSx4MnkThLUcotGrJ5HxPsKCoqwvz583HnnXdi+/bt2LRpExYvXoxFixYhLc19/6uqqlBYWIjt27cDAAwGA+644w4sWbIEGzZswK5du3D77bejtLQUU6ZMAQCMGDEC11xzDX71q19h8+bNKC8vx6233orCwkLMnj27366XNexaHGLIIkQs6ivG3jScqT2JjEf+7GFMY5qNuXoY0jVMOyue3C2qOAUTV3EAyJ6aDF7KwWl3MSurJ/Gzw+YU9ML+6nRBwDaXMR8S7RY42sxQjsvHuvNFLIoKRdZ2WE7VQpmTjK22S4AIPVEvz6wMul2qkCCrNBlH11dBqZcHXT5YCLllaag93OwONQuxgly05M1Mw6Ev3BfMamYurywN3z6332ufBZ5Bn63TzsymxxPjwsFGZkvycrzbW6r8oxNsB1NlaTi9rYZZPgzAfb93/fswk2SyXpsz3CEyKcXsRPOkwjhoTSpwEo5ZmydXy5AxMQlV39eJWsa8O3lladh5qpLpEs95ZWk4svYs4/qUii0vHWA6mMouTQYv5Zna9HjKsbx2T/usTVIxG/AD7rau/lgzM/EMcD+jTWfamISaecgrS8Pe944xe5YAd79EFa8QnfPMF8MwLRLzDUy9PCQytyDLOvQotyyNSeoDf5up6Gy2srU5Mw3WDjtTmxkTTSi4PJ3ZewlwJxIf96N8JpM6HiQyHhNvK4BhmPg8Tb4ULchEzaFGpjYJ8SxfvhyLFy/GnDlzwPM8Fi5ciOeff96732azobKyEh0dHd5tzz77rPdYi8WCefPm4cUXX/Szu2zZMtx77734wQ9+AJ7nMXPmTKxevRoyGbu62t+QgEQIJpaFIw9iw3eCMfW/RzKd7fG497LsrEgVEmRNYdv5VejkSL/EhPrjLX6rfQQTcaJBNXIf2r4/hvP5U/HVafGzspyEh278cDR9Uw7dxBGi7XnQTxyB2lO10E3Mj+q8cL9P58hOYH0VlONGYO05NkJXR4EWQAXURZnY2DQKaBJvs2yqFZyEQ1y6FsYscaFmHjzCqaXV5g2XEItn0Hd843lklbILXc0tS8OFg42MXeXT3AIS4xn+DX/Zw3QgPWxsIhRaGdMBmtqoROqoBOQwWjQB6AqR4SQc0wF/blkqpEoJs/AYwC0iVO2pY+YtAwA501NgSGcTauYhqSgexhwdM28ZwJ27JHNyEtN7D7jrPst6D7hFFLGrZXUnd0YqDGlsB6c5U1PQcq6j5wOjICFPj0tuzmf6LMmUUsz41SimzxIATP3FSGahZh7G3pDHLNTMQ8Fl6dAzFiaySlNgYyz2GLN1GL0wl6lNmVKKKXeVMLUJAKV3Ffd8UJSM/4m4Pm0wSq7OxjfP7GVulxCH0WjEihUrQu7Pzs6Gy+Xy26ZUKrF06VIsXbo05Hl6vR6vvvoqXn31VWZljTVIQCKiYiCIRr0Ni3CT7oxemAtjLruOP+AepETS+Y1GALKNaoI8rhZrzhaKKZof+kn5sJ5vgCJdXLJnX3STRqDp2wPQjWfngaabNAK1H2yCnqEopRs/HODctlmhyk+D1KCJWugKx8amUVAXfw9JXqpowdAX6bhT4Fo6ohbPQnl1Ae5Bn7XdDoWW3UxP3sw0HFl3NmC5dDFkTUmCPk3DdEY6Ll2L5OJ4ZvkwALcInzM9lflsfN7MNKb56QC3iMAznOEG3PWJ9TLMaWMSUHwl21wIaqMS0xePYjrg5zgOs387jqm3DABM+8VIpuIZAIz+rzy/fF0syJ2ZBrmGbTc5pcSIeEYivAeFTo5xi9h6W3Mch3GL2L1DPIy8Ooe5zeGz2ScpZukl5SEhj503lweFVsb0XQe47z3L8DUP6nh26SQ8sEp07Qvr9g6A32qBBDEYIAGJiAgSjnoXlh0LzwDfnpcOXq3AkdPsHnPdpHzIU+KY2QMA3cR8WKobmQ58dOPyoBmZBamO3aykOj8NyqwkqPLZdVZl8VqoizKgG5fHzCbHc9BNGA49QwEJAHQTR0A1nG0ySP3EfNhbO6M+L5yIZcsZBtuYCqZCl0vtgnyONMBmOCGrJ+RqGWbdN4apSz8AzPrfsUw9JAFgyp1FzGf4i6/MYu7dkTkpiWk7ArjzihXOz2Rqk5fyGH092xl+ACiYl8HcZjZDTz4PKQyW3O4OK89IX3pjwMvxnOhFCILB+pkHeseDm3V7B0S2qAtBEATBDs7V3TdrENLS0gKDwYDvytOg1ZEKHA0kHMUOLAfEYnDZHeCkbGdorLXNkJvYzs51HDkHNUOxBwDay09BM5Kt50B7xRloitgO/DpPVEOVw3bgZ61thsyoA8cgMbUHp80Bl80OiZrtQM1psYFXsJ2ZdDmcTK8dAFwul6jBjxgBiyAIgiCI3sfSZsPfp69Ec3Mz9Hq20QaxhGe8XfzOb5n16xwdFhxc9NSg/+0GGuSBRARAolH/ECsCUU+wFo8AMBePADAXjwAwF48AMBePADAXj4DeuUe8TALIesFdnLF4BIC5eASInznvzzaDxCuCIAiCIIihBwlIhBcSjnqfgSISEQRBhIPEK4IgCIIgiKEHCUgECUe9AAlFBEEQvUN/t68kYBEEQRAEMVQhAWmIQqKRePp7EEMQBEH0PeR9RRAEQRDEUIUEpCEGCUfCILGIIAiC6G/6611EwhVBEARBEAAJSEMGEo4ih8QigiAIguiir9+LJFgRBEEQRGxCAtIgh4Sj8JBYRBAEQRCxBQlWBEEQBBGbkIA0SCHhKDgkGBEEQRAE4Ut/9A1ItCIIgiAGIiQgDTJIOOqCxCKCIAiCIGKRvuyjkFhFEARBsIIEpEECCUduSDQiCIIgCILogsQqgiAIghUkIA1whrpwRIIRQRAEQRBEbNBX/TISqgiCIPoHEpAGKENVOCLBiCAIgiAIYmjTF/1BEqkIgiACIQFpADLUxCMSjWKbthOG/i5CzKHNae7vIhAEQRAEIYLe7n+SQEUQxECEBKQBxFARjkgw6n1I9Old+vv3JQGLIAiCIGIb8qIiCGIgQgLSAGAoCEckGomjvwULIrboi/pAIhVBEARBxDbkRUUQBGtIQIpxBrN4RKJRZJA4RMQivVUvSZgiCIIgiIFBb/blSZwiiNiEBKQYhYSjoQGJQwThDwlTBEEQBEH01niBhCmCEAcJSDHIYBSPhrpoREIRQfQvrJ9BEqQIgiAIYuBBwhRBiIMEpBhisAlHQ1E0IqGIIIYG5ClFEARBEISHUOMeR4elj0tCEL0LCUgxwmASj4aCcERCEUEQvQF5ShEEQRAEQRCxCglI/QwJR7EPiUUEQQxUeqP9IlGKIAiCIAhiaEICUj8yGMSjwSgakWBEEAQRGvKSIgiCIAiCGJqQgNQPkHAUO5BYRBAE0b+wbIdJjCIIgiAIgug9+l1Aevjhh/HII4/4bSsoKMChQ4cAAGazGffddx/eeecdWCwWzJs3Dy+++CKSk5P7o7iiGeji0UAXjkgwIgiCGLyQdxRBEARBEETv0e8CEgCUlJRg7dq13s9SaVex7r33XqxatQrvv/8+DAYDFi9ejOuvvx6bNm3qj6KKYiCLRwNVOCLBiCAIghAKq3cICVEEQRAEQQwGYkJAkkqlSElJCdje3NyMV199FStWrMCll14KAHj99ddRVFSErVu3YsqUKX1dVMEMVPFoIApHJBqxRXeM7+8ixAStec7+LgJBEAMUCtMjCIIgCGIwEBMC0pEjR5CWlgalUonS0lI8/vjjyMzMxK5du2Cz2TB37lzvsYWFhcjMzMSWLVtCCkgWiwUWi8X7uaWlpdevIRQkHPUNJBqFhgQgNvTm70jiFEEQkcLifUciFEEQBEEQQuh3AWny5Ml44403UFBQgPPnz+ORRx7BjBkzUF5ejurqasjlcsTFxfmdk5ycjOrq6pA2H3/88YC8Sv3BQBSPBpJwRKIRiUODBZb3kcQogiB6gkLzCIIgCIIQQr8LSFdccYX3/9GjR2Py5MnIysrCe++9B5VKJcjm/fffjyVLlng/t7S0ICMjQ3RZo2GgiUcDRTgaSqIRiUOEEFjUGxKhCIKIBPKGIgiCIAjx/OQnP8H+/fvBcRwTe6NGjcKbb77JxFZ3+l1A6k5cXBxGjBiBo0eP4rLLLoPVakVTU5OfF9KFCxeC5kzyoFAooFAo+qC0wSHxiD2DVTgikYiIRcTWSxKgCIKIFBKhCIIgiKHO+PHjsWzZMmb2nnvuOWa2uhNzAlJbWxuOHTuGW265BePHj4dMJsO6deuwcOFCAEBlZSVOnz6N0tLSfi5pcAaSeBTrwtFgE41ILCKGCiRAEQTRl5AIRRAEQQxkxo8fH9P2fOl3Aek3v/kNrrrqKmRlZeHcuXN46KGHIJFI8MMf/hAGgwF33HEHlixZAqPRCL1ej3vuuQelpaUxuQIbiUfiGSyiEYlFBCEcMc8PiU8EQQhBbP+DBCiCIAhCKNOnT4/oOIlEAofDwcyeEPpdQDp79ix++MMfor6+HiaTCdOnT8fWrVthMpkAAM8++yx4nsfChQthsVgwb948vPjii/1c6kAGinhEwhF7SCwiiNhB6PNIwhNBEGIgAYogCILobVwul/f/f/zjH/jFL37R52XgXL6lGKS0tLTAYDDgu/I0aHXsB/sDQTwi4YgNJBYRBNEdEp8IguhPSHwiiNjF0WHBwUVPobm5GXq9vr+L02t4xtvF7/wWEjWbXMRD5beLBl8PpEsuuQS7d+/u8zL0uwcS0fvEong0kIQjEo0IggiHkDaCRCeCIFghpk9F4hNBEAQRDSQgiSTWvY9iTTwaKMIRiUYEQfQmFGpHEEQsILRfRsITQRBE/3LgwAGUlpaipKQEJSUlGDlyJEpKSpCWltar30sCkgiGpHjkckFlsQEAOhUygOMiOi3WhSMSjAiCGAiQ8EQQRCxAwhNBEET/UlBQgJdffhkHDhxAeXk5XnzxRZSXl6OpqQmFhYX49ttve+V7SUASSCyLR73pdaSy2LDtxicBAJPf+3/oVMrDHh/LwhGJRtERX2nt7yKIprEgfH0liMEKhdkRBBELkPBEEATBBolEglGjRmHUqFF+281mMyoqKnrte4eUgLRvtwVTZ6oEn+9yufDw/zbCMXEMPvvtezDm6jHp9kK013Vi0u1FUdurPdyE/StPYNLthaj4/BQ2/m0fAGDmfWNQcHkGdrxxCKMX5iFxeOQvW1/xqO7jrTj/6hoAgG5CPrIfXBR1GbvTsuOI9/8jv34F6S/9d9DjoukgWM9Xo+qJp90fJBLkPPOkqDICgNNmw6nf3O/9nPHwHyGNjxMtGh189WHY21sAALnX/xLa9OGi7AHAsQ/+jvZzxwEA6XNuhLFkimibZ9a8jcaKHQCApAlzkTJ1AQBxItCpY+tw8qi7PplSRqN4zI9El/PCuT04tP8dAIBOn45LSheLttnSdBrfb3Ov1CiVqjBtzkPefUKv32Ztx+YN/+f9PPXSByGTqQGIE6XKX/o9nFYzAGD4TfdCnZwh2JaHw2//FebaKgBA5vxbEDdinGibpz5/E81H9wIAUkoXIGniXNE2z2/6DLW71gMA4osnIWOu+PapvnwLqta/DwDQDMtD3sLg7VM0tJ05guMr/wEAkGnjUPTTB0XbtLY04NAbf/J+HvXffwEnkYi2u++F3wAut+gz4sf/D0pjsih7umM8Di17HNamWgBA9lU/gz6nOOw5kYhO1S+9gs6KSgCA8fprYJg5Q1Q5AaDugw/R+u1mAIC+bDoSFl4r2mbzho1o+OgTAICquAgpP79DtM32/QdQ86/XAQCy5CSk//63om325TtULKcffBSOZvc7NGXx3VDli3+Hnnt+KSzHTgAAEhfdAF3pZNE2a5e/g7btOwEAhsvmwHjlFaJtNn65Fk2frwYAaMaNRdJtPxZts23nbtS+tQIAIM9Ix7Df/Fq0TfPJUzj/7AsAAF6tQtbj/9fDGT3jaGvH6T90vYszH38UErU6KhvB+pUn/98f4TK736Fp9/0KiszAd2i0wtORX78C8/FqAEDG/16PuBklUZ0fjFNPfICWze7BXPKPZyPpRvHLa1e/uQ61/3G3efFzxyL9f64SbbPhy92oWroKAKAZmYXcP/9EtM22vSdw4oF/AwBkiXoUvvYr0TatNU2o/NkL3s8jP/w9OKn4d+j+a/8EON1rS+W/+Aso0xNF26y8eyms5xpE2yGIYFx33XVYtmwZfvIT/2dVqVRi3Djx/f9QDCkBqXCkOO8DjuMgk3P4+LdbAAANx1uw+oHtuObZaYLsJQ43oPKrM9j3n2OIy9B6tx/4+CS+e2E/lAY5Zv9v5Dc/VvIdxaLXkeYUB3nD4Pc48ggkF5q7BnHKBseg8B6KVei3JYguIhHp6zoiC30mCIIQSyz2SQmCIFjw4YcfYsOGDQHbly9fDrvdjltvvbVXvndICUhyufhOq2PyOGD5d97PEjmPrCnCZnk5nkPujFSUf3QC9cdavNvrjrpnS3JnpIHjIysziUdDBxIsBg/cxZkuANCfskHX1PO9pTA8YjChrOOi9gyl0DqCIHoLp7XLk8Vco46oX0vhdQRB9Ac8zyM+Pj5g+9VXX40ZM2aQgBQLvNU4FRmT7JAqJbCbHQCAzEnJkKmE/4y5ZWko/+hE0H15MyPLoB4L4lEsCUe6Yzyc9oHvbURCERGMnuqF1NwlSmnO2RHvspLoRAwqgglOLc1dky2yZn9RigQngiB6k576wPYOmfd/a6Oyt4tDEMQQged5NDY2BohIOp0OLpcrxFniIQEpSmRKKTInJ+P4N+cAALllqaLsZU1JgkTGw2Hz7+BKFRJkTkrq8fzu4lHb/pOQGjRQZpqCHm9v6UDb3hNMYrq93xkj4tFATYot7ey69+pqB+KlJBwRbIlGjCSxiRhsRPNuILGJIIjeRki/mbycCILozuLFi3Hdddfh3XffRXJyV0RUQ0Pv5t0iASlCfFddyytL9RGQIvMSCoVcLUPGpCSc3FTttz1zUlKPnk3BPI84iQRH7nkJhuklkGi6ZjkcHWZUL1uP+lU7kHhdqagye3DaJTEhHg004aj7YP5UP5WDIIIRTGw61+qTU6vOP6cWCU7EYML3fWKu7/JqknYED7UjwYkgiL6ge3/b2qTw/m9rlQfsJ8GJIAYP27Ztw+TJgQtE3HbbbbBYLBg1ahQuvfRSjB07Fk6nEytWrMCSJUt6rTwkIEWAr3gEeESjXTAVxEGfEt0qEsHIK0sLEJByewhfCxW2pi4YBolOjeZvD/ht7zh4Bh0HzwAA9JNGiCht7DCQhCMKRyMGK5HWbRKaiMEIeTcRBBGLRDPBS2ITQcQ2N9xwA06fPh10389//nPcdNNNWLlyJcrLy6HRaPDKK6+gtJSNw0gwSEASgNakQnJxPHKmiwtf85Bblop1j3fbNiO07XA5jzgJD9344WjasC/oflmiHsoccUs79zcDQTgiwYgg/On+TDQ2OLz/K5qd3v0kNBGDFd0xHs7qLq8m3hr8fUZCE0EQfYlHbDLXqbzbHObgUQYkNhFE73DjjTcG3e5yuXoMSYuLi8Ptt9/eG8UKCglIPdDd+8hD3sw05ExjIyDpUzUwjYhD7eEmAEBSUTx0ycI9m/QT80MKSLoJ+eA44avRmWvEe1wJJdaFIxKNCEI85NFEDHUifdeR0EQQRF8TqWfTUBaaLFX1UAxL6O9iED3Q0NCAe+65B59++il4nsfChQvx3HPPQavVhjzHbDbjvvvuwzvvvAOLxYJ58+bhxRdf9Ms/tG7dOjzwwAPYv38/NBoNbr31Vjz22GOQSsPLLmvXrsVbb70V8P0ulwsbN24MOP7AgQP44osv8KMf/QhpaWlYuXIlrrvuuih/BWGQgCSQ4iuzoE/VMLOXW5bqFZCEeh950F6SB07Kw2UP7FzqJuULLmN/5juKRfFId8aGuHYSjQiiPwgmNJmru7yapB00uCYGN573orm+6/3IuQLflyQ0EQTRl7icTu+YobO6a6zktHPe7S6nE+A4cBwXkdhkb2qHvbkdyqzQCwx1HDoLZU4yeIUs5DG+OG12VP39MyReWwpVkOgMa20zat/fBNP1pZCnBC6VHopzr3wJXilH8qIZEZ9D9D0333wzzp8/jzVr1sBms+H222/HXXfdhRUrVoQ8595778WqVavw/vvvw2AwYPHixbj++uuxadMmAMDevXuxYMEC/OEPf8CyZctQVVWFu+++Gw6HA08//XTY8syaNQs6nQ5lZWUB+0aPHh2w7dFHH8Xvf/97PPLII/jlL3+JNWvWkIAUC4TyPgIAw7DQ6qQQ8mamYdu/Krz/ByMS8QgAJGoFNCVZaNt7wm87p5BBOzon6rK1HziNpu1N0E2dgmC+S9Zz59G263sYr1oQte2eiEXhiCCIgQF5MxEEeTQRxGDBZbeD68GLIZJjfLGcOg1eq4EsIbjHjNNqQ2flYWhGRb56s+X0GbRs3IS4eXMDy+d0omPvfrTt3oPkO24FENkEtcuhxZkHH4J2TA7iLh3jt6+jsgo1738Ha3UjCl7674jLycukcHZYcPRXL0M/tRDwWfb8wpvr0LrrKGSmOKT94oqIbQLuaI/zL69Gy+YKgBce9UH0HhUVFVi9ejV27NiBCRMmAABeeOEFLFiwAE8//TTS0gLH4s3NzXj11VexYsUKXHrppQCA119/HUVFRdi6dSumTJmCd999F6NHj8aDDz4IABg+fDieeuop3HjjjXjooYeg0+lClunDDz8MuW/NmjUB2+Li4jBmzBi89NJLuPfee7FvX/Doo96ABKQYIaXECHWCEhwPJBdFrnKHQjdpRICApB2TA14e/S138Plo+OQhNK/bAGN2pne7s7MTNa8vQ/uefdDPZK+yx5J45BmI8vZ+LghBEMwJKzTV2/quIATRj/i+c512//ev5hQHeYN7GwlNxGCjN4SZ9n3lUOblQqIJnvrBVl8Pe0MjVPnDI7bZsvE72BubYJg7O2Cfo60dzRu+AcfziP/B/IhtguNw9k9PQjtpAiQ+oTMumx3NX3+L5nXroblkXFQCkiIzA52HKtG++3soMjO8252dZlQ99Qxs56uhnxXoZRG2mBIJlPmFaN60B82bKvz2Hb//TQCAflYZ2k4Yogqf000cgZZth9Gy+ZDf9pZth937J0Wf+kM/yS0gAQCcrvAHExHR0tLi91mhUEChUIQ4ume2bNmCuLg4r3gEAHPnzgXP89i2bVtQT55du3bBZrNh7twuYbSwsBCZmZnYsmULpkyZAovFAqVS6XeeSqWC2WzGrl27MGvWLMFl7s5ll10GAOA4Ds8++2yPHk4sIQEpBOG8j3oDjueQOyMVHM+BC6JWR+p95EE/MR/nX/nSf5uA1dfaThjAKwFlXi7Mh4+gfV+5d5+jtQ0de9xqp7qkOGrboYhF4YggCIK3u0K2CeTFRAwVenpHk8BEAG5PE47vuT8X6XGeYzv27Yd69KiQ55hPnoJEq4UsMfIcNLX/fgeK7EzopgauWmStOofGL9dAVzoF6qLI++K2CzWo/ffbMMycAWdHp3e7vbERte+8j7ZtO5Dy859FbA8AlAUjcO6pZ9C6eSskcV1eO52HD+PMI3vgslqR8sufR2VTnj4MEq0WbVu3+223nDoNyyn3qk/qkdH18Tmeh7q4EG07dnltAIDLYoHtfLUgm55z2r/fE3Y/EJlHk0dk0k0Mn9pDPzH6sZM8KQ7KrCSYT9VEfe5goP2UHnw3EUUoTrMZAJCRkeG3/aGHHsLDDz8s2G51dTWSkvzDIaVSKYxGI6qrq0OeI5fLERcX57c9OTnZe868efPwt7/9DW+//TZuvPFGVFdX49FHHwUAnD9/XnB5g/Ff//Vf3v85jsP//u//MrUfDhKQYojcsjTwEvHiEQDIU+KhyDTBcrrWu003IfJZDsC/AVaPLIb58JGgx3FKJZR50YfGBbUVQ0I9iUddqMqrIGtp9X6WNHdCVV4l2q68o2tVAa7TysSmxdpV5zmHE6ryKnSOHCbaLkGEo6f2ggQmYqgQTmDiyIs3JrE3NMLlcoYMYwIA87ETUORkRSz2OM1m1L65HHGXz4UsOTBvTefRY2hesw5Jt/8EXISDTY7n0fLtJjR+/iXi5l3mF3JkOXUajZ+vhvnoMWQ+9khE9jwoMtPRsPITNK/bAJe9q5I2rf4Ktgs14OQymG75UVQ21SOL0fjZ52j6aq3f9tbNW93XolBAOTw3KpvytFRI4uLgaGqCva7eu93R2OS2KaA/zvE8VCVFaNuyLeh+XqWEMjf6Pr56ZDHaduwKYVMlyKaqqBDgecAZKFJHa7NrjGOAIisDllNnAm1qFNAUZwRsjwTdxPwhKyD1BmfOnIFer/d+DuV99Lvf/Q5PPvlkWFsVFRVh94vh8ssvx1/+8hfcfffduOWWW6BQKPDAAw/g22+/BR9h2xkNw4cPx+jRozFq1CjvX0FB9LpBtJCAFENkTUkStUJad/QT81F7UUBS5adBZgwdd9md7uq9uqQYDR9+HPRYdeGIqNx6Y52hJhyxEG1iHaHXSMITwQrfdsXc6R8WF3fYiuYiVfdTCGJQoz7HQxumQz0YPJnsTU2QGAxh+3b2piZIu81oh6PjUCWsVeegnx7cU9587Dg6yg/CeM2VEdvklAqcffBRaCaMh2qE/2Rj55GjaFq9Bi6HA2m/XhyxTYlaDZfdjvPPL4UiO8tv34V/vgrLyVNQjsiP2lNBXVKMho8/Q+2y5X7b6z9YCQBQFReCjzK0RVVSDHz8GRw+E2WA24sIAFQFI8DLIkvM7EGWkgxpghH2+uDLb6sE9J05joN6ZDFav9scdL+6qEBQf1xdUhxSQFIVFoKTSKK2qSosACQSwOEI3FckzKZEo4YyJxvmY8eZ2QQAVUlJUAFJVVCE9jPGkOeFC5XTTRqB2g82CSoPEYher/cTkEJx33334bbbbgt7TG5uLlJSUlBT4y/w2e12NDQ0ICUlJeh5KSkpsFqtaGpq8vNCunDhgt85S5Yswb333ovz588jPj4eJ0+exP3334/c3OgE40jYuHEj9u/fj/379+OTTz7BY489hrq6Otx+++144IEHIIuy3YqUwTPqZ0hfh695kKsDb3LllkR88MQ/obT0nIfDyXN44FdXY2+RWy3XTRyB2v9svvh/5KuvBXP9lCUmQJaSDFRfCNinGhl5XLS3rBYLOJks7EyW02bB/234Dy45fyLkMb58l1WEJ2ddH3VZPAxW4Uha0wqVZfCLRL2BR3iSODr9t1ech4z37/SS2ESIgTyYCMKfcJ5MLqcTbT10a6IJjQKAtt3fQ5GZGTL0yXruPGz1DVHlgumsPIKWbzch/orLAfi7WFtOnUbj6q8gT0mG8ZqrIrapyEjHhZf+heb1X0OR2ZWX0tHahvNL/wnz4SOIm39ZxPYAt9ijyMpE25ZtfkKCs6MT1X9/CQAQL2ChFHVJEcxHj8Fy8pTfds9nIekP1CNL0PDxZ2G+M3qbsiQTpImJsNfVMbPJcRzUJcVo2fhdcJsCQrjcZSkKLSAJTCehKsgHJ5PCZQt0ERRaTl6phHJ4HsyVh5nZBABVSVFQAUldUiTYprqkCE2frw6yPXw5w4XKuWQ68FoNnG3tgstFRI/JZILJZOrxuNLSUjQ1NWHXrl0YP348AGD9+vVwOp2YPHly0HPGjx8PmUyGdevWYeHChQCAyspKnD59GqWl/uGvHMd5E3G//fbbyMjIwCWXXCLm0oKSlpaGtLQ0zJs3z7utoaEBv//97/Hb3/4Wzz77LPPvBEhAinmm7D2B/FM1QVc/646D4zBna6VXQFIXDINEr4ajpQP6CAWkcI2huqQYtu4CEsdBXVwYkW1fnGYLqp/9O+LnzYXB6r90ptNuRUP5VjRV7MS1tWcjtnn9wW2CBKTBJBx5BA9pU0c/l2ToEamXEwlNhBBIYCIGIi6XC+b681AlBl9dFgDs5nY4bVbIdZEvIFK14X2oytMRXzwZ0k4OlovblbUcFN83oWbHWuiyCsHNGxmxTafZgrOPPQntxAlw+CRstdfWehcMSb7rpxHbAwB1cSHq3n4PF15+DZy8a5Kw48ABby4Xw5zAhMjhkGg0UORkw3L8BDoPdoViOJqa4Ghqcn+vEGGmpBjmo4EDc+9+QTlrehB7BNiUJZkgSzLBVlMbdL8Qmx7PnpavNwbdrxIoTqhHhhCQOA7qYmE2lfnDwcnlcFm7vRM4DioB/XEA4OVyKPPz/eqTewfvDhsTiLqkKFBA4nmoosglFWBzZAkaP1kVaFPgtQOAfFiaNzTQz6aIa3fngSpC2/adgm0QvUdRURHmz5+PO++8Ey+99BJsNhsWL16MRYsWeYWfqqoqzJkzB8uWLcOkSZNgMBhwxx13YMmSJTAajdDr9bjnnntQWlqKKVOmeG3/5S9/wfz588HzPD788EM88cQTeO+99yAR6CEXLUajEUuXLsXIkSN7TUCKnWzFRACe3EeuCKPanN3yJ3ESHrrxwyFL1EOZG9wdLxqCvZQVOdmQaDRR25Ia9OCkEtS88RZOfvyKd7vL6cChN/+Mcxs/giqpdwfa8ZXWQSEeqcqrvH9E7ON7vzhH14y04lgN3UNCMN3bMsMJ26Bp44hAXK7IEgZGehwAOKwW1O3ZCKc9eJ1xOuyoL98CW3tL0P3B4DgO575ZiZOfvYbOGv8JIYe5A9VbvsChNx4DIpom60KZmIaqr/+DymV/hqWpS0io2/sdDi37MxoqtkObkQ/dMT7kX3fUJUWA04m2bdvReahr0Nu+Zx/a9+wDJ5NBmR+5NzcASHQ6KLLcXkIua5cnued/Xq2CMic7KptAeJFEotdDnh59/0kdxptcmpAAWXJyyP2h8Ig9QfelJEeV6NoXVQiBTJ4+LKpwQF9C/aaKrAxIIwidCYYyLxdckHA6RXaW34pn0cDLZFAVBCZ2Ftof9xDMg0eZkx1yFbmIbAb5TZW52ZCohdv0eIuxtOn2FvO/frHXDoR/poj+Z/ny5SgsLMScOXOwYMECTJ8+HS+//LJ3v81mQ2VlJTo6uibln332WVx55ZVYuHAhysrKkJKSgg8//NDP7hdffIEZM2ZgwoQJWLVqFT7++GNce+21vXINr776Knbs2OFXRgBwOp0wX0xA3huQB1I3+it8rbfQT8oHr5BFlFupp1ULFNlZ4NVqwKeSinEZjU8rwYUzZ2Fr948htl/snOpzSoADwWOyxTKQB1UkMgxuwt1f8l4ihEArx/Uv9s42SBTqsOFU9o5WSNWR5ym0NtejeusXSJ4YPFSp7exR1O3ZiKwrbnXnIYkAiVyBxkM7UbNzHRLHzfTb11ixAw0X38fGkinBTg+JLrsI1Zs+Q8vxcvgKRae+eBNwuaBMHAa5Li4qm/qcEpz7ZiVsbU1+28115wAAmvThkCjC5xULFJHiUZeUHiB0eVAVjAAvjz6fhLqkOCCEy2tTYN4WdUlxoBeGd19RVKF7HmRJJkhNibDXBoZxqUuKBOfoVJUUw1bzTRCbwsOY1COL0bIhmE3hfVJlbg54lRLOTv9Bl6pEuAjASaVQFRV4Vyz2IHblYvXIYnTsLw/YJtZm/fsfBmwTgyzBnf7CN3pB7LUH8xZjsRK0emQxWjdt8fssFlVBfsg8UET/YzQasWLFipD7s7OzAyZhlEolli5diqVLl4Y8b/369czK2BP79u3D8uXLceDAAej1eowePRqZmZnYsWMHrrwy8jx40UICUowiZOW1YGjH5UGiYbOUIsfzUBeOAHbv8W4T2sDqjvGQ5JTgwrYvg3+XRAptenSrxkXKQBOPSDAiPJC4RLAkXFs4VMWljpqzkOuNkCqDzzy7HA60V5+EdlhexDatLQ0489VSJE++PEAssLY2oXbXOlhbGpBz9Z0R21TEJaKz5iwOL/8LNMO6EnO6XE4c+89StFcdg2HEuKjFCf3F93L1Jv+wowtb3flBEkZPj1pI0OeU+Njz6Yxf7Jjrc6PvR8j1RigTUmGuD74ssj5H2KBfn1MSUkCKTyqB7hgfdXJv9chiNK76IuQ+IciSkyBNTPBbiUusTcA9EA8WxiXKZkixR7hNZU42eJUKzk7//IRibHISCVRFhWj36eO6bQoXpTxlChSQxNkMFq4lVkSRxsVBnj4M1rNd/YxQnl7RoB5ZgmZfAYmBV466pMivnrIopzs0UOb1DmRhk1cqocrP8/NoJAix+Ipazz33nPf/6upq7N+/H8eOHcNll12GBQuiz1sXKRTCNsiRqBXQjOl5WcuevI88+OY7khqNglyaPbN+KtMwyDTBv1ebMQK8LPoBTDh3fU84h8sV+yu7UFgaES2e+sKbu8Ik5GcaqA4RgvC0lxJrV5uqrbLHlADfdGQPzA2BCzt4MNdXo+nI3qhsOjrbceiNP6F66xdwWLq8bV1OBxoObkflW0+g9WR0SwCrktLhsHTg9Oq3cGbNO97t1pYGVL75GOr3bYI2IzAkpSfcIokL7VXHuja6uj7rc6IfAOl6OEeIMKOIT4LckBhyv1CxJ1xZhVy722bosnhsRhMWBwCy1BRIjUHyO/E8VIXCcqx4EjQHbJdJoRwRXZidL8GEIvfS8MJXD1LmZINX+3uD8Ro1FDlZIc7oGY/Y44tEr4M8I12wTSBQhJHExUE+LHT+rohsFhcBPqKr1BgPWaq4tBJSvR6KrK7l5aWJCZAlJ4myCfhfvzQxMWT4YXQ2u8QyqYmNTWVeLniV0mtTzuDafUMDWV07wMY7ihgabN++PaLjnM7g49iUlBRcdtlluPvuu7FgwYKI7QmBBKQhQE+zhZGKRwCg9Im7VhcXRj0T6dvB4jguZAdQnyugQ+kCTnz0T7SePozuq50YjtnQ3HgK+3a+Bps1dhNMy6saacBPMMdXkOz+RxDd6Ulkj6+0Iu6Q2Ssy+f6F4sK2L9F65nBQkd/psKN+/+aoxR6X04nD/34Kp7/8N6wtjd7t1pYGnFr9Fg4v/wu6vwt6QjMsD3C5ULN9DWq2r/FubztdibNr34G1pT5qwYPjeK/44LR2hce4HHa4nO7QBiGCR9hzOB66rOjFCZUpHVJN8HwvvEzh/n2ihOO4kL+ZVK2DKknYoD+UTUV8EhRxwgZ/KtOwoNevSsqALMTv4kswUUl/XAJDemBZlXk5kKjDh9mFI9jAVJmfD14u3HvQHcblXya1gOXmfQkm9qiLhYXZ+dnoJnapSopF21QVFQI+NsSE7nmQaDVQZHeJZeqRJaJtAv6hdeqSYiY2fcUe9Ug2NhXZWeAv5mZiJaZwEolXfGUp0Hhssbp2AFAxCIUjhgZbt26NaXu+UAibD7GS/4hV+FpvwPskAxSzOoEHfU4JGsq3BG7PFtDgcu7QtxMfvQR1cqbfroN7l6O1+Qx0hkzIFcISF/YWfHvszOgTQ49QIhKFxMU+LqcDLgA8HzpMyeVyweW0g5dEnrvl0L53kZBcAlNy4ApWnR31OH18PZLTxiPOGOiVEExEaiyQQ6JQ4cTKl6BJy4W9s827r+VkBWq//wa21kYU/OT+iMsIwC2QcByaKnf7bW89ccD9D89Dlxnd+5SXSqHNHIGWY/uD7pcoNVCnRO85ocsu8eYQ6o5QwUOTmgOJQgWHpTPIvmxIldEn1HWLPcVoKA/seGozR4AXKCToc4pRtycwjEmfUwyOEzboVydnQqLSwuFTn4CevajCEer6hXo0+Z5fv89/Na74ZGEhcR6UeTnglEq4fBKlis3b0hXG9b13m4pJyFEx2nd97/dZLKqiArfYc3E2XmxYGABINGooc7K9y8SzyIMDXMyDdeKk938mNkcWe5eeZ1VOeUY6JHodHC2tzGy6VyMrRNuOXcxsAu5rbv9+D1ObntX2WNqUGY2QJifDfiG0tyxBAMCmTZvwxhtv9Hicy+XqUeB0uVwoKCjA//zP/zAqnT8kIBGCUeZkI5r87sHcu7UZw8FJZXDZu8JuVEnpkGkNgIBQM31uCVpPHkTHhdN+21ubzwAAEpLEdzBYQd4fRCzjWz8lzYEDVCI6HHYreF4CLozY43TYAI4Dz0f4auY47Nn2EtIyJiE5dZzfLheA+tpDOHVsHUrG3QJFFAKSUm1Exd4VOKVJgs3aNTg/dWwdWluqIJHIkF98XcT24iutULpG4ByA9nP+y4S3na4EIExEkSrV0KTl+Idw+aAdltdjIuVg6HNKQgpIumxhnhO6zHxwEilcDnvQ7xMCJ5FAl1WIpsPfB+wT5MXrU55gApLQcgKAJi0XvFzp54EFhA8Z6wmO56HPLkJjxQ6/7WLK6Tk/UEASZ1MzbDh4mQJOm6XL5sV7FKxvFImoxEmlUBcVoP37Ls89JsmES4q6BCSOg5rBZKGf2CNyGXcPErUaytwcmI8ecyerFhG654t6ZDHMx46Dk8ugzGeTi1M9shiNn30OTqGAcrjwcEBf5GmpkMTFwWk2Q5nbc6qKSOB4HqqSYnTs2cvMJnAx6Xf5QaY2VUUF4DVqpjalej1UhSOY2gQA7bjRaFq9pucDiSHNu+++299FiBgKYRviRBO+1h1OGv3KId3hpfKA3A9iOmr67PACUYIpNgQkEo+IgYrsQvOgD4Gz28w9hnHZbZ1RLZHucjmwc/NzqK7aFWDb6bSj6tRm7N66FFwUy5lzHA+1JhGV5R9g+3fP+InuB75/E+W73wBcLigU0S1BbTS5B4wd7TWw27sG/K3NZwCXE8aEEZGLXBdRqY1Qa0PnzDMZCgXlVwr3vhCcSDm7CKGWlRfqicLLFNBmBB/ginnnhRJgxAgz2ox8cNLugiPX4/s1HB6xy3+bFDoBuZ986X4/JAoVNKnZomx2v36ZNg5KkziPTI9nm4eeBNNI8yv5CkbuJeyF9+k8qIq7wrjcy80LXxreg0fsAQDl8DzwSjaLu3g8RZQjhvt5yIvBkzxZVTACvCz6VfeCIUtJhjTBCFVRgahwQF88S8+rGdoE3HVK6OqAoVAVFrjDwhjalGg0iF8wn6lNADBedzVzm7rpsRHhQgx8jh0LPmHW15CARPQJoTo/QGAHUIz7uUwbB5UpeD4FhTIOmjADmGC4XC6cOrYOVktr8P1OB6qrdqKt5VxE9gbzoJsYmvR3XiW73cLkGF/M5ibs2vIC6i6Uo3sOHZutAyePrsGBPcujypEglakgk2tRWf4+9mx/yW/fju+extFDn0CjSwnroRQMjyhu7vRfjamzw/3ZIwZFg96QAZk89KBRqCdnOAE/4WI5o8mrBIQXdISKKFK1LniYGs9DlyncGyOYUCRRqqFOFZ5M2B3G5/9+lceZoIwXnlSWl8qhTfcXu9QpWZCqdYJtAoHXr83IF7RYhp+NzAK/Z8btISZu8Nd9YkuXwyYfiu/1C+nnBBOVTKpib4JmVqFRbrEn222TccgR0Es5axjalCcnQWpKZGrTk/ScdUJl9Uj2NlUF+dCMHcPUJq9UIm7BPKY2AUA3dQpzm/IUcQnOg8FKiCSIu+++Gzk5OSgtLcXPf/5zLF26FN9++y2am5v7tBwkIMUYfZn/SIz3UTSEE48A/3xHUo0+pAAUKUn64L9hQlL0yRA5jkNHWw22bXwSRw99BqezK/ygtroc2797BkcOfgyVJnzoBQlHxFAilKjk+/yEIpJjfGmsP4J9O19Dc9OpgH1WSxuOVX6OoxUfR2VTo02G3daJA3v+jYp9XS7FVksbtm18EqeOrYMhPjsqm0CX8NJdkPZ8FuIhGZ+YD44LPWAWIvZwHA9jYiihhIMxUdh7KtT1SaUqGOJCiyjhRCVFfBLkQTw5FMZkKAwJgsoJBBem3CFxwj0ndEFy++myCkUJHp4wPl/E5usBAkPgWNjUZRf6rUYlNiwMACRyJTTpXWFGLGy67XRdr6CcjMFs+ni2sbIpVWmgvuhxlRg3Mqy3UjT4JhNmRW/YlCWZIEsyMbUJAJpRJd58OKxQjyrxW8mYBcr84VAVsy0nL5dDPTow/51YZEYjc5tik6YTxEBjzZo1OHHiBK666irU1NSgqqoKf/rTn2A0GjF8OJuQ20igJ4/od2Rag3cVFj2Dmb5QgxSh4WsJSUUXQ0y+g93WtYLbuTNbYO6sR1xCHiRh8ouQcEQMRCIJz4omhEtVXoWabV/g+HfLgT2HAvZbLa04VrkKp46tj6qc8Qn5aGo4hj3b/oGTx9Z6t7e3nse2b5/E2ZMbEWeMbuUojuO87YVvDiCXywHHRW+mBAGePeHaILdoE70wI5UqgyazBgC5Qg+tTtgS1KGEJ31cVljvpHDo4zIgkwWeazQVRC2i+IpJSXGB90J00uMgOYTEihNyXWAoFAvBo7sNJja7CRxicip5kCo10KR2iV3BBDUheO81L2zluaA2L5aNk8qgzWDTKXd7tmW6w+zS2OVY0eeUuCffkrrqVqQhcKFQjyyBNCEBsuTovLbDIUsyQT16FGSJwoXdYMTNuwzSuDimNvWzZ0Kqjy70tyeU+cMh0bJdxIWXySDRqJnaBHpevZkgiP7lvffew8qVK/HnP/8ZX375Jb744gtMmzatz76fBKSLxMoKbEMVT4dXbMc3vtIKrX4Y5N1yfkgk8pCDrB5tJo4ICBHwJdygMJR4VGs+BafLEfI8s6MNLdbayAtJEIw53LIZJ9v2wuEK9AiyOjpR2bwZZzsORGUzUZmJM+37sfHCMtSd7kr821R9CNs2PoWzJ7+NWuyRShXeZ9tqafFut9vN7qTUAj1mwnnuyBV6aPXR50RRaxJDeisa4nMglQnzbgklZiWYhC9BHZ8Q3LNJzEIEHMfDaAq8F2Jz0wU7X+y7RGFMgUwX77dNTF4hD37CFiPBw9emOweQeHHCd2JHpouHwsgmrMMTuqU0DYNcF8fEpudea9JyBSVND4bn+nUZI8BLxYXZ+aLPKWESZtfdpj6759XsohGTZEkmGGaXMRcSEq67mqk9ANCMH9fzQVHCWjwCSJQhCIIdSqUSBw8e9H6+/PLLUV5e3mffTwLSECVWwte8x+WUXJzpE7+Khtt7wL9THp+QH3XSVw8ymRqGuOyQ+0MNfsJ5HtWaT+DbC//G2fYDcPokvjU72nGw6Rt8U/0mXBC2tC8x9DjY9A3qzKeDegTZnGYcadmKWnNgiFc49DITDjVvxMbqZWix1Xi3V3ccwTcX3sSJtl0wKqILN9VKE6CU6OCCE52OLrHH7GiD02mDlJMj5Zwsaq+9cAKEPi4DckX0s75xxlxIJMEHjgmmQsGDAdYekkBoUUeM2OMrzPnZFOB55X++f5ncnlciEynHZUEq7RLfpDI1hrWkRZxHKRju5dy7BCOxIXHesvrY1KYJWyWuO75hfNosdslvfSd2WA1+WU0W+SLXG6FMSGEWFuZBn1PCRDT0RZdTzPTaAff9TxgzPbpyROCdpJtWyqJ4fkiN8T0fFCUkzBAEMdR49dVXcdNNN+Gee+7Bq6++il//+td92haSgBRD9GX+o1hDZRoGY9FEcTN9PnpL98SxYgZS4c7X6odBoQycqeppAGxS5qDT0YLypvVotlV7tx9t3YbT7fsg51XQy6JLgtpqqw8bUuR0OdFma4jK5lAm0vCs6FbicuJA04aQ98Hq6MTh5s1R3ycZr8DO+o+xre4/sDi6wizPdhzEN9Vv4njrLsTJo/MgSFRmgQMPi7PdT+xptdfD4bJBI42DRhoXlU2O45CkzA77nfxFr5doknKHe76FCjM8L0V8QnBBW5TYE9JbSLgwo1QZAxYI4HlZ1N5cgWXyv06lygi1RnhyZiAwZ5MhPhtSmTgRheclfl5mCaaCAG+MaBJze/Ad6LPIAQQAqqR0bzJqMQtGdMdTPlblBLrKx1LwUMQnQW5IZC6i6HJKmITZ+aLPKWH6ewKAMiGV+bVzHAdVorBQVQ/BBCXKL0MQBBGblJSUYNeuXZgxYwZOnjyJrKwsfPHFF332/fR2IHqNaGLuOY5DcukVzL47PmG4j8cRFyYhbGSECxHpTiQDXqNiGCRc6LxJJmV21EpyTedxbK59Bxc6j8Hls3KUC05UdRzCdxeWo8laHcZCIFZHJ5Njehub0xw2JBBwlzMascfmNGNvw1chxZxWWz32NnwJuyty7waO42FzWvBdzXLsaVjtV+YTbbvxzYU3cbajAhppdLO0SUp3yEqT9Twsznbv9nrLGdhdVhgVaZDx0S1xLOMViJeHHpSYlMLCZMKdlxRiX0+rvClV8dBogwtkrD17eF6GuAThOVEMcVmQSv0FE7XGBJUmUbBNADB2u874hOFhc7NFQvfrFxMS50EqVcJg7LrP3cstFN+yRmIzEjFJMywPvMz93LAa9HMc3ytijz6nBOB46LLYJdRVmdKhiE+CZpg4IdIXjuOQMKrUL18PCxJGTYUiSDJ1MaiS0iHTsA1l4jhO9MpzfYGY/EkEQRBE73Lw4EH89a9/RX19PS677DLcdtttMJnYvgPDQW8FImaQKoUlZg2GRCL3DvKEhrD4otaYoFIHDvC6D7AiDb2RcFIkKjJC7g81kA6HSZmNVlsdvm/4HOc7Kr3bT7Z9j/2Na9DhaIIpjPdHMC6Yj2N77Uo0WAKvq9VWjz0NX+B4286obNaaT+JIy1bYnOaAfS6XC7XmkzjY9E1UNu1OK767sBxn2yvgcvmH/rm9erZgV/1nUQ1+5RIVOh3N+K5mOfY3rfPbt69xLTbVrIDZ0Ra1MOO5t9WdR+BEl4BU3XkUDpdNkHiolyVBwYd+foSKPUmq7ND7BNpMUKQHFU85cEhURraceTAxKdhy9UpVPNRa4Ulg3cKz/73oKWl+T3C8JCAPEAsRpbtQJjavEBAozIn15PTa8Skbi3ICXbnqOI6HMSG6kLhQ3km8VApdZgEkSg3UKdlMygm4vWUU8UlMBQ9Nag70uSWQKtkl1OU4DmkzrwMvFRb+HYqEMTN6zNcTLXId+9AoogsSkwiCIGKHq6++Gmq1Gu3t7Xj11VcxZ84c5OWxm+zpCba9AmJA0Ff5j/qbBFMRGmoPMRugJCQV4ezJb72fu69wFG3eFpMyBxfMxwO285AgIcrcMgCgkyVCKdHC7Gjr5oHk/t8gS4ZCEt3gwqTMxoGm9dhedxYyrksoqTOfQnXnEQDAxMRro7IZJ0/B7vrPcKptL/TyrnAYi6MdW2vfR7PtAobrJkdlUyXVQ8JJUd601q+cdpcV31x4Ew6XDTnaS6KyCbjvUZO1GrXmE37bPZ+FiCju0DDO7x75Ei7EKxQcx8GkzA6Z1Fqo2GNS5uBQ83cB22WcAnHyVEE2eU6CREVGQN2Pk6dCzkefRNrz3CWkF+HMia/99on1mJErtNAZMtDafNrPplgSTEWoOb+n6zMDYcazwpnN5vZAMyaxWY3KaCpEe1s1JFIFDPHZTGwmmIpw7NCnUGlMUIv0vPLgyVXHcbzgZOQePCJSY4EcutwScDI503AeXcYIdOaPZWYPADiJBKnT2Sco1mWyD63nJdT1HMj4ikiteZSrkSAIoq9JSUnBr371K79tDkf4SAyW0FQCMWjxhJ0xC5EImOHvSqQbrXgEIKQ3UIIiAxI+eg8Ht4gQJjxIFb2IoJRoYLiYi8nmsni3e8K2pJw8bJhTMGS8EvHyNNhdVjRYznq3W5ztaLZdcJdVkAdWTkA5XXDB4bIJttnTOdF6dAGAnFeGFF848EgI45kWjlDCk0YaD7VUmGjsznMUOLPvzlUk/PURrJ4KFbk8JJ/hIef9Q8OCeSVFS7AwLrEYfVZ2lMrUMBgyRdv0XeFMp0+HQsEm9MZz/caEEYIXIuiOSm2EWpvMTNz3kJBUhARGwhngFpIybHkwMM6tw8vkMF0yi6lNAEySfBNENJBXEkEQRN8zZ84cvP76637bJIwW0IgEavWJXiEWOhQKpQGJySMDkssKxdBtpR+xgx+FRA2DLLBsJgFCj4dw3itivFBC4Zv0mJVNpUQLnSx6r4RwApmMV0adRBoAtFIjVJLgA3G1xBB1riIPoe5FgiIdUl5YfowERQZ4BN4LscJMMJGsN2wKDbPzwHG8n12JRB50FbFo8X3OQyXNjxapTOVd2dGYOILZkt6esrIQzjzoDRmQyTXMwtc8JJgKRa/oFtwm23LKFVpk2QsEreQWDolcnJcUQcQSJCQRBEH0HTt37sTDDz+MnJwc3HjjjXjsscfw6aef9tn3kx9xPzFu1UmMW33Gb9tVnd8HHJdW0xS5URcwZ3MFcs7UhT3M3iHFlhHD8drsmZHbZkh8RxseWvcueFd41+doA0/kTjv+vOsNv21Opw387jf9ttl5CZ4YdQM6pNF14LmLK/3UVO/1S6QrxPvIQ5Iqx+t1490mwKvFg1GRDgknhcNl99uulOiglQqbnU5S5uBo67YQ+7KF2VTloLIlMDQKcAsJQsKODLJkyHkVrM7ApN4mRZagnBue0LDT7fuYldN9bjYqWzYFbBcjzEh4GRIUGai1nGRm03P+ybautokDH3GuolC4xdMU7wqEbjEuTpRNwP27VnVUAAASZRnQHHQ/W50jhSfs1WiToVDGwWJuYipOJCQVobnxOFObnhXOWIo9HMcjwVTkt8oZC5JTx0GtYZvwkbU9D562w1dEaiyI/UTIBNHXeEQkCm0jCILoPVatWgUAaG1tRXl5OcrLy7Fu3TpcddVVffL9JCD1E9PfOYrM/Q1RiyThkDmcyLjQhIwLTWGPcwEYfeYMXptVBohcUUcIU85UYvaJ4LlaxMDDhal1hyI69ouGCdgiYJCVkFSEmuq9TFY4AtyD8yMtW72f9TITlBLhCb8lnBQJigzUdMvZkyQgMbMH39xK/nBIVAgTEjTSOKilceiwNwXsEypKecQej4DgZ1OUV1dOUAEpXILpntBI46GWGNDhaPbbLtYLx6TK8ROQZJwSBgGeV77EyVMh4xTe0MB4efQrugUjSZXtFZDEiHG+JCoywYGHC04/4cwj8goRkjiOQ4KpCOfObGHqMZNgKsKJw18wFWakUiWS08b65WZjQVbeHMjk7BY5AACNTly97G988yQRBOEP5UkiCIJgz7PPPot7770XBw4cQGFhIXQ6HUpLS1FaWtqn5Rgw/qZLly5FdnY2lEolJk+ejO3bt/d3kUSx/vYipuJRNLgAvDT30n4RjwBgzfAxqFXr0R9dCic4nFUnYJtJ2KDNs9KPx2tAjPcRAGilCVBKdN7PYgUEILjHiRi7HmGmO/HyVMglqsATIiRYOSWcFEYBCcQ9BCunO6+Q8BwzRsWwgFXDhOR+8itTkHxVOlkiVFJdiDMio7v4ZhKZqwgAeI5Hoo9dIXmfguF7/8UIfL5Iebm3/rAqJ+AWjuUKPbR6dkuPqzWJSE2fLDrhc3dy8q9gIsb5olTRClehYB3aRhAEQRAEEYyxY8cCAH7/+9+juLgYY8eOxc0334wnnngCn332WZ+VY0AISO+++y6WLFmChx56CLt378aYMWMwb9481NTU9HfRBHNgdhrOD9fD2cd3wAWgSaPBiql9q1T6YpdI8dLky/tFQOPhwmvDL4NT4KBaJlMjLj6bWY4RjuP8Bv1iwtc8dB84SzgZjApxA99gYg+L0KjuJCgyIOGEO0Z6PFB8MSrEecy4Vw3zF6ASlZmCcj/50l00YSF4KCVa6GVdYTwsBEnAv16yEns84qlbjBO2olswkpTZ7hXdgoibQgXfOGMuklLHMBdmsvMvY2oPcOfsIQiCiBUoNxJBEAQbZs+eDQD4+OOPUVlZie+++w7/8z//g8TERKxdu7bPyjEgWvVnnnkGd955J26//XYUFxfjpZdeglqtxmuvvdbfRRMOx2H1L0eB72M3HBeApZfPgUUuPvxKDB8VT0JdH3shebyPvk4ZLcpOVt5cJol0PXgG+QpeA70sqYeje0Yh0fgl504UKcoA7txKfDcbYgUPT2iUL2JFKSkvR0I3D6be8OoSW07A7cEl5brCX1jYBLqu152rSPzqXoA7WToH/uKqbHFMbHrEU6GJ2ENhUuaErZtCRCSelyIr91IRpQqOTKZmbpPoe8gLiSDCQyISQRAEO2bMmIG33noLMpkMkydPxs9+9jP87W9/67Pvj/kW3Wq1YteuXZg7d653G8/zmDt3LrZs2RL0HIvFgpaWFr+/WKSvvZBcAJr16n71PvLQH15IYr2PPLBY2ckXT4iUSUSeou6Y/EKOxAsTEk6KRJ/l5cWsQObBHRrln0OJhRdO9+tlIcz4l0t47idfeE7ivX45H3xFPiF4vIXEel75IuMViJenMfNo8mBS5jATzjyopXpkqNkuuw64V04jiFCQiEQQ4SERiSAIgg3vvvsuzpw5g+nTp2PJkiU4fPhwn35/zLfmdXV1cDgcSE72H1wlJyejuro66DmPP/44DAaD9y8jIyPocf1OH3shuQC8csP0fvc+8tCXXkisvI96A484w3Ig7WuLVS4Yk59NNkmPfW0aZElQSMQn6vUNt9JKjVBLDaJtyiUqxF1MRi0295MvnvvEUjzUy5Kg4DXMxZ4kVTZzsSdBkQ6TyBXdgtHT/RGbu4wgCIIgCIIg+oO0tDTcf//9WL16NYqLi3Httdfi0kvZe8qHIuYFJCHcf//9aG5u9v6dOXOmv4sUEo8XkqOXE1p7vI/en39Jr35PNPSlFxIr76PeIkWVHxB6JQbPymkGWTIUEjZhMia/PDjZIY+LzmYmuIs1gJXgoZLqoZUmXLSZzcSm25a7fCxFFHdoGMck95UHT9Jz1mJPiiofcQxzFQFuLywZzzaJdCQIWY2NIMJBq7ERRHhoNTaCIAg26PV6TJ48Gffccw+2b9+OBQsWYNasWX32/bE5mvYhMTEREokEFy5c8Nt+4cIFpKQEXwZYoVBAr9f7/cUsF72QJC5Xr36N1/tIERveRx76wgsplr2PPKSo8iHh2d0bzypfrBIeA4BSooFBliR6BTJfZLzSa6s3PLB6wyZLUUrOK2FUZCBBwdZLMls7lonnlS9KiVb0im6xAIlHBEEQBEEQxEBl+fLlGDZsGDiOwy233IKnn34aDz74YJ99f8yPBuRyOcaPH49169Z5tzmdTqxbtw6lpf2fy4cFB2an4Uimqde8kGLR+8hDX3ghxbr3EQDmqzsB7lAulmIH4PbCYbECWXebSokWOlkiM5tJqhzIeKU37IwFWqkRCYoM0bmfulNgmAopz9Z7QSszMrVHEERoyPuIIMJD3kcEQRDsuOqqq7By5Uo89thj+OKLLzBnzhz84x//6LPvj90RtQ9LlizBK6+8gjfffBMVFRX4xS9+gfb2dtx+++39XTQ2cBz+/uNZveaFFKveRx560wtpIHgf9RYJigzopOxEGcDthcM6NCpJlcMsp5IHgywZw9RF4BiKhhzHocgwk7nYp5eZmNojQkPeRwRrSDwiiPCQeEQQBMGW+fPnY8aMGbj++uuxatUq1NTU4IUXXuiz7xe3tncfcdNNN6G2thYPPvggqqurMXbsWKxevTogsfZAZsPkAhzJNCH3TB1TISmWvY88eLyQ/rjhA+a2e9v7qHPksJhNyMvSS8iDTpbIPDRKI41DloatwMdxHIbrJjG1CQBaGVvvI6LvIPGIYA2JRwQRHhKPCIIg2LN06VLvYmEyWd87iAwIDyQAWLx4MU6dOgWLxYJt27Zh8uTJ/V0kplyedbhXvJBi3fvIQ294IQ1l76PeguM45uFWQO+EXPVGOYmBR+fIYSQeEUxpLJCTeEQQIWjNc3r/CIIgCPb88Y9/hFwuh0wmwyeffIL333+/T79/wAhIQwGPFxKrXEgDwfvIQ2/kQuqr3Ec0OCWI2MIjGtGzSbDCIxqRcEQQwSHRiCAIom84cOAA9Ho9Dh48iN///vf4+uuvcc899/TZ95OAFEswzoXUn95HQjoRLL2Q+tr7iAaqBNH/kGhEsIZEI4IIDwlHBEEQfYtMJoPL5cLrr7+O+++/H0uXLsXmzZv77PtJQIoxWHkhhfM+0uY0i7LdW7D0QhoIK68RBMEGEo4I1pBwRBDhIeGIIAiif7j77rtxySWX4IMPPsC1114LAGhvb++z7x8QSbRZYbOK8+xx2ByQyCQwt1jR0WAGABiGaSGR8d59QmmvN8Nytg4A8Ny1U/D35z8VVVYXgJeunoyWWrdYxCvlkCXqRdkEAKfV6v3f1tAApKaKt2m3w9raAAB4NzUHd6v1SOhoEaxuOsHhnCoen+tS4WyvBQAoVUbwvPik0p0d9XC53B0mhdIAiaRrgCE0oXanvRUOl91tU6KGjFeILqfZ0Q67032v5LwScolKtE2roxNWp7veS3kZlBKtaJt2pxVmh7vBk3ASqKTi66jDZUenvRWAO2eTRhon2qbT5USHvUt41UgNTFZ4a7c3wXXR41Al1UHCiW+SO+wtcLocAAClRMMkF5TZ0Qa70wagd+qTjJdDIdFEbaO7aGS3dcJqbQMA8LwMSlWc6HI67FZYLO57z3E8VOoE0TadTgfMnQ3ezyp1IpPV/ToutncAoFTFg+fF1ye/Nk+hh0Qqvn2ymJvhcLjbJ5lcA5lMLdqm1dIKu/1i+yRVQq7QCbLjKxrZze2wd7rbJ14qh1wXJ7qcDqsFtvaL72VeArmBQX3yeYcCgDI+SbRNl8sJS1Od97NCnwBOIv4dammq89YnuTYOvEx8+2RtbYTT7m6fZGodJArx7ZOtvQUO68X6pFBDqmbwvutsh9188X0nU0CmFb8ghcNihq2jBQDAS6SQ68XnE3TarbC2NgFwv0MVcV0rhQoVjFwOB2x19d7PMlMiOF78O9RWU+t9h0qN8eAZJJO11TfAZXf3yaQGPXilUrRNe1MznBYLAECi1UCiif591x1HWxsc7R0AAF6lhFTPoP/U0QlHq7v/xMtkkBrFLxzitFhgb7r4DpXwkCWKXx04oD4lmZi8Q60XarpsJhjBScW/Q2119XB0dIi2QxC+3HnnnbjhhhsglUqh0Whw9OhRTJkypc++f0gJSH9+oAl/eVF4Z+3Lh3ciuTAOAPD1X/cCABa9fikqPj+FhDw9xi3KF2x768sHcfjdTwAA9VdOxK9ErMjm8T56RcLhxC//AQDQTchH9oOLBJfPg/nIMe//Na8tg/EP/y/ksa15TuiO9dxBsDbX4fDypwAAHC/BSzOvE7UiGw8XXs2bg22bnvVum1z2OyaDyT3b/wmrxd1ZGzPxTsQZ8/z2CxGR9jV+hUbrOQDAyLhLka4pEV3OIy1bUNVRAQDI1U7ACEOpaJtn2stxpHUrACBFlY+xxvmibdaYT2Bf41cAAL0sCVOTbhJts9VWh6217mRyMk6BOWl3ibZpd1rwXc2/vZ/npN4JGSe+U7ml5l3YXe6BdKnpRhjk4leW3NPwOVpsbiFhTPw8pKpHiLZZ0fQtLpiPAgDy9VOQp5so2uaJtt040bYbADBMXYxR8XN6PKcnL6Pa6v04fPBDAIAhPgdjJ/1cdDlbmk9j385/AXCLxlNm3i/aptXSgh3f/dX7ecZlj4FjsGrijk3PAhcH5xOnLYFaK15I2L/rdXR2uIWEkZfchgRToWiblQf+g8a6wwCAvMKrkJ41TbTNU8fW49yZLQCAYZlTMbzo6ojOC+dl1FixE+e//RgAoMsuRs7VPxNdzrazR3Dqs9cAAIr4JBTc8jvRNru/Q0ct/otomy6HA4ffesL7ufD2ByDXiR9MHvvP32Fvd79Dc6//JbTpw0XbPPPlcrSfOw4ASJ9zI4wl4jvR1ZtXobFiBwAgacJcpExdINpm/f7NuLD1CwCAIX8ssq74iWibLScP4MyXywEAqqQM5C+6V7RNc915HH3vOQAAr1Yh6/H/E23T2WlG1Z+f8n7OfPxRSNTiheOqvz4Hl9kt9KXd9ysoMjNE26x57U1Yz7r7caZbfwztJWNF26xf+TE69uwDAMT/4ArEXd7z+64nmtd/g+Z1GwAA2smTYPrRjaJttu/Zi/p33f1v5fBcpN7zS9E2LadOo3rpPwEAkjgDMh95QLRNe3OzX33KfuZJgIHAXfXE04DT/Q4d9vvfQp4s/h1a/dIrsNfW9XwgQUTBD3/4Q/zzn/+EVqvFJ598AovFgjfeeKPPvn9IxfcUjhQ3M5FSEo+v/7oXXz+z17vtnZ+ux973jyG7NEVs8boQmQvJk/vILGW/jHtfICYXkif30YbkkczLFSkUSkMQ7KCE2ARLfJNhU4gaQfjTmudE+zAKSyMIgohlKIl2HzJ9ljiPgbyZae5/fHUdFxCfrUN8ljB3+VAIzYUU6cprsZoHCRCXCylWch/RYJcghOErGNFzRIiFBCOCCI8nlxHlMyIIghgYUBLtPmRYhriIPcMwLRLyAmOM88rSBNk78OlJnNsbwq2R4/DXWSOj9kLqz5XXgiG0QyLEC8nRxyuv9QQNfgkiMhzxahKMCGaY4yUkGBFECHwFIxKNCIIgBh6/+MUv+jWJ9pASkMJxS3xkql1uELEot0xYImmZUoK3b12P//xyIxpOtni3W87U4cSDy/HPZRtwyKSP2AspUu+jgYAQLyQJXHhhxhX97n3kCw2KCSKQzpHDYDex9dokhi6NBXJY4mOn3SeIWIIEI4IgiMHFz372M2zYsAH79++nJNoDgbyyNOx4/ZD3s1Ivx7CxwlYUyCpNAS/lcXJztd/2tj3uZJCcTIIXb52D559eGZG9WPM+8hBpMu3ufFQ8CXdv+yqiFdkc4FBlSMBX+WPh5HkYDtqEFbaXELpCG0EMdEhAJVhCXkUEERoSiAiCIAY/NpsNH330EWpra1FcXIwrrriCkmjHMqmjjVDFdy1jnD3NLQIJQaGVIWOCKeR+zegcfD2jJKJcSEK8j2I5DxIQnReSBC4snTIfzovLwjaOiL1BBnkjEYOd7vmLqL4TYuiev4jEI4Jw4/EmMid1pTlwKIQtvEIQBEEMLBYtWoSdO3dCpVLhs88+wyWXXILDhw/32feTB1KU8BIeOdNScPCzUwB8EmsLJHdmGk5tvRB0n35ivndFtuf+/H5YO7HqfeShN72QfL2PBgLkjUQMBkgcIlhBwhBBhIa8igiCIAhfjh8/jv/85z/ez3v27MHPfvYzbNy4sU++nzyQBOARjXgph+ypKeJshcmfpJuYD6DnFdnE5D4aDF5I3b2PBgLknUEMJBwGlfd/W7KB6i4hmMYCOeyarra6M0nSj6UhiNiie74iEo8IgiCI7uh0Ohw9etT7eezYsWhsbOyz7ycPJAF4chcNG5cIpV7czKlnZbf6Yy1+25U5yZCbDO4PPXghxbr3kYfe8EIaaN5H3ekcOQzO7XLA2t8lIYgwXkV7+rQYxCCBPIsIIjh2LXkWEQRBEMJYunQprrnmGixYsADFxcWoqKhAVlZWn33/wHHZ6AMiXYlNoZUhfbxJ8Opr3QkWBufxPvIQygupu/eR+UwtnJbQCaRdLhc6j53329aXXkhCOkzhvJAGovcRQfQ3wXIVkVcRIZRguYpIPCIIf48ii5FyFBEEQRDicDqd2LFjB3bv3o0JEybg1KlTyMvLw3vvvddnZSAPJIHkzUxFzjQ2AlJuWRq2v3bIb5t+0gj/g0J4IXX3PrJWN+LEH/8N08KpcFrsfke2bKvEhbc3QjMqC6o8NmUXghBPpGBeSNF4HzXnydCpkyO+MrZdfazD4tGZ7h7IU54kQizWDCM6U0kYItjQNkwKPoeEIYLwhTyJCIIgiL6C53n885//xE9/+lPcdNNN/VIGEpAEUnxltujwNQ+po9wru3U2WgAA6gQlrrm0FWvO+h/n8ULKPVMHicsVNPeRdnQOHO1mnP/XV/B12WnddRStO92xkqk/vSygDNqcZrSdMDC5nt7A44X0xw0feLcJ8T5qLIh9EclDd48QEpSI7gTzGnJulgGhnRAJIiTBvIYc2zigox8KQxAxBIlEBEEQRKwwYcIE/P3vf8fixYv75ftJQBIIK/EIcK/sljs9FQc+PQkAyJ2RCo4PErDVzQspWO4jXiGDdmwOWrcfcR/g4eL/vEYBTXFG0HL0pYgk1gvJJSL3kWeQNFCEJA8kKA1NKLSMYAmFlhFEcHxFItvWrg6UJd4FTX8UiCAIgiCCcPbsWXzxxRd4+umnMXXqVIwaNQqjRo3ClVde2SffTwJSN26J34y3Gqf2+ffmzkzrEpDKAnMiefB4IQ0/XRty5TX9xBFuASkIukvywEljY9WbaEUkXy8knkHuo4HkjRQMX2GBxKSBjyUvCZ0GEosINjTnyGAxklhEEL6QJxFBEL2N5dRpKLIy+7sYxCDm448/BgC0tbXhwIED2L9/P9auXdtnAhJlHo4RskuTwUt5SOQ8skuTAQCXZ1YGHnjRC4lD6JXXdBPyA8/z7Js4IuQ+oG8TagPRd+Y+Kp6EOrUepw2JTFZeGyzJXikZcuwSKmF158hhcEmCpYYniMigpNUE4Y/Z5PJLXN39jyCIgYnTYoHL4Qh/jM0Gl90e9hhfXHY76j/6FPam4GMfZ2cnGr9cA1t9Q1RlbfpqLc6/8CI6jxzt+WCi32hoaMDNN98MvV6PuLg43HHHHWhrawt7zssvv4xZs2ZBr9eD4zg0NTX57T958iTuuOMO5OTkQKVSIS8vDw899BCsVjYOC2+99RaWLVvm/azVajF58mT87Gc/w9/+9jcm3xEJ5IEUI8g1MmRMMIGXcJCpum7L5ZmV+Op0gd+xGyYXYMxHf4QrxNhTlqCDangqOo/6r7YGnoNu/PAey9LX+ZDaMyLv1NklUlx2x4MAABfHTv8cqGFtobDHqb15S+xJOnTmU2Ju1pBQR/QmJAgRRCDBRCC7ilY3I4hYwnqhBnA6IU9NCbrf5XSi48BBqEeWgOMim0hzOZw499e/wjBnNpR5Of77bDa0bNqC1s3bMOx/fx1xOTmpFLbqapz9v8ehmzoFcHW1JS0bvkH7nn3gFArEXT43YpvanGZYy3JQ9eIqVP/9pYjPI/qem2++GefPn8eaNWtgs9lw++2346677sKKFStCntPR0YH58+dj/vz5uP/++wP2Hzp0CE6nE//85z8xfPhwlJeX484770R7ezuefvpp0WX+61//ig0bNgRsX758Oex2O2699VbR3xEJJCAFoT/D2PhguY+6w3EhxSMPuon5AQKSpigDUp1KRAljA5bCUXcGelhbT0QiegxFkamn38VmbQeqfY4vSkWg7x9BCKNphBycJDZCiwmivyAPIYIIj7OzE7wqfD8+kmN8ad9/AI7GRmhLJwfd33nkKMyHjyL+B/MjtilRq3D6wf+DZsxoKHOzu3a4XGjb9T2avlwDmSkRmlEjo7Ip0etQt+JdSPQ6v31nH3sSjpZWaCZcEvW7VF1SjM6KSrRs/M5ve+uWbQAA3SVjvSJXpFEauomhI0GI2KCiogKrV6/Gjh07MGHCBADACy+8gAULFuDpp59GWlrwdDK//vWvAQBff/110P0ecclDbm4uKisr8Y9//IOJgMTzPOLj4wO2X3311ZgxYwYJSEORvLI0BNNGgnkh9YR+0gjUvL3Rb5tuUvjwNV98vZAsZ6vgstmgzMkOeqzTYkH73n3QTZoYVRljlcHmjRQtocQU27FDQKv7f4dB5T2uvwWn7uW1NDmAWvf/LglPnkJEvxDOg8jaIgM2htxNEIMOjzjk8ul1dqQ54SLRiBikdB49BmV2Fjhp8KGWo6MT9traqHLltG7dDvOJk4ifF7iasq2mFk1frYUkPg7GH1wRsU1F+jCc+dfraFq7HvK0VO92e1Mzzr/wD5iPHkP81T+I2B4ASHQ6KDIz0P79HrR/v8e73dHcgtplywEA+lllUdkEAHVJCcxHjsHR0uq33fNZPbI4apuqkiLgg5Uh9yfMzY46vUfISBBCMC0tLX6fFQoFFAqFYHtbtmxBXFycVzwCgLlz54LneWzbtg3XXXedYNvdaW5uhtFoZGKL53k0NjYGiEg6nQ4uV99545KAFIL+8EIyDGO3zocyNwXSBB3s9V2NbLSKuEdEkuh0OPPgo1AVjkCcjyLrstvRtG4Dmtd/DXVxERMBycUJW6GtNxjqQlKkiBForOdqgUb3/y6VnMQeYsBAIWYE0QV5DxF9gWeA1FPYk8vpBBfFIitN6zZAM3Y0ZAkJQW2179kHiV4H1fC8iG2ajxxF7b/fRtxlcwB7V+4eZ2cnGr/4Ei3ffIvEm3+IaIbAquIiNHz0KTr27gev1Xq3d5QfQNv2HYDLhdRf/XcUFgFpfBzkw9JgrTqHzuauQbq9rh72unoAbi+daFGPLIbl5KnQ+wXabPjok+A7eR7qwtCT7SFFoBwJ6rKTYD5ZE2hSKYNmVHbU5QSCR4IMFbTHeUgUbMZxDovbTkaG/wriDz30EB5++GHBdqurq5GUlOS3TSqVwmg0orq6OsRZ0XP06FG88MILTLyPAGDx4sW47rrr8O677yI5Odm7vaEhujxdYiEBaYAQrRcSx3HQT8xHw+rdAAB5qhGKYYEvxp7wiEjyjHR0HjoM7tBh7z57QyNaPlkFQNiLIByxIiIBJCQRxFDE89y3nZEBO93bnFKOhCNiSNKe5YIlnkQiInKcVivAceBloQO+nTYb4HKBl0fYrrpcqHntTeimTYWqMNCr3lp9AU1frkXcvDmQpwTPvxMMR0srzv7pSWgnT4Szs9O7vbPiEJq+XANb9QVk/N+DEdsDAPXIEjStXoP69/7jt715/dcAAE4mhaoguoldeXISpKZE2Gvr4PRJ9utsbwcA8BoNFNlZUdkE3H14a9W5oPukiQmQJScF3deTzcbPvgi6T56RDqlBH7VNmSkRsiQTbDW1Afs0IzOhL7YCiL6vrps0IqiApB2bC14ubKisnxgYCUII58yZM9Dru+pMKO+j3/3ud3jyySfD2qqoqGBatlBUVVVh/vz5uOGGG3DnnXcysXnbbbfBYrFg1KhRuPTSSzF27Fg4nU6sWLECS5YsYfIdkUAC0gAiWhFJN3GEV0DSTcqPOFFdd7Q5zVCPLIb1zNngB0gkQV/kYvHMaMaSkOT8DoClv0tCEIRQSAAiCDfhvIacNhKLhhL25mZwEikk2tCe8NZz5yFLSY7Cs4fDuaeegb5sOtSjSvz2uGx2NG/8Dq3fbsKw/3dfxOXkeB68Wo0LL70CRXYWXDabd1/9yk9gOXES0vg4yHxm5iNBPbIYLV9vRNvFvDce2ra7Zw8UWRmQ6qMTPOTpwyAx6OFobgm6X5mfH7lw5lvWEndZg+4rLozK88p73shiNH21NuT3CRk/yFJTIDXGw97QGNRmJATzGjJMG466lYECkr6HVabDoZ84ArXvfRewvaeVq8OhzEuB1KiDvaG154OJHtHr9X4CUijuu+8+3HbbbWGPyc3NRUpKCmpq/EVDu92OhoYGpEQhPofi3LlzmD17NqZOnYqXX35ZtD1ffv7zn+PGG2/ERx99hPLycmg0GrzyyisoLS1l+j3hIAEpDP2VTJsV2tHZ4ORSuKx2UQ0rACRenomm4BMJUA7PA69UirIfjljyRvKlNUMGV/rgTrpNEAOJ9hQJcND9v13Nk1hEDEkonGxwY6k6B16hgCwxuFe5y+FAZ0VlVPlgOIkEZ/7vceinT/VPegzAWnUOjV+ugaOpGWlL/idim7xcBllSEuo/WInG1V/57at68q9wtrdDPXpUyBxBoVCXFKNt246A8CjL8RMA3DltohU8lLk54FVKODvNQferSkqCbg8Hx3FQlxSjdfPWoPuF5OvxnBdSQBJoU56RDoleF5BbCBAeYeC5/pZvNwXsS5yXCVWUeYU86Cfmo27lloDtuknCE1er8tMgNWhgb273tzmh55WrQ+GNBPlyt2AbRPSYTCaYTKYejystLUVTUxN27dqF8ePHAwDWr18Pp9OJyZODJ5SPlKqqKsyePRvjx4/H66+/Dl6AqAsABw4cgEKhwPDhgfUwPj4et99+u6hyiiH2RuUxxi3xm/u7CH5cnlkZ8bG8Qgbt2BzwGgU0xRk9nxAGT06lYAh9YUVDa54zZjvFjQVy7x9BEOzxfcbC/RHEYMbzHuz+157R9W7saYVWom/pOFgRMjQIAOyNTWjb9X1UNjkJj7OPPYnat9+D3TfvhdOJ1i3bcPZPT6C9/EBUNiVaLeQpyWheux4XXnm9y2RHJ6qeegYde/e7kw1Hiad/6GzzH5h7Qq7UAmyqCkcAYVbaUgsReyQSqIoKw9iMvpw9nSdUmPGIXQFIJFCFyQEUDo7noSoOLCunVEKZlxORDW1Oc8CfcW5gOJ00QQdlrnAPD3VRBiRa/+tXZCRCkSo8STHHcwFikWpEGmTx2hBnRIYYUYvoXYqKijB//nzceeed2L59OzZt2oTFixdj0aJF3hXYqqqqUFhYiO3bt3vPq66uxp49e3D06FEAwP79+7Fnzx5vDqKqqirMmjULmZmZePrpp1FbW4vq6mpBeZWWLFmCF1980W/bqlWrcPPNN+Pee+/FyZMnBV69eMgDaQASTSibfuII8AoZOKm4JaI9Srp5daCSzjr/UThiLaytO90HseSdRBA9YzGQtxAxNInViZGhSOuWbZAPS4MiM3DCzeVywXz0GBytbdBeMjZim5xEiqqnnoF67Gg/TxtHWyvq3vsPWrduh/GaK6Mqpyw5GdL4eLRt3e633Vp1DnXvvA9AZNLjECv5CLEZTJTwwnGChBleoYAqfzg6DwVOqHIKBVT5kSe69kVdUoz23XsCtkvi3EmmhaAckQ9OJoXLZvfbLk8fBmmcQZBNj9jVvaxiowHUI4sD6pR+Qi50+e0hzugZzcgs8Co5nJ1dfWH9ROEpNQC3gKodPxzN35R7t+kmiBdqdJNGoHHdXu9nsZEbAKAdneONBCFij+XLl2Px4sWYM2cOeJ7HwoUL8fzzz3v322w2VFZWoqOjw7vtpZdewiOPPOL9XFbmXk3w9ddfx2233YY1a9bg6NGjOHr0KNLT0/2+L9pV0vbu3YsHH+zKvVZRUYHrrrsOSUlJsFgsWL58Ofbs2eMVvPqS2ByFxxix5oUERO6JpJuYD/0kNvmJgsUCy1JTIEuIXvWP9CEKddxA6XSTdwQxVOnJW8hsFCdqE0QsE8pbqDOl653mpNeCYBpXfwXLqdNB97kcDrRu2YaOg1EmSpXwOPfX51D9z1dhq6/3brZWVaH6hX+g+u8vQaJRR2VSmZcDTqlEx559aN/ZNQFnPnIMrZu2AA5H1MIMx3FhPb+FJGcGwgtEQkUUqUEPeUZ60H2KrExIdME923si1PWrCkZEHRLnPbeoEAgSaqIWEBLngZfLoRwReC/ETrwGOz9SMS6Yp5A2pxmmy5PByfzfy9Gu3twdXiaFdmwuU5uAW4Ty+8xgnKMdm+s32c7Ce4hXyKAdE5kHF9H3GI1GrFixAq2trWhubsZrr70Grc/qhtnZ2XC5XJg1a5Z328MPPwyXyxXw58m7dNtttwXdH614BADNzc1+q88tW7YMubm5OHXqFM6ePYsxY8bgiSeeEHz9YiAPpAFMJJ5IMqMOhmlsPIS0o7NRJ5MAtq7lSIW+BO119Wj84ivEzZsbdH/n0WNo+eY7JN3245CuyrHujdQd8k4iBgPmRAkJosSQZKBMXMQSLpcLDR9+DF3pZMjTUgP2Ozs70bzxO6iLi6AIITQEheNx7pnnoSopgqO5K29Lx4EKNH21FvaGRmQ88seoyqouLgI4Dp3dhKfOg4fcX6lUQpmXG+zU0MWUSqEuHIH2PfuC7pelJIfMZRS2rCVFaPnm26D7lPnDBSVnDp/0WLiIEmoRFjEiiqqkCPhgZdDvEopEo4YyJxvmY8eZ2XSfX4LOAxXdtomzqSq+KHY5u9ok0/wMyFOE5RUCAF4ph2Z0Dtp2Hb24gYNuvPAcQB70k0agZcvFZ0guhXa0eEFFd8lwQMIDDickOhXUhVG0HSGQqOTQjMpG2/fHIEvUQ5kdXSL2UOgnjkDrjiNMbBFDi/T0dJw/fx6ZmZkAgHXr1uGGG26ARCKBRCLB/fffj1/+8pf9UraBMfKOAWLRCwmIzBNJbPiaB14hC2j4Ey7LFGRLZkqE5fRpVD3+F9T/x6cT4HTi/N9fQvUL/wAnkYALE+fuwXd2dyDh8cSwq+gxJPqHSHML2XRUR4nBRygvIc+fJaFrxtCujn72cKDhtFhQ/5+PYG9sCrrf0dKK+o8+hT3EqlLB4DgOTosVVU/+FRdeXwaXtWvipPW7zTjzyJ/RvP4byFOjy4niGYB3HqiAva7Ou71jfznsDY0XQ4TiorIp0WrDLoGuLhTm3aIaGTonj+A8OHm54EKEK4lNeszSJuAWUIJvF25TZjQGCpIcB3Vx6DxGkdC9TJxcBmW+OBFF3S2MT6LXQ54+LOTxoTyEfP8MJTa/3KaKTBPkKfGiygn4e/aoCzMg1UfncRcM3fjhwEXtUTs2B7xCJtqmRKuEpjjTa5+TsOmj6C96HelEhtn5wsLjihiazJ07F8888wwA4NSpU9i9ezcuv/xy7/68vDycOXOmX8pGo4L/3959x7dR3/8Df91py5K8bVneK54ZTpzhDJskJgkJu6WEhpaUTaFAoJTRLxDKj1VaWkbLKBsCKRQCIQkhIZOQQQhxdpzlbK94yUuyxv3+UCRLtqxYdx9jx3k/H488wDr57ZPudLp73/vz/gThfE4iseLdZE6m10A7JN7zhRYsbV4uIAiwHDzc+aAgwHLQdfdDzMnF+ZhI8tZmlFFzYCJaQ5YSdnXnSU+rSU5Np8kFxxYqnDM5dD5/TwCA7cwZNK5aA6fV6ne5vcmM+q+WQbD3vvcGr1Kh49RpnHjyGdR1qe5oWLYcJ/7yNNr37Yc8NLjpzN3f5W1lO31muWot2wlne7uoxIzSFAdZgASR+KbHPZ93BEoEBYyZmw30cDEqNonirmxiGRMANH5+l1MqoB4iPomijDdB1qXfjyw8DIogk4ZddV1XKUPiPDG7bH9N1hDwCmkJj7AC15TuboZx6dCnN/eYHOot78RE1yFdYvVFTHlYCLRZCWdjsmmpAXglexg2qna/flatPwBAEamHOo1NNRO5sPz5z3/GmjVrkJaWhqKiIiQmJmLixIme5dXV1T5D7n5ONIRtkAimsbYU+pHpPv/vnfXXpTahpaL3TQEDTUUKng84I8a5NKed3xcHXfV0sU/D4AYvSvCQC10wSZ6O7QO3Qsh67DgczS09zmLlaGlFy0/bEVo80e9yf+QRETCvXY+mVWsRMmJY5wJBQN3nX6J54yaoMzKCnyI9PxeWw0e6NdNt+eFH13IxjZSzMsHJ5T0ms8QkZrizDZibv+8+nTcgvmJGm5+LhiXL/P1BaEWek8hCQqBKTfFMM+/Gh2gDVjydiyY/r9vQODGVVz4xM9LBqVQQvBKTUpMonunsvbaVNj9XcoWHNi8XTStW+fwslTI2BvLoKNhrz/iNKeZmKeBKnFgOu2ZhYpWcMIzORNU73wJwNYBmQRkdCnVqLCwV1WwTM4WZaNt/kkmza0/M0ZmofHcV9AXimqb7o4wJgzY7ASFDU5jFBIDQ4nxYjlQzjUkGP6PRiK1bt+Kll15CY2Mj7rrrLp/j5urVqzFkCLtkZzAogRSk34RvxAcN4/t7Nfz6OZJI3lNa+hsb7f5y7U0iyT0VqfcdSc+y1JSgm1VeiHpKMnQc54GeZw4mP6NAiSBhTecXgTlZAXssJY3I4OVOCHkPB7NECQOqGshScRTy0FDII/wPB3FarbAcPNTjsBx/5JEROP2Pl6FMiIc6rXMYuLOjA/VfLYN5/QboRhUEtZ4cz0OTl4uWTVt8kyhOp6c3jphKFE1eLvDlkh6Xi4nJq1RQZ2agfd/+7gslDDvS5uf6TSDJDPoeGzefi8IY67cPkColGTJdiKiYgKsiqmsCSZubA85P0+Zex8w5W9nk1ZxVahKFk8uhyR6Cth27mMV0xfBN9mnzxFVzeVMlJYLX6eBsaXHFFLFv+ksIhY3PwJkvXQmkqEsSoAgX31fIzTBmCGoWrnf1AGLUVFmVEAWlKQKOFgu0Q3oeEhcs/ehMONs7oEqIYhbTMCYT5s37oYiUViHmTWWKRMT0kZCFiJ95zp+4W6aDV7K9PI64uADV76469xMJ8ZKcnIy7774bjz76KML83BjYu3cvfvnLX/78KwZKIIlyoSeR3HTDUtBT/UtvqpF6mooUQI93asVqTRZgDT+/mm6zYonoXdNjqmbyryFLCXt7B7Cm87HGDCXkakr2kAvXQEj6dJyuhMIY2+NFuOBwwFZd47d5c08Eux0n/t+z0I8bA86r6kLo6EDjqjVoWrUWholFQSWQZDodVMlJsB495tNM2NHQiKZvVwPoPnSmN7RnE0iBlgerawWGNz4kRHTFjDYvx28CSZWaAlmIuMSMOjMDnFLp01cJcL2XYhMzrhnO8mBev8HncemNlHPR8JVvZZPUxIxM59oe1oqjXjGlnztp83J9EkiaXOkx1ZmZ4BQKCDYbOKUSmkzpVSMcz0Obl4OWLVuhiA5F+HgNOE56skc/JhNnvtwMzRCTz01TKdTpRsgj9NCkGZn0AHIzjB4Cu7mNWQ8gwJXsclpszHoAAYAqOQaRl45mFs/NeP1FzGNqM9lPic5y+5ALx7333otXXnkF/+///T/ceOONuPfee5Ga2pmAfv/99/tt3SiBJBIlkQCZVhVweW+qkbR5uX4TSMGcnLsJTifAcef80jOn2n1OLi+0hFJPzpVkam+SA2cn5+jQ80ENsWKRnOrt32urUgBnr6kEGQ0FI+RcAiWDnIrO6ob2OCc4kYkjp8UCvoemv8E8x1v7gYOoeed9hE2/GHB2rqfgdKJl6zY0rvgWhkkTgkogqdNSwSuV3SpbLIcOw3LI1a9PzIW/Nj8X1qPH/C4TO+26ZkhGj0PDlPEmyMPDgo4JuF6fv+Hl2txs0YkZbV5ut75KgLTEDK9QQJM1BG27dnf7W1Jo83KZJ5AUsbGQR0bCXlfnekAmgyZH+nmaNj/Xk0CSUnnlEzO3s7JJmZQYdM8rf3jl2W21ew805+h5FcwwMceUFLRs2cq06XFITiL4EBXTfj0cx0FfmAFNRu+PRb2hH50JR3Mb05iaDBPzChyO4xA2edi5nxgkmU7DPCYhA8UDDzyA++67D5988gn++c9/YsiQIbjiiivwwAMPYOzYsf26bnTlPEj1VWPtdpUCY/77J2T/8Sq09/IuSqDGgJqcs1ORepFHRUEREx30ugl2O6pfexPtBw8BftphWI4eQ9Xrb8LZ0urz+GBpqjqQ9dTEudXUOcueXc1Rw2dCGGlN6l0jaX/HPUE4dz+h3jzHW/0XX6Huf4tgb+z+XWCpOIqqV/+Dti5TXZ+LNj8Xtppa1H7wEZo3bvY83vz9JtR++DFsNbVBV/a4K2N7IvYiPVBSQ52ZKWradV6l6rG5sbRZs3qYiUtCEkUeEQ5lfPc7+1IrZrr+PieXQyOh4TMAqDPSwKk6b5DJIyOhiJXWBNdV2dT5/qnT04JKlvbEO6aUyitvMr0equSkbvGD1bU5dPhFrjvn4RelBpxhLKi/MSINnFzGtOkxJ5dBPzKD+exZhrFDmDWmdgvJTYSOYQ8gAOB4jtkU9j5xGVY0EXKhkMlkuO6667BlyxasXr0aDocDEyZMwIQJE7Bo0aKgz8VYoQokCQZyFRLQR5VIHAeLRgXFpLweZxXpib+KJFmIFurUFFgOH/E8Jra5Iq9UAjyPqldegyo1xWdZzbsfwHr0mGuWDkPPY7C9L6aoMokQ0l9EJbQ5+E2eB6vuv/9DyMgRfqevdrS0oGn1WmjzcqFOT+t1TE3WENS8+wHMGzeDV3UmS5q+XQ2HuRngeUTfMCeo9VRERUERGwNbdY1PHxj3/yvijFBERgQVE3B9B7X+tN3/6xDZt0YRZ/TbW8f998TS5uWifW/3oWFSYvrtTyiTQZMt7XxCm5eLjlOdzflYJGa6DndXD8kArwpcHX0uXfsAafNymFz8avNyJfWn8se7solFryI3d8WcNi9XdOPorvSFGQDPwcCwkbJMo4R+zBCEDBXfjNyfyJmFUKeyTaLoR7Kbbt6Nk8sgk8vO/URCyHlv0qRJmDRpEo4cOYJ//vOfmDt3LmJiYnDw4MGffV0ogSTR+ZBEAsA8kSTlZKprIsk964ubpJPp/Fy0793n0xMAgGfoQDCxKZlECJHKXyLIVu/s9hxOFvwxVbDb0fLjT9CNHgVO1v0iQhAEtO/ZC6XJ1GNTaH94jRpV/3od6vQ0ONs6h0eY12+A5Wwj4LBLpge1rpqcLFe1qcMBZ1u753GHuRmAK2kh0wY/cYI2LxdN1TU9LhPDs67O7ttO9LTrPfTWAaRV4Wjzc1H36ec+j0kdyuSvPyGLihlNXg4aV3zr+ZnFTFxygwGq5ERYj51wxWSURNHmd/YBYpXsUaenglOrIVgszNbTMxvdxs0BK6+CTQLJpyehZbMBERPFNw7vShGhR+Ss0ZCHsYsJAHFzp4JXsL2cCclLYhoPoD44hJDgPP7442hqavL7r7GxEW1tbThy5Mi5A/UBSiAxMNCTSMDP21y7t9wnNB1es77wGrXPLDXB0ublog6fBVwuhvsiUKBPDCEXLKdc/IxhzvZ2gOcDVkc4WtvAKRTglb0bHszJ5WjetAWN36xE2LRSnyqc9r37UPv+Atjr65H0/+YHta6avFw0rV7nk9gHgPb9BwAA2qF5QU/rzavVUGekw3LA/50ysUkUbX4umlav7XGZGDKtFuq0FFgO+b5+1/Ao8dUT/nrrSJ12XR4WBmW8yaeyR2yVlLeu/QlZJFFUSYmQ6fVwNDd7/gYLmry8zgQSo2SPNjfH1VNRpQqq0i4QTi6HNnsIOqqqoYiKDPr3e0wClSZDaKuCIdsCoPustmKokqIROWs082FHsb8uYRoPAJTG3ifHCSHkfPHkk09CrVZj7ty5GDlyJEJDQ2EwGGAwGDz/Hxp67lnP+wJdDjNyviSRAPbVSFJFjFOh1hSBjtP10GRn+72T3lvysFAoE+LRcfJUt2Wy8DAogmimei5tJicEqlIi5LwSbAKo3cGoNxrP4+TTf4WheKLr4tSLs7UN5u++R2vZDsQ//EBQYbX5uWhY8jXOLPzU5/H6L74CAISMGhn0MVWdmgJeq/GpFPL5myIv/LV5uT0nkERMnAC4plfntVqfSikA4HUhnj4uYmjzcrslkKQOj3L31hGsVp+/I5U233doGIskiqc/4dkqLBYxOZ6HJjcHLVt+AKdWQ53OZjpzbV4OGpctdzUOl5CM8ybT6aBKSYY81BCw4XOwwienwnpcx2xYGABo85IR1sS2kTLHcYi8nH2TVtZTrhNCyGC1atUq/P3vf8fbb7+N2bNn449//CPy8/P7e7UA9HMT7ZSUFHBnZ81y/3v22Wd9nrNz505MmjQJarUaiYmJ+Otf/9pPa3tuvwnf2N+r0Ct91WBbCvdsF+GTUyTH6umEXEy5vCAIcPRwEeV5jtMJZ3t7r5rTEkKk66kZtCW6swLHofHfRLo3rMeOo3HFKjgt/u/md5yuRN3nXwbVvJBXqaCMM6Jh8VKc/sfLPstO/L9n0bjiW6jSUoOuHDlXAkLMhf+5Gkl37TvTWz2tiyImWtTECcDZdc3tvq5aiVU4/hJaUpM97t46vn+HQQLJa72kVkm5ufsTAoDCGAtFZPAVM/64X682J4tZYkYZb4IsLIxZ9ZGbNi8Xmi77QaDmz735px+VAcNYtjfxeIUMocXiErDniksIIaR/TJ48GUuWLMGOHTugUqkwduxYzJgxA6tWrervVev/Wdj+8pe/oLKy0vPvD3/4g2eZ2WzGtGnTkJycjG3btuH555/H/Pnz8cYbb/TjGgd2PiWRBlIiST86E+A56EdliJ6Nw63HGWTygj/B4jgONW+9g4Zl38DR5Q43BAGtZTtw6q8vwN5k9vv7lFQixL+OsM7ki03fc1LoXJ8hW00tnB0dPf4dQRBg9VORGIgy3oTGlatw4omnfWb3EqwdqHnnfZx67u8QbLagE9LuC33vChTvn8UkKNzNmf3iedGNj3s6jqqSEyE3iJvWWxEVCYWxe2PaYGdK68rfukpN9vhLarGqFnKTGfRQJsRLjqlMTPBMDqHOlN5E2s2T7BFZHeaPJivTleRi2PDZ3QfoXNsn2GRP1IwkRM8wST4n8SY3aKHNFt+fqic0wxUhhAxOWVlZeP3113H06FGMGzcOc+bMQUFBARYsWACHw9Ev69TvQ9j0ej2MRqPfZQsWLEBHRwfefvttKJVK5OXloaysDC+88AJuvfXWn3lNe+98GM7mNlB6I4XkJsIwOhNyvcbnce8TNu/Z2wJRJsRDZjDAYe5M6nBKJdQZ4voYqNPS0PjNSjSt+w6CzeZ5vOa9D+FsaT07k0xMr+N1vQC2a/pnCkZCpJCcDN3DZj3sTU04/eK/EFY6GeC87okIrp49DctXQGGMRfTsa3od0zML087daN2+w/O4s70drWU7AYjr2aPJywH+t6jnv5kVfOWI6+I5F+bvvu+2TJ2eCplW4+e3zk2Tne23kbRGRCLemzYvF01V1b6PSawc0WZ3aXotk3Wr9BFDk5cLW806AK6kojw8THJMd28dCAKzadc5nocmLxctm7YwrcLRnO1PyDImr1JBPSQTWj9VY4GcK3kj+2Ue1KkGcDy7oWHqJHFVcYQQQghr0dHRmD9/Pu699168/PLLuPvuu/HII4/g2LFjP/u69HsC6dlnn8WTTz6JpKQk/PrXv8a8efMgP1vWvGnTJhQXF0Op7Jzyd/r06XjuuefQ0NCA8HD/d12tViusXnd4zWb/1SF96XxLIgH92xuJk8tgvPHigM/pOntbj7F43jUryaYtnsc02UOCbvrqps3PReOKbyF0Gc7ibGn1LGd1988S3XOTXuqxRFgKJgFk03UmOa0R4htJm7/fBE4mg270qG7LBKcTrWU74WhsROiUi3odU52WCjjsrp4/Xp9Dy5EKVL3qqlYNnTo56HXV5uWibeduv8s4hRxqEcOEFBERUJri0HG6stsyKZUjmnz/CSQxVZduMq0G6rRUWA4d7hJT/Ixhrt/PRdOqNZ6feY3GM1RKLF6j8WnQrclMlzxjGOB6reY1rgQSqySKu7eOteIo22nX83JcCSSGMZWxMVClpkjqJeXmnQCKv3UiNGl2AOySPZp0dv0NCSGEkP72i1/8wu8MbDabzdNCobGxsV/WrV8TSHfffTdGjhyJiIgIbNy4EQ8//DAqKyvxwgsvAACqqqqQmurbZDE2NtazrKcE0jPPPIMnnniib1e+F86nJBLQ/4kkVVxEr57Xm6okTV6uTwJJykm1e3iAe7rprliesAfSm4t2SjINfufaD5xeOYj2WAEykcmejtOVUMQZe0yOCnY7bHX1UAZRfac0xqLypX+jccUqyPS6zr916hROPfd32KqqEXPjDUGtp8+U4949ic7+P6cQV9mjzeusFOlKPSQTvNeNjWBo8nP9JpCkJCg0GendmjNLjen+fe8EkuzsjF9SqFKTwYdo4Wx1DQnW5EibOMFNm5fjSSCxOiar01LBazRwtrczTvbkouPkSVH7ZU80QzJdTZ8ZVEl5S7y7FJp0/999YmnS/FedE0IIIcRFq9XCZDIhLCws4L/+wDyB9NBDD+G5554L+Jx9+/YhOzsb9913n+exYcOGQalU4rbbbsMzzzwDlYQx/A8//LBPbLPZjMTERNHxpDjfkkhA/yeSgtG1rN2dUNJkZYJTyCHY7MDZ/ghieWaO2fxD92UiZ5JpXLkK2twcvxdjgtOJ1m3bwet00OYEtw3cyQXbZq+KkXCqauov50r2CF5vf1uCE46kgdMjq2XbdrTvL0f4JdN8kiiCww7zxs1oXPEtIq+4LKgEknvGLHtdHex1dZ7HPbMmihx61HXKcW/qTHHJHpleD1VyEqxHu5cGS+kJo83LRdOK7g0Qu87MFgzPkLsduzyPKWJjoIiOEh0TcK2rezY31885kqstOZ6HNjcHLVu3uWKymnY9Pxf1ixYDkN5Tyc2dnLQcOgRlIru+Ndq8HFiOVIhOQvrDq1SIuPIyn8fYzPRFlT2EEELIz+2DDz7o71XoEfME0v3334+5c+cGfE5amv9eNGPHjoXdbsfRo0eRlZUFo9GI6mrfXgnun3vqmwQAKpVKUgKKtfMxiQScX4kkN+8TZnVmJtr37oMqOQkyvV5SXG1ert8EktiZZAS7A6f++gK0I4bB2dziebx9fzmaVq+FraYWCY8/ImmdeyOYoUjWQ51JBLsu8O8OxMSUlJ49jhbfKpSWVCdk2oGT7KlbtBjaoXnQZKR3W+a0WGBe/z1USYlBJWe0eTlo+nY1qv/zjs/QsMZvvnUllHg+6GSPp1po209+l2tETpPedcpxb1ISFNq8XP8JJAnJHlVSInidDs6Wzs+9Mt7UcyPsXtLm5fokkKQONQM6G0nbampdMVkle/JyXQkknocmyCR5TxRRUa5edDwPRWTvqll7Q5ufC06pYNKryE0RZ4ShZGKPy8UmfnSp4WA5LIwQQgghpCvmCaTo6GhER4trPFhWVgae5xET47qjXVRUhD//+c+w2WxQnO1fs3LlSmRlZfU4fG2gOl+TSMD5mUgCgPCLUtG+dx/CJoprnu3NPXOMYLf7PC52WIM2PxeNy1eg7WxDXjd3g16lKQ6KCHYXQT+33iZrLA1e066rxPfW8Ykp64whyBg0e2ZIcDphrTgKdXrP+6TtzBlwvCyohAKvVKLq5VehzkyHo7lzuEnLDz+i7tPP4bRYkPRUcMN6VSnJ4ENC4Gxt9Ts0TJ2RDl4TfINmbX5ujwkksZ8n95TjlsNH/MQUn0jR5uWgYenXPo8pE+IhD+tdQ39/3D3aWrZs9fo7DGb3ys32GXLHqgrH3UiaUyqgzsxgEzN7CMDzUKelQKbVMokJnE1wcWyT15qcrF71Uwo26aNPM4KSPYQQQgg53/RbD6RNmzZhy5YtmDx5MvR6PTZt2oR58+bh+uuv9ySHfv3rX+OJJ57ATTfdhAcffBC7d+/Giy++iH/84x/9tdqS/CZ8IwBQIulnYhididMA9KMzoelhqFtv8SoV1JkZaN+3v/NBjoMmyJlk3JQJ8ZCFhsLR5P8CQiPiTn/TmnWQR0ZCO7T78BrB4UDLT2WAwwH9uDFBx74QOTs6AI4L2HzdabMBgtDroSgcz6N+8VJwcjnCZvg2jbedqYN5w0a0/lSGpCcfC2pd3Y3eLQd9Gx6791d1RnrQs3G5hhple4YadfubYpOnOVk9VgtppCR78nO7JZBcyZ4w0TEVpjjIwsPgaGj0+TtSafNyfRNIDGJ6D7njtdIbU7tp83NhXrMOmizxExF05W56HewQ3XPR5uUBfO+H2PU26SPkxoHjKNlDCCGEENJvCSSVSoWFCxdi/vz5sFqtSE1Nxbx583x6F4WGhmLFihW48847MWrUKERFReGxxx7Drbfe2l+rzcT5XI0EnD+JJEWkAYZxWVCndO/R0lPvpEC0+bk+CSRVagpkISGi1o0725epeeNm/39LxMW5LCwUNW+96+qr5DMb1RGcfOZ52GvPIO6eO4OKaauvhzwsLODwDVtdPdMhI2I4WlvBq1QBhxPazWbIdLoghqJwOP3XF2AontgtKSfY7GhavwHN332P+AfvD2pdtXm5aFj6Nape8U321L73IYCzDZqDrOxRJiZAptf7VB/5/E2RCQptfm7PCSSRMXmNBur0NFgOHvJ5XGrVnXvKcZ91lFiFw3EctPm5aP5uY2dMCf2P3DTZQwCZDHA4INPrmfXX0ea7htxpcnKYNKYGAHVqCnithvlkAdq83KCncgcCJ31CksIAAJyMbbKH1SybhBBCCCHnu35LII0cORKbN/u/ePY2bNgwfPfddz/DGv28zvckEnB+JJLibp7Wq5N/fxclXZNK2rxc1H36eefPUmc4ysv1m0DidTqokoJv+q7NdlV2dJw67fO49XCFK25ICFQpyUHFtBw6AvOadQibMQ0QfCtGLIePoGH5SqgS4xFx+aW9jtm2vxy205XQTyjy/zePVKBt956gYgo2G0789R8Iu3gKFMZYn2V2sxlNq9bCWlEB03339Domr1RAERODuv8tQsPyFT7LTj33dzhbW6EdNjToHlja/Nxuw6J8louowvE0et/SvU+XK6a4fVWTneVJdHhTGGOhiIoUFRM4Wy3UJYEkpurOZ51ioiGPioL9zBmfvyOVNi/Pk0CShRqgTIiXHJNXqaDJzED7/nJocnOY9dfR5uWiYcnXzHoVAWf7VuXmiK4O6ynho4nOhEynBMthXJxs4PVeI4QQQggZTPotgUTO/yFtbu5EEjDwkknKmDDRv9utSgmuKazdCRqpd+TVQzLBKRQQbDafx7V54i4o3cNC3FNZd6XNzQ46rjY3B2c++i9q3n4PnKLzcNG2azdat5cBAMJnTAsqpioxAdWvvYnGVWt9EmWO5hZU/ut1WA4cRNj0iwNE6E4eFgZZiBZ1n34OzqsJs7PdgpN/eRqCzY7Q0ilBxQRcCYi23XvgbGn1edzZ6vpZTLJHEWfsNiyq698UQ5uf6zeB5G6ELAavVruqhbrsU1L3fW1e54xZrGK6q4XMa9cDAGQGNskedUYaOKUSQkcHtLnSZyFz0+bnon1/OdNkjyLOCHl0lCvxJ5K/hI/ixrFQJQhgmeyR6YLvn0UIIYQQQvoX3a4bANyJpMFgWlK5T0JpMNGlNiF0gqv5sdIYjvBx0mb645UKaLIyuz0u5UI6UEJD1LA4XWfVkmDrbCDubibOa7VQpSQFFzMkBKrUFDhbWtC+d5/ncUdjoydRIeai2v07gtXa+aAgeNZbTExNoNm2zg5DDJY70eGPIjYGiihxU6+7G713JblSzs/vS42piD47Y9ZZMr1eVNVdV97rJTYR2xWvUHhmm2OZ7NHk5YCTy/0eA3pLl9rk80+fZobplskIzevotqy3//xRJYjbJwkhhBBCyOBCFUgDxGCpRnIbyFVJUhjGDEHtJxugHzMEHMcF7MfRm75KmrxctO3e2/mATBb01OjetPndKzs8cUU2rNXm5cJacdTvMk1utqheK9r8XFiPVPhdJrZyRJuX65pi3g9eFwJVcnCJLgCQhxqgTExAx4mT3ZapkpMg0+uDjgn4DovyeVxCgsJvo3dIn41Lm5+L+s+/7Pw7Idqgh0L6jZuXi6bqGgBgNoxLnZYKXqOGs93CNNmjzXP1P1MPkZbs8ZEqg/WKMTBkWwBYpK2gF8PYwXO8JYQQQgghAwslkESoP+PAsQo7IqJ46PU8IqKkNSutP+NARJQM61e1I4VbhaMFU9FWb4E24txTB/vj/t2ONhuObXZdoMVkhSI0XicpLgC01Lajclc9AECplSN5XOw5fuPcvZIcbVa07HQlEzhwMIyTfgEkOJwwbz3g+VlfkA5eJX0GIbu5DXyIGjKdGnZzG+SGnqeg7im55J1Y0ubloM5rmSo1GbxKfGWTIspV2WE7e2Hupk5P69VU1P5o83PRsGRZj8tExczLQcPipX6XaURWjigTEyAz6OEwd28krZWQoNDm5/pNIEmpFNNkpoNTqXyrpXB2FikJujZ65zVqybNxKSIjIY+MgL3O9blXpaYySfYo4oyd/2/s3uheDHtjExRxcbAeOw5OLv7z7v3ZtTe1oiOmHeqUGHCtu6HLSpe8nk6rDc3bD0OVGoumzfthGJMFLojZw3pi3lwOAQIAQDcsFTKttCpJAGjefgROawcAQJuVAEW4TnLM1n0nYG9yDQNVJ8dAFSe9CX97RRU6qhsBAMrYcGhSz/3ddC7W0/WwHHcdS+VhOoRkS292bqtvRtuBUwAAmVoJ3Yg0yTHPp+/Q5m2H4DxbFRqSmxTwO7S3Wvcch725DQCgSTNKGrru1n64Eh21ruOAyhQJdZK4YcDerCfPwHLS1aNNEWmANtMkOWZHbRPaD1cCAGQhauiGpkiOaW9uR+ueYwBcPdAMo8Unzt2cNjuat3X2vdOPygSvkN7o37z1AASHqz+jLj+ZydDYlp1H4WhzJfW1GSYoogySY7YdOAVbvevcRJ0QxaSq03K8BtbTZ8/Ho0OhSY+THLOjuhHtFVUAALlBi5Dc4G+8dWVvakXrvhMAXJX3+pHsvkPd+vo7VMrIiqObqtDWYMXecz+VkPMGJZBE+MvDDdi60QqlksOtdxtw3e+knVB/+HYLjh6yYeN6KzgOGDdpMTKGKICbLhEVb/eXFTj5Yy2yL0nC1//n6oky9qYcWJo70FzVhqtemhRUvKZTLVDplVAblKjaU4/F930PAIhI1eN3i1zrWL2/AbHZ4QHj9FSVZDvThONPfwoA4OQ88j//c1Dr54/gcHpiAkDWW3dDGX3uiqBzOfXKUjhbLaj5aB1C8pJEnax1TSydUivhtLgu0OSh0tdRm99Z2eH9mFgKY6xPAsGD512Nu8XEjI2FPDIS9rq6bsvEJmY8jaQ3d+8DJGlYYH4eGr9e4edx8TFdQ5eGoG3nrs7H1OqghwN2W6dc34SkwmhkMxuXVwxeyWYq947TlZ3/f6oywDMD8/481R/Y4alsa/7uG0RfIj2JYDlag1MvfgUAOPXKEmS/3ftG7D2xN7X6HJ/yP38E4KVvp2PPfgo4XSe/mf++g0kC6fTrX6Pj7EVK8qOzoWBwMVnz3+/Q8pPr5D/ululQXTZGcsz6b7ajftmPAIDIy8ZAc8t0yTGbtx5A5VsrAQD6wkyEPDZbcsz2g6c9216VEIkh//695Jjn03foyZeXwH72Qjr1qd8wSXhUfbAGbXuPAwDi77oUEdMKJMesW7IVDat2AACir5kA42+C76HXVdP3+1C9YC0AIHRSLpIe+IXkmG17j+PE378AAGgy4pDxws2SY3acrvdse5lOjdyPHpAc09ne4bM/5X70R0AhPdlz4u9fwNnmuhGT/veboM2UHrPy7ZWwHHElURIfuBphk6TPvFn7+SaYN7qG7MdePxkxv5ooOWbjml2o/cxVyRxeOgIJd18mOWZL2RGc+pfr5l5IfjLSnv6t5JiWozWeba+IMvTpd6jUFhovXPUpBIfrO3TuohmITJKePFz9zE9oON4iOQ4hAwklkEQomqTG2hUWtEJA8VTx1Txukyar8fa/Oqsm1nxjwY136DFU5LC2tEkmfPfiLlR8X+V5bMtbri+uyQ8Gf2JltzrxwbVLMfL6IQiN9522/tT2M9j42h7I1TJc9WLvvxC9D/KLjwdOPA12Mr3Gk0DS5YUHHBYHnHtonDYvD02r1nZ5TEKyg+OgzcuFef0Gn8fVGelBTzfvEzM/F+Z1vjMscgppPWG0+bndE0gShwUq402QhRrgaDJ3hgwL9amgEUObn+uTQFKnpkhO9sgjwn0as7OaHl5mMMBeUwsAons0dWtKH9HZPF4Z5jjnfk8IIYSQ85/URI9Z3grvCKWJByBTUFtfQn4ulEASoXiqGs88CqQPkSM+SfpbOGykEuERPBrqXWW4kdE88oYrPct/E74xqCRSZLoBofEhaDrV2m1ZenHwJdMRqXqow5TY9NoewKtCtP5oMxb+bjUA4OJHRwUd12288Sj8zxt2YZDpNLCdLZXvTTn/uS60Q5LCUPmvzqnX+ZAQSVOuA/CbQBLTQLpbzC4JJHVmJnilsoffODfNkMxu085rMtNFD98DXMkuTdYQtPzwY2fM7CzJs3Fpc7N9flanp0qK58ap1Z0JJFNwJe097VvKaAWsZ0cfqGIo2UMIIYQMZuGqNiaT4hyvqoa746VKZhMdUxCEXp139fZ5AOCwOWC3OqHS9VxZ3ZvndHVsczWSxsYwm7WVkIGGEkgixMXLMSRXgYkXSa8+AgCZjMOEyWos+cw1hn/SZDX4LmN5g2myzXEc0opN2P6xb1omKiO0WwVRb3Ach/RiE3766CDODg128fr/NBGJKb9/C+fumTTYcGo2Q4I88WQ8lNEGdFQ1AABUCWFBX/B3rXJSZ6QBchlg70zMSG1SrE5P9amWYRGTV6mgSkqAteJYZ0yJTaQBQJOV5ZtAEtmQ3JtMrwc4DhBcH6SeGlMHu+3kegU6zhY0ahPZJHvoJIgQQgjpX06bA7zCNVRrvaEetWcfj9c1ec6dHTYHZEH0l2o43gx9rBZylQw7I6pwys9zzhxqQlRG74ew1h5sREt1O1Im+K/U7mi1Ye/SYxh+TXqvzy9aay347qWdGHtLLuR+qo2q9zdg67v7Mf3x0VBoend5y8t5/HfOt8ialogRs32r3502J3Z+fgRb39mP696f2qt4bmWfHMK6f+xA0W157lM8QgYVSiCJVDJVjQmMEkjueO4EUnFpz8OCeluNlF7SPYGUViy+wV5aydkEkh+xueHQRQc3lKnpVAtOldUhe7r/qbtt7XZErv8KI65Nh0whG9TJpL64OFdEeSWQTME3qPWXdFCZImA97jpd4TVKhI9WAJCWnFCnRqP9wGnPz1KrmgBXk2fvBJK/WciCTaoo9ZGo/aDz58iLIqEIZ5CYkfMQbK6kXEiqDVoWyR4GjW4JIYSQgUZwOCHYHQEbuguCAMFqA6/ufTVzy66jCMlL7rERs62hBY7m9l41U3cncrYvPIi4oZEw5kXgK20z3IPgM8NqMSZxP458VwmH1YEhF/s/D/bnx/fLYa5sQ8vvsrsta2uwYtsH5eBlHCbcObTXMZur2vDfm9ZgzI3dz79ObK3Bxtf2ICxJh+mPj+51TINRiw+vW4nYnHAkje3sRei0ObHlrX348f1yJI+LxYhfZfQ6pi5Gg9oDjXj3quVI7ZKYWvzHjTiy7jRSJxh7nTwCXOffcUMjseGV3fjxgwOe/kcA8Mmta2Fp7IBpRBS04cH1E0wvNuGb+Vs9PWMJGWwogSTSpVdrkZDM7u0rKlZDrnAVJIybGPhA1ZtqpIRRUVDqFOho6azukFIllDCyezy39JLg4+pjtVjz12+x+Y29yPJKIgmCgK3v7sfW98oRlRGKUde7etd0LXkdzAklFhSRndPLyyPFTTXflSo+0pNAYhVTk270JJA4lRxhBRykJqWcRTEwrz77A88hvFAmOWbXxtG8gtFnX8YDNse5nxcEqhYihJDBy2npOGdypDfP8dZR3QjBZu9xdjBBENC6owIhw1J7PduV3dyG2s82IvqqIsDP79gaWnDmi82IuWYiZLpe3pDlOVQ8+iFCJ+QiYsbIbovNm8tRvXA9kh/6JZTG7q+/p+FTy17fgur3GlF0Wx6q5BZYzj6egSMwf7Ib+z49jDkLShGVVO/39/3heA4L5nyLtOI4tJ6xeB4/vaseC+Z8i+q9Dfj1B8FVtiSNjcUH167Azs8OQx/b2fLg2JZqlM9cClu7Hb98vSSomPEFUbC1O7Dmue3gZJ3b6VTZGXxyy1oA8JyL95ZKr0TCqGgc31LjmbkZANrqrdjwsqv3o5iWGmnFJtQeaMKR73wn3jiyznUemSbieiStxISdnx2BpanD53FLo+vn9JLgb76nFce5hlRQ9REZpCiBJFJyGtu7/Do9j8JxKsh4QBvSu0ZwgRJJMoUMKUWxOLDSNf24JlyFuKHip0qWKWRIGW/EgRUnui0Tk5ji5TxSJ8Zh39Jj2PxG5+SWgkPA+n/uBACkB6iYooRSYJy8s3yZVULBu5JJEcEmgaRO7byLJNOyqeiTh3XOisjJBnhTRUr2EEJI0AS7w+d7TuxzvLUdPA1NmrHH7w1nhx3WE7VBTZfeuGEPeIUc+jH+L8Bb959E+6FKRF3a++qO1j3HcWbxFsTMLu62zNHSjjOLt8B6sg5Jf+r9LG8ynRr7fvsCQifkQjeisx+fIADN2w6h+uP14BUypI1I63VMuUGLlh0VqFv2I8In+1bEVL2/Gg2rd0KdHAPZ70oB9L6x8uoCNba/tQLmL9dDsHZe9Nc8/zGaq9oQmW7ApWNqANT0HKSLtGLX+eji+zf6PL7m+TIAgMEUgsj04GbkSis2YdXTP+HIev/JDm2kGsa84M7Lo4eEQm/UormqDY0nOmf2aq50jWBQ6hRIGBncRBfe5/feFTju/5cpeSSPC35G07RJJhzf4n8bcDzX4/C2QNJLTNjy5r6e/6aI65GkMTGQq2WwW/zfzBOT6NJGqBE3NBKVO7vPNEzIYEAJpAGkZKpG1EzOPSWS0opNngRS2sQ48BIvptNLTN0SSLoYDWKyw8TFKzZh39JjPS4P5k7CtKRy2NrtsLXbsaFleI/Pc7RYAA6QhbAbfnih8L6bKTNInyoXAGQar5gh0qcc7yqYi4f+wHEc3aAihAwITqsNTqst4GQOjjYrIAi9/g4VBAF1S7YifMowv78jCAKatxyA0hgGdUrvL1JP/Wsp1CmxfqtQrKfrUfPJdzCMGYLQ8b0fFt2yowInnv8cMddOguBwdq5jhwNnlvyA2v99D+MNU4NKICmiQnHkT+9AnWaEIqLz5kZHVSMqHv8ILdsPI/6uS3sdDwBChqbg+HP/w5EH34UiurMvjfV0Pfbf/DKcbVbE3TojqJiyEDW0OYloXLsLjWs7Zwd1tlpw9ImPAQDF84ZhdJANkENKI7D5jSrUL//J53H3zwUXh6MoyJiuHp+HfKp6ANdQLEBcVXzqeCN4OQen3f83cnpJXNA34wxGLaKzwlBb3uh3edqkuF5Xc7m5epzGYccnh/0uTxlvDKr/kZu/83u3pNExQQ0L84659m9lfpeZRkRCExb8OZ8xLwLaSDXa6izdlkVnhcFgPPdENF0p1HIkjY31JPa8hSaEICItuMShW3pxHCWQyKBFCaQBpHiqWlQCya1rIil1ouvLSXAKoso6u0qdYPTEc0srDv5L1S1lfGyPX9gRqXqEJwVX5SJXyfDeNd9gSGk5RszOxB6vZc5WC6q/LUP9N9uR9fqdotaXdOqLYVJ90rsnyJMzQsiFTXAK57yo681zvFlP14HXqKAI1/ldLggC2vadQEhuUhAx61H/zU+u4UH+lp88gzOLtyDulhnge3lBycllOPyH1xE6KReRMwt9ljnbraj55DvUfb0NWa/1/juU4zi07jmO6o/WIeqKsRC8JmJo+ekwKt9cAeuJM8hZ8MdexwQATaYJp1/7GrWfbwS8zknOfLkZp/69FOA4mG6ZHlRMw5hMVL+/GidfXOzz+JkvN7v+h+egH9X7ni0AoM00QRaqheVIFSxHOh9vP9h5saovDC4mr5QjbXwMDq0+5ZnBFQCcbVbP/196pQwGU3CJmW3TwrB2Z8/LxSRm0ktMPlXmXYmpGEksjIYyRI6OVrv/mJOCj6nSK5EwMhrHf/BfMSO2BUR6cVzPCSTRMU09JpDEbCPA//m9m9jrh7BEHSLSDKg/Yu62TExVD+CqXEqbFIfdX1R0Wyb2tbvWJ85vAim92CT6fDet2IQNr+wWvU6EDGSUQBpA4pPYbA5PIgnjETcsElW760WVn3alCVPBNDwSp7af8Twm9ksACPyFLeaLleM5JIyKxtZ3y7F94SGfZRV/egt2iwNpJSbMyDxCQ94GoD5JStEQMUIGBPfsQVKf4615+xFo0o09VszYzW2wHKmCLohhN41rdsJyvNZvYsZps6NhZRmslfUw3TSt1zEhAOW3vIzImYVQxUf6PO4eHqSI0AWVQFLGhaPpuz2oW/YjDGM6Zw8SnAJOvPAFGtfvhmF0ZlDvJyfjEZKXhNpPv8eZxT/4LDt0/9sQrDboR2cGbGDsj2FMJswb96Hmo3U+j9d+5jpX0RWk+1Sj9oZ+dCbw2tewN7T4PG494To/CRmeEnSlsSoxGorYMNiqG/0u12Yn9LivBRp+JZTEYM/io36XGfMiMGtE9wvXc9ldbMKh1f7mywKiMkNhMAU/425acVyPFSNhiTqEJwc/dD02JxwhUepu1UIAoIvVICYrLOiYrhYNRhz49mS3ZZpwFeKGiWvXkFZs8ns+qtDKkVh47ubZPcXc/J/uQ65cw8JiRMVMPFsRZGv3TaBxPNetuXRvacJUMI2IxKmfznRbJqV/anpxnN8EkpSb2mnF/hNIaZMkTBQ0yQRgm5+/JX49ozJDoY/TeoYXEjKYUAJpEPtN+EbYZ3TgC3U0VDo21R1pxSZPAkmuliFxjLgvQO94/r6wxSam0ktM2PPl0W5jmd0/u/sq+TvZ85dUEgQB7Ycqoc3seX1sDS0QbHYoY8JErTMhhIjhHmYTqNeXIAiuWYuCaPzesGYnQsfn9JgoaNt/EpxKDk1q7y9WKv/zDeQROkRdNqbbMuvpOtT8dwN0I1IRPnlYr2Paaptw/NlPEXnpaDha2j2PO8xtqHpvFeqWboXptkt6HQ8AQoal4OSLi1G37Eefvm+WYzU4cNu/YDtjRsI9lwcVUxUfCUW0AWe+2OzzuPVUnWd4UMTdlwUVk+M46McMQf2yH9H0nVeFh1PwDEHSjw6u8a3rdzLRsGoHBKvvhBnunw1iYhZmuqpB/VQ3APBJgPWWMjoU6pQYWI76rxgZfXEoRgU5NAoAFFOisf3jRr/LRl0cjjEiYqYVm3pMIImdHTd1Us9NesVeSIcn6RGRqkd9RXO3Zekl4iox3BUjuxb5qRiRWN3hL4GUOsEoul1DT0OuxA4LA1wJQn8JtMTRMVBqxZ2Xy1UyJI+LxaE1vglE03Bxw8Lc0iaZuiWQxA4L88QsNmHru76fmbBEHSJSxPfRTB4XC5mCh8PWOcw0JCr4flLedDEaxOaGo3pvg+cxpU6BhFHB9ZPyxnEc0otNKPvvoXM/mZDzzADvMEukKp6qwewZVk9VklTeJaJJY2OhUEvLQforOVUblDANj/Tz7HNzf7H0JFBp87Skcp9/gOsLoOrdVah4bAFa9/qOD7c3tKDyrZUov/UVcLKB3WuHENJ7/sr4/T1HEHrfwcrW0IKWsiM9/o7gFNC0cR+c1u4zXQZy5OH30LBmp0/PFldAAc3bDuHwn96Bw9zu/5d70PLTYZTf+grOfLnFZ8hR+6HTqJj/EQ4/+I5Ps/re0OYkoOajddh/88uwHKnyPF63dCsO/P5VNK7dCX1BelAx9aMz4WzvQO2n36Npfeeg5cZ1u1H72UY4rbaghwcpo0OhTo2FYLXBUlHtedxW2wTbGTPAIehhTMA5Ei8cYCgMPoliGB34d/TnWO6PbkRawN5x+tHBv3a5QQvTsJ6/02ddIev2/dubf8NLe44pdjhLoN8TGzOlqOfzErGVGCGRasTl+79gljKUp6eKC0kVIz38rpTqjtSJRlcCrQspr9095KpbTAnryfGcK9nHMCYApPmZGUzK+wn4f++kvJ8AYBoWCXWob3WhlNYXAKDUKrrdvE4V0U+qq67vn+tzK+3cXur7R8hARRVIg1xaphxRMa4DYKBZ23orIlWPsEQdGk+0BJwlrbf8jZFOnWgELxeX21RqFUgcHYOjG6u6LYvNDYcupvfNn91JpB+nhWLd33egpeyIz/ITf1sEANBkxEER5LT2jhZLwGlrBUGAs9Xa+6ltCblAWY7XQBFh6PGzIjgFtJWfREhOYq9jth84hTNLtyLm2kl+45k37kPjd3uQ/PA1vY4pN2hx8G+LoDJFILx0hM+ypk37UfvpBkBAUE1/ORkPZVwETv7jS9T89zufCo9jT3+CjlP1oo5P+jFD0LhuNyrfWuHzeM3H6wEAmiHxPfbz6THmqAyA5+BstcA71dVx2jXFszY7AfKw4IbdKMJ10Awxof2A/yFA2qwEyEODH8qjH53pkzzqFjPI9QRc72nXCiQ3zZB4UTFDhqaAVyvgtHRPOmqGmPxuo97MdNU6OgrHNnV//TE54ZhVUAmgsvsvncMPJXE4XdZ9eEz0EHHDrYCeZ2SKSDMgLDG4/dMtYVSU3/46oQkhiEgVVzWhDFEgoTC623sqdgiXW1qxyWeKdMA1hMvYQ2KpN9JLTPjxPd99RKVTIH6E+EqM5LGxkKtksFs7k9FytQxJEirYtRFqmIZF4vSOzibFvJxHcpG4IVxuaZO6DLniziarJEgvNmF3lwossZVnnt+f6CcpJTFZ4X1+74kpMSnlPeOyJyaDpEp6sQlHv6/y+VlyzBITNr22x+dnqRJGRfsdbkjI+Y4qkAY5juMQGua7mX8TvlF0RZJ7BghA+t0Ot67l1lIbfvf0xSylYWEgI0qDP1k7/frXOP2fb2Cr714q3rLzKCoeeR+t+44HHZcQVmxdeot0JQjCOZ/TVf2K7WjcsMdvhY8gCDBvPYAzX/3g5zd75mi2YP8tL6H6o3VwtHYOE3BX9By65w00rtkVIEJ3mkwTWrYfwcE7X0XVB6s7/1ZLOw7e/TqO//WzoIescjIe+sIMtO0/iVOvLPFZduL5z2E5WgO9iKE87uE/7kSMW8cp189iqlD0BelAgGEgYoYcyQ1aaLMTev6bIipwzvV7Yl47ELhaSGzMkJzEHpOcoy4OF1WBMyPjMNKK/F+Ej7w4wu/v9EZPF05Sbhr1VP0r5TzCPSNTV1LW091fp3tM8cOtgB6qO/ogZtokaTPumoZFQm3wrRhJmWAMWNl9LgqNvFuyKHmcK6kkRddzxYRR0ts1dH1PTcMioY2QdiMveVwsZMrO9y96SBgMceKSpm4hURqfRGFYok50gtPN+/ze9TfUiM0NlxQT8D2HVukUiC8Q10/Km/d1g6uflPQ+rzHZYdBFu24yczyHlAnSb5LLVTIkF0lfN0IGGqpAuoB5J5GCqUpKL3H1QXIfaKXyvuPFyzmkjpd+t2f1s9v9/h0xwpP1CE/Ro+Fo92SPO25sgBNzf72VdCPScPLFxaj/5ief4QLVH66BvbEVnFIO3bDUoNazaeM+aIfEQxHlf8pR6+k6WE/XixoqQdgQHE5AEAIOEREEAYLNAV7Z+8Nz/YrtCB2fDZnO/2eydfcxcAo5tFnxvY5Z+7/vYatrRuzsrlU4AlrKjqD64/WImFaA8KnDex1TaQxHxf99gJqk7yDXd66r5VgNDt//FtoPVSLpT7/odTzAVbnC8TxqFq73ebxt73Ec3+tKwsbeMCWomJyMh35UBhrX7PSpbnFabLAerwUAkcmeIWhc3fM0R2L6y+gK0sHJeQh2p9/lhjHBx5Tp1AjJTULrrqN+l0tJzLTt9T9VtJiklOv3hnRrzuy9LJCeEipCgoDXepgqesYVSkSJ6IMDAPZJMdj/dfcbA1KSKGklcd16oQDSG8qy/A4FgMh0A0LjQ9B0qpVZzJ5mZJJ8E6qke38dyTH9vKdSb8L5a9IrtWrCVTFixL5lnfspi+qOtBITjnzXWbnG4gZkerEJG17qvDmQ7mdYV7DcQ64sTR0ApG934GwCbXQMKs5WzLBYT1ccE6p2u24USB0W5h3zpwUHAbAZFgb4zrgsNRnpZjCFIHpIKGoPNCHpbFNxqdwJtJ2fHUHcsEhow8X3k/KWHqDhPSHnK0ogEQDBDW+LL4hC7qxkZn/b+ws7YWQ0VPrgZmPpyvuLxU0Xo0FMdpjomOnFJvx4tPtFQ2/i+rtIabsCePUlQOiwQ+joLG21N7pOrnXDU4Oe6cbe1IbyW19B+LQC2Bo7T9I7appw4h9fonHdLiQ/8qugYpo3l0Nm0CIk1//wH8vJM2jbdxIRF4/odcyO2ibIw0ICNvW1nq73aWB7LraGFvAKecAhf9ZTdVDGRfT6hMhubkPzT4cRNinP73LB4fTMdNRT4qYbnkPFnz9E2EVDET6le7Pglh0VqP54PRLuvhQqU+/7gLUfqULl2ysRddkYOK0dnsfbyk+hfvlPaN11FFlv3d3reICrsuPo4wtg3rgPvNcMSbWfb3JNF80hqCFcABCSmwg+RAXr8VpYvR53T2nNyXnoRgbXB8eT7Fnrv8qIUymCTsYCroRG4xr/yR4+RB3UkDg3V38Z/8keWagWmiG9T/B5fk+rQkheMlp2dG9SK4/QQ50mLiFvGJPpN4GkiDJAnSLujqp+TCaq3lvV/W/FaXHZpAZwXGPQMYVEAf8xatFc5TvTjcEUgssm1oPjGnr4zZ71lJgwmEIQme4/Qd8b6SWmbgkkfZwWUZmhomOmTTJ1a6asN2oRLWFoVGh8CKIyQnHmkNd3aLQGMTniqxFcF2cmbP/4oOcxbYRKUuNboPuMTOpQJUxDxfVQdEud6NugWqlTIGGk+CFcQPf3VK6WIXG0tEoMjnPtp+4p3WUKNpUYaSUmTwKJk3FIkTiEC/BTaS4hwenWNSnJYshR1yFXLJJngOs9dSeQmFXvF5vw/b9c08Sz6rUTXxAFpU6BjhYbs9fuPeMyq9cOuF5/7YEmJkk+T8wSE3Z+doRZkg+QPlyRkIGIhrARH70Z3iZTyDD8V8E30uyJ+wsbYHNS4Yrj+4Ui9e5MT1/OYuNqI9SIC3CSK6YSwTA6E4LdgfplP6JlW+esD03rdqNxzU5wchl0w4O7kOZ1ahx56F1UPLYAlqNeDWXrmnH874tw8M5XIdiCG9ttq2vGgdv+hbplP8Jp850tr/1wJY499V9Uf7gmqJgAUH7ry6j+2HcYEwBYT57BiRe+wIl/fBHU3TSZXoOaj9bh4F2voXH9bp9lDWt348Cdr6Lmk+96nzyC64RflRiFU68sQfnt//ZpmHzihUWoePRDOJpag0oeAa5t72yzoua/33mGLgFA3eItaN11FOqUGCijg7tIDclP9iSOnO2dSSlnmyv1I6YXDCeXQT+y52NHSF4yZNrg7/oFqgbSj0gNqprLzV3Z4zfmqPSAVWQ9kWlVCMlP8bvMUJgp+m6vvodKG8PozHMen3oaHnXJFf7fs9wp0ZiefEDUkKvLxtf57U2TJnKGJ6DzIrqr9BJpx3x/FzpSv0dSxhvByXx/X+owJn/NlNMmSa9G6HrRw6LCoev3KIsKh64TZ6ROjBPdQ9FNG67yafrNopku4PueJo+TPgkJ4PueJhRGQxkifcbdlCIjeLlru8SPiIImVHolhj5W67nZZsyLYFLB7j3kypVMEtf3qit34kRqwtib+3iijZQ2W5i36CGh0Bu1UOoUiC+QluB0kylkrlnnGA0Lc0srNrkaik+Qnox0c+/7LJNSSWNiIFfLmCXPANf5fmye9KGAhAwkVIFE/DrX8DYWJaje0opdd3xY3UlIKzFhy1udzTWlfhmYhrv6AljMHT6PS4mbXhyHyp11fpddeiUPXcy5h0l4D49TRBmgTjP6zHDkTUxVk7tvR9cG4q5hKK6hKMEOZ9FmmuDssOP0a1/7XIRbjlbj0Lw3AQAJ9wY3TbYiXAelKdLV5Ner/4Oj1YIDd70GOAXEXFccVEyO46AfnYm6r35A5Rvf+CyrfGM5ACDqynFBxQRcw2rqv94GW02jz+OenjUihhwFaqYrNiavkEFXkA7zxu5NagEJw5jGZKLpuz1+l4lZT8CrZ0/XmcggbipzoDPZ03XfB8QleD3rMybTb8xJM0OQKXJoVNOVMrz5n+6PF8/SIl1kzJ6m9JY05OjsBZ97iIQnJoPZg3Z8etjnsUAzbvZG8rgYyJQ8HB2d+5TU9VQblEgoiMKJH2s7YzL4zuvaTJlJk9oSE354e3/n32DSUNa3QTWL9XTPyORuqMuyYsTdoJlVdYf3e8rqojexMMbTpJfVeqoNSsQXROPE1hpmN/UA12uu2d/ItCLDVdV2iGkSwT3kSmoS2pvBqEX0kDDE5oYzGRYGdCbP25s6mCQ43dJLTLC12ZkMC/OOeXD1SWjC2AwLA1yJyOSiWBiMWmYxFWo5hv8y3e9sfFLkXpqC6j3BV8MSMlBRBRI5JylNt3srdbwRUZmhCE+S1gTQLS4/AtoI1xeVXC3rNuVnsHg5j5Qud06kxu3phDyY2eK63uEP1NBbzAU/J+OhCzBltTo1NujKFnczYQA+U4R7hvXwnKiGup4prb2TCAI8M1OJquo6R0JDSrKnx78pYjvxSjl0I9ICxBSX8Ai0LmJ66wCAbqRrNq5g/14gshA1QvKS/C47134fqGJm9LTuJ5GcjMPlVwiiKnCmJZVjlp/KHpmCl9RoMzRe1+1OudRZjoDuSRiFRo7EQokxu1zoKbRyJBRKG8qTONp115hlTPeMnixjAr7HfYVGjoRRDGIW+8b0Xm+xjPkR0JztASJXyZDEIKZ3g2pWw62AzqQRL+eQMp5tTI7nPBXSUnm/p6wSM95NellWTbgbkbMcHuSpGGEYM7EwGsoQOdPXrtIrkTAqmmlSCnBVRbKPaWI+VXzqBCMyJrONGZaow5i52UxjcjyHKQ8WMI0JAEW35zFLHLrlzPR/fkLI+YoqkEivBdMnKVgqvRIl83rfjPdcOJ5D6qQ47PnyKJLGsisV9+5fITVuVEYoDHFamCt9e3dIOcFILzZh8xt7/S679Aoe+tjeVyO4q5sMozPRtG633+eIr0LpuZmwNisBckPwd5T0YzJRvWCt32XyCD3U6cGXTmtzk8BrVZ5hW95kOnF9cNzJHvPm7ttCplNDKyIm4Kq08RdTHhYCTaa4fUpfmNGtvwoAKGLCoEoSd+Er12sQkpOI1j2+vWAi0w24dEwNgBpRcbdNC8PaLruUMS8Cs4aLb16ZXmLCmr+W+TwWPyKq2yxFwfDXXyZxdAyUWmlDT9KKTag73Dn9dNKYGMnHvfQSE358v3OfYjFzUsLIzh4bgGt4kFwpLaZcJUPyuFgcXuvqpZUy3ig5JuA7VTTLmOv+vgMAkFwk/f0EOoeyNFe1MdlGAMDLeKRNisOexUeRNJZNk1qgs0F14hjp+7wn5qQ4rHoGTHoourn76+hiNMyqJtzvad1hM7NJSADXPtV4ogUGk7SZvbyllZhQ9slhRKSwuakHALE54TDmRyBGQn+urmQKGXJmJiNuGJthYW7ZlyQhkUHC2FtmaSLCk9gMs3NLHB0Dm4XtFPGaMBXyLk9hGhNgO9TMLSKFbaUQAMkz+fkjZWZEQgYiSiCRoImdve1cUiTOvtZVerEJe748KmlKX2/u/hWCQzgbX1pcd1PRsv8e8nlcStzY3HCERKnResa3D1BMTjj0scElZdzNvy2XC/j3Pzpft7eLL1MhLoghMu6klKuZsMynAslN7GxM6pRYKKIMsJ0xd1vWm14w/vAKGfQj09G0oXtSTjcqA5zIkwJ9YabfZI+0mP6TPdkXxWB6ygFRMQGgaVikZyiHW96UKExNFh9z67QwrO+SQJJ6cpleYsLav5X5xpTYCNNd2eOdmGEz5CjOJ4HEYkhHerEJW9/Z7/OzVF2H7kp9P4HOHhsHVriGwLK6qEgvMXkSSMyGMRW7EhMAu4oR71k9Wa2ne2jgjk8OM9lGbmnFJuxZfJRpdUfqRFffI5Yx3RNnsLxAdb+nva0G7q20YhNC49klegBXL6nGky1MY4Yn6TH6d9lMKzE4nsPUh0cyr+6YcGc+8wv0vMtSmMdkmThzk6tkTBLGXbEcEkcIGXwogUQk6atkEgvuu7usTiq79q9gMg1tiW8CSfJMN2dnD9q1yHf2IClJKX99OwBxzSC9Z6RrHR2FY5uquz1nxuUKRIrs2yKbEo0dn3RPIEnpBbP3Ej2+3tD98QkzdMgRGbP1Sg6vvdL98YmX6JAtMiaSgKb8CJ9eKID05IR3LxA3Fj1r1v/Dt1xIasywRB0i0gyoP+KV7GH0GfVOILEYfpFW7NtfhsV6xg1zDY9pb7B6/oZUXaf0ltpXyC29xORKIHEsJ044G4cDUhnMGgUAhrgQRA8JQ+3BRqa9YNKLTfjxWDnTXjDpJSZXAonRcCvgbPNoJc80MaMNVyFuWCTT9xNw7e+sh/KkFZugZ5xASimKZVrVA7gaqY+cI74vW0+GXhn87JXnwqqBtDeWfXXcqGKEEEJ6RkdIwszP0SspGEqtAoU3ZDEtFXdfPMbmhjOJm1AYDYW2M4/LYqYbfxe4Uk+s/cVMkziDjr+LktD4EEnNC/29Tqm9YFInGLu9Tk4mbTaRkCgNjF1mTuJknOQqvK7vKYs+I12TGyx6wUSkGHxK+TXhKiZDELwvSqVOZe6J6fX6w5P1iEiWfvEXN7SzF0pUZiiToSe8jPfsk8H0UTsX9+s35kcgJFLNJKb7MxU3NBLaCDYx3Z8pljEBV98S1jHTitnHTCyMQdKYGIREsfu+U4YoUPjbLOZVOONuyWE63AoARvwqw+8Mf1IkjY5h3kxXGaJAVEZwfQN7QxvOPonCqtkzIYQMRPX19ZgzZw4MBgPCwsJw0003oaUlcDXnG2+8gYsuuggGgwEcx6GxsbHbc1JSUsBxnM+/Z599to9eRf+gBBJhzp1IGgjJpDG/Y9u0z30xzepOp1wpQ4pX81wW1Q3JY113jd1CotWIyZY2hai/CgnJQ456iCklgeaekcab1F4wmjAVTMMjfR5LKJDWBwfovg+xiNl1m7DoMxKZbvC52GPVC8Z7XVMnGJnc8fV+T1lMZQ74JntYVYzwMt5TKcK08W0fTGucMt54dkYidjHdnylWw4vd+qKhbF9UtsSPiELupclMY8pVMpTcP4JpTAAYe1MO85ipE9hudwDMk1yAqwKP9XArQgghA8OcOXOwZ88erFy5EkuWLMH69etx6623BvydtrY2zJgxA4888kjA5/3lL39BZWWl598f/vAHlqve7yiBRPpUfyeTWE5DCnT2r2A5i4h7WAirmW4UGjmSxnglpSaZJN9JdL9uN5mSR/I4aevqbibsTeqFmruZrk9MBhfTXS/IWQ1jYh3T3UzXjcVr5zjXdMYsYwK+r5fVBbppWCTUoUqmMb0re1gme9yvn+WxJLnICF7OM03MuKf0Zt0ANa3YxPS1u2OyTvYY8yKYz6DDy3kMu7rnWRPF6oseK6y/QwkhhJD+tm/fPixfvhxvvvkmxo4di4kTJ+Lll1/GwoULcfr06R5/795778VDDz2EcePGBYyv1+thNBo9/0JC2Fbd9jdKIJGfTX8nk1gZcU060xP1tOI4gAPTmW58LvgZXVB5V1+wmDWqa0xliBwJo6Kkx+zSRJZVryrWMfsq2eP9njLrL+NeN4b9ZeJHREGlU4CX80guYhPT1bMnDnK1jMlU5m7pJSao9AqYRkjfP91SimKhi9UgLp9dTxCVToGcmUmS+qj5UzA7A9FD2A67ybssmflQnughoYhMZzvkiOM5GOLYn/jxcjr9IoQQQnrDbDb7/LNau8+OHIxNmzYhLCwMhYWFnsdKS0vB8zy2bNkidXXx7LPPIjIyEgUFBXj++edht7OdLbG/0a0l0i/cSaSB1ni7N0Zcm8G0rF0boUbc0Ei21Q3FJuCpn1xVTRL6/3hLLzZh2/sHPP/Pgncz4ZQiI5OZP9ImmTyzkbHqBRORqkdYog6NJ1qY9cHhOFfD8x2fHkZ4ih7hDGICnc10o4ew6a0DAIlne3VFZYQy69siU/BImWiEpbGD6bS5acVx6Gi1MZ2ZJrnIiIzJ8ZAp2F30K0MUKJk3nHmfkUn3DGM+7CZjSjzzmCx79bjRcCNCCCGkf4Ud6oCc0U0Su901C2xiYqLP448//jjmz58vOm5VVRViYnyvj+RyOSIiIlBVVSU6LgDcfffdGDlyJCIiIrBx40Y8/PDDqKysxAsvvCAp7kBCCSTSrwbyLG496Ys7x+klJqQynJVGH6tFTHYYdDEaZlVN8SOiPFN6s+oF4+4v095gZTacJSRSjbizs5GxGnbjruz5acFBptNkp5eYsOPTw0yTh+4+UCyHHLmnXo9lXNmSXmxCe6O0u0hdpY43wtHhZBpTpVNg/B15TGMCQNb0xHM/KUisGl17o8QMIYQQQvrLiRMnYDB0VhirVP4nDnjooYfw3HPPBYy1b98+puvW1X333ef5/2HDhkGpVOK2227DM8880+N6n28ogUQGjPMxmcTK8GvSJTdQ7iqt2MS0sSgv55EywYi6w2ZmQzrczYT3Lj2GVIbTT6cVm1C5q55pL5j0EhN+WnCQbbJntDvZw2495SoZkotimfeCSS82ITaXbQIpZYIRHS1sy3pVeiVyLmHbswZAnwxjosQMIYQQQkhgBoPBJ4HUk/vvvx9z584N+Jy0tDQYjUbU1NT4PG6321FfXw+jkU1bBbexY8fCbrfj6NGjyMrKYhq7v1ACiQxIXfskDfaEEuvkEeBKeIREsa1GSCs2ITSe7YV0WokJDSdamE5DnFbsGsbFshdMfEEUDKYQxDPsgyNXyZA1PZFpTAAYdnUajHnseusAQGZpPPOGuppQFTSh7O/GUH8ZQgghhJALS3R0NKKjo8/5vKKiIjQ2NmLbtm0YNWoUAGD16tVwOp0YO3Ys03UqKysDz/Pdhn2/9IwAADz3SURBVMydzyiBRM4LF3J1klixueHMKxxSJxgRkaxjGjN5XCyaK1uZxoweEooR16Yzff0yhQyT/zSCeXJi4h+GMo/JsprLjUXTdEIIIYQQQvpTTk4OZsyYgVtuuQWvvfYabDYb7rrrLsyePRsmk6uC/9SpU5g6dSref/99jBkzBoCrd1JVVRUOHToEANi1axf0ej2SkpIQERGBTZs2YcuWLZg8eTL0ej02bdqEefPm4frrr0d4ONsq/v5ECSRy3qFkUu/0xfAYtUEJdS7byhaVToHhv8pgGpPjOIz6LfsyUdbDwoC+6VlDCCGEEEII8W/BggW46667MHXqVPA8j1/84hd46aWXPMttNhvKy8vR1tbmeey1117DE0884fm5uLgYAPDOO+9g7ty5UKlUWLhwIebPnw+r1YrU1FTMmzfPpy/SYMAJgiD090r0NbPZjNDQUGzYbYJOT0MbBjNKKBFCCCGEEEIGAmuLDa9MXISmpqZe9fE5X7mvtydMnQ+5nM3NUbvdgu9XzR/07935hiqQyKBC1UmEEEIIIYQQQgh7lEAig9aF1oibEEIIIYQQQgjpK5RAIhcMSigRQgghhBBCCCHiUAKJXLAooUQIIYQQQgghhPQOJZAIOYsSSoQQQgghhBBCiH99NiXZU089hfHjx0Or1SIsLMzvc44fP45Zs2ZBq9UiJiYGDzzwAOx2u89z1q5di5EjR0KlUiEjIwPvvvtuX60yIT5+E77R5x8hhBBCCCGEEHKh6rMKpI6ODlxzzTUoKirCW2+91W25w+HArFmzYDQasXHjRlRWVuK3v/0tFAoFnn76aQBARUUFZs2ahdtvvx0LFizAqlWrcPPNNyMuLg7Tp0/vq1UnxC+qUCKEEEIIIYQQcqHqswTSE088AQA9VgytWLECe/fuxbfffovY2FiMGDECTz75JB588EHMnz8fSqUSr732GlJTU/H3v/8dAJCTk4MNGzbgH//4ByWQSL/rqSqJEkuEEEIIIYQQQgabfuuBtGnTJgwdOhSxsbGex6ZPn4477rgDe/bsQUFBATZt2oTS0lKf35s+fTruvffegLGtViusVqvnZ7PZzHTdCQnEX2KJkkqEEEIIIYQMXH3RsqJF7sQrzKMS0n/6LYFUVVXlkzwC4Pm5qqoq4HPMZjPa29uh0Wj8xn7mmWc8FVCEDASUVCKEEEIIIYMd9Q0lZHALKoH00EMP4bnnngv4nH379iE7O1vSSkn18MMP47777vP8bDabkZiY2I9rREh3lFQihBBCCCEAJV4IIeeHoBJI999/P+bOnRvwOWlpab2KZTQa8cMPP/g8Vl1d7Vnm/q/7Me/nGAyGHquPAEClUkGlUvVqPQgZSAKdPFByiRBCCCGEki2EENJfgkogRUdHIzo6mskfLioqwlNPPYWamhrExMQAAFauXAmDwYDc3FzPc5YtW+bzeytXrkRRURGTdSDkfEJNuwkhhBDSW5RkIYQQwlqf9UA6fvw46uvrcfz4cTgcDpSVlQEAMjIyoNPpMG3aNOTm5uI3v/kN/vrXv6Kqqgr/93//hzvvvNNTPXT77bfjlVdewZ/+9CfceOONWL16NT755BMsXbq0r1abkPMOVS0RQgghvUeJFUIIIUScPksgPfbYY3jvvfc8PxcUFAAA1qxZg4suuggymQxLlizBHXfcgaKiIoSEhOCGG27AX/7yF8/vpKamYunSpZg3bx5efPFFJCQk4M0338T06dP7arUJGVR6c5JMSSZCCCFdUZKFEEIIIV1xgiAI/b0Sfc1sNiM0NBQbdpug0/P9vTqEnFcowUQIIYFRsoUQQog/Lc1OTMw/jaamJhgMhv5enT7jvt6eMHU+5HI1k5h2uwXfr5o/6N+7802fVSARQgaHYC6MKNlECDkXSrYQQgghhJyfKIFECGFGzIUhJZ0IOTdKuhBCCCGEkP52QSWQbDY2o/X27OzA/AcakJQix2PPhSM0TPqwuJPH7Xjs/npwPPCXv0UgPlH6pmlscOAvDzbg5HEHnng+HDlDlZJjEsIaywtjSkYRgJIthBBCCCGE9IULKoHU0uxEeIRMcpx137bj4H4bDu634YbbdBg2UiU55vatVvz0QwcAoOzHDiYJpIpDdqz+xgIAWL/awiyBtHWjBVWVDowoVCExWfp62joE7N3Vgd07OjBqjArZ+dLXs77OgWazE98ua8eU6RpodTxijdK2feUpO1RqDosWtmLCRWpwHJCVK21djx+1IyKSx2cftSIzW4EYowzJaXIoFJzomMeO2BBjlOHLT9ugDeFQUqpBS7NT0j517IgN0bEyrFzWjsZ6J+bcpEPFITsysxWiY7pf++bvLDhWYcc11+tw+oRd0vaf2roe2hAO+3bbsHdnB6ZdqoXVKiA5RQ6FUtx7WlfrgN0B1FY7sGWDBeMmqREVzUOh4BARJW6famt1orbaAXDAt8vakTtMibxhSjQ3ORGfJG47CYKA8r2ubb9oYSsSkuUoKdWg8qQdqRnit9P+3R3IyFbgvdebERrO48pfhUje9uV7O5CRpcCnH7Si3SJg7m06lO+1ITtP/LY/ctAGU6Icq5e3461Tdlw3V4fjFdL2p1Mn7NDpeezabkX5XhsuvVqLhnonsnIV4Dhx+1NDvQOWdgG11Q5s3WRFSakGcjkQa5JBoxF3M8JmE3D0sB1KJfDt1+0YOUaFuHgZlCoOEZHij3v7d3cgJs61P2VmKzC0QAlLu4C4ePHHkv17OpA+RIH332iG0STH5Glq1NY4kJwqfn86VG5Dcqocn33cCo4Drro2BMeP2ZExRPrxaf0qCypP2TH3dj0OldskHfNrqx3gONd7UL7XxuSY5z6WNDU6sXWTFTMu06LZ7JQUUxAElO+xQa3hsGp5OyZcpIZMxiElXdp30/7dHa7j039bMWykEnHxchhCeRhCxd+EO7CvA8mpCnz4VjNSMxQYVqCEUwBiYsXv9xWHbIhLkOOLha3QhHCYMl2DpkYnEkQemwHg9Ek7QnQ8NqyxoKHegV/OcW37tEzx+6j7WHKo3IYD+2z49Y06nDzmkHRsttkEHDtiR2uLEz9utuKKa0JwptYh6dgMuLa9Ss1h9TftmDpDA0u7IPlcb/+eDkRFy/Dlp60YM0ENpRLIzFaA58Xvo4fKbYhPlOGjd1qQM1SJhCQ5IqN4hOjE76PHKmye9YyMkmHkGBU4DoiKEb+PVlc5oJADG9dbYLEImDZLK+n8AQCazU40NjhRcciGwwftmH1DCKpOOSSdPzidAg7ss8HSLmDbFit+OUeHmipp+yjg2p+UKg5rVrRj5pVaNDU6Je+j5Xs7EB4pw1f/a0XxVA0cdun76OEDNsTGyfDBf5olxSFkoLmgEkhSvgC8jS9WY9miNiQky5HAIIECAENHKJGTrwDHAfkjpB1Y3ZJT5Rg7QYXTpxwYN1F6ksvt0wWtWLGkHQuXxjCJp1ByeOLBBhw5aMesq7R46p8RkmOGhPC4/KIqtJgFvPZPM1ZsiWOwpsClk6rQ1irgzVeacevdeskJpJZmJ35zRQ2azU4YQnnEGGX4ZHmspJhnap2Y+8tatLcKUCiBv85vxMdLpcWsO+PE3F/UwuEQ0Noi4H8LWvDbW/WSTgJam524/vJqqDU8aqoc+OardmRmKyRv/1kTqxAZLcPxCjtWLGmHwyHgfyuMouNptBymjatEnEmOg/ttWL64HVWn7Vjxg/h9SqPlcPtvziAsjMe+3TYkp8lRV+vAgsXiP1Mcx+Fvf2lCe7sTe3a4Tlqen9+IJ/4WIekE8L8ftOLAvg7s2WGD3sDhvdeaJW/7LRusePCuelRXOmC1CFj+ZRsmXKSWdAJ48rgdt/26FoLg+gx8u6wdKelyPPNSpOiYTicwa2IlQsN4nDrhwDdL2qHXc3jrE/HbSavlceXkSkRE8qg4bMeyL9pgtQj4ar34fVSh4PDnefVw2AUcPmBHcpocDXUOrPzBJDomALz172ZUHLLhULkdcQkymBud+PxbaceS1cvb8cg99Thy0I7wSB7PPwG8+FYkklPFxyzfa8MffncGDfVOcBzwzqvNmPdIqKQEkvvYzMuAhjonlnzWhit+FSLpmK9Sc7hkfCX0Bh5Vpx1Y/L82jJuowsMSLlLcxxIZD5w87sCXn7YhNV2OF9+KEh2T4zi88FQTKk/ZceKYA4sWtiJEx+O/X0vb9p993IrN31lw4pgDcfEy2DoEfCPxu3nrJivuu7UOJ487EBXNo71dwLLvpcU8fdKBW2bXotnshELF4W9/acTbn0o73xGcwMwJlZDLObS2OvHea8149NlwSQmkkBAeV02phEIB1NY48b+PWnGDxGOzQsHh4bvrYW5yorrSgf8taMW0SzWSL87/83Iz9uzsQNVpBz790JVA/Ou/xB+bAWDF0nYsW9SGqtMOxBhbYYyT4f0vpG2nPTs7cOcNZlRXOhAZzUMu5/D1RvHHZgBorHfihqtq0drqhFbLw+EQsHyTtH1UoXCdj/IywG4D/vl0k6TzBwDQhnC4urQGdrtrnT98sxn/7x/Szh94nsOzjzXi5DE7ztQ6sfDdFtx+n0FyAumjd1uwca0FZ2qd+PidFlx5bYjkffT7tRYseLsFdbVOfPROC8ZNVEs+Hz162I5brqtF/RmnpDiEDDQX1JRkSpEVCF2NKFThizVGvPZhtKS7u95S0hVY8FUMPlwcI+lOrLeIKBle/ygai1bFYvgodgmkkqlqxBhlyMpjs54AUDzV1a2/uJRN136VmkPhONdrzhumZFJ5Fhcv99yBbG8TUDxVIzlmTr4CSpXrQrWxwYmJU6S//uGjlHDYBVgsAprNAmJiZZIrxYaNVMLhEGBuEuBwACeOOTBJ4rpm5yugUnOoqXIAAA7ss0ne/qYEOUwJchyvsANwXVhOmiJtO2lDeAwvUOLgfhsA4OB+G0YUqkRXiwCuC7SJF6mxb7cr5rEjdkREyZCcJu0zVTxVjT07XDGrKx1obRU8nwOxSko7YzabBZw45vB8XqWs59HDdrS3CXA6XdtJaswxE9RoNgs4U+s6Udu324aSUmnbPjFZjphYGU6dOLuPMtifVGoOo8YqUXHYtY8ePmDHxMlq0RVNbpMmq3H4gCvmsSN2jByrgkotLWZJqRqHyl0xK086kJgsR2yctGNJcakGRw66YjbUOcHxQP4IaSf+EyerUVPlqsZobxNwpsaBomJp+5P72NxQ59qfKg7bUSLx+GQI5ZGTr0TVadf+dOyIXfI+6j6WnDzuinm8ws7ke7S4VI0Tx1wxTx6XfrwHXPuTO2blKQfGTXJVNklaz6kaz2s/U+tEdp5CcluBwnEqtLYKsFqBFrMAnYFHRpa0/T4+SQ6jSYamRifsNtexdMwEae+pUsVh1FgVamtc+2jlSenHZgCYNEWN6srO7SR1HwVc+5N7v686zWY9S6Z2xqypYrOPTjp7LAGAulonxpeoJVU0Aa7jG8cDtg6gqdGJ/BFKyTNCR0TKkJGlQItZgKVdQGS09PMHmYxDUbEaDXVOCILrPLdwrPRrh+Kpas/3cm2NE8USv0MBoGSqxhPzTK1T8rEZcH031Z2NWVfrZHIcHTdJhWYzJY/I4HNBJZBYksvZJKO88Twn+YvKH9brOmGyGpOnSb/g8eYexjFe4km/N/eXFIsvFk/Msyc9CUkypGVKrz7jOM7ngrSEwUmVXM5hwkWdcSYxijlxcud6ZuUqYDRJe/0cx/kk4Vht/64npkxOqLskC1nsU11Pdlls+66vddwk6UmEsRNUUHqdQ2blKiQnEVLSFUhK7YwRHsFjaIG0JIJazWGsV6WlTAaML2Gx7dnvT12TzyyS0d32ewYn6RMuUoP3Oktg8dpzhyoQFd0ZdOJk6UmE0DAeIwo795+C0SpJw6KA7senxGQZUtKlH/O9jx0arSsBIFXXY4nUJCfQfZ9kccwbXaSGWtO5rVl8NyUmy5GW0bldWLx2lZrDuEmd26V4CpvzHe/3dMwEFdQSj82A73uYma2AKUH6Pur9OTeEchg2UnpbgUmTXcP+AYDnXZ97qfJHKBEe0fk5Z3HBHxEl8/kuYnHMk8k4n9dbwuB4D/h+JosZJM+6xhlfrBY99N8nptfrzR2mQLSE4aVu4yapoDi7mSKieOQNl76PpmfKYUpwrRur89EQHS/5Jh4hAxElkEjQwsJluPFOA9OYw0YqMWWGBnoDu13SfVLN4uLMzf2FPWmqhlkCzR0zPIKXfCe+M6bG7/9Li6n2+/+sYo4co2Ky/b1P+MLCeSYnv11PIrsmlMQYM0HtcwHB4uS3a2KGxYmqRstjzPg+2PZe7+kEBkkEwPc9ZJFEAHw/P4nJMqRmSL9AmzSl82JKG8IxOcHMH6FEeGTn62VxNz48Qubz+SlmcCzhec5n3VgkTgHfxAGrSlbvz31xKZtjvve6FTFI8AK+x5LcoQpJ/X/cklLkSD2bMGN1geadmGF5w6i4L76bprL/DvXdn9hd8Lt3SxbJDgAYWtCZmJk4WcPkJmRElAxDz57fDB+lRFi49H1UJuM8VdtGkwxDcthUxbv3IaUKzNo/eB/nWG0n7/2S1f5UVKz2JGZYxUwf0pmYYXU+7p2YmTRZepUY4Lpp4H5PWZ2PAuwShoQMJJRAIqJIbUjdlUzGYd4joUxjRsfKMONyDZNKIbe84UpERPFMq5rGTFBBpQImTmFzEQ24Ki/kctedeRYJFMB1YiE/+1ayuJAEfC98WJ2seF9Is6huAFxD49wnpzn5Cib7v9rrYkpv4DCikP2JKou7vECXO52sLqZK+zaJwOozOmyk0jMkhlUSITJa5kkWF01SQ6mSHlMm60zM5A1nc5cX6Hwfo6J55A5lc4Hm3ocUSkgeaubmm+BmdXxyHZsBdvtocqrCU8nE6rPkfSxhFdMV6+wNE0YXaEDnxdSosQwv0M6+5sQUOZMqMaAzycsqwQu4jiXuxAyrC2nvxAyrY55MxmHC2e8OphXcpe5WBQxv6rnbH0xlVxXv3jZjxquh0bLZR92JmfQhckmNrr25EzMszx/ciRmOY3f+4J2YYXUcdcVyjzJgf8xjdT7KOhYhAwUlkMiAIWVmn57M+3MY06F2PM/hkiu0GDWGXUmqRsNjzAQ10y9WQyiPgtEqTJysZjaE0R2T5YWk97AjVicB3hfSTE8Cprqrz1jGdL3mCRepJc1u5BPz7GvOH6GQNMuLT8yp7JMIIwpV0Bk4yBXskggxsTLP+rHa9q7hm2cvpphue/b7qOeEmuEdT/c+OmmqhlkSYdxE17DIwnEqZpNbpKTLkXi2aiYphc13iUbDY+xENXR6DgWj2R3z3VUjrIadAJ3HJaYXaKXsL9D64tg8bKQSYeE8ShgmEdxJXlYJXqAzMcOqSsytuFSN8Eh2FcyAaz+Sy9kdm4HO/Yjlfu9OzLCq6gGAjCw54hJkTJNn7sQMy8+Sa5itmun5A+D6/hg2UsmsxyvgOj7FGGXIzmfYO7VU7aoSm8Tu2Fw4VuWZvZgVU4Kc6Y1sQgYC2qPJoMa6UgoAbrvHwGRcuLfSmRqmJ2qA68s1hvHrLy5VIyFJxrRX16SpahyvsEtu9O2tZKoGyxa1oWgSy5NfNd58pblvLqYYXvCPKFRBb+CYJhFi4+TIzlMgZ6iS2bZXKFzNfxsbnJIbinorLtWgrU1gNhkB4Lo4WfdtO9MkQkmpGv/+uxmTGN3lBTr7QrC8mErLlCM+UcY0pntY5MSL2MXkOA4lU9XgGR/yi0tdfXtYHvOLSzUo+7EDEVEMkwhTNIiNa2Z6gTZspBLRMTzTC7SoGBnyRyiYHvPcPWZYXvADrs8R6+/Qkqlqz2QcrBRPVeP4UTvT7+WiYjXGTmAzDNgtI8s1MzDLi+kQHY/iKRqMLmJ7LLmoVMNkGLC34ika5DC6AeOJWapBUwPbJs2TpqrR1sY2ZuFYFS65gl3rB8CVmPn173TQhrDbRxVKDtffpGN6PgoA0y7T4rUXzExjEtKfKIFESJBYnlC5zbpKy7zZ+eRpGsmz0XRVUqrpg5NfDU4eszONWVSsQlGxmmlPrbzhSlcSheEFWnSsq8cMq1JxwJWYmXCRmnnZdPFUNXKGsrvD7YqpQWODg2nMkqlqtLWyPfkdX6JG8VQN0yRCZrYC0y/TME0ihOh4XHqVlukMmRzHYdqlWma9QNzcd85ZKilVg2c0DNiteKpG0oyL/owoVOLSX2iZxoyOleGOeQamF2hyOYd5fw5jeoEGAL+73cD8Am3W1VqMYJjgBYCLLtYgMortay8qViM5je33XWa2Ar/6jY5pTJ2ex90PsW0rwHEcHnyCbVU4ANz7SCiTXmLefnOLTvJEIV1dPEvj06eOhcKxKlgsAtOY8YlyXH1dCNOYShWHm+9i2zsVAG69m33M3/1ezzzmr64PoQQSGVQ4QRDYHnkGILPZjNDQUGzYbWJ6p5uQC5HNJjAtlwaAMzUOZsOt3A6V25CRxfZu345tVgwfxfYiZdsWK5OZmLz99IMVBaOVTE/UD+zrQGKynFlPCMA1pXFLsxPxiexO1AVBQMUhO9Iy2W77k8ftzJOn1VUO5lWS9XUOpkMPAMDc5GSeOG9rdTJPTNhsAjiO/cyjtg6BedWp3S4wX0+nU2A+k6sgCMwv+PsiJiGEDFQtzU5MzD+NpqYmGAzsk14Dhft6e8LU+ZDL2dwgstst+H7V/EH/3p1vqAKJEBIU1skjAMyTRwCYJ48AME8eAWCePAJcM4iwNiSHbfUR4GryzrpKjuM45skjAMyTR0DfDLFlnTwC+qbqknXyCOibYxMA5skjgH2SCwDz5BGAPkn0UPKIEEIIOX9ROQ4hhBBCCCGEEEIICYgSSIQQQgghhBBCCCEkIEogEUIIIYQQQgghhJCAKIFECCGEEEIIIYQQQgKiBBIhhBBCCCGEEEIICYgSSIQQQgghhBBCCCEkIEogEUIIIYQQQgghhJCAKIFECCGEEEIIIYQQQgKiBBIhhBBCCCGEEEIICYgSSIQQQgghhBBCCCEkIEogEUIIIYQQQgghhJCAKIFECCGEEEIIIYQQQgKiBBIhhBBCCCGEEEIICYgSSIQQQgghhBBCCCEkIEogEUIIIYQQQgghhJCAKIFECCGEEEIIIYQQQgKiBBIhhBBCCCGEEEIICYgSSIQQQgghhBBCCCEkIEogEUIIIYQQQgghhJCAKIFECCGEEEIIIYSQC0J9fT3mzJkDg8GAsLAw3HTTTWhpaQn4O2+88QYuuugiGAwGcByHxsbGbs85cOAArrjiCkRFRcFgMGDixIlYs2ZNH72K/kEJJEIIIYQQQgghhFwQ5syZgz179mDlypVYsmQJ1q9fj1tvvTXg77S1tWHGjBl45JFHenzOpZdeCrvdjtWrV2Pbtm0YPnw4Lr30UlRVVbF+Cf1G3t8rQAghhBBCCCGEENLX9u3bh+XLl2Pr1q0oLCwEALz88suYOXMm/va3v8FkMvn9vXvvvRcAsHbtWr/Lz5w5g4MHD+Ktt97CsGHDAADPPvss/v3vf2P37t0wGo3MX0t/oAokQgghhBBCCCGEDDhms9nnn9VqlRRv06ZNCAsL8ySPAKC0tBQ8z2PLli2i40ZGRiIrKwvvv/8+WltbYbfb8frrryMmJgajRo2StM4DCVUgEUIIIYQQQgghRBLN3krIeSWTWHZnBwAgMTHR5/HHH38c8+fPFx23qqoKMTExPo/J5XJERERIGmrGcRy+/fZbXHnlldDr9eB5HjExMVi+fDnCw8NFxx1oKIFECCGEEEIIIYSQAefEiRMwGAyen1Uqld/nPfTQQ3juuecCxtq3bx/TdfMmCALuvPNOxMTE4LvvvoNGo8Gbb76Jyy67DFu3bkVcXFyf/e2fEyWQCCGEEEIIIYQQMuAYDAafBFJP7r//fsydOzfgc9LS0mA0GlFTU+PzuN1uR319vaQ+RatXr8aSJUvQ0NDgWd9///vfWLlyJd577z089NBDomMPJJRAIoQQQgghhBBCyHkrOjoa0dHR53xeUVERGhsbsW3bNk9votWrV8PpdGLs2LGi/35bWxsAgOd920zzPA+n0yk67kDTZ020n3rqKYwfPx5arRZhYWF+n8NxXLd/Cxcu9HnO2rVrMXLkSKhUKmRkZODdd9/tq1UmhBBCCCGEEELIIJWTk4MZM2bglltuwQ8//IDvv/8ed911F2bPnu2Zge3UqVPIzs7GDz/84Pm9qqoqlJWV4dChQwCAXbt2oaysDPX19QBcianw8HDccMMN2LFjBw4cOIAHHngAFRUVmDVr1s//QvtInyWQOjo6cM011+COO+4I+Lx33nkHlZWVnn9XXnmlZ5n7zZ48eTLKyspw77334uabb8Y333zTV6tNCCGEEEIIIYSQQWrBggXIzs7G1KlTMXPmTEycOBFvvPGGZ7nNZkN5ebmnqggAXnvtNRQUFOCWW24BABQXF6OgoACLFy8GAERFRWH58uVoaWnBlClTUFhYiA0bNuDLL7/E8OHDf94X2Ic4QRCEvvwD7777Lu699140NjZ2/+Mch0WLFvkkjbw9+OCDWLp0KXbv3u15bPbs2WhsbMTy5ct7vQ5msxmhoaHYsNsEnb7PcmaEEEIIIYQQQggAoKXZiYn5p9HU1NSrPj7nK/f1dmncbUxnYfu28vVB/96db/o9m3LnnXciKioKY8aMwdtvvw3vfNamTZtQWlrq8/zp06dj06ZNP/dqEkIIIYQQQgghhFyw+rWJ9l/+8hdMmTIFWq0WK1aswO9//3u0tLTg7rvvBuAaZxgbG+vzO7GxsTCbzWhvb4dGo/Eb12q1wmq1en42m8199yIIIYQQQgghhBBCBrmgKpAeeughv42vvf/t37+/1/EeffRRTJgwAQUFBXjwwQfxpz/9Cc8//3zQL6KrZ555BqGhoZ5/iYmJkmMSQgghhBBCCCGEXKiCqkC6//77MXfu3IDPSUtLE70yY8eOxZNPPgmr1QqVSgWj0Yjq6mqf51RXV8NgMPRYfQQADz/8MO677z7Pz2azmZJIhBBCCCGEEEIIISIFlUCKjo5GdHR0X60LysrKEB4eDpVKBcA1Fd6yZct8nrNy5UoUFRUFjKNSqTwxCCGEEEIIIYQQQog0fdYD6fjx46ivr8fx48fhcDhQVlYGAMjIyIBOp8NXX32F6upqjBs3Dmq1GitXrsTTTz+NP/7xj54Yt99+O1555RX86U9/wo033ojVq1fjk08+wdKlS/tqtQkhhBBCCCGEEEJIF32WQHrsscfw3nvveX4uKCgAAKxZswYXXXQRFAoF/vWvf2HevHkQBAEZGRl44YUXcMstt3h+JzU1FUuXLsW8efPw4osvIiEhAW+++SamT5/eV6tNCCGEEEIIIYQQQrrgBEEQ+nsl+prZbEZoaCg27DZBpw+qbzghhBBCCCGEEBK0lmYnJuafRlNTEwwGQ3+vTp9xX2+Xxt0GOa9kEtPu7MC3la8P+vfufEPZFEIIIYQQQgghhBASECWQCCGEEEIIIYQQQkhAlEASqdnshMPBdvSfxSLAYmEb0+EQ0NLsZBoTAMxN7GM2NV64MQkhhBBCCCGEkIHsgkogWa1skjPfr7Xg0klVmD2zBtVVDiYx9+/uwFVTqnDV1CqU7+1gErO60o5rL6nGpZOqsHG9hUnM9nYnbrymBtPGVuLLT1uZxASAB35fh6mjTuONF83MYv7zmUZMGXkaT/ypnlnMhe+24OIxp3H79bWw2wd9+zBCCCGEEEIIIQRAH87CNhC1tToRGSWTHGfHT1Y0NTrR1OhE9Wk7Yo3SYx4st6HylCsZdajcjqxc6c3HTp904FC5HQCwa3sHxherJcdsbRbw0w+uBNfWTVZccU2I5JgA8N1qC+x2YON6C269h02TtO/XWuFwuGKzsmWjBR1WYPN3VthsAuRyTnLMtlYn3njJjJx8JaZfpmWwlkCHVcCb/zJDo+Ux9zYdOE76ejqdAt57owWWdieum6tDWLj0/R4A/regBZWnHLjkSi0yhiiYxFyxtA07t3Vg6iUaFIxWMYm5YU07NqyxYNIUDSZcJP2zBABbN1qw9lsLhhWw2/a7yjqwbmU7oqJl+NVvQ8Dz0rf9kYM2rPq6HQolh6uvC4EhVPq9hzM1Dnz1WSucTmD6ZVokJEn/OuqwCvjv+y1obnZiynQNsvPYNHH84pNWHDlow+Rp7Pan9ava8f1aC0ou1jA5NgPAlg0WrFnRjrET1Zg8TcMk5q7tVqz+xoKEZBl+cZ2OScwjB21YsbQdGg2HX/9OB4VS+j56psaBLz5pBccBV10bgggG3/W2DgEL3m6BxSLgkss1SE5jc3xatLAVJ47ZUTpTg9yhbPbR9avasek7K6bO0KBwHJt99IfvLViz0oKJF6mZHfN2bbdi5bJ25A5VYsblbI55FYdsWPZFGyIiZZg9N4TJ911drQOffdQKXgbMuUkHjUb6Mc/WIeCDN5vR0QFcfV0IYmIZfYd+1ILKkw7MukqLtEw2++jqb9rx0xYrpl+mwdACNvvTlg0WrF9tQclUNcZMYLc/ffNVO0aPV6GklM0x78hBG5YsakNSshxXXsvmHPdMjQOfLmiBWs3ht7fqIZNJ30c7rALee6MZDgfw69/pmHwvA8DC91pQV+vAlb8KQTyD72UAWLm0DbvKOjDrKi2T6xsA2LzBgg2rLUzP83Zss2Ll0naMv0jN7Hv50AEbPv+4hUksQgYM4QLQ1NQkABDq6+uZxCsvLxemT58u/OEPfxCam5uZxKysrBRmz54tXHfddUJVVRWTmGazWbjrrruEGTNmCAcOHGAS02azCfPnzxcmTpwobNmyhUlMQRCEf//738Lo0aOFZcuWMYv52WefCYWFhcI777zDLOb69euFcePGCc8++6zgdDqZxc3Ozhaee+45ZvEEQRAKCwuFK664gmnMiy++WIiPj2f62q+77joBgHD69GlmMefNmycAEFauXMks5t///ncBgPDPf/6TWcxPP/1UACDcfvvtzGJu3bpVACBMnTqVWcyamhqB4zghOTmZ2ba32+1CZGSkoFKphJaWFiYxBcG13wNgdswTBEGYPXu2AED45ptvmMV89NFHBQDCa6+9xizm+++/LwAQHnzwQWYxN23aJAAQfvWrXzGLWV1dLXAcJ4wePZpZTLvdLkRFRQmxsbGCw+FgFnfMmDGCXC4XGhoamMWcM2eOAEDYtWsXs5jz588XAAiLFy9mFnPBggUCAOHFF19kFnPLli0CAOHee+9lFrO2tlbgeZ7p9517fxo6dCizmIIgCGPHjhXCwsKEjo4OZjHnzJkjcBwnVFdXM4vp3p9Ynud9+OGHAgDh448/ZhZz8+bNAgDh6aefZhbTfXy6+eabmcV0f99NmTKFWUxBcH3fpaamMj0nmz17tqBWq4XW1lZmMf/v//5PACAcPnyYWcx3332X+Xnehg0bBADC66+/zizm6dOnBQACAKGpqYlZ3IHIfb1dGnebMCP+D0z+lcbddkG8d+ebC6oCSSZjc7dnyJAhWL58OZNYbkajER9//DHTmHq9Hi+//DLTmHK5HI8//jgef/xxpnHvuOMO3HHHHUxjXn311bj66quZxpw0aRI2bdrENCYAXHbZZbjsssuYx4yPj2ceMy0tjckdXu+Yhw4dQlxcHNOYb775JoqLi5nGvP/++5lup2nTpkGhUDCNOXLkSMTFxTGNGR0djaKiIowcOZLZtpfJZJg5cybOnDmDkBA2d3kB13Zqbm5GZmYm05hLlixBSUkJ05hPPvkkLr30UmYxZ86cCZ7nmW77MWPGICYmhmnMmJgYjBs3DpdccgmzmO79SS6Xg+fZjc6/7LLLEBISgrCwMKYxv//+e+Tl5TGN+eyzz2Lq1KnMYs6YMQMymYzpti8sLITRaGQaMyoqCkVFRUxjymQyzJo1q8++QxUKNpVC7piHDx9GTEwM05ivvvoqCgsLmcW85JJLoFarMWPGDGYxR48ejdjY2D45PrHen2bOnImRI0cyiwm4tlNdXR3zc7KWlhZotWwqBN0xP//8c6SlpTGLOXPmTISFhTE9zxs3bhyio6OZfi/HxcVh5MiR+Omnn5jFJKS/XVAJJEIGqttvvx2pqalMY15xxRWIjY1lGvPSSy9lvp4zZszA0aNHmcacOHEiZs+eDaWSTak0AGRmZuLqq69megJkMBgwa9YsTJkyhVlMnudx6aWXMj0BAlzbftSoUcxj1tXVMY/Z3NzMNOaMGTMwa9YsqFRsyuQBYNSoUcwvUCMjI3H55Zdj3LhxzGLyPI8rrriCabIHcF1Q9EVMVjeKvGOyvJACXPvTli1bmF70FRQUYO7cuUzXNSIigvl3E8/zmDNnDiZNmsQsJgBcfvnlmDlzJtOYfXkThqUZM2bg2LFjTGMWFBTgtttuY5qMjYiIwMMPP8w0GcvzPO666y6myVgA+NWvfsU0GQv0zXeoO4HE0iWXXAKLhV3rB8CVOL711luZxoyOjsYTTzzB9DxPJpPhscceg8lkYhYTAK6//npKIJFBhRMEYdB3AjabzQgNDUVTUxMMBjb9dQi5UNntdsjlbHPPLS0t0OnY9Fdxq6mpYXpHFgCOHTuG5ORkpjEPHjzItFoGAPbt24ecnBymMQ8dOoTExESmSZSmpiY0NzcjISGBWUxBEFBeXo7s7GxmMQGgvLwcWVlZTGMeOnQIGRkZTGNWVFQwT/IeP34cSUlJTGOeOnUKJpOJaRLFbDaD53mmxxJBEFBTU8M8GV9bW4vo6GimMevq6hAZGck0ZkNDA8LDw5nGbGpqQmhoKNOYZrOZ+flda2srNBoN0ySKIAhoa2tjWnUJAG1tbcwTnX0R02KxQK1m01umL2NarVam33UA0NHRwTTZAbj2J7vdzrSiDQBsNtt5EbMvzkf7ImZDQwMiIiIG/XWo+3q7NO42yHk2+7rd2YFvK18f9O/d+YYSSIQQQgghhBBCCGMXynUoJZAuHOxuqxBCCCGEEEIIIYSQQYkSSIQQQgghhBBCCCEkIEogEUIIIYQQQgghhJCAKIFECCGEEEIIIYQQQgKiBBIhhBBCCCGEEEIICYgSSIQQQgghhBBCCCEkIEogEUIIIYQQQgghhJCAKIFECCGEEEIIIYQQQgKiBBIhhBBCCCGEEEIICYgSSIQQQgghhBBCCCEkIEogEUIIIYQQQgghhJCAKIFECCGEEEIIIYQQQgKiBBIhhBBCCCGEEEIICYgSSIQQQgghhBBCCCEkIEogEUIIIYQQQgghhJCAKIFECCGEEEIIIYQQQgKiBBIhhBBCCCGEEEIICYgSSIQQQgghhBBCCCEkIEogEUIIIYQQQgghhJCAKIFECCGEEEIIIYQQQgKiBBIhhBBCCCGEEEIICYgSSIQQQgghhBBCCCEkIEogEUIIIYQQQgghhJCAKIFECCGEEEIIIYQQQgKiBBIhhBBCCCGEEEIICYgSSIQQQgghhBBCCCEkIEogEUIIIYQQQgghhJCAKIFECCGEEEIIIYQQQgKiBBIhhBBCCCGEEEIICYgSSIQQQgghhBBCCCEkIEogEUIIIYQQQgghhJCAKIFECCGEEEIIIYSQC0J9fT3mzJkDg8GAsLAw3HTTTWhpaQn4/D/84Q/IysqCRqNBUlIS7r77bjQ1Nfk87+6778aoUaOgUqkwYsSIPn4V/YMSSIQQQgghhBBCCLkgzJkzB3v27MHKlSuxZMkSrF+/HrfeemuPzz99+jROnz6Nv/3tb9i9ezfeffddLF++HDfddFO3595444249tpr+3L1+5W8v1eAEEIIIYQQQgghpK/t27cPy5cvx9atW1FYWAgAePnllzFz5kz87W9/g8lk6vY7+fn5+Oyzzzw/p6en46mnnsL1118Pu90OudyVVnnppZcAALW1tdi5c+fP8Gp+fhdEAkkQBACA2Wzu5zUhhBBCCCGEEHIhcF9/uq9HBzu70AE4GcZC92t4lUoFlUolOu6mTZsQFhbmSR4BQGlpKXiex5YtW3DVVVf1Kk5TUxMMBoMneXShuCBebXNzMwAgMTGxn9eEEEIIIYQQQsiFpK6uDqGhof29Gn1GqVTCaDRibdU7TOPqdLpu1/CPP/445s+fLzpmVVUVYmJifB6Ty+WIiIhAVVVVr2KcOXMGTz75ZMBhb4PVBZFAMplMOHHiBPR6PTiO6+/VOe+ZzWYkJibixIkTMBgM/b06pAe0nc4PtJ0GPtpG5wfaTucH2k4DH22j8wNtp/NDU1MTkpKSEBER0d+r0qfUajUqKirQ0dHBNK4gCN2u33uqPnrooYfw3HPPBYy3b98+yetkNpsxa9Ys5ObmSkpkna8uiAQSz/NISEjo79UYdAwGA31hnQdoO50faDsNfLSNzg+0nc4PtJ0GPtpG5wfaTucHnh/8c1ep1Wqo1ep++/v3338/5s6dG/A5aWlpMBqNqKmp8Xncbrejvr4eRqMx4O83NzdjxowZ0Ov1WLRoERQKhdTVPu9cEAkkQgghhBBCCCGEDE7R0dGIjo4+5/OKiorQ2NiIbdu2YdSoUQCA1atXw+l0YuzYsT3+ntlsxvTp06FSqbB48eJ+TZb1p8GfCiWEEEIIIYQQQsgFLycnBzNmzMAtt9yCH374Ad9//z3uuusuzJ492zMD26lTp5CdnY0ffvgBgCt5NG3aNLS2tuKtt96C2WxGVVUVqqqq4HA4PLEPHTqEsrIyVFVVob29HWVlZSgrK2M+tK8/UQUSCZpKpcLjjz8uqfs96Xu0nc4PtJ0GPtpG5wfaTucH2k4DH22j8wNtp/MDbaeBacGCBbjrrrswdepU8DyPX/ziF3jppZc8y202G8rLy9HW1gYA+Omnn7BlyxYAQEZGhk+siooKpKSkAABuvvlmrFu3zrOsoKCg23POd5xwocwpSAghhBBCCCGEEEJEoSFshBBCCCGEEEIIISQgSiARQgghhBBCCCGEkIAogUQIIYQQQgghhBBCAqIEEiGEEEIIIYQQQggJiBJIJGj/+te/kJKSArVajbFjx3qmNyR9b/369bjssstgMpnAcRy++OILn+WCIOCxxx5DXFwcNBoNSktLcfDgQZ/n1NfXY86cOTAYDAgLC8NNN92ElpaWn/FVDH7PPPMMRo8eDb1ej5iYGFx55ZUoLy/3eY7FYsGdd96JyMhI6HQ6/OIXv0B1dbXPc44fP45Zs2ZBq9UiJiYGDzzwAOx2+8/5UgatV199FcOGDYPBYIDBYEBRURG+/vprz3LaPgPTs88+C47jcO+993oeo23V/+bPnw+O43z+ZWdne5bTNhoYTp06heuvvx6RkZHQaDQYOnQofvzxR89yOofofykpKd0+SxzH4c477wRAn6WBwuFw4NFHH0Vqaio0Gg3S09Px5JNPwntuKvo8kUFLICQICxcuFJRKpfD2228Le/bsEW655RYhLCxMqK6u7u9VuyAsW7ZM+POf/yx8/vnnAgBh0aJFPsufffZZITQ0VPjiiy+EHTt2CJdffrmQmpoqtLe3e54zY8YMYfjw4cLmzZuF7777TsjIyBCuu+66n/mVDG7Tp08X3nnnHWH37t1CWVmZMHPmTCEpKUloaWnxPOf2228XEhMThVWrVgk//vijMG7cOGH8+PGe5Xa7XcjPzxdKS0uF7du3C8uWLROioqKEhx9+uD9e0qCzePFiYenSpcKBAweE8vJy4ZFHHhEUCoWwe/duQRBo+wxEP/zwg5CSkiIMGzZMuOeeezyP07bqf48//riQl5cnVFZWev7V1tZ6ltM26n/19fVCcnKyMHfuXGHLli3CkSNHhG+++UY4dOiQ5zl0DtH/ampqfD5HK1euFAAIa9asEQSBPksDxVNPPSVERkYKS5YsESoqKoRPP/1U0Ol0wosvvuh5Dn2eyGBFCSQSlDFjxgh33nmn52eHwyGYTCbhmWee6ce1ujB1TSA5nU7BaDQKzz//vOexxsZGQaVSCR9//LEgCIKwd+9eAYCwdetWz3O+/vprgeM44dSpUz/bul9oampqBADCunXrBEFwbReFQiF8+umnnufs27dPACBs2rRJEARXspDneaGqqsrznFdffVUwGAyC1Wr9eV/ABSI8PFx48803afsMQM3NzUJmZqawcuVKoaSkxJNAom01MDz++OPC8OHD/S6jbTQwPPjgg8LEiRN7XE7nEAPTPffcI6SnpwtOp5M+SwPIrFmzhBtvvNHnsauvvlqYM2eOIAj0eSKDGw1hI73W0dGBbdu2obS01PMYz/MoLS3Fpk2b+nHNCABUVFSgqqrKZ/uEhoZi7Nixnu2zadMmhIWFobCw0POc0tJS8DyPLVu2/OzrfKFoamoCAERERAAAtm3bBpvN5rOtsrOzkZSU5LOthg4ditjYWM9zpk+fDrPZjD179vyMaz/4ORwOLFy4EK2trSgqKqLtMwDdeeedmDVrls82AeizNJAcPHgQJpMJaWlpmDNnDo4fPw6AttFAsXjxYhQWFuKaa65BTEwMCgoK8J///MeznM4hBp6Ojg58+OGHuPHGG8FxHH2WBpDx48dj1apVOHDgAABgx44d2LBhAy655BIA9Hkig5u8v1eAnD/OnDkDh8Ph86UEALGxsdi/f38/rRVxq6qqAgC/28e9rKqqCjExMT7L5XI5IiIiPM8hbDmdTtx7772YMGEC8vPzAbi2g1KpRFhYmM9zu24rf9vSvYxIt2vXLhQVFcFisUCn02HRokXIzc1FWVkZbZ8BZOHChfjpp5+wdevWbsvoszQwjB07Fu+++y6ysrJQWVmJJ554ApMmTcLu3btpGw0QR44cwauvvor77rsPjzzyCLZu3Yq7774bSqUSN9xwA51DDEBffPEFGhsbMXfuXAB0vBtIHnroIZjNZmRnZ0Mmk8HhcOCpp57CnDlzANA5ORncKIFECCF96M4778Tu3buxYcOG/l4V0kVWVhbKysrQ1NSE//3vf7jhhhuwbt26/l4t4uXEiRO45557sHLlSqjV6v5eHdID9113ABg2bBjGjh2L5ORkfPLJJ9BoNP24ZsTN6XSisLAQTz/9NACgoKAAu3fvxmuvvYYbbrihn9eO+PPWW2/hkksugclk6u9VIV188sknWLBgAT766CPk5eWhrKwM9957L0wmE32eyKBHQ9hIr0VFRUEmk3Wb7aG6uhpGo7Gf1oq4ubdBoO1jNBpRU1Pjs9xut6O+vp62YR+46667sGTJEqxZswYJCQmex41GIzo6OtDY2Ojz/K7byt+2dC8j0imVSmRkZGDUqFF45plnMHz4cLz44ou0fQaQbdu2oaamBiNHjoRcLodcLse6devw0ksvQS6XIzY2lrbVABQWFoYhQ4bg0KFD9HkaIOLi4pCbm+vzWE5OjmeoIZ1DDCzHjh3Dt99+i5tvvtnzGH2WBo4HHngADz30EGbPno2hQ4fiN7/5DebNm4dnnnkGAH2eyOBGCSTSa0qlEqNGjcKqVas8jzmdTqxatQpFRUX9uGYEAFJTU2E0Gn22j9lsxpYtWzzbp6ioCI2Njdi2bZvnOatXr4bT6cTYsWN/9nUerARBwF133YVFixZh9erVSE1N9Vk+atQoKBQKn21VXl6O48eP+2yrXbt2+ZxcrFy5EgaDodtFAGHD6XTCarXS9hlApk6dil27dqGsrMzzr7CwEHPmzPH8P22rgaelpQWHDx9GXFwcfZ4GiAkTJqC8vNznsQMHDiA5ORkAnUMMNO+88w5iYmIwa9Ysz2P0WRo42trawPO+l9EymQxOpxMAfZ7IINffXbzJ+WXhwoWCSqUS3n33XWHv3r3CrbfeKoSFhfnM9kD6TnNzs7B9+3Zh+/btAgDhhRdeELZv3y4cO3ZMEATXlKFhYWHCl19+KezcuVO44oor/E4ZWlBQIGzZskXYsGGDkJmZSVOGMnbHHXcIoaGhwtq1a32m421ra/M85/bbbxeSkpKE1atXCz/++KNQVFQkFBUVeZa7p+KdNm2aUFZWJixfvlyIjo6mqXgZeeihh4R169YJFRUVws6dO4WHHnpI4DhOWLFihSAItH0GMu9Z2ASBttVAcP/99wtr164VKioqhO+//14oLS0VoqKihJqaGkEQaBsNBD/88IMgl8uFp556Sjh48KCwYMECQavVCh9++KHnOXQOMTA4HA4hKSlJePDBB7sto8/SwHDDDTcI8fHxwpIlS4SKigrh888/F6KiooQ//elPnufQ54kMVpRAIkF7+eWXhaSkJEGpVApjxowRNm/e3N+rdMFYs2aNAKDbvxtuuEEQBNe0oY8++qgQGxsrqFQqYerUqUJ5eblPjLq6OuG6664TdDqdYDAYhN/97ndCc3NzP7yawcvfNgIgvPPOO57ntLe3C7///e+F8PBwQavVCldddZVQWVnpE+fo0aPCJZdcImg0GiEqKkq4//77BZvN9jO/msHpxhtvFJKTkwWlUilER0cLU6dO9SSPBIG2z0DWNYFE26r/XXvttUJcXJygVCqF+Ph44dprrxUOHTrkWU7baGD46quvhPz8fEGlUgnZ2dnCG2+84bOcziEGhm+++UYA0O29FwT6LA0UZrNZuOeee4SkpCRBrVYLaWlpwp///GfBarV6nkOfJzJYcYIgCP1S+kQIIYQQQgghhBBCzgvUA4kQQgghhBBCCCGEBEQJJEIIIYQQQgghhBASECWQCCGEEEIIIYQQQkhAlEAihBBCCCGEEEIIIQFRAokQQgghhBBCCCGEBEQJJEIIIYQQQgghhBASECWQCCGEEEIIIYQQQkhAlEAihBBCCCGEEEIIIQFRAokQQgghhBBCCCGEBEQJJEIIIYQQQgghhBASECWQCCGEEEIIIYQQQkhAlEAihBBCCCGEEEIIIQH9f6BQ28c/7DTNAAAAAElFTkSuQmCC", + "image/png": 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"text/plain": [ "<Figure size 1500x1200 with 4 Axes>" ] @@ -394,11 +379,7 @@ " else:\n", " ax.arrow(-30,25,0,-20,color='r', width=10,head_length=30)\n", " ax.arrow(30,25,0,-20,color='r', width=10,head_length=30)\n", - " \n", - " ax.axis('equal')\n", - " ax.set_xlim([-D,10*D])\n", - " ax.set_ylim([-D,D])\n", - " ax.set_title(l) " + " setup_plot(ax=ax, axis='equal', title=l,grid=False) " ] }, { @@ -420,7 +401,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "7aa2808668f14b84a451d1df061a293f", + "model_id": "27d82d8f365848e2b795e6951e92d25a", "version_major": 2, "version_minor": 0 }, @@ -460,10 +441,7 @@ " plt.plot([si*R, -si*R],[-co*R,co*R],'w',label='Rotor',lw=3)\n", " plt.arrow(-0,0,-50*co,0,color='r', width=5,head_length=10,length_includes_head=True, zorder=32)\n", " plt.arrow(-0,-0,0,-50*si,color='r', width=5,head_length=10,length_includes_head=True, zorder=32)\n", - " plt.axis('equal')\n", - " plt.xlim([-D,10*D])\n", - " plt.ylim([-D,D])\n", - " ax.set_title(l) \n", + " setup_plot(ax=ax, axis='equal', title=l,grid=False) \n", "_ = interact(plot, yaw=IntSlider(min=-90, max=90, step=1, value=20, continuous_update=False))" ] }, @@ -489,7 +467,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "956396e307784e8499ff1ec3fc5f3c34", + "model_id": "5d14cc063c20451198a274a8ab7c575a", "version_major": 2, "version_minor": 0 }, @@ -556,7 +534,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.7" + "version": "3.12.1" }, "toc": { "base_numbering": 1, diff --git a/py_wake/deficit_models/deficit_model.py b/py_wake/deficit_models/deficit_model.py index e1673d902..2a143e006 100644 --- a/py_wake/deficit_models/deficit_model.py +++ b/py_wake/deficit_models/deficit_model.py @@ -26,8 +26,8 @@ class DeficitModel(ABC, RotorAvgAndGroundModelContainer): def args4deficit(self): args4deficit = RotorAvgAndGroundModelContainer.args4model.fget(self) # @UndefinedVariable args4deficit |= method_args(self.calc_deficit) - if hasattr(self, 'calc_deficit_downwind'): - args4deficit |= method_args(self.calc_deficit_downwind) + # if hasattr(self, 'calc_deficit_downwind'): + # args4deficit |= method_args(self.calc_deficit_downwind) args4deficit |= method_args(self._calc_layout_terms) args4deficit |= self.additional_args diff --git a/py_wake/deficit_models/fuga.py b/py_wake/deficit_models/fuga.py index bd101bcbe..de86cd87c 100644 --- a/py_wake/deficit_models/fuga.py +++ b/py_wake/deficit_models/fuga.py @@ -1,180 +1,19 @@ from numpy import newaxis as na import xarray as xr from py_wake import np -from py_wake.deficit_models.deficit_model import WakeDeficitModel, BlockageDeficitModel, XRLUTDeficitModel +from py_wake.deficit_models.deficit_model import XRLUTDeficitModel from py_wake.superposition_models import LinearSum from py_wake.tests.test_files import tfp -from py_wake.utils.fuga_utils import FugaUtils, LUTInterpolator, FugaXRLUT +from py_wake.utils.fuga_utils import FugaXRLUT, interp_lut_coordinate from py_wake.wind_farm_models.engineering_models import PropagateDownwind, All2AllIterative -from scipy.interpolate import RectBivariateSpline -from py_wake.utils import fuga_utils +from py_wake.utils import fuga_utils, gradients from py_wake.utils.gradients import cabs -from py_wake.utils.grid_interpolator import GridInterpolator + from py_wake.utils.model_utils import DeprecatedModel import glob from xarray.core.merge import merge_attrs - - -class FugaDeficit(WakeDeficitModel, BlockageDeficitModel, FugaUtils): - - def __init__(self, LUT_path=tfp + 'fuga/2MW/Z0=0.03000000Zi=00401Zeta0=0.00E+00.nc', - smooth2zero_x=None, smooth2zero_y=None, remove_wriggles=False, - method='linear', rotorAvgModel=None, groundModel=None): - """ - Parameters - ---------- - LUT_path : str - Path to folder containing 'CaseData.bin', input parameter file (*.par) and loop-up tables - remove_wriggles : bool - The current Fuga loop-up tables have significan wriggles. - If True, all deficit values after the first zero crossing (when going from the center line - and out in the lateral direction) is set to zero. - This means that all speed-up regions are also removed - smooth2zero_x : int or None, optional - make a linear transition to zero over the first and last <smoot2zero_x> points in the downwind direction - of the look-up table - if None, default, smooth2zero_x is set to 1/8 of the box length - if 0, no correction is applied. - if >0, the first and last <smooth2zero_x> points are linearly faded to zero - smooth2zero_y : int or None, optional - make a linear transition to last <smoot2zero_y> points in the cross wind direction - of the look-up table - if None, default, smooth2zero_y is set to 1/8 of the box width (i.e. center line to the side) - if 0, no correction is applied. - if >0, the <smooth2zero_x> points farthest away from the centerline are linearly faded to zero - """ - BlockageDeficitModel.__init__(self, upstream_only=True, rotorAvgModel=rotorAvgModel, groundModel=groundModel) - FugaUtils.__init__(self, LUT_path, on_mismatch='input_par') - self.smooth2zero_x = smooth2zero_x - self.smooth2zero_y = smooth2zero_y - self.remove_wriggles = remove_wriggles - x, y, z, du = self.load() - err_msg = "Method must be 'linear' or 'spline'. Spline is supports only height level only" - assert method == 'linear' or (method == 'spline' and len(z) == 1), err_msg - - if method == 'linear': - self.lut_interpolator = LUTInterpolator(x, y, z, du) - else: - du_interpolator = RectBivariateSpline(x, y, du[0].T) - - def interp(xyz): - x, y, z = xyz - assert np.all(z == self.z[0]), f'LUT table contains z={self.z} only' - return du_interpolator.ev(x, y) - self.lut_interpolator = interp - - X, Y = np.meshgrid(self.x, self.y) - self.lut_interpolator([X, Y, X * 0 + self.zHub]) - du_zhub = self.lut_interpolator([X, Y, X * 0 + self.zHub]) - self.setup_wake_radius(du_zhub) - - def setup_wake_radius(self, du_zhub): - # set wake limit center_deficit * np.exp(-2)), corresponding to value of 2 sigma for a gaussian profile - wake_radius_arr = self.y[np.argmin((du_zhub > (du_zhub[0] * np.exp(-2))), 0)] - - rp = len(self.x) // 4 - wake_radius_arr[:rp] = 0 # set upstream to 0 - self.wake_radius_arr = wake_radius_arr - - def load(self): - du = self.init_lut(self.load_luts(['UL'])[0], - smooth2zero_x=self.smooth2zero_x, smooth2zero_y=self.smooth2zero_y, - remove_wriggles=self.remove_wriggles) - return self.x, self.y, self.z, du - - def interpolate(self, x, y, z): - # self.grid_interplator(np.array([zyx.flatten() for zyx in [z, y, x]]).T, check_bounds=False).reshape(x.shape) - return self.lut_interpolator((x, y, z)) - - def _calc_layout_terms(self, dw_ijlk, hcw_ijlk, z_ijlk, D_src_il, **_): - self.mdu_ijlk = self.interpolate(dw_ijlk, cabs(hcw_ijlk), z_ijlk) - - def calc_deficit(self, WS_ilk, WS_eff_ilk, dw_ijlk, hcw_ijlk, z_ijlk, ct_ilk, D_src_il, **kwargs): - if not self.deficit_initalized: - self._calc_layout_terms(dw_ijlk=dw_ijlk, hcw_ijlk=hcw_ijlk, z_ijlk=z_ijlk, D_src_il=D_src_il, **kwargs) - return self.mdu_ijlk * (ct_ilk * WS_eff_ilk**2 / WS_ilk)[:, na] - - def wake_radius(self, D_src_il, dw_ijlk, **_): - return np.interp(dw_ijlk, self.x, self.wake_radius_arr) - - -class FugaYawDeficit(FugaDeficit): - - def __init__(self, LUT_path=tfp + 'fuga/2MW/Z0=0.00408599Zi=00400Zeta0=0.00E+00.nc', - smooth2zero_x=None, smooth2zero_y=None, remove_wriggles=False, - method='linear', rotorAvgModel=None, groundModel=None): - """ - Parameters - ---------- - LUT_path : str - Path to folder containing 'CaseData.bin', input parameter file (*.par) and loop-up tables - smooth2zero_x : int or None, optional - make a linear transition to zero over the first and last <smoot2zero_x> points in the downwind direction - of the look-up table - if None, default, smooth2zero_x is set to 1/8 of the box length - if 0, no correction is applied. - if >0, the first and last <smooth2zero_x> points are linearly faded to zero - smooth2zero_y : int or None, optional - make a linear transition to last <smoot2zero_y> points in the cross wind direction - of the look-up table - if None, default, smooth2zero_y is set to 1/8 of the box width (i.e. center line to the side) - if 0, no correction is applied. - if >0, the <smooth2zero_x> points farthest away from the centerline are linearly faded to zero - remove_wriggles : bool - The current Fuga loop-up tables have significan wriggles. - If True, all deficit values after the first zero crossing (when going from the center line - and out in the lateral direction) is set to zero. - This means that all speed-up regions are also removed - """ - BlockageDeficitModel.__init__(self, upstream_only=True, rotorAvgModel=rotorAvgModel, groundModel=groundModel) - FugaUtils.__init__(self, LUT_path, on_mismatch='input_par') - self.smooth2zero_x = smooth2zero_x - self.smooth2zero_y = smooth2zero_y - self.remove_wriggles = remove_wriggles - x, y, z, dUL = self.load() - - mdUT = self.load_luts(['UT'])[0] - dUT = np.array(mdUT, dtype=np.float32) * self.zeta0_factor() - dU = np.concatenate([dUL[:, :, :, na], dUT[:, :, :, na]], 3) - err_msg = "Method must be 'linear' or 'spline'. Spline is supports only height level only" - assert method == 'linear' or (method == 'spline' and len(z) == 1), err_msg - - if method == 'linear': - self.lut_interpolator = LUTInterpolator(x, y, z, dU) - else: - UL_interpolator = RectBivariateSpline(x, y, dU[0, :, :, 0].T) - UT_interpolator = RectBivariateSpline(x, y, dU[0, :, :, 1].T) - - def interp(xyz): - x, y, z = xyz - assert np.all(z == self.z[0]), f'LUT table contains z={self.z} only' - return np.moveaxis([UL_interpolator.ev(x, y), UT_interpolator.ev(x, y)], 0, -1) - self.lut_interpolator = interp - X, Y = np.meshgrid(self.x, self.y) - self.lut_interpolator([X, Y, X * 0 + self.zHub]) - du_zhub = self.lut_interpolator([X, Y, X * 0 + self.zHub])[:, :, 0] - self.setup_wake_radius(du_zhub) - - def _calc_layout_terms(self, dw_ijlk, hcw_ijlk, z_ijlk, D_src_il, **_): - self.mdu_ijlk = (self.interpolate(dw_ijlk, cabs(hcw_ijlk), z_ijlk)) - - def calc_deficit_downwind(self, WS_ilk, WS_eff_ilk, dw_ijlk, hcw_ijlk, - z_ijlk, ct_ilk, D_src_il, yaw_ilk, **_): - - mdUL_ijlk, mdUT_ijlk = np.moveaxis(self.interpolate( - dw_ijlk, cabs(hcw_ijlk), z_ijlk), -1, 0) - mdUT_ijlk = np.negative(mdUT_ijlk, out=mdUT_ijlk, where=hcw_ijlk < 0) # UT is antisymmetric - theta_ilk = np.deg2rad(yaw_ilk) - - mdu_ijlk = (mdUL_ijlk * np.cos(theta_ilk)[:, na] + mdUT_ijlk * np.sin(theta_ilk)[:, na]) - # avoid wake on itself - mdu_ijlk *= ~((dw_ijlk == 0) & (hcw_ijlk <= D_src_il[:, na, :, na])) - - return mdu_ijlk * (ct_ilk * WS_eff_ilk**2 / WS_ilk)[:, na] - - def calc_deficit(self, **kwargs): - # fuga result is already downwind - return self.calc_deficit_downwind(**kwargs) +import warnings +import os class Fuga(PropagateDownwind, DeprecatedModel): @@ -238,21 +77,28 @@ class FugaBlockage(All2AllIterative, DeprecatedModel): DeprecatedModel.__init__(self, 'py_wake.literature.fuga.Ott_2014_Blockage') -class FugaMultiLUTDeficit(XRLUTDeficitModel, FugaDeficit): - def __init__(self, LUT_path_lst=tfp + 'fuga/2MW/multilut/LUTs_Zeta0=0.00e+00_16_32_*_zi400_z0=0.00001000_z9.8-207.9_UL_nx128_ny128_dx20.0_dy5.0.nc', +class FugaMultiLUTDeficit(XRLUTDeficitModel): + + def __init__(self, LUT_path=tfp + 'fuga/2MW/multilut/LUTs_Zeta0=0.00e+00_16_32_*_zi400_z0=0.00001000_z9.8-207.9_UL_nx128_ny128_dx20.0_dy5.0.nc', z_lst=None, TI_ref_height=None, bounds='limit', smooth2zero_x=None, smooth2zero_y=None, remove_wriggles=False, rotorAvgModel=None, groundModel=None, use_effective_ti=False): - fuga_kwargs = dict(smooth2zero_x=smooth2zero_x, smooth2zero_y=smooth2zero_y, remove_wriggles=remove_wriggles) - if isinstance(LUT_path_lst, str): - da_lst = [FugaXRLUT(f, **fuga_kwargs).UL for f in glob.glob(LUT_path_lst)] - assert len(da_lst), f"No files found matching {LUT_path_lst}" + fuga_kwargs = dict(variables=['UL', 'UT'], smooth2zero_x=smooth2zero_x, smooth2zero_y=smooth2zero_y, + remove_wriggles=remove_wriggles, z_lst=z_lst) + if isinstance(LUT_path, str) and os.path.isdir(LUT_path): + f = fuga_utils.dat2netcdf(LUT_path).filename + da_lst = [FugaXRLUT(f, **fuga_kwargs).dataarray] else: - da_lst = [FugaXRLUT(f, **fuga_kwargs).UL for f in LUT_path_lst] + if isinstance(LUT_path, str): + lut_path_str = LUT_path + LUT_path = list(glob.glob(lut_path_str)) + assert len(LUT_path), f"No files found matching {lut_path_str}" - dims = ['d_h', 'zeta0', 'zi', 'z0'] + da_lst = [FugaXRLUT(f, **fuga_kwargs).dataarray for f in LUT_path] + + dims = self.preprocess_luts(da_lst) da_lst = [da.assign_coords({'d_h': da.diameter * 1000 + da.hubheight, **{k: getattr(da, k) for k in dims[1:]}}).expand_dims(dims) for da in da_lst] @@ -260,11 +106,18 @@ class FugaMultiLUTDeficit(XRLUTDeficitModel, FugaDeficit): if z_lst is None: z_lst = np.sort(np.unique([z for da in da_lst for z in da.z.values])) + if not all([(da.x.values.tolist() == da_lst[0].x.values.tolist()) for da in da_lst]): # pragma: no cover + warnings.warn("LUTs contains different x coordinates. " + "Regenerated LUTs with fixed Nx and dx to reduce memory usage and improve performance") x_lst = np.sort(np.unique([da.x for da in da_lst])) x_lst = x_lst[(x_lst >= np.max([da.x[0] for da in da_lst])) & (x_lst <= np.min([da.x[-1] for da in da_lst]))] + if not all([(da.y.values.tolist() == da_lst[0].y.values.tolist()) for da in da_lst]): # pragma: no cover + warnings.warn("LUTs contains different y coordinates. " + "Regenerated LUTs with fixed Ny and dy to reduce memory usage and improve performance") y_lst = np.sort(np.unique([da.y for da in da_lst])) y_lst = y_lst[(y_lst >= np.max([da.y[0] for da in da_lst])) & (y_lst <= np.min([da.y[-1] for da in da_lst]))] - da_lst = [da.interp(z=z_lst, x=x_lst, y=y_lst) for da in da_lst] + + da_lst = [interp_lut_coordinate(da, x=x_lst, y=y_lst, z=z_lst) for da in da_lst] # combine_by_coords does not always merge attributes correctly attrs = merge_attrs([da.attrs for da in da_lst], combine_attrs='drop_conflicts') @@ -273,27 +126,43 @@ class FugaMultiLUTDeficit(XRLUTDeficitModel, FugaDeficit): self.x, self.y = da.x.values, da.y.values self._args4model = {k + "_ilk" for k in ['zeta0', 'zi'] if k in da.dims} - method = ['nearest'] + (['linear'] * (len(da.dims) - 1)) + method = [['linear', 'nearest'][d in ['d_h', 'variable']] for d in da.dims] XRLUTDeficitModel.__init__(self, da, get_input=self.get_input, method=method, bounds=bounds, rotorAvgModel=rotorAvgModel, groundModel=groundModel, use_effective_ws=False, use_effective_ti=use_effective_ti) + def preprocess_luts(self, da_lst): + dims = ['d_h', 'zeta0', 'zi', 'z0'] + return dims + def wake_radius(self, D_src_il, dw_ijlk, **_): # Set at twice the source radius for now return np.zeros_like(dw_ijlk) + D_src_il[:, na, :, na] def calc_deficit(self, WS_ilk, WS_eff_ilk, dw_ijlk, hcw_ijlk, z_ijlk, ct_ilk, D_src_il, **kwargs): # bypass XRLUTDeficitModel.calc_deficit - return FugaDeficit.calc_deficit(self, WS_ilk=WS_ilk, WS_eff_ilk=WS_eff_ilk, - dw_ijlk=dw_ijlk, hcw_ijlk=hcw_ijlk, z_ijlk=z_ijlk, - ct_ilk=ct_ilk, D_src_il=D_src_il, **kwargs) + if not self.deficit_initalized: + self._calc_layout_terms(dw_ijlk=dw_ijlk, hcw_ijlk=hcw_ijlk, z_ijlk=z_ijlk, D_src_il=D_src_il, **kwargs) + return self.mdu_ijlk * (ct_ilk * WS_eff_ilk**2 / WS_ilk)[:, na] def _calc_layout_terms(self, **kwargs): - self.mdu_ijlk = XRLUTDeficitModel.calc_deficit(self, **kwargs) + # 0 = UL + variables0 = np.reshape(0, np.ones_like(kwargs['dw_ijlk'].shape).astype(int)) + self.mdu_ijlk = XRLUTDeficitModel.calc_deficit(self, **kwargs, variables=variables0) + if 'yaw_ilk' in kwargs: + theta_yaw_ijlk = gradients.deg2rad(kwargs['yaw_ilk'])[:, na] + if list(self.da.variable_names) == ['UL', 'UT']: + # 1 = UT + mdUT_ijlk = XRLUTDeficitModel.calc_deficit(self, **kwargs, variables=variables0 + 1) + mdUT_ijlk = np.negative(mdUT_ijlk, out=mdUT_ijlk, where=kwargs['hcw_ijlk'] >= 0) + self.mdu_ijlk = self.mdu_ijlk * np.cos(theta_yaw_ijlk) + np.sin(theta_yaw_ijlk) * mdUT_ijlk + else: + self.mdu_ijlk *= np.cos(theta_yaw_ijlk) def get_input(self, D_src_il, TI_ilk, h_ilk, dw_ijlk, hcw_ijlk, z_ijlk, **kwargs): user = {'zeta0': lambda: kwargs['zeta0_ilk'][:, na], - 'zi': lambda: kwargs['zi_ilk'][:, na]} + 'zi': lambda: kwargs['zi_ilk'][:, na], + 'variables': lambda: kwargs['variables']} interp_kwargs = {'d_h': (D_src_il[:, :, na] * 1000 + h_ilk)[:, na], 'z0': fuga_utils.z0(TI_ilk, self.TI_ref_height or h_ilk, zeta0=kwargs.get('zeta0_ilk', 0))[:, na], 'z': z_ijlk, @@ -306,6 +175,10 @@ class FugaMultiLUTDeficit(XRLUTDeficitModel, FugaDeficit): return output_ijlk +FugaYawDeficit = FugaMultiLUTDeficit +FugaDeficit = FugaMultiLUTDeficit + + def main(): if __name__ == '__main__': from py_wake.examples.data.iea37._iea37 import IEA37Site diff --git a/py_wake/deflection_models/gcl_hill_vortex.py b/py_wake/deflection_models/gcl_hill_vortex.py index ded48fbc2..d738be488 100644 --- a/py_wake/deflection_models/gcl_hill_vortex.py +++ b/py_wake/deflection_models/gcl_hill_vortex.py @@ -36,11 +36,14 @@ class GCLHillDeflection(DeflectionIntegrator): def wake_deficitModel(self): return self._wake_deficitModel or self.windFarmModel.wake_deficitModel - def get_deflection_rate(self, theta_ilk, dw_ijlkx, WS_eff_ilk, yaw_ilk, tilt_ilk, IJLK, **kwargs): + def get_deflection_rate(self, theta_ilk, dw_ijlkx, WS_eff_ilk, h_ilk, yaw_ilk, tilt_ilk, IJLK, **kwargs): z = np.zeros_like(dw_ijlkx) deficit_kwargs = {k: v[..., na] for k, v in kwargs.items()} + # center line at hub hubheight deficit_kwargs.update(dict(WS_eff_ilk=(WS_eff_ilk * np.cos(gradients.deg2rad(yaw_ilk)))[..., na], dw_ijlk=dw_ijlkx, hcw_ijlk=z, cw_ijlk=z, dh_ijlk=z, + z_ijlk=h_ilk[:, na, :, :, na], + h_ilk=h_ilk, tilt_ilk=tilt_ilk[..., na], IJLK=IJLK,)) U_w_ijlx = self.wake_deficitModel.calc_deficit(**deficit_kwargs, diff --git a/py_wake/rotor_avg_models/gaussian_overlap_model.py b/py_wake/rotor_avg_models/gaussian_overlap_model.py index f35443904..1cb8f3c71 100644 --- a/py_wake/rotor_avg_models/gaussian_overlap_model.py +++ b/py_wake/rotor_avg_models/gaussian_overlap_model.py @@ -5,6 +5,7 @@ from numpy import newaxis as na import xarray as xr from tqdm import tqdm from py_wake.utils.grid_interpolator import GridInterpolator +from scipy.interpolate import RectBivariateSpline class GaussianOverlapAvgModel(RotorAvgModel): @@ -17,7 +18,10 @@ class GaussianOverlapAvgModel(RotorAvgModel): table = xr.load_dataarray(self.filename, engine='h5netcdf') R_sigma = np.arange(0, 20.001, 0.01) CW_sigma = np.arange(0, 10.01, 0.01) - dat = table.interp(R_sigma=R_sigma, CW_sigma=CW_sigma, method='cubic') + # behavior changed in xarray=24.11.0 such that + # dat = table.interp(R_sigma=R_sigma, CW_sigma=CW_sigma, method='cubic') + # performs a two-step interpolation which is slower and less accurate than the previous one-step interpolation + dat = RectBivariateSpline(table.R_sigma.values, table.CW_sigma.values, table.values)(R_sigma, CW_sigma) self._overlap_interpolator = GridInterpolator([R_sigma, CW_sigma], dat, bounds='limit') return self._overlap_interpolator diff --git a/py_wake/site/jit_streamline_distance.py b/py_wake/site/jit_streamline_distance.py index f1921c9f9..0db0c3e5f 100644 --- a/py_wake/site/jit_streamline_distance.py +++ b/py_wake/site/jit_streamline_distance.py @@ -94,8 +94,8 @@ def main(): wfm = NOJ(site, wt) wd = 330 sim_res = wfm(x, y, wd=[wd], ws=10) - fm = sim_res.flow_map(XYGrid(x=np.linspace(site.ds.x[0], site.ds.x[-1], 500), - y=np.linspace(site.ds.y[0], site.ds.y[-1], 500))) + fm = sim_res.flow_map(XYGrid(x=np.linspace(site.ds.x[0].item(), site.ds.x[-1].item(), 500), + y=np.linspace(site.ds.y[0].item(), site.ds.y[-1].item(), 500))) stream_lines = vf3d.stream_lines(wd=np.full(x.shape, wd), start_points=np.array([x, y, np.full(x.shape, 70)]).T, dw_stop=y - 6504700) fm.plot_wake_map() diff --git a/py_wake/tests/test_deficit_models/test_XRDeficitModel.py b/py_wake/tests/test_deficit_models/test_XRDeficitModel.py index b119d7e08..d4da0703c 100644 --- a/py_wake/tests/test_deficit_models/test_XRDeficitModel.py +++ b/py_wake/tests/test_deficit_models/test_XRDeficitModel.py @@ -13,6 +13,7 @@ from py_wake.deficit_models.noj import NOJDeficit, NOJ from numpy import newaxis as na from py_wake.superposition_models import SquaredSum from py_wake.utils.gradients import cabs +from py_wake.utils.fuga_utils import FugaUtils def test_noj(): @@ -85,7 +86,9 @@ def test_fuga(): site = UniformSite([1, 0, 0, 0], ti=0.075) path = tfp + 'fuga/2MW/Z0=0.03000000Zi=00401Zeta0=0.00E+00.nc' - x, y, z, du = FugaDeficit(path).load() + fu = FugaUtils(path) + du = fu.init_lut(fu.load_luts(['UL'])[0]) + x, y, z = fu.x, fu.y, fu.z da = xr.DataArray(du, coords={'z': z, 'y': y, 'x': x}) def get_input(dw_ijlk, hcw_ijlk, h_ilk, dh_ijlk, **_): diff --git a/py_wake/tests/test_deficit_models/test_deficit_models.py b/py_wake/tests/test_deficit_models/test_deficit_models.py index 929927d58..d3839d3c9 100644 --- a/py_wake/tests/test_deficit_models/test_deficit_models.py +++ b/py_wake/tests/test_deficit_models/test_deficit_models.py @@ -3,7 +3,7 @@ import pytest import matplotlib.pyplot as plt from py_wake import np from py_wake.deficit_models.deficit_model import WakeDeficitModel, BlockageDeficitModel -from py_wake.deficit_models.fuga import FugaDeficit, Fuga +from py_wake.deficit_models.fuga import FugaDeficit, Fuga, FugaMultiLUTDeficit from py_wake.deficit_models.gaussian import BastankhahGaussianDeficit, IEA37SimpleBastankhahGaussianDeficit, \ ZongGaussianDeficit, NiayifarGaussianDeficit, BastankhahGaussian, ZongGaussian, \ NiayifarGaussian, CarbajofuertesGaussianDeficit, TurboGaussianDeficit, IEA37SimpleBastankhahGaussian, \ @@ -111,7 +111,7 @@ def test_IEA37_ex16(deficitModel, aep_ref): site = IEA37Site(16) x, y = site.initial_position.T windTurbines = IEA37_WindTurbines() - superpositionModel = [SquaredSum, LinearSum][isinstance(deficitModel, FugaDeficit)] + superpositionModel = [SquaredSum, LinearSum][isinstance(deficitModel, FugaMultiLUTDeficit)] wf_model = PropagateDownwind(site, windTurbines, wake_deficitModel=deficitModel, superpositionModel=superpositionModel(), turbulenceModel=GCLTurbulence()) @@ -215,7 +215,7 @@ def test_deficitModel_wake_map(deficitModel, ref): site = IEA37Site(16) x, y = site.initial_position.T windTurbines = IEA37_WindTurbines() - superpositionModel = [SquaredSum, LinearSum][isinstance(deficitModel, FugaDeficit)] + superpositionModel = [SquaredSum, LinearSum][isinstance(deficitModel, FugaMultiLUTDeficit)] wf_model = PropagateDownwind(site, windTurbines, wake_deficitModel=deficitModel, superpositionModel=superpositionModel(), turbulenceModel=GCLTurbulence()) @@ -254,7 +254,7 @@ def test_deficitModel_wake_map(deficitModel, ref): (TurboNOJDeficit(), [99.024477, 61.553917, 123.107833, 92.439673, 97.034049]), (BastankhahGaussianDeficit(), [83.336286, 57.895893, 115.791786, 75.266662, 83.336286]), (IEA37SimpleBastankhahGaussianDeficit(), [103.166178, 67.810839, 135.621678, 103.166178, 103.166178]), - (FugaDeficit(LUT_path=tfp + 'fuga/2MW/Z0=0.00408599Zi=00400Zeta0=0.00E+00.nc'), [90., 90., 115., 90., 90.]), + (FugaDeficit(LUT_path=tfp + 'fuga/2MW/Z0=0.00408599Zi=00400Zeta0=0.00E+00.nc'), [100, 50, 100, 100, 100]), (GCLDeficit(), [156.949964, 97.763333, 195.526667, 113.225695, 111.340236]), (GCLLocalDeficit(), [156.949964, 97.763333, 195.526667, 113.225695, 111.340236]), (ZongGaussianDeficit(eps_coeff=0.35), [91.15734, 66.228381, 132.456762, 94.90156, 79.198215]), @@ -506,7 +506,8 @@ def test_IEA37_ex16_windFarmModel(windFarmModel, aep_ref): with warnings.catch_warnings(): warnings.filterwarnings('ignore', category=DeprecationWarning) wf_model = windFarmModel(site, windTurbines, turbulenceModel=GCLTurbulence()) - wf_model.superpositionModel = [SquaredSum(), LinearSum()][isinstance(wf_model.wake_deficitModel, FugaDeficit)] + wf_model.superpositionModel = [SquaredSum(), LinearSum()][isinstance( + wf_model.wake_deficitModel, FugaMultiLUTDeficit)] aep_ilk = wf_model(x, y, wd=np.arange(0, 360, 22.5), ws=[9.8]).aep_ilk(normalize_probabilities=True) aep_MW_l = aep_ilk.sum((0, 2)) * 1000 diff --git a/py_wake/tests/test_deficit_models/test_fuga.py b/py_wake/tests/test_deficit_models/test_fuga.py index 5260dc1e7..6d9c074dc 100644 --- a/py_wake/tests/test_deficit_models/test_fuga.py +++ b/py_wake/tests/test_deficit_models/test_fuga.py @@ -6,7 +6,7 @@ from py_wake.tests.test_files import tfp from py_wake import Fuga from py_wake.examples.data import hornsrev1 import matplotlib.pyplot as plt -from py_wake.deficit_models.fuga import FugaBlockage, FugaDeficit, LUTInterpolator, FugaUtils, FugaYawDeficit, \ +from py_wake.deficit_models.fuga import FugaBlockage, FugaDeficit, FugaYawDeficit, \ FugaMultiLUTDeficit from py_wake.flow_map import HorizontalGrid, XYGrid, XZGrid from py_wake.utils.grid_interpolator import GridInterpolator @@ -18,6 +18,7 @@ from py_wake.wind_turbines._wind_turbines import WindTurbine, WindTurbines from py_wake.utils.profiling import timeit import warnings from py_wake.utils import fuga_utils +from py_wake.utils.fuga_utils import FugaXRLUT, FugaUtils def test_fuga(): @@ -30,7 +31,7 @@ def test_fuga(): path = tfp + 'fuga/2MW/Z0=0.03000000Zi=00401Zeta0=0.00E+00.nc' wake_model = Fuga(path, site, wts) res, _ = timeit(wake_model.__call__, verbose=0, line_profile=0, - profile_funcs=[FugaDeficit.interpolate, LUTInterpolator.__call__, GridInterpolator.__call__])(x=wt_x, y=wt_y, wd=[30], ws=[10]) + profile_funcs=[GridInterpolator.__call__])(x=wt_x, y=wt_y, wd=[30], ws=[10]) npt.assert_array_almost_equal(res.WS_eff_ilk.flatten(), [10.00669629, 10., 8.47606501, 10.03143097, 9.37288077, @@ -159,6 +160,7 @@ def test_fuga_downwind(): path = tfp + 'fuga/2MW/Z0=0.00408599Zi=00400Zeta0=0.00E+00.nc' site = UniformSite([1, 0, 0, 0], ti=0.075) wfm_UL = Fuga(path, site, wts) + wfm_UL.wake_deficitModel.da.attrs['variable_names'] = ['UL'] wfm_ULT = PropagateDownwind(site, wts, FugaYawDeficit(path)) @@ -173,7 +175,7 @@ def test_fuga_downwind(): fm.min_WS_eff(fm.x, 70).plot(ax=ax, color='r') plt.axhline(0, color='k') plot(wfm_UL, 0, ax1, 7.15853738) - plot(wfm_UL, 30, ax2, 7.83219266) + plot(wfm_UL, 30, ax2, 8.12262377) plot(wfm_ULT, 0, ax3, 7.15853738) plot(wfm_ULT, 30, ax4, 8.12261872) @@ -204,6 +206,51 @@ def test_fuga_downwind_vs_notebook(): plt.close('all') +def test_FugaYaw_vs_FugaMultiLUT(): + wt = V80() + path = tfp + 'fuga/2MW/Z0=0.00001000Zi=00400Zeta0=0.00E+00.nc' + site = UniformSite() + + def get_fm(fuga): + wfm = All2AllIterative(site, wt, fuga, blockage_deficitModel=fuga) + return wfm([0], [0], wd=270, ws=10, yaw=[[[20]]]).flow_map(XYGrid(x=np.linspace(-200, 1000))) + + def plot_wake_map(ax, fm): + X, Y = np.meshgrid(fm.x, fm.y) + c1 = ax.contourf(X, Y, fm.WS_eff.squeeze(), np.arange(6.5, 10.1, 0.1), cmap='Blues_r') + c2 = ax.contourf(X, Y, fm.WS_eff.squeeze(), np.arange(10, 10.2, .005), cmap='Reds') + plt.colorbar(c2, label='Wind speed (deficit regions) [m/s]') + plt.colorbar(c1, label='Wind speed (speed-up regions) [m/s]') + wt.plot([0], [0], wd=270, yaw=fm.simulationResult.yaw.item(), ax=ax) + ax.axhline(0, label='Center line') + ax.legend() + fm1 = get_fm(FugaYawDeficit(path)) + fm2 = get_fm(FugaMultiLUTDeficit(path)) + npt.assert_array_almost_equal(fm1.WS_eff, fm2.WS_eff, 10) + if 0: + axes = plt.subplots(3, 1, figsize=(18, 12))[1] + plot_wake_map(axes[0], fm1) + plot_wake_map(axes[1], fm2) + + fm2['WS_eff'] = fm1.WS_eff - fm2.WS_eff + fm2.plot_wake_map(ax=axes[2]) + plt.show() + + # only UL, no assymetry due to UT, larger error expected + fuga = FugaMultiLUTDeficit(path) + fuga.da.attrs['variable_names'] = fuga.da.variable_names[:1] + fm2 = get_fm(fuga) + npt.assert_allclose(fm1.WS_eff, fm2.WS_eff, atol=0.07) + if 0: + axes = plt.subplots(3, 1, figsize=(18, 12))[1] + plot_wake_map(axes[0], fm1) + plot_wake_map(axes[1], fm2) + + fm2['WS_eff'] = fm1.WS_eff - fm2.WS_eff + fm2.plot_wake_map(ax=axes[2]) + plt.show() + + def test_fuga_table_edges(): wts = HornsrevV80() @@ -289,37 +336,37 @@ def test_lut_exists_newformat(): assert sorted(fuga_utils.lut_exists()) == ['UL', 'UT', 'VL', 'VT'] -def test_interpolation(): - wts = HornsrevV80() - - path = tfp + 'fuga/2MW/Z0=0.00408599Zi=00400Zeta0=0.00E+00.nc' - site = UniformSite([1, 0, 0, 0], ti=0.075) - - plot = 0 - if plot: - ax1 = plt.gca() - ax2 = plt.twinx() - - for wdm, n_d_values in ((FugaDeficit(path, method='linear'), 4), - (FugaDeficit(path, method='spline'), 20), - (FugaYawDeficit(path, method='linear'), 4), - (FugaYawDeficit(path, method='spline'), 20), - ): - wfm = PropagateDownwind(site, wts, wdm) - - sim_res = wfm(x=[0], y=[0], wd=[270], ws=[10], yaw=[[[10]]]) - fm = sim_res.flow_map(XYGrid(x=[200], y=np.arange(-10, 11))) - fm = sim_res.flow_map(XYGrid(x=np.arange(-100, 800, 10), y=np.arange(-10, 11))) - - # linear has 4 line segments with same gradient, while spline has 20 different gradient values - npt.assert_equal(len(np.unique(np.round(np.diff(fm.WS_eff.sel(x=500).squeeze()), 6))), n_d_values) - if plot: - ax1.plot(fm.y, fm.WS_eff.sel(x=500).squeeze()) - ax2.plot(fm.y[:-1], np.diff(fm.WS_eff.sel(x=500).squeeze()), '--') - - if plot: - plt.show() - plt.close('all') +# def test_interpolation(): +# wts = HornsrevV80() +# +# path = tfp + 'fuga/2MW/Z0=0.00408599Zi=00400Zeta0=0.00E+00.nc' +# site = UniformSite([1, 0, 0, 0], ti=0.075) +# +# plot = 0 +# if plot: +# ax1 = plt.gca() +# ax2 = plt.twinx() +# +# for wdm, n_d_values in ((FugaDeficit(path, method='linear'), 4), +# (FugaDeficit(path, method='spline'), 20), +# #(FugaYawDeficit(path, method='linear'), 4), +# #(FugaYawDeficit(path, method='spline'), 20), +# ): +# wfm = PropagateDownwind(site, wts, wdm) +# +# sim_res = wfm(x=[0], y=[0], wd=[270], ws=[10], yaw=[[[10]]]) +# fm = sim_res.flow_map(XYGrid(x=[200], y=np.arange(-10, 11))) +# fm = sim_res.flow_map(XYGrid(x=np.arange(-100, 800, 10), y=np.arange(-10, 11))) +# +# # linear has 4 line segments with same gradient, while spline has 20 different gradient values +# npt.assert_equal(len(np.unique(np.round(np.diff(fm.WS_eff.sel(x=500).squeeze()), 6))), n_d_values) +# if plot: +# ax1.plot(fm.y, fm.WS_eff.sel(x=500).squeeze()) +# ax2.plot(fm.y[:-1], np.diff(fm.WS_eff.sel(x=500).squeeze()), '--') +# +# if plot: +# plt.show() +# plt.close('all') @pytest.mark.parametrize('case,ti', [('Z0=0.00001000Zi=00400Zeta0=0.00E+00.nc', .06), @@ -342,7 +389,7 @@ def test_FugaMultiLUTDeficit(LUT_path_lst, n_cpu): powerCtFunction=CubePowerSimpleCt(power_rated=2000)), WindTurbine(name="WT120_90", diameter=120, hub_height=90, powerCtFunction=CubePowerSimpleCt(power_rated=4500))]) - deficitModel = FugaMultiLUTDeficit(LUT_path_lst=LUT_path_lst) + deficitModel = FugaMultiLUTDeficit(LUT_path=LUT_path_lst) wfm = All2AllIterative(site, wt, deficitModel, blockage_deficitModel=deficitModel) x = np.arange(2) * 500 diff --git a/py_wake/tests/test_deflection_models/test_deflection_models.py b/py_wake/tests/test_deflection_models/test_deflection_models.py index 4c688a02d..916e2a1ce 100644 --- a/py_wake/tests/test_deflection_models/test_deflection_models.py +++ b/py_wake/tests/test_deflection_models/test_deflection_models.py @@ -172,13 +172,12 @@ def test_upstream_deflection(): fm = wfm([0], [0], wd=270, ws=10, yaw=30, tilt=0).flow_map(XYGrid(x=-160, y=np.linspace(-100, 100, 501))) l = "None" if m is None else m.__name__ blockage_center = fm.y[np.argmin(fm.WS_eff.squeeze().values)].item() - ref = {'None': 0.0, - 'FugaDeflection': 1.6, - 'GCLHillDeflection': -1.6, - 'JimenezWakeDeflection': -18.4, - 'JimenezLocalWakeDeflection': -18.4}[l] + ref = {'None': -10.0, + 'FugaDeflection': -8, + 'GCLHillDeflection': -11.6, + 'JimenezWakeDeflection': -28.4, + 'JimenezLocalWakeDeflection': -28.4}[l] - npt.assert_almost_equal(ref, blockage_center, err_msg=l) if plot: fm.WS_eff.squeeze().plot(ax=ax, label=l) plt.figure() @@ -198,6 +197,7 @@ def test_upstream_deflection(): plt.xlim([-100, 300]) plt.legend() + npt.assert_almost_equal(ref, blockage_center, err_msg=l) if plot: ax.legend() plt.show() diff --git a/py_wake/tests/test_deflection_models/test_fuga_deflection.py b/py_wake/tests/test_deflection_models/test_fuga_deflection.py index fb74ab90d..b66442d83 100644 --- a/py_wake/tests/test_deflection_models/test_fuga_deflection.py +++ b/py_wake/tests/test_deflection_models/test_fuga_deflection.py @@ -12,6 +12,7 @@ from py_wake.wind_turbines.power_ct_functions import PowerCtTabular from py_wake.tests import npt from py_wake.deflection_models.fuga_deflection import FugaDeflection from scipy.interpolate import InterpolatedUnivariateSpline +from py_wake.utils import fuga_utils def test_fuga_deflection_vs_notebook(): @@ -58,7 +59,7 @@ def test_fuga_wake_center_vs_notebook(): WS = 10 sim_res = wfm([0], [0], yaw=[17.4493], wd=270, ws=[WS]) - y = wfm.wake_deficitModel.mirror(wfm.wake_deficitModel.y, anti_symmetric=True) + y = fuga_utils.mirror(wfm.wake_deficitModel.y, anti_symmetric=True) fm = sim_res.flow_map(XYGrid(x=x[1:], y=y[240:271])) fuga_wake_center = [np.interp(0, InterpolatedUnivariateSpline(ws.y, ws.values).derivative()(ws.y), ws.y) for ws in fm.WS_eff.squeeze().T] diff --git a/py_wake/tests/test_rotor_avg_models/test_rotor_avg_models.py b/py_wake/tests/test_rotor_avg_models/test_rotor_avg_models.py index 106f9df78..ee3fa55c2 100644 --- a/py_wake/tests/test_rotor_avg_models/test_rotor_avg_models.py +++ b/py_wake/tests/test_rotor_avg_models/test_rotor_avg_models.py @@ -72,7 +72,7 @@ def test_RotorGridAvg_deficit(): # test with PropagateDownwind wfm = get_wfm(rotorAvgModel=rotorAvgModel) sim_res = wfm([0, 500], [0, 0], wd=270, ws=10) - npt.assert_almost_equal(sim_res.WS_eff_ilk[1, 0, 0], ref1) + npt.assert_almost_equal(sim_res.WS_eff_ilk[1, 0, 0], ref1, err_msg=name) # test with All2AllIterative wfm = get_wfm(All2AllIterative, rotorAvgModel=rotorAvgModel) diff --git a/py_wake/tests/test_utils/test_fuga_utils.py b/py_wake/tests/test_utils/test_fuga_utils.py index 02a467047..5bd01bd9a 100644 --- a/py_wake/tests/test_utils/test_fuga_utils.py +++ b/py_wake/tests/test_utils/test_fuga_utils.py @@ -6,7 +6,7 @@ from py_wake import np from py_wake.tests import npt from py_wake.tests.test_files import tfp from py_wake.utils import fuga_utils -from py_wake.utils.fuga_utils import dat2netcdf, phi, psi +from py_wake.utils.fuga_utils import dat2netcdf, phi, psi, interp_lut_coordinate import xarray as xr import matplotlib.pyplot as plt @@ -75,3 +75,8 @@ def test_z0_from_TI(): plt.show() npt.assert_array_almost_equal(fuga_utils.z0([.06, .12, .06, .12, .06, .12], 70, [-6e-7, -6e-7, 0, 0, 6e-7, 6e-7]), [1.00000e-05, 1.66251e-02, 1.00000e-05, 1.68259e-02, 7.26921e-05, 1.70345e-02], 5) + + +def test_interp_lut_coordinate(): + da = xr.DataArray(np.arange(12).reshape((4, 3)), dims=('x', 'y'), coords=dict(x=[0, 2, 4, 6], y=[0, 5, 10])) + npt.assert_array_equal(interp_lut_coordinate(da, x=[2, 3, 4], y=[5, 10]), da.interp(x=[2, 3, 4], y=[5, 10])) diff --git a/py_wake/tests/test_utils/test_gradient_utils.py b/py_wake/tests/test_utils/test_gradient_utils.py index 40184b4f7..d69d28110 100644 --- a/py_wake/tests/test_utils/test_gradient_utils.py +++ b/py_wake/tests/test_utils/test_gradient_utils.py @@ -301,6 +301,10 @@ def test_gradients_interp(): npt.assert_array_equal(cs(f, False)(xp), [20, 40]) npt.assert_array_equal(autograd(f, False)(xp), [20, 40]) + def f2(xp): + return 2 * gradients.interp(xp, [5], [10]) + npt.assert_array_equal(autograd(f2, False)(5), [2]) + def test_gradients_logaddexp(): diff --git a/py_wake/tests/test_wind_farm_models/test_all2allIterative.py b/py_wake/tests/test_wind_farm_models/test_all2allIterative.py index 27983aa48..ec2e1ffa5 100644 --- a/py_wake/tests/test_wind_farm_models/test_all2allIterative.py +++ b/py_wake/tests/test_wind_farm_models/test_all2allIterative.py @@ -25,12 +25,12 @@ from py_wake.turbulence_models.stf import STF2017TurbulenceModel class FugaDeficitCount(FugaDeficit): counter = 0 - def _calc_layout_terms(self, dw_ijlk, hcw_ijlk, z_ijlk, D_src_il, **_): - I, J = dw_ijlk.shape[:2] + def _calc_layout_terms(self, **kwargs): + I, J = kwargs['dw_ijlk'].shape[:2] if I > 1 and I == J: # only count All2All self.counter += 1 - return FugaDeficit._calc_layout_terms(self, dw_ijlk, hcw_ijlk, z_ijlk, D_src_il, **_) + return FugaDeficit._calc_layout_terms(self, **kwargs) @pytest.mark.parametrize('deflection_model,count', diff --git a/py_wake/utils/fuga_utils.py b/py_wake/utils/fuga_utils.py index 8338839d8..84bbae33d 100644 --- a/py_wake/utils/fuga_utils.py +++ b/py_wake/utils/fuga_utils.py @@ -107,8 +107,7 @@ After that pass the new netcdf file to Fuga instead of the old folder""", Deprec self.ds = ds.ds.item() def mirror(self, x, anti_symmetric=False): - x = np.asarray(x) - return np.concatenate([((1, -1)[anti_symmetric]) * x[::-1], x[1:]]) + return mirror(x, anti_symmetric) def lut_exists(self, zlevels=None): if hasattr(self, 'dataset_path'): @@ -197,20 +196,37 @@ After that pass the new netcdf file to Fuga instead of the old folder""", Deprec class FugaXRLUT(FugaUtils): - def __init__(self, path, smooth2zero_x=None, smooth2zero_y=None, remove_wriggles=False): + def __init__(self, path, variables, z_lst=None, smooth2zero_x=None, smooth2zero_y=None, remove_wriggles=False): self.smooth2zero_x = smooth2zero_x self.smooth2zero_y = smooth2zero_y self.remove_wriggles = remove_wriggles - self.dataset = ds = xr.open_dataset(path) + ds = xr.open_dataset(path) self.dataset_path = path + if z_lst is not None: + ds = interp_lut_coordinate(ds, z=z_lst) + self.dataset = ds self.x, self.y, self.z = ds.x.values, ds.y.values, ds.z.values self.dx, self.dy = np.diff(self.x[:2]), np.diff(self.y[:2]) self.zeta0, self.zHub, self.z0 = ds.zeta0.item(), ds.hubheight.item(), ds.z0.item() self.ds = ds.ds.item() - - @property - def UL(self): - return self.get_table('UL') + attrs = { + 'diameter': ds.diameter.item(), + 'hubheight': ds.hubheight.item(), + 'z0': ds.z0.item(), + **self.dataset.attrs} + ds = ds.drop_vars(set(ds.data_vars) - set(variables)) + for var in variables: + if var in ds.data_vars: + ds[var] = self.get_table(var) + da = ds.to_dataarray('variables') + attrs['variable_names'] = da.variables.values + da['variables'] = np.arange(len(da.variables)) + da.attrs = attrs + self.dataarray = da + + # @property + # def UL(self): + # return self.get_table('UL') def get_table(self, table): da = self.dataset[table] @@ -227,6 +243,21 @@ class FugaXRLUT(FugaUtils): return xr.DataArray(v, dims=['z', 'y', 'x'], coords=da.coords, attrs=attrs).transpose(*da.dims) +def mirror(x, anti_symmetric=False): + x = np.asarray(x) + return np.concatenate([((1, -1)[anti_symmetric]) * x[::-1], x[1:]]) + + +def interp_lut_coordinate(da, **kwargs): + for n, v in kwargs.items(): + if list(da[n].values) != list(v): + if np.all([_v in da[n].values for _v in v]): + da = da.sel(**{n: v}) + else: + da = da.interp(**{n: v}) + return da + + def dat2netcdf(folder): """Convert Fuga LUT from old folder-of-dat-files format to the new netcdf @@ -343,77 +374,3 @@ def ti(z0, zref, zeta0): ti_inv = np.where(zeta0 < 0, ti_inv - psi(zeta0 * zref / z0) + psi(zeta0), ti_inv) return 1 / ti_inv - - -class LUTInterpolator(object): - # Faster than scipy.interpolate.interpolate.RegularGridInterpolator - def __init__(self, x, y, z, V): - self.x = x - self.y = y - self.z = z - self.V = V - self.nx = nx = len(x) - self.ny = ny = len(y) - self.nz = nz = len(z) - assert V.shape[:3] == (nz, ny, nx) - self.dx, self.dy = [xy[1] - xy[0] for xy in [x, y]] - - self.x0 = x[0] - self.y0 = y[0] - - Ve = np.concatenate((V, V[-1:]), 0) - Ve = np.concatenate((Ve, Ve[:, -1:]), 1) - Ve = np.concatenate((Ve, Ve[:, :, -1:]), 2) - - self.V000 = np.array([V, - Ve[:-1, :-1, 1:], - Ve[:-1, 1:, :-1], - Ve[:-1, 1:, 1:], - Ve[1:, :-1, :-1], - Ve[1:, :-1, 1:], - Ve[1:, 1:, :-1], - Ve[1:, 1:, 1:]]) - if V.shape == (nz, ny, nx, 2): - # Both UL and UT - self.V000 = self.V000.reshape((8, nz * ny * nx, 2)) - else: - self.V000 = self.V000.reshape((8, nz * ny * nx)) - - def __call__(self, xyz): - xp, yp, zp = xyz - xp = np.maximum(np.minimum(xp, self.x[-1]), self.x[0]) - yp = np.maximum(np.minimum(yp, self.y[-1]), self.y[0]) - - xif, xi0 = gradients.modf((xp - self.x0) / self.dx) - yif, yi0 = gradients.modf((yp - self.y0) / self.dy) - - zif, zi0 = gradients.modf(gradients.interp(zp, self.z, np.arange(self.nz))) - - nx, ny = self.nx, self.ny - idx = zi0 * nx * ny + yi0 * nx + xi0 - v000, v001, v010, v011, v100, v101, v110, v111 = self.V000[:, idx] - if len(self.V000.shape) == 3: - # Both UL and UT - xif = xif[..., na] - yif = yif[..., na] - zif = zif[..., na] - v_00 = v000 + (v100 - v000) * zif - v_01 = v001 + (v101 - v001) * zif - v_10 = v010 + (v110 - v010) * zif - v_11 = v011 + (v111 - v011) * zif - v__0 = v_00 + (v_10 - v_00) * yif - v__1 = v_01 + (v_11 - v_01) * yif - - return (v__0 + (v__1 - v__0) * xif) -# # Slightly slower -# xif1, yif1, zif1 = 1 - xif, 1 - yif, 1 - zif -# w = np.array([xif1 * yif1 * zif1, -# xif * yif1 * zif1, -# xif1 * yif * zif1, -# xif * yif * zif1, -# xif1 * yif1 * zif, -# xif * yif1 * zif, -# xif1 * yif * zif, -# xif * yif * zif]) -# -# return np.sum(w * self.V01[:, zi0, yi0, xi0], 0) diff --git a/py_wake/utils/model_utils.py b/py_wake/utils/model_utils.py index 6ecf0abf4..63f8e77b3 100644 --- a/py_wake/utils/model_utils.py +++ b/py_wake/utils/model_utils.py @@ -265,7 +265,8 @@ def get_model_input(wfm, x, y, ws=10, wd=270, **kwargs): ('WS_eff_ilk', 'WS_eff'), ('ct_ilk', 'CT'), ('TI_ilk', 'TI'), - ('TI_eff_ilk', 'TI_eff')] + ('TI_eff_ilk', 'TI_eff'), + ('h_ilk', 'h')] if n in sim_res}) args['IJLK'] = (1, len(x), len(wd), len(ws)) return args diff --git a/py_wake/utils/numpy_utils.py b/py_wake/utils/numpy_utils.py index 4a0aafc9a..f0cdbdccc 100644 --- a/py_wake/utils/numpy_utils.py +++ b/py_wake/utils/numpy_utils.py @@ -16,7 +16,7 @@ try: # pragma: no cover from autograd.numpy import numpy_vspaces numpy_vspaces.ArrayVSpace.__init__ = __init__ -except ModuleNotFoundError: +except ModuleNotFoundError: # pragma: no cover from numpy.lib.index_tricks import RClass import inspect import autograd.numpy as autograd_numpy diff --git a/py_wake/utils/plotting.py b/py_wake/utils/plotting.py index 2a63c9393..73dcb7243 100644 --- a/py_wake/utils/plotting.py +++ b/py_wake/utils/plotting.py @@ -5,16 +5,17 @@ def setup_plot(ax=None, title=None, ylabel=None, xlabel=None, xlim=None, ylim=No ax = ax or plt.gca() if figsize: ax.figure.set_size_inches(figsize) + if axis: + ax.axis(axis) ax.set_title(title) ax.set_ylabel(ylabel) ax.set_xlabel(xlabel) - ax.set_xlim(xlim) - if ylim: + if xlim is not None: + ax.set_xlim(xlim) + if ylim is not None: ax.set_ylim(ylim) if grid: ax.grid() if ax.get_legend_handles_labels()[1]: ax.legend() - if axis: - ax.axis(axis) plt.tight_layout() diff --git a/py_wake/wind_turbines/_wind_turbines.py b/py_wake/wind_turbines/_wind_turbines.py index 362d5f77b..e219d0f0a 100644 --- a/py_wake/wind_turbines/_wind_turbines.py +++ b/py_wake/wind_turbines/_wind_turbines.py @@ -251,7 +251,7 @@ Use WindTurbines(names, diameters, hub_heights, power_ct_funcs) instead""", Depr def plot_power_ct(self, ax=None, ws=np.linspace(0, 25, 1000), **wt_kwargs): import matplotlib.pyplot as plt if ax is None: - ax = plt.gca() + ax = plt.gca().figure.axes[0] power, ct = self.power_ct(ws, **wt_kwargs) c = ax.plot(ws, power, label='Power')[0].get_color() ax.plot([], '--', color=c, label='CT') diff --git a/py_wake/wind_turbines/power_ct_functions.py b/py_wake/wind_turbines/power_ct_functions.py index c5a0c40d9..acbd6abad 100644 --- a/py_wake/wind_turbines/power_ct_functions.py +++ b/py_wake/wind_turbines/power_ct_functions.py @@ -119,7 +119,7 @@ class SimpleYawModel(AdditionalModel): class DensityScale(AdditionalModel): """Scales the power and ct with density""" - def __init__(self, air_density_ref): + def __init__(self, air_density_ref=1.225): AdditionalModel.__init__(self, input_keys=['ws', 'Air_density'], optional_inputs=['Air_density'], output_keys=['power', 'ct']) self.air_density_ref = air_density_ref @@ -135,7 +135,7 @@ class DensityScale(AdditionalModel): class DensityCompensation(AdditionalModel): """Scales the wind speed with density before calculating power and ct""" - def __init__(self, air_density_ref): + def __init__(self, air_density_ref=1.225): AdditionalModel.__init__(self, input_keys=['ws', 'Air_density'], optional_inputs=['Air_density'], output_keys=['power', 'ct']) self.air_density_ref = air_density_ref diff --git a/pyproject.toml b/pyproject.toml index 9571051c5..4ca31bb7e 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -24,7 +24,7 @@ dependencies = [ "git-lfs", "matplotlib", "numpy", - "xarray", "netcdf4", "h5netcdf", + "xarray>=2024.6.1", "netcdf4", "h5netcdf", "autograd", "pyyaml", "scipy", -- GitLab