diff --git a/LICENSE b/LICENSE
new file mode 100644
index 0000000..c42fae7
--- /dev/null
+++ b/LICENSE
@@ -0,0 +1,28 @@
+BSD 3-Clause License
+
+Copyright (c) 2024, Gerwin Koolstra
+
+Redistribution and use in source and binary forms, with or without
+modification, are permitted provided that the following conditions are met:
+
+1. Redistributions of source code must retain the above copyright notice, this
+   list of conditions and the following disclaimer.
+
+2. Redistributions in binary form must reproduce the above copyright notice,
+   this list of conditions and the following disclaimer in the documentation
+   and/or other materials provided with the distribution.
+
+3. Neither the name of the copyright holder nor the names of its
+   contributors may be used to endorse or promote products derived from
+   this software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS"
+AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE
+IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE
+DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER OR CONTRIBUTORS BE LIABLE
+FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR
+SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER
+CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY,
+OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE
+OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
diff --git a/README.md b/README.md
index b5b35f3..24fa27e 100644
--- a/README.md
+++ b/README.md
@@ -27,6 +27,17 @@ To generate animations, this module relies on `ffmpeg`. On MacOS this can be eas
 
 This module also integrates well with the output of the FEM software [ZeroHeliumKit](https://github.com/eeroqlab/zeroheliumkit). Please refer to any dependencies for ZHK on the linked github page.
 
+## To-do list
+- [ ] Standardize units of the arguments. Sometimes it is unclear whether to use microns or meters.
+- [ ] Figure out how to handle warning messages for convergence issues. Why do problems sometimes have a hard time converging?
+- [ ] Write documentation for example notebook 03
+- [ ] Find a place for the code in example notebook 04.
+- [ ] Split off the Schrodinger solver?
+- [ ] Add some documentation to the library folder
+
+## Test suite
+To test the performance of the minimization, we're building and expanding a suite of tests based on the `pytest` framework. To run these tests, `cd` into the main module directory and run `pytest`. Currently, we have implemented a test in `test_wigner_molecules.py`, which compares the energy per particle of Wigner molecules in a parabolic confinement to known tabulated values.
+
 ## Getting started
 The best way to learn how to use the module is to browse the examples. At a very high level this is the workflow:
 
@@ -47,9 +58,7 @@ f.plot_electron_positions(res)
 
 There are a number of options that influence the solution of the minimization problem. Here is a dictionary of options that can be passed to `FullModel` to get started: 
 ```
-options = {"f0" : 4e9, # Resonance frequency for the resonator (only used for solving motional frequencies)
-           "Z0" : 50.0, # Resonator impedance (only used for solving motional frequencies)
-           "include_screening" : True, # Include screening of electron-electron interactions due to thin film.
+options = {"include_screening" : True, # Include screening of electron-electron interactions due to thin film.
            "screening_length" : 2e-6, # Typically helium thickness.
            "potential_smoothing" : 5e-4, # Numerical smoothing of the splines (gets rid of some noise, can introduce artifacts)
            "remove_unbound_electrons" : False, # Removes electrons if they shot outside the solution box.
diff --git a/examples/00_harmonic_well.ipynb b/examples/00_harmonic_well.ipynb
index 3655695..8fc7bbf 100644
--- a/examples/00_harmonic_well.ipynb
+++ b/examples/00_harmonic_well.ipynb
@@ -4,12 +4,25 @@
    "cell_type": "code",
    "execution_count": 1,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "quantum_electron 0.2.0\n",
+      "numpy 1.24.2\n",
+      "scipy 1.11.4\n",
+      "matplotlib 3.7.1\n"
+     ]
+    }
+   ],
    "source": [
-    "from quantum_electron import FullModel, QuantumAnalysis, PotentialVisualization\n",
+    "from quantum_electron import FullModel, QuantumAnalysis, PotentialVisualization, package_versions\n",
     "import numpy as np\n",
     "from matplotlib import pyplot as plt\n",
-    "from scipy.constants import elementary_charge as qe, epsilon_0 as eps0, electron_mass as me\n"
+    "from scipy.constants import elementary_charge as qe, epsilon_0 as eps0, electron_mass as me\n",
+    "\n",
+    "package_versions()"
    ]
   },
   {
@@ -76,7 +89,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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169a1+bhAZKGeccYZuPfeeyGEwJw5c/CVr3wFO++8c9XrEARBEMTWCFV9di1tDtR23nlneJ6Hl19+Wa81NDTgvffea9cN7r777njjjTcS1ZbVEu9trr/+erz++ust/lRj5MiRGDx4MObNm6fX1q9fjxdffLGqmpfL5TB+/PjEdYQQmDdvnr7O+PHj4XleYp9FixZhyZIlraqEZ555JpYuXYqHHnoIDz/8MBUREMRWjGro6bpALmd+CoXop7bG/NT16tiPfYxCIXk7rhv9UGYEsTVCfdS6ljZbn71798bpp5+OSy+9FP369cPAgQNxzTXXgHMO1o6kwG9961u44oorcM455+Dyyy/Hxx9/jP/4j/9o9XqdsT4ZY7j44otx4403YtSoURg5ciSuuuoq7LDDDpgyZYre74gjjsDXvvY1XHDBBQCi4onTTz8d+++/Pw488EDcfvvtaGxs1BZlfX09pk2bhunTp6Nfv37o06cPLrzwQhx88ME46KCDWjynkSNH4l/+5V9w7rnnIp/Pt9jSgyAIgiCInkm7RkjNnDkT5513Ho4//nj06dMHP/rRj7B06dJEvllr1NXV4X//939x3nnnYd9998XYsWPx05/+FN/4xjfaffLt4Uc/+hEaGxtx7rnnYt26dTjkkEPw+OOPJ879ww8/TDSbPeWUU7Bq1SpcffXVWL58OfbZZx88/vjjiQKD2267DZxzfOMb30CpVMLkyZPxn//5n206p2nTpmHevHn43ve+167HkCCITYtSqmzVSn3ht8fjVNu2jwGgXV9epTSzdOwMEbUtRPVtABDSbAdB8hgEsTmgHLWuhUn7v0Q7aWxsxNChQ3HrrbeSdUdss6xfvx719fX4NXZBLZwtfTpEF2IHZK5j1lw3exuIgq5qgVr6uOntrL+B7GAqK0hT21mBmvrXLUQUoGVuh9E2BXA9hyaEOAcfoqGhAX369OnS21L/O986Ym/0dtv3v3NDEGKPeW9slvPc1mmXovbaa6/h3XffxYEHHoiGhgZcf/31AIATTzyxS06OIAiCIIitG8Y4WDsTKBmjqextpV2BGgD8x3/8BxYtWqST7Z999lkaeUQQxFaJSsIHIgVNb1sWp+OwbOuzBTtUXV5dVWu7rSNE69anXkvYnExfnmV9hqFMrCulLQit7aDNp0kQVelQHzVB1mdbaVegtu+++2LBggVddS4EQRAdxg7ClAuTCNTcKChLryfsTlZpfXJuPoTsXBz7g8nOt+lo2wEZmoBNWsGbDKX+Wwqp91MBXsLulLb1yRIBWRhfLxG0UfBGbAIoR61roWJvgiAIgiCIrZR2W58EQRBbGtuWzHlmW/32vErlLKGiMXvdKGbc5Qn1DIgUMmVlsoS6xquqai2t2djKWfpvpZxJIaxtqZU0e02rbIHZNwhkSmlj8Xqleub7MrFW9s02FSEQrUGKWtdCgRpBENsEKjjL5ZLBWS4XbStbUzWIVZfbNqjjRQexAzLucR2Icc8kRWcFb3bumR20qb/1djvsz5Ysz/SaSAVlaj8ZR1PCFzqQc32R2Df0o32CIFkNGv1mKJej7TCUetsO2splCtqIbJjTfsuf0WupzVCgRhAEQRBEh+nIpAGaTNB2KFAjCGKrRSljOc/azhlrM62epfd1PA7uxiqax42iZiln3OPgat2ycNQac5hR2TgDz1DR0mpCe2ydtP0JJAsIAEDYNqcwShoQqWhSmAID4Qtr3WwrRc3zhVbjbJWtHCuTQcCQz0fb5TKQ86Njlz2jwJV9KjogDGR9di0UqBEEsVVhB1zK1rSDM9vutIMy140ud/KODrIcOwjzHB202euMM3DPMdtOKlDjDLDz1hy7D0dGoNbRD6C07WkHcGEcnAkJpCxR4YtEICf80No2AZkKzoQfJtaBKHjLlaLr2blt5RxQLkf3J5+PctmAKIBT9igFbQS15+haqOqTIAiCIAhiK4UUNYIgtjhZhQKFQrbFaSttrqWeqd/RWqSQcTdpd+p9XSehnLGEehZve1aX2yqKmrZv0mpCe9SFsNL6RMr6zFLUlOLGfZG4XFrWp9DFBGHCElVKmq2yBbGi5vpC75srhSjHz0eknEX3y/OAXC46drGYLDgAqOigp8FYB6zPdszD7elQoEYQxBZDBVyFvPnbDs4KhWjddZLBmZOPAjHH43Dy0b+xZKBmBWeu2VfbmR5PBmTKwrTX1QdPjmcHZKn2HAnLs6OBWkbVZyLqsQO4sh28xdu+yA7grOArskGjoMwO3pySWQtLkZfp5B248XquFOpALJcDisXYanaSeWwAUCyZoI3oAXTA+mzXe6SHQ4EaQRAEQRAdhvEOzPps5/49GQrUCILYrCgLs5A3Klk+b1Q0u1AgS0Vz8w6cQqyiuRxuvG4XDdhr2sL0HLPtMDBVQOBxY216ZoCnVgiqWZ9Oyu7JUghas4PSFZ9ZPdVCmbA2Wcr6jAoPLEVNFRb4AjIuLGChBIvVM8cPE/YoAASlEE7eKGpBKXpsRCAQFmN1rRRqdS0ohbo/nV1w4On+djKhrlGxQfeGqj67FgrUCILYbBQKSZvTDtCAZPBWLThz8g4cVb1ZcLS16RZM4GUHYSw+BhwrF83jgNrHYYCdo5YzFaDR9ViyujM9tb1iO/UBlKUcZCVx2UGbEGD2vnZLDjuAQxzQlU2lJ3xrX1UB6gsdnCEUkHHApYI3XjDBW1AM4RSiy8NiiFDZzKUwM2iz89iKVgWu68aNd90oWAOifDai+8GdZNuatl6HaBukPRIEQRAEsU3wi1/8AjvttBMKhQImTJiAl156qcX9H3jgAYwZMwaFQgF77bUXHnvsscTlK1aswBlnnIEddtgBtbW1OProo/H+++935V1oN6SoEQTRpbiuUdHsSs5CobKYwMtzraJ5NW5VFc21Cgi4UsyUQlZwkopahvVZUUxgNbetUMxcp7qKlrWe9XdLZKprRkWzL2f2elwQwNKKm2/boGZbK2p+CFmw9gEg/RCyGCtk+RBCFRbkBYK4sCB0eaa6xpsDXYjgutHxiq7V186BUdcco66RHdp92FzW5x/+8AdMnz4ds2bNwoQJE3D77bdj8uTJWLRoEQYOHFix//PPP49TTz0VN910E44//njcd999mDJlCl599VXsueeekFJiypQp8DwPf/rTn9CnTx/MnDkTkyZNwttvv41evXq1+xy7AlLUCIIgCILoMKrhbXt/AGD9+vWJn1KpVPV2Zs6ciXPOOQdnnnkmxo4di1mzZqG2thazZ8/O3P9nP/sZjj76aFx66aXYfffdccMNN2C//fbDnXfeCQB4//338cILL+CXv/wlDjjgAIwePRq//OUv0dzcjN///veb/oHqIKSoEQTRJajWGumiAbWe84BCwUwTAACv1tXtNpy8KQqwVTQnbyljBVerYTyvGq1ZuWh51yhqOcd8i7fy2OC6Jq+Mc1PtYKtlejs7R40xXl1Fa2uOmrUupUiuaXVNViptQmh5KlLXIvWKBYEpJrDGTKFs8tFkrJZJ3wHycYFBKYATK268GOjnJsyHCXUt0KO5HN3OgzdFv103RNGxctSKaqi91A9vsUQ5a92Fzihqw4YNS6xfc801uPbaayv2L5fLWLBgAS6//HK9xjnHpEmTMH/+/MzbmD9/PqZPn55Ymzx5Mh555BEA0EFhQf1Tio+Zz+fx3HPP4eyzz27XfeoqKFAjCGKToWKSQt4EanZwViiYhra5GicRoAGAk3dNcJZ34NVGO9sWJyu4ukCAeQ5YoWXrU9uanmPNm7LsTNdt0eZkjpsM1Ow7W7WgoIPWZ7zN7PXE5VaFZxiYy207VG8HUeAWr7NABWWhLiKQsbVsW59OwdHbMu+YwgMv0JW1Ii/Am6Iut6HHEaSaDvtNAbgX26HNYWLMl+Ooh0jqh7NYoia52zRWZXS7rgNg6dKl6NOnj17Oq0GzKVavXo0wDDFo0KDE+qBBg/Duu+9mXmf58uWZ+y9fvhwAMGbMGAwfPhyXX345fvWrX6FXr1647bbb8Omnn2LZsmXtuz9dCFmfBEEQBEF0GKWotfcHAPr06ZP4qRaodQWe5+Ghhx7Ce++9h379+qG2thZPPfUUjjnmGPCtqM8bKWoEQWwS0kUDqvWG3ZKjUGBwY/XMzTtwY8XMbsPh1kRrbsFpVUWzrU8Wq0OJAgLXhW745br2BHezznmkmsXbWuaxLdCEDZpS1ezf6e32kFbW0kpaap1Zypl9eUJpiwsOEATGHg0CU4gQGOtTFxgUAzBrW3pGXWOxusaLRl0LiiF4c6SuGWXNQRArbtzjcGNLlDNpPWQMnMdTFDgVGRAtM2DAADiOgxUrViTWV6xYgcGDB2deZ/Dgwa3uP378eLz++utoaGhAuVzG9ttvjwkTJmD//fdv1/n5vo/ly5ejqakJ22+/Pfr169eu67cEBWoEQXQKu3LTtjtra+PLPSBfE493qnETNqdXE28XVKWnB66CsLyrAzJubaeDMzsfLboRKwizh4RatiZzkoFaIiiz19Vvtc149GNfDgD23EKWCtTSfwOAzPD57DWZ7KmmL5MZ1aB2QCaEDr7sdRkGSXtU7RPPeWK2NepxUyHq8cygTXhcW5ueF5h5qnHAFrpm7Bb3Ar3NnACcR8eLHGeTu6YeTho/tQ3imCrqdl2nHeRyOYwfPx7z5s3DlClTAABCCMybNw8XXHBB5nUOPvhgzJs3DxdffLFemzt3Lg4++OCKfevr6wFEBQavvPIKbrjhhlbPacOGDfjtb3+L+++/Hy+99BLK5TKklGCMYccdd8RRRx2Fc889FwcccEC77msaCtQIgiAIgug4nKHVKRxZ12kn06dPx+mnn479998fBx54IG6//XY0NjbizDPPBABMnToVQ4cOxU033QQAuOiii3DYYYfh1ltvxXHHHYf7778fr7zyCu666y59zAceeADbb789hg8fjjfffBMXXXQRpkyZgqOOOqrFc5k5cyZmzJiBXXbZBV/96lfx4x//GDvssANqamqwZs0aLFy4EM8++yyOOuooTJgwAXfccQdGjRrV7vsMUKBGEEQnSNqaxu6srbV6o9W4CcVMWZ9ejanwVFMFeK1nLM6CpaKlFDXbBtXVCbataa1pW9N1UspZRmGB41YqZoyZNVZFXVP7pclS02zSypqtpGWpaNJW1yw7VK1VUc6YVRmKIDT2qHqcyr7ZNxeAlSNlzC4mgMeBWEXjOW4sUY+Dxduq5ULghqawoNnMgWQOA3dVkUFQ1QbV6hpVhW4TMAftHsrOnPbfzimnnIJVq1bh6quvxvLly7HPPvvg8ccf1wUDS5YsSeSWTZw4Effddx+uvPJK/PjHP8aoUaPwyCOPYM8999T7LFu2DNOnT8eKFSswZMgQTJ06FVdddVWr5/Lyyy/jmWeewR577JF5+YEHHoizzjoLs2bNwpw5c/Dss892OFBjUkrZ+m4E0X1Zv3496uvr8Wvsglp04L9HD0RZnLU1yVy02hp1OUsEZCoXLcpLU+vG5uTx5SzvmFyzgqPtzHTQlgjO9Mwpk4vGPGutSl4aVADnuCbI4m4yEFO/1eVWoMYqArWMoCwreLNJ//tN2J9Wq45EoCaT+ybs0MBcHgbRD1A1X01bo345uaa8xyCIgjhErTx0NWgxMK09iiFk3PxWBXWiyYeI9/WbfQRxjlpQCnXumt8c6PViUaKpGfE2UCpF98FeI9pGE0Kcgw/R0NCQqKbsCtT/zuWXHok+ea991y35GHzL3M1ynl3N0qVLK9qMbEq2nrIGgiAIgiCIbYwxY8bg6quvRlNTU5ccn6xPgiDajK2kAUBNDUs0tlUNbL06TxcNuDVesoAg3k7bnNGaaxS1lLqmlbOcl1DRjHpmWZm5DEXNcY2Kxliknql1bXc6ScUMSFqcjLVgfWZ8722tAjTdPCxDUWMJRU0mlTSkFDcRpmzQwFxPqWthpaLGyk5CcZNKeQxCwI0LDlwfzIu2pcchY2tTeqHeFk5c3clZwg5V1meysMBukuoDsK1PtW4UR1LVtmKcDvRR60ZD2efOnYsf/OAHuPvuuzFjxgycccYZm/T4FKgRBNEmamtMoFZTU2l35ms43LiK06t14dVFwZKdi+bVumDK5iw4xvJUtmatlwzUlJ1iB2c5TwdfzMslKzyBlN2Zg+mwajeudaOgDHEFqB2Uqf2zAjWeCtoU6aDNQmass6yqT6AiCIu2reAsXQGqjhWGZk0FcGEQBW5AFLA5ntl2VVAWW5yuFaiVy2CuaoRbTrU3iR8z19eVt8iFZjpE/OErPQ7hxO05OEMuDrx8q39WOqeJ6SDPfmxMwKZiN2WHElsPjHVgMkFraQHbEBMnTsSLL76I//7v/8YVV1yBO+64A7fffju+/OUvb5Ljk/VJEARBEETHUe052vvTzZg6dSoWLVqE4447DscccwxOOukkLF68uNPHJUWN2OZ55plncMstt2DBggVYtmwZHn74Yd1nh+g8pkDAKGmqR1ohDxR6xc1qa114qlltremR5tV6cGy7M0tRsys9a7NUtJwuIGCOVUyQy1DUuJtU0XQzW0dvM0tRi7w2ZYnypD2q1mJVTDIOKeNtq/BESq5dOpn+/tvGci0GoyQxS1ViCMGYpZ6lVTfb1pRC253M8bSiJoVdWOACPN5Wj5MbGpvUUtdY2THFBImGwWUwpa55PmSspujfXqitLemFkPG25zCtuiXuO+daYWM8ABBXl+qHksF+IElV27rozKzP7shRRx2F9evX44477sCjjz6KCy+8EFdffTXq6uo6dDwK1IhtnsbGRowbNw5nnXUWvv71r2/p0+lWFApJu9MO0IAoSFNVnLm6nA7O7KDNsexOXutl25y1yu70TBBmDQatsDjtqk83DtB00JEzgRd3rKkDqQBOWZKpqk9lVaqATEjPbAsThEk4ej3622yLdpgV3A7Q7G0VnMVBCwBwJvQ+nPt6P2bbmjJ+PMLA2KMiMPaoCKzpBZY1qmxQ7iYtUWUzl8s6iJWJVidFnYOm7VAn0HlmkptADrb1yZkOzri1DQBmRLa577YNqgYxUN7aVkIPz1GbNWsWXn75Zbz88st45513wDnHnnvuifPOOw/jxo3D/fffj7Fjx+Khhx5q98QDgAI1ohtwzDHH4JhjjtnSp0EQBEH0QGbMmIEJEyZg6tSpOOiggzB+/HjU1NToy88991z85Cc/wRlnnIGFCxe2+/gUqBE9jlKphFKppP9ev379FjybrRO7utO2O20lDYiUs5xVNGCra9rWrHXBVT+0XnYxgQse75+YQ2UVDeiKznQxgW5i6xlFzVbR9JpjWZ/ZVZ8CrrYxpeQIRawaWWtKLROobn1WWJ4AhGxZWeMsWVSg1DLGhHb6bOuTS2Htk9eXOyy2O7nQChx37KrPnGV9BmApRU0GZfP4icAoj46f7EOnRk5xDmmP2HLNOhAVCgilmDgsOg6ipGi17ji81Sap1ZU1qgbdqujhitrSpUtb3WfatGltaqSbBQVqRI/jpptuwnXXXbelT2Orxa7krGi/YQVoQNLu9OpyydYbGXlpifYbtZ6J/LKCs1TQlqzk9My2Xb0JRJdlBWfcgVTBmWVnhtKFkNHxJLi2LfWaHahJXpmbhsq8NNlKgGbDWGUFKINIrOvgi4lkMAeAMx+hsjghwFkUFDks0LlunPlgKifPzlFT+WzcAcI4Fy10rKC3rNcTc1BdN8pfi65sWZvx/XYdcB59GZKc6csF5zpHTcBUs+Vggrwsopdg3ExXRPc0ggK2rQHKUWudgQMH4sknn+zQdbtf2QVBtMLll1+OhoYG/dOWb0MEQRBEFZSi1t6fHgRjDIcddliHrkuKGtHjyOfzyOfzW/o0tjps9zFzLFSqcACI7E7dL63WTdqdvaN1ljcWJ+vlgdVYKpmS61TRQL6QrOjMWcqZm6Gi2YUD6nJbRXM8CFgqmlAqmgchlfXJE+pZKKtbn1JyCGtdIS1LNI3IGEvGE1aewRQQJIsK1P4sQ1FjyBnrkwnw+P6GUoDH6w5zTRGC40e2KGCpZYGpiA18rbRJxpJVs9xS1yzrk5Xjx4wXzeXq/DnXH8oc0PeMO+ZecgCtDSDKskGFYBBxZYEQZvIVsZmxZ+C25zpEm6BAjSAIgiCIDsMc1oGh7D1LUesMFKgR2zwbN27EBx98oP9evHgxXn/9dfTr1w/Dhw/fgme27eC6VqGA1ZKjkI8mDgCVhQNAZV4ar4uVsV6epa55yfYb9g1pJc3KVUv0SFOtN6yiAdcDc6yWHHo7W0VTCpmQHkJk56gp9UxI17TiaIOilmjJYQ1YF632TjMqm52qw61u7bZy1pKixhEi1PlqARiix8NhQSKPzUHc+Z+5WoHj8WPGncBS11wgVMUBLmS8XTGhQStqZqwW0y057MuLOqMMnIHHjU6l9UEtrQehNWUtLyREPDJLWDPqhTVJS03IIojuAAVqxDbPK6+8gq985Sv67+nTpwMATj/9dNxzzz1b6Ky2DdRnaTSnM9rO55nV5JaZsVA1XqJPGpC0O3mdB9bL6pdm2aCsJm9uKKcs0XyyZxoQ/a2KCbx8IlBLFAvooM3YoKpQIBT5qsGZsjtDuzeadBFaxQQmgLMKDOJoQMh0QBYHDDIZmaX/bgmeMUqHM2YFcBycOfG62V8FbA7zE5apExcTCCtQc5gLoYIzuBDSBG3R5QEcVwVbVqVsUDajfhiHVAUJodUwmCVt0Og8YJoE2+spe0z9ZRcWACZYk9YsVBlK/buggkpICBEXJwipA7UmK2gjNgPRC7P91+kBcM5x+OGH45ZbbsH48eM7dAwK1IhtnsMPPxyyHR+MBEEQxCakh7fnaInZs2fj448/xvnnn48XXnihQ8egQI0gejC2C6kKCGprIyUNALw6T1ubbq1bUUxgt+GoanfW5K0bykcFA0BmMQHcXKSkqW1XjY3KJYsF4m3p5HQhQBBG59SSipa1HRUQVKpngUpSl8JS1CRC6zuBrbSl19qLrazZyhlgPtMipY3pfQDA5bmEyiZilYwxU0wgmJsoLLDVteicA61CurwM7qqpBywxwYEFcQuPxHD6lCWqfseFBVHPNdvSzbjvMEUGTMhE2w6FKhqQCanMN89BqrCAxkxtPnp6e44NGzagd+/emZedccYZAIBrr722w8enQI0geih2Llo+nxwPZVubnl3hWWOsTSBZ3dmi3RkHaixfSPZOK1hBGRDZmnGgxtL90qwmtoJF25HNGQdq0gRqrQVniapPKTODMl+Y4EwFYva2+tv+HW1nP96tkc5VSwduZt1sA4DHk8Gby3PWvpWBWjpoi9YCHbRJ4eh1h3NwNRZKmLFbdgAnbes2ZYGq7cquZ5UBm219itSaF0ptfdpIIVEQsdUrkLRBaczU5qMjQ9a70VD2L3/5y3j88ccxePDgLjl+93mkCIIgCILY/DjoQB+1LX3Sm459990XEyZMwLvvvptYf/3113Hsscd2+vikqBFED0M1+E/3S1PuY6ScxTaYVUDg1XpwlJ1pTx1Q46HaYnda6hpyKZsTiIoGvHhf1zMVna4H6RjFLBCxoiZN4UAo8/Hv1lW0QEgEwhQCZKlnQWKtWjEB9D5mbVNYn6xCYYt+29vR74AnVTaPm8vdOOHf5dmKmrJJOQu0iiYZ1+uCcX0M7vqJwgJdIMC4UcqUkpZQ2ZK2Z0uqGgCwUILH6plS1pxQwLOkSruwQG3ngkArxLYNGgRUBUp0LXPmzME111yDQw45BI888ggGDhyIK6+8Eg8++CAFagRBtJ+E85jRhsMpOHBjC9OrdeHEgZhTa+Z0cis441bw1qrdaY+F8vKACspii5PZjW29gl4XLAchlMWZ1zZnusJTXd5acBYIoXPNovXKoMysJS1O29oMM3LU1H5txQRo0loDnKrWZzpHjSWCtyC+wOUMgVD78KpBW3S9ADK2MgXjOodNcA4p4usxDh4HYtxLNjjV98DOW6tCazYoD4WxPlXAFko4wmx7Ol9NIozvZD4QibYdYdwXtxAAGylQ61IY60COWka187bMddddh3w+jyOPPBJhGOKII47A/PnzceCBB3b62GR9EgRBEATRcXr4CKkVK1bgoosuwo033oixY8fC8zycccYZmyRIA0hRI4geRbqAQCtqqX5pbj5SUZy8m2xoq4oFeqk1V/dOSzazbYPdaSlmCbvTskF10YDMIxDR9QKZS9icobZBKxW1tIqmLM5A2BanSNid6QIBIZPKWTV1LWF/tqOHVyLvvlUVTWqlTV0eCHN5WkUzqpvUlmhaXYuOZRQ1h7mQPGpyKwXX65JxuNraNG3Uor+NDQok1bJqVNig6kGzqj6VQsbjdSAuLIi3XV9AxAUudn81ISWCwBQWBLG6RoUFXUQP76M2cuRIjB49Gg888ACOO+44PP744zjllFOwZMkSXHrppZ0+PgVqBNEDsPPSPK8yL82tdTPbcHiW3clqPbCCo7cBgBVcM7sz0cy2bXZnIkADEsFbiHwiFy2Ig7NA5BI2ZzpQCyXTwVk5rB6cBYl1E4jZ+Wrqd6LqU8UTVpQmpESYUe4pMtZseOrDyrHyy+x9zBCAyqpPOy8tELCCNgk3XheS6/trB225uPLO5Q4ki7ocC+aa6QuMQ6jgizt6Vqqdu+a4vMLqTAdh1dA2qJA6umUAlC/N1OMXSrDY+mYJ61Mk2naoAC4X+PpLSBAwFPImX83+TWwaevoIqdmzZ+Ob3/ym/vvoo4/GU089heOPPx4ff/wxfvGLX3Tq+BSoEQRBEATRcXgyZ7HN1+km2EGaYr/99sPzzz+PY445ptPHp0CNIHoAWQUEOQ/I1cQWWN7RRQPpfmlaRSs4CSUNiJU1awyUmdnpGRWtJbszo+ozkJGyky4aUIqakK5lgxqbsxxmW5xGOUuqaGo7lOliguhUApXIbiluoZAVSpraR691sJGara5xzipUNSBS3LSSpqxMx9idUaWnUtfMdlpdM0JVdEWPm31zTh5CGEVN2Z1SOKbgwCoykIzDTbdaYNm90xLYKpoQZj8hwGrVuq2oxSqb74DH6prdX034Aq4fXS9XIxDEfmehkCwsAKi4gOg8S5YsaXWW9E477YTnn38eAPDZZ59h6NChHbotCtQIohtjx0pAlJemtgsFBifORXNrTRsOJ++Cq+As75hZnrWeDtBUpWdiSGguGbTp6LCa3Zma5QkAgawxFqfMIbQCMmVxBla+WihZIkADIuuyHLY9OLOtzyBIBmVAMlATVqBmr9v723TU+gSQCMjUfjwjUAtCK0fNZQiEyVcLZctBmwrChMMgpArkgJyjgrAaPXjeZaXqwzljKgI2tNEGFQKQylMumMdAVXGGEtwK2kT8/HLfgeOrLxjG+gx9gUIctAWhyVcLgtga9YFyubWTItpMD1TUDjjgAEyZMgVnn302DjjggMx9Ghoa8Mc//hE/+9nPcO655+L73/9+h26LAjWCIAiCIDpODwzU3n77bcyYMQNHHnkkCoUCxo8fjx122AGFQgFr167F22+/jbfeegv77bcfbr755k71U6NAjSC6KZwbUUs1trWnNjl5RxcQOHkHTqyiuQWjorGCa6zPvKMb2iakupyq+kypa0ots0ZBMa9gCges9Sy7MxA1mRZnIPLwY9UoXSyg1pIqmlHaqqlofqj6b9nrlWsV1meq8CC93hbSqhoQFw3wNlqfLtdrfsjgxQUCooq6JiSDkPE+Upi1+HqhFFpdi4oN4hcMR8IS1bWZrSlrUiRtUKWcSQnkjIpmCguEKZuN7UtWK4H4OWK+AxaraFxIbXeKwIETP2derQsRrxeCwCoiMMqaWmtPhS5RhR5Y9dm/f3/MnDkTM2bMwKOPPornnnsOn3zyCZqbmzFgwAB8+9vfxuTJk7Hnnnt2+rYoUCMIgiAIouOwDihqLTRF3lZYu3YttttuO5x00kk46aSTuux2KFAjiG5KLleZo1bIA14++gdpTx1w806ygCDOXeN2e46CG/VKUwcCgJxn+qVZ6pqtlsHxookDQKSmWflqtpIGAL4o6B5pgVVAEIqc3o4Us0gGKVnqmclVSypnRnGzlLaUihZkbCdy1OxiA2tdEbahh5raP0tBi9bNtlPRnsO04rDz1QAgCAXcWA3j3IxOSqtrJgeNJ5Q09VupgjmH63V7H4maKE8NiFQ0637qiQTWfcjMV5MCUueiCcCNt3NGRWNCRqqa2gdxjzXfXG4mFgit/nqh1Cqa8F14tUppEyjESptS0Xw/ylMDqLfaJqEHWp8AMGrUKNx4443413/91y6dtECBGkF0M1TPtJxneqbZAZtjNbNVjW3dGi9RQKCrOgtudoWn6pfmWcFZzgM8u19aPEKqBbvTLhwA0o1tkwUEKhCz7c5yKBMBWvRboJRVTFAlOAsCoYMUPxAVdqYdqIWpPmpZFaA27S0myKr0tPuoORmBGmcMPo8tP5dry9Z1eWbQ5rrSGjMVreWdpB2q+qsBIhG0wcmr5czCAiYro1TXgWV3iuxqUGnZnUKABbl4WZXgBslKUBW0+QIs3ua+A9ePR475AsJXtn6InKoGjYOzcpkh55neatRXjegIP/zhD/GjH/0Is2bNwh133IEvf/nLXXI7235ISxAEQRDElkMpau392ca5/PLLsWjRIuy77774yle+glNPPRWfffbZJr8dUtQIopthd8jQSpoStPKO1YbDMe05Cg5Y3lbRLHUt3gc5L1ksACSnDtj90txcVbszhFHM7MKB6Hd1u1MpZ6WUipZW1Hx7LTTKmR+ITIvTVtGCUCTUs2hfIKslhxDJaQRZ6llrw9l5yi6xFTanSksOo6jF+1kqmxDSbFs2rW2JCsl14YBw9PjzCjtUbQvHls7UyeXNnykbVK/FMCbgOJVKW2SDxo+PtNtzmP5qiZYdygbNh0A5fn1ahQXM6qMWlhw48bZXYwoLcuWoOCGXM73VSFHbBHDWAetz2y4mUAwZMgRz5szBBRdcgIsvvhijR4/GZZddhksvvRR51Veyk1CgRhDdCNe1pjV5ZpanWouqO628NNUjLe8kG9vaQVvesjtVhadXWfUJN2dVenpWjpqxOwXL6bFQiT5pbbA7lZ1pB22BkChVWJ8S5fiD2Q9FwuJsLTjzw8ocNDvgsas+7XV7//R2a2RVd9rbdl6ak8pXU/tlBmpCJixR+7xN/p35cFUBWpiRnxafESqCNaDSBgXAIIwdKkIwHkVF3EHC4rQtUYg4crLz1eKqTykEENuhLAgzrU/mO+B+9Br2aj2Trxa4cEpxgBb/LoSmAjSXkyjHligFbB2kh+ao2YwfPx7PPvss/vCHP+Cyyy7D7Nmzceutt+JrX/tap4/dvR4pgiAIgiA2Lz3U+szilFNOwbvvvotp06bh9NNPx5FHHtnpY5KiRhDdiPTkJlV5p4sGLLvTKTjgXvTPkhVccKWi5a0CgoKTKCAwSppVQGBPF1D90pykuiaYKRYItbVpDVpvh91pr/sZ1mcQSJT8SDkJQqGT631rW0hprcts67MtkwlCo5zJjHLPthQThNbfzPrw4k7bJhM4CUWNJxQ11+V6O3St83aTqiEQVYZGj001RQ2okM6AShsUcVGBGmvFBbjUUhu4a1Q0Js1AdTixnOUK018tlriYEJA541WyeBYU811TTFAWWkXjpVD3BXQCoV//oXoflEP9PvF9IFdO3BzRXnpgH7U05XIZ7777LhYuXKh/ampq8OSTT3b62BSoEUQ3QH2+u66p9LRtUBOcuXDiD28374Ln7UpPy/osqLy0XDLRzbXW1Y1YFZ3Mif+luCaAk04OIp7NGKSCM2Vz6ma2bbA7k1WfAuXABFlAZGuWrUDNV60ZrEAtlFKPE0pYn1YFaCIgU9uhaR1RUfWZlaMWthKoOekcNWFtm4BMBXDcyaj6tII34cpE0Kby7BzGksFm1oxSVfXp2BZnVgJaxnpsg6qqz1DkEkEbU1YmF2BxvhqTUlufTASQKrCXAhBxxKReZ0FgvhwEOdMItyDAYrsTvqO3ed6BG+euhcVQ2/22BarsTs9jcF2Vy0cNcIm2c9111+mg7MMPP0QQBKivr8eee+6JvffeG8ceeyz23nvvTt8OBWoEQRAEQXScHpqj9sADD2CvvfbC1KlTsddee2HvvfdudVB7R6BAjSC6AQm70+qjZlueQHJUlGP3S/NSvdPy1kFUAYHjorKMtEoBAXfjzHFASC/RLy2wVLRAJosJ2mJ3lkIzFqocmOpNbXemigaUuiaEhK/6q1n7hOmGt8oeDY0tV01dU9jKlKxid4r4nLn1ARVaVhurVlTgMK202TaorbJpi1NK3fw2OlfVO80oYNXs2GSFqt1HLcPuTO2j74M1bkqpa4HI6WICJoVed3gQvU6A6HVTrbAAAIKcKSzIecYSDQJtfcIXYEWltLm66tMpmNFStgWqKkDL9svapwa4HaKHBmoLFy7cLLdDgRpBbONwbuImz2PZzW2V9eNyuCoXzeO69QYrOIDKV8sn89ISkZ9ad6wP2Dggq5aXFohcoqGtkJYNKtREgrjLvkjZmhl2ZyCM3Vnyw0RVp16z7E5fX169JYcdnClrMzHrMzSBmkzYndnBT8uWZzLgSdufgArI4tmbgQniOGdW7prV2Da+Pe4wnX/mOtzk2Uk7aLNy0FQ+nps8X9N2xNHTAzjLtkE54+BMWvsAQD6q/ERkd4bK4pQCLA7CGA+z89XCwKoYVhaoCc4QBglLlOXjAK7IjX3vO2BFY/GHcQBnW6CqAjTnRw1wo5uRKJfVY1NxV4kqMMbB2jkSqr37b800NDTg0ksvxZNPPgnP8/Dkk09iyJAhm+z43eeRIgiCIAhi86NmfbbnpxsFaueffz7efPNN3HzzzXowOwD84Ac/wJ133tnp45OiRhDbOK5riV52W7O8AydWyXhsjaUrPZnnmG3LBtUHdJ1kzzTXKhYAko1tHSdRQKB6pIUyb217yWKCuKrQ2JoCZT3+SWY2sS2nqjrLsYXlW8qasjv9UCbVtYyqz8AXCRUtbW3aKpoQyctbKyaoZoMqGGeAZX8m+6jFSpZVQCA5hxDJYoKod1qluia8ZNWnqfTkEG71cxZCAjl7RQ3tNA3TOJNaRYuer5RKyDiYNAUGTBcNCHO/ZKqwIC4gYG7ONMIVlSoaC0JIpa65ydew7q9WDPXr2a4A5bGK5nhc26A5qwK0VDIvcaWsEW2gh1qfiv/7v//D3/72N+y7775wHDPkdvLkybjqqqtwwQUXdOr4FKgRxDaO3ZLDDtq4xxND1wGAu46u9IRnrCJ4HCwO4OwDMs/u8eFY1mb8mztWnlEukZcWxhZnKF2EcVVnKHKJSk+7zQaQnDQQVX1aOWpWlaayMMvlUAdoZStHLSsXzZ5MEAQCoZW7Zluf2g4MzOV20JaVj5YI2Fqp9KwGd0yrDs4ZhAraArvCUyTadgCA4zqplhx2bl2co+hW+1BU62EyR00FKTkzIaF6BaixPLUFGkpwZp5zDsvujF8LXHrgMgq4HB5Erx8gGhnAVSBmrblqzXx5kLnQ5Kt5AaT+EuIApfic8g54MZmrGeZdHbS5bpj8ohPfdwrUiLYipUTv3r0r1keNGoX333+/08fvPiEtQRAEQRCbH9VHrb0/3YRjjjkGv/vd7yrWGxsbwVjn7ycpagSxjaJdSBdwHNM7TSWLc49rm1P9dgsO4KleU67eTlR6uq6lotklcbnI3gS0isYcq4+a40LG60GYXUAQWkpbORS6elNZnNFapfUZiGR1p93E1lbSojVprM+UihbE1pgUImF9KkVMColAKWkZKppMVX0KK+O8qo3YArbVaStn0WWmqlMqxYwz8Azr042fLyGYPm/XM9/DRSghvIwRUlpFc5BZKBCk+7wZ5czRBQRGBVX93BwmEDvSYI5RzrgMMgsLuOODOfEVXA8stjylqv50HKuAINR91CKV12rUrJ7fYqgbOIfFMHrdAwhL5v2g3xOu6aPmOGbbdakBbpvpwbM+AeCmm27C/vvvDyBS1xhjKBaLuOGGG7Dffvt1+vgUqBHENoodqNldMxyrJYe2PFVAZtudOatKzuPJA1o5ajpo427S8gTiqk9TAapy0YT0EsFZVl5ausIzWjOtN3w7UAukaVwbiGQrDitAAyILNKvJbeALbWcGgdABTRgIHXDZQZuxQIUVtCUDs2o5arKN9mcIgDl2cGZvx4GQSAZvyvpUjYt5KjiT1gemOifXbcv5mFy09LB4IArC9FQEK0eNM6GtTxOwmUpQl2fnq3EZQMQJeqHIw1WD2+2qz9CyQEM7OLO+SFivW+bFNmjBgSwZG5TpAM28N8JEq47oerlclKemDk2BWhvp4Tlqw4cPx/PPP4/zzz8fTU1NOPDAA7Fhwwb06dMHjz32WKePT4EaQRAEQRAdp4cHagCw66674q9//SuWLFmCf/7zn/A8DxMmTMB2223X6WNToEYQ2yhKVIhG4MRrLiy701R4KmWNeY6pkvN4YtuMh/KyKz0dUzhgKj1d3VNNwCoagKvHQgmZ3LYVM7vCU/1OjI3yjd1ZzpjfWfbDhJIGVLc7wyDMVNeEkHofu8LTrGU3vAWMctZa9WeLxKqNPfeTcwaRobRxLrXCZqtowrZBPaP+Oeo5bRcOYE0gdVq1qOw+aqYSVCtqwhQWpF8LIVOFBa7ehzsuVFmqep1JERrb3ZKQWRBC5uIHsFzWBTHR69zeThUTlLhW17jHE+8fPYLN6VhRSI+EAjXN8OHDN/l0gu75SBEEQRAEQWxm3nvvPQSb2DMnRY0gtkFSqTlG9PJ4ondaupiAWW04WN41LTnsRLdEMYHVksMaC2V+uzqfyM5LS7bnMNt2+w07Hy1ZQKDyy6TpjRZmt9mw+6S1JS8toa5ZKlpoTSEIrLYd6rcuJrDadyTbdJjctbbmp6WRloImOE8obbqYIDGU3ShnbqwOSZ6d79Yeojy0+HXDRaKgIDEIXm0zgUCY3LX0WjkUVm5bsrBAbQsEEGrdCUxummrTYbeBcXOJVh2J3hrxpHXmhbo4hhVD/Tq33w+6t6D1nnFdkfm+oly1ViBFTbP77rvjnXfewW677bbJjkmBGkFsg1QEajpuMsGZ43Fw17I2EY2HYlbQBh2oWdVzTurgynJy3OiyeFv9FvG/kVC6CJFtcaltu4AgWdWZUUAQJi1MP2F3WtamFczptVbszsA3wZxMWJ/WOKkqwZkKyuyATGbYoe2FWUUDjFvHc1gUuCEqHLCDNiC7UhSA6cPWTpzE8ZKX6YCLM70f51w/p5yZYoJAr0X2JwC4PPt1ETLX9FdjbmR/AsYCdVxIvRYkCwjidWm/EewvJPaotKL6EmM1g7aCNtehQK1DdKTdRjeq+rSRctNb5hSoEQRBEATRcVgHFLVuNEKqq6FAjSC2QWzHJz2NwE6SVqqB6pcGh5vtnEmyrrQ7LeVMWU62/WSt2XZnVr+0UHoJ5Sxr2x64HsQTCPxE6w2jnEWTBIzqZrftANpmdwaBMHZnaPVOExKhn1TU0iqatJQ2RWJUVNixad5SmA8uZqkNTDCtsKXVNSBtd5rzyBr23hbs1hw8YLpfWhAKY3cGdqsOhoAbJS36bSzsSF1TFjcDZ9HrwrY+7VYdQgbgPB4LYL/eEnZ7Vs8/SxX2HMicUtec6HWvthGrzVlFN1WUaqIVyPrsUihQI4htCPW/Ld3k1knYnZVNPVlWjhpnyU8l++CusTv1upO0QQFAclcHGG2t9FQxTbqhrfqdlZeW7peWORaqHXZnGIhELpq2QTNGSKWDs6ygbNNYn9b1ONPBhRRSB27poA1A9Fyp4NKuFBUdDNRSeW7mb5Nr5tg5apzBTeWoOcw8ty43gbgrJFzecgWoC64bJ+smuI5jgrPQtwI160sFT/YCZFzlqyVtUCD53uAuT7x/XFfEN2ma33IOiI7F3z0DCtS6FHqkCIIgCIIgtlJIUSOIbYhMu5MhoaKZqk9TOIBYabHVBdi906yk7MS3Y8ZM7zRu2aCxsmJXd7ZU6WlXd9rboUwpakEycV/ZmkJa+1qFBUJaapiw1LdW7M7AD/XtBIHQKlgQiIpiAeELo5hZtqYUsrr92R75hVcqZzKUWmFjnEGG6ja43odDKZmhtkNdcATxKCjX5Vo1bNtpxBMjAqOW+YFVscm5HjnlBwJurPjZVrSZRpAsFFGWaGR3t1wBGtrD2pmxQBk3Ki70unmtMseNCgqA6HWdoSLb7wNVaOOk1DVVEJG2QWlIewsw1v6cs00wA7OnQIEaQWxD6OrO1MQnNYaIcetDxzH2mc5Fs/J1mOdYdmdqLI8O2lItOdQ/Y/WhKbm2r6TkkDL+8E5Veqp4Rsh0K47kzEk7Fy0IRSKYsvPS7PUwNetThLJddmdoj43yw4ocNClkwuJMrLfSliMRvGXAODOjkQAdSETXNRa1fn4hIOMATcQBqG2HBkhanm4cwLcWsHHO9OMBAAG38s/UWKiAwdFVnda6ZYOqObOBMLNAAyERnwZC6/m3K0DTrx21bb4Y+MnXoR5bZkdTTuINol7z0srLtNdUDh/3OJgO9lh2NoADUJzWAox3IFAjQ6+tUKBGEATRRuprN+JrE57Hl8e+hYamWjz8jwn4+5t7tnidmlwJnhuiqZRDENK/XKIbQjlqmn/7t39D//79N+kx6b8GQWxD6Lx+h1m5/yzRyFNbYxlJ1MxhySa3bobd6VqJ207KErXGRQFR7zShLDiZVEiUSiakzKz0DGVy6DqQVLoqGtvG26GQiQICra75RjlLVmzG21ahQKTEmepOEStOCcUstVZXaMaFx/4ZI7ZfgQeePRg7DVqJM4+cB4eF+NuCvQBIACyhrO06dBm+Pek5HDT2fTAAf31lb8x+7CtoaOwFxgREyNG7tgnHH/QqxoxYhmVr+uKJV8bh45WDwaBUPKOucUeCSwYhudWHypQmCj80Vb2+Uchcl+uRU5xXNu0NLTWNc6YfS1stS1R9Wo1wOWPaBrUtUJcbRc2u+vS4eV3YKpoaP+aA6+3EWKnQsjjtfn62zMwrX9vM840iab0fuFVUY79/lCrIudQFO3Y1LZEBY+23Mrup9XnTTTdt8mNSoEYQ2wi23WlvM7tbvdWeg3nWh7my1Owmt5wl8nsSB1f/RG1Lg7t6XcbBgd2SQ8LJbMnhJyxOY3MGQiYsTyC2NaUJIrKmA9iTB2RGg1ohRCJoMzlqYWZ1p213Cl9UVHKqSs/D9ngDwwesxJy//gueXTgWUkhce1oDjtl/AZ57fRSaijlEwVpE37pGnH/iX5HzApx909no06sZV57xJzApcOvvj4ME0K/vBlzw9b9ixKDVeO39nTB2+KcYNXQZfvHwZCxeOTh+CpgO2o45YAGmT/kTnnh9X/zHn74RBTp+aAI5j+ugE54DrnLv0HLOHOdMN9wNAhOQ2flqDmeZz4eQMmGDAtGXB/WcezxZ6WtXgDpWqw4nNheF9HSrDqkMRytXEsw3r0nGEsGZbn7Lrde+/ZpX7wPOrApQ056DWzaz68pE3Ke2qfozA7I+uxR6pAiCINrAPjsvxsqGeix4f2e99tK7u6KupohddlgRr0idjP4v+72FXoUSZj18BD5d1R9vf7wj/vzcfhgzfBl2H/EZAOCYg17HqKHLMfuxw3Hnw5Nx3b0nYfv69TjxkJf1bbD4eJP2+Sf22XkxNhQLCIXJ6SIIontDihpBbCOkW50pwSAx05Mz03PLUg3s3mlMqwo82zZKN7nV6gVPFBEAgEQqCRxmXUhTmZlU0aDXbctT/bZndvqhUdF8SzkTVpWmsJP7kbRDI+XHXM+u7rTtTpWYj1Ak1bXoipChxMD6tXj/0yHYuNEDYoWqYWMBnEnknRIQCjAmARkdY/SOn+GLhjosXbGdPuZ7nwzC0RP+iX59NkAKiQlj3sdbHw3Fc6/tCsYFVn9Ri/kLd8Xo4cuxfe91WLmuHmEI7Db8Mxw9fgH+/MKBcHkAWOfMPa4VNxH/HZ1/qMaFwgWHsGaDCqH6spnHTI2fEtb8VMa5fiz9wLY+GbhqchuwRAVo9Pga69MuIHG5tCxxpF4vVmFB/JpLFBWwqC9a9DrMaH6btu+tAgH9nrArQa33SUKRVhXUTGQq2FT9mQEpal0KBWoEsY3QkvWpq9Y4Mx3pHW46sqsPsJyDTD+HMxO02eNgOE80uVUfoKFQuWomnyhZuZf8QLbz1XyRvQ4kKzorrE+rPYe0gi8THJiKThO0hZnVnVKIZHWnZXfaAZq6XAqJXoUS1jcWEMWf0XUchPCcAKWyE+WyQYLLaP9B2zVg5do+2LDB08fc2OihV6GEMIhy2Qb2XY9//HMUZCjhcIFQcKxp6AXOBHrnN2KFX4e6ujIuPPExzH97Nzz9+liccvhzePOjEfr8hG+CMwaRmFRgHieWyFlTqAAlyg0M46efJR6nIDDBWbXnRlmfqso0ev6j2/CFHbQlA3X1nNqvnVC6cKy8RwBwOLfmzDo6Xy2y6e3gzP4SYr1ZctYXkuiA+r3B7UCOc8v6zH6rEBlQMUGXQo8UQRBEG+BMxj8m4OnbuwnlwMWGxhq9j6KQ89FUzMGe0ZxzA7hOiI1NBThcoLZQxtoNtQCg9+MsCtqCIAouvv+Nx/HPD0fgwWcOBADUFYrY0FzTlXeVINqHUtTa+9NNOP300/HMM8902fFJUSM6je/7WL58OZqamrD99tujX79+W/qUuiVW7n+yJ61lZ6bHRmmlwDE2T+ZBEuqa+SfK7H+ojFmWpykm0NtWMYGdNJ7ul2bUM4nQqsIEoopOdXkorXFOtoJjWXN2zzRlgQohdQFBWvlJjIWyqjsTdmeq4a2q+ly6sh8G91sHl/koBx6kkNhr5BKsWtMbaxsKEL6wUvYlGjbWIO/44NyHUxeAewI77LgaRd/DuvU5+CWAMQkRMq3kScbQp7YJZd/B6nW9cOxBr2GfXT/Gz/54DPKujxwLUPB8NGys0efHICBiV5B7UXFBhAMZK1khQq2YMluFVL3YONOPXxiEVjGB0GqtEOb5EsI0IBay8nl0HY4grLQ77deCLyTceNthni4mkDDzY2Xc2FZKDmYVuDBljabV36wqZp79PsgaJ2XbpKlDwBIqiTQ93PpsaGjApEmTMGLECJx55pk4/fTTMXTo0E12fArUiA6xYcMG/Pa3v8X999+Pl156CeVyGVJKMMaw44474qijjsK5556LAw44YEufarchKsa0bRnz4aPyauwPGnAG5CxrE4iq3uymoNWmEdh5ada2/gBVAZtlWUnJTTNWKRK2prG7LLszFURVrmXvK0V1exRQ7Tkq89IS29a0gcSEASGSDW1hrM9HntsfN5z1P3hh3M544qU9MXGP9zDpgLdw3X+diDUNvbDXyKUIBMNH6+tRO2otPizkcfiBH2K/XfL4IiwAAI7q/w6+4Az9z1kIrKhHiTMM3XU58NIYhL4D5kiMGbEMy1fXY+PGHGpzJTQVc7hq6kNwHQHOozy4H3zjL/jSnovwk/u+hvXNdaaVR2hFE3Yem5WjxkOZyFeLHjOTp5V+TI19avLVhJS6+rHV57Ha82+t27mO6ddUtK8HrqYRpF6TukI5PaUg0W7Gek8A0fvCzuVUX3RcY31ybmZ9MsaoRUdL9PD2HI888ghWrVqF3/zmN7j33ntxzTXXYNKkSZg2bRpOPPFEeJ7XqeNToEa0m5kzZ2LGjBnYZZdd8NWvfhU//vGPscMOO6CmpgZr1qzBwoUL8eyzz+Koo47ChAkTcMcdd2DUqFFb+rQJolO89M6uuPf/voyzv/p3fPfrT6JcdvCbxybimdd2A5jEhWc+gbA2xH9u3A1l6eBl3huTnRDH91mKvzcMxqjcBhxQuxq3rdwDjdxDYUgTXgr6Y8qX/4nFIwXeWjASu60rY9/Rn+Df7jwZQnL88cn98Zf5+8BxAM8N0bt3CXf/6C7c/dhX8Mr7u2JDUw3QfT7vCGKbZfvtt8f06dMxffp0vPrqq5gzZw5OO+001NXV4Tvf+Q6+973vdfhzkAI1ot28/PLLeOaZZ7DHHntkXn7ggQfirLPOwi9/+Uvcc889ePbZZylQ6wRZTiXnSHzzt0dIafXAVtdsRaHaAXmGSpFSL+xqT/U7WbnXctJ4WGW9td5pQqbWLdXLtjyBZGPbtBJnq2i6gCCUFeqZ2k7ve//cCXj6ldHoX78R5TLHux8NRmGXddjpmMV4qdAHUgClgKPxo3qseK8vrgyG4btHzcclw9/Gii9648qfn4CnFoyC28dHYUgj7hvdH4MmPY9/3eEdNA5+H32dMh5bvAteXDQMUkiEYGhqyunnNxQcrhNi0ZIh+OizgdHT4lhKj6X6MG7GTcmEMsZ0tWfmYxZmNwm2Czpaep4qn1skbNJqRSbVXlP6d6bKa6m/1V7Ptm9ppwAk3idGkU4o1UqFTB0uut8gNB2Y9dlNv2EsW7YMc+fOxdy5c+E4Do499li8+eabGDt2LG6++Wb84Ac/aPcxKVAj2s3vf//7Nu1XKBRw3nnndfHZEMTmYcLYD7BqbR0+WDIQn67sB+b5GPSN99Bnr9UAgKdW7oi1z++AdQsGImjwENYIfD4gwPw/fh1hjYR0JRgAtlcJzkYHjSvrsf7dfrjxuSGYcMh7GL7XMmzsH+Jlb3vsdOFrWPHYrtjw1vaJc8i5ARgDiuXOWSkEsUnp4VWfvu/jz3/+M+bMmYMnnngCe++9Ny6++GJ861vfQp8+fQAADz/8MM466ywK1IgtQ7FYxBtvvIGVK1fqnBfFCSecsIXOqvuQKRIwZPaBYqk+agkFAbEKZx/EbmdQTbHgJnFbxB3whc5FS+YTZatlyNy2CwRCS5EJLdXGTl63lTN7CoGwVbL0mqUI2QUEdr80e7h6xdD1eN89Ry7BjHMfwIamAs664Uysdx0MPeUt5AYUIUNgzfM7YPXfdkQgOIojyijtuwFhfUuSS5z9HwIblnn49Nlx8B7eD7UjGjH4hI9Q2KERO5z0LtYMWY9V83bW7ShWr6vDVy68IrquraTFMJFU0XTuGme6sEBwqScW2LlqarqB3XuOCZapuiWeO1sxFRnPXYWKam+b10XydZTxOtMtaKorvtVe2yz1PpBOqt+g1R8u8b6qTH8jRS0DZhV4tOc63YUhQ4ZACIFTTz0VL730EvbZZ5+Kfb7yla+gb9++HTo+BWpEp3j88ccxdepUrF69uuIyxhjCMMy4FtEesgI1IBV8qX0dZnqnOdbO6X5qFdstWEjp5qPWtoQDYVV9GosT1T+cW01Ct/fNSmq3rLmMY6SPJ+0gzNons4DAsv2U3Tlou7X46ff+gHwuwMtvD0ZjXmD41IVwagP4a3P49L7RaP6sF5pHltA8ugSZUycBOGs53LUOnEYO5gOSAzIvEfYW8LcPIWskyjv6KO/ow13tIFxYg+Zf7IXtj1yCAYd/jn5f+hxObx/LHxkNyKRVpIMwq8uS5DJRWKADE+u+y4yGt/ZjZleF8ooiDiuY0wE1qjyPGUUhkqUsUeu5tl5HqpJYv+aY2WbpSk/bsrdLM7Ne61nvCYeb3oNARVCXvpluJARtOnp41edtt92Gk08+GYVCoeo+ffv2xeLFizt0/O7zSBFbhAsvvBAnn3wyli1bFisZ5oeCNGJbx+Ehrpv2MPr0KuKtj3bADQ9MxtCpb8OpDdC8tA6Lf7E3NjbUYN2hG9G0VxSkOes5er1WwHaP9Ub9U73Q6/UCCu/nkP84h8JHOdS8k0fdSzXo+2gv1D/VC/mPPCAEggEh1h26EY1jSlj51+H47P7dIEOG+r1XYfAJ70HNEf2X8W/jK/u9vWUfGIKw2Yx91H7xi19gp512QqFQwIQJE/DSSy+1uP8DDzyAMWPGoFAoYK+99sJjjz1Wsc8777yDE044AfX19ejVqxcOOOAALFmypM3ndNppp7UYpHUWUtSITrFixQpMnz4dgwYN2tKn0u2pVkzArD5RmVcCrGKCKmqEva9tY1iFBdJWOuLfACpaKbSErZIBSRVM/d1q8npoXT9jO318Wy3T55xW1+zzsKYUnHrU89hj58+wvrGAq+/+Kvp/4/0oSPu0Dkvu3h2lOmD9QRsh4wlHtW8UkFvsgtmJ0iIEuATjEpAMUjCAOWBgcL5g6PVFATVv59C0TwnlHQM0jyohrAuBBf0g/N2w47cWoX6flSgu74U9i024/pyHsL6xgH9+MBxr1setOeKRSlJI/bqw7yNzrOIIbtpzqGfRtpYd13pcXWRbzunijoznMfGcyuTlWWS9juzXm37NWQUEjJlxUxWv5azXuf0+yCCyQe3CgspDEFuOP/zhD5g+fTpmzZqFCRMm4Pbbb8fkyZOxaNEiDBw4sGL/559/HqeeeipuuukmHH/88bjvvvswZcoUvPrqq9hzzz0BAB9++CEOOeQQTJs2Dddddx369OmDt956q12B1/Tp0zPXGWMoFArYddddceKJJ3a4xygFakSnOOmkk/D0009jl1122dKn0m3JslwSFqjDUg1tK/tDsdYsoaSnmsz7sUgHY8kP1ez5nsmqP3PdxD4ZwVu6yW1ynywbtLJ3WgVWpafOSwsz8tIAbN+nAWcc+xwA4LbfTYI8aBXyA5rhr8th6T1jUOoFNBzcCDiA8wVH7xdqwJt5fFwBXgjgFAJwL6wQD0TAIMouwmYXMnDAm4C6F2pQGu6jcXwR5SEB1k9oBOZvhxWP7oTBJ3yMgUcuxoLZe+Gdjwdj952W47wpT2LGnK+CcZYMOuMgjEHovmqMm2DORlq5akJbxFa/NCH0OKd0nqCdj5Z+7uznNvo7fvhbylGzLdwWXmfxHTK/WSuvZ2vbThew+w0m1h2WdVWyPluiE33U1q9fn1jO5/PI5/OZV5k5cybOOeccnHnmmQCAWbNm4dFHH8Xs2bNx2WWXVez/s5/9DEcffTQuvfRSAMANN9yAuXPn4s4778SsWbMAAFdccQWOPfZY3Hzzzfp67f08e+211/Dqq68iDEOMHj0aAPDee+/BcRyMGTMG//mf/4kf/vCHeO655zB27Nh2HRsg65PoJHfeeSceeughnHHGGbj11lvx85//PPFDENsqZxz/LPK5AK8tGoZnVgxF/bhVkAL49L7dUAbH+glNgAN4y1z0+XttFKRBwqnxkR/QhFx9CU4+CtKkjHLG4jgW3JVwa33k+zfD69sM5kQX5Jd46P1sDeAD/vYhNo5rxpr5g7D+jQFgDjDw+I/wH7+bDAA4+qA3sNOQVVvo0SEICyU5tvcHwLBhw1BfX69/brrppsybKJfLWLBgASZNmmTdLMekSZMwf/78zOvMnz8/sT8ATJ48We8vhMCjjz6K3XbbDZMnT8bAgQMxYcIEPPLII+26+yeeeCImTZqEzz//HAsWLMCCBQvw6aef4sgjj8Spp56Kzz77DIceemiHKj4BUtSITvL73/8eTzzxBAqFAp5++mkz5gWR7Pv9739/C55d96CaGJZldyYUASfjG67dvT2tRFT7RtxiMQFPKCHVemSllTQgpcRYfdZaI221pW03ey3dO01m7Ju2PaWQGNB3PY6b+AYAYNbDh2PQMR8DANa+MATNS+uw4dBGyJyE8wVH3fwCmGCADOH1KcIpqDFVDEGji7DoQgYMum8Uk+C5EE5tAKcQwsmH4F4T/PUFCD8Hb7WLuhdrsPGQZpRG+MitdLHi0Z3Qa9d1KAxpxOf1Dp5esBsOH/8evnPMfMy490RdQADuWHanPZzdVHeke6oBgK21CSGTlmjGY5bG7pOWfg7Sylq1Xnv6XO0+ahnFBFVzm6wK5ejP+BjVfEsnW0XT1+dVlLXu2f6rc3SimGDp0qW6hQWAqmra6tWrEYZhRZrNoEGD8O6772ZeZ/ny5Zn7L1++HACwcuVKbNy4Ef/+7/+OG2+8ET/96U/x+OOP4+tf/zqeeuopHHbYYW26K7fccgvmzp2buB/19fW49tprcdRRR+Giiy7C1VdfjaOOOqpNx0tDihrRKa644gpcd911aGhowMcff4zFixfrn48++mhLn163oqr1GVs3mXlqygp1WGXglvpmaw7Iqib+qg/R9Idp1FKhDUFWPBdS2Wb2tr2PyoFSP2psVKu5UG0MLFQbjsQ8T+t6JxzyGlxX4PX3hmGxk0d+YBPCJher5u6I5pElBNuFYGWg9/yaKEgTIXLbNcMphJAS8BtyKK6oQbAxBxlwJJp7SgZRcuGvLaC0sgZhiYNxINe3CJ4rAUIgt9xFzTvRB9bGvYsoN7tY/WQ0O7Dfl5fgN48eBAA4Yv+30adXU+J+6e24gjUrOE2TfuyqPdZR4CsS+2c97/Zzqua3tvb6UPuk7fT0l4HK12aG7Vbtta3eB1WirfR7qaWUTsKiE8UEffr0SfxUC9S6AmX3n3jiifjBD36AffbZB5dddhmOP/54bY22hYaGBqxcubJifdWqVdra7du3L8rlcofOk152RKcol8s45ZRTwOk/GNFtkJi0/1sAgD/9fV/0PSD69r32xcEIAgfNo6N/trVvFcCLkd3p1ZfAPQEpgPIXBQSNHtCGzusy5NH+TZG54fUpgXmRIlezKAdnPYfMSzTvWsLaFwchbHKR266ET5wavLdkEHJeiMP2zVYTCKI7MWDAADiOgxUrViTWV6xYgcGDB2deZ/DgwS3uP2DAALiuW5E3tvvuu7er6vPEE0/EWWedhYcffhiffvopPv30Uzz88MOYNm0apkyZAgB46aWXsNtuu7X5mDb06Up0itNPPx1/+MMftvRpdGuqTnqqYtkkmn1mXVbtRlqxL2Q7/l0oW8u2uir2ybQsWz92WiESoUxUf6pjC0s1k6GMbM2wstAgXQ06YuAqDB+8BiXfwfMfjECvnRsgBbDulUEoDStD5iX4Ro7cRy4gBHiuDKcQQEqgvKYAUXYSx2vpJ4LBX5dD0OyAMSBXX4wqRQOgZmHUlK24UwlCcDS8Fk0qqN9nJea9vDsA4Mt7L0r2Sat2H0OReAxUM+AK5Sx93TaoclEvtfRatrqpFVNZWXTQEhXKWhrVXy3rS2MH3hMtFRXQ99IUm6E9Ry6Xw/jx4zFv3jy9JoTAvHnzcPDBB2de5+CDD07sDwBz587V++dyORxwwAFYtGhRYp/33nsPI0aMaPO5/epXv8IRRxyBb37zmxgxYgRGjBiBb37zmzjiiCO0MjdmzBj813/9V5uPaUM5akSnCMMQN998M/76179i7733huclR9vMnDlzC51Z98PO/+OpD5fM6s4suzO6cvZ2GxCpD0rbpmoxKLOao2ZeXiUQqLperaoTqF7xmTxw1YvGj/kYAPDP94bB2WkDAKB5SW/4a3Io7RH9XfjIA5MMgIBXFylswQZPB2ltsRvVftFzxuCvy8PJNYM5Ek6tj7DowPvcBW9iELUSpYE+Gv7ZH/2+tAy9Rq3F/N+PxHe/8TT22W0pHB4iFJVVnfp+ZlR8Js4jlJmfBqLaenufL6uJcZbSmM5jTFd5pl93rdLaazz13shqHh1dVf0trfdf257bHoU9Q7g912kn06dPx+mnn479998fBx54IG6//XY0NjbqKtCpU6di6NChuiDhoosuwmGHHYZbb70Vxx13HO6//3688soruOuuu/QxL730Upxyyik49NBD8ZWvfAWPP/44/vd//xdPP/10m8+rrq4Ov/71r3HbbbfplJ+dd94ZdXV1ep+saQVthQI1olO8+eab2HfffQEACxcuTFzG2luuTRBbAV87/FUAwD/fH4aaEQ0AgI2L+kLkBIJ+cXXmp9EXEp4PwRwZFQ5s7OT8TckQbMzBqy/FgVoeDAy5Tz0UdyvDHxKg+HodwiYXTm2AJWEvbGjKo3dtCTsNWY0PP6NehsQWYjNNJjjllFOwatUqXH311Vi+fDn22WcfPP7447pgYMmSJYk0nIkTJ+K+++7DlVdeiR//+McYNWoUHnnkEd1DDQC+9rWvYdasWbjpppvw/e9/H6NHj8aDDz6IQw45pE3n5Ps+jj76aMyaNQujRo3C3nvv3e771RoUqBGd4qmnntrSpwAg6lZ9yy23YPny5Rg3bhzuuOMOHHjggVv6tDYLVZvd2rTn26vV5Lbat2TRhua21WhrxWa6gjBLRZOtHKslsprcAsDIHaJxaP16b0ShX9T0svhpHfz+Ue6Ys46DNcXVkoVoZmeUY2YazWax+5jtcdGFB+Nnd8zHO++athq6SpMzBI0O3N4AdySYG0IGLrzlDoq7AX7/AJAMzZ/WoW63dcgN3IgPlgzEvmOWYpehK6NALcxuftsW7Mcv6z7YvewcZFfvZh2rvc9L4jjVXmfa/2ft+8Bvw/ugTe8nIkkn+qi1lwsuuAAXXHBB5mVZKtjJJ5+Mk08+ucVjnnXWWTjrrLM6dD6e5+GNN97o0HXbCjntRJewatUq/P73v98st6W6VV9zzTV49dVXMW7cOEyePDmzCmdbp9P5MS1ZQlW+FUu7+3sGwpr32Z149B97w6svAQBKq2sQ9okDtbXxYyFC8Fy0FhZbv//HHzsaB+6/I447dnQLezGIUnQs7gaAEHDWxTMwe0lIR8L/Igoevb4lfL66LwBg4Hbr23v3tlpaey1VfS2m1zdhySblpLXCZhwhtTXyne98B3fffXeXHZ8UNaJTXH/99ZnrH374IR566CGceuqpXX4O7e1WTRDVMerPyo212N6N/g42eAh3KgIAnCal5pjPGulnf+gMGVyHvn1rIKXEUUfuCgCYfOSu+Muj74IxhnXrmrFs+cbEdYTP4dSEYG6k8vEyiwa6e0BYI+BviAoMnLoy1m2oBQDU1zVvgvtOEERHCIIAs2fPxt/+9jeMHz8evXr1Slze2VxtCtSITvHwww8n/g7DEEuXLsX69etx4403dvntq27Vl19+uV5rrVt1qVRCqVTSf6dHmBBbjrbYZKItpaEdJOeGettXfeJCBoQcUo2a9FXhRlxlKYFqrTge/dNUvS1jq7DfdjW477//n17fb8J/Jq4j4ya0jJnHgvkM0pOQrtRBIfcESuXoX3je89t1P9uDerydFgyYztibRDdgM+Woba0sXLgQ++23H4CoYtRmU+RqU6BGdIrXXnutYi0IAlx88cV46623uvz2O9Kt+qabbsJ1113X5edGtJ90NWv2PhxA1wRroTAfHlyqDv8SYBIqblJpU8kC1+xqxiuunovrrj4Crsv1P2z1OwgErrl+XsV1THGhNVlAiXghMwFiyODGo6eCsOus57b0SGzL80Z0X1pLj6h2ne5CV+dqd59HithqcF0XF198MR566KEtfSqZXH755WhoaNA/S5cu3dKnRGwl2IFarRPobV4IwMpxsUBB9ZpgkDLOo3ayFaX/++v7mHrWHzMvm3rWH/F/f32/Yl1ZnkpZk0xC5uKg0WfgNdF5iZKLXjWRMtxc6mTFKUF0AjWdpL0/3Ylnn30W3/nOdzBx4kR89tlnAIDf/OY3eO655zp97O71SBFbDZ988glGjhzZ5bfTkW7V+Xy+YmzJtkJWY9F2HyBrGwCkgJ4absGkAMtYV3CE4AirXr6tcuT+ixA0xhMD+pbhbIz+XYZ9rLmaQWxD5lq///Z4ppZQxxKhC3COsLeI/lP7AC8yeNtFwZnfkMeA7aK+bqsberfvzm3FtPZaqvpaTK/bb5ZOvnG60G3vFkg4HfrpLjz44IOYPHkyampq8Oqrr+rUmoaGBvzkJz/p9PHJ+iQ6xc9//vOKtRUrVmD27Nn46le/mri8Kwa0292q1agO1a26Wgk3QbQJJlFeVQu313oUdmiE90F/AIDfP4RkEkxGFZrcE3BqA4TN2arWmrXNWL26EctXbsSf/vwOTjxhdwweWIc1aysLAJgbgnsSUkI3zw0GRIGLu84BA0NhcCMAoLyqBjvHrUSWLO+/ye8+QbSVjihk3UlRu/HGGzFr1ixMnToV999/v17/0pe+tElytSlQIzrFbbfdlrleKBQwd+5czJ07F0CUl9MVgRrQerfq7k6buuC3J9lbCpOAVUVK4KzjEoOdz5SV26TWeGoSA497goXGkUz0vFLXa6u2p64rQwk4puXGfz82EVOPfR7DBq1D85KhqN1pPWp3bsC6BduDlRhkXiIYLOAtcxA2e3B6+XDyAswLIX0HjLPEc7JyZSOOm/Ib+H70mD348NvwPK7/tu+D18fYmioxzR8arXkrXTh1ZeS2jwK8fIOLYYPXAgA++DTO0XTMh197+4HZz0XWdbnDks8dYxXXyzpWZ/LXqr7O1OtSykwVuCpteB+0daoEQSgWLVqEQw89tGK9vr4e69at6/TxKVAjOsXixYu39Cm02q26uyCt8Ttp+0yNTUo2cZXRT5qW7M9W4KkkfmZ9kEbjFLM/lM2HepXjVvkwrxZ8qaANASpgDstcTx0YCLNDutfeG46pxz6P8bt/jMZ5h6D/IZ+i95h14Dkg/7mH4sgySiPK8JbVQAqOsOjCrQmQ61tGaXUBkMwEgfHzoYIyRVaQxguBnhkaDXUHwloBf2B0noXPc+i91yowDjR/Wod9RnwOAPjw0+3R0Fhb/X62gWqNcXm19Vaer2qn0dLrw74qSwVo6dddq7T2Gk+9N+w5qcnDWPu0cSZpT0SCtWsWsLpOd2Hw4MH44IMPsNNOOyXWn3vuOey8886dPn730R6JHs0FF1yATz75BKVSCS+++CImTJiwpU+J2Eb55/vD0VzyMLj/eozgTfDX5+DUBug9ei0KH0c9zMpDA4S9owAq2JiDFAzcE8htV0JHZkEyN0Sub5TXEjZ5kEFkexbHlAEGeKscOE0cffeLmjhveHsADh8fDZJ+8a1dOnuXCaJTCMk79NNdOOecc3DRRRfhxRdfBGMMn3/+OX73u9/hkksuwXe/+91OH7/7PFLEZmPJkiXt2l9VwBAdo1pOtAxl9gDyaDp6lYNVWxdViwkUrB2qhlJIWlTZMi2z1o+dtuW4wyqUH84jm4455gcON9v28VLDucthDs+/OQoAcMzBC9Hw+kAAwHZf+hzueg7vcxdgQON+JUjOALgorytASsAphMj1LwLcjIVq6QeIlLT8gCIYB8Kyg2BjDuAcwYAQpZFRf7Tadwtw+5ZQGNoIGTKE7/bBIeOiitEnXx2bOF7V++jwxGPAYisz/TykH0v72NXIavyfdWxAvTaYfm1Ue32kYRAtvwalqF400IH3hP3eSgt0VFyQpKcXE1x22WX41re+hSOOOAIbN27EoYceirPPPhv/+q//igsvvLDTx6dAjWg3BxxwAP71X/8VL7/8ctV9Ghoa8Otf/xp77rknHnzwwc14dt2Xam6OFFL/VF4p/oDKskFFlQ82lfeT/oH5sLQ/NBkTYEy06QOXMwaHRz8AEtv2PpyZIIJzBsZ5dlCRyoWqFhykYVYQp/+2rveXf4wDABz7pTcQLOwH4TPUjtiAurHrUPdWDRAAwfYhiruVo4cs9OCvK0AKwMkLFAY2we3tA6yauibBvBC5fkXk+5WiIK3kwF9fC3AHwpVoHF8EGJBf6iHX4CHcUMBHP98PKx7dFV+d8DYK+QAffDoQ734yJHG/9LbD2hRkZT121R5rxnniueA8O9Cyn1OHszYFZGof2/ZMv9aihy792pTppnbVX9vqfVAtOEu9lzZh4Wi3pqe352CM4YorrsCaNWuwcOFCvPDCC1i1ahVuuOGGTXJ8ylEj2s3bb7+NGTNm4Mgjj0ShUMD48eOxww47oFAoYO3atXj77bfx1ltvYb/99sPNN9+MY489dkufMkG0i5ff2Rkffro9dtlxFb55yGt48MXh6H/IZxh0/GI03jYOvd4qoHFcEc17RW07cp97EGUX5TU18OpL4J6A17sMt64MUeYQvqN79DJHgudDcNdMNgibvFhJY5BMYuPBzQh7C7Bmhl5vFvR5+Wtr4L/j4FunR3N0/zD3QFSbikAQmwsJ3oEcte4TqClyuRzGjh27yY9LgRrRbvr374+ZM2dixowZePTRR/Hcc8/hk08+QXNzMwYMGIBvf/vbmDx5Mvbcc88tfardAvvLf1pJS5OwQ6sVEsQHkVKYj3ghKlUJc0MAAMYtpYMlFTaFLhpg9nYyUTyrWlCtOW1R5VJqT0tVh4Jz3cmfKS8WSVuLcWb+dnh8fxj+68+H4qbvPYhTjnwJf7p2L/h7rkZuuxK2P3IpVjw2AmEfgeLIMjYeVESvBUD+Ew9ScpTXcDiFAE6tH7XuyEc/aaQERNFF0JiDDCPvUHhRkBYMDMECoP7FXuA+h+0SnXH8P7Bd72YsWd4Pf31hL2NrWvcnTcIajZWx1h67rMe6Go71XKePk1ir8rqw90mrtXqdWdJWFlImLpOyFSlMFeBUSSGw318JNZtqCogM5s2bh3nz5mHlypUVY+5mz57dqWNToEZ0mJqaGpx00kk46aSTtvSpdGtExudTImCzPmiklYsjhayoBmXVDpSMAE2uWipnTX9YytTfiD5g7Q9eO2hzrG1FYp+MwMuxrbh0awgdaAgIbdepNQlRrSo0DmiYkJDxFAIGASascU1xMeizb4zBa+8Nx767LcFl3/krrnjoGGx36FKs+cdQcIej15sFSE+itKOPxgOKCPqF6PV2ASg5CMsOwnIezAnB3QDMFWAs6o8GwSBCF8J3zZgoHlmpG/crQvQWYAHQ+8VecBucKBCL79vuOy/HN496EQDwi4cmQTAHDMjOT+PcbDvZ6oW6PArI4scjYYFaI7WsFincsqyznru01al2cVLBmf0asQP+dNVn+u/E61O28nq2gzerulMHYpbVmQ7aWnurEBECHKKdCll799+aue6663D99ddj//33x5AhQzbJfE8bCtQIgiAyYbj5t8dhzhW/xoF7fIyvv/MO/nvOQToQZpKhbkENeBNH824llHbx4e8QoPB2DvlPPDDBIEMHoZ/xT9sKgMI6geYxJZRHBAADeDNDnxd6wV0fy2iOgNMrQO/+G3HmOU9gSdALH706DP94Y7fN8SAQRKv09Ia3s2bNwj333IPTTjutS45PgRpBbCOkE5uNWiaqN+lUV1AqQUvZ0cKoFMo2YlbzW4YQLO5oxqzOZtoGZQKt1SepIgH9d0bCeiKhnbHKdYfpprfc6pmm1R6RPL5UBQPCNKK1rUApspvfMgh8unoAbv+fybjstEfxr19/GktX9sNTL43WlyMEer1TgLfaxcZxTRC9JJrGl9C8Vwm5zz24yx24ax24gYCTEwibXQgwhL1D+NuH8HcI4A5txtBBa9C7rgh/TR5r/zQcwXoHzAUgGQZO/gS9x36B+j5NeEwOBlYOwXvv7QZeCCHLblXbM11IoAsnnOxCAbvaM2s78Ryw1gsPEsdug8KQfB3Fa9brTb/mrCa30lbUqpVm2tv2+yCDqJAgPnYoqZCgjXSkirM7VX2Wy2VMnDixy45PgRpBbOVU+7DIatIpQgmE6kPJ2jms8mGmt2XyAy8REVbPF2LWnE+OEJxF/3wdkw5WkYukm5+mgjKzZu9r1plld7KMIEFmBICSMwht6UkrIDOBixTc5ETZFmgcdD46f1+MHr4MXzvsVVx99p/Q5J6IhSsHAZBoXtILougiv8aD92RvFHcqo3nXEkSNRGknH87uGzBsxAr06dOEMOBYtaoeny7vj7IfNbR1nBA7j1gON5RoerUfeg9uxPBvvYdlD4xCcXkfgAHlz+twwh4L8fURb6NY9PD9R7+KugmfYePK7dD00QAwngzC1AOYbjtictR4xeNe+RyYfDZe5Xp2E+Ps59G6PDN3MXqd6Ofaeh3pAC0rR01WCcKkqJ7QKVp4T4Qiet/EZDWPTr8liCRSsg4oat2nCObss8/Gfffdh6uuuqpLjk+BGtEpli5dimHDhm3p0yCILoThtvsnY7veTagdvRq9j/8YIzeuRlNzDs1LemP1vOHw1xTABEPNR3kUPsrB7x/A36GM3Y5dhrJwsOCfuyCfC7D7bksBDnzy/iDwNR52HLwOdTLA8kd2RtNH9ViflxhxzpvoO2E5VjzWC708Hzce8zeM3/0TlHwHV/7qJHy0bCiG7b4Obq/yln5gCAIAVX0Wi0Xcdddd+Nvf/oa9994bnpec+ztz5sxOHZ8CNaJTjBkzBj/84Q9x2WWXoba2yhgbolNkiQeRAGa++Qu7gMDaRkodkKEEsw8iLCsoK0HbqqRjUujZizy+nMc91ADEvdQQr7MqKoo0FZ6W6qIT0xkzhQephPUsC05yDh5Xo9pFBTyu9BQO01aodJhWzBIqGjfjb1SFqI0Ehwxd/ORPR2O301/CxO2W44YdXsV//2M/zN1JQnz5c6x4bGewuIaWAch94WHA0AZ4zQxf/GUYen3WB9KVWLUv0G+/lQjfBxo/6IX605ai9FkvNH9SD+YwSOFg/dsDULfbWuy+7xLccPL/YciABqxryuOK+07E+8V+6HfIEjR90g/NS/qZfnD6geeJ6k5t41pFBqoRsNpWj1lSpeTWdmVBR+K5s55r+/myn9Oq6qpdTJB4HcWvL1ivM1vxVRXK6cKXKq/tCpUsTL5PTN+05Lr99iBFjajGG2+8gX322QcAsHDhwsRlm6KwgAI1olPMnTsXP/jBD3D33XdjxowZOOOMM7b0KXU7MgM1K0dNJKo7hcnDsT6MmM7NkdUPaFtIVT4IdXBj/ba3q7VesNtvZH9QZ1lmLeRExYGGEKwiN41bwRnnTFui6VYdOjiz7bIqsy0lOAqj1uKLFX2x7kMOccRHmPqlV1H7+S54fFeBDcO2R9PH9QAkwBgYJPKDmiHKDsINNXACBwiA8sd9gHGrkB9URNNiBp4T8IsewB2ASzDG4DS6GDxwHaae/gJ26NWAz1f1xRUPH4/mseswePu3AMmw4a0hEEEuDtKQbNxrVXpWa8lRYVU6yYCMZa1XyxlMPU+Vz22yfUe1Fi7VXlP6d7UvEtUs+8R2smWN/SUmep/YeWnS2s4+HJGkIyOhutMIqaeeeqpLj999HiliizBx4kS8+OKLuOmmm3DVVVdh/PjxePbZZ7f0aRHEJsfpVYYUHL//30Mw/effwoo1vbFnv9XYadAanHnaUzhorw8rFDnuCYiyVeHZ5EGGHG6feKJBwMFzUT5W37omnHH8c7jytMcwoH4jSuB44sU9cOaMafjgnzvhsz+Mw+L/PAQrHt0ThWFrMeCwRfFRu0+uD7Gt0pHxUd2nmKCrIUWN2CRMnToVJ510Ev793/8dxxxzDI4++mjccsstGDly5JY+tW5D5PhEgUAQsOQ3/8AoAnZ/KJQtKwiIVIQg1AeUcfkkSyhqsop6IcB5NHuSsXz8O2l9Mm1VpdUVVK5XLSbISEKvSGoXVY/huFwnh9s91bgwFaAcHMIX5qSg7qKxRCuQLPpqKxwseG8XnHb9efjGlGfBxjShfsBG3PbD/8Fnq+rx1IIxeOGNXbDEd8HzIZgHqx0Hhyi74IUQ4Byuz9B32DpcfNEfsf8eH6EmF+KdYj2aN3i47/8m4vW/7QXGATjRhxoDUPysP9a/UUK/iR/C6eVDlvOJAgJbReOeWdePX0Il4/oxy34OqihxbSoKaeX5t9YZUq+jVAUoZ35K8c1Qf+1mzmFg9g9Cq9oz/l02Kpvdb1AEIqFUB3FFsZSSlLQW6OntOQDg2Wefxa9+9St8+OGH+OMf/4ihQ4fiN7/5DUaOHIlDDjmkU8emQI3YpBx11FFYv3497rjjDjz66KO48MILcfXVV6Ourm5LnxpBdIqwOQcn74M5AlJwNBXzuP+vB2Oo+y5kbS8cPmYlBg1Yj1Mnv4jvHP0iXtowAL9fuwumnPUEvDUeSr6LUg54a4iLISOa8e0j/g8L3Tr8Zf0w7DnoE9S4Id75eAjmvLovlo0u4rM34i85DNHMUMkAMDAvQGGHdRBlF6I5B0bCBLGF6enFBA8++CBOO+00fPvb38Zrr72GUqkEIJp5/ZOf/ASPPfZYp45PgRrRKWbNmoWXX34ZL7/8Mt555x1wzrHnnnvivPPOw7hx43D//fdj7NixeOihh7D//vtv6dPdpqmWXpZQBHyhlSLum/5qdjI1yzpIECQPbvWpYlY+kN2WA4iUDoZctI0QDosUN5fn4MVyScAZXLUtTI6S6zAEYbztRv+0g9DkuTlWXlp6SoHaXwgJx3X0NhApZ66nLhfJ9h3xviFCqxWHA/jx/fE4RHQXKpQ1f10vOLU+3L4+/DW5SAXiHKIgMf+VMXhqzqE4aM8PcOi4RRg/ZjGG9mpCv1wR7oiNmDLuEwDAO8V6/POL3XDYdkuxfe1GjCoJ8IDh3986EMv+tDs+aeiLwSe8C9ZQA391b/BciJqRDchv34jyml5w8iEKO6xHYfB6rH99RNyOw1LOOAPzYvXNKiBwXCdT7VKPk53357iO3nZdXnUagZ13ptbV8+JwBtexlbP4cuu14FnbDivr9hwMYaSgAck2HVbepMwsIBDQElgqqSzrfSDj94n9nrEV6WppbkQlPV1Ru/HGGzFr1ixMnToV999/v17/0pe+hBtvvLHTx6dAjegUM2bMwIQJEzB16lQcdNBBGD9+PGpqavTl5557Ln7yk5/gjDPOqKiGIdpH+nNI2zJ2MrSQpidUKCr7p5XDKsGZZYmmP/zCeD0MwJy4/xeLbjyUwmxbllVLSeM6gBPJdQBwHQ6/iq2p90lYmyYQc1XAFkpdAep6KblJfThbhQXRXTZNblXQkw7Y/LV1CBrz6LPncqx5bleAOyiMWA+3TwlNHw1A6HD80+2Dl5/5MpruORGD+q/DkC99jMW798E7bw5HL4T4pB9HAI7/feJLmLWyPz76fHuwHTdiwOGLgWOWYlhhMfx1NVj5193jgItDBi5qd/4Cffb+HDLkKH/RG2ue3w3FzwYCPAouddWnw5OFBZZt6cT3y3W5flzsSk/1+KVtZhV8VWtyyzmD65h9zPMfnZJnFyFUKSax7U6HBbraU722mBTQXY7DMPNLBYIwWcVsv1nKxu6PjmHeGyJRAWqsT/vtYW8TRJpFixbh0EMPrVivr6/HunXrOn18CtSITrF06dJW95k2bVqXNQIkiM1F0FCL9W/siH4TP4DwHTAG9Bq1EuvfHIJgfQFOXQnbHbQEG9/vj6aP+mPFF9th5aP16PPpMpQP+hQ8H6Bp8XZY9bddEG7MmwN/mMeKjTnktm+GKLoor+qFoKk2yk0DQ/HT7bDsj5Eanajq7D6CBLGNI+BAtLM4oL37b80MHjwYH3zwAXbaaafE+nPPPYedd96508enQI3ocgYOHIgnn3xyS5/GNk/FN3wlHgTGukn3gVL2jv5t2aRMiERhgVEbAkAoNSJM9amKFQ5utVLQKlqQatWBeD1pfQXCrLtutO6HRp3xLFtTaBuKQ7jxtpQJa87sY+w8XWiR6AlmCgtccD2vXfihUdFgFDS1JkMGxOpb47vDIQMXffb8FGASGxcNwrpXhoN5HGGxgBWPjUWwoaDtR4QM61/fEetf3zHxXDIVZMVKVHlNX5TX9LUKAaq03LD7pFmXq+PY6hr3HK2GpQsI0sn/rn09y1q223N4LtfKmecYFc1zM47nJhVVZXFWG8QevV7i15ZVlKKnEYgg9ToMzXqYYXcGRnWz7Uz7/ZDVh1D4QhfmCJmtYBOV9PTJBOeccw4uuugizJ49G4wxfP7555g/fz4uueSSTSJSUKBGdDmMMRx22GFb+jS2eVqyPhMfNHG+lfQr+0fBF9r+s5PeZBiA2QfP6qMmAkBG+Wh2jhqP/40w5HSOmmAuXB7t63GGIMPujIK2OAhwTHAWBFWsTxUEOFbQFkq41jYQNcF1vZYTigIIMxPUc/Rjxj1uRlH5YcX1JDiaPtgBTR/sED9uEtwBJJNgcFBaNiBqKqyLPNuuGlSMfLJ7unFesa4DNs9JrHHPWJjMCmiVtel6HE4ciJkcNW4FWVxbpq4VnLXUO80EcMYCTQZn0d1wubG+Xc7gsKhNicP85GsqlaMWNV5WL3i76tNK3AwCXcWcSCqzX/NW9afJUQuTX3TI+mw3Pb2Y4LLLLoMQAkcccQSamppw6KGHIp/P45JLLsGFF17Y6eNToEYQBEEQRIfp6cUEjDFcccUVuPTSS/HBBx9g48aNGDt27CbrdkCBGkFsQ2h3MpTa6gsCCdeqYJOWusbT1mdolAQWBNlVckFoJW4blYI5nl7nTvTbYQFCaRK/hWVf2QnkrlZRONzYRgyEWReWBaorOqVtfUoIYVQ3peAIzxRSKHUo2seocnq0lDWxQN1GdKMCiFUokVDRYjVMSG31RtYx09vaonOYsZQTfdlaVvbsfdVxNNVUNIcnrmv3TuOeqe50PKsQwKrqZCllDIj6qNkVoGrbdbip6HQ4PMfado3qZluegFLL7EpPrrcT0wgs21wVDnAIa9u8DhM90qzXZ6Z9b722pW+NkLLeD8JKBxDW+ycITNVnGJptojo9PUdNkcvlMHbs2E1+XArUCGIbwv5MUjFWECAxQkp/6IRSV7ZJFYD4YWKN2cGZOnhg5/0EVj5QmLRBEeWqJXKLrA9ete5yx8pLgxW0MYTStO0AIuvMDs5UBajrcoTS5KuF8T5RjlryH77dsqPq4+iHiWCNK7srfgwBQHIT8OpxUxA6KLKDtuggVlAmTADXKtychx24pS1OAImxUHYzW9uqtO1Ok4PmGLvTCsrU42TnpTlWbptd0em6LHvd4QnLE0i24YiCs/j0E/lqQdXXTiI3DUjlpYVmPbS+bNivYSHMaz4U2sa214TV0sYeIWW/r+y3B0FsKShQIwiCIAiiw/R067OroUCNILYh7G/72rWUMJVqvkCoFLUgNDanZf3oNV8kVLSq46Ri9UKKAEwrHHGTW+bDYW7FtmAuRLztcteyvqQexuxyqZU02wKtVgHq2H3UpFHdtFUaKpWtbZ1Jg1hdcV2OILYwXXBtKYcquR3cVAhyZgbdO0hYokrJkqFsVxGBIl1MoCxO/TdSI6IymtkyJ6V6xZau4xobNComMIUF6jGwVTmljHnW9RyrYjNd6WlbnmrfpN1due0wXxefOFYBgb1txkMFkMJSeauNjbLVNbvCM1VMIH0BEb/2Q8sGFYHQNQj2e4wqPlumpxcTdDUUqBHENoSdghPq6jSmg7PQbi9gfQCxjA8tKaSp9EyXuKkALgyAuMktwiDR/BYAGHd0npYDk6Nm21qcBXDjwMXjDIGyLS17TFmgQrJEBaiyQUNX6uAMECZfzQrKRCuVntXQDYIBCC5NhaBqoMtlwg5NdLnnJo9NoYK3dpMRmAGVwZndxFb9duz8MsvOrGZ32gFaxZqdf2bnpdnBnsMTlZ62zal+G4sTiUpPXuU14sT5aAzCfCGwm9zaFZ2hbXdmlEIHQaIlR7pNjUgFZ/b7J9A3KROHJqojpP3+bPt1iLZBgRpBEARBEB1GSLR7xNa2PpJr+vTpbd535syZnbotCtQIYhvEFhJsi8az+qjZNqiTkViNcqiTq5mtotkHTzS/da1ts8adyKbizNU91RzL+ox6qikb1FR9CmlvM7Pmmstti9MuMlBWm1LWov079p+fW0UAwpJOmJodalXYptU1hV3dKS01rD1UWJ/Wuq2i8ZT1Galoph+aa839rGZ32kpaes1ubOu6yf51nmOUOFP1aao6vYSixjO3bbtTbdu90zjzjXJrv96ymtxWed1KPzRjo6wCGvXaT9idVh+1tN1JRQRtQ3ZAUZPbuKL22muvtWk/xjrf2JcCNYLYBqn2gWJPKQitPBxt/ZRCyIKxgZQlmviQs5vfBgHgxgfnVh6b+qDkQaJVh5DRtkjZWnYFqPowF9LKTZOqJYfQzXGFY6o7hZv9QSCs/2BhB7+iC2EHaqxiXXBZNWhTSCvAswO49pAM1KyK1FRwlm6tYeeicW7sTrvNRtruzMpRs6s4ddDmcOTiY3tVrM9kE1s7OIvz2RI2aPbrwkGQbMlht99AuiVH8luKzAraUnanLCXfByIITS6nlS5Q7QsQQaR56qmnNtttUaBGEARBEESH6YnW5+aEAjWC2AapUNSU2JCo+hSJRp5AVFRg1LUAshCPfwoCoByN80HOS9lJ8brjJHtZRTcChLFl5bjgqgIUbtUK0FysxIRSaAVGSDVf0dhkwrGKBizrU/1tfpsGuR3BPi4TUitVgR4rJDLVNQemf11CieugosYtu9Me/2RflhzjZGxNllDXjKJWze5MFxOkG9hmNrZNFxA4RkWrLCYwazmn9UpP2/pE6CMxa1b9VmtBOdumL5eTTW5L1nbqfWCraPZ7ptr7imgZKiaIePvtt7FkyRKU1f/SmBNOOKFTx6VAjSC2UbTL40sEgZpSEOWpAancm9j64QWTlyZ9J7HN1AHLPqQb/aNhZUdXP8I1H5YyDt4YdwBuphUo+0rItlWAqiHpwqr6zOsApXr5fphowaESidrXEkMFPGEgEsGZCsqYvpyZ5qiWxSmE1EGZAxPw2QFcW8gKyOzt5BrXEwZsi9Merq4COMflieH1WUGbPVhdW5wO09u2JZrzHOTj9ZzHdcCdd1hFoJZzWLsqPR0WJKcQhMnXWfSFwGrIHH8QSr8MlOMAz2pHI/30dnRd9T6wZ+IKq9IzCKL3U3w4oo309EDto48+wte+9jW8+eabYIzp/DuVnxaGnXsxUSMTgiAIgiA6TIioRV27frb0SW9CLrroIowcORIrV65EbW0t3nrrLTzzzDPYf//98fTTT3f6+KSoEcQ2iq0CKKW9nANyJaMeOPG2kzfJ1LIY/4vMm21ZEMkCgsyxPIGxQeMqToQ+4JhtpfKEMlkBKlm0LhmHZDUAIqVFK2mOsS/twgJ9ucus9eQ3cbu/WkTryhrnDEFgV3gaOzGI769S0ThnWi2TwhpxFcoKhU3jZqxVOY9qfytljFsFBFlzOqPxT07F5bZyxqxqUFslU7ZmznMy+6XlrXFSUTGBUcm8KjYnkCwgcJiEy0rRvqyUWenp8BIQxMqYZadr6zMoW9ZnatyZXVigVLRiCJTNtrRUZiB6byh1LSyFWpSz3FOyPdtBT1fU5s+fjyeffBIDBgyIVG/Occghh+Cmm27C97///TZXiFaDFDWCIAiCIIgOEoYhevfuDQAYMGAAPv/8cwDAiBEjsGjRok4fnxQ1gthGsb/521MKgiDu/O9XFhMExRC5WF0TpQBOIVJiZDGAVP23ckFSsVBynesYJU3lqoUOmFJCuBvlrAFweRkyHpYuGYdgagyRKSzIOXld+RXGxQQ5hycKC+yJBcKp/F6ZrVgJKFWNMwZHt4YwapPK6QOS6poIpZWbFurbMDlqVjGBGyls6fMQ7chPs+GpXDVWJV+NO0lFzR4hxVMjpJyMXLNknzRVHGCuF6lr5nKVl+amJhDY2zmrVUf02+SwOSkVzdHqWhkuj3MdE73RfNNyQ08oCC3ZuJxSfOPXYimALMbrfghRMttB0eSjqd+md5qZQBCmhrITbaOnV33uueee+Oc//4mRI0diwoQJuPnmm5HL5XDXXXdh55137vTxKVAjiG2csm8+w/J5a6KOLxDGH1ZBKZ75WAghlB1aMNYnK1gzQMs+EBcTSNcBc+N/E+kKUCAK3PSHaVnboNxNz/2MP0x5GSIOooRwkIuPYxcT5DICsvgexb9NfzXkACQLrOJ5lKHeNwvOme7XFvhWMUFgignUmhBmbFSiAjSUiQICYQVwCtnKp5EdjNm3aW9zJ1npaVd4pi9PzOy0rE/OWLJ60wrQgCg4S/ROy1nBmSomcJlVQGACMbuq09MWqCkgcHgZThyQOcwUnCRmeoZh9PoBks1t1estVekpfStoi31L6Qsz37NoZn2KUqj7CRq7M8hscmsdjmgHPd36vPLKK9HY2AgAuP7663H88cfjy1/+Mvr374/777+/08enQI0gCIIgiA7T0xW1yZMn6+1dd90V7777LtasWYPtttuOJhMQBJGhCOSi7VwphJOPFSvVM6oYQuSjbV4MIPPG+kRsfcq8YxUWGPUi0arDUXZnGZKpRHdXKyCMMTiqHxrjEPG2FDyzsCCpohnr01bajDpmrM3oyvGpBJX/EDkXUE3+eWCUJz8QsfKmrE91H7ieMqDtUMv6ZIKBq08Y17TrSFuw7bE/bcvTnDfTxQTReVW3Pm0VzbY+XYfrfdJjobS1mWVxWvvmPQc51xQKeBnWZ85hyFvqGlC9gMDhJW19OqwEFlqKWdzCQAZlS0lTrTdSLTksa163mCka61P6od4WvkCorE+rd5pS12xFmnqndYyeOEJq+vTpuOGGG9CrV69W537SrE+C6OEIYeyanC9RLkcfoGUPcJXVE39ohXkHQWyHOnnHjNbxQjA1WqoUgnnxAd2yCc7KPqBsULey6lOGZfPtkXFwVWXIncx8NZdzSB185aP7IisrQa17Gu/DAddUeDq8MtDReWlW8OYw08yWM4Ygnv9o9yETQiaCNiAaD2U32LWtT0c127VnfQqZ+Z9VBXV2AGaTlZMGpK1PuwK0MjjjnOkgy7G27Sa2nLPEWCggaYfmPSdhd9pzPG27M6vC04v7yrm8BJdHAVm1vDQuy1YgVobU1mdoqj5VrlrZt/ql2WXOvn4Nw6poliVT6RmUAoT6i0r8PiiFiZQ31Tut7EfvJ6J99ETr87XXXoPv+3q7GqSoEQRBEARBbGbsWZ9dPfeTAjWC6AZodcCLCgqASB1QPdUc63eoep3lQzAvtoryjqmY87ipAHWNiiZdF0xXgMb/OjgH4kpPMB79AJHKJkxhgWvbnfH+UjjaHlPCmkSNda+EuSCBAFe3k7EPr/INNlLQjKql1LYgFFqB860pBUZFS/ZOk5bdmTXWKnGmlgXqZNyXtO1ZbTIBy+ipllDZmLE4tSXqmL5nDktaoraSBsSVntZalt2ZSxUQqAkS9rrLm6PfrKSLCVxehsvK1rpVQKALUfyEuqatT6vBmcxQ1+xKT1lM2qChVpNDvR1YvzMFulRhCtE2enqO2pIlSzBs2LBM9WzJkiUYPnx4p45PgRpBdAOUXZMYgRMw01nDskDDOC8tKAXanmSlENKLLSTPbDPPsj5d15Q0Jlp2xJ94VhDGAl8HbYyZfCuXc93SQjKuYywRW6MuKwFO3r5n8e9sGzRaT1qKdqBmBzH2tpASDjPWp13pqbZD2+6UtvVpzR8Nbcuz0jNrb8NbZtmidi5aVlCm23PYTW7tvDTbErUCNc+pHCEVNbatbLdRze7MO8l1FXDblZ52jpptgyby0uLgTIZBMi/NTroEopw0uyutylcrhsbuLIbaBhWlUFv8YSASlqc6hLqJaARbtE22Z8foidanzciRI7Fs2TIMHDgwsf7FF19g5MiRnR4hRYEaQRAEQRAdpqcralLKTDVt48aNKBQKnT4+BWoE0Y2wK9g8D8jFFZGBZX0qGzR0eaICVMTqGs8Z61N6PLI/AcAtQ+pRRbHy47owZZUcCGOblPPMwgIw6GICwbkWxlQlqCWQZShrGdYhkxXbiTVbjQpY0uLUypTIVNT0bykTKlvWerQ/t7ZNf7XWyLI77W27Ua+tniWUQktFy1TXUk1udfNbbX0mm9nmtZXJWrc7WUn3SUtUenJT3amKCaoWEIS+KSAIrGZmukdaOVlAULQqPWPlTFg2qF3pGVrjovTvVP9c6p3WOXqqoqaqPRljuOqqq1BbW6svC8MQL774IvbZZ59O3w4FagTRjbDzbXI5iWJRfWhHa24p1DZQ4HLwprhjvMfBPVMBKlXumsd12w7mOiZfLQ7OWNlJBmpZ+Wqc6324E1WBAlGOmslNUx4oUl04WrZB7aDMqRKoZU0mcB1uqj4D2/o0QVuo7U4kgjfbBg1by1Fr5cMonU9nB2pOFbvT2KDqfrcenNnVoImgzQq87NYbuYxArZrdmbA5VXDGSyYvjZejAA2IAzJru1pemt2KI71W8k1eWilIWJ+qmbPf5Jvmtla+mnpvFItWpadlgxIdo6cGaqraU0qJN998Ezn1zRhALpfDuHHjcMkll3T6dihQIwiCIAiCaCeq2vPMM8/Ez372M/Tp06dLbocCNYLoZigbp1g0k57sJri8OZIPuOcgjNWyoBjCs1Q0Y32GQE4VFvgAL0YHUnIO45aixoyKxrhphMuMAgYAjmsVEygq+922aIOqqs9ymGV9GlmOM5EoMrArOm0LUX27t9W1ZAGBUdlUwnlF1WeGQtDeYoJ0IYT6naWeZVmjnsv1MdyUombmd7LETE4gUstcXqmi5RyWWfWZtjuVkmaqPo3K5qBkbE2/aAoIbBXNLyW9yGJcDWy/mHWlpykaiIoJjLoWWHanUtH85iDR3FbfRDF5E0TH6ek5anPmzOnS41OgRhDdjMDqYpDT9o5pgqtz1EoBApWX1uzDURZnFetTWm0i9CxQzsDKdqsOK4CLkQB0+GFZom5GApddCdqSDWrsTTtoi61MxvXlgWDw40+EgAu4Qs30lJk2qL2dqPrMyEuzg7BQ2hZo5f2y908HZ/o+WcGqk65czQjK7Ly1LIuzpeDMtjnVb9cKyNR23tpuye60G9pGv0twWXP84PiJik7pxxGSX4p+AMBP5qUlZnmqtdimT0wgKAam0rMYImiO9glKoZ5zm25uC0S2p92eg+gcQibfA229Tndi3rx5mDdvHlauXKmbWytmz57dqWNToEYQBEEQRIfp6Yraddddh+uvvx77778/hgwZskmmEdhQoEYQ3ZRyOVLQgKgCFACKLuDG45d4k+mjFngcPFYjmMPA4nXhBLqfl+TMFBZYBQQytkMZZ6nCAmsf3VMtaYNWqGocYNL6Nioq1xnyVsNb2/KMVcNQJCpAOatU2jiTum+Yra4JIXWPscSsT1lZ9akuAyptz9Ysz8RdzlDYbOXM3sfJ6KPmWnZnWkXTNmhizFPS5lS/7QIC2+40Y6GaTRPblN1pK2nR7+bqdqceD+VnFxCUipblWYrXrAKCJh+iSdmdIUSstPnNVgFBKYAf7+OXhHFS7UpPam67yeipxQSKWbNm4Z577sFpp53WJcenQI0guilCmFQf140/bF2Goh7XGeoPM+45emJB4JpZn5yzZL6aE+3PVEd911R9Ss6NxZmwQU3uWoUNCnOYCjjA4kiNSYFQ5PS6mg3KGQeP89QcKyBTuWucGWuUM6krQ10uEYjsoE19gCgLsbLhbWUFKIBEBaiivTlq9tzS7ErPKg1vdV5adnDmMJZpc6qAzc5FczlHzlHXkyYgS+WlOdya32kHaEB1uzOxXk7koMmSlZeW8iplU5CZlyaafJOXZk0g8JtMpWfRSn8rlaReo+a2m46eHqiVy2VMnDixy45f2ZiIIAiCIAiCaBNnn3027rvvvi47PilqBNGNsWeAApGyptSjoiN177SgyY+sS0Q91ezCAuHEqofVTFXo8UYlc2Pc7p1WrHpO6nt0VhZHlhUa3aDZZlJYSlsenEX/xsrxlJbI7jTFBEo5C4SwtrPVNZdLnTsThJXKWYX1aSlteq2DyTdpqzOrAjTT+nQY1FU5a5uKZq8Dyg41dmeWxclZYBUTlKoXDgCRWhYXCki/mLRBVQFBsZQsvbQrPGMpWFucxUBbnKLJTxQQqKIBvzlAEO8TlkIUi6ZPmlLSaKZn19DTc9SKxSLuuusu/O1vf8Pee+8NT+WaxMycObNTx6dAjSAIgiCIDiPQAesT3SdSe+ONN/QEgoULFyYu2xSFBRSoEUQPwOSqmd5qrgu4zZEyEU0mUMoE1zlozFLRpBdCcqOuAamWHbxo1LJEMUH2P6pEvppVQKBUNcYEmIjPjwtdTBCIHBivzF1jTvQt1uUcbvx1PSosUKfBEafhVahrKmFeSOh2Hq5eMyqbSPVRUwgpN2mOWsVgef1QJtUz9dvT10NmjprLub5eulhArSmF0UnlonHmx/tYvdFYCW68T0WfNKAyL81uyZExu0mWkuqa3YoDiAoIEhMIrAICv1m14bD6pTWHyRZsaiKBJQATm45oekf7r9NdUI1vuwoK1AiiB6B6RRVLprCgWGRqIhTcpkBbn4ybMUSMc+RUoOawqPITAGI7VHKmgzYGWIUFLNPaTJNpg8YBmeMIMB4HalKAxf/ZGQ8RShOocah94kIHyw7ljOmgLRBCB2HpoE3bnUImArTotzVOStrrMmHfiDb0UsvC7p+WCNCsgMwEZabHWtblLmdWQJYdnGVZnwlbk/k6UHOYn+iR5lrzOxNjoazCAaAFu9NuZlssRRWeqXXZXE4EaEBcQKC2m3xdBBM0BQhUdae1XfZN3Of7Ut8k9UzrGtLNn9t6ne7Es88+i1/96lf46KOP8MADD2Do0KH4zW9+g5EjR+KQQw7p1LGpmIAgCIIgiA6jqj7b+9NdePDBBzF58mTU1NTg1VdfRSmuYG5oaMBPfvKTTh+fFDWC6EEUi8Za5NwUFnAmwazWG6q/GvcC+Crh3GFaxtE5/pybb3u2DYqWiwbS6H2lSNigasY7GBJ2p+6pJmzVLdCXC6kUNQ8uj7YDkVTXQq2isVQxgbFEgSwVzdwjW2mzac+HUHowe7SWmk5QRV2LzpklbFBbLXMsdc1eV8UCTmxr2ooaZz4cdXmqaEDZoFyWq/dJA6rbncWS1RutmFLX4mM0Wn3SGk0bDm13NgW6gCAohfDVNILmQBcQFItWK46iUdcIoiu48cYbMWvWLEydOhX333+/Xv/Sl76EG2+8sdPHp0CNIHoYWflqUUpZ3IfMDRG4cfNbzkw1qGO2ddWnw0xPWscEaXboIdGGYC0OvKQUyX2FOicB5liBmpW7xuOgzLZDdaAmg6pBmwrEPC61JWrbmUFirTJoU3+rfcxam+5xBUnb01iY9mV2DlqW3ZnMV2NVg7OsQE1tO6xkAjUrF40zHyy0LM6wSp80IFH1WdXutIO25hJkkwrKAm1zipKxQMMmk4tmrE8fYZy7Vmo2jW0pL23zIkR2jmZr1+kuLFq0CIceemjFen19PdatW9fp45P1SRAEQRBEh1E5au396S4MHjwYH3zwQcX6c889h5133rnTxydFjSB6GHZhAedmULguLGgOElWfegoBoBU1R3XtB8yIKSepIqVVtfRawi9UipQQSRtUZeVLARbv4/AgUWTApWf2R0pFq7ZtqWtCSm2J2opZlspWrYAgS2VrL2kFrXphgdkGoh5otuLmWopaNRUtS1HT1Z2snFDXTNFAmJwqEFp2p1LPbEWtWKmoVdidzfG6paLJkumZplS2sCmArys9Az183W8OdNWnXUBQKlEBweakp08mOOecc3DRRRdh9uzZYIzh888/x/z583HJJZfgqquu6vTxKVAjiB5KsWgFAFxaY4oAzuN8r1T7CDuAAyJJ3i5wzJLoq9qgdmlkLt52zZqUUluizNoGd8Hj/ZgjTG5abIcKBAhZK4GatS0lh8O8+Py4GSFVJUctzAzUKtfaSzows/92EoFa9Rw1BgEnziljTLQaqKngzIEVqPGy3mZhWeefQQQmF81etwM1e3an3W6jFbtTWjloYkPZskEr23D4G8uJqk8VkDU1UV7almJzVn3+4he/wC233ILly5dj3LhxuOOOO3DggQdW3f+BBx7AVVddhY8//hijRo3CT3/6Uxx77LH68muvvRb3338/li5dilwuh/Hjx2PGjBmYMGFCm8/psssugxACRxxxBJqamnDooYcin8/jkksuwYUXXtih+2lD1idBEARBEFs9f/jDHzB9+nRcc801ePXVVzFu3DhMnjwZK1euzNz/+eefx6mnnopp06bhtddew5QpUzBlypREU9rddtsNd955J958800899xz2GmnnXDUUUdh1apVbT4vxhiuuOIKrFmzBgsXLsQLL7yAVatW4YYbbuj0fQYAJmU30h8JogOsX78e9fX1+DV2QS2ypoN3X1SRZm0NUFsbbdfUMNT1irYLBQavLlKbcnU55OJtt9bVa7w2WuN1HliveLvWA4vXWa0LVpOPD5gHcnGD2nweyHnqhqLfOQ/w4uHrXh5w423HA3Ncva3X3ZwuDZWxlRmKPEKpbE0PIcy20IUHHqSM7VvpIpRGUVPr9lp7igmy/m6J7KrP1osJVBmHw3yweCB9pKgZO1Otp1U0BylFjQV6yDoTARCrkwjKRiULfcgw0Nt63S8BvqWkAXE2v9XM1srsz7I7RZMP2RhvbzTqWnljdL2gKUB5o1nz4+1iUWJjY3To5maJpqZou6m5ezVUbQ9NCHEOPkRDQwP69OnTpbel/nf+/Om3UFPXu13Xbd64Ad8/fI92neeECRNwwAEH4M477wQACCEwbNgwXHjhhbjssssq9j/llFPQ2NiIv/zlL3rtoIMOwj777INZs2a1eJ/+9re/4YgjjmjTeS1ZsgTDhg3LnEKwZMkSDB8+vE3HqQZZnwTRg1EfZlG+WrRt26BAsm0HS+ehcQ57ql3GaM7k/lYLcwkYa9M+ISsvTQcMTgCpgjMrXw0iABw1mSDa13WEbngrZKCrQtOWqAnIXDgox/u7el2tSckh43sjJYeIg3l7Pbpux/LUsgKy6DGJHxtmmvoyJhLrAMARmm0WgMX7Olaglg7OnJT1yWFsTYSBqegMw8jmBKLL7fYb2uY0EwZUQBYFZ5WzO2XJz7Q7ZaMPsdEEbba1CahctMo2HE3NKbsztkF7apC2peiM9bl+/frEej6fRz6fr9i/XC5jwYIFuPzyy/Ua5xyTJk3C/PnzM29j/vz5mD59emJt8uTJeOSRRzL3L5fLuOuuu1BfX49x48a1+b6MHDkSy5Ytw8CBAxPrX3zxBUaOHIkwDNt8rCzI+iQIgiAIosN0puHtsGHDUF9fr39uuummzNtYvXo1wjDEoEGDEuuDBg3C8uXLM6+zfPnyNu3/l7/8BXV1dSgUCrjtttswd+5cDBgwoM33X0qZqaZt3LgRBeUWdAJS1IhtmhkzZuDRRx/F66+/jlwut0l61vREgsCoEZwDjJlt1V+N8ZbL52xljVnfrlkowUM1IFOm1LPon5hU46GENHKIkMkiA2mUNmXBMTcXVSMCgBufQRiAxzYpd4KEuubC2JrKBnXAIZTNKbm2TWWGcpZW1BS2ZZpGZNjpSiFLY1uY9lpLihpDqBWyqIBAqWTJYgJ1Pc78SEEDTJVmGETqJBApZ/G2DMopG9QqILBVNG1zmgKCRDFBc6y02c1sSwHEhni9KUg0tPVjy1NXdG4sa3Ut3S+taNUpUIXnliGsMuu2tesAwNKlSxPWZ5aa1tV85Stfweuvv47Vq1fj17/+Nf7f//t/ePHFFysUsjRKrWOM4aqrrkKtyh8BEIYhXnzxRT2svTNQoEZs05TLZZx88sk4+OCDcffdd2/p09mmUWlEUXBm2nYYQrT23VAFa3Y1KA+l2QagyiZZreVPKTtUCLAgZ9ZU0JYTJpAQYZSnhrgyVFWoqssdDxDxvzY7aONlnceWtj5FHLhIxuFA5a6Z4E3qNa4DOHUZgIQFaq+3BRVwJdYgEuvKzuRZ1ifzwWECPDvvzN5HPz5hGAVmgHlMw8C02whTOWp2yw0VCZX9ZN5ZOkfNbsnR5OvZnSKdl2ZVdyq7099YTgRoQFzd2RidU1NzdhsOdTrE5qcz1mefPn3alKM2YMAAOI6DFStWJNZXrFiBwYMHZ15n8ODBbdq/V69e2HXXXbHrrrvioIMOwqhRo3D33XcnbNYsXnvtNQDR/6E333wTuTj/FgByuRzGjRuHSy65pNX71hoUqBHbNNdddx0A4J577tmyJ0IQBEF0Gap1xrx58zBlyhQAUTHBvHnzcMEFF2Re5+CDD8a8efNw8cUX67W5c+fi4IMPbvG2hBB6XmdLPPXUUwCAM888Ez/72c+6rHiDAjWix1EqlRJvwnQya08n2X/KdD6Lig0iVaOasqYszBxShQWxiiaE0LYoExJcKWZBrOAIAam+mUsBptaDQFeLIicAx1KE4iIDqVSgMIgsUSBS25S6xl1dcOCwMqDUNeZCWoUD2vpklcUEwrI408paWlUDIgWuJXhKTUurZdGaVSyA1q1Prb7BsjOlTKpooaVOImVxisBqbOubfW0VrewnVbT0vKZy2VicRauZbWNgjYUKEtWdduGAraQBQLExTNidzc2mmID6pW15ZAcUNdmBPmrTp0/H6aefjv333x8HHnggbr/9djQ2NuLMM88EAEydOhVDhw7VeW4XXXQRDjvsMNx666047rjjcP/99+OVV17BXXfdBQBobGzEjBkzcMIJJ2DIkCFYvXo1fvGLX+Czzz7DySef3ObzmjNnDtatW4dbb70V77zzDgBgjz32wFlnnYX6+vp23880FKgRPY6bbrpJK3FENpXBGpBsXdtywAYAXhycOaGAiLdt6xOh1OusVgVvwthromDlrlnrQc609QgDk6OmBpe6ORO0cce09eD2cFMXULlcjmsl5blwuMlHAyIL1LY+1cMg4RiLkyXtT9GOOi1u56OlctOiNZPPZlufuiktM0PqIQIz5SEMTF6fsB4nEZg2G1nBWWICQZC0M+PAWfplZLfiMBMFlN0ZWZ9xM+ImXwdtYZNVydkUZOajKbuzWIJuvdHcLNHUbG6a2PJsrskEp5xyClatWoWrr74ay5cvxz777IPHH39cFwwsWbIEnJv33sSJE3HffffhyiuvxI9//GOMGjUKjzzyCPbcc08AgOM4ePfdd3Hvvfdi9erV6N+/Pw444AA8++yz2GOPPdp8Xq+88gomT56Mmpoa3Xx35syZmDFjBp544gnst99+7b6vNhSoEVsdl112GX7605+2uM8777yDMWPGdOj4l19+eaJke/369Rg2bFiHjkUQBNHT2ZyTCS644IKqVufTTz9dsXbyySdXVccKhQIeeuihDp2HzQ9+8AOccMIJ+PWvfw03nsUXBAHOPvtsXHzxxXjmmWc6dXwK1Iitjh/+8Ic444wzWtynM4Nuq/XpISqxx0ylBkDFJAsMpLY4pd72hIRjOsOCibgRrpDgal1VhfrCFBkIEalnAGQu1CoaC0KjruVygGttA5EiZClnUitqDhBvM+7qRrkIubZBwXytwDHdZLYMsFhl49WtT/ModazrUZaaFq3///buPziKs/4D+Ht37y6XFojWhFAKBQo4jJZC5Ufa6FSYZgBFRv5BYEYLDKIylBqD7QDTEuwUUaFTWkCoTAs4WqmOglpbLDD2xyiWaZGvA4oDLRgGTKAgwQbux+7zfP+4291n7zaQW3K5TfJ+zTBsntu7217b5J3P53medVufmlRWvzr7zSltTakuunD3oZO57c68xQSWe6xUzjwrOq2c6praBrVbm3YVLWm5e6QlLM8CAstucV51bwtl5lTX1EoakKmm2e1O3h4qfDLrfgoNakW6mBJ49913PSENACKRCB577DGMHz/+pl+fQY1Cp6qqClVVVaW+DCIi6gBLSme7jUKe01P069cPTU1NeV2eM2fOoG/fwu7Y4IdBjbq1pqYmXLp0CU1NTbAsC0eOHAEAjBgxAn369CntxfUQ9nygDO98tcxvxZnqR5lSRZM5vy7bc9GiloRmz0tLG+5WHelMdUoT0l1sUGZ5FxM41bWoUxHSTAuIZCtb9rkRA7B/s43E3EqRHnG3oFAqaprhzleDprvVOE13/84ea7oOzRlXqovKObmkz7gzpyzv5JxqGZCpmKnjyn5yzt/2/DOl4ubZZkOYyv50ynw1dS6aWkVT56L5bcmRSrvz0ZKWZz4akKmi+VXU0ldNWEnlbgP2fmlXTZjX3H3ScuegXbsmnWPvf49EpTd79mwsXLgQ69evR21tLQDgz3/+Mx599FHMnTv3pl+fQY26tVWrVmHnzp3O1/feey+AzLLpSZMmleiqeqar19RbI+UvMBBCIG7vuaWQlkRU2AHOPdZF1F1MkM6uwLQkkM4GipThHGtxJUgoK0ClaUKz7w2qBjW7DRox3dBmRJzWJ5RVn9KIuCFLNzKtUEAJZEoI0zT3Xlu54cwvqOl6XrPYI7f/owY4NYipbc6coCbVx4XlPq5uYqu2Ry1TWZiRH85gmu6KTtPyhDPnFlEJy9PmVPdJyzxuQibdBQT2HmlW0nRvD3VN3Tst7dwWKpH0BjSAqzvDTt3ysJDn9BTr16+Hpml46KGHYGb/34pGo1i8eDF+8IMf3PTrM6hRt7Zjxw7uoUZEVEJduZggjGKxGJ599lmsXbsW77//PgBg+PDhnjsV3AwGNSLqsPyqhoQQahvU/uabdvZJkpZ0jiNp4bRFo5aEnm152osKhCWg2VW0tKEcR6DFs8emUhGKRDILDQC3BRqJuC1TTxs04p6j6251LWd7DrtiJj0VNc091pWK240qaj73//PInafjU1HzVMykcJ/jV3HL3Z7DWTQgvBXJnIqap8WpVtGU7Tlk0nS22chUzOzqmbe6BmSqaCJ7bvpa2tluw0xaMO026DXT3YYj4d1yw77ROrfh6B56a1ATQmDdunX43e9+h1QqhQcffBCNjY0oLy/v1PdhUCOigqk/OO1vuFLCDW1SIi7s1YISlpkJEqI86p5vSRjZlmckG8j0W6LecOYcC3ceW1pAK8ve+zJqeEKb/beMuWPOPmpqaNN15XzDbWd62qBKu1MNbWqQ8wQ1n1DWzrw1R+5cNTW4+bY+1Tlq9kpaZcxS5qKpq2M9+9BZ7j5q6vwzUxmzw1nacsKXTChBLS+0uQENAMyE5ZmL5m5mm4blBDjTs6rTDmeJBDyb21L4SRS+j5pE9w9qa9aswerVq1FXV4fy8nI8++yzOH/+PF588cVOfZ9g68iJiIiI4FbUCv3T3f30pz/Fj3/8Y/zxj3/Enj178Pvf/x4///nPITp5Ah4rakQUWCKhdN2UvZSE0Nz7qZsmykx7JaJ0Wp8iLRAtzx6bmWqZ2g5Vq2h6SgDZY6QFZCLbfoxHoEWzK0DLlBan3bqLxSB9KmeakdMG9VTalHH7b78FBHo71bTcKppfVc1v1aen7an8EMtd6al+4Pbfyi24vFW0bNWrvUpbKpU3JpMmZLaSKROms6BDraiJpLe6prY5AcBKWM4ead4FBCaS1zKvl0q7dxtIJt1VnYkkb7BO3UNTUxO++MUvOl/X1dVB0zScO3cOgwYN6rT3YVAjopti/1AVngzhzl2Lx+H8hhm30jnz1bK3mTLd8BZJR53H7dAm1NZnwoIWV0JbNBu+7DZp1ISWHUMq7Zm7ZgcymTNfzb3NlO7u8KuGN09oU0KZ7hPa9ICNCvW38NxldELmjzvBy/Q8Lm84Ly1nBS0AmRY3DGe5bVCRPTYTFkx7s9rsmKXMRcvMS3PnoqltTb92p32Z1H1YQsIqsEJW6PlhZJom4nHvjfSi0SjS6fzV7zeDQY2IiIgC662LCaSUmD9/vudON4lEAt/61rdw6623OmM3e5sqBjUi6hSmCVy9QRtUSImYmfltM1YuYGUrN9FbMt+KRDoCkR2zkgait2Sqa3rSgl6WrajFI77VNbvyo8WNzCIDAFrUAuyKW9TwX0AQiUA6x0ZelUwzIspYTjWtvUpaIVW13Epa7nFuZU0oG9raj6ttTU+lLb/dKdOWWzFz/raczw/KcXtVNJEWSNs3V09aSiXNvj2UCSs7lrpmee7fbrc4c9udPWlfrd6mq27KHjbz5s3LG/vqV7/a6e/DoEZEncb+YatujiuEdDfCNzXYnQLTtBBPuy1PAIjeIiCyK0GNtHDGjbiBiDKuKXPUkMwc69k5ajKpO61PrSziHMuYAU3PJoao7oQ5RCJuAMudr4bM/T09Qc2n3alpevvhzG+8vVRihzCZE9jcpNvOHDU1tGU/eNPMhDIg0yK2x1OWG9CSbusTqey/i2RO69MJzhbM7PlWwvK0OdWAZo/ZG9im0t5wZrfK1Y1tqXvrrRW17du3d8n7MKgRERFRYL01qHUVBjUiKgq7WmKaQNwp+EiYprvIwMzeQiqerQgJU8DI7pEWLY9AmNkqmimc/beMuIFItnqmtkQtv9ZnwnIXFkQNt9IW1SEN+zjttkcNn4qZTzvUOVarbqqgrU91zLf1mdPmzBmTyi24ZFoAlntsV8aQVipq7bQ+1RanWkWz98OzkhashLtPmt3mTCczj6srNxMJIJ3mogGioBjUiKioTBP4SNn0Pl6W+aFtWXBCm/1DO24KxJR2qJENAJEyA0bcP7TpiUwoi2TnqmlJXZmjpkPLBjkYuieowT7H0NygpmtAzHCPAcDQnNaob5DLO87Z+LajrU8h/R/PDWL2eZZ7/1SkLPc4rYY2e66ZEtQs4c47U4Na9thMWBDZENheODOTlhPOzKTlaWcCmZBmr+hMpbiBbU/HilpxMagRERFRYMKSEFaBQa3A83szBjUi6jKJhFo9A0wz881arazFsvP9YykLMXvCepnhW13TkxYiduvTXlQQNZwxPao7Cw/U1icMzVN1g6G5x7rSBgUyFTL7cV0DDOU11OqZ4XMLqdzqWq7cqoLyw0uqlTO7hSmke45yKy6n4pYWbqUtLdzFBJb0bX3aizXMpAWRVtud2WNT3LCKlkq7bU7779xFA2xz9nDCvYdvIc+hjmFQIyIiosCEDND67AHbc3QVBjUi6lJ2deUjpXpmV9bSaSCVylShYjEgni0IRdqprhlRHZa9sCBbLYuUGUp1TYeevQOBEdWdc7yLCdy7DWSqa8p8NQCI6c6xNLz7qGmer29QXWuP2gJSfthJp3ImPOe622yoVTaloibcipo67uxPlxbOHDShVNZMZQGBvd2GlRa+VTTTcuebpVLuYgG1isbbQPUenKNWXAxqRFQyzg/+bHiLpYFYNH+xQSwGZ9NUtSUaKTOgZ4/tEGaVGdCzbU09osOIKqHNPo4Y0LNhSo8qiwyU1qbTJm2v9YmcBQeqoEFNGZPqD7LrtT7VQCakp61pzwMSpuUJZfZGw8K5dZflCWpqS1Rtcaq3CFVXctr/btTbiRFR52BQIyIiosBYUSsuBjUiKjm7AqMuNjBNIBZzW6LRaKZKlYp4FxxEItnqWiTzeKailql6qe1OPWpAj+SPa7rmVOA0XfNU2uyx9ipqnm07csYK/xBy2p43qKjZFTe1ciaFdBYFZI7VdqdbPVPH7ddwWpymdCtnaW/VU21x+lXaqHcSVuGrOIVVpIvpgRjUiChU1KDmtjuBSCTzgyAW885jc27faT+eMp0xI6o74UyPetugmu7TEtXdlZxOUDM051w1yNlf2+eotALCmvSpLMic1qcaxKS6pxoyIcsJbUo4y4z7tDuV0GaPqZ+1afq3OFMpeAIcwxnZWFErLgY1IiIiCizzC0RhwavQ83szBjUiCi21umZv8K8uOEgmM1U1ADAMvyqbQMQQ2WO4FbWIu2JTj+rQlSqalrOPmudc3VtN03yqa+pzO0L67Z2mjHsqa0K6lTTTrayplTOhtETVc9XqmX33KU/1MtvKtCzpaXeqCwW4SID8CCEgCvyPo9DzezMGNSLqFtR5bHaQiEQybdHMsRve7PlskYga2jLBDQB0TSjjmm8oU9uadkBTw5mWsz2HX7vzRi3Q3KqCf1ATntBmBzF1TA1k9rE610xIbyhTj4FMe9Ov5WyaDGdEpcagRkRERIFxjlpxMagRUbdjV3nU1Yeeypkh3WNl3G6PquO6Lp1qnFppc++9rnmqbH4LCIK2PVXXa4HaX3uqZ84CAvhWztRx08y0NO3j3IqaaeWPEXWUEAHu9cmg1mEMakTUI/gFDU9QM9z2aCTiBjHD0Jxjddwdk9B1O8i5r627twX1nJ857nhYE545aMg79oy5t/X0BDJ1zD62LOkZZyijYpEBKmpcTNBxDGpEREQUGFufxcWgRkQ9llpJAuCpnGVvAZptfbqP57Y+NU3zVNlyK27+x9L3MZvfBH2/app9rFbX7GMpfVqfucfK6k4uCqBi4fYcxcWgRkS9hmdumzLu2/rU7Mdku0GtvbCmaQVszyFv3Pps7xjIb4cykBH1LAxqREREFBhbn8XFoEZEvZ5aafNzoypa7iIDtfVZ6DUA3iqZ+phaUSMKC2EFWPVZ4Pm9GYMaEdEN+K3AJKIM3pmguBjUiIiIKDC2PouLQY2IiIgCEzJAUJMMah3ls3CciIiIiMKAFTUiIiIKjK3P4mJQIyIiosCkJT33qu3oc6hjGNSIiIgoMCkKr5BJLvrsMAY1IiIiCoytz+JiUCMiIqLApBCQBe6LVuj5vRlXfRIRERGFFCtqREREFBgXExQXgxoREREFJoWELHgxAYNaRzGoERERUWBSBKioMah1GIMaERERBcaKWnExqBEREVFwlsj8KfQ51CFc9UlEREQUUqyoERERUWBsfRYXgxoREREFxu05iotBjYiIiAJjRa24GNSIiIgoOCEyfwp9DnUIgxoREREFxn3UiourPomIiIhCihU1IiIiCoxz1IqLQY2IiIgCk5aE1Lnqs1gY1IiIiCgwVtSKi0GNiIiIgrMkoBd6CykGtY5iUCMiIqLAWFErLq76JCIiIgopVtSIiIgoMC4mKC4GNSIiIgqMrc/iYlAjIiKi4ALcmQAMah3GoEZERETB8V6fRcXFBEREREQhxYoaERERBSYtCalxMUGxMKgRERFRYFxMUFwMakRERBQYK2rFxTlq1G2dPn0aCxcuxLBhw1BeXo7hw4ejsbERqVSq1JdGRNR72IsJCv0TwObNmzF06FDE43HU1NTg0KFD1z3/V7/6FUaNGoV4PI7Ro0fj1Vdf9TwupcSqVatw++23o7y8HHV1dThx4kSgaysWBjXqto4fPw4hBJ5//nkcO3YMzzzzDLZu3YqVK1eW+tKIiHoNaclAfwr18ssvo6GhAY2NjTh8+DDGjBmDqVOn4vz5877n/+Uvf8HcuXOxcOFC/O1vf8PMmTMxc+ZMHD161DnnRz/6EZ577jls3boV77zzDm699VZMnToViUQi8OfR2TQpJeuP1GOsW7cOW7ZswQcffNDh51y5cgUVFRXYhuG4BUYRr46IqLiuwsIivI/W1lb069evqO9lf+8cM/5pGJHygp5rmdfwf+8uK+g6a2pqMGHCBGzatAkAIITA4MGDsXTpUixfvjzv/NmzZ6OtrQ2vvPKKM3bfffdh7Nix2Lp1K6SUGDhwIJYtW4bvfve7AIDW1lZUV1djx44dmDNnTkH/TMXCOWrUo7S2tuK222677jnJZBLJZNLzHAC4Bu7rQ0Tdm/19rCtrMKZ5reD3s6xMxerKlSue8bKyMpSVleWdn0ql8N5772HFihXOmK7rqKurw8GDB33f4+DBg2hoaPCMTZ06FXv27AEAnDp1Cs3Nzairq3Mer6ioQE1NDQ4ePMigRtTZTp48iY0bN2L9+vXXPW/t2rX43ve+lzf+CE4V69KIiLrUxYsXUVFRUdT3iMViGDBgAI4deTzQ8/v06YPBgwd7xhobG7F69eq8cz/88ENYloXq6mrPeHV1NY4fP+77+s3Nzb7nNzc3O4/bY+2dEwYMahQ6y5cvxw9/+MPrnvPPf/4To0aNcr4+e/Yspk2bhlmzZmHRokXXfe6KFSs8v2VdvnwZQ4YMQVNTU9G/sfUUV65cweDBg3HmzJmit1d6Cn5mheNnVrjW1lbceeedN+wsdIZ4PI5Tp04FXsAlpYSmaZ4xv2pab8egRqGzbNkyzJ8//7rn3HXXXc7xuXPnMHnyZNTW1uInP/nJDV+/vdJ6RUUFfxgUqF+/fvzMCsTPrHD8zAqn612zVjAejyMejxf9fSorK2EYBlpaWjzjLS0tGDBggO9zBgwYcN3z7b9bWlpw++23e84ZO3ZsJ179zeGqTwqdqqoqjBo16rp/YrEYgEwlbdKkSRg3bhy2b9/eZd+ciIio68RiMYwbNw4HDhxwxoQQOHDgAO6//37f59x///2e8wFg3759zvnDhg3DgAEDPOdcuXIF77zzTruvWQqsqFG3ZYe0IUOGYP369bhw4YLzWHu/YRERUffU0NCAefPmYfz48Zg4cSI2bNiAtrY2LFiwAADw0EMP4Y477sDatWsBAN/+9rfx+c9/Hk8//TSmT5+OXbt24d1333U6L5qmob6+Hk899RRGjhyJYcOG4YknnsDAgQMxc+bMUv1j5mFQo25r3759OHnyJE6ePIlBgwZ5HitkBVJZWRkaGxs5N6IA/MwKx8+scPzMCteTP7PZs2fjwoULWLVqFZqbmzF27Fjs3bvXWQzQ1NTk6arU1tbipZdewuOPP46VK1di5MiR2LNnD+6++27nnMceewxtbW34xje+gcuXL+Nzn/sc9u7d2yXt3I7iPmpEREREIcUJPUREREQhxaBGREREFFIMakREREQhxaBGREREFFIMakRZp0+fxsKFCzFs2DCUl5dj+PDhaGxsDLzrdm+xZs0a1NbW4pZbbsHHPvaxUl9OKG3evBlDhw5FPB5HTU0NDh06VOpLCrW33noLM2bMwMCBA6FpmnNvRvK3du1aTJgwAX379kX//v0xc+ZM/Otf/yr1ZVEnYVAjyjp+/DiEEHj++edx7NgxPPPMM9i6dStWrlxZ6ksLtVQqhVmzZmHx4sWlvpRQevnll9HQ0IDGxkYcPnwYY8aMwdSpU3H+/PlSX1potbW1YcyYMdi8eXOpL6VbePPNN7FkyRL89a9/xb59+5BOpzFlyhS0tbWV+tKoE3B7DqLrWLduHbZs2YIPPvig1JcSejt27EB9fT0uX75c6ksJlZqaGkyYMAGbNm0CkNlNffDgwVi6dCmWL19e4qsLP03TsHv37lBtQBp2Fy5cQP/+/fHmm2/igQceKPXl0E1iRY3oOlpbW7vk5sbUM6VSKbz33nuoq6tzxnRdR11dHQ4ePFjCK6OerLW1FQD4vauHYFAjasfJkyexceNGfPOb3yz1pVA39eGHH8KyLGfndFt1dTWam5tLdFXUkwkhUF9fj89+9rOeHfip+2JQox5v+fLl0DTtun+OHz/uec7Zs2cxbdo0zJo1C4sWLSrRlZdOkM+MiEpvyZIlOHr0KHbt2lXqS6FOwnt9Uo+3bNkyzJ8//7rn3HXXXc7xuXPnMHnyZNTW1jo37+1tCv3MyF9lZSUMw0BLS4tnvKWlBQMGDCjRVVFP9fDDD+OVV17BW2+9lXf/Y+q+GNSox6uqqkJVVVWHzj179iwmT56McePGYfv27Z4b/PYmhXxm1L5YLIZx48bhwIEDzmR4IQQOHDiAhx9+uLQXRz2GlBJLly7F7t278cYbb2DYsGGlviTqRAxqRFlnz57FpEmTMGTIEKxfvx4XLlxwHmP1o31NTU24dOkSmpqaYFkWjhw5AgAYMWIE+vTpU9qLC4GGhgbMmzcP48ePx8SJE7Fhwwa0tbVhwYIFpb600Proo49w8uRJ5+tTp07hyJEjuO2223DnnXeW8MrCacmSJXjppZfw29/+Fn379nXmP1ZUVKC8vLzEV0c3i9tzEGXt2LGj3R+e/N+kffPnz8fOnTvzxv/0pz9h0qRJXX9BIbRp0yasW7cOzc3NGDt2LJ577jnU1NSU+rJC64033sDkyZPzxufNm4cdO3Z0/QWFnKZpvuPbt2+/4RQGCj8GNSIiIqKQ6p0TcIiIiIi6AQY1IiIiopBiUCMiIiIKKQY1IiIiopBiUCMiIiIKKQY1IiIiopBiUCMiIiIKKQY1IiIiopBiUCMiIiIKKQY1IiIiopBiUCMi6gQXL15E//79cfr06aK/15w5c/D0008X/X2IqPR4r08iok7Q0NCA//3vf9i2bVvR3+vo0aN44IEHcOrUKVRUVBT9/YiodFhRIyK6SVevXsULL7yAhQsXdsn73X333Rg+fDh+9rOfdcn7EVHpMKgREeX4xS9+gfLycvznP/9xxhYsWIB77rkHra2teee/+uqrKCsrw3333ecZHzp0KDZs2OAZGzt2LFavXu18PWnSJCxduhT19fX4+Mc/jurqamzbtg1tbW1YsGAB+vbtixEjRuC1117zvM6MGTOwa9eum/+HJaJQY1AjIsoxZ84cfPKTn8T3v/99AEBjYyP279+P1157zbfV+Pbbb2PcuHGB32/nzp2orKzEoUOHsHTpUixevBizZs1CbW0tDh8+jClTpuBrX/sarl696jxn4sSJOHToEJLJZOD3JaLwY1AjIsqhaRrWrFmDbdu2Yc2aNdi4cSP27t2LO+64w/f8f//73xg4cGDg9xszZgwef/xxjBw5EitWrEA8HkdlZSUWLVqEkSNHYtWqVbh48SL+/ve/O88ZOHAgUqkUmpubA78vEYVfpNQXQEQURl/60pfwqU99Ck8++SRef/11fPrTn2733GvXriEejwd+r3vuucc5NgwDn/jEJzB69GhnrLq6GgBw/vx5Z6y8vBwAPFU2Iup5WFEjIvKxd+9eHD9+HJZlOUGpPZWVlfjvf//bode1LCtvLBqNer7WNM0zpmkaAEAI4YxdunQJAFBVVdWh9yWi7olBjYgox+HDh/GVr3wFL7zwAh588EE88cQT1z3/3nvvxT/+8Q/fx1paWpzjdDqNM2fOdMo1Hj16FIMGDUJlZWWnvB4RhRODGhGR4vTp05g+fTpWrlyJuXPn4sknn8Svf/1rHD58uN3nTJ06FceOHfOtqr344ovYv38/Tpw4ge985ztobW3F+++/7wlwQbz99tuYMmXKTb0GEYUfgxoRUdalS5cwbdo0fPnLX8by5csBADU1NfjCF76AlStXtvu80aNH4zOf+Qx++ctf5j02Y8YMPPLIIxg9ejQuXbqEp556Cr/5zW+wf//+wNeZSCSwZ88eLFq0KPBrEFH3wDsTEBF1gj/84Q949NFHcfToUeh65nfgoUOHor6+HvX19Z36Xlu2bMHu3bvx+uuvd+rrElH4cNUnEVEnmD59Ok6cOIGzZ89i8ODBRX2vaDSKjRs3FvU9iCgcGNSIiDpJZ1fO2vP1r3+9S96HiEqPrU8iIiKikOJiAiIiIqKQYlAjIiIiCikGNSIiIqKQYlAjIiIiCikGNSIiIqKQYlAjIiIiCikGNSIiIqKQYlAjIiIiCikGNSIiIqKQYlAjIiIiCqn/B/Q/NZP+NQQ4AAAAAElFTkSuQmCC",
       "text/plain": [
        "<Figure size 700x400 with 2 Axes>"
       ]
@@ -122,7 +135,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 1200x600 with 4 Axes>"
       ]
@@ -160,7 +173,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 900x600 with 3 Axes>"
       ]
@@ -192,7 +205,10 @@
     "    theta = np.linspace(-np.pi, np.pi)\n",
     "    ax[k].plot(theory[k] / micron * np.cos(theta), theory[k] / micron * np.sin(theta), color='tab:red')\n",
     "\n",
-    "    ax[k].set_title(fr\"$E/n$ = {res['fun'] * qe / (n * E0):.5f}\")"
+    "    ax[k].set_title(fr\"$E/n$ = {res['fun'] * qe / (n * E0):.5f}\")\n",
+    "\n",
+    "    if k >= 0:\n",
+    "        ax[k].set_ylabel(\"\")"
    ]
   },
   {
@@ -233,17 +249,17 @@
     "\n",
     "Theory prediction for $n=15$:\n",
     "- Ground state: (5, 10)\n",
-    "- Excited state: (5, 9)"
+    "- Excited state: (6, 9)"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 6,
+   "execution_count": 20,
    "metadata": {},
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 1500x600 with 5 Axes>"
       ]
@@ -254,7 +270,7 @@
    ],
    "source": [
     "# Let's plot these predictions on top of the simulation:\n",
-    "n_electrons = [5, 6, 9, 15, 18]\n",
+    "n_electrons = [5, 6, 9, 15, 25]\n",
     "fig, ax = plt.subplots(1, len(n_electrons), figsize=(len(n_electrons) * 3, 6))\n",
     "\n",
     "for k, n in enumerate(n_electrons):\n",
@@ -264,7 +280,7 @@
     "    fm.plot_potential_energy(ax=ax[k], dxdy=(2, 2), print_voltages=False, plot_contours=False)\n",
     "    fm.plot_electron_positions(res, ax=ax[k])\n",
     "\n",
-    "    ax[k].set_title(fr\"$E/n$ = {res['fun'] * qe / (n * E0):.5f}\")\n",
+    "    ax[k].set_title(fr\"$E/n$ = {np.round(res['fun'] * qe / (n * E0), 5):.5f}\")\n",
     "\n",
     "    if k >= 1: \n",
     "        ax[k].set_ylabel(\"\")"
@@ -311,9 +327,17 @@
    "execution_count": 8,
    "metadata": {},
    "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/Users/gkoolstra/Documents/Code/quantum_electron/quantum_electron/eom_solver.py:260: RuntimeWarning: invalid value encountered in sqrt\n",
+      "  return np.sqrt(EVals) / (2 * np.pi), EVecs\n"
+     ]
+    },
     {
      "data": {
-      "image/png": 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       "text/plain": [
        "<Figure size 1200x600 with 4 Axes>"
       ]
@@ -353,623 +377,625 @@
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        "\">\n",
        "  Your browser does not support the video tag.\n",
        "</video>"
@@ -988,7 +1014,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 10,
+   "execution_count": 11,
    "metadata": {},
    "outputs": [
     {
@@ -997,13 +1023,13 @@
        "Text(0, 0.5, '$\\\\sqrt{2}\\\\omega / \\\\omega_0$')"
       ]
      },
-     "execution_count": 10,
+     "execution_count": 11,
      "metadata": {},
      "output_type": "execute_result"
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 600x400 with 1 Axes>"
       ]
@@ -1018,42 +1044,6 @@
     "plt.xlabel(\"Mode index\")\n",
     "plt.ylabel(r\"$\\sqrt{2}\\omega / \\omega_0$\")"
    ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "# Quantum mechanical eigenmodes of the motional state for $n = 1$ electron"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 11,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 1200x600 with 12 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "qa = QuantumAnalysis(potential_dict=potential_dict, voltage_dict=voltages)\n",
-    "eigenfrequencies = qa.get_quantum_spectrum(coor=None, dxdy=(0.5, 0.5), plot_wavefunctions=True)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
   }
  ],
  "metadata": {
@@ -1072,7 +1062,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.10.6"
+   "version": "3.11.3"
   }
  },
  "nbformat": 4,
diff --git a/examples/01_square_well.ipynb b/examples/01_square_well.ipynb
index 9c59cbe..14a4ff0 100644
--- a/examples/01_square_well.ipynb
+++ b/examples/01_square_well.ipynb
@@ -4,13 +4,26 @@
    "cell_type": "code",
    "execution_count": 1,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "quantum_electron 0.2.0\n",
+      "numpy 1.24.2\n",
+      "scipy 1.11.4\n",
+      "matplotlib 3.7.1\n"
+     ]
+    }
+   ],
    "source": [
-    "from quantum_electron import FullModel, QuantumAnalysis, PotentialVisualization\n",
+    "from quantum_electron import FullModel, QuantumAnalysis, PotentialVisualization, package_versions\n",
     "from quantum_electron.utils import r2xy, select_outer_electrons, density_from_positions\n",
     "from scipy.constants import electron_mass as me, elementary_charge as qe\n",
     "from matplotlib import pyplot as plt\n",
-    "import numpy as np"
+    "import numpy as np\n",
+    "\n",
+    "package_versions()"
    ]
   },
   {
@@ -74,7 +87,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 700x400 with 2 Axes>"
       ]
@@ -121,7 +134,7 @@
     {
      "data": {
       "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7fbce0f853f0>]"
+       "[<matplotlib.lines.Line2D at 0x17f73a3d0>]"
       ]
      },
      "execution_count": 4,
@@ -130,7 +143,7 @@
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 700x400 with 2 Axes>"
       ]
@@ -180,7 +193,7 @@
    "outputs": [
     {
      "data": {
-      "image/png": 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1+YsrMH/lTjz83+88HUc2LJclc+3Iq3evrGWE0PE8HyGSSod1X9OyTQtdE9U072POf9buxvaDNfjzih0SWuSdZbwWkhgapk4IIZqUlIQhQ4ZgyJAhmDx5svBxWF8anhlqUgII0XiHuMSiP8sagzbtq5RzIElw1671eB9kal+J6ljkc3gnRbQfGcgUojKGHBmCWCavLNvOtX0sHbWSYnamKNKxY0eUlJR4Po6jY5HgDDsRvHM9ORZJOH8s1mRlvTSxXAdjgTtO1GP7ZWpfUp5JFAZDv4OAIM8WS3OuzNAkGfIvXpnW7EhP5RNVsXyLE+tOxRnWjsznWCTYGIl4GswEdyU12FjEicoaa0XvVbTM9vyaqDxzrFe8rMUbxF4TFfPC94pcTdR7X0yETGvkBPrkLu349o2hJhr3O7Vs2TJMmDAB2dnZ0DQNCxcujNhm7ty5yMvLQ1paGgoKCrB8+XLT75WVlSgoKMC5556LpUvFPdJYZ+F8jkXhWxyv/I/eHIvE9iUv1YuHr9PpzWuBwqcwITpwOmk30UbWhEUOpBBKzGQLrJpoLNdEZZ5LhhAlC2ckguf76L5dubZvVZpoTU0NBg8ejJdeesny9wULFmD69Ol46KGHsG7dOowaNQrjx49HaWlpaJudO3eiuLgYL7/8Mm688UZUVoqta7EKOVFNtCFO6WTiEcgdiPHALusaRSc60ZKhvJeVSEH7Uqq4ROGVcbIakAIjpt65Ek8l25wrw0HMM/F2jnQg7kJ0/PjxeOKJJ3DNNddY/j579mzcdtttmDx5Mvr37485c+YgJycH8+bNC22TnZ0NABgwYADy8/OxZcsW2/PV1dWhsrLS9M+A2TuX48U2a6Ls+8kkHskWTEJU+OzsyDqH6MAvY/ZvBa9QTKQ1XRmDbzQmBYnoWCQTGU5BpBCtb4xzLkkkVr+mibsQdaK+vh7FxcUYN26c6ftx48Zh5cqVAIAjR46grq4OALB7925s3LgRJ598su0xZ82ahYyMjNC/nJyc0G9Oz0nUzEOajmJpHpIVNC66p+lSPS3JxtaxSPRWRW9NlG/7BFJE0SS4jEDKgGhcj9Ojipc5VyYyuiLZn2VMho7U1HN7vreUCU1CC9Hy8nI0NTUhKyvL9H1WVhb2798PANi0aROGDRuGwYMH4/LLL8fzzz+PzMxM22M++OCDqKioCP3btWtX6DdWYcMjlMgOHa/ZlLdSaGL7yorhdFwTNZmM42vOjVYkE1PuXOJzvM25psmbBK0+5muiZL9N5JHbARlWEfIYMu7D8N9/gvHPL8eGPRVC+8e7XzvRIkJcaPOEruuh70aMGIFvv2XP95mamorU1FQUFhaisLAQTU1NpuOywCVEfXI7owi8jkUyZoAxN+fKcixKMO/cWIe4yES0LeSdZL1+v09jPl8ieufKRIYQJfuzDI3c0GaX/XAQA3pkcO+fwDI0sTXRzp07w+/3h7ROg7KysgjtlBerUmjMyRY4nqgvTuZcEm+zOLF9myRpiax7yhrvxDXRxAhOT6RxX9QMaNKCGPsOzxzGSRMNmCaQCXQzOZDRFclDyJz88xwrkSwsTiS0EE1JSUFBQQGKiopM3xcVFWHEiBGejm1VlHvB17sc9ggjOkN160Cff1+Gn85biW0H5VZf8LKmIZp1pvTQsdBnLwKGPU40vmui0crwwtvXEmmwEV0ThcCaKM/9d/TONVVxSZx7yYMMowh55TK9c0WPlUiTQ5q4C9Hq6mqUlJSEMg7t2LEDJSUloRCWGTNm4LXXXsPrr7+OTZs24b777kNpaSmmTJni6bxWmugbX+y03d7k+i74crlpoje/8TXW/HgE0ywSY/NiGgw89EDRCUN1XaPwOc3Yn988U5VzNuE40Si9SSztkZlDWCbia6Lhz6zXwxOn62TOJTuVjEpu8UC2VUSmWVt0LEqkfk0T9zXRNWvWYOzYsaG/Z8yYAQC46aabMH/+fEycOBGHDh3CzJkzsW/fPgwYMACLFi1C7969PZ3Xak2UFdFOxbrfwao6oePbnpc3xooYSWTMQmMRZyZPExUUogmjiUalGcyYvFuF10RJxyI2eNak/VH2zg0EdGdBHWVkd0WZAkz0niZCwgc74i5Ex4wZ43qDpk6diqlTp0o977Rp0zBt2jRUVlYiI4NvoVt0oGIdVBokT4E9ZSySNCqLDizM5lzuI1sjOmBEy5zLOwFJpMFGfE00/Jn1efDcfidNzat37oofynHn34rx+2sG4orB2dz7y0B2X5SpifL0CbOTl7QmSCfu5tyWCM9AayqtFIUQGha8zCRFB0L6lMIzUMbt4p2APlp1Bho5R49E8iiV4aTFmqCERxN1mswFPC7bTHr9K1TVNeKef6zj3lcWUtZEo7REcCKac1utELVyLGJF2LGIsSM0SB4IvZhTZeQ/DR4numYcad65gseJljmX5dmZnWGi0gwhGkX7jsCt5Ln/zLlzBW5mInhpy25DIjgWJZKFhabVClErxyInZKz1sCoVvNqHFbKCxmW9QNGYSZKHjPdLFq01sJbmnSsjU5YpvII1xEWSJurVgTABygefoI5F0pognVYrRL0Qbcci2R2G27FIwkBIZ5oRPw7jdnF+yeKpiZLEezJBIixEydhq1gQKPHGiDqMemSdWZC6bCMWspTsWSVyP5BmLEtXrnKbVClEv5lyuNdEE6AjC8XqQNwsVfRHZHYvirIlGS4hyr4mKnScaGZdErRiaybGIbR9Z5tzHP9hInLv1aqImpx6Z3rlKEz1x4DXnkkRbE5WNl5dAljk32tma4lUhxyBaCgjTmqiEiVo0NGk5af9YvXPlmHN3HT4e+ixiekyMNVG5x5M5bkXbNyIetFoh6gVhIRovTTQOyRZoxTA65lxv61cyiVbu3FiZc6PhXSxjAsZ6BJ72s04YRN5XXiEajX4je31erhAV2y/e77cTSogyIiUpeyyL/BKfeV8Ccut4OxaxCoV4v2LREqK83tGij0uWBiW7qHXMMxYRiAgP3tsYjW6TmuSXejy5QlRMiqo40QQkHiEu8aoQ7+W8sgR/tE3Z8Tb3RC3ZAud6tnDawii0X3xNlL/yEZd3LuO1iuSN5p2MRMP8m0oU1Bb19CevXG7GIrH9lCaagMRjTTRepdASIcRF9J7VNbINAvF+x8gxXKZA573/ooNNNEJ0YloKjSsBPdt2IpnDeG9jNCwYaclhTfSZj773fLxECHGpa+RPzxorWq0QtYPlIYuubcZtTdTDeUXNL/QZRQf3ugb7l0eGiV0W5CAusy28A7noo47GYH64pl5oP1IesvZdHo3Oz6jpighRXotENCwAacnhYf2VZds9Hy9ejkXko69tSFx7rhKiFCwvbVNAF9I24uad24I10eMOQpQk3uYen0BsIwu8x5JROcUL5Nn3HD2OPUeP225rD3890SSnrPIUpNbtdL9ioYlGwwKQlMCORaLjSS3jOBAPlBClsOswdBwia2fgyYASLe94bsciU+Ln+DoWHatne3nivWJijm1sgebcKHW+D7/dx70PuabHevkpSexDmd9hwpNMCOPYrIlyn8IVTSRvIoUp4YrUOFExjZJ1WScetFohaudYxDoIiQgXt4ltssQ4A7PwFl+nE4/roo8jdBhmM46sHL+imJKmxzg43Zz+UOw8srUXg+OMkyASUoiy9tsUjoKupPZHP6tbRuaFPotporwhLsSEId5rEjbIbJeoY5HSRBMQO8eiaJYrczs2j0lK9rll70cjmozcaT+yZTV18X3J/L7orInyelcKV04h2i8jd7MBqzmeJCXKmqiT6Z18jmJronzbk7JflsYnO3uXTE2Up3+S15HIQpS7nmhNTQ2eeuopLFmyBGVlZQhQg9z27d4XsuMJ61gvUqPTTUOJljYABF8EkeKx0uJEBcdl1pSF1XWNYieQhMkZJo5rSKLPixQeb3yxE7efd7LQcWjqBcxwZiHKdj1kbGRTQHd0lCIFl1O/rG+MvjmXNi0nyw3xlILc/nzimXO5x9XJkydj6dKlmDRpErp3754QCZdlwjrrYl8TZd8nmcMkxQuXV5zgfo7nF5zNNjC+dFW1DULHlwU5eMoMceG9/6IF3cn2/++bvcJCVMalm825/PvUNwbQJsVeGpk0UdmORZyvMGkBWLKpDJcN6s59zmggUgeZBdHJ9AmliX744Yf44IMPMHLkyGi0J+7Ydhjq67KqWnRJT+U69sff7Xesdn8imXNlVXFhN697e9F9mjczrC9KmijLQE7ea3EhKrRbVOie0QbAkdDfDU0B1wkmqb3WNTY5ClGnKjHmSa+AOZfTqYcU6D8eruE+XyyQ6m0uWLzjhApx6dSpEzIzM6PRlrhimH9YzUe//Gsx9zne/8bZUzFJpmMR9Xe810RFnW2chKNpwPMoRJM8WgG0KMWJ8t5/EfMpYDbnbtpXKXQMK2QYqo4xrHeT7ee5B079skHInMu3PekNnHtSO+7zWSE72ivWjnJWsJpzo7kkZgf3yPH444/j4YcfxrFjx6LRnrhhzAhZH7JY/JsziaiJfvDtPimCNNoxsl5f9GSJL188Q1zqJZhzvWr1sqmud1/vJm85z/qZU78UuZde0v4lkjWARGbeWnEhymbOTeVwMJMFtzn32WefxbZt25CVlYXc3FwkJyebfl+7dq20xsWS1GQNx3T5C9g8XSbajkWiFG08gEsGdOPahz5dtN33RR0WDLxm7OGJB+aBV8MW7b/SEtBHIWL3OIMQJXEbcFnjoMXWRMXvY30iTV7IOFGJ4WPRtoilJvtRIxBW5QVuIXrVVVdFoRmxp7CwEIWFhWhqCt7wNkl+HGsQi2tj5bSu7R1/TxjHImrTSglOO9FOeeh1tizz3sfaO5e8taJaZLSq0MiAd2LAsz094SEnASJLBLwTYfIMTy/e7OgzIXJMGUh1LOJZEyU+s1pkeOKFZcEtRB955JFotCPmTJs2DdOmTUNlZSUyMjKQmuwHGuzj2mR0I7fZfjQHMi8vggwNORrmXLMHoTcpKlOIypwv8GrY9YKJuhNJiNK3j3edV5Y5V0QTdXJocmP3EflLRBf06+r5GDIVZNEQLHZNtAUIUYPi4mJs2rQJmqYhPz8fQ4cOldmumNMm2Q8gEFVXarcB0atzC0lkxiDxN0HGABvt3LZeNVGZ69FSvRk5RzAZjkWJBss1kRMqWY5FImui7VKEh9SowJOEwg6pGYs8CFFd111DKlvEmmhZWRmuv/56fP755+jYsSN0XUdFRQXGjh2Lt99+G126dIlGO6NOarMQlW3ONeWgdIsTjeJAtnTLQdx4jpj3n4jXcKR3sNCpmfGqiXrVtsnrZc33y0LsHIuEdouEXguXMP7yXhOfJkp9YTKN89/Lth400WggHqIWRmYdZL5lpcgwObfJruyC5Cxwj4533303Kisr8d133+Hw4cM4cuQINmzYgMrKStxzzz3RaGNMaNNsBhBJU8aK23oV2UFkmz8ffu879o2pU8vQUqLtnevV5CTTCjB/5Q5px2Ix55KXLqqJRisBvQwNn9ucy/EOO/VLkTXRRBCiPBN3FmRakUoPi0d1sAhzGZo3L9xnXLx4MebNm4f+/fuHvsvPz0dhYSE+/PBDqY2LJUYNvmiac101UWIgFw2ajwYy1kSjcT2meqIeBwuZntHbDsoLmufWRBPMnCvyXGgNhOmaiF14NFfZ5ty2qWHjHpMZOsrLHDK0SNkT4NJDYoL0J/NW4piLp7ZI8QKvcAvRQCAQEdYCAMnJyRF5dFsSbZqTVtoJURnPw02rSFQh6hfQJugOXBPl3LZeQ1zIe+910DhfgjOHAW+/Ew1xiZYQlTGIc5tzXbLbOGlq5F9Vtfx9ti2R/Daanv6siGqRsrVZki0HqoT2+25vJd5evctxG1KIxiremVuInn/++bj33nuxd+/e0Hd79uzBfffdhwsuuEBq43g4duwYevfujfvvv19of8OWLtuca3KZd6viYqqk4bUDyOtAfgmmPpEBiQeZjkVeJzDxzPMpuiaaSJooDe/EgOceuIVe7eI0P5LLAjWc8a3RwPs4It8pMJnR5Gp1VjeBTq6JsiZo8Aq3EH3ppZdQVVWF3NxcnHLKKTj11FORl5eHqqoqvPjii9FoIxO///3vcdZZZwnvn9a8lnG8PnoaoJunpSlrTBy1ejpgXsZyGW+CeF7z6iebDnBtT0PWchXRnshxJtYVZUitX9ScK2stj75zMjRR3kkNz5qom5D/7/q9jr87EW3rix2m0C8JAlCmYxFgTnUoe98kj0XVReD2zs3JycHatWtRVFSEzZs3Q9d15Ofn48ILL4xG+5j44YcfsHnzZkyYMAEbNmwQOkZacnQ0URIewZhIqddkvEO82oTfp7m+vDInyOTL57WeZnWUtW4nRM250arGJKLFiMSJmryjOd5hWmullyG8rJWzTKboa2UJ4+BBimORZCHqxbKV4uJ9a05fGRtFRNiV6aKLLsLdd9+Ne+65x5MAXbZsGSZMmIDs7GxomoaFCxdGbDN37lzk5eUhLS0NBQUFWL58uen3+++/H7NmzRJuAxDMWASwm+J6ZbblPodbhzZnS0mcNVEZAyHv4E4OXrFwEJCZOzaeZjxhU3KUbrEMcyKvdu2mAZLvmVtyey9mbpFQJ9lan+jxolUKDfB2jTxarKhVhhcmTfSFF17AL3/5S6SlpeGFF15w3JY3zKWmpgaDBw/GLbfcgp/85CcRvy9YsADTp0/H3LlzMXLkSLzyyisYP348Nm7ciF69euG9995Dnz590KdPH6xcudL1fHV1dairqwv9XVkZrFiRltIc4mLT8WkT5+CcjqyXGIKn8ySSY5EMIcYtRP0+AMFn0RjQXV+eDmnegtzJybHXe1/NUHUkWrg51bDQPlVewgAZ5kTewZDHEuCmLWZ3bMN1bnKcEDHrNzbJLcy9ftdRBAK6p5y+r63YgYcu6y9NQ2Z9v6y6Dk8Ii6h/AC9Mb8tzzz2HG264AWlpaXjuuedst9M0jVuIjh8/HuPHj7f9ffbs2bjtttswefJkAMCcOXPw0UcfYd68eZg1axa+/PJLvP3223jnnXdQXV2NhoYGdOjQAQ8//LDl8WbNmoXHHnss4nvDnFvLuBjNqp2Rm+l6cFbHMrv1qg3JVN5kLM/yDoTJfrOTldvA4nWy7LWsGrlHxbF6b42hcBsETXGiEgYOL57OMjNlGbBcEznR45nEuK3Ve3GqEbEK1DcF0AbepCjd5EUb9uHyQd5y8q758QiG58opgenFOuGWG5c8cqwUESYhumPHDsvP0aa+vh7FxcX4zW9+Y/p+3LhxIa1z1qxZIVPu/PnzsWHDBlsBCgAPPvggZsyYEfq7srISOTk5oRkO60xeVDtrDATg97m/JNHoADvKa5DX2T1rUUQFFpFrpXbhHdzJiUZDwHpgiZbJyatT16EauUK0IRBAKkOfMWhsCnhKHiHTp03ouTTvkprkQ11jgHsCxtPXaAsJ3dW9DPgi69PReO/3SMjJe7Cqzn0jB7qmp6Ks+RherpGnX8fKnMv9ps2cOdOylujx48cxc+ZMKY0yKC8vR1NTE7KyskzfZ2VlYf/+/ULHTE1NRYcOHfDmm2/i7LPPDoXlhOqJMgoM0YHG6aWUUY3DicUbxO7ZY//b6PncvInRyVSDLPljZbrhezWJVhzzXvWGhHcgrxUYPGR7dBp40jqaJ7Yfb+TzvG5wuX6e2qPcAz6Z9IEzSQQgZw2ZRuR50rvIdDtrYJ5YRW7HY5VOWMeixx57DNXV1RHfHzt2zNJMKgPaFm/nwXbzzTfjj3/8I9Mxp02bho0bN+Lrr78GACRxFuUWHbRZ10Wj4Vj0h8Wb8e7a3dz7yShAXl7Np52R6XpZNEOvQpQUIiu2HvR0rOr6RqkejdxC1KOHuZHsWwaLvxObuAHh2OId5XwZoHjO6SZEvTjBiGhCeyvkV3L5SHDyTCLTedvLu+HWLc3hXgmabMFOgK1fvx6ZmXJs5gadO3eG3++P0DrLysoitFNeCgsLkZ+fj+HDhwMIF9O1E6KRJk6289CbsQrpaIW4zPjn+qgcl4Z2xPJiUmIRIjLNuU8u2oxD1XzmK/Ll1XXg3gUlngQROeOev3Kny7nNf8tI9iDTIfOwZPO2FRHxqYyTUFrQiR7H8tgC+z5XtEX4fAb0NazfXeH5mF6disg2eXlXeSbLsXIsYhainTp1QmZmJjRNQ58+fZCZmRn6l5GRgYsuugjXXXed1MalpKSgoKAARUVFpu+LioowYsQIT8emNVHD1M7uMCTWEX7/wSbbItemRXGPC1NexkCZ4tvISby/spavDQyOPqbcubrcUJiDnEKU5n/r9+IjD1oYOWg99wnfwForwUNX1LmInjwBQMVxPvO21TF4cdIwTY5Yrubc2Gqi0SoE4BWZrfKyXMAjf93M+rJg9mWfM2cOdF3HrbfeisceewwZGRmh31JSUpCbm4tzzjmHuwHV1dXYunVr6O8dO3agpKQEmZmZ6NWrF2bMmIFJkyZh2LBhOOecc/Dqq6+itLQUU6ZM4T4XSWFhIQoLC9HUFJy1+5vth6ymM1Hz4b/X7kZ9UwAv/sy5/mqsOgArokHgKX5faFDfWlaFU7umcx+DdUAP6IDEsqCe2XKgGpcMiP15RTTRCEtLvJ2LPFLb0IR2DKE69U3O94p3MsEjoK24KN+bhU0W0XxirOZc6yGWvWWHarxNhFlhFqI33XQTACAvLw8jR45EUpKcWLI1a9Zg7Nixob8Nz9mbbroJ8+fPx8SJE3Ho0CHMnDkT+/btw4ABA7Bo0SL07t3b03mnTZuGadOmobKyEhkZGaEsGsyORR562ScMjhKyg669IiqgyLiu/5bsxYxxfbmPwXovAroOv+CcOdKRwrs09qIYk1r1tQU9ufa97S9fY9VvLvAUGxgUHnICFqNdkB2wMGkzCrAIcy7t6OPhPWTZ19jipHYpOFRTH1Xh5QWpNUU5+0NmuxRkd0zDhj2VruMu+fP/+/e3mDi8F38DOeFeE62pqcGSJUsivv/oo4+ESqGNGTMGuq5H/Js/f35om6lTp2Lnzp2oq6tDcXExzjvvPO7zuGE4srDOkpgHBovtWFILJlKyBUBgRt582WR1FL9AcW+A/V7I1HiKNnp3xujQRs5EM7N9ivMG1GUfqKxDcekRT+eUqYmKepxec0YP4XOyauNu2uK/ivkd8QxECsU/tWiT8PlCRGHSwmuSp6GXXnhpl5IUcRwWNuzxvh7sBveo9pvf/CZkAiXRdT0injORiXAsctFE6W8ro5AflTy1aDhKtBAVUKQmypMOTyT5gUyN548fS3DwkNQclhAfGq/LAaI5pK2umfe5GJv3aM4WJKJQOw36ZHPcnE+2c9aGJS0IPNqbEVtckwDl06wQLV9mhYh3rjE+8/Yl3io8InAL0R9++AH5+fkR3/fr18+0tpnoRIS4+PlCXNbvOhrVB/ShRyEqy5RoIGrOITXRV5dtx/pdR7mP8dj/vmPazosmGg2LoyyhHgvTPt3UeZ97e5f7ZoXXvkWfixErHND5B95nP/6eabtI79zI84iGZMhO3B5L6DGgzGOyBZKGpgDeK9njWpybbIHhjsE9IeNsmwjcQjQjIwPbt2+P+H7r1q1o1849G06i4uOMEwWAt1aXRqs5CQevNmRlzgWAKwu/4D732tKj+B9DSaq9R/k8gKMBmcPXk1AnPot4ynodPL7acdjT/j6fhpzMoCYp6o1pqqzjWrzBzFHGhBcsWYVE2x8vvwbjrKd0CY7Hndomez6mzAQiC77ehXvfLsF5z3zGtL0GDq9l6pbHYDmeX4heccUVmD59OrZt2xb6buvWrfjVr36FK664QmrjYonfJU7UgMzdmJ2R5nrcxJs3iSE6IKRIcpd95iN3zeK3//lWyrm8cPf5p4U+y8r842bOlhESQiNSgYREQ7jklehkgkz9+OlmtqxFndunAgD6devAtD2TEBVsP8t+0axQZExgZQhz7/4G4f1/KItM1uOGqCYaC6c2biH6zDPPoF27dujXrx/y8vKQl5eH/v3746STTmLOFpQI0GuirC+8poULGGe2S41qG7cdrPZsEjqpnYtTigtJjJMLO2RVfii1MJ3T78fGvZVSziWC0ZYu6am4fngOAHnr2onmqc0K68SUxriXZDm84h/ZHKXap7oXkiAnHSxhKDwDsWktP87PLSREJSRukZkKkhXylMY4wmuUkZF4xA0hc+7KlSvxwQcfYOrUqfjVr36FJUuW4NNPP0XHjh2j0MToEJFswc2xiPh+SHMZNC/VLli44NmleGihN+1K08LtZYW8A8ZAGO1rlcGo0zoL7ytTmzNCS77ZXYHN+70LdpGsObxjHn39p3Ztz33O4HHCGH1HdCJIClG3EljG+xmqxsSoSZfsOoobX18daqPVfRMVhvGIjyUxzOEylgPieS2aFnYu422FqIMcD0IxB5qmYdy4cfj1r3+Nu+66KyohJ7GGJ8QlyeMM76w89vSI/1i9S+gc5KDoRRk0zF1vfcW3/huPVy5VZiFGQTQtPCEDgO/3i3k1koP5UY/hBSJ0TfduZTGu4bUVO4T29xNLJ53asllUDCHKM3gu23IQG/bah0KITgLiJXhC/gjNg1pDk/dcyPHWqlm9c+nJoNdlCRaEAtmWLFmCJUuWoKysDAFqlvP6669LaVi0icxYFHxIOw8dw/H6JrRJsR+QeUycVs/cbq9oWUxkmHPmfr4ND1zSj3u/WGYxi0bSfhHItTwZL7GrF6PEfpPXuR12lNcIlfGiMda+Pt1cJrQ/2XW6dnD3PwDCGitrtSQDJ7NuNNdEownpmNUU0E1/8+J1WclrHzVazjsZiIUQFariMm7cOCxZsgTl5eU4cuSI6V9LITJ3briDTXhphe1+mhYWojz5bX92Zg7OPTVoboz1YJ9IiRvSGVKxAWwvCz3r9DJb9vqSk20hPQmPS3iJeeJrvZJq1NXlLF1HQ0+eeAY/8l4aJnrWxAVGMffVOw+jpo79vjn1HR5hSG75wbf7XK87mmKW9Iz3qknGQxM1W9OCz5W1Gxk5u+tiYM7l1kRffvllzJ8/H5MmTYpGe+IGOfBtdfEe440pBYDUJD9+cXZvrNhajrWlR4XaKIYWnxfAprd7mQ27kSiaqGyO1fEPBKIJDgyTeLXAOYPHsT7v8YYmtE3hG25ME1ZXD+UgZFas/3tvA2ZfN4TpXE7vshenmj1Hj6Nnp7au252Zm4nVO72FFdEkc4QIRUBtHt+YVy20JsrajGSfD7UIRK0aFgm3JlpfX++5gkoi4ndJi0K+R0nEWgMP64hUbFaDTbQet6h3pAw0mB1EvHRqt1l9vNdtDEgB9ofFmz0fr6a+kduMJWpKPLlzMLZwm0AYghOiaeN4/Q+Sib72/jf7mM/jZK3xYpZNYkx1eeu5ucLnoDH6CnlurxPMeDsWsoa4hNaDk4wxOvrt5haikydPxltvvRWNtsSVJI7cYuE1UfcHRJokxg/sHvoc7fUSsq/RHWkvY5FtWeuZqYRnpZcaf25CUsbaL4noC0gKvLrGgFA1D5KAzl7ay0B0QmEki/BqzqVhTX5Ak8zpYUpaOni67+ffBwuxW01WeOQHvfv3jOnyZIWCkfglTV4B7/Vlvb6ZhqWQ9ThGPP/nW8qwh3G8E4VbiNbW1mL27NkYPXo07r77bsyYMcP0r6Wi8QjR5hd12ZZyrnPkdQ5ndIql0kQLl7+4FHmWTa+Twtdd3xjA0i0HXfexFAzUddADlqwMQQZFDNV2rNpCH0tGUWpeoSicaq958PEq+GmZwFNPlryXzCUKm39OItYBeWpz0oXPz8wNe9B70cJuen21oxXB+Ilsq7QEDIQ53KsmGQ9NlLwNISHKeG+MMXrX4eMY+dSn0ttGwi1Ev/nmGwwZMgQ+nw8bNmzAunXrQv9KSkqi0MToYJdswQ0NWmjWumIrnxAl5bSVWSJa2UvoF4BOxccKz7oIuWXhz4eiX7dwLtWbXl/NfJy2hJe0myOX7Bf9kGBhbvrZynAM4jXHcZvwm//3muXGbq+1jMkSSDRoIfMssyZKvGRelLuzTg4L0dUeUyA+V+RezIBsqkQZGo4V5U3b2fwkjXsoUgRBFpqG0A1yG4OMe5ciOMaJwO1Y9Nlnn0WjHTHHrp4oCwN6ZHC77Wua2bwSi3RUxnl5TTl2iQf+981eXDmErzyVpmk4uUt7vDt1BPIf/ohrX8B8z9wGgsaAjpn/24iq2gY8/dNBnk1kMsI8AHB5idrBK9REJxQpgoOuFX6fFhLmL366Fb8SqCVrCAHWPkyuA8oykP5p+XZcf6Z4XcoXPt3qWkeXXDoN6Dp8HlpP3qmwg41Yf0jyaWho0uOSsYhuB8D+HkTTgZEmduI6wXFzLCKZfuFp7hs1Y2WSAGIbQ0YPiL0y3b0FgchByIuziaj2S94zN23sUHU9Xv9iB94p3o2DvFqkVeygwMCjaVqEGbGaU4haVtFxjHu0WMcTHPSM51TfFPBsGaFTToocj9WxyJj4kR6pdpMoR/OqsS/x3WWEL4MbopmvyLbKHBrCWYvEDipSmMMKkWdP7pJC9EsWYjm+cmuiY8eOdZzhf/ppdO3P0YJHiHZsExwc2jokZLCCHFyjvcRAdsAbzu6FV5aGK++kcbbbgKdf0u8Mj+MWuT/58jVQDaCbQzoQyJg4i64L0gJMhpv9MU6TsKgmSa4pfrhhPy7lECA0j11xOu78+9rQ3wEdYFEQzJqUB8cij8rIDWf1wt+/Ko2K0w+NaU1Ukp++pmmh5+lFE61DnNP+IZxEo66B7Tpi2Vxu9WDIkCEYPHhw6F9+fj7q6+uxdu1aDBw4MBptjAk8TgipzYG8tQ1NXDMsN3NutJ77/eP64q+3nomC3p0AsAeu04jMZo0rFh2ILszPCp+fYyCQ4drOI0TJx0nfJhkxdi99ylffUzSsidTkSgRqvxpo0DB+YHec0atj6Dte7Ti4BMK3RpueFi775dU5qmNzCbEd5XyFuXkwBCY5x5RpOQ1NQgRLGfo5zai8sPbT1KTgxN9NEzXuJ++k3Qvcmuhzzz1n+f2jjz6K6mq5sWWxhFUT1TQgrfmBBvRg50pmmF5rRMAwwB7A3SdLLBE4SbLfh/P6dMHrX+wIntttbLFpWgz7ZYibzsnFu2v3AODT6GRofzJCXAA5s/iFJXswe+IQ6/NZfCe6hkUmen9//V789tL+fAegTuvVDyAU4sL4LLoT5Qnt1rSdmhH6TdPQv9kZbvcR57SLrMd2wmSl8ihFTTHtnGZQGmP/aGmiNfWN6JDmXu/U6JesE6O0GObRlrYm+otf/KLF5M21wschIQxNFHAvtUN2PU3TwkHDjJ2yazpbzlA7yKviiW81+PXFYYeIuZ9vc9gyOvh9Gjq3D5rPeZxleL1ZrUxowuZcajdegWa1OesY1jcrOPCLDnrk2vXeCu9FzjWiB4rIBlbHIuPYovO8Hh3bRHxnJL3nXdMWIRreuUC4hOAdbxYL7S9azo7Gbu/qWvt7S76ThhB9c9WPTOfrS0QDRBtpQnTVqlVIS/M24MeSiBAXjoxFZPKAWkYbvYHhBWzVJ61eHpkzQGO2y2qa0TTNg0nM60sX3t/wuKRfOCdTuujM+8mrB4bKgAk5FgE4lyrJFsuUaX2aB4+Z/9sotL9sYwNpxWfVsKyyg635UW5KPJouFlVr0psTTzgN9HYY+7KiSdREQ8ckPvPGKtM1XaOlibLU+9Q0oPRQ0KTO+k4OJZYRgOiFDwICQvSaa64x/bv66qtx9tln45ZbbsEdd9wRjTZGBToBPYtJ1kDTtJAg5S36GvJ2Y3yowiZFCyFmzOp5BnV6KZNXIMjwyTAC9X/68irmfUQdazLbJeOnBT0B8IW4kPf78kFmZxwZ60ndGKuYNDS3uTGgo4wjwQE56Sn8+RkAgJzMSO2MFeO5m4Uo5zEQdqjasKcyqrmRDcEVio8EQrl+RTTR0X26cG1PTuLjG0xiJqSJRkkIsS67nJYV1iydxiC7ZkYzh65QUW7yX2ZmJsaMGYNFixbhkUceiUYbY4KxcG3gJiwMmzvrQGsMJix1S68Z2iNkXlrz4xHhmpQ0vJooALSh1hbiHS/GCu/kw9KdXlAL1zQNg3pmhP72ollcPTQYlzugR4btNuThyZm6kCOYBnTLCGplPM52obZQIsDrmmgNUQXHMfUhsZbphlUrrCZdxkRZxCLBGtIVMkOTjkUe5woy31Dj+el6dCwqrO/p9cNzQp9ZxiANmsliKCNW2w4mm8MLL7yAX/7yl0hLS8Njjz2Gnj17wseYWLml0hjQkWJh4jW+SUv2oeI4w5oo7WjBUFx25KmdMe70bpjyt+A6xlMfbsIbt5zJ3ngbWE0z5K+j+3bBrA/DSdSbAjpY1uylZV0R1GS9zDxTJCSvJs1zXkxhA3tk4D/r9jCbvTbsqQj9Ldr+0GRLwuz9isHZ+GLrIQBiwiGNmNzWNjShHUMpveyMNOytqMVFhGe3Gxv3RWq6qZzOLCQ8li3APZtZvDAlO7EZE1mwuySnCYppCY0YdFjHoDYp/tDEq+J4Azq1YyvszguTJJwxYwYqKysBAHl5eSgv50t31xJxG/jCmqigOdfi+LppO67D2kIKISNcgHVQ1wD069bBFDTPHaYguMrGchpjE6t75SUFIK8nIEnI4kB6Ygum4AMQKg5/nHHZoKwqnGRCNOOSsQ4pYzD/aUFYg2A/Xng78j6y3oNJ5+QCADLauHt9kqzYWm7SDI1+END5HdV4vUPJSZcsEeplKcVoQ5JHSwKNYVkxaGDooxo0U0Y51veJtAbsOBS9MCUmIZqdnY1///vf+PHHH6HrOnbv3o3S0lLLfy2Zv9wa1vboQZg2U4XXRPleLsML2K0f8CR/YMXoU7xmPtKUKMvBQOZCf5KF6YzbnBv6pAmZ8ejLkRWyYJjTWYt7kxoQT/kxU2at5tsp41l70bA0zSwIWN41DeF+LlpT1SBFoPqQ0a9ZwjZIyLfde4hLeP++Wd68VMn6rDLW9m84y5w+kfW+0hqxHeQvZGa2PUeiV8mFSYj+7ne/w/Tp03HyySdD0zQMHz4ceXl5pn+5ubnIy8uLWkNjwbmnhr0qZWuiRhcwBrb9DuEDmmYehEUSFVi9h8YLwbu2Qc7oWBU8tzOwNoFFk7UKrPZkzpVQycSsiQofJtTPnMy55ARv9W8vDH1+d+1u7vNp0EIDlpfBnEyyEa4FyX8c8j1gvQfhih8229p8T7/LZBJz3r6gaUD/7h0AAJ3bR3r+Rm5P3id5E8znmmOLRROyk++WDMeujm1TTGZ21smuSSNm6EiaBswh4qqjWVeU6c7+8pe/RHl5OdavXw9d11FUVIS1a9ea/q1btw5r1651P5hkqqqqMHz4cAwZMgQDBw7En/70J+FjkQPfP9fsctzWWKtxmx3bpfC6+x+R94qcQZKzYFkY79GHG/Y7bke/w+1Tw6ap7/ZWQAYyXeathaj4S2OYUGvqxGtqnpkXrgLixRmrLYc5VwNM6z4ijkFAeN1eRPOwulTeMlYk5ASSJzQL4O9jxwhtX0MwZZ7RtUQmVE9ePQBA0H/CDsvc2hKXRI1QG1HLFhk/P89DnLjx7DUN+NONw0LZ0+ob2QSij1ETJcnJbItrzgiaj+MuRAEgPT0dAwYMwBtvvIGRI0eaUv+R/2JN27ZtsXTpUpSUlOCrr77CrFmzcOjQIaFjkS/sk4s2O25Dpv4T4YhLkeJoZNww1ro27qtEMUNpKuN2tCWcOX7+2ld8J7V5d10r1DMc2jiEEYpAIuoUo2lA++br5c1XC4Q157vPDxcp4NX8SWHDuyYKAPecfyoAcSHqkxwb6AtpWGzbk12DN840aMVh357kWH1TRL8L5Z7lDe1CWHCxPn/jUmXNLzUQz5LbtB3cnpS9ryzbbrM1PykCOX1FYlbD50mgEJebbroJqanu5olY4ff70bZt0PZdW1uLpia+fLaipDJqojQX9OsKADitq3M6P3L26mV1lDSHkrPRLQfYw2auGcpX/owFmSYrK639vn+WcB2D7DOGB2g1hyZKX01ash8TBmcD8LaWxLsmCgRNZgBw5Bh7gD3ZwpAHuaTR3Jh4ijilmdZUGeMDybAMy21tpmhW5kree2F2DmTzfzAIZ2eSpzV5TZYg3zMjSLKABzxLzCr9U7KkIvNOxD1OZdmyZZgwYQKys7OhaRoWLlwYsc3cuXORl5eHtLQ0FBQUYPny5abfjx49isGDB6Nnz5544IEH0Llz54hjeIV+OIaQY14Tbe6NP2kO5DdSitltGw1NlBSiPKXJhuVmum9E4TZeMnsIM77F51HB7bouPnAYJlQRTZTE8PHxIozIeGTb41BfG4nTj7pYOyzRwv2kpr5J2NJCPjhRzRAA8rvzO7VpIXM038BpNdnxkvbOEKL7K2uZJkGsSdZF2tAU0IWVizOJ99/ruqjRK1IYJgwR4YHGs2DQKo3zJHusYsNC3IVoTU0NBg8ejJdeesny9wULFmD69Ol46KGHsG7dOowaNQrjx483eQJ37NgR69evx44dO/DWW2/hwIEDtuerq6tDZWWl6Z8IYYcPl4dj1xFcOnS0hWg01lytsJOBohEoX2wtx6Q/f4UfKZf1+TcPjzyHrmPX4WNcg4cGooalR01M1JRGQpbbq3WZsBnCwxCiPN65JGQ/efbj77n2dVoTFXnmlw7sFvrMeh/TBD3nG5r0iOQHxq0QeYbkfXz0v985bqsh7PHPWu6LBXOIitgxLszvGvpMLius33UUo5/5DIs37HM9RuSpg+16eam7idi4gvDkjn1ym5wkX7unibsQHT9+PJ544glcc801lr/Pnj0bt912GyZPnoz+/ftjzpw5yMnJwbx58yK2zcrKwqBBg7Bs2TLb882aNcuUcSknJ8dyu5O7tHNsd5rgmiir00YaIeRkmT5J05iTt56seoY0pFZ5sNo5JZ1druI7/1aM5T+U49qXV8F4NWnHA4O/rNyJUU9/hoffcx7AAPNLbpSPqm8M4ABX6jwzfkEHF3JrcjLFatJN8Qf3ER04yMH/s+8PCh2DxMdpziW30jQN/ZrzAbMIYQ1aaI3c7X7lntQWPTq2CWUHszTncq5rhhtiNkW/u87dUzqV07rl3gTN9F7w9ENyS3I30ix6z9vr8OOhY5jyN36H0k82BRUdnjJzVc05jJ0nJOZrTMg10ZkzZ+LYscjSQMePH8fMmTOlNMqgvr4excXFGDdunOn7cePGYeXKlQCAAwcOhLTJyspKLFu2DH379o04lsGDDz6IioqK0L9du8xeuFNGnwIAGN7b2oRpdMnQmihnh/f7jYHVfkTQoIUcSgDxoHkaUnCnJLnbSUUTJQDWgpgUhhfOtp/o0JBac2Xzi0QmFbDjqeZMS29++SPzuQCzEJn98RaufcmJgkiu4oi2aFro+lmdi7zWgCQdkkSSr9MIh26EtEGGtTDis6G9r9552NIkbxzm3NM644vfnI+x/YJLAY7mXIHk+aQAS2LI8GaMKV7fd3MCf1ITFfOOPrVL2H+DbFs01xmd+GqHezECo88leywFxwK3EH3ssccs64YeO3YMjz32mJRGGZSXl6OpqQlZWeb0XVlZWdi/PximsXv3bpx33nkYPHgwzj33XNx1110YNGiQ7TFTU1PRoUMHvPnmmzj77LNxwQUXmH43TGGummIyn+nFMLWFtZPIbcg+Tqc7E4Uc1Mm1BENbiTbk+XkD0I39z8o7iWnb3JPamv4WNaOSyRuYvWIdzJhe8w23cYkVpY9uJFzYWlaN4/VNWFt6BLMWbXLUzEzhVcT1ywiw53WwidifM3kCOQH9+5f2CWCMSWJSqPB3ACHrhnFuQWsCYJ40JjGkATTuu6xJM2CeED7zEZ9p3uCC/mFzLtkH6bzaLPDEvMuwiIXWRBPJsUjXdcsbsX79emRm8jugsECfj2xDQUEBSkpKsH79enzzzTe48847mY5JV3ExsMttSz/O8KyRvZ4owF7Tk5zF8q7t2EEOiPFIfZyf3UFovz/8ZCDTdo9dOcD0t4js0jTNNHv38hoLmwJNDSI9dJ37Ab12BAAvfvoDrpm7Eq8s2445S9y1ag1mIVTPaWkxrpR8Y43miDq28HjIapp5HflgtbvFIlz4W55jkQYgPZWYNDLsbphzdx85hkl//gqLXeK5WSD7wp9X7BA6hqZpoYQRpIDn8tugrv9MDmdFkWQzBslR8HimYR5KO3XqhMzMTGiahj59+iAzMzP0LyMjAxdddBGuu+46qY3r3Lkz/H5/SOs0KCsri9BOeaHriRqwmsLC+VX5Xi4RUxuvyRiwFiBkR3Iaz6IVIfT0T+wtBBatCH06qX2qpZcuXYh5dJ8uyO8uJqhNJjBCa/CyHi2qidKb88aKkqbDb4mE9N/sqrDaPALSfC5DK+LVRGlhyxK3Su5CCtE6hnuW5LBuxitESe2pXaq7UxiZhMDQRB/6zwYs/6E8VIBCFA0w5Zzlge6DIacnkxAVn4k/cIn9kpsX7FI3RnNNlLly7Jw5c6DrOm699VY89thjyMgIu56npKQgNzcX55xzjtTGpaSkoKCgAEVFRbj66qtD3xcVFeHKK6/0dOxp06Zh2rRpqKysNF0Lq/aQImhrZzk+3e9HnMJmznSDHAiYxnUPQWJWx+/KWBPTimSfj+ley9CwSSHEqz2Rtyw8AHtrjzHj510TpREJ2ZEhRMk40R3lNfjZq1/i9vNOxm3n5jnv1/w/S+UjElJDSrXQllisQ8Y7aNzLowKezuSywEnt3GPrWdb6WDClQPSYgzvkAxJaviLMucRkxc5CaUfvk8KOm7UNTahrDEQUDKAf99M/GYQH/v0NhuR0ZGh3sC2xWBNlFqI33XQTgGAVl5EjRyIpia9yux3V1dXYunVr6O8dO3agpKQEmZmZ6NWrF2bMmIFJkyZh2LBhOOecc/Dqq6+itLQUU6ZMkXJ+mrCmaHPTm/uJMcP5bHMZ03FpU5uVJkqvAUw+Nw+vrdiBdhYZeUTgzf4i5Zwew7WN/f0+DWCQId7PR9XAZM4V7KTFeHuB2zQPYMdthCD9KElNmhzYyNqclbUNaJ+SFBpk7XqD4RnrhVDhgyYdz3y6Gfsra/H4+xtdhaiBj3MyQgpRp3R3xq0xJk0NAT3iXv54KOhEecsbX2PnU5exNYBgeG4nfL3zCMb05SvSnWhYOT2Rse6T/rwaf5t8lutxjKdBrrsPe+ITVNc14ttHxyHdwW/ipPbB8/GMXAkZJ5qeno5NmzaF/n7vvfdw1VVX4be//S3q69kzpBisWbMGQ4cOxdChQwEEy64NHToUDz/8MABg4sSJmDNnDmbOnIkhQ4Zg2bJlWLRoEXr37s19LhI3c+5H3x1wLOS6u7kqgFvVe1qTSeIoR2Z48npx7iCHELLTexGiq7aJpVX0AotjBiAeHmB3N7w4N/gcnMh4YPXaDAsFYk2XeM5GCMf2g9UY9OjHuMPCXGgIXUPAneKSWcutLQCZAarR1gJS29BkG9fq5zCLawinbQSAtgzrdkmhNVF5A61x/aP7JKbw1HWdyzJhZc4ln8aKrc7lMSO0f+J9NsbQjXudY/Z9HGvjBgm1Jmpwxx13YMuWoIPC9u3bMXHiRLRt2xbvvPMOHnjgAe4GjBkzBrquR/ybP39+aJupU6di586dqKurQ3FxMc477zzu89C4ORYB5oV4WhjuPSpWWoenzJRonKEd5MzfyxFv+8vXrtt4bXGEdmWhUYScWIhnxpNjlgUvt95os6dqKBp/fVO7cApjMvbXVT8CAIo22iclye0cNLexZIchsTJ/G9pFdV2jrTPK8N9/gsGPfYzK2oaIvmNcjrNpPfxbWrI/pEFbJhWhjmPlWCTqzBKZZYctcYdXC4rNQW2ZvqAE+Q9/hK1lkZEWQczttcrQ5iXExSpjmtskycfwPtG/hOJEOX1XeOAWolu2bMGQIUMAAO+88w5Gjx6Nt956C/Pnz8e///1v2e2LGm6aKOCcNo2c2fDMjJw0UTvBITIIW2lQJ7VPxcDm2qBOA5LM7ualMDCJW8J+g7MZw2FYYVl/ISGvVzSRO/3sUjjrm/ptzLlGO1jWOZMEHODs6NBcSaSqtgHdM8Lr4kdqwpYrI5B+875wTmej7SJhJkY/d9rFuDNO5lyvJLn4QJDfThxmnfiFF5ZreK9kLwDgjS+cPXaN7hOyhhCRAl60O6tJMf18IyZTmvV2ljRvm5BxorquI9C8xvPJJ5/g0ksvBQDk5OSgvNxZpU8kbDVRxoX4m0bkhj43sKVSaT5+8H8W05TsahrkMTmaDMBsIovCnNm+DZwn+78J+VLOd/mg7gDY3fgt67dKihN100RpoWs1QAFhgWh1HNs8pR7Xc4Fw36mqbTR5zhpmPLJ/WyXS4vGQDafrY5+AJjEkQBHFxzEZmTGuj/TzWzG7KBzqxPp+WZlzRYRo6PkwCFF6H+N94nmdRBLd88ItRIcNG4YnnngCb775JpYuXYrLLgsutu/YscNz2Eki4CZEjV8H9+wY+s7JfdrOvMNiJuP1SmQhFLPHud9jV5we+uwlbosV0SvukJYslhc4wsQnVsCcxBAIXquhpDIG4RsmQTJRB7nOZwxSTgNKWDszJgDh37YcqMLPXv0SX+/k8yI1alpW1zWaBLgRuE9+57cwRbNUIqFfETYTsHF8eWEQoSWGUCIH9gmAUyrO+sYAZn/8PS5+bhk2EGFLIryw5IfQZ1YzcmpyZFw8jznX6jnQkz23cU4TmJQm5JronDlzsHbtWtx111146KGHcOqpwdqF//rXvzBixAjpDYw1rJpoMmEy43FIYDGThcxYEjRRWuAZf/2r2LnoOA15X1juUCzK0dFxogaisXEkMrINSXl+4F8TJeMTScc3nn5qPO9lWw4iENCxcls5xj23DKu2H2rOW2xNWIiEMdZEK2sbUEe0wZgUkNeV5NMiYxQtMjbpuo7lPxxEWZV1buNwYW77NobOSTgWyc4bzdMHkh0mf4+/vxEvfLoV3x+owo2vr2Y6N4uAtHtVWOJE6z1OOmht1K17+h2Wt2rqGoPr6dRvTrlza+oa8QNHSUg7uGMnBg0ahG+//Tbi+2eeeQb+GKWSk0FhYSEKCwvR1GR2RLETovQj8Ps0aFqws/HY250qe9ib1JgP78r3+4Od5qPv7J1KrAQgGRPGY8+NgdIaAcs8SNd1/O3LH9G3WwecmRfOnhKODwz+70UAippz7QYwZsciQqOpInLfGtfC8kxI56SFJXsw45/rmc5thWHOra5tDK2tAWGhaOdRbTTT8LB99H8bcayhCVcMzsaGPZWY8rdipCb58P0T44l9jHXU4N9O2o0haJMleMHbYUyaF3+3H9/vr0JjIIDTszMs2uKsiZL5nw/XOEdB8FyFW1cw7mdqqDKOHMciIHKyG7EmSifdMJ4ptV1TQMfpj3wEADj31M7N7Q7iVE/0kueXYdfh41jwy7Nx1snivhTCoenFxcX429/+hr///e9Yu3Yt0tLSkJzMnxs1XrB453680T7tlqZpSDY875jq2/Gbd7yYc+12qeEo7myX9zama6IOv9ndQ5+FlKDd+VdsLcf/vfcdrnslqFVZTZIAEVNs+NzJkipIuDkWOXWPvlnhOM+a+iY0NgUs76nd9QPAl9u9hTSlp4XXRMn4ayOdJandWD1Tcl366cXf46fzVmHploMR+5KE1894zLnyQ1zI8eTiOctw2QsrUE6kIiSbl8wYxiUT1qUZqzAroTVRovfR5ly72Hx6HZXuIqS15RA1wTDewT1Hj0f0hV2HgxEWH3zrXsrNCW4hWlZWhrFjx2L48OG45557cNddd2HYsGG44IILcPCg97JJ8Yb0bNx95HhE0m+y0znZ2z/ZeADbD1ZbeJiFhajdC26cwc0UFAjo+PU76/G6YE5MHshsIjFZE2UY/OxSqVk1b+VWsyDY6VKCideca7WVYVY9VteI90r24P531gvN3pnNucR1X9tc/D27ucyXwavLnes3WsWaeg2/6ECEuJATikM1QWFCDsxOlVQM9lfWRlgb6L3CWZIi22PnBd8UiKwnyoudNYnEru9pmuaojcaTVIuCG3R/5PX4p825bsU87Ly0yXbQExEyHnXjPus4VK+Om9xP7O6770ZVVRW+++47HD58GEeOHMGGDRtQWVmJe+65x1NjEgHaxLBq+yFbc5Ndzs2V28ox+a9rcP6zSyP3cSiSS6/HGM/fbiBfsbUc7xTvxsz3N1r+LpOczPBgzFPsOSrxb83UGlo1dQorz79H6BqENqOkKUMSvDkFkUkG7n27BP8q3o1/ruFbiwbCFXd4UvAZoSQ7qeLlb6/eZdLU7QYQc5gM82mJfcI7tW2eTNTUNZrWZfceDa5n1lOaKN0iKw3FrU183rnRy69qlSTEaTIk5BRHwTMRsF0Tpf4Or4mGx0JaeeAVRrQmSltaIqwjNtYFsk3G8zb6H9lGu7HIq+Mm9xNbvHgx5s2bh/79+4e+y8/PR2FhIT788ENPjYklLHGiQDDdV9/fLUbxziMRx7BLKbXGYtvQ8UmHJBeXereB3Cmjkhes+pRTOq54YZdYwcqcu4dKjkFucdCiNqkMxyJDiNYQpuRyhqoiJBpRT5RHizW8XHcdNtf+7dQ22XTxdiY5WYnLAbLUmG7SNI1zk4Ngo0X+WpblkvBOwf/Ca6Luu4Qciyzex/RUbyk3rfqi02Qo1iZd10lu889W5ly6PzKFbxKni9RE7dbGNdO+9Dtp+HkAkaF7ZEGKG19fbbk0EXNNNBAIWK59Jicnh+JHWwK8caIP/PubiO/sSihZeUFarZG4PTw3c248nHZijdM12pWIsxq4nLa54bUvpTl1kac2HGpq6rxlUXJdE7X4zhAMtMk7NdlvGjiNY0amp/SmiZKQyx6k0LaKW7UaQlgcfuwqv7BoGVa+DcY9+sttZ7rub4Vxy6xidp2EaBJlzvUaHkVjdbxPNh7AJhtTp0E4YxHpnUsLUb620hM1NwdNv82a6G1/WWPbBk3T0KN5SaO8ug7Xv/plxHG9LoVzC9Hzzz8f9957L/bu3Rv6bs+ePbjvvvsiCly3RFhDXAD7bBgNDh2fPH6kN1rwf1rgimUs8o4XU6zXCBeW3atqrc3KLI+QfH+3HIhMfebkTm+F1XqQUTiAdHwQuS9hTTQoEN/4Ygcm/fmryPV64rPRfnqiocG8bEAXK6arl0QemR/SXEoKqheW/IC9R4+bBuZ31+6O2N9qUvqv4sjtSIzrsBIaEckpCCFPb92tufIQ+1qltTC3aptVW+h+VCNQeccJWovbuK8Ck/+6BuOfX+64Xzhjkb13rmM6Pouf6LHWzdLCkjvXSuGgrVBlVbX4hEh5GXNz7ksvvYSqqirk5ubilFNOwamnnoq8vDxUVVXhxRdf9NSYRMA12QLxs51jEfnSO+WAZdVE91VYx8J5Rdd1vLx0GxZ59E5zwkmL8RpLWtZshqVPwTIRst0iZA60tjLw0I5YCzQQueZUyk3/sf9txPIfyvGP1aXYWV5jOagkhYQo7Rhnvia7dcAkj2uiJMlGbHRTIMJk+tB/vjUNnu+u2xNxj3oRZbMM7KwQRlPDE1D7dtFOVFYar1ezvpUm6nQ7aUcwkVzQhmC2Og895mwts3ZyYokTpcc9Hl8JIPI9pTV0u+pETl7BxnNyusezFm3G5L+GtdeYm3NzcnKwdu1afPDBB5g+fTruueceLFq0CMXFxejZs6enxiQCPGtBhiZKD7TkwBThLER0nH+s3uWQADrclu/2VrqaW0RYt+sonvpwM6b+fa30Y9vxd6JcElvntX8eR2zi5VicM2iTr13qPC+zVGNN9BhHWBGNBntz7vyVOzHmj59jxj9LIvYz2k8PTBo0kyCzXRMVLswaOYgZSQQaA3qE0D5UU29r3jQe0ZTRJ3O3QsSx6MdDx0JtCYdVgPk4lu2wEKJOx8psl2L6W2bKT6vjuc03jZ9TqQT0jU2BiAnKvW+XcLUlwrHIpR9YCXIAGEzkt2Yxf/9n3R7T317Tcgq7gl100UW4++67cc899+DCCy/01Ih4YOdYZGc+sepsdo5F5CC1/WBwpmfsTnot/mHxZlw4e6ltG0lt4L/r91pswaBxOWxSVhnWcGWnxbLL/DKwZ0boc1NzxZ5nP/4en262T/5gh12Ii1WFCBpX707BbEPkYdtbOKWwHI1+p+0ci4xal19bOLL5bYLMNc08ybNbhzKHuHjDOFZDUyDifmoA6pucJxltU5JM3uFW0Pc1lN6SKU40fIV0mT9DGOs627HoJRkrTdSpS9FmYzdLSGNTAIu+3WebuSli+4D9pN6JFCr1pJXWvpqzqHiEY5GLOTeFEKKkhSX3pLahzyIC0eu6M7MQ/fTTT5Gfn4/KykiNqKKiAqeffjqWL3e2qycSdo5FVgMfYO2sYmdeIMvuGEHhLBh7GWuRZFtOomaoMiCbbVWxJhqOS+R9DASAu/6xDi9+uhW3zl9j2o5+F+becEbEsexMeizrV3aDB20O9BInmprkiziP0JqoQ9YVEvJ52SWhD5pzidR7EWumwf1MaR49OxaFLTZWkzW3+ECyXaxwxYkSk9UUyjvW1F8Fnp1VP5v3+baI74zT0FYUt0nc/JU7MfXva3H5CyuY2vPsx9+b/mYNqaGtbrz92LJovcYnRFOJjHh/XbUz9JkU6CK+rV4zVTEL0Tlz5uD2229Hhw4dIn7LyMjAHXfcgdmzZ3tqTCIwiEgsT2JllrHLSMNr+imrqsVTH26OCEcgoc08gHlwo9c1WWbN5HoLvXYWLfymQUnHB9+wrce2s5jcHLcxkzrlIDWgX5xI79zmNnrMW9wuxZwKUyQ3q2FKW7+7gjnMxUnDIK/drqi8nRAWgQwhiRiwNI0pbWapw7tBhsjQ5dPeK9mDYU8UYaVF0WhDMJOTXiNPLz2ZAsRMulbLQ9/uqUDhZ1tx9Fh9pNWB1kQd+l/xj0fwxAebAIT9AwDnOFGjlqzV+Uy5iR2crwA5RTHcHYvM5yAF/u4jYWchspiHVWrLZ68d7NgOr74ZzEJ0/fr1uOSSS2x/HzduHIqLiz01JlEYeWpkHkXjZSAfu9EB3eI9ac4icrUCwLS/r8XLS7dFOBCRmqibifLuf6zjagMAy3ADVtyErl2/JJfaWLQ842VomxKZl9mYBNAZlFIZNFE3M5msMnS08Od9X+mcquQM3AlbTRSaabCycwYhQy1EvLTNWjHpnWt+V9bvOoqZ/7NOFsJ63srjjZFVXJp3raxtRHl1PX7+2le2+5NCnL5vGtlfOfqC0Setki0AwDMffW/5zvamnKicMpv9ZN5K5vbYQQqm2/+6JuL3sFnaXFxcVIiS/SJCiNpMpoytyLaSFgJy7Kq08Ni/MD+yuhj5TsXMsejAgQOOuXGTkpJOiLR/dljN7A3vXNoMYSUcTIMK9WLRa1rGtmRidLcHzdoRyGBuUoiStRRZ3o93XEIM7DDN7Kk2/9khfaHV/bcT5CwmKrvakcbgJ6sWaIQ5l2Efu6LcgHkG7oTdpEvTzIOOIUTpy+zUNvyu86yXW92uZKJKipU3sFdzmtXA6dQH6LOd3DksuGjh4KM00W0Hq3H7X9fYliOzK31oxfIfIrXjO0afjJ8WhB00LbV32FtheCEPbdUeA7LSDb2fKPS7ccwleQy5fdcOqaHP5Lts5cRntbxzcpfwM/dasJtZiPbo0cOyeovBN998g+7du3tqTKJgNQPmcSxyG3dZkgEAwQF9dJ8uANgGmve/iXQ+ok/VhkjmTQ5oVsd3aqVddpHI85uP4hQn+ziRvpCefSdbDEZ29yRVwJxLw5v2L2xCM18vrdlY9Y3K2gY89r/vsH7XUctjkwLBuRZo+FxkrmMaUhukNVGj+eT+dtoUK6E40YDObbVhgZxMGS1tY2G5+NOy7XjOoiB1p3YpofebNgemEfe+qrYRFzy7FEUbD+CauWxaIG8GorRkP/547eBQgoCmgPU68nsleyK+s8NpQkEXZjCwC80LvTfE71cOyQYQOUaS7zBLnCidPN5qH2OXbh3SUNvQFEwl6fKOWj2Dbs1pMQEgPdVbNjZmIXrppZfi4YcfRm1tpBfY8ePH8cgjj+Dyyy/31JhExlITNaqmNwaw7WA11pYGNUo3rZBnvSmcHNsiCxL1911vuZt0ycGFHExZ4iGnjD4lfG5BbxNN02zTdzkxoEfkWrxdfUyr9ePIfZ3XRMPxgYwNtIFeS7daE3168Wa88cVOXFn4heUxUhmFKIndwKlpmmnyZGfO1TQNHZu10Z6d2lpuw4opTpThhvKaCq0cUsjJosHvF23C80t+wL6jkdp8brM2Sg/ISX5fKFsPWeiBVXthmdABkRN3I0HAj4eOWa6Dr2KorGMc89077es802XV6MmrcQzasYh8RlPHBGtKkxOvRd/uw5CZRVjm4FhJrxcfPWYdskaONSGloknHmb//BKc/8pGl9mm2/EU+A3KMjlmyhd/97nc4fPgw+vTpg6effhrvvfce/vvf/+IPf/gD+vbti8OHD+Ohhx7y1JhYYhfiAlgvyFvJRbLg6wXPLsU1c1di79Hjrg+FJwYvvDbHvAsAe7MhmQPXbM5170jtiWLPbiLU6RaQYQM0/1m3GweI0BvjPGT6LgNDGNBtOal9KuzYWlaN90r2oIGYlBT07hSxnYwE9IDFhMnicE65loFwAnqAPfnDGb0irwkITsZIbdAu6xMAjGteS/K6ZmQMYgEd2O5SPQcIXyPrPK22oSnitlppogZWAjBkvre4VsM3oWiTexgWPUly82Uos8jbTHLfghLL9vKM+90JrYuGrDcL2Cd3oPMLk2Oc8Rt576b+fS0qjjfgxtdXWzp+AUBxqbnfszjNGX2primAyua2O8Xa20GOffQ94IU5u3JWVhZWrlyJO++8Ew8++GBoxqJpGi6++GLMnTsXWVmRC7iJyrRp0zBt2jRUVlYiIyPD9JuVlkVer4GR+Hg2YSL68dAxSyFKzjTd/F7IsztqogLa4NQxp4QKLNe7mHOdzsd6aqvN/JqGJuhoCug4r08X02z1vgXr0dlGCNL3lU7nZdC5vbUmqut6KC6X1GzJ2bfRXp/PPGiIQpvuSyxMtqTWWF5dZ9KiNGim3+1iY62OeVZeJr6iYvfqGszrksZgYhmC4DMmO+wjtrGlqW4kp0mTV2iTmmjYDGsvRK3eG7+DI1m71CSUV9eHYr4NPttchs37qzBl9Mm27yJLzLITjQEdG/d6S7TCunwEBAVK25RIsUA6hwFmpcItO9Tsoi2Wk3r6XhvpUusbA3h56TZLZ8JQJq56+/SDVnRJTzUVmiD3sVpT54HrCffu3RuLFi1CeXk5vvrqK3z55ZcoLy/HokWLkJub66khiY5VJzDq05GzN5/mHquUxKGJ+um1CI9cOaRH6LOdJsoShsHzYkbs6wuf02p8La+uY3rp7LAz55LCY8Oe8MDUpNuXXfrouwNc2ih9ObQAoYUaYNZWH35vQ8TvpBB1cv6gH4nVM+qV2db03MnwjsjjiVlBaKzWs52w0rzIrDQ0FRYxzixhTuTdoYUoOQloZyFUAOCW+V/jD4s3RyRoMLVDQn3QB/4VWfyC5/WzMu3bTTQNywTdK4x1xbAjWnALn+Y8AQHAHMZmLM/8ZeVOzC7aEgrfITE0UXIdnMW0vnDaSNPf5MTLS0YxQDBjUadOnTB8+HCceeaZ6NTJ2mzUkrHS+tIs1lis8Ps0V3Muz8wnyaGDsrxH9FoLubb7FbGuYnl86k31cWiiTnfAEFCvLd+OIxYDoB2saxdW62GA/Xqi1fMmNVA7jZfErmUsaSTJ+7ro2/0Rv6dQzi2sWJ363XV7TAPQvkr7TDfGcsWxBm/mLl7nGqt12qd/Msh2++3lNY5VaCJwcHKxWqdvn+ZssDtoUd4ulDxBghBldfozHNPCVrPg91brsnbWnmqq4lAoxIW4jje//DF0C32aFhEOFrGuyvj4jxxrgK7r2EyUNgOoFJLN5yIVF+ux0XzSHh3b4Lzm9VTArInuKK/xtGTh/QmfgFRbDFRWne6JqwYAAE7t2j70naa5C1EnbSJ4jPBnn4MmanUeFtObcfy1pUdD37F0IrJdrKZkq82Ma/rLqh8tzZvm/e29ee3OYZdowG49kZStxrHI8/JU9qFh2dcqkQeJ6EBMCueu6eH+W14dduBwcvwwJo6vLN0udH4D3vtnpDMkcUr7ZxUa4SRErfpRSIha9BG7LGbhc4WfT4SDGuOjo/vww5fnhz6zTh6vLPzC8v23cqyxSl4CAG+vLsVei0kjeT//b+GGUJt8mhae6Dd/t456p0mB5tYTPt1c5vi7XXUiFh66NFwDm3ZG+3CDeBEOJUQtqLFQ7+st1qIMkwjZwXya9dqAqPXTOPZTH27G1XO/wJWFX+CHA8GZmlNKMxbHHhKWtT9yXBIXK+IL+VaDgfV24dZNGJwd+txgc42b9kUnwT/AJkBobZW8P5rGnpqNhjxsrkUlFBKr/iKSycVqF1FPbhKniQRpYbDSnGisJqTGMzB+I5tsZ9kwcFrzFS1mT2rvVssJC0uscmmzL3nYCtGvd+HyFyNTCNKTktBpNMKTvfnLSquwKcauRK87R7TDMOcy+gaQkBOxOmp/u2IWLCghasGsawZGfLeNSiQPhGegtaY1UU1q5QXSk3dd6VGs33UU094KVl2xGuRYZq1W7TOtidocwjSj9D4uOmPRBqO2oxvkPSMH399brLHYQV6el+fJpoma/z571pKIbUacEplFi4Y+Eym8WMJ+6H3cNGSuxngkye/D5/ePweWDImPRrer39iaSkqdTAsMw31tlz7F61rtdzPkP/OsbU7k7mukXnua4vxVkH+bpfuSmTu8onY6S5HBNfaR53KZYOLkmSn5P4tYVnLIY0diV+HM6pgGpPERUN/Li4yG8Z4Kwa9cujBkzBvn5+Rg0aBDeeecdz8ccnpvpvhEAvz/StKDDXZDxvFRWZimjiLSlJsp8ZDMs6y4mc67Lq+E1H6UVf7x2MLqkp+LxK0933I68Z6QWR5dAYoXJqUuP1GCCbXF+xT74Zh++2Ooe8yfiyEXucZKNI4kTTjGOvFV/TunirAkDzgkigGAsZ5+s9IjvreKFO7dPxQf3nIvP7x8TEe5iZdUPO/BFHqvcJQyl4ngD/rQ8aPK28k4WeXakzOKJYwzoOlP4i5UHrhVG0+l1beMcPk0zWVKs1pTpJAo0pOOWplk4NhKnTvKzCVEryOdAe/R6cpQU3jNBSEpKwpw5c7Bx40Z88sknuO+++1BT4x6LJuXczS/efsI5oymgu3b6ey9wE6Lu63GLN+y3PA/9HWvfeGeNexo/8tCsSorVZj87M4dtZ2r/vt3Ssfq3F2DSObkm70In5ym6Kof7+YLbpxPOJHZJHVhw0ua2HKgKWRVEmOkymSBPLVIFyMmz9Nb5X9v+ZgWLGKC1I6dQFBLS65rsC6dnZyC3c7uI67ByJAvFBVs09GSGCcChantBIaLQmzVRjhAjxk3JmG8W6MkguSbqJ96xxiY9Qsurqm0MedCSj/SZnw5CZrsUywpN9u0QXxMlnwPdRi9GlxYvRLt3744hQ4YAALp27YrMzEwcPsxX104Uqxc6oOuWIS7klpqmMa9zraMCkg3+vGK7jWMR02Ej+IQhkJw8nxdzbkYb8bJudJUOK+w0UR4uHRg2G1ppotsPVpuSQrC0BTCHFlxlk6HIClrz+91l/XFBf+e4bB+DOdfYxDrFmv09dnOOE6GtiwMPYP3OuVkY6H3CyRzYnMeevDpyeYd+rk7roixxjJEWDMJE2vxs+nePzNpFwypwWe41Ca2JTno9mNC/uq4RbZP9ISFUVdvAXGno2mE5KP7dhTj75PBShdsaslWICytOKUdbtCa6bNkyTJgwAdnZ2dA0DQsXLozYZu7cucjLy0NaWhoKCgps65auWbMGgUAAOTnsmo4XrGbqTQGdKZ3digfGMp1j/e4Ky+913TrdWfjU8s2pZL9zNec6/NaxrbuzhVvrnQY98jenROxOJPt9IYH34QZz2MnBqjqc/+xSnPVk5NolDf1ykgKZJz6NFuSTzukdcvc3oDU38s9ONkKULjZtnuwxNy98PBhxlmZYDmXn7EJi99idHenMf7vF6tLkZLbFjIv6mL6jn4eT1l4p4EhHWjCM55Ps1yLaQRMwxTyHj/HyL8zanpvHMQ3dt3YdDq8T+3waOrYN9q8jxxq4EpQYCkV2c1alJJ+Gskqz+dzshyJuznVa9/SiFMRdiNbU1GDw4MF46aWXLH9fsGABpk+fjoceegjr1q3DqFGjMH78eJSWlpq2O3ToEG688Ua8+uqrUW2v2yJ4wKF0EUnXDml4a/JZrudwMjNYCVEZdf7sjkDOMJOT2HqdVcft6LL2xYKzJhru1naDm63zFHFYIxTkhSU/mLb5ocwcxwYQa2EOGgVgHULBAm1STk3yuzr+kPfeab1RpiMcK2f06hjxnZOzi8FKh8QGdrA4SNH9ie63HVxiRQ1NzamWJw9WmmiSTzMtMxiQ1ha79z+VyuBklQ2IJKStM3qIGRPjwzX1lpV63OjTLbjWXVPfiBUWtV8NjHf7uIA5N1rEXYiOHz8eTzzxBK655hrL32fPno3bbrsNkydPRv/+/TFnzhzk5ORg3rx5oW3q6upw9dVX48EHH8SIEfbJlo1tKysrTf9EsZq9Nuk686BExpfaYSsEYF1JRepwSF2eyZzrwf3SKa9pRBNsTkNOYJziREXNuY5t4rj2CFOioMCyGpjc5kukp2QHp6oudvG3bE0TgjSXG9DOLlbnd9PerfoLS8ILN69Qp/sHeM/qREOXYAOCpkwrszzpAGaXXYvX0/rlpdu4ts9s1kSPHqt3HP/s3h1DOLqFmhhmc9YqUqykMibTsSLuQtSJ+vp6FBcXY9y4cabvx40bh5Urg6WIdF3HzTffjPPPPx+TJk1yPeasWbOQkZER+mdn+n322sE4pUs7/PrivrbH6tQ2skM3BXRTEoMQFi8yi1u1k5mIRROVORCaZ8fRDftww+kQ5PqUjIwxNDxaBn2tolqflTesXeo2A7J/9Oxon6wgoOuWqR6jGcZkZUlox+DsYtckp/tq19/Ib92EjJv50ynJuwhJJnNu8P9kf9hsSmISoja3gZ7wuyW+/4EzqbvJnCswozA0ebfEHsZ1sBQyYKFPVlCR8RJNkNBCtLy8HE1NTRGJ7bOysrB/f3Cd6osvvsCCBQuwcOFCDBkyBEOGDHGse/rggw+ioqICf/zjH9G3b1+ceuqpltv9pKAnlvxqjKO2mJMZWSKKx1bPIkzsHBZ0PdILLvg98+m5IWPFXGWBw+8speDcOrXToGdeE+X1zuXbxi2vLv2MGwIBrhfWkDWWIUiaZnI2odtO5hTtkm7OuHXx6eF3ihRATmFM1xLFou2wuzT6a6u+zxJ2YWfGp4PnWfYhofO70nu4mSjphAzk/mQBaTsiPMwt+m1TQEe/bpEhPuTZyBAX87KQ87N87ApnT283jCLu60qPCJlzdzQLxSqLeFuR7GGscZ+Gl+/LHrJyJbQQNaBviK7roe/OPfdcBAIBlJSUhP4NHBjpTWeQmpqKDh064Fe/+hU2b96M4uJi53O7tO0XZ/cy/W2VsswOu/5gXkh30kQtzLnNb5AXYWo3yF8/PKy1z1q0iakwsNUlevGEM3Ay0Zm9c8XNNHaQAryJut/0YGhVsL2+KYAyB8/e4bmdIr6zi8t0upPmTD6a6bjkfWFNpziKyD3qBr0vfQ6rPsayJkoel9TELa0/zciwfJyW5bz0EuoHFrPHW0bk4coh2Sj8OXsoh1X/Lq+uR5ZLwhE7CxF9D+gasXa5dFlfVWNN9J3i3Si3yCXsRrVDsgoSnqUgFkoPB8drLxnLElqIdu7cGX6/P6R1GpSVlcWx7Jq5V2VS5hXWzgCwzZbs4hyDa6LR1UTpM3dql4IxfYMD6aGaetz7dknot5XbyvGrf663LaxLwlMay24Nhd07V8OdY06x3VYE8sxu5tn3LSpYHK9vcjSnWV2zXd5fp1wOtOAl+xvp2ctqYvZiGqevyOpy6LALt6wzZJF4JzxlXmqmT1Y63rztzAgvVwOne9gmxY/nrx+KyyyyLdlhZa1hs+BYf0+/L7SFhiUZR69myxtd1xcwOy4ZgskKr/PnPJf0lfEgoYVoSkoKCgoKUFRUZPq+qKjI1YHIDaei3CRuwwudDmvDngrL7az6Dps5131N9L4Lw27vMrxzHdtjM2r//E9f4d9rd4dS6zmVU5OhiTpNQMg2piT5MOq0zp7PZ4fIGuex+ibH57R6Z2QIhp3zj9O9pMuc+W3MYscbmpgmX6nJ4sMFLcisEh6waKJk/lOnjEoktnM2zm446rQu6NvNOlZT9ntnVcqNZfLJqonS74/b+joATBsbnLTQSwMAcNOI3NBn1sLxJKy3z2pN2IBlWCGT0APAb8b3YzuxA3EXotXV1SEzLADs2LEDJSUloRCWGTNm4LXXXsPrr7+OTZs24b777kNpaSmmTJni6bzTpk3Dxo0b8fXXzplX3Eqg0Z3zs+/tq2LQ2Jpzid5w+3knW24TjBMNmnPbpNivVcpI/k3iJvdphwRLb0mGyYObF6uT+YWOE+Wp38oysJLXJOJte6y+kXk/Qyu1i73TzIuYJmhNlLwv5GdyPZDUgmlnmlQPmigt7K2s0yymul9fHB70rDyvWbMcuWH32tglow9NpiSFuFhNEKz68ft3n2v6OxgnGhmr66bFdmBIlG88QytfjC7pqSEN9bhkz1my5U4TOXMxe2t+Sq0Fk7mYj9WLFcaIuxBds2YNhg4diqFDhwIICs2hQ4fi4YcfBgBMnDgRc+bMwcyZMzFkyBAsW7YMixYtQu/evT2dl1UTdfPK43VcIWHRyH5xVi/b3wxzbmqSP5x5hiHIxa3NTkdwG5CsXjDeY7Aex44kSlg4na+XhXOYO+HjlXKsgRt8v7+aq9A3YJ6pky++062kixWbHE2IHe2SHFx9Rg/T3/QA1hTQMfvj7/HMR5vD7TTORQ1jfSmHGFoT/e9dI5kmO52IRB2sma9kWD4M7BKFeI21pZtoNUGwEoQDemSY/rYNcXG5ByyhYKHwEhsnLi95bVmd7ZysDyw1n9tSHuDpqeHn+caKnUxtoIm7EB0zZgx0XY/4N3/+/NA2U6dOxc6dO1FXV4fi4mKcd955ns/Lqolmd3ReyKeDmHlgebmdNMkPvt3X3AZf6FgsffHdO0dGfMeawYSeib//jbkkk1XJOBqWuD0Du03Jl4m+R6Rno1/THGfht52bx9wWKya8FCwbFZq8MFxaVW0D96BLXuLTPw0XqHY051JClNzWr2k4My9YaMFOu0pN8ptMdyl+83Yjn/oUL3y6FYWfbbMspE1Ce3+SHpxd0lMxqGfHCHOl1dow+axPz3ZPgwc4hbiEvx/Qg+1YdgO17FUUq9A2+2cdPvm9b6+zXJN0MwWzCNGQJkr4Yvz7znPC52DIJmTXCqtKPFY4TbRYzPv0uj4ZVrXtYGQSFRbiLkQTne4Z5kV0uh+zpCqz2g/wlvSY7HINTYHQsXQ98ncaK09Dq7UUKwGeRpnc7nprnTltHIMwp1/oP904zKG11txhY+YGqPquPnYnJIAtkYJoTBk5yFgJ0dMcwqnIVpGhIE59iA41WEvkYfb7tJAJr64xYNtfyOPTmihZeMGtqkvn9qmmwuDkQGtMqlgcZwDgvWkj8bfbzrIMMbNiJ0NM4Ws3mi1SvK9mxfEGbuuCE5YFA2waRXbHtaVH8e7aSK95V02UwVRvCDDDStQhLQkFvcMVrwzBbyTEOLkzuxOQo+Almp7mYM51y8IUPFb4YKP7dDH5nLCO5TStVoiymnMBYCBlMiHhrYZAwhIEzsKw3MzQ4M/i4GD1QrE6RlhpLZ9sClejt9AdXM9v5e3nhlMSCnM2I81xWxFTn6jpzjAF1jUGLPMrd3MI2LdrJzko0Fs0WFTTII9nCEXSekCfhjyv00DL4kzyyqQC9D6pLV6ZVGBaNzP6HuttHZzTEefaOItZ3aVyhworBt0y0oQq3Ri89NlW/PLNYltzNi8d26ZExITyHpF8llYTFHJZgKXgvbGJ0V/ofYz3zHi2lw/OZm+sBMciUgiyvNYjTzXX6B3aqxNbIyharRBlNecCzrN90dkL4NHpR9dD+TyT/T5iTZQ6h8WuVi8U6wBmJUTLqsIaCUumE9okI+L1+R+HGFXy+H4tck2UnLGKWAN4ZCgZ1mBkuKprDLA7Fmnm/2l41kTp/Qzzl9P6MylEnZ6ToYk6aelDe3XC0l+PxcWndzM5ERnnt/LYlQHra+Y1RSRLJSQeaK9yL8OF1Vruk9cMxMmd2zl6r5uKtFOORXaVbAytki6Q4MRcm9AhK7rZxMqyaKIkA3t0BABc2L8rAHELU6sVojw4CTsvQtQLOsKDud+nhV4wFpOSZdwcsZtTX7Jad7DSkpxaQS9rsDgE0Iw4JTyLpM9OXp7PYk2U1Ezpe8EyUDmVoKN3//W4cNpIQ4iuLT1i+ZyG5nS0PeewZrMZPVDwrImS635Nuh5az2d14nLSROubAvj9BxtRtDEoSNzu451EjOdzEwdbtkOWP5DdcejvyX4h26vdDauz0d3M0G6NMB+3IuYkVt63HdKSUTRjNN68zboQBk3YschaiCYbyeHrrTVVALbq9IhT2MPQrNZ37xh9MvM48tn9Y/CnG4fhnOYxxHiHGpUQ5YPHnOv0PrVjrRDPYYxheX+rahtDZkW/poXSV1Vxll0aP6AbALs10cjtrV4Mun4g6WRieQxKiqYJaAATh9l7LZtmzxZropW14faJmHN5YgJJE61R+ebz7w/itr+sidjWKQn2k9cMxJ1jTsF/7zKHNDg1v2t68NyGFvLC9UNDvwUCemhCtLb0SCjtGg0ZWpOa7McLPwsegx7A3127G39avsMyuYQVHdumYOdTl2H7k5fi/H7BxCmsdShJbqC8163uh5M5n0REE+1D+RcY2oxbt6L3Y8E45su/KMD5/briH7efzbyvXcIJnvAf+l2hxwLjWLXNzzHZrzFPhJyaQY+dVs+zS/tU07jiNN7mdW6Hi/LDyXoMoawLLtO0WiHKZ861X3ey83ob1NN+HVUGh6rrwtXliadY+NlWAOzegkaHNI71+fdlWPGDfayrlSn4kf9+Z/p7xCznOpu0OYZlPYaGdcDrmp4W8YzIe+P08v7+6gGhzxXHGzDxlVX4x+pSLnNuWrIf1wztgSE5HSPCEWicBHpmuxT8v0v6ReRyNvVNav+/3nYmhuR0xB9+EvTm7U1ke2nS9ZB59vPvD+JgcwYlugXkWmeK3xd6drQ37k6BUB/APLhfW8BfB3iYRYpEGlYNhVXYihybpnP7VFcBQws+w0x6enYGXr95OPKbvZPtuiMtSNySWbgJVHryS48Fxv7G5D7JpzFPUjWNXeBahej5fZpwuGFIE1VCNHo49a2uFtk7ADhWf5HB4JyOIcFHdv69FcftdrEkLESDoRc3v/E1Hv3fRtvtWTp6Tb1zBpyMtsmm0Amnl9fufG4u+2/cPBxP/2QQTu3a3nR82qvX6SU/MzdoQs1sl4JXlm7DVzsO48F3v+X2wpw9cQgWThvpGg5F5iY2cLvdTmbHPlnpWDhtJC4+PWhtIO/DSe1SmZInkANLsl+zfResUlDyktE2OcLZww0WC49dCA8NmWKTeR1VMAFFXWPAtV1037QLIzrsUj7MwE1IvP3LSM2WbAG9DEO/g7TQT/L7IsLZnJ4Xq8C1CnPx+zRhIWhMBiqPt9BkCy0BpwefnpaMxdNHRQzOrC/uuHyxHMDdM9JM5lyDNHqgdumXZJxUTZ17jKdoR6X595Rw2kbW0AYSt33G9uuK65qFEvnSXdA/fL/TU5MsYhOJz8339XBNvSnXrVVNy3DlDPt2ucXHdmqXgrNPznTchkbUGScnsy1TDUVyDTaoLVhfAx2AL7qkaFqXZNie5Tx2Dif0riLm3AIGTdiK4ITETfMz//7QZf1ttmTDbe3bTROn+6+fEmb0K8ljzrU6vh1WE2gNwBcOxbydMJ7D3M/5aqiG9hfa6wRA1pooAPTr1iEiIwurw8rLvyjA+ofH4eVfFNhua6xDkTQFwo5F5MDmVm3C4L4L+6BPVnvcOjLPdhurJvPWCrS7db1OaotbR+bh9lF5QiaxJJMTiPO25KMgc4Rmtk9xnOyQx/1X8e7Q52lvrWVvKAFL7lPeqjMlDtVLrDAsAOf16cwUnE4n4bCbu3y/XyxQnYYrRSMitRerCS9rwWURc+4VVBiH2xTz2WsHI69zOzxx1QBz2TmL+0qPIcbaMY3hpe+VvJPaId3BUZLuvxHmXHrN1OfDL85mzyzH6gBmNfk4cqyBCm1jPi1rdI0trVaI8qyJsjwQ+gVM8mm2rtgkPp+GjLbJjpqVlXZCOnz4fRp6dgp67DnVPyW598LT8PF9o02Fxa1iF2nqBZJL2/HwhHw8dFm+0L482mtGm2Sc0asjzszNRC6xLnjeaV0c87XKTBcHsDlx8IQFAOZwGxYz8yczRuPLBy9A1/Q0SyHq5LEK2N8TtyLPrKQk8V0/yzNqwxhCxSpEjXjSx688nakGKslPCnris/vH4NSu6dyaqB1v2TgY0Yf/47WD4fdptiXZMtom4+vfXWhrUqfb+y1VbCPSnKthKkcFJdb3zWrt88y8TOGSd16LB8QnPqOFYXbesN6GNgX5NA1j+3XBP1bvYjqHUwew0tQ++i5cHs6vaRjaqxN2HzmOv335I87o1Qm7HMoRkWhEsx98176YuQGrJrpym5hphcbOfEgOMG7vgKZp+PedI0KfF08fhUXf7MOUMadEaFDmuDjBRtvAYq6iB3K3UAtyAKhjeDYZbZJDnrUsKStpxVD2xIKGVxtkeUZ2go6+FPIddjrswmkjUfzjEVwxOBsHBWpnGri1nVUouDmsGfy0oCcmDO7u+NzTkv045+ST8MXWQwDohA185t4kny/SUuBwSazXm06E60wcloMpY05B7klthZaFAL64byuUEGWAZeCgHQySGNY8TOcgTRHUKxyxzolwRfbgvmENZsuBalz+4orQb9sPOqc8I9u4bIt7BRrWNVEj1CFaYy75QrPMJElh1K9bB/RrLmnlFOcbF02Uc12OvHLeEBGWJBc8g6AMTGEKDOeiJxlW+ziliiNhdRLKyWwbSjlIT3B5lBq3/kX2F9ayb26wTJzotU6DZMpKQKeppPs37xhob841/0BmOEtN9iGvOb2g6PvqVRNtteZcHkTMuRltks02epf9nbQUN9dtt0olTvDu5pYjNVaQ6zNenJ0yPaR6MzhSU0+ke7Nn/e6jrsdiyfNKIpplBWAbmOkBjFUgiaa94zXnsryb/WxqgNKIhEjYFW5gSdbgtk1vIjew12xKPNjdB3oyP+OiPqa/I5cCNJOlyw07IUiPUeR5TUUVOMZbEx410VYrRPkci8KP5ECltfmG7nid2qaYHrDbc3IMNnZ52XyaJhRrCTgPdlbnTRQhSr4wvM5OJJkOuTjtAtRphj5e5Fjf1OAgw7ohvc7khpdJtPXAbL7mfllmh7kOHFlyRPDqWGTFLx2KFZCY7gejViM6eQXodz7yOEZokvWv7oi2zO6aaP8Besyhk8gn+XxcbbA7L/19J2LiS+axFtVEWd9z2/097d2C4XEsYjFz0ma4tGS/6aW0ywhj4PYgO9nUMQSsU9uxwtvvLh3Y3X0j8vgeE3Hb7U1q/l40UZ9PMyUeJ++H7DXRGGeSc4XFtPercX1wbUFPfDQ9WH6QpXizF7yuiVrdYjvvb5ZMOCwMJtI18kwy3QZ9ckwQGehrBWN3k2w0OloTpb11yUIUxu+R3tP22FlGnLKw1RCFtFm8363wUBIaQCsWorIh11MmNbt185iHTLMti92c6l56MefyBovz5LiMJuTlei2IfPYp1t6IXicANCIz5WjKXRZzbtcOaXjm2sGhEC7RDD3MbTKZi92vXua6tagQffon4fquH24IOvyxtMpLyj0Wlmwuc9/IAjurFr2GnuxiNbByLHKC7FvDifjbqlr7WrV9CUsJT51iErs1YFaUEJUE+QIObE75R37npim6dTYnbcuniQ9uXk0Z8YI0NXtNAMG6FsOC1zH9Z2fypb6bPIrNVGmFVWUPWYjeh3TOmEeZ2n0qo3cujegrxDPJdjvH7aMiJ9mi98ZOuNOTLrf2J3EmWyCPn9OJWA+2EOof3HMufn1xX9w8Mjf0nck5k+O8TrVMWVBClAGnYskGZIcynA1Ic66bqcFtVmqnbSX5gllkeAcfFmIpXq1SjrHiZU0UMJtzyGuWXcnjwv7u2al4heKvxvVx38iGaK9visBrLk4ETVS0n5D5ht0O4XaOBy7pF/GdqGaWbEp/aP0ZcM95nezz8QlRQhEgBaLVeU7PzsC0saealiREr3cCT91TC5QQZeD/WXRQGvIFNMImyBmUW3Y2F2uurbZlpDRzSy4dL7wklWbdP1qaqEidUydYsrfwhjKIDvxAsPIFDcv9lpUhxwqvmiiPZcUtsQQrsTDmuJ3Dqu2i7WJ17mLRRCNDpNgaZU43ybSL8JLWxaeLpV41UEKUAZbBlNQ62zfnoyU7tlssktuMuq2NudYIJPfiJZgIkHk9BzIGjxt4XRO1G3idtCKR0BimONGIZAvcp2FG0zRcPbQH935XDuHfhxVSO2a5dvq9sdNGlv16LN6bNtLxWKZkCxz33eq5yn5uIhq36FINq4Wis8UkjIQlPzDJccJJyCmTmB2iY6BXi1OrFaI8IS68g58h2MiX0m2YdzvHOMLdncSYscW6iLAV95x/qvC+w3pnon/3DrhqSLapBicL3jXR8Gf6Nj577WDLfewKIrs5I9G5Vg2va6O+ZKwnQyJVSKLZRl5zLv287NrW66S2Ji9aK7yW0oomLGcwUn8aiLbLKRKApLvLe8ob4kIWwGAt4EFCPnuP+RO4aLVClCfEhS1dW3gbwyR3SpfwWqpbXlO3galvt3R8cM+5WP3bC0zl14wZWyxeZIMHx/dDh7QkPH/9ENP3eV3aRWzL2qyUJB8W3XMu5lw/lHttw+uaqNPaDj0wGYg6ctHm2hd+NhS/Gd8Pb952FgB3j0fZnJnHVzUGiK4QtUteYAd9P3m6Dr2paEKDWLx6LJPkW6hiEqLPiaw7e6Cy1vSbMQl8+PL8iDY9ftUA099+H59jUT3xHp+Vx1cSDzCPwTGUoa1XiPLAq4m2b17XIQcod3Nu+LPdC3N6dga6dkgzr782a73RGNfsXoA7Rp+Cbx69OMKsZ5WekO98wROS95tFoHrNfem0DmmXho81cw8NPVBntkvBlNGnIKu5WIHfa9AaJ7Q5V3ZoBi+8sX4pfnOf89I2UivnCW+SMYGVcUcjYmYFD0paWY5TZf+evW4wFt0zCrcQXrEGdF9K9vsi0zI6nLeO8JI9xybszAmymEUsNVGVO5cBlkE6LdmP34zvh/rGALqmR5o53I7B8yKSA7EMTTQ1yedaa5AFkXUMK7wGmfNi1irN57Mzd4qYmwD3qih0KBSLBuLTxCcSPp+GjDbJtgWfY41doL8dtL+Cl/dA1LHIck1UuBXWVNe5F4ymr12GcKfHhWS/D/nZ1mkU6XeCd0JU79GiZOTQBQA9hrqo0kQZaGQsfDxl9Cm454LTLH9z00R5ZtCk2SK8Jsq8ewRv3OK+LsyCrPye5K2IhZma1ETpdTG7gZW3BJbVuYDI5y4ykHu9R7zZrljy9VoVLmeBV5OkJzlu9+K1G4fZ/sab/N9ANFsYDyz3nG6GjGbRxdad8Ps0/LSgZ+hv3qUJ3gIKNOT1erVOcZ03dqdquXj1/gTczQumcmsux7LSRLtnWK/dsSArlZuVAHBK2cVCLPxsSE2UHsTtNM7eJ7W1/N5NnkWWzIPj3yx41dZ513cH9ezouk0Ng+ZkhdfcuW5CuBf53Kh9RZysAHHhy8KfbhyGbh3S8Moke+FvQFstoqGJukFmVuPVRL0Os+T1eynMwIsSogzIEKKua6JcmmjkmujIU0/CtcQskAf7zs73EljNyEUGU/IosTDnktohPQjbeQp3SXd277eDHqjpNT0RL2vRIHODPUePc53/8kHu+ZNZzI9W8GqiEXGiLrs7/U5WkOG5pVYalyxv+Yvys/Dlby9gWiOMxlo1rxAlx6ZYhP6QkKdT3rmcXH311ejUqRN++tOfRuX4ojNUEldzLkfvIovSkiEu0y8Sy15jN/vnMeUA1ppok0BnNhfGju2aKD0RSEny4dEJ+biDqgTC60VqMLRXJ9PfHdt5twLEOixGYyh4IFrtxxSmwLB9dkcqrMP1Xtj/LromKhoaQyJD6NJWE691MgF+EyvpzS5j3OTBXDVLaaJc3HPPPfjrX/8ateOffTK/pxiNq2MRx5PIJOK4SGceGWm+SHhNsVaDkFtojxVka7xqWSyQnrZWyahvHpmHBy/tbxrgRUNczj3NnMA/XVAYk3iVoXamaSfcHkujyOwJZiHKYgHy+zQ8efXA8N+uZQPtfxMd9BMl0UnbFFqIxr4Nacl+rPu/i7D+kXHcVqSbR+Sa/vcC7/zhzjGnCJ/rhBCiY8eORXp6uvuGgvh8mufUUG42eh5h0ZGogUm+OMJpviTNGJP8Gm44q5fpO6FECKZwH4+NYoDMv+mkYZFZimzTFHKeW4YG4lXhIIUQK6/fPByd2ibjd5f1t/xdVAtK4hSigHkS5Ga5SHFIMp8smIBe9BmKTF6caEdNyGK5LkjSqV2KbTISJ353WX/8Z+oIPET1KdaxkXz2vMPOPeefhrduP4tvJ+O8QntJZNmyZZgwYQKys7OhaRoWLlwYsc3cuXORl5eHtLQ0FBQUYPny5TFvp9eyWG4P1TQDd+n8pPZJeomKvsy8+VpJyOwmyT4fOlFFrkU0UZJYzPLNmqj9+Z6fOCT02cs9M8iVNIie3sM65ICVXpnhdrDe7VGndcHa/7sIl9msj4qWl+LVRAGzYHQ7LTlhoo8u0/zI8irOvm6ItPMBkZponGSoI07jaJLfh6G9OkVYtNqmsll9yHvOO4Fok+JncpizIu5CtKamBoMHD8ZLL71k+fuCBQswffp0PPTQQ1i3bh1GjRqF8ePHo7S0NKbt9JpIxm1mzuNZRubRlaGJdiRmjSdx5oR97aZweEySX8Okc3qjW4ewMw5reBAJ+aLFZE2UURMl1zNlhPPIMrd59a4WLWasaZptYW/RsA8RTZS8frdJFzlhotdtZYVoAWyTR9b0eqzQmqiMNdFEoB1jOJl5TTR2xF2Ijh8/Hk888QSuueYay99nz56N2267DZMnT0b//v0xZ84c5OTkYN68eULnq6urQ2VlpekfC17NbjyaqJvcMWuipBAVHLiImd+hmnrbVHdWkPkzk/wasjqkYdWD54e+E7LmmuJE+ffnJdUhxIWEnEjRXrUieE1XaOA1xMLLunNmuxQ8dsXpGNgjA4unjwofU/DBiWiiJxPpJt3eAXItm64jSWpAvLfkGipbD8syBnmtMro57VjU0kWoMbb1785maTHdQ+WdG6S+vh7FxcUYN26c6ftx48Zh5cqVQsecNWsWMjIyQv9yctiKIHvt5Dxrom7mXHLG2YaYpclKGcfjNENWfDCabS6YzS8oyMGAZfLi1TmHnIg4Df7kM5Lhken2nFnxaob0ajK/aUQu/nf3uejXLTzYid4fkWLrZB90c2giNV06fMOLJjqbMPUDbFqgbCsLnb2ppWuiL1w/FDePyMX9F/dl2p68nbG89oQWouXl5WhqakJWltmpJysrC/v37w/9ffHFF+Paa6/FokWL0LNnT8ek8g8++CAqKipC/3bt2sXUFq8d3u3lJrUcN1PQRfnh+0Emo5exTgfwufq3T03CL87uhWvO6GFqi0GTgJdmD0ZNePyAYGUb0dAeA5M27yREid9SknyYd8MZkRvxxBdKWoOTKUSlCXYJfZG1LaS571i9s0c5KaQjNVF5Qo3FyCBqRreDNusLzF+jD8clX5ifhUevOJ05nEyLkzm3ReTOpbURXddN33300UfMx0pNTUVqaioKCwtRWFiIpia2WEivZsVal5hLHs+yzu1T8euL+6K2oQn9uoW9kr0Mpr++uC+e+eh7PDi+HxZ9u49r3yeusvfuFBmUWScDz00cgsmjKjA0p5P7xg6Q3s5OqcrIPpeT2RaHqus9nVeWI0tykrfOaV5KkDP8nJ7NVxPWCta2kO3P6sBeRq+BmuCJJqC3gkUTkh2+lZbsx1uTz8LPX/sKQPy8cxMBlYC+mc6dO8Pv95u0TgAoKyuL0E55mTZtGqZNm4bKykpkZLi/8F41UboaAg1pZqJnyFZMGxtZu9PLuu3UMafgmjN6oFuHNHyy6YDwcWhEsj2xhtykJftR0Ju/lBdNRpvkUFk3tyT6i6ePwvH6JnRunypsMurZqQ12HzmOiwdY14jlxatGSwohr7VZX/7FGfjnmt14+PJ8941d4GnLontG4VBNHXIy2T2e6YmxTMciln5PWj1kjfkjTg3HIbdeERpbc25CC9GUlBQUFBSgqKgIV199dej7oqIiXHnllZ6OzauJenUschOM5PGramNfUUPTtFD+XVlmRkBMiCbHIXidLutmB7nuJ5oO8l9TRmDZloO4Yki2+8YMeB38TZqox8HnkgHdcckA97SALDRx2CPtKos4QWuCZL8XyXjz7tQRuGZu0FeDpW8kSbzvVrT0NVEvtKrcudXV1SgpKUFJSQkAYMeOHSgpKQmFsMyYMQOvvfYaXn/9dWzatAn33XcfSktLMWXKFE/n5SnKDXgP+j/OoF0aVHpM2u4VmTNykcw1iZIBxg2rtVsWM2C3jDRcNzzH1oGLTjHoRqpXTZR0aotHmhsbJDkv20M9Kq/VWM4gQqCYHIuiYEYn8XLIaFWmiUXyFIA/568X4i5E16xZg6FDh2Lo0KEAgkJz6NChePjhhwEAEydOxJw5czBz5kwMGTIEy5Ytw6JFi9C7d29P5y0sLER+fj6GD2crAybap24flQcA+O2l1pldSC4b1B0pST5cN4zNY9iK8RJMhDI00VO7tgcAXCLQHpmacDQZ1LMjnv7JIDx+1YDQdzJmwLzJ7RPJnCuTaGtSPai8u+ZYbW/HZgpxEfBE5mqDh1lIS5nI2iFaik+EuJtzx4wZ4zrwTJ06FVOnTpV6Xt41UdHUeL+9tD/uGH0KOrd3Hxhf+tlQ1DUGhPOyAsC8XxRg9sff44VPtwofQ4bDy/xbhuO/6/fihrP4Jzst6QW+bngOKo414P8WbgAgx7uVd/3da5woKTyioRGJIpp/143XbhyGD77dhymj7fOlej0zk2ORQEwsDzzWL5pkvy+m2pxsWpUQbSmIChZN05gEqLGtFwFqMGNcX2w9WI1F3+5339gCGebcnp3aYuqYSOcnFoyE/7zZk+KFKTxJwljIO4eQma5OVoiLDHjWRHm4MD8LF+Z7c0x0g2UyInMt2orahsTTRGM1PY5FoXSDlmE3iwK85txYPhQZiOYuBeTGy4nQJT0Vxb+7EF/85nz3jRMAc3iS98GQdwCTWRQ6kTTReAp0ryZyFktqoq5FA3LHu6uHsjntyeDJqwfizNxM3D6Kz6/AC61WiPI6FsmqdBIrvLwEiWDGOal9qhStPBbIjrPkLSHVoyN7bKQbibQmGnXHIgvuHHMKBud0ZCo87gSLFu2LkiZq5OTN6iBWOB6QmwhChp8GKz8/qxf+OeUcZEjOS+yEMucyEm/tjBcvca1XDe2B90r24sw87zGYrQFywkIH8IvglPDBirF9u2LqmFOkJDhIJI0oWuZcJ/7fJf2kHIf3NsqcMPzzjnMwZ8kPuPeC04SPkeS14gaBjHJ/iUyrFaK8caIyO1Us8KI4j+nTBR/eOwq5J7Vz31hhslLUuWSmYoHOgeqGpml4QNrgnzhCNJG0Yl54TdEiOabtOC0rHYU/t0hJyYHMNVHySCeiQG1ZkkEivOZcr6nVYo2XNVFN09C/ewfX7D2KSGRoonblxWJBPEyodgzs4V2zjhe8OaNzOskt0O0VmebcE1Bummi1migvvCa2eNPClnBPGOolrCfHc/ISDxMqzSczzsPaH4/iKsYsUolIhzZsQ+uH947CkZp6rnSFsUCmY1EsagLHEzXUMnJeny4A5GbziSYtzfx8oiDDnJsWxz6WCCbUU7um47rhOdwOVonAn24chnNP7YybRuQybd+/ewdTvttE4f+acx/zZs+ypOU9Ri5arSbKuybat1s6iu47D13T5XlCRpOWlLDgREKGJtqXqMwTaxIpxKUlclF+lqlUYUtl1GldsOGxi5nLkDmh2Xw+UWi1QpQ3YxEQXLBvKbTk9aSWTB8JfaRj2xSs+H9j4xLik0jJFhTxRYYABU58c26rFaInOlcMzkZNfaMpKbYieiy6ZxQ27qvEmL5dpByvZ5wcTRLJsUhxYnCCy1AlRE9UfD5NKG+tQoz87A5C5bgSjURwLFKcWJzo/hkn9tUpFAoujJqyCoUsSG/zE1ErbbWaKK9jkUJxIjP/luH4/PuD+MXZynqhkEvbEzzeXNNjWQI8ATEciyoqKtChQ8s3xykUCkUisevwMYx6+jMAkObxGw1EZYEy5yoUCoUiamQSJQ39J6A9NzGnBAqFQqE4IWiXmoS/3nomArp+QqYSVUJUoVAoFFHFyPh2IqLMuQqFQqFQCKKEqEKhUCgUgighqlAoFAqFIK1WiBYWFiI/Px/Dhw+Pd1MUCoVC0UJRcaIqTlShUChaPSpOVKFQKBSKGKOEqEKhUCgUgighqlAoFAqFIEqIKhQKhUIhSKvPWGT4VVVWVsa5JQqFQqGIF4YM4PW1bfVC9NChQwCAnJycOLdEoVAoFPGmqqoKGRkZzNu3eiGamZkJACgtLeW6cQpFS6KyshI5OTnYtWuXCuVSnLB46ee6rqOqqgrZ2dlc+7V6IerzBZeFMzIy1OCiOOHp0KGD6ueKEx7Rfi6iSCnHIoVCoVAoBFFCVKFQKBQKQVq9EE1NTcUjjzyC1NTUeDdFoYgaqp8rWgPx6OetPneuQqFQKBSitHpNVKFQKBQKUZQQVSgUCoVCECVEFQqFQqEQRAlRhUKhUCgEadVCdO7cucjLy0NaWhoKCgqwfPnyeDdJobBl2bJlmDBhArKzs6FpGhYuXGj6Xdd1PProo8jOzkabNm0wZswYfPfdd6Zt6urqcPfdd6Nz585o164drrjiCuzevdu0zZEjRzBp0iRkZGQgIyMDkyZNwtGjR6N8dQpFkFmzZmH48OFIT09H165dcdVVV+H77783bZNIfb3VCtEFCxZg+vTpeOihh7Bu3TqMGjUK48ePR2lpabybplBYUlNTg8GDB+Oll16y/P3pp5/G7Nmz8dJLL+Hrr79Gt27dcNFFF6Gqqiq0zfTp0/Gf//wHb7/9NlasWIHq6mpcfvnlaGpqCm3z85//HCUlJVi8eDEWL16MkpISTJo0KerXp1AAwNKlSzFt2jR8+eWXKCoqQmNjI8aNG4eamprQNgnV1/VWyplnnqlPmTLF9F2/fv303/zmN3FqkULBDgD9P//5T+jvQCCgd+vWTX/qqadC39XW1uoZGRn6yy+/rOu6rh89elRPTk7W33777dA2e/bs0X0+n7548WJd13V948aNOgD9yy+/DG2zatUqHYC+efPmKF+VQhFJWVmZDkBfunSpruuJ19dbpSZaX1+P4uJijBs3zvT9uHHjsHLlyji1SqEQZ8eOHdi/f7+pT6empmL06NGhPl1cXIyGhgbTNtnZ2RgwYEBom1WrViEjIwNnnXVWaJuzzz4bGRkZ6t1QxIWKigoA4WIhidbXW6UQLS8vR1NTE7KyskzfZ2VlYf/+/XFqlUIhjtFvnfr0/v37kZKSgk6dOjlu07Vr14jjd+3aVb0bipij6zpmzJiBc889FwMGDACQeH29VVdx0TTN9Leu6xHfKRQtCZE+TW9jtb16NxTx4K677sI333yDFStWRPyWKH29VWqinTt3ht/vj5htlJWVRcxuFIqWQLdu3QDAsU9369YN9fX1OHLkiOM2Bw4ciDj+wYMH1buhiCl33303/vvf/+Kzzz5Dz549Q98nWl9vlUI0JSUFBQUFKCoqMn1fVFSEESNGxKlVCoU4eXl56Natm6lP19fXY+nSpaE+XVBQgOTkZNM2+/btw4YNG0LbnHPOOaioqMDq1atD23z11VeoqKhQ74YiJui6jrvuugvvvvsuPv30U+Tl5Zl+T7i+LuItdSLw9ttv68nJyfqf//xnfePGjfr06dP1du3a6Tt37ox30xQKS6qqqvR169bp69at0wHos2fP1tetW6f/+OOPuq7r+lNPPaVnZGTo7777rv7tt9/qP/vZz/Tu3bvrlZWVoWNMmTJF79mzp/7JJ5/oa9eu1c8//3x98ODBemNjY2ibSy65RB80aJC+atUqfdWqVfrAgQP1yy+/PObXq2id3HnnnXpGRob++eef6/v27Qv9O3bsWGibROrrrVaI6rquFxYW6r1799ZTUlL0M844I+RCrVAkIp999pkOIOLfTTfdpOt60PX/kUce0bt166anpqbq5513nv7tt9+ajnH8+HH9rrvu0jMzM/U2bdrol19+uV5aWmra5tChQ/oNN9ygp6en6+np6foNN9ygHzlyJEZXqWjtWPVxAPobb7wR2iaR+roqhaZQKBQKhSCtck1UoVAoFAoZKCGqUCgUCoUgSogqFAqFQiGIEqIKhUKhUAiihKhCoVAoFIIoIapQKBQKhSBKiCoUCoVCIYgSogqFQqFQCKKEqEKhYCI3Nxdz5syJdzMUioRCCVGFIgG5+eabcdVVVwEAxowZg+nTp8fs3PPnz0fHjh0jvv/666/xy1/+MmbtUChaAq26nqhC0Zqor69HSkqK8P5dunSR2BqF4sRAaaIKRQJz8803Y+nSpXj++eehaRo0TcPOnTsBABs3bsSll16K9u3bIysrC5MmTUJ5eXlo3zFjxuCuu+7CjBkz0LlzZ1x00UUAgNmzZ2PgwIFo164dcnJyMHXqVFRXVwMAPv/8c9xyyy2oqKgIne/RRx8FEGnOLS0txZVXXon27dujQ4cOuO6660z1GR999FEMGTIEb775JnJzc5GRkYHrr78eVVVV0b1pCkUMUUJUoUhgnn/+eZxzzjm4/fbbsW/fPuzbtw85OTnYt28fRo8ejSFDhmDNmjVYvHgxDhw4gOuuu860/1/+8hckJSXhiy++wCuvvAIA8Pl8eOGFF7Bhwwb85S9/waeffooHHngAADBixAjMmTMHHTp0CJ3v/vvvj2iXruu46qqrcPjwYSxduhRFRUXYtm0bJk6caNpu27ZtWLhwId5//328//77WLp0KZ566qko3S2FIvYoc65CkcBkZGQgJSUFbdu2Rbdu3ULfz5s3D2eccQaefPLJ0Hevv/46cnJysGXLFvTp0wcAcOqpp+Lpp582HZNcX83Ly8Pjjz+OO++8E3PnzkVKSgoyMjKgaZrpfDSffPIJvvnmG+zYsQM5OTkAgDfffBOnn346vv76awwfPhwAEAgEMH/+fKSnpwMAJk2ahCVLluD3v/+9txujUCQIShNVKFogxcXF+Oyzz9C+ffvQv379+gEIan8Gw4YNi9j3s88+w0UXXYQePXogPT0dN954Iw4dOoSamhrm82/atAk5OTkhAQoA+fn56NixIzZt2hT6Ljc3NyRAAaB79+4oKyvjulaFIpFRmqhC0QIJBAKYMGEC/vCHP0T81r1799Dndu3amX778ccfcemll2LKlCl4/PHHkZmZiRUrVuC2225DQ0MD8/l1XYemaa7fJycnm37XNA2BQID5PApFoqOEqEKR4KSkpKCpqcn03RlnnIF///vfyM3NRVIS+2u8Zs0aNDY24tlnn4XPFzRE/fOf/3Q9H01+fj5KS0uxa9eukDa6ceNGVFRUoH///sztUShaOsqcq1AkOLm5ufjqq6+wc+dOlJeXIxAIYNq0aTh8+DB+9rOfYfXq1di+fTs+/vhj3HrrrY4C8JRTTkFjYyNefPFFbN++HW+++SZefvnliPNVV1djyZIlKC8vx7FjxyKOc+GFF2LQoEG44YYbsHbtWqxevRo33ngjRo8ebWlCVihOVJQQVSgSnPvvvx9+vx/5+fno0qULSktLkZ2djS+++AJNTU24+OKLMWDAANx7773IyMgIaZhWDBkyBLNnz8Yf/vAHDBgwAH//+98xa9Ys0zYjRozAlClTMHHiRHTp0iXCMQkImmUXLlyITp064bzzzsOFF16Ik08+GQsWLJB+/QpFIqPpuq7HuxEKhUKhULRElCaqUCgUCoUgSogqFAqFQiGIEqIKhUKhUAiihKhCoVAoFIIoIapQKBQKhSBKiCoUCoVCIYgSogqFQqFQCKKEqEKhUCgUgighqlAoFAqFIEqIKhQKhUIhiBKiCoVCoVAI8v8Bi48crF9XtKsAAAAASUVORK5CYII=",
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",
       "text/plain": [
        "<Figure size 500x350 with 1 Axes>"
       ]
@@ -223,7 +236,7 @@
     },
     {
      "data": {
-      "image/png": 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",
+      "image/png": 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",
       "text/plain": [
        "<Figure size 700x400 with 2 Axes>"
       ]
@@ -268,7 +281,7 @@
     {
      "data": {
       "text/plain": [
-       "1.2161143621620918"
+       "4.868699821185933"
       ]
      },
      "execution_count": 7,
@@ -315,7 +328,7 @@
     },
     {
      "data": {
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",
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",
       "text/plain": [
        "<Figure size 600x400 with 1 Axes>"
       ]
@@ -330,7 +343,7 @@
     "order = np.argsort(ri)\n",
     "\n",
     "fig = plt.figure(figsize=(6.,4.))\n",
-    "plt.plot(ri[order] / micron, 1e-4 / (np.pi * nearest_neighbor_distance[order] ** 2 ), '.-')\n",
+    "plt.plot(ri[order] / micron, 1e-4 / (np.pi * nearest_neighbor_distance[order] ** 2 / 4), '.-')\n",
     "plt.xlabel(f\"Distance from center $r$ ({chr(956)}m)\")\n",
     "plt.ylabel(r\"Local density (cm$^{-2}$)\")"
    ]
@@ -353,20 +366,20 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 10,
+   "execution_count": 12,
    "metadata": {},
    "outputs": [
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "/Users/gerwinkoolstra/opt/anaconda3/envs/eonhe/lib/python3.10/site-packages/quantum_electron/eom_solver.py:260: RuntimeWarning: invalid value encountered in sqrt\n",
+      "/Users/gkoolstra/Documents/Code/quantum_electron/quantum_electron/eom_solver.py:278: RuntimeWarning: invalid value encountered in sqrt\n",
       "  return np.sqrt(EVals) / (2 * np.pi), EVecs\n"
      ]
     },
     {
      "data": {
-      "image/png": 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",
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",
       "text/plain": [
        "<Figure size 800x700 with 2 Axes>"
       ]
@@ -379,6 +392,9 @@
     "mode_idcs = range(0, 2)\n",
     "n_electrons = 25\n",
     "\n",
+    "resonator_dict = {\"f0\" : 4e9, \n",
+    "                  \"Z0\" : 50}\n",
+    "\n",
     "fig, ax = plt.subplots(1, len(mode_idcs), figsize=(len(mode_idcs) * 4, 7))\n",
     "fm = FullModel(potential_dict=potential_dict, voltage_dict=voltages, trap_annealing_steps=[10.0]*10)\n",
     "res = fm.get_electron_positions(n_electrons=n_electrons, electron_initial_positions=None)\n",
@@ -387,7 +403,7 @@
     "for k, m in enumerate(mode_idcs):\n",
     "    fm.plot_potential_energy(ax=ax[k], dxdy=(4, 4), print_voltages=False, plot_contours=False)\n",
     "\n",
-    "    K, M = fm.setup_eom(res['x'])\n",
+    "    K, M = fm.setup_eom(res['x'], resonator_dict=resonator_dict)\n",
     "    efreqs, evecs = fm.solve_eom(K, M, sort_by_cavity_participation=True)\n",
     "\n",
     "    ax[k].set_title(f\"{efreqs[m]/1e9:.2f} GHz\")\n",
@@ -398,430 +414,422 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 11,
+   "execution_count": 13,
    "metadata": {},
    "outputs": [
     {
      "data": {
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        "\">\n",
        "  Your browser does not support the video tag.\n",
        "</video>"
@@ -848,7 +856,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 12,
+   "execution_count": 14,
    "metadata": {},
    "outputs": [
     {
@@ -857,13 +865,13 @@
        "(0.0, 10000000000.0)"
       ]
      },
-     "execution_count": 12,
+     "execution_count": 14,
      "metadata": {},
      "output_type": "execute_result"
     },
     {
      "data": {
-      "image/png": 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",
+      "image/png": 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R300FbiIqKko333yzlixZIkmqra1VWFiYHnnkEc2ePbtO/+XLl2vx4sXav3+/Onbs2KRzVlRUyM/PT+Xl5fL19W1W/c1hs9kUHh6uwsLCeu/7sFgsCg0N1bFjx3jsFgDgFhr7G+q20y41NTXKy8tTbGysvc3Dw0OxsbHKzc2td5+NGzcqOjpaiYmJCggIUL9+/bRw4cLL3pRZXV2tiooKh487sFqtSk9Pl/RD0LjUxe9paWkEDwBAq+O24aOsrEw2m00BAQEO7QEBASouLq53n6NHjyojI0M2m02bNm3S3Llz9fzzz+vPf/5zg+dJTU2Vn5+f/RMWFubUv6M54uPj7dNHlwoNDVVGRgbrfAAAWiW3vufjStXW1qp79+7629/+JqvVqiFDhqiwsFCLFy/W/Pnz691nzpw5SklJsX+vqKhwuwBy1113scIpAKDNcNvw4e/vL6vVqpKSEof2kpISBQYG1rtPUFCQOnbs6PDDfMMNN6i4uFg1NTXy9PSss4+Xl5e8vLycW7yTWa1WjRw50tVlAADgFG477eLp6akhQ4YoKyvL3lZbW6usrCxFR0fXu8+wYcN0+PBh1dbW2tsOHjyooKCgeoMHAAAwn9uGD0lKSUnRK6+8otdff1379u3TjBkzVFVVpalTp0qSJk2apDlz5tj7z5gxQ6dPn1ZSUpIOHjyo999/XwsXLlRiYqKr/gQAAPAjTp92+c9//qOPPvpIhYWFkqTg4GDFxcWpa9euV3ysCRMm6NSpU5o3b56Ki4s1cOBAbd682X4T6okTJ+Th8d/8FBYWpg8//FCPPfaYBgwYoJCQECUlJWnWrFnO+eMAAECzOXWdj9dee02LFy/Wr3/9awUHB0v64SVomzdv1uOPP64HH3zQWadqMe6yzgcAAK1NY39DnRo++vTpo927d+vqq692aD979qwGDx6sgwcPOutULYbwAQBA07hkkTGLxaLKyso67ZWVlXUWygIAAO2TU+/5eO655zRixAj169fPvjDWyZMn9fXXX+v555935qkAAEAr5fR3u9hsNu3cuVPffvutpB9uOI2MjGw1i2Ix7QIAQNM09jfU6U+7WK3WBtfhAAAAaHb4ePbZZ5Wfn6/i4mL5+PjoxhtvVHx8PAEEAADUq9k3nL700ksqKytT9+7dJUlr167VrbfeqtGjR6u8vLzZBQIAgLal2Vc+CgoK6rR99tlnmjFjhhITE/Xmm2829xQAAKANaZEXy91yyy1auXKlhg8f3hKHBwAArZhTw8fKlSvVuXNneXt7a8OGDerWrZszDw8AANoAp4aPHTt2aP369Tpz5ozGjBmjjRs3OvPwAACgDXDqCqfLly9XWVmZ3nvvPR09elS7d+925uEBAEAb0OzwMXz4cO3YscP+3WKx6I477tCbb77p8Lp7AAAAyQnTLjfddJOGDRumyMhIjR8/Xv3791enTp20Zs0anTt3zhk1AgCANqTZ4WPZsmWaOXOmFi9erGeeecb+YjmLxaKFCxc2u0AAANC2OPXdLjabTUeOHNGZM2fUs2dPBQQEOOvQpuHdLgAANE1jf0ObfM/HvHnzlJeX59BmtVrVu3dvRUZGtsrgAQAAWl6Tw8fJkyd1xx13KDQ0VDNmzNAHH3ygmpoaZ9YGAADaoCaHjxUrVqi4uFhr1qxR586dlZycLH9/f40fP15vvPGGTp8+7cw6AQBAG+HUez727dund999V++8847y8vIUGRmpO++8UxMnTlRISIizTtOiuOcDAICmaexvqFPDx6VKS0v17rvvauPGjYqJidHjjz/eEqdxOsIHAABNY1r4ePbZZ5Wfn6/i4mL5+Pjopptu0t13363o6OjmHNZlCB8AADRNiz/tctFLL72ksrIyde/eXZK0Zs0aDRs2TKNHj1Z5eXlzDw8AANqYZi8yVlBQUKfts88+04wZM5SYmKg333yzuacAAABtiFPfanvRLbfcopUrV2r48OEtcXgAANCKOTV8rFy5Up07d5a3t7c2bNigbt26OfPwAACgDXBq+NixY4fWr1+vM2fOaMyYMdq4caMzDw8AANqAZt9weqnly5errKxM7733no4ePardu3c78/AAAKANaHb4GD58uHbs2GH/brFYdMcdd+jNN9/UnDlzmnt4AADQxjR72uWmm27SsGHDFBkZqfHjx6t///7q1KmT1qxZo3PnzjmjRgAA0IY0OnxYrVbZbLY67cuWLdPMmTO1ePFiPfPMM6qsrJT0wxWQhQsXOq9SAADQJjR6hVMPDw/V1tZeto/NZtORI0d05swZ9ezZUwEBAU4p0kyscAoAQNM09je00Vc+LBbLT/axWq3q3bt3Yw8JAADaIac+7QIAAPBTCB8AAMBUzQof586d06effqq9e/fW2Xb+/Hm98cYbzTk8AABog5ocPg4ePKgbbrhBw4cPV//+/TVixAgVFRXZt5eXl2vq1KlOKRIAALQdTQ4fs2bNUr9+/VRaWqoDBw6oc+fOGjZsmE6cOOHM+gAAQBvT5PCxfft2paamyt/fX7169dK7776ruLg4xcTE6OjRo86sEQAAtCFNDh/nzp1Thw7/fVLXYrFo2bJlGjt2rEaMGKGDBw86pUAAANC2NHl59b59+2rXrl264YYbHNqXLFkiSbrzzjubVxkAAGiTmnzl4+6779aaNWvq3bZkyRJNnDhRjVw8FQAAtCONXl69oXe7tDUsrw4AQNM09jeURcYAAICpGh0+DMPQyy+/rKysrHZxBQQAALSMRt9wevGNtocPH9aKFSt04cIF9ejRQ7/61a/k5eXVYgUCAIC25YqfdunVq5d69eolSSosLNTq1at17tw5de/eXaNHj1anTp2cXiQAAGg7Gn3D6U8pKyvT5s2b7TebjB49Wt26dXPGoU3FDacAADSN6Tec+vv7q3///iouLtZLL72kuXPncm8IAACoo8mLjF106NAhvfrqq9qxY4cGDBig8ePH6+mnn5aHBw/SAACAupqdEGpra3XNNdcoOztbL774okaMGOHU4LF06VKFh4fL29tbUVFR2rlzZ6P2W7t2rSwWi8aNG+e0WprCZrMpOztba9asUXZ2NleDAADtXrNTQp8+fZSSkuKMWupYt26dUlJSNH/+fO3evVsRERGKi4tTaWnpZfc7fvy4Hn/8ccXExLRIXY2VmZmp8PBwjRo1Svfee69GjRql8PBwZWZmurQuAABcySmXKDp27OiMw9Txwgsv6KGHHtLUqVN14403avny5brqqqu0YsWKBvex2Wy67777tGDBAv3sZz9rkboaIzMzUwkJCTp58qRDe2FhoRISEgggAIB2y21vzKipqVFeXp5iY2PtbR4eHoqNjVVubm6D+z3zzDPq3r27HnzwQTPKrJfNZlNSUlK977a52JacnMwUDACgXWr2DactpaysTDabTQEBAQ7tAQEB2r9/f737fPrpp3rttdeUn5/f6PNUV1erurra/r2ioqJJ9V4qJyenzhWPSxmGoYKCAuXk5GjkyJHNPh8AAK2J2175uFKVlZW6//779corr8jf37/R+6WmpsrPz8/+CQsLa3YtRUVFTu0HAEBb4rZXPvz9/WW1WlVSUuLQXlJSosDAwDr9jxw5ouPHj2vs2LH2totLwnfo0EEHDhzQ9ddfX2e/OXPmONwwW1FR0ewAEhQU5NR+AAC0JW575cPT01NDhgxRVlaWva22tlZZWVmKjo6u079v377as2eP8vPz7Z8777xTo0aNUn5+foOBwsvLS76+vg6f5oqJiVFoaKgsFku92y0Wi8LCwlz+NA4AAK7gtlc+JCklJUWTJ0/W0KFDFRkZqbS0NFVVVWnq1KmSpEmTJikkJESpqany9vZWv379HPbv0qWLJNVpb2lWq1Xp6elKSEiQxWJxuPH0YiBJS0uT1Wo1tS4AANyBW4ePCRMm6NSpU5o3b56Ki4s1cOBAbd682X4T6okTJ9x2JdX4+HhlZGQoKSnJ4ebT0NBQpaWlKT4+3oXVAQDgOk57sVxb4ewXy9lsNuXk5KioqEhBQUGKiYnhigcAoE1q7G+oW1/5aAusViuP0wIAcAn3nLMAAABtFuEDAACYivABAABMxT0fLsYNqQCA9obw4UKZmZn1Poqbnp7Oo7gAgDaLaRcXyczMVEJCQp0X0BUWFiohIUGZmZkuqgwAgJZF+HABm82mpKQk1bfEysW25ORk2Ww2s0sDAKDFET5cICcnp84Vj0sZhqGCggLl5OSYWBUAAOYgfLhAUVGRU/sBANCaED5cICgoyKn9AABoTQgfLhATE6PQ0FD7G25/zGKxKCwsTDExMSZXBgBAyyN8uIDValV6erok1QkgF7+npaWx3gcAoE0ifLhIfHy8MjIyFBIS4tAeGhqqjIwM1vkAALRZFqO+5z3bsca+DthZWOEUANBWNPY3lBVOXcxqtWrkyJGuLgMAANMw7QIAAExF+AAAAKYifAAAAFMRPgAAgKkIHwAAwFSEDwAAYCrCBwAAMBXhAwAAmIrwAQAATEX4AAAApiJ8AAAAUxE+AACAqQgfAADAVIQPAABgKsIHAAAwFeEDAACYivABAABMRfgAAACmInwAAABTET4AAICpCB8AAMBUhA8AAGAqwgcAADAV4QMAAJiK8AEAAExF+AAAAKYifAAAAFMRPgAAgKkIHwAAwFSEDwAAYCrCBwAAMBXhAwAAmIrwAQAATEX4AAAApiJ8AAAAU7l9+Fi6dKnCw8Pl7e2tqKgo7dy5s8G+r7zyimJiYtS1a1d17dpVsbGxl+0PAADM59bhY926dUpJSdH8+fO1e/duRUREKC4uTqWlpfX2z87O1sSJE7V161bl5uYqLCxMt99+uwoLC02uHAAANMRiGIbh6iIaEhUVpZtvvllLliyRJNXW1iosLEyPPPKIZs+e/ZP722w2de3aVUuWLNGkSZMadc6Kigr5+fmpvLxcvr6+zaofAID2pLG/oW575aOmpkZ5eXmKjY21t3l4eCg2Nla5ubmNOsZ3332nCxcu6JprrmmwT3V1tSoqKhw+AACg5bht+CgrK5PNZlNAQIBDe0BAgIqLixt1jFmzZik4ONghwPxYamqq/Pz87J+wsLBm1Q0AAC7PbcNHcy1atEhr167V22+/LW9v7wb7zZkzR+Xl5fZPQUGBiVUCAND+dHB1AQ3x9/eX1WpVSUmJQ3tJSYkCAwMvu+9zzz2nRYsW6f/+7/80YMCAy/b18vKSl5dXs+sFAACN47ZXPjw9PTVkyBBlZWXZ22pra5WVlaXo6OgG93v22Wf1pz/9SZs3b9bQoUPNKBUAAFwBt73yIUkpKSmaPHmyhg4dqsjISKWlpamqqkpTp06VJE2aNEkhISFKTU2VJP3lL3/RvHnztHr1aoWHh9vvDenUqZM6derksr8DAAD8l1uHjwkTJujUqVOaN2+eiouLNXDgQG3evNl+E+qJEyfk4fHfizfLli1TTU2NEhISHI4zf/58Pf3002aWDgAAGuDW63y4Aut8AADQNK1+nQ8AANA2ET4AAICpCB8AAMBUhA8AAGAqwgcAADAV4QMAAJiK8AEAAExF+AAAAKYifAAAAFMRPgAAgKkIHwAAwFSEDwAAYCrCBwAAMBXhAwAAmIrwAQAATEX4AAAApiJ8AAAAUxE+AACAqQgfAADAVIQPAABgKsIHAAAwFeEDAACYivABAABMRfgAAACmInwAAABTET4AAICpCB8AAMBUhA8AAGAqwgcAADAV4QMAAJiK8AEAAExF+AAAAKYifAAAAFMRPgAAgKkIHwAAwFSEDwAAYCrCBwAAMBXhAwAAmIrwAQAATEX4AAAApiJ8AAAAUxE+AACAqQgfAADAVIQPAABgKsIHAAAwFeEDAACYivABAABMRfgAAACmInwAAABTET4AAICpCB8AAMBUbh8+li5dqvDwcHl7eysqKko7d+68bP/169erb9++8vb2Vv/+/bVp0yaTKgUAAI3h1uFj3bp1SklJ0fz587V7925FREQoLi5OpaWl9fbfvn27Jk6cqAcffFBffPGFxo0bp3Hjxumrr74yuXIAANAQi2EYhquLaEhUVJRuvvlmLVmyRJJUW1ursLAwPfLII5o9e3ad/hMmTFBVVZXee+89e9stt9yigQMHavny5Y06Z0VFhfz8/FReXi5fX1/n/CEAALQDjf0N7WBiTVekpqZGeXl5mjNnjr3Nw8NDsbGxys3NrXef3NxcpaSkOLTFxcVpw4YNDZ6nurpa1dXV9u/l5eWSfhhAAADQeBd/O3/quobbho+ysjLZbDYFBAQ4tAcEBGj//v317lNcXFxv/+Li4gbPk5qaqgULFtRpDwsLa0LVAACgsrJSfn5+DW532/Bhljlz5jhcLamtrdXp06fVrVs3WSwWp5yjoqJCYWFhKigoYCrHCRhP52NMnYvxdD7G1LlaajwNw1BlZaWCg4Mv289tw4e/v7+sVqtKSkoc2ktKShQYGFjvPoGBgVfUX5K8vLzk5eXl0NalS5emFf0TfH19+Z/GiRhP52NMnYvxdD7G1LlaYjwvd8XjIrd92sXT01NDhgxRVlaWva22tlZZWVmKjo6ud5/o6GiH/pK0ZcuWBvsDAADzue2VD0lKSUnR5MmTNXToUEVGRiotLU1VVVWaOnWqJGnSpEkKCQlRamqqJCkpKUkjRozQ888/rzFjxmjt2rXatWuX/va3v7nyzwAAAJdw6/AxYcIEnTp1SvPmzVNxcbEGDhyozZs3228qPXHihDw8/nvx5he/+IVWr16tp556Sn/84x/185//XBs2bFC/fv1c9SdI+mFqZ/78+XWmd9A0jKfzMabOxXg6H2PqXK4eT7de5wMAALQ9bnvPBwAAaJsIHwAAwFSEDwAAYCrCBwAAMBXho4UtXbpU4eHh8vb2VlRUlHbu3OnqklqNTz75RGPHjlVwcLAsFkudd/QYhqF58+YpKChIPj4+io2N1aFDh1xTbCuQmpqqm2++WZ07d1b37t01btw4HThwwKHP+fPnlZiYqG7duqlTp04aP358nYX78F/Lli3TgAED7As1RUdH64MPPrBvZzybZ9GiRbJYLEpOTra3MaZX5umnn5bFYnH49O3b177dVeNJ+GhB69atU0pKiubPn6/du3crIiJCcXFxKi0tdXVprUJVVZUiIiK0dOnSerc/++yzevHFF7V8+XLt2LFDV199teLi4nT+/HmTK20dtm3bpsTERH322WfasmWLLly4oNtvv11VVVX2Po899pjeffddrV+/Xtu2bdO3336r+Ph4F1bt3kJDQ7Vo0SLl5eVp165d+uUvf6m77rpLX3/9tSTGszk+//xz/fWvf9WAAQMc2hnTK3fTTTepqKjI/vn000/t21w2ngZaTGRkpJGYmGj/brPZjODgYCM1NdWFVbVOkoy3337b/r22ttYIDAw0Fi9ebG87c+aM4eXlZaxZs8YFFbY+paWlhiRj27ZthmH8MH4dO3Y01q9fb++zb98+Q5KRm5vrqjJbna5duxqvvvoq49kMlZWVxs9//nNjy5YtxogRI4ykpCTDMPg32hTz5883IiIi6t3myvHkykcLqampUV5enmJjY+1tHh4eio2NVW5urgsraxuOHTum4uJih/H18/NTVFQU49tI5eXlkqRrrrlGkpSXl6cLFy44jGnfvn3Vo0cPxrQRbDab1q5dq6qqKkVHRzOezZCYmKgxY8Y4jJ3Ev9GmOnTokIKDg/Wzn/1M9913n06cOCHJtePp1iuctmZlZWWy2Wz21VgvCggI0P79+11UVdtRXFwsSfWO78VtaFhtba2Sk5M1bNgw+wrAxcXF8vT0rPNiRcb08vbs2aPo6GidP39enTp10ttvv60bb7xR+fn5jGcTrF27Vrt379bnn39eZxv/Rq9cVFSUVq1apT59+qioqEgLFixQTEyMvvrqK5eOJ+EDaIcSExP11VdfOcz9omn69Omj/Px8lZeXKyMjQ5MnT9a2bdtcXVarVFBQoKSkJG3ZskXe3t6uLqdNuOOOO+z/PWDAAEVFRalnz55666235OPj47K6mHZpIf7+/rJarXXuGi4pKVFgYKCLqmo7Lo4h43vlZs6cqffee09bt25VaGiovT0wMFA1NTU6c+aMQ3/G9PI8PT3Vq1cvDRkyRKmpqYqIiFB6ejrj2QR5eXkqLS3V4MGD1aFDB3Xo0EHbtm3Tiy++qA4dOiggIIAxbaYuXbqod+/eOnz4sEv/jRI+Woinp6eGDBmirKwse1ttba2ysrIUHR3twsrahuuuu06BgYEO41tRUaEdO3Ywvg0wDEMzZ87U22+/rY8//ljXXXedw/YhQ4aoY8eODmN64MABnThxgjG9ArW1taqurmY8m+C2227Tnj17lJ+fb/8MHTpU9913n/2/GdPmOXv2rI4cOaKgoCDX/htt0dtZ27m1a9caXl5exqpVq4y9e/caDz/8sNGlSxejuLjY1aW1CpWVlcYXX3xhfPHFF4Yk44UXXjC++OIL45tvvjEMwzAWLVpkdOnSxXjnnXeML7/80rjrrruM6667zjh37pyLK3dPM2bMMPz8/Izs7GyjqKjI/vnuu+/sfaZPn2706NHD+Pjjj41du3YZ0dHRRnR0tAurdm+zZ882tm3bZhw7dsz48ssvjdmzZxsWi8X46KOPDMNgPJ3h0qddDIMxvVL/7//9PyM7O9s4duyY8a9//cuIjY01/P39jdLSUsMwXDeehI8W9tJLLxk9evQwPD09jcjISOOzzz5zdUmtxtatWw1JdT6TJ082DOOHx23nzp1rBAQEGF5eXsZtt91mHDhwwLVFu7H6xlKSsXLlSnufc+fOGb///e+Nrl27GldddZVx9913G0VFRa4r2s098MADRs+ePQ1PT0/j2muvNW677TZ78DAMxtMZfhw+GNMrM2HCBCMoKMjw9PQ0QkJCjAkTJhiHDx+2b3fVeFoMwzBa9toKAADAf3HPBwAAMBXhAwAAmIrwAQAATEX4AAAApiJ8AAAAUxE+AACAqQgfAADAVIQPAC6RnZ0ti8VS570SV+Lpp5/WwIEDm11LeHi40tLSmn0cAI1D+ABQx5QpU2SxWDR9+vQ62xITE2WxWDRlyhTzC/uRxx9/3OG9FABaB8IHgHqFhYVp7dq1OnfunL3t/PnzWr16tXr06OHCyv6rU6dO6tatm6vLAHCFCB8A6jV48GCFhYUpMzPT3paZmakePXpo0KBBDn2rq6v16KOPqnv37vL29tatt96qzz//3KHPpk2b1Lt3b/n4+GjUqFE6fvx4nXN++umniomJkY+Pj8LCwvToo4+qqqqqwRp/PO0yZcoUjRs3Ts8995yCgoLUrVs3JSYm6sKFC/Y+paWlGjt2rHx8fHTdddfpH//4R53jnjlzRtOmTdO1114rX19f/fKXv9S///1vSdKpU6cUGBiohQsX2vtv375dnp6eXIUBGonwAaBBDzzwgFauXGn/vmLFCk2dOrVOvyeeeEL//Oc/9frrr2v37t3q1auX4uLidPr0aUlSQUGB4uPjNXbsWOXn52vatGmaPXu2wzGOHDmi0aNHa/z48fryyy+1bt06ffrpp5o5c+YV1bx161YdOXJEW7du1euvv65Vq1Zp1apV9u1TpkxRQUGBtm7dqoyMDL388ssqLS11OMY999yj0tJSffDBB8rLy9PgwYN122236fTp07r22mu1YsUKPf3009q1a5cqKyt1//33a+bMmbrtttuuqFag3WrxV9cBaHUmT55s3HXXXUZpaanh5eVlHD9+3Dh+/Ljh7e1tnDp1yrjrrrvsbxc+e/as0bFjR+Mf//iHff+amhojODjYePbZZw3DMIw5c+YYN954o8M5Zs2aZUgy/vOf/xiGYRgPPvig8fDDDzv0ycnJMTw8PIxz587VW+f8+fONiIgIh7p79uxpfP/99/a2e+65x5gwYYJhGIZx4MABQ5Kxc+dO+/Z9+/YZkoz//d//tZ/T19fXOH/+vMO5rr/+euOvf/2r/fvvf/97o3fv3sa9995r9O/fv05/AA3r4OLsA8CNXXvttRozZoxWrVolwzA0ZswY+fv7O/Q5cuSILly4oGHDhtnbOnbsqMjISO3bt0+StG/fPkVFRTnsFx0d7fD93//+t7788kuHaRDDMFRbW6tjx47phhtuaFTNN910k6xWq/17UFCQ9uzZY6+jQ4cOGjJkiH1737591aVLF4c6zp49W+deknPnzunIkSP2788995z69eun9evXKy8vT15eXo2qD4BE+ABwWQ888IB96mPp0qUtdp6zZ8/qd7/7nR599NE6267kBteOHTs6fLdYLKqtrb2iOoKCgpSdnV1n26Uh5ciRI/r2229VW1ur48ePq3///o0+B9DeET4AXNbo0aNVU1Mji8WiuLi4Otuvv/56eXp66l//+pd69uwpSbpw4YI+//xzJScnS5JuuOEGbdy40WG/zz77zOH74MGDtXfvXvXq1atl/hD9cJXj+++/V15enm6++WZJ0oEDBxzWGhk8eLCKi4vVoUMHhYeH13ucmpoa/fa3v9WECRPUp08fTZs2TXv27FH37t1brHagLeGGUwCXZbVatW/fPu3du9dhOuOiq6++WjNmzNAf/vAHbd68WXv37tVDDz2k7777Tg8++KAkafr06Tp06JD+8Ic/6MCBA1q9erXDTaCSNGvWLG3fvl0zZ85Ufn6+Dh06pHfeeeeKbzi9nD59+mj06NH63e9+px07digvL0/Tpk2Tj4+PvU9sbKyio6M1btw4ffTRRzp+/Li2b9+uJ598Urt27ZIkPfnkkyovL9eLL76oWbNmqXfv3nrggQecVifQ1hE+APwkX19f+fr6Nrh90aJFGj9+vO6//34NHjxYhw8f1ocffqiuXbtK+mHa5J///Kc2bNigiIgILV++3OFRVUkaMGCAtm3bpoMHDyomJkaDBg3SvHnzFBwc7NS/ZeXKlQoODtaIESMUHx+vhx9+2OGKhcVi0aZNmzR8+HBNnTpVvXv31m9+8xt98803CggIUHZ2ttLS0vT3v/9dvr6+8vDw0N///nfl5ORo2bJlTq0VaKsshmEYri4CAAC0H1z5AAAApiJ8AAAAUxE+AACAqQgfAADAVIQPAABgKsIHAAAwFeEDAACYivABAABMRfgAAACmInwAAABTET4AAICpCB8AAMBU/x/4rlSyQx28VQAAAABJRU5ErkJggg==",
       "text/plain": [
        "<Figure size 600x400 with 1 Axes>"
       ]
@@ -882,14 +890,14 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 13,
+   "execution_count": 14,
    "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "600127.9586730424\n"
+      "600140.9375616921\n"
      ]
     }
    ],
@@ -917,7 +925,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.10.6"
+   "version": "3.11.3"
   }
  },
  "nbformat": 4,
diff --git a/examples/02_initial_conditions.ipynb b/examples/02_initial_conditions.ipynb
new file mode 100644
index 0000000..24803c6
--- /dev/null
+++ b/examples/02_initial_conditions.ipynb
@@ -0,0 +1,6304 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "quantum_electron 0.2.0\n",
+      "numpy 1.24.2\n",
+      "scipy 1.11.4\n",
+      "matplotlib 3.7.1\n"
+     ]
+    }
+   ],
+   "source": [
+    "from quantum_electron import FullModel, PotentialVisualization, package_versions\n",
+    "from quantum_electron.initial_condition import InitialCondition\n",
+    "import numpy as np\n",
+    "from matplotlib import pyplot as plt\n",
+    "\n",
+    "package_versions()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The purpose of this example notebook is to illustrate the different initial conditions that are available in the `InitialCondition` class. This class offers a simple way to create initial conditions that can be fed into the `FullModel` class for solving for the electron positions.\n",
+    "\n",
+    "`InitialCondition` currently supports three different initial conditions:\n",
+    "1. A circular pattern\n",
+    "2. A rectangular pattern\n",
+    "3. A random pattern confined to an area that's defined by a chemical potential.\n",
+    "\n",
+    "Below, we show how to generate these initial conditions and how the choice of initial conditions can affect the convergence."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Construct a potential"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Below we generate a simple parabolic confinement in two dimensions."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Note that the units of x and y are implicitly assumed as microns\n",
+    "x = np.linspace(-2.5, 2.5, 401)\n",
+    "y = np.linspace(-2.5, 2.5, 401)\n",
+    "\n",
+    "micron = 1e-6\n",
+    "\n",
+    "X, Y = np.meshgrid(x, y)\n",
+    "X *= micron\n",
+    "Y *= micron\n",
+    "\n",
+    "parabolic_confinement = 0.01*(- X ** 2 - Y ** 2) / micron ** 2 "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 700x400 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "potential_dict = {\"dot\" : parabolic_confinement, \n",
+    "                  \"xlist\" : x, \n",
+    "                  \"ylist\" : y}\n",
+    "\n",
+    "# Let's apply these voltages to the corresponding electrodes in potential_dict\n",
+    "voltages = {\"dot\" : 1.0}\n",
+    "\n",
+    "p = PotentialVisualization(potential_dict, voltages)\n",
+    "p.plot_potential_energy(dxdy=(5, 5))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 23,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "options = {\"include_screening\" : False, # Include screening of electron-electron interactions due to thin film.\n",
+    "           \"screening_length\" : 2e-6, # Typically helium thickness.\n",
+    "           \"potential_smoothing\" : 1e-4, # Numerical smoothing of the splines (gets rid of some noise, can introduce artifacts)\n",
+    "           \"remove_unbound_electrons\" : False, # Removes electrons if they shot outside the solution box.\n",
+    "           \"remove_bounds\" : None, # Sets which electrons should be removed if above is True.\n",
+    "           \"trap_annealing_steps\" : [10] * 10, # List of annealing temperatures, length determines the number of steps\n",
+    "           \"max_x_displacement\" : 0.1e-6, # Maximum x-displacement of solved electron positions during annealing.\n",
+    "           \"max_y_displacement\" : 0.1e-6} # Maximum y-displacement of solved electron positions during annealing."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Comparing initial conditions"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "To generate different initial conditions, we only have to instantiate the class once. The outputs of `make_circular` and other options are numpy arrays that can be fed into `get_electron_positions` below. \n",
+    "\n",
+    "To compare we feed each of the three functions below the same number of electrons. The argument `min_spacing` dictates the minimum distance between two electrons.\n",
+    "\n",
+    "Note that the results below may be somewhat dependent on the potential. For example, if there is a finite barrier height such that electrons can possibly escape the trap area, certain initial conditions may be preferrable. Some trial and error should be expected for custom potentials."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 30,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "n_electrons = 50\n",
+    "min_spacing = 0.1 # micron\n",
+    "n_rows = 5\n",
+    "\n",
+    "assert n_electrons % n_rows == 0, \"n_electrons must be divisible by n_rows\"\n",
+    "\n",
+    "ic = InitialCondition(potential_dict, voltages)\n",
+    "circular = ic.make_circular(n_electrons=n_electrons, min_spacing=min_spacing)\n",
+    "rectangular = ic.make_rectangular(n_electrons=n_electrons, dxdy=(2, 2), n_rows=n_rows)\n",
+    "chem_potential = ic.make_by_chemical_potential(max_electrons=n_electrons, chemical_potential=0.01, min_spacing=min_spacing)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "In the cell below, note that the argument `n_electrons` is not important if `electron_initial_positions` is supplied. We could have set it to an arbitrary number."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 31,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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+8Q8BiNtuuy1mn9Z3pdMnpcpT7dnNmzfP9Pv0gAMOEJIkiYsuukgvC4VCorKyMoZh1ueRym//3u77tfuYNGmS6O7u1stvuukmAYjnn39eCCHEtm3bhNfrFYceeqjp/H/9618FIP7xj3/oZUceeWRM/y2EEP/85z+FLMumflgIIe6//34BiA8//FAvA4TX6xUrV67UyxYuXCgAcffdd+tlu5Kbe7uc8D1HNDc3A5Cdnb3DbZ1//vm4XC59+80336SlpYWrr746JtbZ6sHUU2VkZOjvOzs7qaurY//99wfgyy+/jKl/0UUX7dD5AoEAP/rRj/Rtr9fL1KlTWb169Q61a5TxnoLBIPX19QwdOpS8vDzbe0okRVF47rnnOProo21j/LXP4ZVXXmHq1KmmkMZAIMAFF1zA2rVrWbx4sem4s88+25QEXvOC0J7D559/zrZt27joootM9c466yxyc3PTuodECofDvPHGGxx33HEMGTJELy8rK+P0009n/vz5+ndc0wUXXGD6/s2cOZNwOMy6det67bocOdodNXfuXIqLi6mqquKkk04iKyuLF154QfckaWho4H//+x+nnHIKLS0t1NXVUVdXR319PfPmzWPFihX6an3PPPMMEyZMiLH0Qmr9u7Gfa2tro66ujmnTpiGE4Kuvvoqpb+27Z86caep3X3vtNTweD+eff75eJssyl156adJrSUfp9s9WLvZEye59R+Xz+fQEruFwmPr6egKBACNGjEibOZDad+OVV16htLSU0047Td/n8Xj4yU9+QmtrK++9957puB/84Acmjz4rczZv3szXX3/NmWeeaWLMIYccwujRo9O+h0TqbV46ctSfdM899/Dmm2+a/vpKWj9w1llnUVBQoJePHz+eQw45hFdeeSXh8c888wxFRUVcfvnlMfusXEvWJ6XDU03nnnuu6Tz77bcfQgjOPfdcvczlcjF58uSE/Ueqv/17u+/XdMEFF5gS2l988cW43W79+b/11lt0d3dzxRVXmJKHn3/++eTk5MSEQtvpqaeeYtSoUYwcOVJ/tnV1dRx00EEAvPPOO6b6c+fONXm6jR8/npycnB73wzvr2e2tcialHJGTkwNAS0vLDrdlXW1Di78eO3bsDrcdTw0NDfz0pz+lpKSEjIwMiouL9etoampKeo3pqrKyMgZM+fn5trHSPVVHRwfXXHMNVVVV+Hw+ioqKKC4uprGx0faeEqm2tpbm5uakn8G6desYMWJETPmoUaP0/UYNHDjQtK2BWXsOWv1hw4aZ6nk8HtPk0Y6qtraW9vb2uNeuKArr169P69odOeqv0gYLTz/9NEcccQR1dXWm5J0rV65ECMHvfvc7iouLTX+///3vATUPEKj9+4707d9//70+cNByJc2aNQuI7bv9fn+MC7213123bh1lZWUx4XNDhw7t8TXaKd3+eUeZk8q976gUReH2229n2LBhpnv65ptv0mYOpPbdWLduHcOGDYtZzai3mQPY8mFH1Nu8dOSoP2nq1KnMnTvX9NdX0v734v1/1tXVJQyjXrVqFSNGjEhpFbtk/9fp8DRem9oEuzXlRW5ubsL+I9Xf/r3d92uy9sOBQICysjI9ZUC8z8nr9TJkyJCUjMQrVqxg0aJFMc92+PDhQPJnCzvG0p317PZWOTmlHJGTk0N5eTnffffdDrdltCCno3hW9XA4nNTCfMopp/DRRx/xy1/+kokTJxIIBFAUhcMOOwxFUXrtGjXFux7Rg/xU8XT55Zfz8MMPc8UVV3DAAQeQm5uLJEmceuqptve0K9QXz2FnaU++dkeOdkRTp07VrabHHXccM2bM4PTTT2fZsmV63wlw5ZVXMm/ePNs2emOSJxwOc8ghh9DQ0MCvfvUrRo4cSVZWFhs3buSss86K6ed21NPIKkmSbP/frcnD7ZRu/7yzmNObuv766/nd737HOeecwx//+EcKCgqQZZkrrrjCYU4vaE++dkeOHNkr2f91T3gar0278t7oP/aEvj+eFEVh3Lhx3Hbbbbb7rRN5vd0P78nPbneUMynlCICjjjqKBx98kAULFnDAAQf0Wruam+R3332XcCCTn59vWm1B07p16xJ61Wzfvp23336b6667jmuuuUYvX7FiRc8veicpnXDFp59+mjPPPJNbb71VL+vs7LR9RslUXFxMTk5O0knH6upqli1bFlO+dOlSfX860uqvWLFCd6UFNdxlzZo1TJgwIeHxqT6v4uJiMjMz4167LMsJk6o7crS3yuVyccMNNzBnzhz++te/cvXVV+v9rcfjSWrdrqmpSdqvxPs//vbbb1m+fDmPPvqoKVHrjoR5VFdX884779De3m7ylrJb5Sw/P9/WZT8V62xv9s87U+kyZ86cOTz00EOm8sbGxh4lKE7lu1FdXc0333yDoigmb6neYI5VdnywKp3n1du8dOTIUXqK9/+q/e/F+/8sKioiKysrbrs1NTV88sknBINBU/hZT5QOT3tbqf727+2+X9OKFSuYM2eOvt3a2srmzZs54ogjAPPnZBzndXd3s2bNGtPzivdZ19TUsHDhQg4++OBeSwmzK7m5t8sJ33MEwFVXXUVWVhbnnXceW7dujdm/atUq7rzzzrTbPfTQQ8nOzuaGG26gs7PTtM84M11TU8PHH3+sL1EK8NJLL8WEXVmlzXpbZ7nvuOOOtK91Z0uDYCoDF5fLFXNPd999d0pWfKtkWea4447jxRdf5PPPP4/Zr53niCOO4NNPP2XBggX6vra2Nh588EEGDRqUdk6OyZMnU1xczP3332/6XB955JGUnkGqz8vlcnHooYfy/PPPm5Zk37p1K48//jgzZszQQ1QdOXJk1uzZs5k6dSp33HEHnZ2dDBgwgNmzZ/PAAw+wefPmmPq1tbX6+xNPPJGFCxfy3//+N6ae1q/E+z+267uFED3ijKZ58+YRDAb529/+ppcpisI999wTU7empoalS5ea7mfhwoV8+OGHSc/Tm/3zztSOMuepp56KyXeSqlL5bhxxxBFs2bLFtOppKBTi7rvvJhAI6KGcqaqsrIyJEyfy6KOPmkIn3nzzzZgcT3ZK53n1Ni8dOXKUnjTDg/X/1dgPGPd99913vPHGG/qkSDydeOKJ1NXV8de//jVmX7oeNenwtLeV6m//3u77NT344IMEg0F9+7777iMUCumrlM+dOxev18tdd91lOv9DDz1EU1MTRx55pF6WlZVlGw53yimnsHHjRhPzNXV0dPRotdtdyc29XY6nlCNA/YH++OOP84Mf/IBRo0ZxxhlnMHbsWLq7u/noo4/0ZZrTVU5ODrfffjvnnXceU6ZM4fTTTyc/P5+FCxfS3t7Oo48+CsB5553H008/zWGHHcYpp5zCqlWr+Ne//mVKSBev/QMPPJCbbrqJYDBIRUUFb7zxBmvWrOnJY9ipmjRpEgA/+clPmDdvHi6Xi1NPPdW27lFHHcU///lPcnNzGT16NAsWLOCtt96isLCwR+e+/vrreeONN5g1a5a+bOrmzZt56qmnmD9/Pnl5eVx99dU88cQTHH744fzkJz+hoKCARx99lDVr1vDMM8/E5P1IJo/Hw5/+9CcuvPBCDjroIH7wgx+wZs0aHn744ZRySqXzvP70pz/x5ptvMmPGDC655BLcbjcPPPAAXV1d3HTTTWldtyNHe5t++ctfcvLJJ/PII49w0UUXcc899zBjxgzGjRvH+eefz5AhQ9i6dSsLFixgw4YNLFy4UD/u6aef5uSTT+acc85h0qRJNDQ08MILL3D//fczYcIEampqyMvL4/777yc7O5usrCz2228/Ro4cSU1NDVdeeSUbN24kJyeHZ555Zody7Bx33HFMnTqVX/ziF6xcuZKRI0fywgsv0NDQAJgtoOeccw633XYb8+bN49xzz2Xbtm3cf//9jBkzJmZhBKt6u3/eWdL60N/+9receuqpeDwejj76aFsvgaOOOoo//OEPnH322UybNo1vv/2Wf//73z3O/5fKd+OCCy7ggQce4KyzzuKLL75g0KBBPP3003z44YfccccdPVp85YYbbuDII49kxowZnHPOOTQ0NHD33XczZswYWltbEx6bzvPqbV46cuQoPWVkZDB69Gj+85//MHz4cAoKChg7dixjx47l5ptv5vDDD+eAAw7g3HPPpaOjg7vvvpvc3FyuvfbahO2eccYZPPbYY/z85z/n008/ZebMmbS1tfHWW29xySWXcOyxx6Z1nanydGcold/+vd33a+ru7ubggw/mlFNOYdmyZdx7773MmDGDY445BlA9uX79619z3XXXcdhhh3HMMcfo9aZMmWJaUGrSpEn85z//4ec//zlTpkwhEAhw9NFH8+Mf/5gnn3ySiy66iHfeeYfp06cTDodZunQpTz75JK+//rptkvdE2pXc3OvVN4v8OdpTtHz5cnH++eeLQYMGCa/XK7Kzs8X06dPF3XffbVrO1LosprYEqN2yo0II8cILL4hp06aJjIwMkZOTI6ZOnSqeeOIJU51bb71VVFRUCJ/PJ6ZPny4+//zzmGW77ZbV3LBhgzj++ONFXl6eyM3NFSeffLLYtGlTzNKo2rKztbW1KT0LbSnnd955Ry+bNWuWGDNmTExd6zLidtcZCoXE5ZdfLoqLi4UkSaYlcK3Xun37dnH22WeLoqIiEQgExLx588TSpUtjnrvdNcbTunXrxBlnnKEvAT9kyBBx6aWXmpapXrVqlTjppJNEXl6e8Pv9YurUqeKll16yfS5PPfWUqTzekqf33nuvGDx4sPD5fGLy5Mni/fffT+lzTed5CSHEl19+KebNmycCgYDIzMwUc+bMER999JGpTrzvaTrP0ZGjPVGJ+uhwOCxqampETU2NCIVCQgi1LzjjjDNEaWmp8Hg8oqKiQhx11FHi6aefNh1bX18vLrvsMlFRUSG8Xq+orKwUZ555pqirq9PrPP/882L06NHC7Xab/s8XL14s5s6dKwKBgCgqKhLnn3++vkSzsS8488wzRVZWVsx12y0lXltbK04//XSRnZ0tcnNzxVlnnSU+/PBDAYj/+7//M9X917/+JYYMGSK8Xq+YOHGieP3112P6ciF63j8n46JVdv1gOvdu1y/+8Y9/FBUVFUKWZdMy13ZLW//iF78QZWVlIiMjQ0yfPl0sWLAgpb46nlL5bmzdulV/ll6vV4wbNy6mbe2cN998c8w57O75mWeeEaNGjRI+n0+MHj1aPPvssyl9ruk8LyF2Di8dOdqTlazPs/ve2/Vldv9vdvroo4/EpEmThNfrjfl/fuutt8T06dP1ccfRRx8tFi9enNJ9tLe3i9/+9rdi8ODBwuPxiNLSUnHSSSeJVatWme4j1T4pFZ7Ge3bxxi52bLA7d7Lf/r3d92v38d5774kLLrhA5Ofni0AgIH74wx+K+vr6mPp//etfxciRI4XH4xElJSXi4osvFtu3bzfVaW1tFaeffrrIy8sTgKkv7+7uFjfeeKMYM2aM8Pl8Ij8/X0yaNElcd911oqmpyfRsLr300pjz233XdiU392ZJQjhZFh05cuTIkSNH/VPPPfccxx9/PPPnz2f69Om7+nIcOXLkyJGjfqlHHnmEs88+m88++yxtLyVHe7cc/2JHjhw5cuTIUb9QR0eHaTscDnP33XeTk5PDvvvuu4uuypEjR44cOXLkyFE8OTmlHDly5MiRI0f9QpdffjkdHR0ccMABdHV18eyzz/LRRx9x/fXXk5GRsasvz5EjR44cOXLkyJFFzqSUI0eOHDly5Khf6KCDDuLWW2/lpZdeorOzk6FDh3L33Xdz2WWX7epLc+TIkSNHjhw5cmQjJ6fUbqQbbriBZ599lqVLl5KRkcG0adO48cYbGTFixK6+NEeOHDlytJvIYYUjR44cOUomhxWOHDnaU+TklNqN9N5773HppZfy8ccf8+abbxIMBjn00ENpa2vb1ZfmyJEjR452EzmscOTIkSNHyeSwwpEjR3uKHE+p3Vi1tbUMGDCA9957jwMPPHBXX44jR44cOdoN5bDCkSNHjhwlk8MKR44c7a5yckrtxmpqagKgoKAgbp2uri66urr0bUVRaGhooLCwEEmSdvo1OnK0t0sIQUtLC+Xl5ciy43zqqO/lsMKRo91fDisc7Wo5rHDkaPfX3soKx1NqN5WiKBxzzDE0NjYyf/78uPWuvfZarrvuuj68MkeOHNlp/fr1VFZW7urLcLSXyWGFI0d7lhxWONoVcljhyNGepb2NFc6k1G6qiy++mFdffZX58+cn/EJaLRpNTU0MHDiQ7/93NTk5GeBygSxH/iLvJQkkGVxu9VV2ARLIMpIccZ7T6spancgx2rGSjIIbgQshZAQSipAN2zIKcuS9CyEktUzIYKgjhIyCCwBFqK9amRDq7LB6nEAR6uyxWpdImbodjty/Vk97r9VV2xUxZdZtY1nse2LqWvfZHRdPyerIKVik7OrIUvxt7b3xOPN7c5l1W7IpN753YSyP1jUeJ0sSEgqSpCBHPjlJUiJlQi+TpVBkXxAAV2Q7Wq7gQivT6oQjbUVehQLanxJWPyhtOxwCEd0WWh0hQAmBoqivAOFwpJ6AUEh9HwqDotDc1MbAebfR2NhIbm5uzOfhyNHOVK+xQpZUJvRzVoDKC4cVqbHCeOyexgpJEjoL+owVQkTrO6xwtBupT1mh/SViBahjlD5khfY+ESvU99GxRV+wwvrebtt6rJ0cVuw8VmhlCVkhFMN4wWFFunLC93ZDXXbZZbz00ku8//77SWdIfT4fPp8vpjwnJ0OFhzsCDh0W0c7fNNCQZSQpAguIgCKyrR1vOFZIMorwGDr3ROCwr2MdUChCPbdiOsY6sCCyrYIgbAOB+ICIDxY7YFiBEI5Tbj3ebttOdu1YZQVB7H47eEiW7eh7VwJQGN8ng4hsgYH1vUsy17XCxggQAFkbGBjKXBEgaBCxbkuEYyaqXFJQbyNmsKFEQKFo2xFAGAcb4ZC5bjgCDyUcPS4cOS4CDxT1eh23dkd9rV5lhSyrvOjnrIiWOazo76wwsqDPWGEclDiscLSbqM9ZIakTVwlZASpT+pAVAGEhRfbZs0KtYyzb+ayw22fHhuSTUgl3Aw4r1GPSZ4VaFkzMCjsjhsOKlOVMSu1GEkJw+eWX89///pd3332XwYMH97wxl0uFhj6YkKOdvzZwiGxLRsuGKzInLdsDR0gRKAgXinDvMDS0bYCw8KjPQbdgmDt9KzDiwcBq6VAscDHviwVFPEhYjzGqR9ZvJWkVkoUS28FFloRlO1pJ0TvxKHRdJiuHMB0jG+qbX6P1jPu094rhvUsSFsBEQSNHuiCBjIRq4dA6/2SS4iweKhFGRkGKtCkRRpIVJAAR+S6LyDkkDSwSCBkJVMsGgLC0L0nRMlmJ3qjb6UYd9a12Citkw2ChH7PCWk/bVl/N+8379k5WGI/d01hhZEGy/b3GCsVS5rDC0S7UrmKF7iGViBWRsr5kBZgno+xYodVRX/uGFdb31nrx6sTsd1ix01gRfZ+AFXr/77CiJ9o773o31aWXXsrjjz/O888/T3Z2Nlu2bAEgNzeXjIyM9BqTjZAwWK51S7Zssy1FXWqtxxkHGZGOvzfAAURdarVtG8uEnWdUPOtFIlfaeNBIBxgpWb9TAIOSxKQhy1LydmS7NqxESVZH2JRbj7GW29WTLPvt3hu3o+WyJIOIQEeobrfGkBzjqxJ5lSUQmot2BDiSkEFSPyPZchpJ+26jAHL0u466iaKoA29ASLJaz/j/oB2rvZctr44c9ZEcVvScFdZ62rZW17jfWgZ7IyuM9fYsVhhZ0GeskIkMMhxWONr12lWskFJhBfQ5K4zv47FCe6++9g0rrHWs+/SyJP28w4qdxwq1vpKYFXr/j8OKHsiZlNqNdN999wEwe/ZsU/nDDz/MWWedlV5jScEhxYJD2288Ps4gQ9B7loyom60VAujlGjgS1YnWtZaZ2zGW2YVZJANGKqBIBoZ47ZgrJG2CWFBgA5R4E1CJ9ieHiCxJkWcSDz7x3mv1zOVWgGi7tB8XmqVDB4ZAt2rogIm0YTfYEJJiuFNF/Y4bn7GM6nIL0X2SUC0exrqyiPBH+1+x+QwcOdqJ2imskPYOVhjrOazo36wwsqDPWCEZ/zccVjjatdqdWQH0OSuM7+OxQnuvHd8XrLCWg/0EVDJeOKzYiawAFOTErLAzYjisSFnOpNRupF7NOS+7IokIDa61lmSDJtdaq0U8cpyIHGMX563FaoeFO21oJIvvjhd+Ec86kaorrRUWyazbpv2GztwKBjsQhFMJ7rZpC1RrRjiuJUKVS5ZQwjbHGnxpZVlCMbRj198ZXWb15yKZ67mk2Lp2LriyFIWKnfstskRYCN31Vit3yxKKELrrreZ2m0hWN1tJUggL9VUWqhuuiLjZyprFQ3O51UMyZDWW2ximoUgqZKTIkxOSas3QwjfUk0VeFfX/zJGjPtROYYUkEQ3J6L+ssB5vLndYEd021LPp//cEVmhhG73GCmPukMjNx7JCqP9PDisc7QbaZayI5JRKxArVM8qTkBUAdiF9PWWFWiYcVsRRf2KFNaRvh1mBEvm+JmCFHqbnsKIn2jvvem+QnYcU2Fsy4oZomK0O1kGEFkbV00GG0a1We00WfhHPMyodV9rYUI4EQIkDDCss7ECRigU8nnp6rCvygz3akLWG1luL2DKMEBG2++wtHVbLhfXao2XR2zLXs5Zr1o147raSpOhWNbXM7FKrSKqBQm0jjCJkFTYGC4ekudJqRFWI/A8Qa9kQYcP/UBzLhiNHe6J2c1aox/UeK6z1zHXU/Q4rwGTp1nmxZ7FCkcBFL7JCC89IxAqtHjiscNS/lA4r5BRYgSspK4BeZQXEGi8cViTWnsoKUyfeV6wAdVLJYUWP5ExK9VfJLtWCoc22SnJ8q7fNqklCdpvcZmMs3KgWDkjfimFNThtSjCAwWzCi5ZjqpAKMeNaLeLCwA4WxIzYCIhWLhl293pQsYt07FcVcJhtcoowWELPVw/JqsDJo96UlFNQSDYaFthKGuY7RemFKUCjU/dpnLUvRtlwShBTzMTHWDUnRYRIWHltrhzVprYisvGFklIyixowLl/qV160aAlyRBxDXshEBiNWysZetjuGon0ljhWkQsfuwAqKM6A1WGPep7x1WQHxWQJQX8Vihvt/9WKENPKzqMSuEog4YErFCX13JYYWjfqZ0WCHJ5pX4bFghkAkbPWttWKG+9/QaK9SyHWeFsR2tnlZm2nZYob6mwQprHTtW6N6yCVgRrdN3rJAIq/fssKJHcial9gbFi/WOsWJEy1KJ8wbN/bYnE1KxVoVUXWrt9tlZL9IdYMSzWGjQSASMeJDYmfCwlbVfjRcBJ9vV0Xp9Yd4Gksd3G+sksnDY7YvWMceTm60bpphwobUiR4EiaQMaIvBwgYjEg6Na3hSBOV7cZAUnasFIZNmwfqSSPcwcOdrj1MesAJKyAnqXFcZ94LAiegH21UxW8risMJT1ESuidRKwAhsP2x1hBUSs4MRlhQTRhLYOKxz1VyVjhU2ZbX6oJKwAepUV0fIdY4Wxfe0Y4/kdVmilPWFFsu1k++LV2TFWGJuPxwpTnimHFWnLmZTqr3K5Y3JKxbV6y5HlWg2WDLs4b82t1pozxGTZsAw4TFYQ3RoRPzGtEQZmSwem91Zg2FkvUoVFMlBEj7PAI8m29fjekm5dsJxPXVUjtkx/b7CAKJb4cABXZL/V0qG919xvTbHiButF1CIe3R9r4Yjdp1k3Ildmu98aEy5HrBWa15QxHlwYiKmBQrVsuPVtWVJjwyUUsxVcJgqDeJYNQF9dQ1Giyx07crQnSmNFKh5SvcwK7T3EZ4Vap/dYoZ4rtl1tW5MihMMKUmOFui/62hesUK3hiS3hmnqLFSYreBxWxF0C3GGFoz1d6bDCxkPKygohZMLY5yLUWKF5U6l1dpwVxv07wgqtTK/fT1kBZjZYt3cGKwAbT1szD9T3iVlhbKc3WGH0mtLqWlmhTaw6rOiZnEmp/ipL7o/EVm9ZP0a3ZNjEecfNGRLHimGua47fNnb+8eK7tf3JPKPsQi9sLR4J3GhThUZSgNiAItXEhCkr3gS6xXphHHjEDEJ0l9rYwYnevj7JH1lC1uBBZQzFMJapn0VyC0f0+Kj5QQNQ7LHRevG8pmK2dUigW8G1eHDNsqFZPkxWcO3GU7FsaPv2UouGo34iSx6QvmSFVsdc1z7XR1+yAuIbLxxWxLav7etLVpjLwJYVqN+13mKFyQquPUgrK+ItAe6wwtGerrRYES2Lxwr7sYKZFULIvcoK44TUjrBCK4P+zQprv7/7sAKsXlF2XIjmstpxVhi9puKxInLVDit6KGdSqr9KdoHsQjKufmFn9dagEQGHZskImyzaBquFTc4QzY3WasVQ36v/zdY476DFsm2ERijSwyezbljDLuyAYYRFIstFIlAkAoQVDIncanvD5dbOwq2VG1fViBfnbW1Ds2bIhvqKIpn2GS0d2qobsfmnRIyFA6IWEOPKGbJkzAtiZ72IdvzJrBtGa4ZAxkVQ/zGjWjy0ZV+j8eDatmb5iFypatmQQpELI3XLxl66SoajfqIIK5J6SO0EVqh11PrxWJFogLGzWKGVQXxWmMocVqht9SErANxyMlYAvcgK42pLcVkhRdngsMJRv1I6rIAYDykrKxLlIrRLA9JXrLDu07a1czisiOzfaaww8wBiWQHm/t+eFdF8U73BCimSOyoRK7TV+hxW9Ex7513vFZLM1u0EVm9hY8kA4lq9jXHeJnBYrRmmOG8ir5ZJIAtArHXtrBsQHWTYudsarRepQsMOFMliwa11EpXZtZOOkrnWJgVTIgtGnLpGa7oeK54w/5SxXTurRLJ9ZquHOT7cut/ea0oLCZKIJjBUhIwxd4gSsY1r28YVNnps2XDkaI9V6h5Svc0K44pJ8VhhN8jYHVhh2rcbsQLi9/P9ixXRz7+vWKGIFKzgEHnvsMJRf1PqrLDzkAIzK6y5CMGGFYZtbf/OZoXdPocVdgcbLyLZiWLr7QgrXKbV/Kx1dw4rZKF+/xKxwuhR5bAifTmTUv1UksutWjIiVo24eUGkiBVDRFfCgKglwxrnHW/VDCNEwkLrBIQFEPZWDK1jseYFsXOn7Skwkk1C2YEiHiRSca1N1pmnat3QrAoK8evbrZaRzIIBUauHEUpa3ajlQq2TrkXc3sIRjQ3XrBggDJaOqPUCwK0BS5YIC4EnYukwW0dUrym1N48OMsJ4bHOHSCgoeAyWDbXuDlnB5b0z9ttR/5DOimQ5pHYCK+xyDTqsSG+/JmPfHo8X/Y0VmmU8HivsPGx3hBVIJLeC6ysoOaxw1L+UDiuSedNGoyncfcoKtSzqNZXIi7YvWRGvfrz9dmqs3cqCV59g8/fLCIdC5BQMYL+DT6Zq5HgkydzP6232AiuMbfZvVsj6+3iskCQFlwg5rOihnEmp/io764X2PrJft3obBhJgsWRoFm2bOHDTShmmBOexcEjkVmtycU0yyLBau43QUF9FTOdvBEdvDTCswEg1OaFVYRvwgGoFSKWdeAlrtetLZAXR7zMVy3iKVg5Z1p6NnYUD7K0U6CF7sXHgGL4n2mu0La2e5jarrZZhtXQgQEG1bOiWjFSs4Bo0Elg2ovfmyNEeqERW78j+ncUKu4HEzmYFRAcZDiuSs8J8AMnr7kasiB7XO6xIaAXXBxiG/x2HFY76k9JhRSIPKUM0RTJWaPV6ixXRsvS8aHcHVsQra67fxjP3X0tLsJ68Q4aQc8gwkGW661p46e07CD3UyiGn/oRRk2fGbcOodFlh61W1G7DCWr6jrFAnn1wJWYGIeDs5rOiRnEmp/iorOIyugCkmHzQlG7SL9SYagtGTQUZs52A+Riu3X4bVsL2DVox4sIl5L+zLte3GbZtZ8um7tLU24s/IonrUJMqHjU78OcVRvAGIUS6bzj5e4sHohSZo0AKRRKDR2oldAtYMEM2SoYiohSNsA5foacxgMeaX0lbh0NpSvyvaNce63GrbrkhcuF2Cc0UCSUTAYwjl05Ofa660+iVpP8RAS36um3IcOdoTZUhcuzuyAnqXFeqreZDR16ywKiwEQghqv19NS0MtLrebwopqsguKY+raHZtMO5sVier0J1YYjRjxWRE5kcMKR/1N6bBCJGeFYjB0xGOFWq/3WKHtS8QKdaIp8n43ZIVR27ds4LGbLqf8gskUDhxn2uceWEjm2YWEO4O88de7aW2qY9+Djotp06jdgRWxZbGsME6QgT0rott9xwo7g7fDitTlTEr1V1nBYUhAGC/5oBDq8qzGfcZlvqPuth4TRLSktSFFxAAiaCmzg0O8AYY5GbqlfhLPKCMw4lkv7CwXVqDEHGfpVMNCsG7RF7z91H10uNoIHFCOpyiDcFeQb179H+G/dzB17mlMmH20yX12RxQvpE+WIWxIQmiEi/UYo2uu5pKrGJITgsGV1jJJJcvqr/MY99tImayXRf4ip7JzvXVFXqOutVFY2CVBty7vGlKixxsToBsTEwLIhFHQlm4NRqDk0UMyZKGYQvlABYosg2S0aggFfdlWSQEi+RUcOdpTtQtZob2H+KyA+IOSncUKbVtrs7dYYZR2Xd2dHXzx1rN89f5zeKoCuIsyICzo/G8jGSKb6UecxZCJ+/eIH73CCkOy2nisAJUXfckKc7iFPSsiT7rXWGEX9q1t66zQk9U6rHDUz5QGK4wTUvFYoZYZFkiyYYUi7BdK6ikrwiLBOCQNVti+7mRWmMsEoWA3/7rpp1T+5AD8A3JsPzIAl9/DoJ/N4sNb/k3BgMFUjhwfU2d3YoV6f1JCVoC574dYVmgTTb3FCmMCdLBnRdQL0GFFT+RMSvVX2YXtxbF6A8mt3obEtNZYb7B28Ob39q8Y6prBYeyQbeun4BllhIEdEGJccBNAwwgMKyw+ff0ZPlnwHyrP34+S/CzTvoLJgwl3Bvny2ZdYe9/nHH3htTs8MZVolYwYcMmGeoq1rgEiJuu13Ulj20i4z2LhsCYt1AEiwJxgUDJYrgxmCcOx8SwfWpksRazauJAJR70yDJaOHbKCY+9u68jRHqtdyopEjEg+yNhZrLDW1/abXtNkhbV/VhRBc/1WHr/pJ2QfVEH172Yhe8w/ybobWnnnub/xzUevcPSF1yKnYT3tS1bo4eB9yorUeBDWj43dly4rUrKCgz6wcFjhqF8pDVak6k0LyVhB5H3vsMLcDtHj0mSF6bUPWGGn7+a/Rtb0ioQTUpokl0zFefvxxoO3c8Zv/4ZsyFm027EC1P2JWKFfSyJWRCeneoMV6mYyVkTD/RxWpC9nUqq/Snarfy43WhhfPEuGcXnWeFZvY9iFKWmh3ulHIWC2WtsDws5rKnqcua7elgUa6QAjGSySgcLYMWt1ln3+Hp9+9hSDr5yDZLACGOXye6g4fRJbX/yOtx6/g4NPvyK+C2scmZIShgWdbS18/c5zbP5+CeFgF9l5A9jnwOMoHTLSdIx2zVrCQPV91OphtXgYExDaWTHCiGgSQ4PVWz9WS3BvY+EwJi3UrBUAblmOWDPMyQoVEfWackfcdrW6WqJCo9eUtg80a3vEsiGpEIh6RJGSFVyLE9f22Vo2QAXKXpqQ0FE/kcaKFKzevc0KRcQP7d7dWWF8n4wVdtudbS38+8ZLKb1oEpmVBbYfjbcgQNU5+7Ht9SW89Lc/csR5v0v0ScawImZ/3NAMw/s9hhWR+0zACjsP2x1hhZ0V3MoKibBqyXdY4ai/KQ1WpOtNuzuxAtA9o/qKFfHqm/ZbjeJv/4eKK/eP+3FZ5SsM0C6aWbZwPsPGTUd2qf3RjrICQBa9ywogMSskCW26JxErUHqTFRLgScgKgYJLCjqs6KGcSan+Kt2SIcVYMjTp7rNJrN7WpVkhkoQwAQhSBYdaN3rZycBhtWDYTSolsl70xmSUoqj5P9555l4G/ubAuBNSRpUcPZYVf3idSXWnkVMwwHRd8eTSOuZIvc62Fl5/5AZq61aRN2cQWceXILtlOupbeeXVmwhv7mLOSZcxdOIBCSa+oi6wYRuI6ErBihEXWkKYjzNZPKKmhagFQ23LGBNu9Joyfg+M20brhmzap7Uhm+LB07GCa/tckVUxookOsbdsOHK0pyqB1VvTzmJFOoMM6B1W6Mf3ESus0tp79+n7yT9heNwJKaMGzBvFmjvfY8OKRZTVxOYptLLCTlrf3Lq9js/ffJLajSsJh0Pk5A9g0pyTKKsZZTnCwDV5z2SFnSV8x1gRawWPYQWuaEJbhxWO+pPSYEUyb1pjEvO+ZEW0LD4rtP163T5ghfW99RqsdbraWwn7wrgzvTF1EilvRjVrv/mEnMISSiqG29YxeTppZQlyQpk8qnYjVli9o3acFSRlBYLI5JPDip7ImZTqr5IlMzgkGSEi1ovIEqx2y7PGs3qrdSOz6rolQ/2HThbnnagMYmO8tfKQHluceDLKLuzCBJckwLCDhR0ojJ30hqUL8QwO4PKl/i9UcOgw3nv2Pg467Rd4fZlJ6xuvob2pgaduvYziH46hZvQhpnreggDZw0oJtXfz9j130dywlfGzjgEwx3jbxIIDKIY+MBwWOkxMVvM4MeDW5V+t1nA9CWHEGoKiPmNjDhEtdls9UTTxoGybNyoa5220YAQV9RitjuZNJUsSrgg0klnBVZgYlwCXI5ekmCau9FA+bUW+vdTN1lE/kc4Kqc9ZAVp+qcQDjJChr95RVmjv1euzZ4W2rzdYYa0D0N3VzeolCxh6+rzkn09EA44bw/v/+SvHXnZzDD+STUYBNNXX8tojf6K1u5b8Q4YQOLgaySXTVdvMq6/fTHhTFwef8lMGjZsSwwr9XuOwwnievmKFOX+IPSuMlnDYcVZoVvBErIjckcMKR/1PabBC85CC+Kyw95Ays0IR0eiL3mBFqkbuZKyw7ttZrIhnvG5tasad7bfdl0ie3Aw6l7fS0txAdn4bHm+Gvk/rw63ndFm9oiJ9eVd7Gwvf+S/ffvwKiqz2l4RgxMRZHHD46WTlFfSIFRCbd8rKCiNX4rFC69d7ixXG8Uc8VkQnYB1W9ETOpFR/VQw4DKtcWKzemoz7jJYLLe+Cth3fMmHooC2z0LGv6n47cFgtFBCbbDDeIEKrq1jqx9S1gCNVaGhlX7zzNAWHD437+O1UMGUQy59/lS0bl1FaNRq3OzULh1AUnr3zZ5SeN5GswUVx67kzvQz++Sw+vfUJcoorGTR6X/PAwmBpNg84tPuLTFRpMeNGN11FmKwcdqtx2FpSbOLC9dhvRTtXrBUjeU4p48RU7D5FoLeXjseUFvtttWxoS7oiiCYglCLPZC+Fh6N+ol3KiliLZbzX3mJFXMu4odxaXzu/um3eb6prc7wm4w/9VV9+QPaU8rRyDGZVF7G+6WM2rv2O8kHj8HiTD0i0Prlx60b++9efUXHRFAZYVmjyZPsJXDCAUHs3b9x1K9Oaz2Ls9MNMx0NiVrgsA4u+YYV932+1eOsDk15gRdQKHp8VcoQpDisc9TulwQph9ISKw4pkHlKg5fnpPVYYw/V2hBWm8+5EVtjtB/D4/CidwZjyZAp3BvG5s1GEoKlxKwXF1UB8Tyg9B1RErkh/vvCd5/nkf/8kf24NA397ILIn8nkrgm1ffs/Dt17AyNGzOPjUy1TO9TYrIscY64GVFdEJp95gRbReAlYQRss/5bAifTmTUv1VsgtkNwpuW0sGoINDtVAktnrrAw6LJcPOrdZo4bBCRntvtwKGfpzBipEIGlZgGMu181vL4sEiGSisK2o0b6+lpLgsrY9EcsngkggFu2ms30JeYWXSY2RZYs3XH+EdnZNwQsp4jqoLDuDdu+7ktF//HVl2maBitHjYeVFpVnFjXg877yktzlvPAWJj4dCelW7liKzAJMuSoU5sTLg+ORXxmvJYYr+jlm21rtHarbk0pWPZMFrBiV5RpK7mTaVZNiJWDTniciskcO2dsd+O+okirBBS1BOqr1hhN3DYU1hhPU6T3epL1vp1W9fhq8pN+6PyFGbR3rSd+m3fU1RqNooYvV/186Gu0PTcX39B1RXTEibEdWd6GfLLOXz4l3+QW1xFxdDRuzkrtGdKXFZo9XqLFUYrONizIrrPYYWjfqY0WGHdl4437c5kBUAwrETK7FmhXpfoU1bEqx9vvzszm2BdByKsqGOLFNX8+UaqRhyFENDR1oxSGLkuzOfT8zoZ8k1pff9Xbz/F4hWvMvT3h8acW5Il8idXkzdpIN8/vZCXH7qRI875VXqssDAB7Fmh5ZdKxAqtf1efKTvECvUzkROyQhBd0RUcVqQrZ1Kqv8riWiswdxyK0bJhgIimGKs3ia3exnK7snjgUOsarivJIMOus0/mGWUHjkSWi1QGGLLbjQiFAU+iT8FWQhG0NdeSW1CedNlPRRF88da/GXDxmJTb9+ZlEvR1snLh+wydcCAQ27lp1g6IelFZ3WhV2XtPGY+zlgEx5fp+l6Ftg2U86sll9prSrBJ6m2hWCuN+YSiLtqFdfzLLhktzoRVRy4ZmvUCK3oQizPuilo2906LhqJ/Ixupt1M5kRSqDDO049dVwXT1khV4vAStCisLab7/gi/eeo7WpHrfHS+WQcexz8ElkBHLSYoV1cKEoAqEIvWtNR5pjVUdbI6FQt8nb1s7KDbDko9fJnlmZ8gpNlefvxzv/uJNTr7o3hk97GivM/f+Os8LOCu6wwtFeozRYYfSQ0pSuN230/7n3WBEti88KuwmpvhhX2LHCKmPZsH3m0vDpWgoOGBJTz07hjm6617eSO6sSoQjC4XDMOfR+2TjeMfTVDRvXsvCzZ6n59dyE+XQlSaLs5Imse/BDln32ASOmzOxzVujWhF5ihcvgdRWPFWoOKZfDih7KmZTaixTjXmsDDt2aEce1FqKAACLWDHN5upYM9VgRM8gwdurWzt5o9e4t76hk0DBeb3HFMFpWbCNvn4EpP/9gcwcuyaveTyhIR3sr/ozshMcoSpj27u1487NSPg9AwZwaVi/8iJwB5QwoV5MZJkpUqFbQThrZjDPgiFldQ3suVliYXGqFfV3dPTey6dK+T8bzRs4polCxC70wutq6pOi5jGCRJTmyCoZLtYBHBhySIfGgOl6MTVAoRWLCHTnq7+orVhjfx2OFWqf3WGEtt7Li2/mv8+5zf8M3PI/8Q4eQX1CM0h3i+yXL+OaW8ygqGMzhZ/8WX2ZAb9d4Puv1Gss15RRWsHHDN7BP6p8JQFd9G25/Joqi0NZcT3ZeadJjvp3/DNVXT0v5HP4BObQFG1i9+BOqR0zB7XbH5jWxhk+Y1DesMMXU6ee1ssL8XdxRVmhGDLUFe1aoAwuHFY72DsVjhWIJ17NjhWbAgESsEL3KCjBPSOl102SFep2iV8cV1vp228bysbNO5Jk7LyB334Ep5bfd+OSXDJ5woH5OtyTHTD4lHCMAn772GKU/GJ/SAk8AZafsw7t33sugcZNtQs7tWaGWRV7jsCIhV0x1pF5jhX3Yt5kVVoO32oLDilTlTEr1Uym4UYQHa7iFMVlt2ORuK0fKPPp7RQ/XME8yhSK9sJqsNrY8Gr5nrmvcZwrxs1gxgpFMpkZoWK0VdpNRdhaMVIFhXdrVWCemXBGMm3USLz32y7QmpWrfWEL16OkokfsLdXUTdifukDrbmnEHepbMsKujlbbm7bTntuLPyEJbmhUwLKkaHQSEFWEO77O40qqyuN8al3CNuNJqYRoQSVprk7AwntttCNQ8f8ISzhdxrTUmKlSTFQpTPW251+h1i5iEtm7ZrbvSapY+CQWZMDIhkCIrb+hAiSYotHO33VuXbnXUP6SxIlFi853Finh1Afsw8J3Mig9feIRvV7zFoN/NRvYYfh5l+SicVkPhtBqal2zmX38+n1N+eS/+QK7epv48bQYe1vfVE2bwyU1/p+SosSnnlWpf30BWRhEgo4QUgl1dhIP2/JAiK/d0tjYjsgSujHRXaBrI2oUfk5VXRFFpTXJWRELu+pIVigJudzJWRMMseoMVUqT/T8QKbblwhxWO+pvSYoVhEio+K0RSVtgZunc2K/R9vTSusKtjLEv0Xi8Lx5Z5M7KZdtRP+Pimexly5eyE/fzm/36Ne6uPikMm6WMQb3aOqV1TqJ4r2pfr9xPsYuvGxQwbmvoCHd68TEIZIZZ++R7DJh6I1+dPzgoDA+KyQpZAITEr9Dq9wwpZQg/li8cKU9g3DivSlTMp1U9lF25hTVar1zPAQhukR2O/7V1rNUtGrMut2cKhlZlfYyekwNKBi1i32lRdao2eUU11W/nopcf4fsXX6j++kBk4fB+mzPsh2QXFCSejEgEjM7eIDCmf9u/ryRxYmPTzCLV3s33B94w//QeGZ5/cKuH2+FC6QknbtyrcHUJ2e1CEoLVpK17f4NhKka+C1YOqrbGer956ktWLPyLiJkRufhnTjziLqlHjI7WSWDhsrBtgLo9xE9aPiwxeXFEQaNaMsMGqEb0Oo6Uj6labzLIR42IroVvEjdYLY4JCe1fcvdPN1lH/kF24Rd+xIrbM/Bo7yICdw4qln73Lt8veZOBlMxJOFOWMKkM+x82zd/6cH/z6b0iW/i+VwYUseygfvC9N32wgb0JV3HMZteW/3zB84hFoXZ8Q5vMac0qJyKips7URT04G6cqTm0HX6lZam+vJzivH51fbsPO21ULBbZftBnYWK+w8bK2ssLOO7wgrIOL1kYAVCBBaSIfDCkf9SGmxQiRnBZCUFfG40lNWAElZobcXhxV2dY3tJhpXdLa1sfjDl9m2YSnhUJBAbjGjDzia/PLqWC8pm4kooZg7zIGj90OWXXxw7W3k7FfBgENH6oZsEVZo+HQNta8upbBoGCMPVnNJSZIaJpaVXRzTHqhGDeu5ZZdE45YNZAwpiKmfTNnjS9m2bhV5JRWUDRy9B7NC+97GZ4Xazzus6KmcSal+Kis4tMGEMVmtErFeaEuyGiESL/kgJPaQMoIktq4ZGmCGgtUyETJYNhINMIzAUMugs72NZ+/5fzR2biZ/Xg1VP1AHGkIImhZu4Mm/XUGev4LDz7sWl9dnODbJhJSho5592q954Z6fUH3FNPyluXE/i3BnkJU3vsnoGSegoP4KliQZtzsj6aQUsgelLYwSDOurW6Si5q82MbBkf4QCbS1N5BWZ78vopqsPZkSYt/55I1trl1JwyBCqT5ylu+h2bGrkjVfvIPzPTk68/CYKy7Qk7bEWDgDj0q3aee2sHrqFI/IjwuOWdSuK5jVlXrpVIqho54kCRLVsSIQUJSXLhnqsGy0pocaYMJ7o4MMmQaFx5QzNqiH2Ung46h+yhlv0JSvU93YWcssAxCZcr6esAPs8IO8++yAVv9w/Jc+lwJBitlevZsXn7zJkn1l6eTxWQOxgYtK8s3nhnsvxl+Qk5AfAtreW4mnNIqe0Ur8fl9ufdAJMdvt6vkKTK0A4rNDcuJX8ItUjWF/K2+AZZeWIS5ZS85zaQVbYedhaWaEIgUfuPVZIRJf5jscKa9i3wwpH/UXpsMKY2HxHvWmjERY7zgojF3rKCrvJKOtElNUjqqu9lXeeuJXarcvImzWIwJHFeN0y7XXNvPHiH5EaJQ44+hLKhk2IYYWtccNQVjp0X078xSN8995TrLjhTRQpBAgICYqrRjP5kPPxZgYQgBACBARyihC4dHaaFspQopMnuneSAl3t7Uje9D14JJ+L4PYu2tqaaWttwR8JfY/HCkUBRSYhKxRFoFg8pKysSBSN0RNWGL2o4rNCAjwOK3ooZ1Kqn0ogmcBhm6zWLr7bkpiwpx5SdlYM06uh4w7bAMF4fv29ART22+prZ3sbj/7xfHJPqGHwuNmm5yJJEnkTq8ibWEXjV+t58uaLOenKe3F5fLHn1q4xzuAiM6eAw869iTfu/DVZ+5cwYO5I3FmGCa5QmIYFq9n6wiJG7n8sBZU1aoJbICOQD5Ir+aQUUDPxUBoWrKDowGFJ62rnbf12K0WnDUMoCko4FOOWGzM5JRRe+OuVeKZkUnPeQTFtZpTnUXnufnRua+aJ2y7j1CvuoqDMaOGXVIBErB/WxITGSTCXTSJFzZqhh4XoVhQpbjz4jlg2tESF2ndeO4XmchsvQaEigSQi0NByUom9Ex6O+od0VkSYsPuxwn6Qoe5LnxV24RebVy1DGuDGnZl6mNuAI0bz2b2PMWDIKDKzi9X2EkxEWft6b2YO8865kTfuuJqCo4ZQeEBNzEpGwaYONj23EL4XjD/0hzo/XC4PXn9uXH5o/a8/kE/X1laEIlLOAQLQ/MUmKobvC0Bne3PUE8rwqp4o8mIIt2hvbWXx/JfYtnE5YSVEXkEZE2cdZzJk9AYrlBRY0RtWcCMr1FALOSErtDoOKxz1N+0aVgjTMVq5VmZ6TYEVxjJ9O87kfrxQvWSeUdb97c3befb2yyk+dRTDxh1qeqb+klxyx1QQbOnk/TtvZd9pZzBknzmmOonGCfo+ycWYWadQPmoynR1NMfWEoY3MQBGB3PKoASDOOaw5pvxZOYQaO+NeSzyFGrvwZGSiCEFLcy1ef5ZpVXCr51T0vPFZYTRigD0rjPfWG6zQ6jms2HlyJqX6qcLCgyI8hHGblmg1eU8ZrBcmqwaybu3WLBR2y7PG85BSRGxCc/29BRoAIePyrAmsGKC1ETvAMALj2Xv+H7kn1JA7riLhM8rbR51Uee0ff+Dw8/9kOwkVb1ChvQ8UlHLsFX9jyUcvsOSPzyFlgjvbT7gzRKi+nZIh+zDlqEvx+KNeUZIkk5FVbOuaa6fhU47ipQcuJn/qIFz+5Kv9bXnpOyqGTVatvwCSi3BInaVXQRDNOaKEBbJL4pMX/oY83kvh7MQTX/4BOQy8YgZP3fULzvvTE6grR1hzgAg9h4jJimGxhBtjwt1uWbeCKIbjEk1MaZYNRQjc6o3aWjb0HzYWywaorxLaMq3R1cM076kY64VwRS5Hs3aEUUT6KzA6crS7SGOF6gnl3u1YAdElvHuDFabjIz80v/v4dXJnDEzrufmKs+nsbqZuy1qKJC8+X0Dfl8iDybidlV/CkZf8lW/eeYLFz71IYGQx3pIAIqTQtqIO0ahQNXoGJYeMA0O4d1ZOEUIBgT1DjGypGjGD7V+uo2DyoJTuK9TeTXBjOzkzylFCCiFJNWporDAOZPTzIehqa+adx2+hrm4VebMHkXloIS6XTN22zTz92K/wdvk55NSfUz50dO+wQpYIhpSErFDZIPcaK7RQvkSs0IwYDisc9Telwwp1osqdkBWKECl70/YWK8A+z+CG5Yv54OV/0rB1A4oQ5BWVsf+8H1I+bGyPJqL0eqEwz9/1c8rOnUDWkOK4z9aT7afm6oP44vpHycorpbh6pL2HVMJxg0Ru4RC8bfW0tdQS7G437fX5s8kMFJORla/zwy5MTz+XYdIIILOgjK4NrWlHbjR9up6JPzgJIaCzo139zAyetvG8bBONK+J52NrlmuotVkSZEJ8VqteUw4qeypmU2otkdbs1utaa60Q7fMBmO7HV27oSRqIJqRiXWpvO386tNp5LbXP9Nho7NjF4nNnSEE95+1Sx/KXXqd+0jvzSgXoHnWwyyrgtyS5GzzieqrH7U79lNaGuDlweH26fPxIyiJ4HREIit3BQTOhFIrl9mUw59FK+vOlBaq6ak3BiqvadZXR91czoI09Qr08IMv05MdevJdsDFd4rv3mX4X9OLXmhrzgb3+g8Fr7/MhNnH21jtdB+xUctH5GTmrcjZbYraSjWY+JbNoyrJ9lZNtTOX9uW9EFGdFuOxHsr6v+CBMZVNIzWC0my3oAjR/1PfcUKrdxYZmWFpt5mhbHd9rbteHLTz70ke12Eg0GaGzZRXDY85ckoiA4u3N5M9p13LsP2O4L1Sz6mq6kZ2eWmekIxGbnRfIXao/Bn5JIZKEmJH7IsMXr6ibz2yBXkTag0J2+Po01PfsmgcTP188myS+ehgr31tnV7Lc/ffQUlPx7H0FGHmPZllOWRN2Eg3dvbeO6u33HoCT9n+KQZO8yKmHq2rIha1XuDFaqviJyQFZoRw2GFo71BcVlBclYkXpE1Wq83WRG2lG1YvohnHvwjUomH/HlDKa2cCqgpK1594zZCD3cw74e/pHLkxJQmpKwMWPvNR/jG5iSckNIku11UX3IAH997D0dcdAeSFDUeW5Wo//dnFuLPLCTY3U441A2ShNvtw+3xxz3WuAiSqdxl7nOH7TOP+gXLU47caFm+hdzCKlxuL0IRKIqiTxhpfbOtx1akv4+W7XpWxMslZWaF9j11WNETOZNS/VSKcBM2rJSh5QMxxYHbQMS4cl7UimG2ZGhw2REPKe29sRPXLBtWaED8AYYVCgte+Rf5hw5N61kVHT6cT1/9B9OPv5yMrDzbgYtxOx4gMrJKKCz10Na8le6u9hhLts+fTSC3DK8voHfOySRHPJrKh09Bklx8cs2d5M8cSPHBI/VQEyEEzYs3sfXFxfiVfMYfdgZCSIQjseIZWUUxceNGCKz+4h1yppanvAoUQPFho/jsjscpGzGO4pJq3WoBGFbJ0KwZ5tU0tLwgmoyrLoUi1gwFgRt1uVotz5Qb1ULudmkwS8eyEY35DirgihxrtHzIuHVG6S61KPpAXCKsT+YZV+QLi71zlQxH/UMaK4Qld1R/Z4WiRI0jLk8Gwc6OtJ+dCCogybS3NdHR0Y7H8qM/lcGEFlaRGSihatR0Wps2Ew4HTfuEUPMQ6mEX4Vh2aKwwKqwIvBm5TJx5Ht/e/ChDfjEn4dLhm55biGurj9KD9tGfk8eXE2PM0LxtlbBAiBAv/vUXVFwymczK+ElwvflZ1Pz6YN64/jZyCkspqhqyQ6zQn2cCVkRzh/QOK9RBSWJWSJHBuMMKR/1N6bDCuOpePFaoZX3LCmPZiq8/4b+P/Znqnx0YsyBEZlUBmefuR6i9i5dvu55ZR1xKzT4zE05EWft9oSh89b/HKb1sfMrP2FeUTZfcwvpln1I2eLIe1aBJKLFMMX1GhnGFLPuQDTlzoxET9qzQZAz1tnpLDZ1yJMvue4XsMWX4CgMkUrijm/X/+IQph51HOCyQZJBdXv2Z6R5PhvxPxnMlHFdEJpYSssJStqOsUN8nZoXmReWwomdyJqX2QhlXxDANOEyQsFgebKFg3tcTcOjtGywQ8QYZ0boWS7ehrfUrvmTgqTPTeh75+w5ixTOvU791NQMqRqsr3tlcm3WAYayjgcKfkY8/I5/urla6O1sJh4NIsht/Rq7BSpH6rLixbknNRI686EGWfPgUK//wNsIV6ciCCnnFgxg94RQy81XLuvbRZWUXIss+U+gFmGPFv1/+CblHV5KOvPlZBJVOmrdvwecPkJVdoLdrfDZ6kkRhSFaoCJPVwhQnjnklJ1OeKUu59v1KZtmw5guRpcjSrDbWcMkADS3e27FiONpbtbNZEVPfhhVAr7JCq2e0dlcNm8SXC58me3hpys8m3NGNFJJ0s0N3ZwsuVyQ3YQqssEpRFPyZBfgy8ujqaKKzowlFCSFJMl5fgIysAmQ5/k+2RFwZOHY6ssvN57+7l/wZAymeOwJ3pnqtIqyw/Yu1bHt5Kfl5Qxg260j9OiVJIjO7KGYiTZYlhKIgyTIrPv0fWfsNSDghpR/ndVNx3hTe/L/bOfXKu8AmUXqqrDDlH4nHCgV9taXeYIXRs8phhSNHUVlZob1PzAqSskKrZyzbEVZoaqzdyn8f/hODf30Qroz4uQTdmT6GXDWHd/98F/mlg8gZEE0LkmxCKhwK0qW04M3LTOtZFs4ZwvpvF5CRXURe0eCY/emMIeyU6HhZlmMYJRnGC25vJnNO+wPv3PQ7Bl6+f9x+v3t7G6tufpsx+x9PZq5aRyiQkVkQ11PL6Dll3QfQ3dXF9999TntzA26Pl5JBQykfPCxyT7GsCNuU7QgrrJ5RdqxQQwEdVvRUzqRUP5USM4iwD8VQMM/GGjt987axTux+rTymTImWqduxrzETVnZQSWL1BhU8QiItjx9QO1yBQAiFlqZt5BZUmq8xHHs9mqydt9bZuz2ZuD2ZpuMSudumfq1uxhx4KhWj96Ors9m8T5JM15ORlUd2XlW0043ch3VyKtjVTmZG+su8qs9M0NSwRZ+U0sEABguF2e3WbmAB0aXFTUrgcisncK/V3X4j38Wo9cK4rX2H1OO1ySnd9TyBu626L7pqhiNHe6p0VuiDiN2MFZYJpx1lhXVCShGCwROn8/5z9yBOUGKSjcdT7TvLqRx5AKByIBwO94gVVgkh4fXn4fXnxexLlyFRI4FC+YgpHFnzIIvnP8nKP7yDkCOrAYUERRWjmHDg2fiyspGk6Hly8kuRJLfhh7tlsIDCt/OfouqX+6V8TZmVBaxv+ph1y76kevg+qidAT1hhKbNjhdmIseOsUK3lJGSFXS5ChxWO+oPSYUWixObWbbXMnhVhO37sACs0I/b7zz9K0UljEk5IaZK9bkp/NJH3n72HIy/8s270TTQhBdDZ2oI7x5/KozXJk5dJZ2crHe3bCQTLkF3219gbYwpNRlaYy82TVJIskTOgirln3MSCx25lfehTig8fQWZ1IZIs0bm5iW2vLoVmGDvjNPJLK9XnpSi4PX78mbkx+QlNxnL94Uavqbm+lgUvPcyaZZ8S2KcUd6EP0SnoenY7ojbEtENOY9LcY9C8mXYWKyDKg3isAO176LCiJ3ImpfqpFC3RuTUZoQ1EwkL7J4uCQktWa0xIaLaARxMS9tS1VuuIgtaEhMK835ig1rj0t3aM0UqCQtorDYmwAkiEwwptzbVkBkqjsdyGztjYMVs7bjs4pJrIvCcK5A7C46unvbWOcFBdDUOg3rfb448kMywEISFEdBAmGSwD2jV6/dmEWrvwFWWndxGKOhHY0dFMe3sbfn+mOQGuZZlWbTLJLrGt5lJrTFRobQdkwgg8yGguvFoon+ZeqwHELnmtOVwDPUGhIjQYqWWyJJkmo5K52yrC6UYd7blSTMlrE4ft7QpWQLTf7w1W6Mcb2lcUGD7pELa+voSSI8YkfWah1k7q317J0BOO1MOklXD0x/XuwgqjIQJUo8boGadSPmoqwe5WU13NqKFdSVZ2ERlZpYSCSjT5rMvM1c62ZhR/2LTqbCrKmzGIFV98QGZOPkWlg3vMiph8IhZWuIQUE/a9I6yA6FLi8Vihzqe5HVY46ndKhxXGxObxWRFNYh6PFWCps4OsAAh2d7P0m/nUnGReCS+RsoeVsuThz9iw6ltKq0cjhDkHk553z8AYyeVB6Qql/5y7Q7hcHpSwQnPjVnLyo5EMfcUKvVwJm3/XK+pEVWZuMQef8RdqNyxh+ccvsvWNJQghyMjKZ/SEkwkUFKnVdS8jmdzCasKhsGnBJesElX6uSF++Ze1KXvrbbyg5bRxDf3io2engYHVhjs9efonvbnibH/7yVjweT5Qnkl2Cc0ztp8MKu0TnVlYoEngi87EOK9LX3nnXe6mShWKAcbBgtmrbbUffG4+NgkMrSzQhZWfZiGfxNl2jVsfS1sCRU2j8ch35Ka40BNDw6RqKKkYAEAqFCIe6kV3RH9npDDDSTUjYE8myhCRJ+DOK8GcUEexuIxzqRnKBy+XD68sC1EGGdr1aDLl2L8a7GDhqFos/fJKsQUUpX0PH5kYyMvLUNgUEu9vx+zPjut1Gy82WcK2OcaLM6nJrraNZPRJZNuInr421ZsjCaC0HLUGh427raG9VX7ECSMoK4/nU+r3DCr1OpGzSvDN46d5fUhdYSdGB8fMSBls6WXHDG4yeeTIutwch1AUsfBm5uyUrYs8lkVc0hI62qFFDklXjBWgrNBWRkVWg/xaPd12dLc148tJPEO/Jz6BzfQvNTbVk55fh8/nTZoVeLwErwoqae7C3WGH2rAI7VigSuGIy7zpy1D+1p7FCUQQbVy0jc0RR2lEVORPL2bz8a7yZ2eQXxS6MZL0OlzeDcFM3Ipy6By5A89ebKSmcDEB3Z/MuZAUxic7V/jU6riiuHIU/O5fWpi32uagAWXZRUFyDx5tl8orSQsCNBg/judq2b+Olv/+Gwb+ahSfXPgTSneml7OR9qP9gJU/e9VtO+9mN0esU0ZQg+sXsACviJzrHxAUtjM9hRfpyJqX6qRThIizculXDmHTQGu9ttmpHV8SwWjSs9YKGH/jpekhp+8Bs0db2x1u+O94AQ3s/fvYpPPfQFWlNStW+tox95pxLONIZh4IhPJI3cu5oh2GCXoKcIXbbiWSXYySRp5cVEC53Ji63IVQwcm3mjj6s1weQiQKydNi+fPb6vSihMLI7NZfRrS8uYtikuYTDqpU5GAwRCiuxyQYVYVrm1a2fVzcToCiRZb5NlnJiLONanXiWDQ0WIBFUtLwksQkJrdva91aWJN3qoa3Ip7nbhoUHCQU5kohQRG5STUjodKOO9lxprFDdyN39nhWmekq0rwSJw867nnefuJEVH75F8ZEjyB1XqQ9cgk3tbH1tMU2fbmDUzFPINazW6s/MAyGjCLO1PNq24XnvQlZEd4DXVxg1aoSDyC5thaaMyLGKXlczalh/PgvJjdLdA0+AYBiXx4uiKDRv30bBgKr0WWEcUMZhhSxJBFF6jRWRGbqErNDClhxWOOpvSo8VGDyl4rEililWVujve4kVAB2tLchZ8VexjidXtpeu5g5aGreRFSjB5XKbOWLiiaqBI2fR8NlaCvcfktozDoZp+W4rI46uIRwWqteMydiRGi96ixXGSSSwH1dkZZfi8+fT3lpLV2cjSjgEkaiNQHYxGYFCZNkVcx/qeCHqOaXIsslT672n7qb8vMlxJ6SMKpw5lLXffMC6pd9QPXK83n4IpddYEesxFcsKWdImoRxW9ER7513v5dLca6MwiO4LCzMoIN629p644ACSgsM6sWQEh7GjN1pd7CaktO3M3ALys6vZ/vn35E8emPRZ1C9YTaZ/AB6/6l0kFIEsu20no3o6uEi2Wka6x9hZI8DOK8kss8Ujen+yLDNi8rGsf/wDqs6YkvTaWldtI7i2jfz9BqktCaG6GmttG3JKWVf7M1+bOtjQVluKvUYsiQjNr6Z2DZZsQE9SaE1kbrcdFuDSyyAaHy7r7raOl5SjvVE7mxXae4jPCv1aeokVxvqg9uuapRvJxezTf0Pj1vV89trfWPrvl5HcEghwST6qRs1g1EmnIEnGPBsSGYEB5uvYg1ihGjViBx3GwYhuGcc8OZWRnU/n5pbI6oCpex20fr2ZqqHqCn/t7Y3kKZVps8Jq9bZlRcRSbmp3B1gBhiTsDiscOdIVywpDPxyXFaTACnqZFeD2ZSI6w+nfY0dI9Y4Nh2lvqSMrpyT2nGFh2h55wLG8+o+fkD9pILIn+ZB7y8vfUjJ4X3RPUax9oaq+YgVg0x8b9mmhdy5vJMywEiEUZNmFJEnmdm08voz9tVC0jErQ1d5Kfd0qhg1OPcRywNGjeeM/d3HalbcRyMrpdVZYF8UAO1ZE2eCwIn05k1L9VFrstyLcBlhE35st30ZLRhQU9tZvdX/Ybl8algzjRFLIEPsdNrZjAUuiAYYRCLNPvZoX77kChEL+lEFxn1H9gtXUPb+SfY88X82lIQReX0DNwWUzuEhkrYhNYps6MGw7aleCH/g2gwvAlDfK9jDDZI5lD0OnHMn2l1az4d9fUHHavnHbaFm6mfV//4z9j7sEoSgIBVweL25PIPaeIxYJJeL9ZLSEGxPbKgg0m1UIs7eVoliWblWilg1FkUz79MyBhrhv1UcWfZnX6L7otvZ9l/VY8GjyQs3dFqFdqaxftfq698Z+O+ofsssT0p9Zob0aJ6Os+wOFFRxw3C9oqF1FOKx6Aul9vMBgtJDIKxyMy+0nFIzjVbuHs8KcS8o8OQUy5YOn0PTtRvLGp7aCa7gzSOe6ZvJmViGEuky5IkTarIicPiErNEt5b7FC86xKzArV29hhhaP+pvRYoeaCSswKkZQV0LusACiqqqHt0dq077954WZGHno0QkB7WwsZgQE6S7RzgbmPd/sCTJh5NotueZyaX8xG9sbvA2rfXU7bZ42MPvho9d4Vgc+fbQkLT40X2jW1N9Wy5qsXaKpbhaKE8GflUz36MAbU7GM2JMRhBai8SI8Vaji4EEJnRbw2rJNDWl6lFZ++Te7M5I4FRmUOLOT7ho/YuHYJlYPH4s/IjPKjF1ihKjErosnPHVb0RHvnXe/lsgvF0GQeUMSCA+yW87YHh16WABzGY63gMO0zdso2E1LGH+tur4+jLrmDd//vRpa9/CpF84ZTMHUwkktGhBUaPlnNtteWkeUvYd8jz0eSXXo+DX9modquzWRUTwcXPUlMmOgY4yDEzvptApjxuATWDoApR13O4g+fZsmvXiLvgEqKDhqBJzcDEQzT9M0Gtr28BC/Z7Hf8pbj9GWouFQkyswqRJDmuFUS7Tu19Z3sb29YsJdjRjj8rQMWw0chZqnuuHv9tWBEjdulWc/6p6Kp9kg4Q1YVWfR/1grK3cGgTUtEydKho7rZI6VvVHDna07WzWaG918tsWBE9X3xWhBWF2u9X0lJfB7KL/LKBZOUXJzRe6O1aeKXJ6w9QUDKCtuatdLQ2IAjrnJAkGV9GHpmBEmTZGzMo6U+sMK7ciqW2LMuMmnYS/3vyanLHlKeUN2XzcwsZNGY6ihDICiDJpj7d+t44mJBlSfd4sFs9aWezwpwnxJ4VjvXb0d6onrGCFFhBr7JCUQRun5+yilG0rtxKYGjU2ymROjZuJ8OTh9ufiSLU1brtjA+6QdsQbVE5egYCmYX/728Uzq2haNZwXD51+C2EoHX5FjY/9x3uzhxGzf4hkpDQlvjzZRTa8iIZKzqa6/n6zdsJZ3Qw4MhhDBo2BdnjoquuhXVvPM+iR//OsMk/oGLUgUB8VoCW/2nHWWGX09ZuFT6A5oZN+PdNc/ElwJObQXtrCw21GyitHG7KSbijrDBOTCVihSIcVvRUzqRUP5Ui3CjCHRvvbQnFiLV6m1/NFg3z6kn6vh5YvY2DhegqGdjut1thI5HFW1HUVS9mnfZbmus38tVbj7H8hTcQkRnqgvLhTJx1Lh6/OhGidZRubwCPNzeuxTuRtcI+EeHO6XAU/Qe6eQBgtzqSsUYia4emkQecyLApR7Lkw6f5/rbPCHV1ILvd5BVXM37GWfgDKiSEIlBkcLv9ZGUP0FfUULBckxJdUaNu/Vo+f+1RtmxaQtaYAciZbpT2EG2Pb6Ny4BgOPPY8iquqdZfXRJYNQI35jlg5PG5tWXEVIPqqF6iu42ERuyKGO7Kt/S/IEhhX5LO62yJceux31KKx98Z+O+of0lihGPKE7E6sgKjV28qKzvZ2vnj7Gb6Z/wKegdl4ijMRYYXO1xvxBDOYNPdHDBy7f2TRh6jxQiiK7WSUdXLJJXsJ5FSQGSgl2NVGOBxCkly43Jl6jgy7iSg7VgghaN++la72VtxeP5l5pcguV6TO7ssK4491mzOQkVPIyH1OYuVdLzH48pkJ8xJue2MJyooQlUdORSigyAKvP0d/jhortNyBposz5JRSy2IHG9r1egx5QhRF9Bor4q3eamQFAsJ4HFY46ndKhxWKUPND7SgrIHYM0BNWWA0h+x1xNs/94ypqfjM36WS6UATfP/IJoycer/ftQpEi3p3RyahEaT/Khu1PcfVElnz4BMvefB28keO6FbLzq6gZeSy+nEL9uQB4fflIktdiREnOirbtW/js5T8y+KcHkFlVYNrnL8ml6seTUYJh1tzzIh2t9QyZdGxcVtipp6yIHh8NA9cnhWKYJPU8RFGSaG5qoKC4C6/P12usME5MxWNFNPm5w4qeaO+8671U8UIx7C0axtndKDii24b3KUwexXhIxbzGgsPapn6NxnZsQjCM7wN55Uw6/CIa69aghKPeLprF2zghlVswGMNpYiwf1nNo52/aspqVXzxNa8v6SG8t4SaTweOPpWToFASJJ4LSVdSKrFjKzd5K1rwgxnvR+2cb7ymX28/IaSdTNnIS4VCX7uKrrtCkekeBOiFVVDIMpOggxBgTbjzv0o/f4JP/PUzZDycytMYSI34ytK7cyuP3/oyDj7qIsdMPTWrZ0K9dqDAxr9gnIbs0q4QKgmjywdgVMbT9alnE6mHwotLcbR2rhqO9RX3FCohlQSJvWvVVfd9Yu5Unbrmc7IOrGHTN7Jh8Hd3b2/j8uX+y5JPXmHvW70DICVlhHGCAud+XZRceXzYeYieujO/tWNHd0cqar15m4/L38FVl4w74CHcG6Vi7neKKyQzZ9xj82YUxbfaGeoMVkmxvyTaqZtI8ZJeb7/7fvyg6bBiF04cieyKhCULQsmQzW19YRKZUxD6H/xhJkiKfhUxmVpFpMGM9l97ny+gDB3U/Sa3gpvZ6gRUA1hX5rKyQJVkfXDhy1N+VKMRbU3xWiKSsiGeMhtRZYZ2QCiuCvNKBTD7wR3x555MMunym3l/F3F9YYfXd71FWui85JZV6G/7MfNt+33R+CyvcXj+jZ55BxZgZdHe2GJ6P+XihgNeXQyBHO19sfxKvL1bCIT5/6c/UXDUDf0mubR0A2eNiyE8PZOUt75C1qoqSmn1tz9XbrNByFGqeU8ZjjPeVVzyIhjWryR2bWlg4qKwJNnbg9voAQUtzPYXF5b3GCuPEVHxWRD3+HFakL2dSqp/Kukyr3QpKRkWhYR142A9E9H2WBIRgM+Fk6XDtXGs721r45NX/sPzr91FEGEmSqRo2iX3mnkJWXpFe3zQQsPGQMp1XWxkpI5eiklG0t9bS1lKLooSjk1GeLDKyivD4crEmFIw3GaW1G+xq5/OXboDiICWnj6SyerReJ9jUzpbX3mLZ4/9k4iG/JLt4oG1bqcpuNQzrPiNMjCCJBxHJOsGjRC0Wbo+PguIRdHVuV5cND3Xqx7g9WQRyisnIykeSNUu/AVqoy7xq5Wu/XcBn8x+j5jcHx7WiB4aWMOTqg3nn9r/jy8hi2L7T9VA+o3tv2LBtOCEy0X2ADhXtveZuG/3+Jg7N0J+1Xle1ahiXc9VW0IDUVix05Gh3lNHa3eessA4ibFih9e3GVfbaW5p54ubLKL1oXzIrzZZgTd78LKrO3o/aN5fyv8euZ84Pf6OfKx4rIDb8It4Aw/g+Hivq1y/jq7dvp+S4kYw8Z57JIi+EoGnhej75v2sYvu+PKRm6X8w97Ams0I4ZPPFgKkcewDfvPsbSl19F8ql9qggq5BYNYuykH5BVUIRAj0whK1CEy62tdGtuX5uEChvKg8FuNiz5mo7m7Xh8PsoGD6OgvCouK6wJbnuDFdbQDP1ZGzhiXfrbYYWj/qDeZoVWPxErwhY2pMsKa39tNIiMnn4kbo+f+b+7j9z9KymeOwJ3wA9AqL2b2v8tZfv7axg8bjblIyfrbbhcXrz+3B6xAiRy8gfT0Van/rYOd0WfrwIulw9/diFefwFCgBD2kRtWafs2Lf2QvJkVCSekNEmSxKALDmD5Df+iqHq8/nse0mOFVj9VVsSbmNLbckkMmnggX931GCVHjUl5EY2WJZspLh+qGj2EQAmHTRNeYSF2jBUKaI/IYcXOkTMp1U8VAw4b99qgIgxlid1rg5ZtDRyaBSKsCFNiQa2D0VxoteVZra61wWCIl/5+Peu//4a8gwZTfvV+yG410fj2r77n6QevIC+rkkPP/h0uj19tO06CWjsgRGfw3WQESvFnDSAcChIOh5FlN5LkjtYVwnZwYec6G+ruZMHTv6HszNHkjimPef6e3EwqfrAPxYcO56sbbmTCQVeRVVDVo8/SeC12rrHGTtdQatgfdck1ucgaO2uLxUJ79foK8GcWqku8SgpulwfZ5da9ppSwiBMKohD5iPnwv3cz5PfxJ6T0Yzwuqn8yk1f+eDOXjj8AAJck6cnPQyH1NYiiWjYMANGWfVVkYUpQqIho6EVQc6+NfJx2oRmaBSOogMuSDN26nKu2goa2rKsjR3uiTElqdwErNDbEY4VxkKH18+89+wAFJwyLOyFlVPEhI1mz9H22rFrEgMGjk7Ii2QAj0USUkRVNW9fx9bu3M/yag/Fk+2OuS5Ik8iYOJGd0Ocv/8gSSy0tR9URTe+lKCEEoGEKS3bhsQlJ2JiuUsMDlzWDC3HMZtM8cQsEO9T4jx0kShCN9uCJDRmYeOfmVCEVlhdGQoV9jZKDQ1ljPp689xtolCwhMKMVV4EM0KnR+sB13q4vpR/yYcdPmqocYWGFsQ9OOsMIYmhGPFUYjhsMKR/1J6bACkrMibMeUBCHePWGFdqxxxW/jBNeQfedQOWYaX735b1b+5X8oIqQm6JbcVA6fysgTjkV2uaP9voCs7FLTghfps0LC6yvC4y0k2N1KKKhOTLncPjzerMh4JBrRkcpklKZ1i15m6P87INWPFE9uBnIBbF69gAGD9kc2GJpTZYW5SmqsUCeFwpHk5rKldQAXZdX70PjV9+TvW530PoQQbHn2G/Y/+CxCkXC8sGGiUgsND6LYjiuApKxQ35OQFdGwPYcVPZEzKdVPJYRkAofRmmGVFRzWcjv3WogFh1ZmPN5YZt0OBkP88/pL8RyQQ82Zc03XJMkS+ZOqyZ9UTdPCDTx988Ucd8U9uDzRH/fxLN5WEBhn+oUiIcteNFf8ZJZuuwkpRRF8+879lPxgmO2ElFHe/CyG/XoOC/90Cweccodpxl+kkNRWinTctas+p7XxexBhfJnFlAzbH48vK8blFWJD8kxLekcsHdGZ/yhArK60ZoBEugopYuEwQMSY3NCa9HDdtwvIHF+sJ3VMJpffg390AZ++8ST7zzsZXK6Elg19X8Tl1pqgUI4AxC4Uwy40Q30ftXZoZdFjosu5ioiFQ1s5w5GjPVEaKzQjRl+yIh4b7LxpdSt4KMiqRR8x9NR5Kd9jyXFj+eSxBzjk7Ovx+tRcgolYoRk/TNeUJiu++d9dDL1qlu2ElFGy182wqw5iyW//xrSKO03Wak2JWCGEQu3qL1i/9EVCohXJKyOCCnLYR9WoIykZPg1ZdvWYFYCp79WeQSJW5BUOpaNtG+1t9QglFGlcQpLA5fITyB1Adt4A1bAROVYL/bZa4LetX84rD/0/BvxgLENPn2e2mh8GwZZOPnzucZZ8/g4/+OmfwaaN3mKFWpaYFdZchA4rHPUXpccKeoUVRg8orb5Wz7ptuyJrvP5aibYryx72mfsjKsdMpauj1dSuiNTRLjE7t4KMrMJeYYUkqZEHbk+W6ZrsjklUpikc6gZft+7tlaqKZg+h7r2FZOSVkp03pA9ZobUZaccyrtjn0HN59YGf4i3MIqu6KO71CyHY+PjnlBSPJCs/ElkjBH5/AJMnrDZ+sPGYit5YAlYIgbpCbOJxRPwE59HTOKywlzMp1U8VDxyKiL9Mq7GO9j5s2VYEhLQO2AIOq9XCGO9tl3zwlX/8Bff+ORTMqEl4L7kTKpFkiTf+8XsOO/+GyPEWUMUZYKRqwbCzdNslLQTo7mijpXkVlZMOT+mz8OZnEZhQyMZF/6NsxJyUjgEIB7tY8+WT1G36gvz9K8iaUYAky7Rv2cIXr71Epr+SoVN+RGaBefUQq4XDvB19/nYWcdlUK5GiEDHWtXpNfTv/aYovHJHyPQMMOHw0C+99iYGjJ1BWNRIslg0zlFVLhmbtUCT1e2CXoFD/caQvz2q0jscmIlRPo5iWeLV1t91LLRqO+ocShXjvbFbEDEDisMJo9V726ftkTy5P2aUfILOqgLb2WrZuWERx2Rhkl0+99x1ghbmumRUttd/jKnHhLQikdH0uv4fcyWWsW/gKA8cdoa5mmmDwoamzuY5v3voLOZOLqb5yX7x5mfq+UGsn2976mNVPPsX4OVcSKKpCsni0psIKVemyQiIzu5SMQAmh7lbC4W5kWcbjy8DrC6gW6qBi62FrzEnYXLuZlx/6fwz51Ww8uRm2Z/Jk+6n48VRqX1/Cf+//E8df9DudFeaL23FWqJ61iVlht/S3wwpH/UHpsUL0CiuMv/XTZYWixHpIWSestMgLSZIpLBlGa3Mdbc21hLva9ckoCQm/P5fM7AG4PRmEQmp+2t5ghd17u+1Ehgmtbnd7W9oTUgDubD/h4HaCna0EO9twezLTYoXm8aSq98YVbm8mh559E28+cDXZ0wdQfNAIXBle0xHt6+vZ9J+vKMwczMhZR0QmkMDjzcDjz1Y/YwwLJCnqNVk9plJhhSxLyJLKiHisAGGIwnBYka6cSal+Kis47GQ3wIjus982WSWUKESsnbJ1pT3jPkWBjtYW1q35mpofmz2k4ilnXAXbXllC3foVFFQMjensd9aElB001i96i6K5Q1K6bk1lR41h1Y2vklsxnMxARdL6wc5Wvn71DxQfP5gxBxxhWjUvdxyUHDKKtjW1fH3vnxg9/afklqgTe5LBAwowWTxilm618Z6KWq1j47ytskuebrWwdHU0483PSu0hReQtCNDV2UpbaxNtLQ3k5BWa9hvvRbNeyJjzgxhjxDVrhzqoMMSWG7bVY7Xvt6QPQOwkMLvbOnK0J8sa4m2nncUK6yDDjhXmbUFD7Xp8VTlp36e3KIuO5kZaMjaRWzh4p7JizcLnKTlxZFrXV3rEaFZc/y75VWPIyqlOOunW1drA12/9iZorp5NRlhez3x3wU37ceIpm1fDN9TczYfbVZBVEPXtTZUXkLiN17FkRrRErjy8bnyzpRhChCFtWRHkSzUn4wTN3UXXR1LgTUkYVzxvFmtveZdv3qygdNFRt22ARd1jhyNGOKT1WxGeDXX3ofVbo5zBMSJnKwuZtISSysovJyCqiq6MdJRxEEWqeJ5fLs1PHFdb3EH8iKt7vcpfHR7ij23ZfIoU7gkguL4oQdHXW4/Zkms6diBUSgm2rv2DLmvkEu1pxezMoKptI1bg5gDctVmhtG6MxfIF8jrzkHlZ89gpLrn0Wd7EPb2EWIqTQsW47WZlFjJl8HHllVVpEHIoQ5OSX6ter9/2GhTKsSoUV2vtErLCPtHBYkaqcSal+qth4b3WpVdVKYbZQWOuA+o8UtmwrRtdYKzAMoLCCQ3tvdK394q3/kju7Oq17Kj5qFJ+9/jAzTvo5voz8Hk1GxQNGKtYL7f32rYupOHlYWtfuLQig0EVnez2yKwuvLzdy3bHds1DCfP36n6m8YBzZw0vjtpk1uJjhvzuYRX+4k4lzf4c/uwgsHW44LExAseuMNURo3lO6hcNQPx5EjBYSzbphPE+c3y3JJVSX3Ia6zQRyClEQ6spXirokuBbfrSfBjVgy3G7ZHBcuQygUAYikNqxaMaIWimi+EM2Kob1KkRVkzHXcstnddm9dutVR/5BdiPfuxArjAEQP/+vRjzY1D15723ayssuRZPdOY0Vr40bKB6VnuPDkZiJEN91dzbg7tuP155v2W1mx6L27GHLF/rYTUkZ587MYdvVsvvvLbUw57ubojt5kBcmt4clYoVuiZQmUMB0tLTS2bKB4YOqTe0VHjeSVx2/ntCtuxOdXw9u1vCC9wQqI5peKxwr1uyo7rHDU79T7rBA7lRV6Owk8pOzKQV2F2uX2R8L3lITeUb0xroDYSSi7yadEhmLJ5SPUHEYJhmJWo02kho+/J79gf4Qi6OpsJSMrdubQjhXrvnmZjUvfIHdyKYU/How7UE24M0jj51+z5snnKSqdyKiZZ+P2eHrgORX1mpJkN8P3O4aqsdPY9v23dLe14PJ4yBpbgNvnR5LUJPGKLJAVyM4vxZ9VqE8g6Yr09/o4wjCu6C1WgIjJReiwInXtnf5he7liQzFi94cN5UZw6PuNUDG8j1miNQ44ln39LvlTB6V13Tmjy2ncto6GbWvo6mjXy+1yRxnBof1Zl221fTaW67a+F2GBEupC9qbfYQjUZOpd7XUIRbGdkAKoXfMZ2ZPyE05IafLkZFB9wWRWfv4v0z3EA50J9JY/dX9k0GEBb2J3ZMO5LHD3ZebQ3dCa9D6M6qpvxZcRQAhBZ0cL3V1qEkg9B4EN0I1WM+PnFjbWtXzXw7bfffOPKe3HliNHe6N2Nisgts+1ywtirJdbVEHXhuhy2qmqu64Vty8ToQja2xqi7dqwIhUlZIVQ1MzeaUpEJuM7O6KMsGNFR9NWyOkis6owTktm+QoD+IZksGXlRzHPNBkrjO93JiuM5wVY8ekb5M8amNL9acoeXsq2TatZv24Jwe7OXmeF0TvEYYUjR1HFskLE7I9lBUlZAfSYFalMSBmPsS58oU1I6XXieEclfTYpjCvi9b3GbXP/qdj+lQyaRd0Hq1K6LoBwZ5D2FdsJFFWq7YrYvj7meoVg8Tv30+z7itE3HkblqfuSUZ6PJycD/4AcSo8Yw6gbDkea2MYnz15DqLvL9vnFY4XR4cBYLyOriNLB+1A4cBiBolJkr8/0PFwuL7mFA8ktrIp57saQUOO+dMYV1pBQrY7xa2D8HzCXOaxIRXvnVNxeILtcUlFrhmHwYNgP9mDRwKH/E1v+QWPKLfvsLBnB7i5cfk9a9yRJEsgQDiu0Nm8jt2CgDo2YTs3YgVqBZrFi2AHG7oe6Vub2ZhNsasedFe0Qk0kIgQgpCEWoq210d+Jy2R+/cfkr1PwmdnnweMoeXsrapk9oalhDdt4g0z3o1g3FbOlIxUIRExseacNq4Y6eL3YljVH7ncjS156m4vRJKd/PtlcXUzNxFqo1XhAMduP2eNHjuLUfMYY4cf1ytX2aqSJiPTHmDNG+29oKGMZVMzT/X6O7rRYLrtXRyrQY8L01IaGj/qFdyQq9nQSsAAgaclANnjiD+X+6n5Kjx6acV6p9QwN+XwGyyx1Zoa5bH4TsDFZ4Mwro2taEvzQv1Y+BcGcQFDXEIdTdnpAR6xe9TOkx6eXqKzt2HN//9RUCxVVkZlea9u0oK+J52abDCquaGjbiH5ub1j0CuDI9dLW3U1u7gZLyGmRF9BorjGyIxwqQkC1lDisc9Qelx4rY1fZiWCFimRAziSR6zgpjfWOfHs9DysgBu5X1YieGxA6zwjqxZd2OZ7yOF9pXOnQOX734Gwr2G5TSGGXD/31OQcUklLCCJEvISKZzGldG1a5v/XcvoVQ2MPCHU+K2K0kSxbOHIftcfP3Gnex7xJWR43eMFT5/HhmZ+XR1NtPd1QwouFwufP5sMgP5yC6X6Rna5owyrbKn5YciKSuM2/FYoa76p5Y7rEhfe+dd78Z6//33OfrooykvVxO5Pvfccz1qJz44zAMLo7RybeZYLbPO+NrP9FvBock6C63t83i8hLtC6d2TiFoTOtoaCIdCMVaMeDPsqYIjnvXC2GZx9Uxq307dEgHQsmwzGYFyfRo9HOzULTHGv+72FqTMIJ6c5Dk0jCqcOYjalR/T0brZBBQreDVZrTLWV0Wf7LMLL7T5/E3eBtFjyoZPpvWbOnXAlYLCnUFav9lKSc3ISHtq1x29JvRlXsHyI8XmuiDyY0f/HhLXqmFn2Yv+T8T+4DIuJuDIUV+r91lB37PC+H8ahxWmNoRAcrmpGjaFpq/Xp3yPm//7DQPHzFLvVxGqq/8OssL43sqKiuGHsfXV5SlfH0Dtu8vJKxkfbTvUbcsIoQhat68me2RZWu1nlOcR7G6hq7OB7s7mGA+sHWGF+n7HWKENDKPty/qS6OlICIGQJFoa6wmHQ73KirCBAUbFDLQdVjjajbS7ssLoJRWPFVYvKUidFdb/72QeUhDts4z77FjR0wmpeOOK2Akvc/+sHWf1qjJej1AELrefoftewLI/vUWotZNE2vj0V3SvlCionqC343Zl27QfvRZFCbNl9dtUnrZvwrY1FR4whHZlA82161NmhaZErPD5c8gtqCK3oJqc/CoysvKRJMlwnUm4ZZqwtNRzWLHLtHfe9W6strY2JkyYwD333LND7dhbJsxlaiy4uU7sqhgGa0QEEIpQV70wWihMXlKK+Z/dZM2I/A0aM53Gz9amdU8ty7aQXVCpLiMdDtMdWR3DaOUw/gnjdlgQCob1iRb7azV3+lpZKGSuX1A5nuavtqJEYsxT0eZnv6Ooaj+EokZ2WAGj/XW3NeEtTC8xOICvJECws5nOtlrCwWCMS6/dvYSDStJ71WAQCoZNz9gIZf2YsPFzUL3CEDB53kWsvu09lGDi56UEw6y85W3GHXgcAgirJhXkSAJGu4mpGLgI87b2PY3x4ov7nTf+b1jrEVMmUGPAHTnqa/U+K2J/IO10Vlj+r+1YYWdBn3LkedQ+tZSOzY1J72/bW0txN2aSM6BS77Nkd0ZCVqj9WGJWGHlh7T9zy0fT+l19yoYXoQhq31xOQdVYUAQiJBDh+JwQQkFy9eTnm3qvXe110baSsCIUCrF9/QpqV31Fw/eL6epo3SmsEJbnn1s4kI51yT9f090JgdIWRJJdhBWFlqbtvcoK8/9APFbgsMLRbqVdw4ro/l3Jiujv3bCpf7MbO0QjL5SYfTuLFdF2DX1wMGweiwSjfaT1TzH8jtf+cgeMoGb0BSz53Vus++endG9v0z9DEVaom7+CRb9+ka5FLirHHYkkIDIjgsebH7ddoShsW7mAvP0rTIsvJdOAo0ex/NPH6epo3imssPusY8oj37tgSInzPendcYXDip7JCd/bzXT44Ydz+OGH73A7sVCIV88MFnO52vFr28aQC4jOKltDMbR98awZYUUwfvbxLL7jAgpnDE35nra+sIhRE05SOyWh/jAHTFYMrWMznddy84p1vxK1YBi3re+1GXhJkqgYcQTrHvqYwRcekPS66z9Zg2jy4RtSoJdJsv2/niS7UEKJAybsJEJhJMmHQBDsakSWi9T2XNEVjdT21aXGZVmivXEz6797kdbt6xAouL2ZlA87mLIR05DlaIeo1VctFdGBkN0qfeYVlRRkWaZ8xBS6u9r55k+PUv6jiWQPi82V1bJ8Cxv++TkjJhzKgCHRxLaB7CJkWXXHtS4fHhbR1TK0fepysPbXo8ja6hvo7rbWVTOUyGs83oYFMe62e6tFw9GuVe+zgj5nhf4jMgErjNvafn9WNkdccAuv3H0leYcNonBaDbLb/CMu2NTB5me/Jvw9jDnoVP142eXB5881sSJv+zbK6jawMb+ChtxiEnnSgsqKwuZayuo3sim/grqcItP9IgSDJ57OylueZPjVByecQBJCsOaB+eQVT0SSPESwRnFHC9VbV7Mhr4y6QJHpGLc7k2BLJ57s1Jf/VoJhUNRwiWB3C4oSZEBbExWNm9iYV059XrF6PZF77+5oZsOil6jf9DnZo4tx5/oQHSHWvLyZTF8ZFZNPJ69sSPS5ylIMKwqaaqnYvpGtxVU05BUnZQVAbv1WSms3EBg8jsVPP8OAuaknOm/6dgMlhsTooaC6EpXDCkd7s3YNK0jKCqDHrGhtbOCT1/6PFd98iIjEVxWXD2XSoT+moLza3GY8zySLh5Sx349ZmS9ybKi7m/r1S+hsbcLl8ZFdXE2Gof/v6bjCWLetfj31G78kFGzF5c4kv3Qi2cWDTHWSKWfAUPaddyNbVr7NyhveQxFdIIEICXIKhjNw1Km4vRmRRYXUY3z+AmQ5mlZFu2dtAkqEBbXff0jlcemFjueNr2TTP7+mtXkdsmsYHq9/h8cVqaziqkTaNbLJKCMPtP2JWGGsp723ssLIBIcV6cuZlNqLZJ2osgLDXMdQplgSu9lMQhnfpzLI8GYGKC0bTcOCNRQcMDjptTcv2Yzc6iEjp9Dg0u+yTZBquh+DW61xf7C7i1BXO7Lbh+z2oeeXsAGHNaZbhAVlww6i88strLn/I6rP3Q/ZEzurLYSg7r3lbH1+NYMnn6Zft0v24ZIzbBOvezPy6dzYlPR5WNWyqJbs7H1BEXR3NeHLKNKvFcyTU11t21ky/y7k3BAlx46gfPgsJFki2NxB7ZsfsebJJ6kcdTiDJhwBJOnQDQAxPrNoR68u7Vo99kAKymr46oW/s77uU7LHlOEKeAm3dtPy3WbyC6uZPPcscgoHRJ4dCEkiK2dAdPAgBMY4cFk2DIYi+2RZXTnDCBoNGtrS39FlXkHNFxULC8UCE62u3IPkxY4c7WnqK1ZA/FAMu+S2epthQXZhCcdcfi/fvPN/LL36ZTKHF+IrDSB1BVG+/Z6sjQ2c3R6k5aCTWYQcndDKLDStCjrn05c5/5nbkIWCIsncd+wVvD3p8ISDjEO/fp3LX70TWQgUSeKOeZfz+vh5JlYUDtyH7o5mlv7hZQZduD8Z5Xkxz7m7oZW1D32Mt6uCoqHR/BwHfr+Ym+c/jksIwpLEbbMu4dXRc/X9xVUHUvvml5SfMD6mzXiq/2gl2YWRwYQQzP72dX7zzt/0c9wx91JeG3sokkuiacsKln92HxWnj2PMxCNjrOLt39ez+h+3kV9+KNUTj7ZMSKmvB33+Chc9d7v+XP924s95Z+qRCVlx4Icvc+a/b9SP+XzCvjQt2UTOqPKk9yeEYOvz3zHzsAt01qpGGHqNFUAMA6ys0HIQOqxwtDdoR1hhYkI8VihmVoTDIZ6//09s3LyIvLlDGHj0dH3Sv2XFFl577jo8bX4OO/eP+AJ5tsnJrb/z7XJIWet2tDSw/JOn2LbhK3ImlOIu9CG6FFZ+WIvU7mfIxBMorJ5oaiPRhJTduKJ27WdsWPo8njIPBTOr8Ad8hNub2PDhv+j8ooPyoUcwYPA083E244ioJEqGHExO6UiCwdhxhd5PShJeXx4+f4lp0is6bohOTgU7W/DkppdeRJIkcEmEw2E6O+pwuSt2eFwB0VVczfvMk1PGNpVIv64d5LLwIBkrNCYkYgVEv78OK9KXMym1h6urq4uuyOpkAM3NzUDEjd1gzTC7FFpdCzU3QjNYIAoOO4tFjHttpI6WgFA7Pt7rnNOv4tnbLwdZomC/QXHvsXnxJjY89AX7HnWh6iGlCGSXD5fLb2rPzkPKCJpQKMSWZR/x/eKXEN5u3AE/4c4g4eYQpYNnUz5qLrI7annWoCEs1hRNgyaexubl77LoqhfIHltE8cHD8eT4CXeGaPxyPbX/W0lWdjWDJ5+GJLu0X7Z4vHlq9kAbybjIzBhE68qtBIaWxH0mRinBEC2LaynZrzKSKyWMElR0oBjV0bSVRfNvoubn08moMC857snJoPzECZQdP551D31M10f1DNv/R9az6Vdqvm6w3lF0CVh1T3ZhBQeeeg11mxZTv34Zoc5OPIEM8o+vwu31qgMIISAskGWZ/OJBuDw+82SjXYJCwyXpn70xIboFRLIkosdaAGFNeq6dWn21L9tbExI62rO0O7JCfY/+3vZVmI8z5gVxezPYd97Z1Ew5jO8XL0DetoXD3vo/KlwwQJbBLaO8/yxrKobRkpmLz5+DP3OAyUNKm5ACkIXCRc/fwZdDJlGbXWS6Do0DBY21+oSUeozgp6//lc+r96E2M7oanlAEJUNmUuEKEPrNzawqzMY7ZxRyfiaitYuGTzYQbnZRWLU/2ZWD9QFCTkczv17wf7g0I4YQ/Py9+/isYgJ1AbX9osopLHz3OcqOG5dyGMXWV5dRPfo0hAI5nc1c/P5DpnNc8da9fFa1D9+Hu1j+xX2MvHYu7oC9J1bmwEIGXXMka//6PvK3PqrGHWraX9hUq09Iac/1vGdu46thU2jMH2DLisLmWn1CSjvm6YVfML6zGe8vMhMmjRdCsOFfn1JeOgZ/Th7aIhkeb2bk8+sdVmhGjESssFsgw2GFoz1JvcEKICkrbMOorKww7AsFw/zrhsuQ98tmyNkHx1x39rBSsoeV0ra6lmduv5RjLr2LjOy8WOZE+vKwnhRdMZXr9SLjioaNy/nijVsp/9F4Ro073LzAxjHQvb2NtY8/zZY1nzFy5rkxRm47zyjruGLdwqdo8yxh2O9nxCQoz9+3mnBHN98/9h4tn69gyL5nRHfGGUtokoBMfzlBOYvu7gZC4Q7Tfrc7E6+/CI83J+I1FX+SS4QFstuH0hWK8UxOKgEo0Nm+HX9GCbiN0w89GVeoxxknpmKkhCESBqcnPLdrOMVxBWhMcFixs7R33nU/0g033EBubq7+V1UVWQozBhwY/hHMioLDUq5YLBaGAQeYLdnW8Arj+3ihGJLLzXE/vQs+Fyz/w+s0fLZGHywIIWj6dgPLr3+D2v+sZNJRF+H2+k1Lg8abkDLGeWtl7Y3bWPDkL9geWEDNbw9g5HXzGPrLWYz43VxGXj+X8Kh1fP7Sr9i+cbEpqV+8CSktxrq0ZhYTD/kLWe0T2fTQKlbf/AXr711MeFEeQyaeSdnwuUjI+sN3uzLxevNMz9kaI1457Cg2PLEw5SSvW15dTN6AcfpzkyTZ9tqVUIhFH9zC0KtmxkxIGSXJEtXn7U+rexlbln9khrn+Fw2dtH4G2ra2P3q8giTJFJWPpmLEVEqGjqGgagiS2xO5RgWhgNvjp6h0KFnZhQknNY2ToNbzhi3fSdP30vI91sssP6jM+6N17GLAHTna3ZWMFdZcCHbqbVakErZnGlDYhC4oiiAru4TqMTMZU1DMPh5ZnZCKSEaQ39RAZqCYQN4gfUChKIKSbev1SRBNLqFQUr8RgLbtW9n47Tus+/IVNi3+gM7WRsq3b9QnpIzHlNVv0reNfeEYXLxe38YDGxv4wT8/5PC73+Kkf7zP5Mx9GDTpNLIHDMbQ+TCkI0SxJV+hSyhUNG/W25aQGVA5h3UPfxrzPOy08dmvycyoxuXxI4SgsLWBrHDsfVc0bWbFZ39n2FWz4k5IaZJkiUGXzmT9shfobldzlmifU2ndBtvnWlq3MS4rBmyN/SwGCMF5B57B93d8yra3lqB0x+boat/QwKpb3ya7dQCjZhyuc9PjzcTrD/Q5K4x1HFY42hPVO6wQvc6KN/59B9KkLApn1iS8/qwhxVRcOInXHvqN5dw2v1HtEp8b+oHW+o188eatDL/mYPLGV9mu+OrNz2LIpTNQBtaxYsG/YybBgITjik3L36IjawVDLp8Zd8U8V4aXwRdOQ1TVsn7R8+pkVJIJKeO4wuPNpZocprV0UiWyycocSCAwlKysQXhcAdv2jMdryikYQdPCDQnPa1XH5kbc7kDk3sOEQh07PK6IlsUPuVTvIfYZ2Y4nLL817FgBJGWF8XQOK9KX4ym1h+vXv/41P//5z/Xt5uZmqqqqbMBh6OAtYIlNQhgBhyJsBweJLOJ2y7Rq7cRYRBR1JaWDf/T/aKzdwOevP8zyZ19DRJxrcosGMmbyafgDebqHlKII3J4MfP4CQ6djHrRY3XDbm+v5/JU/UHPlDPyluTHPUPa4KZ4zgvz9BrH8z3+nRjmf3NLhetua4k1QyZKb0uo55BTVEFai1iUrsd3uABkZFSAk04STNUY8I6ecHM9Evn/4UwaePTXhsuf1H69m+7ubGbTPD/RzueRMW5fe2jWfkj+tHH9J7DOwSpIkqs+eytLfPUnx4Mng8drUirVu2Fk2jJIVAUhk51eRnVdOZ0cDwe42ZBlkl5usQCEZgTxkVzSeXFuyW/suysYlvJXIADNivUhkAVFirB/RpVw1qR+F3dKtannUomFdytWRo91byVgRFuzWrIDoD0xT+5GJb39mARlDpzG+/Q5q3RJBScKFIDcE3kH7kZldpucj1I7blF+OIsmmyZCwJPNFayMLn/t/iEA3eVPLkDM8dLZ0seGj51nZlcXJwGTDsw1LMhtzSqNGFUOfvj6nFCSJg9u6Kcn0ssXjIozEh3mVUT4oAkly4fMV05w/gLAk6V5MWvsbAmr7Wttlgw9h3eJ61t77AVXn7I/LH80FokkJhtnwny/oWNRN5Zij9fM1Z5Vj7dHDksxSXMj5YXxF2al8pZBcMkWHDmX1l08ybL8fIsseFGBDnOe6Kb9cHzhYu+rNhRWxx8gyXUPGceT4GSxZ8CzLfvsqvqpsvEVZKF0h2tc2kOkrYOzk48gvH4ggYpgRgqzcUpM1uzdYEV3e22GFo/6r3mCFIqxlNqxQkrMC1AmCrs4uVnw3n5rrDiUVZQ0qYlvxEtYt+pSKEZNNkxbaZIfVQ8rMGvX167fvZ8jPpiedpAeoOHkiS697nbKmQ/BHPG2TGbjDwRCbV73GmJuPTPhbX1PVjyez6JcvUjLoIDzezIR1jec8Yunb/Hz+/dGQ8BkX8crIg2PGClKcX/Ca507pkLkseeUGCqclnhg0avPz31E8aFr0uxIKI1wizpl6Oq6IX0cmml9KP4thXLF1zVJq1y4nHO4iO7eIEVNm4M3I7BErUECRwWFFz+RMSu3h8vl8+Hz2M+t2snO3Ne+PtVzYzQgnW6Y1kYeL6TXSaeYUVrD/MZdRv2014ZBqDRUiNl7a7ckgt2AIAnOss7Et0/0ogu/+dzeDf7K/7YSUqe1MH8N/fRBLr3mASUfejDo7Fh8m6k1HQg1kD1mBIQS7W+jubiAcjqx2IUm43dl4vfm4pExQQJC4txFhQdWI41i/9HmW/v41yn8wnpzR5SZgdW5pZNOz39C1Okj1+JOQIp4BEuB156rX5ZJNseCbVr/G0B8mT8yuyZXhxT8wky0r36e05kBcXvMwRlGiiQq1JLWKoqJLssSLay63xrpILjIDA5BdErIc/YuXoND6aryGsFDBoMWBa/Hd1pwhpjwhkQkyRSJOTimioHBCvh3t4dodWWEsj/eq17MMHKyWUaEIGgtKeO3kX3Dm4zfhEgphSebvJ/2CxoKyGG9agPrcYu479gouev4Ovf4x42fwzfbXqP7FZLz55pVQSw8dQ+eWJo69t4E/Ll7HOV1BwpLM7QddQl12kS0r6gJF3DbrEn7+3n1MaO+mpjPMH6efTltWCbJQkCQXHl8OHk8ukiRT54Nbp1/ILz58UL+mW6dfQG1GgfbrVlf16FPZ9v1HrP3FU2QNyyHjkLG4Az7CHUEaPlxL88It5JWMp3LUJHWFJSFAlmjPG8RtB17Ez99/QD/HbbMuZtGmzyg5dnjslyGBig8cxuLXXqNk+zRy82sAF/U5xdxz1E+55KU79fbvP/YK6rIL9aGBlRUNeQP4xw+u5Oz/3KIeI8s8dvqv2J4/ABkYN/t0hkw6iK1rvyHY0Yac6yYwsghvZhYR52CEAEmC7NwSAjmFpuvsDVYgx+YVtLLCyT3oaE9Xn7FCJGeF9v6b914iZ7q9p1I8lRw9hq8efYzskkoyswbo7dkZba3sAmhvqicoNyUMHTZKkiRKjx3F6lf+zYjpFyFLkSgAGy5oZXVrPyF/elXKYdiSJFE0t4aNXz7PwFEnIhFrjLCquK1en5CCSEj4/Af4tHwCtVmFplQfxmdjuqbIWMfjD+CTS2lcuIG8CZVJz925tYm2ZdupmFlpyBMVjeawphlJdVyhfVbWcYW53DBmwDyuCIcVlsx/kYXvP4OrIoOMUfnIGS5CdZ2894cHKK8cxcGnXExRaWXSXIQxOaUiSc8dVqQvZ1JqN1NraysrV67Ut9esWcPXX39NQUEBAwcOTLmdWGuG8TX6Pu5SrcYJJmGeZEq0TKvxGIi/epI2KDAu0er151BcNorm7VvpaGtACQejycHdfvwZhXh9+aYJqUQeUooiaG+qI+xrJXOg+QdqPLkDfnInl7Bx6RuU1cxFkuS4E1HaNZiOlwO4/RE3VaHooXR2dZOpcvgxFLbsx/onnmJd2yd4C7OQ3C6C29txKQEKy6cyYGyFCulI225PbhRShutUBAh3R1qrNQEUzh5Cw8uLyCoaSG7BsATWCssKGhCzekZ0AKnGgWtHWWWdmDI1miQOXLeYSNFnbbJkGPfZWDW0GHDrdvSji40BTzXM0pGj3lTvsyJ2YLFbsCIyiWRdzttYx5io9r39j+TrYZMZsG0DmwvKacgbkJAVb+5zGJ8P3pfSuo28u20pGzyLqbngwLiDH39pLoN/fyS/ufFtXvTsi2/oLDWXVNhmsBPpg18dcRCflo2nonkzG3PKqAsUkmk1ohgMFi8PPYhPyyZQ0byFjTml1GYVgrXtiIorD6CwfAodq1+n/ZHvaHTJhLwBAjkjKdr3MPU+RLSf8nrzcLuyeWX4wXxaPpHK1i36NXUuuJXSyvH2X5Q4kr1uJJcgFOygo70ef2YxMvD6xHl8PmRfKho3s7mgnO15AyL3EJ8V70w9km9GTqWkdiO1JZU0FZaYrOBZ2aWUD/XS1ryZUKgbV4QVIKPIAo/sIbegnNyCUvMAs5dYoRkxErHCziLusMLRrtSuYIVWPxkrdM/ZOKzQPGqXLfyAvB9Wp3XfmVUFdLQ30NywAUny4/Nn266yZ+chpSiCtV+/TtG81D2CAPImDGTDP5+ntXE1WYHB+mp21skobXvruneo+fFk+8biqHj2cJa8/gZDioczptPFptwKlRFxVNG4yeR5C2o4dXnjZrZlFMQ5KlaSLEFYYeg+5/LtI39GPk8mZ0z8RSg6tzWz/Ia3qZ54ChDxYsWNJEfzAcfzghJC0LBhKc3bVhEOd+HPLKBi1P74srJTHlcYIy6M4wolHOK1v/0/QgO7GfjrGTFexiVHjKV11TYevelSTjj399SMm4R2sfrvCIcVO0XOpNRups8//5w5c+bo25oL7ZlnnskjjzyScjthYsERT8Z6pjaslgwby4ZWbs0NYnwf71VYJpEAZNlLTn4lgZwyurs6EEIBXMiyV69rjXG2DjKM5/n+25cZcOSwRI8qRiVHjGHFn94lr2wUGRkGS0CCySjbZVotYXo9UUZ2CUMnXEhb+xqCXS0gFFwD/EiyyzRoEorA5c7Cn1Fmuj7N0hHu6kC2Ce9IJneWj1CojlCog67OFnx+NaxDIdaLCewtG/p2nCXAFUWY4AHmlTPiyXic1XPKaNUATBZxbZ/LcI4oGNRXmxzxej3NyhG2QMSRo75U77OCPmeF9j/f1d7O2u++oL2lCZfHS1H1CLKLyhKyQjH8uLcOMrbnDaA+pzjGKm6XyBagNlDEFl82yz5/iNF/OSKpNV5yydRcOYd3f/UaE8cei4yFCTasqAsUUhcoVFlh4YVtuHVWYcKBhlGy7CZjyKFQNgqf0mluWwj9frzeAnyeEt1CrV0TELXz9sBwq119Z0c9vowiFEX9bV6XVUR9TrHaD6fIivqcYrbnqR602NTNDBSSkVVAsKuZrs5mJBRkl5uMQB5Z2fm4XNEJL0WJrNzqsMLRXqxdwwp6lRVd7W3kZNilkUiiyP9/e8s2vN6A+bxx+mFtX1vrFvIrUuuDNUmyhOxzEQp20dVRhz+jVG07XvheqCOl0ECjXH4P/lA7v3j/TkZ1dDOwO8wtB1zIK8MPAlTPqMrmzWzIKaM2q5ANOWW2IeEbc9RrK2qp0+vXRcIOjddsXYXP5fEzduavWfrYXWwtWUb5iePIqo4e11XXwuYXv6Pl621U73MKvkA0h63Xm4ckyRYvJlUKIEmCtV+9zoZlb5AxLJfs8cXIHhfb61ez+vnnyPKXMWbmmeQUVyUdV2iyRli8/difkff1UD57dNxnHKgZwOBfz+HZv1zHGT+7k5KBg/V2E7ECDCsBOqxIW86k1G6m2bNn77QZ0igkBLH5QYhaMwxWC4j+eNfca63W6nRzgxit3vq1GSwWat4P1TsKwJwsW9have0mvkRY0FK/msLh+6b1nLx5mQgpSHdXE26y8HhzgcQTUXG9oGyS7KUrGRdZGYPokmsJhZrViTpFILQoOMmN15OH11sEimQbHijLXpSu2CSxyRTu6EZ2+RCKoLO9Ho83oFocwsI0MRVVrBU8kXeVjKxaybU8I0bvKps4cGuDWn4p9ZjYVTNQDLmoJMM5NFfxSL4QWTb/gIoXA+642jraXdQfWNGwZQMfPP93Nq77lsC+ZbhyvYhWhfYn/4mr3cM+c35E9fhpCVlh6v9TYIXxOvV6YcGmxe9SeNCQlMMoZK+bwLhCtqx8m9IhByEJ+xAI6BtWaJwIhVrpDjYSDrcDaq4qtzsXrzdfNe6I+FZYX8YAOjZtx5OT+pLfSjAMQbXNcKiLYHcbbo8a9rgzWeH15+LPzNPDviVZRgjDYCTStDUX4Y6wwhj2F48V2oDCYYWj3UV7Miu0ur7MLEJtXba58xJJhNTxRGd7E8GcTlwur4khWvvxWNHT5yYJ6O7cjtdTHF18SO80oj1dbmeryXCQqnK6WpCB9V43g7tCXLngQT4rG8eUTQu58uO/6bmjbtn/fF4ZdhC37H8+V378dz2c+pb9z6M2I58jlr1lrm+Y3EoklzuDMdN/RXPdctbf/yzd3Q2RySsJWfgpqtyPAfsfpRsXBGqaE48nP2pkMvb/skQ4GOKbN27CP8HFiD8djOw1T1GUHDKa9vUNfHLfnxg37QJKh02yuTIDK2xY27hxFY2hDQyePTPpPbozfVRdsj/P/+N6zrvmwciFkpAVavSFcFjRQzmTUv1UsS61se62tsfZWTEsle28oeLtt5ZZLRPGiSrb4yyW7XgeUqZzmOr0YOlSANSH19XdgMebGzfhOdgMMpIMLmy9qpJIdrnJ8JchxACCoRaEEgRJQpa8uL05MdDTBlZRS4cMnW5C7d24M1O3NjV8tI6cAnVSLxRqB6KWAuNgQ1MiK7g+2WSyVEc8HbDPH2UXxhcTK26TX8oc322uY9yOXrM6MWVUWESXclUiMIkN6ZNM/y+OHO1pMnOh71ix9rvPeeXx6yn90USGnTvP3Pg8CDa18+V//sm6JQuYdsJP9QmHHWWFdUJK06ZV7zDsxzPsbzaOSo8czdrbF5BTXENmVjWSJO1yVrjdAX2lo4Rt27CitOog1r3wD3JGxg/JsKpu/kpyBkQtzooSMrzfiawIp8CKFHIRpsUKIXQjhlFGVphDMRxWOOo/6m1WxOOD3fvhE+fw3cdvUnLk2JSvt3VNLVnZxYA6uRTq7kTyeZKyQlNmdjnt6zaRWZl6iJsIKyhdEdaEw4SCrXi8ObYTUoXNdQzcvpWFa2oJDBmQ8jk6NjcyIKS20+6SaZElshWF0VuXceWCv+GKGKZdQnDlx3/n09LxvDxkDp+WjqeiZSsbs0uozSxkQFu9PiGl149MbtVGnhuo/W5xW70e6q158EouiSH+QiZXHsQKPzT5s00JWlUegiSDhJusQLUezmiVoggWvXMX2XNyKJ4dP7ols6qA4dccwrd/fBBf4Cryy9TwSjtW6JEaBlZ89b9/U3z0iJSftb80j/XtW1m55AtqRu6LLLsM53FY0duSk1dx1F9ltWaY9lkhIqJJCLXtaN3YY6xeUtp+MOeRssoUimGzIoa+HScMQ28nMnDxZubTVdea4hPRjlUQoch9hDsIBTv0Nq0Wb9MgQzUHxVyH9a8n0o9VZDxyLj5fMT5vER5PjprA1npey7WJsKCk6iBq316e8jmV7hCti+vILKxSrUUi1iPN+N5cpsQkITbWj3628ScV7b4fEP3uhUNhOlqb6GhpJBQMRY4x1LP5Dpv2KebvtFon8Y8rR472RvU2KzavXsYrT1zPkF8fRPbwUttzenIzqb5gGs15m/j0pb/F7O8pK2La0byupFDaVnhfcQ6hrlZC4XZCoRZT3pB0WWE8rjdYYduGHaMM15aRU0Zom6B7e1tq51IEW19dSmHVxGg7In4/3uesSHgN5noOKxw52nFZJ61M+5TYsmSs0MrHTDuU5gUb0vJc2vr8d1SPn6OvuiqEuQ+JxwrN+7ZqzCHUvbk65fMBNHyxluz8YWinUkTIdkJKKILK5s1c3dxB9+Mfp3WOLc9+w4kd3fp2SJIISzII9AkpTS6hUNGyFYDazEK+LhlNbWYhoWAHoVXzeVYIXgFqTfW3RFmhKBzx/9k76zC5yrv9f46M+8y67ya7G/eEhCQQgmspXqGClFJ3oS6UllL3lpYKxaE4FA0WIEaIu627zOz4Oef3x+zMju9syvt738Lc15UrO0ee85yzs899vnZ/9z3H3fd9jJ8/8R3uuud6ztn3LABn736Gu+76KH948mbue/QnrOnYjaASj+KOZ4CJ6HQerPYmRNGQ6CCrjVfMQOzZ+wbaiZj68jqkEvdk1NH02dVse+73iW3ZuCIl+238/76uvVNyAAK4T5vOthcfpa/nyORcoRW54j9BMVPqbYrMaEbqH4aSFumA8fUnnkqbVnKXknabtE/RMrenp+jG/1fTFqHk7fFoRXIpRmJ/0kvzxPG5o95xIwOgoulUev79CPUfXlbwsxt4/TBW1/TEwqpGI4jEOpFMFunOZkjkKtco9Q9Q4+2m3VYRE8qdZHscwnjkOWN7evGDmNp9r6RmOdueeRzP6ib0zvytZAHa7tyEu3rRRPRfFBPR6Gy14FMpz8gmUCikbEu6jbQyvqGuY2x++na6jm5H5zKBIBAd9lNWMZ3VF1xN1bQZqeK1ST/HhQqzpdomSjqyig/mEyYsMk0R/71Idzj9/+CKJ2+/mfpPr0IqQCOk8uL57P/eU8wYeBcme8n/GFccn5iSFmv3pmqEgoNIxokMpbeSK44Xx8MVDbOuZP8P/0Drt87Im1WraRqH//AyTvc8JJ2B8ToERAwp5RnZuGJs4Bi+/jY0NYrB6qK0YS4yE9cqiCuyPKt0rkh02BOECUMhTfR8KlwB8XKN3FwB8VeHIlcU8fbC1Lhi/Jw8XKFmsR8y7IrxbYKko2XBWnoe303Zubm1gOLw7utG7VOxLquIOaRUDQQpRdh8Mq6QjTYMQgljR/tTNJNyQdM0uv+1g7rWyxOf0ciqMagpGu3WCpoFAdf+boK9oxjL7JNeIzw0hnfvIDtmnU3LvqcR0RAQ+PHSq9hR0oyCkOKYUgSRdktZ4rr+0U66jj5KUO2iZ2kl31x9OoIviLZ+P9N6R/n6UIB2S3mCN8qCg3zh1T+kZFN9/pU/csBRx+dfmdjujirc/PJdXHb5r+g1m8e5UUI2WBEEEUETElqG8Sym2DViz+bo9n9RcfnMSe8/DkOJjajeR/fhLZQ3LEAQxAyuAJBEKfFdUqIRRNPU3R6Gcju+N4YYGuzG6a7EaDTl5gpVS+wrcsXUUXRKvU2RSRzZIxeJ49Xs0cb0bcmf4yKEAe8I219+kuGBTgRBwl01jebFpyDIct4x8kU5s5Vo5MuQymZkqKqGq2YOBx66DTUSRdQV9nXveXQXtdMujY2XNIeMSHcSJivTSHc0nXvweb644VYkNBQEbl5yDY81reHcQ+v40qaJ7T9edg2PTTslp6MqWf8kXZQQVSWeO6qpGoIg0zz/Y+z73m9p+dop6N3ZSzw0TaPj3jcI74eyuQsSxoYs28bHSnNMpZVnREJBoiEfkiShN9uR0U+U3JHa1jU2zczSjInHPFGaoYkiL97zKzp6tlD2rpk0t6SW/Iwd7efhB2+kVF/HRZ/4Dno5lvUQNyhSBRHJSLVNPiYd6TXgsW0AAkrWM4oo4r8D/z+5AmCgq52wPpBz/UmHIAiUntPKpqdu5YTzP42sSxWFnSpXxJHOFZJkJjzsL8hhH8fYkX70xlhpRzTsQzMoCII0Ja7wj3TS2/kC4dAAgiBiNFZSVrMGvcmZ97w40ltqp5yTNI9CucLiqKOu8QPs+cbfqL1qEfZZVRl6J8HuYY7etgGDUk/J9KWJEg1ZsiJK+iTjY4IrFEWhe98LtO95EkONAcsMD4JOYKAnwJ67b6W0ZjHNSy/FZHcWxBXp2l/JXIEkpf6+x1t2K0lOpnjZnqJpSEKqWO1/yhXpXVuLXFHE2wH/v7kiOStFUTVOfNdHeOi3X6H3yd2UnZXbgTG6u5P2P29m8XnXJbZJsh5JylzbJ8umnbHyWjb/8ju0fG1NXs7SNI0jt67HZpuFZDBPdA7PEtCOr799Fg+3rLiOv63/A+d8/X6Emy7F4Ml9jchIgD3f+zeVDeewyVbKPlcDZQEvf3DOp98Sc5r9eNk1fHHjnxPaUTcvvppegxsUjaHezXT1P0rDdSdgaViYOvhFS+jpGeGSP7yCsWcTVY2x9+vq4a6snfvm9uzJur3W28egbc7E+pwkLRJ3RKU7pgRJwDdyiPrp5+S892woPbOVthefx+zwYHfXZ+EKIYUr4p1opwxVS5TtjQ71YKxsKHLF/xCKTqm3KZKJIx0ZQoTqxOKfTXAwJbqR9HN/RxtP3fFTBobbsa2uxTDPhqaodB3ez/rv30pd8zKWX3AdssGUtaV3cvckIBH5ztaiNTUinhkhjy/yyUZGPFpbP+tiDv7icaZ/bs2kIrYdD2zFpKtBko2JlF8BXWyOScZFLifU2Eg7Q0ceJhLoJixKqKKJtZqbvx14DhOgIPC7eVdw/ba7Juq+0fjS5j9z0FGTcEjFt39x45+xBn2J45MdWIIkUOLrT3FWpUfGUyLioojZUcP02Z9g33d/j7nVStW752KscMaeWSRK/0sH6H1yLxbrNKpnn06sg2AsGUCvc2U1NtTx5zR8bCfHdj1ERBtC77agqRrhPh8OdzPTF1+Mo7xu4veZ9OxiDqvYFhExdV+SUfLS3T9nxNnOtA+cQjZY6kuwfLyE/uf2cc/PvsIVn/8xcnyOSZG3uINMVTUQYy87UuKYWFQj/vWKCxMmf20mIhnx7KkiivjvRbJxkY63iiuSS7y3PHc/ztOapjRH56J6dt/zKAM9+/GUtyII0nFzBWQ6pDRVpWr6WfQ8sY7a9xTeGKPzX9vxVJ6U4ApVicY0kgrgCt/QYY4dvAtdhUT5Fa0YK2ajqRpjh/s5+MhvEMbMNDRfiSFLtmzKeAWU+cWNgJRtebjCUdpKq/kLtN/9AEe9r+NcVIPOZUQJRBl9swshbKKkZhWW0tqJchpVQK9zpzrCxrkiqqjsfPYWDHNEmr99UkYGlna5xsjWY6z/51dYcvYNOCr+M65QFS1DezAevU7eFr9z0oVpc3BFvBNfkSuKeCdiSlyhaZNyRfZmSOPXSnNIqaqGJgice90PeOm+X7Pna4/hPqUJz+pmJIOMpqgMv9lG72O70SkWFp17HbLelMiSMlg8aFrMeRTPksrFFcnzNFg8zF3zRbbfeAvlF7bgWdGUoVPrbx+k7e8bMaj1lEw7IfGwZMmEKBhSsqMg1UH1+PQ1bKycywndO3nsW0/gOr2B0tNnpayRSjBC/3N76H58L5UNZ2OwlKCpGiM6GwFTAwa9J9HR9dGGNbxeNpcaXw/t1vJEEHukfzc9I08w87tnIeqy6+wayx00fONsDv3yJXqOGimrPYk2a3nW7KvtpS3ZO/pZK7LziiRmcFAcmqogGqau/Wsos+ENHSPoH8RkKUVnmHA6TnT0VhNcIYoSqj+aNaiRD2MH+yl3N6CpMDo6QEl5fU6uABLVF0WumDqKTql3AHKl22Y9Vk0lnKz1sapG+94d3POHr1H1kWU01aaKxjlmV1N27myGNx/l/p9ezwWf+Dl6oy1xbvpYsf/VjH2Qpi+RRdg8m8GRPk5p43JCgUH23/wcjdefiM6R2VlICUVpv2sTwd0K1TNi3npN05AlS6xj0SRGRtDXx6Hdt2KrAvdH52NpXApA1B9m17+3s9Dv5KODY3wmGElxSMUhaSpz+/Zl3X79tjuJL9dxB9aGirks696eNasKsgmdC4louNlRxdxV32GwayOHf/oMijIWSwJSwOZppX7We5EMqdkIeoMbUdInxkx2TGlqhO1P34yuEao/PjMjBdl3oIet9/4Ej30hs0/+YKJld7IBAVkypJIW+e6DO+jx76Lxqsk7ZpSsbaGjZxM7Xvo3C04+OyN6ooqpXfTi15DSSCo5ipEsTJjOZe/UNNsi3n74n+CK9J+H+jswnlzKVCCIAoJORImG8Q53YXVUZxxTKFekO6TiKGlYxJGH76TqwnBBZYXhQR+hdj/GhaVJOidCQQ6p4d4ddHTfS8u31qJzpEbvDR4r7iUNBDqG2H/zz2lq/igmW+HC49letjMyo5LmkosrDBY30+Zfw5jvCKO9e1HaA8iynpqG5cgGS0zQVtUSwrYGYymyLjXKH+eKXc//HMcZTkpWT88+Z0HAubAec72HTTf9gBUX3ojZ6cmIeqd2aVUTpRnJXAETZXwpjiltYt2Pn5OOSbli/DuejyuSSzGKXFHE2xVvBVdk44d8PwMIosiqSz7JgpH3sfHxv3Lou8+jqFEERFzlDcw78UoMFseEjpSqIetNmMYzieIOqcT4ORomwQRXWNw1LDz7+xzb9BA77n8YS7MHvduMGori29eHrNkpqT0Fk6syfoMA6HSelLEge8VFn8WD1rCambUr8G19hKGH/0HQZUa2GFACYXSDYwjlK6if9X5EacJsF5DQyc6McXuNbnrHM3gZfw5th+9h1o9Oz+mQSowpCDR9YhU7vvAInsoT6DN7MrKvbll2DXvc0zI7+q34SEIEPT0jCkUFKYeMtSAeV5fDWAWIhKppBPwD6AzmjMBE7DFPcEXdjJUMbzmKa0lDwdcZeuEwJ3zgUlQNFCWuX1vkiv8JFJ1Sb1NoabXdyTXfcWSNZmipkYKUCMf4scO9Xdzzh6/R8OU1yFZj1usLgoBrSQM6t4VHfvN53v2Z34Iw0bUgtR1rdrHabPXe6ZGMfBlSySRQPeNsTG017P/eXUgejZJTp6GzmVCCEYZePYpv7xCusgVUz5iXeH4AOsmRII50UomX1O0WRLYfuYPmG9ZkOGRksx7XuxejXbiIP/7heTrW7eHHYyEUIJkaFEFkmztLPXjaZ4g5qmb37cuaVfV62VwESciZPRWPWgiiiKdqGRZ3HZHo0MTvLb4yxg04EfR6FwZ9eYaBJUgCajTCtqdupOSiWtxL68kG6/Rymr9SRsddb7Bz3V+Zc8qHM7osTSBTX0oUBbY+dzuVH5ibdfxsKD9/DutuvpWWZasxm2KGkiqMd1xStUQNeOwCkK4XogpkjWJM/JxeA15EEf+d0FJ44q3lCiChDxLfLohiQgz7eOYa9A9iMlcgiOJxcUXinjK4QqBpwQfZd9M/aPna6UiG3K9HkdEAe77/FFVN5yW4QkRG0EQQchgg4wiM9NDecS8zv3dmXmF1U7WL1m+dyp5v/4GZs7+EpMsMpiSQ9LKfKxqdTV8qPYMqG1eYTbVIlWYi4cFYn/Pxa8SXR0GQMBpK0RtKsl57tHs/lPooWb0g9/zHoXdbqb12MTsf+DOLz/kiQE6uSC7NSHVWpXbj01SVIztfY/sr/yLoG0YQBNzl9aw450oqGlrid5HIloLcXJGcYZWLK7J1bS1yRRFvB0yNK5iUK2LH5+aKFF5JyabSMJqdLDv3avq6TiIajSQyn+JTSazLkhG7qxEQM5xdubgCUgMKqqoh60w0LbqC8uknMdKzi2i/H1GW8cwoQdQZJm5+/P9yRaZl5EiiW12uku6UrCJBwtZ8IaeJEqv3PkRI0zAIAo80n8HGitj7byKYIEgY9VUIyKljK8n5ozH4Bg9gnekqKNgCsW7dJWsb6dzyOFWN5/Fowxo2VKZ27hMg0dGvZqyHDltFzCEVn182vhlfYCcUBuPXE9ACGpqixjqFF4ixfb0YLaVoKgT9w9gcNZNyxcwVF/Hv2z+Pc1F9QdlSw9va8JTVI+l0498pMfZ9z8EVqElBlCJXTBlFp9Q7EMl14Nk6UqdnIMXPiePpe39LxQcX5nRIJcPaVMroAgd7Xvs3M1ackxGh1tI+5/s537Zc25PTZp0Vs3GUf5vBrs0M/Xs7qtqPIOixOZZQvigWiU721uskOzqdPWt5RFwTSkVjQYmVllvek7cWXBAEPB9dyyPBCItf2Ed/6yVcv+ueibrvBR9mj6uJmxdexZe23pbY/rvZl3H9jrszUmcFsnfZuGTfv7li3+MZ2VPJ0fBE1hRgNFYgR61EosNEo76JqIamIets6PUudEZH3Kmf+mwVjY7dT2E70ZHTIZV8/9VXLOTAj59juOsQ7uppWTWkEmMn7Qt4R/CFeqmsmJf3GsmQrUYEt8TODc8x74RTMZmtFFIDHscEMcT+zyPbUkQRb1v8p1yhZDmvpLyR7qOHMZY7Cp9HREELjxsu0SjhkBeDyXFcXJFtzhBbc1xVc1AiV7D767dTdflcXGkvrmpUYWD9QTrv207VtLMx2kvjN43O4AIVtByp93Ee6Tz2KA3XLyuo05/ebaXi3a10P/801Q0X5D4wiyGSHpVOz4yKzyk9eyqdKwRBwKgrwaD3EImMoKh+QEUQJHQGO7JsQ5SkRCQ8vTSibe/DVF03e9J7jcPWUsGxoQ2MDh7BWdqYmFd2vcHUfcnGgCgK7N/0DJuf/ivW+WWUfLgFvcuCpmn4j/Tz2MM/gH6Vd3/0u5TVNTEuRRUbOwdXABkZVulcMYWqkCKKeNvguLhCzc8V2caAiQC2rDNTVj0b73AvY95+1HAQiK0JOr0Zo9mD3uBEEESi0cyObLnmkm/OZkslYoWOULAPNRrLmkm2G0RB5szOvXznlb8haRqKIPCTldfx2PS18UFj5+TRoX2t4Tx2euZg8x2m22hlWGedcPYIApJoRa8rQRIN2df+NPT2raPmvYWLiAOUnTaDXc8+hatqPmZDPb0Gd4qebXyd7zN7Yk6qNH3CbFySnjWVfExJ9XIGXz+M58RpBc+x79kDzDrp2vH5KIl55eMKg9VFy9zzOPqnF6m/dkVex5T/2ADdt2/ltCs/O95JUMBosublivj1oMgVx4OiU+ptisxohpZR85187GT6IBD7Qwv6/bQf2cm0D51e8FzKzpjB9hvvpnrWUkwWT4qWVHqUIo44cSS3+FQUlUjQD6KIIOoTHunkczVVzYhSx1qPji/oqoC7bCEGcwlKdGzimDipqBoIAnqdC71UmjXiXeLtT4iU3y2JCOcuyOuQSob7o2v53N4R6qadztPVJ1Az1kO7pZw+kxtUjUfqTuK10jkp2706C1/aehthTWUdAn+vP5lDkSBXAY1JYysIXLHvsZRSvy9u/DMbKuclyCQlEj7unJJFM7LRiqpG0IiRrKTTI4q6DAJJhqZpdB96jpkfKey7IAgCVZfPZ+dfb2P5hV9Hkg2xmuuMl4HUrhmjfR2YGl0FXSMZppYShro66Oo8SEPTvExnlJT0OR7hEFMJJqFpMB7FSK75ngiKvUNDGkW8LZBNtPat4IrYPyY+jx8z9+QL2f37T+Fe1pg+lZwYWH+Q8ob5iTUoGo2gU5N5JJUr0ueSrWQvF1e4q+ZjddZz7In7af/HvzA1uJDNeiKjQYJto9jcM2iY+14knXHCUNAkZNGeMlZ8vGREwwGC0TasTYU72EtWTWf7/Q/hrjgBoz5/K+uUF+wcjqp8Hf6SM6fSuULQBPSyE0R3yrXi3VmzcYWqRAmFezBVFa7TBeBZ08SxHc8hLzoXq6NifOppJXpJ+lLpZXyiKLBt3X3sP/I00797WooGjCAIWBpLsXyslNCAj7t+/jku/shNVDfPTETA83FFnCNycUW2rq1Friji7YApcYX6n3NFepZUfD+QyHIVBAmrowKTpYxIJISqKICAIMSc/tGImni/L5QrkucVv1YyVxiMHnSyk0holGh0DE2JICAh6S1UBMMJhxRMdKvbUD43ljGVxAkZ79RJ+0Yt9Yxa6lEUPwY1gIaGoAqxZhKCjlxd/bLBPHoMY/nCnPuzQTLpQVRRokHC4jB6OfUdPM4V8YqRDkflhHMq7ngbz4jKJnCezhUV005jx0PfwX1CY0HZUkNb2zBbqhAlHaqqJnQmYXKumLHyInhFZf8PnqTysnnYWipSxo76Q/Q9s4fRV9pZdenHkMe1qjRNw+ooB8jJFfGmGkWuOD4UnVLvYOTqjAGZfxDx4/ZvfgXL0sopXUe2GsEm0Ne2k5LqeRjNjowFNLl0L33fcNdBDmy+H+/oYWS7EU3RiI6GcJfPo3b2Beit4zXMauYCneyQii/ggiBhsdSjKAFCgUEUxR87VxDRyRZ0OheiqMtarlc90oUzOJrIUvqF04zt7MINDMmoQ2stZbB/A5QsjTmj0tBncqdsv69kFn9qWcmY0ob1xAYkjwE1eJSTpRk0HmrnhkEfpyFy1/SzeN/+x1Ovp6lUj3QDJEr6+q0liWeTHN0QRR0w7ojSJp5jrsiGt+cAllZXwV0NISZGHgiuZ7BnN+6K2YiiPk8Xpdi1ouEoglx4Sm8cgiwSDUYIBccI+r2YrfYEYUD2CEd8e1yYUEzrOlVEEe9EHA9XZPusqBoWpweboRR/2wDm2vwi3gCaotL7+G4Wn/nRxHiCIGblinxNMJLnMhlX6M1Opi34IGO+Y/hH2lEjEUSrHt2ipPLsuPNGEDEaqhEFOa9DSlM1Rvv24DyxZtJ7ToaokzA3OPH7DiPZ9QkNkWxIub6mMjqwk8HhTUSjPiTJgNXcTEnlSiSDKeWcjEzaPNvTI+H5jI1oyIfOlafsMAeM1Q7Gdgwz5u3GbCtBFOWMDKzkkr3kMj5REujY9yb79j1J0+fzNzcxeKw0fOFk7v/RV7n2e7djsY2Xeo8HKopcUUQRU0NyM4yMfelckYc7FDVz3U5fv5MzpwRBQJYNaOJEsDufXTFZw6TJuEIQRHR6Bzq9I2FbaKpGbd+OrF3pqr3dCb2l5LHi4yUjeZ8kmZEYr0pJew3O54iKozQwiODvn/S4bBDG179IdAi97MrghPOOrEvpIn7LCdfy2PRTjosrdEYrVQ3ncfAX65j26ZPyOqZ8h/tp/+tmZpx8VWKbpJvQZkzwgZqpRRjfN2v1pdTOOpFNj/yBtr4NmGqciHqJ8KAfbVShaf5qFl15GbKsG1//BYwmC2aLIzFu7BZTuSK+rcgVx4eiU+ptivRoRr61KzkakW17YkxVY3iwF51n6i+ZereFoM+Hd6QTvdE+Pl6qllTK/FWNaDjKG0/+lJC5j4r3zaK2flZiv6ZpjO7oYMf9P8TtPoH6+RfFticZFrm6EsX3ixgxmaomFvaktNp0h1S8XE9CQx2vjNaAYaeZMothSs+i5JRpDNx1ALO9GrOhPu+xo4P7aO+5i4brllHdsiR15zlzCA77uebvGzC1u5lZdzpX7H8io9SvdfAQP1/3g5SSvseb1ybuNV9L8fgzyBbZ8A23YZl/HBlM1U78I/0YzB04PY2x8ZLrr9PmY7K7iPT5p3ydSJ8f07jG19Bwb8wpxcSLTLIAYZxYsgkTxqGkpd5ORDimPLUiivg/g+Qo91vJFak6I6n7Tn3fl7n/F5+k/vOr82aZaqrGod+8SE3zSmSDCWW8BEPWT7yAJhsfU0FerlBUBEHEbK5FkkyEg4NompKaUQtIghmDvgxJMuY0MpK3RyM+9J7Jy97ToXOZULoDhJUBZMkRa22dB31dL9LX9wKOpZVUf2A6OrsRJRRl+I129v37x5jkeuqa34so6RJzzCZ4np41lYsrchob2kSAY0oYDxJpmorfO5CITidzRc4224rGG8/+lZrrlhakGaJzmHCe3sj6R/7G6e/9eEzngySDgyJXFFEETI0rILtzaqpckf5zsqMp+//57YrjQTauSA92xz+3WyuydqVrt5RnnkturkgeO2UuU7yHWl8PrqjCtrZBLA0lBZ8X9QVBlUDVUAmjqEEk0ZhY40v9AwmbCGKVGV/YcCsbquallvOlzz+PY6q86WS0Awq7v/EEVVfMwzG3JoXrIt4gPU/uYnh9B80rr0TWT3Cp0eRJETdPd0xlg81Tzdorv0VP+078Q72gKejnWDHbY7ZCsi0i6wyUV7ekjJeNK5LPK3LF1DH19IMi/muRQShqalosTEQIsgkRKpqGTmdAiypTv3ZEAVEiHPITCvgmiCOJUOLRDFWNdYvY9MhNGJbLTPv0SVjqUxdTQRBwzK2h9VtnELDt5ciWe1IX9+TFX1FBUdHUVGJJ/pzskIqfF9+XXK4HII4LLI0Akrkw4cBkSGY9qhpEUQJEI2MJJ1j6v7GhY3T03s2s75+VkV4ah95ppuFTJxNeEGFrz8vcvPAqFCH2Z60IIr+bc1lKt794SV+Jrz9xjwknXCzElbmdTAIG0KLRKYkSxiFIIkokQtA/QiQSBtJePpR4OndsLlZPFeGuAEooWvA1NFXDu62LkvppaCpEwqGU6FfsVrJ//ydSzin45auIIt5OeCu4IvmY9J8trjLOvfZHHL3lZfrW7Y3xQxp8B3rY+/0n8BhnUD1zWWIN0ultiKI+RRskFvWeKMVI8ImS9llVU0oxIDtXxD8LgohBV4rFPB2DoRK9zo1ecmAwlGIxNmE21WW0/M7GIQAoKqKgRwkUvo4lTg1GEUQdqhIhGvHl5AxN0Th28F6C5TuZ87NzqbtyCaYqJ7LViMFjpfy0Vmb/+Fwc77Kwd+stKKFAyv2mG0vp95KTK9TsXKEzWAj3j035fscODWG0lKBpEAwMpjVGSfo+pXGFqmqMDfUSlnwFl9QDeFZNY/urT9DVfnBi7OPmiiJZFPHOQS6uSM90Ol6uSCndS8tkSl4DktevXHZFfIy3hCsgwyGlKRq9Jje3rLgu5T38lmXX0Gf2ZNogSeOV+PpZ1LuLUv9ACg/F9+danyf7d8xUxmdGAwTvem1Kv9fux3ficMxJ/JK1aCTlfmtGu7Pq2laNdB8XV8RRMX0tMxd/maEHR9j++QfZd/OzHPj5OnZ/+wn2fed59N31zDj5anSGmE6spmpIkglZZ439XpO4Ivn7kI0rAARBpqJmDp6aVmwllRgstsQarmmgIWC2eiivnRkrFdQm1vzE2Onf9SJXHDeKmVJvU2TrupfvDyD9jyh5ezLK6lsIPvMorJrafIKdwxjGSx9CgRFknSnjJTMZR7c+g9SiUnpKc95xBUGg7kPL2PfDZ/D0n4DFXZu38xGklfRl6YKRXCfdZi6nxpe5+Ipo3LLkegbH/s3kBSipUPxhBCGeXTWAy6ailyOIgkZUk/EH9YwFDLR33EfLN08pqGNGzXsWsudbT3J/2fW8fuZPqfH10G4tp9bfm717X/9+Rgyp5XwJFJByqyGiN7nwdu+e4t1DqN+HrtIKaIQCQ0hSWUoNeKpgYKyVa8uic+l9YStlZxQm1jj8xlFqmuYgShKqRkqzr6kIE6acM64pld4t43ha2RZRxP8V/E9xRbJobcoL2vhxrsp6LvnCn3jj6TvYe8PjGGrt6Fwm1FCUsYMD2OxVzFp4GWZ32cSLvAZma2nqdXJExDVFQ1UidO59mdGB/ahKCJ3eSXnTasyO6uwvx+NID14IgohesoNkT2xPPy9nxDvphdvibKB90zoqzixc+FvTNMYO9FPaaMNkCmEzdmEzehJc4Q8aYhlJQF/3SwiN/TR8ZEW+ESlZ3oBokDl0+600z/54Srvu5Oyo+H3lzKYd54rkZ5DMFYImYLE24TvQg3V6ecH3O/jyYWavPWt8PhMOS1XVElyRUR4xzhUdezZhO2FqEgOiTkZXaqbn2AEMRjOlpbHGJ8fDFbHzoMgVRbzd8L/FFcnbk8vpMsbNoVGb2J+HK7JdP458jpRs5d+PT1/Dxsq5VHu7Y9qwZk9erjjv8Dq+tPnPiWqGmxdexaMNJ2e1YXJVgCRDJ0exmEIY5DCiG15a/h4sex4hMuJH5zBPer4SijLw0hHqW1YgSCpaVJjIWBrnijZreUZ38AgCb4a89BxZBwIYjCW4qubEOu5OwhVxu0IQBQxWD63Lr8c3epBQYBBNVdBVmpH0xphNwkTfJUHUY3M2ZNxDnCPycYWqjmdWCRKuknpEoRa/bxCVCAAGoxGbowSdrM8yRmwWxyN4njJOkStSUHRKvcOQ3B0jvV0rpHp5kxf3eGeM6pY5RP88hhKK5m2ZnQzv/m7sjhpESYemaihKJGvkI+69VhWNIzseY/q3Vhc0viAI1Lx3IYf/dDuzTvpCaovU8QwpyLKY53BIJZfqKQj8bu7lGYuvIojsKmklPPgCUX8I2Vx4CZ9v/V4+ckmU+bP/hdMWZc2CzAVr/2GFC74loHfnj/aa9RFM+igGnYL7W0s5+I+n6A6/m17PjIRRkT53FYFvv/JLpPF98Q59cSSECvM5pgBX9TyOvXAPVe+eN2k5SRyR0QCqF2SDBVVViUZCQGr5SEoa7HgN+LQlZ7LvD49inVWOuSZThysZoQEf3Xe9ydr3TnTM0OmNuUVshaT68PFjJgQKodglo4h3Iv5Trkg+BiBba3C9ycKSs69i+rLT6Ty4nfCYD8Glw9RaEuOLtOtZ7VXIelsKV8T3JY+rRMPsX/93Bnu24T6pDtfaCkS9g/DgGIee+hORHoX6OZfhLJ+dlSsgjS9ycEX6cbmcUfF9BqOH6EGhYOMAwLe/h+UzA3zmmocAqCqBuU0TC1I0KtI/YqWtx8Fln9lD/dWXZh0nmSsURcCwrJK+f+/FO3wYm7NxYr5ZnFO5DKF0UdtsXFHdch6H7vkDrTcU5pQa3HgEm7sJQYjxj6bFjAgQEZPGTTce41wRCo4iW6dWUg8gWfVEQkFGBrtxeSqQEXOK2EJuroCiZkgR7yxk5Yoc2SPpa3WhXAGpWlLpWVJq0hqdy66IbYs5ruKNkzRNRZJNaJqQcp2sgYc8DqmkmwWgz+KhTQVD317c3j5GXXWESucm3pXj55b6BxIOKYhVM3xp6228VjonoS2bbf3VVA2zMcTcaR3MbOxkWk0vteWDVHhGsVuCGcevfsHOJT96kNKvXJzXXlGjCsOPbmTZ9SfjnD5EZESi73UrWpc+xYHUZ3Bx8+Kr+dKWvxDWVH5s0vP7kjLkys1YpjsAAe/RPbS9dg9O53yqp5+bKLvPxRXJz0UQRayOaegMdsLhIRBiFTSo45ykCRj0Tsz2ShDkpO/bBFckBzGSkU2HUFU1RFnC6ihDEGPni2LMGRdf6ycGmOCBbHaFompFrjhOFJ1Sb1NkRjMmOT6NRJK3p39edPJF7HryBSreNbnAt6ZpdN71BrOXXJ7YJoyntaYbFHGM9hxBV2MoKEMoDkt9CaHIekb69mBztiKKcs5WqZqq5c2QSq+Tvn7HPfxu7hVcv+NuJE1FEUR+NP9D9BpclJScRO/Te6kq4FkAKMEIuu4uli9yjd97bHsoLKNqAjpJQZZV/vLAGPpT8jvl7KYQbmsQf0hHKCKBzcrCz0gc/ucBlM4WRFWmz+Tm5oVX8aWtt8XmjoCAlrVD35QyplARJR12eyveXZ3YZ1cXdP/dT+yivOGEpC3jpDBOEiqZYrIAkmzg9A/+kKd+/WXKL2/FsaAuqyPMu6+btj+9xonvuhaDZcKhZ7VPZFeoaYSR2Jbj2oljMmq+490y3pkRjSLeHpjgCu0t54o4sonWwgQH2F01CM16Rgc7iUTCsbT5pOMEUY/DWYmsd2S5buo6Hw0H2Pzwtyl9Vz2zTjwnZZ0wVbtwzK0h6gty4Gd3EPSeQXnTSZkOpGSD5D90SKVHu8tKTufY359n2idPyriXdGiKyuDdL/Kpqya0M1RVIhCSElwhyyoVnlG27+jGuqg6a0l1OldomkCFc4zAVfPZe/OjGC0fQqezpc49yTlViDZT8rHJXGG2VWKhlfa736Dm8vwdoMaO9NN5xzZaV30osU1OErBN5opcc9LprSiBcEHzTYbijyAbDITDIcZ8QzjsniJXFFFEEv4vcEW28VLGynOcqqoERvo4uOVf9He+ic5pRBBFwiMBzKYqame/G3v5tIzzsjVMSueAOFdomsZQ13a6257EaPHhaHYxYJAROt5k6LV/Yig/mbLqNUi6mDZv7WhX1mqGmrEeevWZmq3LZh3gi+9/koERK7OaOpHE3M8j2a6Yd7KFv1mDfPjb96A/byXOhY0pa6imaXj3diG1dbDo6pmM7jXiOyqhKTDtykE67xklcDRV7PzRupN4ydHI1n23Yr9iJk2rmlP5ZyXUXLGIoU2H2Xn7TcxY/FkMZnfieaVzRamvjxpfN+2OSgbspaCKGE0VGM1lRKOjKGoYQRAQRT0GkwtZlnNqFsadTfm4QlO1mEZhkhZVzJE1wTX5kJyFleAKocgV/wmKTql3EBKpt+qENzejHlZLbcMKcWKZ+ANbcOpF7L3lRQbXH8J9YlPO62maxtE/r6e0ZDZmV9l41FNDb7RlEEdyNGO4+xDWWVMtigNzvYuQrx+dwY7ZWJ0YN185X/q+6pHsBLHH0cDFZ/50Ih13PILhKlnCnqefouSkaehdlknn2HX7K0yvaebWB2cwOGphLGBDVJsT5RcABl2EI0f/QsVnnTnHsZtCeKxBBseMeAM6VC1GBL6tx7DPsNJzZBCjIfbMH6k7idfL51Lj68EVGuF7G3+bcX/VI930mVOfeb6MKQAUldpZF7Hj1htp/aZz0vsf3dvN6IYeKk8+B4iV4ghiTGg3Y3FPgYooihjtHs75yC/Y/O8/svuuR3CtasDc4AYBgh0jDL14GIezmlWXfgKrY8LpZzRZMBgtMdtSzBQmVJO6YcSJJR7piHfLiHFXMaJRxDsDbxVXpLfyTvk5jQNMlhKMZg9jo0ME/aOoSgRBlNHpbej0tsT5yVyREh0f3771iR9SeWUrjrm5HeWy1UjrDaex98anMBg8OCtmpnAFZCnpK8QhlccZFT/eWTIH7+FdtN2+iZr3Lc6ZZaopKod//hSV5iZuf2YuXp+RQFiHUapBEmNrrV4XxWnzU+YaZcu2BzC9P7MsMBdXSKJKSZOe7dF+gpFOBKEeSTRMvMAnOaeS1/9smIwrGuZeweFtd7D/J89T854FmKpSjS0lEKbnmT0MPHuEacvfh6Q3Jr5TBvO4c2icB+JcEQ9ipEKlvGk+B59/nNLVrVnnmutZh7q9GC0xx1xgzIfV5i5YxDaZK4qZtUW8k5CTK7TJuUJJ5ocpcEXy/8lZUun707niwIb76Op6icqLZjNrTmrAwt8+yLEH/wHbLcxY9UkEIWYep6x5+RxSgKapHHzzLwi1ozR9bUnGO7EjqjD4ykH23PcjprV+DKO5hDZrRdZKjDZjWeJzVbiHd9VuYOm5HbSuGIhtKx0BoL3Xyc6DVew7WsHRLjedfU4GRqx4/cYUu0InR3FaAyyZ28XBF57jwJ2vY2ktQ7YbIBgmeKCTpZc2YnnvbNwHhxl8tZT2I04EUcDoMGNp7sd/yJnSAEND4dVDt1P/+RXYcpRnC6KAe1kTpmoXe370c+YsvwFJZ8zginP3P8fnXv49kqahCAI/PfljPDnn9NggmohO50JHjGuE8TLA5BI9IOnnca5Q8nNFMp8kj6epKsL4vgREQCWReaUK8WuTalckfY+LXDF1FJ1Sb1NMJZoBU4toCKLIxZ+5hQd/8zWObH2ZsvNnprT21jSNkW3tdD+wjfKq+TQsWpPQ9JFkQ8zAyCJGF4eihBF0UxfQFvUySjhCNOJF1UcREvlAGTcVu25ahlT1SBcByZCVINqt5fQaXPQaXCnniqJMY+M17Pvun2j+2qkYSmxZL6lpGkf/+hrhPSa6qk6iyxvbrpM86NPqjUMRHaGwPmdNsUkfiRkZPiMjAT2Qer6xTCGqDqNGSxDl2HOMz70sNJT1/gKSnoU9OwvWmIIY2ejNTlqXfIq93/slDR9dmlWQXVNU+l/eT8+D+2le9X6E8bFEScRgdKGqakz7SdUQIW9UXm+2svKSz+Mb6mTv64/jf6kfUHHaa5lz8QXojEYEIfa8VUAn6yirnJbV6ZVe5518TD5k75ZRRBH/nUju0PpWc8VkP6e39tZUMJqdGIwOkvVBopFUYyDXfIY79yLXCnkdUnEIksi0z57E/m/fib30W4kM3pTrZOGKbJ+BnA6pdEeO1ejnm58s49CBbdx300GMpy7GuaQpEWFWw1H61u2j+7HdOKwLCXpmEhwYn7OgTzikAMIRmd5BO72Ddtq7dUx3pHbGnYwrdLKCoIu9hEeUQSSxMkNTKrk7Us6Ic9wBlYcrmhZdyUjPfo798m6i0ijmejeCTiTc5yPcHcBTs5iWk9YiShOvpbLOgiQld1pM4oocc7GXViN4ZSIjAXSOwjoFD7x2iLrWJTFu0jQ0LfV7WeSKIor4v8UV6fpQ2RxSydj32t2M6nfR+s0zsgYCzDVumj6xioFXDrLzsVuYfcqXEpyQrYQvgwNUlcPb/4FpuUDl+SszxgcQZYmSk1uwtpaz78bf0Drrc/QaXPxowYf58pt/najEmPtB+kxuTPog3zD9kzV3voSggnYb7P6Cm1+N6njpDRuDIxYQPJR6lmO0ZDqFyoKD1I710GYpp9fopm/YRt+wDU3XTFl1J/7uo0Q7g1SXBZj7wQZ8K9ws8B6mxdrOGRfA4U4PW3avYkDQIZX4YyV0ColgQ3/Ha7hPr87pkEqGqdpFxSXNdL7wBLUz3p3CFWWBwYRDCkDSND73wu/YWLeAAXvppB3C40h9z890OuU9V0nVoNJUlYRgVBKSO+lltSuyaE8VuaJwFJ1S7xDk6qSUq11r8vbkaAbEvb4yF3z8h7Tve5OX//k7jo68gmw3oUUVoqMhPFUtLFzzYfTmcWHY8fPN1rKJMdL+j0cz9CYnQ72BKd9jqM+Hs8wSe8GODKPXeQoqw0jXkHqyfhVnHXslo1Qv+bw4dGKED1x6iBNnyVzzzQfospfjOGcp5rqYk04JRuh9dg99T+/HYmimtHIxaCqiUUG2hnFWWdFZOxF0KoKgoUZF1JCE1W/Hf2QAY5k95XqioOKyhPAGdYwGU40MWQtT0mIjtFNFVVQUeQxBiZWwxRf1XoMrtZxPEHmybiV/ePbbifvPpzGVjHgZn8VRzewTv8rRO+7kiO81Sk6ZhrHSjqaqjO3vZ2hDO47SVppXfRBZN1GSqdM7iTcATW/lmjWqgZjYbnVVMWv1u/EOtQOxqEbcpoxrkuv0RsqqmpF0sfr52HctU5gwUf+dLe1WGCcIAeJ5wsWMqSLezniruSJejpESOc8iLKumveSnb8/GFenXOrLtX1RcU1gzBACdzYhUJjLYswVXyQIEQfqPHFL5nFGSEOXS0zbywXPXj2t+mLjkLAufvOkYO+7YDjoRENBCGlZzCzXVFyNKOkRDBMkaQTZHsJa4MNjaU7hC8emIDBsQD+tQghFka6zULx9X6CQFo15h1K+HcR3xSGQUvVCKKMuJe8nmmMqGlMyoPFzhKJmGddUX8Q3vJejtR1MUdOU29E2OmDC6MB7VFkEWDFgddeO/iqRIeLIGCGTlijkr38uOf9xOw8dXTap3GPWH6X1oB2vf87mEBqEgSCTbJMmaIsmZtSlzG+eKeGZtbFuRK4p4++I/54rYz5qmcWjr62x6/m58wwMggLO0lgWnvAdP7fSJ6x0nV4z0HKV34DVabjht0vXAs3IawR4vnXuepqrljOxZsFkcUmPD7YStnTScv3bS52ascFB33SLab/8XDdOv5JGak3jNM4easR7aLeUMmBxcvGYDVy97DueaPQgqbAWud1kZfsGF4fJl2E5xY0Mj0D5E1wN3E9kXoa7hIhwNbmR7mHP3v8anX3wwkXn08zPfzWNNK4gMGwj3mzCKFTEdPXWYEUGhu3qYwAaZZ7dMZ2yGyMr5bVy0ZoDzz3mGmzvnMbKpMuaQEifuv3/wRWaecdqk9xtHycrpbL/vQUrrV2M0lSS4onq0K+GQiiNewTFgL00JbsR+HndQjtsPIhM2TmrWVGrAO59dkeyQSvyvJI+lJUq5FVVDHOeBdLsieQ5Frpg6ik6pIqYUzUgnm6rmeZxz3Q/p69xH0OcDBERZh8ZE6mz8FLOtDJPFM2lteEnjfPbd9zeqLppfsIB21B8m3BtEXxfLVFKiYTQxe8QkPUPqExv+xBEgDJShcdaxV/jIyd/EFA0lMqSSz4tjceshvnTlk9SUDwHw95tnccMvqnjp59uIRL0gaAiqiNXSQsO8czHXBNGXHkPvDiIZFSylJqwV2dtlu9baefHGDbiXNaZsF0UNWVQZDsc7Lo0viKKKYagPsz3M2XM2s9NXyStvlADWxNzji3a8nK/a280xfx/SkTv5dpkVTRCwRhQ+svkveMpnM2gvTz1XVTMECuMwGJ20nPBx/GNt9O1ez+hWL4IoYrQ207rqnHGn0fjxKgh6A2ZraoekQmq4k2GyeLBYXQT9QwT8g6hqdDz7yozTVY7J4kwRME/XBcl2rVyR8SKKKOI/44r045K7KGUGKcZfOgvQEUmeU8Dfhakqv25ROsrPamHsnvXMC3gJuubQZ/EU5JAq9Q9Q6+uhzVyWKOdO3FsaV8ybdpQbznyQWn8vjOg4OFTJXx5axbpNrUSlKLUN7WhaFFDRuYIYKscoMR2mTB1ipMrImMuArcKCuSSU9R40FUavrmRk8zHKxjv75eMKuymMogh4B8JU6AKURIfpl50oagBBsSbW9nTHVGloiFpfD+32ipRy74ySvXGuKAsMUj3aRYezigF7LANXQofNNRO9qZuo6oO074k96KUuGCRUMZshTc66VicHMbKhesYy+jp2cewvr1P34RNyZnhFfUEO3PwMC0+5DL05loGmaRoW28S9FbmiiCKmjkK5Yu/GF3n23l9inOHGc0Uz7tIZoIH/2ADrHr8FpSfCmsu+jKdmWsr5U+GKg1vup/rywhvyVJw7h11ffpyyppVIojkl6JCrYVLn4cepunZuQeMDOGZXcyy0kYC/G6MhJgnSZ3Izs76dWz54H9Nr++AVP4IK6wS4pqGUku9dRElagwxbSwW2r1QQHhrj4C/+SuXK+bSWWfjMrx5ETMo8+sxT/6LtQR1D5Rb2fX8ZalBGL3nQiS5E8wAG1xB9LzsYbXfwYMd8Xn1D5eLzX0daMEi5yc/Hzn2W7a5j/P6BNQTCRoL+PgzVJiSjruB7FiQR25wKhnvewF2xBL3RBapKu7UCRRBSHFOKINJhLc8QQc+XrZtNk3YyrkgcpyYFO/JkO6X8nMWugOyZtdm2F5GJolPqbYrkFNuJlNuJyETOc9IWdCXPOfHjjSYbZdUzGe5vx+8bSmhHxaHTmTDbysdLMiYnKUnW4yybjXd3J/ZZhQlo9z6zB1fFwvjEch6XbFSMjbTTv+8ultR70NWXgCwS7R3F0zWMvW87w83ng5a5iOikMJ+87FkuXrsFgL4hK7++5xSefm02miZQU7+YaHQQnTOIefoIprpRZHN7yhgmtwm9wY3/iB5lTEaNSKCBII9nUdlM6EQd/vbBlG5zAqBqApGomNgiiyo2YwjJBCXeMBXWESqWjnDRml5+e89FHOysSNx73Ng4EvbyQucDOGY6KP3YFRgrHACExkL84PE36X3pZ7iqz6a8/uTMZ5iHJCy2OuRmE6FwX1LP1qQMKBH0BhtWZz2CGAstxBZ5kn5Ocx4liCJTmFCUZMy2Umyu2D3KuljHpIwxkj4rmoaUJXqRLmibjHhKbbIQ4UQL19zftyKK+L+O9Pbe/5NcAbnLM3Jeq8DjVVVBNOQo2c4DndPMjK43eP+xTSzzhfjTsmt5fPqavA6pbC28H65dnWH0yGKEj160jvcMPI1wXi+CCqogcO/sk3muOpbRJWoy9nI3hpbDyGVdiIYwszd0ctoduxA18CgKL31wKetXN+LtlVHDImgCgqQhmqLItjCnPLWb3+x6jiVeN4w7pXJyhSmMSR/FG9DT9c9X+fCxQRZ0/Y1n5yxnnfXCxL2mO6bOO/ICX3rjL0TR6AF+N++9vNB8JpI+u1Fyzr7n+MKrf5jQCFn1UZ6YFYuqi6IOs7UOVQ0TiY6gaREQBE45tJEbnrsNs6qhCgK/OvvTPL34rKTfsZaehJW6L4krFpz6Ifa8+i/2fO0hXKvrKV3bmjCgQv1eeh7bydjOPhaedjmldU3jY4DZYkdviJX9pXMFJGXW5uIKlURmbZEring74a3mijfWPcz6l/5JwzdOSe3mLYCloQTLx0oID43x9E++xcnv/gqlDbPyzy8LVyiRMKMjB6mefnbB9ykZZCwtLvqOrqek9kRkwZgZ3E6+VkQhEG7D2ji/4GsIgkDp2mkMvP4qZVUnY9Tbueq8F7nynFeRRI0Rn4k7Nq/kPP7KtTVuyn50Wd7mT3qXheYvns/Gmx5m9qlzEdPtKlXD9WaInkUe1ODEsxYEEZ3ejBrSo/VVYhDMIIoMa0Ee6JqOw93HEnmQ1vJRWk/dzMr5B/jurefzysYwxrrsciX5YKyxEenxEQr3oTM4EASRPouHW1Zcxxde/WOiguOnJ11HvzUp8JHMSUk/H0/ZXDa7IrkTX/yYdMHz+HnZxi9yxVuDolPqHYjk9t7ZohnxbekLfEq71rR9Or0Jd2kTNkcIv2+IaDSKIIiIkhm9wYISVRKptPFzICn9NqkcQ1U1pi2+lE23fYuWb7jR2fPrQviPDdD/zGGalqxKbBO0iRKEjKi3ptG2/36Cuj1UfWYRljTHS8QbZM/jOxl++cdMn/XxWKRkHFUlA9z0sftjUQzg/mcX8dt71+APjrdYVRXcrSK2JaNg7SM0GgYNlIhIqNOCOlSCOlDO0IAHLZrj7XocnmgdB370e2Z85zT07ljGU1QV0TRwmkMM+w2IoobTFCLaP0L/Jtj/2jzap3u4cO0WVs4d5E9f/ys/uf1MHlu/MPEMfKMHae+9k9bvn5bxbGWLAdely3BetIRjv3mR4d09OGdelrU0I1c7V4OxFJ3eRTQ6TDTqRRNUBEFA1lsxmT1IsilR6w1JabbJ4oUwkVKbKNcoXJgweX9y/Xf6vlydlSZat8b+n0oGVxFFvF3wP8EVEMuSylbCHftfTeGKOHJxxcTgAkJUmfI9ahEFw/g4HXqJL7z6RzZWzqXX6M56fLyFdxSNv8siv3GaGRt6iP7Qi0SjoBdKKS87g8Z6Jz/42APMNBxDWBpzSAGImsaXd/yDV12z8M2W8JzUgWXayPg92jDu9/LZv25F1jQcURWTprHw1+t5dsv5WedUFhzk2vW/RQJOGfLz6sv7sK9qyc4V5hCyqOEL6uhtj6C+doD5sgganLrzNSquLuP+3WcCqdmwJWMDnPrGn7nUaWaX04xcZkfTXqNnxwZkqYrKurOxuuoT2VJlwcGEQwrGNUJe/gMbahYkMqY0VYt1UdLHNENKxwb4zrO3Jc4RNY1PPPFLtjQvjnViIpUrEqUV5OaKmSsvonnZ2ex44Z8c/O7zxPrPgt5goWnByZRfOQNpXHdR02J6ma7S2pxckd76G4pcUUQRMHWu6Dq4h1ee/ztNX1qbtWNoHHqXhWlfOYV137+J8z76awwW+5S4wj/Sh7HaMeX7sc0tw/9yNwFXOzZbrIQwW9keQDTiR+82Zx0nH8wNbsZe6Ueva+Nnn9nC4hkdADy5fjY/v+M0Rnxm/lm7BfPHZxTUjVy2GKi4+AQe+HsvP0rXjkVk4xMr6H3eDWnNnCIDBrSogOfkDgZfrkI0KrhXdSDbwwy9Wc5d65ZyYGYrX/7w41SXjvCrL/6TG342i3uPTd1xoikqCCKaFiUS9qI3OEBVebxlLZtqF1A92k2HvYJ+e0nizTybRmE0FKLv8CuMjbahaVGMphKqZ52CcTzLdaIMj4K4Ihn/qV2RzgVFrigcRafU2xTxaEbhx09of+Q9LkfUOv5HL8l6LPayBFGoqpYRYUh3SGWD3uJm1qrPsOt7P6fhE8ux1JdkHKNpGsNb22i7bTP18y+PCaSqGggCOp0z5/htex9Aauhg+gdPz5rOq7MZqb58MbYF3ez/1S9pmfU5REnPguYj3PTx+7FbggyOmPnOH89nw86m+E1hqhul7OwjmGp9sfkpDkYGHQxvduE75EBU9AhC4ZF8vdFNfcVV7PnGbVRcMoOSVdMRdRLdIxYqnWOUOfzoJYWeNwcY3CIR2NsCAuw4WMWxrhqqnFtZteAAV7//ORwz+nl862yCw7DrkX8y66azkC2GnNcWJJG6T55M7/cfpnVLhL2L3pc1ep74XagxzZB4G3FRlDGYSjGKZYlzBFFMLMLp5X+xRxir/y4U6cKEqWNpKTpRyREOiP1tpEcvlLRjJr1+LGmriCL+q/G/xRXJ29M1QtL35+MKVY2VVAiCgG4sihqOIuoLf7UJbDnCzFAUZJF+WULSwlSNdNNrdGfNkqr19bBe0LimzI7u/IXYz5yLyagjzlCBjiF6H3qE0d5j1JbZGXtVxJaWSSChsmjNBo6c5xgfF3y7XQxvKWPGaz3UhKMZx9cE+rI6pWoDvQnj4xe+IGv/8Dxeo4xtSVMaV6j4wzIjAT0DHWG6v34f3wpGYqXVgE7RuOLEzVhXw0Ob5xIZNTK234OmKuzb93c+sLoF6/tOpLTalbi2m1hQqOPee5B2lNA464OIskT1cA6NkNEu+q2eFK6Io3q4M+s5lf2dCadUHNkMiWzQVA29wcz8tR+kYcEqIpEgkigkNAgFQSAmF6UhSTJl1c3oDakds4pcUUQRMbyVXPH8A7+j6kNL8jqk4pCtRkrf1cqbz93OknOuBwrnClWJHF/jJJ2MpiqxbM6QF1lnzTp+opzvOBNbbOYgn7r8KTzOID6/kR/edjbPboxl0arREPuMPmbPqip4POeCWo79ZSOfmvkufrH7YWRUFERumvH+nIEWNSxx7C8zqbt6F5WX7sdQ5se318Xw6xWMbCkHETbtqeeD37yKL3zgKc4+cScf+sA+nv+NBZsxjKIK+MOFlfH59g7gtsxE0yAa9aKT7ZQFB6nx9dBur2Rr5USmb7pdARAN+zn8xj/xjuzDc0oDjuYSBMlIqK+PbU/9EClspXXFh3CWx6RPpsIViSqMHHYFxL7T+eyKbNlSRa4oHEWn1NscKd0y8rT3ThyfFOWOfc4smchpbKRFvCGLEGF6hlTCeZUZOXeUNTHvlBvY95fbCEZepfS0ZoxVMa+67+AAA+sOYjLX0Ljk/UiSgXjZnizaEEU5a5aUf6STgLiT5g+eOWl9ub21gvLLp9P5xOO8/90tfPvah9DJKtsPVHHDry+if9gGqopoilB29hGci2LZU2pYZOi1cgZfqSQ6GnP8SABCfuMqGwzGcqbVfYa+J59n+30PYm5yoXObORhVUAa9mEwexJGZGMzjZCOooEI4VMWXfjGdcz7wCspML8N1MKNsN11jEitWnMBYHodUHIIg4PrEaWz9/J3UjJ3OgGW8RW1S14zEsfFFV5nQnYKJ+41lVKkxWcEkx1SyrVaoiG1OYUJiyrQZabVpUQ1VFVLKBVUhNdIR356rhWu8lE8SSPxtFVHEfztUjbeEK0L+MTY/ez9t+98gHApisjppWXImdbNPIF7Tm228XFyhFsAV8Z9r6lcz8vxuXGcWpu2haRqBZ3dx4vj6FRXGtSxs5TmFzbeGx3hiWhmlN16KbM6MXpuqXdR/7CSGdrZx0vtfZF7ptdzGD1Kj1qLAyFIZNSIwvKGcgZeqiI7E1uRjejI7pCLSZijNyh/HDGWJ4w3AM8N+Lv/507w+s5HKS+ehtpQjSSqioOHtCdL10Ga8Gzv4kS9IlTjhbhk8qZY/Vc1jWJKYVbKbbr8F3z4Pr/38BVwXVFB6+oysz9Bc56H582voemwnh16+jWnzrqbdnksjJKk7axpXtNsrs57T6arMzhWFiNiOR7klWY+7vJXg2AD+sX7UaCgWAdc0dKKMzVGK3VmOwTiROZyNK2JckFlinswVsUg4FLmiiLcr/lOu8A0PMeTtpKmy8KYU7mWN7L7/EaYtORO7uyExbq7/41yhMzkI92fXbs2HUI8PWVcBqkY4MpTS9TTdrpAkE+FB/5SvETg6wAWrj+Gwmti8x8FdT7yH9h43qCqCTkHf8irOqvKCtbAg9t5un1vJ4202dp/wZZqDYdpNZfQaXWRbgOLrr+LTc+Q3c5EdYSSjQqg7uTQvCoqAP2jku388n5dHKtAtGGDmpTIRfQBZJ+APR+n35q9qifpDhNp86GfF7BVNUzj3wPN8YcOfEmXet6y4jidmnJoauB7nikjIy84Xb6L6ytnULjgn5blYGktxL2si1Odl+89+SuviqylrXAAwJa7IZldEomEObnkB72AXsixTUlHP9CUnodfrx8cvcsVbhaJT6h2ObAQS354cEUmvCy+0k1LKmFm2TTYfk6Ocuad9mdH+fXRvfpmxV/oAAYOxlKZFJ8V0iZKdI6IOg6E85eU92ajoOvYklR9aUPAiX7JyOv3/upfrLtqBThZ4buMMvvPH8wlHYn865qZhKi85gM4eRlNheFMZfU/XovhSjZWEgSNpRF0KUZeCYlNRzCqaQUOTtZi9poAQFpCCIqJPRB6WkAf1VMhn4/Iswe89jDocQpBk9EYnYkgHJo3SE/0MbTMS9YnoRQ8SJuzze9lfJ2LdU8qnlm6gxTzMoutE5nx1NZovgj80eWRD77LQUe2irPNV1OnnIipyQe1Zk51R8d+BkKMWOx2FChMWcm6yEGFyhCPfPCabXxFFvBMxGVeEgwEeufVGujp34zilAfuVdYgGmchwgC0v3sXLD/6KuasvZ9bK81PGe6u4AsA673yOPfRp7CfPKEiAtW/dPtzmagT/EUBDQOCWZdfERLyzGldRdnQ/zKwfXZLVIZUM2+xaBkaX88wDG7lp9gf56q6/xV68RYG/fnUlhzvq6ftLXSJwEUeP3sUPWq/khr23I6GiCALfOu0y9p+gRzP4UrkiIjAaMPAt0xV8Z93dSJqKHpGlFZdwQKmj4/dPcjj6aixTQAVB1TPrXYvxhVfx2rE91LQ9j4TGkdMaee3Ty9AfsPDpZa8z0zrME3unc/u0CNUXWbCszO6QSkblubM53PYKQ53bEKrnc8uya/nChlsTGiE/WfkR+iyeDHWNOFf020r4+Wkf5zPP/DZxzi/O/ERGllTK72MKXCGKElZHOXZXBUokgIaGJEsYzWZkOfVVuMgVRRRx/MjnnFI0jSPbN2NZVJHlzNwQJBFjnZOBzv2IkhGrI3b+ZFyhN9vRvCJRXzDRmbQQDLx0mMa5q8bnHQFyB5UFUcRkqMF3uA9rY+71KhmaphF+fQcnfc3K/rZS/vHoakQt5qwxVnupunQ/vXu6kA/md/Rkg85jwC94Odg0xpHyWkRVRIj4EIMikk9EHhGRB2REv5Dw0AiigBaViAyYiAAIKq4V3Xh3lozbMzEPpGNRH+0tUQw7KjnN+Dw/ul+k6kMnU+EYw2yQ89oVXY9sx+Gel/jsDIzyhdf/lAjASJoWK5+vnk+/LbU6RlMVdr74Ixo+sRhLU+5nbCi10frN09n7nVsxWr+Cs7wWOD67Ymy4n01P3Epf9x7sK2swtMYSEdqPvMnL3/kD02av5OSLP4LRbE2cky2zFopcUSiKTqm3KWKRjKRoRo5WrbFjtawtWyHzxT85FTc1IyqL7zkRtVBzbM++H8azaJLGt7mnI820EAr0g6ahqbFFPWE4qBqSZMJoqEYg3sc5dVxNVfAHDmNrnpNxvVwQRAHPibXc/uBRamuX8ft7z0dVABTcJ3VQetoxBBFCvUa67p9O4Jht/FpJz0bWCNVECFdHiJQqMGmFmoaS5suXRkX0XTbMh6ej+EbGOzXFULoiSOVpfrSwzOjmGnSSA2vrIOUXHGBofRUHX6vm16+X8Pn33klUUYmqIrKYR5kyDfpTZ3Pg6SGsgQ4s5vqYg4mJbKn0Wu94+3AgZXu8lauQQxcq9vtOTbVNpNSqmcKEKqR0y4jVeZMYE5JauZJe3y0U1O47jvg5yS1cY7cmZP2bKqKI/xa8FVwR8vu47dsfwX5hI9MWnJ5yjmw2UH3FIrRLVfb99d+MPNjGsvOui403CRfEy78L5QpZb6Rq6XUcuOl2pn/19LyOqaEtR+l58AAN8y/n5tAYnsAQXnMtQefMlC5LyS3BBztfp+S0acjmyTNNAdzLm+i4+188c+58+m68jIrOUdqtJex8YT7+Vx2p4xMLWoRrI9y+YhFP6OqoH+znaGkJ3U4nkE0vS0Nxqdxx4WKeWzON+r5+2sxlDI6VYDimo8b8XsJq97hekkDpiQGqzvDT8XiYDb6Z7LPVUdXiw3StzOD6agZfq+bn68v46efv5uzWA/z1JTPlq+rxFbjEVV82n/3ffxh7eQuPTT+FDVXzqBnrocNRlXBI5eOKJ2adzqb6RVQNd9HlqWLAUYaYgyvSX/CzcUVKZm0SV0g6E5IsjRspQhoH5eaKiW15uELTEpm1Ra4o4u2EqXAFkNOuCPhGES1TNz9lm4FIMIDf14fJWgKkOo5zcUXdrPPofWo9VRfNL+g63n3dGA0ViLIucdPpOlLJ/KApGhVVZ9Fx9x20fGVtQdcY3dnBnCbY11bN7Y8vR1UNmCUVx5IeKs47hCBroBiJ+kYLGi8Z0WAUzSaj6lQE1QdWG3G7IpJ0nOgT0HfpMLTpkEcmFjlBFHCd0EPJ2na0iMjwpjIEUUyxKwZfqybkLmO2+iv2PbOLknc35rUrBtYfZGT9ADWtJyWeW03Am5IRDPEy7276bSWUjPZT4+umw1nF7oEDOJaX5nVIJcYw6mj42Ar2/uU2lp7/jePiisGOIzx3xzepumohzS1npJzvXADau+YyvPEIf//+NbzvS7/F5vYAE9lSUOSK40HRKfUORD4Sie/P+zmlZKOwKHeudq3J23NFVuIwmSvQ692EQ0OEg8OoShRBAEk2o5OdSEJMaDBbNENTNSJhH6bSqYsR6poqeeWNYdpfnI1JFhBEhcoLD+IYL9cb3lhG9yMNaBEp5fpRh4J/ZohISRSSbCPBLyAPSsgjsWwoMSggRAXQYkaJptdQzRqKXY1lVLlUFLtKwB6GVhmptxTD7ihifwjQGHrVgRQNEdxViSzIyLYAnlPaGH2jjKFXK1C8Mpt2N/D135yBseY1ZElFUeMr57izJQ8kqwE53I3F341iKEeSjPFfDqTVaudr2ZoOVdWQcmRPZXS8SOuMkXLclOq1s0cxcs0vUdpXbOVaxDsQhXLFnT/5Aq7Lm7HNrMx5rCCJ1F19AsdufZW9rz9J89Izs4/5H3KFp24Bmqqx64a/UnpmM6VrWlI6O/mPDdD5wHbCbVHq512KIEqMGGyMGGyYDfUZXYuS0df/Iq2nr8m5P+OeBYHSM6czMPIs3ZaZHJXm0n1HE2o4lStUg0qgOUyoPow2noDVjZMeswt5QMLUkY0rGOcKFcWm0ud20z3NGSsLIEywJYw8IGHYUwHdPlTNR996U6xkcLseQZMIl5UjnC8y8oYtwRXbfDV89ieX86H33IvOY0JTDBCCQrhC77YiOlRGh3ficM+lz+zJiHjHkYsr+m0l9FndMY4faEdnsmCwuJCl5G6tqSK2/7+4Im7EZBybxBVSMRpexDsQU7Er9CYL2sjUm1Io/ghSuQFFiRD0D6PTOzPGhkyuqGg9kSP3PYx9fi/WaWV5rxH1BTn8u/XUzbo04YwSddmzYpNtDbOjBrmzgq5HdlB5fv7Ad7B7BO8dz3LCFS3847EVqKqIJOgoPfMIntWdAIzucDPy1CxGum+l5tK8w2XAu60LT/VC5D4Dkgg6gxnNoKGaYraE4lKIulRUq0awOUywOYw8KGLcb0DfKYMKQ69VoEZEvDvdoAlZ7Yp9viqm136C2YHbIFxJYFABk4FkrggN+Oh84E38O8aobr4gqUpFYNjemFmqLoh02Cs4Z9+zfP6Vie6trfUNlF+Z/Z0hG8y1bgKh9Qx278ZVPiPRHKMQrvAPD/HsHd+k6UurE02m0iEIAq5ljehLrNzx409w9Xf/ht4wEawqcsXxoeiUegcjvmCnd0iCzPbe8eOSP8cRz5JKNhYmohaZ+h9aluslj6sp6ceriW2iqMOgL0Uvj7/oKmpKVDtpoIxI99qDL/OwwVvAk0mFIAq8ua8Kd5mCog1R/55ubLMG0RTofriR4Q0VKddRZY3AjBDB5nBiDNErYDiqQ98hI3pFhAIdIwCqTiNSESVcGyFSoaCUqfjLROQBK5ZtRuRhidFNE7Xh8Zrwka0eot54V0CVfX0NWFbuR1FEIspEm/DJoPiCnH3sDdZ2b+OZlgvY1PyurKLn2WrAk7WlJn6e0JbKVtaXrcteyvMY3x+PdiSfmzx2Iuqdp4VregeMCQ2pYqptEUXEkY8r2g/sJmgNUJrHIZWMmg8uY+vXb6d+/hpkWT8pV+SbUy6u8NQuwFH2Q45te5BdTzyOYIitj2pYQS+7cVctxzyvYiLbVtWQZCuikFrekZwlBYBBmbRsLx2OuTUMPNTG0QfMKHsaEQQppZw70BIiMD2ceBsTfQL6Yzr07TLS6NS4QpM1IuVRQnVRIpVRoh6F6EqQBq2Yt7kQB6N4N6roJBlRMmJ2+ZCMPRlcsauznF9vXEC0RSEiFs4VAJbpJYTaBgiauycyawvkikjQR9e+p+nrWI+xyopk0aP4woS6/VQ0nUTt3DMxmKxT4IqJzNoiVxRRxP884lyRLvkBE3ZF7cz5vPS7v8DpswoeV1M1/EcGMc53o2kaoeAYOr2zIK4AkYVnfo0tv/suFZc141rakFXCw39sgAM/f5GqaeegN9oT23U6Z/zmMm2NpPnVt7yPIy//lUPtL1NzxUL0rtSmCWpUYfjlfQQefo1rPlTPfetWoyoCCCrV5w7hWTUCQO9TtQw8X42IgBRwEOgcxlTlLOg5jR3tRwraMYzFAvCSIKAbyyzP0KQYV4Rro4SrokTdKr4TAoh+AetmE7p+meGNsawkQcxtVxweKGPGuefj1HXQ8+h6DmyPgseDIAgEe0ZhTMbpXoirefyZqxoaoJMd9BvL+PGya/jixj8nSrZvWX4NqGrCIQUwpmnIxuCkndjT4VnTSM/u1zGY7dicNQVzxbYX7qDiijk5HVLJsDSV4l3q4Y3nH+SEsy5HVUEVMnVti1xRGIpOqTREIhG6u7vx+/2UlpbidmfvVvB/HekptgWdM0mmUvrnXD8XPMccEfHjHQ9yE1Opf4BvbPsnDxRY752MQOcokmgFQcN5yk5sswTUiEDHHa349rhSrhsujzC2MIhq0lAjERSvF/MGPaZhB7JcWMlHOsSIgKEtlmKrmFSCzWFC0yJEPQoja8YwHtRj3mkANWZ46UsDIGr4j9iJ865oiuCcG8S5uBRfQCIcjZGUSRdFFFVAYCxHLXj4mZ3MlwVE4KLdD3GkciX91vR679wZUpqq0H9sM8O9W1GiAWSdBU/NMkobFwJSjOTF7MZAIUiOfgAEvMN4+zvR1AhWVwmlNQ2xrKwcLVwT4xR47djpGqomjP//zkyzfafj7ccVhX+Xk9fnFx/+C56zWwq+nqiTMM90s/e1R2hZeh6COLn20/FwhaQzUD/3EkoalhGN+tAUBUGbcI5oSfcqSWZMhqpEB6VchsfxtFgS9TKBLj1evwu96EXWnABESqL4FgVQLbEx5QER424Dum4JAQElGqBv6FX84QOoaghJMmM3LsDpWpCzi6sQFdB36NB36FCNKsHpEYLTwyhuFe+aEIZDOiw7zAiKkJcrbLP6EWbrGdg/QLSucK4AEGQRVVFQFD/RaBBZznT0ZeOK4a7dHNp+K5UXz2b2CWendOVSowqDrx5iw4NfZu6aT+OsLPz7lox0roAsWbpFrijiLUaRK1JhdZVhFpyEBnwYPJMb/gAjbx6jpGoGoijF1m4te6lYLq7Qm+0sOvd7HHzhn3Tc/RDulfVYW0oRRIFA9yj9Tx9A0uzUzroYg8kZ/+NFFPWpIufjSG+EASAIIo2tH2Kodzv7vvMokkvD1lKKQVJRu4aJ7mhnbTDC2Wj8/rllRFQJUPGsHKB0VUyWpOu+6Yy8UZq4RqnzNI785V/M+NoZk2rhaqrG0Vtfx2lfmbQ1e+c5QRHQd+rQd+oIKN14y3uIlilIJU7U1aUYjuowbzMiRmPXzMcVoYYg2tFS7v+GwAtbJP702nQGQ3bEGUa8++zxh5O4tiyZMehiGWuPNqxhQ+U8qr09dDoq6LeVsLB7Z0rDi0FA5878HUwGQ4mFQHiMYGAAi60cUZzcBlOVKJ0HN9JydeFZWSVrW3n9xrtoXbYGp7s8dbwiV0wJRacU4PV6uf3227nrrrvYsGED4XA4psEgCNTU1HDGGWfwkY98hKVLl/5vT/W4oapM6IFkiWBMHJe5L5/OVNZSvTyGQ2Yb18wsq2Qka1VlZESNZ0kl7x8fLGNb9UgXZmD68Bi9PSMYyx0Z18qF/mcOUFVxIc4lPRhrRlGjbtr/PoOxA86JeQka/jkhgtPDhDu7GHv4FbShAYxlNrySSL/Ph+Y1UGJdg83egiBMsUXteLRaCohYthkx7dPjnxsiXB8lOD1MpDSK7XUT0phEZFgPGuhLAoR7zUjWMK5lfTiXddOzQaJjuJ2yNdMpt/vRyUpMM1cVcJqDdAxZSY6Ih4fGcHYNUypOlPtVe3vot5akaEslnneyhpSm0bbjYfo7XsF5QhWe02uRLQaiYyEGXn6aw/+6naqW06ibe24WwyB3t4xcEfL2vW+w/YU78CtDmBqcCDqRaJ+faHeQuasuZOGaC9AZjJllHeNRjPSab1XVUMVYhDz+PwiIk2qCFfF2RZErko+L7evrPkxj3alTuoZnzXQ67t1EScNM3GWtGeNCtm58U+cKQRAxW+oIB/oIBQfRtEiKQ0pEQmdwoRNdEHdYZdGSSowZmfqLYmRoDC1gAwdElBEkyUFgZojAjFgmrTgmYH7TgK5TRkBAVSO099xLWO6i/NxmqpcsQzToiHoD9D1/gAPrnsFhXESpe212I2V8PRaDIuYdBoz7dfjnhAk3Rgg1xXQNba+bkL35uWLwDQv7X9xJ0/UNBXFFHKFuL3ZDzICIRIeR5YpJuWK07wCH997GjO+dlTUTTZQlSlY341xYy47v/5L5J38RW2n9pF34YnohmVyRM1qep913fFs2fZBkrgAQhVj5SpEr3rkockXycZn7Vp5/NU//42c0fPqkSZ0tSihKx91bWXTaNYltgihNmStkvZHm5VcR8J1H195nGdrVh6YpyLKd+pnvQdRNdPGODSxgNFZP3Gx8c5pDKp0rnCVzsLubGRneieeN3Zxz7AWcokCjKIzfq4B5NAAWDcf8IWrPjKKpEp13NzO6rSQxpoaGsLgCYbiFA79/kekfWZ3irE+Gpqjs/+lzGIINGFzuhNNOwpQy98TxmsLQ8BYGfesx1BkxW53IAYGxV4cZ7vNhWrCY8MmLsG+yIY/k54rR7SUceHIaT0n9HJkRpr5WhzOgEfaG4ZR+9v7RA1rsd6aTnOj1pSk2UJ/ZQ5/ZM64zqNFuS+3eagDU8NTLPdWwgiDp0FSNYGAAs1QxKVf0HHgT26KKKXU8lM16RLeOI3s20zx3OU6np8gVx4l3vFPqpz/9KTfeeCPTpk3j/PPP54YbbqCqqgqTycTg4CA7duzgpZde4owzzuCEE07gV7/6Fc3Nzf/b035LkK8GPH0Ni5fuaZpGf9tBfIN9IIjYS2uxOEsS48WRThIZ4+fpmDFZlpSmahPlFAWi3VqBgsANQ36uvft1jJ86Y/KTAO/+bnR4sM3wY20dQtMkOu9qTnFIqbKGb5mfcFmU0X//G3G0m8b3LsRSvyJlrPDQGF0PbaJ/w/PUV1+FJE0hcyr+C0kyOKwbTYTboowtCaI4VEbWjGF73czYPieBYzbqrtpFsMOKscaH4tUzsrWUkWfLGBr+NfPPL0eSoW/UTEQRUVWBSucYJbYA/d5xbS5No+dXT/OJQJi40quEQIetPHNu6dpSmsreV36NcbHE7M+kRr0NJTYs9SVoV6h03LOVXeuOMPvUT5Bu4OTSAEk3KDRN46V7fsIwh6n48FyqyuwpxyuhKEde2sD27z3IZZ/7Ba7S8olHKhY7ZRRRGIpckaNsYYr+dQCd3UgkNEYk7Cc4NozR7Jx03c81r3zQVA1B1TAYStDJbhRlDCUSiumEiHokwYQgxMrJtAIik0a5irHDfVimkHHb8/gebNaYzpUmhfEuDxCpjDWqMBzSYX7TgKCMO0KUMIfafkv1B2fgPmFRyjh6t5Xqi+dTddE8Ou56g/bX7qKm4orMl+d0rgiJWDcbiRyT8S0NotpURk4ew7bBDHm4YvDpOiIDz1Dp8CFJWl6uSFw6EmXswBCls+OGVZTUA7JxhcbBN26l9bunTloaKVuNNH/5FLbf9AtOvOynE8NOQS8qeW3XVDXBbcnblaRsqfi0ETWkHE0wilxRRDKKXDG5XVE/ezEz9q9l/59eovbq5TmdLUogzP4fPc30+WejN8fe7TRVw2h2TnlecRjNJVTPOhO/twNNUTIbJxHr5G0yVFPuH6Nm9ADt1nL6LJ6CryeKBuz22ciinoVdL6e8ZaoI9OvsWBsjNF4SRtJLdP2rMdUhJWr4FgcI10SxsYrgvzez/fMPU352M6WntCLqY+a7EozQ+9xeep/cg804F4dr5sQ9ICORmWGkKCGOdvwZ5ykeZp6bue4qgTDdT++i977bUC57H44drrxc0f90PbIjxL+MFZSHh/h45R7e2FTLz/62gsYPHKX+/CDdTzQiizZESYo5ZKTcWbN9Fg+3LL+WL7wW697qRmBoIIJr3KlbKEa3deFxLgcgHBrFbK2YlCv8o4PIJYV3aYzDUGol6B1loK8Nm8Nd5IrjxDveKbVx40ZefPFFZs+enXX/smXLuOqqq/jd737HX//6V1566aW3DXnEkS+6EUckFOTN5//F9vUPo6u1oiszQ1QjsG4YKaBn3urLqZ61ImtGbXo6bT5DIlvZhKZopGdYFXJOHCXeWAeH3829go9uv4um1w/R9uoB7Cum5xwTIDzs59AvX6Zuxhk4lvQA4N1aTWjnBDGpOo3RlWMoLpXRJ/6NzROm9vrTs46nd1mo/9Ayhha0ceSPf2Ja07VIegFB0hCEuNMPUAVURUSLSGhKLKoyccHUl3p9t4z8jBnfigBRj8roiX5sr5vouGs6rmW9yPYIY4ccBNttBNttSDKs/MIpggc0TQABAABJREFURIeHaffbEa0TS0AgIqOXlPHnp3LgF+toHHIwS+oFYt3uNlWvyvvM4jj85p1YVhioOC/73xXEhI9r3rOIjnu3cmjjPTQvv2L8Fqe2cL/+8K8IVA3Q8K6VWfdLBpnS02ZgaS3j7p98kg9948+Ybfasx6ZrixRRRBxFrsixdh9HlrkSjCKNlzP7ff0JA+N/kisEQUASLEh6S0pWbfI4+fRCAMorzqDz/ntp/sKa3DeXBCUQxn9wBHd9WSybdkYIsTIKClg2GTG0pZbBtXX+nZprZuNaVJtzTEEQqHnPItrYzMCOpykrPaUgrtD1yTieMeNbHiRapuBd4ce6MTdXCAIs/9wSCIfpDLqSmmOkckUy+tbtw+6cFXP0qVpBb5jDXbuwzvGgsxVmCOhdFvS1BroPvkrl9BVIOYxZyF6ul9hXQOZUPhS5oohcKHJFaqfuZCSv6Sde8GH0T9vY9I1/4lhVR+kprUimmIMkPOyn94ldjGxup3XZu/DUNyf4QdabkSRzSibUVLlCJzuw2S2EQyOEg0Oo0TAIGqJkGG+cZOXc/c+liG3fsuxaHpt+St77TuYfUdATss2m5D3Tsf59NwFEVAT+2Xg+WuV0pn9oN5JeYvCVioQ2LYAmaniX+4mUK6CCeYsBt3cNStkKep7+Nz2PPIagG3ekRQUshmaqSt+NSw1RFmyj32RnxGjGKDvRyaGYXaEIaIqIEtY4euzPVH+kFeeC7DwjmfRUX7AA67QODt91O8KVH8a21ZKTKwCqLt2LYFAYuWcarZ97nZmrRli/fh7HjpWiLx1DJzkSzyfdEZWiMTj++fHmtWysWUiNr4cOewW6w08wuqMDx9yavM8/DjUcZWzPIPVrY/eoKvkzreJcIUnylJMeALSoiijJhIIB/GMj2KzOibGLXFEw3vFOqTvvvLOg44xGIx/96Ef/h2fz1iG57ltVJ48o54puqJqGb6ifO3/8SWxrqmj85hpEXerXJjLiZ8dD97Fv81OcdMXXQIhHHvP/YSen2Gabj5Z2fj6DI5uRoaka5x58ni9uuBUJDQWB3829nBpbLZvveBJfzxgV58xORBwSY2kao7s6OfK7VykrP5Xy00YQJQ1/m5WxN6Yhj4vhaZKG90Q/ikslcqQbabSH2o+flveeAVwLagmdN8Lg689R1bB60uPVqEhk2IgWFyfPkjVle8GM74Qgkeoo3hMC2NcLDG0oS1v8NcovOIypUmXvL1s48MZduOYa8Jy3GFO1C72sIKgKbXdvZnD9EZzORYxNn81NdV5Wdr/B2o5NXL/naT625xl+vOwaHm9eO0Em6oRYbTTsxzu2i1nnnT3pvQFUXTKfnV9+lNr552I02bIaB+ktXGOPQcXb20a/dzfTrlsz6XXMtW7cFzXz3N2/5pyrvpqhI4JI3s58qhYv5YOJlq0Ck/xpFfE2wdufKzgurjAZbISH/eidhXc2HdnShqu8EU2DcMj7/5Urkk7MLL+In59UjpG8z2SpQtmjZ3jzUZyL6/MOr6ka+3/6PA77YjQ0/K0hVJeAFAbrKyZ0A0m8o6qEgn0I5aG8Dqlk1Fy+iO2vPUBlwyKkJN2m0IAJbVwzMIMrwiK2l0yMLQ0SroviWxpAeI2cXGGtMvL8DeupvmYpxgoHcaeXXlbGyw5ix4KAv22Q7gf3Ujfz8oThIai6THFzNbUJRteRJ6n9zEymgsoL59D2pyewl9dhd6Y+rxSuECe4Qhov95msK19y1734ml/kiiKmgiJXjB+fx66IY/4pF9G64ixef+w2Dt34AqoWBQRkyUDd7FXMvfwKVHU8YDsOm6MqzzXzc0UyBEFCr3Ohk5yU+PqpGemg3eGhT2enZLQ/RWxb0jS+sOFWXq+IdRXNVrqXIicyvn9u0zEWfzWAclUNP/rWabw+1kqvwUHdpTspGRnF+WyYgedaQD8hBeJdHog5pKJgW29C1xvjCkk2UOk5i6A2Hy3WEjV2H3qF5cO7uPjoy4mytBeaTuOVhlogNVt1pHMrjrWenA6pZDhmV1O6pA/f5s0Iy5aBktuu0Jf6OfrHuUSGLNz//CIuPXULn37PM9ywZwWiQUkcmwicKCpIYgo/AClj95lc9FliZX1V085m310/wz6rKmdWXTK6Ht2Op3pB4orZdBizcYW9vA7/piGY3JRLQeDYIOYTYlpxft8wNquzyBXHgXe8UyodwWCQbdu20dvbm/GifMEFF/wvzeqtQbxzUj4iSd8X8o9x548/QcW1CzDXZU9d1TnM1H5gGX3P7eOlu29i5aU3FJxiqWZZxAEiQS8du57CN3QYVY2iNzoprzsFq6dx4ng1S9e9JJT6BxIOKQAJjet33MPFZ/6UhpLP0fvGOnY88wjWWSXY5pYhSCJq7zDD6w+hKbVUVl2Ae0kAnTOMEpAZebUOg2hN1Hr7lgSIuhWEsEDwifXUfmJBQfcMUHb6TLY//i9cJUuRNRuoQmzxFLRY5pRORdLHvn+irGIo8aMEJaI+A9FwmEhoGA0Vnc6ObLAjqALW14z4lscdU34cL1iQfNL4Iq8hO8OYG0fpf6YOaayC1llfhsDLGB54FK2lGuGsmey8/Rja3grqp5+IZARBVCEMJ3VuZmYgMr5gaHxx45/ZUDkvq+B594HnKD0rfxZaMgRBwLOmkSNb7mf6CVeg15uId8LIFemOk8j2F++k/KLCO7g4F9ax955HGerroLSyNmWsbIiTSno5RxFFFLkitu/Esz7A+qfvovLSBQWNrWkagy8eYvq7zkt81rSYgHbW62QRrp0sOzZjXxJXTOasyui4lzZ+47QPoz3zLYb9YzhWzczKdVF/iAM/W4d+tBaru5FAUxjFoSIZnNheMiMPJb0gj393+kfWUfXRwtcyQRRwr2qgc9vrVDWsQBJjGQYGTwAlJBH16bM6pwRNwLLBCMQcU95lARwviMijWbji2TrK9NPZf+Mfqb1qPo4FtdhMEfSywqAv1glJ02DkzSN0/nMb1U0XIErx7C8BnZwnOj7+nCORUYxpJdeTwVTjJuQfIhQYJGR0YjI7JuWK5Dkkr/nhoJ9DW57HO9SBIIq4y+uZtfw0JOPUSjjiXIFabPVdRCqKXJHfQaQ3mDjhvKtpXLiaoH8s1kVVixnssXVi3GEhCNhd9eiNtux6tsfJFWfveobPvfDbREbUT1d9lA5rWYrYNoCkqVR7e+gzx2yhybhCU1Wuv+R5AB7Zv4RHlBWgV3Es7uas7Zv48E2vIKoaCg9y04wreahiFWPzg0QqojGH1MuxLnhJDw1BkDFSTZRhVP0ggiGEM+Lj4qMvIwGlEYWGUIQztzzChabF9BidE3aFrNLbu5HWzxbucak4czbbv/oI5nlz8C0B8SUB3ZCcxhUj9D9TR2TABLLGrQ+s5qwVO+lxgaN2mLbHWxNBCVEfRZBAzdEsIxdXGEweSktO5eAvX2Tap07K65jqe2E/3teHmH7iWYltOr21ILvCWdlItCuMEggnsvYmQ6BjCIvBjd4Y40RFieQ9vsgVuVF0SiXhySef5AMf+AD9/f0Z+wRBQJkk/e+/CfEIRrYUWyVpIV7/8F9wnt+Y0yGVjNK1LRze+zK9h7dT2jAndp0c5RjpxBzfHg542fXi7wgpPZSdPZ3q1umIskio30fHk3cReMNH3azLcJfPzXZTKR9rvN0Jh1QckqZS4+uh1+OivHYt7vJlDA1swrN5L4tnHcTi0fNkzaVEoiZEUxjbnA4ARjZVoIvUJOymYEuYcFWsDMP8osSg2oel/oRJn1Ecok7CPq+SgYO7cNoWIwlZsgwEDdkaQdQriHoVf+AI3b0vExF9mGqcCJJAsNuL0iNSYj0Zu2sO1teNeE/yEy1R8Z4QwLHOAsp49EEF2RIh6h1faKMamrSKNe/14p+moo6GOBBeiVQiIYgalaf6sNRE0P4WYGYgTG14IuISJ+eE4HlSpHmwbzMzTsyf4pyOsrWt7F33LBXDJ+AsaUUUJdIFahP/j0e2VSXKYN8+ypoKy8iC2N+xY0UdW194iBPOugy7sywuKZKCbBHyIoqIo8gVMSiaRsvSk3jm3l8RPm0sowV2NvS/uB93RTOSrEtEvwVBRImmRrizGTLDXfs5vPUBAv5uEEFTwGAspXbGBdjLplD+kk34NY9TKxmrFx3jxo/a+Mot2/jrZ3bjPrkJ58IaRINMeMhP71O7CRwcw+lcjMXdQLgiSrRUAQ3s20snHFJpcwiq7Vhb5hV+D0Dp2lYOvPQqI12zsLnKkGQhFtAwKIj6AIpfR9SnJ0Fc4yV9AgKWjUZUQ4BouRILYjxvRYxmcoXB6GZawyfpuvMx2Ps8pZfOZNQr0bNviOHdAwy9epQFH1hIy/fXcuwBE6HBWPRZliyIYupLfTpXALl8kXmR7AgM+gcwGG1ZuSIb4vwxNtzP64/+noG+/ThPqsc4z4amQd+xg2z8/t+oaVrAqZd/EovdmXh02TQIi1xRRD4UuSIGJUvGVPJxoqijpLIV33Af3uEeIuFg0j4Jg8mF0eRB1hmJRibnivTtE6Loqetuia8/4ZCCWEbU517+Ax8778YUsW0ARRDpsJUXzBWLWo8yv7mdUFjmzw/FpC9EY5QZC3fx4StiDimIBcy/uud21s1uZqDRBBpYX09ySKXNWdRpWBxGBKkcVQvRPDrGUl8Qm6JhTJpv5eAQnY4J/cNQsB9dhQnZXLierWTUYa52Etm4D92yVnzLBBzPWxDDYhJXRFPsitExM796dRninGFmWwbZ3x7vsKjgOfkIxqpReh6dSWTIDDmF2zO5onLaWsQjEjtveIyKC2fhWdaY4pzyHe6j6/5taEMGGpdfnhBT1zQwjDsSc9kVyWhZcgFtj75I9aULC3pGnfe8waLlFyY/NRStyBXHg6JTKgmf/OQnufTSS/nmN79JeXn55Ce8jaGqGqqisO/NF5h2cWGi4AAVF85h6x//wpr3fQ+dfmotPEO+QbY88V3qProIW8uClH06hxnrx8tQAmEO/PR+wr5ByhtPyjmWpo53cEBIcUwpgki7deJ3K0sW3CVLue6yHZS6bDy5fjaRaMzbbZ/fhyipRAbtqMdmIgoGNFUj6lDwz4ylzprfMEDXCKYax5TuFcA2u5SRXYOEbb0YtfrMiLsmEPXq0TSVrv770WoHqf3sQkxVrpTDIiMBuh/ZxqFXX6Sh+hqsr5oYOc2PYlcZmx3Eui12PwgQ9eoQdBME51jQxwFrJXNNbcznCLsNZbR7XWgKDG0zI2gKns8qCLvscGAw5TlmCJ7HIaqIuqm1kpCMOjRVQVUiBP0DmK1lk54T9nvRe6beJtbU4ML7Ri993Uew2jwgpS6DajErqohJUOSKZAhc+ombufsnn6P+c6vRu3O3+B7ccJjhfx9l0XkfSTikDKbJ187Q2AibH/8hco1E+YdnYK6Zn9gX6Bym4+F7Obg5wMxVn0NvTBovraQiG7J2cM2D9575Gnq9wIL5pzFt1xJ6Nz9P3/5tiJYAomjEMroET30pmqqhmFVC9bGoqaWrEn1ftuwbDckcQdBPTcQVQGczoqphNBSCQ1FkwY4gqcj2MLJJQbbEghrhYWO8PmDCMaUJWF8zMXraGKpVwz8viHVLdq6QdRZmn78W15KjuGgjumkfR9d50PzV1NQuI3hYw28O0nJtP/v/6iE8YEEvF/Z3IWo6ov7wpCLnyYiM+BHlGB+HQyOoqoIoTl7SEcdw9zGe++c3qLp6IS3Nqa2/HbOrKTtrJiPbO/jHjdfy3i/+GmdZRc7IepErisiHdypXFFI+lw5RlLA6yrHYSgn4fahKFA0BMCCKEkr0+Bx42bu1xrJna4a7smZEmaIhbllxHV949Y9ImooiiPx46dWxLKk0p5SqRscdIKlrwXvPeh2AR16cR/9wTHvJs7qDyr6hhEMqcU1USss6OMR0TDv16Luym+eSKYJsCyEIoCkCitdOZ3Aa7qiWausg0mZMbcgRDg1imuXM/aBywNLoIropiFYzhNpkYmxBMNYoA7LaFfb5vWzX21isDvGusiN01Lfx6o4WNEXAu7MMTRWo+cAWOu5YQHjQnpEdlUsAXVM0yhtOxlO1mKPP3Evn3Q8hmWUEUUQJRDCayyhtPBXztHIEUUiUYuuNTgQhe2ZWNkxbdAbHbn+JgZcP4lk1Le+xHfduwaWrwVPbkNhmMmdm/ha5ojAUnVJJ6Onp4XOf+9w7ijhgIrqRvnAf2PIqlgXlWReHXDBVOglGh+jv3I2nchaiaEyKUIxHNbKl2KoKW/99E42fXY651p1zfMmkp+Ura9l74zMYeyuwe5pj445HEpIjGL0GN7+bdwXXb7srpikliNy84MP0Glwpx85tGuR9ZwzR0SfzvT/NRRQkZGsIz4Ig5lIHHS8uRBSME2V7iwIggq5dxnBER0hT4DgE7ARJQhNiBoWCHzlLlwyAzr5/YTlJoOritVn36xwmat+/BNu8do78/o801n0M60Yj3pMChKZFMLTr0A3KREcMDG0op/LdB7DP6UeyRDBU+PHuKKFGL3HW0jFC7+rhpr8vjNVg9+kZfl5EVA7zgx9cyA+vvxv3wBiKIHBXy1kpc0hp+X0ctdCapiXOCwYKc0opqoZwPGF2YtEyVVXxjvZjKIkJTKqqhioUu2MUMTmKXJH6R+6paeSSj/+EB37yZfQzHZSdPQuDJ+ac0jQN754ueh7ehT5sYfH51yKIUsIpZbaUZES8k7kiHPDy2r++Qd3HFmNtyux6Z6py0vjRFfiPDbDjZ99nzslfR5/D0ZVN8yP9ZyBRjpHe+ruxsoeFrW1EoyL3Pb0EWbZR2bAK9/mAoNL7VB2hMXPivFBTBCQwhMuwHPPEH2LyjJCtYWRLBLSprztKMIIoxl62o4wgY0dTRCJDRhR/FL0zhKhTMbgDhIdMqbqEoogYiZXyedcECNVH0Lfp0Pfl54pmay/zTlRp8Ri4/clYdtrYMfC361EjAvUXjtJ1XyNaSE48u3QR2wRXACWVq+l7ZheVF2TJfs6B7sd3UVq3JPFZVSNAptER15CKl20ABH0jPHv712n68kk5HaiCIOCcV4OhxMKdt3ySq7/7d4xmc8q4Ra4oohC8U7kCyMoVGZ+zHAOg05sT2+OZUcnnF2JXpCM9Swqg3VmZNSOq3VrOG+Wz2Fg5l6qRbjps5fQa3Qku8I+009X+JMFwO5JZh6aqKGNRHNb5lFasoa4iwonzDqKqcPdTSwEQDSFcy7voGbZnuabA0YoS5D4J4x59/GaTZ49sCSNbY0EOJSARHjaAJtBrcHNj03v52qE7kVBRELmx6T0JW+ctgQrG3QKhigDhahPhygj6Ll1errAoFiyzhxnovp89u0DQCbBfQHhaz8IrV1B2zh667puLEhwvBZ+EK+LQGW00zf8A/mAbihKICdSLEohChr0qy1bMturJby+JK2RZ4pQrv8uLd36PI9tfpvxdszOSAXwHeui6701KbI3MO+3dsflqGpKsx2J1pYxb5IrCUXRKJeGSSy5h3bp1TJuW3zP634B0McJcLVrzYaj3GPoa25TPM5TZCHiH8Jo7cbiaJp+rqtFzYAP2ZaV5HVJxCJJI0ydXcvAHdzF7xddIj07ESercQ+sSDikVgd/NvoxHG04mXUHu2gtfRBAEtu2biRJpwiSplJ1yGGeDDd8+R6K7BEBwehjFqSKEwfKGAQEBWW8n3Osr4MmkItA+gizG7ldhNKtTyj92DGoGqLp48nI457wagheM0v/MOsrE09AfkQk3RBmbG8TxggVUGH69guiIHlPdGLItTP9ztYR6bbxQZeJ9S7fxrpN38IcXVxM1aPgPxfSi/Ac8jLb2c83Z3+DiDS9yxb7Hed/ex7li7xMJwfNkGE2VU26bPrqrE7OjKvY9jYZRlDCiOJFiHI8yJKfaGsw2woNjBV8jjmDHCG57zJjyjvRRUlKRt9wjGbEXKAFELfE1eqcKEr6T8bbkinHj4Hi4AsBd1cDVN97F1hce5o1f30s44gdiL5bOkjrmL70co8ODlqQ/ojfYYvogef6ItjxxC3UfXZjVIZUMc52Hxk8tZ+/vf8XctV8vaM6FZEYl48PnvwzAS1ub6Ru2gapSunIE92wnQzt1RHqcQARBgEgFaNV2ZIMN2zP2rA70hEMKkBQ7ga5hTJXOgucztPEoBrkSAJUwmqYmShbUkEyoX0TvDiLqNPSuAOFBE5qa9oI/IGM4qCM0PYJ/XhDds2lcUetDtssJrtjidvCp77xJc007T+5TiOphdK8ZSTISPOzGNfsIsgkiodSId67od2ndcra/8DgV584uSMBWjSoMb2ij8pRzE9tS2q1n4Yo4NFVj50v3UH7prLwZfXGYqlzY1lSz8d93s/rdH06MX+SKIgpFkSuyjDNFx1Fs+9SuNVlWVhz91hJ+evLH+NwLv0tkRP1k5Ufos8SCCH0WT8wZlXCGRTm86y9opaNUXTcbS+OCiTkqKoObjnDwvl+wdFrs3X7Dzkbae92gqjiX9iAaVLqUUm5qvZKv7rk95kQSRL52+cV025w4njZm5QrJEkk4pCKjOqI+Hckr30NlK3nVMYvaYB9txtKsDim9wc3I0ZGCnksy/EeGsOibkHwiuj0hlEUmxuYE0XXLObki2GPh50fX8ytHFP0p81l4aS06WcMf1hEZDdC75TC2qJNA2IKe2Tn5IRdEUcZibSAcHiASHUZTUwXdBUGH0eTBZClNcGI68nGFIEis/cB36T28nS1//jP+QD96T6xzb3hgDHdpPYtOfC/OsgoEQYjHeXC6KhDGnWhFrpg6ik6pJPz617/m0ksv5aWXXmLu3LnodKmRt0996lP/SzN7a5Aryp2MjLrv43LuxgVEvSjREIKYOy0/Ppe2XY/S+OWlBV9B77Ig2CMM9W7FWTIvYxEv9Q/wpU0TIuciGtfvvIenq06gzzQR7ZCEKMtmHwbg6ddjIrOCTsGxsBeAwZdjXT40VUMTNfxzY2V7xn16xFBs4ZFFI+qwPKUOVJqmMfDiYSo889E0DZVILFsoDf2+56n/+IKCn0vZqa1sf+RBXOoJmLdbCNdEUdwqkcoo+q7Y99m3x41vj3siIqGD7QcmIgnfvPohfjM0k5EtXka2ViM7guicQSKWKFfse4J4YZ40Lni+sXp+QvgRVaWy4Rw6/vVPpn+ucKdU94M7qZ02IfipRKPodIZY/XcW0aeYLoiMzV6Lv20Ac+3kmmcQe+7DLx9h2fsvHb9OBEXTkHKUzSSicuOdporpt0VAkSsgu0aIqsGcVedT0TyH0eHemANK01CjE8K1cegNNpxJjSuywT/cS9ToxTq9sCwDS2MJgivEcM9uHO6WxPaUbnyTdPrLlSWFpnLq0j0AvLx1vJGDqOJc0osoiQS2TcMkeRIdlAKrvEiAYZ8OKZDWORUQjZGEQyo8rMdjXEvX/eto+sTKgu4VoPuxPZTbz0XT4qV/KjEF1fh9i4T6TRhKAkSVEXqGn2J09DCCToyJrKoWPPZTMO+YTrgugmJXCddGMLTFODsbVxxsL0OWBOrL4U9ffoZvHVrGyBYzI1s9GJzD6JxBJHOEyDBJ88iiJTXehU+UdFTUnsHhP6yn8fqVeUsYNVXj4C/XUd60KvHir2kCoqSfhCuEcR1LjWN7X6H1g2dlHJcLnpOa2fLNB5hz0pl4SvN1/Rr/nhQbYxSRhCJXTK4nlW3MxM8F6jfFzsvsvJerdC/55yda17Kxej5Vw510WCtiDqmkCozEsZrKgW2/xX1BKaUnL8oYV5BEPCc04V7SwHN/forf3u5DNNaN79RwLe0BYPCVSh6ums+rztnUBHrYfpGZbqcT/VEZyZeFKwxRdNYwAOERPcpY9lK0Hp2THp1z/PzM+9brPYSOBYn6QwXrSinBCP6DI7hrYk4uwyGRwEwB1aoRqo9gPKJHU7UUrtA0jaNtf8V+ipXScy+J3b6oUGLz4w0qjAoGnGdOx2oLMBR5CtOwjN3TGnvGikZZaJBaXw/t9gr6bSUJrkgPcAiChMFQhsFYiqL60IgiiCKSzoissyJJYgqfTOhITc4V8XLwssa5nH7VDxjo3kN4zIcoS+jNZmRZznCi2ZzlONyVkz7TIlfkRtEplYQ777yTp556CqPRyLp161K+zIIg/NeTRzLyd8qI/e8qqyV88OUpjx3q9aKfYwNNI+gfwmTNb1CoSgRF8qNzmKZ0nZLTmhl6ahsGawlmQ3VKCUZOkfOxHvpME9lYC1qOJX7euLMRVBXr7CEkk0J40MDYgYkykFDNREcF475UR5vHchLdj7xJ3ZWFOdZGdnZgECoQxfifYOaipCghooYhTNWFp+CKOgn7/ApGjmzBJSzBuF9PcGaYQEs44ZRKgaBhLPellB82GHz0PNZM5cW7MdWPYijz4dtVRs1OX9ZnmtyNBMDirCGyO0qgcygj5TUbfIf7UUcEDLaJYwWxME2q2Svfw5aHfkvjJ1YVdLx3dyeesgZkfez3N1UNlyKKgCJXTOzLvt1d1oDeaGN4oJtQ0JuyT9aZMJk9GC0e0ATSm14k4+CWf1F2bkvO/dlQedEcOv7+CMaFH8JgyO6sLlSoNhmzGjsTPz+3YQYAluZhZGuEqFeHd/fE+hWunIjamnZnvvwLkorOHgtwRLw6FL8Oi7WB7l2jBDqHMVU5J53PwKuHkKNuRCm2lmmaFntxT5cmVFUO7nwYxdFLxSWzqFtwbuJlOtg7SvdD6+l+42FKN1yOtspJoDmMvk2XGa1P4gpFFZBEjTp9dq4ItjlhCrKCFU1riezxcuAnz1N/9QlZBfNDAz6O/OEVrIYZeOrnxfxvEhiMzpyR8HT0Hd6JdW56S/P8EPUy+hobh3dsQF6wCre78GBLEUUUuSK+L//xhWY2FQJN0+g7/AZHtz9EVB0FQUNTBQx6DzWtF2Ivy+wO3W/10Gd2Z3BDiiTIsRewrDBTenL+phqCJFJ6zZn87Ef3UuOMdXk2N4yic4VQAhKj22K81Gt00V5nw+uMZRWbt2dxFIkqonmE0f5OQr4ohGyYLbWZTSQKfH4u4wq6H91FzWWFiXh3P7kLm3nGxL2pIqa9evwLQgSaQxiOZHJFf99LlJ1nofy0FkLjVBiOSvR7TZQ5/Bh1UfSyii+ko/SK5ez66u3MdHwNWW/i3EPrEgkFCgK3rLg2oxojHYIgotM7Eut6uqatpmjwHzh+DEYr5TWzGR3qJBzykk43kmzAXVKF0z1h66oqWZsoFZEfRadUEr72ta/xne98h6985StTEs38b0W+SAVA44LlPHXPT9EunFfwS1ywewS9aEPWj4uCR2OOnHx135HgGLJtau2XAfROE4rSRzTqRZGDiEws6DlFzi2pDrIVcw8CMSFCRY316LTPiXVJGX2zJEXnI9gUi1SYtukR1KRuRoDdOZMjG59neEE7zrk1eecdHvRx5LevUl5yXmKbkEUPIxIZwVQ9dQF168wSvHuGCNt7MeyvI9gaJupWiDoUdN60P3lRwzZ7AMkS5arvXclfvvEPLMYQoXYL4T4zQ6/WEBk2ER2xoFkHiSIgZzzTTP2n5oUfY/fNP6b5K6sxVjhzztXfNsChn7/E9BM/kNgmyUYkSZ/RbS8eHUlOifXUNmN+vYy+5/ZRuja/8Rrq99Jx2yZOec+nE9tkfXZHqKJqIJLRPaOIIqDIFYXAbHWjNzqJhAOE/H5UVUUQdcg6c0IjJDk7NJtGyHDPXprnTK2Tp7W5nJB/E8FgD7JkRhQL4xZN1Qj4uunteJZQqBdN09DrPZR6TsZsr2H5OFc88/pMguGYQWCfMwAQMzKSyuLiXGHcpUeMpHIFaAmhWiUkEvVOrP21JVey7/u30vL1NXkdU4ObjtL+t+1UVE5wiIQZASG1ZE5TOdp1GyUXVVJ26uKMcYxldhquXU5owMfe796BrfES9NVlRD0K+qG073USV1z5jau448Y/E1VEol3GDK6I32e20vpc7xK1M97FcPd0DvzgXkSHintVPbJZT2QsxOBLR9F8IuVNJ2GvTMquEwQMJk9OrkhHwDuErmRqwS8AXakFv3eUwf42XK6SlPsqckUR+VDkirceufSkAPzDPWx54odY5rup++zchLYhQKBrmM6H7+XQ1iCzV38eWV+4PImmafT1vMiszxfW+EkQhf/H3nmHx1Gdbf93ZmZ712rVi2VL7r2DjQHTOwESUiEhvSekkt5I8pKE5EslPSEhQAi99w4GU9x7k1WsXrfvlO+PkVa70q60gpT3DXtzcdmecubM7O6552n3g/v8dez548PU11+OZ4HJFcM7SjDUMW/FKFfY9lmQ4tlZUvFYJ73Rh0h0d+JdUoXsspAaTNK55Q7sRi2l3o3Y7KXTKm30+5dx5PHNuGa3EFhaO+mxgzta6X3oCFVVY1UMEjaUwxZi8xPoboNUuYq1c4zDDMOgf/h5Fp61EUVJ0j0sY66XBvGUTEqVGYjaSGkSqiajOKH8vDl0PP0ASytPyKpwkTH47KbfsblqCd2ewoMBhq6nM2nHo1CuyDwWQFYcBMsbMVBJxAYwDA1ZlnA6vThcPiyKlPO8TBS5YmoUnVIZSCaTXHrppW8I4hjFZK1UZVmhafEG+l4+QsmqycssRnHsjm3ULzwpvUgWkokiW+zoCXXK4ybMMZFCGumokEr1Y7NUpPflEjn/nyXvzsqSAlgxrxmAF3aM3J+s42ocAEzyAJP4VI+GFtBBB9uRiQ4k2W7QtPBt7PvtX0mcO0Ro4xwkZZy33jAY2tXO4V8+T8h/KoplrNRPYWK3Bgz9tQmoSxKGkcQwNIxEDGubQrJWJVGXQtkujxksmoFAYmhriNrLd9EzZGUoYsfritMY6iXhTCE5UqQOBwGDbkeAHyy7gs9v+aNZe4/guiVvpdsZnLDEWu0B5q64kr3f/ynupQEqz1uY9XIQ7xri2F07iOzsY+bqd2Cxj0XGLfapdcUyse7iL/D0zd+h5dhmKi9YhOLONkINTaf/5SN03rKd4y54P3a3+awNw8Drn5jFV2gdeBFvXBS5Iv/28TojsmzH4TKdzKP/FzIumDGB6WYzCiHSFWyJRB926+Tp9IZmEB1qp/nAX1DKBRWXzcNZNxMhzM5+HXfeRnxnHNu5pjPjxZ0Noyfimt0PwPDOMa7QHDpqSAMDbIcncoVk1ZBtGoYBqQEbmQ4Oqy1Afen7OPDt63HMc1F9yeJ0tukof7T/Yxtat0JF5TkZmbbZHDL6ot3d9wiBM4OUnTK5w94WdDP3G6ey61u3UPrRD5OoS2HpVfJyxcCQle5+N6FAmPmVXQyM4wohARoF8Vf6XUEWBKoW4quYS1/3FoY37SehJ5EUL9X152Pz+Cd8F+zOChRL4U4mWbFgqFOUb+aaY0pDViyoyQTR8AAen/l5F7miiKnwRuWK19J9b6pSvanOjw508dJ932LW507AXj4xoOuo9NPwweMIH+pm28++w8ITv4rFZr57jnbjG/37eIT7DuGc40eyFm42e+ZXcST1AtHEIZxNI06pncH0NXSrTqrctH3s47iif+Bl+sVT1H9kNe6GNRPGHt7XQfNvricYPw2vd2HBcxJCpq78Co7++g9ETumh4uwFEzqfarEkHQ/uou/RI9Q0nYYRG7FlDANZ8iI0gbXZQqIpRaI2leWUGu7bh3tBKZGUjQpnhIArQX/EDgh0QyBJOrJkEEuO2kcGoQ1N7LjzbpyuIFLOaowOuj2hLK4w9BER9El0CDPX53/WWq0oNhRPOYpFQpJEwWMWuaIwFJ1SGbj88su5+eab+dKXvvSfnsr/CuiGwfHnX8Ffrn4f9kofzprJnQXdj+9FdCr4FtanO6llOl7yEYpssaEOJtFVbYIjZzL0v9iK07sQdAOVKLaMNT2nyHn9ien9aipCdGAL9z1ygKcdBk+/aC5sjuowkk1HjSjEj405SkbLMSydMlJy4iKouJJIFjuzZr6fY/c/y7Y77sC/ohL3vBBCkYi3DNHz5CGsopzy4DlZz0XCiszEF2vF4iXR+RoE1FsGUSxm9pJmDGE9GiJZq5KsSuHcbpuQapvocNHyl3nUvGsXX3p1JnaGUM/Yia67iB7MLL8T3DPjRDxqlA9vvxEZgw9tuZFhqytneq3dHWLJyd+mp3UTB7/3ALqImyUdGsiSi9K6NVSub8h6WZNlGzabf1r3K8kKJ77jGzRvfYLt370BKajgml2KsEikuiIMb++gatYSNrz1k9hdY44xq9WB0zX9TLQiiihyRTYKFbzN7rg6taaIJBT0pDotQ0BXNbO0CzPb1GYpQwh5dOAJx4f7DtF89M80feXkLMc5gHtWGY1XlqGG43zrZ3cR8gu27DUzYW3lURSXipaQiDaPRdyTVWZ2sNIjj2lJZUB2jnRPiihj3fAyYLH4mVn1CYbadnLwe0+hSxEQYKgGVjmEz7MOyziDS8aBRLaeoa5pDCW3seic8ykE1oCL4Joawi9tRlqyFuPVid1NR7mi9l27+WXXPBqNXjivBVK2CVzxWiFJCiUVy3H6ylHVCEKZOJYQEg53JXZnYVqCo/BXzCD6eB+cM/WxmYge7sOzxIzUR8L9aadUEUVMhSJXZONfxRUArzx4DbM+uz6nQyoT7pkh6j+8nP1/+hXzT/hszmNCw93UDHfQ4iqn2xkkMnQU78apu0JnQgiBvdqHbukhER/EqnqIHBoLHiQrVZBA7peQh8dsn8HB7Qw5n2f+l8/K2/zBM7uC+d87iz3feAgpbMftnliSmA+ybGNG5Qfof34zOx+7D0e9G2eDuaZFm/uJHRnGbZ9L7ewzkGQZNaVhqDKycCMJk4ttLaZTKlmhYkhjXBGJHcJ/XDVJVaZj0EWFL4Ii6+i6wGbRzGskMvlcIFkVZK+Fo1YrB20WGhNjUimakGjzVDAVDG16QunTwXQcSrphFDOhXgeKTqkMaJrGNddcw4MPPsjixYsnCBJee+21/6GZ/WsxmUihzenmzZ/+Kbf8+BN4T60luK5xQr1uaijGsbu2oR1QWXjKOxBCjJRlyNgcvhyR8WwxQiEEFQ0b6Hv+MKUnFLaw6imV4Z1dlC6tBcPMhhnFZCLnR9UE7W13k1J6KD25jt8n1qAPqwyqjxE7eBd1ngXUGV6ih71ZpXuj0QzLsYyfzMh9CIuGZBkR8o05KC89jaB+HAN7X2Zgex8GOorkoyJ4YVZkG0AgYyW35paiODF65GkLqPc9e4Tq8hVg6OhCw96lgAa600B364iwyIqAx+OdHH72Xg41R5j37jk4g9WgG+y5aQ9dm5+itGQDpdXrEAhCsT4+vP2mvGLn48VshRCU1R+Pr7yJeKonHekWEmb71szIt7Dg9jcUrCela2NEIYRg5vKN1C8+jpY9zxLuPYauadgDPkLvmomkyFlaK7Jsobx6YvaAbhhIRZ2pIqZAkSumOG66nZLytPOumLmOnqcPUHbKnILH6n3+IO6SEc0Pw0DXk8hy7myaVGKII4f+yLyrz5iQYZkJxW2n7MqL+Pg1t+Cyadid4KgztbJiRz1ZpXupMvPFOydXyHo6S0rNIVabaXx53QtwuCtJ0T/p/UrYsVI+wYE0NLidkhPqpvWiXnH2AnZ+9yGcTY1ofidiIJsrhCxItLtp/t0SKi99he5ABL+SYOdfl6FFrcBEQfNc5RE5hc8z70lScHlmoGlxUql+ND2OkAwk2YrN4cdq8yMXINiRVaohCTylVTAgSA3HsRQoGRDvGMQhe7CNBDR0zfx8i1xRRCF4o3IFFMYD/yyu6Gvdh7XWNqlcRCY8sytotbxCeKAZtye7jO3sfY/x2ed/jWyM6BqteT+/NRITbJ9CIFllFH+Y2EACKVmGkRobI1U20a4wNJXeofuY983zpuxGKlkU5nzlVHZ85k5muj6NVKC2HpgZUyX+tfj8ixge2kPqxSGEALd1JiWVI5m/qRTIGpJVQ1edWAkx2mZO7pMQcYFhN1ADGpZekyt0Esg2M0iTVGXa+914nQksso6mC3qGXehGjmCN3UK/ZOOHi87n5y/fjjLSCfGHq9+X7oQ4FXJxTcEd8MZxRf5r5C8NzDt2kSsKRtEplYHt27ezbJkp/rZjx46sfW9kQWR3SYhLv/hbXn7oJnZ9+R4cs0qwVboxVJ3owT70fo36BSdQesZC00E0EglxuEsRQsrZVW48auafweY7v0hgVT2yPXdniUy03bbV7LonBBhGltBpPpFz/dgmjqReZuYn1+GsXZ21v3TdbLRYkvY7XuW57+2kcelb0vsMYS66AJauiT8Z2WoSi56QYURrSpHcBLwrSRhdGGg570HCipVyJPJ3JyxxnMCxO7dRf3lhAuoDW45iV6rTjh0BCE2g9MmoIY1UUEMOj5Hi0OAuOiN3M/Mz63DWlBDHII5Z/lJ2SRnBc1O037aNQy/vZubc91Ibzv1sx4udj4fNHkKyOkkle1HVaNY+ISnYHQFsjlJkOf+zKAQWm5P6BesZ6j9KKhFFSNIEkrI73JRWzsRinb6OWRFFQJEr/l2oW3Qqz93x0LScUp337qF+3tsKO/boo1S9Y/GkDqlRyDYFz9s20n7d3dTXvhtbZQSAeOtYdpWBgVoyYmh0TTRgJNsYV+TKkhoPCyVI2FEZRCN73ZSwouBFxpuzhXhEO0DV2sk1QyZcz+tAwkCPDBP3DuAeyL2mp/rtxJ8u51Nrn+SIGuSxjlNB6CRivRhGEllxYHNNLOueLmTZjmKtMjstyQIhSa+7BGL+2kvYf8c91BbYlKT976+ydM1YalWhQZMiioAiV/y7cHDLrZS/a960zqm4YAFtd91Fw+K3Y1H8AIQivWmHFIzoGr34O25dcTn9PdFJRsuNZF8UxxxANxjaPy6gHxy1K8a2zz1yC/H1ZQVnB8sOK54lpQwe3IzfswrB9BwmMi489nmk7L0YIpW1T0/IyHYdq90B8aqssQUCS7dMslYlVaph6VXS46WGYunjVF2iL2yW700GNRxHClp5vmI+F5y1ipnxMO2+ipzyIP9bUSzRe/0oOqUy8Pjjj/+npwDAL37xC37wgx/Q0dHBkiVL+NnPfsbq1aunPjED+rj22wWdM0nEwmp3subc9zDnuDM5sv05YkODgMC1IoTNE0DXDYwMh5TV4cXlqaCQKRiagcXuonH5e9j3vb8y+6pTJnVMdTywi8hLw9QsGCsZk2XTMDB0I6fI+WYheF57mXnfOQvZlvtrLzus1L5tDV0Pb2fX/Y9T4b7M1Ajx6iCDSIIUHi9aC5LNJBYtnk04snBhN+rRiKAxjIFpkIi0MTG1FobHO48jm56mf8nUooSJ7mGO/v5FKioyBdRNJ4/SJ6GGNFS/BqaMFtHho3TG7mH+1WdlEGDmgmog2y3Uvn0FncHdND92A+V15+YRkJ86rdli8WC1edG0BLoRR0ggKQoWmzcd9Z4qgp4Luq4jZxgKFquTUOU8UskIsUgfBibR2u0OvP5yXC53nnGmkaKrm/7HIv+8MfHfyBWTNMGbeM40I+D5WnxP1nkPzEYEpRXL6bh3JxXnLJjymp0P7cZurUK22tMtsYXIvd7rqkZ/36tUryi8lsvdWE5Cf45Yshlr0DRQEl3mOm7oBrrTwLBiligP5mrtnZsrRs/PBRknMk50UiNrmYFAyWrskfP+jCSybeoATz4krf1AMK8QbGun6bCSRQ/tLXcxFN6Oc4YfyWlBCyeIHRiipGQ1oeoTsdgzHHeTCMv+q6HrOnWLN9B801N0PbyHstPmTnp8+y2v4JcqCc0Yy+B2urxFriiiYBS54t/DFbFwJ87aRYVPDPAtrqHthp3EY8eQnA4krFQPHUs7pEYhGzrLnKXc8vhzVJw5NQ+NQg3HUfs17CPFEPGRoPaonpThMMAApd/kg7JYLx3xl/Cc/85p3UfVmxZx4NubcHrqsFKRM0gxGUY5RjNi6CI8EkgXSJoVh6KgWGSSVgM9Oe68PhlqVTSflr4vn28x3Q/eRMnKTB3ibLtivIMqNRjDiCvp5IJum5MhX92EM3NB1zV6j2zm2OEHMJSkeYJmYLOFqFvwJgLVk6/x+cfNtityHzM1DxS5Ynp44yjvvQ50d3dz4403/luudfPNN3PllVfy9a9/nVdeeYUlS5Zwxhln0NXV9ZrG03Vj2s6pTIzvpOENVDBzyQaq5i4lNHMuTn92JFUICac7hD84c9pRoNL6ZTTMvYxdV91P+x1bUaOJ9D7DMOjfcpTd37yf4aeGqVlw/tj4QmC1+NPHdjuDXLPyfWgjC5wmJN5WM4NZX9yY1yGVibLTFhEzeojHzGeuuU0ylIelHIu9gVBGyhETExcwgUDBjY1K7NRipxYb5RMcUvPmhrjuF+czb252hwkhJOrK30Pbr3dz7J7t6KmJgvCGYdD/SjN7vvEAVTNOwmofi/orwqytl4fMuenuMWJv77mT2V88eZKIzNi9lp8xj5T7GM1agmuWXZH1bH+w6r2TZkmNhyzbsNr8WG0BLFZvwe28pwub3U0gNIOyqjmUVc0x29TbnK+7O0zWS9Pr+G0V8d+H/8tcAa/v+/yv6ro0b/3lJF7ROHbH9rxZt4ZhcOye7fQ9fIzKOaelt8uKC0nK7ZiJDrfjnhOcskRiPPxr6hge3E8iZXZpTfaOrbeax3w5l4clhDGRKyRlpPQr+RrKQLAg42Th3Bn85hdvnsAV4yELB2o4Pu3rkDKfsabE0Y3853f3e3joqRinfmAQ70Ww8CfnMuvKE2j40FoaP3siC649G9spw+zZ/j+E+w9Nfx7/Iggh2PC2LyPvsXPwx08QOdydtd8wDIb3HmP/9x7C0eVl2WmXpPfJigW3p3A9qSJXFJEPRa6AZCzKQGcrQ93HUJOJKc6aHBOW2wIgZAlD1zEwmyUBtHkr0cbZLpqQ6A7UYRMVRJp7Ch6/476d+DyLUFxmYDQ1MFYJoHnMd3EpIhCaeb3aWBcDFgmLb3odQm0hD5oeRSOKnpFRm8+uyAcZB1ZRhk1UYhMVWEQJpMzgh2SZWPEhD0lZ9wJgd5aR6DSysqWyMfGD6rh3J/7A0oLmmIlw31G2PHwVkdCLNH3teOZ/90zmX30m879/FlUfaqS1/++8fPdXScWnr807XRTtin8OiplSGfjWt76Vc/vBgwe57bbbeNvbCisJeD249tpref/738973vMeAK677jruvfde/vCHP/DFL37xNY/7zzQYnJ4gNkeAyFAfsUgfqZQKhkCxuLA7A4BkZk4x/WuW1CxmZfkPadl+N3u++ghCMccxUjpOTx2V1edidXizospWxYckjS32hmbwYsUivr76IwC8YAswlLyTyoBrwvXyoeKihXT84R5qq96G7jQXUSky0XgRsoEQZqM8Q5uopVEozj17DqtX1nDO2XPYvSf7JVmWbcyo+CA9jz7N9vvuwrOoDPf8EJIsiB0dou+5I9iVGqrqzsbmtKDFdUBGwo4sTINJippz0xzmnBKxHpSQgXUaz6Ty4oW0/+lO7px9OQf8dSzu28f20tnsLWsqeIxcMHQdpopIjNR5G7rxLwkjaIaBPIUTNS2+PC6T69/QAbmI/2UocsW/D0KSWHLm5zi4+e/s/OxdBNbVE1zXgOKyoUaT9D13iN6nDuMONFG//BJA4I0NERzuJRmYz1CeyjwtGUEJTp5tlAuWgJ2EGsfamaBpAAY6GziGqaGhj6yvo+vtKBKxbsIDDxBtb0G3W1A1BSMu8NtXE/CvROR4FStL9lMX7+aoPUSXdUxEPB9XjD/eY11M98PP4G7MrVmYC/GOASTd1C/UbTq6kUQSYw+wLN5HbbSLFncFB+O9fPT/QfkXLs2Z2SwpMqUnNOJfVsO+r/+ReumDuEqmLicsDfdSE+6gLVBFj7s0a990uSJfRpYkyWx46xfpazvA5pt/TfPA81j8DjBAHYwRLG9g9YZ34Sktywqu+Usq0YVgKpdikSuKGEWRK7JhGAbNO17khQevJxLvw1LqAt0g0TVMoKSBpSe9g2Bt4aLdoxCaqS07nSCDFkkgKzbQDVLJQaxKiG5XkB8e90E++/xvzC7TI4HXLlsJ1fUXcvCnP2fed85EdkwuNRE53E3vE0epbViD5DgAgB7NaPyU5gpzvmWJfvyp4ene9gSoDCJjvtdPZlcUCiNlzk8oEz9reYTndHt2FltZyRkc+umDzP7SqVNmxUZb++h7toX6eevT2/JlN2ci0t/C/h2/YM43TsmpuTvaaXF4Xwcv//rrrLrwO1gd2fZOIVzxelC0K6aPolMqA7fffnvWvzVNo6WlhaGhIb7zne/8y6+fTCZ5+eWXueqqq9LbJEni1FNP5fnnn/+XX386EELgcPlxuPyoqo6umQK4hm5MmWY7FSRZoXbh+ZTULUVNDZsOn1HP8bh2zhbFi81ake62BGbnvVGhcw3BaQ0rKH/f5C2xx8O3oJrm1IvE9XYM2YwyiGSOLkCyeWHTITW9Ra2ywo3f78AwDE4/zSThM05r5J579yCEYGAgxrEO08MvJJlQyUkEjFUMHtnC8J5+kHQUpYyqshUISUaSVUA1RcSRsYoxY0QkRsRqreZz7Bt4gfJ3TO+ZeOdV0pzYxOKW+/nhlrvw6joagh+sfh/3zjo55zmjLXb/U+UaRRTxr0CRK/69EELQuPpSahaczdFtd9Hy8x1oqQSSYsUdmMWs1ScjSTKGDsubX+XCHfdRmVJZFE1x7boPct/sUyaMKSk2tNjEzNOpoEVTzI32877v7mRONMlViQf53tx3cWfF+vT6OsoVhq7Rcuxv2Et7KPnoMqqbVqedHFo8Rfej+zh4/48pd56HxzNWZnBB93N85fDf0hz28yXv4cUlZ+blitVbH+BjW/+YPv47DW/njtLj6Nx+J3pKRbIU9qrXdtt2PN4lGIChkBVYOr/9aa7a8xfkkSLC+uoq6q9905QakIrbTuNXTqXjy7/Atf77eY8zNIOz9zzKlc9cZwoMC8GPT/4IDyw6vaC5vxaU1jZx2ru/TW/HXlKJKLIio1htyIo0QZjW6y/DH6z6l82liP9OFLliDKlkglt+/BkSoQShd8+lotSTtT/S3MPTt/+AkHseq8//+LTGDtWtpP+lZkrWNEx98Ai6Ht2LLzQfAMPQCIa7qAv3sLl6CZde9DOqhztodZXTZS8BzcDuLqOm+u3s/uqNNH5uQ84uf4ZhMLSlmc6/bKKq7s0ISSBZNZAEcsqXVpjVM7jigo5n+NL+vyJjcEqJi8hgFIuvsOZGAImuIWTJPN7nN6gvDyCQp7QrCsFosF1IE+26MbvC5IrRShKvby7J3i72/c+jNH3mpLzVGMMHujj046epnnlhumJCIKHIuSU2RqGrOvtf/RWzv75xyiZQntkVVL9bY9edv2TpmZ+b/GaL+I+j6JTKwKuvvjphm6qqfOpTn2Lnzp3/8uv39PSgaRrl5dmRzfLycvbs2ZPznEQiQSIxlvY6NDT0L53jvwtmGWAdqWQ/8WgvmhrPch3Lsh2LJWCKE+p6+uV5fOc9GYPK/l0Ml02v1lwIgWyXMQyNVGoA8CFy6ZWPvre+htzhe++8LP33UadbScDB364fE1lfvuaXWecowoXfvYyku5sJExrhDEmyYhE1SGLMWBhNDzZk8zoprR9baOa05iuEQLZKXHjoIY7aFBbGkunuey9WLp4Q1Z4AbeoodxFF/F9AkSv+M7BYXdQvvZCSgcNoagrDMAMho9zgjQ9x4Y77qE6qLIomkYDPPPsbNlcvpcuRXXbl8FQS29o57TkMbW7h8t42hCToU2RmJlSu2vNXnvcv4Ihkll0ITWAYOkdaf0/ZxZWUnjxRVFu2W6g4ZwGhU+ew99sPYQzreD3zKUv2px1SYHLYJ3f8Ge75JtTUTOSK1laofytkHP+VwzfyvG8eA64NHPn1JmZ+bP2E649H+EAn8e09hGZuIEoSJLNDE5gZUqMOKYDHgMCqChRnYY0prAEXSp0NrfVppOr1OTVPQpHetEMKQDYMPv34r3hpxnJ6fYWVn7wWWG1OymvmMzTYQTI+wHghTIvVTklpFf6SwjPOiihiFEWuMKFrGjf/4BPYTg0RWlGX8xhXfSkNnzqRjju3s+n2n7Lmgk8UPP6Mpeey+f6vFeyUMgyDnicPMXPpCQCsaN3Kj164HY+mownBD9e+n/uaNpqB1cyuqME5zLB8gMPX3IThDFN29lzsFV4MVSO8r5vosztY3qSzeON6tuxzAjpCgN1nZVDPMLlH3sUrBgbSDimAT/ZH+NJdrxJ417qC7739ju14HKbW1de+spF1y9fgcbkLtismf04jf8lh4ojM6hAZMns6hcpOxNLnZ8eV9+JeGKTinHlYgx6MlMbQng467tqJiNqomXURim0sg0lRvGneyYf+Y9vxLi8ruNLDt6ia1pteJTzQhrekpqBzivjPoKgpNQUUReFTn/oUt9122396Kjnxve99D5/Pl/6/tnZ63Xb+N0MIgdVWgsfbiNs9E6ezGoezGpe7AZdrJtaMkoZR5Oq8ZzWMdMbOdDC6GCuHEvjvdeLYlaPU43WkWH75aw+jjmR+jUbPR/9UVZ0vf+3hnOfJOLFjChrKOJGwIWFDkTw4bZU4rVVZDilz4JE/RuYrhIyhTT+jTTZ0JOCYVSYlxrZVD0/fuCuiiP8mFLni3wNFceANzMHhrkaWM2rzhKAuFuf44ThLRhxSMLI+DXVMGEdWbFQYJQzvn7gvH+JdQ9gGdYIjmZ/66BqITk2sC/sBG4H73Di32+jueQL/qX5KT568vFm2Kcz92ul0x+9FU2PUxbsncBiahrZ338htZnOFtmcv45WHZXRq490EvCswDoQ49KtnJ13vh3e1Mfzdu1nlWz6W1SqkdBlIbawra04/KnHhvmjlpPc1Hr5L19Bx7CkSydzPO5/AcPXgsWld57VAsdgJls2kqn4J/lA9/pJq/MFaymvmUtOwGK9/6kYeRRRRKN6IXPHyw//AWGDDn8chlYmKCxbRk9hD95FdBY9vc3rxembT/cjego5vufElvMEFSLKCNz7MRbvuxzGyRsqGwWc3/Y5QpDfnuU5vFXMWfIrq0jczdHec9usO0fG7oySedfLxd83io5d7sVrH3sFlq4ynItuBYj9sJXCfm7mbB7PW1nMM0J/Yg54sLItXiyUZ2tqJw10NwF9u2JKmg+nYFQCp1DCdPfdzuP2XHGz7KUeO/Ybens3oWp65TBGL95csYfbsq7B3LMZx+6OkfnEz7f/zGP23D1IeOJvqWeejWMcynSTJgtUyRXAb6Dj6ABXnTq/TYvlZczjy6u0kYv3TOi8ThmHQfWQPh15+kkMvP0VPy4HXPFYRuVHMlCoAzc3NNDQUnhL6WlFaWoosy3R2Zhv4nZ2dVFRU5Dznqquu4sorr0z/e2ho6P+ssTEZZMWBrDgwUiNdHvI4mXJ13lscV3n+QDeO6olOrHzQUxp6fMRhpBoYegzJmJhSaoxmSEnm9VQ1St/gc8TUZnQ9hSy58FmX4/HOnSDoff+D+zl8pD8rgjGKy674B3v25hdUFAgU4UIhM8KQRJZSaPpEpjBG68FVc59dqSS8vxtn7TREW1MaatwwE7KEoEeRqUxpaEKizTN1FFnTUyT7O9C1FFa3H/s0BGOLKOL/AopcYSIZi9K+bzvxyDCK1UmwbjZ2l/efNr4QEjZ7CVarH13VTC0RSSYmleEZJ8agCYk2b+5nUll9Boev+x3uay6dUovEMAza/vQspb7l6IP3IQGjy6qGRKujDEkVoAp0VWcw+hKLzjt30jFHIVkVKi9ZQPftD9PsXj+xwykSn/zlXn5+ysYJ537yV/v4fzmOb7Gb2UUVwXPoO/Q82z5xJ4Hjayg/fS4WvxM9pTK8tYXIrZup7Q3z5ZTOta5yjJEgtWx3p42ZFkdZ1px6rQrOaegRAjjrS2nWYnjVQSyaH4ucff6owHCmY0oTEocdPo5uu5Oe9k2mrokwn3HFjBOoWXjaBJ2Q1wNZseDxlaGMlO8V23sX8a/CG40rXnriNmqvOqHg4ysvWcxLv/8Np737+whRWEbmopM/yIt3Xo2W2En5WfNzykYYmk7LDZtJ7IOq+WtBCILRPiqTapZBbAZbO8zSvTxwu2ejWH2o2sCYhqwwSyItiunIkbDjq/MhKRLCMhYYEKpAqIIWa3nW2ioD3+uN8IH/eZjGq05HUvJnDekplT3feZCAZ216rX7l1U4+9JF7uPEvb51wfD67QtPitPXcjOEdovytc6lffjJCkdEiCboe28+ux5/B71pA0HV2lsZe2q4wyMqSyoQkyQSDa/nM+17FbhviuttO4FD7RCe/JFlxWGuRCtCT0owI1pLJS/zGw7eomsP3byYy1IrN7kGSCteTVJNx9j5/N/tfuR/7LB/WKjfEILFjCLU9zpL1b2LxSecjWwv7nhaRH0WnVAZ++tOfTtjW2dnJH/7wB84777ys/Z/4ROFppYXCarWyYsUKHn30US688ELAbEv56KOP8rGPfSznOTabDZtt+mKt/1chRsWu82C0897nX/69KVKIQG04j677dxI6sXANpZ5nDuB2jEW4DfJEmUfSV3U9RkvHraiOXsovmkP14lVINgup/ghdD23l0Kb7CTjXUeJbm3OY0bah02kfOh6jQoRGDqeUbhsR0xvROikJruXQ/T+lbOOcgsfveeYATt88bgvauejQw6SEMDWlRrrv5Zq1kAXRwVba9t9DNNmKs86PsEgkW6KovRpVTWdQ3ng88iTEC2MigP9JbaqigVLEKIpckRt97c08e9fv6OrYh3tJBZJLwRhUGX60C6+zkiUnvYtA9etrjDAeQkjp5gc97lKuPfEjXPnkr9IitT9a9wG6XcGcyqGxsnksbZ/HtqvvJnTVuUiW3OuQoRsc+8Oj1NnshION3GJs5M2tj1GeUtGE4Htz3kmXfSzoER7ci29FxbREd4PHz6LtpttpLVnJtxvexlcP34SMjobEdxreRp/L7HA6niv6XEG+0/B2vnL4xqzjM8XRg/7jCXhX0fvq0xx4YRO6EcNvJDlhsJdzdQOPJHFL9ckMKm4Mi4ZQLMgZHW277CV8f9E7+OL2vyGj52PDySFId21NpfqxWLOdST3eUq7d8CGufOrX6c/u4oUbeOrVn1F+zhzmfuyUtIGmpzR6nz3Ii/d+kbrZ5zBj6VnpcYpcUcT/JhS5Atr370KpdRbU/XoUjqoA8WQfnUe3EapejJCmPldIMsvP/RIHXriJHZ+9k8Dx9ZSsrUd2WFHDcXqfPMjAy+2UVC+lZuGqdHlbr6uE6mS2V8UMtuZ22qWvJwR2Szm6HCCZ6kfVw6RUK1YLlPkFdqWGyniUBS/10D3bhexUUQezn2uXLcB3m97Jl/bfkF6/tzW8lRJFYs/X7qPufWtwz8x24hiGQXhfB4d/swmvvAynZ6wkTcaTDoAXYleoapTmzl9T//Hl+BZUZ+1T3Haqzl9E5XkLabtlC63P3kRNxVvT7/qjdoVIiKySbMmmYuhKOpVYCJl1izR0QNeydbgkyYHVEkCR3AV9xuaA0y9RkawKupbCwCAe68VtqSqIK+LhQR7+4+fxbqxi1jc3TtBn1OIp9j/6DLuveYBLP/P/sLum5ywrckU2ik6pDPz4xz/Oud1ut/Pwww/z8MNm2qMQ4l9CHgBXXnkll19+OStXrmT16tX85Cc/IRKJpLtmvFbIIwvTGwH3NZ2MJxnmI9tuQsbgyj2387e6uQzt68A7e3KSAdBVjY67t1MZuii9LZcGBpgOoFQ8xr5df6b2AyvwLcp2OskVPuouW0XtO3QO//p5Ovf3U14y9gLd1x+jpydCR1eYO+/azQXnz6OizE1ff752qvkhjURhdHWiIaS7RtrPjnT6kBU7Vq2Cod3teOdNLd6qqxodd+2kZsaboW8/AlO7ZKrl9Oiu2xnWtlLznqW4GrJ1vdRogq5HXuXVe+9nyRlfxubyTzmPfxWm6pCRPi4HgRQ55Y2HIldMxL7Nj/H0/ddRedlymhqyxakrLoBYWz9P//kaZs89l9lrz39dc5wM988/lc11S6nub6fVXUG3I3+kW8iCjqXvw3/4UfZeeTv+05soO3VeurOSnlTpfmIfQ49t5+KNBi7/Mu57BjYHFzDwZsGqYIpXn1lJc2d9ltMrmjqCf1XltOYtKTIWv42UPsytoXls8n2L2ng3LSPd9Mom4Yo7Q8fzvG9e1vETxpcsBP0n4KYR2RNGshgcGkzw10iEHouXQetIJpvDghwKIPdll4Bv+XKQKx1vRv6zj/ZXnmZWLDllB6pMJHvDKBazVEPVhjEMDTFOQeL+uaeyuWYZ1eFOHu3aQl9pG/Pfd/YEo0GyyIROmk3pCY0cvu4Z9JcTNK56U8FzeT0ockUR00GRK6Cr5RC2mdPPlLXX+gn3d2FztuALFpZVJoRE09q3U7PoXI5uu5v23+1HTyWRLDa8JXNoWn82whAYGZ71uG8GfzzuA1z5zJhD/Idr32cGM0ab9cgib4WGJFmxKWXYKKOmtJmTlx2mr0/C9veXuGrnn5GfNtAlwY82qNwinTnh/Dsr1vN8YAG10U5z/bYFCAQjOF2VHP3pYyTFs/iWVqG4rahDCQa3tGOhlKDnFKy2TCePQME7LbuitfsvzPj0Krxz8ttGQghq3rKMltTL9Gx5glDIbBwyZldkL2zVb9uPq2mAY7c2MbS9HEnoBLwx8/uiNeCyugEdIcsIIaYdQDBUA8MwsrK2pkJyIIpiM/knHu3D7Z3a7lGTcR7+w+epeO9C3LNyl3Cb2pALGaxr5e/Xfpp3fulXIJu8WOSK6aPolMrA4cOH/9NT4NJLL6W7u5uvfe1rdHR0sHTpUh544IEJIoVTQRKMpJ8DOujGa3NIyZLI2/ZV+ic5uiZb7F8LQtFePrztJqQM4deHju5hzv+LM/PLJ+Koyl/GZ2g6B3/2EKHauciqGdEwdMNsi505RUka0fEQHNh9M3UfWz35oi5LzPzIOg7+/Gn6m18m4F0BQFdXhHMu/AuplLm433r7LiwWKf3vgiHpSNYRp1RyYrRf843Uyg+PGQHVFRfRcuOPUD5wCs6a/Iaboens/9Gj+L3LKdGTXHToYQTgV3WkSYTOW/feRTJ0iNlXnJqTPBSnjarzF+NbUsXWn36b5ed8G5t7elEGMDvJpOeq6xzd+QLNu58mEQtjtTtpWHA8jStPBmWEKF7nai9J5u9q9DdWxBsP/41cgWQg6eI1ccXh7S/yzCO/ZdaXTs2bbeSoDtD4xVM4+NMHUWwuGpZsRJIkdD1P3n8OFMoVPe5SehwlZlZtAcdb6jfSWL2ejpfuY9cjD6br8oyUgds9h/NOWcm5p+xiy75o+pxEsIq9K1MMHrVDZ3YWr24kka2enNeaDJJVwdBVVGmITmt9lnNpKq7osgZyOqOyxhcW7NRgcXaT0obpF1b6nb6RfXYU4cOoVFBlNc0VowaDNRhnwOviiHcebr9O96N7qTi38AYiHXfvxB9cYv7DMEacUhM79/W4gxyM99OlHKDx/SdPangIWaLhI+vY/71HCHUsIVA1eSv5TK4Y25Z//CJXFPF6UeQKU+ScaWSNjkIoMoauk4gPYegqZnFbYbA5PMxYcgHDA0fQtIymGJDVzMBmC2KzhLhvbjkvVi2heqiDVnc53Y4p5D5kyWzeMw6dveZ6Wmd0cdHOJ9NleZJucOWTt/HkcavpspdMqPjosgXosgXS+oCGKuHwhGha9Gb6W3uI7mpB1VJIspXykpVI0sS100oZEpaC7YpYtA3rLGVS2yUTNW9bzrbnb6dEX48s2VD95nhK2PxcMrlCSKAOm+/cZSXDyJJBSpXoH3KOrOly9to+je+Hxz+XoR1t+BYVLlre/cg+glWLAdD1FLquIsn5O8dKksSu5+7Ge0pVXodUJnyLaojs62bHM/ezfOMFBc9r7HpFroCi0Pn/SnzsYx+jubmZRCLBCy+8wJo1a/4t1y0kjTDfMaNpkP9pCEnkFDsPYXBe2dkc+O5ztN+xFTWayNpvGAYD21vZ9fU7KGt0UbZoLI1VFk6kPDXtkeEj2Gc7C17UGz5wHL2Rx9CNVHrbeKIoxCE1PrJg9SXH/qFP/FmrQdPwU/rHSN0RUjjpO+tp+d2jtN26BTUy8Zn0b2lhx1V3YY804gvNozQ+gAQEUxoufbRLkk5NpCvr3ESkl/7IS9RfsWbKaIarvpTKd8zjwIt/mfK+88EwDHY+/Q9u//EV7Oq4A+u5LgLvrsN+oY89Aw/yt+++i+fu+A2Gnv/ZFtNoi/i/hv8NXGEYBo/c+CMaPr0hr0NqFEISzPjYerY9dT2ampz02H81xq+hsmKlqu4cGuZeTl3Dpeb/jZdSUrGUwahpoJQFhgGwSCXIcdMJb6uIMh4ybhL9E7dPBXU4gSRbMdDQmXj+P4MrLN4UFsWN01aJw5iFXczAIWZil2pQhActOGJoZHCF7EyheE3OSnY7KQmtYuipfZOW0mdCT6kMvtqOKziDQt632/bfSe3lKwqKhAshqHnXCvZs+hO6Xpg48GR4Pe9BRRTxvxX/Sa7wBstQu6af/Z/sGsbm8mAYBrFI37TPVyxOvCVjTTFGKx6EkLHaSnB7ZmF3VKTXmW5XkC2VC8wMqQxMJ5OnpdPkihnxYxPsENkwqIl1FzSOGOnOJ0kSDrkOr2cuLv8MHJ4qZDnbHpGwYKMShbGgbiFc0Rt5gqpLFhQ0HzCfQ8m6Onr6n0Q3Eqglpl0hZ3CFsGhYSuIAJDrNbrR1FaZgfFtXAN0o3O2Q77lXzTqLjjtzd47MBUPTGXylHd80pAMMw+DQ1gcp3VD4OWVnzOP5B64nMjz2XS1yxfTwhs+UOnr0KHV1U3eDGEVbWxvV1dVTH/h/DIVmPUWH+tn62K10te5BTSVxeoI0LT+bspkLJ44pTz7mZNcUshl1ToR7iQ/1AgKbO4TVmjuTJjOCnkvsXBMSAyWNzK1cTs/WZ9j16APYQhb8lTJ6QqVrfxyHpYa65euoWB0m3hFPn2uRAhiKgWBclF6S6Bl+jPqPTrz3vPdsVfAsKmXg8GYCntWIAn+CaipM39CzxNSj6EYKRXbhs63A61uAEFKawLREhlE4EhXWbTraSETD0pPhlKoL4yx1suEL5/PKd6LseuJB3OUGrjIbiYhB/+EoDnstlWXnYrF7THFzux8DmJkYc6qNCp2LDMdk++EHqH7LwoLTa/3L6mj9253EhjtxFCCaDmOOUMMweP62H5Io62P21adP0HFxXBCg/PyFdD2wmzt+9lku+dSPUCxv+KWviGmiyBUmxq/bR3e9iq3RV3Apl6TI+I6rZufTN7Nww9sA8U/hiteD0SwnIWQc1lpS2gCp1AC6lMTQDTp6fQgBC2YO4bJVguEh3m6uqY7a4ayxDMXAH1jKsQdvoHTtrILnkOwLQ8IypgdCMt39Lh80LU4qOQgYKIobxZLNj7le6tNl3ikJIWTTTBvlCsVALRnlirE10lEXBiDR7UBPykiSxOmr69j850cofXfuTNhRGJrOvmseJVhx/Fg3KFlB5BG0TcaGUJVB7OW+nPtzwVlbQjzVQ2/7dkK1iydkEbyeoFnRqChiuihyhYnRdbth8UruveEajIsLL7lSw3H0QQ2b24uuGWiaGTSdLldkNsUAU4oCw3yXfy28MV7XNs0dIzbIoTazwURoeYK9wB4gAYSA4wS0OkLpc/PZFeg6yX4H9rIIALIdRKIMixFEZQidBAY6AhkZNzJjHeymg6ToxlU/Pedk6ORGDr+4hThNpIJBBCLbrqgJIyRIDVrRIlaQoKnODFofah+7d5FDzykXX4kca7fdHcSSKKPn6QOUnjB5dqxhGBz+9TOUzRwTg5ckGSFyB9BGuaK3ZR/2Rt+UgbZMKG47wi9zcOcLzFm6HouncA4rwsQbPlNq1apVfPCDH2Tz5s15jxkcHOS3v/0tCxcu5NZbb/03zu7fg0JSBWPDg9z9i89z268/QX/9UQJXzKT8o/OxnuPi1V1/4I6fvI+jO57NPf54PYgcKfSZMHSNzv3PsvWhr7Fvz0/pMu6iU7uDvTt+yI6nv09f27a0QGEujIqdj4qqakLimqXvodtRgiQplFWfROPcjxFyncmnTovx9UuTLF96NqGqDRA10zStoThCNpD9IeILJYZXRRncECFVlh2JVeUBHFX+qR5fFspOm00kuZ8ExzDGt/4eB02NcbTzz7Sl/oj3bYLZ1xzP/P93Cg1fW4y6bCcHj11L3/AzSFYdw4DU0ERxymSVOWe5X0JKSumF3zlzEIBEW4BQ+XpmNX6ET7/ZzxfPibK6bg51M99GWc0G0yE1gkGrhydnvQn/SMWNJqS00PkoDMNgaGAn3oWFv2QJIQhumEnrzodIxKYXEdv+xA0kqwapfuvyvMLCQgjKzpqPWGrlob9ck3esN3LabBGTo8gVuX8fLz7yN4JnTE+8vOy0eRzd/TT9PQcxMsQ9pssVo/hniloLIWFVSnDaGnBY67Er1cQSs1k808HqeTB/humEijabGin2qgiSTUX1akQWxBleFSV+uh3hqCLZHyn4usfu2oHXUVg5XDRylJau6zkavo6B8vsZrHqQduPPHO74FYMD27Oeada9WTRk2whXDNgn7E9VqiCBNCwhRydyRax5jAs+/A4n71rUQ/OPHzIdajkQ7xxk97fux6HNxhsa+45YLN4J3WhHEelrxrto6nKJ8fDMK2e4p4XwYGt6W6EOJVHg9ywTRa4oIh+KXJENWbHQtGg9g1tbCj6n88Hd1M1fn7FlPDe8Rq7Is+4UglC0l2VdOwlFe/MeMxBx8Ye/66z77DBnrpvLVR86ma994jQ+dskqGueUs2XoUeKOwTRX5LIrADAEatR0rivuJGAGTSwigE1UYJeqsFL2mh1SkNvhMxUUtx1NS5DyJzGSYaSoQB7K4IpZQ0A2VyyY1Q7AniOV/zSublzxfnrv7qDzwd15nYt6UuXQL59GGSqjtGFZervNHpjgHB3/fYr2d2Gtnr6ciL3aR6S/j57OI2NjF7miYLzh0wV27drF1VdfzWmnnYbdbmfFihVUVVVht9vp7+9n165d7Ny5k+XLl3PNNddw9tln/6en/G+BJAlTiwqDcH8Pt/zwo1S8ZwmhpvlZxyluO64rStESKjt+cQPR4W6aVp2Xd0x9Cn0PPRVj64Pfw7XSQ+PXjkdxZ784J3rDHLvtIbpfepKmFR/GfIOW0nXYo7iv6WRerFjEgu59AOwIZHvTrUoJksOC1V5FabCTptoeevr9qINW1KiCvQTcc930VsugqVjbLCAbhNfGcL5ix9Y6Eol9LYu614FuJNBJohPNGw1XU2Gau37DjE+uwjsvWzTXVuqh9u0rqLl0GUd+v4mWQ91UVpwzVrqXQdDJepPwbG2Z0WMD95wBACIHfCBJeKwu3nJ6mOZOC39+uHbCi7os2bDaQuwpL+MbawIYCHaVz57QeU/Xklj89mmJEAK4G4MM7OwhFjmGzeFHKqATh5ZKcmTXY8z57kTxyFwo3Tib/d98kMHeToJluYWIi5HxInKhyBW5Mdzfja98ek4pxWVDN1IkExFikT6c4/ToCuEKSRJoOgx3H6Ftz33Ewp1gGNhcZVTOOB1PyYz0C3A6Ep2DK7J0qsbphMiSHUk2Hf37j9ZSEdzPsrlH2XW4CnXYQaLbji0Uxzp/kN6AFTTSXOE+71Sab3uCxnc3TdmFb/hgFwObOqiqPg4hhCnimuP1zDB0jvXcgVHTQ93Hlk7QAkwNRjl21w6OPPcM9ZVXIJPJn0a6zFuLKxg5ucLMgLW1Zl/bPXsAgMgBP0gSsqyxqLGNtYs8PPnqel761rNIfo2S9fXILivqYJzeZ45A1EawYgNOX+ZaK7BYxvRahCSyjCNNTyLZC49Oj0KyK2iDSZLxQTQthSJNnrk3nXU+r2xBkSuKyIEiV0xcwzdceAW//+YVOGpLsAUnN/aH93YQfrGT+RddDJhrhGKZ6ETPdZ18x4yXfxpdc0YdGplcISSBQTZXnHPwcT734u+QMdAQXLPivdxTtyFrTMPQObL/T/yPu4TSD5xOzTj7JWAY9O/oZjDehyJ82I85c9sVI1AjFmRHCtmmI9k19Hj2ujxVN/KpkCd2MSnUaBJJspAKqeiRYayDwaxGUO7Z/QBEDvpBkhDCYMls0xm5bX8eDahx/JjPWZbJFbJiYcGJX+DollvZ/sCdBNfX419Zi2y3kBqK0f3oASJ7eymfeTzB+YuzHEN2ZzDn+NkXe21ru2GYQfBkPEosOozLbQavilxRGN7wTqlgMMi1117L1Vdfzb333sszzzxDc3MzsViM0tJS3vGOd3DGGWewcGHhJVr/lzBV2Z6h69z6k09T9eGVOGvzi2HLNoWZnzqRgz96ALe/msqm5dMWQdc1lS0PXk3lO5vwLcqdZWMLupnx/uPofmwf+x7+FU0rPpLX+bG6YzuffymDRJZdwd0ZJKLIHpKJeaya20kk0s3mnSsROlgSMwg2DXC414rULXBtcyAPjZbCGaSqVaytirkQvwZC0OMphDDJR2Uop1PKMAxauv9Mw+fW4plEZE/IEg0fOJ5Dv3yarqNbKfGvztqv+jTUUg10sLVY0sRrrw1j8SfRExLRQ2aK6Yp5zdSEDBTJRzQyD6scw0BHkmUUxY0sOTj36FN8/uXfp5/pD1a/j3tnnTxu7vpri4ZIEgY6GDrJeD+KOzTlKYe3Pob/hLppOcBKTm/kqduu46zLP4vdMX0x4iLemChyxSRcYTA+kF0AzBPi0d4JTqlCMNh5kL3P/xpbjZ3yd8zFWWM6xmLt/bTfczOxLWEaFl6Gt3Ty9P5C8dLuGZywbD9rFx3ihvvNLqvhPSXYQu30zdCROidyBXUr2fOtf9D0+ZNQXLlbrA9sbeXIr16gsvzcsfI2ISEbE3nhWM+dOE80qL54Y86xLD4nde9axcCSVpp/9TtmVH0o7dxXXKqZUauDGp7osNHcOqlyMwXW1mIdE60ti2Irj2GownRKAYsb23A5kvQPOxjW1jJ77hoGh7cTeeIIupFCljxUlJ6LYnNN4AKbrQJZyt9uXrG5SfUn8u7Ph9RADMXhMFt+R3tx+6bZ/TDDECpGtot4PShyxUSucHoDvPVTP+amaz9N6K0L8C6snvDeZmg6Pc8coO/eA6w8/wNIkoyumyVuDlcJ8J/pIh6K9qYdUmA2T/r8K3/ghdDCrO6uRw/9Dc8pDirOXpFzHCEEaskC7JrK0G//gtv+Tqz2kol2xSh0CS1iQXGnsPoSxJMy6NnP7PU4pmTVQ7xzeqXSfZuOYHVUmdqDySTW5jE3gsUfx1EbwdAhvNcMPMyu66DEG+Vwi8RDT7xCNH4PuqFisfgIhU7AHZg1/VeHEQhJpn7xW6iefzbt+x/k2PbD6FoKxeLAX7GamhNrkccF1x2ucmQlt4MzE55gJYlXh6Y9p0TrAK55ptMrPNSbdkoVURje8E6pUTgcDi655BIuueSS//RU/m2YrLPeKPa//BT2xf5JHVKjEJKg/gPHseWa31M+awkgpclpdOGUZDOqkYu0Wnc+iP/EUF6HVCZCG2cTPvAc/ce2UVK1ZOL+aG/aIQUjJLLlj2waRyLPbWvkQxc/yUUnt/OrW7yEw1Zi+ywcmwMJSca714ocHlvUREqg+rUxwcSUjdRQDIvXMeWcR9H3QjM22Xxh1skt/hgNH8a12DOpQyoTM953HNs/dTd+77IsPY3oYvPl3tqmIMWldMGub5kptji8pwRDlUGCH376HwCUBYZQFBfgyqr7DsX60g4pMJ/p5zb/ns3VS7LK92TFTmpwTJOrUMSPDWK1mQt4It6P22veuzSu9jwz4nBkx6PUfGYZ00HJ6gYO3PMQHa37qJu5ON2VLxOyJIqGSRE5UeSKbPhDVcTa+gviiFGkhmJpsVY1FUNNxZAke06uyIW+1h0c2Pp7mr5yMhZf9trrqi9l5kdLUcNx9n3/j9Qk30KgfPGUc5rq5f65bY18+u0Ps3TOUbyuKEMRJ0PbS0nOjhJHwXfAgjSOK+SQn1L9bHZ/4S5sdTYqzpuPNejGUDWGdnXQ9cBuLLqfysrzkeUxR42CB0mSs+YTjbRgVHfndUhlwr+4hvgFg/Q8+CRlpacgWTUUr5klpYZtOZthxOYkQYDlmIIcyeCK5SZXhPf7zUi9BL+86gYAAp4YCAkB+PyLsLtCaMaIQPs4Z5QQMnZ7ORZlcgPIW9bI4Sc6MN5ZuP6MoRsM7+pi1plmm29dy+/UyuSPf0a2VJErisiHIldkI1hdz2VX/ZZH//4z9txwN77j6rBXeTF0g+jBPoZfbaeyYTFrL/4YQlHS65/DZUpv6COZS/nsiskgJGnSRjeToWZoYvMk2dCpCXem7YnY8DG0QBcVZ5+Sd5zIkBM1qVBaNYDzvcvo+tHNVM348AS7IjOjV41YkWwakkXHGoiT7LUzPgL0Wh1Tpe6TOHbbMzR8+PiCjjcMg+5HDxBcfS6qAHlQQhkS6en4lvcAED3sQwubelL/87Hfce4Hhzk07MD1JkHFnBVIikSie5jO+x7i6NY+qmsvwF+WbcdNJ7BtsXqomXc2sWgLuqEhjWReZfGHEDhc5bi9ZlOq8XbFeASqZ5G8M4KWUJFthblKUoNRpIiE2+8HQFNTWfuLXDE13vCaUm9EmK0n8/8wMh3LLz50A6WnzS54bIvPAT6d1j3PFtQJJz0PCToOPkbZqXMKvlbVxYtpP3Inmma+BGemfObqwGd2ievM2nagdczps27JAZAkYs1ejraUUVnWT3BmPwKBkAS6YqC7deRBCWNEWLzEtYHO+3YXPGfDMOh98hAef6NZpjHy33j0xp6g8qLCu2JIVgXP4hD9w5vRhRntVgMa6kjk27HflnGshm+ZSR6Dr5SBJGFRxj6rvz+yKuc1asO5n2n1cMYzlSSEEDjs1USaewqeP0D3IwcoqR8xHo3CuiipqXjeDIR8ELIEAjRNZXCgc9Jjp/qtFFHEfzMK4Yrjz3wXvQ/un9a4XQ/sombucel/67pW0FwAEtE+9r/8W+Z89dQJDqlMKG47c756Oi2HbyI+nNEdVJIm19LIU2rX1h1g39EyFNlg46q95lzaXTQfNbmitKk3J1e4/I3Mqr0Sb3gdx37bwqHvvsSRa7YRflCluvZ0qhrXY/UKGFlbBRYsmIaOkET6/97I49S8Y+mUz2kUZafMZTCxGU0exFoSRwjQYgpaLOMFe4TsNY+WLt1z7Btz0gtFx7/CfHajXCGJMcPusZfmjg0lFBzWGpy2GVgUP7LkQJbsKLILh6MKl2NWtkMqjwaMJFvwBRYwtLOt4HsdeKUZf/mcdMl5Lk6dTHNGU1OE+7oY7GojGYuOHJ9DJH6SN+YiVxTxRkahdoXLX8LZ7/0qb/nUT6jRFmLf4cK528cM12pOeufnmX3cmSjWscCqxerEE5ieCPzoPIQ8cU5CNtdTwzAY6jxA+55HaN19P52HnkNNxsYPhJAFrV6zeVImNCHR6h3rut3Z8RBVb548822434PTG8ViTeGeUUrS3kdUP4ru1lGG5bRdMXrtkRmTGrRj6CDbdKyBBKNcYRgGkfARWrpu4HDHLzjc8Uvaem4mFs29dmbyiZAELvdMwtsGiLUPTDrvUXQ9vAebtRq1eiSLts0CjOhJSQb+Veb79ChXJGK9nHLFIB2nn0XoyksoWTkDi8eO7LDirAvS8KHjmP+DM+hOPUB321PmHHNxcwF6YYrFhcc/B5enGllxpMvvhKTgcJfhC87BVWgTpZHrzV55Lt2PFN7lr+PuHcxZefLIdfNrFRa5Ij+KTqk3EKQCvLRyxn5d04ipQ1h80xPSC26cRfuBlxjsPVLwOUMdB3DO9iNZC0/eswXd4Eox1L8XTcvOzBntwJcJs0ucSSJjGUASv7/TFFM894RtACTKVPSkRGlwiOD6dhAmAailKrrdQAnLCM083xdYRN9TrWlBW8Mw/8+Hzgd24bDUp8UWhTA7GY0nC1UZmlZKLUDZqU2EE/tJGMfQDZ3IMvOZWI9aUAbHNDr8azqR7RqJLke6dG/DclN7q6vPwy/+cWrWMxpFizvfM81e6IUkqGo4l2O37Sx47tGjvViED8WWbWTmMyRGoxySkDHGiwUUgNEIyvBAF9JkH1h6HgK5SCJFvEEwHa6oalqA1hpDDReWHaklVAZeaBnXsXUyYyZ7DWjeeifV71xSULc/2aZQ996VHD3wj2mXF4oMw2b03w9uMud87glbAUiUq+hJ2eSKdcdAHoluj+MKIQRe1xLKyk6jvOxUyspOxhdYgpFyYRimsaG4U0jCio2qCZ2BNC2BauuboCE1GSSLjHdpBWF1M5oRRUvKI40wMqLxmA6cyLIESGBpV7D0jXGwb3kXilslNWAlvNe89trFhwAYDDv45u8unHBdWbJht5TjtNfjtM/AYavFovhyCgxP6Lw04hCsmXs+LX96FTU6dRlfajhO699epXruWLRfki0Zf8/hXBrZNnCsmcdv+C63XPseHrzzazx837e55Rcf5O8//CiHtjz3mjIrJFHkiiLeOJiuXTGK0sqZLDrxfOYcdyqzVp9I2ax5E4x4m8NHqHJ2Qfqi5lymNmkNQ6dt90O8+sBVHIvegljdjOXEbpJN29j18nfY/8qviA1nByu7nUF+sHpc86TlV6QrBIQkiCaP4m7M7/SIRewYCJyuaFquqOTs+QzaD6PakshDEuXRAVYM7KUs0Z91rq4JksM2kyscGtZgnHB4Pwfbf8JwzRPUfb6JBT89jQU/PZXqK+vpL32AQx0/IxZrzbIrxkMIQW3oMvZ95wlibf0T9mc9gyf20XXnYZzHLQfJzJKyDXvT79LexT1Y/EnUsIXhnUF0XeVY+y9wffACXPX5y/Nlm8LsL55Cv/osQ7378h6Xr0tfps6UEBJWewkefyP+4EICpYvwB+fhcFekM7NhartiFLNXn0N88yCD26cOkPQ9fxCOpKiZO5aVbbNP3j23yBUTUSzf+y+FJASSGH3vNEXLtUk6vUlCYOr6jR2TiEWmnYUCYPE6CCf7SSXDpJIRZCW3U2s0BVeSBNH+DhwN06+9ddb6SUb6STi6cDrq0ovTaAe+z7/8e2RDR0Pwq/lvMVNtx6W53vPMEt593rOsnN/MjKoe9qpejLiMrIKtLI53SQ/9e4IkK1UMDGzNFoQs0DUdhKCm7F3s+c7fmPmFs0gaQTRNxmpL4gtm1yN3P7mf7rubqagcE7XMJ3Kep1vppFDcdgwjgWEkic4aRCtREClw7TQ/QyEJhFUjeILZCaPvmSowzNTbi095ZeRZLEY38hC7JLip6SzeeuB+ZMNAExI/XP0+U+h83GLuLqlHHPLS/eR+QidOLoKcGo5z8CdPMWvF29IvN+NrvkejCuNLL0K18xnc3oZ/aW2BTwkizT24vObLhKamSCSiOF2egiIXkhBI0ujvS6R/Z0UU8X8VY99h87v9Wrji7Mu+xJ0/+jozv7AR2W7Je66e0jj4o0dpXHX2mAGiC6w2O5MlS6XLvQ2N3mNbmL+ocGFgd1M5RyKbiAwfwumaMRYQGCd0m4VxguejeOC5RXzooidYMOsY8xra2RIphbiElBRYgkn8K7rp3RbKyxV2UYWqREkGwqRmCbAJ1P4k7qMRHG4PwulEHRToyezrplKDOGqm317aMz9EpHmQaLQfS6R0rJwh46U8MTOFWqaBCq7t5rorJIFQdEpPNl/G+56pNrVMJLh448sA3P/cIlQtD1GNlk/kMCQK6fhkc5cwa+kH2PvN39L4+ZPyCiPHu4bYf82jNCy7EIvDPEYSArujJGeZXlrM2DB46f4/0NL2PBUXL2R24xlZ4yb7wrzwwF/Z/OD1XPqZn6C43FljFbmiiDci/hlcAWPrua+kEoc7SGS4l6GBHjQ1haFIWKxO7M4gFqsDXTfQ9RGdUn1qYfNMu2L8dQ1DZ8cjP8Cx1MLc9506oSyr4qyFRA53s++XP6F+1uX4QmblhpAF9zVt5MXKxVQPdtDqLjcdUroBsoSWjKN4pg6SCGEgyWO8YqsJEY14MYTGOS++xHe3Xo+EgSokvt/4Du6oXocaUEnMSqHbDCwDCv42lcHBHfTIzzL/h6ejOLOv66ovpekzJ5IajLHnW3+n3LgQt3tW3jlZ7X5mNbybQ9fciK3BRtVFS3DWme/Hhm7Q/0ozx27fgRT2UrrkDBKlOhhgO2LBIvzpLKnSjWbX0/7nKzFUiYGelwmcXIe9wj/1c5EEMz++jgPfuhVv6IsTOPq1oKA1Oo9dMTonSVI4/b3/w8N/+CKR/d2UnTFvgk2cGozScc8OOJzihDe/P/1eIwkJf6CsyBXTRNEplYGWlhZqaws3bv9bkE/A1uZwoCdSOc6YHFo8lfZKxyI9eAP16fpvRuu/x73vG2bLgulPXhYYho6qR9H0RJaA6n1NJ+NJhvnItpuQMfjwzpsZtrq4Z8aJGLqR7rrUNeDn6VebOGnFPt5x5gt849YzMBD0v1KO65QjhE5v4ZjqQvPp2I9YkZISBgaSLGFoBg5nJeUr30Pv4SEkJYyn0iARC9BzLEigrJeh7UfpuGM7DDmorDqDzARFhTyOOGP6z0IbEVBXvTrx2h4UKnButyPFx9q1lp7YhuJJkey1M7glBJLEglltLJvTgqpK3PHk8gnjCklw7pEn+fyrfxgROIe/zT2Hf8w5k55MgeJx0YemVR9i7wM/I9HxMpUXLJ5grBqGwfDeDo78ZhMzFl2AzRdI77M7CuiOAcw77mKeuPtr03JKdd+9i+VrLxybR8aXsZhSW0QhKHJFNmrnLuKMN3+eB67+PmUXL8C3pDZLz8EwDML7Omj9y8s0zD+Zsob56YxSuzNg6oVoepZWCDm0QoY6D+OZXzatxgZCCHzLqxk6tg9ZcWG3T4xmZ3Xgy9w+otWh6XG6259m3/AOlr4pTFlJnDkzbsaIvB9DCPperMB91iFCp7TQHvPk5QqAxEIJtdyFlABLi0xypkYk4MO2R0eWDeTSOGpMRh22YqjS6APMWwowKSSBpgrUsIwkoihkO3dUv0Z0iZmN5NxlQ46apc3D/XsZkB6k+RtDGLog2e3A717OyiWzOX7JIXQdbn1sTMxXTKLP8VrLMfwVc5hj/SQHfvA7hC9FxfnzcVSZHBFt6aPz7l3oQ4LGFZfiDIw1xVCsLixW58hlcn9PXnnwD/SI3cz6/Mac3yVriZvqt69gcHsrN/7Px7jsq7/Bass2RopcUUQheKNyRT6MdyopigWPvxyHO2Q6oDQDQ9dR1cmzFKfiilzY/eTP8J8WoPTE/M0vXA0h5n7zDPZ8/c80Wj+G0zNWotftDNLtDE7gCgGTl0gAsmxGXYyMd/skZUhBG579/Vyx90aEMAszLIbOl/bfwB2nLCJapSASYG1RSMxU6XRr9B1+nnlfPwPJkt+Et/gczPv2mez64m3UWz+IxTre1jCQHSqKJ4WkOJlf+l562w9x5IfPohI2b0ozsFtrKPWdhmhwEG0a0ahtVbDGvCgWc50NrO7EFoqjRhT6N1WAJDEUfpyZG0+e9JlkwhpwIZVoDPRtw1+yaKz77DR4LxfXFOrYyreeW+xOzv7wjzn40iNsu/om5KAFW5UXDIi39CMigqZlJ1P/liVIsjyWORYoR5LlSccuYiKKTqkMzJ07l8985jN88YtfxOmcXsna/0Xki2KA+SNSLFaIg55SJ138xmPw5TYqK8wucGoqkvvakpQWLQSwe0vpbQtP8w4g3j6EP+QdudYgss3UiBKSoDTcw4e33YQ0Tuz8hfJFdNkCWeNcf+8a1szfwxnHbef39x3H3iELRz0uUgfKCadsJGcmsO124DhqS+tVGMJ0bCXKk2gzrXj2VBLbvJXW8LOIkAvPeWfT9edNKL0aZZXHYSlzAxp6SkdPykgpD7KRJxMtYZm+gPqmZqyOSuJzEhgpgbVVwdY85giylsYoGcmS6n6wHlBIJYfp67qT8z48QHu3k2N9txL0H4c3NDf9HEOxvrRDynyOcOne+/nHnDPNY/IQgSRZmHf8p+k4/BS7rroPR4MHz8JyZJtMoiNC3/PNOD21zFr5DuzusSwA2WLFYvMWlGLr9IewEyC8vwt309Si8LH2AbSOBIGzapHESN23nB3tLyQdvYg3NopckbFvxDhoWLSat1dex1O3/Yo9N92Na3YZsseKFk0R2dOFP1jH8pMuwxEoxdCNkcwnkdXQYCqjQk1EkD35M7HyweKzoR2Nk9IGsBmlWR2OMkVixwvG6rrK0YM3EdObCZ3ZyJzjNyDbFNSkyvObD9D50nU4as+hpawCdV8FEc1KomFyrkjWqTj2WrHvt4KuY+nWCa+PE9VtOOKqaSg4NBSHqW+iRhQ0w0W8c3ja9x1rGUTWTYeNZgyjyGOGiW7XCR8fA9kUN7cftBINt9DadSPe5SFqz1+DLWR2J9VTGj3PHOD5x/7AN36aYP3albT3juhejXdI5ciSSj/rPFyRrzTDXVrHsrO+TV/7Fjpuf5xk7CACgc0VoHbmBTj9ZvBilCuEkPH48rQdH8FQdwutbZuY9YXcDqlM+BbVkOwK89zdf2bjWz4wYX+RK4qYCm9UroD8GVJ5z81wWGUeO5b9ZNoNhXDF+HGHu5vRvH2UnnjilMcrTiuNnzmBI9f+lfmrPpvenk9QXJKtqEMpDCN/cwbFqmKxpujtDOJ0R0nGrSQNCaO5lfo9A3RaJJoSoEoSiq7z8OL5hGcY2PZZ0lyhdMsMHDdM9RUnFmSTKU4rNZcvo+svD1NVehFCAsmiI9tNnhmtyDA0QWrYhkteTE1lLSmj13w5HoFu0YnOT4Bslu052nzYJDO4I7uThE4/CkDPY7XoKSu6lsTiT6G4p+5yl4nSUxoZfGAndk8pLmvdhP1ZXCFLeXljsgyoQko80+eM8JVisTBv3dnMWHo87YdeJjbYhyRJuGYGcQfG9B9H4fL4CIayHdFFrigMRU2pDDz88MM8+OCDNDU18ac//ek/PZ1/KSbz3GbWfy9Zdz59zx4qeFw9pRHZ2UVJjRmJ0I2xbhmTXTdYN4/hbV3T0gdKDcVQ+zQs9pEXZ5F9bl6x87BZL66lYnS0PszuHVdz99M3sPhyncVvGaTr6M+RHu3EdtRKT0sJdluSuXNaKYmMiW8LBGIk4hFdmsByTMbWYqEksJra6ndS7jwZ2eGhtOxkgoETMFIl6CkJwwDJYmD3WPBWeLBXRLGFoliDMawlcazBGLayKJVVq+i8fxoC6rpB77OHkU6oxrCCFAb3K4608C6SQeXFB5EsBuF9fvq32jh88Dc0917HvjnV9L75YhyfPJeaTzYwVPYku7d9h76ul4ACBc7zQAhBZdPJLDn125RY16Nt9hJ/xo7SNoOmNVdQt/QcrK4xQ0lIEh7fjCxin+q7s/6Sq2j//RYih7onnUu8Y4AjP3mSdRdekd6mWGzYbPnLS4soIheKXGFivFaIpyTEGe/5Cud96HvMrT+NGc41zK48hfUXf5rFp7wFV8lYRotA4AvWpbNaxl8v13Vlix09VlgThExokRSSYgVDJ5kayBl9He8w0XWV/Tt+hudMGwv+52zKTp6dLveQrAr+dXOZ880zcNr3EXn1JXqO+k2umNtCMDVWf5eLK6xHx6LAUlxgWA0MGdRhO4k+O1p8zFGuuFTc1QKiguRAtOB7NgyDvmebcfnMl3udseem23SGNsTQnQbysIT7ZQfR4Wbahv7GvO+eyoz3rk07pMDUpyo7eQ4zvvUmbmhp4mPfnH6r7NeDkuplzFr5VmauvpRZay6lZvHpOLzZ+lpCkgmUzkKxOCb9zm5/8kYqLllYcLZd6Umz2fL0nYSH+nJq40CRK4rIjyJXmMj125FzOA1ey/XynZu5/eiO26m8cH7BY9sr/Oi2IYYG95mVHBnI5Vz3uOYwuCO/9pAkGQQr+nC5IyRjVmRFI/zI3QQTKt1WHwlJQjIMlJFg/bcuuhBnu8jiCiOSALuCvcIMqhcgh0pgWR1RfR+G/zC28gi20jiK23RImc4oK4keJ3rCvI5FBLCJamRhSovoikFsfhLDDrJuw3eoFrtUNZIFZFB54SFkh0a83cXAZjOrTFVjpKyefFPKC4vPjqbH0NTwBJ3gQpErozh304rJvzu54HD5qZu7lsrZiwnWz8Lh85tjjIqqCwlfoILKmjkocu7S9iJXTI6iUyoDxx9/PC+88ALf+973+OpXv8qKFSt4+umn/9PTek3Iqk2VxoSap+6Qkb1v2cYL6XvoIGo0meeMbBy7cytVTavSL3zSFOJIo/MRQqK8YT29zx8s6DoAHffuoKR8xYTto4SRT+y81V3OYO929uy9BuvGfhZcexbzv3c2VZ+/kLIvvx317RuJVDxM+wO/xfGwg/JIipKSMKG3HCSyLIJaqqV/ObGZCQwB9mYrUsLcaJVCSGUViKgBysj1DYmU7CQRCqFWVGOlApDMTB3FQLbpyHYN2aYjKQaBinn0P3M0LaA+FY7dux1LfR04JUQcnHscpsDuaNnexlacM4bR4jJH/17KgUM/p/JDDcy/+kyCa2di8TqQHVYc1QFmvG8tC649iwHr03S0PJxX4LzdVzGBnDNFB4F0NENRHJTNWEeoaQ2ls1bgr5mDpJgZD6ORNVm24StpzDIqxrdtHU8kQhI4PD7O/MC1dF+/lyO/eXZCJ5FEzzBH/7yJ5p88x4aLP4IrMGbM+PxlyLI06UvNqBih+Vsaq/ce+7Ogj6iI/yL8d3IFr4srRn8fQgjKa+ZSv2ANZTPnEqiqQ7FZsl4WFYudQGgWLk9+AdT0uPLYb95XMYPw7smdz7kwuLUdZ0klALo+1mEpZ+bOyH01H7yR0otqCE1S6gFQun4m/sYo/dffR6hfpyQQoezig0SWT80VAGrIQIpK6bx1Q5eJGTYG3FbCIYGuCgwDKsqPo+OuHQXf88DWFuxyFUKSQUjp5685dYZOiqF7daSowPOsEyOepK3nRuZ98/RJOxoKIai6dCWx2hS9nZumLI3IzKIqlCtGz8uKgguB01ODr6QJm7MkSzTdYnHg8lYTLJ+PxeqalCsMXaW7Y/ekgsQT70HCtaicLU/cTTQ8MCVXTPizyBVvaBS5Ij9X5DxWFllcMR3nQSZXZHbgAwgPHcHVEMp7bi6UnTmHnrZNJBKdE9evcVk75dWn0X7z9gkOrPHwBMIEK3uRunbg0HsIbBig5/gKfrPiTagjZPGHDScwZHFhtLizuCLi7kJoCQx9bC6ppEJkyElkKHdwVUgCz7wyIpFWUtoAhibQYgrJfjuJHida1EpWFxBJQpZd2KRKbK46UhtKEDPKsPirKdnbiFX1IY1kw/rXdOJZ0I+hCo7d1ohZRwGybEWPTz94pMdVJMmUfkmlxoTXc3FFep+cW8R9UkdUAXZFru+dkCTsTi8VtQuoqJ2Hx1eGy1OC2xuktHwG9bOWU1peP6YrVeSKaaPolMqByy67jL1793LOOedw1llncckll3D48OH/9LT+pciXWmhzuDj7si9x+AePT9kJp/PBXSR3xaldbHazE0Jgc+QXZx2fRlm/9Dy6bj9ItKVvyvkObGlh8MUefBWz09eSJVtWBLzHXTqhY8avFl6KfmwT3dF7WHjNOZSdPAfJku04s1f4qHv/emo/NI9D+39O++01pAatRGUFtT6B6tXM8g8ZUmUa1k4FOSyPCecqBkapFSFZcPSUYxOVGEsrUDeE0Js8JGfY6F4nCGt2Er0OUgN2koM28/8BO4k+B4luDzWBy9jz9YdJ9E5e1tj56B66nm/FuWopIi5w7rJjUT3pBdc9r4/Sk00Rwo67ZnBg6/U0fuF4vHMq8o4pWRQaP3MSYfs2uvr3clPTWWgj349MgfOxE6ScxJAJWXHg8Tfh9szAag8gKw4UxYHV5sPjn0kgNBfFUni5Yub3x+Hxc97Hf8Gy+ZfR+fud7PnSPez5yr3s/cq9tP/iFRpL13Pquz+PKzDSLUUIFIsNr3+s5K+YWlvEdFHkitwQQhAM1VHdsJRAqB6nO4jDFcDpKaWscjZl1QuwO8e4YaqU+tH9itWB29NA+FBXwfONtvYhax4U6+jaoo8OOjbfcWuXpkZJ0EJow+QOqVGUrptJ0tpGy20ekr12wlhR6xKovqm5Qg1qGBIo3aaTProkSXh9nESjSqRK0LXW5AqHtIThF4cY2NIy5XwS3cM0/+ZF/IGV6TIMgZVUSGXolCi6x3RIeZ9xIcck+vs3U37enILLLWrfuYLOrofQjXGak5MInKdRAFdkIsuZqThweWsIli8iEFpASdlC/KWzcThLkaT8AbDR7098uB9b+fQj+I6mIP3dbXS2H8TQ9SJXFDFtFLlikuOmkYFYKFdkQlOTyK6phcjHw17hRVWHSWoD6CPdJ8avXaP/trlL8UiLOfqnF6d0TMWPDXD4F5uoXzePuNWDUWthR/08Ljz+e3xg+Wf5yZrz0XqcE7hCL5MQiozNYdpig70+ejuChAfdhAfddBwtJxGfeJ+K105yUCfSlyTe7SA1ZEdPKox3RmVyYiqoMnRKEiNkRTac+Db5zfmM3K+jbpiKc48A0P1wHYkOF2XxPlb07qYiFSXVG0dXJ+lekgN9m47i8pjl16oWfV1cMXZb01urCy3vszs8lJY3EKpsJFQ5C1+gAiVHSWWRK6aHoqbUJDj99NMZGhriZz/7Gffeey8f//jH+drXvobbnbsTzP9V5KvzHt1ev2AlZ7zlKh749tW4V1YQOn0eFo/58mroBgNbjtJ9727c9iqWnfkudF2kF2WHq3RE2NzshqGNdsXIUQ+uWB0sO+ervPqTb1N24SyCx89CyNkLhJZQ6XxoF32PtlK/9M3pRcgwBBaLP33cqHDtvbNOTnfMmNN7kMu338j/q/TR+LPLkKyTf/29C6qofGeMltvuxX7jWdS9dwfOhQliaoCeIzNGHpKB0ARSKiNyUaqRrEthO2BBUW3EmwTJxgSuzVYsHaZoYfi4BMl6Dcsrtry9S+zOCmrF5ez96g14lgSofNMi7GXe9HPvf6WZ9rt3oFtd+E4/BSUs49hrRaTGnoW9Zpjqt+5HSNC/qYLWJ3rwrgnhrAtSbx/maNyNkadXuhCCmR9bR/Tjf+EtPcNg5BE4z3XuJERgsXuwSqZBms6Uy4iCvJ701hmL1lJaP5Phgba0br4kmy9GmeUaimKhsnYOspKtTzMa+SuiiOmgyBXZ28c0QGTcvjKcnlBawFbXDVQ1ty5ITq4Yd72GZRex4/prmfPV0yfww3gYukHzH14gVLsRGIm4iux1P1PkPN38ovVxys6dvGvoeFScP59jtz6M/fozmPXRgzgXHiGOn+7DDSM3NzlXSClBvDFFYpaamyt6bdRXvpcjv/ktsXMGKT993oSAimEYDGxpofm3L1IeOjPt5Dckg9Q8O8kFMRAg90t4NznTTTD6hzcx/6TsDnSZGM8Vst2Ca7af3u5NBEvXICsTtRELFZidjCsmG0NIMvIUn//4Ft+6pr6mjk5CltA1FVVNER7ux+cvLXJFEa8JbxSukKfJFZMd91q5In2sRWFCd6UCYMqJmGtMMtWP3VaesyHGKKrqz6Ht0J3s+/6j1L5rOc6a7BJjLaHS99Qe2m/fR1X1uQy9ZCN05hFszijWJWV0HV1ApyNAwhJBTjCBK2jyQvcBpLkewoMuIkMuAqF+bI4EkqzT11VCLOzAZs+ubNEiKlZhA91AE+GJDZYyHDGGMIjNSxKfmzQrGIYkPM87kaNjDiJraYyad+1BKAZDO0roe7aK89qf4aqdf0ZqUtBfVjm3bg2HnztEaENhPKrFU0T29lG+uGokTWji55WLK3QtxVD7PlKJYWSrHU9oBk6fmRE3HbtiPFdk7ZOmMU6eDK0iVxSGolMqA9dddx2bN29m8+bN7N69G0mSWLhwIR/60IdYsmQJN910E/Pnz+e2225j5cqV/+npvmaMlktJksjZ0lWSBJJhZK3h9fOXc8W3b+Klh29mxzX3oGGK+qEalFY1sXzDu7G6vWZXO2GAJHA4S8xW3xmEMSoUOJ5kRvfb3SWsPP9qjrx8O9tvvRPv4goctea4kYN9RPf14y9fTMOqtyOQzJasgMXiQ5KVCSKEQhLpjJ6fPPFdfm2RsV20ckIr2HwoWTuTtptvZ+joGRy7rYnqS/fhXteBSMh0P1xrdlfKsAu0Ep3EzBQiLnDss6G5dGILE9j3WLG1jLy4S2DtsBBdFMex3ZomHgMjS4AXwO6qpNH5GQaaX+Hgd55BE3EQYKAjV1XgWHsCssuJtUPG1mwFHSyyF1nYsVVGqHvPbiSrTni/n877ZtA98EuWvmkZf170GGXWGJftOIm2hCvv/SsuG8Ozyrk5kuAtsWSWwHnGhzf2vCdJsR2PKVO+p0ixzbfN46/A5nQTGeokERscO1YIFEXB6w8RCFZhd9gm1QgpChMWkQ9FrhjZn4Mr5BEjYXQ/TC54m+YESeTkivHwldVTXX82B659hFmfOnGCY2YUhqZz4P89jss6F2egcowrbJ6cY49uE7JgcGA789aeMo0nBSWrZtB2wz0MdQ3TetNMat95APeaTkRKouve+n8KV8jYmFnzYboff5Lt996BZ3E57vkhJFkQaxmi79lm7Eo1lRUXoFgcGJiZWMlGCXmGuR7bjlhwbbOny7t1LYUSkHJyoltO8dv5T+fkipL1M+i/5QiuQC0upWFSgfM0/olckcUDebhi/PF2t59kb+G6XKNIdoZxeWqRJMHgQBc+/1hQpsgVRUyGNypX6MbUXCEVwBWZmC5XZAZHtIhmru/TcA6E93Vjt5u/dVUdBlt51jzGd20VQlDTcCHh/iM0//gONGUQ16xSJKuM2juEa/AYZ663MHjuOl7Z40Mdhr6naqg4u53SpcPY5EN03DEzL1fICYW++56hfO25DPV78fiHcXrGytHtzjhDvV68JUNIkpF+nsO7OqgMrjHHIoYi+Sfcq4FBqlIjuiiB7jU/JOtRC+6tdoQ6ViJnKYlT995dKG6VWKuLY7c2UZYc5KqWvyA21WNUK0gnNHPDkRdo/Ec9JatnTOi8nQutN79MoHTJ2LOUxs7JxRXJWD+te+9iqG8X3uWVWCvs6AmNtq23ISI26hdcSGiW2U38tXDF+H25SkrN6UzkJjlPeWqRK6ZG0SmVgauvvpo1a9Zw2WWXsXbtWlasWIHDMVZO9IEPfIDvfve7vPvd72bHjsK1Hf43QJJA0k3SmLL7xXgDQgh0DCRZYcVpb6V24Soiw31oI6LkuqpjGNkkZHcG8AbqpkxjNbtpaFnXVqwOZq56GxXzTqHnyIsktg+CAQHPXKqPr8DQyRpXFnbstvLMQSdERUZFz3/nd+LbWLjYoRCCslMb6XnuSaStG1FcDZSfe5jSjW0Iq07i5SrCy2KEdZBiEvFZSZRBCddOM5MsPjuJSAocu8yU2lHHk+bTkGISkianSzhSlSrSsIT9sHXCHAL+FTj9tcSDfcSbxkomRBzsu20oAyPlLbIbq1SOo36I2sv3IDs0YkfdtN84B0MT6JYI9WWCzoSDoCXOGl8Xt3U1TPoMnOcs5uG97cyWBKvDCaqHO+lxl5pEkUsweFzpxmS6IqOYaHBk12SPrwXPlWKbOYbd4cHp8qJrSbRUFMPQsVmtON0+FFmZ4NiajCSy6r6LBc9FUOQK87j8XJHzeFkwjT4W2dfRjCyuqFt0OsoeB7u+eBMlG+ooO20uitN05GixJF2P7qX7sQMEK1cTqF+cHksgoyjesSBsDq4AMIQ+ZRbWeAhZwmLVwNAZ2C1huXMWlW86SHD9MSSLRuKFWsJL/xlcIXAvX497aA2xLVsI7+vDQEOxlFNdsQohyWZmVFAlWaWiewVKWRkiJnBvtWM9Zr7sp42Msl7yJQ1XWqN5uUJ2WtBJoetJVC2CIucvi8vFFYloP9GBVgw9hcXpw1veiJCV9Nz+FVxhsTuxSz6SfWGsJYVnpgw+30zd5ZcCZilQPmRr7BQ8fBH/xShyxSRckcc+yOSKyTKgcl5nHFeMnh+qWcXAK80EVs4oaCzDMOh+7AANC99p/jtvTUNGVz5ZAk3HHZhBo/cjhKMHSHR3o+sqdsXJGad1cPa67aS07fQMlnD0WJBkp4/YyxUYTYcIrO5Csugcfqae8JIcXLHLyUDUw8AxK5Kk4wkMj8wVhAA1qSArGpJkYOiQTFgZatVwLViL1DMS6Bj3rmsIg2S1Snx2Eq3EfOgiLnBts2Nry+YKW3mE2it2Y/GmSHQ5aL1+PkZKpjbSiVSnYLSmoFyGjU5K/jDICc61PP2th5jzldNQnPnLJ9tu30psR4rq2YsYFVNSlOz1OdOuGOo+wMGtv6b2PcuoWXB2VhVE5XmQ7I/QeuPt9Dz1CvNPfB+jZYqv167IzKZ6PWWpo+MWuWIiik6pDLS0TK3V8N73vpevfvWr/4bZvD5IghHBNAPIv/hDdgeM7OylbEIwj5MprZiFzeFjqL+DRDxiepB1HQyw2V3YHKXYnWbaqqZqGUQxFtUgI1sqJ2FJAqe7jLKZxxOLdqBrKXPRzzhOIFAsHhyOSjAkDC0jYiJJCPT0tlHR85jbhmuKsr3x8CyoJPrsXhJGF33P1wNQfu5hguuPYfEnOPpQA+GmJIYNbC0WHAesSHEJw2KQqE/h2mZHks1WtsIQaA4d1aej9JjGAwboLgPdapCamSI+N4nrFTuWTgXdYqCWqSQrVVLVDjQ1gIgMYcTjWDpk7EetoIEsO7AIH7Lw4FvWQ+VFZqe9aLOH1uvnoasWdOLIDisnBDrYE/Xx0nApF4Sauae7jqSRX49D8ToYlCX6DOhRlIIFzvNBSNnC4kIeI4jplO6JcYQyOnbmWJJkw253jCOA/FGMUUHzyTD22xqJiBSjHm84/Ddyxejf/3lcwYT23kKSkNDTUW4ggxPIyRVGHq6omL2e0vpVHNl6O3u//hiGMI0QoUv4K5bQuOo9CKFkBTDsjnKEEKbDJw9XGLqBQJp2VN0wDEo8EfyeKANhmYGXZpjzvOAggTVdWPxJjtw3k3Bj6p/CFdosCWneUjwvDSF1xDBkA9WvoQWSpk6VAsJiRfGFcB5w4dhvy4p4A3gW9FL+pkMc+sp4vUjzvWEyrlDDCYQwDZ2UMYTCmI5hpvjseK4Y6NzBseb7wJ3APa8UySaT7I5x8OEuSipXUTPvbKxOs7xkMq4oBJnCtWByxaINb2XH/X+n5h0Tm6TkwvC+DoKldShW814FosgVRRSMNypXZIqZvxauGO7tYMvjN9LTuh9dU7E5vcxaeja1C48fO65ArgCoXXgOr97+DfzL6wta1wdePYrDUYUkj2bsiNxcMZItNd4xJctW3M4mrBYfKXUYMHhyi5/a8l4WNbbznvOf4zf/OJuBoZlEdkm0/0Om6uL9+Jb10ORNcuSeWQzPVCdwRWnwdOIxN/6KIYTIcEipMqmkBas9iaGb000lJIYP9GBfuoi43YJl8xBKl4QhG6TKNFIVKskaFcM28pxUsB+y4thnQ0plc4VrTj/Vb92PbNeIdzhp+dN8tLgNJIMWVzn6yW7E1gTi6SjG5T70v4UxKlZTlZzFri/cSMkJNZSftWBM+kXT6XvpCB137cJmVFA9+6yxQJAkYbEEctoV0YF2Dm7/DXO/eVpeDURrwMXMj6yn9eZXObDpBuase9eUn3curhhFviypCcHtHA6mIldMD0Wn1DRRVlbGY4899p+exj8FuQhjFLIQaIaRdWy63EIIvP4QTneQeCxCMhEHXUeSrciKAzU1kkGlj0YsJkaiJ60jh3RKrNUewGLzkYwPkIwNomsphJCQhB2LJYA08oI8VUZWtzPINavei9F3VwFPZtycrAqzao4Rl2KoyTD9myrRogoVFx3Au7CPprIobTfNJt7pQOhjacSpMhUpIbD0yiP3NpJ2WpfCsBhYemTESBcN2xFLuvVrvClJbH4CKSyh+TTCx421RlWSLuwdASyHBSKlAgaSxYIkbAiLRvW5B7nklFeZZx/g1SPVPPLwTLPVq2QgSRaEmqLUEuf5wTLaEi7eW7WX+e5+tgzn14jS4ykcuoGO4Orll9DtDGYVGeYj+EnFbke35yzVmKpzxTSiGXkIBPKn2E527SKKKBRFrsj97/HbxkoscnPFZHNSbDYall1CacMKUkmzU6lhGNkBjBGNQ7u9HKvVn7PMYzzcniYGthwlsLy+4PkMbW9hYaPggrOe4rp/nISaVBl8uRwtqlD15v245wwwu3QnbTc1EWv/53FFcoEfa8RLyjJIYlEEhIxQHCiSB0e7F/tLFqRkdmmdkHUqzz7MW854hXn2AWadKXGIHo5SCiMZATL6pFzR8+hB/P51IAl0I57XCTUKwzA4sv161FAnMz6/DFswOxJu6Ab9Lx1h203fZN7xn8Ydqs3a/1q4IhfqFqxm+xM3MritDd/i6kmPTQ3GaPv9C5z+9k+mr2G1ZRtCRa4o4vXiv5Ircqyz47ki17lDvV089MdvkrRFCZ7ZSP3c40ASpAaiHHrsAbb8/I/MW30Rs1aeNa052b0BquvP4PAvn6HhI+sndUyFD/fQ8qdXaVj69vQ2Rc7d3W7S6woFu7UKq0UllRxAN1Lc9tipLG68j7PX9nD8gsf58Her6OzzMbwtRGtMoeqte3HNGmL25Ttpu7mJ6FEX5dF+aiJHaHGUk5xVRTw2QMfNzzLrvUvTjpzYsANdl7DZEwgJ9KRKy09vxx6fi81XgjbHibrQhe1FO5pdJ7wuowttTGA/YsF+yDqBK5B0Kk9v5tJzXmKeY4AtbRU8cv8qtLAVRkoEe51+ts2fx+JbtiIOJzA+H+TGS86nZziIlyALSr5K557H2PvcYxiyakqQpAzcngaqKi/AYs9+tlZLCbKSO7Pq8LY/0/jZEwpqylH9lqXs/eaD1A6dibfEbOw0nfX6tdgVk12jyBVTo5g0Nk0IITjxxBP/09OYEqbXdczzmqv9ZO7zxIQf3IR0+Yxz7Q4XTlcAhyuAxWouLLkE46Q8EU5JFkgj0dB8P24hJKw2P25/PR7/LFyeGdgd5eailUOLIssZkrHtvsaN9MjjBP4KQKIvTE0oxQcvfhKHsxMkiaEd5Rz9/UJSQ1ZsZXEaPrKd0EmtCFk3vfuSQI7LGBYD3TZGwqmgSqpSQxmSsXZazPnJI5FlIZCEhO2YFc1loJXqWPosyIMS9gNWvE858T/kxrHfhqJaUWQXiuxGEjacDYMsvvIlvnbO4xzv6uLI4TLWOrr56WdvYfaMLkAgKTLqsGCZp4e2hItDMS+7I35O8HdgFRo1ttxd/oaeP8zRmvV8f837ebJqwZhxkKMzhpBE3natYpJWv2N/HzEyMj63dARCzmjzmxHNyFX/nYms73MOR1S+9sSj181MsR1riSxGohmFpfEW8cZDkSuyfxuFvryN54rs3/pErjDF1BtweaqRZPNF1ZcYpqG3GW98GIvVi9vbgM0ZSo83nitCkV6Wd+8iFO1FSIKKutPovHPvZI9tAo7dvoON60ooC4T50CVPUOofAkkivDdE828X4t6XYvHhIyy76AXKTm1BWDSSyX4i4SOkervM7koZXOH29GMLDePpUyflCt1tQMhBQ7+LDe0xZrX7COyso+TxUpx7bUhJKc1JYHZNWvSpl/jGBY9xgq2D8FYrbz3RzU/mvkiTY5DRUgcNieXe3FxRqfWSaIth84wEM/IYmmXxPpZ17CQU6+fo7ptQFkaZ9bETJjikRj+LktUNzP7qyRx8+n9wdR7I+IxzcUV2RLtQrhBCcNYHvs/A7UfoemR33g5Rw/s6OHD1Q6w//wpc/oA5loBAcGLX2iyuEEWuKGJ6eKNyRRY/CMFgVzt3/PQTlFw2i5mfORHfgmqELCGEwBpwUXXxEuZcfTpHeh5h22PXT5srahedRcCyhj3ffJChPe0TgtlqOE7rP17h8E+eY8bSS5Ft9jFxb9uYaLmQRc5s0PT78Dh9PUko2Gyl2C0VCFHHT296J939QSpLB/nlVTdQHeoHSSJyMEjzrxeR7LFj8Sepf/9O3llyJ3c+90Wu23otd236Iqcc3Ypkt+GILWL7p++k/e5txAYk4jE7FmsKxRig9e+vsO0zd+KML6DWWUlTpBX/kT4MlwIhG8qQjDwgYTtkwfOsk8CDbpx77BO4wlY5TM1Z9/PJpbewaPAgm+7vY6m2l5988iaa6jsB8znoQia0Is6nyj7BR32f5tD+UqpOilGtdlFX0YeQZMrrTqNh/hXUNb6N+qa3M2P+OwjVr0OxOce+XIDFFsBmG+uKnX6OskQi0ofuiGIvz9/VPes8ISg/fx77X/wrmpp43XZF3r/nsismsWmLXJEfxUypItIChTB5XThkd9TIyp6SJNCzX+4kabQrxlh9d/b2/LXiQhZIBcwnfbyUQ3gwh16IxVpNpLkHV/3k3eMy0X3fbtZc5KGqdIiPvOVB7ng4xNGOIPE2H0d+voSKCw/imd9H6LRWfMu76Xqgnt6XBQPN22D2DPoD7Vg7DJyVs4gsTyAPytgPWxGGyClubkgGUlyg23SklMD/WP7aaktJnLLTm/Eu6WOho4cZljAf+cUlHHy5DiSJ3331T1x+3vP86raTaOsq4e3nzubVAy0cipvOuZ3hABeVHeGc0hb+1jGL64/NzrqWrmqwaR/S4nczbPcC2tizzZyTnJ3qm4qH6Tj4MP1d2wANIWRKqpZRPf9MLHb3tKIL+TDZ8eMJYXzni1w13JO9VBVRRBH/Ga7QC+AKGRmbI4jFVsJJW+7mPY//Foth4NANfnnSR7h//mkThc1HuOLsfY/x2ed/jWwYaAh+uOb93Nt4MnI8wMCWVvxLa6Z8LoPbW9H6Lfz98ZP50MVPUBYI8/Mv3MRXf3kpB1vLOP3lLVx1/V+RMYgL+NgFc3ipL45weLGWezGQEb0r6fGFcXcHOVkZZOdSH6vb2/nQQ49xt/Nk7qxcl5cr5icOcsOzP0Z+1ryH7855F3dVZmcDKP4EZacdxbe8h0WOHpqMQewbD1HbnCIO7Hx4Jm8L7ub3PYtoS7g4MdDOrkiAQ7GJXHHd31WGLCHaRz+nkRKXTOPsnAOP89kXf4tsGBwCNixrouHN5075LK0BF9Wf3oD2tS9zxpr38ejyiRkRhZfv5c6kstgdnP+Jn7H10b+x+0v34l5cjrMpiJAlkp1hBp49QrCsntPe/glcgcDYeVY7Lre/yBVFFFEA0qV5BXCFmlK58xefo+6Tx2GvyO90ELJE3fuP48gvn8W3aybVczLK+QrgivrF5xKsWcnBv19P8+CL2Kt9SBaZZF8EbUgnWLmSmas3mo2URqBYnCiKK13unWlXTFXGlynCPnpM/7Cbj//w7fz8czdQW97Pr7/yFz774zez50glyR4PR365hLJzDtNQc5iP/+M+pHT2qsGXt9zAQyd9A33BbGYoV9J/+GW6a1xoPW3ENr+MdqwPj3M+NdVvZu3AHi7edz2KYdAWKeMX4feQtDkQhsD/eH67QvEmkGdtYu8TTzB3bglLZit8eO8JHKtz8ccjYa6zPcNFJ/+RX//9FAZTazl5xW52Ha7mpZ4mzos+ycwnDjLrCh8nnryfZ25t4EtdlyGEhN1ahWYMkVIH0DFLxkeXUVl2YrWVYLGMffbj7YqOQ49Tfvb0uuL6l9bR9re7GOw7SEnZbCQpdwZWoVm3RbviX4uiU+oNiNEfkmTkJoy011cnLVo7aoyktUAy92XUcGdCz1igM/fl6pYxaozkSv01S/okjBEiGF2k0s6nXIu/lK0XMorK2rPo/seNuD6zsaBnlRqOE29LcvtzZ/G+0qcoDUT43df+zDd/fR7Pbm1Ci9tou2kengXdlJ11mOGedvbvfIikJFNy1lzk4DFilTNQ50gMRDoQvQbe3dUocWWicKICyRKVeGMCJLOOPFeK8QnL97NkaTP77Q7aqkCTJQwdGgZS7OyooXVndXp1/Mu9x/HOczZx4rJ9/O3BtcyYUY0nvpt3BHdxSU0rFqGjIbiju57rj01c7Htv3czp8RTdiSHCDrPD4XhkllXoWooDL/2RuNZC2VmNzFm9AUmR0VWNvhcOs+2Bb+JyNDB/wweRrdZJMyXydd3LfCa5oubjIxiZf58qsyNzuySKbVyLeGPjX80VeoYGSD6uGI/JuKIs3MvnHzYdTKP49OO/YnPdMrML6ziuCEV60w4pMF/6P/vi73ixajHqgivY88cfwHvBvzi/Y2p4Ryvxax9g9py30x9286tbN/LJS5+moWqYX3/5L/zsxxv4woN/RsagFzjb7yQcKGPm2xZnib8mEwp97XUk5ug8HTZY2dXNV26/i5q+fhbxV54vWUC3bcRBksEVstD46X2/Qc4wXL6096+8EFzAnON7Ta6wOmmrBk0xn9n87jD2bcNIXSoAdqDy2i60KwVrpUPcyiKClgQBJcG7KvdzUdnhNFf89V6NXd9u5xPGMb5Xu5ohhxdF9mY5pELR3rRDCuBat43gW5bmfYbj4ZpRyraghy8/cR1bGlfSFyjLEYmWCurQOnZ89j6Lzcrqc9/D4o1vYs9z9zG05xiGoRF0V7PmXW/GYrOPBu+RJLNza03dnAljFrmiiCImcgWM05LKxRWSQDJMJ9LBV57EtaJsUofUKIQQ1L5nNTu+dT3Vc9YgSXLBXCFkgdNfzoKTP81A734Sw91oqRRKiRPFYjf1mBiRBNENJMWGw1EDRrZdga5P6L6Xd77j7B2AnkEfH/3Bu/jhJ25idl0X133pr3z/T2fywHOL0FULHXfOZpa9H2ncecFohCUvdfPiCRUkqwys6mJEOImyz4vPciJGjWlZBFJh3tz2OEmrlf21tbywZi1BLYx0wE6/PLH07YTl+1my5Cj7FCcvd7fz8t/2MOtz53P63P3sjUfoU81zbEE3/1CX8LZVB1jb/AQ33iZRGpAIeCN85PSHeftJzyGsHtAMxB8HWH/1Y4TOOo9uZxBJlpDwY7UF0PQ4Bib/yIoNWbal7ZZ8jS4S8S4C1ZOXXOd69pJVxiBFNNKFr8QsC58OV0zHrpDzZA0WuaIwFJ1S/+UY+2EYI793kVMXJH28NF4PZOScPJGHyaISBc1vlCwmETzPirCPiAzCmDMkXwQ8F9wl9XS/qDC86SCetbMmnZuh6ez/waMEQ2voHXTz81s28sE3bcLj7OGHn/4Hf7t/NdfdeiIpVWF4eymtz7bQk9rBzE9szCpP8NNPMm5BklL0PLGHIzvvZuaMDyFkBcNlkPJqJCtTpErMBdrSreDca0VW5axMqtKafr7z8bupK+unWXVxsX2QzdFSbt02n613LKDreI35q/ahqjKS0NENiRd2z+K043axcFYrimJQWRph2Xwr9sMH+c3B+TwRredjtTtZ4BpAFgZaxgtF331bCd2/jfMNuMbhB0BRPHmJQ9dS7Hj6+5RfMoOGtWdkf46KTOm6RkrXNdL73CFeuftbrDj/60iSNbskQ85tXIzvjpGLSESuMAVTRzPyOafS+7NSbMf+TO8r8ksR/wUYSxn/13OFrqnEI2EkxYaURzsi8zwtw1k1GVdU9bdlOaQAZEOnZriDHndpVgQboCbckfP46uFOusvnM3f55zj419/S4dlJxZsWmOUkwtSoGt7VzvDNL1DW0svXUhp/VqMcooSBsJOf3fQW6soeYeW8Zr544l1IPzOIAmcEXOhfu4CSxnLGw2pLUdHQSzJuIfzAS9hv2UTNUNTcKQxKLX20VXsmcMXSl3opi4TRhUAauRcpKLj2+7dQUhenWcvgih3z2HbnfJKLOxHLFUgaGBIIHSqfiHD03RXMNFrZ///a8H+7hNlVg1gljV/vm8E//tDJ59Z1cGqdxAwZDNWgNDHIkMOHRck2JGuGsp/rYx4HJQumZ0w4z1/G9b97EmfnbvoCZenPOFeZRNaf0+QKpzvAgg3n0d95GAwzS09OO7vMYyxWO9V1s7HZXQVwhShyRRH/1fhXcMVLj/6Nio8vK3gOitOKUmXnyI7HqZ23ASEs0+IKUPAGmojb3CTj/5+98w6Tmzrb/u9Iml53d7YXe+31uhewMTamGdNbCAFCem/kTb70vOkhDZKQXknvIQ0IvfduAwb3Xtfe3ts06ftDI400o5ndNSZvMHNf116rcnTOkWbm3Hp6H2paBVVDSKCpekEDlzeKx1WJIJO71nqPFo8pq7dUbKibhuF2DvirdUNIOr+NltZIjPex5eALXPD+GOeu6OeN5w/wxffcyvFz9vP9v5zJ6LiHHb0zSSNMgwNAWhJUvOcA8zokunZWkNgZhLEA6bRCigHSUgICMm4P/GH+69jX2IiiaZy8bQefuuMeflF2Ob1lZVm5oq6fr374FqZV9elc4ennX/clCH9+NYc0D8NpF9XuMVKqQELPLfvMYBVryg9x+mu8/Oxv91MRnM/spnbKGEL6Zg/cNIT2lUpY5kOSe2gY1it2V4720DDcTlukVs9NaxiaLdVZHXN9yZmwQgS5tvxJISMHJ8b70NR6ZCWTu3GKXHEkXlKFUOIKZ5SUUscoJKFrbItVx7C3z1q3i7bLLPrGthme4VDuW5Kt1fbsfTh5S+WOY014PiGKeUvlYNrSD9Px+y+THhglctYCx0UwOTDK9useICQvwB/RNesj415+9o9L8buf5fI1z/LG855hxaLdXPvb83jquRSdI/cy9ysXILnyK9m5vUkAas6eg7vcz+Hn7yKw4jS0tL7IKv0ygc1elF4FOSFQgglc00bxVI/hrR/GP32QC2fuIhYY5Ktdi+mLe2ntTvC6ul2cne7imfYAz2yewdsufpLaWD8HO8uRFIgnXGzbV8spS7ZTU9HP3+47gTufWsyW7YPs2vUnoit7uePNdfz4+AM0eYbZPRpi4Ll9DP/jaeZ3DPK+lMbNs89h0BMCSeB2lZnP1gohCXas/RXVlzdTfuL0oh9VxUkzANj80M9YdNb/M487JTAvhkJ5yoxjxfLZyA7utFO1XrxaSaOEYwsGVxRLQGtvf2RckUqm2P3cI6x/6Abi6WGUoId0PIk6rDLruHOYsfQ83N7AS+KKQ2X1pIWwKUTSQqItUpt3nZAEB8O1ju0PRfS8QYrHR+uSDzEyuJ9Df7qVA+PPIaESG+llTiLF65JpqmUJVUj0+Msyz8dLPFnFR7/7Bt536UO8efGjaBJc43ERf8+pRB0UUla4vUnKL1nMAxv38tRz++leMJ8fn30m+wIxUozbuSIuGJWDefegXhoiUB/nq92L6Ut4aO1J8Lra3Zyd7OaZthCPeOZw7hXbEI0uxN4kmgB1TLClrZnjT3BxXMMivvflJ7nenWLn/j5kbZirOnbT3Oll+u8rOdysMLgjTY9PF9okRTGfKUBbNPtcU4AW9NjKdk8GnmkVHHQrxH0yUjppC7uYLFfkVlIqxBWBQBR/82KS4wOMDHaTTieQJAmfz0dZWTXBcFlRgWQilLiihGMBLxdXCDTiqWFcYd+U5lNxWjMdD64nXNVEeVXr5LjCphyT8Qcb8HqriY/1kU5lQspw4ZIjCEk2lUqF5Apr2N75Ox7gk8/8Chk9jPpbS9/Fbc2n2xRTQ727OXToFgjFiZ09HXeZn4cTrdz92/34v76X973uCf741b18+w/n8tSGmVwz/218ZtMfkFFJC8GvPnQaA00+ok2dRE/oRI1LjO4LMbI/RN9QiL6whJYWtKejLNv2LG/59+0ct3cvdf0DpIVE9wl+otO7MnLFEBe17qDSkCuSHny3P8//vN5DBXu5du8S1g3GeHPtDmo8Y7TFA/pnpcpsG41wcrSDFR9ZzHd/uYd7nn0r4/sl/nHnJ3Ul2r+G0P5Zj9ri5WCwmgt2P8Sn1mWfjREmbzVsT5Sj1heoY3RfD7666KS/I1paRYunM59hmkR8CJ+Sf70TV6hqmqGuNlLxUbyBINHqehSzGmNJrng5UFJKvQqRJQr9f/5CLUwX3LSlTCuqXgJ2onLfBqzx3VLGy8m4zipskAnhAEsbSwy2ZOnPOAYOJGGxgNviuzM9GKVcJdlN1aqr6Xv072y79e+Ur2zEu7QZyS2T7Btl9JbnGOxTKK85GX84a93VVIEklfO9v5zDus3NfPqtdzCjvptffP6PHP+6OLM+da6jQioXZUubGO7rJhVQKYsOM3fGQUhJaJpAyBqyN22Wec1Co1oeo2fYz7Z/z6F/fZjNwzKuc8K8/eInmNnUzYYd9RzujvCa1S/w03+egSRU0prg+e3TePN5T+J2pTjUW0HPEPgiVcw/7ouMbruTp995J5cv8bBh278RiRRLx5P0zLsEV8zFdf4yUyHlckWRlKzbrzVcIzE2wDiHaT5x4YT3D7piqvOO2xkb7iAQrrEJGZIkzESEUNyakQ3py55zOl/oXDEXW+v/Ekp4NeJoccVgdxc3//CjeBeXU/uhxbgi2Wo7ajJN9xPb2Hr9LZx43keoaTkOK1cYmAxX9EYr+eG5H+bDd/0IWVNJC4nvn3kV3aGYHk6QmY+GzhXdwQq+e/L7+dhj15vtr1v5XroCFWAZOxBuYtrsNzOeOIymqizv2Milu+5FkiVUBDfOOJNBdxBZePG66xGqzoQ//ecZPLtlOl/60u/4508HqFhlD/8qhuBbVvG53d2cWVfL9toaysryuUJyp0HA705YxduveRxZ1UhLgq2XNZGIB9h262wGX4yxbdiN68wIb79I54pH9s2lv+Meom+KIH+9G1WSuHbe29i9p4XXXvwCZWUNdI1eyWiqh7qZgBAciGykb919PH1FF4M70tzYchbjwRl4vBXZzyfzOXQFKrhu5fv4xJO/AE09IuM2GuyLTcPvC+OP9+L26IpFazGMibjCiom4QpZl3KEKQpEYimwkSbaHYzjxSYkrSighnysgPw2HE1dIqmBsfAzZX9xj1glKwMNoapB0apREfBjFFQCKc4VhxLDKFUKS8QZiaGnNlCsMg7jBFUB+3iiLt1TlaI+pkAI9jPpTz/2Gp6sXmh5TPe1P0z12PzM+51Ds4fjpqMmT+PFtz/LAM9u54Xt/47EXWvnp31dzSexbNIx2ctBfReeWCP5fDxJa1E1oTi9KKEmwdQB/ywBjbZWk2mKURYeYO/Mgs4cPc+7fXjR54befOYnAxQcJmINqVCtj9Iz42X57K/3ro2xZ/xCzLljEW+t2MsM3yMbhctrjfi6M7ef6trlIGaXS+qEK3lSzi2hDmP29vWi7Bgj6W/jWce/kU+t/i/zkGOr5bXwr8GaEJEyFlPFsPvHMr1jbsFjnWst67ViwKrNd03oGm++8hoqVxaNcrOh9Zg9ltXMz308BmZDBYlwRH+5nw8P/YO+Wx/BNjyL7XaRHk8T3DzBryWqWnX0lrmh55npnuaLEFUeGklLqGEXWJRCMajqSACQtN/e3/ZocoUMWouA1ublDirnvFp2rNLkQQEkSJJMJDm99kJ62daSTY0iKh2jlEqpnno7i0q0sxSwlBqnIiouKeW9k1eFW6m/7CVvu3UhcCMpSKqenVW5eeAW7wpk8IhmrkFepQQgZBDz24mxe+EIDH7z8QRY3ryMekAmVBRzHzJuDgNgcQce9NzF61gU8u3EmLdPaWVDTweGkHw2dUBODXhJdPuKHA4wdCKGce4CtHWNs/NfvGFPcSIrEP+6Jc8YyFxeuepgf/vMK/v3wcbz5vKe4+aHjONRdlnlh1/B74yTSrpx5SJzsn857hsc5/EzKdu562cXesiZz36WE8Hqqzedr9pHZPrTzHqovtCdJnwiVF8xh12N/Z96p70TJhH9MFJqRa80YG+zj8I71JMdH8ASC1M9ZQriiakpeUpKUrYRRCLkutrKlWkYpiWEJr2RkXcUFquk+zlHjirGhAW78/oeoe/8y/I3l5EJyyVSeNovy5dNY+80fc4L4EFXNi7LnLeNMhivuWXwOzzUvpaa3jbZIjR4mkDmX63krJMEdc9bwTN1i6gfbORis1l+SLflCDD5xeyJIkodkqo+1NYvYFp1GbLyfbk+EIW8FHjmKIsIIIZn5AoUkeGbLTNb0vxb1rLVFy5DnIjAtxobKMIElCvOa97L7cL0jV2iqxv2nLuDp6jlUbB5nd7yRq9Tn6H5W0PPgAONJFW+glnWbp3Peqo28dvXzfOcv5/KXx1fylrc9wXc2XMn6oWa6AxUskA6aXOFWypGlICltgFR6kGeqFrCtbDqV4wMMrWhkODgdj6uwZ8MdrWewrnEJ9YPtdO/4IzFNm5K31Nj+XpLVrfiBRLwfqC0eDjEBV9jaWI8dgUdtUa6QKHFFCcckXi6ucHm8qPGUcwdFkB5LIrt0Q+nYSDeR8uCUuMJsl5Oz1kl+yPOQsuwLWeghyznqd1lTaRjuoMtfwWD/drrjDzDny+cg5HxFCIDkUoi99kS23Bfk/V9azy+/toOTl+zknifn88fbV9B5SOfP0X1ljO6J0HHLDDzVo/imDeJrGKamapRIywF2Hqjh2Q0zGTgjQPfZZbAzQUdDhN5KP6l+N4keH/HDfsYOhHCfe5j9/X7G18UY7u4iOL+a54YqOSfRxsWV+/j+/oXc2t3EG2p2cUtXE4cTupwjoeGTU8Q1mbLljYxs3o3bE+a26afxdPVCXYkWrKY7GOO4zk2Oz6Z+qF3nWwqE7Vmfvyxw+8K4tHJG9/fgb6oo2h50x4X2WzYxb9XbrT0V5YpD257lyTt+QPXr5tP65nNs89JUjb7n9vGXb7+H8970WaYvWJa9nxJXHBWUlFKvYhgWbTP+2mrVyHG7NV/WMkkKnSorSbK+uGNJLGhAt0xkLRbmcWsfabtHlXFeyAKhptn25O/p736RijOaaX7b8ch+N+mxBH1P72XTPV8hGGihecnbkJDyFjin5IRCEvREmvn6eIqNskQiswioskxcdjNz8ADd3iiDnggeuRpFDul9ZQSbobEA1/7hQpKDI8hneKb07P2NFQy9+DAzRQcff/9OTp+zl8PDQQaHAnzzj2dxYH8laMZCCV0dT/HctL2ce7aPFdedQUdat7K4RZoXXBtYMX83u77+E/6Yfi8Xn7qej7/5Hv714FI276nnDWc/zT3PLKS9J5rJkSGoHOulcbSTUbefBaNJKpNp9nsU+hUZFUFvJhRFdvlwucrMcri5JXD1RhIDPZuoW7pmSs+gYnkzW268i6H+fbjcc3C5PbYxihFH176trL//d4ymeggtq0Euc5EeTfH8H/6MT0RYecG7aZp3XDb5pmGhyLwLFLJWmBYNqZSMsIQSDLwUrrj7d1+n5u2LHRVSVsg+NzM/dQZPf/n7XPTBX5kWzNy8IBNxhQR0h2N0BjMvrek0PXtfYKh7G2k1jqKEqWxagScQM0O+u8MxusO6pZwCXKGpGorLiyzV4HFVkvImOKSmEUIhoGUV/kbeEMhyxcBwH75me5nryUBUlLPt/ka8T9QwrcbLVe+8n9Nm79G5YjjAN/9wFgcOVGJIiOnUIB2dj7B8zi7OOk3BPW+Qwwc1hrd20tM5naderOK0ZQcBjT/ftZKLT13Puf+zk5EHIyT3+PK4QpF8KPjQPDVoWooUgo5yBSEklByLtskJltwgXYEKusMxAj0LGdzYRmThxJUMDXTes4OWZW9BEgJNTdktzxYvKX3IAlyR89+41jhmPV/iihJKeOkwuMLRszaPK/Q2iqIgp12kxxLIvsl7TPU/vZ/62lUISZBKjpjjF+OK3CgMp5y11mJKZrRFhisM5Fb5bovW5ud/EhJt4RqEJGjbfyOzv766oELKiooz53PbV/fz1ztreMN5bZy3aiPnrdrIus3TuPWRxTzy3CzGE/pzineGiHeG6H86y4XTKga56l0PcNrs3TpXeAN88w+LbVwhyaBqEnvmV7Fi4W7C4TgdHeMoITcdCR/PDsY4KdoBaPy1vYULY/v5yLSN3NQ5nS0jZby+Zjf39tTTHvejhFwk0glS6UFUqYquYIyuYCwbzh0p8GwidSBJeRxiDdvLNYLPOvHdbPjB12n93Om4y3O8zSzQNI29v3iMWO0SPL6g4aGBx5tRqjlwRceeTTx934+Z9cWzkL2uvD6FJChbNp3w/Dru+ta1vMb7FabNXWjnCqnEFS8FU0viUsIrFjZPjyLaW9nhB+XkWWLtF6C3bS/3/f5r/Os77+amH7yXm3/wftbf92fio8PF5+Xwsph7XlPTPH/nN1CWjDDv2vOpPnsuSkDPUaH4PVSuns28a87Df5pg0yPXopLO68dc2IwX5sxY3cEYvzn+nZw8GGfhaJxQWuOFynl89MW/8MkNf+f3j/2MK9oP4nKFs33lzPNwr4q7IlT0Pp0g+11cdtoeapVB/t+1V3LtP8/C70rxubfcy+LZh/TFWhZ0dT7JUGgtz8w/ndmxcVpDQxjZ/hKaTL8nilQR4uQPV7Jr+4/52m8uYDzh4kOX388/vvETaiv6+fcjx6NqEiC4cO/D/Ouuj/KjR77BLx78MndNO5nqlMaK4Tgrh+I82XoZichcAsEZBPzNuF1Rx/nb4r0lbUJLR971soQmNDQtTSLeaztXLHRv65O38vi911H+tmZaPreG6nPmE1vVSvVZ85jx6dWUv3MWD9z9XZ6544/6NRNYHIpZMwzhJGvNKBFKCcc2jiZXjA8P0D98kOCs4nmUDCh+N5EV9Wx54l9omTJITvmACnGFdVsIjf0v/Jt1t36CHvkefOfECV+i4Dq5m53bf8yGh77GQPeOvH4KcYX1xVkIGVn2ocgBZMljy3the4k2lFOaar4UTwVCEmgC0ozympNfpE4Zy3KFkuGKVp0rRoZ3s3P/jwlfJnhm8WrmNaU57U1NNL/vRBZ89yJCb6lk2771xMfHaWnoREiCr//2oqJcYc5DSEiSG1lxI4TkGGJRDPWzzufQvzbpFa0mgeFdnbiVchSP7ollC+/O+ewnCvN2VEwVmPdE63ux30OWK17dlu4SXj04mlyxbPXl9Dy8c9Jjq4kUI9t6iNY3A/oaOxmucAy3clizc7dxUCZZuUIPWX4P6Ux1hLSQ+PYJ76LLX8HIwAE8TV6UwOSN11WXLORj30ry5i++kQfXzSatCpbN28fV77+FO370Q675n39x8WnraajuBTRDwweSxCWnbKROGS3IFUIWekQGcOsji2hp7GB2UweS7CE9nCChyXQnvaQ0iZm+IQCu2buE8bTMVQ2b+evCB6hxj3FL1zRUBKmhJJLsRgNSqQHbsxGyoMtfwXUn2p/NdSvebXpJOT5T6zE5a4DwhiqYf+on2f61h+l6dAdqKl/eG93fw/Zr7sE7Wk/9vFXmcY83iOLyOXKFpmk8cfN3mPGJ0xwVUlbIPjfNHz+NW3/95YKcVuKKI0PJU+oYhfFF1397Gk5erMVKuFot43p4HhgvqYblWpIEgz1d3Hb9Z0mFU8TOm0Vzy2l6m1Savqd3c+fv/h/VdYtZdt5VuiVCtRNGbmJCpxjwbY//mvDqMqrWFA8Pi53SgpAkdt77K1pP/ICeQ8pS7aJQOdc7Zp3BM7WLqB/qYEy4uP7+L9s0+v+7/vesrV5Ml0+39Fst4QBCuNAcFsaJEPSorFl+mKc2VrNxZw3SLoUvbC/nU2+7i9eufo4XtjeSGB+kZ/RhFnzxfA6lZDaNlHFG+SG2jUbpTOgv7LLQiCoJhltaKD9f5Z6HN7Fp32XMm97G4KiPg53leuUKCSrjfXzq+d/YYrvP3f847z/ry3hTCQ5lwl3cDlZvKBLvremL+lTCMzRVQ2gCSZIYH+0lGK7R85LlCBlW7H3xEbbvuI2WT51R0OLkiYVo/uhpbPv5gwQfjnLcGZfkW74dLBrWuO9i1gw5J5SvZPgo4ZWM7EuRhiQ4qlzx7H3/ILqmeUrzqTp7Dru/cR81s5cSrWhG07J9T8QVRr6QdDLFC3ddQ2C5n3nvPxdJsef6K18+g0TfCLt/+AeqRs+lumnVpLjCWkHJCjOnIdgs6kZbjyfG2IHDsIwpQRnu4bw1e3h643xOW7qVdZtb2LyrAXZh44onn4WDvX9j7jfOxeV3cygp8rgiPKeW+oq5RAJb2LytDU+ohg27Gtm4t8mRKyZStBXzkMpt5w1WEPYt5OANz9H4hqVF7zneM8zuHz3GrJPeiiR0YURWfOTmHbT9d+AK6/GsVVzKvzZjvbbul7iihBLyMRWusHnWFuAK8xgw/+TzePJzv6dsZTOuyMQJz9v+/hwNc1bqef3SKrLiMvsrxhU2LyqyHk/WML5ieWuLyRV3zDqDtXWLqRtopy1UTae3HAH0dD5G9Zumlt4isqCe/Ym1bNyb5rM/fw01ZSNcePILnLtyI/VV/Zy+bDunL9sOQP+Qj+37qtl1sJJf//tkTlu2jbWbmh254oXtjWhGFIYCbT0VbNzVwJkrtrBl76k8urYLTdNMuaItrud/3DhczsbhcuYG+hhMuWiLZ72U+tcdpK7+BJAEKuOOHHB7y2rWNiymfqidtkgdXYGKwnKFnO89ZWwLSSJQXs+yC7/B/uduZtONt+KfWY67zI+aSDG8owuvq4Km2ecTqqozFT6SEPgDVQW5onP3C/hml6EEvY7nc6EEvSjTA2x4/HYWn3w+kktx9KotccXUUPKUehXB/LJLxS2F+aUuRV4bgKGeTv7x3Q9S/tZZTP/QyQQtVYUkRaZiVQuzvnQW8Wm9PPTnL6GpKrlJ5awulE5zSifH6O/bMqFCykDFqhmMpfcyPtxh9gvOyhTr8e5gjPXV8/BrCee48NFOKsd6Ob5rM1XxPtv5gK+JwU0dk5qfATWVJqKk8bhVNu0pQxWjCFlwqLecpzbNZFZTJ3NntNPV/RBNb1xolqj+8+EWmrzDvK12O0E5SVBOMj/Qx/qhChKqTPVZc+gbeJpkepjNe+tp69YXfmPuC3p2ON6fN5Xghdr5ev6VAot2HixCS7h8NgMvHJjSM+h/bh/hWEZg1VKk0wnznF1AMBLVa6x/4Lc0f/iUCV2ghRA0vXclT9z9O7OiCjjHfRe0Zgi7NaOEEl4tOFpc0XFgK8HWyXlJGVCCXlSRIjE+yNhIT54SoRBXWI9tevBHRM8pp/biBXkKKQPusgCzP38WnT1309e+adJc4WjJtR5zUOZEqxbS+8j+SXsKAYx3DFAfGmfR7C4i4SQeV4qt+2r1F/McrohF/srsz5+Jx+9CyqzvTlyxIDzARurYc+A2PV1t5p6sXFEMBRVSE0GWmLbw9Yg9lez83kOMdw7mNdHSKt2P72TbV+9lxtLX4w1kvZP9gZi5XSxEbzLFMGzXFPECn0olJTtXODYpoYRjEi+FK6y/MbfbwyXv/wZ7vv0Qib6RomMeunE94qBMw/wTAf19z+uLTIornMKrrDDWicToAHvX/50ND32dF+7/Epsfv46uPU+hqumiXNEVqOCFusy7dOZ4MjmAOza1aAohBMKlpxVPpnvp7I/ym9tO4/LPfIC3X/1OfnnzKazf3kAiKRMNjbF8wV5OPX4HkXC8KFfMndGOkAWKS0MSOlf84Y6VTKvt4V2XPE1teTPazgM2ucKKLSNlNoXU6IFe5FTIzO1lcJwTV3QFKlhfM9/RQ8pEAY+0XK5RPH5alr+JJed9nproGYTHFlIhn8icFW+nddXrCcbqso0lQSBUgy8Q1XcduGLj4/+g8rzJFyIBqL5wPmvv/xfd7bsdbqPEFUeCkqfUMYqsxlVDt1rne0sVq5ZhLu6abnUwEhNCxgoB3PyTT9LwweX46suKzqXy7Dm0Jzax4cE/sXD1WyhUic8Y1xoDfmDD3cTOmjGle6++aC7777qRGUvegiL5bdbt3Ip8uVbwg6Eax9jnOX27+cEj12RLvR73Tm6bfhqaqlFWvZStD91D7cULJ+0p1PvETgaGWvF7O2iqHkazhBy+uKOBU4/bzqrF27n5ro1MW3wR6YznwZMD1chC45PTXmS6b5h6zwjDaRdf2X0cKvrCHT2hnp69j1NZewoKAS7c+7DpHZUGVIQpuBj3Z5RAty38Fsu3kyXDeq5h7vlsu+17RJdkk6NPhPbbNjP7+Ddm8lwBaLYXBptLtSQ4uPVpgkuqkFyTW7aELBFe0cDjt/6OU1/7LmThMfudTHWMXFgtGPbE5yVmKeGVC+N7DBT0rD1Srkglk4gCSqFiMBKFj4/24g/G9HyFE3CF4Sk10neYhLuDaaesnnAcIUu0fOw0tn3xr0Srv4KQpElzhW2+1jwkDl5TsuQm6J3FwIaDRBc1TuoZtN/0AosqF/PI81W0dQXweVM0VNkNIi/uaGDVwg1ccIHMv6N+W+B6Ma6Ingwdm+6npv4sJDnn83HK5eFQtnuqXCHJEjOXv5X+w1vY+72/obpHCbVWIjwKye4Rhrd1U1Yzn9mnvMMM2xOSQHF5cHnCNgt3sZxRyfgIe559nNGRHlxuD5UNrdTPOS4zB8uab3znJfuabxWWS1xRQglZTIUrIOtZW4gr9GNgyBV1M+dy6fu/xb+/+3lczX6qLpiHt1ovgqMm0/Q8sYuee3dQUT2b1jPPyxZXEoJAWM/ZNxFXqJmE5qYXF3bvjPjYMFsf/QlJ0U3VBa20LDwRya2QHBil6/5nOPjQjVQ1rqZ+1jmT5gohyUcUTQH6WpfShnBrlXrotCSx42AtOw7W8rvbT8WlpJhZ18GMhi5kSeXAYRduZYig6yH2730etxKjonJlVq5YsoOt+2pJq9k1+8mNrSiKxqffegd/+XaIusq9jHv9fGXP8agUXrO0tMqeXz5BrGp1dk1WlOLGiynIFbZz5Hu6ClkQjNbj9nqJj3WhaalMu8xQQiArbvyhGkKRSvM667MF/TszPtKHtypbYGUy8NZEGBseYGigh9HyfsLh8hJXvESUlFKvMpja2UIV9SQBKqQtSgvr4m7s73nxWeRm34QKKQPV589jy//eyuyTLsXtyVapk2RhC7vQjITpGbLp3Pc0M99x8pTusXzpdA7fcAejowcIBmcioeQppnJhHO8Oxvj28nfzybW/NkuE/2zh6/nAizfYS72u/61e6tVXjiy5CPpm0/PkHmInTaxAU5NpDt24kfqmy3jwOZk1J7Txj/vTpFL6Irmvo5LewQBVZf34qn0ElBTHhXvYNhKhO+njsf4adoyGmRfoZyjtYt1gpa3/yKIaerd2Ek8epiZZnhOup5NwWghkTdNju5e/O99DSsoXTPKemeWcJ1iBkihn4MWDRBZNnMy2//n9uNQIbn/GeiQJJCm7HDkJINueuZnK907NBTq2ZjZbv/UgrctOZtqM+SiKfclzynVgzsEgk1cnN5TwKsfR4IpQtJJEzzCu0ORc4iFjaU3pL/PJxCjJxKgevjUBVxhj711/MzWvmTPp8ZSAB3e9m572tVTULNMFiElwRaFjtipNcraceF3ThWz75XfxfiGCtypMMXQ/vouRLXH2zTiB/f16ON0j62dw2tJt/P2+ExiLu02uONw1RMvxEeReFY9IT4oras6bx9bH7idaPQ+f1IAQkqOFOu/eJxAyJroOIFo7l0jN5+jv2chYfwdaf5KQL0j9aTXIkmRKiLqXg0w4Oh3ZojjLU0hl5jLU3cYLD/yGweGDRE9uwNUUQEulObj1aR6/5fvMOeE8lpz1BhTF5ajMykVeDpwCQoXR1ipQlFDCqwlHyhUA6Zz1u7JxJu/66l948bE7ef6X/yA+PqRzgiaobV7Migs+gOLxoWp6qLiqagTCVSiKJ6twKsIVViNGLhJjg6y/48s0vXcJoTnH2865ywLUX7aEuksXs/8Pa9m9vpMZS94yKa7w+ZsY3t5pKtgmg/R4Es0MHlBRxRiKHMwbJ5lS2Lq/nhe3Bzi4/++k3PfwYFuIiy9NcntlDb37Btl7+8/pfSzAlWeVU10+iOJS8bhSHD97L1v31dLdH+bR9bPZvr+GBS1tHD58iH8/tY7WzwaQC1C3mkzTds2tLByJ0V+f9YZWZJ3bpsIV1tQfhXNKFeYnf7ASXyBGKjlIOjkCQkUIGa8/gscXQTYNI84KKQBNHFn1eDT9ezbQ2044rKd4KXHFkaOklDpGYf/SZzycBKiFkrLlVMWwHrdek0mxwRN3/o7Ymybv6igkQXRFE1ue+CdzT7pMTzYnWYgjd1xZoKqgqmkk19Qs7UKWQGiARiLRi9ddlXPeYtGW8i0b1hxTbaFq6gcOO4a8LejbycBwkAPBGtTm17L1r9/BFfESmV9HIajJNNu/eQ/RyAnIioebHp7OFWfs4vg5fazdrAsMo+MeZFnF7VJRhcyJkS4+1LSJPxyaxc1d0wHoSPjpSPid798lE4n3EUoMEEsM5s1dQuMLKz9MvzdMW0gv2WpvMEEeKYd4byEJ5p7yP6z//dXwdkFkYX3BZ9C/fj9tf9zA/DXv1IcTApfLj8vtcXC1zrrYjo8OFK224QTF7yGdSpBIjDDY30V5rDbP8m30X1RAyfyecku2SoIp5dEqoYT/NljLfBuetUeLK5aefil3P/B9Au+M5XZTEAMvHKC8psXc19QkkuSfkCsM9Hdvpbb13EmPB1B9/hy6/vo0vnAtgUBTXu6oQlxhVUAVVUwBLk+Iltar2P7Vn1L/loWUL5ue9wKeHktw6JYNDDzeTd2MC7Iv6sjc/ugJvO7037Co9SDPbNKNH6PjHoSI4wtFSfdInBhtnxRXKEEvmpwmrY6RSg/i8mQrIxYKW3REjqAwWa6QZA9lVQvxhipJJYb0Y1YPCyFwuYMEQvXISlYqKqRM6tj9Imvv+QFN7z+RmqZ5tnPlJ8xATaU5fO8GDvzwaV7z4e/i9ub3aWxbb+lIuEK/rsQVJRx7eDm5wljD9TUe5q44h+qZcxjs7zAND4YCS01nF3x/MEYoWp/J9W33mnXkihyljqG4UlMqG+77JtM+uJTgzMKVUoUkmPb25ez99dO073qQmpmrJ+SK6sZT2XbHdcROmVWw31x03reVcGQBCAGaZkZT5FZ2BRgf6WD3nuuZ+bGTCDSfyAOuAa6MPsryORpr62ZQsXImY4f6GY8/iiw1k07LrDxuG//vynv43W0nc+NDyxCyoHMgygPPRoH5VAca2PTJvxNZVkPtRfPNd+/k4Bh9tz5P/OFtvHU0zgrRybXTVjHgCSHJLhRZb1c52kPDYDtt0Vo9XM+ysKaTY3Tse4Tuw48hvAIEaAkVf3AaDbMvJlDWYD5rJ/5xDM8WAo83iuQvN6uzAqZCyn59fjEMl+IjOTQ+JQNacmAUd8ard2x0EFVNIknZ6pElrpg6SkqpVxFyycSIonNKOihb3G7NFzMV0hmt8OBgJ7GqhVMav2zFdLp+v5nant1U1sxHw+pWa3el1UlFQoiMcDAFdxXdqqJvJ5MDeLxVuttrJmQwN1GtU0Lb7mCM7mDMFCxyQ/pUBF95+idIlnA+dcFH2PmLn9C7YC+1r1lgs4ZraZWep3Zz6J8vUhZZRrhSV+htO1DOs9tqeP1Zz9MzVM6eQ1V4XEkqo8Ns2VtDcmCMtYMx/tXRzFMDkyspnuwc4uzDmzincwsPTzvDMRxxc3UrXX49rnuiRLXWY7Z8KTkCiOz2suT8q9n6zx9y+N8bqXnNfCIL6vXPUNMYeOEA7bduRk4EmL/mnSget2kpCISy3l4GoUiZUrFW0plqMvXMhQAMDXQRq8oqDA1rRi7BmeEctqp7UxuyhBJeyThaXNE0dxGp34+QHk9OWNHGQOdtW1h80lv0n60kbJ4xxbiCzFHJJU15jfBUhEgld5FSR0hp4yjC65jUvFDyc+OcVWCwhfMByBLecDVz5n+CQ7fcwcE/3Uh0aQPe+hBaUmVoSydje4aIRBfQMGuV7R5cShk7D8d4fvs0rjhzLd2DYZMramIa+9P6s50qVyAJktogLsqLKqMmSmpuPTcZrgCQXV7CnmbS6TipRD+qljBDHX2BclzubOU9q5BhyyElC4a7D7L2nh/Q8vkzUfzO5eQlRab6vPn0xfZxx/Wf5dKPfM9c6/XHkF3zzb6tc50SV5TIooRXDwpxhVUZVYgrkEBWhSlXQDalhyxLVFRNx+eP0t97mLGRAYQEmqq/0vl8YXzBSjzeCGpayyqg1Am4IqdAhoG+ju14ZniLKqSsaHrrMjZ98nYqp69Clt1FucLlC+KmiqEthwnNrZ2w73Q8Rec922ma9Qb9gNA9hXKNIACp5Bi79/yC2V86A08mb9WOsQjrhyq4rHoP3Qkve8bDRBtCNLdEePLe3SSTA6zdNoN/PLCcJzfPclzro5XziMS+ROeBh9jxtSdQ1TjudIKG0T6uHEuyXDLCnDUq4v0M+sJ43FVIssQFOx/kE8/8MhONIbhu5fu4c84aALoPPsPBvTdSfcFs5p5yli0dx/DuTvbd9BvE5jBzT/kQAldmTvlhe8a2PeWHnStEDlc4yRXG//krLmH7fXdT+9rJh/B13b2VuctOz+gNNVKpJG63p8QVLwElpdQxinxhWsPBuxSwV8tQLcoLWRKouUKI0eYIUuTLfjfp5DialmIskytEVdWC1guAivpF9K/fT9nx0yY9zuCWw3iDtRkCS6OqCWSLD6pjjqkcYQOygkWXv8Ie0odAp7WccL7aRciLPo7W9iQHvnovo+4UUtiPmkyRGkgQDLbQ0HQpsstaWUTws5tWc9Vrn+Q7H/orf777JJbN3YPPm+Bv969ASu6gpzPBn9MtTBbjd7zASUIgAefsfYCfLbqSD2z4mxmOaITrwQRWcMvz0m+0cLy34V6ruL0sOvvTDPXsZe/N/6Dt9+v1L6OqESqfxoy5l+EJRpCV7BfI5Qng8UVN4nCCJAtCZbWMHezD31ju2MYJ8Z5hPN4AEoJEfJREfAy/P+Bs/XZIxmmFU3WMksKqhFc6jO+xXlFJ/380uWL1667igZ/+jOkfOW1C40LnPZsJemrxRaKkUypCgKx4MHKBFOOK3ONTgZpMI2T9dSgR70EJNJr5oKbCFYW8piCrnFJ8IZpmvZ742Gn07X+B+M4REBLhQDNVcyohx+tAlgK4ZX29/vnNZ/C+1zxo44pQQOYPL8agDIbTbv7cPjFXpMeTkNbX4LQ6jkoCGY85dwOF8koBqOkUvQeeY3zsMKDh8VZSOf1EZMkzKa4w70/24ArUIBwUT1Ag5MJy/rl7f8m0/zmpoELKirITprHvucc5sOU5ps3XqwDmChDW5MtOlu4SV5TwasVUuAJyZIYMisoV2L2oJEngD0Zx+8KkknHGx8cBECgoiptUKj837URc4RS2B7DvxZuoee/kw74ll0xoUSUd+x6kZvpqJMldlCua57+VzT/7JjM/uRJ/Y+FE32oixbZv3E2s6mSkTEVBoWrIUjbPngFN1eg6/Ai1l801FVIGrm+bw3vqt/Gt1mf4a/tMloa6CbhUblLncbjtNtzeN/Onu1eZ7R3D5oSgqmE14apWUukRIvEhPvPsL5EsBgcVQa+vDK+3BrcrQuVoj6mQApA1jU88+QvWNS5hS98uOgfvZP615zvmhg3OqKLl41X0PLGbjbd+i0VnfwYhTc6YBRNzRaH2kiSYcfyprPv2b6i+aH7B4ihWqMk0g88epPGqbMSHLEk2XihxxdRRUkodo7CXlcxYKQRYycRMMGhZuM2XQlVkYrYz+zmJCYU29V9MejSO4taVQ2Mj3XoCWynfYmHEgAO0LL2Yp2+/ekpKqfabN1Iz43wgk/BOqPYkhBMJG2ATOABbSF/Z+ABfeeJHtjFlTaVhuIMTRzbwqWd/TadL4nmfmxt8q3mueiFlFWPExvvpJs2AGZIBHlc1Ow5GueZPlVy06nlOXbKNzv4wn//F5RzuraCm+mzab3mUae9YPql7H2/vp7ZnmIj5uWlsi83k8ot/QMNIJ22h6gnzRzlWmSogZOQKKsZLfKSymXmnvY/R4YOGoxJCZN1mQf+OujwBymIzzZwhVouHYc0wLByLT7uSp+78KU3vXTGpZwHQdedm5i9fY46vqansGKZ13G6xyK26JwnhQBx2d9sSSnilwh6SoR87mlwx54TTGOjpZN13/knje0/EFckPO1aTKQ7f/CKprXGOP++tphetovjxeAOkU+qEXGFYwEVamZJnFsDQ1nZ8gWqEEKTTw5mHIB0RV4CDN66D55THV0N5nYdEshtNS2frqxv8IASKHMaj6J6+AFv3N3DNny62ccV3fn8Oz/Y/yYyrCoeN56Lzvi2Ey+Zl56SlEDmGG3M7hytSiVEO7riJwYHNlJ/ShL85CpJgvG0LGx68E7+vmWkLX483WD4prjDGsFu8hZ0rJJHlA6ONLEiMDjCW7MJXt3jS91514Twe/8P11M64jkAoahujUILzqXBFrmBR4ooSjhVMhSusOaQKcYVNGWVJeG4I8ulMGJ6kCdweL5LsRlU11LSWqeYtTO8nQzGVNj1nnbkiq6Swtxkf78RXa88jNRFiq1to/+1mwtWzCPibi3KFyxdm7rKPs+26HxA5qZLq8+bhCmcN1FpapefpPRz6x3oqKlcRqphpcoXsCiMpnuzARviigL7+tcxfdV7e3LaOlPHNvYu5MLafk6PtdCV8fGHXMoamBxgevZHx5CF8Hoc0GznhbgLweRtJpYcYUfq4seVsLt15LxIaAsH9rReTKluEW/YiZEHjSIepkDK71FQqenfTduAm5n3j/AlTslScNINk3yj7X7yF6ce/zpErwOop5cwV5jEHLynJwjl6W4VlZ7+DF3/2D6Z/8OSiBjRN1dj744dZcsoFyLLumS3LMorLUkypxBVHhJJSqgTTjRbs1mZJiIKJCaNltYwd7sdXG530OL2P7aaqcQGSJEgmx8gUBbTPJUMyQtI9fbyhcnxyNQMb2ormKTIwuL0dtV/CO6dcX9BVzbQ2mJhI2NAnkg1yz8AI6YsNdzuGxI27PHzq2V8jo1GbTONV41TsepA/kea8fY+aFHjjjLN4tuYEalMSM/sOcSCYppMKfn3b6QBUjvXSONzOWFBCi81l/OkbGFp+kND84gnE0/EUHdfcxufHkyaxeFXMvFFG7qhCCilNTdPT9hxdhx8hlRhGCAl/uJG61gvwR2oLVsTQ9yUbCQhZ4HWV4XL7SIz3koj364IXuqLQ7fbjDcTwBcrN6k9Zq4WzG17l9DkkbxwlOTCGK+JzbGNFajTOyMZO6k6emyU0oY/lZLnIFURKKKEEO46EKwBOOPsyKmqmcf8Pvk/Sl6TstGZcER/p8SSDzx1iZEsXjXNX0HzRKfqajC7QBKN6KIVtbbaMYeUKQziZNvdcuh96gepz7bmFiqHz7m00L3pzxrtWy3JTEa4Ae4iGFbkKqEKeU26lDJccIZUeIpUeygSDS8h4UeQIksh9RdPo7IuYXAF62MDo1jtIjSYm5S2kpVW67t9J06w3mvMR1lC7IgqpxFg/W9deR/1b5tO49AJ7mORCqDl3PkPb29n0828wb+XH8JfVT4orckMdzG3ZeT02uGL/hkeIrp58xVcAX30ZQ0MddLZto276AgKBUMHxocQVJZRwJJAkkQ3XmwJXZD2eMsczSiqr95Sa1nRvSzWdp5iaiCtyjRhGcnSmXiQWV9BLOjVOWo2TUkdwycGiXOEOlLPgpC/QdeBxtn3xXoRfRQn7UOMpkj2jBCOtNLa83syjp18rcLtyogMy6/XY4CH8s6IFPHs0OhM+fnPInvtXCIgua2Rg72bkKg9uV6xgkQvr2u1Swrg9EbbMrOdntauoG+6iM9JAT6ASmSxXHAzVmIWUDKSFxOP9O6m9dP6kcwRXnzuPDR+/hcZF5yK59TxVU+UKa/RFIbkie68Ss088m/joAFu+czv1b1vmWJBkvGOAA795itaWlcxcfIJ5PByN4XYpecqkEldMDSWl1DEKYdHEGonOrYkJIeNFlamWkU1IqP83FnEz54LFwiGrgtNe8y7uuOv7NEzSg0dTNQbWHmTBFa/PzE8fXxMCyWKxsMaBG1aS48/9KI/+8X/hrYLIgsLW4MHt7ez76dPMXPEWfQxJIMkeZNlja2eW7LYIGwiVZHwYNZlE8QSRJHdWYWPkosqQZncwxnUnvodPPPMrMyTu2ye8C186blNUlaVVThweY96Ge+lVJJKSQNE0Vr1wG39M+vSQOiMn1dJ3cVvz6Vy45yFTsZVG8LOFV/Kmtr2c+81O+t9zOpGTWx3zpYx3DtLx9Vs4SdTRIO8ENFQEt827jO5gLD9MT7ILIR17H6b9wN1EV9Qz/a2LdaWPBsM7O9h78y9I90jMXnEV3lBljnIqP2GgdSyX24fH24Cm1qJqSSRJQ5JcuNxem+U7lzgKWTNOv/Iz3PedLzPz02egBOyfqxXp8SS7vnU/J577+owlAxTFhdfns+UHsRKGze22oEutcDxXQgmvVAjTKqdZrOBHjyuQ9L5mLDqBhrm/Y/vzD7Pz+SeIjw8juzzMrD2F2PJZqKqGpgJCQ9PAHyzHH8yGOeh5QYpzhapqNMxfza4bbiJ2+qxJeUv1bziIx12J7PFCRpiQFAktrTlyhWPIXgGucMo3Zb1Wv0bGLUdxE80TpiYDATRMv4Lt1/yTOV88yzEswhxX09j5o4eJlh2H7HKZPUiS27laEpj3pqaTbF33PWZ8fAX+psLhJ6HWGmZ/fjVbvvY9Fq35Ep5gRO93Aq6we0pJeaEY+VwhGBnqxFNpD1uZDFxhH4nxUQZ62giF5pq36cQJNq6QJuYKp6S1Ja4o4VjA0eYKsOSQsnCF9Tjk5CsEm2eUNam5sTYU4wprfikw3jnVI4v+GE8gK26EECQSvbiC4Qm5QigKVc2nMSNah6tvKx2yj5FIGVKdO5M31T6GR6lFUfK9izVVI5UYwl3rXPDIeI5OcFf6SewcI6H145IqEDiH75k92dZpFwPhBgbCDXootrWhJNEVquS6le/jE0/+wpSPvrPqvRxsf4D5y/M9ugqPKRE5vpZDW++lcf45yK5skSO7YqowV+S2LyRXWLnp+LNeT92M+Tz2658wmuonckI9UsBFeiTB0No2fHKIFadcQc30mQiR+U1IEhWZIkpGPyWuODKUlFKvYpik4lQdQ8oSg7mvZqtsTJuzCPHHNCN7uwlMn7iy0uGb1lM/a6n545clGSFJ+RYNOUtCxiLu9vk55cprWfuva+m4fTM1r5lPaHaNqZwZ3tnBoZs2kO7SaDnprcgu3cqgaRoeX0VhjyhZYry/g7ZddzLYuwlPdRChyCT7RpESfqobz6WsdmHGImPPH3J7y2qeqdPD+Q4GqujyV1A52pPvQYUgpKqEEnZL+lUb/mbPSfXcb9gZbjQVUsbxD2y4ARl4uG+Uz//kfv755yfwrp6HZ1EjQpFIdA4ydsvzVHYN8b/jKW44aTXXtqwmNj5An7+CVNlxeaRhwCChA1v/zVhoG/O/fb7NYo7QBYzQp2oYb+9n07euZd7Jn8QftSdqtAoZ1mPWfVlxIeMyycAp3ttKHNbvghWVTa2sufwz3P+1bxC7eDbly5ttc9ZUjf7n9tH+zxdYvuZyaptbzXPRsiokKWulyZ1j9tirlxBKKMEJL4UrZCHMEA1FVpi15FTClXWMDPejaRqqpiuhJAGqpCumgpFKgpEGhCicA8SJKyRJ4PJ6mL/qPWz71u9o+fQaZE/h15zh3V0c+NU6Zp70tkyIN2b1IMDGFVZhY3TgMB37HyIx1oOQZLy+eqqnnY7LE8zjCqMfsHtOWc9bx7NiskqqcMUc0qkL2PKFW5n+vuUEmivz2oy3D7D3V0/iTU6nrCGbzNXlCiHLDsq7HK7o2vs4sbMbiyqkDLjLg9S9eSH77vkXrSvfaelyYq5wCsVwugZAlhWSaTu3TgZaSkVWXIyPDZBMxvF4PHm5pKwocUUJJUwOBlcYiinbuRyu0NsLR67I845S7Uoo0KPYcs85zsnCFYXmokgBEv2juKOFlDz56H16H4Ho9MxcxvSDuQZvyJM9zt/+AJ948nq6FYmdXhe/m38e66r1wlHGMiRJftyuGIqsz8eJKyTFjRpPT3q+BtTxFJLsAqGRUodwu8ry2jjlm83lp8qRHhqG2jkYqqErU6xISII756xhXeMS6ofbaQvX0ukLosQfs8sXk0BkcS1Ddx1ieHA/Uc8cZFm2cchEXOGY9LxI3loDdbMWcsXHf8KBbU/Ttn0j6f44bq+P6te8hkAkjGSRqiQhqKqdjtcXsMyrxBVHipJS6hhFVuNqWB60PAtHdsHX942qFUactyQJJNWwdGjmOX3xhzd+8nv89ivvoertiwm2FK5YcfjfL6BuT9Fy3pmWfBplk7ZqALh9flZedjU9bdvZ/s+/cmDwWf22VPAGKqlrOQffbH0O5n0JL25v1FRe5Vqr27beSVf3w9S/fiGN8y+0eSAleodpv+1hDj95O7OXfQTFnSUqwxreHYplE4aje1DZEqILiZ8vfj3vX39DnqJKzolblDWVxb3b849nPJ68aFw3Eucj8SQ/+/dz/Hk9RMb7OblzD6uBiCRx09xzGfLq7qbDgSg+byOK4dbroIwC6G1fz6hnEzM/eFrRilXemiizPns6m7/+HZZe9E2MsqdOVm+rlUDfl2zW7cnEe5vncqwZkiyom7WYKz7xS9be+Vu23nQb3qYoStBDejTJ+L4+GmYu5Jw3f5RAKGOhFyDLMtHyapsV3DpG1iJO1trhaM0gx5rx6o39LuHYgPE9NraPPldY8owALsVFTcNs4uMj9Pd16MopVUXTJHyBKF5/BYrLSzqV/7I9Ga6QgNpZy0BT2fT5X1F1YSsVq1psIQ6J3mHab9/M4HOdzDzpLShur17ZUxKmISMXGhIDnTvYt/HPKFUS1a+dhaeqBS2tMryzi+13fhslHaN5wdtwZ9ZhQVYqs3pHQT4f2cbKUWZNBuW1x+ML1nLw5zcSV5+g7MQmXBE36ZEkfWsPIsa9VFSfRKDGHgbv9pbnhekZsI7f2fYQcz54xqTnU7akiYN/vJmxkcP4Q/VHnSsAKmpb2L3zXiLzJw7tN6CpGqmhOC6PB02DsZE+/N7a7HwK5JUCzFw3xbmCEleUcExiSlyR+Y0U4woTBbjCdGsymuV6R5keLvnKqMlyhbHVvOgSDt91Dw1XTi6vlKZq9D6+j1krz8zMVg/7FiKbv9a6/huoHOnhE09ej6xpVCfTVCfTzF13K28+fym9vjAIGVkE9IIRlrGq4r1ZBVBG7vBHajm4rXtS87Vi8MV2YmHdMJFWRxCyc/GgYhVZz9/xAJ94Klth7zur3scdrWvMdt3hGD1RXVGljg8huaeubpDcCqqaRCNFKjmEy1WWxwcwOa6YSK6wecMKgeRy0Tx/JZHKGsZHB/TrBKZCyoi+qK5rpqy8yuZRq7ctccWRoKSUehVCNklE/281LpghGNZktZkfW25512C0nHd9+df8/QefoT35ApUXzCW8oF5PFhtP0fPwdnoe2kVN4wJmX3AeaMIMzQhlcoVIsjUvSH7VjFzrR1nNLJac9SEG+/ejqqqp5DKI0OAAWfbgD05Hkl1oVst1pn3b1rsYUp5j7tXnOr74u8uDNL31BAY3H2LrL69j/kmWKhCWHCK5Fu87Zp3B2vrF1A20m0nFh9zBiRVVQuLFWKtjrqqfL76S979wA7KmUpsGMfcKympnoGkq21qG6B7rp8cXZdATysxJweetR1ECNgED8pOZt+26hdYvnzypEuqeWIjy0xpo23ovTQsvKGj1niwMN1p92z5PxxLgFgLyhSKc9vqPsOj0i+ncvx0tFUdxewidXYUiS2TyAuukIyRqG1rx+vyTroyRm+C8hBJejThaXJFOa9ZlE0kSeLwBYtXNlFfq3lKqavlL51u+p8oV1TNPoLx+LtueuoHN/74NOeRCciukhuNIqpeq6SuoOe1ChNA9dnU3fA8ubyg3Ry4APQee5eD+fzLr86fn5bTzVkeIrWpheGcnW350LbOXfgxvIFaUK3K9p6xwUlblWsqd2vqjdcyKXMXwyC6Gtm0nkYojKW7qao/H5Q3kXevxVZuW+EJcATA+2oW7zjul5PFCEkSX1tO9bx01s7x4fbGjyhVCEjQtOJnnf/I7ai5eOCkOA+hfv5/65vl6X0KvIpg7n7ywCwcFlXmuxBUllHBEXGEYMaAwV1hheE+ZiqmcMD6zXRGuMBVTOetu7azlbP/Tn4ifNYynIshEaL9zE+HKOQhJ1otUCDl/Dcp4TVnRMNyelwi8PJViVjzJ+qjduG+s+RfufohPPP1LM63Ht5e/m9tnrkZx+3FpMUYP9uJvcFYs5SLRN0K6T8NTqxttcVDoOVbis/BM5VifqZACvcLexx//BWvrl9Adjtn7kCVkX5DU4Nik5meba+8ILlcASQjiY734/GXmuUI5oqxckXs/xeSK3D4AXC4X1fWtaOkEQwOdJBMjCE3D5XIRjsaIRGK43EqeDFHiiiNHSSl1jMKqcc3mlNLPqZqmu8kKoy0YsdzmC36GMIzFvlAMuD8c5a2f+xkHdmzg0Vt+w66/3YumqUiSQuPspSy88jXIil4qVVccSQSCFXi8AVMAybri5lfNMC0iZK0avmA5suJldLiT8bE+NE1DMopRuNz43GV4vOWmtUJFsimm4sM9dHU9yNyvnDehJTo8r47KS0fY//BNTJ+v58OyVV7SJ2lbsHM9qAxFVf1QR0FF1bdPeBfbqmbleVpdt/zd3N6ymgeaT7JdH9RUkqkBhhUfQ/4yEAJZuHG5IriUsFneHAonrh0daMNd40IJZqsuTYSqs+ew9Qv3Ud2yDF+gJs/qbfy3WShyXGjN8zmJCa3x3tb+nHKRgP4draxrwecPMjLYQTqdQpYEQtKtGZIk8AVCVNdMIxCMFMwlZfRlHrNYLAwUqo4hiSPKj1lCCf81sFdUevm4Ip1TdSnXUk7OO6aqixPZ/SPgCk8gxPzT3knDwtMZG+lDTSWRZDdCknQ+ylyuSllDhhD5P+qR3gMc3PsP5lx9dtGcTcGWKmZ95hS2X/N9Fp7yZYRQinLFZJAb8lcI1hxVoVALbk+YZKofW5ISo42Q8XiqcLuiBT2jrOOl4oN4qvKVWhPBUxMk1TXC+GgnPn+FGb5x1LjC5aJx1on0PbWH8pUzJpyPpmp03ryB1a/9IJIAIYGSCQmxckKJK0ooIR9T4Qqnqq25XGH9Xf1fcwWyzLILPsMz136Vlk+dVjRXXecD2+h/uIPmE1+f8YwCtzvsWIXVrFydGf9guNYxEfihaK0jV1SO9PCJZ35pS+vxybW/Zm39Yrr8FdQ1XcCBP/6F1v9dMynF/IE/r6O8aqklTFCeUAllIjO/hsHDjhX26ofbTe8o/WAmXYuiIGthEr3DuMsnVvgZ6L5/F81zLgNAU+NT5orcanv6scJyhdVTVrZsK14fPv80AFyyVJwrpBJXvBSUlFLHKPJ/APbEhE6h15KELQRDP5YlDGPfVtY145LbOGsh5771U3R17NWVTZpmyxdiwB+sIFrRZB6z9m+rjCHlW0CsVZYUl49w2TT8oTqSiVHUtIqQZBSXX0+YaySpzUDPX6Uv8ge33E7dZQsmHRoRW9XChn/dTF38XNyeSL6F21Ia3Bwvxyre5a8wFVXgrKgqpMByul5SZDxKOR4s1hEHy0EhIUNIgt729ZRPsXKR4vcg+TRGhw+juLx4A+WZoe0LuzklB+LIhUEcRvvc/hyPG2QhS5RX1lMRq2NstI9EfARQ8bjcBMMV+ANBFNle7Sl3DllCyb9f6++oWPLzEkp4pcL4HjuFYrwcXJHrSZWeIG+SKcAcIVcIIREpn4Hi6mBspBtVTen5p4RAlTTQJDyeKF5/NYaIYnCFEXK3b+Pfaf6flUUVUga8NVEqzmyifeuD1LWcnelvYq4AZ2+oqYTwmdcICa+nBrcrRkobIJ0eA00FIeNSQijuCELYF7xiXCEkBS059dxNalJFkmUEKsnkAB6l/KhxhYFl572L237yYVzlfkKzawrORVM19l7/KDPnrMIfKTOPBzKJ2B3nlDOWLE2GK/KFkBJXlHAs4KhzhToxV0BWYeXEFQOdbTx375/pPLBZn6AG0crpLDr1jYSrmvK5Qi3MFcGKepZf8EWe/fY38cz0UfuaBXhrooC+fvQ9t4+OWzfjEjFmrrwSkMywb7e3vHiV1ozXVE84xndPfT8fe+R6WyLwroAuA+RyRcNQvmeVrKnUD3XoBury6QR65rPvV08x7d0riiqmDvztWdSDXkItM7N9yVljQ0HDR86C1xatK6BYsxSiMpRxmWdQP+tC2m+/l6a3nMBkEO8eglEFdyCc4SA7V5hzLsIV+ccmJ1fIlj6tfefmHSxxxdFHSSn1KoaVTKyx4ICNGPS2OqkYpCAJS0LCjKtttKIGrz9Eb89hRgZ7SKXTSOh+Wu5AhGCkCsWlWx+0zEt5rgvtZNxt7UQl4/GGTK8rsx85SzQGAQlJQk2n6et8gbrFF0z6OQlJUH5SE537HqRmxpkoUtA8rt/L5AQOA4UUVQacjhe1kk+gjLJebz2eTo+gBAtXsCsEOehBSyWIj3XjDZQ7Lt5OFTGy54Rj2F4eYRQQxqw5P8w5KTLBcAxF0a00VmtG7nXmHKT80D0na0YJJbzacbS5wrxGs3hWZczW5pqdKfutqapNiDAwNa6Q8Aer8QWqiI8NkEyOZzpRcHsioGb7N7jCUEwlRoZIaN346pZO+nlVnTmbzfffRUXj8Xg8sUlxBeSv84VC9orB2ocsu5CxFCI5Qq7wRmsYfbZvynMZ3tJJbWwxAIn4IL5ARWYaR48rJLeXiz74fe64/lMMzD5I1blzcZdlBS1N0xjc1Eb7P19gxqwVzFmxOjMOeL1BvL5giStKKOEoweAKY7sYV4AuvBfjCvN4DlckEqPcfv3nGRW9VJw/ixmzV9uKHz12x7eQBzyceuUX8QTCJlfY5kI+VwTL6zj1Td+nbdtj7PnxLSSTw4CGloZwxQya570eORMKbYR9K64wLk/AXmUvo5gC8gpm3DnnTNY2HEdd/yHawrV0ByugQFj3wUgBBVCkxlyrm+ZcwsHtt7Pz0zdR+brFRE6Yke1H0+h/4SCHb3wRT7qWmplrCMeHiI310RuIkQ5HnBVZOVxROdJDQyZxeVeggu+seh8ffzxbYe+7p75Pvw9LMnNrupDyxsUcuOdGhnd0EJxVnT+eBWoyza4fPETj3AvMPmTZjVPOQevnWaiKt/XzLShXOMoxxjF7u6Jc4ZASpMQVk0dJKXWMwqp1tRKE1cKR1uyWDzLVlaw+rZK1TKohNBg/VOOcCkalDa8vQFXtDNTqaSQScZLJNLLiQss4I6ZSOikYVTOc4ORua50C2elZtpzb2rx+VQ01FcdV7pt0/gkDwblV9G3pYjx+iGBglmlldkpe66ga1ycATByGURAF+p2M662tjelS6yc9OjjlaahjSWS3m7Q6Tjo1iuQO2KwGBnE4Wb1z3Wut563JBrPn8pMQGv2YlgiLkkq2bFtdanMtH1biMKwZVssFTFSuNdOHsJNSCSW80mAPyTCOwcvNFYaAgqmfyS/7rV9iD82w4ki4wuuP4rYooABUoZG7uqqZIz0Hnqf8lAbH8QtB9rlxVXgYHd6H7NLDql/JXOGSA7i0csYO9+OrjU5qCqmROIm2MXytep4UIdTM1I4OVxhtABR/kNd+9KfsWf8wz37vD6TkOO4yP2oyTaJrmOqG2Zx6wXsJlusKOkmAhKAiVjc1rhCT4QpKXFHCMYmpcIUtxO8lcIUhv1ivHx8d4Z/fvoryy1qoXrgwb57BlmqCH65meEcn9/z6Y5z7nu+heIJT4ApBw5xTiNQ2MzrcBWSVRLlh3y53GF+gISMTTOxNajBNd7BCV+Jk7zDbxsIV3aEY1618H594MqsAum7le81qdwZXHFe/gh8+9Uc+96NOHvF7SPvdIGBA9eINTqem7gLcvjDLDr/Ia7fejQTMGE9y0/Hv4o7WM/LmaeWB87ffz8cfv95Mav7dk9/PHXPPZN2046kfPKwr1iKVeddauUWSJRas/jQv/vxr1L1xDtHjmxzlsOTAKDuue4DqupMJVTWaYYY+f8VR4Qr9XIHk5kdBrrB6XZW4YuooKaVeRcglE1lAOsctNDcGXD+Wk0RQsodf5G7rlnIZt9uHrGhmOF+u15LVAm71fnJytzW2oXi4SJ41PWOtyC5IqhlLPKVnJ0ugpdE0lVR6EJcSNfsH52pJeunwQ4z07iWtJnC5Q0Rr5iO7Jp/DqRimLGCAzaW2rGYRbU/eQNnx0yY9Zno8SXoohaS4kIQglRzB483GiDtZvXOJw9q2UJlW3QpSnDgAG3EYH6uTG621X9s4wtm9tlBljBJKeDXgP8UV9v7yy34byWxzS3/DkXOFIZgU4wrr+KnkEK4ye2LzycAV9ZFKjROPd+FyRSbkipyHMeXxiuGlcIVxrqH1Yg7+9a+0fOz0SY156OYXqGzSQzUkIRDkhju8NK6wtjW4ovXENTQuOI6ug1tJjI0gKwq+YBhJkpCN64TuJRWraiIctXiRMRmuyH+O+Vzx6g29KOHVh5fCFcCE/OCU9Pzu336Vste1EF5YvOpmcFYVde9azMM3fI0z3/FNPWw7Z/0vNo9QpAGXO8jocDeJ+FA2P58EsuzD761AcemeRrketloOPxmweU2BmQjd2jaXK+6cs4Z1jUuoH2znYLCaroAlksII8xvuoA746eA4a1WNkdE4AL86/kJ2l+tpOiLjQ6ZCqjGeonU8ySee/IWenyrTZy4PVI70mAqpPmCtpjH90Z+jujy0T1tKd92Cgt5RufvuQIjjzr2anff8gYM33ELlGTMJza1BcsnEu4fovHMb6V6VhrnnEq7JyiWy7MIXLM8bw/i8CnGFtY3xv5BcAUwoV1jX/xJXvDwoKaX+i/D1r3+d22+/nfXr1+N2u+nv7z/ivmSsVg2LtSEnBhzsiQlBgKRZYsBztMxWa4f1XBGrhuM+WUt08XKuxl6O8ilzZrIeU0YLjy9wRFUgxjuGUNxhkATJ1CBud1nR9l37nuHw3jtx1boIL6lC9sqMdY9x6Mmb8bmbaJj1Gnyh4i6sE8HJil5MsLCeF7IgXDOTXeuHSY8nJ11Vqeuh7VQ0HqcLGZJACM2y4OdbvQ3ku9BKeUKI8d+JOAAbceRfl1nwc5RXuRYP2zmRc95BCZVLHLZEhJY2JZTwn8TLwRVWbtDxX8QVkyr9bexNxBXG3mQs5noC9HQildd2IqjxFJLfjaolSaujejXUYu3VFN0H1tJ16CFULY5evMJHdcNZlNcvzssBNRW8FK4wro/Uzab70AwO/v15Gq44ruh4nQ9uZ2zTGHUrF5lc4faG/iNcEQhV4JmxmP6eNhLxYRRDOMqs4V6fn4rKBiLR2NS5QsrlBSeuyNxHiStK+C/A/xVXWL2nCnGFkfS8KFegeyTpGzAy1Evf0AFmLMr37nFCcFY17e6N9BzcSkXDnMyw2fV/Iq7w+qJ60YhkHDWdQE2rSLILIempL6wh1oZiypxsDkb7DtG2407GBg+haSoeXzk1088mXD0L/ekV9rTqDsfoDsd0ZZfDeSPPk0/TWDE8zm6PiwMeF73BcnPtqxjvI5pWmRZPUp9IA3p+qobhDoQkdK+naJ3pwQV6tcCNmsbVUT9bYiGklS2oYS/JoefpW3cXXqWOxrmvJVDeqN+DgzJK39efi+L1M+/UDzA20knbpjvpXLcfVU3hcodonH4hvsWZ6n3GV0SSCJc3IcuyrV/JkRMkEmNDbH/mFtr3rCedjOP2B2lZfCazTliDUDwF5Qrn/qYuV1hzSZW4YuooKaX+i5BIJLj88stZuXIlv/71r19SX4YLoGoSh3MSQr2t0SYn/jvzI5vIM8k4nlf2W+jx4bKU9aCyJrotVM7V7Btslg0DTm2NeRWssmEmNZTxuqsYb+83ExhOBl337aSp9YpMnwlHK4c+B5Wdz/4KMW2Q1qtPzqtsV3fJYoZ3dbL9599n2sy3EK2eN+k5QOFwDsdkuA7Wi9w+6lov4MCfH2P6u1ZMOHZycIzOu7Yxb/X7snHeiq7MKpQXxLbQW+K9hSRQ1TTJsVEUtwtZ8SPnJCS3IpcswE4mTu2cjhvbxWK+rckM7W1yiUX/m2ooaAklvFS8HFyRtXb/57gC7NxQjCuGujvZue5+hod7kCUXsYa51LWegCRJeVxR1tdJVccBDlfU0x3OhhXY55jlioqBLmq6D3Koop6uYMzmNRWtaWXPc08QW9U66WeqaRpjbQO4agMgCVLqKDXD4zQMHOJgRH/pt1rQuw4+SdueW6g4uYmW96xACegCT6J/lM47HuPAI/9gWuuVlNUuKjhm5UiPGUrRFaiYFFfEhnv0OZXX0x2M5Z3PTXh+4pzz2fPsn9i+4x5qr1hEaJY9sfjogV4O3fQiWpeLWSuvIBwfomK4l75QDFf1fGBirijr76S2p42u6kYGKmocE9wW4gnjnNcfpi4YIZ0cY3y0H01VURQZfzBKIBgyBQ3ruNbrrdslrijhlYz/K66wVuJ7KVyhb+tjqqrGuntuoOys5inNu+qiebzw7z+w8tKP4QtkQniLyBXW5OdGW5fLAy6PLX+taskdZV03cr2mhrsPsuOZXyBXQs1lc6ifthIhCcbbB2i//UZ23zfAtPlvpKx2gd5BjlxhK9pUIO+gNc+TW1OZFU/z76XvJBGdh1dLAoJ0WYQTh3+bl59qds8uvnPX1fbwvDlrEJLgscG93LagnsiHziJWV2Ybu/ZyGNnXzY5f/YT6xoupmrHKNm8nGM8pEKpm+pJLGB1tQ2D3HjaWSVlWCJdPw+ON2M5LDpyQTsZ5/N/fYWBoP7GzZ1L/uuOQ3AqpoXH2PPoIL3z3z7QsOYsTzn87ZkobS39OXlK5c55o21qxT++rxBVTRUkp9V+Eq6++GoDf/e53L7kvq+bVzAFiamX1YzYrhtnGEgMOyJn4bmsMuGHtMJGxcsgZBlIt54zrzB+/lv+DL5YzRLVsOL2IFrKCq5nQQLAopjJnpy++lP23/I3p713pOGYuxtr6kNUgLp9fL2BkcQ/NzUSyd/0f8Ryfpu6Swkqe4Mwq5n7lHLZ++U+4vVeZFobJoOBiL+db0YsJFwZqZ5/K0BPbOfDX52i48riCC2Gif5Tt37iH5uMuQXG7EUK3PHt9ZQWt3qYFQbbuS3Tv38LGx/7C0GAbrogfLa2SGhinqXUFi9e8gWBZ5aTivbPnLdYMC6HIufPInLeXcLWTgRk7biEHK7HkxnwbZFJCCf9JvBxcAZppxPhPcQWSVpAbjP2OvVt5/OafMqYNEDmlEXd5gEQyzZZNN7H2rp/RvHANC09/A0LSLamnPHYbb//Lt5A0FVVI/OryT/DwigsKcsXqtbfzgX9/32z/kwv/H/cef67ZPlIzg/hT46THEsg+96Seaf8LBwlGmpFk/RXrlN1P8I1H/ph96T/tKu6crVv6D+28l/7UU8z/1vlIir0QtDvqp+GNS6m9NMmOb/4LVUsQa8yvXnT+1vv52GM/twkVd84703lyGa44b/N9fOzhn5rXfG/1Vdw576yCXHHe5nv5f/f8GFnT2Ay8vldjg3gKd7kfIQkSfaO4XeXUtJxGaGY9S3Y/xwXP3IJAozGR5uFz/ocHlp1flCtOf+Z23vHXb5ufxR/e/GmeOPU1ehuH3IIThXi7fAH8/uBR5ApR4ooSXlH4v+IKtVBuKbJckechVchjNuNdK0mCvVvWUv+aiY2oVoRm13Co73mGBg7i9gSQFZ/Zr6NcoWqmYspy9za5wtbebJF7XGKwcxdbn/4Rsz59Op6KoO28v7Gc5vevJD2WYMe3/ko6dTGV01bkyRXFPKisuHPumaxtPC6b5ylYgZWxBnzlfPfk9/Oxx7KV/35xwpt479o/mYoqWdP42GPXs7bpOLb076RLPE/L1y5DOMgYAIFpMeZ86Wx2XHsHiidAReNxORxieDnb+V3IAk+gDE8gQnysl2S8D01L6nOQ3fgCMXzBcpSM4buQoVuSBOnEGPf+9pPELp9F65KzbPNzRXzUXDif6gvm0X7TBu7/w9c4551f/A/IFSWuOBKUlFKvcMTjceLxuLk/OFg8cbX+hbcrqXKtGGD3eNKt19mKS5IkQIW0Q3nvXKuGJLJVM9KWfas1xKiyJDlYLbLtspUzzAS4qvP4+nZhAonWz2H3cxJ9z+6nbGlT0eeVGk2w83sP0TjvdYCei0J2ZSvWWS0Z48PdjKg7mXPJWY59WSH73LR86nT2fPP3LDj583nnJyoDnoyP0L7nAXrb1+o+1QgUOUjtjPMpb1hoKpcK5Q2xHm9d9R72rv8nm//3NmJntVB56iwkt740jHcMcPiWjYxs7mb68ZcSjNWa13m8EWTZVTQviAFJEqSScR77+9dIV4xR9ea51NVlrf6apjHwwkFu++1HmXfcRRx/9huy/WTuJdeSofeb7b+YN5WxbZ+T9SULS7t860UJJbzS8d/IFdZtJ67Yvu4hHr/7ZzRddRKeWMg2v8jCBrTLVbru3849v/okZ73zm5QP9pkKKQBJU3nXP65jw5wT6I1W2YQNVdUoH+gyFVJG+6tu+wHPtSylJ1xpzrFxzgW0/fOxSZWzVlNp2v76HE1zL0dIEBod5B3P3GB/6X/4Z6xtWsKesUF6hh5l9ufOKrrmy14XrZ9dw5Yv3ESwbDreYNb7q3K011RImf1nhAozDCMjUAx37+HwnntRhw4jd+7gQMDNR4bjzNA0Pvrgz1g3/Xi6Q/keU5WjPaZCCmAe8PiubVz++s/Rp+hl0RWvFyHJSEIQGhswFVKVyTRzR+PMufl7vDhnOb2ZhLi5XFHW32kqpIzP4i1//iabF6xksLI6X6iZIMQ7F0eHK3L6dOCKEl+U8ErH0eAKI+m5cd6JK8DuITU5rkgXVJAUghAZhZemMTbSTbisaVJyhZPHlJqTCzdXDrEinRhh6xM/YvaX1uAKF85LKPvctH72TLZefRP+UL1pqDY9pKz3m86p2JqzKPWEY/SEY/l5CjNt75x3JmubsoqrhoFDNs8p0EP6agcPce/2m5j3rfMmfN6SItPyydVs+cyfKG9agkDkKaOs28Lm8SoTCFVBqMo0XAMTyhVW48Yjf/sqlW+cTWR+XcE5CiGovXQRh//5Auvu/AMrL3qHfq9T4IpcnjG2c+XMElccOUpKqVc4rrnmGtMSYoXxpZdt8d3GOet+lkysuackAWYMOFnCsCrwDWuHmntuijlDrFWWhjoPsOXJ2xga6ECSFMqqZtCy7DwUj98WB56LwnlDrGezx5ec92me+9fXiHcNUXXmnDwLNcDo/h52/fAR6madhy+aXeTd3nLH0IjDO+6k5pI5jvNzgqciCKE4/X2biZbP1XOGTLD4a5rGvhdvYGBoA1XntTBnxRpz7vHuIdpvu5t99/yZ1uUfIBRrLlLu25KNSxLMXHoF0xaez57n/8GWu+7WPz8NXO4g1TNWMv2sZoQQNrfaYKTWsRqGlTSM/kHj4T99gfD5NZSdsCTvvoQQRJc0ElnUwO5fP4x0Hyw7902W63Ekh6JVMWxWD4fjFisFkEMWha0askObEkr4b8dEXGFs/7dwxeFdm3j8np8z8zNrkFzOrypClqg6ew595ft46C9Xc9WJl5pKjezYKjU9h+gvz+bwM4ap72tzbF/fd5i+aJXZtm7eafTet5722zZSc+ECx7kAqMk0O667j/LqEyhtSPgAAQAASURBVHEH9ZCD2GgvNTk5qWRNpWGwnUf33MO0Dy6f0AgBILkUGt6yhP1//xety96HUPRn0jDc7ihU1A93mBWRBjq3s/fFP+Cd7qfqLbPx1cxgWDuJh/f1cN8NTxHb281vekeoH2ynx1AaWTiuof9w3hjhdJqFmodny6pIxPvNPCdCElQM9+JVVZriSWbEU/o5TaWu9xD9ZVWOXFHbo38WLwD/8LvpUmTCqsrAunuQz3uzKawIi9CS6zmV918IFEVvf7S4Il+wKHFFCccWjgZXAJlQv8JcYeaXKsYVWDlFQ1HcqImUaTidDDRVQ6h6brvxsT7CZfVIkmzJR1jYEyk/xeHk8tcCtG25h5pL5xRVSJm9umSmv28Fe3/+F+af/qmCOQTz68Q6Q8hkFVg5ckV3pDJbLU8WpIXIC+lbN9JB2UkNjrKRE2SPQmhhBe077qdu9pmOin+7Msrpv5QXol1MrpAkif72vaSCo0UVUlbUXLqITZ+5lWXnXInH6z/6XJETfVHiiqnhyDNnljAp/O///m9GmC/8t3Xr1iPu/zOf+QwDAwPm34EDBwBdyM8qpop/ybM/Cgdtb46WO1dDbB53WIByq6EV+9+5dys3f/8q7rv1asaW9BG8vALfJWF6qrdy5+8/zKM3fI3E2GBWiy6JnMUpfwGz5jCy3ZckcHm8nHDJ1bh2N7Hpk7ey73dP0btuD/3r99Fx7yY2ffZWDl6/hWkLLydY2WT2LSsuXO6QnuQ7Z7Ed6N1EZOHUSodXXzCXrn2PMp7onJRCascz1yNm9zDv6+cSO7nFRhieWIhpb1/O7C+tZsfzP2Gwa5dtfoUUUgbc3hAty9/E/DVXMefU9zDv9Pcy66Q3EqmbYSqk9CpGLqIVM1BcvrznbvZrExgktjx2I54TgpSdULzSn5AEje9awabnb2Wgsy3P8l3ISyr3fqzf3bzvbYY4rDC+/4V+J86Eoh+brGt1CSUUw6uRK7Lb2euM/w/944dM+59VBRVSVpQtm0Y8MMD65Chqzst8WpLoqm6w9Q/6WtNR2ZjfXkh0xOptc5RliQVnfhh1a5jtV9/FwPp9aJaXeDWRouOezWz89L+JBI6nYvoikx8GInWEcqzWaSGx2xciKfXgq41OeH8GwvPqGB7ayfDIHrSMMu1gpJZ0zueRFhKHymoRkqCn7Tn27fwtrVefyowPnUywuRLZ50bxewjPraPi6ksZ/84bOL+hnI3pZB5XCEmirbwe1WGMrqomAuFGyirn4Q/X4w9V4wtUI+oXc+pQnJmGQirTvr2iviBXPDXQzrJYkDee3MotX3gNa79xGfdefSn3u17kX999B+vv+4uZe8Qpt5QTVxT6flm3jzZXGG1KXFHCy4VXM1fMX76Gvif3TOl++p/fR0X9LCQh9Araqbi57ojMO6o5jixsxlYoLlfkzlGSMuunBB17H6VixYxJz9PfWE5C7WKgZwuaptrWYutcrH9FIU9s6O4Oxvje6qtIZ3gwLSS+t/oD7OhYS/W5kzeyA9RctICOPY8yNnLAxo9QXCElSVJRhZSBXM9YgE2P/43KC2dPeo5CEoSX17Pu7r+QTupFrybLFXnzduAK+3e5xBVTRclT6mXGxz/+cd7+9rcXbTNjxuQXrVx4PB48Hs/EDTEsG8Ji2YDcRIXZNtnjkiSQNT2kwtgHzJCLtPGiKLKheah6WVhJmjiMb/f6x3n8zh8z7f+dgjvqt83ZV19G7NRZDG09zN2//hhr3not/nDMnjMqne/ma96PmUzdUm3DTKIo07L8choWnsOhLfcx+kA7mhZHdpUz47iTUNw+uwusBv5gI5Ii55X11lQN4ZamnJzOWxshmWgjmezHo1Ugy96Cbdt3PIDcMkrda5cV7dMV8dH6+TPZ+sWfsvSCa3PCDYu71Cqyl0hFK/GxHhLxXtS0HuOtK6QUfIEYXn8FLrfHRhzWvnLLsyJg94a7mfWVAjlOciAkQfVlC3n0xh9z0fu+hqzoUfF2C4V97lZSyS3VahVWcgnDyc3W7M9muaAgqZRQwtHAq5ErQH9py+WK3vaDJNxjuMuKV6yzovrieTzyx5v42Rs+wvtv+D6yqpKWJH7/hk8xUFGNpGpmYQ1jTr3RSn75uo/x7n9918yxcf0lH6UnUmmGbRjzkmWZuae+h9GBdgb//F0O/ewBNI8LNI1xPPiaTmTWynchK27zhVxIgnhFK98/84N85L6fmmN874yr2DfWR+T42iJ3lA8hBKE51Yz0HcDlCeHz19ITruR7q6/iow/+LNv/6g/QHYwx2tfGwd1/Z87VZxdV7nliIcq/eQXPXP0nltTPxuUN2owXvZFKfnDuh/nwXT8yx/jxBR+mL1qVsWwq+M0EwoIR4PpLPsr7bv6e2f5Xr/sYfeVVZp9Wrtj40F84PPAMTT99G76cvF2h1hq0K1Q6bt/A3b/eyHnvvwaQ84QDw2INxYWMl8YVExksigvqJZRwNHCscIURrmfu48AVkjDf8WUhWHrma1l39U1UnDZr0vfTdftWlq1+R2YuWY9/s3/QM9taQvNy52S7Z4tcUSicb7jnML6myJRDDctWTWNg+xY8/ig+v24csSqmrNX+YOJUH5PBnfPO0kP6+g9zqLyO7lCMdPvDeYWaJoInFiKVGCGZHCadGsLtieQpo6zbksPcJy1XZNr0d++mcubkZAsD5afM5MBv19G8+ASmzVxs5n6ciCtsCtMCXGFeV+KKI0JJKfUyo7KyksrKyokbHmUYX3hFAlUTSJpGUgWnUIzsbz+/lKsiZ5RHVhfbjD+r+WO1JLadahhfz8HdPH7Hj5n52TVF3XFDc2pp+pCXB3/8Oc6/6qdIkpztxOHmVdXJydXZ7dbrC9O44GyG+vejqklbE9VcpFz4Ag0oLl1IEhJo6lHQZGeqdAgJksk+FLezC6qmabTvuZe510ycrwrAFfJSec4MDmy+nelLXqdbuApo/vMtGApKqJpguJp0ahxNTSMpCoriRVZkG2nkWbxkqzCgJ4Tv3P0i/rnlSK7JuQGD/nlv/f2ttO/fROPMRbgUl00hZXWvNceWCrvXQpZgjBLhBiHIwvpCZVdCWYlDNn9TWWuGLDRkkZz0fZVQQiH8X3OF/huQ/iu4YtMTdxJdXdyrMhf+pgqGhx7nnlmt7Pr6DdT1dNERa6A3o2AqxBUPrbiQF1qXU9PTxqHyOr29+eKff02wrBb3a6+m6tB6ooOd9PjLGfJHbPm29MsEvmAdHm+Uuxefw7MzllLXd5i2cI3+0r/9ceTA1F/BlIALrS9OMtWPT1QjJJm7Fp7NuunHUz9wmLZILd2hGAI4sPVGpr13+aS8zVxhHzWXzmX/UzfTuuJt9sckCe477lzWty6jrvcQ7bF6esKVBQQN/Wk/dOIFbJx7IjU9bXRU1tNfXm1+3Fau2LP+Pg4PrWX6/5xc0KgjZImaixfS/cB2Hv7rt1nzls9k13eLQkrKWf/h6HKFJMBlbePIFZS4ooSXFa8ErnAqkJHLFSDykp47cYWVU/z+IDNmnUD3gzuIrZ5YMdX79B4Cnkq84aj5zu5yufIUItlQPmMv/+atckVWeeV8TToxihKeXGEMK1wRD4nUOMnUAF6qkSSX7byQhGO+qJeKnkglPZFK3QMLEDivxcWgaZpuwBaCRKIXjz/qqIDK5YpCxS+M/05yhdnmCOK9XCEvyfgomppkdLiXaCa0/+hwBSWueAkoKaX+i7B//356e3vZv38/6XSa9evXA9DS0kIwGCx+cQ6ML3extcsgCINMIJvI1tDe5ias1WPANfOHaGybxyVhs0Ybpb9VlbxzAI/e/DMa3rN8UvHhvvoygisr2bnuTlpPvMhcmK0eUzaLBUaZ8GxZ8ULWDZc7SFnlHOJjA8TH+1DTCTRVQ5HdeLzlyErIfGE2rCaGJdko+6ol9CS3k43BBhje3Y3HqyejTSYH8eGslBrq3E5gdtmU4ugrT29l8913Ut1yIsFIk+1Zgd364kQcQohMiJ6zW23etTmWDKNN76Gd+OeUT3rextie6hDDfd30du2nunZmXhsrKZjHcly/bdYM65yF/TrjWqsSaiJkX7hKKOE/i2OFK6yKKStXDA104l48tfsAkL0KqprioEgxPHspAELVbFyRX0RD0FdeRW80I+RNwBWqquF2+0k3LqN9uIv4eB+k07bn4PaG8foqkWTd81dIEj2RqmwSccDlCzA8NPUXz+RQnIDLA5pKItFv8kd3KGZLUp5KjDIWbyMwfVGx7myoWDGDjf+8hZHB1YSiWaWgwRU94Uoz11YhIcPKFb3RStM7SiKfKzRNY/MTf2PW186alJdx7IxWdjx5L4Pdh4hW1dvWdyc4Wb7NcyWuKOFVgP8rrnAqkJHLFeaxIlyRduCK89/+Sf507YfpTm8jdmbh0K2eJ3bRd/seVl1+VeZaCZfbj+LKegDZ+ABDZtAjK5y4wmhjzr8AV7g8PtRxey7BySA9mjSjG5LJPrx+XWFi9ZDK9Y4y5pNOJeja/RRjI22gaXh8lVTNOAnFU9jjuJCnleIKkOgbmZK38nj7AC5fGCRIJoZBSwGuSXGFdS42pU8BucL0ntImXn9zkR5Porj1ZzzY30G0vHpSXGGOW+KKlw0lpdR/Eb74xS/y+9//3tw/7rjjAHjwwQc5/fTTp9SXQLVYNDIWCZu1Oyf5YE6Z77x9w4ptKaEq5Vi9XYqkE4gliaELSV/YFV3YUIx9CcaGBxgYaiNWP3fS91W5Zg5bv3YTDfNPxB+sslk2rAKHCWkqXlMyXn8ZXn+ZfsbSV67LrBVqpq+qppPofWoPsZNbJn0/nXduZdqCN4Ak0Eg7EoSQBf2dG4iuqZ90v6BXbJIDEslEH4l4AK8v5qiIsm47WTCsxwtZMXKvtXpRqWpiSoo6c04uGU1NMj7Sh6alzdKwLtkS/595iXEplmMWIcNu5XCyUtgJw9m9Flv+BOOYQEUI/a+EEv6TeDm4wqp0+k9xhbGfyxWKy0M8k+9hKtDSephdYnwATUuaob+5VvCXzhUgSR7kSD2BUA3x+BCamgYhoUg+JDkzbs4YqqX3aP1c9j74V+ovXTz5+9M0hrd1UbuyKjPf8bzchgYGDm8heuLkkr9mr5fwzyhnqHsXbl8Ar78yc68vD1cc3v4cgYWVU+KH2HmtPHXbLzjrzZ/GHQjZ+lMy3KAoGaFB5PPBS+EKmJgr7OdLXFHC/y3+r7iiWIEM0/NWhhQU5QqnIkket4u3feZH3P6H77Dt87cTPa2Z8pNmIvvdqONJep/eQ899OyivaGLV6z+IrChoqoYqaYTLa/K8pMgZAgy+OHKuCFbUMnpfX8Z7aPKKk/5nDtIwcxlCCNLpMdP4XSw6I5UcYfezf2GofxsVp08j2FwOQjB+aDcb7r8fr6uWGce9GW/GaAE4Fmuyoq71PDruvJ/GNy6d9Nzbb9lITfPKrPJFqHYF01GUKwzvqWCwkvH2frw10UnPs3/dPmqnz0UIQSo5CqSRhTIhVwCT4AqR4yFV4oqpoJTo/L8Iv/vd79A0Le9vqsQB6F9q1LwfgC5cT6TNzT9u7kuF8jY4vLROsBDvfu5xQium9tKsBDyIoKDn0Hbi4/2Wxcw5AbqBXA28NVmh/ufglmnZtiYcLNSuYf45dNy6DS09ucVkeHcnChFcXr++2MqSOY71DyCVGkP2uiboMR+y142aSpCI9x5VhVT+cxTms7R5UcmCQKSSRNfolOee6BvFGwyhqipjw736/Vit2yLncyhk2bB8T8393PM53/PsOSdi0Y8JoSKRftUmJCzh/w4vD1eI/xquqJ8+j5Ht3VO6DzWVRourZqLfRHzINs5UuKJQYlsrV2T7lfH6ovgCFXi8UWS3Z0KukCSB4vHj89Qzur9n0vfY/8IBQuUzkRQlM0/yuMJAMj6CEpl6+IgS8ZBOjjM+2oWmqc6f11Hiit0v3klsTb4XbDFElzTRsW8znYe3k0rG84pgGHN4ebgi/3uee85eRanEFSX83+KVzhW5v2tzX5Y5/+2f5F2f/y2VPQ20ffdpdn/xPg58+0lC+8pYfflHWHreG1Esocs+fwR/sCyv2I/TGqdvF+YKg1MKcYXichOrW8zgxrZJP99E7zDasIwnENX7FvbIEqPwhHX+8eFe1t/9ZcIXeJj3zfOpOX8B4bl1hOfUUnXGbOZ9/Vyq31bHxke+wXDffkeuyO1bSBKx6ccz8Gw76fHJefOmhscZ2dZLsKox059AMDWFlNNnUUiuMLDkjDfTdce2Sc3RQO+Du5mxZKX5HZQsXt5FuSKXG0pccdRRUkodo5BI61/uIhpZ47gey2pvI2e0vdZjipzVClvzNyiKZG675HwFj6JIen9ydl8SgtHhXpToxKVSc+GK+knFRxkdatfJTDE06FmhQXFJpibdmJ+1YoWtjWy/1npN7l+uwsh6zuMP0TDrAnb/5LEJY77HOwbY/YPHaVhwnilEKa5gHjEYfy5PmNRwfMrPKjUaR3Z70NQE6eRw3r3Z7zNbAcNa5cL2zIz2OW0M0sh7tpKgefEqBp44OKV5J/pHcaXcuL0+JAGp1Lij1dtusbDfj0uRst/TCb2ksr8FRZJsvwenUq0C1fyNCfHqdbUt4ZUP83tsM2L8Z7gi+/u0c8WSU85h6MmDeRV8iqH3yd00tC7VlfsCIJ23Vk2WK/LWvaPMFcZf85LL2fertaip9IT3lx5PcvBPz1I5Y4XJGZLiLsgZbq8fdWzifnOhjqVQXB7Q0qjpoZeVK8ZH+nGVTS2ESEgCoUhoaprhgY48PjByDlrfNUpcUUIJLx1T4wopr00+VzAxV0jFuaKsopLVV3yAc9/+cc55xydZ86YPM2/VmXh8/ky1QD2xuS8Qoap+FrIsI8kC2SWbOVKtSiVJ1tf7ibjCttYX4IqZSy+l7a8voCYnXoc1TWPfb5+mZuaq7PORlbyxzLVMkYE0G+6/lhkfW0F0cWNBj6xAcyWzv7iGrY9/n8TYQB5X5D0HSSDLMq3L38mObz2ImiwehpgeT7LtmnuZtvgCJFm/f1l2objcR8QVisv47AvLFcZfbcsCknvHGTvUP6nvcPejO6mua8HtcSMkkIWEoiiT4woxMVe4JPt+iSumhpJS6lUCK1nYQ5Gc2tmPO1k1cq0X1m1rnG2elcMSt+ty+1ATU4+5VuMpFLebVGqcVHLEPJ5rCQe7Vl6yzCvPXTTHGm6fs3DcBvKsDo3zzybmW8XWr9zN0Pb2vLmn4yna797M9m88wIwTrsQdCJmLrtdfUZCAqqYtp+fhfVN6TsnBMUTShSzroRGqGi9wT8VJw/osrLAKJ7ZjOc/cGwhRXt7MyN7Jez503rWZucvXIAndbVm2erNZLBSy0/3YrBUi+53L+W7nEoft3kxhpLC1z2zL1AW/Ekr4b8V/kius29Z2itvNzHkn0r92cmuemkzTedtmpi0+CdCtvnLuC71lXZqIK6z/Xy6ukCRBuLKJaS2vZce1DxS1SKeGx9n6lTupm3U2nmDYXJs93mhBzgjXzGLguXwOKgZN0xjZ0YWvLJbJSzWSc3/OXOH0nKwoxBWyy4M2gcDjPFH9+zI61AOaarlve8iedT5HhyvEJLjC+fcCJa4o4djCS+cK+3p4JFwBEAiGaGxeRGV1E4rLYypnJCHwB6NU182mumE2kiSTty4XiJQw+n8pXBEsr2L2kjex81sPkI4XXuc0VWPvLx/Hm6onXDdTl8wlcLvD2WfjML/D2x6i4qwm/A0T52x1Rfw0vH0J+9b/vWB/uWPFmhYzbeZlbP3S3QxsasszEmmaRv/6/Wz5wu3UzziTUFWTWdnQF6jQOfgIuEL/X1yuyPK6zPnvvYb9P3ySsUN9RZ9B71O7Gbp3PyecexlCAglBMFyWUfBNzBX27czciny3S1wxdZRySh2jkETKzN4vkNCQMl/8bAUMPfWT/cUrpdrbuKRMue7MviQEqUxcuAsJVdNQVX3BSJkl68ApDjy7rV/fNHshG+66C06a/H1pmka8fRBvMIwkBIn4IG6vxdIqGbHeEo4VNHKmhWVqkmSNHTeEDVAd4rjtbbPjAjQtPp+KxiXs+Nsf2Tf4NP7p5UgehUTvKIn2ESrqj2POae9BVrLheJLsxuONFLR0hKumkXoiRWokjhKYXKnejru3UD3jRJMArK7AxQjWiTByScHow0lgyxXKhCSx4qL3c/svP8HMz54x4fyHtrUT39hH4zsWmsTh8fhsCqlcoshVWOXlnbKQQPE8UsZ27nlrmxQSaSSRelXHfpdwbMDgCj1Dhus/yhUSAts6bU1m+5aPcv0X3oES9hCaU1tw/moyza7vPcCcE87F4/ObSXR9gYjjS6/lxgtyhZG81jotOPpcAVA751QUb5Atn/stwfkV1Fw4H0+lnitp/FA/h/+9gdGd/TTOP59gZaN5naz4cBdJYOuPxJDG/cR7hvFUTM4baWjbYYKRJmQl82ooNBRLvqdJFbyYAldUNcxlcPNhypc3T2p+gJ581+VHkkDT0iTjI7jd0TyFVJ5B7KhwRS43OHGF9ViJK0o4djAVrjCOFeMKI79UMa5QNf29tRhXoAJuF+WVdUQr6kgkEqRTKYSkgNDzFxprrurgfasiIRWTFxy4wljXJ+KKpoWnorg9bPzcr4me1ED12XNQgnqidTWRouvhHXTdu51Y3RJqFp1kRlkIScIXqkBzSOQtywItrXF45720vnV14XnnILKwgQO//zejQwfM4kdWOIX11cxaSbSmhR23/In9v1lLaE4VctBNeijO0LYuIrGZtK54M55AxJQrhJDwh2KOVfWMZ2f8d+IKo30xucJ4RpIsCMequeRDP+DOX34OKqHq4vmmok7TNAZePEj3HVsIKhWc+ZYPI7sUpExoYVlFzaS5wlaFrwBXmNeXuOKIUFJKvQph/gBNMgEQtgoZxo/LqWqGJARIGsb7t7k4WwWASSim6lrmkTo4Sno8Oel8SQMvHqSyYQ6yIqNp5OW8MMhBSMKxvGtehT5Vs5VYtRJNtr29H2tFDrPfnPsPlNex6KxPMNC9ldGBdtRUEqXJj2de1P5MACEpBCPTHRVSVpJoPu5y9v7iRmZ+5NQJEyeOt/fT/8QB6s+8wLRcSJLLvBdJzicI47lZj+V7BzhbMYw2hbwEojX1nPH6z/DANdfQ9IEV+OrL8uasaRq9T+6m99btnPGmDyMpRtJahVC4Io84bB55lv92K0e2/4m8OvRjVpLJfu9LKOHViJebK6xVlkwYyWx9Pt71xV/wh2s/xED9ASrPn4snFjKbaWmV3rV76bh5A3OWnUPj/OPRNJBUcHvDZoUlKaeKkjlMEa5wrLr0MnGFqmpUTj+eiqYltG25l30/eJhUfBgAty9K1YyTmHZ6VhmlT1rgD9oVdU4CRfOSy9j7h78w8yOnTcgZairNgT8+S8viKzJzlpBlnZcnytNo+z8Frph38mu568+fmJJSqvPOzcxZttoMYVTVdNZqbREqrPtHiyvsnlUlriihBAO5XGEYMYpzhX68GFdYtwtxhbGdzvSrKC4kSRdvU2nV/J079WGtpm1wRZaf0sRHB0knU7h8IWTFZXKFtdKebY4OXFE3+0SqZixl57ob2fm1h1HJeE2pgvK6hcw75d3ILjeall1X/aEahJDIXVaM8caHu3DXeKeUa1YIQXRZA937nkVp9eELVDm2yzXm+CNVLDn7owx072Cgcw/qWBzF72HaGdVIspyzxkuEyqbhcmWNz1PliqkopAxEKmt44+d+w94XH2ftn/5E20ivnmReg8r6Fk45590EouVkAkeQJN2LLhQqs82hxBX/tygppY5RCKGZ8amqbpzI/BBEnqXAsF4YVgvDiKv/iDTzGquwAZkfrIUUrAof4/o0mo1Q1My+Uf77xDOvZP0td1F7xXET3pOWVjn89/UsP/e9mXvEDNEAbAICYCvvaliwJYcXd6MtZnt7f4bwYi35al6XI3RY9yVJoaxqLl5/lPh4X54VXUgClyeEL1iHLE+ckLZqxjJG+vex5yeP0fyBVQjZOfp29EAPu777CLNPejNSpo0sK3j90bxnMFUhw0oauW0mIo761sW85r3X8fAN32P/0JOUnz4TT3UILaUysqOLwacPUDdjAWe97eO4PfrzkBCEIjEzWaWNOBysG07EUYggcveLu57rbewx36/uhIQlHBswuAKhV375T3IFZAUFJ64IhMO896u/ZdPTD/LQz3/FWHwAJaSHfaeHEtS3LGH16z+C2xdA1TT9BV4SRMprc9ZuhzXbsg6OjQzSe3AnqUQcxesn1jQHSXauCPdycIX+X6Zp/lmUN7QStyRpz/+8ZILhJlye4t5PkiSonL6I/vaN7P/10zS980Sbtdp2T8kUO657gOr6Ffij2QpNXn/kiBVSk+GKQKSMkLeGoe0dhFqri94PQHJgjOH17dS9Z755zAi9kHP5QLJbt23njpArjGuLc4UocUUJxySmxhWGgqowV6QnwRU23ijCFdnrshUArUoio28nQwFg44qBzoM8f/9faD+wAVeFHyFLJHtHCPiqmb/qDVROn++4xufCyhWKS6H1xNdR3XI8icQQmtXpKyMbGEuN11+FL1P51LgP87lmxkuODeCu9BccuxDcNQGSHcOMj3bh9VUgMiGNTrAfF5RVteLxhRgf6804BGRlECGB4vITDNXh8YUsx18eucI6R6tH04zFJxObNpPBHj3BvJwZR1g9mRD4AmHqG1ttfUzIFWJirrAfK3HFVFFSSh2jsCUk1EAVIKFgtXa7JFA1SKrZcq2G0KFIVuGiuLttljQkkwSMxd9wxUXRzymZfaP899KzLmHnd5+g+75txM6cXfB+1FSa3T94kJYFpxMsK0PVNDR1aiEahcIrbOPYnmHmv5XIZNnmqpvbZ77AoRCKNhJQ64iP96KmEjqRyW7c3uiklFHWfmctv5yDmyvY9Kl/Ejm+hqqz5+AuD6ClVYa2tdP+701oIzLzTn077oAejy4k8PrKUFwuR8HC2v9kLBi57ZysClZllJVMyuuaeN1Hvs+hPS+y9al7Gd/ejyIpTKtcROO734qiyIjMg1ckCbfHT03tdCShJxsE7OEWmT+jFHjW7dZusZBEfpnW/KTNWaLIJuO0E4dBGrkkUkIJr1QY32M0TCPGf4orkEDJcEMhrgCJBSvOoGHOQg4d2EFybBQkBcXtRtN0y7qqGeW5BWVV0/AHIxaBRFcWOYVndO/bxvoH/8jwWDuBeZVIHplUd5zhuzqpnbaUuasuxxuqKPDgLLxgHHoJXKEfVAiXzyAZH2R8rIfEeFY5JSQFj68cr68CSS5sHc/lw9knvYk9z93C5s/eTuXZLcROaUHKKPlTowm67t9K90O7aJh9BpUzFpjXuVw+vD6DQ14+rlj9xs/y7x99EOm9xxOYnlWI5SI5OMbOb97LSRe9TbfOC10h5Q+ETE4weMDgClu4xVHgiuyxYlxBiStKOCYxFa5Ia4ZSqjBXGFxSnCswtyfmCmyKKUkSpFJqZu3JhvDlxdhBxlgOT9/6K/bueZTqS+fT2nqOzcN0vGOAF2/7LdKjHk5705ct7+8T/K4zvCBLCtHYDMbH+hgb6SaZ0KtSy5KEQKC4Qnj9Mdye0IRcobjcaMmprydaIo2iKAhU0qkBvH7nNddJrpIkWZdnwrUkE/2kkmMZ5ZQLX6AMlzvwfyJXGAopY7+yqoFgMMxQfwfjo/0IMOWKgD9EpKya8vIqhCRNiSvM7SJcIQlQ8tqWuGKyKCmljlEY2lYNCYS+Ruvx39kY8Jw0F1hzhjiFYhjtnNxtDesFZF/MrZYM45zRp2HZUJC44iPXcssvvs6ub91P7II5hOfVmUSgJlP0PL6Lrju3MnvpWTQuOMF0ifX4/Hj9YTQHa0Wu5dpwpZUkCTWdMl3/i6GYRdxsYwvZyAoduRZySZJtlo+XgqYFa2iYcyp7XriN/T98muT4CEKSCURrmTnvMjzBKJBdhCXJRTBSW9TSbd12Ig5N0+ylWx0SPRazYpjbmWfe1LKYYKSM4YFOhMhaMcw5WywZunuwfl1uAkJrn7L1XvKsFca2fd963smlNpc4DAuGlUR4lSYkLOHYgPG9VjPf8/8oV1i4oBBXGIJDNFqJorjp6WpjZHjATLoqSYAqcPmChKN1ePxh83qrV5SKZOOK9ff/ld177qfuTcdTW5dVxoAeSjy4sY0H/vJplp/7Uaqa7eeNvk1eMK47ClwhhMDtjeD2RlDVFJqaAiEhSQpCWKSoScDoe+ay19A0fw3b1t7AljvvRsi60CZUicppS1l89jlIcsYbNeP5EAjr4YFT5YrcaybiCm8wzGs+9ENu//mnUFq8VJ0/z5YDKzWaoPuBbfQ9tIsVF72Nivpp5ncvFInhkpW8/sFZyPhPcIUkBEKkS1xRwjGHo80VoJnKq0JcgZT1kJosVxiKKVXNMRTkrLXWY6qq8cytv6I9vYGZ/7vGUT7wVkdoetcK+tbu44Hff5Yz3/ktJEl2TBVihT1kW8YfjOHzV5BKjqGmk6gayIrXDJeeDFf4otWMPtnnOF4xDG/qoq7mOIQkSMSHTKVUYW8pO+foictdKK7KvGumwhVaOsWOdfdxYNtjJMaHcXn8NMw6gdYTL8DtC5htC8kV1m2ndT0QiBAIREBLkUiMIQkNt9uDzxfQFVwWRdOkuaJA2F6JK44eSkqpYxTmFzzjYuvkbpv9wajoupustUPJWDtSGcu4IumKLdXwuhKClKrq5xRQVZA13c0xmbFMGAkKwX4OsFk2XIrCJR/4Ip3793Lf33/I9j/dDi59jiQ1ps9dzqI3fhzF49VDNGSB0ATRigZ9octYpK2WcCsRCQkObV/Pxkf/yshIJ5JHQUuriKRMy5LzaT7uLCSliMeSpS9ZysaJOzbNsY7rc8luT+SpVbDfXGJwe5hx/MVUNi8krY45TNkgAjeRihkorkw4nANZ6O3yyWS0v5PNj/+DjgMvINzG5wHT553K/JNfizcYcSSN3Eob1gXedJGVBJU106mI1TE82MXoSB+amkKRZQLBCJGyaoJBe+WRQsRhPacomXFMktC/53LG2m09l7svCfLKFecRh8hXTkmvUotGCccGzO9xRsD4T3JF2mLlLsQVVot5MBjBFwgzPjbG6Eg/yURKV2z4wyguH0A2qa2U5QHTwpxZnzc/8k/29zzGjE+sds7lJwSRhQ0EvlDJM1//Hqe85gtEaqbb2uQmuNUPHl2ukCQXMPmcIdl+8pVXnkCYhae/g4He00inxi1TzhcsgpFG/MEyS3/FuaJQLhBru2JcEa6IceVnf82u5x5k3Y//yHhiSOfplIqUlpi15BRWvOdK3dtXkKnIqhCrrLdbtF92rhATc0WBUIwSV5TwSsdUuELSNJJmgnP96lyuAEzPqkJcgQouRZoyVzh5TEH2vME/Blf0te1h74HHC3KCFWUnTCPePsi2J25m/qmXWRyvnJVThbhCSNnwu6lyhS8Qwu+tY/RAL/7G8qLzNZAaiRM/NEpgnp5LSqDaClnkzjnvWAEllPXcRFwhgPX3/ZYDOx+n7JQmqq+ajRL0kh5L0L1uKzt+dSfVtfM55YqPIUmuKcsVQM7a78btced50x4ZVxhes4W5ws4nJa6YKoSWW+OxhFc0BgcHiUQi7OncRDAUQdUUVGQ0TTK3VU1B1TRSqpYhCP3Ln86QRfacft66D3oIh3HcOAeQSun71koXqbRqCgXWc9ZKGMZ+WtMYHRnm0P6tpNMpU4FjhGeAbsHWNIjEmghFqrJ9WxZsTc2OGR8Z4p7ffAZ5uovK82bjrY6Y7dLjSXoe2UnPfbtZfv5HqJ6xKDsvazUN41gOaeSSSO5583guGb1EWMlC01Ti4wOMj3aTTo6ax2WXD5+/Al+gIruoT1IhJYBnbvsRPYNbqbxots1zTUur9K3dS9ft25h3wqUsOu1S/Zoc4jD6cyIO85yNCPS55FVCmgJxGP3kChE6IWSJIjdsz7pvJCE0iEeRdOKQRdJU8hrbkkghSDMy1EdT5fEMDAwQDme9NEoo4b8ZuVyhIZHWXP9RrgBMgaIQVwDmMStXqCo2njHapR2uMfdVjcT4KP/47rto/cq5BXMsWZHoG+HAd9dx3vt+bDMqvNK4Ijt2ivhYL+OjPajphHlcSBIeXxRfoBKPN1vVrxhX2HOKWNb2KSikrOclIRjs76C/ez+oaYQkI8vC9Gw2FFKSJNPQOIdAKFKUK0AP+TlaXCEJTG4oxBVCZDiixBUlHCM4Eq4w1vxiXGHllEJcoarZ9f1ocIX1vJUrbv/lF5HPCRBsnlxEg5pIse3zd3Hh//wUtztk9q+Zfb78XNF/aCcbN/6Mlo+fPqEiDWD/n54hMNRC1czFALjcQSLlMwFnrjAwGWVU3rZTxIWq8vBfr0ZeKFF13tyCc+59cg9D9x7mov/5AYrLXTC3lHVdN89ZuEA/ll+V9Ui5wsoFhbgC9NQjJa44MpQ8pY5Z5OeUcnK31X9EhtdStpyrbtGwWC0y+6qmIQuQBRjhzIb1Q5Iwy7YaVghJy1oprOcKWTZCwRCNzQvo6znE0EA36XQaWc5Y3lXwBCKEy2rxeEO2xIiqJV5cRUKWID06wh3Xf4zqt813TKIqe11UnT2X8pNnsu6bP2K59BEqp8/P9plDBlY3X/2AvY2xMOaSSt51Rwhn91qZQKiCQKgiE+qRRggZxeUqeK1TonNDuNA0jSf+9U3UlnFaLjwjbzQhS5SvmEHZ8mZ2//I+eDDF4jVXHpEyKtu2cCnvqSqkcmO5rSW9J/KUkkWWTIzrc11qbdukkYSKECW9fgmvZOTnCflPcYWqaqYVvBBXGIJDLlfIMiQzu4qRzzAnd4iEQBWajStefPw2ytfMnJRCCsBdFkANJ2nb+Qz1s5ZjRIwYOaJeOVyhCxMyblzuGgLhalKJEUBFCIHi8iHJrklzhdHf2GAvibFBZMVDKFaV55U7WWWUsV8Rq8Xv8zPYd5j4+JApuEgCJFkiHC6norIBj9d/RFbvl8YVYkKucArFKHFFCccGJs8VusIJinGFnmdKKsoVSJq5vh8NrjCOWbkilYjT1b6dluazJ/0kJLeCv7WcPc/fx8zjz8btDepKJ8nIHyVbKrW+PFwRm9ZKxe5FHPzzszS8aWlRxVTnvVtIbEvQfOoiM6G6xxdCcTmHhDvxYy6vTJUrnrv7V8iLJKrPm1dwngDlK5sRsuChv3ydc9/9VbPPI5Ur4Mg8pJy4QpFEUa7IVV6VuGJqKCmljlFIQv9yi5ycUrnuttl1MPvDssaF68fzK2eomtHWiAM3Fl6jXw1ZyiSZ1XIqZWiafXHLqa7h8XqpqZ9BWayRsZEBUqkUIPD4gsiKx7SKSEJgxJuDfYFU0xqP/et7xC6fNWFVH8XvZuanV/PUl7/DRR/8FZKs4FRVI7eSkz1OPDuP3MVcc5jfS0EhYUpR8kM9JiINfTsberFv/cOMl/fQeOHyCefQ9J6T2HrNHUxfcBIVDdPNfnMtJ7nEYT2XSxwvRSGV/Q5nLRbZfbtQkbufW6bVIJDceO9c91qDREoo4ZUKgysMbviPcoWkhzUU4wprToe8Skzmtt2QYKwnhpBi5Yptz97NtM+tmtIzqr5wHjvvuINQRQ2RimmAvbLrK40r9P4FsqVK0lS4Qk0n2f38fWxfdwtSVMZV5kNNqowf6KemcRFLzngD4UxonT4Pqaj3lLFvfNaBUJRQuIxEfIxEfAg0FcXlIhSK4nZ7HPtx4gprv0eHK5iYKwqEYpS4ooRXOo42V2Q5oTBX6D1rR40rjLBBK1eM9nfjqZu6N0pgboyhbe309+ylsm6+GaZnzMtYf19Orlhw+tvZ8uif2P7Ve6h53QJbZAPAyJ4uDt/4IvJwkLmnXpnNzSQE/mA2yXkxI81UlVH6tj2/oJqK07b7KWa/67yC41hRtnw6O+67l972vcTqmvO4wrpdSK7Ibf/SucK67pe44uVASSl1jEKgf7k1p5xSlqoZxm9bzVRLkjOlWrOx3/p5Yz9LIGTCprOWDkmAJEMKTCu4JAkkBClUm2VDsliv9QmAkQPEGNTjceFy6Yum1VXXWPDTqmZaPKyeUgDpxDhdHVuZteScST0vxe8hclI9W574F/NPvQJZcbZyGHMB8uLEC1q5HQhmqigmpDidy3XFLWS5yD2/5el/0fTJEyY1JyEJal+/iCdv+ykXvO8buAwLeQGXWnM7s9hDYbdacK6yN5FrrZLp2GrJsIZdmPOz7MuWdtZwDcd4b9OiYbdwlFDCKxUGV6gaphHjP8UVqpa1ghfiCiPnhwkHrkCxK6Zyc0pZuUKT0mb1ucnC11BO9/BO4uO9pJKVuD0BkIpbxOH/hius/U/m+FS5YrS/i/v/8BnCp9bT/LmTkX3ZfIyapjG07TB33/A5Fix9LQtOvbRgtSSYmCv8gQDBkB5K6ORNW6wi68vBFVbhoyBXUOKKEo5NTIUrVC2bO6oQV+RW5HPiCtBQMjlqjwpXWPJMGVyhqSkk2Tm3UtHnIctoagpNTZJKDuHxRrKKMuua/zJzxfzT38q03rPYeNtvOfDbtShhL0ISJAfHCYRqmDb3fAIVNbbL/YFKZMV1VLhC37YroaznJVmw5el7KDttuuNYhVB5/myeuePXrHnTJwkEy45YroCjwxWSyM8PlV9pL5dPSlwxFZSUUscohNCy2taMUcLJ3dYopG1YLvKt3WBYLYx2OuFotnM2S4fFCi5rmTA+i4eUufhmrNcmjNLemR95Oq2ZfUFmgbPklzIWJ6vXlIFNj99KdIoLYNVZc9n1tXtoWLCcSHlznpVDHyvf0mGFYSWxHVPzCealoCCJTIIwDDgRx1D3AUQFKEHvpOcSbKnmYNdaDu/dQNPMJUiyUtCKkWsZL6aQKlRlrxhxWK1y1kdkP5fb1k4w5vMpVKbV5l6b2Z6oHHAJJfwXw+AKSWAaMf5jXCGyVvBCXGGs+0eLK44ImoZAICTB+Gg3Xn+wqEVcH+vY44rEyAD3/f7TNP2/Ffjqonn9CiEIz6nj/7N35nFO1Pf/f80km+x9sbDcLCgoeCzI6dEKSlVsrUdrtf1+K7UVv/UHtpa236/2kNpaaStVq93Wo1Xs4Vfbb6u1taKCByoIAoIih4DcsLsce1/ZJPP7Y/KZfGYyk8wkM5NJ9v18PBZyTGY+SSaf13zeZ9n3h2Lnb1fAXxDAmZ/8rOoYWk3gx2BFK5TnkmgFAFu1Iu7A4N6zqRRv0goi97FbKwC180JPK/ht7NAKVgCd14rSymqETnRZ/jxCzZ2oLBsFQQB6u06gqLgyIdIJgCtaUV4zHDM/+x20HNuN/r4uSJIEX0FAN6UvWFSBssoRquecWlew1+/78A0MX1xv+B71qKgfhV1/WYETjXtQWHcWxEChzhiMtUK7baZaoYq+Iq1wBDJKDSCSdc1IFm4b/7EZpGIIUBYYSliWpqUrgASxYMakCLSCIT+nTAAxzwb/GqjnQlUILwA0H9iGsqvVnoFU+EuCkMQIertbESw8gZKywUlFBEj0YmhbgPPb2I2Z7hhGoqGa1GP7OXloN0rOqIFVisZUo635ME6WV2PI8FNUEz8/LiNPhnbbZKG1ABJERHlMCZlNNDjx95UxCebT9gaq14IYmLilFSonhktaIUoioqEwxID5y5+eQydRXD4IANDb0wpJklSpGux4RloR7u9D54lGREK9KCgqQ0n10JzRCn7bdf96CMO/NlnXIKV6rU9E3S3n470lf8b4qXNQVBbvpMrvMxOtSHRQJG6j7cjE/ndSK8QBmnZBDEyMtUJUOSjk/wGtNhimeHNakeDwzkAr4oaruFYUl1UiEC5Ef3sPCsqLTL1vSZLQunY/zvzc5yCIIsL9IdU8xo7FR02Z0Qog/XWFGCjEoKGnoau9Eb09LZCi6rnI5w+iqKQGxaWDDetP2aUV2nTtcH+PKqrWDILyPUvoam/GoCFjdAxISbSCc3LYoRVszk+uFSbS9kgrDCGjVJ4iCv0QBbm0n4QoohARlQp0w219sQKF2nBbdsHGLzbkrhjyXvUKFIpCvIghn8oHrsC56IuH3UajEgoQFy/5gFCl5IkQ0B+zGvv9cviuYkTWpGiwwrbh/j6IAevhuBAAn19EX88JlFUO0Q3BBQCfKO+bD8UFgO62E+g82YhoJIyi8kEoqxkuv6UMUjG0GHo0TAgFoBYd/vFIuA9CiX7Rw6TjCfiASBh93S2AFIYoqtP44pO/vmiw+0w02LisREhphYMVFpSPod5G2xFD5P6Xw8wlw3xvARH4hHAs97sfIuRuGQSRqzCtkCDPaW5qBdsmmVZEJUmZ9+3QirNmfQYfv7URgy86zfRn1PzvHThryrXwiYLsgRYlQBBViwc9rWg/dghb33wax49uQ9HYaohBH8JtvQgd7sLYMz+FU6dfjoLC4oTFjF3YqRXhvi60tu3DkAnmigELPhGDLhuPdS88hguv+yYK/PEC6FpjVDpaoX3MHa2Ip2IYagXXQYm0gsgnrGgFJMTmfWOt4LXBSCsiknqbjLWCGco0WnHupf+BdSv/jmHXmIvm6djZiKrBYxEoDMjjLRAhiHKTJYkraq6K4oKxVgDG6wq+k18qrRB9AVTWjEY0OgJ9Pa2IRPohQG5kESgsMzZGObSuYLf9/gCkcASCxdR5AfK8291xAoOGjIIo+DmdEJJqBQAU+EXVY5loBZv/5f2RVjgBGaXyFBHxsEDEFgpG4bYRzs3Ah9vGw2clxWshbwMYFShM5gXXhtmqwlx1vB1A3OCk5wlnr+NTNCKxfZaWD0LoZBcC1aWmPzNJkiCF5ffU39+DcKgLgcL467UhtMzbIUkSjuzciG1rnkFI7EDhmEoIPgGh97sQburD+HOuwNgpc+HzF+gdNm20YgEkFiu0IhrF5VUIn+yzPI7+lm4EJpZCkiR0d5xE1aBhyn71vBjKcfUWGSqxSS4cyj50hEN1DCFRRNSvFcB/bLppe4J+eO1ALkhI5AdMKxCrE+K2Vuh5wROK2Op4vRlWtWLyRVdi04//DzUXjofgS22E7zvRCaklirKaWkjRqNy5SGuQ0sy70YiEXev/hR1bnsWwL9bjtAmXqZ/vD+PE27vw0u++gQuv+xEqakcneMntxA6t+Gjdi6i+aKyl41bPGoeP/vUizjhyOYaNnghRjDuK2Pyu3LaqFSYWGWw7ZfuMtYKd07HP0EKKN2kFketY0YqoAEhSYhofrxXqdG9ATyt8go5+ZKAVLMpKqxUTZ12ENf/+AzrObETZhORZFv1tPTj0+Hqcf83/U96fv6BQMTYJophgmFKOr6MVeusKgDdOqedvM1ohin74y6xnPti9rmD/jxg/Da0bD6B61jjTY+nc04zyylqIIiBJEYRDPQiUlOs6L5TjagxU2scy0Qq96Cjtc/HnSSvSgYxSeYp84kchcTWl9LpmsLSkKHxy4UIIiBckFGJFOgSueK1cL1CZ8zkvBqLpecEVYp6Mfi6KSvEqsELmsfauEb5+SCw6ihenyZ+4Eq+8dj9KT03eeY+nc1cTKmvk/HCfICAaDelOsnxIbbg/jLf/7+foLm7G0K+fiWBNmWqfkZ4QGl9dj92/ewEX3bAUhaUV5r9EDZa6YyTNA0+8LYgiRk6ahnUPPoJhV55tekyRvjD6m7pRMWgQBEFAuL836QJD1IpAgsEp0dth1esNQFVYkPdkyOPR93gIiMIn9CfP947d5rcRKbWPyGGYVrAFhZtaYcYLHonGCtzapBViUQlmXPwlbPndPzHq5vOSttEOd/Xh42WvYtqn5kMQ5XnS5ytEQUB2MPALD57dG17C7v0vYvwPPqVr+BIL/Bg8ewLKzxqON36xBHNv+AVKqoYoz2vbf1vFCa1oPb4PxTMGWRqH6PdBCIjoD3Wjs7URVTUjTRujUmkFEC9e655WCKm1QtNBibSCyBesaIUQi0JKphXxQufGWhGVJBSIgq1aoY2wRRTwBfy44fsNWP6TryM0txPV556iO4927mnGgUfWYMa8+SiuqAQASBJQUVWrzGfRqAT4fLFugfLrjLRCb13BR1HxzzF8nHHfi1rBrysYZ8/5HP7x2DcsGaWa/7UNM877AgRBgCDIc7rfz+Zm97WCaUMyrdDuh7TCGmSUylP4k1sp84TErhmKJ4PrnJG6zbd+QUKrXnAAup4MVQFzbhJPmLzF2PH5PHH5zWDYqZMQ/kM3Ir398BWai1Bqev5DnH3OF+JeDo0Fnh8TY83flkE6PYQxl56ru09fUQBDP30mOk9vxqrf/Q8u+69fwR8wX0hcD1EUEA714sjOTejtbIG/oBDVI09F9Yi6hO30bmvvM+EIFhejdsQZ6NjViLLx5upxHX/jI5x69vlx0RDU+9YTDn4MCZ6KDAxSas8F915Vz8UFhb+v/FbYZ2LUplUJveW7ZdiXbkMQbhP33kFxYrilFWa84D4HtGLa3M8j3NeDzctewLAvTkbxyGrVZyJJEtq2HMSR/30PUy66HuVDhinPlVUO1vWIM/r7erDlzT/jtJ9cljISKzioFKNvnYW1Ty7DJV+7VxlvsoWCEZIkoenjD7Bv66vo62mDv6AIw+qmYOyUOQlRumYXF/z9aDQCQafeiImRQQDQ1XEc1TUjIHJRZk5rhfK8bVqBlFqh7aBEWkHkC3ZrhVoT9LUCQCydzx6t4B8D1FpRVFqOm378OF595mFsveNfKJ82AkWnDILgF9HX2I7W1ftQUTkMn/zcQhRXVkNiWRqBQhSXVsSdI9pjGWgFIxKJ4vCOd/Hhmv9Db3cbIAHBonJMOvcajJw4Q/c1mWiFHuwYoe5OHNz2Dnq7W+H3F2JI3ekYNGp8wnba29r7bF3BtKakogrVlWPRuvkgKiePSjmerr3HIZyUUDlULoEiCoDPJ5ssfBptMNIK7bgy1wpun6QVjkBGqTyFWV1FKarkdwtcuC3zYrAuGRJExcshCmJC69YCEYhIzIMhcM/FW7om84JHY+G8URGIRpmoxH50Ma8FX2cqGpVQ4BeVdDxtm29Ruc+eR4IX5JNXfx2rf/so6r75yZQT98m1exAMlaJiSC2ikiwg/mChKkcc4I4BoHnvdnSIh1B36QUpv4/SU4ag6tOj8eEbf8bUyxeoWr4mQ7t46DzZhPdWPoljR7ehfPpw+GuCkEJR7Fz9HKLHIzjj/GtxytSL4OMWQ3pCwe+bf/7cz3wNz/7mmzjl+xfDXxxMOrbexja0rNyDmV/9vGKQCgQLE0Jq9TzjegsMrbeDtW5lnhHmkeC9Fma83ux/vVauvEFKRARiLK/bJ/TrC4cmvJaF3RJErsK0AhJ0UzOc1Ao9L7hWK1Rtvm3UivOuuAF1E6dj5TO/wqGOd1Byei3EQj/Cbb3o3NaEoaMn4pOfW4RgrEi3JAGi6ENZxWBdjzgA+ETgwzdewKC5p5hKDQSA4pHVOBhZj+OHt2HI6DMSnjejFbs3vowP33oGRadVourSOhSXjUSkrx8H33sTHzQ8hVETzsW0eTfBX5DooDFaZGi1orxqKNobG1E0vMrU+wJiKfGhKHw+AdFIP0J9HUprb/l4zmqF1QipVFoBQClWa6QVRqkYpBVErmNFK6LwIQp/Uq1QbEhJtCIeYWWPVuhF2PJa4SsswuXzv4Vzr/gSNqx6Dm0fHEUkGkZV6ThM/9I18Afk6+JoNGb7En0YMuxUeX7gatzyGGmFFI3i4LZ3seafD6HkzBrU3HQagoPkkiGhli5sf+nvePelRzBj3n9h9BnnqvarV5A83XUFALQ2HsDGl3+H9o5DqDh3JArqChENhbF3/SsIP9uLSbOuwWnnzlMii7UGKa0RSk9XLr3x+/jrL/4fBJ+IirNGGI6va+9xHPzNGsz98reUcyQQDKKkuERZ22RDK+TbYlKt4CNrSSusQ0apPEVUFtMiRCAh3JYVKgTi4gJuG1GQfSG818LH3ZaPwSYdrccj0QvOPCBa7wYTEN28a423Q36SvUHtfUlZbDBOn3Yh2k8cxeYHnseom2fBX5oYoSRFJTSv3I6ut5pw7ue/rrwvf6AQRSXyYoR5OZTPNnbQza//CbXXJy4ijBh07inY/o9/4vQLrkJJ+WDTr2M079uKN5+9FyO+MiWhRgkullNNdj37Ag7+eQ3m3vBD1Zj1jFEAVJM3AJQPHoZLvvR9vLL0Hoy+9XwUDinXHUvnriYcemwdZn9hIfyBgDwZiwIqqgYnLTpo5MXghYP3aPH7UP+f3OvNBCL+eKKHI77IUNeO4jtiaIXDKOyWIHIVphUQoDgx3NIKINELrtUKQK0FdmrF8FMn4j+++xD2bF+PY/v3INwfgn9EEapnjAZY0VnmPBEEDB4+XtewoxwyIuGjTS+h7oefMPPRKwy+/DTseOd5FFdUo7xqeMrFB8+GF3+H5t4PcOqPL4KoKSJbPLIatZ85Ayde34WXHvsuLrv5XhQE1B2QjBYX2mOfecFn8cLTd6DqnDGm31fHtiMYMnK8EkkbCYcU7zSQvEBtKq0AkFIrzERIWdIKmNAKg1QM0goi17GiFaLc/y5jrYj/b49W6EVNJWgFgKrqWsy45PNoOvIxopGwEuUlSZLcfVUECvyFGDJ8PHwFRYb7MSIakfDx5jew8e3lOOXOixIyOgJVJRhx/TmIXB3Gxvt/j/7ebpwy9eLE/VjQCj1EUcDB7eux7qVfY9TNMzB01CTV8zUXTECkJ4Q9/1iFw394F3Pn36lohNl1BbstBovwhf/+DV545AfY89JODP7MRJSdNlQxdHXtP47mf34IHItg7pdvQ3FZGYTYIaqqhsLnE3NAK+T7pBXpQUapPEWABFGIKkUIfYgCAu/t5rzfMW8DJMAn9Ms9AqQCiILI/SBZnracnyd7NGRhsOIFZ54Svz9mmNLkg0ej8e4Z8lHj3g9+G92ccJ8cncW84QAwa94XMWjIaKxa9hCkSqD6olNRUFGEaF8YHVuOoO3dQxgxvh7nXL8QiE0wkgSUVQ5RxqFNBYHPh77ubrR3HEHtcPNGKcEnovycEdj73kpMmDkPxaXVqV8Uo7XxAN567l6c+oOLDCOY/CVBjPzP6WhesR1v/vU+XPjF/05ZhJC/zSbYMZPOwVU3/wIrH/8FuqItGHTJeBQOrQCiErr3nsCJVbtQUVaLT/3nbSiuiButysqqUFRYmCAa7H6q7nr8NnxYLb8w4EUDMO/1ZtvyjzMRYN4LACk7YuhFT4kYmF0yiPyAaQVLwXBTK5J5wZlWGNUOSVcrWA1CphWiGMApk2aionoIOtpPApAUQ5Rc+kSAP1CEQbV1KAiUyI/zNUsQ94SLogDJH00wDqWipK4GTS9vQ1d7I0rLB8FfYC7Fe+c7/8ax0FaMuVk/fRwABEFAzZwJOFm8D6ufvgef+spd8uOagrZGWsHuVwwZhmC4FH0nOhVvfiqa/7UNF1x8I3yiAEGU63qk6qwH2KcVgHr+l/9PXyuY1xsw1grlNmkFkWdY0YrYTJtUK/jIKCOtkG/bpxXaCCldrYjN71VVNSgrq0Rb2wl0tB1DKNQHSQICgSKUlA9GcUmlkmTFjF1KF/BYVJaRVrQfO4x3X/s9Tv3+XIgFxp3CfUE/xn1nNjb/9I8YMnoCqoaNURuitAY2ixw7sBPrXmnAqT/4FHxBfd3yFQUw8vqpaH55B978632Y85//Y3h8rUGKn8cBwF9cgi98+wEc3bsNb/3jMez642ZABARJQFnlYMw493OoGj5SMUaJEBAsLEL14KEJGqA1Rmm1QruNG1oh/x8mrUgTMkrlKXyBZgjxLhjsOb0Chaxbhrprn6DUiWLeCua5kEUl7vHW84LreTviRa6keMQUIPtVRANPRzS+ENAaiVSTYpQZpuLjHT/1fIytn4lt617BrnfeRE9vE/z+IEYNr8eMG78MURTj3nAAweJyVFTVxtI11F4Wdru3swXBWnVRczMU1VWia9sxtLccRFFJJQQhuUuFHXPt8w9hzK3npUypA4Ahl03E7l+sQmvTflQPrzNtjOIfqx19Cv7jjkdwYMcGfPDWv9D11iEIog8V1UNxzvVXoLCoKP4aCPAXBDBk+Nj4Y5xwAIleCq1wsG1UgqMTHaX+39iTwf9v9DgLrWXoFjbXCaHVRk8RRC6j1AkR5EWFm1qhqwuaxxKia5GZVvDbMa0oKCjAsFETMKivD20tTQj19SAqReHzB1BcOgiFRaWIRKX4cdj70PHIS5pFiKnvQBQAKQpBALo7j6NykLrmhl7rb0mSsGX105hw9yWmjlE9sw6731iFk0f3YdAIudis1cK1c677Fl548PsYd8fFKWs1Nq34EFVFw1E+KN4BqjBYbNgtiWGnVvh0Hs9EK5gekFYQAxErWsF35DPWirhBwEgrtN36+G2d0gqWxSEbs/yoqhqC8srBsefj+4hG5Xp5fJMlvgt4Mq3Y+PIfMOxL9UkNUgzR78PwL0/BuucewSU33g29DnkMPa1I2B83x77z/K8x9rZPGBqkeIZccjp2/3wVWhsPoHq4OmLWyBjFP8Z32R5xyhm4YsGdONa4J75d7CWCyAyLQLCwCCNGnw6fz69rkOKPkcogxY8rHa2IP55EK7gIKYC0wipklMpTRKEfotAPQBaPaMzLLQkiIswmFCtQKAuMqESLSJIoL9aFCADZs8E6Y6TybLAfLhMS5bGoujNfOFZIPJ4PDhRwXTOUjnosEir2GF+Lik36AFTd91gNERY5BQgIBApwxqxPoWZUHXq625WFQ9wjLg+8sKQSNUPHQRR98X1LaoOUPNEhroVWEISYkTCKvt52lJSl7mbU1XocPdEWOVrJJEM+OxHrXngYl351Cfz+koRFgHJbZzHAT95jJ01HxeAhaG9t1hUMURRQECjEyDGno7CwSP16Ay8GAPi5vHCtF4MdW+uh0LZmTfROxG/7RQFsvaX1ZPgESbXIYF4Ndls+vjq01geNZyMWPSVIUSA6MD0aRH7AtIKlXripFbr6odGKxNohzmlFIBjE4KGj5e04I5S8D/V95hFn+wRkrRAiAqRI1HRNKQDoOdqGorJqiH4RPV0tqBqsvuDX29WBretQetZgS8cZ/OnT8e6KxzD3hu+hsDiuJ4bGKI1WDK2bgLnX/jdW3vMLDP/qNJTUJbYcD3f3ofHZLSg44sO5n79R0ZXComKUlJYnLBrY/1a1Qn7MXa0QEO+kZKQVIvQjbUkriFzHilbIt8NJtUKvlpRWK6JSXANs0QqdCFs9rdB29dZqhbxdfF0AxHUglVb09/Wi8eBWjJ9wqenPvnTcEBw8sR7Nhz/EsLqz5DWKTg0pC3KA9mNHEC4OIVBVYvo1gz9zOt554RFc8pUfoLAoHjFrZV3B7pdX1qCouBhtLU3o7jgup6nECASDqKoeiqpBQ2WDlI4xShthq9UK9WOZa4UoGEdIkVbYAxml8hRBimo8E1BS+bQFCiOSLDDMwsvyxJl3w4xnA2CLjMTuGaq8b+V/QbUtxJiKxbwZzCvNPBYqNPVDoty2WgOST2D7lr3hI+smobuzHW2tTejubJM7CgkiSisqUVo+BMFCeXJmng7leFAbp0qrahA61mn5e+k93IbqijoIItDbfRJllYkX9Vp2rn8RlRfVWTpO2WnDcHj5Rhw/ugtDR02CKAbTEg1AwOChY1E1aBjaW5vQ1XECiEYgiCKKi8tQNWgoSsqqVMUP9dIrtM+x+8ZejNTCobddfHso+0vwZAiyFyLeSSYuIgBUIbTajhiq+lJSFJCiKiEliFyDaYW2aK07WqH2jLuhFbyH3Egr+MYZvMdb6xEHErXilLM+gZZN+1E1fazp7+DYizswZfp1sU8qDEGUUkbRfrRpBaqvHmf6GABQPmk4dv5pM0407cHQUZNQEOAiXpMYoxg+UcC4s2bgC0Pux6pnfoVDze+g4twxKKgqQjQUQecHTYgc7cHp02Zj3LUz4BPii4SqQcMS5v+MtMLEIkN+L1D+z1QreK83YKAVIK0g8hMrWhGV4g4MY60QVTogo9YKJQLKJq3QRk0pWNUKAHx9QitacfzALpRMtF5XtuzsYTi2dxtKyitRWVOXVg0pnh3r/onqi83rFCBryI4//ktZWwS4buJm1hWqx0QBwcISDB0xDoiOQV9vFwAJPp8fxSVlEIT4nK/VCvb6ZFoRf8werUgaISXwNaNIK9KFjFIDiGQFClmKn9yxD0qBQki+2A8o3tKVNzr5hJhXwiBtI3XILReeqxGQ+AbyfVW6nlFBQY2AKK8HlAVHcWk5CovjqXd8RBS7b7TgYASKilFaWIO+Yx0IDjaXxidJEtrWHcQ5/3G9LFrRfvU4DehsOYqi6eajpAC5johY6EM0HEJHy1EMqpWFRxtGyz+m9V7ztwuLilBYVAff8Ph+9F6n9WIkO4ZaXOJj1xMO1Ws14qB+jVY4BNV9Ve0oTiCUzy1JRwyCGCi4pRWqBYShVsR/025rBcCl+6mej93V0Yppl1yPpx/6f6icVqcY65MRau2G1BpF6aAhymOiKKZ8bW9XK8orjTsY6SEIAgSfAEmKorO9GYOG1MWPqTlesgVGzfAx+MJtv8Thve9j96Y16N3bgYKCACadcz6qR4yUt+Wiacsra1BZXWurVhgtMlSv1cz/8v/pa0WyJhh8zUGCGCgYaQUzWCXTCr2070St4I1R8jZe0AqtI8OKVoR6uiAWJ09/1sNXUoBwbx+6Ok6gYtBI+HzW98HT2dqEYG2VpdcIggChQIQUDaOjtRGDhtRZcHJD/RzX8AI+P0rLKk2vK4zWIIlGK/u0wqfah4FWmGiYRFphDBml8pVoGEI0DFFkRQd9APxKgUK5B0ZEse6yFL+oVAAIgA/9iIJ1H2IdNOS2rvE0PTFWdFBuAc4eD3OhtNrHWNpev+JNgFK8EBBUhQpZSK1SiDCWogHE87n5IrZ8HjegTtNQwnFZ+K0iFEh4nnkf+NcCUC8+IGDWZfPx5guPYdRXZpj6SlrfO4Da0RPhi3Vv4jtJJEP0+SCZyBNPQAIEUUR310kMFsbA55N/7noe8VSCIaYQmmQhtdp0DTOiIe/HvtBa+f9w7P30K6G1AOfV0BQg1O2IoQ2vlSQgQgYrIoeJaYUgyPO8m1oRlaCkZxhpRVSCvHiwSytSpPSZ1Qr2OkCtFWWV1Zhw+idx+G9bMOzzk5N+9JHefuz55as4Z871iu4UBIpQUBBPHzfCHwgi2hcGTNQZVCPPwT0dJ4CaUQndBPUcFoCeVggYM34ySiuq0NHWDEmKyt9F7HlBAARBRNWgoRhcO0bVytsOrQDiBWld0wqDYrWqSCqjVAzSCiLXsaAVfIqfkVZEBcCXQiv4FD87tCKhwLmOVphN/05XK4pLSxHttp6eFe3qR6CsEKII9HadQEX1cGXc6SD6/JAi1g0jAmTjVG/XSfjEMRBFMYVWZHddAdijFaIgxIqfG2sF382btMI6FrJPiZxCkuTCqVL85JcLFEZVPwqAL16oDjfkPYTq7eRD8J5G2YIc/5OfF1SP8T94X+xPOwkA8qQl/2ks0tyko9xnf4I8KfmSTFr8a5Tj88fS/rFxcY8BUI5Td+Y0FLWU4uTavSm/jt7GVjT+7xacft6lsYt1IFhYrH9czV/NsHHo3nvC2tcfiULqi8InihAkCX09bYnvS2+SF+OfSfwzShQO7Rh9ms9L9R3pCIfqWDYZpNQeD/X9pOe0JjWPPc6n7fEiogqvZbcJIlfhzmP3tUL7m03UCqO5AHBOK1Rzm4FWqLbVzKezv/D/MLhnDPY/ugb9bd26H3vnx8346McrcPasK1Ezok7ZR2n5YN1xaP9GnjIZHVuPWPqqQyc7EfAXxaKwJPSHuuTvRFR/Jma1wucTMGRYHcaNn4LBg0ehuLQcgWAxikvKUTNkNE457RwMHT5WccDkvFboFKs1neJNWkHkOha0AkBKreBLJxhrhdFv1jmt4B830grd62CTWjFs3Ono3t5suSlGx/tHMGikrBX9fXFdMbOO0PsbMmI8uj+2traI9keAcHyu7O1us31dwR5PphX8bSOtUPZrm1YIqvupzmnSCutQpFS+wp3cAmIhtQKQrEAha90aBWvvKsZ+WPFChWY8G6w9a1SnZav6fzlaKh41xRUqlACIzBshFysEoEREKV4HTXFbpQ2rQeQUAGMvhxQ/HgDVNgASoqgAAZ/75s/xf/d/B0cOv4chl09K6I4nRaI4uX4vjv19Gy74/C0oKokXBqysGqoU4UvGWZ/4DN5f9ncMnnOa2W8fLRv3YeSpZ8MXG68UCauOpZ7U5f+VcFaNWADcxKwjGPw+VaIixBch/H12zEwXGIDcshWQPRnG2+t7MsSYh4I9DkDxZLDC5uw5MVawMC4csb/owC1ISOQJSv2CmBPDRa0AmBfcWCtEQS/CNn2tYPN6Uq1gz2WgFfNu/B/s2vgmXr//N4iURlF69lCIRX6ET/aibf1BVFaPwAVXLEBZLG1PPpYPFVVDlKiiZEy56Bps++W/MegT401/1c0vbsfp0y6OzcWAKEgo8DMPsv5FP3/fSCvgC2LIsNGq/XhBK4C4RtihFcyzDRhrhcrrTVpB5BMWtCKKKKIoSKoVUmz7ZFohCnIhc7u0QvRBVQQdSF8rVGsOC1ohikUYPW4yOnc1oWzCUFMffeeeZlRWj0SwsEhuqCFIptYPyaiffSW2/vKfqPmkeQ05uWYPxk6crqwtRCGqu7Yw1Ap+GwOt0D6npxWAXi1CYyOmW1qhjZACSCusQEapfCXKrK2xiYArmsq8EtoChRDkxYQoRJXnREQQhU8RH9YOPFULcCs1pVitPv2W4QDLCdem0alywfm3Ho23dE34WHSKELL/+eKFcQTDfQBAIBDE9d/9Fba88U+889M/wFdbiKJTqyH4RYSOdqJrWzNGjZ+Ci768GIHCeFHZYFEJglznCj3Y+ywuLUVt7QR07DyKstOGJX0NAEhRCc3Pb8PF135DfgeCAJ9fvmjQCgYQFw3188aiwcam95yecPD7YcdOFI74WBIXH9r/4/vUe47fd1JPhqCuFaVX2Fw375tdmEUHrjeDyCOYVkCU//eYVrDFBpB7WjF+6idQd9Z07HzvDRzbvxvhlj4EikpQ+6VrURAsjB0HsbGKqB0xHoGCxDohrJg7T7BY1oW2zYdQMXlk4hvQEGrpQueWRgxfMAls+H5/gaExKpnjgn/e21rBL0wy1wpRE2FLWkEMKCxoBUvlS6oVLEoqiVawGlP2aUVsX0m0Qk8T7NaKT1z5Vfz5wW+i5Hs1EAuSL8Wj4QgO/+FdnH/ZjfKuBAEF/gJVqjVDTyt4+NcUl5ZhcM04dHzUaMo4JkWiOLZiB875z+8oNQ8FwZcVrUhVzFzZXrBPK9hjZiOk5M+HtMIKZJTKV6JhIBKztAoSIEQhioAkxL0XAqsTwnk2AFlAeM8G82hE4VM8G+q2rrJWsfxuRKPwCYJunSnmxYi3e41HTbG8XXV719h2AvNusIlBUrwWQGKeN8Dlh8e8GCyHnD3HXgdAlVPOe7uZpwOIT5JsDMr2og9TL74KZ5x7MXZsfA0tTUcg9UVQNLISNeeNhRCbpVmors8fwNAR4+H3m/dyXPLl7+KP9yyAf1ERioZVGm4nSRL2P/YWxp9xHkrKy5XHS0rL4PczsTYWC8C890L7P/+cXn43e7150dB6JhK9FT7Nc8zDYdSeVd5v3Fuh3Nd4MhILE4bjYhGNxD0ZUnTA5n4TeQLTCrbAcFErxJgHO5lWsNfYphWxmiKZagUAiNw2Rlrh9xfjjBkXoXH4KPT2qDu2SpL8On9BEIOHjkNRsTxns1omynF0Fh8AcPlXv4c/3r0AQtCH8onGDotQSxf2/GIVPnHVTfD5ZAeFz+dDcUlZgg6ZdVgA2dUKQF0nxA2t4KNmjbRCEKIQmDaQVhD5hAWtiEdPJdEKidWmMtYKVkvKTq0AkmsFIBt3nNSKmhGj8KmrFmLlL3+LutsuhK9Qv2h5pC+Mj+9bhUlTPoWKIfE5vqJyMPw+0bRWGHH5V27HH366AP6FQRQNrzLcTopEsfeh13HWjEtRWFwMQD4NSsrKwNLytGPIN61gEVLJtELRA9KKtCCjVL7ChwGKAPNsCOC6ZSCKKN+eFcaeDQkikrV1lSd5+dBs4mcdNOTH4s/x97Uej7iHBNzjnLcj1oJV2Rd/Pc2MyyIzFsWNS8qYjCZs7rWGz4GF4vJPxvdXXFqO06fNwbHGvQj19egepqi4HIOHjoO/wFpx2tKKKnzpO7/GM/d9EyWfGIZBnxyfIGKde5px9OlNqBszFRNnXaRcNxQWlaGYi8oy9IYn8V5on9fzfGi3j28b37+e4ckugxT/erbIAKDySmgjpJhXg/dkyMePqp5TDFK8J0PiHieIXIWvX8B5wd3QCt4TbqQVRt5xJ7WCPadLlDuOVk8MtCIYDGLU2DPR19uFtpYm9Id6EI1K8PsDKKsYjKKSCqi67ZmcUgqLSvDl7z2Kv/7qO2h542MM/sxEFI+sVp7vb+vBsZe3o/3dQ/jEVV9D5dDhymdWXjkYfj9rfhHfp97iIuG2B7QiPhYXtULj9ZaPr9YKVW0Q0goin7CgFUDMiAtjreAjao20gp/73dIK1VrBQCu0z+mSQivOOm8uiopL8PxPfobC06sx+PJJCA6Sr9VDJzvR/OJ2dL7fiHNmX43hp52pvLSgIIiSskpZMzKcUorLq/Cf//MbPHXvN1A8azAGzTkN/uKA8rwkSWjfehiNf92M08+eg1POmak8V1paiaKgnAFip1Yo95NoBb9/I63g988ez0grEE2pFXxTJNIK6wiS1UprhKdpb29HRUUF2g79AeUVJYDPL5uzBTF2WwBEv+ztlgogSSIikj/u1ZD8YN0yJEmUvd5S7D5EuVYIfMpz8usLYtuxvG3+f0npoKH3nHzMxMdlj4j6efm2pL4fjXkupLh3Q36c27/WixGN70v7GobqtpT4vN79CPdT6ulqR3vbMfSHQgCAQLAI5ZVDEAgWm/8ydegP9eHdl57Bhtf+Bt/gQhRUFUMKRdBz4CQGDRqFs86/FJW1cW+KKAoYNmoCSsuqk6RIJBcL7TZGaRfJ8ruV7VMYo+IeidSiwbbnn2NiwHu2U0VI+YRwXERiosKeE8F5Mfhcb+bJkKJoa21H5Zib0NbWhnIuOo0gvEyCVogiIPpd1QoACEelpFohbxONHTNzrWDPeUUr1NsZfl0p+fiD9Xj92UfQ0dYM+AQIEOBHABNnXIRRZ9RD5CxPBb4CjBp7JgoChcpjqRYV/OO6CwWdxYeTWmFmgQHwXfYy1wo9r3eCVhh5vUkriBwlHa2QIM/3gLFWSPAhKvmTagUgawT7P1OtAOT5N1OtUO7boBXRaBTrX/4rNr7xPHq6OyFALvExcdocDJswUcm2AAABAmpHjkdxSdz5YAfh/hA2vfp3rHvlGQhlPvgriyD1hdF7tB3DR5+OM869GKVVgwDE5/gRYyaitKxS2YddWqF9nZ5WyNumdlzo6UK6WpFpNC1pRWooUmogkdSzAUixeiBmPRvMqyGwPHEdz0bswJrH+Oc4b4Xua7S3NfdjeeG6HguTXgzd3PEUnnOtx0SVOw6gtLQCRSX2TyTBwiAuuPIGnHH+XBz8aAv6ujrhKyhA6ZxB8AcCCd6YwbWjUV4xSLmvnfD520ahtPxt7SJDKzRmQmoBPeEAtx9zXgzVWDXCAag92wAMI6SEJJ6MBO8FQQwEXNIKvnZI7MBI1Ir479wWrQDkud8jWgHwaX8GxzfBqfUzUFs3Fs1HPoYESfWcyH0mPp8fw0adhiBX41A+tnpMmTguVP87pBVmPN78GO3QCkvRtAQxEDDQCpbKl0wrohIgQEyqFYD8m7VPK6B5HbjnzGuFbvQT97wVrRBFH2Zddi1GTapHd2er6jU8giigZuhYlJbZa5ACgEAwgFnzrsekmRfi0J4P0dvVCX8giOLycvg1dQ4FARg8tE4xSNmtFdrX6WlF/HYyrTBnkDKrFfx6wVArTERIkVYYQ0apfIVvLakgxp8DIIjRmHCIEAXZs6CIiRB/DlALDRMQ5sVgqRrpGqZEwUgo1I9HOYFS3RcBXkAS0vR0wm9V/+ssJHTR+SgNN9VZeOhh5DFP9dqawSMQDATRcuIw+kO9qucEASgIFGLQ4JGorBqiek4v19uqaLD7+uG3UB5TG5q44+l6veMLDq3QxAUHOtvG3rOBcIiahUWy0Fq+AGFCaC1DG15Lxioi1+EvjgTNFbUHtIIvVGuPVsS2y0OtqKwcgsJAEVpOHEFXZ6uq5bjP50NZxSBU1YxAIBYhZRQRlfBcmgsMdj9vtAKkFcQAxoJW8E4MI60QBSQ4MRK0AoAIP+zTCvXr9LRCFGKDYa93QStEnx8jx5yOzvaTaG1pRE9XOzen+lBWORiVVbXwFxQm2ZlMuusKAKgaNByBQCFOHj+kKkPCXhosLMHgIaNQWh43jGVDK3hNYO9NL3JKzyDFnpNfF99f/DWx95yOViBCWpEBZJTKU6RoGEpLSSEavxpn4baQC6wJAis06IOAeMtvnxSGFCtKJMEHH8KQEFVCcNlCPgofRMjpT6zALeBXFi5GhQrjj8fbuwLx4ufsNawlrBh7LBL7HfNtXgHZwxIvdK4WJaWNKwTdwubsf769q3yMuAixNrD8tgz+Ncpjor4o8McEoNpPMvQ8MlWDhqBq0BD0dLWhq7MV0WgEouhDSUkFyiqqdV+vF0LLP59MLPjXGwmG/H+iMPgMnjNK1+Ofi4fUirqv0QulTfBqcO1ZDYsPcmG3SvFBZtiNcOG2sfBa+Tc2cHO/ifxA0QpWhM5FrZCNXMmL2tquFRIAMXOtUL3OQ1pRWl6B0vIKhPtD6O5uhxSNQvT5UFxSgQJ/YjHdhAipHNEK/jEjrdAuSjLVCiDeAtxQK3RSMUgriHzAilZIirPPWCsgQSl+bqgVsWLo9mlFbOhJtEK+nQWtEH2oqh6MqurBCPX1IRzuhyAIKAgEIYo+VeqgFrvWFQBQUVWDqurB6O5qRze3tigtr0IxlwFih3Nb77Ve1QogPv8baYUIOU2P35a0wjxklMpXolFIUswqK5vy454N9pgg3zbj2WD3Fc8GZCsx38qVFbhVPB2CqHgu+P99MYOVPCfEXsxfuOuG3UJzP8lznIfDsI1rqnQNfpsk2yUUPmSPGXgkDEN+U2C0PwAoK69CWXmVenvNMfQEg99ON1UvhfdC/j8+Pq0HI+6JMH5Ofkz9uErUdLzj/Gv0ig0qtzV1ovjndENreU8GQ897oXebIHIVphUAILmrFXzUlJFWGEXYAqQVRoiCgEAgiEBgsPpxnf3lqlZox2gcSWWfVuh6vRmkFUS+Y0UrEI+azUQrWATVQNOKQDCIQDCoeswprdB9XBRQWlaB0rIK1WM8Zh0XqsdyWCtEfv430opkEVIM0gpDyCiVr8SiOyQg5uHW8WwAgCAYejb4FuDsfrzIrRgTEjE2b6vbV0ZjeeR+UXuKicoWgNa7If+xDtW8V4O1fo0XSJfzgJN5OEQfYu1ekRgFxbV9BaDbwlXP26H1dGu93BGdhQe/L7MejGQYiY+2s6CeSCS9bcJ7If+vZyQSEh5Lld/Nv07vcf0uGLxoqNt4815vVlBQHkc8IipZ8UHFkwFAKWzOIqQiYcW7oXgy+G0IIldhWiHEZicXtUJAFBEUJNUKfU+4s1oBAKJGExK0QlJ7udn/pBXuaAV7vZtakeD1BhK1Qs/rTVpB5AMWtAIARCGcVCuisajZZFoRhQ+xeCQXtYIZu4y1AoBu9BRAWpGpVsjPJ9cKto9kWgEkRk1lohVs/pfHQVrhBGSUyle43O9Y9Gsano14e1ZBiLVrRQTauiIC5+FgRQrZnCoLTnz7+P9s8tF6NRI9FfGoKnDPxb0WEYm1GFe/Ttmezw1nGHk0THgxDLc3eI2RoKSLViSUQxt4trW3+ft6AmPVe6F9zCikVrvo4F+nXWykFg79PG/lfmyRwTwZ2kK1qjxwvj0roO+xYOG2CY8PXI8GkSco9Q0y8YKnqRWI12fwllZw25BWJLzGC1rBHkumFQDs1Qqt1zuVp5u0gsgnrGiFMtcba4UIIILkWiFKbBuPaQUbHH+ftCLhNeloRfy+sVbwrzHSCrY9eyxjreCzKwy0AgBpRQaQUSpfiXA1paSoOc+GFIUoQuXZYLVBmGeDweqKSJrZk9UKYaLhQ3+S2iGxScEgJxwQEPdiyPvnc8nl+5KSF84cDREp7g1XRA5QiibGa09BFUGVkOvNvBg63g4Aul2VtB4LvRoidmAmDUP7mJGHI5VYqJ7TEQTArGCkNkYViMbPa70Y8nbhpDVBZE94vxJWKwiJbb5FcDnc2hpSLEIqGoak5IBrvB1RdZQgQeQUEXWdEDe1gr9tpBVA3KNth1aw54AkWsE84i5qBQDEi/PahxtaId9Wv9ZprTDj8Za3i8/3mWpF0nqDqaJpSSuIXMeKVoiibExJohUsQoqhpxW8TrD7mWgFHwGViVbwr8tnrdB73GmtYI8l0wr+diaOCytawTsnjLTCVG1a0gpDyCiVr7AFtBD3WqT2ggsJXnBVvrckC4I2H5xv+8qczcnywdXeCyAxn9voee022tcy4xS/D2hey73GyMsB6Hszkngv9OqFOI2ZxUYqweC30fNcxLeJP6YnGuy+nrfb6LW8MOh3wEgeHQXAWDi4GiAi89gxzwaf8y1wHgrAMEJKSnhc4+EgiFyFncMiZG1wUSuAmEc8qVbE5x97tEJ+zmta4aSGOK0Vqudc1IpUkbQAbNUKpXMSYKgVhl5v0goi17GiFVHIxqkkWhGVmJEqiVZw13v2aAWQOOeTViiH94BWAGajaJNrhbwfG7WCv2+kFXyEFGmFZcgola8khACKqXPBRREQJECIezaisRxuAIpnQ5BEVe0QACrPB8v/5qOmjDouAUA4GvdeaL0bAFReEDMejrg3RN6GryXCtmGvBbgIKiVPHLq53nyed0TjvYjqeC0yKT5oBm1YLZAoHkb54Km8Ftr96wmGdjsjb3cyMWELjGQdMIy8GOy2/H9/gmgYdcKIiwrnoQD0PRksQordZ9tpI6sIIldRLoIQd2K4pRWSCJ/Qn1Qr5GPLE4UdWqF+jrSCYaZ2iJFWqB/zjlZoOyjJ/2egFVaiaQHSCiK/sKIVqtv6WsHm92RaoRzaJq0A+HUDu5+OVsT3L29HWsFv67RWJHvOnOPCGa0wFSFFWmEIGaXyFb7lpGKhNuHZEGPb8Z4NANp8b1Y7RH4uqvJ88E6J1FFT/GRl5MmQb7NJXz1ppvKU84/F78c7cehsp1dXhH0+jHTywm1GT5iSiQX/mlReC6PnjMJp+cf096P9Px5Sq33crBcDiJ+DRsLB1wzRPp/Q5SJphJSBQYp/jiByEf4CiHdieEUrAIixSxV7tEJ7m90HSCv0X5Ou44Ldz5ZW8J2T7NEKSaMBelqh5x0nrSDyACtaEUvdS6YVEADdznzgoqLY9rZpBcDvjLRCTa5ohfqx+HM+IXEbN7VCkEgrMoGMUvlKlP9RQJ7sBFE54SURsQJsotoiy7aNWf8F0XgxIcZeJ+mE5Jo1TAH8ZMVtFNtz4uN6ApBMQNT70RYvTCoigDkhAcyJiQGsg4ZqdyY8IWYKEybmgutsY1E02PPJFgnafWgf40Nq9bbliwoa/p9EGPhcb3m/SYQjygmDVkS0wqENrx3AYbZEnqBcAHFODC9pBUv3g11aofd6BmlF/H7idrmmFfzCwxatMNIHPS83aQWRb1jRCj0nhkYr5DQ9MblWINFwlZlWAGqNIK3gyS+t0DdIAaQVXoWMUvlKNBJvKSlEZe8FIAtIFLK1FoCgFK+NyjOL6AcisR+DIMnTpSBCjIXNagsRyiG1YfCtXbWFDJOl88kUxP5nxWpZ+GxsYkmSpsGKpWvbtrLb8v+cUGie48N52UQW5SzU/LyuLZSu+rij2vupC5yz45jteqG7jc5rRY2QmTVA8c/riYX6f33xMXpeTzT0tjEqZi6/Vh1ayxepVbVpNcgDF4V+WTSUST+i8WJEjduz6r2ObTNAW7cSeQLTCqYFea4V8mMSaQXMaQX/eK5phV5Bc8e1AlAXqyWtIPIFK1rBp+8ZaAWrLZhUKyTZaGWXVgAwnf4t/++OVgBQUv2U+1GdOTtFgXPSCue0gj2WVCskKT7/k1ZYJgM7LGEn+/btw9e+9jWMHTsWRUVFOOWUU7BkyRKEQqH0dshbW43CCKOxMEJVyKCOVVeSLcAqizDUt/mWmMpj2u2FxPaa/J92UpH/j082xgXr+Mf1HjPexicISh6z/nbJ9sv9sWYjyp+Q+s/wOGyfZv60x9UbX6r3Fn8+8fMw/gyAVJ99/LZPSFZwkBcObbtu+b4YKySonHdckVrVn8EiQ0CE82LonO/JvBr870nryYhG1VcYBOEwjmlFspDzvNKKZNpAWpFXWsFrgVtaYeT1Jq0gXMbrWoGsaIX6tv5cY0Yb7NYKnW305mzSiuxphcDOvyRaYRT5RFphCoqU8gg7duxANBrFI488glNPPRVbt27FggUL0NXVhWXLllnfYSQMhMPyNyyJas8GK1QL6Hs2GIoXRAKEKARBhCCIkIS4N4L3XLBChZY84bHihTwC1G1eRSHuDRe5iCith4P9b1h40MALAkAVTastZBh/XP0aHu38oePgSHyNCZMwf3z951O/hr/Pb6/1WvDbiprnjO8Lqsf429pig+z1vHjE87kj0HbW0ys6KD+ubuENAD4kL0woezLibVgVj4TGcKvbnhWIv5b3ZITD8hcfHpgeDSI7OKYVfCFzIG+1gj1GWpH/WqH1aAMuaIWe15u0gsgCWdUKbfFzBq8VkJPX3NQKAAhHk2sFu83+d0Mr+NdpX6N6LIVekFY4pxXsdUm1QuLmfdIKy5BRyiNcdtlluOyyy5T748aNw86dO/Hb3/42PfGIsgV0FEo8XKyFq/w8oHTPYLngyjZQR4iwIoXshx77x6horQiocr1N1Q8BlJxevTavyfPCobMdNNsm215LstcbvcZoH8lIvR89cVA/n7hBonjEb2vbcmu3tyIa7HG923rFBvnbvAcDQIKnC9DJ+dY+rmnLyraxVHiQjyQ08OQBUHv8eE8Gu00QLuGYVgCAUusjn7WCv09aYbSPvNAK3gPumlYYeL1JKwiXyapWQFP8HNDRCkCpMxX7x2mtAPh5zEgrAPX874ZWGL3OaD9GkFY4pRXydqQVTkJGKQ/T1taG6urqpNv09fWhr69P9RoAaG/rkk9qvy/uwfBxtwUBEP1Q8r0FAYAAwRc7JdhjPr/8GkGUZwch9lpBhCT6IUnx1t4SBERV90XZk6E8JsiPSSIQ2wYAopJ8zEjsfyn2mih88n22L65lq6TkeTOvhfx/BNDxZMTvS5rttdvwjyU+LiU8r/cao20SX5N8o1TeDHmb1I8l81gYP6++L+g8rt3GB33BEDTbasNpASYIkq6IxD0ZEfV9qNuysm0SRSMmEJGIWhS4+5JWOPg8b4Br5Rp7jnkyolG0t3UDiJ9bBOE2tmgF04g81wp5PxJphc5jelrA3841rTBq4c22cUQrmEectILwIK5phSACog9JtQKIv94lrQCgRFMZaYX8+vj874ZWaLfRu2/0mPp50gqntAIARISTawUXEUVakQYS4Ul27dollZeXS48++mjS7ZYsWSJBNp3TH/3RXxb/9uzZ49LsQBBxSCvoj/5y64+0gsgGpBX0R3+59TfQtEKQpIFmhnOX22+/HT//+c+TbrN9+3acfvrpyv3Dhw/jwgsvxOzZs/G73/0u6Wu1Ho3W1laMGTMGBw4cQEVFRWaD9xjt7e0YNWoUDh48iPLy8mwPx1boveUubW1tGD16NFpaWlBZWZnt4RA5CmmFfeTznJPP7w3I7/dHWkHYAWmFfeTzfJPP7w3I7/c3ULWCjFIOc+zYMZw4cSLpNuPGjUMgEAAAHDlyBLNnz8asWbOwfPlyiNo+nClob29HRUUF2tra8u5HSu8tN8nn9wbk//sj3IG0wj7oveUu+fz+8vm9Ee5BWmEf9N5yl3x+f/n83pJBNaUcZvDgwRg8eLCpbQ8fPow5c+Zg6tSpeOKJJywLB0EQBJGbkFYQBEEQqSCtIAgiHyGjlEc4fPgwZs+ejTFjxmDZsmU4duyY8tzQoUOzODKCIAjCK5BWEARBEKkgrSAIIpcgo5RHeOWVV7B7927s3r0bI0eOVD1nJcMyGAxiyZIlCAaDdg8x69B7y03y+b0B+f/+CG9BWpEaem+5Sz6/v3x+b4T3IK1IDb233CWf318+v7dkUE0pgiAIgiAIgiAIgiAIwnUouZggCIIgCIIgCIIgCIJwHTJKEQRBEARBEARBEARBEK5DRimCIAiCIAiCIAiCIAjCdcgoRRAEQRAEQRAEQRAEQbgOGaXylH379uFrX/saxo4di6KiIpxyyilYsmQJQqFQtodmCz/96U9x3nnnobi4GJWVldkeTsY0NDSgrq4OhYWFmDlzJtavX5/tIdnC6tWrccUVV2D48OEQBAHPPfdctodkC0uXLsX06dNRVlaGIUOG4KqrrsLOnTuzPSyCsAxpRW5BWpFbkFYQ+QJpRW5BWpFbkFaQUSpv2bFjB6LRKB555BF8+OGHuP/++/Hwww/je9/7XraHZguhUAjXXnstbrnllmwPJWOeeeYZLF68GEuWLMGmTZtQX1+PSy+9FM3NzdkeWsZ0dXWhvr4eDQ0N2R6KrbzxxhtYuHAh3nnnHbzyyivo7+/HJZdcgq6urmwPjSAsQVqRO5BW5B6kFUS+QFqRO5BW5B6kFQAkYsDwi1/8Qho7dmy2h2ErTzzxhFRRUZHtYWTEjBkzpIULFyr3I5GINHz4cGnp0qVZHJX9AJCeffbZbA/DEZqbmyUA0htvvJHtoRBExpBWeBPSityHtILIJ0grvAlpRe4zELWCIqUGEG1tbaiurs72MAiOUCiEjRs3Yu7cucpjoihi7ty5WLt2bRZHRlihra0NAOj3ReQFpBXeg7QiPyCtIPIJ0grvQVqRHwxErSCj1ABh9+7deOihh/Bf//Vf2R4KwXH8+HFEIhHU1taqHq+trUVjY2OWRkVYIRqN4rbbbsP555+PM888M9vDIYiMIK3wJqQVuQ9pBZFPkFZ4E9KK3GegagUZpXKM22+/HYIgJP3bsWOH6jWHDx/GZZddhmuvvRYLFizI0shTk857I4hss3DhQmzduhVPP/10todCEAqkFaQVhLcgrSC8CGkFaQXhLQaqVvizPQDCGt/+9rfxla98Jek248aNU24fOXIEc+bMwXnnnYdHH33U4dFlhtX3lg/U1NTA5/OhqalJ9XhTUxOGDh2apVERZlm0aBH+9a9/YfXq1Rg5cmS2h0MQCqQVpBWEdyCtILwKaQVpBeEdBrJWkFEqxxg8eDAGDx5satvDhw9jzpw5mDp1Kp544gmIorcD46y8t3whEAhg6tSpWLVqFa666ioActjmqlWrsGjRouwOjjBEkiTceuutePbZZ/H6669j7Nix2R4SQaggrcgvSCtyE9IKwuuQVuQXpBW5CWkFGaXylsOHD2P27NkYM2YMli1bhmPHjinP5YOl/MCBAzh58iQOHDiASCSCzZs3AwBOPfVUlJaWZndwFlm8eDHmz5+PadOmYcaMGXjggQfQ1dWFG2+8MdtDy5jOzk7s3r1bub93715s3rwZ1dXVGD16dBZHlhkLFy7EU089hX/84x8oKytT8vQrKipQVFSU5dERhHlIK3IH0orcg7SCyBdIK3IH0orcg7QCQJa7/xEO8cQTT0gAdP/ygfnz5+u+t9deey3bQ0uLhx56SBo9erQUCASkGTNmSO+88062h2QLr732mu73NH/+/GwPLSOMfltPPPFEtodGEJYgrcgtSCtyC9IKIl8grcgtSCtyC9IKSRIkSZIyNWwRBEEQBEEQBEEQBEEQhBW8nQxMEARBEARBEARBEARB5CVklCIIgiAIgiAIgiAIgiBch4xSBEEQBEEQBEEQBEEQhOuQUYogCIIgCIIgCIIgCIJwHTJKEQRBEARBEARBEARBEK5DRimCIAiCIAiCIAiCIAjCdcgoRRAEQRAEQRAEQRAEQbgOGaUIgiAIgiAIgiAIgiAI1yGjFEEQBEEQBEEQBEEQBOE6ZJQiCIIgCIIgCIIgCIIgXIeMUgThEidOnMCQIUOwb98+x491/fXX45e//KXjxyEIgiDshbSCIAiCSAVpBZFPCJIkSdkeBEEMBBYvXoyOjg489thjjh9r69at+OQnP4m9e/eioqLC8eMRBEEQ9kBaQRAEQaSCtILIJyhSiiBcoLu7G7///e/xta99zZXjnXnmmTjllFPwpz/9yZXjEQRBEJlDWkEQBEGkgrSCyDfIKEUQafC///u/KCoqwtGjR5XHbrzxRpx99tloa2tL2P7f//43gsEgZs2apXq8rq4ODzzwgOqxyZMn40c/+pFyf/bs2bj11ltx2223oaqqCrW1tXjsscfQ1dWFG2+8EWVlZTj11FPx4osvqvZzxRVX4Omnn878zRIEQRBpQVpBEARBpIK0ghjokFGKINLg+uuvx4QJE3DPPfcAAJYsWYKVK1fixRdf1A1rffPNNzF16tS0j/fkk0+ipqYG69evx6233opbbrkF1157Lc477zxs2rQJl1xyCb785S+ju7tbec2MGTOwfv169PX1pX1cgiAIIn1IKwiCIIhUkFYQAx0yShFEGgiCgJ/+9Kd47LHH8NOf/hQPPfQQVqxYgREjRuhuv3//fgwfPjzt49XX1+MHP/gBxo8fjzvuuAOFhYWoqanBggULMH78eNx55504ceIE3n//feU1w4cPRygUQmNjY9rHJQiCINKHtIIgCIJIBWkFMdDxZ3sABJGrfOYzn8GkSZPw4x//GC+//DLOOOMMw217enpQWFiY9rHOPvts5bbP58OgQYNw1llnKY/V1tYCAJqbm5XHioqKAEDl5SAIgiDchbSCIAiCSAVpBTGQoUgpgkiTFStWYMeOHYhEIsrkbURNTQ1aWlpM7TcSiSQ8VlBQoLovCILqMUEQAADRaFR57OTJkwCAwYMHmzouQRAEYT+kFQRBEEQqSCuIgQwZpQgiDTZt2oQvfOEL+P3vf4+LL74YP/zhD5NuP2XKFGzbtk33uaamJuV2f38/Dh48aMsYt27dipEjR6KmpsaW/REEQRDWIK0gCIIgUkFaQQx0yChFEBbZt28fPv3pT+N73/sevvjFL+LHP/4x/va3v2HTpk2Gr7n00kvx4Ycf6no1Hn/8caxcuRK7du3Ct771LbS1tWHPnj0qUUmHN998E5dccklG+yAIgiDSg7SCIAiCSAVpBUGQUYogLHHy5ElcdtlluPLKK3H77bcDAGbOnIl58+bhe9/7nuHrzjrrLJxzzjn4y1/+kvDcFVdcgW984xs466yzcPLkSdx99934+9//jpUrV6Y9zt7eXjz33HNYsGBB2vsgCIIg0oO0giAIgkgFaQVByAiSJEnZHgRBDAReeOEFfPe738XWrVshirI9uK6uDrfddhtuu+02W4/129/+Fs8++yxefvllW/dLEARBOAtpBUEQBJEK0goin6DuewThEp/+9Kexa9cuHD58GKNGjXL0WAUFBXjooYccPQZBEARhP6QVBEEQRCpIK4h8goxSBOEidnsujLjppptcOQ5BEARhP6QVBEEQRCpIK4h8gdL3CIIgCIIgCIIgCIIgCNehQucEQRAEQRAEQRAEQRCE65BRiiAIgiAIgiAIgiAIgnAdMkoRBEEQBEEQBEEQBEEQrkNGKYIgCIIgCIIgCIIgCMJ1yChFEARBEARBEARBEARBuA4ZpQiCIAiCIAiCIAiCIAjXIaMUQRAEQRAEQRAEQRAE4TpklCIIgiAIgiAIgiAIgiBch4xSBEEQBEEQBEEQBEEQhOuQUYogCIIgCIIgCIIgCIJwHTJKEQRBEARBEARBEARBEK5DRimCIAiCIAiCIAiCIAjCdcgoRRAEQRAEQRAEQRAEQbgOGaUIgiAIgiAIgiAIgiAI1yGjFEEQBEEQBEEQBEEQBOE6/mwPIJtEo1EcOXIEZWVlEAQh28MhCILIOpIkoaOjA8OHD4cokt+CQXpBEAQRh7RCH9IKgiCIOGa1YkAbpY4cOYJRo0ZlexgEQRCe4+DBgxg5cmS2h+EZSC8IgiASIa1QQ1pBEASRSCqtGNBGqbKyMgDyh1ReXp7l0RAEQWSf9vZ2jBo1SpkfBzoNDQ1oaGhAOBwGQHpBEAQBkFZoIa0gCIJIxKxWCJIkSS6NyXO0t7ejoqICbW1tJBwEQRCgedEI+lwIgiDi0JyoD30uBEEQcczOiZQEThAEQRAEQRAEQRAEQbgOGaUIgiAIgiAIgiDSpKGhAZMmTcL06dOzPRSCIIicg4xSBEEQBEEQBEEQabJw4UJs27YN7777braHQhAEkXOQUYogCIIgCIIgCIIgCIJwHTJKEQRBEARBEARBpAml7xEEQaQPGaUIIgeQJAnvH2pFW09/todCEMQAoCcUwcb9LYhGB2yDXoIgCNNQ+h5BEET6kFEqB5EkCb39kWwPg3CR1buO47O/fhsX//KNbA+FIAYUA9X7/ZUn1uNzv12DJ9fuy/ZQCIIgCIIgiDyGjFI5yII/bMTpP1yB5vbebA+FcImXPmwEABzv7MvySAhiYDFQvd/r9p4EAPx53YEsj4QgCCL3iFCUKUEQhGnIKJWDrNzeBAB49r3DWR4J4RZCtgdAEMSAhBZWBEEQqdFG1Yaj0SyPiCAIIncgo1QOE6bFwoBBFMgsRRCE+5BRiiAIIjXaqFqaOwmCIMxDRqkchgrQDhzIJkUQRDaghRVBEIR1yHFMEARhHjJK5TAkeAMHskkRBJENyChFEARhnXCE5k6CIAiz+LM9ACJ9ohIJ3kBBoFApgsiYuro6lJeXQxRFVFVV4bXXXsv2kDwPOT8IgiCsE6GaUgRBEKYho1QOQ4sFgiAIa6xZswalpaXZHkbOQAsrgiCI1DQ0NKChoQGRSAQARZkSBEFYgdL3chiqKTVwoELnBEFkA1pYEQRBpEZb6JzS9wiCIMxDRqkcQpIk/Ov9I8p9ipQaOJBNihjorF69GldccQWGDx8OQRDw3HPPJWzT0NCAuro6FBYWYubMmVi/fr3qeUEQcOGFF2L69On485//7NLIcxsyShEEQVgnTCU2CIIgTENGqRzi9Z3HsOip95T7tFgYOIhklCIGOF1dXaivr0dDQ4Pu88888wwWL16MJUuWYNOmTaivr8ell16K5uZmZZu33noLGzduxPPPP4977rkH77//vlvDz1kitLAiCIKwDKU+EwRBmIeMUjnElkOtqvtklBo4UKHz9Dje2Ydfv7oLjW292R4KkSHz5s3D3Xffjauvvlr3+fvuuw8LFizAjTfeiEmTJuHhhx9GcXExHn/8cWWbESNGAACGDRuGyy+/HJs2bTI8Xl9fH9rb21V/AxHSGYIgCOtQ+h5BEIR5yCiVQ2jrClH63sCBbFLpseipTVj28ke44fF12R4K4SChUAgbN27E3LlzlcdEUcTcuXOxdu1aAHKkVUdHBwCgs7MTr776Ks444wzDfS5duhQVFRXK36hRo5x9Ex6FjFIEQRDWobmTIAjCPGSUyiF8mhyuXC103tUXRm9/JNvDyCkEkFUqHd75+CQA4KOmziyPhHCS48ePIxKJoLa2VvV4bW0tGhsbAQBNTU244IILUF9fj1mzZuGGG27A9OnTDfd5xx13oK2tTfk7ePCgo+/Bq+SozBAEQWQVchwTBEGYx5/tARDmyYdIqd7+CM5Y8hIKC0Rs//FllJZmEvqYCCIzxo0bhy1btpjePhgMIhgMJrT5JgiCIAgtWq2gmlLOs3F/C3743FYsuWISZo4blO3hEASRARQplUNoi11Hc7AA7aGWHgBAb380J41q2YJsUulR4KNPbiBQU1MDn8+HpqYm1eNNTU0YOnRoRvvWtvkmCIIgCC1arQiTH8Nxrn90LbYdbcd1j76T7aEQOcgHh9rw61d3oY9+rJ6AjFI5RD5ESgHxMVO+vXm0332uIkkSvvz7dfh/f94IyQWjaoGPpriBQCAQwNSpU7Fq1SrlsWg0ilWrVuHcc8/NaN8NDQ2YNGlS0lQ/giAIguCha1zn6adi8kQGXPHrt7Ds5Y/w+Fv7sj0UApS+l1OImlCpXAwN5jWaBNs8eWKTwrGOPry56zgAoK2nH5XFAUePJxulyAOSD3R2dmL37t3K/b1792Lz5s2orq7G6NGjsXjxYsyfPx/Tpk3DjBkz8MADD6Crqws33nhjRsdduHAhFi5ciPb2dlRUVGT6NgiCIIgBQDgHsxkIYiCy7ejA7K7sNcgolUNoM5Fy0ajDa3SEBNs0eWKTgp+LXDrW0eeSUYrIBzZs2IA5c+Yo9xcvXgwAmD9/PpYvX47rrrsOx44dw5133onGxkZMnjwZK1asSCh+ThAEQRBOE47knuOYyIym9l4cae3BlNFV2R4KYYFcLIeTj5BRKodIjJTK0kAyQOLS9xpe3Y0rJ4/ApOHlWRxRbpCPBeGbO/owvrbM0WNQTan8Yfbs2SlTPhctWoRFixbZelwqdE4QBEFYJTdLbBCZMPMeuYTA84vOx9kjK7M7GMI0bpQTIVJDYQQeR5IkdIfCABINE7lo2eWjux5Z/TEuf/DNLI4md8gXmxQ/8R/r6HP8eBQpRWQKFTonrNAdCuOLj76D37+1N9tDIQgiTerq6nD22Wdj8uTJqghdK0TJKDVgWffxyWwPgbBADlbDyUsoUsrjfP+5rXhq3QH8c9EF8OVoofPe/ggKC3wAgDAVJUyLvCl0zt3uDjkfeUKRUgRBuMlT6w5g7ccnsPbjE/jaBWOzPRyCINJkzZo1KC0tTfv1/bmYzkDYQi4GDQxk6PvyBhRG4HGeWncAAPCrVbugDfrIBS/Mn97Zj9N/uAIvfdgIgEQ6XfLRtMIiAJ2EIqWITKHue4QVelwwthME4X1yse4rYQ/0zecW9FP1BrRiyxEkSUqIlgnnQLzhD57bCgC45U8bAVD71nTJk0ApVaH73n43IqVoiiMyg9L3CCtoaz8SBOEuq1evxhVXXIHhw4dDEAQ899xzCds0NDSgrq4OhYWFmDlzJtavX696XhAEXHjhhZg+fTr+/Oc/pzWOXMlmIOyHIm9yC6op5Q1oxZYj6HWqO9rWi9buUBZGYx2mzblgSPMi+VjovMcVo1T+fW4EQXgXHxml8o4fPf8h7nvlo2wPgzBJV1cX6uvr0dDQoPv8M888g8WLF2PJkiXYtGkT6uvrcemll6K5uVnZ5q233sLGjRvx/PPP45577sH7779veRwUKTVwIRtHbkFGRG9ARqkcIRKVEia5/Se6cfVv1mRnQGlCNaXSI19sUnz3RXdqStEUR2QGpe8RVtDWfiRym+b2Xixfsw8PrtqFrj7nU86JzJk3bx7uvvtuXH311brP33fffViwYAFuvPFGTJo0CQ8//DCKi4vx+OOPK9uMGDECADBs2DBcfvnl2LRpk+Hx+vr60N7ervoDgEgOOWF7+yNYsbURHb392R6KJbzqA8iF8ipEHPq6vAGt2HIESdK35O493pWF0aQP1ZRKDyFfqkpR+h6RYwzU9D2K+EkPSt/LL/jv81BLTxZHQthBKBTCxo0bMXfuXOUxURQxd+5crF27FoAcadXR0QEA6OzsxKuvvoozzjjDcJ9Lly5FRUWF8jdq1CgAuZW+d/cL2/D1P23Ef/1xY7aHYgmvNgHKoa+eAEVKeQVaseUIkaikm8IHeDsXtrww3uCxradfV6S9PH6v4FHdzQg3IqW8sLBeu+cE7vj7+znngSQGNl747eQilDGcX/CXJwdPdmdvIIQtHD9+HJFIBLW1tarHa2tr0dgoN+RpamrCBRdcgPr6esyaNQs33HBD0kjZO+64A21tbcrfwYMHAeRW+t5fNhwCAKzZcyLLI7GGV6+NJSp1nlPQMtQb+FNvQniBiCQZWt7DUcmztXMm1JZhw/4WAMCR1h7dSKm+cBSFBT63h5ZT5Mv6kD+F3ehS5YWF9RcfewcAEPT78KPPGntbCcJLUBpaenhhziHsg19ctuRIDU8iM8aNG4ctW7aY3j4YDCIYDKKhoQENDQ2IRORrm1xq7BP0iQiFcy+TQa636r3POYfskQQoUsorUKRUjhCNSoYRRV72xoweVKzcDkck3ZpSfTkohG6TN+l7HG4UOvfSAnHPsc5sD4FIg4FaU8rvod+OHqFwFM+8e8Bz0SuUvpe/0MIl96mpqYHP50NTU5Pq8aamJgwdOjSjfWtTvb18ba4l4M/N5aBXp1vKAMktaG73Brk5Cw1AopJkWDgvV+o0haNR3e57fS4YJ3IdPmghl8WOH7orkVIeivZ4c9dxrN97MtvDICwyUGtKed248sTbe/E/f/sAn/jFa9keigovzTlucPBkN+74+wf5a3TnNCuXagQR+gQCAUydOhWrVq1SHotGo1i1ahXOPffcjPatdWDkklEqV+tveremVO589wRFtnmF3JyFBiARSf7Tw9Md7bihRaKSbjhzb39uGNWyicAJby5PnnwqhCuRUh5La/3CI2uzPQSCMIXXI6XWedTA63Vjnt3c9OQG/O/6A7j2YW/PbS992IibnnwXLV3pp+B5+lqLUOjs7MTmzZuxefNmAMDevXuxefNmHDhwAACwePFiPPbYY3jyySexfft23HLLLejq6sKNN96Y0XG1DoxcOl9yN1LKm/NtLl+nD0Ry2dmfT1BNqRwhWfpev4fbzvIjDkclhHWiunrDFCmVCl52o5IEXx6k87kdKRWNSgNuwUgQ6eL130rAo579gRYptbNJ7lJ2MgNjD48kSSonjF2wrmI/e3EHfv75s82Ph7tNkVK5wYYNGzBnzhzl/uLFiwEA8+fPx/Lly3Hdddfh2LFjuPPOO9HY2IjJkydjxYoVCcXPraKtKRXOoYWuV+vSpsKro86hr54AGRG9Ql4Yperq6lBeXg5RFFFVVYXXXksvnP/VHU3wiSIunDDY5hFmTlSSDMNBcyVEOByRdC/qeil9LyX8NXouhwWr0vdcrikVkSSInr2EIQhv4fVIqQKPevZFblhOGVjylUhUwtW/eRtDyoL43Xxnargdak2/BlnEww5AIs7s2bNTRj4sWrQIixYtsvW4CxcuxMKFC9He3o6KioqcOl8C/txsNuTV6ZUib3KLXF5X5RN5YZQCgDVr1qC0tDTt17d19+OryzcAAD66e57nQlkj0STd9zwcIsxPzOFoVDd9jwqdp4YPUc6XudN1o1RUAjV5JKyi9X4PFLyaFsHwaqQU/7lFohL8ORqBYBZRsM/LvLu5E+8fagPgXGSr1QhdXm8pUoqwQi6dL15b85jFqxG9ZOTILXLop5rX5OYsZDP7TnThD2v3Kff1inFnm6gkJURElQTkFXauFDqPGKXvUaRUStSFzrM3jkzhh97tcvpeLl0gEt4hlzsqZYLXjSkBvzfHp43OzHf8on2Xkfw5F3LouqYngxqWEQ87AInsk1DoPIfOl4DH53sjvOo8GQBTf15BkW3eIOtGqdWrV+OKK67A8OHDIQgCnnvuuYRtGhoaUFdXh8LCQsycORPr169XPS8IAi688EJMnz4df/7zny2P4XO/XYNfvvKRct+Li9eolPijCcbCPrw4Xoa2HkO/bvpebhjVsom60Ll3v+9U8OdwKBx1fIHPFzrXM4gShFVyxQmQKV6vjeTVblE+TaRUvuOzMVKBj35zKoLaqhOMb87h5WstIvskFDrPofMlVyOlvKpSOfTVE8jtdVU+kfVZqKurC/X19WhoaNB9/plnnsHixYuxZMkSbNq0CfX19bj00kvR3NysbPPWW29h48aNeP7553HPPffg/ffftzSGPo1RxIvejahO+h67GPR2+l78djhCkVLpoi10ni84ncJHkVKE3TgVweE17DQ2OIFn0/dEMkqlC29oDDlklMokfW8gfJ+EfeRUTSmPzqep8GrNvny6Th8IePHr6glF8kJzrLyHrM9C8+bNw913342rr75a9/n77rsPCxYswI033ohJkybh4YcfRnFxMR5//HFlmxEjRgAAhg0bhssvvxybNm3KaExeXLxGdAqdFzCjVI4IXzga1f1sc6Gm1Jrdx/E///c+2nv7s3J8daHzrAzBFrQTf1df2NnjcV7u9p5+vLajGR1Z+g4ZFLGV2/TnwHxlB7yxIerBScerhc4pUip9+PnaKeNvJt1+vXhtSHgHbfqelx3GWrwaeZoKr/pOKB0st/Da1N7e24+Jd67AZQ+szvZQMuL2v72PiT9cgQVPbjC1vadnoVAohI0bN2Lu3LnKY6IoYu7cuVi7di0AOdKqo0NuSdzZ2YlXX30VZ5xxhu7++vr60N7ervrTw4tGnkhUSlgY+GMiolc83CvwI4tEJd3Ul1yIlPrS79bhmQ0Hce+KnVk5vsDFSuWT2HX0OmuU4rntmc24cfm7+NHz21w7ph69A8Soka8MmPQ9j9dG8qpnny+xNBCMUk51aexz6LrAcqQUdzuXIl8I98nl+oNeNfKnwqs1pXLoqyfgvXXVuo9PAgB2NXdmeSSZ8eqOZoQiUaz9+ISp7T09Cx0/fhyRSAS1tbWqx2tra9HY2AgAaGpqwgUXXID6+nrMmjULN9xwg+Kl0LJ06VJUVFQof6NGjdLdzoveDUlKnORYUdBcEb5wVNL9bHPBKMXYnaUJIl8ipbR0Oh0pxX1WrKvT3zYdcvSYqcil851IZCCm73lRY/gaKF66oOQdCF405tmNrZFS3Mfl1O8sk8hsipQirODFedOIAq+GHKXAozYpVdSnXdC1o3N4Ld3Soz43y7Drg0vPqE2xpUzOv+1x48Zhy5Yt2LJlC7Zu3YpvfvObhtvecccdaGtrU/4OHjyou50XLzwi0cT0Pb9SU8q7iyR+sRCOSLpRaLmQvsfIJPQ/E3jd3d3c6alFmBW0w+50MVLKK1j11BPeYiBGSnlRE/lIKS+Nj1+M5NKiNF2ci5Tyxu+M19qB8H0S9tGfQ5F1Phu7aPIcae3BqzuaHLtmHSiRUm/tOo7Tf7gCD63aZe+OCQDec/Z7tVZaunztgrGmtvO0UaqmpgY+nw9NTU2qx5uamjB06FDL+wsGgygvL1f9AUBZoU+1nRdDtOWaUurHWCvmbg8vcrWh73qphk6F6TuBFy6Uv/DIWjz8xsfZHoYtOF3fyWM6A4C8XbmGtk6IUwWYvQZvbPBi848CrrOml76TgVYY22djK3n+0/JiRKKXSyUQ2UerFbn0+/c7VEPwvJ+9iq8u34CXPmxKvXEaeHXtbrcR7vvPfQAAqk7xhH14LlLKqye2Rax+rJ42SgUCAUydOhWrVq1SHotGo1i1ahXOPfdc245TVKA2SnnJ68qQdAqdbzsq18Ra9nJ26hxZRU7f06kp5aEFRSqyFSml5ecrdmR7CGmhDWnucDF9zyv0esCwSZhHWydkoCxMRVXnSu+ds3wNFC8ZpXhyaVGaLn4bIyz4hZwXHECA1sjojTER3kSrFV5cSxjBG5ediPBas+e47fsEvGyUsnd/Xq2hmC94ba3g1QhAq1hNY/U7NA7TdHZ2Yvfu3cr9vXv3YvPmzaiursbo0aOxePFizJ8/H9OmTcOMGTPwwAMPoKurCzfeeKNtYwj4fUAoft+LNaX0Cp0zdjR2uDwaC2i8xv067yGXIkf6+qNo6QqhvKjA1Zbp3jsj08ML6XvZbnXfk0PnO5GIVw0gTuJF4wp/0ealqJoBFynl0HwainhvnswlIwORfby4ljDC6a6hTv12vLp4tzvyJpCjhehzBa9FSvG+HkmScj6dz+zws26U2rBhA+bMmaPcX7x4MQBg/vz5WL58Oa677jocO3YMd955JxobGzF58mSsWLEiofh5JgT9IvhlvxcvPOSaUurHZtRVY/2+k5g0rDw7g7JIf8QgUiqHFumHW3sw5Sev4NIzavHIl6dlbRzFAV/qjXIApwud65nzsm2UyqXznUgklxYamcC/Sy9qIo9XDYUDwShlZ00pfl3glUgpnoHwfRL20eX49Y198NdFTkQDU02pzCCjlLN4zSilNRL7bUyTdxOrH2vWjVKzZ89OOVktWrQIixYtcmwM8qTGF+T23sWQ3H1PHuP5pw7CL6+djHV7T2D9vpOoKCrI8uiMURd9jeou6HKp0DnDqfx4I7Q/ke5QBDf/YQNumX0KpoyucnUsmaD99t3svsdwqjCvWShSKrcJRaKIRKWsGzfdxI3F+BsfHcPbu4/jvy89DX4TqQoqA4aHNERVR9FjF7pO4NSi0CvfKf8Vet04S3gL551u9uF3uNuqUxriUZuU/ZFSlL7nKF7LzBb536MkZd9YkybsVyDA3A+VznIk5jx68cIjwtWUOmd0FYZWFMYivLzdDUp7QZfr6XvZQi8v9+VtTbj6N2uyMBr76MhG+p7LVzHlhWo5ofM9t/l/f96EOctez//vkZty3FhczX98PR5d/TGeWn/A8mu9Gik1EKLqnPLgevG6xosF/wnvoC10no3rGztwwjE/0NL3bK8pRZFSjuK1jub8ee01g1k6mP2Z0lmugxdDtLtDEby1Sy4UyE5WNkl5qZ5GMh5YuQurPzqW8DgVfh44aCf+v208hD4Hi8fr6Yyd3aLMUK6JZMx7Y4aH6e7uxpgxY/Cd73wno/0cONmN13cmzmX5ygeH21w71p7mTlPb8YZ6L2kgP8d5aVxOYWfEoBejkiSPl3bQsulAC554e6/nFlkDAW2hc6cbuTiFE+e5nR39eLxpkrLfyEGRUs7itamdl1WnI653NLZjp0O1qfOq+55baD80L3roAODj410AOKOUT64r5FUvMWDuhMyFRfqQsmBWj58v15fatxGKRPGrlbtcHYP7kVJqo9T3n92KD4+4t8gn4vz0pz/FrFmzbNlXLsxbmcAvxvfFtMcN0klv9aoGnuwMpd4ox7G1phR3ztl9HWbHOHOh+941v1mDu/65Df/+oDHbQxnwhMJRR51udqKqIehARKBTQYZejZSimlK5hedqSjmcTsvo7Y/gsgfexKUPrHbomlYeO0VKZYCXIqVYEfMRlUXKY0UB+WsriEV8ePWCHIhfZC6ccwp+8OmJyuPPLzofj90gFwo/1NKTlbFZYXR1MQBgMGecyoYn8tIzarH++xe7flwn+fumw47tm51/N39yHIoKZCOu210stB3Tw1EJ1z/6Dg63ev+8zyd27dqFHTt2YN68ebbsbyDVBnOzvo/ZyFl++vWSI4lXheOdfVkbh1s4VVvN7mLL6Y7Ti9FbZtjZ2J7tIRAADp7szvYQTKE+z+2fTx2LlPKmTYq67+UYXpva1el7zg2uOxS/jm3v7XfsOFRTygLar9uJzhPpwkay9Jqz8OsvTcFXzqvD1VNGAsit9L1hFUW46RPjsHLxhfjXrRfg7JGVGDNINvQcbu3BPzY7Z5iwA/Y93DHvdOUxNxdq/Bk5pKzQtePajW46nYMFo9nxKooK8M9bzwfgzAWXGZ64cTpe+85s1JQG0dEbxu/f3JuVceQiq1evxhVXXIHhw4dDEAQ899xzCds0NDSgrq4OhYWFmDlzJtavX696/jvf+Q6WLl1q25h6QvltlOJ/q246PtLx1nnVMTMQjFJ+rdU9A5w0NBbYkP7ileLrZgh56Dp2IPOj57dlewiWccL46pSz36uRUrbXlKL0PUfxWrqz4FL6Hl8T0pmum9a2p7NcBy9FSvF85uzh+NFnz1CidRSjlIcvlLQn5KlDSnHmiAoAwPghpcrjOxzKZ7ULNmGxaBtAbWF2C2ZtfmrBTOUxL0UJpCbxt1XgQo0nQYgvntwuPsx+AwKAsTUluGX2KQCA/SfcS4nKdbq6ulBfX4+Ghgbd55955hksXrwYS5YswaZNm1BfX49LL70Uzc3NAIB//OMfmDBhAiZMmGDbmAZWpJR779Xs58r/ir1kLOA17/gASN9zav62u9hyugXZVedZDv3mc+u6IH851JIjkVKqDuROpO9RpFQmUKSUs3gtfY/HLZuEEw0OlO57Jn+nudpl0Fa0FtJsRVLowcam94UGcyhSSm/8giDg1otOxUOv7kZ3jhSEFEUBQb+IvnAU3aEwqksC7hxYcx5MHVOlPNXTH7HFC5wtRCcjpbjbbFHi9sW6Vusm1MrG2P05EtbvBebNm5c07e6+++7DggULcOONNwIAHn74Ybzwwgt4/PHHcfvtt+Odd97B008/jb/+9a/o7OxEf38/ysvLceeddxrus6+vD3198UiX9nZ1Okz+15SK46bRpy+Nxhfe0sD4J9cd8rauNbb1IugXUZWBjlVwjRxC4WhGiyf+nLM70seOiK5cMkSTUcobeNlpzON0+h5FSmVGLl/j5wIejUUB4J5RysksMbO/UjrLEb8QKiyQPw4vpe8x9PIx2STlZdFTrKQGp2RxQLaLdnk8FSb+PoDigBwtlc30nYBPVLoz5FIaERNq9hkCQK8L4xcgKL+XbNUFYbWsxlSXAJBrTTiZKz5QCIVC2LhxI+bOnas8Jooi5s6di7Vr1wIAli5dioMHD2Lfvn1YtmwZFixYkNQgxV5TUVGh/I0aNUr1fC797jIlHUNRuphe+PNd7jyqgdmIpjVLe28/Zi1dhSk/eSWj/ZRxjRzaejKrScE7CO322qYb0cWPycvfpxYySrlPQ0MDJk2ahOnTpyuPectgbo7cSt9zZLcZY3fkTZAz9jsR0TLQ8dq1OH/6OGmUcro2p9W0SDJKcbDUrFzplsE8kl6++Eh1PpYE5c/c6x5lJQVLEBRDmpsXqNoQSEEQlPM1FxfHvMCOrCp27Djx7y1euyoSlVzNH+cNmgAwrLIQPlFAXziKYwOg5ozTHD9+HJFIBLW1tarHa2tr0diYfgeqO+64A21tbcrfwYMHVc//8/0jae87F+B/I24urNJJ3/OSUYqfWrxsxDhwIh6pmckFOR+o0NZjX7qi3dc16XYz4rfMpejIUNhbi6yBwMKFC7Ft2za8++67ymNeSi02ixPpe06lRzkZaZ8JdtsRnK79M9DxsvHYrdRCR0ubUPc9CyjRG7KxwUuLfH5RrYUVvuuPSJ6z8moxirBVIqX6vPOZ68EbFooCzJCW3TEXsfM1hy6U48Y1AQ1fOgeAs+myfJ2EAi59w81oKa0BrMAnYnilXKw+Vzrz5BNf+cpXsGzZspTbBYNBlJeX449//CNmzZqFiy9Wd71sau/DW7uOOzVMT+FqTak05tWQRx1JXR5OS2eR4YB9C+fW7gwjpbjbdi+8+PSXdA1eXro2TIWXnZUDCS8ZzJOhilLMofS9Si592FvnvHPpx/0eKjGTL3jZeOxo+h4fKeXAeWV15JZrSnV1deFnP/sZVq1ahebmZkQ1b+Ljjz+2ukvPUOSBtCwrlATjX19XKKwKo/cOyU/J0hyJlOJR0vf63RtzvFh23LpXFBBj48iN8xVQF/0uK3Qv4kyA2tMUjkjgata7Am+YrSkN4uDJnrwuhOyWVtTU1MDn86GpqUn1eFNTE4YOHZrx/hcuXIiFCxeivb0dFRUVquc27D+JC8bXZHwML6Iu8OzeBZvZhYWqO6CHFiP85+bluTng41Ko+yPK9Y9V+O/hRFdm85mTqQR+kY80iKLQpADwY+rpj0CSJCUV28t4a4GenHxeV4Qi0Zw5ZxhOLIKdWlhXFcfr4Z3sCqG23Bvdqe1+uwWa69d8pj8SHfA1tHjdcTJSyukGB/Ghm5v/LBulbrrpJrzxxhv48pe/jGHDhuXURGsE+8yUdCgPXUiyE0bvUy4s8ClFt1u7+z1qlJIxOktyJVKKLzTOzhNX0/d0JiU2DjdqMjlBoZIu6+DFMxdpyC9CukLhtBdh6cIbFAfFCgufzHAR52Xc0opAIICpU6di1apVuOqqqwAA0WgUq1atwqJFizLef0NDAxoaGhCJJP7OHli5C7fNta+jn1dx0+iTzmLaq9EIXo6U8nGLnF6bIs2OtPbYsh/A/gtkvypSKr19RyX5txD0u+zRSINcMkrl47qCIUlyZLYbXYYzgf9FONJ9zyGjFH+uHOvo85BRyt73y7/PfK4ptbu5E5f/6k185fw6fO/yidkejidw6+t28rxyrPveiy++iBdeeAHnn3++1Zd6Hq+kZfEo85rBF1pZXICm9j609fRjlP4mWSVZ+iEQjzryeqQUX9OpOJvnCfc5FmWhtlWmKEZWIZ4+4ladDr6myIOrduHHV57pynH1fgPVilEqf2tK2akVnZ2d2L17t3J/79692Lx5M6qrqzF69GgsXrwY8+fPx7Rp0zBjxgw88MAD6OrqUrrxZUKySClgYHj13IyUMmtgUtW88pBRShVZ4+G5mf/8ejP4fnlP66GWTI1S8X3ZbVThS89YS0dVLy57QpGcMErZ3b3QSby6ruju7sbEiRNx7bXXmkr5NiIU9r5GqLvv5U5NKX7+Oe6hGp1OXpf3e7xcSybcv/IjhCJRPLr64wFtlFJFMDlZ4sThiHOr9XstG6WqqqpQXV1t9WWeRv7QBMXYkEvFLCuLAopRyoukOh1Z9EomF8VuIkDISu0xvc+RFQv3ci60MQL33Tv3ORp1f/zD2v3uGaV0vr3qkiCAzNNdvIydWrFhwwbMmTNHub948WIAwPz587F8+XJcd911OHbsGO688040NjZi8uTJWLFiRULxcydo7e7H4LKg48dxG/5aws2aUulEsfR51HPs5a6y/PebyRzM76exrTeDEamxe+Fll7GwozeMSi5lyKv059B1gVfXFT/96U8xa9asjPcTCkdRkkMS4USUnRs2Ui9dC9ttIHOyM6mXCHrceOsWqvQ955NJADiUvhf732ycqOVv/yc/+QnuvPNOdHfnX4HeeK0g71xIGi2qGRXFcspeS7e3F7dG41cMEx4tVMvgJ4hsRtTxnyIzSoV00oq8Cv85FvqdT99zs8teKvjvriQHDeBWsVMrZs+eDUmSEv6WL1+ubLNo0SLs378ffX19WLduHWbOnJnxcQH9Nt88+ZyCyejodS+S1ay3zrPd97iReWlcybBrHsp0LlfVlHLws7NyjaeVkOYO70RjJCOX0ve8uK7YtWsXduzYgXnz5qW9Dxad56Wad0bw85YT1yURp1bWDre0T5dj7c7NE156n3YT8JNRSkvEre57Dlq/zKZkW46U+uUvf4k9e/agtrYWdXV1KChQ1zHatGmT1V1mnXhNqdxLhyoLsppM3kx/S2UUYClcXk5zADjB5tL3elxMOYyngMV/2Kz7Yq4sfAB1Khufvud0IdBslqjQS8EtyOkoN3Pki1akSt/LV6MUP3Of6AqhOxRWokS9hlfnwFxZPGSWvhcn08W3ymtr8wUyv+9M3u8xMkrZjt1asXr1atx7773YuHEjjh49imeffVapN8hoaGjAvffei8bGRtTX1+Ohhx7CjBkzlOe/853v4N5778WaNWvSfl8FfhH98O78ZIQTayA3Tkcvfc4dNq/J1E0gvONstZugy0apgF/01HnD4L9hJ7vvqcogOHFeWdyl5StM7cSeT3gxfY+dMEaLai/WwdLFYPx8sWsvdyjhu8Z55TNnHgUvTqhmCMa++6gki2zAb/93r50Pf/Dpibj7he22H8fKGIC4QTGfLy7yWStKAj5090cgSd6PUrWLQy09mFBblu1hKKhqIXhoDtTWZolGJYii93TNifRMO6ObnKyJZOUaTzuKYx32pSg6SS7VlLJbK7q6ulBfX4+vfvWruOaaaxKef+aZZ7B48WI8/PDDmDlzJh544AFceuml2LlzJ4YMGYJ//OMfmDBhAiZMmJCRUSrgE9Av5YbziZ8PnKjxGnVoYc3vNZcMsZmQz933gi63xQ5yRqlIVFLVnvUKTnbf43EiLdRq+p5lo9SSJUusvsTzsO+7SImA8Y6BJ9UXmtWi2yZINX6+I1pf2Hyb5mxSzCLqXDRe6n2OrHBmLlzwMPhukrxHpDcccSVs97Izh+LuF7a7GiKsGJa5b69AMSh683drB/miFXrd9wr8Ii4YU4U3dx13td6Sq2guhI539HnLKMXd9tJiRHv5GIpEUSh6W9cyipSyMX1GZSizWV/Vhd3T3zdFStmP3Voxb968pGl39913HxYsWKA0wnj44Yfxwgsv4PHHH8ftt9+Od955B08//TT++te/orOzE/39/SgvL8edd95paRwBnw9dYW8ZzY3g5y1HIqWcKnTudKRHBoTCUduuNVV652SRoSwTcLmmVGGBTylP0BeOeCYanD+vHY2U4m47qRmOdd9jbNy4Edu3yxEHZ5xxBqZMmZLurrKOvFAWUFTgbQOPHsVKBzavpu8lf76QN0z0RzxrlOLT54o9YrxUIqVy6OKTT9/jjVJdfWGUFxYYvMqO48kzYmks3TUUjrreNY2flIMDIFKKketaoZe+5xcF+GMetYHwHQLeLSYOeHsODEW86Wzha8hkZli1r2Oe03VtGJnUlDrmoQ5fycgloxTDDa0IhULYuHEj7rjjDuUxURQxd+5crF27FgCwdOlSLF26FACwfPlybN26NalBqq+vD3198fOivb0dQOwaLezt+UkPJ9ZATkVK8XihuL8gxOeM7lAYAb89TRFUEbh5fM3hdvoeKyMCyM4Zr/Sw4L9hJ387TqeFOt59r7m5Gddffz1ef/11VFZWAgBaW1sxZ84cPP300xg8eLDVXXoGL6bvQbOo1uKVVLJUGI3f7xPhFwWEoxJ6+iOodHdYpuEjleKfuZs1pRLTOHM9fY8/J/64dj/++7LTbT+GdjrkvSDdfRFUFDsvgHpRbrn+3Zkhn7VCFAT4RPk7dNKLlU0SIn48dq6qPOQeGpv2IsxLY+Oxq/sej52RCk525LWyb2331GYHCxjbiRcW6GZxUyuOHz+OSCSS0Jm1trYWO3bsSGufS5cuxV133ZXweC7pvNPpe45FSnG3vWD884uCsrjvCkVQWWz/MfK5+x4fWeZGSRc+g8FTa3+OsEvXmE44MlI1a9NieUV26623oqOjAx9++CFOnjyJkydPYuvWrWhvb8c3vvENq7vzBGyu9GL3vVQUF3gjascIM/mkSgc+By9CM4U3CnklZTIXC50ztBOU03V52NECfhEFPvled79LRkUdPSnI4e/OLPmiFXrd9/yioJxH+XyByOPlNGEvj82rESt2Ff5W1/bKTBP5fdl9HWbXvnOl+54XFuhm8bJWfOUrX8GyZcuSbnPHHXegra0Ny5Ytw2mnnYZTTz0VQK5do8V/IN199l/buhHd84sV6RkV7UQ1z9ho3FN1dc2h37ZV+Egpt6PQvWSU4s8jJ7vvSTZGOifDrGnRslFqxYoV+M1vfoOJEycqj02aNAkNDQ148cUXre7OUxQFvNd9TzHq5Hqh8yTEjVK58R6ymb7HnwZs8vbqoscMN39yHAAg6HcmvUUvwowdq89lI6iqc2IOpl5aJV+0YuHChdi2bRveffdd5TFRFJSCmG55sdxGex3k9MIqk/qiXl70eXlsDLu0185FhJPXA90WOmNpfwdtPf02j8YZcuG8Y7ipFTU1NfD5fGhqalI93tTUhKFDh6a1z2AwiPLycnz729/Gjh07sHHjRgCc8ymSG9e2DCfWE045DvjfZ1Ty1jqiywHjHpDn6XuqOsPOf5fqlHFvzplupL4CTqXvWdveslEqGo0mtGsFgIKCAkRztPialyOl4kWS9Sn2oCGNJ1X3QAAoCbqfDpcuAoSsGC/1fti5FBrO4GtKAUB5ofxZOnUhoTcfMmOeW9EVeoblXPzurJKPWsHwiYKy4MjnC0TAPW8/X9/Nah0CLxt3veo0UBf+9l6hc7s1gV98ZGJYyoXrFCC3at25qRWBQABTp07FqlWrVMdftWoVzj33XHuPlUM6r/rtOWAMsLtxgRHZdhI5VTCe/37W7T1h2369Bn8d4HYEtBPnffrwNR8d/Bw81sXYslHqoosuwje/+U0cOXJEeezw4cP41re+hYsvvtjWwbkNizoKhaM5UyekNLao7+jNDe+dHqz4dHuvdy/2eGNKNo2XqmgbX+5F2/Dd94B4lJzTn6VehJlbXdP0Ftgs9curC1Y7yGetkGtK5XmkVOy36tbvJWAxbF/y2MUUQ/tz92pqoSp9L4Pv1s7wfye91vz3YsUopf0+Oy1EWWWTXNIWu7Wis7MTmzdvxubNmwEAe/fuxebNm3HgwAEAwOLFi/HYY4/hySefxPbt23HLLbegq6tL6caXLtpU70AOdUh2ej51LFJKcz/b6fT89Z6dBmz+fT725l7b9utl3PjdOOkIyQR1jTfnxuV09z1tTcZUWDZK/frXv0Z7ezvq6upwyimn4JRTTsHYsWPR3t6Ohx56yOruPEURFzbolWipVOl7lUWyd8nrIeXJIqXKYoa1Ti8bpThjSrxLo4uFzjXGHEBuSw/kxgWPEY6nbuo0CmDHdD1SinssOADS9/JFK/RqSvX1RwZMTalggTvefr6WhNXfhVcjhQFvGcyMsK3QuY3vNRRxzjnYmsb1Euu22dsfzYnffC4Zy+3Wig0bNmDKlClK977FixdjypQpSge96667DsuWLcOdd96JyZMnY/PmzVixYkVC8XOraFO9C/zyOZMLcwCPE4tTt651vHRN5WVdygXcNhK5XdLDLHbWJkuGI0YpTXZMKix33xs1ahQ2bdqElStXKp0qJk6ciLlz51rdlecoKvDBJwqIRCV09oaVCB4vU1nsbaOUckImKXNWVii/hw4PG6V4qNB5+kgaI1GREinl3ntgERnu15SK3x4Ihc7zRSsWLlyIhQsXor29HRUVFQCAo+29+R8pFXtbSg02F9P3+vojKfWX98Cd6PRO8WmtZ9CraVRqD7FNhc5tTN8D5EVJiU3XYfyu27otRErFXlla6Edr7HVdoQgqitxtXZ7P2K0Vs2fPTpkCvGjRIixatCit/RvR0NCAhoYGRGI1pHKpdqSqkHYOXZdov+dsp9Or0/dsXNM4WOzaS/DfpxvX6J6NlOJuOxoppUq/d+4cM9tFMS21FwQBn/rUp/CpT30qnZd7Dr7uUWVRAU50hdDaE8LQisIsj4w/YfS/0MqiAAAoF0u5SFnsorOzz7vvQeLCXYqyUOhc0gm3qS6Rv/tc6QakB/ssex36LJUIM77QucuF9fV+w4E8KFJvhnzTCoYkAX4xVlPKYs0TSZLwxkfHcM6YKpQXJtZR8RpBl+qi8ApnZhHHX0y194YRCkdVKYDZwu0C8enDX/x7r9A5AJzsCtlmlOJp7bHe7TXgkzu39kckdIfCqCjy/m83l8gHrdA6MHLJccjPW7kUfZ+Yvucd441TxgRfJl1BPA7/7blVYoPhrZpScbocTd9ztquj1V+jKbV/8MEHcfPNN6OwsBAPPvhg0m2z3b41EwQIqCiWjVItXd4wkOgtqnkqS+QLo57+CDr7vBfdlWr8QDx9z8uRUnGbkIDiAnm84aiU1YXQuMElAIBN+1sQiUo5IVTaCaowlhrklBjoOZfcL3SeOIiSQLyOmiRJpr0IXmegaAUQT+exGin1k39tx+Nv78VXzqvDjz57hhNDswX228mGtz+dRdzJLm84krTkQuetzGpKxYlEJVu16I2PjuE/Z42xZV+8Bz7dmlLFAT/aevrRlSN1pbxMPmpFQqRUzCj1weG2bA7LMk7N9YdaujGyqtiRfTOyHZXmVC0gfp6tKs5jg3gWjaM9Ie8YY/nzyLX0PSc+byVbyhymLBj3338//uM//gOFhYW4//77DbcTBCFnxINH/WMPAOhCWxqetGxQFvRjeEUhjrT14tUdzfhs/fBsD0mFmYjTymI54udkl3c/c/6ClkX3AHK0lBtGKd4oxjh1SCkCPhGhSBQrtzfh0jPSa2fsJtpujEqhc4ejzrJZ6FwZAzeIIeVBCIK8+D7ZFcKg0qCrY3GKfNcKxjXnjIA/ze57j78tFyldvmafp41SDOX34nBkIf8pmjFKaT/14519njBKaTXPSxe6PPw4m9rTj7bVvt/+SBQ+0ae/scV92XlNwO86nchyQZCbsrT19KPToVbvA4l81AptpNTh1h4AwN83HcZ9X5ic3cGlwOmCxwAwZ9nr2PXTy+3dqWbOsBq57CS2FjpXGSkGxvzjdjpdS7d31qDqgvlupe8599uxtabU3r17dW/nC3whLlY4vLGtN4sjiiOlsDIKgoALxtfgLxsOYd/xLtfGZSeDy+QF+bEcSEMTBDlywC8KCEcldPeHUYHseC2KA35cML4Gr+5oxoET3VkZQ6YUOdx9L572mMVC5zq/4aDfh8GlQTR39OFIa2/eGKXyUSu03u+Xv/VJ1A2rwa9f3Q0AaRdjLg6kt3B3G1ZTymkPdKbpIyc86tTwalQNf9Zu3N+C9t5+W9JJe0IRZY7NlC6HPMQdvWGEI1HFsGwGAQJKgrF6kh79TnOJfNQKLR8ebQfE7BvKzeBGN1M36uv1h72TvtflkPG6pz+SVxH2PHxmgTvd9+LH29nY4fjx0sEtI6QTv0/Hu+/9+Mc/Rnd34gK4p6cHP/7xj63uznOcNVIuZLtqR3OWR2Ke2nJZ9Lxo1NEWttaDGaW8XBtJW9KpyOVi50YdDOoGySl8Xl2QadHaiOLd99zzbrkV+cEw+g0MKZfP++MeKtJsJ/miFdqOSsMri1AYa4oBpO9d8nn8gpL9Vtlc59QFth5Wa0oB3il2rr0E68gRA0a6F77ai87uDOZV7b5svRjXfDHtJssFaNP3AKAzR77TVMW+vUK+aIUWr3bzSoWdRimnMwkSGktkMVJK+3uzNVKKe59RKftpik6RzdpmXjJK8WeSk9cQqgh1J7vvmUzgszxb3HXXXejs7Ex4vLu7G3fddZfV3XmE+Ncyva4aANDU7rFIKVNGHW+MmceMlTQnIqU030Oxy8XOjT7HQaVy6qNXFmRWYZFS3aGwIxfQSk0z7jFWd83sosQpilwuuO42+akVcQp88lllJVJqd3P88/C4TUqB1fxzeiGu8pCmsZg70elNw7xnI6XsKsiekK6YgVFKsy8nDaGtFlM1WPoe4FwElx3wRoBcKVidL1rR0NCASZMmYfr06QCAUdVFynNRj3dpdar7ntsRwY7UxUkTJ53WvR5NC7cTNxzH/K9yz7FOTzYlsNIt1ir8ussL6XuWjVJGIYNbtmxBdXW11d15jspYATmvdbNL9n0OLvW+USfZ+KtiNaWsFB/NNsxj6lakFEP7ObIOfF6ux8WjtZrzEWfT7l5p+/vQs3MxI+gHh9tcNQhpvzslSsyjHT8yJd+1wieyDormFxvzH1+v3BY93piAXayUxVK6Ol004pqKlNJYQ453eUP/tMb1TQdasjSS5CREGNh0QWqno6an385IAzVmjaz858TS9zbu9+Z3CqiNAO05ck2VL1qhjar95bX1ynPZjOAxBZ++Z+PiNOh0pFRCTansGf8S6wnaWOhcs++8vW7kbve6bCAKRyUcavFGKRT++3ar1pUTRilHuu8BQFVVFQRBgCAImDBhgkpAIpEIOjs78fWvf93i4b0BnxrF2vy29vTnTM5upYeNOkZpZzzlnCfeap0Ht9CmnfERPq4c3+BzVCK2cibaRlPo3B+/gD7RFcLG/S341KRa24/Kf27MKPXKtiZc9+g7+MfC820/Ho+2uDuD1epxM3XRDfJZK3jikVLmvz9W+Bbwlkc3GWx+djoNLdOaJo+88TEqiwK4ZfYpNo4qc17feQz9kSgKPKhrPOnWk9C+KhNNTNyXnYs6bWqNtX0LAA61yL/fP71zAPUjKzG9rhp1NSV2DdEWeJlp7w1jSHnWhpKSfNeKcYNLlduhcFTRfK/TH5FyZv2TEPGZxbQ27fzV76CBLF+LnavS99yIlNJ8RW4HGpihxdFIqfhtJ+qxKesfk9ubNko98MADkCQJX/3qV3HXXXehoqJCeS4QCKCurg7nnnuupcF6EWbgCYWj6O2PqjqtZQOjBS0PM6S19Xg3pDwZ5UXx4qodvWFUxaJ/vIT2h+V2+p4RccOG9yZSMxQG1As1Kwt8M+h1LazhiopvOdhq6/GSjUFLsEB+77n63RkxULRCqSmV5oVnVyiCSFRS9uNVWPpeR6+zTg/L3fd0Pvafr9iBzQdb8INPT8KoamdbjxuhdzZ09IaVqFavoNc1zw4ycZAkGI4cTN8zq938kD480q7c/u7/vY+iAh+2/+Qyu4eWEapaJA7/ZjMl37RC2xSDN0S7UeQ7E7SjC0XsMaK5XdbMajdcJwnZGM2kfVe544hOn2xcG7vdldsIPkK3tTvkipHY0XPKzu57ADB//nwAwNixY3H++efD7zf9Us/DL1xLAj6ls1prTwhFgaKkr/UCLOWwrSeE4519qkV3ttEzCmgp8IkoCfjQFYqgraffm0ap2P9KpJTLhc4Z2s+xMGbYyJXaEdpOdAFN9IAbrbZPH1qmGZM7HsGE7y5PI6XyWSt4WERnxMJFcFmhHx1cGlxLd8hT87UeSvqei7WRMrkYfenDJrR29+OZ/8ruYrayuEApA9DV532jVLoRBlpDkp2Omm4H0veUzrlWI6UEAWMGFWM/1+nW6wvDjizXTUxFvmnFwoULsXDhQrS3t6OiogI+UYBPFBCJSo7Wa7ED7e+4z6bILqdNRE6lIaeD9jO00xCZkBro8bknXfjv040GTtrzxzPX49ywwlEJ7T1hVBQ72+ndCSeG1V+A5Xjyrq4urFq1KuHxl156CS+++KLV3XkKQZAvPIqz0G3ICDNGHRYp1R+RMO3ulXh6/QEXRmYSi2fkvS/tdGYcNsPy5L/91y2WC6baOw75XM0Zo5TmvtYYZHdRYL20x7GadIt2hyMMjVIvC/M0UoqRL1qhLV7L8McinEKRqOmUJW0EUHO7N+og6cHOW1bcubPXmWYE2uMB1jpS6gWa7TvRZcOI0iT2Ps4ZXaVosxcLYycs5tLUEDtT7hL25cA1WNyhZLamVJxfXT/F9vHYDf878mJJBz3yRSv0YGneXiygnIzjHq5RmwwvGf+cHEuvB9PM7ICfv9xsOMZ+p169Hm906LPgP28nnRiOdd+7/fbbldBUHkmScPvtt1vdnSfQXmezixYvnJxmajIVB3zKDwoAbv/7Bw6PyjqpAlFY7v07H59wYTTWiZ8j8hvZfjTeOnTyj19x4fgGdYmUSKnsn6tWMIpMsj8aIzGfWRAEXDt1pHL/hMMFko06J+Z7ofN80Qpt8VoGM0y/uqMZs+5ZlbJDiiRJivG4KubxuvzBNz11Ea0HS98LRyXXvIhNJox1bE5kTSd4WPOMbMB3/FSMUh7twMdjl1ffzqKs9taUkv8viZ0vZiMNeEPsxGFlSbb0Bvx4vdJFOhX5ohV6sBQ+r8/z2l//0+8etGe/DodKJRQ6z2L6XkIKpI2GSO11ZL5GSvGYuQ7IFHb+sOvxrz25ASu3NTl+3FRoz6WjbT2629lJhwOOR6u7s2yU2rVrFyZNmpTw+Omnn47du3db3Z2nYOvkbHVWSxdBEJSLXwAqA1W2kXSMAnr85j/OAeDdcHPlfcTeCF+wGEgM23ULtjBOp4V6NtCm72lxq3D8Pdecpdx2+pwzOjWU1Msc+e6sks9aAQDT6+Jdodp7wym7rPHpUfx8zacDeQk255UE/cq819HnZORF/IfS3GF+Ma1X95GvU5gtBEH+7AB30pKtop2XdjS243O/XYPXdjantZ+S2Pewu7nTtjHZqQfsfC4Oppd6LwiJ6eYjKr1d3kF7neJV8lkrAj7rXVqzgfa39+jqj+3as3LLjfqJbl1D6uFm0XXPpJnZDP8RnrAQMZ0pzCgFADf9YYNrxzWLUw4G3tgZikQdy7oxWyHFslGqoqICH3+cOFnt3r0bJSXe6kJiHvVM4nZntWQYRVlo4Rc5ftHbXX70YCmToUgU0Sy2dDVCa0y5avJw1fNOGzCNU8ByK30vFXanzBp9bgU+EeNiaXxuRUQmfHc5XqQ+FfmpFXG0hbT5ixo9eK9pERfdo13oeg1BiKfwbT3c5thx+Av6YyZSR9j2xTpGqeEVhXYNyzL8+yhlBpAciJS6+4Xt2Li/BTc+8W7qjXU4tVaOItp7PJPUSfnDC8ScLe29Yfxj8+EM9pcIi5Qy6w3nr0a0Eb5+DzkAGfx4WbdAr5MvWqGX6p0rkVJuEIlK9kdixP5nGrXnWBZTtzXY+p0PkJpSvIC68R7Z0ZiT2CtofyZOOc+1x2l3qDmGWaW0/C1ceeWVuO2227Bnzx7lsd27d+Pb3/42PvvZz1rdnSc40SV/CSznkV3kvvHRsZwRkkouXcFLF0pm0g8B9YIuFwwsd115Jn7xubOV+60O124w7ODmj6fvZStaywqSTqjUn742U7n9zLsH0eJCcUMACCrpc86eb0Z14SpjhY+ffvdgVuuSOUU+akUyelIUZebntdHV8QiLfps7TtqF2rgiX/B/dfkGVwqeW6mFU6hTjJdFKGUXQYm6drNIvNuw06S80FpaXDJKOEPjN5/enPH+gEQj5o7GjiRbJ6J3DeOlTl8K3JA27DvpSSeflnzRCr1Ub2ZgdTJqxg7YWTLvzKEAoDjtMt5vQpdPZ87HCbVyCZBdzdZ+13aSWKfPxkLnmvt5a5TicLO7ud51RDbRnktuZW61dNm3lk1nTWrZKPWLX/wCJSUlOP300zF27FiMHTsWEydOxKBBg7Bs2TLLA/AiLB3gibf3Yfz3X7TdU2cFs0YdPlLKS553s6ckM64A3mxjHP8e5C+ioqgAX5g+CoPL5M5ZqerJ2If6RAhyHdzO/9mr+NmLO1waR3ronQ8XjK/Bj688A4AstFN+8optaQfJGgW4VWjcaF6uHxlvf31lw9uOjiEbDASt4El10cAipQI+EXfMm6g87smFLYcAQeXocKoALv8ptJswSmk7ogLxTrReqSvCjHlerClllw+DXXgqTTcySCuJG46cMyp+ccZoAHIkvBmDTbLP6XBrD154/6hdQ7Odlu5+VzpYZUo+awUrp5FuIwG3YL9ju41o2p+P3Y5+9vtk3U29lCpNhc6tw58vbqQosvNHrwyAl3CqWYr293nExpRvlXaazN+zrPwVFRVYs2YNXnnlFWzZsgVFRUU4++yz8clPftLqrjwH+8yKNGkY33x6M66cPCILIzLXfQ+IX4wD3oqUipN8TH7OkDZ72ev48K5LDYthZxPtiCqKCnCsow/vHWzBpOHljh3XyDgZ5EJOj7T14uE39uD2eac7Ng670H6OJZpFyBUPvYVNP/xUxsfRi8xiuJ0+p/3u+C6A+090IxKVXKm54Bb5rBV6pDJKsUipoF9EXU0JasuDaGrv82w0Ln89IXInrxvnqJXI0ymjKzGtrgqnDC5FKBzF0hd3eCL6TK4pFevk68EFhNnSAGaxo+kGG1HAb79jjUnBiCo5SjEqyakKlSaL4htdgy18ahMqi2fi/FNrbBlnpiREVHjw3NOSz1pRkCM1pRgBh9MN7d9vzCjOSllkMYLIyZpS2qiTfI2U4t9mKBJFOBJVrQ8dOCIAD0ZKaesrOmRs1Z5XTtUhNHvVmJY7ShAEXHLJJbjkkkvSebnn0atR4fUF4/XTR+Pvm+SILi953o26xiWjOxRBU3sfhmaxLogWozBEdgH+/We34j9mjnFzSAD0J9LjnX2oLCpweCJPD23EGYMt3hgnXfDuuhUppXQA1PwGSjUpRj39kYTHch0vaUVrayvmzp2LcDiMcDiMb37zm1iwYEFG+xxcFlTqH6Va/LG5gi24We2/sMfTawRBbYhyarHCz7HdoQj6I1FlQae/vTJC3H2V3Ljg92/tjY0xi5FS3KFZxI8XI6WMsDoHKTU5YlpkZ8cpJwj4RJQG/ejsC6Ol24xRKvW5tP1ou3eMUpprle4UacVewUtaYSdsvveq84HBzpoCv71GNO356FQaI8u28NL84+RY8tcopT5fesNRlLqwlvF8pJRL1xDNNkbCpzODpLUCWrVqFVatWoXm5mZENR7Jxx9/PJ1degJ22V1amPixPPTqLnxh2igMd7nbitn0vRlj452gRg8qhiRJuPMfH2LTgRZ8a+4EzJ1U6+Ao7WdnU4enjFIM7ffAF+R10qJv1MUw4BdVC2MAmHb3SkweVYnnFp7vyFicwKkaMPFIw0SYqP/P3z7AddNHO3J8gC+Srx6F1jD3+d+uwWM3TEsooJ3LeEkrysrKsHr1ahQXF6OrqwtnnnkmrrnmGgwaNCjtfT5z8yxc9Ms3AKQOrw5xkVJAPK3j75sO4Tev7cayL9SjvDD7XeMY/MWhnzNKObWo0F7AtPX0o6Y0mGT7RGMv+0zDHlgACsjN9L2qkvTOwXikVObpe9r5WpIkWyOnq0oK0NkXxsmukCpiNRnJDu/3sMMyV7pIe0kr7ITNActe3ok5pw/J8miSEPvtKZFSNhlUEtP3bC50Htudkj7sIaOUnYZI7Xydrw1ytPSEnHXWss+VzzYC5M5/g5JcfziN9lfiVvqenYZU/hrSse57d911Fy655BKsWrUKx48fR0tLi+ovH6jS8Zw9sHIXrn14bRZGY34Cv/fzcuHtoF/EnmNd+OM7+/HhkXbc9IcNWeskmMwokAwz3ZfcxCiNkk/1/PBIu4sjijN+SGnCY5sPtro/EBMYGdccM0ol+fm88/FJR46ZMAaT2+1o7MD3nv3A0bG4ide0wufzobhYNvj19fVBkjLvBDRucCluOFeOkEwdKRUzSsXmDGbA/sPa/Xh5WxOeWX8wo7E4hQB1R1e3PNFmw9X5uYSNM6uRUtwvns1rXqpzwjD6hPSuf8zsqNDmRWEZ5xy04/vko7Yri+T32NaTOiJXO0XcdMHYhG1+9M9t+Mu73vj9suGya5NcSN/zmlbYCYsy/fBIuyeN01qCDhdm73FoLVJog1E8U7RzRVSSs2xs2bfmfr4apbL1PiuL1EapqXevxPNbjrhybD0SIl5dmsff2n3MkS7LqUoQMSwbpR5++GEsX74c69atw3PPPYdnn31W9ec2ra2tmDZtGiZPnowzzzwTjz32WNr7YpY8o3Bup3ItzWDGylge+1GFwtGEH3K2QlrTXfOZKXTrJkYRa3x6yZUNb2dUTyOd4wPAqKociqwxeB96npBlL+207bCpvOxudCjSGwLfeRAAjnd6vyitWezWitWrV+OKK67A8OHDIQgCnnvuuYRtGhoaUFdXh8LCQsycORPr169XPd/a2or6+nqMHDkS3/3ud1FTk3nKjdnFH1/oHEiMrnBq7rADvk6hc+l76vup0hP0tIWNc+X2Jtzyp42OtTdOBj9Xs7TkbDmFzDCisghjBsU1xGqjFEmp6WJDTSkuVOqvXz9XeTxsY40wAUK81pcJY6HWsfaDz0zC2jsuStjuv//2vk0jzAxtl8FciJTy2roiXRoaGjBp0iRMnz5deYzvJOp0l+ZMYL/jAptrSmnn6Rt+v97eaIzY//FIKW+d73brJYsGzgVjczpYvQ7I+Hix/yt01v0/ev5DR49tBafmce3nvfVwOz7z0Fv27DuN11g2SoVCIZx33nlpHMoZWErG5s2bsW7dOtxzzz04ceJERvusKvZSCoX8vxkrI981I6o507Jdt8Rq6H02FhPJMCoKq330cIv7hsvacv0Q01xoBc0YoZMW++vXdme8X7OReh0OejAVD73OcxeMr1E6OALeTgOxit1a0dXVhfr6ejQ0NOg+/8wzz2Dx4sVYsmQJNm3ahPr6elx66aVobm5WtqmsrMSWLVuwd+9ePPXUU2hqasp4XGa7FbGLZbZ41zak8FqNCH724M9LpzzRiZ5Bc79JvfQ9AHhxayN++/oenVe4gwBBaeDQ6cEICT5y6CRnDE/3WiHI1aL58Eh6nlZ+vubT6myJlOJus+9l21Hz0c38NYzXiuLqURwzvNnZTckpvLauSJeFCxdi27ZtePfdd5XHvnHReOW215ytPGz6ZXpmV5SPtqvfkbZe/PsD+ztWeqGmlN46YXdzpz37ZhGpzAnmsesFp8hmdKFefWm3SEx7deq8Nljb2tCeV919z9xrLBulbrrpJjz11FNWX+YY9qZkyJ8aay2aawR98UlZewJnq8iilfS9e64+S7n95Jp9ONTS7ciY7ER7qu0/6cyYjdIHAWBwuX7tLS/l1jOM3kdJ0I9vXHRqwvZOeoOeuDHuzTzW0avcfv9Qq61G0VSzUZDrNOXNzpnpYbdWzJs3D3fffTeuvvpq3efvu+8+LFiwADfeeCMmTZqEhx9+GMXFxbr1SGpra1FfX48333zT8Hh9fX1ob29X/elhtltRX7+6phSfEgcAze3eSllmCIKgqu3kdGocM4Cl+u3rjUL7mbZ2ZyFSirtd4uWaUrH/BUFtlLcalaSt6QIAn37wLVx472tY/dGxtMdXwH2XdtYIEwQgEhv0b1/fk9J5o3c56TOYp73wPbOF8cGTsjFqiYe8/UZ4bV1hJxdPjNeR8rJRisF3vrRz3VDOpePa6SRn6z2+pp0dC+r0xhK/fUGs8cE7H2cWJKGFGUp6YtcT73x8Apc9sBob9rlTjsJptN+c09kD7FwZrlPDWNsVPJu4bWy1O6bBsZpSvb29uO+++3DhhRfi1ltvxeLFi1V/VvFSSgb70KaMrlIeK9Mpeu4m/IVjKgpjk1VzRx92NHaonusPez9q5kszR+N/LjsdANDS3Y95vzJeMLqNUfqcVvwa23rhNiMNiu970ZOS7Fph8SWnJTx21o9eyij1JVn3xzmnxS8W5/3qTXT09uP1nc347K/fxrS7V6LD5mg9o99wIVeXrEC0PCV7Fru1IhmhUAgbN27E3LlzlcdEUcTcuXOxdq1cC7CpqQkdHfK82NbWhtWrV+O00xLPOcbSpUtRUVGh/I0aNUp3O3YRn8oIzCKpAppC5ww3Ok5agvut3nnFJOX2/a98lDDvPfveIVy07HXsblbrTjqHi190m60pFf8ctd36WJ2RbKBO3/PeXMxz12fPUG5b7d4bN0qpP+v9J7pxw+PrdV6Rel+CIEAUBbAAPXsiNuK3eQOw2do5/K/VaJ72Qp0XPY3t6O3Hu/tOejZ62k2tcBtBEFA/qhKAOpXPa7Dzhp9D7agrpXfGVRTZl43C9s9HLzpVD8sKdTVysIRd3cyYsZl1dF390TGs3NaE6x99BzsaO/Cl362z5TjZJmFN1e7OmmrqmCrMOW2w6rGsduTT/HDcKptg5/GMMoySYfmK7f3338fkyZMhiiK2bt2K9957T/nbvHmz5QF4MSWjoqgA/7tgFu77Qj0uynK3DCsW/0GxCK/W7n58/9mtqueyNkknMQrowXdA6OjNvteRYRTh8yPuYh5w8KIjyed4DmdE5fHCBbIRZs+HcFSypYB8quP1RyQsfXEH/rJBLlYbCkfx6QdtyqtWfsL6g+AXzvkUKWW3ViTj+PHjiEQiqK1Vdxmtra1FY2MjAGD//v34xCc+gfr6enziE5/ArbfeirPOOktvdwCAO+64A21tbcrfwYP6hYwDJtMG4pFSsULnmoWtVxcsggCMrCrGjDq5w+vmg60JTQK+9cwWfHy8C7f/LfNC/eyiO6UhR0cbtYY+3uDrGty44oXOvaNlDL40wA3njsEvYo1S0jUAFfiTX06GI9GU9V60jTBYM4B+O4xS3AUy/x7/uvFQUq3UuwYzmqezWWBfyy2zT1FuX//oO7j24bX4v02HsjgiY9zUimzAjDB/WLs/yyMxhv0+Anz9QBujM3injQB70oN4gtx1VLayBPh3NKRMjrxpttmowmvaTX/YoNzOZtqik9j9+WnhAz/mn1eneo45lbKB1qDjtrbYVaCfYXZlYzkM6LXXXrP6kqTMmzcP8+bNM3yeT8kA5IKIL7zwAh5//HHcfvvtqm35lIzPf/7zCfvq6+tDX1/caq1Nx+A/tHNPkduEb9jvjc4fZr7QZO2z7SwUagUrkV4AcMpgdSe5h1btwg3n1dnqWbGTK+qH49b/fU+579TCMlkaZEVxAZZecxb+sfmwarHoyUipNCzn2ugHO3n12xfiol++AQB4at0BXDgh7ik5YFMqZrJoLUBtnPDlUU0pu7UiU2bMmGFpgRMMBhEMBtHQ0ICGhgZEIvq/pwKfSaMUi5Rihc41C9sN+1vw+d+uwdM3z1IW49lE+0vl0zqOd+p7f3szKTKrKdBsNnWX/11pP7ds1v4RhHgDB5bWtX7vSSxfsxc//MwkDKvQj3B1j/i8JAgC6gbJNZysptYYdVTVcvF9b+B4Rx82/vBTpo2FBaKAEJKn70mShKb2PgzVSb/QQxDUXuAfPrcVHzV24CdXnZnihfGbRrX/UnmXo1EJ7x1sxcRhZYrx1W7Yt3fhhMH47et7UFTgUxw7f9t4CF+Yph/xmU28phV2UxibO4919OHnK3ZgUEkAN31iXJZHpY8gCCjwCeiPSPYshGO7mDyqEm/uOg5ANqacMbwczy+6IONrHqUWFh/h5QEDzZBYrVDbIqVi77Moi9G/2eCEixHk2nORdWnNJoIgf/eORUoZPG5Him06dmdPn912p2SYTcfg0esKxtPc3osfPrcVOxozj+bQw4pRJ1lRNm36XmdfGA+t2oWPj9lThM8uThtaprr/y1c+wveezdz7ninJut/x/Pb1Pfj9W3t1Xu+slfuLM0bj6ZvPxf3X1SuP5Ut3jkyKf6dqFDBucCk+MT6e7vtGBjVQ0oX/nlLNN4Q+NTU18Pl8CVGyTU1NGDp0aEb71iteyxNQCjynipRSFzrXM7Zu2N9imzHULtgvRzCxKBctNrTgUdL3gubS9/Rm1ALNuIJZuIDXrSkV+41/4ZG1+PcHjfjuX73RqY2HGUkzcWAZde6TJAn7T3SjKxRJXvhXo7PMyJgstfWuf27DrKWr8PcUUUC8BE+OpVMxntt8ONWQVBg1bkk1Bzyz4SA+99s1+Opy/bnEFmIDZlrC/44y+X0OJOzs6g0At82dAADY2dSB376+B3e/sN3QsJ8t+N+HnR342G7vmDdR9fiHR9ptTVkXBUHR4mxd+/LX+SxIYMO+FrTY+D5ZBFa+ol0qOZ3xwWcyaI1S2pR0N9EaW91O37OzjiNgvtmZ5U98zpw5uOiiiwz/7MTulIxU6Rh6H5p2kag1Lvx8xU788Z39uOyB7Nc/4nPXtWjT9376wjb88pWPcPmDzo7bSvdAQD/X/I2d7hsKEjGOdpk7UX1+/uRf2/Bff9ygXHzvaGzHOT95RddYZfroXK2NZFw9ZaTS3ttrrXGB1O/jzf+eg/nnjlE9pu0kaTc//Mwkw+fsvCgz+ubmnRU3mtgdMptN3NSKQCCAqVOnYtWqVcpj0WgUq1atwrnnnpvklanRa/PNEzTdfU9d6NzIQ+yFehhAotbx3mfRYOxWu6zqwYqLpioKHNeWONpIKSMjiRvI3fdkA5u2+chBDzTx0H5+zNAYSbOmlCAA/3eL/m8tXa8rS8e8+jdrDAsGL1+zDwCw9MUdpvYpQEiY880Ya8yc2ane55OxsWrTX51Arx6qV21SbmqFGezu6q0Xxee1wtS8A5wZpR5d/bFtdchKgj6cf+og1WPdoXDG++dfzTTq+kffyWifdoyF/f5CkShm3LPStmOcMqQk9UZ5hJtlSHyaCdIL12LsGsbt6L9spe9ZvmKbPHky6uvrlb9JkyYhFAph06ZNSetzOAVLydiyZQvef/99/Nd//ZfhtsFgEOXl5aq/VNSWq1Pi2MLi+S1HsPTF7Y5fXKaqR6PlsS9PxafPGpbwOLsgjkYl9IQiWLtHFtje/uz/6LSMMCjcnQ5tPf042pZ5S+RkdpFl156NIk06wksfNuHmP8r53j94ditauvvxk39ty3gcZogv6jxYxyTF86Oqi3HXleo0ikxCyKUkxkRGVbFxiK4t3XJSGOJumzsBS6+R585eD4Sd24XdWtHZ2YnNmzcrKXh79+7F5s2bceDAAQDA4sWL8dhjj+HJJ5/E9u3bccstt6Crq0tJ/U6XVJFSZtP32PNGhc6122VCb3/EtuhMdtryF2gHT3bj2fcOJRhtMymJxsY7okqe/5mxIfX44gfVLsSdNmjrwR+yhHNq8Z3ZvGAbiC9C5dEwI6n19L04Z4+sxFCdbrD8BW6yr0Rbu5FPbb7v5Y+SjyPFsPmnq0oCqnIHyYJxrZxCqX67biywlNpAfjHBKOtVo5TX1hX2dvUGqooTna1eqpnKI0BQ5tE/vrMf/3z/SEb74z83bR3F//nb+5hxz0pb6gbx5/bh1syv+TOlrDD+nduRBsk+R1EQ8OAXp+DskRUZ79OLaEt8OL2O4ctraEsqZKtrPcBFSsWuF+3sWKk6jsGqzJY6jmnswnKuyP3336/7+I9+9CN0dtqbCuZkSoYeenqtXbB2hyIoLPDhG7E6QnoXYHZiVQiHlBdiel0VXvjgqOpx9uNa+NQmrP7omGuLX+WEt3Ax9Oz/Ow8z7olHPHT2hXHLnzbiV9dPUdU1ScXxzj5ccv9qtPf0Y/V/z8FwG4xdehFflcUBPPTFKaqigwDw8bEuAPH205lgpRbToFL5nHUzF9sqVq6NMxEGMx99srTX1p5+DEpSq83UGExswy4CrSxaVmxtxMvbGnH3VWc6Vp8kE+zWig0bNmDOnDnKfdaVaf78+Vi+fDmuu+46HDt2DHfeeScaGxsxefJkrFixIiHS1m4UT1aKC894pFRiofPZpw3G67GI0EyNUkfbejD3l2/g8rOG4d5r61O/wADtu+HTDe9+YTsAoLGtT1VQ2Y70INZN9ERXCPuOd6GuRt8zrDcnsjoeDKcu5EwRizgI+EWEwlHPLUK1cyP7ftP9zJg2Tqurwr/e17/+MDumePoe11nRn/zcSnWtpN03n5phJsLPzDb8Z9fZF8Yr2xpx8cRalMcWqLwTcGdjB7YebsM154ywJcKQwUenlxX6VdcBZiPW3cZurVi9ejXuvfdebNy4EUePHsWzzz6Lq666SrVNQ0MD7r33XjQ2NqK+vh4PPfQQZsyYoTzf2tqKCy+8ELt27cK9996bdldvQP/c0Rbj3rDvJN4/1IYbz6+z9XwwC//zqS0vxKEW2bDDrmPT3m/sfwFCgiOGRQw+v+VI2jW2nC6NYQV+KE52bv9s/XCcVluGSx9YrTyWSZkLL8GnrYUiUby1+zgeXLUL37h4vOPH1l6/ZLNxBTuynam0uscxeItWI6Z1981do5md0myLbf/P//xPPP7443btDoCzKRlmGV+rrnGkbU/fzrWNd3JytKJRpYWJXhl2Qr+4tRFdoYhraUJ6KRapGFJemBAt9eLWRvx53X5Ln/Er25pwsiuEcFTCwQzrtKSq7VWh4wnLVtHq6lgXxpNd3qpZAKQu+q2H1RblVklWdLe1ux/bj7bjwntfwz+S1B0xQ7K3zCLt1u89aarWxLGOPnz9Txvx902HFWNGrpCuVsyePVvxWPN/y5cvV7ZZtGgR9u/fj76+Pqxbtw4zZ87MeLyp0vdMd9+LpdOyxTC/4P7KeXUYP0Ru8pBpyPjyt/ehKxTBXzcewvNbMvNyy8jj1HPAvPFRs+q+UVqfGdivfGqsyx8AHLEY5ap1ItldF8EMWo1iRrb9J+IalI1FpxFsJEqklMXPTGvs0XMcqSKlLDhYeENoqoYXZqPi9IxSSSOlLIyXXzj89/9twbee2YJvco1Q+EYAlz6wGt/+6xa89GFm3aKTceoQdeMYD512pkhXK7zY1VuLVi8+//Ba/Phf2xw9H5ITvzbjjftFSZx2VuDTArWYbVKQav9Zh5sqynXWYXbsmr1NbWe4rDpgHICvB3nfK8mjZDOB/1y1kXyv7mjG27uPO3ZsM8RrlmYWrWkVu5ujmXWI2GaUWrt2LQoLrU8s2UrJ0ENvUhtbU4LHbpim3O8JRVTRDPwFmBNW1VT1aPTQK5YcCku25Ya7gd6F7V3/3Ib7LUxO7x9qU25n2olOMaYYPK9XC4td5NuhlWYLrQPAoBL5guJvGw+rjKa5BF8bzY5IqWSLQJ8oGBY0bOsJYfFftmD/iW588+nNaY4htSGOT/O5quHtlPtcuT1+4ZprBe3T1YpsYbbQeShFDTdt+h5/zlUWB5THO3vDGRlTeA/8N7gFsVW01z9XnzMiYRut4T0TOzw73riaEgyKGda7+4w/U73rM61RLBsX6lrNHl8rGwZ2NnUo23hi/aTxGCk1pTL8zII6HQ/5a6Pk6XvqJ3nvf2qjVKqRqTdQX2MktUql2kKhn/vt/fsDue7pa5zTQC8SdtuRtoTHMoF3oJ0xPLdTfNLVinnz5uHuu+/G1Vdfrfs839V70qRJePjhh1FcXKxrAOO7ehvR19eH9vZ21V8qtJFSjD1Zbj4kQG2UKsyw2DP/ezfqKutEh+Vspl4Bica8TA0K2pdr13nMGZ3rsLepLYnihkFG1DkN/+N36xw/rh7s/fLRhY7YGAx2ma3ue5bjC6+55hrNQSUcPXoUGzZswA9/+EPLA/BqSgbPpybVYkRlEQ639qArFFGF4fMXTeFoFAEPNDQs1wkbbekO4YbH1xu+pqUrhFe2NeHys4fZ2gHMbIFuLUZGggdf3Y3Fl+h3V9RyiKv39ce1+/HJ8YPT9uSn+m3pGaW0naDcgqXv7WzqwH0vf4QfffYMAPJv9YGVu3D2yApcPNHa76c/EkVvf0SVJw/IKZLVseiEj5o7MGFIWdLPOFXEGWPJFZNwzW/WKMd2mqKAT3WRWFggorc/itbufrR1Z5YGqa2TokcJl353qKUHzR29Sbus7OE6WHmhGKMedmtFtmhoaEBDQwMiEX0DiVJTynShc/lii/ekVhQVKIvkm/+4EQBw/fRRWHzJBMvdduz+vbDf6pzThqBuUDH2cRE/2nB3u7p7TRxWjrd2H0dnX+qUt2SHdDrKMhlM81iEWWuG84jdaD8ZtmC0XktC7bDR027e0JXMA6u9iOUXsamK1puOlIqN1GyklPI6E9u0dPdj1famhAXp8rf34ivnj9Wv4elgiEd5kfpazksRejxuagXr6n3HHXcoj+l19S4uLkZZWZnS1fuWW24x3OfSpUtx1113WRuHgVEqW+lo/GEruIjTTCOleEOz0TVxJoZwPl112bX1+M5ftwCQS61UFKnnjOOdffjTO/tx7bRRttauVcbCvVftWw1HJcM6kpaI/YZLNOu0mtI8MUrFPkLtedfeG9ZdZ2V+QPk/QRASIqW8QIBz8hxs6cYpg0uTbG0fdlw78XtwLH2voqJC9VddXY3Zs2fj3//+N5YsWWJ1d1lLydAj2aKR/UC6Q2FV9AlvuXQk/zQNo04pZ5Rinuw7/v4B3koShvj1P23Ef//tfXz/2Q/SG6cB6X4iVmpHGXG4JZ76sWpHM/6wdl/G+zRM39OZLLtCETy5Zp8tF4JmDBsM3mOyYmujcnvV9mb8atUufO3JDXovS8qVv34bZ/3oZTz33mHsaJS9gJsOtGDa3Stx2zOb8fOXduCyB97Ez1ak6IBk8oQ4Z3QVZoyV03hsKXSeYjutV+a0oXIThNbufleiLbSh2E+vP2iwpQxfyNPN7iRWsFsrskWqSCm2uO0PS2hu78Xyt/fqRij2aSKl+DpglUUFCYvup989iO/9PfV8fLIrhBfeP6pEwv514yET7yo1emlLF52uNmbbaZTij8ccIx1JjFJmfpVhVYFtCW98dMzxIrhGtZpURksP2QbYUNKNlEpWq4nBG0rNzOdMMwu5FI5UC7qUhc41zwdUNaWSvM7g8fFDEhcHC5/ahK89uQFfekztXf/RP7cZRrTa3VWJj+rW1kv00Gmnwk2tsLurN5C6s7ceLJ1bW0Q9WyWSeIdhCXfe2HEtzvarLSTNsOMaSxCAz50zQjEG6V0XfeuZzXhg5S586TH3u/Nl+jvXXstqo8u82LQqHdj71F6T97lwnZvFZr0JsF8E//v79l+2OHAc+UiDNfU4s9UJ3FRIzIMPPoibb74ZhYWFuOuuuzBy5EiIHrQoOgkT955QBCc64x7PNq47lxP1K9I5Lfi6GmeNqMDmg61Jtz/U0o11e+WCg//YfAS/un5KGkdNjtWLITtaeWtr87y7vwVfOX9sWvtK1QWxsMCH7156Gu59aafq8SXPf4hpY6rSOqbe8c2s+XijFH8RYLU+C8+2o7Ih6rZnNgMA9v3s0/j1q7sBQFW35tHVH+N7l09MuT8zxjW2CLnvlZ2YMbY6YdI0g9nPTeuVGVlVhC0HW9Ha05/x5GxmDFqvV0eKtMsjbfFuNR81daI/EnUkBN4qA1ErlPS9SBRf+t067G7uxKYDrXjwi+p5lF0kay+2AKCci5Ti2dWcOpVj8V824/Wdx3Db3PH4+oWn2L7I5U/bUo3xVBTUdRYzqSmlHE+I/x46TRQHTzaXRLionHc+Pon5j6+HIADP/b/z8dzmw/jWpybYXvsjPi6ZAtY9hzPG8CPefrQd9/x7O75zyWmqtGWn0UYx+zijlCRJaTtTPuLSFBmqSKkkRilt6iPv7Ek1v3X2ye3ljc5BbZQun2ZoxpiqPc/+8LUZOP9nr5pIG5TpCumfyw+/sQe3zzvd3E5MwF+qFGkaYGRroaGHl7WCdfU2SzAYRDAYTBpVWxr0qyI/Q+EoolEJX3zsHdXc74VviDdmZlpaJln63rCKQhxt68U3/vc9tHSFMP+8Ouv7VxVTFlAS8KOjL4xuHSPwm7tkxzxf389O+PcqCAIWzTkVv35Nvk52OuK/L0X5gFxDW+vVKaMbrzk+g/knEz3MFN6Om2otnw5GdZ/7bagplU7UpykFWLx4sZIjPXbsWBw/nt3CX06R7Jxjk/SOxg6s2qFfiDAcldDVF3Yk/NbKz2FUdTF+df1kPHXTTHz7kgkpt7/g56+lP7AUpFPYGlAXudOjtz+Cb/9liyoSKHEb+yYxM+9j4ZxTdUOCT3JpG2aKWGcKf0HBp9vZeVr2hSNo77Fer0rx9pg4H9giZM+xLvzpnf2Wj2UF3lBw3bRRGDtI7vjV3pN5pJSZQrlaj7ZRvQkGX8T+f9cfwM1/sB795gQDRSt4lO574Sh2x4xIr2xL1AjFKBWQt+fPC58o6BrizUybrND9Ayt36dYjSVeP9F5WoSkk7hMFXN2wRrlvR00pIN65qCtZpJTB27qGq33FR+WwCzpJAq5seBtPvL0P971sfwFV7bBYysrv39qru/11j6zFm7uOJ02vdwKt551P27fShlsbxXvl5MTaY3zKnpWLXd7AahRlwXP+z1/FB1wtST3YXvhFT1QyLiJrdJ4NqyjC1y88Rf9JHZKdy04tWIsTFnbeWbhmSyuc7OqdLKr26Ztn4ZJJtfj02cMAyBr/761HsW7vScVYAphPQ7WbeISdgBljBymPZ+yUi/0vCIIqfW/FbZ/A6UPjjaSWPP9hRsdh8FktbqP9pBZ/Kr7+yjhSKoVzM9U1Y67A3qe2e2GvC0Y3n8GHm5XalDpZUiU2NR3QQxDUzWzscGA4lr43fPhw/O1vf8P+/XL3s0OHDuHAgQO6f/nK+afI7WB/89puPPLGx7rbbDvSjjOWvITb/2ZfCly6Rp0rJ4/AeafWYNqY6tQbmyAalfCTf23DC5pWz06RKlLqd29+jL9tOoSv/2mj7vPhSDShxktvBgWhzf489byhfEvdn7+YIr3N8Pjm0tAA2fvE4BeJ6hBx8xOO3gXzmt0n0kqDsXK9xed3r/34hOVjAebTHnmj1G2fGo/KWDfF5Wv2qaIh0xqDiUipYo1HO9XiobVbPabXdh7Dz9I8t+wkH7UiVfe9ApPd91j6DjvXtJ7AdNIktM0rVm5rTtgm07Ry/qJIm6YsCIKqgPfrO4/h5Q+NHQXJ4BcvzECSrKaUkYH7J1eeiVHVsnOAv7Cq0umQ6mRRYTYuvQgf/jNtj0WDZTrPZEphgU9ZCBzLwHny2frhCY/xF/XHO4z3rb3e4edlM+fx0bZeXPHrt5Lum8HXW2pq78NNKdLa9ebvMYOKU46JP4YRelEd6cLX2NE6O9xY2JklW1rhZFfvZFpx5ogKPHrDNEwaJpcG2NXcgUVPvZewXbbS9xQE4LShZUqzCbsW5ALUkVKFfp9hZIoVtJ9XEZfVkk0EyJHDQS6SOhP0vgVe0/ryJH2PMbxC7eB3yqDOa47PwPGRnQjTxGOeMaLC0SM+/pX4vGV7bVI7u+/94Ac/wG233YZx48ZBEARMnz4dY8eOVf3V1dVh7Nj0UqNygXNiKVhdSSa6h17dBQB4ZkPqfHK3KAr4cPbIzE/k13Y24/dv7cXCpzal9XqzJyRDr4MPD2/o0UOv254dF2Sp3oXWWKDF6XomAHDqkDJ8YdpIAOrPgZ/iXkwSYcbz3HuHMeOnKxMe/+7/bcFRLoXMKmbOBt6glmmByFRGXT7lMej3OVNQMQk+UVAdM1mUXzgSVTVbYDz8xh5HxmaFfNSKlN33dGoG6UXHsfknGFtof3HGaIwfUopbLzpV3o+OUSpVyLi25tKG/ScT9pVua1+9xVGl5neh51lkhdrTRUC8LqLeea63PU9J0I8vTB0FAGju6MXh1h78auUuPPpmojPJqKFGJmiNHwV636vO65wYS1J0jOUsRdpKRK+2i58oCrjh3DEA4hGgxzvi0cLf/b/3Uw1JGdP/cGltdqWlsn1r5/hVOxINuvKYjBckV08ZiXlnmouuOZokfd6JBbQgJKale6nujJNaka2u3qm0Aoj/zt/5+KTu81krdK65P3Oc7NCOZJy/F7/JG+iDBaKqUVSmMK1khmw7Db1m4b87Ns8ETDqtzMKvpZ5fdAEWfEL+ffSFI1k7d5xAEIBvXDxeue/G3GUUKZXNTo4CgK9dIH/Hg0utlzBJBe/EmDS8XIletCVSKo1dmLoKuvnmm3H8+HFs2bIFkiThlVdewaZNm1R/7733HjZtSs9g4RWSXf/Xlqc+GTYdaLVvMDGsFLg24qtp1lFiRKMSHozVDwKs5bVaqYXEk8wD+ce1+/D39w4nfb2uUSqTSU0nlFKPM4aXJ31er56MteOb2/zLs+oAyMa7+1+RU1T4CeL//dncb/W2ZzajRcfQxkd5WLmwsDJJ8eHIaU+QJl82iJvsA34RlcX2dTLhI0CSsfq/5yginKw+QLuJhXq2GChawaNnTNI7XbWRUhVFBXhl8YX4dqybaDrpe9raYx8cllOXvs2lDWQcKcXdrtREG9laAoYbplJTqi+JkT/J22Iez5c+bML5P3sV96/8SNeRkcr5kQlGBWkB/Xlc+9k6jd61RU1sHjyWJJrJeD9xPneO7BSpLCrAC+8fxX/+Pr222hNqy/CTq84EYEehYDV2OB4CfhG//c+pKXUfAI53GndfdCrVSKubXkrfc1IrNmzYgClTpmDKFLmu3+LFizFlyhTceeedAIDrrrsOy5Ytw5133onJkydj8+bNrnX1TmV8zpZZQVtbhkUx2VW+QBDU816h32cYmWJp/5rhFQeyZ5TSQ2mEkqEO662lRlUXY9Ec+ZoxKgH1d72MXTo1/XIJ3rC2+FMTFCOJUzWzeB00cuBlo4sv/32fVit/Bk7O39rIblsiJFU11sy9xFShcwAoKyvDmWeeiSeeeALnn38+gkH7LXZeprbcWltuu7DD8M2HqX/lvDrsO9Gl1CExwz+2HMYWzhB1VcPb+Nst52GqDQW8jZh92hA8slo/TfKH/0ide857HqtLAjjZFcroB232a/jV9VPw9PoDmH3aEN0LcbeKUfMe0l+t2oUbz69LmHAzKd5XUVSAQ7HuhsUBn3VDiYnj8t9XT5oGRbNpj3wudaFfTLpAtPy5GRQS1FJRVIDR1bIxNpkBdf1efQ+rVxhoWmG2KQP7To0M07rpeylOGm3tHxapOYyrbWdn6LlWBzPptmeEIABlQVZTKvWcrTeEApPWMjeik/SiPPWcTE3tfVjwhw14+D+n4qvL38XYmhL86LNnOD4+nuqYMb6129iAYgalaLok4fvPWShnwHltGUG97oVpoG1WUhIwd/lr5hpMmyanR7LP1K4FtCpSA4lj91KkFOCcVrCu3slYtGgRFi1aZMvxGMkKnTNSpWnb3ajCKuzahjkb7VqQa+c8uyKltNd4rBRCT7+sjduPtmPTgRZ8cfrojI+Veixx2OdY4LM3UkoLX3+3vTeMR1Z/jGXX1jtyLDfQGt+YA9yNuWt4RRHOP3UQyoIFWMGVIbCj6HcmsO9YL9giU7SRwD6bf/dWsXxFNn/+/LxdZCRbaJZZ7NDznb9uSaj3kQmZXPvzHsHyQj8euG5y0u03HWgBIBfm7A6FsXF/S8I2K7frF3vXYqUWEs/IqsSC4UboWdDZj7emNIDf/Mc5qsfSgW+znIxTh5TiB5+ZhHNPGaT7fGVxAdp6+vG/6w9YqiFiNtqGoQ3b/9Jj63DwpDp9IJPCiHwHSj2DlFEnSj2vuhG8AS+doupWuHbaSMwaV41ff2kK/D4RE2rLdLdrbOvFuUtfxX0vx7ss7m7uxNz73sBzKaL3zMBaoCczoHrdKMXIF61IVVNKd5GhM/Wz71RbS4phZmGrxahLY1GBT0l/tbMr7KjqYlWxTTuNUvzFEasppU1PVG9vjM/kYieYbuRqErQFSs1GSgFygfy3dx/HGx8dw/I1+2wfG4+e551dK7z0oTl9V+8nviN2XjS196VMaVftS+dbtT39hUszTDi+jiHDjPb+/HNnpzzuyf/f3nmHR1Gtf/w7u5tCOklIIBAIHUJJ6EXFAAHEjg0bCioqgg2vBQvYuV7LD/XGy702FPWK7eq92EFBRaQaiiACUpXeAoH0/f2xmd0zM2f6zO4G3s/z8JCdnZ05M3PmlPe87/ctD4dRKvS3IAgY1KEJTmuXERTX3n+sEkdMPI9wcbL0FUbC99o0SdI8xgcrdmJvmXVpBKvIa35wcupQ9mFAvvjnNdxOGyGoQyfzlBr5/Pd44D9rMXeN+3q4PDtoKDuv3XecPweRL6x8sGInPim1PxaNPIErNTImtgPbD3o8At6+oT9mjukl2ScinlL1/wsQgguZbhilREKe3fULSk5k32MzYxr8TXTkX20gtMvS7kxYPlixE+t2lQU/HyyvwvWzlmlmi+NhJHOXHqxRKjUhFmkJsfj6zkGq+1/00o+oqa1Dj0e/Rv7UL/HWT0qhSQf7Ei5mPNN4acODoTKx3uAk0AkhQKNzMLXO9t1lO1DwyFeY8tEaPPPlBu4+TpCVHCcJgVy3qwyzZRns7AyEtQbYefd9inYPfI5/cjSOzMS8s++bluCxFkbDR3PSGuHdGwfg3O4BkV610I7HP12H3WUVknDWuz9YhU17j+GOOaX8MpjIOCiGE1VoTMD+rNclE3XDCHfRm2h4PYLifRefeU1tHW77989466dtwQGFmqeUXOweMBK+x38v4nyeYKKAapuTCnm9XXD34ODf/131p61js7DaBqKm1DEVo5u0fMq7ZFSDLjyeUspzlFfVqBoLWc82NzVCeGML0av6h037TYXwybE72WQfqfiMeItPhzT6ITnye3lZ7xYKL0etCbjWFbVpkoT/TjpN8/xvL1EX7HYrfC/W58HbN/THQ+fkB7cV/99CV85F6C9gAECfvHTcf3ZIK02eGOBAeZXlcFc7yBdenZycAoF3un12aEzn8QjOeEqphO/Jddp+ZeZj4STkKeVOW87r/25/t9SVc4UD+V0KeUpFLhwzkuF7gLvi/fL3R+y77YabyjHqUEFGKQa9W/bspQWI8Qq4tFcLUxPCv3+zET0f+xrzf92rmi3OTVIYLy9RyFRvtebIiWpNd3mPIOBQeRUO6Aii+kPmXlPE+jw4u5sxAVGepw6r39JI1qj9uGm/plGFhxPaXnLeWrJNM0205PwGPbVEYrwefHtXkaYIq9Fzs4gNlpFQiuka2eCMtE+3DmkXNH4et2qUCp3R9G+fv7xQse1PjlA9b5ukDJyQFDXEVaFVOw7j7SXbsGiTMk32n/WCucWds3UnQkR4kE9uxbntp2t24b+r/sSDH68NGqXiY/jdrugdxKLXkZepGG3ifB74vKIbtlWhc/6gpElyHK7spx0KYceYIggwln1P4xw+gyGVdhMo8JB7B/POsePgCZz/90Wavwfsh6yZhfWePXKiCieqarF652HNe83r4vVuv9rx5Lo2ABAfq75KbCo0ENJjJ8fHYOaYnpLveKGuRutys1Tj3t1yxFB4u0jCh5i/2TbHjrGR0MaIpxQAjD+jTfDvZmnKBdjf9riXFVQPsctxzFOK+XtAmwxc2a8l7h7Rsf4czk1BxfGVmlFKzUPZSXgLkKJR/d1l2215LVvV521oyK9TvH9aC7W2zqfi+MFqMYvhe4fKq/D9xn2ORkHpIkAxh3USuSdwvINeWa4JnRMBCnLTsOKhYfjrxd0lhh41xMb8ma9+s3xOJxqiFMbrI6G+wumtZOoNhjftPYYej32NXo/P0xSgs2PMeemqXhg7MA+9WjXGLUVtVffjGcbEyVpyfExwQHaiuhbfb9yHK19ZgnNe+N5UWdxYsPb7gQHT5+vvyGLiNno8AnLS1AfKet5H89YpQzjevK6v8QJwMHMbM5LisOT+YgDA8era8HYECIn+ssiTGbw4f6Nmqm9AmVFKC9Zb5oH/rMVVryxBybebJPuIoZNNkuOCgtAi4b5HRAA14wZrMBfbELWQsYQ45Xa9KqM2cIiL8QZXoe0LnStL0bmZtrCzlYkM+4tEM5pSnG3y90INp1cDJdQXTE1zbJ3Kyj3rmOCmvgwv7I4Nk66u9WPye6U4/++L8NkadQ9vNqW2iF5Yp5nQcbVsWn6/X7NccnhP2ucx4Sml8zJmJllPjvHDRuXigxV42b+A8EzICeMIgoBLerVAbnojnNstR/8HEUB8N+xqErILqoIg4MlR3TBxcLv6czihKSWlUUyg7T9eXSsxAoU9u2k94rv3SemfeOWHLZaPw2uvT2bEqxT7cqsL01aZel5+MCu36Cl1zgvfY8yrS/HBip26v9+yvxyvfP+7ZUMSu7jlpKFID1GqyEjmYz3UFkm0MP2WPvroozh+/Lhi+4kTJ/Doo4+aPVxUYeRdT4mPgdcjSPQ/1DLzOZFG0okhMzsgMRoWN2D6N5rff86EIcrFdp3k4fO74MMJA3F+oXrHPebVpYptoo5FWqOYUKNWVYuF9QLvu45UWPIUstofTDsvn7vdqEC4VaOYVtZIveuf+slaxTY1Lw+zGL2NoseE3w9UWMi+wZswGWVg2wzdkN1nv7ZucOZR0CJVse3LX3Zj2HMLg+GXYqhHYpxPMeG1oxPmNCdzXyEnVpbFTcuzUU07iucpJaeiuhYfrdyJvUcDmiNqbuVxPk8wbMDqpELrVzE6kwkrfR97z4ysDGq1iSnxxoxSatl27CAvl1GvLZE65gCuGqXq/2ef5KAOTYJ/V1TXBvv51xaZm0zpLXqphdKHPKtDvw9m05IZKLW8i/bwNHk4kzp5aCXPk8Ho2yMIQjDroFnE99ktIjUhN8rJ0lcYCd8TeebSAnx392CkqxgzV2wLr3akfAHc8TAeTpPghqYU6yl153urgt+H5R3geHqy4fpm5VtOReSeS8kGvKZtnU/D8SMo9l9Xh31HK/HnkUA7zYqgqzHk2QV4/NP1eH7+RttlFMP39pRVqnrHW0XuCZxcP3ZS0yu1itE5mOm39JFHHsGxY0rX0uPHj+ORRx4xe7gGSwIzgVDzlKh2cEBp1zr+9CXdcWdxB3TjTHrtojXpsWMUYJEPHpOZSQfPeiyKiKcmxEj2ZVcqDh2vQl2dHzW1dbou+na1vfTCXfSw6nEmZnPjoRcaIzbALHZTqJtd7YmP8QTrjludkhqCIODrOwfh2UsLgmGvemzdr0w7byb00uf14MMJAyXbVu88go17j+GhjwNGwvJ6j4GEWK8k8woQXSm/T5a+wshEQ+4pVecPPAu5x4jXI6hm4ORqSskqzQvzN2Lye6tw0Us/AlA3/rDhe3YXR7jZ7XQMLdV29DMYd/WaOr9q+f3M/nKMJiaxVU4dxLZaK0SQ59nITgLDHb53QWHz4N+sQHmaisYeixlPqbV/HuFu5xnKxLqwu6wC9/8nFK53SCObXb8n56sKerPHbpoqXaSz4ykFAM9c2h1tmiTq7yjDiEegEaQr06ECy/tbJzNyOsHJ0lcYDd8TEQQB8SrGkov/sRib9oY/jE+sN+KE3K6mlFZNc8JTSn4CUY+w7EQ1/ueg5qGZorDvG7uQa0c7zgl94YaA3EiUFDSShHf8D4TGOdsOHEefJ+YFtxupteJ1LLOYmIi9D6xh85a3Vlo6nup5EDoPwBqlHPCUsuBNYdoopZYOfdWqVUhPTzddgGjCzIS/dWZo4KHmPbJx7zH7mU44lncrXNo7F7cXt7d5FD7hSGEr9wjRc0c/LBqlGsWoGlL+PFyB3k/MQ7sHPsd1s7QHEXbCKCcUtUWcz4vHLuyqcmz3OpviztmSUJsHz+mMvnmB91RrIFzOEdQTBGVdH9IpC21NDcLNXasgCMF7v9GCzoJFSTPJ+S/u1QJjB+Ypvrvt3z8rtk397y+qZTBaiCwNA1hNbV3wfUuM9SHOK63bVrzJ3OJk6SuMTDR2cQy4BY98hW0HpEZKNZFzgO+l8dueY/h0dSBr0Nb95fikNDDIFr1ERKNFv9bS+xkI3wu8q1Y1QbSaJb205pUWMg2xp4uPDR1fz2Wd128b9ZSSG7y++XUPNu09aui3ashvm1r4HsBPNc0alt0QNhXhLRh5PQK65AT6CzY7rFamWF490fOAuOoV40LObCbZdxix8EM6Y6vN+6X9Ba86t5It2nCNNSZeH0EQ0DjBfBjfscoaHDlRjb9+/is27rFe//xSq5Qq4QgDMcPJ0ldYQWssqxbi6waqqeEdyr7Ha6e9Dmj6yTX8MupDrvbJZD0i5UXOPl+njM92aQgyD2J9SYoLLIjM+nGrK3MlniFRRFzY+1LmGWVmHugRBFTW1OK9ZTt09Wd55QKk48YfODqzTiBeU0owfM++p5SkO3Ja6Lxx48ZIT0+HIAjo0KED0tPTg/9SU1MxbNgwXHbZZWbL3GAZnp+NiYPbYubVPfHmdf24+0z77y8oePQr7ne7j1TgsbnrFJOWSHHvWZ30d1JBK9WpXaOAiFzDq1GMF69c01t1/1D4nvoA8bJ/Lg4Knn+7YZ/mBMBKUyh2jsPzswEAo3o05+5nZNXSqlHM5/XgBUawOy0hFon12jVa4Xu1HJdtAUpPqfxmKchKNp4pkT2WWe79cLXp3zgVh89mMhThZR777rd9tjtOLb2648xkolGsV2EccHMSaxTqKwJU1tThn9/9LtmmFf5a2DKNu33iOyux9o8jKHpmAf6QDWrE8D15SGAgfM+e0LkWzVKV7/xtQ9oF/7YT8iFAQKzXE0xysGrHYe5+muF7Bjx7AKkn0srth3DdrOUofu47o0XVRGxyYjQMeBWcMLZvft0b/Lv4uYWuebWoad2Jkyh2UGpkQsdOOq2G5fAMZTwPQgA4rOEpFSiPynbWo8sjBEWXAW2vQqOLloW5aZrfswuaIn8cPoGCR77CzIWbcc1rSjkCJ3jxih7Bv93K9mcW6iu0w8rCqR4kH2OKYcevL9qKt2SZm62gFR4lUlvnx7x1exRGADOIWqDbD0rDQeV9sRbbDxzHlI9WY9cRcwkIuIkaWKNUVQ32llXglrdXYPHmA9aObbBSfLhiJ9f49NQXv6Lrw19i0jsrsdSiF4+byEucyGhtrv3DBSOtRvcq1k9lBILxN1MQgJe+3Yx7PlyNkc+b0zIOnEmQLMw4jXwcJcpI/PJnZLJVGltOBDBjxgz4/X5cd911eOSRR5CaGgoDi42NRV5eHgYMGOBKIcOFmXmrIAi4e0TIkPPoBV0w9ROll4QaN81ejlU7j+CjlTvx3T2DVcMNzKSTt8pp7TIwoagtnvpCPVsaAMy8uidu5rgOag5YHTIKJMtWvuNjPOiem1p/bOVKW1nQU8pwFcfmfcfQtbl2eKOZ6/jmriL8cfgE8utXnhNUVsSqa/2wGRWnCTtBS2U0trTC4XhaKx5BQFqCtJ5OKGqLie8Ydye143FmRQPMKXiTcDUOllchgxFJN5N9Dwi5K/MQdVW8HgFxPg/8fqB5WqOgsYI3yQ03p0JfYRWtVfFmqY2weMoQXDdrOdbLVsjVBuniJFo+cY/zeWxrgmiFC+RxJta3DW2P1xdtxdHKGlTX1GH3kQocLK8Ktn+652NOJwhCMIPhmFeXYuMTI1VDBnltiby/YJl5da9gFlzWCOHUIEw+yNMKfeMZBz5dsyv4d50f2H+s0rAWpClUHq9oOGX1DrWMNbwxippRqmlKPHbX6z2dqKpVDLZ5RZJ7F1bW1OK5r37DtgNKDSIWeV+ttlgwcXA7vPTtJpRX1fKz75lckpo8rAMAoE2TRDzwn0DI9aAOTfDdbwE9y7yMBHx5xyB0nvoF93w8r0ujsGWVvxfnFeTgvg9Xo7yqNioWL4CTr68oKSlBSUkJak14imppzumFwboJazB68OO16JOXjg7ZSY4KbcsTDRyrqMENby4HAKx5eLihMGz5mFI0SsnbBzMZt4fPWIiK6jrsP1aFlzUWv43Atl+1dX488PFafL1uDz5bsxtb/3qO4eOYlfC46/1VqK3z47I+uZLt/1iwGQAwd/UuzF29y1QZwoJsYYKNNuJ5FjsF766KY45D5VKvIbZ78/v9qPOr93keQcCC+rZfy+NYDrtAEw49NLFetWgcSI71y59l2Hu0wpLTgYiV9XnDM/Zrr70WANC6dWucdtpp8PmMT/YbCnaaWl6mLi1W7QxoKhw6Xo1uD3+l2jC4GNmFnNR4/HmkAmd1aaq7b1HHJhiW3xRX9mspcaEHQkapn34/gBXbDmHCmW3hcVDAEIDiePEx3uBEzO8PTMbZAe7hE4EOKM2EK/1X6/aoG6UshFGmJsQglTHiqN2Tqpo6rNp5GJ2bpSBVZQIjd1E2A+t5E+MVgpbwr9btxnWnt+b+hjdY9giCRIz5ir65SIzzKQYWTvPv8f1xxcs/wSMI2LT3GNplJaGiuhZ/HD6BN37ciglFbVXTcTvlqWekYQ4YRwMu2hkcfXSjYzktLwNxEpsQ64UgCBAE4LPbz8AZT32DsoqaqAjfOxX6CjlxPo8hbxK9sONmqY2QnqhsA+pUOgLR00d+3Dif17bQuQiv3mYkxiItIUaiO+T1CAGvoMqAEaPomQUAgIV3F6FVhvEQX975KmvqFEYpLWNBQqwP087LxyP/W6f47qyuTfG3i7vjng9XS4TinZ7+icdrl5WkWj+MhHP89PsBidaT08gnOeIkihVUNatt5VVp7ObddSa6TvsSQEATqlEsv92WehpIn/sbP26VeD1c0qsFhnbKwoS3pYsj8mZUa1IXMAzUcg24ZhdSEuN8eOjcfGzeFwoffPGKHih4JOA1X1PnR6zPg9RGMdyJsp2hk954sVGsD+VVtYpMhpHiZOsrJk6ciIkTJ6KsrExiYNMjOd7H1XAJp01KXnfk45ARM77DHcXtcUdxBxPH1G5f5Z5SZzNZsSuq62BuPhw4llZyH6OIi3ubTWoMZGP0AACE7UlEQVR68Qz0bPvl9QjYrmNMt0KMV+C2XUu3HlQYpaId+Zg9i3meagky7J1PvdEU34GlW6UeZezzveGN5di87xi+vHMQVypGdJqwg7sZF6VlG9IpC5lJcdh/rBLr/ixDVkcbRikLTjWmZ5PJyclYv3598PMnn3yCCy+8EPfffz+qqoxbok82hnTKwn0jO+GrOwe5cnyzAtdG+GTS6fjXmF64sl8rAEDP+vCRDtnKGfWscX3h9Qhc4WxR4+byf/2Ep7/cIFnpVQsRsEu8zytZgRj2fwuDnj9HTlRj0aaAa6xo5JkxulD3mC/M34i5q/nCiE6JDDZPUw7C3166DZf/6ydc+fJPjpxDDtspssa8n34/iOVb+e67PB0BQZA2juKEzkw2CLOrPQCQkxZoFA+UV6G4Pgtd90e+wtBnF+LNxdtwy9v6nlp2658RTykxXLOc8X7QG5SZZUe9lhAbrpXaKCboSRFNQuenUl+hJ/wtoqUpJRLPGdjw7ErvLNmuGr4X4w0JqrOTYzNojaMEQcB/J54e/Oz1CBAEIRgyyBox1vxxxNR5ee/JE5+uU81QpvZejTutNQZ3bML9zscpp1PI+wpBELDoviH49LbTcUVf6QTBSBjV7e+WOlm8IGoDxrj6OsqGTWrpRvLqCW8BZtXU4UiK8wUX8HhC5bxwa/mAfMt+6aRO7Z1S62O0woi0DLhm2++2TZIw9dx8vDa2t0TjTHxn1SYqp7XLNHkmPrzyBjMZRolRSuRU6it4fHf3YEl4pYjDa7uahNqDwEl5IuQz5lnPJMabWMs1pdjwdKNjNvlbZDQpjRqVzMJeooGMuJKycLzi2fbJKwiW5xJaxnE13dzI+dnZR6wvo3qEMpq6Ob5VWwzj7svc2fm/7sXWA8exbMuh4LZlzLzqx80HsHqnuTGQXrmcRF6vBEFA39aNAQCb9zkjL2TmEkwbpW666Sb89lsgDfrvv/+O0aNHIyEhAe+//z7uueces4eLLmw8/PgYL24+sy06ZCdb+r3aAMUtow4QaLyHd2katAbPHNMLdw3rgLeu52tkAUB6otLzSD5glcdyA843jq0zE+szWQWOvPPQCXy0cicA4L1lO4L7iZ5KF/Zojhc4nb6chzlC1YC9sDOWZy8rUGx7a3EgXl8rfMTO+QVBwA2nt8bQTlnok5eOHYdCz+fn7Ye5vxEH5/ExnqBh74FzOkv2EcPMdmuEG0x4a4WkbltZMJC7cD/08VpJnVO7Bssn5ODzejDtvHzV718f2yc4gHFCr6O4czZ3+7X1eiNyzzDRU6aiOhCCctPs5Zj++XrF78PJSd1XyDCqoaOlKRXch6MfwPOUuv8/a7Bhd0AUmTVKeeqNx+JgeNp/f8G3G/Yqfm8Utcl9BieVuWgIq5Z4IOnfG72VxH8v3YE7ZMYZI6+2PDSmXVaSpJxuiN/y2urMpDh0yUnF9TLPVKPGgX8v3Y7PmMUeJ1C7f6JR9KffQwNrzfA9znF474PYFzeu/18eEqHF3FtPZz5JTxjr86BXXmPFb+R9pVZ9CYk6K6/TThdy3emtMaRTtnQxp/4c7bP4Y8WqmjocKq/CPxZs1uxb9eAZAUJGqejQlBI5lfoKHo0TY4OLb1LCb1YQz6jn1WsEvXdHK/ueWTFudlI9sqt+9IcabLvkhBEkjrmPHo/AXWCyi1qERQSjPy0jrzOxPg/61idyccOYrlVH1TzUefeV3WZF/1aOm1FSPNhLEqNrTjD9RGVNrXmPLwvXYNoo9dtvv6GwsBAA8P777+PMM8/EO++8g1mzZuHDDz80XwICgP0MF06QlRyPW4e2R5aGfkUTTpii3CjFvpxOZksY3Tu0yjzl7ICeFzv5ETsxdpWWnazlN9M3GO4/VqXZGdr1WOvfJgPv3thfso2NM77vw9Wa98zq+R88Nx+vju0Dr0fAeQU5uvuLRqkYjwelU4fh+3sGY0z/gEfdYxd0QbfmqbilKCBszB9MBfh87W5s5bkrm7gMVujQLE4adXM4Xm5AIHRrcKesoAfaMSYkR66TY5TnLy/ED/cOxk2D2nC/lwuvi8aOHQdPYO0fR/DlL3vwz4W/S1b9ws3J0leUlJQgPz8fffr0Ud3HaGprIwN9nufHPxfyRVrFTCzsccV6mMC8N7PrDd9m0Gu5fcwqt3j9ovB+JTOYN7vaL74n8tdl+dZDnL213+0YpoxPjOqK924K6NOI3jp7y0KTfqcH8Ly2ukmStK00ahyY8tEa3PL2ymDf8Oj/1uFvOhqQRpGXUtSUYDGSYZdt39TC94CQ3hdf05Afpp7LeGjLw1RifR5kJcfjn2N6SY9kYughGilrtPTXHKogYvlnXF6IizjJT6pr63DX+6vw1Be/YsyrxrMUAvrXHK2eUidLX2GHPE6IcyTD95JMeglxj8n8zbsUMbMaj2qDcyLeeHn6Rd0s/Q4IaPiJ7Dx0wpRxLLgnc7GswcgrCJbnRFoSHi9d1ZP7GzcibNyG50kWDmO6mXslar2xnrXsr42OB43g9jPk1UZRw+qbX/fi8bnrkHffp+j44Be4/d1SrNx+yPBzCM2/TNxbw3uKJ/H7UVe/0jNv3jycffbZAIDc3Fzs3+9OqsJwEa4XWPToYVFzGw+KnblaIiWsu3l+s5BQLc9T6oY3l+PX3SEvH1ac0UmjwKMXdsGTo7phyf1DuVpRL36zCZv3HZNkJGNXI9tkJqEPZ0VVDi9dspPX0b9NhuRzOTNAfHfZDtfTAJ/brRl61Idq8oT3auv8QSOp1xsIy8lNTwg2LGMG5OF/t54edJN+7IKuaMMRPhaReEpZ0MaK8ymzzEUCNS9IscNMrP9/HePxpjcoUyMxzocWjRMw5ezO3O/lYaDxjFfMBSWLgtv1xIDd5GTpKyZOnIh169Zh2bJlqvsY1dCzapQyc1xRW489Ds/QYBS1Ni+G0ZITBzHiROYQozVlZEDCG6fHyLTqfBbSh7N6d8Pys4P9l3g//jxcwZ10uJF6GgBSZIk3zBoHauv82FNWgdcWbcFLCzbbGqT7VTo1nq6illg+r02XywyyYwixrvIM5moewbGMx5vcQCZ+lyPzHq2VPUMj2iG8xUGnaoLYZnepF/7PSWuE50YX4qFzAx64BS0C97261h/MwLjRpKYNCz98r/79NCH6HA5Olr7CyAKGGhlJcZg3WSr/4VbmTR7y5kArWYQVeN0ALxOlCC8DtObxmb/TEmLxt0u6IyMxFrcPbc/dXy3RD6vzdqK6lhv5YQZW8sTrEay3Jxo/LMhNw/IHixXbG6KnlAhbdnEsw5ub2UVrbqeWaODTNbtwwxvLpOVhdnViviIPr3/6ku4A+HNwJ2DHaaJ338rth/HKD1uC2/+76k9c9NKPyJ/6JS7752JXFr1N37nevXvj8ccfx+zZs7Fw4UKcc05AoHvLli3IzuaHnBBSJr+3SrFNzT0+Uv5Tr9V71QzplIU5N4U8e9QmN3/9PLRq61YcfJzPiyv7tZRkIpoyMpQB8UB5FW54Y3nQ5XBUj+aSMAKPR8B7Nw1AkYrOiAjPZdetSQoPXkgJL1W2VTweAWe0D9yDwyeq8OOm/bjkHz9iyDMLkHffp+j35LygfosRi3/77GRuWGLwfKyR0uJt1Fu1Uw1/5cT4W6UVR08NCGkYLN8W8OTQy2LpBPIsiGqaAjuYAVVNbR1+3n4INS7o6PA4lfqKjgbDto0YnKxkWmE9gkQjKduOWcnepveusoa42Pr6J76nYnY7wFh/wDPeygd2aiGSWu82217GeUP3vmlqPDxCQFNq1EuLFIYOJyaDfBd/6cZnvtxg6pjVtX5J2axmVgTUxxa8iaIRTymWWFnY5GtjQ5N0NtTY8PGYuiAfK4nfyQ1h8meoFQIvGjy12ka7PchjF3bBxMFtg0YoketPb41fHzsrmM1ZK1RSD63se0DoOd730RrL53CDk6WvMLKAoUW7rGRJexmJCAqxPdXKAmwUvXFz2ybqRileKC33HCrbL+udixUPDVNN5lPGEZYHlAsFZoxSPCeC3vKFcJuPVG0O0NhEUic5kfSol8OrMuJCW7izhmq1+fPW78X89Xu432l5ClulX+uAM4PTulq8+21kDLp0y0F8sZafFVp+bFc1pWbMmIGVK1di0qRJeOCBB9CuXSCE54MPPsDAgQPNHi6qiKRVWXcQHOay9c5Lx7pHR+C1sX0kmj4ZSXH4cMJAfH3nIImILCv0yzdCuHMBQ2XaO1v2lwc7FXm6aSAwKZh6bj7GDsxTPWYFzygk/t5ySaWUXMl3t3XyHFqIuh5/Hq7Ala8swfJth/D7/oCo3f5jVXjzx0C4j1GtHDaL1OtjpauEvJpt9l3TM46JwvaqOGTM+2nKUMV2rcx8EqFzBx+sXEPgyAn+yre4krNy+yGc8bdvMeqlH/HkZ7/ieFUNXvn+d1cywYiczH2FnKcv7W5oPyOaUlZgJ+2iNwS7imfHqG6k3oqDGCdW18Xzxcg8oxTZ9wxcE9utsvcoxusJfrdq5xH88ucRye/sTAbN3GtuaLMG1XV1kudh1ljEQ/54eck4qmrr9A3/zIHkxremTKII8R2o4GRSCvWz0t97PUKwL5Jfs1j35Flg1fVAlBVaS+jcqQWpIZ2ycfeITlxvyfgYLzdJgFn0isomHQinF44ep1JfoQdbj8O1gARAMVBLiVeG1pldcJYuNih/nJUSrzoWNlo/eckRWFIbxeCxC7sqth85zte0kxvDeAkZ9MsS2pYQ68MHNwfCxqtr61TbJd1j1/+vtgjj9QiKe2nES3n1zsPo+OAXePpL9xdTjcC7TnGhjQ2tdOx8GtFIerfPzax4inDaeFGzttaRfj90HuX1G10Y3X/M2Lvhava97t27Y82aNThy5AimTZsW3P7000/jjTfeMHu4k5LH6xvA5y8vRI6BrF2A+oqnk54eZlHzvujVqjHaZydLDBZfrwtZjHkvqlvvbrusJBTmpkm2vVmvn5Kg4pXQpkkSHj6/C/4l06AQ2XdUo+Fz6DrO6d5M9Tuey6jTRrE+eQHhwB828l3jv/glYAGXD/RVj9e6MfrkNcZNZ7ZBx6ZSrxF2YGV1GKyX3exqFe0Np7ImijRNjccVfVtKtokpa0X3WnZSpzcoM8LEwW0V2+QDRjU3eHHid9FLP2JXvWjua4u24K+f/4rHP12Pc1/8nvs7JziV+opmqY0MhcgZ8ZQ6pDJY1oJ9T0OeUqH3zslBDI+QUUo5kTEyueBN/OXvvNxAbiSkmp0AyI1cLFU1dZL30463iogbfV51TZ3kftpZ4VbzvuUt5gAaYxST59XylNKar4nPb/6vUtF+0dgo7yIUnlIaZRLfHy1jpNuLljH116E5/jABr79h34HDJibbbnMq9RV6sO2cpsaZw8jDhXghSLbCklTen3O6N8PXdw4Kyh+ImF0Y0Ho9C1ukKbapZY2WtxubbITQiqTULyLW1Dk9IpVyTvdmivuox+OfBhLilHy72Y0iWYZtb0W9NXFeErYy6IzZ2cVy1pappctsFHlfmNYoJni+A+XOG+fYS1Wb+8sp48i/sFip7ZZbmBUrVuCtt97CW2+9hZUrVyI+Ph4xMeqidQ0Bp8YcV/dvhXWPjsAFhc0NZ7BYtGm/6WwTkYd/x9i5g7tNcABRH0lEjAmXp0mXM7wLP0PHhSWLFAPmcBoHw1ELRMOR3qqs0YF4nM+L928eiCkjOyu0X3iTGbP38TJG5F4Nnj6WFfdRPaadly/JoiWGRon3VDXboMVCiGEdLHJPqanndeH+tqKanzFjwYZ9ANRd2J3kZOwreOgZTgFjmlJWJot64XtVliY3xn8Tq+EpZVSwVkRsG+QTIDVvSa3Xiq378kx8bFnlEyBbYXEuNuDVtX7JRNVO9kCtYt49oiPn3Dp9hcEGLt6IPgjnUPKQQPl2r2wBRc0YyitlMHyPl31PvZSOIl7HUVmbfLyqBvPX7zEUtiHpbjgXyhqqD0SZrhRw6vQVWrDtXLXBEDYnEc/O065RewfVMNoWts9OxpMycXKjBjkje2WnKhM08caLvPO++M0m1NX58ebirbjopUWG+md5Wyg+0+qaOsuGRqMSHlKjpn79YdvJ2T9ts1Q2J+HVmUt750IQAol8nDLaB88n/sG5r6kJ2m0PG+rJvqtOejiKTh4ejxBM0OLkPeDVxjiDHv1q71Dw2BbmzaaNUnv37sXgwYPRp08f3HbbbbjtttvQu3dvDB06FPv27TN7uJMWMYTCqLX/jjml+JAjgC4SjYJ1aq687GY3jAJyEmP5ISONVLazvHptb8T6PHj20oLgCw9ItXjCzYUli/Dwf3+RbFMTpbVKjNdjaEXFygRLLlD8/oodwVhwq9pYN5zRGjefqfQYYunzxDxzB7VIfIwXZ3YIha5m1WtKGZpsOUSKzCiVFOdTaJUAAcMEb+JqV7zTCKdaX2FEf82IUaozIwptFNaAI3pjtctKCm6z4/ljZEAR9JTiaL9VGzCc8JqZAbKEEAfKqySDICNtk1rfAACzr+8X/Luqtk4ijO3MoJJ/33jvKY+2TRIVhrnq2jrJmGL0P3/Cxj1HrRcR/FJOHNxOsU3V205DqwlQ1ol4n9KTL3Qo9VCKWJXV26CnlKwACqOUphdW4Bg3v7VSYcQPxxiGLYOcu99fjevfWI5H/vcL93sWvVDDs7qGFuIOGAy9CAenWl+hhdfLGhXC6CklO1VmUhxevqa3ZFuiyYx8ehpnLHKDl1FNKSPHz0xUGqXUxvi88+4uq8DUT37Byu2HMVMlE65WWcR3+2hlDf44fEL39zyM1gRW61E+9uO1D2xf99DHa7Fs60FL5XMKXh+Q2igmGA3AJtVyG70sjmwGXPZdXfib/TaLFx2TmRwwFO8pq8Svu8sccWTh9W9Gw/fUkgUocDN879Zbb8WxY8fwyy+/4ODBgzh48CDWrl2LsrIy3HbbbWYPF1W4ER86pFMWABgK45u7epfkczjFta2glpnAzThbHnLRZxE9TykgoEn1yyMjcHGvFmCbfTU9Ficv7TaVrCAAMOvHrc6dSAW5YYOH2YEBoPRweH3RVjw6V39ArUVinA/3jeyEhXcXYdF9Q7j7VMlCWwB9vQGrsMYF0VOqUYxysmVmUKbFdae1lnyWe0oBfNf6HQeP450l262f2AbR1lfs2LEDRUVFyM/PR/fu3fH+++87enynPKUmFLVFgSwkWQ9e+N40xnvOSvieke5HFKodUT/Z5YXvGTGI8TwKHzpParypqqlDwSNfKX+s8WI11shUU5ibFgz9rqn1o5Ypp1nvLha9X16vIrwrp3OzFEyVGbCqa6Vt3P5jlbj13z+bLSIA/bZR7vVm1rB5Z3EHAMD/jS6UbA9pSpkL31MbKAeNUjIPXbXse3wPokBZqmrqsFdlFdrtcY1aaNSnawLjwn8v3WH7HKy2jhmtHLeJtr4ikrDGGSfCiI3CW/cclp+NXq0aBz/zsl4bRe/tkXuyGtY8M9BR8bLjPv7peny+Zpdiu2j0Z+cVv+8rD/6tlfFUrShGxgZOwRpH5KLtPCcJ+eLAzkORW5BnkTe3oizG7noZCqfQ8uZp2yQJ6x89C1f05UdqsH2F+K7uOnICbgU9iWGM499cjrNmfO9oUiVJ9j2D4Xt6+mhWboPpN+WLL77ASy+9hM6dQ6nK8/PzUVJSgs8//9xCEU5u7h7REQ+fl48PJuiLNWppXkSho5Qi240I25m4ZRRgUTOuqGljyBE7DPb9UnNLdPIq+rVON7yv1gqyVXiGDTlWxFB5q2n/Lf1T8tlqdWiVkcgV4hVRi3F2uvax905M+Su6vJ5gQubYOmWnDA+e01ni+cKr87xJ2xuLt+HRuetsnNk60dZX+Hw+zJgxA+vWrcNXX32FO+64A+Xl5fo/NHp8jfZbRKuNF0mM8+G+s5Qhm1qwzz6h/v1rkhyHvwwPGAbsaEppvav/N7oQz11WgJsHBbwYueF7JidW4vlS4mNQ0CJVdT8joeFqCxYi4gSwRuaBZMdTSivLm0hjWbmWPqBMoODzCAojZnWtX3E/f91t1VNK+/7J29mxry/jPku1vum2oe2w8qFhKM6XJiMRr0lLD4t37zKS+BPiYPie7Edqq8i8yQf7U6WYbngWB420DXrohe+lNooJJqgxvModBqKtr7BKSUkJ8vPz0adPH/2dVbiHafsjkX1P/iazYyqeJ6wWZtbV5fXftKaUhdfn2a9/U2wTjTqntc1EcX0ipc37QrpSaovxgHpbqPZuHzQRQmt0LsVKchyV6WbxPO/knv1a1xcWVB570/rF3z1lzhql9GgU68X0i7rrRpaIfeOeMmdC63hRJYOYCA0A+Od3+l57uufh3HDDGaB1XlEtEXk1TBul6urquDHeMTExqItA/LOTuPEqJsb5MPa01sjRmEiLKIRc2QltpBsKDud1z+Fu5xky3Cy9aBSQY8RTioW1+h4+bi5MxApWUr87WQ2MiFZazdAjF30W66/T9zJTNlE5KFv9dWtI1yE7CQ+e0xnPXVaALjmBcCtWxJoXMmfnHfZ4BKQxhije4NBKfXKTaOsrmjVrhsLCQgBA06ZNkZmZiYMHnXNVN5JVZ5/B7DFqwvVqsBoAbIIH8R2fs3yHIiRYDyPvTvcWabioZ4vgSjQvjbioz7T3aIWqcUzNwGRkhVnrrRLTKKvhYzKesTpSdjSljPD4hdKwgKzkePRvI12k8Ho8imyNck8pETur22r374Urekj61nW7yvAlR2hWrdoLgsDVpRHbyc17lQZhrbuu1s+HhM61J7Varyf7naqnlEbZnMCsXo9Vkuq9GY+FQU/QKNHWV1hl4sSJWLduHZYtW2b5GJf0ahH0lK2pz3oZjom4WmTGYcYoZTVzHKA//pHXf8PZ9yyXKCBifse7Uk9Tsd3weoTgQiBrlLKC3AtMpOdjX+OQw9pu1RKjlPQd52mUyT1WIz3XDHnsScshZnDdecha+KMedjPtiQa/4y4a+4tkRiknkYTvGdSUMvruuZp9b8iQIbj99tvx558hz4c//vgDd955J4YOVa72NSTC+S6O7p2Lpy6WDky//GUPnvtqQ/BzdAfvBfQJzuVkkXvis/W494PVYStHv9bpOLubUrTcrFGKvd+sa7t09dG5SqIXylPONG5uGMaM6BVYNUol6ayoOSUY3yYzSfJZvvJkVcNKD0EQcMMZbXBRzxbBOsE+TzdWoSsYzwKeOzprlGJd7iOF033Fd999h/POOw85OTkQBAEff/yxYp+SkhLk5eUhPj4e/fr1w9KlS7nHWrFiBWpra5Gbqy+gbxQj75PR9zg7RamBoUWcz4s+eYFnflmf0DWxRh2rIcFmXh1e+N6jc9fhk9I/0PeJ+Tj/7z+YOh/vvRU9YIzcy16tGuOVa3rjqzsHcb/3BT2l/BJXeCthyyJGvFrP6d5MYbCRG+B8HkHhRh/QlFKWbf76vYptuuXU8ejqkJ2M7+4ZHPS2A7T7A6NtbEqjQN+wdOtB1eyvaqEUPEJC5wY9pTjlZOvSPtlKd7hUFJwI8ZF65vIfiNg3R5On1Mk8r7BC1/qFrupaP/76xa/o9+R8/Hupu2H4arKlbNTAr7uP4jebGnZqyA03Rj1s7SYh+ljmxV9b3776vAJaZwYM4awGp1Y7p+bNpGVwXrXzsKFy8jSGeBQwmQblGQbZMYrYXsqNUgakMcOCvBhiqP2na3apZk6MJGK/XF4fMml3kZj3vLNS4hXP50+LGmWKEzHIs3uLyGWI9OaHVvpO03ft73//O8rKypCXl4e2bduibdu2aN26NcrKyvDiiy+aL8EpxB3FAQ2hmVf3xF8v7obRfVoqPEpe+GYT97dR0k5IEAQBZ7TP5H43Z/kO+P1+14wC8nI8cn5XxfZGMeZcjdlB4dRPfsHjnLAnJy9Dr9HqMu1LhRijk9n/Ygw0mla9x+WNmlhqLV0PM8y5sT+KO2fh2csKJNs37uGvaIUjayJbf254YzkA58L3AGV2KTnsBDbNQGim2zjdV5SXl6OgoAAlJSXc7+fMmYPJkydj2rRpWLlyJQoKCjBixAjs3SudsB88eBDXXHMN/vWvf1m6LjX0VpG7NU/FDWcY0xMSBEEhMqtFnM+Dd8b3x7IHitEhOzm43U4KbyuahmqD79vfLQWgHmqmdipeeINcK0ivLSnOz5bcE5bYek8p+QTICYFhvXLJw+PkQvkJcV5uJlNe2aw8Z6NXyOrI8MIzGdU8Q8fLZTyeSr6Vjne0xgtX92/FPV58/eKTfBFKqSllDDXNGLcXLc2KSHOReNfzdxGfYTQZpWheIUUcSzw/fyP+WS+szRuPuoG82rDerccqazD8/74zlAkSMDf+kYe4WV0QtYvoJevzCMFFluOVzIKggYbAaPge4LyH5ItX9EDfvIDX7c5DJ3D1K0uC4ehiP+f1CMHzyjMwRzp8T23cMbhjFto0ScTRikA2UqfPpXfVeu2lWG/E/qNJsrmFRQUqBs6r+kn7wYv/8aMTp5H0F2oLQKwmIWDccGxm/mW6F8zNzcXKlSsxb948/PprYGWxc+fOKC4uNnuoqMPtievtQ9vj6v6tJFnetDI2RbvQOaA9GA5nPLw8jAsw7ymVHOeTpNp85YctePDcfNeEzo3cnfeW78Bdwzu64jV3Tf9WuGvHYc19rHoMFOdnYSkni4dTVbpfmwz0a6MMzVmx7RCu7NfSmZPYoLT+vjoldA4AV/VridU7D+MqA9dnJFzYbZzuK0aOHImRI0eqfv/cc89h/PjxGDduHABg5syZ+PTTT/Haa6/hvvvuAwBUVlbiwgsvxH333YeBA7V1/iorK1FZGWoPysq0s75otXcXFObg+ct7aP5ezjCZFo8WcTEexHg9ioGQE94XZuqt3FuFx5ET1Zp6duwgbD8nQ1htnR8xXmc8iUWBeLmwuR2BYaNtnDw0T+4pcGmvXGzZLw1xU9O64k1sKqpr8ePm/RjQJlNTX1Fv3HN+YQ4e/HgtAKCqRnlxZscpuY1DRqksEx6BTZLjMLp3LuYslwp+i+GAcs9jZdILdQ82dk9FxirDJbSHHQOyGURPKXloTyQ5mecVVuDNC9RCwJzCzGt8tKLGUNIOFr1+RN5XGZ0/BMdYDo3Na4Phe55g28LqLmmdRq3EWv2i0edqdIE/Nz0Bf7+qB/o+MR8A8MOm/Vj9xxH0bNk42K/5PAIS43zcTNGR9pQKZRqXbvd4BHTMTsbv+8px55xVyEqOx2nt+E4RbpCVHKca2g2ExgyiuHyT5DjNUMPDx6tQUV0XDEs0ityZYZdDwu/sOEAtQYxco3PDnqMo+XYTxp/RRrP/cjV8L3ACAcOGDcOtt96KW2+99ZTtOMwiCILEIAW4E5MZTrSs6tW1dYwLorsXwAurM22U4qwCA+4NSltlJKB5WiPNTFtiA21EPNcso3o0x6gezTX3sbpaJc8W5+bjZ/V3DpTzQy+i9f0xw2W9c7H+0bPw2AVKr0BAqufTo2VamEqlTbj6iqqqKqxYsUJyfI/Hg+LiYixevBhAYFA3duxYDBkyBGPGjNE95vTp05Gamhr8pxfqp7XAwGrUmWHswDxD+6llS7GzCmvlzW/TRF8Lq+CRr7BBQ5ybvYv3jVQKvtfIwvfs9C2iJ9JTn0uz2FzzKj/s0wx65WqVIb1X7Gp6UpwP+TkpCo2uqto6bmZAntfr/f9Zg+tmLce9H/JD6dUG/3JS4mOCeldaxjqjbSzrHa5WP9WOlZaoNGY2Upkcm9G/YQ1rPD1AIDzetnbxG/BbE41S/166HaNeWmRL1N9JaF4Rgqfp4nYGNzUtHx51fj++/XUvlvx+QOeYxt9B+aT2nSXbTYVpOfV2iu9DjDeUaGLNH0dC59EM3+MbyARBCIbXyzGykAMYD98DgLRGfKOC6GUb6/UgndOWGj+DPpU1tVj3Z5npRQutOSPrTTr5vVIbpas/lwnd5jeu66v5vXhvRdmVJsxcn12AevarDfD7/Sh89Gv0nz5fNamWmgyAUb0no6g9noeZ7Mdej4AHz+mM/Gapkn1+31eOp7/cgA9W7DR1bC0MX90333yD/Px87mrxkSNH0KVLF3z//ffmSxBNRGDMUVmtPiCQaBlF6YDoz8PqVtrqGn9EjQJGs++JDGjLt7ob0WmwQpzPi2//UoT/aGRmtCMsqYfHI2Di4Laa+1g1Svm8HpzOrGIEw/dcuJw3xvUNDrSdFo00i9xLy+m6Ex/jVe08e7dqHMj0efMA1ZUOHt9v3Ge7XCyR6Cv279+P2tpaZGdLvYuys7Oxe3dAnHnRokWYM2cOPv74YxQWFqKwsBBr1qxRPeaUKVNw5MiR4L8dO7RTsmutFFnV4Xj4/C546aqeuvupndsZ7wvj9TYzKQ7v3NBPd7+3l2yTfFZrF67o2xK3DWkn2SafRNvpW0SjiNw1/2hljWZ2OC2MNnFTRnbC0E5Z+NeYXgCAawfkAQCapcbju3sGAwAGtc/ETWe2Cf6mutYf1DyRnJNzAz9a+QcA4L+r/lR8FyinvvaViDgh5mffM4cgCJh+UUBPU6kBWL+PSqniOBNztX5eHuYY/KRzwfLn3gAc1oMYKStr6Px5+2Es23rIxRJpE63zih07dqCoqAj5+fno3r073n///bCen7fIYESjZuv+cjz831/whw2dGfnrwdNr3XHwOMbNWobR//pJ81hmxj/yJBgLf9uHu99fpfkb+Tm0ePfG/ujXOh3nFSgTNL2+aAs27Q1IP4gSKl6PwG1b3vppe3BfM7x74wCFJg/gTphirM+DkitD44YJb63AjoPHg/1cXIxXVffViTlHbZ0fN81egbNf+B7vL+cbLPTg9etsmdUWI9yic7MUPHpBF9Xvn/hsPf6xYHPQU4rNFtuxaUrw7xe/2YSlW0JRJFv3m8sArbYAaRU1SZWxjGPBVf1a4oYz2qi2QXuP8u0AVrLGGx6xzpgxA+PHj0dKSoriu9TUVNx000147rnnTJyaANT1C4CGMRjqqeGRURXmFTh5ys6EWHPRqXcUt1f1lgrisHEt1ufhilaL+GV/OW3ba5eVHJwg8LDTX8r1UABzq3FGaZmREFzFUGbfc+e+qXHD6aGGvOTbTbopup1EEASMPa01euelo3GCcaPUmFeXqq7WWCFa+4rTTz8ddXV1KC0tDf7r1k297sfFxSElJQWzZ89G//79dQV3Wa8PuVD55X2sh5Qa8T5SGyzYWV232v90bZGqu4889EMrzDU/R1qPQmEd9jtIXhslYiZdNw+99z0jKQ6vju2D4V0Ck75+bTLww72D8d09g4Mi6IIgYMrIzkGNkBpZlkARNe8eLcw8X7F+aXpKmTh34/owgMOydkfPs4JnZFULI1KbXPEmx+yuqguFYehE3hmvb9A1ilofK8/c+v7yHThgMCuo00RrX+Hz+TBjxgysW7cOX331Fe644w6Ul5ubPNqB155r6RKJXPnyT5j149agpqUpVN6XZy4twORhHSTb2LAktYQCcvTaw/bZSWiVIc2w+eUvxrWD9MaU/dtkYM5NA9CtubKuPfK/dSh+bqFkUfNYRQ3X8HGiuhbFzy3kehhqeTOpeUQZ9lRU0RhS45zuzYIJb/aUVeKMv32LG98M1IuMxFicUGnn7ISuA4Gw8cHPLMCCDYHFTrMJVrT6JdYoxcv0axap44c+enpbT33xa9BTip1/yg2uB5h6pnZMNYeOcGbZvmtYB7TKSMCtQwJ62GpzVT0DoZn5nuGrW7VqFc466yzV74cPH44VK1YYPnE0EglvHtGqqkt0Okqhb+t0vHtjf+53gfC98FnW5DolugYmGfExXm64iJO6QGbx+4Hf9x3Dv5dqe2nYQS+Ezyo+Rphb3ig5fRvFSdyOgyewmxdjHabnxk6Qnv5yg8ae7mK24ypz0CgVib4iMzMTXq8Xe/ZIB7F79uxB06bKlV4zGE3zza5g/Xt8qE3skJ2ECUXaHola5GXYMUrZr/hm2zwjIYPxWvoDspdVLvAvX1m2c4Vaeh4HOHpWhrCxmtSicQLXkCgaz6pq67gr6/JBrxmMPF+xTFUcg5haxiktxHZSTTBZ7VA8oxQ7IL6kV4vg3/K5ldZjYY+r1JQK3xhmYNtMDO2UZfn3RiZZ8sncRz//gWtftx+uaoVonVc0a9YMhYWFAICmTZsiMzMTBw8qNTLdgteebz1wHKt1MrX9WT/2Wb9LW/+QB0/wGAhMros6SlPRs++tPKEA75hGiPN58c1dRYpzndCZI5ltbrU8TU7Irktrsq3ljabWFvLaTze1d+USJmL9aJwYgwKVxSO7nls/bNxvOFshD62FZLbt0svw7QZaEg0iYuZ21klC7nzCLpio3R+1QGynjVJa78+tQ9tj4d2DdUXbedpkesdWw/DV7dmzBzEx6uKkPp8P+/Y5GwZyKsBrkHgiydGKIAjozxGcBqQW93AYc85oL+3MrHgJJMq8qz7++Y+weKzdf7bSGAYE6sCQZxcGP7txH+NjvBig8gyHmxBblsNrwN0S789JC7lFL9oUSjMebm9DhQdIhNwdjXjXsPj9wAvzNzoSyheJviI2Nha9evXC/Pnzg9vq6uowf/58DBgwwNaxS0pKkJ+fjz59+miXgRkssAbZoo5ZtsLo4mO8uPcsafugXD1T0ZQKc/a9QFk8KGiRqtlWvfDNJizeHNIj0TqV3JtJrillBy0D2qa9x2wN0J1sqsV2pbK6jjtmsGKUMqP3GDRKcc5j5Q6pGaX0ninvebGG1ydHdUO7rEDmILXJMq9ePnVx9+Df/166PbjazZYpXOtRRsJn3lu+A2NfX6oIOzXyzvImc2v/MG/EcAK3+orvvvsO5513HnJyciAIAj7++GPFPiUlJcjLy0N8fDz69euHpUv5hrkVK1agtrZWV1PQSeJUjCHn/32R6+fmvR9yLx/WcKvVRprtQ7weQdJ3AkCfJ+YZ+q3R95PVIJXDvvdVNXWIj1XvH7ihzDqXy0scdM1rSw2Nu6xkrlbzwklPjMXY0/L4ZbSZeVZ+SqvZ/Hg/Y/sfNd0sM5hNYqUV1SIiJmdJYNrZ8kppPzfpnZ9NnZdFrW2wi53olQoNGSLApfC95s2bY+3atarfr169Gs2aNTNx6ugjEs5IvEHWhSWLsPPQccm2hijUXF1bF1ajwIPndrZ9DHla5jvmlOInRszRrcdw46C2uLq/MsRHfv+cDHtjeYujAzOoQxPTGcNYnMrGYIQ4nxdn1YfBTP0k1E6ZmXg5Uw5ZBplac52ec+Xwqgpr8vjvqj/w3Ne/YYwDAs9u9RXHjh0Lht0BwJYtW1BaWort27cDACZPnoyXX34Zb7zxBtavX48JEyagvLw8mI3PKkY9pdiEBey42sjqmh5yT6unLuou+azmEWVG6Lyuzs+dRJgtvSAI+HDCQGx+4mzN/a54ma9HIn9P5PevVjZotvNeaT2bO+aUYsyrS7jfHT5ehfeW7+CmiXajyxNX7I9X1XDDPeTlYDUr1DAzYRSNUo/NXacqOWDmMYSMUuaMaTyNF7ZPjPV50LFpMgCg1kQYSn5OCh46NyDsWlPnx0MfK9uvcLXfaqvOLPd8sBoLNuzDq99vUd1HrbxmPcjdxK2+ory8HAUFBSgpKeF+P2fOHEyePBnTpk3DypUrUVBQgBEjRmDv3r2S/Q4ePIhrrrkG//rXv0yXwQ7hDNER0WoO5Au8rO6aUcO90fdH3iYfq6zRDBE0296e0T5TESYoclRmlNLylOJlIoWO4ahaZfHAyLjLinFcHh4t0jghFp2apuCJUcqkOdUWM26LyK/dtKeUxgNtmhJafHYifM8s8tBnHt/8GmhDWE+pExoyPWpzE7XwPa/DHZET4xU1j2crxzbc8p199tl46KGHUFGhDI05ceIEpk2bhnPPPddCEU5txFU9OdsPHJeJBEY3Z7RXioS/9O3m4AArHEaB5Hj1FTej8DJSbNwTEjV0yygE8D27wuVpw4t3n1jU1rRYPAvbaYi3zc2rEc9RXlVrWw/GKnJPKVarKdzJCq6v17fKSo5D87RGmvs+89Vvjp3Xrb5i+fLl6NGjB3r0CBhKJ0+ejB49emDq1KkAgNGjR+OZZ57B1KlTUVhYiNLSUnzxxRcK8XOzGPWUuqWoLW4d0g6fTDxNstrrdCpvj6AUY1Zrl4x6i9bW+XH2C9/jkpmLg22OnXfV5w1o5b1yTW9D+2udS942iavNTjSNvKx1LD9u5meXmvTOz7jng9W4j5PZzko4mx5iO/zw/9ZxvVqe+zr0/vr9flz2z8WGj22kmLG+0E4vfbtZ+qWFByFmI1LzlFK7d2kGtPLEQTtru5SsiOuUCQiEtAV/q3tGZ1HTeuFRVlGNvWUVwfZAqmHIv9KkOPvjJKdwq68YOXIkHn/8cYwaNYr7/XPPPYfx48dj3LhxyM/Px8yZM5GQkIDXXnstuE9lZSUuvPBC3HfffRg4UD0ZjbhvWVmZ5J8dnBYzNkIobEpZb+RtMGtMPlhehTcXb+Xqkll5d3iLmVohbuK7bbS5FQQBl/Xme71JPKVqtY1SPK8nPXh6gG5SqBKil1Evd5HOaU/thu/J64/VXpBXDy/q2RxZ9aFkdkLWRaThzvolHdwpC3cUt1foF/NgNaWyUpQC91Y5ylkIs0Pw/bFxDLUQW7VslFoYHi0/+OCDOHjwIDp06IC//e1v+OSTT/DJJ5/gqaeeQseOHXHw4EE88MADxs8chbhpcFDj+csLudvdctFzixev6KGIBf/o5z9wtMLZF0iPzPo0nM04WS6MkJ6ojJ0NV7XgNYofrvyDs6c7yL0tUhrZG7yyqwrBI7sYCrGfGRT9vi9gSDQ7YLGLfPDmpIC4WUZ0aYrPbjsD390zGH1bp0u+S0twb2LiVl9RVFQEv9+v+Ddr1qzgPpMmTcK2bdtQWVmJJUuWoF8/+8LBRj2l4mO8uGt4RxTkpknqQawDuk7y8zRiBjyvj1M3lhkN39t56Dh+3X0UK7YdUmjq2OkXiw2G/2oZ3+WGNYWmlI3yxVj0YvuhPkR47updmLNsu+XzG4XVBnltUcA7JsYrcBcTeBMf1mglx5BRinkGv+/nZ54y8xgaqYXv6fwu3UBWUfGeqHlXqNUX1hDA2yVciwqtVbw4eGzZX46+T87HuS/8AMCYfTCaPKUiMa+oqqrCihUrUFxcHNzm8XhQXFyMxYsDxly/34+xY8diyJAhGDNmjO4xp0+fjtTU1OA/u6F+Wp5SRoXFLcOp5nKPW7Y9ufXfP2PqJ7/gptlK7S8r2Yfl0QqAMQOQmfdTzbP4jndLg39X1dTB5/XgnO58T7156/cqvEb15uB2vJCC99JEQ3t1/1bcMYBo3Ofda9uGM3nxHAzf83k9uLU+G68TRimzxMd4cUdxB1yqYtRkSYj14v2bB+C0dhmaGZTVwrXVtLWOVijnFE44L9iZI+l597oSvpednY0ff/wRXbt2xZQpUzBq1CiMGjUK999/P7p27YoffvjB9or0qUj77GQ8c2mBYntltbGV8GghLSEW1zEpJOWEq/izxvVB9xapuGt4R0u/1xv0unkZvHsUTo+fd2+Uau/YNkpJPKVkqycuVIhbBodSx289IAt/dfxsxpB4SoW5EIIgID8nBfExXskgrH1WEj6coL3yawfqK6TGSSM6BGaI83lwfkEORnTJxmMXdMHgjurCyHKDjupEnXlDIp31Vf6eyFerxUGzE5qLTiz+3PvhGslnN7QgeSv2xZ2zJZNF8dnytE5emL9RMYg385zZeiSf/FmYK4XC91QmFmqHamzAmO4JekqFLtDItbKGADZEIty6gI+c3xW3DWnH/U7+/oqhIhtNpKiXix9Hkkj0Ffv370dtba3iuNnZ2di9ezcAYNGiRZgzZw4+/vhjFBYWorCwEGvWrOEdDgAwZcoUHDlyJPhvxw73EtO4JYytVc15xgsRUQN3+bZDmsc32j4kxSnrp9PXLE+eIcJmRRMXZ0qu5BsUXpi/ERPfXinZFmoL+RebwVn0dpP22cmYw0lEJXoI84yftTbD9+SaVGZHP3rtrWhkcyK7u+RUJgoqDzHtVB8yzpIQ50OfvHS8fUN/dG6mzPgoola31cL3+uSlK/bVy767t6xC9b7aebPUFpfsHNtUXEGrVq3w2WefYf/+/ViyZAl++ukn7N+/H5999hlat1Y3SDQUIjVxzeAYQipqaiM+OTCLVhaOcE3IuzZPxX8nnS7JwmOGFJ1VRDev43ROCGQ4z9+rVWN8cHPIMKV3L/TgCaq6Kd4/uGMWetenwBVdySPxCg1sGxKNl4bvRQ52UPl/owtV06g7xcnUVxgN32ORGKUcfmnjY7yI9XnwzzG9MWZAnua+8hVu3gBo4W/7MOjpb5l96gc4Dr0873D06uRonUq+UPD1uj2O6RXyBuXnF+SYPg5Xi8vBx857X6tr6yT3pqq2Du8u3Y7rZvE9+kq+3YQjx5WrrIaEzpn7JL8uK88hvt4rqbbOLzGi6Xm2phgI0RcnDNU1daY00th7zHtnwzWGSU2IwWSVRTW9iZgRMeRoW+CMxr7i9NNPR11dXVDDsLS0FN26dVPdPy4uDikpKZg9ezb69++PoUOH2jq/lmeQ3fAqNbS8fBI5hiJjBzX/E66nlAHvHTPV2ojOoxFPnG83mBPhf21sb3Rtrm6g0EIrK50WXZunKrSQBOY7+X2z6yklv2/ms+/V/07l+6BRKgKeUiJemaddIaMnKmIkxA8w/z4PbJuB2df3xYK/FAW3afULsxdvRd8n5+P/5m3UPK5Zzbcz2mcGNcn0su+Z6XMsiV00btwYffr0Qd++fdG4cWMrh4hKItVXZ3PiTeUCoNE1jODTr3U6slPCuxLgNIIgcD3Xgt+7+CSKOjTRDMUJB6zF3W7KVVbj62B5FbbsLw9+dusuimLTYogLLDSKdnnzur7o1jwQyy/1lIrcW5yVHGpj0hJiHBHfNsLJ0FcYDd9j8UmMUs6Wx4wIrtx1n+cqfu1rUpFVRXicibLxGNhO39guPZ/0jHKj1P/N+w0vf/97aH8bBZR7SsV4BUtZW1ljnxuLSRU1ykHf2IGtUcKEBVRU1+K+j9ZgiYrI+fPzN+JeRgPLTDYniaeUyg/M9I1xjH7TaX/9BmX1IQl6ty4zKQ4t07XD28Rsjc9+/RtueGO5oeMC0kWYaLLb3DcylHmzvLIGM+bxQzFH/3MxDnOMjg2FcPUVmZmZ8Hq92LNnj2T7nj170LRpU1vHttJX8NDyDLIrRK0H7/22qnHFLkIafaV4404tI52V9pYX9ixnZDfzdUEvfK97izTMvfUM08eVHNtk2xTj9eDryWdKtnWtH58mxvmwetpwyXd2jT1VtdK+yvKinMrvYr2BuuiMppS1RETxsvfB4xFwZgepfI2WdyGLmlFKLUmTIAg4o30TST/Iuxe7j1Rg5PPf46FPfgEQ8OzTPJFBPpwwEBf3bIFnLysIekp9v3E/bp69QvWZmMoYaa44hBs05egfVVTXWn5hIkVCrA/f3TOYO2gMt8izHS7u2Vzy2S13aTmCIGiG4gDu30exs8pIjLVtRJFrVwx+ZoHr3n/i5GlPWSW++y20ihXO98fn9QTf6UMRElyXw650Nk9rpGmUCne4yslIQqwXA9pkwOcR0KOlsxMstYw6POTaGUbaMnGfcNYCrSrH8xL65Oc/HSlfvMxoF+P1SES91ZCH0/FW8p1sq/cfVbYjp7fPRCGjXyYPWebxHZN63MxrzhpC5U2HFe/XOJ8n2CbvPVqJL9fulnyvduc8HgHz7zpT5Vvx2KFnM78+vM1I6u9UJjQwkp5SIh/dMhC3DWmHcaflBZ/xWz9txwyVFe8lWw5i5oKACH3DGW2Fn9jYWPTq1Qvz588Pbqurq8P8+fMxYMAAjV/qY8WrlodaAiRAmX3UKdxu742OJ3mTeSPeJGbqvN6iXG56I4w/o42JI8rKEmUvIJvEoWlKvMSzR54g6vn5GzF78VbL51J4Spn8vV6/JC60VTodvmcCVtpkUIcmuHVIO/z9yh6SfbTeYRarno8ejxAc3/GMQdM/X4/1u/QTLmglOOBRkJuGZy8rQFZyvGRs9sUvu/G/VX8qjm6W6FE8jAIiZThpnBCD09plYNGmUKafimpnwhPCTZzPi31HlVk4GhLyzpONl422zsZpUhvF4OeHhtnKuifCyzhhRX/EDOyz+m3P0YiE7wGhMJNnGUHQSFadUT2a45PSPzG0cxYEQdDMCBcuI2xDoaSkBCUlJait1U/VLiIIAt4Z3w8V1XWOvEtAIHHA0coaZCcbT+Ig95QyMgBSCokbPp11WEFcA+djPW3s9Ntyg1eM1yPJnKhGo1ivxGW9qrYOjRA4lhtvj1xLqTuTVSnO58HxqlpcWLJI9zhWV61ZL6JPSv/E9ae3RvcWadKdTBxaEATJ+ObuD1YH+l0DN0/Pk01P3F+tvqQyEw32NkVqHNazZWP0rDdox/s8KK+qxZo/jmj+RvR0jrYQvXBz7NgxbNq0Kfh5y5YtKC0tRXp6Olq2bInJkyfj2muvRe/evdG3b1/MmDED5eXlGDdunK3zTpw4ERMnTkRZWRlSU1P1f6BCp6YpeH1sH4zjhOJq9c+CYL2+OpGFS3lM87/haZ5phe9ZMYrrZcQdVdjcksesm/IUap4zRmAN9Wd11fcAm7nwd11pADXsh+9p10O3wvfMFJPtD9+8ri93H6P1R03oHDqh7EBAnqG6tpZ7L8pMJlmy0mXIx0/lJoX/eZCnVBQgCALeul6quyGP0WxInkbczDUNp/gK9DILOI1W5sBw3MfGibGOaA5pZ0B050LGDswL/i0xJrpyNnVSOSLxkXwHkuNj8OGEgbilKCCgK9cYYDGi33AqYTUkQxAExwxSAPDBhIEo7pyNZy9TDy+WY1TonCXoKeXgbPxZlZBo1ptRhPeayLPXxPk8jhgL5O1crM9jaDCpFF9XDgqdfN8nDpYKX7PlNtNW84wtRgwY8qQX5/89ZACzMvAEoAj1/8v7q5hyWr958vBWv9/YVJFts49X1YYyuJpcSXYDMcy0XCcdOGusPZVZvnw5evTogR49At4LkydPRo8ePTB16lQAwOjRo/HMM89g6tSpKCwsRGlpKb744gvboupOeUoBgfTzPC6Z+SO2HSjnfscK9H9Sai1zs5PtlhUdaV6khZYhLpSVznCxdD2ljIZeqZbFRltRUV2LJz9bj6UqYdhWYNtEXhuRIxur/3H4hGod00ORvdfkvdALUxSvpZIT0l7jgPeUERQLMvWICSqevqS74WOpCp3X/69plNIQfTc6jLczjpKPb1VD+93WlIo2Ro0ahcaNG+OSSy6xdZxIThrlD+2xuevw7jL3Mni4yT/H9FJsa8A2KVQy+l7hqCOvj+uDrGS+NldDuo+ZScprcHvVOS8zEdcOaAVA9DaMjIElpVF0O6FqZYRzIqsJ4TwdmybjlWt7B0NsjaAndM4bxMnDQ5yYjF/cqwXaZCYqtl/z2lIs3XJQd4X57G7N0CUnJBDLrvza0pSSGTBivR7EGAjfi5cN7FlDrhtNTuPEWDxwdufgZ9YoZkZjjPWUMlNMXva/4HEsXu+kIe2Vx7Io5ssi95T66feD0tVolYPLr3HIswslnyM5PhTDTOUr0XJELxO9ol5qMRFMQ6GoqChgjJT9mzVrVnCfSZMmYdu2baisrMSSJUvQr59+QgY9nNKU0mLbgeO4+4PV3O9Yg/rt75Y6el7WO1ONX3frhwvpUZibhqv7t5Rsc9rYoKcplSSTnnhnfD/HtSHVePm73/Gv737HZf9cLNluVVMKCIz3xg7MQ+dmKbi4p/Ldf+/mAUiTeeMWPbPA/InAycRmVVJK5YfBjG9V0vPMmPcbuj/yFTbuOWrtfCZubMemyXhtbG/MvfV0yfY7ijtg4d1FphJtGVkoVEPLa8xoFkWri0qAss9Uhvab56QwSt1+++148803I10M28izFD02d13w74bkaXRG+ya4s7hDpIvhGGrpLt2iU9MULH2gGM9fXhjW8zqN1yOgX2tp+tLpn68H4G59Fj0HFvy2N5hJJNzvD99TqmG8xOFabSLcR258lLuKf/SzcjVdFJV12rby2li+98Dsn7ZJEnuovSfs6nacz+NIqITcKyrGKyDGQPie/HdcTyl7ReOcM3REdjC460iF4WNwvZgN/M6IN5bZ9m1M/1YYli/1THEjo+IVL/+E2Yu36f5OEAR0yFbqgESDjIJRTymxXug9iukXdUObJkojMdEwELMLy8lIUmbyNkpocsqvPHNuHBBM4KLGWTO+x7f1Om6BY5rXxRUEAUNkXmLvLd+BE1XaaefNLJ7oeUrJxdYHts3E79PPwc1nttX8nVHD0Ue3DFT9bnO9h6bIXe+tqk/YYM9g//D5XfD57WegQ3ay4rsWjRNwz4hOkm1+P7DjoL5OoZxnvpImYli65SCmfbLW8O/1mlvR8H68Wm6U2ojjVbWY/vmvxs9lo20f0ilbsUDo8QholZFoqi9U9ZTSeR8BbU8p0xEPFuYn8sU5uTzAKRu+V1RUhORk5YvW0BjYLhOTh50cxpycNKk7aAOZjwdhnwPrsRZOF/4LCpsrtjW0+3iLLOzkaEVgUO3mZYgD+LV/lOGPwyfqt4b3xskHNUbTw4aTni3TuNuvf8O9Vd6GiJMhGZFGPgD649AJxT5uaUrlZSbiliLloP5/q/7ENa8t0f09u7ot1ZSyjtywVZibZih8T74yyRql3NIViWGMLVbDQiWeUgY0K0TkngMAcGHJIpRVVNu62kyVSbRemfq3CSx2DM9XhlvxPMfeWbrd0LEfv7Cb5HO0JH1oUu91vF1nkmhUx8Tn9aBdE2NCvIRxwtVXqGnDpcQrF8OcolGsl2vQkDNu1jJs2K30VjEzUZfr+r38/RY88dk6lb3F4xs+vG5Z1DJP3zeyE87p1kz/+Drf92zZGDcO0hdSr6qpw4crd2Le+j2GElnYgafFd8SkLpEabxhYFBDRM+yJfd/h49XcBVSrbbbbM4Tbhyo9gwHrQudAyBOe5ymlqlUlw04Pp0z4chJk3/vuu+9w3nnnIScnB4Ig4OOPP1bsU1JSgry8PMTHx6Nfv35YunSp8kAnCbyQp4aIcmW1YVlTbh3SDqN6NHyjUKSJCZfPM4Pceh8J5O7hVjUK3OSN6/pyV8s37bWmJXCyEo6QjHAhdxXnecCI2f3cmI+rrVD/tie0OqzWYrALf3E+ryOuXKyH+3WntcbD53dRDd97acEmjHl1CSprahW6GdVs4WyEWWjBGhysav6VV9YEB7Bmbl8hR0OjdMdhzFq0NfjZyuUmxErbxT8PK42kPP5xVS9Mv6gbnuHoq/HS17OTeK1yyg1adf7o8JRqX+/BVa2z+i1OcIwsnpkVct5bVoGV2w+Z+s2pRrj6CrXwM/lElKfZp0YwdFaj6hgdzo2Y8R32lFVYbqJ9XuWJPluzm7OnNSNEuyxtL0F5KBuLPKOtpCwmrpgn0fHaD1vwcWkog1kN00GZWUSwQkeOwVHUbSqrMG6cUjPo+f1+ZpFYH7XLZA0hZryiuGUKYyqkO4rb4+4RHRXb1YxSfgNuRrH1fd3Et1dK3oPKmlrsOGj8XuucRpV42eKYXH/Zyv2N+OytvLwcBQUFKCkp4X4/Z84cTJ48GdOmTcPKlStRUFCAESNGYO/evdz97RANBgfeiiQQHWUzg5YGRUNAEASJhkm00JAE7wEgW0Xs3M36zJuUhPv9kZ9PraOOJMnxMeiR2zjSxSDCiNxTimfAvXTmYk5qX2fwGgiNU3tX2UFXIHxPe38jtGjcKPj31PPykZYQq9DhEvnbFxvw/cb9+G/pnwp3eb7QubONDlsuXoYqI1TW1GGwTCvESCk9HgFPjuqm2F5TW2drsiT3IH3hGzFjmvbBGifG4oq+LbmeIbwVf6NFk4sAs5PCSIZft+bosfHQM1qx6OnqiFTWBETf+z45Hxe99CNW7zxs+ByEO6jVRfkE95rXluKtn7bhjnd/xmNz12HSOyt1w/O1aoXROgMAH6zYadmgy8uAqpc51Mzb2S4rGT/cO1j1+9RG6mGQWsZcM7pP8jFhTW0dHp0r9QZj32ermVON0q1FKp6/vFBiOCmvrMVTX/yK7g9/hW83GJtz8/pCAGg95TOc9tdv8NzXv+kYErUrDbuQ8eoPW0z+Wh23m3dBELiGyFqVe2FEvz+23kB6oLxKkpn1gr8vwu4yY2H9dryB42VzLVaGQUoDEjofOXIkHn/8cYwaNYr7/XPPPYfx48dj3LhxyM/Px8yZM5GQkIDXXnvN9LkqKytRVlYm+Rdt8FYkGyLyldyGZlQDQmFgLOG+DL0Y/miHnfSFi2jwlOrcTGrQjEZPKcC4GCJxcmDUVfzOOaWurCLyVsCtwA7W7Rjq8zIT8co1vfHxxNOC2+TeXEeOV+PWf/8c/FxeWaPQGZSG77kDOxnKZ9qX2dfzU1KrEVytNpF9DwBy05VtuV5qdT3kWf1EnBSvB2SeUhoHly9o1NaFcy1dHaMe9MF6aOD+8bwWN+09qtArevqLDRLRdyezgp1shC98j7+d174/+PFafFz6J179YQvmrt6Feev3cH9rZG56wxn6IWcirEeR2feZ10+oXbPV97NFY2WWPxEtTym7bZ5Idop0wZanC8T2K2Ib5ubC9AWFzTFxcLugJmp5ZQ3+sWAzAODxudrhk0DAwCH3IpbzwvyNeGH+JtXv9Qx7euN7M9Fw4faC7ZKjnM/ZGYOzi4zstfzKCZ9Vw87intxrUOEpZeH+Rn72pkFVVRVWrFiB4uLi4DaPx4Pi4mIsXrxY45d8pk+fjtTU1OC/3NxcyffR4IXSMiMB8yafqdgeDWUzQzQYBuwSz1txDbN17aWregb1MwLnD+vpbRPn86JVhrLzd7M+y633gDRVcjjo1DQFtw4J6WklxkWn5+CY+kyFxKmBfNKitrLFDnacfHWMrLQbaWNr6pzLrFmcn43C3LTg5xhZu1/w6FcSz7GH/7cuqI0nwvNQcbrFYe9dz1YhD8dmKt6oepg1t/TJS1dsYyePVtp0XkIIu3A9pQwWTW7QYt+XSHa9Ro1SomeXkbKyT9/rEbBlfzmKn/sOvR6fJ9nvFZk3Au/+EgGcDt9jM26yqHnNqIkmszzyv3Vcr5fgLzUqT7usJMy8uqfuOYCAt5NVky4v0kLXU8rBjkqrXTISBWKkLTyzQxOJrlQlpy9mjVK1VlSjLSL2h2y4rjzUmodRT83/m/eb7j5qz1O+naenZIVwzLHzc1Lw14ukHsdqjot+A4tGrBHIyNjqzcVbVb+zcvWCIEi0sv6xYLOkzljJGBnVvcv+/ftRW1uL7GypmGV2djZ27w7FFxcXF+PSSy/FZ599hhYtWqgarKZMmYIjR44E/+3YsYO7X6Rpl6UUoGxoxgiFp1SEymGHaPCUyk1PwEWcFK4Nif/J0qYC4cm+J5Ic5zMk0Ok0xZ1D7VY0hu8BQK9W6Xjlmt6SbZHwbiPCw/JtByXGHPnKFosbq4i7TWSKk9OpaegdZgfrbmo3GWXzvmPB++qWOPY+xoOlZXrI0G/FC9Pv95vOjMPTsYrxeGzVE7XJn51HygvfNnpsuVHqeFVtVIidG82qZiZ8j81mVlvnV4R1qmHl/SCsMX5QG7wty8oNqLd5RjLn7jpSgXGvqxvN9CbnWqFtLD6vEPLGNPSLEO2zknBVv5aSbaqTbhdeT606nmRggdFIn+TxCLj/7M7B69LLoGZHENss4iLqy9+HDNJGkmuIGlQA8O/x/S2d22xzK0/+YKa9jkTLPqJLU8lnO55SrCFz4jsrVUMnRaZ+8guOHJfqg9nt3u4c1gF3MYnBLnrpRyzbKvWmNfP+nxS9y7x587Bv3z4cP34cO3fuxIABA7j7xcXFISUlRfKPpaEZfqIZZfhew7u5PE+pSKAlrNgQcDMjDI9kmS5b77zGlrNV2YHVJ4nW8D0A6N82I/h305R4hZHqVOdkyr73wH/WYt76vXhv+Q6s3H5IEYbGw8m2e59KKnMjTBkZ8hqoqnEvrMqK59GUj9bgk1KZDpfDzXbrjJCuEDtBs9K2OOUJ5/MKhgSS1UhLsJZ9T4v0ROUxpeF76r+VL0T1e3I+HvjPWttlsktOmrGFAtEoYaSsRrxqeALHZJQKL7z7vXrnEfzl/VWK7UaeqYh88m50Mm90PMrqQpntQ3xeD54Y1U3iwcrKTG3ZX44vfwk4JjihLWgGNd1fwNoEXzSE8zylWEOVGS9IuyRyvKKMZJBmQ/f6t0nHO+OVBlU9jPTsrKzJ9oPlOF5Vo7G3McJVf+ShoaqeUvX/axWLnetsO3Ac//n5D+w9qr3wxxoO2TPZGefJ51eXzlyMbQfKG6bQuRaZmZnwer3Ys0caA71nzx40bdpU5VfWieapfzSXjcfJEL7HIxIDU9ZttiEa93i4eRnyAXzHppERrGdX7I24PkeKpDhfcKA556b+aJGurrVwKtLQs++xHkYA8Njcdbjng9W46KUfJd4Sctww+kwsaqdp9NFqFxonxuKZSwPZ1vRWBO3QPsuYV+W40/Ikn5/4bD0A93QqTmuXgReu6KEI70+O82FIpyzF/h2ylR7XIjW1zhj12AmzlSZdS7vFKp2bJWNCUVvJNqvhe0BoYhjJnje1UYxkNZrl6Uu6Y+zAPABAtYnse0YSufB0ZE6OEYg7uLGAoeZN+MGKnVj7xxHJhHzvUeNGf7nnjVHjjlGjpCDY70NY3TNWgmHwMwtw0+wVkuyCTtXLv13cXfP7pDj1NitooDdxPjEcVmkskHlKmfCCtAsvkcb3G/djLSOmzUMMpYv1eiAIAga2zeTuZyQEWKsefjhhYLB/O15Vi7NmfB/8zkz/GwkvWEEQJJqQap5SRhKIZMl0ye75YDX6PjFfpwCmNhuCF1W0ZX/5yRe+Fxsbi169emH+/NBNrqurw/z581W9oYjoQB533RAHMvJOOze9UUSMQjmpISOLieQnpyw5adKGOtNg6IPTsCtLRlaZIsk3dxXhv5NOQ6sMY1meiIbD7Oulq5U7DoXc3bXC90ScbHLyc1KweMpQy+GsovE0oCnlYMEYslPiUMCs0KtR1DELffJC2k77jlbivg9XBz87rVEhCALOL8hRhPcLgoDXxionwa+PUxdAr5bcP+vljPEKtp5DSxUDuJ17JwgC7j2rE9owGesknlIax45mL6DT2/MneMWds4NeudUm9FVuOKM12nOkIlh++l0pas4LMyICuLGAwcvYJXLuiz/gin/9BAD4bY9xcWNA3atK783r3iJVYfTlUVVTZzpEWA6rWecRBNTU1kkyrpXuOOyoYaGoYxNc1idXcx+n9UHFrKrD/u87xXesp2Kt375Hi1F4odo1dX6c++IPmr8TPaV4xn0WLV0uI48z1udB0/p5UWV1nSSELzpSU2jz1g39gl5OdsIyp56bb/o3CmO0A7eL9zzZbWb684j3wMeOHUNpaSlKS0sBAFu2bEFpaSm2b98OAJg8eTJefvllvPHGG1i/fj0mTJiA8vJyjBs3zvGyRLMXSjSXjQevUWtoyFN1Du2UrbKnu7BGlryTxGjgpqhgQqxPMtnhWfHDgVpmqWgkNz0B3U+SzJ+ElCbJcejIaKqxE2/NTDkuju3UJhJ6rYJY9kWbDuC/9eLjTveNgiDg41sG6u7XKMar6OfeXbYjYkPixy7sKvncWMMLiV2Bd+z2WThOfIwXn912hkMFkOKzkf2LR6THYGr9SWKcDzH1sU2iocFIUZPjY/DVnYM09+FNmCoNGLIJ59DzJly1M+C9oufFIkdhXDTYcIlGXz1hZVaA2uqrIw0BBN5esh2PMd57bDfixOvJC1uTI41cCOgJTn6vtF5XUNxuvDBa3m2XzgzpI4dTU8rqmFn09orTiZSRL0p9u2EvLpu5OOBdU79Nb44QH/Qwk9ZjU55Sxnd1lPTE2KB3s54DnNZdaJeVhN5M0hMj1Kic0M77wzNKGRFe5xFxo9Ty5cvRo0cP9OjRA0DACNWjRw9MnToVADB69Gg888wzmDp1KgoLC1FaWoovvvhCIX5+svHqtQ1b10WpKRWhgthAbgCqsSFIZ4f0xFi0TE9AUpwPvfPMNUDRitvC3/PvCoW46K3auAX7DpjReiAIp2HDqWOYwYIRzwo32m6rr0O4PFmMTCoSYr0K/TrAWsYZJxjTvxXmMkkltFaja2rrLK0o/2tML+lx6uyvS/NC/Z24d2qhhQ1xLAKoazPG+jzBCUC1yVBDvXrOG/OQp1R4MWrgOHCsCgBwQWEOLurZXHd/+eQ0FL5n7Hx6RpIqi20MCxtG5vUIKN1xWLGPnTNc0quFJJTMyESaDbPz+4Ghzy7ERyv/0BSPd4KgwdnVswSwIr/yjwWbMWvRVgAh7y815NEM415fhqVbD2Lye6XBbXrVUDScHTmh1L2zQrj7BTEc1Y7QOSBdfDHCJiYpC+CMYY5XXya8vTKoWdqgwveKiorqM8FI/82aNSu4z6RJk7Bt2zZUVlZiyZIl6NfPvHiaEaJprDK0czZG9Qh1LNFUNiN4PQLO7hbS/QpHuk2n6do8FSVXhtLfZiQaS8vsNIIgYO5tp+P7ewYjOcyi4W6R0shdoxQ7IWliMJ22m4RzlYsg5LArnzHMIPyLX3bzdnedCo5+BqBvrOJpXUSqZ2kU63UthNAqYp81+/q+EAQBH07ge3xV1VoLrRkuyxxUV+cPaV9YfBI8Q6MTEwQfe1wHDhjpEQzPACoihrU6rbXGW1V3KgU7YZw3rlMPxQWAkm83YX95wOMmIzEOz1xSgGUPFGsmLVGrK0Zflf5t0gEAw/L5DgLS8D1rbw+bxOG3Pcfwn5//0Njb/DmevqQ7Vk8bHvx8oFxfk2twR6V+HxDIAudmdyBqSoXDeKK1oMFjx8HjeOqLX/HuskBGez1PK7V+/mB5leE+VVxs3lMmFfY2pyllfF+nEQ2gNXV+fLp6F/63SpooxajXnVmb1rjXl+GlBZuV57HRw/Hqy76jlcH6cMpl3ztZYQUOG+Lq3gWF+qs10c453Zvh+csLMSw/Gzec0Tpi5UiJj0FjTlahhsKscX0kg+pwDGwfu6ALruibizM7NHH9XHrIQ0EJIpywXntGvY3c1Gaw+jrwQlki1Tc2ivFy2zErYrdOck73ZjijfaDN69WqMXq0TFPs85+Vf4S8amwU1Iksflbd/PVIkGhaNHziY7y4uGcL7ndeMXwvOHG1d8V+vx8nqmq5hovDx53xTDgZcStT65kdmuDSXvxnDwBPf7kBH60MGGwykmLh8QhokhyHoZ2zcPeIjtzfyJ+tWW2mxy7oigfO7owXr+iBe8/qpPhe4lFnsToa8cqzM7QSBEHSN1bX6B8sMc6H/046TaUs7hmOwultb1Z+5WiFNPsda6QY3FE5/lYb/3sFwXD/KRqlZv24VbKdHbc8Pncdrp+1DHWye1dX58eXv+yWGLTC7Tghhjiu33UUE99ZiVv//TM326leqazMLZ7+coNyo43Lj1fRzLXixUZGKYZoM/zwVoUbEqxAY7TdWzNcUNgcL1/T+6TxUooERR2zJCtS4dDnGDMgD9Mv6g5PBNXhRS2f87rnRKwMhD3cmmiEEzaEVc+1Xk40ebk2Togew3ycz8OdNNWa0PUJB4PaKycFz379G/7+zSbbx651IHyPF37gRJ1jDZhsF2D1uUTD83z2sgKuES/oKeVQiM+Xv+xB56lfoKxCmWr9lR+24NfdZTbPcHLiZqbWRB3Jg31HRU+pUBspCAImDm7HFUSuVgvfM1ie9tnJGD+oDeJjvJhQ1BZDZRlAq2rqbLcNRsLLg0YMG5V+5tW90LZJIh4yKBytZ0h3o62oddHgJcds+J68TBlMcqF/jukd9KoTUTNKCQKCFVE3fM/Hnx//9PtBzFoUEMN/5YctmP/rXizfdkiyzwcrduKm2SswnCMuHy5EbTLWQ+oY094a7VntRmE4sfgYr/IsxLGmmfkeGaWimCYSo04UjIhM0jwtlDWONHUIQRBwZ3EHNE2Jx/hBbSJdnLDw0S0D8eUdgzCgbUaki0JYxM2JRrhgx9BG0jEDkXVtV4NnlIpUz5gcH4M6zk2KtvCmCUVtJSmoRQ6UBzRozBqAJg1uF/x7/vq9QS0bq88hxsOpjw48VFa30Mz4qTPnXkUTvEmIOEles/Ow6eP9hyPqf/NbKzR/c9aM700LaxP2MOp1kMGRK7hmQCsUyjKKfvXLbq4nnNWphtwDNxC+Z89IGqPTVznlzXtW16aYf1cRurVINbS/mlHKyjznrmEdDO0Xzn5FzcgAQOF1xIPtp2N9Hjxwdj5ivR70rPfarVQJ32fvq16/pCWm/vD/1kk8/8Q282hFNfYdrcTcNbsUvwn3FJvndMK+j36DVmK7nsZ2M2QCASkDHjsPnzB9LDJKMUSb4adZarz+TlFMZhRo+RDRxe3F7bF4yhCJwfJkJjHOh45Nk/V3JAgXYQd4MSaFMaOpW1Qb/ISbH+8bglifB1NGdlZ8J04eosXDLD7Gi/tGKsNrRMw+39uL26NTfZu2+PcDtoVmzQq1GoX1YmPrvN5zeX2smkdkdDzPKZxnKepn1Zl1dwHQo2Vj3FLU1nQ59NLDE87iMfiisl4qIj6vBzefKV0InP75r3ix3luypraO8fC0Vs/l7/GW/eXBv632IUYMNk5Mqs3iUzEEiNnyzLT9tw5tb+rc4ehX1MKxAGOGt3SZ1Ei3FqlYNW04pp3XBYC6gc0jCIbNjHoJjFhPQK9HwHNfbUC3h79Cnyfm4bvf9in2D3frzsv0qJkNWQVef2AFO+O8dBUP9lWcxAR6kFEqisnLTNTfKYrxeATMGF2Ie8/qhNYN/FoI54g24y9BnEoYHdS66Sj17KUFln97Rd+Wks+RaE9y6o3qXZunYuHdRZLvKqMwO5mW4cfs7YvxetCjpTILrOXJLMdTyoknWl4ZCoVg67xeMZumxnMXBKOl27pxUJuguHSLxoF6GCfzUjFbVCM6c5f3yTV5VMJJbjdovMhQ0R7lPeMPV+zE7/uOofDRr7HzUMCrwWx4t4j8nflh034s2rTf0rFE2jRJwkccTz4e4ewHvDzvzjARlvA9DU8pXkZOeUIEnvZjo1hv0Ev7zyMVXIOF1yMY1uVSC98TYRclPALwggPh6k7CW2Ab/n/fYdnWgwDYcFrtG9E7Lx3zJg8yfX4xbNCJcZ5e4qoGlX2PUKdT0xTcPrQ9HjxHuRrbULiwR3NMsLAKRxAEQTjDweNVwb/NpnR3Ywx8ca8WmHl1L0u/feLCrg6Xxhy9WkkNMvLBpaiDEi1GDMC4uL1ReIezer16K95WuX1oyMuCN5HSwuksdk4iCAJeuLwH/nZxd3xUn11RK5TFCEa8J7vkRHdY48lOy4wEQ8Z8tQgFXti2zyvgyc/W4xhjwLX6Pt46tD2G52fj9HaZwW1v/LgNgD3vniQNLS2/PzJh5l6dxi6a2n4rZKeoR7mwnlLVtXV4Yf5GLNlyQLJPjkokBCuAfkHJIlQzHnqAuVA0vXrKemMt2KD0jJIT7sWtxDi+Ue3qV5ZIPhspVrss89EYt/77Z6zZecR29lzA2Xvnbl52wjZ3Gow3JgiCIAgemUxIR0U1X89Bjl0BTT3Y7LJm8HgE+DxCcHAczrFkQW4a3hnfT7ItzisdXJo1+oWDvAx1T2Urg1Ged5NVeIkonBjkdmuRir9d0h33fLBamiXQwG/lItBGfxcuGsV6cRnjuST3bjF7/3w6RsuUeB+apZ4aIffRjF6oa256I1VBdJ5hetuB49h24Lhkm1HNQTkp8TH41zW98Z+fd+KHeg8pJ9pmPYF3kbCG7+k8B7NlmXvr6VEVDqsV2VLLtI3/Xrodz339m2Kftk34v0+QGWI6PPi5xCtLMBG+lxQvrRfts5Kwce8xSdlE/v5tdHlJASGhczliCJ9ZY2usl594RYvz/v4DujZ3f7GBPKUIgiAIQsaoUaPQuHFjXHLJJZEuSli576yQty1Pt0BTu8Ol0b6d7LJWJ052ueH01oqwAXlZQppS0UOT5Dj1VWgLBeXp2zh5vU4dS/QAkoeX6BHNnlI87L4Paho5QCD0ZdmDxba9sU4F3M7UqudJcklP9RBLo96SdusS6w0jNhN2jFOJUaIjyGLUUGaUrs2NCayHC0EQ8MO9g7nfVTNep5sZIxBL+2y+545cR8nvB04wi2RegdEI06k0TVOk4aJNZeGjT3+5QfP3csLdX+uNf4JZJQ0eT26kM8raPwKZVO0akL+6cxAeOb8L9zszC1/UyxAEQRCnBLfffjvefPPNSBcj7LTMSMCV/QJaTAfLqxTfn929Ga7u31Kx3U3s+GGxE6xwDiZHdGnKKYu0BHaFv93i09tOd+xYTouTJ1scUOshenSxRiYjXkROZiULB3r6KnpoGSwykuIQ5/MiI5ES1+jhdqZWvbCx9ER171OjyWWsakqJxLNGqfrW2c6rY9hTKozvZ7JOmex4euo9p3CFmbVonMDdXlnNJpBQ1hWvR0BKPL8esgZLHuxih95VZsuMUmrnjFbaZSVxQ1OtJtOzs8gH2H9/OmQn49qBefYOAjJKEQRBEKcIRUVFSE4+NbMh6k1oqmv4ZiK3sv3YycApWc13aZB+Trdmks8fThioossi3fbLn2WulssqnZqmoH+bdMV2K6XkeWzYudy5t0oNZk7dOtEDqNaB8L1oRl4vjYboimgZGePrPaTySVMq4uh5SqWpZMECtHWCWNzwlLKDnoeXPwKiUryQYxYr1z1jdCHyMhIw/aJu2sc2f2jLXNa7hWLbGX/7Fmv/OAIAiOHUFTH5Ag+9++bxGA/fk3tK2c1yHe7uullqI0WSFCC0kBLyGDN2PF42v0jwV079pfA9giAI4qTiu+++w3nnnYecnBwIgoCPP/5YsU9JSQny8vIQHx+Pfv36YenSpeEvaJSiNaGpq/OHPWSpSXIcXrmmt6Xf2l3NN8JTl3THNQNaBT8bndSJRJdJKgBvNdnKyjvfwGn9iltlJOLc7iEjoFP3TjQYblQJMzFDOFKxW0VuSDCbWjxGQyOMfdduHdJO8t2UD1ebOg9hD54RgEVLFFwQBNxiIOmQXaNUnMRTKnRuN/hw5U78eaSi/lyReT95fZGV/unCHs2x4O7BGNShiRPFcoS/XtQdD5+Xr9j+6P/WAeAbDO0k1fAIMJx9LzUhBs9fXhj4u1EMLu6lNKBFOxmcpATycZrRen16+1CCgUcv6IKv7zSXkc+p9+fyvi1xBlOWwLGNQ0YpgiAIIuopLy9HQUEBSkpKuN/PmTMHkydPxrRp07By5UoUFBRgxIgR2Lt3b5hLGp2oGaWykuPQKiMR1SrC5m6uIBbkpln6HTtxcqt4SXE+TBocmoRnJcdr7N0wcEqLy0yWpEgeM4UTFhhlDmyOYDeDoZanFDvJlE+2/7d6l63zEuZoopJZT0SvHtxzVicUddQ2ejhq8Bfsh+8BwNBOWdztOw+dkJ8q7PTjeJ/abWfvP7uT6nfhvE6PR0BmsrLOidlMYzhttp36w/YBRi7zgsLm2PjESPw0ZajCc8os4c6+p4bPI8Dv9+OLtbtN/e6u4R0weVgHfH3nIFwzIA/ts5ODkg0PnN1ZYShyk+cv72H5t2SUIgiCIKKekSNH4vHHH8eoUaO43z/33HMYP348xo0bh/z8fMycORMJCQl47bXXwlzS6ERt0v/DvUMQ6/OgZ8u08BYI1g0RdifhRslKicdLV/XEq9f2Nj3RiJIxrgQ29btInYUsi06H78mP6dQEIT1RPZzJLNH4PEVsC51rTCTZY0cqwQARQK6jIydOR7MH0PamivV6nJ2cOxRa98q11jxqw0H/NhlY8JciyTa7hr0bB7XF2zf0098xDPCSIKzcfhh7yiq4nnt63nxaLNp0AHNNGrpjvB40ivXC6xEwwYAnYLTj9Qr45te9WFMfImn0dUyI9eG2oe0lIvOPnt8Fn99+Bq4/vbWu5paTr316Yiyu6hfSKDXTplAPQxAEQTRoqqqqsGLFChQXFwe3eTweFBcXY/HixZaOWVlZibKyMsm/hgwvYxoQmmhe3b8VHrtAmT3Fzbm4VaMUK37rtrHg7G7NMLRztuY+/5vknIi4m/BE2HmGKj24RilLJWKO6cKDbMwxShkZIGvpokQjdifBNRqhu6ynVLiMwdFANGZqzdAxshp5PvEahisnjI5dGe2xClEU2+arHS1eLCxzbz0ddw3rgBvOaI20BOmE304Im4iaQT3cYYoV1fy2od+T87klidO59tuHtjd0XivP/N6z1D3MGgqHj1fj+jeWO3Isn9eDzs1S4PEIriUTUYNNvkHhewRBEMQpw/79+1FbW4vsbKnxIDs7G7t3h9ygi4uLcemll+Kzzz5DixYtNA1W06dPR2pqavBfbq56uu2GgN44OcbrwZgBeWEpi4hVo5TdTDNO061FqmISEY0aRDec3kaxzYpRird6bhc2hOyzNc6EhaU1spaR6VGecTb6HmeQuBh7Q/ndZRWq37HZJY144pwsRGOmVo9HQHHnbDRLjce8yWcqvo83UA+qNPTGnDBK+bwePHdZAYBQ2+LEq9O3tTJMLpJ0bZ6KW4e2R5zPi7SEWOQ3Cxnj7HgLiahpPIa7Hdp1RL1tqOF42SbGabcRdw7rYCjJidXrjOZ22gpOXU+4FxSs9klklCIIgiBOCebNm4d9+/bh+PHj2LlzJwYMGKC675QpU3DkyJHgvx07doSxpM5j1RPFzVVqq2ViQ1Cixfjjgp3Gcc7u1hSzr+8r2XaswrxRijfAtVtPWE8+s0LdamiFpWkxpFM2frxviGRbBJJ8GSbOa89Y1CYzUfW7WGbFu09edBkG3CRaM7W+fE0vfH/PYK5eGuudoEZljXpmRjVvWrOIBvo/Dp/Q2dM4z15agBevUNeqibQxYlh+aEHMCV2u/GYp6BIFGS8v7JGj8AQT4Rk4p52nNOjLyUxyLqxazld3mBP4jn6cqdh6UfpOj/Mk7wBl3yMIgiBOFTIzM+H1erFnzx7J9j179qBp06aWjhkXF4eUlBTMnj0b/fv3x9ChQ50oasTwamTYihROhO9FC3cO6yD5HOlJEg9BECQr+oA1Tymt1PNWccP7CgA+uFnd8KxFjmw13ylDmRsk6Hgn6DE8vymeupifir5leug+tMtKwt8u7m7rXOHgZM7UKggCfF4Pt+004p2gVY+darMyZYLsTkx4c9MTMLKrel8e6cUJtv2K9dkvi8/rwdxbT8d5BTmS7eG+ymapjbDiwWFo20RpuP7lT6WkQZ6GgVukiYtJQ06GhCRuUKezquJ0vWLbIgrfIwiCIE4ZYmNj0atXL8yfPz+4ra6uDvPnz9f0hjLCxIkTsW7dOixbtsxuMSOKfPE2Oc6Hpy9RTjDlad/dJEYj65cWSWHUlDLKlX1b4ur+LfV3jDBy76ET1eqeE2rwVs7tPgYndFh4dGuR6shxKizcp3AR4/Vww7mM4vEIGN2HX3eLOkgzn13WJzdq3jk1ToVMrVyjlAFPKS0vnk5NnfEMUxqlHDms5iKGE4YgO/g0slRaRRAEZ7MhWsTrEbjt87z10kXA6RfxDdtyHjq3s+4+WmGmWqQ0ir4FKzs49e5k6GTudBojbRGPyNd2giAIgtDh2LFjKC0tRWlpKQBgy5YtKC0txfbt2wEAkydPxssvv4w33ngD69evx4QJE1BeXo5x48bZOm9JSQny8/PRp08fu5cQUTzMgP75ywuxatpwXNpbqZN11/COuLAwtDrr5lDf6go6q1sRLfNjQRBQmNs49DmCZdFCPsmptGBsaczxlLI7eGZ1wpwUrHVqUhfNRikg4MXktNbaYxd0wdDOWYrtMVHodckS7kytkUiK4eEapfSfy5Sz1Q0C/dtk2CqTSIZL4Vla/YUvwnWS9ZRy0sAuXwCIlEG4kU7bIgjAFX2NLcq0ykjENQNaBT/LvXcBoEoj+YJ2OaK15+VTkJsWlvOMP6M1GquEYQLO1ytWn46y7xEEQRAnFcuXL0ePHj3Qo0dAV2Ly5Mno0aMHpk6dCgAYPXo0nnnmGUydOhWFhYUoLS3FF198oRA/N8tJ4ynFDAyS4nzcSY2IVoamaCAaw/cAoFGU3zdAKigOABUWVqTdqB+siPZNg5SC7FZxapKiloUqmnByMnz3iI4YMyCPf/8a1rxPghuZWiORFIMX7mrEKNU6MxEzr+7F/c4pzbAYr0cy2Q5HdZG3a+GGPb8TQuciymQNkblOvcyPZmH7yts4Gfmqa9wT8bv5zLauHdssL13VEwPbZmDSYL6HulNPOzk+Bt/+pQiJYUoSw7ZFZkLzyShFEARBRD1FRUXw+/2Kf7NmzQruM2nSJGzbtg2VlZVYsmQJ+vXrZ/u8J4unFBv6oGfUYfeNxoXHaAzfA4BGsezqYAQLooF8gFirp4DKoU2TRLTKSJBsS4i1ZyhkJylaBlMrOPEsKjQEoqMFp4xS8TEeTFSZJDV03MjUGomkGDxRcqMGWF7Y9N0jOjqa4e7qfiGvmXB4r7gV/msUiaaUk55SDhuDrMLzjmUxmwiCXYTghV5W1Vpvb/9vdAGKO2dLPL5FXryiB+4e0dHysZ2meVojvDO+P85S0Utz8tVJS4jFT/fztVEd15RijFJmPHjJKEUQBEEQKpwsnlLsJCZRx4BgVYA8XOiVP1KwHkTRGkbgRLlEDaMCRq8pyab3WkeH9Gx4OOHBVtkAPKViHfIW0fMKs5o1syFhJlNrJJJiyI3LZrwReHovThshUxgPn3DUlogbpVhNKRc9pSL16iXHq4d+WYE1WvDqo1VNKQAY1aMFXrm2N9ITpTpKV/TNxXkFOVGZKddu/2kUtefo9HhFapQyfm1klCIIgiCIkxw2vCBRJ1uXxFMqCmN1WE+vaCpfQwjfc4oYr0cykNWrU3oMbJuBR87vgndusO/dKMcJrSUrgvDhxm7Y0KvX9obXI+Dh8/I194t0qJQd3MjUKhLOBQy2jR7QJgMrHhxm+LdyA/DZ3exdN48UZvIbjnDwSNdJr0RTyrmyyD1SI4WWHhFgPnvqkE4BrbqUeJ8i0ykAVNfaD99jPZeB0GJWNC4YpSjCNBs2rKFRT4+MhYxSBEEQBKHCyRK+J8g0pbQwO8C0wyPndzH9G7sGELewG8LW0GBXs+16rwmCgGsH5mFgu0y7xVLgxKS4vLLGgZK4i11vkaGds/HLIyMw9rTWmvuFs31wGjcztYazr2Db8+aNGyFVx2jA0iQ5DgUtUtEoxot/j++P5y/v4Xj52Cxo8THOTTXvGtaBuz3S4vusIcpJr61uzVNx/emh9zFSb95FvVpofj/7enOLCZ2bpeDz28/AgrsHIyctXvF9pQ1PKRGvrE5EqxYlACTH88tmIbpel0s4z9LpehVL4XsEQRAE4SwnS/hebuPAamSsz6O7KicZzLk8Cr52YB5X+0ELyeAyiubHDcVT6ru7BztyHDZDktM6UE7iRDiqE5Mkt3FiMmzEgCef7EUbkcrUGqm+YvvB46Z/897NA7B4yhAMaJvhSuibW55Sk4a0w9scb8rIe0qF7qFSnNw6giBgUIcmks+RoHlaI7w+lm9sfemqnhjQ1nzmxs7NUpCeGOt4+J6IPMy4jhG+clq43S5q72CdC1apJ0Z1xV3DOuC9m0JGeKf7N6uaUtFrNiQIgiAIwhGKOmbho1sGIs7n0Z0khNsTwox7NxA+/QWzxMdG92RdpGVGAmJ9HtsDfycmDuGgxoFQkIaAU5pSejgZnuQGy5cvx+DBIcPr5MmTAQDXXnstZs2ahdGjR2Pfvn2YOnUqdu/ejcLCQkcytZaUlKCkpAS1NkSazSC+w22bJJr+bZzPyzUGOAW78OGkRqEgCGiaqvSsibT3HmuIykpRls8O0aLhphZKmOqAEW7p/UOx/eBxXDIzkFCgutYJTynp50PHq4J/f3TLQJz59ALb53CbGheMUnE+L24d2l5i8DrqsCewJHwvhjSlCIIgCMI2J0v4HgD0bNkYXXJSdfcLd/Y9syv1Uk2p6KGRROg8ggUxwGMXBMIm7aTHbgghbYC1DIMA8NiFXR0uibvkpodHf4aX+S2aiFSm1nB7Sn11xyBMKGqLu4ZHTzYxkWSmjXbaeN0mMxFXMdn9gMjrBOVlhAyDmUlxGnuaJ4yOy5qoCbg7YZTKSolH77xQ9kcn6ozce5cV+W6VkYizujivpWaHNvXG5dPahbzOrPZdRmDvz9GKakePzdYVM3ILZJQiCIIgCBVOlvA9M4R71dlnMhwoidEvcmMl0SqsUapVunnvhXAyuk9LLH1gKO49y/qE1onV7HBgtY6M6d/K4ZK4y1+Gd0SMV8Dgjk30d7ZB2QlnJzCENfIyE3HvWZ0cN4I4ATvhrXK4nRAEAU+M6oaRXaPHqNC8cUisOzPJ2dCwaPGUctMoJceJOsPet2H52bhpUBvp91Hm8fm3i7vj7hEdUXJlz+C2cI1vjlY47SkVqitmPOGj0weeIAiCIIiIwA7WwpLO22fuLOzK2/Gq6MmK5vN60CjGixPVtejfJl3/BxEmK9lemMlTF3fH45+uxwtXOC+U7CQ1ddYnOElxPhxrIB5heZmJWPHQMNe1zZwO9ThZCHf4XkPheKU798PnghaWVbweAf+4qif2HatEmyZJjh6b1cuKpH0qzstvV8yI7BvFmfC90M16+Zreiu9jokwHsXdeusRbDABqbfRdZjjmsFGKNWCaMVqSUYogCIIgiCDh9pSKNTm5YCcj0RZCtvCeIlRW1yEjCr0XnGZkt2YY2a1ZpIuhS60NTanrT2+N5+dvRJHL3kdOwQpMu0XL9ARsP3gcTZJiscP1szUcJk6ciIkTJ6KsrAypqfph0qcKBxktHyeJNm0zt9pCNlw2kkYpuadUx+xkXN4315U2p12WfcPeud1z8Pin61UXiNwQ+HcaN8P3WE5UO2s4jiOjFEEQBEE4y6m4+s2G04VDq8PO4LC8KrqMUna9jwjneeHKHrhu1jI8fF4X07+9dUg79GuTjsLcNOcL1kD51zW98OL8TbihfzZ6Ph7p0hDRjlsJEWKiPAukUzgpFG8H1ig1PD8b/+J4H9ll7q2n43+r/8Skwe1sH6tpajzWPDwcCbF8U4deFuJoIFxGKaeJY7x1KfseQRAEQTjAqbj6neGwJoYetoxSUeYpRUQfgztmYf2jZ1lKTe/zejCwbaYLpWq4dGqagpKreqKsrCzSRYkqTsUFDC2u7t8Sb/20HWMH5rlyfF+UeUq5hcRTKoJS56xxzIyhwQxdm6eia3PnxlnJGl5c6YnhHedYwd8wbVIS73cz2ffIKEUQBEEQRJCmTErrsGhK2ZhcuKVXQpxcWDFIEYQZTsUFDC2mntsF53bPQc+WjV05fkMIv3KCaDS+HTze8JMdpLmgheU0WSnuel57BMANZyx2TNckOQ6AMW9JMkoRBEEQBBGkaWpoIFQbhqU6O5OLhiJCTRAEcSoR6/Ogf5sM/R0tEm2aUm7ROCHk0RMt4Vx7yyoiXQTbpCdEv6dUCyaroxskx8fgiAvZVAVBwJOjuuHQ8Sq0y0oy7FV7apiZCYIgCIIwRG7jBHRtnoKuzVOQpKLH4CRWjFJntA+EVF3Zr6XTxSEIgiCinPMKcgAAeRkJES6JuzRhkmbsOnIigiUJEedr+OaDnq3c8eBzgiGdshDjFXBprxaunicpzr3x3ZX9WmKiSW0w8pQiCIIgCCKIxyPgf5NOR50/8LfbZKeYz1T3+tg+2HWkArnpJ/eEhCCIhgFpSoWX7i3SsOAvRch2OcQp0rB9cKRDFmdf3xfPff0bpl/ULaLlcILslHjMm3wmkuOjzxTy8jW9UVlTqyrS7hS3F7fHPR+sxjndoyOLruD3N1QZLfuIcd8Pf7AM+a2ycWnv3EgXiSAIIqKI7eKRI0eQkpIS6eJEHHai8dtvv9F9cQG/348nP1uPrs1TcUFh80gXhyAIA1BfwYfuC+E089fvwbcb9uLBc/JJH49wDL/fj837ypGXkQCfiwZPo20iGaWo4yAIgghC7SIfui8EQRAhqE3kQ/eFIAgihNE2seEHhRIEQRAEQRAEQRAEQRANDjJKEQRBEARBEARBEARBEGGHjFIEQRAEQRAEQRAWKSkpQX5+Pvr06RPpohAEQTQ4yChFEARBEARBEARhkYkTJ2LdunVYtmxZpItCEATR4CCjFEEQBEEQBEEQBEEQBBF2yChFEARBECpQSAZBEARBEARBuAcZpQiCIAhCBQrJIAiCIAiCIAj38EW6AJHE7/cDAMrKyiJcEoIgiOhAbA/F9pEIQP0FQRBECOor+FBfQRAEEcJoX3FKG6WOHj0KAMjNzY1wSQiCIKKLo0ePIjU1NdLFiBoOHDgAgPoLgiAIFuorpFBfQRAEoUSvrziljVI5OTlYt24d8vPzsWPHDqSkpES6SCcVZWVlyM3NpXvrAnRv3eNUv7d+vx9Hjx5FTk5OpIsSVaSnpwMAtm/fThOwMHCqv4fhhO51eDlZ7jf1FXyorwgvJ8v71FCg+x1eTob7bbSvOKWNUh6PB82bNwcApKSkNNiHHe3QvXUPurfucSrfWxpIK/F4AhKMqampp2y9iASn8nsYbuheh5eT4X5TX6GE+orIcDK8Tw0Jut/hpaHfbyN9BQmdEwRBEARBEARBEARBEGGHjFIEQRAEQRAEQRAEQRBE2DnljVJxcXGYNm0a4uLiIl2Ukw66t+5B99Y96N4SPKhehBe63+GD7nV4oft9ckPPN7zQ/Q4vdL/Dy6l0vwU/5XIlCIIgCIIgCIIgCIIgwswp7ylFEARBEARBEARBEARBhB8yShEEQRAEQRAEQRAEQRBhh4xSBEEQBEEQBEEQBEEQRNg5pY1SJSUlyMvLQ3x8PPr164elS5dGukhRz/Tp09GnTx8kJycjKysLF154ITZs2CDZp6ioCIIgSP7dfPPNkn22b9+Oc845BwkJCcjKysLdd9+NmpqacF5K1PHwww8r7lunTp2C31dUVGDixInIyMhAUlISLr74YuzZs0dyDLqvfPLy8hT3VhAETJw4EQDVWUIb6ivsQ31HeKH+JLxQH0MA1Fc4BfUX4YX6i/BC/QUfX6QLECnmzJmDyZMnY+bMmejXrx9mzJiBESNGYMOGDcjKyop08aKWhQsXYuLEiejTpw9qampw//33Y/jw4Vi3bh0SExOD+40fPx6PPvpo8HNCQkLw79raWpxzzjlo2rQpfvzxR+zatQvXXHMNYmJi8OSTT4b1eqKNLl26YN68ecHPPl/oFb3zzjvx6aef4v3330dqaiomTZqEiy66CIsWLQJA91WLZcuWoba2Nvh57dq1GDZsGC699NLgNqqzBA/qK5yB+o7wQ/1J+KA+hqC+wjmovwg/1F+ED+ovVPCfovTt29c/ceLE4Ofa2lp/Tk6Of/r06REsVcNj7969fgD+hQsXBredeeaZ/ttvv131N5999pnf4/H4d+/eHdz2j3/8w5+SkuKvrKx0s7hRzbRp0/wFBQXc7w4fPuyPiYnxv//++8Ft69ev9wPwL1682O/30301w+233+5v27atv66uzu/3U50l1KG+wh2o73AX6k8iC/Uxpx7UV7gH9RfuQv1FZKH+IsApGb5XVVWFFStWoLi4OLjN4/GguLgYixcvjmDJGh5HjhwBAKSnp0u2v/3228jMzETXrl0xZcoUHD9+PPjd4sWL0a1bN2RnZwe3jRgxAmVlZfjll1/CU/AoZePGjcjJyUGbNm1w1VVXYfv27QCAFStWoLq6WlJnO3XqhJYtWwbrLN1XY1RVVeGtt97CddddB0EQgtupzhJyqK9wD+o73If6k8hAfcypB/UV7kL9hftQfxEZqL8IcUqG7+3fvx+1tbWShwkA2dnZ+PXXXyNUqoZHXV0d7rjjDpx22mno2rVrcPuVV16JVq1aIScnB6tXr8a9996LDRs24KOPPgIA7N69m3vvxe9OVfr164dZs2ahY8eO2LVrFx555BGcccYZWLt2LXbv3o3Y2FikpaVJfpOdnR28Z3RfjfHxxx/j8OHDGDt2bHAb1VmCB/UV7kB9h/tQfxI5qI859aC+wj2ov3Af6i8iB/UXIU5JoxThDBMnTsTatWvxww8/SLbfeOONwb+7deuGZs2aYejQodi8eTPatm0b7mI2GEaOHBn8u3v37ujXrx9atWqF9957D40aNYpgyU4uXn31VYwcORI5OTnBbVRnCSJ8UN/hPtSfRA7qYwjCOai/cB/qLyIH9RchTsnwvczMTHi9XkXmgD179qBp06YRKlXDYtKkSZg7dy6+/fZbtGjRQnPffv36AQA2bdoEAGjatCn33ovfEQHS0tLQoUMHbNq0CU2bNkVVVRUOHz4s2Yets3Rf9dm2bRvmzZuHG264QXM/qrMEQH2FG1DfERmoPwkP1MecmlBf4Q7UX0QG6i/CA/UXUk5Jo1RsbCx69eqF+fPnB7fV1dVh/vz5GDBgQARLFv34/X5MmjQJ//nPf/DNN9+gdevWur8pLS0FADRr1gwAMGDAAKxZswZ79+4N7vP1118jJSUF+fn5rpS7IXLs2DFs3rwZzZo1Q69evRATEyOpsxs2bMD27duDdZbuqz6vv/46srKycM4552juR3WWAKivcBLqOyIL9SfhgfqYUxPqK5yF+ovIQv1FeKD+QkaEhdYjxrvvvuuPi4vzz5o1y79u3Tr/jTfe6E9LS5Mo2RNKJkyY4E9NTfUvWLDAv2vXruC/48eP+/1+v3/Tpk3+Rx991L98+XL/li1b/J988om/TZs2/kGDBgWPUVNT4+/atat/+PDh/tLSUv8XX3zhb9KkiX/KlCmRuqyo4K677vIvWLDAv2XLFv+iRYv8xcXF/szMTP/evXv9fr/ff/PNN/tbtmzp/+abb/zLly/3DxgwwD9gwIDg7+m+alNbW+tv2bKl/95775VspzpLaEF9hTNQ3xFeqD8JP9THnNpQX+Ec1F+EF+ovwg/1F0pOWaOU3+/3v/jii/6WLVv6Y2Nj/X379vX/9NNPkS5S1AOA++/111/3+/1+//bt2/2DBg3yp6en++Pi4vzt2rXz33333f4jR45IjrN161b/yJEj/Y0aNfJnZmb677rrLn91dXUErih6GD16tL9Zs2b+2NhYf/Pmzf2jR4/2b9q0Kfj9iRMn/Lfccou/cePG/oSEBP+oUaP8u3btkhyD7qs6X375pR+Af8OGDZLtVGcJPaivsA/1HeGF+pPwQ30MQX2FM1B/EV6ovwg/1F8oEfx+vz+srlkEQRAEQRAEQRAEQRDEKc8pqSlFEARBEARBEARBEARBRBYyShEEQRAEQRAEQRAEQRBhh4xSBEEQBEEQBEEQBEEQRNghoxRBEARBEARBEARBEAQRdsgoRRAEQRAEQRAEQRAEQYQdMkoRBEEQBEEQBEEQBEEQYYeMUgRBEARBEARBEARBEETYIaMUQRAEQRAEQRAEQRAEEXbIKEUQDYi8vDzMmDEj0sUgCIIgohjqKwiCIAg9qK8gogUyShGECmPHjsWFF14IACgqKsIdd9wRtnPPmjULaWlpiu3Lli3DjTfeGLZyEARBENpQX0EQBEHoQX0FQajji3QBCOJUoqqqCrGxsZZ/36RJEwdLQxAEQUQj1FcQBEEQelBfQZwskKcUQegwduxYLFy4EM8//zwEQYAgCNi6dSsAYO3atRg5ciSSkpKQnZ2NMWPGYP/+/cHfFhUVYdKkSbjjjjuQmZmJESNGAACee+45dOvWDYmJicjNzcUtt9yCY8eOAQAWLFiAcePG4ciRI8HzPfzwwwCUbrbbt2/HBRdcgKSkJKSkpOCyyy7Dnj17gt8//PDDKCwsxOzZs5GXl4fU1FRcfvnlOHr0qLs3jSAI4hSD+gqCIAhCD+orCEIJGaUIQofnn38eAwYMwPjx47Fr1y7s2rULubm5OHz4MIYMGYIePXpg+fLl+OKLL7Bnzx5cdtllkt+/8cYbiI2NxaJFizBz5kwAgMfjwQsvvIBffvkFb7zxBr755hvcc889AICBAwdixowZSElJCZ7vL3/5i6JcdXV1uOCCC3Dw4EEsXLgQX3/9NX7//XeMHj1ast/mzZvx8ccfY+7cuZg7dy4WLlyIv/71ry7dLYIgiFMT6isIgiAIPaivIAglFL5HEDqkpqYiNjYWCQkJaNq0aXD73//+d/To0QNPPvlkcNtrr72G3Nxc/Pbbb+jQoQMAoH379vjb3/4mOSYbR56Xl4fHH38cN998M1566SXExsYiNTUVgiBIzidn/vz5WLNmDbZs2YLc3FwAwJtvvokuXbpg2bJl6NOnD4BAJzNr1iwkJycDAMaMGYP58+fjiSeesHdjCIIgiCDUVxAEQRB6UF9BEErIU4ogLLJq1Sp8++23SEpKCv7r1KkTgMAqgkivXr0Uv503bx6GDh2K5s2bIzk5GWPGjMGBAwdw/Phxw+dfv349cnNzgx0HAOTn5yMtLQ3r168PbsvLywt2HADQrFkz7N2719S1EgRBENagvoIgCILQg/oK4lSGPKUIwiLHjh3Deeedh6eeekrxXbNmzYJ/JyYmSr7bunUrzj33XEyYMAFPPPEE0tPT8cMPP+D6669HVVUVEhISHC1nTEyM5LMgCKirq3P0HARBEAQf6isIgiAIPaivIE5lyChFEAaIjY1FbW2tZFvPnj3x4YcfIi8vDz6f8VdpxYoVqKurw7PPPguPJ+Cs+N577+meT07nzp2xY8cO7NixI7iqsW7dOhw+fBj5+fmGy0MQBEE4A/UVBEEQhB7UVxCEFArfIwgD5OXlYcmSJdi6dSv279+Puro6TJw4EQcPHsQVV1yBZcuWYfPmzfjyyy8xbtw4zYa/Xbt2qK6uxosvvojff/8ds2fPDgoVsuc7duwY5s+fj/3793Pdb4uLi9GtWzdcddVVWLlyJZYuXYprrrkGZ555Jnr37u34PSAIgiC0ob6CIAiC0IP6CoKQQkYpgjDAX/7yF3i9XuTn56NJkybYvn07cnJysGjRItTW1mL48OHo1q0b7rjjDqSlpQVXKngUFBTgueeew1NPPYWuXbvi7bffxvTp0yX7DBw4EDfffDNGjx6NJk2aKAQNgYC77CeffILGjRtj0KBBKC4uRps2bTBnzhzHr58gCILQh/oKgiAIQg/qKwhCiuD3+/2RLgRBEARBEARBEARBEARxakGeUgRBEARBEARBEARBEETYIaMUQRAEQRAEQRAEQRAEEXbIKEUQBEEQBEEQBEEQBEGEHTJKEQRBEARBEARBEARBEGGHjFIEQRAEQRAEQRAEQRBE2CGjFEEQBEEQBEEQBEEQBBF2yChFEARBEARBEARBEARBhB0yShEEQRAEQRAEQRAEQRBhh4xSBEEQBEEQBEEQBEEQRNghoxRBEARBEARBEARBEAQRdsgoRRAEQRAEQRAEQRAEQYQdMkoRBEEQBEEQBEEQBEEQYef/AfnV6KvojW+VAAAAAElFTkSuQmCC",
+      "text/plain": [
+       "<Figure size 1200x600 with 6 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax = plt.subplots(2, 3, figsize=(4*3, 6))\n",
+    "ax = ax.flatten()\n",
+    "\n",
+    "f = FullModel(potential_dict, voltages, **options)\n",
+    "\n",
+    "for k, init_cond in enumerate([circular, rectangular, chem_potential]):\n",
+    "    res = f.get_electron_positions(n_electrons=len(init_cond) // 2, electron_initial_positions=init_cond, verbose=False)\n",
+    "    # print(f.count_electrons_in_dot(res['x'], trap_bounds_x=(-2e-6, 2e-6), trap_bounds_y=(-2e-6, 2e-6)))\n",
+    "    f.plot_potential_energy(dxdy=(4, 4), ax=ax[k], plot_contours=True, print_voltages=False)\n",
+    "    ax[k].plot(init_cond[::2]*1e6, init_cond[1::2]*1e6, '.r')\n",
+    "    f.plot_electron_positions(res, ax=ax[k])\n",
+    "\n",
+    "    f.plot_convergence(ax=ax[k+3])\n",
+    "\n",
+    "ax[0].set_title(\"Circular initial condition\")\n",
+    "ax[1].set_title(\"Rectangular initial condition\")\n",
+    "ax[2].set_title(\"Fill to chemical potential\")\n",
+    "fig.tight_layout()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The final electron configuration shouldn't depend on the intial state, so all three plots in the top rows should be (rotated) copies. Additionally, for each method we see several cycles of repeated convergence, indicating the annealing tried to find a lower energy state. Because the `make_by_chemical_potential` method relies on a random number generator, we can expect to see some randomness in the convergence as we run the cell repeatedly.\n",
+    "\n",
+    "It is also instructive to look at the convergence methods in real time. For example, for the final method we animate this convergence process below:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 400x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "amim = f.animate_convergence(dxdy=(4, 4), frame_interval_ms=25)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<video width=\"400\" height=\"400\" controls autoplay loop>\n",
+       "  <source type=\"video/mp4\" src=\"data:video/mp4;base64,AAAAIGZ0eXBNNFYgAAACAE00ViBpc29taXNvMmF2YzEAAAAIZnJlZQAFKoNtZGF0AAACrwYF//+r\n",
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+       "MA==\n",
+       "\">\n",
+       "  Your browser does not support the video tag.\n",
+       "</video>"
+      ],
+      "text/plain": [
+       "<IPython.core.display.HTML object>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "f.show_animation(amim)"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "zhk",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.11.7"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/examples/02_periodic_boundaries.ipynb b/examples/02_periodic_boundaries.ipynb
deleted file mode 100644
index d965a5d..0000000
--- a/examples/02_periodic_boundaries.ipynb
+++ /dev/null
@@ -1,1671 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "code",
-   "execution_count": 2,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "from quantum_electron import FullModel, PotentialVisualization\n",
-    "from quantum_electron.utils import xy2r, r2xy\n",
-    "import numpy as np\n",
-    "from matplotlib import pyplot as plt\n",
-    "from scipy.constants import elementary_charge as qe, epsilon_0 as eps0, electron_mass as me\n",
-    "from alive_progress import alive_bar"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "In this notebook we study potentials that have a mirror symmetry along one axis. A relevant example is a micro-channel with an electrode at the bottom of the channel. This electrode can generate a parabolic confinement along the channel axis, and electrons are confined by the surrounding ground plane. In an experimental device such channels are usually long, and simulating the full length of the channel is untractable. In addition, trying to cap the ends of the channel will result in electron configurations that don't represent the experiment. Therefore, periodic boundary conditions are implemented in this module.\n",
-    "\n",
-    "In the example below, we'll create a sample potential for a micro-channel running along the $x$-direction. We then impose the periodic boundary conditions and look at the resulting electron row formation and mode frequencies."
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "# Create the potential"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 3,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Note that the units of x and y are implicitly assumed as microns\n",
-    "x = np.linspace(-4, 4, 301)\n",
-    "y = np.linspace(-2, 2, 201)\n",
-    "\n",
-    "micron = 1e-6\n",
-    "\n",
-    "X, Y = np.meshgrid(x, y)\n",
-    "X *= micron\n",
-    "Y *= micron\n",
-    "\n",
-    "parabolic_channel = - Y ** 2 / micron ** 2\n",
-    "\n",
-    "channel_width = 3e-6\n",
-    "parabolic_channel[np.abs(Y) > channel_width / 2] = - (channel_width/2) ** 2 / micron ** 2\n",
-    "\n",
-    "# also add the guard ring\n",
-    "gnd_plane = np.ones(X.shape)\n",
-    "gnd_plane[np.abs(Y) < channel_width / 2] = 0 "
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 4,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 700x400 with 2 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "potential_dict = {\"ch\" : parabolic_channel.T, \n",
-    "                  \"gnd\" : gnd_plane.T, \n",
-    "                  \"xlist\" : x, \n",
-    "                  \"ylist\" : y}\n",
-    "\n",
-    "# Let's apply these voltages to the corresponding electrodes in potential_dict\n",
-    "voltages = {\"ch\" : 0.10, \n",
-    "            \"gnd\" : 0}\n",
-    "\n",
-    "p = PotentialVisualization(potential_dict, voltages)\n",
-    "p.plot_potential_energy(dxdy=(8, 4))"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "# Adding electrons"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "When adding electrons to this potential the periodic boundary conditions ensure that electrons that leave on the right, appear automatically on the left of the simulation domain. Similarly, when `periodic_boundaries = ['y']` electrons that leave towards the top of the simulation domain automatically appear on the bottom. \n",
-    "\n",
-    "In the ideal case of periodic boundaries, electrons would see their own image multiple times and this gives rise to a choice: where do we cut off the coulomb interactions? In this code we choose that each electron only sees every other electron in the simulation box exactly once. If the electron is close to the right border, the interaction with electrons close to the left border is taken with the periodic boundary in mind. That is, we take the minimum distance to each electron, without double counting. \n",
-    "\n",
-    "This choice of approximation is typically acceptable for microchannels which are long enough. "
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 5,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 800x400 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "n_electrons = 45\n",
-    "\n",
-    "fig, ax = plt.subplots(1, 1, figsize=(8, 4))\n",
-    "\n",
-    "fm = FullModel(potential_dict=potential_dict, voltage_dict=voltages, trap_annealing_steps=[10.0]*10, max_x_displacement=0.25e-6, max_y_displacement=0.25e-6)\n",
-    "fm.periodic_boundaries = ['x']\n",
-    "fm.remove_unbound_electrons = False\n",
-    "\n",
-    "# Create a rectangular initial condition\n",
-    "init_x = np.tile(np.linspace(-3, 3, n_electrons // 2), 2) * micron\n",
-    "init_y = np.repeat(np.array([-.2, .2]), n_electrons// 2) * micron\n",
-    "initial_condition = xy2r(init_x, init_y)\n",
-    "\n",
-    "# Feed this into the model\n",
-    "res = fm.get_electron_positions(n_electrons=n_electrons, electron_initial_positions=initial_condition, verbose=False)\n",
-    "\n",
-    "fm.plot_potential_energy(ax=ax, dxdy=(8, 4), print_voltages=False, plot_contours=False)\n",
-    "fm.plot_electron_positions(res, ax=ax)\n",
-    "# plt.plot(initial_condition[::2]/micron, initial_condition[1::2]/micron, '.r')"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "We see the emergence of the electron rows in this case, which are determined by the center pin voltage and the number of electrons in the simulation domain."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 6,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 500x350 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "fm.plot_convergence()"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "# Sweep voltages"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "The row structure is known to depend on the confinement, which is tunable with the center pin voltage. One way to show this is by sweeping the center pin voltage and binning the electron coordinates along the $y$-axis. Note that for small confinements the electrons tend to escape the channel. We may choose to remove these electrons with the option `remove_unbound_electrons = True`. See the example below"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 149,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "|████████████████████████████████████████| 101/101 [100%] in 3:24.6 (0.49/s)                                            \n"
-     ]
-    }
-   ],
-   "source": [
-    "n_electrons = 100\n",
-    "n_ybins = 201\n",
-    "\n",
-    "ch_voltages = np.linspace(3.00, 0.05, 101)\n",
-    "electron_histogram = np.zeros((len(ch_voltages), n_ybins-1))\n",
-    "\n",
-    "with alive_bar(len(ch_voltages), force_tty=True) as bar:\n",
-    "    for k, Vch in enumerate(ch_voltages):\n",
-    "\n",
-    "        voltages = {\"ch\" : Vch, \n",
-    "                    \"gnd\" : 0}\n",
-    "\n",
-    "        fm = FullModel(potential_dict=potential_dict, voltage_dict=voltages, trap_annealing_steps=[10.0]*10, max_x_displacement=0.25e-6, max_y_displacement=0.25e-6)\n",
-    "        fm.periodic_boundaries = ['x']\n",
-    "        fm.remove_unbound_electrons = False\n",
-    "\n",
-    "        if k == 0:\n",
-    "            # Create a rectangular initial condition\n",
-    "            init_x = np.tile(np.linspace(-3, 3, n_electrons // 2), 2) * micron\n",
-    "            init_y = np.repeat(np.array([-.2, .2]), n_electrons// 2) * micron\n",
-    "            initial_condition = xy2r(init_x, init_y)\n",
-    "        else: \n",
-    "            # Use the results of the previous iterations for the current time step.\n",
-    "            initial_condition = res['x']\n",
-    "        \n",
-    "        # Feed this into the model\n",
-    "        res = fm.get_electron_positions(n_electrons=n_electrons, electron_initial_positions=initial_condition, verbose=False)\n",
-    "\n",
-    "        final_x, final_y = r2xy(res['x'])\n",
-    "        hist_yfreq, hist_ybins = np.histogram(final_y, bins=0.5 * np.linspace(-channel_width/2, channel_width/2., n_ybins))\n",
-    "        \n",
-    "        electron_histogram[k, :] = hist_yfreq\n",
-    "        bar()\n",
-    "        \n",
-    "ybin_centers = 0.5 * (hist_ybins[1:] + hist_ybins[:-1])\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 126,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "(0.05, 1.0)"
-      ]
-     },
-     "execution_count": 126,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 800x400 with 2 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "plt.figure(figsize=(8., 4.))\n",
-    "plt.pcolormesh(ch_voltages, ybin_centers / micron, electron_histogram.T, vmax=20, cmap=plt.cm.Blues)\n",
-    "plt.colorbar()\n",
-    "\n",
-    "plt.xlabel(\"Channel voltage (V)\")\n",
-    "plt.ylabel(fr\"$y$ ({chr(956)}m)\")\n",
-    "plt.xlim(0.05, 1.0)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "The emergence of electron rows is studied extensively in the literature, and the transition from $n=2$ rows at high voltage to $n = 2, 4, 3, ...$ is known as well in these papers: \n",
-    "- https://link.springer.com/article/10.1007/s10909-015-1344-4 \n",
-    "- https://journals.aps.org/prb/abstract/10.1103/PhysRevB.69.045324 \n",
-    "\n",
-    "Great success!"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "# An example with fewer rows"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "For the 1-2 electron transition, we have an analytical solution for the spacing between electrons, which we can compare with the electron histogram. The spacing $d$ between electron rows is given by \n",
-    "\n",
-    "$$ d^2 = \\left(\\frac{\\gamma  e}{4 \\pi \\epsilon_0 a_1} \\right)^\\frac{2}{3} - (1/\\lambda)^2 $$\n",
-    "\n",
-    "where $U = e a_1 y ^ 2$ and $\\lambda$ is the linear electron density, which can be written as $\\lambda = n / \\ell_\\mathrm{ch}$, and $\\ell_\\mathrm{ch}$ is the length of the simulated channel."
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 7,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "|████████████████████████████████████████| 101/101 [100%] in 1:15.1 (1.34/s)                                            \n"
-     ]
-    }
-   ],
-   "source": [
-    "n_electrons = 50\n",
-    "n_ybins = 201\n",
-    "\n",
-    "ch_voltages = np.linspace(1.00, 0.05, 101)\n",
-    "electron_histogram = np.zeros((len(ch_voltages), n_ybins-1))\n",
-    "\n",
-    "with alive_bar(len(ch_voltages), force_tty=True) as bar:\n",
-    "    for k, Vch in enumerate(ch_voltages):\n",
-    "\n",
-    "        voltages = {\"ch\" : Vch, \n",
-    "                    \"gnd\" : 0}\n",
-    "\n",
-    "        fm = FullModel(potential_dict=potential_dict, voltage_dict=voltages, trap_annealing_steps=[10.0]*10, max_x_displacement=0.25e-6, max_y_displacement=0.25e-6)\n",
-    "        fm.periodic_boundaries = ['x']\n",
-    "        fm.remove_unbound_electrons = False\n",
-    "\n",
-    "        if k == 0:\n",
-    "            # Create a rectangular initial condition\n",
-    "            init_x = np.tile(np.linspace(-3, 3, n_electrons // 2), 2) * micron\n",
-    "            init_y = np.repeat(np.array([-.2, .2]), n_electrons// 2) * micron\n",
-    "            initial_condition = xy2r(init_x, init_y)\n",
-    "        else: \n",
-    "            # Use the results of the previous iterations for the current time step.\n",
-    "            initial_condition = res['x']\n",
-    "        \n",
-    "        # Feed this into the model\n",
-    "        res = fm.get_electron_positions(n_electrons=n_electrons, electron_initial_positions=initial_condition, verbose=False)\n",
-    "\n",
-    "        final_x, final_y = r2xy(res['x'])\n",
-    "        hist_yfreq, hist_ybins = np.histogram(final_y, bins=0.5 * np.linspace(-channel_width/2, channel_width/2., n_ybins))\n",
-    "        \n",
-    "        electron_histogram[k, :] = hist_yfreq\n",
-    "        bar()\n",
-    "        \n",
-    "ybin_centers = 0.5 * (hist_ybins[1:] + hist_ybins[:-1])\n"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 8,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "/var/folders/x8/8j91v5z97qvb60vlfp731zth0000gn/T/ipykernel_5069/391475614.py:5: RuntimeWarning: invalid value encountered in sqrt\n",
-      "  d = np.sqrt((gamma * qe / (4 * np.pi * eps0 * a1)) ** (2/3) - (1 / lamb) ** 2)\n"
-     ]
-    },
-    {
-     "data": {
-      "text/plain": [
-       "(-0.4, 0.4)"
-      ]
-     },
-     "execution_count": 8,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 800x400 with 2 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "lamb = n_electrons / 8e-6 # box width\n",
-    "gamma = 2.08\n",
-    "\n",
-    "a1 = ch_voltages / micron ** 2\n",
-    "d = np.sqrt((gamma * qe / (4 * np.pi * eps0 * a1)) ** (2/3) - (1 / lamb) ** 2)\n",
-    "\n",
-    "plt.figure(figsize=(8., 4.))\n",
-    "plt.pcolormesh(ch_voltages, ybin_centers / micron, electron_histogram.T, vmax=20, cmap=plt.cm.Blues)\n",
-    "plt.plot(ch_voltages, d/2 / micron, color='r', alpha=.5, lw=3)\n",
-    "plt.plot(ch_voltages, -d/2 / micron, color='r', alpha=.5, lw=3)\n",
-    "plt.colorbar()\n",
-    "\n",
-    "plt.xlabel(\"Channel voltage (V)\")\n",
-    "plt.ylabel(fr\"$y$ ({chr(956)}m)\")\n",
-    "plt.xlim(0.05, 1.0)\n",
-    "plt.ylim(-.4, .4)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "The good agreement in this case gives further confidence in the electrostatics programmed into quantum_electron."
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "# Eigenmodes"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "The eigenmodes of electrons in a microchannel and their interaction with a microwave resonator has been studied in this work: \n",
-    "- https://journals.aps.org/prx/abstract/10.1103/PhysRevX.6.011031\n",
-    "\n",
-    "Here we look to reproduce these eigenmodes. Let us first try to get a sense of the frequency scale in this problem, which is set by the trap curvature:"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 9,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "Trap curvature for electrons is 21.107209982922 GHz\n"
-     ]
-    }
-   ],
-   "source": [
-    "print(\"Trap curvature for electrons is\", 1 / (2 * np.pi * 1e9) * np.sqrt(2 * qe * voltages['ch'] / micron ** 2 / me), \"GHz\")"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 14,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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QQgxexkCsug+Hw9TX1+Pz+SgqKiI/P/+LFDdgTE3HlMV4QgghBjFTO0yL8To7O3nuuef429/+xscff0wwGOz527Bhw5g3bx7f+ta3OPHEE9MKaCAYmozohRBCDG6HZTHeQw89xH333UdlZSUXX3wxt99+OxUVFbhcLlpbW1m/fj0rVqxg7ty5zJw5k0ceeYRx48alFdjhZOomppre+YlCCCHE4WDqh+E8+g8++IClS5cyderUmH8/6aSTuP7663nsscd4+umnWb58+ZGR6MMGJqlPiWihLhprl+HxrgfVBBNcjgpKyufhyipJLxbTxNu8kcbGd9GMLsBEVZwUFZxJXulxKEp66ydDAQ+Nte/Q0bkVFBNMheysiRRXnIXd4U4zVoO2hv/Q3Lwc3QwACjZrDiUlZ5OVNwZFUdIqt8tTQ0P9YoLh5kisukKOewpF5bOx2bPSKlPXgjTXraS17RNQdUDBbs2jpGQuWXmj0yoToKNtJw31bxPW2wATDAv5eTMoLDsNi9WRVpn769W6nnrlsBdTWnYOGe5haZVpmibels00Nr6DZnQCoJhWCvJPoaD0JFSLLa1yw8EOGmuX4u3YGInVUMjIGElp+VwcGYVpxmrQ1rCGpublGERmDFXsFBacQX7J8SiqJa1yg/5WGmqX0NW1c38byD6GkvKzsDmy0yrTMDRa6z+lpXUlhhkk0gbcFBfPJTt/bNptwOfdQ33dWwSDDZEl04ZKXu7xFJWdjsXmSqtMXQvQVPc+bW2fgWr01KuSsnlkfoF61dm6nYbGJYR1D2CimFby82dSWHoyqsWeVrnhYAeNdcvx9vStCi5nBaVl83Cm3bdG+qum5mUYBEABxbBRkH8qBaUnpt0GQoF2Gva+Q2fXtp42kJk5mpLys3G40jucbRo6rQ2f0tzy/r42oGBRnOTnnpJWeYppmkftUNbr9ZKTk8OJ5z+ONYXGYxo6u6teIMBuii8aT8HJo1AskQTcsbWeulc2oterjBr3zZQ6EG/rFvbUvIT7+BJKL56EoyCS1MIdARre3ETb+zWUlp5PfvGMpMvUtSDVO/6MntFG6SUTyJ0+AkVVMA2Tts920fDaFqyBQirHXptSo2xtWE19w5vknjqM0vOOwZYT+f4C9e3UvbqJro2tDB/x/8jKHZV0mUF/K1Xb/4hjpJ2yKyaTOTKSKEzdoOXjahr/uQWnMZIRY65JeofHNE3qat7A4/uconPGUjRrLKo9sn/rr22jbuFGfFu8VI6+DldWadKx+jvrqd75DBkT3JRdNhlXeS4ARkijafl2mhZvJyfjOMqGn590Z2+aBjVVL+E3qyi+cDwFM/fXq65dzdT9YwPB3WFGj/kmdlde0rF2tu1k9+7nyZ5eRNklk3AURuqk7g/R+M5Wmt/ZSWHemRSXz066TMPQ2LX9r4Tt9RRfPIH8E0aiWNTIDsXGWuoXbsJsdTJq3PVYbRlJl9ve/B9qa18j77RhlJx3DDZ3pF5pnQEaFm2mdcVuSksuJL/4+KTL1MN+qrY/i5nTSellx5AzpQJFUTB1g9ZPd9H4+hZsoRJGjr0WVU1+7NNct5LG5ncomD2S4nkTsWZGduwCDR7qXt1I14ZWRoz8Cpk5lUmXGWkDT+MYYaPs8klkjioCIhdKaX5/O41vbCfbfgwVlZelUK9Mane/jjewjqJzxlE0awyqLfI5u6q761WIUWOvx+EqSDrWLu9udlf/hczJ+ZRdOglnSQ4AeiBM4ztbaH6nioKcUymp+FLSZZqGzq4dzxO07qXkwvHkn1TZU686tzVQ94+N6I2WSN+awk6/p3k9e/a+Qt5pwyg9f3+90v0hGpdE2kBxwZcoLDst6TJ1PUT19j9hZLZRcslEcqcPj9Qr08Szbg/1CzejeLMYNe76lHb6WxtWU9/4JvlnjqTknAlYs5wAhNp91L22jpqXP8Dj8eB2Jz9A+0KJPhAIsHbtWhobGzGM6GMHF198cbrFHjbdif6EuY8mnehN02DH1scouLCY4rMnxN2uc2cTO3/9IWPHfR9bEiPm9pa1NAXeYMKPz8biip1wDU1n+4PLyPKfQFHpmf2WqetBtm9+mIrrJ5N3/PC427Wu3kXdn7cwdsItSe3VNtUvpzPzc8beNgvVGnt0Fe4IsOVnb1OeexXZeeP7LTPob2Fn1aOMu+NMXOXxk1jD25tp+3cLo8d/O6lkv7v6b9inBRj2/46P2zEGWzrZ+vN3GFF2PRnZFf2W6evYy+66pxn/ky/17IwdyDRN9jz/GaG1LkZUXtNvmaZpsHPbE+Sdm0fJOcfE3c5f28a2+99j9OjvJdUpd7RtpdbzMhPvPLunw+jz3oZJ1WMrsdZWUjbs/H7LNAyNHVt+R/HVlRSeFn82xLu5nl2/+5Sx429JKtm3Nn5Mm/oe4394Vs/OWJ/3Dutse3Ap7uBMCktO7bdMXfOzbfPDjPjedHIml8fdruWDndS/UMXYCTcnlezra98iVLSV0fNP79kZO1CkDSyhPO8qsnP7n9kM+pvZWfUY4340C1dZbtztal9dS+eKEJVjrus32Zumya6dfybjFJWKK46Nu12gvp2t9y9n1Mjv4Mwo6jfWLk8Ve5qeY8JdZ2PLif3bmqbJridXQXUpFcMv6bdM09DZsfVRCi8rp2h2/O+rY0cjVf/3EWPHfx+bvf+BVFvz57RobzP+R2djccT+bU3dYMdvV+BsnURJef87JoYeYtvmh6m4/hjyjh8Rd7v2tXupeWIt4ybcmlSyb6p/j87Mz+L2rZovyKqrHz18iX7RokV87Wtfo7m5uW+hioKuD/5V7D2J/ku/x2JNLtHv3fMqrllBSs+b1O+2XbuaqX7wc8ZNuC3hdqFAG1V1jzJ5wflxO7hupm6w+d63KHVcTaY7fgUDqNr5FMVfLU+Y5Lu1flxN84stVI76RsLtOj07adReYcKd81DUxJ2M5gux8Y43GTPyloQN0jRNtm75FeN+cirO0tx+Y63753pCH2RTVnFhwu1amlYRHL6Oyhtm9ltmqK2LzT9ZwvgJtyfs6A0jzNYtv2TifXOx5/afvKqfWoWjZioFRYljqKt9A9vJ7ZRfEvuwWG/+una23/cB4yf8b8KOXgt3sb3q/5j0i/OxZiSerTFNk+0PLiXPPw93fvwdDYDdu54n96IMCs8c02+s3s317H18C2PG3pRwu0BXAzVtz3DMz8+Nu/PYE6tusOmni6nI+gqurMQ7Zju3P0bZjaMTJvluzSt30L6wixGVX0m4XUfbFlpsbzLuh2f1m2g1X5CNty9i7Kj/xmrLjLudaRps3fwrxt11es/IOJE9L3wG64ZRXJY4KTU1LMOYWM3wr5zQb5mBRi9b73mPCRN/mHAnWtcCbNvxAJMWnBt357GbaZrsePg93J4zyC2Iv6MBsKfmZTLPhpK58QdQ3Tp3NrHrN2sZN/7WhNsF/S3savwDk+4/H9XWT70yTbb8/G2K1cvJykk8E1ld9QyFXy4if8bIfmNtX7uHhmdqGDXmWwm383l3Uxd8kYk/PSdu35puok/7gjk33XQTV111FXV1dRiGEfU4EpJ8FMNI6mFoQToDGyg5N3FH2C1zZCGOsTa8resTltvYsITh3zi+3yQPoFhUKr89k/rG1zB1LW6ZIX8bRlZ7UkkeIP+kSsKOOoK++sSxNi2i8run9JvkAawZdiq+PJWG+jcxdT1umR2tm8k+riCpJA9QeuFk2rs+RQ93Joy1uWUpw69N7jCHPS+TwnmVNNUvTVhmW+Nqis4dnVSSBxj+1RNoalmCoQfjlmlqYTydn1F20ZSkynSV5ZI1PZf25k8Sf/6G5ZRfM7XfJA+RnfORN86kvvlfmHo4bpl6yEeAXUkleQD3xFLU4iCd3h2J61XjW4y8YUa/SR4ibWDkjSdS15C4DQS7GlEKA0kleYDC08YQUKoJBZoTxtrQvJjKb89MaurcmuGg/L8mU1+/KGEb8LZsIOfkkqSSPEDFVdNp8byPrvni1ytdp6VtJcOuOS6pMp3FbnJPLaG18cOEn7+lYSWll07sN8lDpF5V3nAyDc1vYOqh+H1rOEBXaAvFZ/c/+weQNboIe6VKR/umfurVvr61nyTfE+u3Tt7Xt8ZvA+GAB83ZnFSSB8idNgw9uw1f157E9appEZXfOjmpvjVVaSf6xsZGbrvtNkpK0lsYMZiYupnUo7XxEwq/NDqlBTblV0yjsWUJoXBrzDL1cJjO4BZypvQ/ZdzNVZ6L7vTS4duKoekxy21qXErppRNT+h5KL5lEXcNiwuHOmGWG/B7MLB/O4uT3JPNPrKTDtxF/aC+GZsSOtfVdyi7pf4akm6IoFJ45ioaGd9E0X8wyO9p2kjkxL+5UXSzFc4+hzbOKQKghbh1oaX8/4SGbA1mcNjIn5NLa8hG6FoxZZlvTGgrOGJlSAy+/dCpNbcsIhptjlmloOu2dn1NwcvJrJOy5GViLoN27FkMLxyy3uWElxeentsC2/MppNDYtJhRuj1mmFgoQMGvIGpt8X5I5spCwtZVO/464baCx8R3Krky+XgGUXDiR+obFaFpXzDIDXS2o+Rr2vPij8wMVnDKajs51BBK2gaWUXpTcAAIiOzu5J1XQ3PgeuhaIWaa3eRM5M0rjHlqIpfSCyTS3r0hQrwzavB9ReObYpMu0ZjmxVzhoa1+DHqdetTR+TNHc1Bbwll8xlYbmtwiF2+L2rb7QdtyTktvRA3CW5GBm+eno3IyhaXH61uWUXJx8HwBQdvkUGhoXEQ57Y5YZDnSi2dtwVSS/9iYVaSf6K6+8kmXLlh3EUAaOaZhJPTr8G8g/tTKlsjOG5aMpHQS1JjTd16fMQGc9WROKUl6dmzdzBF3tVQT1hpixdgV2kDs98dT+gfJnVBII1BDU69D1UN/P37aNvNNTW52rWFQyRuXj9+0lpLfGjFW3dPQsEEs61lNH4Q/tJqDVYeh631g7N5F/Zmqf35phR81SCWmthLX2PmUamoaSZcZdQxFPwazRdPmqCGi1setVYCP5pyY3OujmKMzGtAYIaS1oemefMkMBD85h2Sl18gD5Z46iy1NFQKuP0wY2UjAz+Z0HgOzxpYT0VoJ6I7ru71Omr2MP2VNTHzDkHldBl3dX3DbgD9eQPaEspTILThmN37+bgFaLrodjtIGt5J2RehtwDnfj99cTjtMGDJsvpZ0HgIIzRtMV3IVfq8XQjZj1quD01OqVPTcDbGFCWgthvaNPmVrIh63I2bOYL1mFs0bR2bGTYLw24N9I/imVKZWZObIQzewgqB/kvvXk4XR6dxHQYterTt/WpEfz3XKPHU4wWE9Qr0fXg33L9FSTe2LyOySpSvvKeL/73e+46qqrWLFiBVOnTsVmi17E9f3vf/8LB3e4mLqJqfS/VEHXA0lNgx5IURUwIGy2oarR011a2I81O/Uyrdl2QloYTevAquajKgcsolNJeQpIsaigRo6Bho127Gr06VG65seZTqxZdoy2EGG9DauR27fhpbG7aXHZMPQQpq4RNr3YlOgpT90IYHHlpl6u04YRDhOiHYsZPXOha0EsztSbjMVlwzDCGHoIzezEokR36LoewOJK49QeJVKvQmYbTjX6UIIeCmDJT+O3yrBhGF3oug/dDKAq0QuIDCOE6kw9VkUFdJOQ0Y5DjU7qeiiAJTP1Mi1ZNkLh0L42UICqHPDbqGbKnbxqt2Kaeq82EL3gUTd8uLJSP23SmuHA8IUJ6e1YDlIbsLrsmEYIUw+jmR1YleidZU33Y8lIPVbFqkRGmWYbFvWAuhr2Y0mjD7RkOjDNDnQ9gGb6sSjR/aCuB3rOWkgp1n31Kmy0x+hbA6gZabTXLDumFkbXO9HNIKpywOdVjJR3oBVF2de3mvvqVfSCRz3sx5KV3ul9yUg70T///PMsXrwYl8vFsmXLoiquoihHVKLvOU7SD4vqROsKpjyiM3UTTAPd7MQwQ1EdkkV1oHlDKYeseUKoaiaYBprRjl05YAW2HpmpSCXZm7oBBpEyTQ82My/qd1UVB1pHGrF2hnCqVjA0dMXbp0MytdTXg2pd+xqgaaDp7djU6DItONG7gnFenaBcXxA114JpBNDNLizK/kWaqmJD94VTLlPvCqJi64nVokYv/LQoLrSuIPb81K4R0F2vDLMLwwxEdUgW1Y7WkfrnD3cEUc1IrGGjDYdSHPV3VbGj+8Mp7fCaptmrDXgxzXwUZf8xU4vqwJ9WGwhisURi1Y12VCX6nGVTj7x3KsleD2qR2EwD3fRgmtFJ2WI6CXe2pR5rVzCyyNMIoysdWJUDfus0LoSi+XrXqzasByRli+JE6wqkXK6pmSiYGIYPw/RH7exZFAdaOu2qK4iyr15pRhsWJXpnr7tvtSexTikq1p561YFh5vfpW/V0+qu2AKqa0atvPeB6EKaKqaeW7E3DjNG37n+9RXUSTqMNJCvtqfuf/OQn3HvvvXg8Hqqrq6mqqup57Ny582DGOGhk2yfTsiK1z9a1qxkr3SNDE5PoRuJ0ldC5uZFUT35oW7ULV3ZkWjJyoY5oGfbRtH2+O6UyWz+uwmnvXiugYxKd1LKyx9C2ck9KZZq6gW9nS88phgZ9Ox6bkYe/tj2lcpuXbSfDHpk+Mwn2+f6yMybR/G51SmVqnQFMn9rTAA+MVVFUTJ8VrTO1zrPpnR1kuEbuK7Pvb5XtmEzLsqqUyvTXtWPR94/iDyzXanMTrO3CSPG2li3LqsjIiRzyiFWvsp2TaVm5I6UyO7bUYbd0d5YmBtEdmiuzgo619Sm3gfbP9uLMLIkbq8s6Au/G2pTKbPlgBy7HiH2RaphoUX/Pco+ndXlNSmUamo6/xtuz6j5WG1DDmQRbOlMqt3npDlz2fb8VfZNEtn0SLcurUyoz1NYFof0jywPrlcXqQmsOoQe1A1+aONZ3dpCZlaBe2SfR8n5qfWvnzkZsSu6+/5mYB3wHTlcJnVuaI0k2Ba0f7sKVXR431izHBFpWpdZe2z7bhdPWfRjJ6NO3ZmZV0v7x3pTKTEXaiT4UCnH11VejqkfPnW5zc4+j+d3qlDqk2r+vJSdr/2klJtGvVRQLWbaJtK9JvvPw1bSiBDKxWLunqvrORhTmnkHDwk1JlwlQ99oGcnJ7n94VHavN7sZsdxJs6ki6zNZPduGyj+xJngd+foDC7LOo+8f6pMs0dYO2D2vITHAKTEbmMPw7utD9ye8l17+5keyMxIu38jNPo2HRlqTL1Hwh/Du9ODMjU3WxPr87ZxJtq/ZGZlSSVPtKdL068LdSFIUc1/E0v598Ug62dKK30utCJH1jzcs9icY3tyddJuxrA+74saqqDZdldEpJuWNbPTajoOe6D7G+16Lc2dS9vDGlWBv+tQl3bu86EF2u3ZGL2WpLKSm3rNxBlrP3QrMYbSBzFnWvbki6TEPTaf+0loyeU2z7lpnlHof386aUdvbqXltPTsb+PsCM0bfkZpxM09KtSZcZ9vgJ14ewO3PjxpqbdzzNb+9MvW919+5bo2NVFJVs+2TaPt2VdJm+3S1YQtm9znnvG09B3mk0/DP5PgCgbuF6cnJ6f6/R5VqsTmzhYrp29T1d/WBIO0t//etf58UXXzyYsQyYZFfdY6pk26ZQ92pySaljawP+nT4criJMA0wD0NU+5Ra4z2TPs5+jB/qfFjZ1g6rHV5KTddz+Mg1LnzKtFjeqN5e2T5Ib1besqkL1ZWOxuHrKNWPEWpT1Jaoe+yCpvWTdH2LPc5/idk9N+PkzMkbg2+Sjc2dTUrHW/O0TMl3jwVT2lRs5Vt3ne82cTfUTq5IqM9jUQfM7O8lyj00Ya072NFreqU5qZ8c0TaqfWEl25rRev1XfMjEUcl0nUvO3z5OKtXNnE10b2nFmliWMNT/7ZOpe3kDY6+8/VsNk5+9XkJuZuF6p2HEZo2h8O7mOrn3tHrQGBZs9J2Gshdmz2f3UJ0mNFI2wRvUfVpGTPT1hrDZrHmaTi/a1yc1CNS7bilUrQFXsiWPN/BJVj32YVFLSOgPs/ftast2TE5aZmTWejk+a8e9N7rBAzV9Xk50xsacNxK5XkJdxCrv/8klSZfrr2mn7aC+u7JG9Yu37vea5Z9Dw2hZC7b5+yzRNk52Pv487Y3rCNqCYVjItk6j/V3I7O97N9QR3h7A7ChLGmu8+nT1/XoPm6/9wg6Hp7Pz9++RkH5+wXlmUDGz+kqR3ols/qkbxurBYMxPWgaLss6l+dBVGmneoSyTtRK/rOr/61a+YNWsWN998M7fddlvUY6gqzp+H9x0vdf9MnOy9m+vZ8X/vU1I8r+c5BSsqfc89tdlzKHZdxKa7FiecFjZCGpvvW0xGaELU1assxD62W1F0NXv+uIG2TxLv0basqmLvn9ZRWDir5zkVZ9/FTUBm1igyvMey/cGlCSuk1hlg411vkOc6JeqqaNY4sY4o/jo7H/gQ75b6uGWapknN3z6l8yMfOTnTepUZe8V+bs6xKNVl7HxsZcIdE39dO5vuXkxx4bzo42b0XQWtKBaGF36DLXe/g7+uPX6sRqSDM3Zlke3efypSvFgLcs8k8DHUvPBZwgTSsa2B7b9aTnFR73plQaXvef0Wq4uKnGvYfNdbkSnZOAxNZ+uvlmD3jsDV68qA8X6rssKLaV5YS+M7iZN9+3/2sOvR1RQX7b+oi4KtzwI/ALsjnyL7BWy+a1HCY8C6P8Smu98kW53ea4QYP9Zhxf+PmsfW0v6fxMm+afk2Gl7aRmHhGT3Pqbii1hJ0y8oeQ0b7ZLY/uCzhLEzY42PjXW9QkHVG1FXRYrVXRVEYXvwNtv58ecJRnWma7H7+E3yfhXDn7L/uQrw+oCD3FML/cbL7L58krFe+mla2/GwJJYXn9Jp5ULDEqFeqamdY/lfZfNdbCWc2TN1g+2+WoTYUkenev0o9XqwlBefSvqid+jcSz8J4Ntay8zcfUFw0t+e5SN/at17ZbNmUZV3Bpp8sJuyJv2OiB8JsvudNMs0pUVectMRpr+WFV1L/3E6aVyRO9q0fVVHz7H8oLJrT85yKo+/iaSKHGvKYw5Z730pq0JeKtK+MN2fOnLh/UxSFd999N+2gDpfuK+NNO+FBLJYUrnVvGjS0/psuZQsl50+gaNa4fat1Tdr/s4e6V9ZhtKoUFszpNb0ONvKxEf88ya7Oauo7XiFzSh4Vl0/tuYBMqK2LutfW0/ZxDblZM8jM3j9lrWDByUgUYi84MowQe5tfQs9upuyyyeSdUBm51r1u0Lq6mrpXN6D6sigoODPqinB2iuMmJYA2z6e0BN6l4IwRlF4wuefiGYFGL7UL1+L9TwMF2afhzNp/epOKAyfxT03SNB97W16A3A7KrphK7rRhKBYVzRekcckWmpZsw2UZRW5e9OVsnQyL2ci7tXg+oC3wPgWzKik9bxLWLGfk2tnbG9j797WE9gQpzJ8TdV8CK9nYKY5bZijYxt7W57EOU6i4ahpZY0tQFAWtM0D9mxtpWb6TLOcxUZ0xKLgYgRJnDaxpmjS1L6FDW0Ph3DEUf2ki1gw7pm7Qvm4vdf9Yh96qUFR41gH1Khcb8S+HG/DXU9v+Eo7RTiqumkbGiAIURYnUq39uoO2j3bgzppPt3n9+vIK6r17FHguYpk5dy2sEbFWUXjiRgtPGotosdN9DoW7hevA6KCyYE3VZZRuF2Ih/UZiurirqvQvJnJxL+WXTcJZFtg02eKlduI6OdQ3kZs8kI2t/PVKw4SL+qZS6HqS25SV0dwtll00h7/iRPW2g5YMd1L2+EUswj8KC06NumOOgNObOXrc276e0+N4l77ThlF0wued+D/69bex9+T90bWmjIOcMHFE75S4cxD+NKhz2srflb6ilYSqumkb2hLLIlUYDYRrf2UzjW9vIsFSSk3tgGxiOSuwFkqZp0tz+Ll7tM4rmjaX47IlYnLZIG9haH2kDdWGK8s/Cat//ea3kYCf+jYkCgUZq217AMcpBxZXTyKgsRFEUwh4/9W9soOX9atyuqWTn7L+eh4Kyr17FvoCNaRrUt/4Ln7o10reeua9vNUza1+ym9pX1mO1WCgvnYLHsb/P99a1+3x5qPS/jGptJ+RVTyRiWD4pCsNFD7avr6VjbQG7WSWRk769HClacjEjQt2rUtbxCyLmH0osnkT9zFKrVEqlXH1dR/+oGVH92jL61qNe6rb46OrbQ0PlP3NOLKbt0Co6iSL8UqGtnz4traHh3zeG91v1g8Oijj/LAAw9QV1fH5MmT+c1vfsMZZ5zR/wvZn+ivuuZZtu+MP+KJJ6x30Ox9B19gJygGJgoOazFu99Q+l3xVseOgPG4F72aaJu1dn+HxfYxu+AATRXGQ7ZxEhntknxXEdkrijmZ6C4YbafK+QyC0F0UF01Rw2SrIdk/pc51/Fee+WBOvVjbMMC2eFXQE12EqGpigKi7crik4s8oPiFXBQRkW+t+h8of20uxdSkhrxDQNVMVGhmMMWTnj+lyetr/OqCdWI0SzdzmdgY2YhDH33b3OnTUNuzO6g1Cw4KAisqK5H52BbbR2riCktaFgoih2Mh3jycoZ0+cyov11Rt00w0+z5126gtsw0VBMBbu9GHd233qlYMNJRb/1CsDr20Bb1weEdS9goioOsp3HkOGujFGvEndG3cK6hybPO/hD1ZE2YCg47WW43VP7XN9exbGvXiWeSDRNE0/XZ7T7V6PpkXZpUTP21auyPrFG6lX/VyoMhBto9i4hEK5HUUxMQ8HlGI7bPTlqxwnAQgZ2SpNoAxot3hV0BNZFFoOZYFGzcGdO61ko2E1B2Vev+j+NzBesorljOSGtBUUxwbSQ4RhLds74tNuAbgRo8rxDV3ArKDqm2d0Gjo2aHYnEasHJsLg7pb15fZto860krHlQAEWxkeWcQKZ7dIw2kHhHr1tY76DZ8w6+4L6+1VRw2EvIyZ6K9YCb2UT61op+61Uk1nW0+T5C0yJtwKJmku2aHKdeJd7R6xbS2mjyLiEQqiFyDFHBYa8gxz2lz50Gk+9bDdo7P8Lj/xzdiBx6s6qZZDomsmfL3wc+0Tc1NbFkyRK+/OUvH8xiY3rxxRe59tprefTRRznttNP4wx/+wFNPPcXGjRsZMaL/i6V0J/onn17Jo4+vSSsGgwBB6hPe5jZSEcuSajTQvX60EZ3EC36S7Yy76XQRoiHmwqX9sTpxUJpU4ojEqhOkLuZq8m4KKnZKkuqMu2l4CZH4mL0VNzYK+2003QzChKjDIP60WCTJlyXVGXcL00qYxMdWbeRhI/lbVhqECFLXZ9V3byp27JQmtUMCkXoVphkNbz+xJtcZd9PxE6I+5sKt/bE69rWBZOuVSYgGdBLtgCv7Zp6SPy1Ro5MQjcRaZNUtkuRLkkockVg1gtQn0QZKk9rR7RamnTAtCbdJvQ30X68UrPvaQPKnUIZoRsOTcJtkd3S76QT21auD27eGaUIj0RobZV/fmvxFvHR8+/rWRG0g1b7V2NcG9h9y0PUg2z/9/eFL9Pfee2/M53fs2MErr7xCR0fyK7PTdfLJJ3P88cfz2GOP9Tx3zDHHcOmll7JgwYJ+X9+d6Kuq6vjRXe+hKArt7X7q6lM7zcVER8OLhjeqAak4sOLGQlbSnUZvOl1oeKN+aAUVC9lYcafUELsZhPeV6Y2qlCrOXrGmdpERExOdDjS8UZ2dggUr2VhwJ52MomMN7Yu1o1esChYy98Wa+n25TQx0OtHwRJ2SpGDDihsr2Uk3xOhYA2h40OhifxJRsJK177fq/7rgfWPV0ehAxxu1c/LF65UfDU9UEo3Uqyys5KRVr0y0Xm1gf8cciTUnrXoVidW3L9bebeCL1qvwvjI7otqABRcW3FjIPMhtwI0Vd9LJKDrW4L5YO6N20Pe3geR3nvfHGqlXkd+qd72yYfkCbSBSr7z76lUkVgWlV71K/YI4h65v9fWKlX2xfrF6FWkDHjQ6DmgDX6xvNXragP/wJ/rjjou+UYKu69TU1OD1evnZz37Gj370o3SKTVooFCIjI4O///3vXHbZZT3P33LLLaxZs4bly5f3eU0wGCQY3N8IvV4vw4cPp729nZyc/SOY409+NK2YTMx9ldEA1LQqS+xy9X3lKihY06rYfcs09zVyEwVLWp1QLJGEpAMqCra0OvcD7f9e2RfrwTmlM3KetEEkzR2s38roFevB+a2g+3s1UVAP2m8VqVc63d3xwatXkTZwMOtVdKzWg1ivDlUbiPQBBy9W44A2kHoijqV3rAe3v4okuoPbXx2KemUcEOvB7K8OfhvQ9C7Wf3pHyok+7Qg+/7zvqUCapnHrrbeycWNq566mo7m5GV3X+9xUp6SkhPr62Cu3FyxYwD333NPn+e5jM5pm8NN730k7JgUF5SA1luhyD17D3l+mgpLGyK0/kc7i4H4Hh+57tR6EZn1gmeoh/F4PrkNXr46kWI+U30rq1aGpV+pB2xnfX+ahawPp/l4H9RNarVZuvfVWXnnllYNZbEIHLqBIdMnLO+6I7Al1P2pqoi9S87XrX+bNxdsOWaxCCCHE4XZw5hR62bVrF6NGpXZ3q3QUFhZisVj6jN4bGxvj3jrX4XDgcPQ9TmT0OsfaNE06O7bSHvgIzegAVBzWEgqyzsDhLOrz2mRp4U5avSvxa7sxzDAWNZMcxwm43ZP6rExNlmkaeD0b8IQ+Rdc7UVQrTutwCrJPx2ZPfjHVgcIhD60dKwnotZimhtXiJtdxIplZY1O+SUh0rOvwhD5HN3yoig2XtZL8nFOxWlO7a1dvfn8drV0rCGlNmJhY1SzynKeQlT0+7VgNI0Sb51M6Q+vRjSAW1U6GbTz5OTOxWFI/1t7N17WbVt/7hPXIwj27tYD8jDNwZSR/i+IDdderrvAOTFNHVR1k26eSlzMDVU1v7z/SBrbRHvwYTe9AUSw4rWXkZ5+O3Z7+bTRDwTZaOlcQCO/BxMCiuMh1nojbPeULtAEdj2c93tDn6EbX/nrlPhWrLbV7B/QWDDTT0rmCkBZZYGWzuMl1ziQzK7VbqfZmGBoezxo6wuvQDT+q6iDDOuYL16uAv56WrhWEtGbAxGbJJc91GplZqd1hrTddD9LmWU1XeNO+NuAg0zaRvJyTok5rS5Wvcxet/pWE9XZAwW4tpCDzDJyu0rTL7G4DvvBODFPDojrJth9Lbs7xfc5QSJZpGnR4N9EeXB3pWxULDmsFBe4zvmAbaKWlY0XkLn6mjsWSRa7jJLLdE9NuA8lI+xj9b3/72z7P1dfX88wzz3DRRRcxZcr+84cP1Q1uTj75ZE444QQefXT/MfVJkyZxySWXpLQY78OPtjF2dBnzLvoJO/a+jvv4EkovnhS5Fahu0LWzkdqXNxKu1SnP+y8cjv5PZemmaT5qW/6Ome2l5NIJ5Ewdhmq3EG7z0fDWFto/2Eue61Tyc05J6bO3elbR5l9J3qnDKD53AvbcDAzNwLthL/ULN2O2OqkouDqlzi4c7qC29SXI9VN2+TFkTyhFsVoItXTQ8K8teNc0Uph5Njnuaf0X1ktz+wo8wY/JO304xXPHY8txYYQ02v+zh4ZXt2Dx5VFecFVKnV3A30Bt+99xVjoou3IymSMLQVUINXdS9/pGvJ82UJQ1D3f2lP4L2ydyfYQ38JlbKTpnDIVnjsGS4UAPhGn9qJrGf23FHq6grOCylDqQyLnhr5E5MYeyyybhKo90FL49rdS9vAH/jk5K3ZeRkZn8bXW7zw03stopuXQCecePRLVZ0HxBmpdtp2nxDjLVYyjOOzelxOTpWEtz55JIG7hwAvbCbEzNoGNrPXX/2ITZbKU8/+qUdiQj54a/gKVIo/SKSbiPKUOxqIQ9fhoWbaZtxW7yXKel3AYi9eoj8s8YSfHccdhyMnrqVf2rm7F0pV6vgsFmatv+jq1MpezKY8gcVYxiUQg2dlD/z010/KeZoqxzcGcnf5/7nusjhNdSeFYlhbPHYs1yYgTDtK7edUC9Sn7nzO+vo679ZRwjnZRfMYmMkQWgKATqPNS/upHOTe2UZF9IVlby946PXB/hdQKWaorPG0vBaaOxuOzo/hAtK3fS+OZ2nHolZQUXx7yYUDydndtp6PgXWcfkUnrppMj1EUwT364Wav+xkeCuIOW5V6aU8HU9QG3L3/e3geNGoNgsaJ1Bmt7dRvM7O8m2TqMo9+yU2kCb5xNa/cvJPbmCkvMnYM/PwtR1vJvrqXt5Y3ptINTO3tYXsRQblF5xDO4JpSiqSqi1i4Y3NtP+US35mbPJc5/Qz2f2s/bTHxy+xXjJjtoVRTlkN7npPr3u8ccf55RTTuGJJ57gySefZMOGDYwc2f/ebHeiP3bGr+nw/YcO9+eM+9/Zce+1HGj0svVn7zIs59qkKqQW7qS64Q9Ufv9E3MfEvi+2qRtUPfEhbC2itPCCfssEaGhZhDmmjlHfOTXuHZQ6dzax84EPGFl8Y1IVMhRsY1fzU4z94emRpBmDEdbY/uvlOJunUJh3elKx1jYtxDqti5HfOCnunfQ86/ay6/efM6rsO1is/a+k93XVUNf1IhN++qW4d3wzwhpbf7mULM8J5Oee3G+Zpmmwu/5Z8s7Lp/SCyXG3a165k/rntlNZ9q2kOmVvxwZaeJsJd54d9zacYa+fLfcuodh6EVnZ42Ju05uuB6iqfZwR3z2W3GNjX4DINE3qXl2P991Ohpdcm1RH19z+Pv6C9Yz7n1lx24CvppXtv3iP4fnX43DGv0hPt+56Ne72M8gYEXt70zCpevwDlO0llBSc12+ZALVNr2Kd2sHI606OX6827GXX7z6jsvQ7WK39r073++vY6/kr4+88C2dx7E5UD2ps+8U7ZHWdRH7OSf2WaZomexqeJ+sMO+VXHRv3d2j5sIq6P2+hsvw7SdWrrs5q6gMvM+Gus+Pex17zhdh63xLytLPIcU+NuU10rDrVtU9RdHkFxWdPiLtd47tbaXp5D5VlN0RdYCgej3cdbdZ3Gf/js+Pe9TDU1sWWn71DqeMKMrMq+y1T1/xU1f8h0gamxW8De19aQ9dKnWHF1yTVBhpb30EbVsWY758Rt2/17W5h2y9WMLLwm9gd/Z8yGwy0UNP6NON+NAtXRezZgMhVBN/DXjeWorz4F6PTNT//+eR/Bv48+sPt0Ucf5Ve/+hV1dXVMmTKFhx56iDPPPDOp13Yn+rETb6YtcwkT7zqn39u6htq62PSjtxlTfguqGn9xjGmaVO39HZX/3wlkje5/yn/H71bg3H0seTmJ9+javWvwl3/KmFv6/4y+mlZ23P8hoytuSVjJTVNnx56HGffTM3CV5SYs0zRNttz3Nnmdc8nOHp9w25b2D9DH76Dyxpn9xurdXE/NIxsYVf6dhNvpmp+qxt9xzIJzsLkT7xSYusHmexZTFL6EjH6mMeuaXydzrknp+f2P1FpWVdH8fCPDS76acLtgoJk9vj8xecH5qP3cflP3h9hw+5uMyL0Buz034bbVdU9R8Z2x5Ezpf8p/7z/+Q3hlNsUF5yTcrrNjG61ZbzPhR2f32wYCjV623rWUMRX/nbCjN02DHXt/w7g7z8BVnpuwTNM02fnbFbj2nkBuzvSE27a0f4g+fnty9WpLPbsfXsfoiu8l3E7Xg+ys/y3H3Dc3buLsiVU3IpdM1vqvV42tb2Gb6aHiqun9xtr6yS4a/7SXEaVfT7idFu6kuuUxJi04t+eKlPEYYY2NP3qTcsdXcLpiH9Lstrfx7+RemknRnP53NpuWbaN9YScVxf+VcLuAv4Ha4PNMuv88VFvinQKtM8DGOxZRWfDdfmciq2ufYNhNE+MOoHqr+dtnGJ8UUZR/VsLtvN71dBR+wNgfzO53pyBQ387Wu1cwZtitCafcI33rQ4y/d07cncf925ps/eU75LTNxu0+JuY26Sb6I/7Wc9/73veorq4mGAzy6aefJp3ke2vxLWX0zacnde92e14mJZeMo9mzAsWixH34fDvJPNadVJIHGPWtU2juehdT0RKW29K5jMpvJzfFmTE8n+yTCvB0rElYprdjPflzhvWb5CEyQzPm5jNo7HwTVDNumajQ5vuQEdedmFSs7omlOMaqdPq3J4y11buKsqsm9ZvkARSLyqibTqOh842EsRqE8LEtqSQPUDBzFLq7maDWlDDW5o6lVH7npH6TPIDFZWfE9cfT5H0LVOKWGQw1Yh2mJ5XkAcovn4ZHW4NBIGGsTV1LGJNkG3AWuymYN5JW76qEZXZ0bCLv9PJ+kzxE6lXlt0+huesdUPV+6tUHyderCaU4J9jp9G1NGGt7x2pKL53Qb5KHSL0afXP/9cpUdLyhtZRfeWy/ZQLkzxiJWeglEK5L3Ad436fiq8f2m+QBVJuVUfNPobHjjYT1Sjf9hBx7k0ryAEWzxxF07iFstCeuVx1LGHXTzH6TPIA1y0nFV6fR5F2SsMxAsA5bpZJUkgcYdvVxtAdXYyihxO21cymjvndqUiN/Z2kuebPKaO/4JGGZno61FJxd2W+Sh319602n09S1GFQjfhtIQ0qJfvfu1O5vvnfvobu/7kGVG8ZRkPyx7KI5E/D4PyVkxr9yW3PHMsouiz8FfCDVbiVrcgFtHasxzNhXbuvq3EXGBDcWZ/LH8counkJL13uEzfhXbmvpWkHpBbH3IGOx5biwl1nx+tdjmrGvWtXh2UzOjFJUa/LH8cqvPJZm7xI0M/aV20zTxOP/jILTxiRdprPYDdl+ukLbMM3YV61qa/uY4vOS6+C6lV0+hcb2xehm7Cu3GXqIgLKb7HHJH3PMmTYMn7aToF4b9wYkTZ6llF+ZfL1SFIXCOaNpal8W897aEJl5sJbQc632ZJSccwxtvg8Jma1xt2nxvUfphcnXK4vTRsa4bNo7P8MwY1+5rdOzhZwTUqxXV0ylqeOdhPWqzbeaotnJ1wFnsRvcAbqCW+PWq/a2zyn80qiUjg+XXzmVxva30MzYF+0yTYOO0HryZyS/0C6zspCwtRmfVhW3XrW0raTk4vjT9bGUXnwMjW1vo5uxbxajawHCtsa4hwJjyZ9RSWdwEwGjLu42KbcBVSH/9JE0ty3HMGPfttrvq8Mx0hn38FospRdMprXrfcIJ2kBr10pKzk3+e7VmObFX2PH41sbtW9ORUqI/8cQTufHGG/n444/jbuPxeHjyySeZMmXKYT3N7ovIPzP5RVAAFocVe7GLQKiesBn7so+61YuzJLWV78Vnj6MruI2gWR+zQXr96yg6e3RKZToKsjDtQcJmS8ykZBo6SqaW1Oigt6J5Y+ns3ELQbIj5d29wLUVfSj4hQ2QGQlM7CJlN6Gbfu/iFQ+04R2QnNTrorWD2aDo92wmZjbFjDayn8MzkFywB5E4fQTBcR9BsiNl5dHXuIueE1FbTK4qCe2oZXb5qwsTuPEJGHVljE0/BHqho1lh8oZ0EzbqYScnbsYHCs1M7U8aa6UB1q4S0BjSz71UwTdPEtAew5aR25baiL42j07+NoBm7o/eE1lH4pdTaQMawfPSeetX3lr1auANHmSupmZfeCueMpsO7LX69Cv6Hwtmp1Sv3pHJCeiMhszFmvQr4G8gcX0C848fx5J0ygq6OnXEvK90Z3EzBKal9rwUzR+MP7d7XBvrumHV27CTvlPg3sYpFsahkji/C798dd3ASppHMUamdAVU0Zyy+8E6CZm3sNtC1jsK5qbUBm9sFLp2Q0RJzx8w0dJSsNPrWuWPp6orkgYMlpZq9adMm7r//fs4991xsNhszZsygvLwcp9NJW1sbGzduZMOGDcyYMYMHHniA885LbmHNQLNlp366iDXbgeEJoykebGqMBRbW1KdYbG4nhhnCVMIYagCLEj2NqJt+rFn9L4A6kGq3YAJhxYNFjb5+s677Uq6IANZsF4bSgqEE0JUQFiW6DN30Y81OvVzFqoCioCkeLGp0ktCNINas1H8rm9tJJwF0xYehaKhK9NoKk3BKsyQQGSVgUUABTenArkZ3PLoRwJab+gVObDkODCNymWKbUtD3+F8a9cqa5cQwQpiKgaZ2YVOid0B1xY81jTZgy3ZihDXCigerGl2mqYdQnamf2mTNckRuOqSE0ZUAFiW6DhhGevVVsaj76pUXi3pAuzKCWHNTL9OW48SgK2690o0AthTbgKL0rlde7Gr0HRR1I4jVncZvleckrIfQ6cJUDJQDb0GtGCnvPCgWFVQTFHNfG4jum3TDjzWtNuDEaAhH6pWS33dGJI0z5nq3AV31YVWip9J1AlizclMvN8OBYWhoFg9W9YAydR/WzDT61iwnBs0YSrBv36qmd7Q9pVfl5+fz4IMPUltby2OPPcb48eNpbm5m27bIRWa+8pWv8Omnn7Jy5cojJskDad37V/eHUa02TEXDUH19j6OkscRR94dRVBuokUZ+YJkWizOtWE3NAFXBUAKYavRxKovNgR5MvUwjGEZRIrHq6sGLdd/VONFVH+YBx2otdie6P/UyNV8osnAyTqyKYsEIpzFN1hNrZ59jtRabE70zjVi7IvUK1URXO/vWq/j3zIhL94ciK7lV0BVP399KdWIE4t/kJH65YVSbDVMJYajRawBUmx0zje9U94d66lWsNqBaIqelpcw0e9Ur7YB65cBIp175w5H7isdtA/b02oBJgnrlwPCl8Vt1hVH21StN7Yhx3FdJeL/6mGGaZq820NFnDYDF5kTvSiNWXygSq2JgxGwDadwzoVcb0GK2AUd6eSAYaQOGEsRQg30/fxplGoFQTx7Q1b6xpiOt3QOn08nll1/OQw89xMKFC1m0aBF//etf+Z//+Z+o8+ePFO0f1qa0vakbBGs7sDoyUVQFQwmiqEr0I2gn3NF3+jmR1o924bKX7yvT36fMbOcE2j6o6b+gXrSuIGZAQbWoMWO12Bzo7RpGOLUG2bKyGperIlImgT6xZjrG0fZRams6Qq2dKJotUoYCphJdrsOVj393O6aeWrZrfX8XGTkVcX+rzIxxtH1SnVKZHdvqsVnzIiN7xYjsQPUu0z0Sz5rUp9686+twZhVG7peu9P1ebUo+vpr4xwRjaV1VhdMxfF+ZYVDMqDKzssbR+sGelMo0wjrhVj+q1b7ve42OVbWomP7Ief2piNSr4XE/f5ZzfOr1qq0Lwr3rVXQdsDtz8e/xplyv2t7fRUbOsPj1yjmetk9Si9VX04JVydpXr0xMNbpcV1YpnVubUk7KbR/XkOEui/u9ZjhG0f6f1OqAZ+0eHI6SfbHqoIajf6ucUXhWp9i3miYdWxpxZObHrFeKqmA13QTqE98p70CtH1XjdAzb9/lDoBDdt2ZOpG1lap9fD4TRO3RUiyXm92qx2dE9Onowxb51RTUZGfvqFX3rVTqO+FX3B0O4LozWmXxSblm1k8yMsT3JM9bK28K8WTS8uSnpMk3DpHXlLrILxu77QfuukHUXTqL907qUOqSGRRtxZ0/dX1EsfWPNc59E0/LtSZepBzU6NzSTkVO+r9y+ZeYXz6BlafzFP7HUvb6enOxj91doS/R3oFotuDOm0frJrqTLDLV1oTXrODJy48ZaVDSL+te3Jl0mQO3La8nLP75XA4yO1ebMxBrMx7838e1re+vc0YidAiw2R9x6VVxwNnWvbEgp1sbFW8ktnBS3DmTlVuLf6k1p9NH8/naysyb0tIFY32tBzhk0vrUl6TKNsI53TQOZucP3ff6+bSCv6Hhalu1KuV7l5kxPWK9yMlOrV2Gvn1BdsCchxewDik+j8d8p1qt/rCM3d3+96juit5NhG03HlviL1Q4UaPRChw2bMyt+vSqeQ8PC5PsrgLpX1pFXcFzc79XuyoGOjMj7J6ljcx1OaxkWqy1mmYpFoTj/bOpeTb4NmKZJ09vbyCk4Jn4byBtD5/qWlAY8Te9uwZ09uddv1TfW/JyZNC9P/rLqeiBM55bWhH1rOiTRAwV5s9j17OqkttUDYfa+uIbcwmmgRI4nR6ZZ1KhHbuF0WpfXREYTSaj71zoyM8aiqJZIuaq1T5mKxUK+eyZ7/7E2qTJD7T6a3tmBu2B8T6yxyi0oPo2G1zYnPfra+9KnuHOmoKhq3DJVq50s1xQa306uow82ddD+cS2Z+aN6fa99yy0qmU3tC2uTSkqmaVL91Ifk5Z7Q6/P3/a1sTje2UCFtnyU3W9KxvZFQrYYjs2B/rJa+5ZYUnUP1kx9jGv0nJVM3qH5qFbn5JySsV5m5o/BvD+Dbnfg+5d2alm3FrpSiWu37ylVjfgcFebPZ8/xnSZWp+ULUvbIOd8GUhLHmFc+g+e0qQu2xV2UfaM+Ln0YuCb2vXsX6/VWrnWzXVBrf2pxUmcHmDto/3ktmXuJ6VVi8r14lOfra9exH5OQel7BMqyMLh1FB68fVSZXpq2nFt70Dl7s04fdaXDyXmmc+w9D6PzTS3QZyc49PWKY9owA8mXg2JDcC92ysxWi3YnO6E5ZbUngOu576OKkdM0PT2fXMx+TmJ/5eM/PG0rXei7+2PalYm97dgtNaETkk1tMGostVLBYK8k5nzwtrkioz3BGg/t+bcRcckzDW/OJTaHh9S9IDyZrnV0cubpSgv06HJHogt+hY1D2l7Hrmo4QVUvMF2XT3GxTkn4HF4QJVAVXBZsvueyzRZqWy8nq23LuEUGvi+9s3vLOZ1iX15JeetL9Ma1afMhWLQnHFl+haFaL+34nvEBhq62LzPYsoKT8HxWoFVUGxqNisfWO1OlwMK/8ym+95u98KWfvqf+j6LEBO0dResfYtU7EoVAy/mJZ/1dP83o6EZQYavWy+dzGlw84jssBHQbFYsFoz+5Rpd+VQVng5m+99C80X+1QZiMyQ7HxsBWpzIZn5lf3GOmLUV9n79IZ+py87djSy86EVlI44r6dM1WLHYnX2KTMzbyRu40S2/3pZwlkYI6yz5RdvkWWZgiOroKdca4x6pVgURo+5ge2/WknXruaEsTav3EH9y9soqjhzf5nWLFSr2nf0WTaT8CYXe15ak7BMrTPAprvfoLBwFha7M2GsFpuNkSOvZ8s9b/fbBvb+Yw1dn/rJKT62V6yxP3/5iItofaORpmWJR0o99aoimXrlpqzgMrb87C10f4J6ZZpUP/0hxp5MsgvG9luvhld+mdo/b+l3J9K3p5Wtv3iX0uH765VisWGxuvqU6cwqojBzHlsXvIMRir9jYuoGOx5Zjq2jgoy84VF1IFasI0d/g92Pfo53U+LZAu+mOqp/t4qS4efsbwNWJxarvU+Z2QXjyPBNZufv3k+4w2uENLbcvxi3Yzr2zLyE36tqVRk15ka2LVje74xZ84rtNLy6k8LyM5JoA2cQ/I+F2lf+k7DMsMfHpp++QXHpl1Bttki5lthtwGp3Mrziq2y++23C3r5nfPS258VPCaw3yCmeEvfzk+bUfdpXxqupqWH48OFpvelg0X1lvBPPfxyrzUVdzSLaOj+i+LzxFM0a13MZ0FBbF/X/2kDbRzUUl80mI2f/KSMWNQOXPf734O+sp2rHU2RNy6fskik9F04wDZO2z3ZR/9oGLIFcSkacFbXC2mUfiUWNvWLTNA1qdr6ET9lByUUTKThpFN0rZgONXupeW4f3P42UDpuHM2v/OaxWixunLf5FJjrbdrBr11/JPaWMsgun9JwaZeoGrR9XUf/6RmxGCcXDzuy1EjZyfE9VYq9aNwyNXdv/QtjVQOllk8g9dnjPawP1HmpfXUfn+mbKRpyHPSO353U2Sx4OW3HMMgE62raxe9fz5JxUStlFU3oudKIHwjS9u4XGt7bizp5MXsn0Xq9SyXSMiXslK10LUrXtacxcL+VXTiV7YllPrJ07G6n9x1pCe0KUjTwPq33/anC7tRi7Nf6NLloaVlHfuIjCs0ZRPPeYnsuAal1BGhZtpHnZTvILTsJduP9Kg4piI9MR/3SnUMBD1fansFZA+ZXTyNp3upFpmLR9vpv6V9ej+LIoHTkXtdfV65y2YVgtsS8KY5ome3e9Smd4AyUXTqDg1DE99Sq6DcwhI2f/qYMWNROXPf5pVP6OWqp2PkPm5BzKL52KszSyQt/QdFo+2EHDvzbhUCsoqjg9aoV1hn1U3KtPGobGrh3PEbLvpeyyyeROH9Fz/DJQ307twnV0bmiJUa9ycdjin57obdlMzZ4XyDttGKXnTe65toAR1mh+bzsNb24m0zGWgrLeF+xRyXSMjnvtd10P9apXU8iesL9e+fa0UvuPtfi3d1BWeT42x/7redithdit8c+yaWv6D7V1C8k/cwSl507qORuhpw28vRV31lTySvbfm0JRLGTY49+YRwv7qdr2FEpRgPIrppI9fv91IDq21lP7j7WE6w3KK8/DYtvfPzmsJdisuXFjbap9j6a2dymaO5aisyb0nOWidQaoX7SRluVVFBTNJDt//+mIqmInwxH/lLeQv42d25/CUWml/IppPZdY7t0GVH82pSPOpvcVHJ324VjV2Kd9mqbJ3uqFdGgbKLlwIoW92kCwuYPa19bh/aye0mFn48zeX4+sajZOe3ncWLs81eyq/gvZxxVSdsnUnuu2GJpOy8odNPx7E07LcArLTz2gbx2N2usMCS3sZ/Ub3zl8l8DNzMzktttu4/bbbyczM/27jw2k7kR/0oV/wGqLNGgt7KN2z7/o8G4GS+SrUUw7ubnHklUwOqqBKIqCyz4ci9rPpVhNk9bGj2lsXIahBEABUzPJcA0nr/g4rI7o789mSVxpugUDrdTu+RddnTsjp6WZoOIkr+B4MnKHHxCrSoZ9BKqa+NQc0zRorF1OS8sHmKrWE2tm5ihyi6ZFJTgAuzVxx9nN76unds+/8Pv39MRqIYO8ghNw5ZRHxaoqFlyOkXF3HnrH2lT3Hi0tqzDYd9jBUMl2TySnaBKqJfo8HIetCLu1/2tTd3Xspm7vvwkEGyJ70WYkQeQVzYjacQJQVTsZ9hH93uBD10PU71lMe/saUCOje8Ww4M6ZgrtoPAdeStZlL8dqyY5RUjRv2ybq694irLVHfivdJCNjOLnF06OSBoDVkjghdwsFvdTVvE5H5/bIbwUoho3cvOlfrA00fUJT4zJ0w7cvVsjKGk1u8bSopAFgs+biTKpeNVK355/4/DU9xy8PRr1q2Psura0fRdoAkVizs8aTUzwFizV658NhS5yQu0XVK2vkDAqrmrUv1ugdcFWxkeEY0fc0uANjNXTq975FW+unmJZ9U/m6Qrb7GHKKjkG1RH9Why3xTmm3Ts9O6ureJBRqipzup5vYbYXkFZ2AIzO6DVlUBy77iH7vvqZpAepr3sTjXbe/b9UtuHOn4C6MbgMK4LRXYLX0fyGz9pb1NNS/jaZ7QY20AZdrGHnFx32BNuChbs8/6ezcDhYlco9500Fu/nQy80b26Vtd9hFY+u1bTZrrP6C5+f1IHgBMDbKyxpBbMg2LNfr1dmvfwY4W9vPxv759+BL9Bx98wH//939TU1PDfffdx3XXXZdOMQOqO9GffNmTWG37E5hhhPAH98S9ihKAgorTUZ5URewWCNVHOuQErJYsnPbypG9ZqOt+/KE9Ca+ipGDB5ajAYknu4iWmaRAI1aHpfS+E0pvN4sZhL4s7OjiQpncRCO7FTHCOmKJYcTmGxZ3NiB1rLZqeeGrYbivAYUv+IhthzUsgVEei8yRVxY7LMTzpO46ZpoY/uAfdSHR4RMFpTzw6OlAo3EowHPuiLd2saiZOR3nSdxzTjSD+YA1mnCvURSI9NG3AZsnBYS9NoV759tWrBG3gUNUraz4Oe/yZpwOFtQ4CoVoS1yvbvnqV3DnopqnjD+6N7EAl4LAVYbclfx2OsOYhEKpPHKvqiMTazw5JN8MI4w/twTASrQdScNpLsVmTv+BYKNxCMBz/SqXQ3QYqku9bjQD+4J5+2oAFp6MCa9J9q0kwVEdYT7xA0WbNxWnve1VNLezjo4U3Hv6b2vz5z3/mxz/+MYWFhTz00EPMnj37ixR3WHUn+plXPhWV6CHSeELhNsJa+wE/tIrN6sZuy+t3dByLpnUQ0trR9ehFeqrqxG7Lw2pxp3y/a8MIE9baCGueqISvKBZs1hxs1ry07k0e1jyEw219EpNFdWGz5WGzJl/R9scaIhRuQ9M9UVeo+iKxmqaJpnfsizX6OJjVko3Nlpd0Q+xNN4KEw62ENS+9OztFsWG35WKz5qZ0q85IrAZhrZ2w1o5h9N6RjByTtlvzsFiSvxRtT6y6n5DWhqZ1RMUaqVe5++pVaktyDFMj3NMGeifRL9oGOglpbX3agMWSgd2ah9Xa/0xGn1iN0L7Pf7DrlYdQuB3jwDZgydwXa+r3vI9fr6zYrDnYbXn9juT7xmpE2qvW3ieJfrE2ENhXB6JjVRXbvj4gJ402oPf0LdGX++5uA/kp3Vq4J1bdt69viR6g7G8DOan3rXHagKKoWK052K15Se+Q9RbWOghrbeh69M5ZpF7lxm0DWtjHqpdvGJi71/n9fhYsWMCvf/1r5s2bxwMPPMDYsald+nEgdCf6U695us+UdDfTNDGMQORHVlQsqiPlih2LYYR6OnpFsWGxpN5hHsg0jUhSNo19sTpT7txj0fUgphkCIitr+5uiSi1WHRTLQYvVMEI9l+NUFXtK942PxzR1dCMIpoGiWFBVZ8odRiy6HojsRCoqqmpPelSUiGFqkXplmiiq9eD/VqhYLM6D1AbCPR29qljT6jAPdKjqVaQN7ItVdaS143wg09TR9QBg7IvVdXDrFUqkXh2sWHvagDWtRBzLIWkDhhaZjT3IbcAwgr3ywEHsr4zuemXrtw1oIR8fvHB9yon+i3+rRJLhvHnz6Ojo4Le//S1vvvkm8+fP5+677yY7O/W988NNsVpQ4twkQwFUUt9r748FFxZSH7klomBB5Ys36gNF7uWd+mggkUMVa+R7PbgisX7xJHQgq/Xgr22xYMHCF+/Yejt0v5UFCwcnYXQ7tG3g4FKwoNqOjHolbeBQ9lfJ5wHFSK93SzvRP/7446xevZrVq1ezadMmLBYL06ZNY/78+UyfPp3nnnuOSZMmsXDhQmbMmJHu2wghhBDiC0h76n748OHMnDmz5zFjxgwcjui9qPvvv5/nn3+e9evXH5RgD7buqfszrvtL3Kl7IYQQYjDQQj5WPHPt4Zu6r6np/ypi3/zmN7nzzjvTfYvDRrFZUFK89akQQghxOCnmYZ66T0ZxcTHvvvvuoXyLg0K1qqg2uUigEEKIwUs10stThzTRK4rCrFmzDuVbHBSqzYIqI3ohhBCDmHq4F+MNJRargtUqI3ohhBCDl6mnd/qlJHrAYlOxyNS9EEKIQcwYjFP3Rwq7zYrNLl+FEEKIwUsx0stTkt0Aq03FKiN6IYQQg5ipy4g+bVa7BZtdFuMJIYQYvExZjJc+q1VG9EIIIQY3Q5MRfdpsdjlGL4QQYnAzdTlGnza7Q8XukKl7IYQQg5isuk+f1W7F5pCvQgghxOBlyIg+fXa7BbssxhNCCDGImVp6eUpWoAkhhBBDmIzoAYfNgkOudS+EEGIwSzNPSaIHbFYLdkn0QgghBjHDKok+bS6HilNW3QshhBjEFDmPPn02m4zohRBCDG66TN2nz2W34pLT64QQQgxmYTm9Lm12GdELIYQY5GRE/wU4HTKiF0IIMbiZMqJPn9Oq4pSb2gghhBjEDKssxkub06rgSvMLFEIIIQ4Hw6qk9TpJ9IDTasGZ5vmJQgghxOGgy3n06XNYVZwyohdCCDGIaTJ1nz6XRZWpeyGEEIOabpFEnzaHTN0LIYQY5MJH29T9fffdx7///W/WrFmD3W6nvb097bLsFh27RT94wQkhhBAHWbp56oidrw6FQlx11VV897vfHehQhBBCiEHriB3R33PPPQA8++yzSb8mGAwSDAZ7/u/1egFwqF041CN2n0cIIcRRIKR2pfW6IzbRp2PBggU9Owi9WVQ/VvWo+iqEEEIcYSyqP63XHVXZ7Y477uC2227r+b/X62X48OHYLT7saa5mFEIIIQ4Hu8WX1usGVaK/++67Y464e1u9ejUzZsxIq3yHw4HD4ej7vNqFQ03vikNCCCHE4eAYClP3N910E9dcc03CbSorKw/6+1rVAFZVTq8TQggxeFnVQHqvO8hxfCGFhYUUFhYe9vdVwn6UsEzdCyGEGLyU8FF2jH737t20traye/dudF1nzZo1AIwdO5asrKzUCgv6IShT90IIIQax4FGW6O+66y7+9Kc/9fz/uOOOA2Dp0qXMnj07pbLMkB8zJIleCCHE4GWG0kv0imma5kGO5Yjh9XrJycmhfetvcWe7BjocIYQQIi5vh5/c8d/H4/HgdruTft0RO6I/qII+sBsDHYUQQggRX3AILMYbMH4/WI7aiQ0hhBBHAr8k+vT5AqBKohdCCDGI+YL9bxODJHrA9HVhKtpAhyGEEELEZUqi/wJ8flDkNrVCCCEGMV8orZfJVWKEEEKIIUxG9IDZ6cM0ZOpeCCHE4GWmOaKXRA8Y3hBGWBbjCSGEGLwMfzit10miBwxvECMk59ELIYQYvIyAJPq0GZ4gRkASvRBCiMHLCEqiT5vhDWHIlfGEEEIMYkYovbVkkuiBoDdI0C6n1wkhhBi8gpLo0xfyhgnaZEQvhBBi8AqF0xuQSqIHAp4ANqtloMMQQggh4gpokujTFvaGCFkk0QshhBi8wrok+rR1dply9zohhBCDWqeeXp6SRA90dIAhFwMWQggxiHWluZRMEj3Q2WliKDKiF0IIMXj5TBnRp63TB7LmXgghxGDmS/N1MmEthBBCDGGS6IUQQoghTBK9EEIIMYRJohdCCCGGMEn0QgghxBAmiV4IIYQYwiTRCyGEEEOYJHohhBBiCJNEL4QQQgxhkuiFEEKIIUwSvRBCCDGESaIXQgghhjBJ9EIIIcQQJoleCCGEGMIk0QshhBBDmCR6IYQQYgiTRC+EEEIMYZLohRBCiCFMEr0QQggxhEmiF0IIIYYwSfRCCCHEECaJXgghhBjCJNELIYQQQ9gRmeirq6v55je/yahRo3C5XIwZM4af/vSnhEKhgQ5NCCGEGFSsAx1AOjZv3oxhGPzhD39g7NixrF+/nhtvvJGuri4efPDBgQ5PCCGEGDQU0zTNgQ7iYHjggQd47LHH2LlzZ9Kv8Xq95OTk8CRjyMByCKMTQgghvhgfOjeyA4/Hg9vtTvp1R+SIPhaPx0N+fn7CbYLBIMFgMOo1AH6MQxqbEEII8UV156qUx+fmELB9+3bT7XabTz75ZMLtfvrTn5qAPOQhD3nIQx5H7GPHjh0p5chBNXV/9913c8899yTcZvXq1cyYMaPn/7W1tcyaNYtZs2bx1FNPJXztgSP69vZ2Ro4cye7du8nJyfliwYtDyuv1Mnz4cGpqalKashKHn/xWRw75rY4sHo+HESNG0NbWRm5ubtKvG1RT9zfddBPXXHNNwm0qKyt7/l1bW8ucOXM45ZRTeOKJJ/ot3+Fw4HA4+jyfk5MjlfwI4Xa75bc6QshvdeSQ3+rIoqqpnTA3qBJ9YWEhhYWFSW27d+9e5syZwwknnMAzzzyT8gcXQgghjgaDKtEnq7a2ltmzZzNixAgefPBBmpqaev5WWlo6gJEJIYQQg8sRmejfeusttm/fzvbt2xk2bFjU31JZcuBwOPjpT38aczpfDC7yWx055Lc6cshvdWRJ9/caVIvxhBBCCHFwyYFtIYQQYgiTRC+EEEIMYZLohRBCiCFMEr0QQggxhEmiP0AwGGT69OkoisKaNWsGOhxxALlF8eD36KOPMmrUKJxOJyeccAIrVqwY6JDEARYsWMCJJ55IdnY2xcXFXHrppWzZsmWgwxJJWLBgAYqicOuttyb9Gkn0B/jf//1fysvLBzoMEUfvWxRv2LCBhx56iMcff5wf/ehHAx2aAF588UVuvfVWfvzjH/P5559zxhlncN5557F79+6BDk30snz5cubPn8+qVat4++230TSNefPm0dXVNdChiQRWr17NE088wbRp01J7YZr3kRmS3njjDXPixInmhg0bTMD8/PPPBzokkYRf/epX5qhRowY6DGGa5kknnWR+5zvfiXpu4sSJ5u233z5AEYlkNDY2moC5fPnygQ5FxNHR0WGOGzfOfPvtt81Zs2aZt9xyS9KvlRH9Pg0NDdx444385S9/ISMjY6DDESlI5hbF4tALhUJ8+umnzJs3L+r5efPm8cEHHwxQVCIZ3bfslnY0eM2fP58LLriAs88+O+XXHpFXxjvYTNPkG9/4Bt/5zneYMWMG1dXVAx2SSNKOHTt45JFH+PWvfz3QoRz1mpub0XWdkpKSqOdLSkqor68foKhEf0zT5LbbbuP0009nypQpAx2OiOGFF17gs88+Y/Xq1Wm9fkiP6O+++24URUn4+OSTT3jkkUfwer3ccccdAx3yUSvZ36q32tpazj33XK666ipuuOGGAYpcHEhRlKj/m6bZ5zkxeNx0002sXbuWv/3tbwMdioihpqaGW265hb/+9a84nc60yhjSl8Btbm6mubk54TaVlZVcc801/POf/4zqjHRdx2Kx8JWvfIU//elPhzrUo16yv1V3Re++RfHJJ5/Ms88+K3cvHARCoRAZGRn8/e9/57LLLut5/pZbbmHNmjUsX758AKMTsdx88828+uqrvPfee4waNWqgwxExvPrqq1x22WVYLJae53RdR1EUVFUlGAxG/S2WIZ3ok7V79268Xm/P/2traznnnHN4+eWXOfnkk/vcOEcMrN63KP7rX//abyUXh8/JJ5/MCSecwKOPPtrz3KRJk7jkkktYsGDBAEYmejNNk5tvvpmFCxeybNkyxo0bN9AhiTg6OjrYtWtX1HPXXXcdEydO5Ic//GFSh1vkGD0wYsSIqP9nZWUBMGbMGEnyg4zconhwu+2227j22muZMWMGp5xyCk888QS7d+/mO9/5zkCHJnqZP38+zz//PK+99hrZ2dk9ayhycnJwuVwDHJ3oLTs7u08yz8zMpKCgIOk1FZLoxRHlYN2iWBwaV199NS0tLdx7773U1dUxZcoU3njjDUaOHDnQoYleHnvsMQBmz54d9fwzzzzDN77xjcMfkDikZOpeCCGEGMJkBZMQQggxhEmiF0IIIYYwSfRCCCHEECaJXgghhBjCJNELIYQQQ5gkeiGEEGIIk0QvhBBCDGGS6IUQQoghTBK9EEIIMYRJohdCCCGGMEn0QoiUtbS0UFxcTHV19SF/ryuvvJL/+7//O+TvI8RQJde6F0Kk7Ac/+AFtbW388Y9/POTvtXbtWubMmUNVVRVut/uQv58QQ42M6IUQKfH7/fzxj3/khhtuOCzvN23aNCorK3nuuecOy/sJMdRIohfiKPe3v/0Np9PJ3r17e5674YYbmDZtGh6Pp8/2b775JlarlVNOOSXq+crKSn7zm99EPTd9+nTuvvvunv/Pnj2bm2++mVtvvZW8vDxKSkp44okn6Orq4rrrriM7O5sxY8bw5ptvRpVz8cUX87e//e2Lf1ghjkKS6IU4yl1zzTVMmDCBBQsWAHDPPfewePFi3nzzTXJycvps/9577zFjxoy03+9Pf/oThYWFfPzxx9x8881897vf5aqrruLUU0/ls88+45xzzuHaa6/F5/P1vOakk07i448/JhgMpv2+QhytJNELcZRTFIX77ruPp556ivvvv5+HH36YRYsWUVFREXP76upqysvL036/Y489lp/85CeMGzeOO+64A5fLRWFhITfeeCPjxo3jrrvuoqWlhbVr1/a8pqKigmAwSH19fdrvK8TRyjrQAQghBt6FF17IpEmTuOeee3jrrbeYPHly3G39fj9OpzPt95o2bVrPvy0WCwUFBUydOrXnuZKSEgAaGxt7nnO5XABRo3whRHJkRC+EYPHixWzevBld13sSbTyFhYW0tbUlVa6u632es9lsUf9XFCXqOUVRADAMo+e51tZWAIqKipJ6XyHEfpLohTjKffbZZ1x11VX84Q9/4JxzzuHOO+9MuP1xxx3Hxo0bY/6t99R6OBympqbmoMS4fv16hg0bRmFh4UEpT4ijiSR6IY5i1dXVXHDBBdx+++1ce+213HvvvfzjH//g008/jfuac845hw0bNsQc1T/zzDMsWbKEbdu28d///d94PB527NhBQ0PDF4pzxYoVzJs37wuVIcTRShK9EEep1tZWzjvvPC6++GJ+9KMfAXDCCSdw0UUX8eMf/zju66ZOncqMGTN46aWX+vztoosu4vvf/z5Tp06ltbWVn/3sZ7zyyissWbIk7TgDgQALFy7kxhtvTLsMIY5mcmU8IUTK3njjDX7wgx+wfv16VDUyXqisrOTWW2/l1ltvPajv9fvf/57XXnuNt95666CWK8TRQlbdCyFSdv7557Nt2zb27t3L8OHDD+l72Ww2HnnkkUP6HkIMZZLohRBpueWWWw7L+3zrW986LO8jxFAlU/dCCCHEECaL8YQQQoghTBK9EEIIMYRJohdCCCGGMEn0QgghxBAmiV4IIYQYwiTRCyGEEEOYJHohhBBiCJNEL4QQQgxhkuiFEEKIIUwSvRBCCDGESaIXQgghhjBJ9EIIIcQQJoleCCGEGMIk0QshhBBDmCR6IYQQYgiTRC+EEEIMYZLohTjMXnzxRSZPnozL5UJRFNasWXPI33Pr1q384Ac/4IQTTiA3N5f8/HxOO+00Xn755T7bPvvssyiKEvNRX1+f8nt/9atfRVEULrzwwqjnly1bFvd9FEXhO9/5TlLlNzQ08KMf/Yjp06fjdrux2+0MGzaMyy+/nNdffx1d1/u8Z6zPDXDTTTehKErKn1GIwcw60AEIcTRpamri2muv5dxzz+XRRx/F4XAwfvz4Q/6+b731Fv/+97+59tprOfHEE9E0jRdffJGrrrqKe+65h7vuuqvPa5555hkmTpwY9VxBQUFK7/vvf/+bV199Fbfb3edvxx9/PB9++GGf5x977DH+/Oc/c9lll/Vb/qpVq7j44osxTZPvfve7zJw5k6ysLHbv3s0///lPLr/8cv7whz/wzW9+M6W4hRhKJNELcRht3bqVcDjMV7/6VWbNmnXY3veaa65h/vz5UaPV8847j+bmZn75y1/ywx/+EIfDEfWaKVOmMGPGjLTf0+Px8O1vf5uf/exnPPzww33+7na7mTlzZtRzpmnyla98hZEjRzJ37tyE5be3t3PppZeSlZXFypUrKSsri/r7V7/6VdauXUtLS0van0GIoUCm7oU4TL7xjW9w+umnA3D11VejKAqzZ88+LO9dWFgYc0r6pJNOwufz0draetDf83/+538oKyvj+9//ftKvWbp0KTt37uS6665DVRN3T08++SQNDQ386le/6pPku02bNo05c+akFHdviQ5jHK7fTogvSkb0Qhwmd955JyeddBLz58/n/vvvZ86cOTGntHvTNC2psi0WS1rHlpcuXUpRURHFxcV9/nbhhRfS1NRETk4Os2fP5t5772XKlClJlbtkyRL+/Oc/s3r1aiwWS9Lx/PGPf0RVVa677rp+t3377bexWCycf/75SZffzTCMmN+taZpR/7/gggv6HF748MMPue2225g8eXLK7yvEQJBEL8RhMmbMGCZNmgTAuHHj+kxbH6i6uppRo0YlVfbSpUtTHmE+9dRTLFu2jIcffjgqGZeWlvLjH/+YmTNn4na7WbduHb/4xS+YOXMmK1eu5Nhjj01YbmdnJzfeeCM/+MEP+t22t/b2dl555RXmzp3LiBEj+t2+pqaGoqIiMjIyop43DAPDMHr+r6pqn9mBq6++OqmYioqKKCoq6vn/li1buO+++5gzZw4PPfRQUmUIMdAk0QsxSJWXl7N69eqktp0wYUJKZb/55pvMnz+fK6+8kptvvjnqb+eeey7nnntuz//PPPNMLrjgAqZOncpdd93Fa6+9lrDs22+/HZvNFnOBXyLPPfccgUCAG264IaXXHei2226LWhNwwQUX8K9//Stqm1/+8pecddZZfV77wAMP8NJLL8Ust76+nnPPPZeysjIWLlyI3W7/QnEKcbhIohdikLLb7UyfPj2pbVOZHl+8eDGXX345c+fO5bnnnktqyr+yspLTTz+dVatWJdzu448/5tFHH+WVV14hEAgQCASA/VPl7e3tuFyuPgv/IDJtX1RUxCWXXJLU5xgxYgTbtm3D5/NFjer/53/+h69+9asAXHzxxTFfO3r06JgLDXuP3nvr6Ojg/PPPJxwO8+abb5KTk5NUjEIMBrIYT4hBqrq6GpvNltRj+fLlSZW5ePFiLr30UmbNmsU//vGPlEalpmn2u0Bu48aNmKbJZZddRl5eXs+jpqaGxYsXk5eXx2OPPdbndZ9//jmff/45X/va17DZbEnFM3fuXHRd54033oh6fvjw4cyYMYMZM2YclFF3OBzmiiuuYMeOHbzxxhsMGzbsC5cpxOEkI3ohBqmDPXX/1ltvcemll3L66afz6quvxhxVx1NVVcXKlSs5++yzE2537rnnsnTp0j7PX3PNNYwaNYoFCxYwduzYPn//4x//CJDS+e433HADDz74IP/7v//LaaedFnfl/Rf1zW9+k2XLlvHmm28ybdq0Q/IeQhxKkuiFGKTsdvsXOo+9t/fff59LL72U0tJSfvSjH/W5Gt+kSZN6zgA4++yzOfPMM5k2bVrPYrxf/epXKIrCz372s6jXfelLX2L58uU9K9hLS0spLS3t8/5Op5OCgoKYCwYDgQDPP/88p556Ksccc0zSnyk3N5dXX32Viy66iGOPPTbqgjktLS2899571NfXc+qppyZd5oEeeOAB/vKXv3DzzTeTmZkZdejC7Xb3LK4UYjCTRC/EUWDJkiX4/X6qq6tjLkLrvWp/6tSpvPjiizz44IP4/X6Ki4s566yzuPPOO/tcxU/X9ahLzKbjlVdeoa2tLa1FeDNnzmT9+vU8/PDDvPrqq/z6178mFApRVFTECSecwJNPPsmXv/zltGPbsGEDAI888giPPPJI1N9mzZrFsmXL0i5biMNFMQ88cVQIIYQQQ4YsxhNCCCGGMEn0QgghxBAmiV4IIYQYwo7YRL9gwQJOPPFEsrOzKS4u5tJLL2XLli0DHZYQQggxqByxiX758uXMnz+fVatW8fbbb6NpGvPmzaOrq2ugQxNCCCEGjSGz6r6pqYni4mKWL1/OmWeeGXObYDBIMBjs+b9hGLS2tlJQUJDWnb+EEEKIw8U0TTo6OigvL+/3KpW9DZnz6D0eDwD5+flxt1mwYAH33HPP4QpJCCGEOOhqampSuhTzkBjRm6bJJZdcQltbGytWrIi73YEjeo/Hw4gRI/gto3AduUcxhBBCHAX8GHyfKtrb21O6sdKQGNHfdNNNrF27lvfffz/hdg6HI+b1vV2oZJD83b+EEEKIgZLqoeYjPtHffPPNvP7667z33ntyVykhhBDiAEdsojdNk5tvvpmFCxeybNkyRo0aNdAhCSGEEIPOEZvo58+fz/PPP89rr71GdnY29fX1AOTk5OByuQY4OiGEEGJwOGJXoD322GN4PB5mz55NWVlZz+PFF18c6NCEEEKIQeOIHdEPgZMFhBBCiEPuiB3RCyGEEKJ/kuiFEEKIIUwSvRBCCDGESaIXQgghhjBJ9EIIIcQQJoleCCGEGMIk0QshhBBDmCR6IYQQYgiTRC+EEEIMYZLohRBCiCFMEr0QQggxhEmiF0IIIYYwSfRCCCHEECaJXgghhBjCJNELIYQQQ5gkeiGEEGIIk0QvhBBCDGGS6IUQQoghTBK9EEIIMYRJohdCCCGGMOtABzAYZGVAhjLQUQghhBDxqSbgS/11kuiBrCyFTFUyvRBCiMFLNRRJ9OnKzoYsy0BHIYQQQsSn6kBj6q+TRA9kZSpkWWREL4QQYhDT08tTkugBm9uO3SpDeiGEEIOXTdPTep0kesCZ48Rpk0QvhBBi8AqHJdGnze624bDLVyGEEGLwCoa0tF4n2Q1wuB2S6IUQQgxqjlB6M8+S3QDVbUd12AY6DCGEECIuNZjeNe4k0QNqjgPVKYleCCHE4KUGJNGnTXU7UF2S6IUQQgxeql0SfdpUtx01wz7QYQghhBBxqbb0zqOXm9oIIYQQQ5iM6AElKwMlU0b0QgghBi9FTS9lS6IHyHBBhmOgoxBCCCHiM+X0urQpGZkomZLohRBCDF6KKSP69GU4Iw8hhBBisDLkpjbpc7kk0QshhBjc5O51X4AjAxyugY5CCCGEiC8k59Gnz+YEuyR6IYQQg5jNTOtlkugBxe5CkUQvhBBiEFPskujT53BFpu+FEEKIwcpxFCb69957jwceeIBPP/2Uuro6Fi5cyKWXXppyOabNhWmTEb0QQojBy7QZab3uiE70XV1dHHvssVx33XVcccUVaZejGU40QxK9EEKIwUsz9LRed0Qn+vPOO4/zzjvvC5cTNDIJGpkHISIhhBDi0AgaR+HUfaqCwSDBYLDn/16vF4CQnkFIl0QvhBBi8ArpR+HUfaoWLFjAPffc0+d53XDJ1L0QQohBTTe0tF53VN2m9o477sDj8fQ8ampqBjokIYQQ4pA6qkb0DocDh6PvzWuCRiZ2I2sAIhJCCCGSEzRk6j5tId1CSE/v9n9CCCHE4ZBunjqiE31nZyfbt2/v+X9VVRVr1qwhPz+fESNGJF1OUNOxaemdtiCEEEIcDsE089QRneg/+eQT5syZ0/P/2267DYCvf/3rPPvss0mX49cNLFp6UyJCCCHE4eA/Glfdz549G9NM77zC3oKagVUSvRBCiEEsmGaeOqIT/cES0HQsMnUvhBBiEAscjVP3B0tAM1FlRC+EEGIQC2hyZby0BTQDNSyJXgghxOAVkKn79AWCGootvSsOCSGEEIdDIJhenpJED4TCOpawHKMXQggxeIXSzFOS6AF/SIM095SEEEKIw8EfkhF92sIyohdCCDHIhWVEnz5/0MC0SqIXQggxeAWCshgvbWFNR5URvRBCiEEsnOZ59EfVbWqFEEKIo42M6IFgWAcZ0QshhBjEgnKMPn2hkI4ix+iFEEIMYqGQJPq0aSEN1SKn1wkhhBi8NDm9Ln2hoAGqjOiFEEIMXiFZdZ++cEhDkRG9EEKIQSwsI/r0aXJTGyGEEIOcJje1SZ8W0lFk6l4IIcQgpslivPRpYQPFIiN6IYQQg5eW5syzJHogFNYwVTlGL4QQYvAKh+UYfdr0sIGqyoheCCHE4KXLiD59umbK1L0QQohBTdfMtF4niR4wwjqGLMYTQggxiBlyCdz0GZqBIVP3QgghBjFDTq9LnxnWMRUZ0QshhBi8zDRH9HKbWiGEEGIIkxE9YIQNDEWm7oUQQgxexkCsug+Hw9TX1+Pz+SgqKiI/P/+LFDdgTE3HlMV4QgghBjFTO0yL8To7O3nuuef429/+xscff0wwGOz527Bhw5g3bx7f+ta3OPHEE9MKaCAYmozohRBCDG6HZTHeQw89xH333UdlZSUXX3wxt99+OxUVFbhcLlpbW1m/fj0rVqxg7ty5zJw5k0ceeYRx48alFdjhZOomppre+YlCCCHE4WDqh+E8+g8++IClS5cyderUmH8/6aSTuP7663nsscd4+umnWb58+ZGR6MMGJqlPiWihLhprl+HxrgfVBBNcjgpKyufhyipJLxbTxNu8kcbGd9GMLsBEVZwUFZxJXulxKEp66ydDAQ+Nte/Q0bkVFBNMheysiRRXnIXd4U4zVoO2hv/Q3Lwc3QwACjZrDiUlZ5OVNwZFUdIqt8tTQ0P9YoLh5kisukKOewpF5bOx2bPSKlPXgjTXraS17RNQdUDBbs2jpGQuWXmj0yoToKNtJw31bxPW2wATDAv5eTMoLDsNi9WRVpn769W6nnrlsBdTWnYOGe5haZVpmibels00Nr6DZnQCoJhWCvJPoaD0JFSLLa1yw8EOGmuX4u3YGInVUMjIGElp+VwcGYVpxmrQ1rCGpublGERmDFXsFBacQX7J8SiqJa1yg/5WGmqX0NW1c38byD6GkvKzsDmy0yrTMDRa6z+lpXUlhhkk0gbcFBfPJTt/bNptwOfdQ33dWwSDDZEl04ZKXu7xFJWdjsXmSqtMXQvQVPc+bW2fgWr01KuSsnlkfoF61dm6nYbGJYR1D2CimFby82dSWHoyqsWeVrnhYAeNdcvx9vStCi5nBaVl83Cm3bdG+qum5mUYBEABxbBRkH8qBaUnpt0GQoF2Gva+Q2fXtp42kJk5mpLys3G40jucbRo6rQ2f0tzy/r42oGBRnOTnnpJWeYppmkftUNbr9ZKTk8OJ5z+ONYXGYxo6u6teIMBuii8aT8HJo1AskQTcsbWeulc2oterjBr3zZQ6EG/rFvbUvIT7+BJKL56EoyCS1MIdARre3ETb+zWUlp5PfvGMpMvUtSDVO/6MntFG6SUTyJ0+AkVVMA2Tts920fDaFqyBQirHXptSo2xtWE19w5vknjqM0vOOwZYT+f4C9e3UvbqJro2tDB/x/8jKHZV0mUF/K1Xb/4hjpJ2yKyaTOTKSKEzdoOXjahr/uQWnMZIRY65JeofHNE3qat7A4/uconPGUjRrLKo9sn/rr22jbuFGfFu8VI6+DldWadKx+jvrqd75DBkT3JRdNhlXeS4ARkijafl2mhZvJyfjOMqGn590Z2+aBjVVL+E3qyi+cDwFM/fXq65dzdT9YwPB3WFGj/kmdlde0rF2tu1k9+7nyZ5eRNklk3AURuqk7g/R+M5Wmt/ZSWHemRSXz066TMPQ2LX9r4Tt9RRfPIH8E0aiWNTIDsXGWuoXbsJsdTJq3PVYbRlJl9ve/B9qa18j77RhlJx3DDZ3pF5pnQEaFm2mdcVuSksuJL/4+KTL1MN+qrY/i5nTSellx5AzpQJFUTB1g9ZPd9H4+hZsoRJGjr0WVU1+7NNct5LG5ncomD2S4nkTsWZGduwCDR7qXt1I14ZWRoz8Cpk5lUmXGWkDT+MYYaPs8klkjioCIhdKaX5/O41vbCfbfgwVlZelUK9Mane/jjewjqJzxlE0awyqLfI5u6q761WIUWOvx+EqSDrWLu9udlf/hczJ+ZRdOglnSQ4AeiBM4ztbaH6nioKcUymp+FLSZZqGzq4dzxO07qXkwvHkn1TZU686tzVQ94+N6I2WSN+awk6/p3k9e/a+Qt5pwyg9f3+90v0hGpdE2kBxwZcoLDst6TJ1PUT19j9hZLZRcslEcqcPj9Qr08Szbg/1CzejeLMYNe76lHb6WxtWU9/4JvlnjqTknAlYs5wAhNp91L22jpqXP8Dj8eB2Jz9A+0KJPhAIsHbtWhobGzGM6GMHF198cbrFHjbdif6EuY8mnehN02DH1scouLCY4rMnxN2uc2cTO3/9IWPHfR9bEiPm9pa1NAXeYMKPz8biip1wDU1n+4PLyPKfQFHpmf2WqetBtm9+mIrrJ5N3/PC427Wu3kXdn7cwdsItSe3VNtUvpzPzc8beNgvVGnt0Fe4IsOVnb1OeexXZeeP7LTPob2Fn1aOMu+NMXOXxk1jD25tp+3cLo8d/O6lkv7v6b9inBRj2/46P2zEGWzrZ+vN3GFF2PRnZFf2W6evYy+66pxn/ky/17IwdyDRN9jz/GaG1LkZUXtNvmaZpsHPbE+Sdm0fJOcfE3c5f28a2+99j9OjvJdUpd7RtpdbzMhPvPLunw+jz3oZJ1WMrsdZWUjbs/H7LNAyNHVt+R/HVlRSeFn82xLu5nl2/+5Sx429JKtm3Nn5Mm/oe4394Vs/OWJ/3Dutse3Ap7uBMCktO7bdMXfOzbfPDjPjedHIml8fdruWDndS/UMXYCTcnlezra98iVLSV0fNP79kZO1CkDSyhPO8qsnP7n9kM+pvZWfUY4340C1dZbtztal9dS+eKEJVjrus32Zumya6dfybjFJWKK46Nu12gvp2t9y9n1Mjv4Mwo6jfWLk8Ve5qeY8JdZ2PLif3bmqbJridXQXUpFcMv6bdM09DZsfVRCi8rp2h2/O+rY0cjVf/3EWPHfx+bvf+BVFvz57RobzP+R2djccT+bU3dYMdvV+BsnURJef87JoYeYtvmh6m4/hjyjh8Rd7v2tXupeWIt4ybcmlSyb6p/j87Mz+L2rZovyKqrHz18iX7RokV87Wtfo7m5uW+hioKuD/5V7D2J/ku/x2JNLtHv3fMqrllBSs+b1O+2XbuaqX7wc8ZNuC3hdqFAG1V1jzJ5wflxO7hupm6w+d63KHVcTaY7fgUDqNr5FMVfLU+Y5Lu1flxN84stVI76RsLtOj07adReYcKd81DUxJ2M5gux8Y43GTPyloQN0jRNtm75FeN+cirO0tx+Y63753pCH2RTVnFhwu1amlYRHL6Oyhtm9ltmqK2LzT9ZwvgJtyfs6A0jzNYtv2TifXOx5/afvKqfWoWjZioFRYljqKt9A9vJ7ZRfEvuwWG/+una23/cB4yf8b8KOXgt3sb3q/5j0i/OxZiSerTFNk+0PLiXPPw93fvwdDYDdu54n96IMCs8c02+s3s317H18C2PG3pRwu0BXAzVtz3DMz8+Nu/PYE6tusOmni6nI+gqurMQ7Zju3P0bZjaMTJvluzSt30L6wixGVX0m4XUfbFlpsbzLuh2f1m2g1X5CNty9i7Kj/xmrLjLudaRps3fwrxt11es/IOJE9L3wG64ZRXJY4KTU1LMOYWM3wr5zQb5mBRi9b73mPCRN/mHAnWtcCbNvxAJMWnBt357GbaZrsePg93J4zyC2Iv6MBsKfmZTLPhpK58QdQ3Tp3NrHrN2sZN/7WhNsF/S3savwDk+4/H9XWT70yTbb8/G2K1cvJykk8E1ld9QyFXy4if8bIfmNtX7uHhmdqGDXmWwm383l3Uxd8kYk/PSdu35puok/7gjk33XQTV111FXV1dRiGEfU4EpJ8FMNI6mFoQToDGyg5N3FH2C1zZCGOsTa8resTltvYsITh3zi+3yQPoFhUKr89k/rG1zB1LW6ZIX8bRlZ7UkkeIP+kSsKOOoK++sSxNi2i8run9JvkAawZdiq+PJWG+jcxdT1umR2tm8k+riCpJA9QeuFk2rs+RQ93Joy1uWUpw69N7jCHPS+TwnmVNNUvTVhmW+Nqis4dnVSSBxj+1RNoalmCoQfjlmlqYTydn1F20ZSkynSV5ZI1PZf25k8Sf/6G5ZRfM7XfJA+RnfORN86kvvlfmHo4bpl6yEeAXUkleQD3xFLU4iCd3h2J61XjW4y8YUa/SR4ibWDkjSdS15C4DQS7GlEKA0kleYDC08YQUKoJBZoTxtrQvJjKb89MaurcmuGg/L8mU1+/KGEb8LZsIOfkkqSSPEDFVdNp8byPrvni1ytdp6VtJcOuOS6pMp3FbnJPLaG18cOEn7+lYSWll07sN8lDpF5V3nAyDc1vYOqh+H1rOEBXaAvFZ/c/+weQNboIe6VKR/umfurVvr61nyTfE+u3Tt7Xt8ZvA+GAB83ZnFSSB8idNgw9uw1f157E9appEZXfOjmpvjVVaSf6xsZGbrvtNkpK0lsYMZiYupnUo7XxEwq/NDqlBTblV0yjsWUJoXBrzDL1cJjO4BZypvQ/ZdzNVZ6L7vTS4duKoekxy21qXErppRNT+h5KL5lEXcNiwuHOmGWG/B7MLB/O4uT3JPNPrKTDtxF/aC+GZsSOtfVdyi7pf4akm6IoFJ45ioaGd9E0X8wyO9p2kjkxL+5UXSzFc4+hzbOKQKghbh1oaX8/4SGbA1mcNjIn5NLa8hG6FoxZZlvTGgrOGJlSAy+/dCpNbcsIhptjlmloOu2dn1NwcvJrJOy5GViLoN27FkMLxyy3uWElxeentsC2/MppNDYtJhRuj1mmFgoQMGvIGpt8X5I5spCwtZVO/464baCx8R3Krky+XgGUXDiR+obFaFpXzDIDXS2o+Rr2vPij8wMVnDKajs51BBK2gaWUXpTcAAIiOzu5J1XQ3PgeuhaIWaa3eRM5M0rjHlqIpfSCyTS3r0hQrwzavB9ReObYpMu0ZjmxVzhoa1+DHqdetTR+TNHc1Bbwll8xlYbmtwiF2+L2rb7QdtyTktvRA3CW5GBm+eno3IyhaXH61uWUXJx8HwBQdvkUGhoXEQ57Y5YZDnSi2dtwVSS/9iYVaSf6K6+8kmXLlh3EUAaOaZhJPTr8G8g/tTKlsjOG5aMpHQS1JjTd16fMQGc9WROKUl6dmzdzBF3tVQT1hpixdgV2kDs98dT+gfJnVBII1BDU69D1UN/P37aNvNNTW52rWFQyRuXj9+0lpLfGjFW3dPQsEEs61lNH4Q/tJqDVYeh631g7N5F/Zmqf35phR81SCWmthLX2PmUamoaSZcZdQxFPwazRdPmqCGi1setVYCP5pyY3OujmKMzGtAYIaS1oemefMkMBD85h2Sl18gD5Z46iy1NFQKuP0wY2UjAz+Z0HgOzxpYT0VoJ6I7ru71Omr2MP2VNTHzDkHldBl3dX3DbgD9eQPaEspTILThmN37+bgFaLrodjtIGt5J2RehtwDnfj99cTjtMGDJsvpZ0HgIIzRtMV3IVfq8XQjZj1quD01OqVPTcDbGFCWgthvaNPmVrIh63I2bOYL1mFs0bR2bGTYLw24N9I/imVKZWZObIQzewgqB/kvvXk4XR6dxHQYterTt/WpEfz3XKPHU4wWE9Qr0fXg33L9FSTe2LyOySpSvvKeL/73e+46qqrWLFiBVOnTsVmi17E9f3vf/8LB3e4mLqJqfS/VEHXA0lNgx5IURUwIGy2oarR011a2I81O/Uyrdl2QloYTevAquajKgcsolNJeQpIsaigRo6Bho127Gr06VG65seZTqxZdoy2EGG9DauR27fhpbG7aXHZMPQQpq4RNr3YlOgpT90IYHHlpl6u04YRDhOiHYsZPXOha0EsztSbjMVlwzDCGHoIzezEokR36LoewOJK49QeJVKvQmYbTjX6UIIeCmDJT+O3yrBhGF3oug/dDKAq0QuIDCOE6kw9VkUFdJOQ0Y5DjU7qeiiAJTP1Mi1ZNkLh0L42UICqHPDbqGbKnbxqt2Kaeq82EL3gUTd8uLJSP23SmuHA8IUJ6e1YDlIbsLrsmEYIUw+jmR1YleidZU33Y8lIPVbFqkRGmWYbFvWAuhr2Y0mjD7RkOjDNDnQ9gGb6sSjR/aCuB3rOWkgp1n31Kmy0x+hbA6gZabTXLDumFkbXO9HNIKpywOdVjJR3oBVF2de3mvvqVfSCRz3sx5KV3ul9yUg70T///PMsXrwYl8vFsmXLoiquoihHVKLvOU7SD4vqROsKpjyiM3UTTAPd7MQwQ1EdkkV1oHlDKYeseUKoaiaYBprRjl35/9l77zC3yivx/3PvVZ0ZaXp1G/dumukYTAIGQg+wkE3YJGxI2ACB5bu/3YQNBMgmZEN2U5eeQAoEQicJ1QaMMc0YjHEv47HH06ukGdVbfn9omjySRhIu4+F8nkfPY2vuPTrSPeWt591nBbYRH6nIJtlbhgkmcZmWD7tVnPBcVcWJHshB194oLtUGpo6h+EcEJEvPfj2o3tfvgJaJbvRgVxNlargw+iIp7k4jNxhBLdKwzDCG1YemDC3SVBU7RjCWtUyjL4KKfVBXTU1c+KkpbvS+CI6S7GoEDNiVafVhWuGEgKSpDvRA9t8/FoigWnFdY2Y3TqUi4e+q4sAIxbJq8FqWNcwH/FhWCYoyNGeqqU5COflABE2L62qYPahK4p5ly4h/djbJ3ojocd0sE8PyYVmJSVmzXMR6u7PXtS8SX+RpxjCUADZln2edQyEUPTjcrrqx7ZOUNcWF3hfOWq6lWyhYmGYQ0wolNPY0xYmei1/1RVD67Uo3u9GUxMbeQGx1ZLBOKUHXQbsKYFolI2KrkUu86g6jqnnDYus+9SAsFcvILtlbppUktg7dr6kuYjn4QKbkPHT//e9/nzvuuAOfz0d9fT27du0afNXV1e1PHccMHsd8Oldl9936dndgY6BnaGGR6CQudyW9W9rIdvND97u7cXviw5LxQh2J5Dmm0f3Rnqxkdr2/C5djYK2AgUViUivwTKd79d6sZFqGSbCuc3CLocnIwGM3iwk19WQlt+ONHeQ54sNnFpERv58nbx4dr9VnJVPvDWMF1UEH3FdXRVGxgjb03uyCZ/uKneS5p/TLHPmsPM75dL6xKyuZoeYeNGOoF7+vXJvdS6SpDzPLYy0739hFXmF8yiOZXXlc8+lcvTMrmYGtzTi0gWBpYZIY0Nz5Ewisb8naB3o+bMSVX5lSV7dtMv5NTVnJ7Hx7J27n5H5NdSz0hL8XeGfRtbIhK5mmbhBq8A+uuk/mA2osn0hnb1ZyO17fidvR/6wYmSQ8jnl0rqzPSma0uw+iQz3Lfe1Ks7nRO6IYEX3fW9PrumIn+QVp7Moxj863soutvXVt2JWi/v9ZWPv8Bi53Jb1bO+JJNgu63tmN21OTUtcC52w6383OX7s/3I3LPjCNZI6IrfkFtfS835iVzGzIOdFHo1Euv/xyVPWzc9JtUdFRdLxWn1VAanpiPYUFQ9tKLBLvVRSNAvscetZlHjyCDV0o4Xw028BQ1cjRiLKiJbQ+szljmQDNz22ksGj49q5EXe0OL1aPi0h7IGOZXR/sxu2YMpg89/3+AGWez9H81IaMZVqGSfc7DeSn2QKTlz+R0M4+jFDmreSWFzfhyUu/eKsk/2RaX9qasUw9GCVU58eVHx+qS/b9vYXz6H63MT6ikiFNTyfa1b7PSlEUCt1H0/FW5kk50tmL0cWwQiQjdS0uOo62F3dkLBP6fcCbWldVtePWpmWVlAPbW7CbpYN1H5L9ruVFS2l+clNWurb+bTPeouE2kCjX4SzC6rJnlZQ7V++kwDV8oVkSH8g/jeZnN2Ys09QNetY2kTe4xXakzALvTPwftWfV2Gt+bgOFeUMxwEoSW4ryjqf99W0Zy4z5QsRaojhcRSl1LSo+mo5X67KPrd7hsTVRV0VR8Tjm0712d8Yyg3s60aKeYXveR+pTWnwyrX/NPAYAND+zgcLC4b9rolzN5sIeq6Bv98jt6vuDnLP0V7/6VR5//PH9qcshI9NV91gqHvsCmp/NLCkFtrUSqgvidJdjmWCZgKGOkFvqPZW9D3+EER59WNgyTHbdu5rCgqOGZJraCJk2zYvqL6L7g8x69Z3v7kINetA096BcK4mu5QWfZ9c9b2fUSjZCUfY+shavd2Ha75+XN5ng5iC9de0Z6drw5w/Id88CS+mXG5+rHvG75i+l/v53M5IZaQ/QsaKOAu+MtLoWehbRuaI+o8aOZVnU378aT/6iYc9qpExMhSL3sTT8+aOMdO2ta6dvYw+u/Oq0upZ4jqf5yY3E/KHRdTUt6v5vFUX56e1KxYHbnErbq5kFup71e9FbFeyOwrS6lnmWsufBDzLqKZoxnfr73qXQc2RaXe22Yqx2Nz3rMxuFantjGza9FFVxpNc1//PsuuedjJKS3hum8Yn1eLzz08rML5hF4IMOQo2ZTQs0/GkNnrw5gz6Q3K6gOO9E9vzxg4xkhpp76H6vEbdnyjBdR/6uxd7FtD63lWhPcFSZlmVRd+9bePOOTOsDimUjX5tHy98ya+z4t7QQ2RPF4SxNq2uJ9xT2/mEdenD06QZTN6j7v7co9Byd1q40JQ97qDLjRnTXe/UofjeaLT+tDZR7zqD+7ncxczyhLh05J3rDMPjpT3/KaaedxvXXX89NN92U8BqvVJQsw7/CT/Nf0yd7/5YWdv7vW1RWLBt8T8GGysi9p3ZHIRXu89l868tph4XNqM6WH71MXnR2QvUqjeRzuxPKL2fvbzfS/UH6Fm3nu7to/P0nlJWdNvieimvk4iYgv2Aqef4j2PGz19MapN4bZtOtL1DsPjGhKpotha6TK75K3V3v4N/aklKmZVk0/Hktve8FKSxcNExm8hX7RYVHoNRXU3fP6rQNk1BzD5tve5mKsmWJ82aMXAWtKBqTyr7G1ttWEGruSa2rGQ9w5u4CPN6hrUipdC0tOpXw+9Dw2IdpE0hgeys7frqSivLhdqWhMnJfv2ZzM6HwCrbc+kp8SDYFpm6w7afLcfgn4x5WGTDVs6ouu4COZ5poW5E+2fd8vJfdd6+honyoqIuCfcQCPwCHs4Ryx7lsufWltHPARijK5ttexKMeOayHmFrXiRX/SMM96+n5OH2yb1+5nda/bKesbMngeyruhLUEAxR4ppPXM58dP3sj7ShMzBdk060vUFqwJKEqWjJ/VRSFSRVfY9t/rUzbq7Msiz2PfkDwwyjewqG6C6liQGnRicQ+drHnjx+ktatgQxdbf7icyrKzho08KGhJ7EpVHUws+Qpbbn0l7ciGZZjs+MUbqK3l5HuHVqmn0rWy9Gx6Xuqh5YX0ozC+TU3U/eJtKsrPHHwvHltH2pXd7qG64BI2f/9lYr7UDRMjHGPL7S+Sby1IqDippfDXmrJLaXmkjo5V6ZN913u7aHj4Y8rKTx98T8U5cvE08amGYk5n6x2vZNTpy4acK+OdfvrpKf+mKAqvvfZazkodLAYq4y065mdoWha17i2T1q6/06dspfILsyk/bWb/al2Lno/30vz0J5hdKmWlpw8bXgc7JdhJvU+yr7eelsDT5C8oZsIXFw4WkIl299H83Aa632+gqGAx+Z6hIWsFDRdTUEi+4Mg0ozR2/AXD00H1xfMpPqY2XuveMOlaU0/zsxtRgwWUlp6aUBHOQUXKpATQ7VtLZ/g1SpdMpurc+YPFM8JtfpqeWY//41ZKPSfjKhja3qTixEXqrUm6HqSx8zEoClB9yUKKFk1E0VT0YIS25VtpX74dtzaVouLEcrYuJiZ18gE6fW/THX6L0tNqqTpnHrYCV7x29o5WGp9YT3RvhLKS0xPOJbDhwUFFSpnRSDeNXY9im6gw4bJFFMyoRFEU9N4wLS9uonNlHQWuuQnBGBTcTEZJsQbWsizae5YT0NdRduZ0Kj4/B1ueA8sw6fmkkeanPsHoUigv+9w+dlWEndTlcMOhFpp6/oJzmosJly0ib3IpiqLE7eqvG+l+bw/evCPxeIf2xyuo/XaVvC9gWQbNnc8Rtu+i6rw5lJ48A9WuMXCGQvMzG8DvpKz09ISyynbKsJO6KExf3y5a/M+QP7+ImosX4aqOXxtp9dP0zCcEPmmlyHMCeQVDdqRgx03qrZSGEaGp8y8Y3k6qL15A8dFTBn2g8+2dND+/CS1STFnpKQkH5jipStrYG6Dbv5bO4GsUnzyJ6nPnD573EGrspvHJj+nb2k1p4RKcCY1yN05Sb6OKxfw0dv4ZtSrGhMsW4ZldHa80Go7RtmILba9sJ0+rpbBoXx+YhEryBZKWZdHR8xp+/UPKl82g4ow5aC573Ae2tcR9oDlGecnnsDmGvq+NQhykPpgoHG6jqfsxnFOdTLh0EXm1ZSiKQswXouWFjXS+VY/XvRBP4VA9DwWl366SF7CxLJOWrr8RVLfFY+up/bHVtOhZt4empzdg9dgoKzsdTRvy+dFiayi4lybfk7hn5FNzyULyJpaAohBp89H07AYC61spKjiOPM+QHSnYcDE5TWzVae58mqhrL1UXzKPkhKmoNi1uV+/vouXZjaghT5LYWj5s3dZIAoGttPb+Fe+RFVRftABneTwuhZt72Pv4OlpfW3dwa92PBe6++27uuusumpubmT9/Pr/4xS9YsmTJ6DcylOgvu+JhdtSl7vGkImYE6PCvIBiuA8XEQsFpq8DrXTii5KuKAyc1KQ18AMuy6On7EF/wfQwzCFgoihOPax553ikjVhA7qEzZmxlOJNZGu38F4WgjigqWpeC2T8DjXTCizr+Kq1/X9KuVTStGp28VgcgnWIoOFqiKG697Aa6Cmn10VXBSjcboDapQtJEO/+tE9TYsy0RV7OQ5p1NQOHNEedrRgtGgrmaUDv9KesObsIhh9Z9e5y1YhMOVGCAUNJxMiK9oHoXe8Ha6elcR1btRsFAUB/nOWRQUTh9RRnS0YDSAbobo8L1GX2Q7FjqKpeBwVOD1jLQrBTsuJoxqVwD+4Ea6+94mZvgBC1Vx4nHNJc9bm8Su0gejAWKGj3bfCkLR+rgPmAouRzVe78IR9e1VnP12lX4g0bIsfH0f0hNag27E/VJT8/rtqnqErnG7Gr1SYTjWSod/OeFYC4piYZkKbuckvN75CQ0nAI08HFRl4AM6nf5VBMKfxBeDWaCpBXjzFw0uFBxAQem3q9G3kQUju+gIrCSqd6IoFlgaec4ZeApn5ewDhhmm3beCvsg2UAwsa8AHjkgYHYnrquFiYspG6XD8wc10B1cT030ogKLYKXDNJt87LYkPpG/oDRAzAnT4VhCM9MdWS8HpqKTQsxDbPofZxGPrhFHtKq7rJ3QH30PX4z6gqfl43PNT2FX6ht4AUb2bdv9ywtEG4nOICk7HBAq9C0acNJh5bDXp6X0PX+gjDDM+9WZT88l3zmHv1icOfaJvb29n+fLlfOlLX9qfYpPy+OOPc+WVV3L33Xdz8sknc9999/Hggw+yadMmJk8evVjKQKJ/4HerufvedTnpYBImQkvaY27jhlidkdPAwPrRNgzSL/jJNBgPYNBHlNakC5eGdHXhpCqjxBHX1SBCc9LV5AMoqDiozCgYD6DjJ0r6OXsbXuyUjeo0A5jEiNKMSephsXiSr84oGA8Qo4sY6edW7RRjJ/MjK02iRGgesep7OCoOHFRl1CCBuF3F6EDHP4qumQXjAQxCRGlJunBrSFdnvw9kalcWUVoxSNcAV/pHnjLflqjTS5Q2ki2yGiCe5CszShxxXXUitGTgA1UZNXQHiNFDjM6012TvA6PblYKt3wcy30IZpQMdX9prMm3oDmAQ7rer/RtbY7Sjk26NjdIfWzMv4mUQ7I+t6Xwg29hq9vvA0JSDYUTYsfb/Dl6iv+OOO5K+v3PnTp5++mkCgcxXZufK8ccfz9FHH80999wz+N7cuXO56KKLuPPOO0e9fyDR79rVzM23vomiKPT0hGhuyW6bi4WBjh8df4IDqTix4UWjIOOgMRyDPnT8CQ9aQUXDgw1vVo44gEmsX6Y/wShVXMN0za7IiIWFQQAdf0KwU9Cw4UHDm3EyStQ12q9rYJiuChr5/bpmfy63hYlBLzq+hC1JCnZseLHhydgRE3UNo+NDp4+hJKJgo6D/WY1eF3ykrgY6AQz8CY2TT29XIXR8CUk0blcF2CjMya4s9GE+MBSY47oW5mRXcV2D/boO94FPa1exfpmBBB/QcKPhRSN/P/uAFxvejJNRoq6Rfl17ExroQz6QeeN5SNe4XcWf1XC7sqN9Ch+I25W/367iuioow+wq+4I4By62BofpSr+un86u4j7gQyewjw98uthqDvpA6OAn+qOOSjwowTAMGhoa8Pv9/PCHP+Tmm2/ORWzGRKNR8vLyeOKJJ7j44osH37/hhhtYt24dK1euHHFPJBIhEhlyQr/fz6RJk+jp6aGwcKgHc/Txd+ekk4XVb4wmoOZkLMnlGv1yFRRsORn2SJlWv5NbKGg5BaFkxBOSAago2HMK7vsy9LvSr+v+2dIZ3ydtEk9z++tZmcN03T/PCgZ+VwsFdb89q7hdGQyE4/1nV3Ef2J92lairbT/a1YHygXgM2H+6mvv4QPaJOBnDdd2/8Sqe6PZvvDoQdmXuo+v+jFf73wd0o48Na7+XdaLPWYOPPhq5FUjXdW688UY2bcpu72oudHR0YBjGiEN1KisraWlJvnL7zjvv5Pbbbx/x/sDcjK6b/OCOFTnrpKCg7CdnSZS7/xx7SKaCkkPPbTTiwWL//gYH7ne17Qe33lemegB/1/3LgbOrw0nXw+VZiV0dGLtS91tjfEjmgfOBXJ/Xfv2GNpuNG2+8kaeffnp/ik3Lvgso0pW8/N734i2hgVdDQ2KRmn+66klefHn7AdNVEARBEA42+2dMYRi7d+9m6tTsTrfKhbKyMjRNG9F7b2trS3l0rtPpxOkcOU9kDttjbVkWvYFt9ITfQzcDgIrTVklpwRKcrvIR92aKHuuly7+akL4H04qhqfkUOo/B6503YmVqpliWid+3EV90LYbRi6LacNkmUeo5Bbsj88VU+xKL+ugKrCZsNGFZOjbNS5HzWPILZmR9SEiirp/gi36EYQZRFTtuWy0lhSdhs2V3atdwQqFmuvpWEdXbsbCwqQUUu06kwDMrZ11NM0q3by290Q0YZgRNdZBnn0VJ4QloWvZz7QME+/bQFXyLmBFfuOewlVKStwR3XuZHFO/LgF31xXZiWQaq6sTjWEhx4WJUNbfWf9wHttMTeR/dCKAoGi5bNSWeU3A4cj9GMxrpprN3FeHYXixMNMVNketYvN4Fn8IHDHy+DfijH2GYfUN25T0Jmz27swOGEwl30Nm7iqgeX2Bl17wUuU4gvyC7o1SHY5o6Pt86ArFPMMwQquokzzb9U9tVONRCZ98qonoHYGHXiih2n0x+QXYnrA3HMCJ0+9bQF9vc7wNO8u1zKC48LmFbW7YEe3fTFVpNzOgBFBy2Mkrzl+ByV+Usc8AHgrE6TEtHU114HEdQVHj0iB0KmWJZJgH/Znoia+KxVdFw2iZQ6l3yKX2gi87AqvgpfpaBphVQ5DwOj3dOzj6QCTnP0f/qV78a8V5LSwsPPfQQ559/PgsWDO0fPlAH3Bx//PEcc8wx3H330Jz6vHnzuPDCC7NajPfOe9uZMa2aZed/n52Nz+M9upKqC+bFjwI1TPrq2mh6chOxJoOa4n/A6Rx9K8sAuh6kqfMJLI+fyotmU7hwIqpDI9YdpPWVrfS83Uix+yRKCk/M6rt3+d6lO7Sa4pMmUnH2bBxFeZi6iX9jIy3PbMHqcjGh9PKsgl0sFqCp6y9QFKL6i3PxzK5CsWlEOwO0/m0r/nVtlOWfQaF30ejChtHRswpf5H2KT5lExZmzsBe6MaM6PR/vpfXZrWjBYmpKL8sq2IVDrTT1PIGr1kn1pfPJn1IGqkK0o5fm5zfhX9tKecEyvJ4FowvrJ14f4QWC1jbKz5pO2anT0fKcGOEYXe/V0/a3bThiE6guvTirABLfG/4c+XMKqb54Hu6aeKAI7u2i+cmNhHb2UuW9mLz8zI/VHdgbbhb0UHnRbIqPnoJq19CDETre2EH7yzvJV+dSUXx2VonJF1hPR+/yuA+cNxtHmQdLNwlsa6H5qc1YHTZqSi7PqiEZ3xv+GFq5TtUl8/DOrUbRVGK+EK0vbaF71R6K3Sdn7QNxu3qPkiVTqDhzJvbCvEG7anl2C1pf9nYViXTQ1P0E9mqV6kvnkj+1AkVTiLQFaPnrZgIfd1BecBZeT+bn3A/WR4itp+xztZQtnYGtwIUZidG1Zvc+dpV54ywUaqa550mcU1zUXDKPvCmloCiEm320PLuJ3s09VHrOo6Ag87Pj4/URnies1VNxzgxKT56G5nZghKJ0rq6j7cUduIxaqksvSFpMKBW9vTtoDfyNgrlFVF00L14fwbII7u6k6alNRHZHqCm6NKuEbxhhmjqfGPKBoyaj2DX03gjtr22nY0UdHtsiyovOyMoHun0f0BVaSdHxE6j8wmwcJQVYhoF/SwvNT27KzQeiPTR2PY5WYVJ1yVy8s6tQVJVoVx+tL2yh570mSvKXUuw9ZpTvHGL92n87eIvxMu21K4pywA65Gdhed++993LiiSdy//3388ADD7Bx40amTBm9NTuQ6I9Y/D8Egh8T8H7EzH9fmvKs5XCbn20/fI2JhVdmZJB6rJf61vuo/c6xeOcmPxfbMkx23f8ObCunquzcUWUCtHa+hDW9manXnJTyBKXeunbq7nqbKRVXZ2SQ0Ug3uzseZMZ/nBJPmkkwYzo7/mclro4FlBWfkpGuTe3PYFvUx5SvHZfyJD3fJ43s/r+PmFp9DZpt9JX0wb4GmvseZ/YPPp/yxDczprPtv1+nwHcMJUXHjyrTskz2tDxM8TklVJ07P+V1HavraHlkB7XV38woKPsDG+nkVWbfckbKYzhj/hBb71hOhe18Cjwzk14zHMMIs6vpXib/yxEUHZG8AJFlWTQ/uwH/a71Mqrwyo0DX0fMWodINzPx/p6X0gWBDFzt+8iaTSq7C6UpdpGeAAbua+d0l5E1Ofr1lWuy6922UHZVUlp4zqkyApvZnsS0MMOXrx6e2q42N7P7Nh9RWXYPNNvrq9FComUbfn5h1y+dwVSQPokZEZ/tPVlDQdxwlhceNKtOyLPa2PkrBEgc1lx2R8jl0vrOL5j9spbbmmozsqq+3npbwk8y+9YyU59jrwSjbfrScYv1zFHoXJr0mUVeD+qYHKf/iBCrOmJ3yurbXttH+5F5qq7+RUGAoFT7/J3TbXmPWf56R8tTDaHcfW3+4girnJeQX1I4q09BD7Gq5L+4Di1L7QONf1tG32mBixRUZ+UBb1wr0ibuY/p0lKWNrcE8n23+yiill/4zDOfqW2Ui4k4au3zHz5tNwT0g+GhCvIvgmjuYZlBenLkZn6CE+/uD/Hfp99Aebu+++m5/+9Kc0NzezYMECfv7zn3PqqadmdO9Aop8x53q685cz59azRj3WNdrdx+abX2V6zQ2oaurFMZZlsavxN9T+f8dQMG30If+dv1mFa88RFBemb9H1+NcRqlnL9BtG/47Bhi52/vgdpk24Ia2RW5bBzr2/ZOYPluCuLkor07Istv7oVYp7z8TjmZX22s6etzFm7aT26hNG1dW/pYWGX29kas01aa8z9BC72n7D3DvPwu5N3yiwDJMtt79MeexC8kYZxmzueJ78My2qvjB6T63z3V10PNrGpMqvpL0uEu5gb/D3zL/zC6ijHL9phKJs/O6LTC76Bg5HUdpr65sfZMI1MyhcMPqQf+NTHxNb7aGi9Ky01/UGttNV8Cqzbz5jVB8It/nZduvrTJ/wr2kDvWWZ7Gz8BTNvWYK7piitTMuyqPvVKtyNx1BUeGTaazt73sGYtSMzu9rawp5ffsK0Cd9Oe51hRKhr+RVzf3RmysQ5qKthxksm66PbVVvXK9hP8DHhsiNH1bXrg920/b6RyVVfTXudHuulvvMe5t159mBFylSYMZ1NN79IjfPLuNzJpzQHaGx7gqKL8ik/ffTGZvsb2+l5ppcJFf+Q9rpwqJWmyKPM+/E5qPb0jQK9N8ym771Ebem/jDoSWd90PxOvm5OyAzWchj9/iPlBOeUln0t7nd+/gUDZ28z4t6WjNgrCLT1su20V0yfemHbIPR5bf86sO05P2XgcutZi23+voLB7KV7v3KTX5JroD/uj57797W9TX19PJBJh7dq1GSf54XQGX2fa9adkdHa7ozifygtn0uFbhaIpKV/BYB35R3gzSvIAU795Ih19r2Epelq5nb1vUPutzIY48yaV4DmuFF9gXVqZ/sAGSk6fOGqSh/gIzfTrl9DW+yKoVkqZqNAdfIfJXz82I129c6pwzlDpDe1Iq2uX/12qL5s3apIHUDSVqdedTGvvC2l1NYkSZHtGSR6g9ISpGN4OInp7Wl07Aq9Te81xoyZ5AM3tYPJVR9PufwVUUsqMRNuwTTQySvIANV9chE9fh0k4ra7tfcuZnqEPuCq8lC6bQpf/3bQyA4HNFJ9SM2qSh7hd1X7rRDr6VoBqjGJXb2duV7OrcM120BvcllbXnsAaqi6aPWqSh7hdTbt+dLuyFAN/dD01lx4xqkyAksVTsMr8hGPN6WOA/y0mfOWIUZM8gGq3MfXaE2kLvJDWrgwrRNTZmFGSByhfOpOIay8xsye9XQWWM/W6E0ZN8gC2AhcTvrKIdv/ytDLDkWbstUpGSR5g4uVH0RNZg6lE0/tr7+tM/fZJGfX8XVVFFJ9WTU/gg7QyfYH1lJ5RO2qSh/7Yet0ptPe9DKqZ2gdyIKtEv2dPduebNzYeuPN19ytFMZylmc9ll58+G19oLVErdeW2jsAbVF+cegh4X1SHjYL5pXQH1mBaySu39fXuJm+2F82V+Txe9QUL6Ox7k5iVunJbZ98qqs5N3oJMhr3QjaPahj+0ActKXrUq4NtC4eIqVFvm83g1lx5Bh385upW8cptlWfhCH1J68vSMZboqvOAJ0RfdjmUlr1rV3f0+FedkFuAGqP7iAtp6XsawklduM40oYWUPnpmZzzkWLppIUK8jYjSlPICk3fc6NZdmbleKolB2+jTae95IerY2xEcebJUM1mrPhMqz5tIdfIeo1ZXyms7gm1Sdl7ldaS47eTM99PR+iGklr9zW69tK4TFZ2tUlC2kPrEhrV93BNZQvzdwGXBVe8Ibpi2xLaVc93R9R9vmpWc0P11y6kLaeV9Ct5EW7LMskEN1AyeLMF9rl15YRs3UQ1HeltKvO7tVUXpB6uD4ZVRfMpa37VQwr+WExhh4mZm9LORWYjJLFtfRGNhM2m1Nek7UPqAolp0yho3slppX82OpQsBnnFFfK6bVkVJ07n66+t4il8YGuvtVUnp3572orcOGY4MAXXJ8ytuZCVon+2GOP5eqrr+b9999PeY3P5+OBBx5gwYIFB3Wb3aeh5NTMF0EBaE4bjgo34WgLMSt52UfD5sdVmd3K94ozZtIX2U7EaknqkP7QJ5SfMS0rmc7SAixHhJjVmTQpWaaBkq9n1DsYTvmyGfT2biVitSb9uz+ynvLPZ56QIT4CoasBolY7hjXyFL9YtAfXZE9GvYPhlC6dRq9vB1GrLbmu4Q2UnZr5giWAoiMnE4k1E7FakwaPvt7dFB6T3Wp6RVHwLqymL1hPjOTBI2o2UzAj/RDsvpSfNoNgtI6I1Zw0KfkDGyk7I7udMrZ8J6pXJaq3olsjq2BaloXlCGMvzK5yW/nnZ9Ib2k7ESh7ofdFPKPt8dj6QN7EEY9CuRh7Zq8cCOKvdGY28DKfs9GkE/NtT21XkY8qWZmdX3nk1RI02olZbUrsKh1rJn1VKqvnjVBSfOJm+QF3KstK9kS2Unpjd71p6wjRC0T39PjCyYdYbqKP4xNSHWCVD0VTyZ5UTCu1J2TmJ0Ub+1Ox2QJWfPoNgrI6I1ZTcB/o+oezM7HzA7nWD2yBqdiZtmFmmgVKQQ2w9cwZ9ffE8sL/IyrI3b97Mj3/8Y84++2zsdjuLFy+mpqYGl8tFd3c3mzZtYuPGjSxevJi77rqLc87JbGHNocbuyX67iM3jxPTF0BUfdjXJAgtb9kMsdq8L04piKTFMNYymJA4jGlYIW8HoC6D2RXVoWEBM8aGpifWbDSOYtSEC2DxuTKUTUwljKFE0JVGGYYWwebKXq9gUUBR0xYemJiYJw4xgK8j+Wdm9LnoJYyhBTEVHVRLXVljEsholgXgvAU0BBXQlgENNDDyGGcZelH2BE3uhE9OMlym2K6Uj5/9ysCtbgQvTjGIpJrrah11JbIAaSghbDj5g97gwYzoxxYdNTZRpGVFUV/Zbm2wFzvihQ0oMQwmjKYk2YJq52auiqf125UdT9/ErM4KtKHuZ9kIXJn0p7coww9iz9AFFGW5Xfhxq4gmKhhnB5s3hWRW7iBlRDPqwFBNl3yOoFTPrxoOiqaBaoFj9PpAYmwwzhC0nH3BhtsbidqWUjBwRyWHH3HAfMNQgNiVxKN0gjK2gKHu5eU5MU0fXfNjUfWQaQWz5OcTWAhcmHZhKZGRsVXObbc/qrpKSEn72s5/R1NTEPffcw6xZs+jo6GD79niRmS9/+cusXbuW1atXHzZJHsjp7F8jFEO12bEUHVMNjpxHyWGJoxGKoah2UONOvq9MTXPlpKulm6AqmEoYS02cp9LsToxI9jLNSAxFietqqPtP1/5qnBhqEGufuVrN4cIIZS9TD0bjCydT6KooGmYsh2GyQV17R8zVanYXRm8OuvbF7QrVwlB7R9pV6jMzUmKEovGV3CoYim/ks1JdmOHUh5yklhtDtduxlCimmrgGQLU7sHL4TY1QdNCukvmAqsW3pWWNZQ2zK30fu3Ji5mJXoVj8XPGUPuDIzQcs0tiVEzOYw7Pqi6H025WuBpLM+yppz6tPqqZlDfOBwIg1AJrdhdGXg67BaFxXxcRM6gM5nJkwzAf0pD7gzC0PROI+YCoRTDUy8vvnINMMRwfzgKGO1DUXcmoeuFwuvvjFL/Lzn/+cZ555hpdeeok//elP/L//9/8S9s8fLvS805TV9ZZhEmkKYHPmo6gKphJBUZXEV8RBLDBy+DkdXe/txu2o6ZcZGiHT45pN99sNowsaht4XwQorqJqaVFfN7sTo0TFj2Tlk5+p63O4JcZmER+ia75xJ93vZremIdvWi6Pa4DAUsJVGu011CaE8PlpFdtut6azd5hRNSPqv8vJl0f1CflczA9hbstuJ4z14x4w2o4TK9U/Cty37ozb+hGVdBWfy8dGXk72pXSgg2pJ4TTEbXu7twOSf1y4yBYiXILCiYSdfbe7OSacYMYl0hVJuj/3dN1FXVVKxQfF9/NsTtalLK71/gmpW9XXX3QWy4XSXagMNVRGivP2u76n5rN3mFE1PblWsW3R9kp2uwoRObUtBvVxaWmijXXVBF77b2rJNy9/sN5HmrU/6uec6p9HycnQ341u/F6azs19UANZb4rAqn4luTZWy1LAJb23DmlyS1K0VVsFlewi3pT8rbl6736nE5J/Z//ygoJMbW/Dl0r87u+xvhGEbAQNW0pL+rZndg+AyMSJaxdVU9eXn9dsVIu8qFw37V/f4g1hxD7808KXe+W0d+3ozB5Jls5W1Z8Wm0vrg5Y5mWadG1ejee0hn9D3TkCllv2Tx61jZnFZBaX9qE17NwyFC0kboWe4+jfeWOjGUaEZ3ejR3kFdb0yx0ps6RiMZ2vp178k4zm5zdQ6DliyKC1xN9AtWl48xbR9cHujGVGu/vQOwyceUUpdS0vP42W57dlLBOg6cn1FJccPcwBE3W1u/KxRUoINaY/vnY4vTvbcFCKZnemtKuK0jNofnpjVrq2vbyNorJ5KW2goKiW0DZ/Vr2Pjrd24CmYPegDyX7X0sIltL2yNWOZZszAv66V/KJJ/d9/pA8Ulx9N5xu7s7arosIj09pVYX52dhXzh4g2RwYTUtIYUHEybX/P0q6e+oSioiG7Gtmjd5Bnn0Zga+rFavsSbvNDwI7dVZDaripOp/WZzOMVQPPTn1BcelTK39XhLoRAXvzzMySwpRmXrRrNZk8qU9EUKkrOoPnZzH3AsizaX91OYenc1D5QPJ3eDZ1ZdXjaX9uK1zN/2LMaqWtJ4Ql0rMy8rLoRjtG7tSttbM0FSfRAafFp7H54TUbXGuEYjY+vo6hsESjx+eT4MIua8CoqO5KulQ3x3kQGNP/tE/LzZqCoWlyuahshU9E0Srwn0PjU+oxkRnuCtK/Yibd01qCuyeSWVpxM63NbMu59Nf5lLd7CBSiqmlKmanNQ4F5A26uZBfpIe4Ce95vIL5k67HcdKbe8cilNj63PKClZlkX9g+9QXHTMsO8/8lnZXV7s0TK6P8xstCSwo41ok44zv3RIV22k3Mrys6h/4H0sc/SkZBkm9Q++S1HJMWntKr9oKqEdYYJ70p9TPkD7G9twKFWoNke/XDXpb1BavJS9j36YkUw9GKX56U/wli5Iq2txxWI6Xt1FtCf5qux92fv42nhJ6H67Svb8VZsDj3shba9syUhmpCNAz/uN5Bent6uyin67yrD3tfvh9ygsOiqtTJuzAKc5ga736zOSGWzoIrgjgNtblfZ3rag4k4aHPsTUR58aGfCBoqKj08p05JWCLx/fxsx64L5NTZg9Nuwub1q5lWVnsfvB9zNqmJm6we6H3qeoJP3vml88g74NfkJNPRnp2v7aVly2CfEpsUEfSJSraBqlxaew97F1GcmMBcK0/H0L3tK5aXUtqTiR1ue3ZtyRbHh0Tby4UZp4nQuS6IGi8iNQ91ax+6H30hqkHoyw+bYXKC1ZguZ0g6qAqmC3e0bOJdpt1NZexdY7lhPtSn++feuKLXQtb6Gk6rghmbaCETIVTaFiwufpezdKy9/TnxAY7e5jy+0vUVlzForNBqqCoqnYbSN1tTndTKz5Eltuf3VUg2x69mP6PgxTWL5wmK4jZSqawoRJF9D5txY63tyZVma4zc+WO16mauI5xBf4KCiahs2WP0Kmw11IddkX2XLHK+jB5FtlID5CUnfPKtSOMvJLakfVdfLUr9D4u42jDl8GdrZR9/NVVE0+Z1CmqjnQbK4RMvOLp+A1j2XH/7yRdhTGjBls/ckrFGgLcBaUDsq1JbErRVOYNv0b7Pjpavp2d6TVtWP1Tlqe3E75hFOHZNoKUG3qyN5n9QnENrvZ+5d1aWXqvWE23/YCZWWnoTlcaXXV7HamTLmKrbe/OqoPND61jr61IQorjhima/LvXzP5fLpeaKP9jfQ9pUG7mpCJXXmpLr2YrT98BSOUxq4si/rfvYO5Nx9P6YxR7WpS7Zdo+sPWURuRwb1dbPvJa1RNGrIrRbOj2dwjZLoKyinLX8a2O1dgRlM3TCzDZOevV2IPTCCveFKCDSTTdcq0r7Hn7o/wb04/WuDf3Ez9b96lctJZQz5gc6HZHCNkekpnkhecT91v3krb4DWjOlt//DJe55E48ovT/q6qTWXq9KvZfufKUUfMOlbtoPXZOspqlmTgA0uIfKzR9PTHaWXGfEE2/+AFKqo+j2q3x+VqyX3A5nAxacJX2HLbq8T8I3d8DGfv42sJbzAprFiQ8vuT49B9zpXxGhoamDRpUk4fOlYYqIx37BfuxWZ309zwEt2971FxzizKT5s5WAY02t1Hy9820v1eAxXVS8krHNoyoql5uB2pf4dQbwu7dj5IwaISqi9cMFg4wTItuj/cTctzG9HCRVRO/lzCCmu3YwqamnzFpmWZNNT9haCyk8rz51B63FQGVsyG2/w0P/cJ/o/bqJq4DFfB0B5Wm+bFZU9dZKK3eye7d/+JohOrqT5vweDWKMsw6Xp/Fy3Pb8JuVlIx8dRhK2Hj83uqknzVumnq7N7xR2LuVqounkfREZMG7w23+Gh69hN6N3RQPfkcHHlFg/fZtWKc9oqkMgEC3dvZs/tRCo+rovr8BYOFToxwjPbXttL2yja8nvkUVx457C6VfOf0lJWsDD3Cru2/wyryU3PpQjxzqgd17a1ro+mp9UT3Rqmecg42x9BqcIetAoct9UEXna3v0tL2EmWfm0rFmXMHy4DqfRFaX9pExxt1lJQeh7dsqNKgotjJd6be7hQN+9i140FsE6Dm0kUU9G83skyL7o/20PLsBpRgAVVTzkQdVr3OZZ+ITUteFMayLBp3P0tvbCOV582m9KTpg3aV6AOnk1c4tHVQU/NxO1JvowoFmthV9xD58wupuWghrqr4Cn1TN+h8eyetf9uMU51A+YRTElZY5zmmpqw+aZo6u3c+QtTRSPXF8yk6cvLg/GW4pYemZz6hd2NnErsqwmlPvT3R37mFhr2PUXzyRKrOmT9YW8CM6XS8uYPWF7eQ75xBafXwgj0q+c5pKWu/G0Z0mF0twDN7yK6Ce7toemo9oR0Bqmu/gN05VM/DYSvDYUu9y6a7/WOamp+h5NTJVJ09b3A3wqAPvLoNb8FCiiuHzqZQFI08R+qDefRYiF3bH0QpD1NzyUI8s4bqQAS2tdD01HpiLSY1teeg2Yfik9NWid1WlFLX9qY3ae9+jfIzZ1D+udmDu1z03jAtL22ic+UuSstPwFMytB1RVRzkOVNveYuGuqnb8SDOWhs1lywaLLE83AfUkIeqyWcwvIKjyzEJm5p826dlWTTWP0NA30jleXMoG+YDkY4ATc99gv/DFqomnoHLM2RHNtWDy1GTUtc+Xz276/+I56gyqi9cOFi3xdQNOlfvpPXvm3FpkyirOWmf2DoNddgOCT0WYs0L1xy8Erj5+fncdNNNfPe73yU/P/fTxw4lA4n+uPPuw2aPO7QeC9K0928E/FtAi/80iuWgqOgICkqnJTiIoii4HZPQ1FFKsVoWXW3v09b2BqYSBgUs3SLPPYniiqOwORN/P7uW3mgGiIS7aNr7N/p66+Lb0ixQcVFcejR5RZP20VUlzzEZVU2/NceyTNqaVtLZ+TaWqg/qmp8/laLyRQkJDsBhSx84BwgFW2ja+zdCob2DumrkUVx6DO7CmgRdVUXD7ZySsvEwXNf25jfp7HwXk/5pB1PF451DYfk8VC1xH47TXo7DNnpt6r7AHpob/0440hpvRVvxBFFcvjih4QSgqg7yHJNHPeDDMKK07H2Znp51oMZ794qp4S1cgLd8FvuWknU7arBpniSSEvF3b6al+RViek/8WRkWeXmTKKo4MiFpANi09Al5gGjET3PD8wR6d8SfFaCYdoqKj/x0PtD+Ae1tb2CYwX5doaBgGkUVixKSBoDdVoQrI7tqo3nvXwmGGgbnL/eHXbU2vkZX13txHyCuq6dgFoUVC9BsiY0Ppz19Qh4gwa5s8R0UNrWgX9fEBriq2MlzTh65DW5fXU2DlsZX6O5ai6X1D+UbCh7vXArL56Jqid/VaU/fKB2g11dHc/OLRKPt8e1+hoXDXkZx+TE48xN9SFOduB2TRz19TdfDtDS8iM//yVBsNTS8RQvwliX6gAK4HBOwaaMXMuvp3EBry6vohh/UuA+43RMprjjqU/iAj+a9f6W3dwdoSvyMectJUcmR5BdPGRFb3Y7JaKPGVouOlrfp6HgrngcAS4eCgukUVS5CsyXe77CN7OzosRDv/+1bBy/Rv/322/zrv/4rDQ0N/OhHP+LrX/96LmIOKQOJ/viLH8BmH0pgphklFNmbsooSgIKKy1mTkSEOEI62xANyGmxaAS5HTcZHFhpGiFB0b9oqSgoabucENC2z4iWWZRKONqMbIwuhDMeueXE6qlP2DvZFN/oIRxqx0uwRUxQbbufElKMZyXVtQjfSDw077KU47ZkX2YjpfsLRZtLtk1QVB27npIxPHLMsnVBkL4aZbnpEweVI3zval2isi0gsedGWAWxqPi5nTcYnjhlmhFCkAStFhbq4pgfGB+xaIU5HVRZ2Fey3qzQ+cKDsylaC05F65GlfYnqAcLSJ9HZl77erzPagW5ZBKNIYb0ClwWkvx2HPvA5HTPcRjrak11V1xnUdpUEygGnGCEX3Yprp1gMpuBxV2G2ZFxyLxjqJxFJXKoUBH5iQeWw1w4Qie0fxAQ2XcwK2jGOrRSTaTMxIv0DRbivC5RhZVVOPBXnvmasP/qE2f/jDH/jP//xPysrK+PnPf87SpUs/jbiDykCiP+HSBxMSPcSdJxrrJqb37POgVew2Lw578ai942ToeoCo3oNhJC7SU1UXDnsxNs2b9XnXphkjpncT030JCV9RNOy2Quy24pzOJo/pPmKx7hGJSVPd2O3F2G2ZG9qQrlGisW50w5dQoerT6GpZFroR6Nc1cR7Mpnmw24szdsThGGaEWKyLmO5neLBTFDsOexF2W1FWR3XGdTWJ6T3E9B5Mc3hDMj4n7bAVo2mZl6Id1NUIEdW70fVAgq5xuyrqt6vsluSYlk5s0AeGJ9FP6wO9RPXuET6gaXk4bMXYbKOPZIzQ1Yz2f//9bVc+orEezH19QMvv1zX7M+9T25UNu60Qh7141J78SF3NuL/qPSOS6KfzgXC/DSTqqir2/hhQmIMPGIOxJbHc94APlGR1tPCgrkawP7YkdlCGfKAw+9iawgcURcVmK8RhK864QTacmB4gpndjGImNs7hdFaX0AT0W5N0nv3FoTq8LhULceeed/M///A/Lli3jrrvuYsaM7Eo/HgoGEv1JV/xuxJD0AJZlYZrh+ENWVDTVmbVhJ8M0o4OBXlHsaFr2AXNfLMuMJ2XL7NfVlXVwT4ZhRLCsKBBfWTvaEFV2uhqgaPtNV9OMDpbjVBVHVufGp8KyDAwzApaJomioqivrgJEMwwjHG5GKiqo6Mu4VpcO09LhdWRaKatv/zwoVTXPtJx+IDQZ6VbHlFDD35UDZVdwH+nVVnTk1nPfFsgwMIwyY/bq6969docTtan/pOugDtpwScTIOiA+Yenw0dj/7gGlGhuWB/RivzAG7so/qA3o0yNuPXZV1ov/0vyrxZLhs2TICgQC/+tWvePHFF7n22mu57bbb8Hiyb50fbBSbhpLikAwFUMm+1T4aGm40su+5pUNBQ+XTO/W+xM/yzr43kI4DpWv8d92/xHX99EloX2y2/b+2RUND49MHtuEcuGelobF/EsYAB9YH9i8KGqr98LAr8YEDGa8yzwOKmVt0yznR33vvvaxZs4Y1a9awefNmNE1j0aJFXHvttRx55JE88sgjzJs3j2eeeYbFixfn+jGCIAiCIHwKch66nzRpEieccMLga/HixTidia2oH//4xzz66KNs2LBhvyi7vxkYul/y9T+mHLoXBEEQhLGAHg2y6qErD97QfUPD6FXE/vmf/5lbbrkl1484aCh2DSXLo08FQRAE4WCiWAd56D4TKioqeO211w7kR+wXVJuKapcigYIgCMLYRTVzy1MHNNErisJpp512ID9iv6DaNVTp0QuCIAhjGPVgL8YbT2g2BZtNevSCIAjC2MUyctt+KYke0OwqmgzdC4IgCGMYcywO3R8uOOw27A75KQRBEISxi2LmlqckuwE2u4pNevSCIAjCGMYypEefMzaHht0hi/EEQRCEsYsli/Fyx2aTHr0gCIIwtjF16dHnjN0hc/SCIAjC2MYyZI4+ZxxOFYdThu4FQRCEMYysus8dm8OG3Sk/hSAIgjB2MaVHnzsOh4ZDFuMJgiAIYxhLzy1PyQo0QRAEQRjHSI8ecNo1nFLrXhAEQRjL5JinJNEDdpuGQxK9IAiCMIYxbZLoc8btVHHJqntBEARhDKPIPvrcsdulRy8IgiCMbQwZus8dt8OGW7bXCYIgCGOZmGyvyxmH9OgFQRCEMY706D8FLqf06AVBEISxjSU9+txx2VRccqiNIAiCMIYxbbIYL2dcNgV3jj+gIAiCIBwMTJuS032S6AGXTcOV4/5EQRAEQTgYGLKPPnecNhWX9OgFQRCEMYwuQ/e549ZUGboXBEEQxjSGJok+Z5wydC8IgiCMcWKftaH7H/3oR/z9739n3bp1OBwOenp6cpbl0AwcmrH/lBMEQRCE/UyueeqwHa+ORqNcdtll/Mu//MuhVkUQBEEQxiyHbY/+9ttvB+Dhhx/O+J5IJEIkEhn8v9/vB8Cp9uFUD9s2jyAIgvAZIKr25XTfYZvoc+HOO+8cbCAMR1ND2NTP1E8hCIIgHGZoaiin+z5T2e173/seN9100+D//X4/kyZNwqEFceS4mlEQBEEQDgYOLZjTfWMq0d92221Je9zDWbNmDYsXL85JvtPpxOl0jnxf7cOp5lZxSBAEQRAOBs7xMHR/3XXXccUVV6S9pra2dr9/rk0NY1Nle50gCIIwdrGp4dzu2896fCrKysooKys76J+rxEIoMRm6FwRBEMYuSuwzNke/Z88eurq62LNnD4ZhsG7dOgBmzJhBQUFBdsIiIYjI0L0gCIIwhol8xhL9rbfeyu9///vB/x911FEAvP766yxdujQrWVY0hBWVRC8IgiCMXaxobolesSzL2s+6HDb4/X4KCwvp2fYrvB73oVZHEARBEFLiD4QomvUdfD4fXq834/sO2x79fiUSBId5qLUQBEEQhNRExsFivENGKATaZ3ZgQxAEQTgcCEmiz51gGFRJ9IIgCMIYJhgZ/ZokSKIHrGAflqIfajUEQRAEISWWJPpPQTAEihxTKwiCIIxhgtGcbpMqMYIgCIIwjpEePWD1BrFMGboXBEEQxi5Wjj16SfSA6Y9ixmQxniAIgjB2MUOxnO6TRA+Y/ghmVPbRC4IgCGMXMyyJPmdMXwQzLIleEARBGLuYEUn0OWP6o5hSGU8QBEEYw5jR3NaSSaIHIv4IEYdsrxMEQRDGLhFJ9LkT9ceI2KVHLwiCIIxdorHcOqSS6IGwL4zdph1qNQRBEAQhJWFdEn3OxPxRopokekEQBGHsEjMk0edMb58lp9cJgiAIY5peI7c8JYkeCATAlGLAgiAIwhimL8elZJLogd5eC1ORHr0gCIIwdgla0qPPmd4gyJp7QRAEYSwTzPE+GbAWBEEQhHGMJHpBEARBGMdIohcEQRCEcYwkekEQBEEYx0iiFwRBEIRxjCR6QRAEQRjHSKIXBEEQhHGMJHpBEARBGMdIohcEQRCEcYwkekEQBEEYx0iiFwRBEIRxjCR6QRAEQRjHSKIXBEEQhHGMJHpBEARBGMdIohcEQRCEcYwkekEQBEEYx0iiFwRBEIRxjCR6QRAEQRjHSKIXBEEQhHGMJHpBEARBGMdIohcEQRCEcYwkekEQBEEYx0iiFwRBEIRxzGGZ6Ovr6/nnf/5npk6ditvtZvr06fzgBz8gGo0eatUEQRAEYUxhO9QK5MKWLVswTZP77ruPGTNmsGHDBq6++mr6+vr42c9+dqjVEwRBEIQxg2JZlnWoldgf3HXXXdxzzz3U1dVlfI/f76ewsJAHmE4e2gHUThAEQRA+HUEMrmYnPp8Pr9eb8X2HZY8+GT6fj5KSkrTXRCIRIpFIwj0AIcwDqpsgCIIgfFoGclXW/XNrHLBjxw7L6/VaDzzwQNrrfvCDH1iAvOQlL3nJS16H7Wvnzp1Z5cgxNXR/2223cfvtt6e9Zs2aNSxevHjw/01NTZx22mmcdtppPPjgg2nv3bdH39PTw5QpU9izZw+FhYWfTnnhgOL3+5k0aRINDQ1ZDVkJBx95VocP8qwOL3w+H5MnT6a7u5uioqKM7xtTQ/fXXXcdV1xxRdpramtrB//d1NTE6aefzoknnsj9998/qnyn04nT6RzxfmFhoRj5YYLX65VndZggz+rwQZ7V4YWqZrdhbkwl+rKyMsrKyjK6trGxkdNPP51jjjmGhx56KOsvLgiCIAifBcZUos+UpqYmli5dyuTJk/nZz35Ge3v74N+qqqoOoWaCIAiCMLY4LBP9K6+8wo4dO9ixYwcTJ05M+Fs2Sw6cTic/+MEPkg7nC2MLeVaHD/KsDh/kWR1e5Pq8xtRiPEEQBEEQ9i8ysS0IgiAI4xhJ9IIgCIIwjpFELwiCIAjjGEn0giAIgjCOkUS/D5FIhCOPPBJFUVi3bt2hVkfYBzmieOxz9913M3XqVFwuF8cccwyrVq061CoJ+3DnnXdy7LHH4vF4qKio4KKLLmLr1q2HWi0hA+68804UReHGG2/M+B5J9Pvw7//+79TU1BxqNYQUDD+ieOPGjfz85z/n3nvv5eabbz7UqgnA448/zo033sh//ud/8tFHH7FkyRLOOecc9uzZc6hVE4axcuVKrr32Wt59911effVVdF1n2bJl9PX1HWrVhDSsWbOG+++/n0WLFmV3Y47nyIxLXnjhBWvOnDnWxo0bLcD66KOPDrVKQgb89Kc/taZOnXqo1RAsyzruuOOsa665JuG9OXPmWN/97ncPkUZCJrS1tVmAtXLlykOtipCCQCBgzZw503r11Vet0047zbrhhhsyvld69P20trZy9dVX88c//pG8vLxDrY6QBZkcUSwceKLRKGvXrmXZsmUJ7y9btoy33377EGklZMLAkd3iR2OXa6+9lnPPPZczzjgj63sPy8p4+xvLsvja177GNddcw+LFi6mvrz/UKgkZsnPnTn7961/zP//zP4dalc88HR0dGIZBZWVlwvuVlZW0tLQcIq2E0bAsi5tuuolTTjmFBQsWHGp1hCQ89thjfPjhh6xZsyan+8d1j/62225DUZS0rw8++IBf//rX+P1+vve97x1qlT+zZPqshtPU1MTZZ5/NZZddxje+8Y1DpLmwL4qiJPzfsqwR7wljh+uuu47169fz5z//+VCrIiShoaGBG264gT/96U+4XK6cZIzrErgdHR10dHSkvaa2tpYrrriCv/71rwnByDAMNE3jy1/+Mr///e8PtKqfeTJ9VgOGPnBE8fHHH8/DDz8spxeOAaLRKHl5eTzxxBNcfPHFg+/fcMMNrFu3jpUrVx5C7YRkXH/99Tz77LO8+eabTJ069VCrIyTh2Wef5eKLL0bTtMH3DMNAURRUVSUSiST8LRnjOtFnyp49e/D7/YP/b2pq4qyzzuLJJ5/k+OOPH3FwjnBoGX5E8Z/+9KdRjVw4eBx//PEcc8wx3H333YPvzZs3jwsvvJA777zzEGomDMeyLK6//nqeeeYZ3njjDWbOnHmoVRJSEAgE2L17d8J7X//615kzZw7/8R//kdF0i8zRA5MnT074f0FBAQDTp0+XJD/GkCOKxzY33XQTV155JYsXL+bEE0/k/vvvZ8+ePVxzzTWHWjVhGNdeey2PPvoozz33HB6PZ3ANRWFhIW63+xBrJwzH4/GMSOb5+fmUlpZmvKZCEr1wWLG/jigWDgyXX345nZ2d3HHHHTQ3N7NgwQJeeOEFpkyZcqhVE4Zxzz33ALB06dKE9x966CG+9rWvHXyFhAOKDN0LgiAIwjhGVjAJgiAIwjhGEr0gCIIgjGMk0QuCIAjCOEYSvSAIgiCMYyTRC4IgCMI4RhK9IAiCIIxjJNELgiAIwjhGEr0gCIIgjGMk0QuCIAjCOEYSvSAIgiCMYyTRC4KQNZ2dnVRUVFBfX3/AP+vSSy/lf//3fw/45wjCeEVq3QuCkDX/9m//Rnd3N7/97W8P+GetX7+e008/nV27duH1eg/45wnCeEN69IIgZEUoFOK3v/0t3/jGNw7K5y1atIja2loeeeSRg/J5gjDekEQvCJ9x/vznP+NyuWhsbBx87xvf+AaLFi3C5/ONuP7FF1/EZrNx4oknJrxfW1vLL37xi4T3jjzySG677bbB/y9dupTrr7+eG2+8keLiYiorK7n//vvp6+vj61//Oh6Ph+nTp/Piiy8myLngggv485///Om/rCB8BpFELwifca644gpmz57NnXfeCcDtt9/Oyy+/zIsvvkhhYeGI6998800WL16c8+f9/ve/p6ysjPfff5/rr7+ef/mXf+Gyyy7jpJNO4sMPP+Sss87iyiuvJBgMDt5z3HHH8f777xOJRHL+XEH4rCKJXhA+4yiKwo9+9CMefPBBfvzjH/PLX/6Sl156iQkTJiS9vr6+npqampw/74gjjuD73/8+M2fO5Hvf+x5ut5uysjKuvvpqZs6cya233kpnZyfr168fvGfChAlEIhFaWlpy/lxB+KxiO9QKCIJw6DnvvPOYN28et99+O6+88grz589PeW0oFMLlcuX8WYsWLRr8t6ZplJaWsnDhwsH3KisrAWhraxt8z+12AyT08gVByAzp0QuCwMsvv8yWLVswDGMw0aairKyM7u7ujOQahjHiPbvdnvB/RVES3lMUBQDTNAff6+rqAqC8vDyjzxUEYQhJ9ILwGefDDz/ksssu47777uOss87illtuSXv9UUcdxaZNm5L+bfjQeiwWo6GhYb/ouGHDBiZOnEhZWdl+kScInyUk0QvCZ5j6+nrOPfdcvvvd73LllVdyxx138NRTT7F27dqU95x11lls3Lgxaa/+oYceYvny5Wzfvp1//dd/xefzsXPnTlpbWz+VnqtWrWLZsmWfSoYgfFaRRC8In1G6uro455xzuOCCC7j55psBOOaYYzj//PP5z//8z5T3LVy4kMWLF/OXv/xlxN/OP/98vvOd77Bw4UK6urr44Q9/yNNPP83y5ctz1jMcDvPMM89w9dVX5yxDED7LSGU8QRCy5oUXXuDf/u3f2LBhA6oa7y/U1tZy4403cuONN+7Xz/q///s/nnvuOV555ZX9KlcQPivIqntBELLmC1/4Atu3b6exsZFJkyYd0M+y2+38+te/PqCfIQjjGUn0giDkxA033HBQPueb3/zmQfkcQRivyNC9IAiCIIxjZDGeIAiCIIxjJNELgiAIwjhGEr0gCIIgjGMk0QuCIAjCOEYSvSAIgiCMYyTRC4IgCMI4RhK9IAiCIIxjJNELgiAIwjhGEr0gCIIgjGMk0QuCIAjCOEYSvSAIgiCMYyTRC4IgCMI4RhK9IAiCIIxjJNELgiAIwjhGEr0gCIIgjGMk0QuCIAjCOEYSvSCMER5//HHmz5+P2+1GURTWrVt3wD/z4YcfRlGUlK+f/OQnae+vr69Pee9jjz024vpHHnmEo446CpfLRVlZGf/4j/9IQ0NDxvqapsmf/vQnzjrrLCoqKrDb7RQVFXHCCSfws5/9jI6OjoTra2trOe+885LK+uCDD1AUhYcffjjjzxeEwxHboVZAEARob2/nyiuv5Oyzz+buu+/G6XQya9asA/655557Lu+8886I92+99VZeffVVLr744ozkXH/99fzjP/5jwnszZ85M+P+vf/1rvvOd7/CNb3yDn/zkJ+zdu5dbbrmFJUuW8NFHH1FcXJz2M0KhEBdeeCHLly/n8ssv51e/+hU1NTX4/X7efvtt7rrrLp577jlWrVqVkc6C8FlBEr0gjAG2bdtGLBbjK1/5CqeddtpB+9zy8nLKy8sT3uvr6+Odd97hlFNOYfbs2RnJmTx5MieccELKv0ciEW655RbOP/98HnjggcH3582bx0knncTPfvYzfvSjH6X9jBtvvJFXX32VRx99lC996UsJfzvvvPP4/ve/zyOPPJKRvoLwWUKG7gXhEPO1r32NU045BYDLL78cRVFYunTpIdPn8ccfp7e3l2984xv7TeaGDRvw+Xx84QtfSHj/xBNPpKSkhKeeeirt/c3Nzfzud7/j3HPPHZHkB8jLy+Pqq6/+VHqmm8aor6//VLIF4VAhPXpBOMTccsstHHfccVx77bX8+Mc/5vTTT8fr9aa9R9f1jGRrmoaiKFnp89vf/hav18tll12W8T0/+clPuPnmm7HZbBx99NH8+7//OxdccMHg36PRKABOp3PEvU6nk+3btxMOh3G5XEnlv/766+i6niAzUyzLSvp7GYYx4r19pzFCoRBXXnklhmFQUlKS9WcLwlhAEr0gHGKmT5/OvHnzgPi8drohcIgvgJs6dWpGsl9//fWsRge2bNnC22+/zbe+9S3y8vJGvd7pdHL11Vdz5plnUl1dzZ49e/j1r3/NhRdeyAMPPDA4KjB79mxUVWX16tV8/etfH7x/586dNDc3A9Dd3U11dXXSzxlYsDdlypQRf9s3idtsiWHthRdewG63j/pdgITf3jAMLrnkEnw+HytXrhy18SUIYxVJ9IJwmFFTU8OaNWsyujbTOfYBfvvb3wJkPGxfXV3N/fffn/DeZZddxvHHH893v/tdvva1r2Gz2SgpKeHLX/4yf/jDHzj22GO57LLL2Lt3L9/85jfRNA3DMFDV7GcS161bx1FHHZXwXnt7O2VlZYP/P+WUU/j5z38+4t7NmzfzT//0TyllX3fddfz973/nr3/9K0cffXTWugnCWEESvSAcZjgcDo488siMrtU0LWO5sViMP/zhDxxxxBEsXrw4R+3Abrdz+eWX893vfpft27czd+5cAO655x4sy+Lb3/4211xzDaqqcuWVV1JZWcnLL79MaWlpSpmTJ08GYPfu3Qnvz549e7DRc//99ycs9BugsLAw6+/zX//1X9x777389re/5eyzz87qXkEYa8hiPEE4zKivr8dut2f0WrlyZcZy//a3v9HW1rZfFuFZlgWQ0EvPz8/nj3/8Ix0dHXz88ce0trby8MMPs3XrVk466aQRQ+7DWbp0KTabjeeffz7hfbfbzeLFi1m8eDE1NTWfWm+I1xa45ZZbuO2227jqqqv2i0xBOJRIj14QDjMO1ND9b3/7W1wuF1/+8pdzVQ2Ijww8/vjjlJWVMWPGjBF/Ly4uHtwz//zzz7N161b++7//O63M6upqrrrqKu6//34ee+wxrrjiik+lYypeeuklrr76aq666ip+8IMfHJDPEISDjSR6QTjMcDgcn2poPRlNTU289NJLXH755SkL1/zhD3/gqquu4ne/+93g3PZNN91ELBbj5JNPpqqqioaGBn7961+zbt06HnrooYSpg6eeeoqmpibmzp1LOBzmjTfe4Je//CXXXHMNF1544ag6/uIXv2DXrl18+ctf5vnnn+fCCy+kpqaGYDDIli1beOyxx3C5XBkvvNuXXbt2cdlllzFt2jS+/vWv8+677yb8/aijjkq6a0AQxjqS6AVB4OGHH8YwjLTD9qZpYhgGpmkOvrdgwQLuu+8+Hn30Ufx+Px6Ph+OOO46XX36ZZcuWJdyvaRq/+93v2L59O6ZpMn/+fO67776EVfjpcLvdvPTSSzzyyCP88Y9/5LrrrqOnp4f8/Hxmz57NP/zDP/Ctb32LwsLCnH6D3bt309vby7Zt21iyZMmIv+/atYva2tqcZAvCoUSxBibTBEEQBEEYd8hiPEEQBEEYx0iiFwRBEIRxjCR6QRAEQRjHHLaJ/s477+TYY4/F4/FQUVHBRRddxNatWw+1WoIgCIIwpjhsE/3KlSu59tpreffdd3n11VfRdZ1ly5bR19d3qFUTBEEQhDHDuFl1397eTkVFBStXruTUU09Nek0kEiESiQz+3zRNurq6KC0tzfqEL0EQBEE4mFiWRSAQoKamJquzIcbNPnqfzweQ9ijJO++8k9tvv/1gqSQIgiAI+52GhgYmTpyY8fXjokdvWRYXXngh3d3drFq1KuV1+/bofT4fkydP5ldMxX34zmIIgiAInwFCmHyHXfT09GRVGGpc9Oivu+461q9fz1tvvZX2OqfTmbSEpRuVPDI/5UsQBEEQDhXZTjUf9on++uuv5/nnn+fNN9/MaihDEARBED4LHLaJ3rIsrr/+ep555hneeOMNpk6deqhVEgRBEIQxx2Gb6K+99loeffRRnnvuOTweDy0tLQAUFhbidrsPsXaCIAiCMDY4bFeg3XPPPfh8PpYuXUp1dfXg6/HHHz/UqgmCIAjCmOGw7dGPg80CgiAIgnDAOWx79IIgCIIgjI4kekEQBEEYx0iiFwRBEIRxjCR6QRAEQRjHSKIXBEEQhHGMJHpBEARBGMdIohcEQRCEcYwkekEQBEEYx0iiFwRBEIRxjCR6QRAEQRjHSKIXBEEQhHGMJHpBEARBGMdIohcEQRCEcYwkekEQBEEYx0iiFwRBEIRxjCR6QRAEQRjHSKIXBEEQhHGMJHpBEARBGMdIohcEQRCEcYwkekEQBEEYx9gOtQJjgYI8yFMOtRaCIAiCkBrVAoLZ3yeJHigoUMhXJdMLgiAIYxfVVCTR54rHAwXaodZCEARBEFKjGkBb9vdJogcK8hUKNOnRC4IgCGMYI7c8JYkesHsdOGzSpRcEQRDGLnbdyOk+SfSAq9CFyy6JXhAEQRi7xGKS6HPG4bXjdMhPIQiCIIxdIlE9p/skuwFOr1MSvSAIgjCmcUZzG3mW7AaoXgeq036o1RAEQRCElKiR3GrcSaIH1EInqksSvSAIgjB2UcOS6HNG9TpR3ZLoBUEQhLGL6pBEnzOq14Ga5zjUagiCIAhCSlR7bvvo5VAbQRAEQRjHSI8eUAryUPKlRy8IgiCMXRQ1t5QtiR4gzw15zkOthSAIgiCkxpLtdTmj5OWj5EuiFwRBEMYuiiU9+tzJc8VfgiAIgjBWMeVQm9xxuyXRC4IgCGMbOb3uU+DMA6f7UGshCIIgCKmJyj763LG7wCGJXhAEQRjD2K2cbpNEDygON4okekEQBGEMozgk0eeO0x0fvhcEQRCEsYrzM5jo33zzTe666y7Wrl1Lc3MzzzzzDBdddFHWciy7G8suPXpBEARh7GLZzZzuO6wTfV9fH0cccQRf//rXueSSS3KWo5sudFMSvSAIgjB20U0jp/sO60R/zjnncM4553xqOREzn4iZvx80EgRBEIQDQ8T8DA7dZ0skEiESiQz+3+/3AxA18ogakugFQRCEsUvU+AwO3WfLnXfeye233z7ifcN0y9C9IAiCMKYxTD2n+z5Tx9R+73vfw+fzDb4aGhoOtUqCIAiCcED5TPXonU4nTufIw2siZj4Os+AQaCQIgiAImRExZeg+Z6KGRtTI7fg/QRAEQTgY5JqnDutE39vby44dOwb/v2vXLtatW0dJSQmTJ0/OWE5EN7DruW1bEARBEISDQSTHPHVYJ/oPPviA008/ffD/N910EwBf/epXefjhhzOWEzJMND23IRFBEARBOBiEPour7pcuXYpl5bavcDgR3cQmiV4QBEEYw0RyzFOHdaLfX4R1A02G7gVBEIQxTPizOHS/vwjrFqr06AVBEIQxTFiXyng5E9ZN1JgkekEQBGHsEpah+9wJR3QUe24VhwRBEAThYBCO5JanJNED0ZiBFpM5ekEQBGHsEs0xT0miB0JRHXJsKQmCIAjCwSAUlR59zsSkRy8IgiCMcWLSo8+dUMTEskmiFwRBEMYu4YgsxsuZmG6gSo9eEARBGMPEctxH/5k6plYQBEEQPmtIjx6IxAyQHr0gCIIwhonIHH3uRKMGiszRC4IgCGOYaFQSfc7oUR1Vk+11giAIwthFl+11uRONmKBKj14QBEEYu0Rl1X3uxKI6ivToBUEQhDFMTHr0uaPLoTaCIAjCGEeXQ21yR48aKDJ0LwiCIIxhdFmMlzt6zETRpEcvCIIgjF30HEeeJdED0ZiOpcocvSAIgjB2icVkjj5njJiJqkqPXhAEQRi7GNKjzx1Dt2ToXhAEQRjTGLqV032S6AEzZmDKYjxBEARhDGNKCdzcMXUTU4buBUEQhDGMKdvrcseKGViK9OgFQRCEsYuVY49ejqkVBEEQhHGM9OgBM2ZiKjJ0LwiCIIxdzEOx6j4Wi9HS0kIwGKS8vJySkpJPI+6QYekGlizGEwRBEMYwln6QFuP19vbyyCOP8Oc//5n333+fSCQy+LeJEyeybNkyvvnNb3LsscfmpNChwNSlRy8IgiCMbQ7KYryf//zn/OhHP6K2tpYLLriA7373u0yYMAG3201XVxcbNmxg1apVnHnmmZxwwgn8+te/ZubMmTkpdjCxDAtLzW1/oiAIgiAcDCzjIOyjf/vtt3n99ddZuHBh0r8fd9xxXHXVVdxzzz387ne/Y+XKlYdHoo+ZWGQ/JKJH+2hregOffwOoFljgdk6gsmYZ7oLK3HSxLPwdm2hrew3d7AMsVMVFeempFFcdhaLktn4yGvbR1rSCQO82UCywFDwFc6iY8DkcTm+Oupp0t35MR8dKDCsMKNhthVRWnkFB8XQURclJbp+vgdaWl4nEOuK6GgqF3gWU1yzF7ijISaahR+hoXk1X9wegGoCCw1ZMZeWZFBRPy0kmQKC7jtaWV4kZ3YAFpkZJ8WLKqk9GszlzkjlkV58M2pXTUUFV9VnkeSfmJNOyLPydW2hrW4Fu9gKgWDZKS06ktOo4VM2ek9xYJEBb0+v4A5viupoKeXlTqKo5E2deWY66mnS3rqO9YyUm8RFDFQdlpUsoqTwaRdVykhsJddHatJy+vrohH/DMpbLmc9idnpxkmqZOV8taOrtWY1oR4j7gpaLiTDwlM3L2gaB/Ly3NrxCJtMaXTJsqxUVHU159CprdnZNMQw/T3vwW3d0fgmoO2lVl9TLyP4Vd9XbtoLVtOTHDB1golo2SkhMoqzoeVXPkJDcWCdDWvBL/YGxVcLsmUFW9DFfOsTUer9o73sAkDAoopp3SkpMorTo2Zx+IhntobVxBb9/2QR/Iz59GZc0ZON25TWdbpkFX61o6Ot/q9wEFTXFRUnRiTvIUy7I+s11Zv99PYWEhx37hXmxZOI9lGuzZ9Rhh9lBx/ixKj5+KosUTcGBbC81Pb8JoUZk685+zCiD+rq3sbfgL3qMrqbpgHs7SeFKLBcK0vriZ7rcaqKr6AiUVizOWaegR6nf+ASOvm6oLZ1N05GQUVcEyLbo/3E3rc1uxhcuonXFlVk7Z1bqGltYXKTppIlXnzMVeGP/9wi09ND+7mb5NXUya/I8UFE3NWGYk1MWuHb/FOcVB9SXzyZ8STxSWYdL5fj1tf92Ky5zC5OlXZNzgsSyL5oYX8AU/ovysGZSfNgPVEW/fhpq6aX5mE8GtfmqnfR13QVXGuoZ6W6ive4i82V6qL56Pu6YIADOq075yB+0v76Aw7yiqJ30h42BvWSYNu/5CyNpFxXmzKD1hyK76dnfQ/NRGIntiTJv+zzjcxRnr2ttdx549j+I5spzqC+fhLIvbpBGK0rZiGx0r6igrPpWKmqUZyzRNnd07/kTM0ULFBbMpOWYKiqbGGxSbmmh5ZjNWl4upM6/CZs/LWG5Px8c0NT1H8ckTqTxnLnZv3K703jCtL22ha9UeqirPo6Ti6IxlGrEQu3Y8jFXYS9XFcylcMAFFUbAMk661u2l7fiv2aCVTZlyJqmbe9+loXk1bxwpKl06hYtkcbPnxhl241Ufzs5vo29jF5ClfJr+wNmOZcR/4Hc7Jdqq/OI/8qeVAvFBKx1s7aHthBx7HXCbUXpyFXVk07Xkef/gTys+aSflp01Ht8e/ZVz9gV1GmzrgKp7s0Y137/HvYU/9H8ueXUH3RPFyVhQAY4RhtK7bSsWIXpYUnUTnh8xnLtEyD3TsfJWJrpPK8WZQcVztoV73bW2l+ahNGmxaPrVk0+n0dG9jb+DTFJ0+k6gtDdmWEorQtj/tARennKas+OWOZhhGlfsfvMfO7qbxwDkVHTorblWXh+2QvLc9sQfEXMHXmVVk1+rta19DS9iIlp06h8qzZ2ApcAER7gjQ/9wkNT76Nz+fD6828g/apEn04HGb9+vW0tbVhmolzBxdccEGuYg8aA4n+mDPvzjjRW5bJzm33UHpeBRVnzE55XW9dO3X/8w4zZn4HewY95p7O9bSHX2D2f56B5k6ecE3dYMfP3qAgdAzlVaeOKtMwIuzY8ksmXDWf4qMnpbyua81umv+wlRmzb8ioVdvespLe/I+YcdNpqLbkvatYIMzWH75KTdFleIpnjSozEuqkbtfdzPzeqbhrUiex1le30P33TqbN+lZGyX5P/Z9xLAoz8R+PThkYI529bPuvFUyuvoo8z4RRZQYDjexp/h2zvv/5wcbYvliWxd5HPyS63s3k2itGlWlZJnXb76f47GIqz5qb8rpQUzfbf/wm06Z9O6OgHOjeRpPvSebccsZgwBjx2abFrntWY2uqpXriF0aVaZo6O7f+horLayk7OfVoiH9LC7t/s5YZs27IKNl3tb1Pt/oms/7jc4ONsRGfHTPY/rPX8UZOoKzypFFlGnqI7Vt+yeRvH0nh/JqU13W+XUfLY7uYMfv6jJJ9S9MrRMu3Me3aUwYbY/sS94Hl1BRfhqdo9JHNSKiDul33MPPm03BXF6W8runZ9fSuilI7/eujJnvLsthd9wfyTlSZcMkRKa8Lt/Sw7ccrmTrlGlx55aPq2ufbxd72R5h96xnYC5M/W8uy2P3Au1BfxYRJF44q0zINdm67m7KLayhfmvr3CuxsY9f/vseMWd/B7hi9I9Xd8RGd+qvMuvkMNGfyZ2sZJjt/tQpX1zwqa0ZvmJhGlO1bfsmEq+ZSfPTklNf1rG+k4f71zJx9Y0bJvr3lTXrzP0wZW/VghHcvv/vgJfqXXnqJf/qnf6Kjo2OkUEXBMMb+KvbBRP/5/0OzZZboG/c+i/u0CFXnzBv12r7dHdT/7CNmzr4p7XXRcDe7mu9m/p1fSBngBrAMky13vEKV83LyvakNDGBX3YNUfKUmbZIfoOv9ejoe76R26tfSXtfrq6NNf5rZtyxDUdMHGT0YZdP3XmT6lBvSOqRlWWzb+lNmfv8kXFVFo+ra/NcNRN/2UD3hvLTXdba/S2TSJ9R+44RRZUa7+9jy/eXMmv3dtIHeNGNs2/rfzPnRmTiKRk9e9Q++i7NhIaXl6XVobnoB+/E91FyYfFpsOKHmHnb86G1mzf73tIFej/WxY9f/Mu8nX8CWl360xrIsdvzsdYpDy/CWpG5oAOzZ/ShF5+dRdur0UXX1b2mh8d6tTJ9xXdrrwn2tNHQ/xNz/Ojtl43FQV8Nk8w9eZkLBl3EXpG+Y1e24h+qrp6VN8gN0rN5JzzN9TK79ctrrAt1b6bS/yMz/+NyoiVYPRtj03ZeYMfVfsdnzU15nWSbbtvyUmbeeMtgzTsfexz6ETyZSUZ0+KbW3voE5p55JXz5mVJnhNj/bbn+T2XP+I20j2tDDbN95F/PuPDtl43EAy7LY+cs38fqWUFSauqEBsLfhSfLPgMozU3egBuita2f3L9Yzc9aNaa+LhDrZ3XYf8378BVT7KHZlWWz9r1epUL9IQWH6kcj6XQ9R9qVyShZPGVXXnvV7aX2oganTv5n2uqB/D82Rx5nzg7NSxtZcE33OBXOuu+46LrvsMpqbmzFNM+F1OCT5BEwzo5epR+gNb6Ty7PSBcID8KWU4Z9jxd21IK7etdTmTvnb0qEkeQNFUar91Ai1tz2EZekqZ0VA3ZkFPRkkeoOS4WmLOZiLBlvS6tr9E7b+cOGqSB7DlOZjwpYW0tryIZRgpZQa6tuA5qjSjJA9Qdd58evrWYsR60+ra0fk6k67MbJrDUZxP2bJa2lteTyuzu20N5WdPyyjJA0z6yjG0dy7HNCIpZVp6DF/vh1SfvyAjme7qIgqOLKKn44P03791JTVXLBw1yUO8cT7l6hNo6fgblhFLKdOIBgmzO6MkD+CdU4VaEaHXvzO9XbW9wpRvLB41yUPcB6ZcfSzNrel9INLXhlIWzijJA5SdPJ2wUk803JFW19aOl6n91gkZDZ3b8pzU/MN8WlpeSusD/s6NFB5fmVGSB5hw2ZF0+t7C0IOp7cow6OxezcQrjspIpqvCS9FJlXS1vZP2+3e2rqbqojmjJnmI21XtN46nteMFLCOaOrbGwvRFt1JxxuijfwAF08px1KoEejaPYlf9sXWUJD+o6zeP74+tqX0gFvahuzoySvIARYsmYni6CfbtTW9X7S9R+83jM4qt2ZJzom9ra+Omm26isjK3hRFjCcuwMnp1tX1A2eenZbXApuaSRbR1Lica60oq04jF6I1spXDB6EPGA7hrijBcfgLBbZi6kVRue9vrVF00J6vfoerCeTS3vkws1ptUZjTkwyoI4qrIvCVZcmwtgeAmQtFGTN1MrmvXa1RfOPoIyQCKolB26lRaW19D14NJZQa668ifU5xyqC4ZFWfOpdv3LuFoa0ob6Ox5K+2Uzb5oLjv5s4vo6nwPQ48kldndvo7SJVOycvCaixbS3v0GkVhHUpmmbtDT+xGlx2e+RsJRlIetHHr86zH1WFK5Ha2rqfhCdgtsay5dRFv7y0RjPUll6tEwYauBghmZx5L8KWXEbF30hnam9IG2thVUX5q5XQFUnjeHltaX0fW+pDLDfZ2oJTqO4tS9830pPXEagd5PCKf1gdepOj+zDgTEGztFx02go+1NDD2cVKa/YzOFi6tSTi0ko+rc+XT0rEpjVybd/vcoO3VGxjJtBS4cE5x096zDSGFXnW3vU35mdgt4ay5ZSGvHK0Rj3SljazC6A++8zBp6AK7KQqyCEIHeLZi6niK2rqTygsxjAED1FxfQ2vYSsZg/qcxYuBfd0Y17QuZrb7Ih50R/6aWX8sYbb+xHVQ4dlmll9AqENlJyUm1WsvMmlqArASJ6O7oRHCEz3NtCwezyrFfnFp8wmb6eXUSM1qS69oV3UnRk+qH9fSlZXEs43EDEaMYwoiO/f/d2ik/JbnWuoqnkTS0hFGwkanQl1dXQAoMLxDLW9aSphKJ7COvNmIYxUtfezZScmt33t+U5UAtUonoXMb1nhExT11EKrJRrKFJReto0+oK7COtNye0qvImSkzLrHQzgLPNg2cJE9U50o3eEzGjYh2uiJ6sgD1By6lT6fLsI6y0pfGATpSdk3ngA8MyqImp0ETHaMIzQCJnBwF48C7PvMBQdNYE+/+6UPhCKNeCZXZ2VzNITpxEK7SGsN2EYsSQ+sI3iJdn7gGuSl1CohVgKHzDtwawaDwClS6bRF9lNSG/CNMykdlV6SnZ25SjKA3uMqN5JzAiMkKlHg9jLXYOL+TKl7LSp9AbqiKTygdAmSk6szUpm/pQydCtAxNjPsfX4SfT6dxPWk9tVb3Bbxr35AYqOmEQk0kLEaMEwIiNl+uopOjbzBkm25FwZ7ze/+Q2XXXYZq1atYuHChdjtiYu4vvOd73xq5Q4WlmFhKaMvVTCMcEbDoPuiqAqYELO6UdXE4S49FsLmyV6mzeMgqsfQ9QA2tQRV2WcRnUrWQ0CKpoIanwONmT041MTtUYYewpWLrgUOzO4oMaMbm1k00vFyaG5qbjumEcUydGKWH7uSOORpmGE0d1H2cl12zFiMKD1oVuLIhaFH0FzZu4zmtmOaMUwjim71oimJAd0wwmjuHLb2KHG7ilrduNTEqQQjGkYryeFZ5dkxzT4MI4hhhVGVxAVEphlFdWWvq6IChkXU7MGpJiZ1IxpGy89eplZgJxqL9vtAKaqyz7NRrayDvOqwYVnGMB9IXPBomEHcBdlvm7TlOTGDMaJGD9p+8gGb24FlRrGMGLoVwKYkNpZ1I4SWl72uik2J9zKtbjR1H1uNhdByiIFavhPLCmAYYXQrhKYkxkHDCA/uWshK1367ipk9SWJrGDUvB38tcGDpMQyjF8OKoCr7fF/FzLoBrShKf2y1+u0qccGjEQuhFeS2vS8Tck70jz76KC+//DJut5s33ngjwXAVRTmsEv3gPMkoaKoLvS+SdY/OMiywTAyrF9OKJgQkTXWi+6NZq6z7oqhqPlgmutmDQ9lnBbYRH6nIJtlbhgkmcZmWD7tVnPBcVcWJHshB194oLtUGpo6h+EcEJEvPfj2o3tfvgJaJbvRgVxNlargw+iIp7k4jNxhBLdKwzDCG1YemDC3SVBU7RjCWtUyjL4KKfVBXTU1c+KkpbvS+CI6S7GoEDNiVafVhWuGEgKSpDvRA9t8/FoigWnFdY2Y3TqUi4e+q4sAIxbJq8FqWNcwH/FhWCYoyNGeqqU5COflABE2L62qYPahK4p5ly4h/djbJ3ojocd0sE8PyYVmJSVmzXMR6u7PXtS8SX+RpxjCUADZln2edQyEUPTjcrrqx7ZOUNcWF3hfOWq6lWyhYmGYQ0wolNPY0xYmei1/1RVD67Uo3u9GUxMbeQGx1ZLBOKUHXQbsKYFolI2KrkUu86g6jqnnDYus+9SAsFcvILtlbppUktg7dr6kuYjn4QKbkPHT//e9/nzvuuAOfz0d9fT27du0afNXV1e1PHccMHsd8Oldl9936dndgY6BnaGGR6CQudyW9W9rIdvND97u7cXviw5LxQh2J5Dmm0f3Rnqxkdr2/C5djYK2AgUViUivwTKd79d6sZFqGSbCuc3CLocnIwGM3iwk19WQlt+ONHeQ54sNnFpERv58nbx4dr9VnJVPvDWMF1UEH3FdXRVGxgjb03uyCZ/uKneS5p/TLHPmsPM75dL6xKyuZoeYeNGOoF7+vXJvdS6SpDzPLYy0739hFXmF8yiOZXXlc8+lcvTMrmYGtzTi0gWBpYZIY0Nz5Ewisb8naB3o+bMSVX5lSV7dtMv5NTVnJ7Hx7J27n5H5NdSz0hL8XeGfRtbIhK5mmbhBq8A+uuk/mA2osn0hnb1ZyO17fidvR/6wYmSQ8jnl0rqzPSma0uw+iQz3Lfe1Ks7nRO6IYEX3fW9PrumIn+QVp7Moxj863soutvXVt2JWi/v9ZWPv8Bi53Jb1bO+JJNgu63tmN21OTUtcC52w6383OX7s/3I3LPjCNZI6IrfkFtfS835iVzGzIOdFHo1Euv/xyVPWzc9JtUdFRdLxWn1VAanpiPYUFQ9tKLBLvVRSNAvscetZlHjyCDV0o4Xw028BQ1cjRiLKiJbQ+szljmQDNz22ksGj49q5EXe0OL1aPi0h7IGOZXR/sxu2YMpg89/3+AGWez9H81IaMZVqGSfc7DeSn2QKTlz+R0M4+jFDmreSWFzfhyUu/eKsk/2RaX9qasUw9GCVU58eVHx+qS/b9vYXz6H63MT6ikiFNTyfa1b7PSlEUCt1H0/FW5kk50tmL0cWwQiQjdS0uOo62F3dkLBP6fcCbWldVtePWpmWVlAPbW7CbpYN1H5L9ruVFS2l+clNWurb+bTPeouE2kCjX4SzC6rJnlZQ7V++kwDV8oVkSH8g/jeZnN2Ys09QNetY2kTe4xXakzALvTPwftWfV2Gt+bgOFeUMxwEoSW4ryjqf99W0Zy4z5QsRaojhcRSl1LSo+mo5X67KPrd7hsTVRV0VR8Tjm0712d8Yyg3s60aKeYXveR+pTWnwyrX/NPAYAND+zgcLC4b9rolzN5sIeq6Bv98jt6vuDnLP0V7/6VR5//PH9qcshI9NV91gqHvsCmp/NLCkFtrUSqgvidJdjmWCZgKGOkFvqPZW9D3+EER59WNgyTHbdu5rCgqOGZJraCJk2zYvqL6L7g8x69Z3v7kINetA096BcK4mu5QWfZ9c9b2fUSjZCUfY+shavd2Ha75+XN5ng5iC9de0Z6drw5w/Id88CS+mXG5+rHvG75i+l/v53M5IZaQ/QsaKOAu+MtLoWehbRuaI+o8aOZVnU378aT/6iYc9qpExMhSL3sTT8+aOMdO2ta6dvYw+u/Oq0upZ4jqf5yY3E/KHRdTUt6v5vFUX56e1KxYHbnErbq5kFup71e9FbFeyOwrS6lnmWsufBDzLqKZoxnfr73qXQc2RaXe22Yqx2Nz3rMxuFantjGza9FFVxpNc1//PsuuedjJKS3hum8Yn1eLzz08rML5hF4IMOQo2ZTQs0/GkNnrw5gz6Q3K6gOO9E9vzxg4xkhpp76H6vEbdnyjBdR/6uxd7FtD63lWhPcFSZlmVRd+9bePOOTOsDimUjX5tHy98ya+z4t7QQ2RPF4SxNq2uJ9xT2/mEdenD06QZTN6j7v7co9Byd1q40JQ97qDLjRnTXe/UofjeaLT+tDZR7zqD+7ncxczyhLh05J3rDMPjpT3/KaaedxvXXX89NN92U8BqvVJQsw7/CT/Nf0yd7/5YWdv7vW1RWLBt8T8GGysi9p3ZHIRXu89l868tph4XNqM6WH71MXnR2QvUqjeRzuxPKL2fvbzfS/UH6Fm3nu7to/P0nlJWdNvieimvk4iYgv2Aqef4j2PGz19MapN4bZtOtL1DsPjGhKpotha6TK75K3V3v4N/aklKmZVk0/Hktve8FKSxcNExm8hX7RYVHoNRXU3fP6rQNk1BzD5tve5mKsmWJ82aMXAWtKBqTyr7G1ttWEGruSa2rGQ9w5u4CPN6hrUipdC0tOpXw+9Dw2IdpE0hgeys7frqSivLhdqWhMnJfv2ZzM6HwCrbc+kp8SDYFpm6w7afLcfgn4x5WGTDVs6ouu4COZ5poW5E+2fd8vJfdd6+honyoqIuCfcQCPwCHs4Ryx7lsufWltHPARijK5ttexKMeOayHmFrXiRX/SMM96+n5OH2yb1+5nda/bKesbMngeyruhLUEAxR4ppPXM58dP3sj7ShMzBdk060vUFqwJKEqWjJ/VRSFSRVfY9t/rUzbq7Msiz2PfkDwwyjewqG6C6liQGnRicQ+drHnjx+ktatgQxdbf7icyrKzho08KGhJ7EpVHUws+Qpbbn0l7ciGZZjs+MUbqK3l5HuHVqmn0rWy9Gx6Xuqh5YX0ozC+TU3U/eJtKsrPHHwvHltH2pXd7qG64BI2f/9lYr7UDRMjHGPL7S+Sby1IqDippfDXmrJLaXmkjo5V6ZN913u7aHj4Y8rKTx98T8U5cvE08amGYk5n6x2vZNTpy4acK+OdfvrpKf+mKAqvvfZazkodLAYq4y065mdoWha17i2T1q6/06dspfILsyk/bWb/al2Lno/30vz0J5hdKmWlpw8bXgc7JdhJvU+yr7eelsDT5C8oZsIXFw4WkIl299H83Aa632+gqGAx+Z6hIWsFDRdTUEi+4Mg0ozR2/AXD00H1xfMpPqY2XuveMOlaU0/zsxtRgwWUlp6aUBHOQUXKpATQ7VtLZ/g1SpdMpurc+YPFM8JtfpqeWY//41ZKPSfjKhja3qTixEXqrUm6HqSx8zEoClB9yUKKFk1E0VT0YIS25VtpX74dtzaVouLEcrYuJiZ18gE6fW/THX6L0tNqqTpnHrYCV7x29o5WGp9YT3RvhLKS0xPOJbDhwUFFSpnRSDeNXY9im6gw4bJFFMyoRFEU9N4wLS9uonNlHQWuuQnBGBTcTEZJsQbWsizae5YT0NdRduZ0Kj4/B1ueA8sw6fmkkeanPsHoUigv+9w+dlWEndTlcMOhFpp6/oJzmosJly0ib3IpiqLE7eqvG+l+bw/evCPxeIf2xyuo/XaVvC9gWQbNnc8Rtu+i6rw5lJ48A9WuMXCGQvMzG8DvpKz09ISyynbKsJO6KExf3y5a/M+QP7+ImosX4aqOXxtp9dP0zCcEPmmlyHMCeQVDdqRgx03qrZSGEaGp8y8Y3k6qL15A8dFTBn2g8+2dND+/CS1STFnpKQkH5jipStrYG6Dbv5bO4GsUnzyJ6nPnD573EGrspvHJj+nb2k1p4RKcCY1yN05Sb6OKxfw0dv4ZtSrGhMsW4ZldHa80Go7RtmILba9sJ0+rpbBoXx+YhEryBZKWZdHR8xp+/UPKl82g4ow5aC573Ae2tcR9oDlGecnnsDmGvq+NQhykPpgoHG6jqfsxnFOdTLh0EXm1ZSiKQswXouWFjXS+VY/XvRBP4VA9DwWl366SF7CxLJOWrr8RVLfFY+up/bHVtOhZt4empzdg9dgoKzsdTRvy+dFiayi4lybfk7hn5FNzyULyJpaAohBp89H07AYC61spKjiOPM+QHSnYcDE5TWzVae58mqhrL1UXzKPkhKmoNi1uV+/vouXZjaghT5LYWj5s3dZIAoGttPb+Fe+RFVRftABneTwuhZt72Pv4OlpfW3dwa92PBe6++27uuusumpubmT9/Pr/4xS9YsmTJ6DcylOgvu+JhdtSl7vGkImYE6PCvIBiuA8XEQsFpq8DrXTii5KuKAyc1KQ18AMuy6On7EF/wfQwzCFgoihOPax553ikjVhA7qEzZmxlOJNZGu38F4WgjigqWpeC2T8DjXTCizr+Kq1/X9KuVTStGp28VgcgnWIoOFqiKG697Aa6Cmn10VXBSjcboDapQtJEO/+tE9TYsy0RV7OQ5p1NQOHNEedrRgtGgrmaUDv9KesObsIhh9Z9e5y1YhMOVGCAUNJxMiK9oHoXe8Ha6elcR1btRsFAUB/nOWRQUTh9RRnS0YDSAbobo8L1GX2Q7FjqKpeBwVOD1jLQrBTsuJoxqVwD+4Ea6+94mZvgBC1Vx4nHNJc9bm8Su0gejAWKGj3bfCkLR+rgPmAouRzVe78IR9e1VnP12lX4g0bIsfH0f0hNag27E/VJT8/rtqnqErnG7Gr1SYTjWSod/OeFYC4piYZkKbuckvN75CQ0nAI08HFRl4AM6nf5VBMKfxBeDWaCpBXjzFw0uFBxAQem3q9G3kQUju+gIrCSqd6IoFlgaec4ZeApn5ewDhhmm3beCvsg2UAwsa8AHjkgYHYnrquFiYspG6XD8wc10B1cT030ogKLYKXDNJt87LYkPpG/oDRAzAnT4VhCM9MdWS8HpqKTQsxDbPofZxGPrhFHtKq7rJ3QH30PX4z6gqfl43PNT2FX6ht4AUb2bdv9ywtEG4nOICk7HBAq9C0acNJh5bDXp6X0PX+gjDDM+9WZT88l3zmHv1icOfaJvb29n+fLlfOlLX9qfYpPy+OOPc+WVV3L33Xdz8sknc9999/Hggw+yadMmJk8evVjKQKJ/4HerufvedTnpYBImQkvaY27jhlidkdPAwPrRNgzSL/jJNBgPYNBHlNakC5eGdHXhpCqjxBHX1SBCc9LV5AMoqDiozCgYD6DjJ0r6OXsbXuyUjeo0A5jEiNKMSephsXiSr84oGA8Qo4sY6edW7RRjJ/MjK02iRGgesep7OCoOHFRl1CCBuF3F6EDHP4qumQXjAQxCRGlJunBrSFdnvw9kalcWUVoxSNcAV/pHnjLflqjTS5Q2ki2yGiCe5CszShxxXXUitGTgA1UZNXQHiNFDjM6012TvA6PblYKt3wcy30IZpQMdX9prMm3oDmAQ7rer/RtbY7Sjk26NjdIfWzMv4mUQ7I+t6Xwg29hq9vvA0JSDYUTYsfb/Dl6iv+OOO5K+v3PnTp5++mkCgcxXZufK8ccfz9FHH80999wz+N7cuXO56KKLuPPOO0e9fyDR79rVzM23vomiKPT0hGhuyW6bi4WBjh8df4IDqTix4UWjIOOgMRyDPnT8CQ9aQUXDgw1vVo44gEmsX6Y/wShVXMN0za7IiIWFQQAdf0KwU9Cw4UHDm3EyStQ12q9rYJiuChr5/bpmfy63hYlBLzq+hC1JCnZseLHhydgRE3UNo+NDp4+hJKJgo6D/WY1eF3ykrgY6AQz8CY2TT29XIXR8CUk0blcF2CjMya4s9GE+MBSY47oW5mRXcV2D/boO94FPa1exfpmBBB/QcKPhRSN/P/uAFxvejJNRoq6Rfl17ExroQz6QeeN5SNe4XcWf1XC7sqN9Ch+I25W/367iuioow+wq+4I4By62BofpSr+un86u4j7gQyewjw98uthqDvpA6OAn+qOOSjwowTAMGhoa8Pv9/PCHP+Tmm2/ORWzGRKNR8vLyeOKJJ7j44osH37/hhhtYt24dK1euHHFPJBIhEhlyQr/fz6RJk+jp6aGwcKgHc/Txd+ekk4XVb4wmoOZkLMnlGv1yFRRsORn2SJlWv5NbKGg5BaFkxBOSAago2HMK7vsy9LvSr+v+2dIZ3ydtEk9z++tZmcN03T/PCgZ+VwsFdb89q7hdGQyE4/1nV3Ef2J92lairDQ3IcgABAABJREFUbT/a1YHygXgM2H+6mvv4QPaJOBnDdd2/8Sqe6PZvvDoQdmXuo+v+jFf73wd0o48Na7+XdaLPWYOPPhq5FUjXdW688UY2bcpu72oudHR0YBjGiEN1KisraWlJvnL7zjvv5Pbbbx/x/sDcjK6b/OCOFTnrpKCg7CdnSZS7/xx7SKaCkkPPbTTiwWL//gYH7ne17Qe33lemegB/1/3LgbOrw0nXw+VZiV0dGLtS91tjfEjmgfOBXJ/Xfv2GNpuNG2+8kaeffnp/ik3Lvgso0pW8/N734i2hgVdDQ2KRmn+66klefHn7AdNVEARBEA42+2dMYRi7d+9m6tTsTrfKhbKyMjRNG9F7b2trS3l0rtPpxOkcOU9kDttjbVkWvYFt9ITfQzcDgIrTVklpwRKcrvIR92aKHuuly7+akL4H04qhqfkUOo/B6503YmVqpliWid+3EV90LYbRi6LacNkmUeo5Bbsj88VU+xKL+ugKrCZsNGFZOjbNS5HzWPILZmR9SEiirp/gi36EYQZRFTtuWy0lhSdhs2V3atdwQqFmuvpWEdXbsbCwqQUUu06kwDMrZ11NM0q3by290Q0YZgRNdZBnn0VJ4QloWvZz7QME+/bQFXyLmBFfuOewlVKStwR3XuZHFO/LgF31xXZiWQaq6sTjWEhx4WJUNbfWf9wHttMTeR/dCKAoGi5bNSWeU3A4cj9GMxrpprN3FeHYXixMNMVNketYvN4Fn8IHDHy+DfijH2GYfUN25T0Jmz27swOGEwl30Nm7iqgeX2Bl17wUuU4gvyC7o1SHY5o6Pt86ArFPMMwQquokzzb9U9tVONRCZ98qonoHYGHXiih2n0x+QXYnrA3HMCJ0+9bQF9vc7wNO8u1zKC48LmFbW7YEe3fTFVpNzOgBFBy2Mkrzl+ByV+Usc8AHgrE6TEtHU114HEdQVHj0iB0KmWJZJgH/Znoia+KxVdFw2iZQ6l3yKX2gi87AqvgpfpaBphVQ5DwOj3dOzj6QCTnP0f/qV78a8V5LSwsPPfQQ559/PgsWDO0fPlAH3Bx//PEcc8wx3H330Jz6vHnzuPDCC7NajPfOe9uZMa2aZed/n52Nz+M9upKqC+bFjwI1TPrq2mh6chOxJoOa4n/A6Rx9K8sAuh6kqfMJLI+fyotmU7hwIqpDI9YdpPWVrfS83Uix+yRKCk/M6rt3+d6lO7Sa4pMmUnH2bBxFeZi6iX9jIy3PbMHqcjGh9PKsgl0sFqCp6y9QFKL6i3PxzK5CsWlEOwO0/m0r/nVtlOWfQaF30ejChtHRswpf5H2KT5lExZmzsBe6MaM6PR/vpfXZrWjBYmpKL8sq2IVDrTT1PIGr1kn1pfPJn1IGqkK0o5fm5zfhX9tKecEyvJ4FowvrJ14f4QWC1jbKz5pO2anT0fKcGOEYXe/V0/a3bThiE6guvTirABLfG/4c+XMKqb54Hu6aeKAI7u2i+cmNhHb2UuW9mLz8zI/VHdgbbhb0UHnRbIqPnoJq19CDETre2EH7yzvJV+dSUXx2VonJF1hPR+/yuA+cNxtHmQdLNwlsa6H5qc1YHTZqSi7PqiEZ3xv+GFq5TtUl8/DOrUbRVGK+EK0vbaF71R6K3Sdn7QNxu3qPkiVTqDhzJvbCvEG7anl2C1pf9nYViXTQ1P0E9mqV6kvnkj+1AkVTiLQFaPnrZgIfd1BecBZeT+bn3A/WR4itp+xztZQtnYGtwIUZidG1Zvc+dpV54ywUaqa550mcU1zUXDKPvCmloCiEm320PLuJ3s09VHrOo6Ag87Pj4/URnies1VNxzgxKT56G5nZghKJ0rq6j7cUduIxaqksvSFpMKBW9vTtoDfyNgrlFVF00L14fwbII7u6k6alNRHZHqCm6NKuEbxhhmjqfGPKBoyaj2DX03gjtr22nY0UdHtsiyovOyMoHun0f0BVaSdHxE6j8wmwcJQVYhoF/SwvNT27KzQeiPTR2PY5WYVJ1yVy8s6tQVJVoVx+tL2yh570mSvKXUuw9ZpTvHGL92n87eIvxMu21K4pywA65Gdhed++993LiiSdy//3388ADD7Bx40amTBm9NTuQ6I9Y/D8Egh8T8H7EzH9fmvKs5XCbn20/fI2JhVdmZJB6rJf61vuo/c6xeOcmPxfbMkx23f8ObCunquzcUWUCtHa+hDW9manXnJTyBKXeunbq7nqbKRVXZ2SQ0Ug3uzseZMZ/nBJPmkkwYzo7/mclro4FlBWfkpGuTe3PYFvUx5SvHZfyJD3fJ43s/r+PmFp9DZpt9JX0wb4GmvseZ/YPPp/yxDczprPtv1+nwHcMJUXHjyrTskz2tDxM8TklVJ07P+V1HavraHlkB7XV38woKPsDG+nkVWbfckbKYzhj/hBb71hOhe18Cjwzk14zHMMIs6vpXib/yxEUHZG8AJFlWTQ/uwH/a71Mqrwyo0DX0fMWodINzPx/p6X0gWBDFzt+8iaTSq7C6UpdpGeAAbua+d0l5E1Ofr1lWuy6922UHZVUlp4zqkyApvZnsS0MMOXrx6e2q42N7P7Nh9RWXYPNNvrq9FComUbfn5h1y+dwVSQPokZEZ/tPVlDQdxwlhceNKtOyLPa2PkrBEgc1lx2R8jl0vrOL5j9spbbmmozsqq+3npbwk8y+9YyU59jrwSjbfrScYv1zFHoXJr0mUVeD+qYHKf/iBCrOmJ3yurbXttH+5F5qq7+RUGAoFT7/J3TbXmPWf56R8tTDaHcfW3+4girnJeQX1I4q09BD7Gq5L+4Di1L7QONf1tG32mBixRUZ+UBb1wr0ibuY/p0lKWNrcE8n23+yiill/4zDOfqW2Ui4k4au3zHz5tNwT0g+GhCvIvgmjuYZlBenLkZn6CE+/uD/Hfp99Aebu+++m5/+9Kc0NzezYMECfv7zn3PqqadmdO9Aop8x53q685cz59azRj3WNdrdx+abX2V6zQ2oaurFMZZlsavxN9T+f8dQMG30If+dv1mFa88RFBemb9H1+NcRqlnL9BtG/47Bhi52/vgdpk24Ia2RW5bBzr2/ZOYPluCuLkor07Istv7oVYp7z8TjmZX22s6etzFm7aT26hNG1dW/pYWGX29kas01aa8z9BC72n7D3DvPwu5N3yiwDJMtt79MeexC8kYZxmzueJ78My2qvjB6T63z3V10PNrGpMqvpL0uEu5gb/D3zL/zC6ijHL9phKJs/O6LTC76Bg5HUdpr65sfZMI1MyhcMPqQf+NTHxNb7aGi9Ky01/UGttNV8Cqzbz5jVB8It/nZduvrTJ/wr2kDvWWZ7Gz8BTNvWYK7piitTMuyqPvVKtyNx1BUeGTaazt73sGYtSMzu9rawp5ffsK0Cd9Oe51hRKhr+RVzf3RmysQ5qKthxksm66PbVVvXK9hP8DHhsiNH1bXrg920/b6RyVVfTXudHuulvvMe5t159mBFylSYMZ1NN79IjfPLuNzJpzQHaGx7gqKL8ik/ffTGZvsb2+l5ppcJFf+Q9rpwqJWmyKPM+/E5qPb0jQK9N8ym771Ebem/jDoSWd90PxOvm5OyAzWchj9/iPlBOeUln0t7nd+/gUDZ28z4t6WjNgrCLT1su20V0yfemHbIPR5bf86sO05P2XgcutZi23+voLB7KV7v3KTX5JroD/uj57797W9TX19PJBJh7dq1GSf54XQGX2fa9adkdHa7ozifygtn0uFbhaIpKV/BYB35R3gzSvIAU795Ih19r2Epelq5nb1vUPutzIY48yaV4DmuFF9gXVqZ/sAGSk6fOGqSh/gIzfTrl9DW+yKoVkqZqNAdfIfJXz82I129c6pwzlDpDe1Iq2uX/12qL5s3apIHUDSVqdedTGvvC2l1NYkSZHtGSR6g9ISpGN4OInp7Wl07Aq9Te81xoyZ5AM3tYPJVR9PufwVUUsqMRNuwTTQySvIANV9chE9fh0k4ra7tfcuZnqEPuCq8lC6bQpf/3bQyA4HNFJ9SM2qSh7hd1X7rRDr6VoBqjGJXb2duV7OrcM120BvcllbXnsAaqi6aPWqSh7hdTbt+dLuyFAN/dD01lx4xqkyAksVTsMr8hGPN6WOA/y0mfOWIUZM8gGq3MfXaE2kLvJDWrgwrRNTZmFGSByhfOpOIay8xsye9XQWWM/W6E0ZN8gC2AhcTvrKIdv/ytDLDkWbstUpGSR5g4uVH0RNZg6lE0/tr7+tM/fZJGfX8XVVFFJ9WTU/gg7QyfYH1lJ5RO2qSh/7Yet0ptPe9DKqZ2gdyIKtEv2dPduebNzYeuPN19ytFMZylmc9ll58+G19oLVErdeW2jsAbVF+cegh4X1SHjYL5pXQH1mBaySu39fXuJm+2F82V+Txe9QUL6Ox7k5iVunJbZ98qqs5N3oJMhr3QjaPahj+0ActKXrUq4NtC4eIqVFvm83g1lx5Bh385upW8cptlWfhCH1J68vSMZboqvOAJ0RfdjmUlr1rV3f0+FedkFuAGqP7iAtp6XsawklduM40oYWUPnpmZzzkWLppIUK8jYjSlPICk3fc6NZdmbleKolB2+jTae95IerY2xEcebJUM1mrPhMqz5tIdfIeo1ZXyms7gm1Sdl7ldaS47eTM99PR+iGklr9zW69tK4TFZ2tUlC2kPrEhrV93BNZQvzdwGXBVe8Ibpi2xLaVc93R9R9vmpWc0P11y6kLaeV9Ct5EW7LMskEN1AyeLMF9rl15YRs3UQ1HeltKvO7tVUXpB6uD4ZVRfMpa37VQwr+WExhh4mZm9LORWYjJLFtfRGNhM2m1Nek7UPqAolp0yho3slppX82OpQsBnnFFfK6bVkVJ07n66+t4il8YGuvtVUnp3572orcOGY4MAXXJ8ytuZCVon+2GOP5eqrr+b9999PeY3P5+OBBx5gwYIFB3Wb3aeh5P9n77/j46ruxP//dcs0lVGvbnI3bhhsWig2CRhICCWET9hvwm4gkGUXCCy7vw2kASl4N5Alm2SBEBJIQggkBAMh9GYMBDAGY9yrZNnqdUaaesvvj5FkjTQzmhnLlizez8dDj4ctzT16a+ac877n3HPPPSP9RVAAmkvHWe4hFGkiaife9tHUfbgrMlv5Xn7WbHrDOwnbTQkbpC/4MWVnzcioTFdJHrYzTNRuT5iUbMtEyTXSGh0MVrZyFj092wnbzQl/7gtvpOwz6SdkiM1AGKqfiN2KaQ9/il800oV7an5ao4PBSlbMoKd7FxG7JXGsoU2UnpH+giWAwiVTCUcbCdvNCTuP3p46CpZmtppeURS8i6roDdQSJXHnEbEayZuVegp2qLLlswhE9hC2GxMmJZ9/M6VnZXanjJ7rQvWqRIxmDHv4Lpi2bWM7QzgKMtu5rewzs+kJ7iRsJ+7ouyMfU/qZzNpAzuRizIF6NfyRvUbUj6vKk9bMy2ClZ87A79uZvF6FP6J0RWb1yju/mojZQsRuSVivQsFmcueUkOz6cTJFp0yl178n6bbSPeFtlJyS2ftacvIMgpF9fW1g+IlZj38PRackf4hVIoqmkjunjGBwX9LBSZQWcqdndgdU2ZmzCET3ELYbEreB3o8pPTuzNuDwesBjErHaE56Y2ZaJkpdF33r2LHp7Y3lgtGRUs7du3codd9zBueeei8PhYNmyZVRXV+N2u+ns7GTLli1s3ryZZcuWceedd3LeeektrBlrjvzMbxfR811Y3VEMpRuHmmCBhZ75FIvD68ayI9hKFEsNoSnx04imHUTPG3kB1FCqU8MGoko3mhq/f7NpBjKuiAB6vgdLacdSQphKBE2JL8O0g+j5mZer6AooCobSjabGJwnTCqPnZf5ZObxueghhKgEsxUBV4tdW2EQzmiWB2CgBTQEFDMWPU43veEwrhKMw8w1OHAUuLCu2TbFDKRl+/S+LeqXnubGsCLZiYai9OJT4E1BTCaJn0QYc+W6sqEFU6UZX48u0zQiqO/Nbm/Q8V+yhQ0oUUwmhKfF1wLKyq6+KpvbVKx+aOqRdWWH0wszLdBS4sehNWq9MK4QjwzagKIPrlQ+nGv8ERdMKo3uz+KyK3ETNCCa92IqFMvQR1IqV8cmDoqmg2qDYfW0gvm8yrSB6Vm3AjdUcjdUrpXj4jEgWd8wNbgOmGkBX4qfSTULoeYWZl5vjwrIMDK0bXR1SphlAz82ib81zY9GGpYSH961qdlfbMzqquLiYu+66i4aGBu69917mzJlDW1sbO3fGNpn58pe/zPr163nrrbeOmiQPZPXsXzMYRdUd2IqBpQaGX0fJYomjGYyiqA5QY418aJma5s4qVtuwQFWwlBC2Gn+dSnO4MMOZl2mFoyhKLFZTHb1Y+3bjxFQD2EOu1WpON2Yw8zKNQCS2cDJJrIqiYUWzmCYbiLVn2LVazeHG7Mki1t5YvUK1MdWe4fUq+TMzkjKDkdhKbhVMpXv4Z6W6sULJH3KSvNwoqsOBrUSw1Pg1AKrDiZ3Fe2oGIwP1KlEbULXYbWkZs+1B9coYUq9cWNnUq2A09lzxpG3AmV0bsElRr1xYgSw+q94oSl+9MlR/guu+Ssrn1ScM07YHtQH/sDUAmsON2ZtFrIFILFbFwkrYBrJ4ZsKgNmAkbAOu7PJAONYGLCWMpYaH//1ZlGmFIgN5wFSHx5qNrE4P3G43X/jCF7j77rtZvXo1zz//PA8//DD//u//Hnf//NGi6+8NGb3eNi3CDX50Vy6KqmApYRRVif8KO4n6h08/p9Lxbh0eZ3VfmcFhZea759L5dv3IBQ1i9IaxQwqqpiaMVXO4MLsMrGhmDbL9rVo8nkmxMgkNizXXNZvOdzNb0xHp6EExHLEyFLCV+HJdnmKC+7qwzcyyXcebdeQUTEr6WeXmzKbz/dqMyvTvbMKhF8VG9ooVO4EaXKZ3Gt0bMp96821qxJ1XGnteujL8fXUoxQTqk18TTKTjnb24XVP6yoyCYseVmZc3m46392dUphU1iXYEUXVn3/saH6uqqdjB2H39mYjVqylJ//4895zM61VnL0QH16v4OuB0FxLc78u4XnW+WUdOweTk9co9h873M4s1UN+OruT11SsbW40v15NXSc+O1oyTcud79eR4q5K+rzmu6XR9lFkd6N64H5eroi9WE9Ro/GdVMJ3udRn2rbaNf3sLrtzihPVKURV020uoKfWT8obqeLcWt2ty398fAYX4vjV3Hp1vZfb3m6Eopt9E1bSE76vmcGJ2m5jhDPvWtbXk5PTVK4bXq2wc9avuR0O0MYrRk35Sbn9nD7k5swaSZ6KVt6VFy2l+bmvaZdqWTcdbdeSXzOr7QIevkPWWzqdrfWNGHVLz81vw5i86WFG04bEWeU+kdc2utMs0wwY9m9vIKajuK3d4mcXly2h/Lfnin0Qan95EQf6xByu0Fv8eqLqGN2cxHe/XpV1mpLMXo83ElVOYNNaysuU0Pb0j7TIBGh7fSFHx8YMaYHysDncueriY4IHUj68drGd3C05K0ByupPWqvOQsGp/YnFGsLS/soLB0ftI6kFdYQ3CHL6PRR9ubu8jPmzvQBhK9ryUFp9Py4va0y7SiJr4NzeQWTun7+4e3gaKy42l/vS7jelVYsCRlvSrIzaxeRX1BIo3hgYSUsA8oP5WWv2VYr/7yMYWFB+vV8BG9kxzHDPzbky9WGyrU4gO/A4c7L3m9Kj+T5tXp91cAjU98TFHJcUnfV6enAPw5sd+fJv+2Rtx6FZruSFimoimUF59F45PptwHbtml9aScFJcckbwNFM+nZ1J7RgKf11e148xcM+qyGx1pccDJta9LfVt0MRenZ3pGyb82GJHqgpGg5dQ+tS+u1ZijKgcc2UFi6GJTY9eTYNIsa91VYuoSONfWx0UQaGp/5mNycWSiqFitX1YeVqWgaxd6TOfCXjWmVGekK0PrKbrwlcwZiTVRuSfmpND+1Le3R14E/rcdbsBBFVZOWqepO8jwLaXkpvY4+3Oqn670GcounD3pfh5dbVrGChkc3ppWUbNum9oG/U1S4dNDfP/yzcri9OCKldH6Q3myJf1cLkQYDV27JwVi14eVWlJ1D7a/ew7ZGTkq2aVH7wDsUFi9NWa9yC6cT3BUisC/1c8r7tb6+A6dSiao7+8pVE74HJUUr2P/IB2mVaQQiND7xMd6ShSljLSpfRttLe4l0JV6VPdT+x9bHtoTuq1eJPn9Vd5LvWUTLi9vSKjPc5qfrvQPkFqWuV6XlffUqzdFX3UPvUlB4XMoydVceLmsSHe/VplVmoL6DwC4/Hm9lyve1vPxs6h/8AMsY+dJIfxsoLDw+ZZnOnBLozqV7c3oj8O4tDVhdOg63N2W5FaXnUPfAe2mdmFmGSd2D71FYnPp9zS2aRe8mH8GGrrRibX11O259UuyS2EAbiC9X0TRKik5j/6Mb0ioz6g/R9LdteEuOSRlrcfkpND+9Pe2BZP0j62KbG6Xor7MhiR4oLDsWdX8ldQ++m7JCGoEwW297lpLi09FcHlAVUBUcjvzh1xIdOjU1V7L9+y8T6Uj9fPvmV7bR8XITxZUnHixTzxtWpqIplE/6DL3vRGj6W+onBEY6e9l2+/NUVJ+DouugKiiaikMfHqvu8jC5+h/YdvtLI1bIhic/oveDEAVliwbFOrxMRVOYNOUC2p9pou2N3SnLDLX42Pb9F6icfB6xBT4Kiqah67nDynR6Cqgq/QLbvv8iRiDxrTIQmyHZc+9a1LZScotrRox16vSvcOA3m0ecvvTvbmHP3WupnHreQJmq5kTT3cPKzC2ahtc6gV0/eT3lLIwVNdn+Xy+Spy3ElVcyUK6eoF4pmsKMmVex68dv0VvXljLWtrd20/T4TsomnXGwTD0PVVeHjz6rTia61cP+P21IWabRE2Lrbc9SWroczelOGavmcDBt2pVsv/2lEdvAgb9soHd9kILyYwfFmvjvr576eTqebaH19dQjpYF6NSmdeuWlquRitv/gRcxginpl29T+5u9Y+3PJL5k1Yr2aUvMPNPxu+4gnkYH9Hez4r1epnHKwXimaA033DCvTnVdGae5Kdqx6BSuS/MTENi12/3wNDv8kcoqmxNWBRLFOm/FV9t3zIb6tqWcLfFsbqf3FO1RMOedgG9DdaLpzWJn5JbPJCSxgzy/eTHnCa0UMtt/xAl7XEpy5RSnfV1VXmT7zanauWjPijFnb2l00P7mH0urT02gDpxP+SKPhiY9SlhntDrD11mcpr/wMqsMRK1dL3AZ0p5spk77CttteIuobfsfHYPsfW09ok0VB+cKkfz9ZTt1nvTNefX09U6ZMyeqXjhf9O+Od8Nn70B0eGuufp7PnXcrPm0PZ8tkD24BGOntpemYzne/WU161gpyCg7eMaGoOHmfy9yHY08Te3Q+Qt7iYqgsXDmycYFs2nR/U0fTUZrRQIRVTPx23wtrjnIamJl6xadsW9Xv+REDZTcXn51Fy4nT6V8yGWnw0PvUxvo9aqJy8EnfewXtYdc2L25F8k4mezt3U1T1M4SlVVJ2/cODWKNu06HhvL01Pb8FhVVA++YxBK2Fj1/dUJfGqdcsyqNv1e6KeZiovnk/hsVMGjg01ddPw5Mf0bGqjaup5OHMKB45zaEW4HOUJywTwd+5kX90jFJxYSdXnFw5sdGKGorS+up2WF3fgzV9AUcWSQUep5LpmJt3JyjTC7N35G+xCH9VfXET+vKqBWHv2tNDwl41E9keomnYeuvPganCnXo5TT/6gi/bmd2hqeZ7ST0+n/OxjBrYBNXrDND+/hbbX91BcciLe0oM7DSqKg1xX8tudIqFu9u56AH0SVH9xMXl9txvZlk3nh/toenITSiCPymlnow7avc7tmIyuJd4UxrZtDtQ9SU90MxXnz6XkUzMH6lV8GziTnIKDtw5qai4eZ/LbqIL+BvbueZDcBQVUX7QId2Vshb5lmLS/vZvmZ7biUidRNum0uBXWOc7pSXeftCyDut1/IOI8QNXFCyhcMnXg+mWoqYuG1R/Ts7k9Qb0qxOVIfnuir30b9fsfpejUyVSet2BgbwEratD2xi6an9tGrmsWJVWDN+xRyXXNSLr3u2lGBtWrheTPPVivAvs7aPjLRoK7/FTVfBaH6+B+Hk69FKee/C6bztaPaGhcTfEZU6k8d/7A3QgDbeClHXjzFlFUcfDZFIqikeNM/mAeIxpk784HUMpCVF+yiPw5B/eB8O9oouEvG4k2WVTXnIfmONg/ufQKHHph0lhbG96gtfNVys6eRdmn5w7c5WL0hGh6fgvta/ZSUnYy+cUHb0dUFSc5ruS3vEWCnezZ9QCuGp3qSxYPbLE8uA2owXwqp57F4B0c3c4p6Gri2z5t2+ZA7Wr8xmYqzp9H6aA2EG7z0/DUx/g+aKJy8lm48w/WI13Nx+2sThprb3ctdbW/J/+4UqouXDSwb4tlmLS/tZvmv23FrU2htPpTQ/rWGaiD7pAwokHWPXvNkdsCNzc3l5tuuombb76Z3Nzsnz42lvoT/Ynn/xLdEWvQRjRAw/5n8Pu2gRZ7axTbSWHhseSVzIhrIIqi4HFOQVNH2IrVtuloeY+WltexlBAoYBs2OZ4pFJUfh+6Kf/8cWupK0y8c6qBh/zP09uyJ3ZZmg4qbopLjySmcMiRWlRznVFQ19a05tm3R0rCG9va3sVVjINbc3OkUli2OS3AATj11x9kvGGiiYf8zBIP7B2LVyKGoZCmeguq4WFVFw+OalvTkYXCsrY1v0N7+DhZ9lx0slXzvPArK5qNq8ffhuBxlOPWR96bu9e+j8cDfCIWbY2fRdixBFJUtiztxAlBVJznOqSM+4MM0IzTtf4Gurg2gxkb3iqXhLViIt2wOQ7eS9Tir0bX8BCXF83VupanxRaJGV+yzMm1ycqZQWL4kLmkA6FrqhNwvEvbRWP80/p5dsc8KUCwHhUVLDq0NtL5Pa8vrmFagL1bIy5tBYfniuKQB4NALcadVr1po3P9XAsH6geuXo1Gvmg+8SkfHu7E2QCzW/Lw5FJQvRNPjTz5cjtQJuV9cvdJjd1Doal5frPEn4KriIMc1dfhtcENjtUyaDrxIZ8d6bK1vKt9UyPceQ0HZMaha/N/qcqQ+Ke3X072HxsbniERaY7f7mTZORylFZUtx5ca3IU114XFOHfHpa4YRoqn+Obp9Hx/sW00Nb+FCvKXxbUAB3M5J6NrIG5l1tW+iueklDNMHaqwNeDyTKSo/7hDaQDeN+/9KT88u0JTYM+ZtF4XFS8gtmjasb/U4p6KN2LfatDW9TVvbm7E8ANgG5OXNpLBiMZoef7xTHz7YMaJB3nvmn49con/77bf5t3/7N+rr6/nRj37EFVdckU0xY6o/0Z908a/QHQcTmGVFCIb3J91FCUBBxe2qTqsi9gtFmmIdcgq6lofbWZ32IwtNM0gwsj/lLkoKGh7XJDQtvc1LbNsiFGnEMIdvhDKYQ/PiclYlHR0MZZi9hMIHsFPcI6YoOh7X5KSzGYljbcAwU08NOx0luBzpb7IRNXyEIo2kuk9SVZx4XFPSfuKYbRsEw/sxrVSXRxTcztSjo6Ei0Q7C0cSbtvTT1Vzcruq0nzhmWmGC4XrsJDvUxSI9PG3AoRXgclZmUK8CffUqRRs4XPVKL8blTD7zNFTU8BOKNJC6Xjn66lV696DbtkkwfCB2ApWCy1GG05H+PhxRo5tQpCl1rKorFusIJyT9LCtKMLIfy0q1HkjB7azEoae/4Vgk2k44mnynUuhvA5PS71utEMHw/hHagIbbNQk97b7VJhxpJGqmXqDo0AtxO4fvqmlEA7y7+uoj/1Cb3/3ud3z729+mtLSUu+++mxUrVhxKcUdUf6I/+YsPxCV6iDWeSLSTqNE15INWcehenI6iEUfHiRiGn4jRhWnGL9JTVTdORxG65s34edeWFSVqdBI1uuMSvqJoOPQCHHpRVs8mjxrdRKOdwxKTpnpwOIpw6OlXtIOxRohEOzHM7rgdqg4lVtu2MUx/X6zx18F0LR+HoyjthjiYaYWJRjuIGj4Gd3aK4sDpKMShF2b0qM5YrBZRo4uo0YVlDT6RjF2TdupFaFr6W9EOxGoGiRidGIY/LtZYvSrsq1eZLcmxbIPoQBsYnEQPtQ30EDE6h7UBTcvBqReh6yPPZAyL1Yr0/f2jXa+6iUS7sIa2AS23L9bMn3mfvF7pOPQCnI6iEUfyw2O1Yu3V6BqWRA+tDYT66kB8rKri6OsDCrJoA+ZA3xK/3Xd/GyjO6NHCA7Gagb6+JX6AcrANFGTetyZpA4qiousFOPWitE/IBosafqJGJ6YZf3IWq1eFSduAEQ3wzuNXjc3T64LBIKtWreInP/kJK1eu5M4772TWrMy2fhwL/Yn+U5f9ZtiUdD/btrGsUOxDVlQ01ZVxxU7EsiIDHb2iONC0zDvMoWzbiiVl2+qL1Z1x556IaYax7QgQW1k70hRVZrGaoGijFqtlRQa241QVZ0bPjU/Gtk1MKwy2haJoqKo74w4jEdMMxU4iFRVVdaY9KkrFso1YvbJtFFUf/c8KFU1zj1IbiA509KqiZ9VhDnW46lWsDfTFqrqyOnEeyrZNTDMEWH2xeka3XqHE6tVoxTrQBvSsEnEih6UNWEZsNnaU24BlhQflgVHsr6z+euUYsQ0YkQBvP3plxon+0N9VYslw5cqV+P1+fvazn/Hcc89x7bXXctttt5Gfn/nZ+ZGm6BpKkodkKIBK5mftI9HwoJH5yC0VBQ2VQ2/UQ8We5Z35aCCVwxVr7H0dXbFYDz0JDaXro7+2RUND49A7tsEO32eloTE6CaPf4W0Do0tBQ3UcHfVK2sDh7K/SzwOKlV3vlnWiv++++1i3bh3r1q1j69ataJrG4sWLufbaa1myZAl/+MMfmD9/PqtXr2bZsmXZ/hohhBBCHIKsp+6nTJnCySefPPC1bNkyXK74s6g77riDRx55hE2bNo1KsKOtf+r+9Ct+n3TqXgghhBgPjEiAtQ9efuSm7uvrR95F7Gtf+xrf/e53s/0VR4zi0FAyfPSpEEIIcSQp9hGeuk9HeXk5r7766uH8FaNC1VVUh2wSKIQQYvxSrezy1GFN9IqisHz58sP5K0aF6tBQZUQvhBBiHFOP9GK8iUTTFXRdRvRCCCHGL9vM7vZLSfSA5lDRZOpeCCHEOGaNx6n7o4XToeNwylshhBBi/FKs7PKUZDdAd6joMqIXQggxjtmmjOizpjs1HE5ZjCeEEGL8smUxXvZ0XUb0QgghxjfLkBF91hxOuUYvhBBifLNNuUafNadLxemSqXshhBDjmKy6z57u1HG45K0QQggxflkyos+e06nhlMV4QgghxjHbyC5PyQo0IYQQYgKTET3gcmi4ZK97IYQQ41mWeUoSPeDQNZyS6IUQQoxjli6JPmsel4pbVt0LIYQYxxS5jz57DoeM6IUQQoxvpkzdZ8/j1PHI7XVCCCHGs6jcXpc1p4zohRBCjHMyoj8EbpeM6IUQQoxvtozos+fWVdzyUBshhBDjmKXLYrysuXUFT5ZvoBBCCHEkWLqS1XGS6AG3ruHO8v5EIYQQ4kgw5T767Ll0FbeM6IUQQoxjhkzdZ8+jqTJ1L4QQYlwzNUn0WXPJ1L0QQohxLvpJm7r/0Y9+xN/+9jc2bNiA0+mkq6sr67KcmolTM0cvOCGEEGKUZZunjtr56kgkwqWXXsq//Mu/jHUoQgghxLh11I7ob7/9dgAeeuihtI8Jh8OEw+GB//t8PgBcai8u9ag95xFCCPEJEFF7szruqE302Vi1atXACcJgmhpEVz9Rb4UQQoijjKYGszruE5XdbrnlFm666aaB//t8PqZMmYJTC+DMcjWjEEIIcSQ4tUBWx42rRH/bbbclHHEPtm7dOpYtW5ZV+S6XC5fLNfz7ai8uNbsdh4QQQogjwTURpu6vu+46LrvsspSvqampGfXfq6shdFVurxNCCDF+6Woou+NGOY5DUlpaSmlp6RH/vUo0iBKVqXshhBDjlxL9hF2j37dvHx0dHezbtw/TNNmwYQMAs2bNIi8vL7PCwkEIy9S9EEKIcSz8CUv03/ve9/jtb3878P/jjjsOgNdee40VK1ZkVJYdCWJHJNELIYQYv+xIdolesW3bHuVYjho+n4+CggK6dvwMb75nrMMRQgghkvL5gxTO+Qbd3d14vd60jztqR/SjKhwApzXWUQghhBDJhSfAYrwxEwyC9omd2BBCCHE0CEqiz14gBKokeiGEEONYIDzyaxKQRA/YgV5sxRjrMIQQQoikbEn0hyAQBEUeUyuEEGIcC0SyOkx2iRFCCCEmMBnRA3ZPANuSqXshhBDjl53liF4SPWD5IlhRWYwnhBBi/LKC0ayOk0QPWL4wVkTuoxdCCDF+WSFJ9FmzusNYIUn0Qgghxi8rLIk+a5YvgiU74wkhhBjHrEh2a8kk0QNhX5iwU26vE0IIMX6FJdFnL+KLEnbIiF4IIcT4FYlmNyCVRA+EukM4dG2swxBCCCGSChmS6LMW9UWIaJLohRBCjF9RUxJ91np6bXl6nRBCiHGtx8wuT0miB/x+sGQzYCGEEONYb5ZLySTRAz09NpYiI3ohhBDjV8CWEX3WegIga+6FEEKMZ4Esj5MJayGEEGICk0QvhBBCTGCS6IUQQogJTBK9EEIIMYFJohdCCCEmMEn0QgghxAQmiV4IIYSYwCTRCyGEEBOYJHohhBBiApNEL4QQQkxgkuiFEEKICUwSvRBCCDGBSaIXQgghJjBJ9EIIIcQEJoleCCGEmMAk0QshhBATmCR6IYQQYgKTRC+EEEJMYJLohRBCiAlMEr0QQggxgUmiF0IIISYwSfRCCCHEBCaJXgghhJjAjspEX1tby9e+9jWmT5+Ox+Nh5syZ3HrrrUQikbEOTQghhBhX9LEOIBvbtm3Dsix++ctfMmvWLDZt2sTVV19Nb28vd91111iHJ4QQQowbim3b9lgHMRruvPNO7r33Xvbs2ZP2MT6fj4KCAn7FTHLQDmN0QgghxKEJYHI1u+nu7sbr9aZ93FE5ok+ku7ub4uLilK8Jh8OEw+G4YwCCWIc1NiGEEOJQ9eeqjMfn9gSwa9cu2+v12r/61a9Svu7WW2+1AfmSL/mSL/mSr6P2a/fu3RnlyHE1dX/bbbdx++23p3zNunXrWLZs2cD/GxoaWL58OcuXL+eBBx5IeezQEX1XVxfTpk1j3759FBQUHFrw4rDy+XxMmTKF+vr6jKasxJEnn9XRQz6ro0t3dzdTp06ls7OTwsLCtI8bV1P31113HZdddlnK19TU1Az8u6GhgTPPPJNTTjmF+++/f8TyXS4XLpdr2PcLCgqkkh8lvF6vfFZHCfmsjh7yWR1dVDWzG+bGVaIvLS2ltLQ0rdceOHCAM888k6VLl/Lggw9m/IcLIYQQnwTjKtGnq6GhgRUrVjB16lTuuusuWltbB35WWVk5hpEJIYQQ48tRmehffPFFdu3axa5du5g8eXLczzJZcuByubj11lsTTueL8UU+q6OHfFZHD/msji7Zfl7jajGeEEIIIUaXXNgWQgghJjBJ9EIIIcQEJoleCCGEmMAk0QshhBATmCT6IcLhMEuWLEFRFDZs2DDW4Ygh5BHF498999zD9OnTcbvdLF26lLVr1451SGKIVatWccIJJ5Cfn095eTkXXXQR27dvH+uwRBpWrVqFoijceOONaR8jiX6I//zP/6S6unqswxBJDH5E8ebNm7n77ru57777+Na3vjXWoQngscce48Ybb+Tb3/42H374IaeffjrnnXce+/btG+vQxCBr1qzh2muv5Z133uGll17CMAxWrlxJb2/vWIcmUli3bh33338/ixcvzuzALJ8jMyE9++yz9rx58+zNmzfbgP3hhx+OdUgiDT/+8Y/t6dOnj3UYwrbtE0880b7mmmvivjdv3jz75ptvHqOIRDpaWlpswF6zZs1YhyKS8Pv99uzZs+2XXnrJXr58uX3DDTekfayM6Ps0Nzdz9dVX8/vf/56cnJyxDkdkIJ1HFIvDLxKJsH79elauXBn3/ZUrV/L222+PUVQiHf2P7JZ2NH5de+21fO5zn+Oss87K+Nijcme80WbbNl/96le55pprWLZsGbW1tWMdkkjT7t27+fnPf85PfvKTsQ7lE6+trQ3TNKmoqIj7fkVFBU1NTWMUlRiJbdvcdNNNnHbaaSxcuHCswxEJPProo3zwwQesW7cuq+Mn9Ij+tttuQ1GUlF/vv/8+P//5z/H5fNxyyy1jHfInVrqf1WANDQ2ce+65XHrppVx11VVjFLkYSlGUuP/btj3se2L8uO6669i4cSN//OMfxzoUkUB9fT033HADDz/8MG63O6syJvQWuG1tbbS1taV8TU1NDZdddhl//etf4zoj0zTRNI0vf/nL/Pa3vz3coX7ipftZ9Vf0/kcUn3TSSTz00EPy9MJxIBKJkJOTw5///Gcuvvjige/fcMMNbNiwgTVr1oxhdCKR66+/nieffJI33niD6dOnj3U4IoEnn3ySiy++GE3TBr5nmiaKoqCqKuFwOO5niUzoRJ+uffv24fP5Bv7f0NDAOeecw+OPP85JJ5007ME5YmwNfkTxww8/PGIlF0fOSSedxNKlS7nnnnsGvjd//nwuvPBCVq1aNYaRicFs2+b6669n9erVvP7668yePXusQxJJ+P1+6urq4r53xRVXMG/ePL75zW+mdblFrtEDU6dOjft/Xl4eADNnzpQkP87II4rHt5tuuonLL7+cZcuWccopp3D//fezb98+rrnmmrEOTQxy7bXX8sgjj/DUU0+Rn58/sIaioKAAj8czxtGJwfLz84cl89zcXEpKStJeUyGJXhxVRusRxeLw+NKXvkR7ezvf//73aWxsZOHChTz77LNMmzZtrEMTg9x7770ArFixIu77Dz74IF/96lePfEDisJKpeyGEEGICkxVMQgghxAQmiV4IIYSYwCTRCyGEEBOYJHohhBBiApNEL4QQQkxgkuiFEEKICUwSvRBCCDGBSaIXQgghJjBJ9EIIIcQEJoleCCGEmMAk0QshMtbe3k55eTm1tbWH/Xd98Ytf5H/+538O++8RYqKSve6FEBn7j//4Dzo7O/n1r3992H/Xxo0bOfPMM9m7dy9er/ew/z4hJhoZ0QshMhIMBvn1r3/NVVdddUR+3+LFi6mpqeEPf/jDEfl9Qkw0kuiF+IT74x//iNvt5sCBAwPfu+qqq1i8eDHd3d3DXv/cc8+h6zqnnHJK3Pdramr46U9/Gve9JUuWcNtttw38f8WKFVx//fXceOONFBUVUVFRwf33309vby9XXHEF+fn5zJw5k+eeey6unAsuuIA//vGPh/7HCvEJJIleiE+4yy67jLlz57Jq1SoAbr/9dl544QWee+45CgoKhr3+jTfeYNmyZVn/vt/+9reUlpby3nvvcf311/Mv//IvXHrppXzqU5/igw8+4JxzzuHyyy8nEAgMHHPiiSfy3nvvEQ6Hs/69QnxSSaIX4hNOURR+9KMf8cADD3DHHXfwv//7vzz//PNMmjQp4etra2uprq7O+vcde+yxfOc732H27NnccssteDweSktLufrqq5k9ezbf+973aG9vZ+PGjQPHTJo0iXA4TFNTU9a/V4hPKn2sAxBCjL3zzz+f+fPnc/vtt/Piiy+yYMGCpK8NBoO43e6sf9fixYsH/q1pGiUlJSxatGjgexUVFQC0tLQMfM/j8QDEjfKFEOmREb0QghdeeIFt27ZhmuZAok2mtLSUzs7OtMo1TXPY9xwOR9z/FUWJ+56iKABYljXwvY6ODgDKysrS+r1CiIMk0QvxCffBBx9w6aWX8stf/pJzzjmH7373uylff9xxx7Fly5aEPxs8tR6NRqmvrx+VGDdt2sTkyZMpLS0dlfKE+CSRRC/EJ1htbS2f+9znuPnmm7n88sv5/ve/z1/+8hfWr1+f9JhzzjmHzZs3JxzVP/jgg7z88svs3LmTf/u3f6O7u5vdu3fT3Nx8SHGuXbuWlStXHlIZQnxSSaIX4hOqo6OD8847jwsuuIBvfetbACxdupTPf/7zfPvb30563KJFi1i2bBl/+tOfhv3s85//PN/4xjdYtGgRHR0d/OAHP+CJJ57g5ZdfzjrOUCjE6tWrufrqq7MuQ4hPMtkZTwiRsWeffZb/+I//YNOmTahqbLxQU1PDjTfeyI033jiqv+v//u//eOqpp3jxxRdHtVwhPilk1b0QImOf/exn2blzJwcOHGDKlCmH9Xc5HA5+/vOfH9bfIcREJoleCJGVG2644Yj8nq9//etH5PcIMVHJ1L0QQggxgcliPCGEEGICk0QvhBBCTGCS6IUQQogJTBK9EEIIMYFJohdCCCEmMEn0QgghxAQmiV4IIYSYwCTRCyGEEBOYJHohhBBiApNEL4QQQkxgkuiFEEKICUwSvRBCCDGBSaIXQgghJjBJ9EIIIcQEJoleCCGEmMAk0QshhBATmCR6IcaJxx57jAULFuDxeFAUhQ0bNhzxGLZs2YLL5UJRFN5///2Mj3/55ZdRFAVFUWhra4v7WU1NzcDPhn653e60yrcsi4cffphzzjmH8vJyHA4HhYWFnHzyydx1110Jf+f555+fsKz3338fRVF46KGHMv47hTia6GMdgBACWltbufzyyzn33HO55557cLlczJkz54jGYJomV155JaWlpTQ0NGR8fE9PD1dffTXV1dUJj1+9ejXhcDjue/v27eNLX/oSF1988YjlB4NBLrzwQl5++WW+9KUv8bOf/Yzq6mp8Ph9vv/02d955J0899RRr167NOHYhJjJJ9EKMAzt27CAajfKVr3yF5cuXj0kMd999N/v37+eb3/wmN9xwQ8bH33zzzRQVFfG5z32OH/7wh8N+ftxxxw373gsvvADAVVddNWL5N954Iy+99BKPPPII//AP/xD3s/PPP5/vfOc7/OEPf8g4biEmOpm6F2KMffWrX+W0004D4Etf+hKKorBixYojGsPOnTv53ve+xz333IPX6834+LVr13L//ffzwAMPoGlaWsfYts2DDz7IjBkz+PSnP53ytY2NjfzmN7/hc5/73LAk3y8nJ4err74649gHS3ZpQVEUamtrD6lsIcaKjOiFGGPf/e53OfHEE7n22mu54447OPPMM0dMtoZhpFW2pmkoipLyNbZtc9VVV3H++edzwQUXZHzNOhgM8rWvfY0bb7yR448/nqeffjqt415++WXq6ur44Q9/OGKMr732GoZhcMEFF2QUG8T+vkTvl2maw77397//Pe7/wWCQyy+/HNM0KS4uzvh3CzEeSKIXYozNnDmT+fPnAzB79mxOPvnklK+vra1l+vTpaZX92muvjTg78H//9398/PHH/OlPf0qrzKG++93vYpomt99+e0bH/frXv0bTNL761a+O+Nr6+noApk2bNuxnQ5O4rsd3a88++ywOhyOtmAa/96Zpcskll9Dd3c2aNWuymukQYjyQRC/EUaa6upp169al9dq5c+em/HldXR233HILP/3pT6moqMg4lvfee4+f/vSnPP/883g8nrSP6+jo4Mknn+Tcc89l0qRJGf/efhs2bBh27b+1tZXS0tKB/5922mncfffdw47dunUr//iP/5i07Ouuu46//e1v/PWvf+X444/POkYhxpokeiGOMk6nkyVLlqT12pGul1977bUsXLiQSy65hK6uLgACgQAQW0Xf3d1NQUFB0uOvvPJKvvCFL7Bs2bKB40OhEAA+nw+Xy0V+fv6w4x5++GHC4XBai/AApk6dCsROTAabO3fuwEnP/fffz69+9athxxYUFLBs2bK0fk+/H/7wh9x33338+te/5txzz83oWCHGG0n0QhxlRnPqftOmTdTV1VFUVDTsZ2eeeSYFBQUDCTyRzZs3s3nzZv785z8P+9nMmTM59thjE+4H8Otf/5qKioqk97gPtWLFCnRd5+mnn+brX//6wPc9Hs9AEn/mmWfSKmskDz30EN/97ne57bbbuPLKK0elTCHGkiR6IY4yozl1/+ijjw6MwPs9//zz/Pd//zf33XcfCxYsSHn8a6+9Nux7Dz30EL/97W958sknE07Lv//++2zcuJH//M//HHY9PZmqqiquvPJK7r//fh599FEuu+yytI7L1PPPP8/VV1/NlVdeya233npYfocQR5okeiGOMk6nM+Op6GQSLfzrv41s6dKlcb/nd7/7HVdeeSW/+c1vBq5tJ5oteP311wE49dRT466V9/v1r38NwNe+9rWMYv3pT3/K3r17+fKXv8zTTz/NhRdeSHV1NYFAgG3btvHoo4/idrvTXng31N69e7n00kuZMWMGV1xxBe+8807cz4877jhcLldWZQsxliTRCyHSYlkWpmliWVbWZQSDQf74xz9yxhlnZLzzn8fj4fnnn+cPf/gDv//977nuuuvo6uoiNzeXuXPn8v/+3//jn//5n1OuKUilrq6Onp4eduzYwemnnz7s53v37qWmpiarsoUYS4pt2/ZYByGEEEKIw0N2xhNCCCEmMEn0QgghxAQmiV4IIYSYwI7aRL9q1SpOOOEE8vPzKS8v56KLLmL79u1jHZYQQggxrhy1iX7NmjVce+21vPPOO7z00ksYhsHKlSvp7e0d69CEEEKIcWPCrLpvbW2lvLycNWvWcMYZZyR8TTgcJhwOD/zfsiw6OjooKSkZ8elZQgghxFiybRu/3091dTWqmv44fcLcR9/d3Q2Q8lGSq1atyvgJW0IIIcR4Ul9fz+TJk9N+/YQY0du2zYUXXkhnZydr165N+rqhI/ru7m6mTp3Kz5iO5+i9iiGEEOITIIjFN9hLV1dXRhtDTYgR/XXXXcfGjRt58803U77O5XIl3MLSg0oOqZ/yJYQQQowHmV5qPuoT/fXXX8/TTz/NG2+8kdFUhhBCCPFJcNQmetu2uf7661m9ejWvv/562o/tFEIIIT5JjtpEf+211/LII4/w1FNPkZ+fT1NTEwAFBQV4PJ4xjk4IIYQYH47aFWj33nsv3d3drFixgqqqqoGvxx57bKxDE0IIIcaNo3ZEPwFuFhBCCCEOu6N2RC+EEEKIkUmiF0IIISYwSfRCCCHEBCaJXgghhJjAJNELIYQQE5gkeiGEEGICk0QvhBBCTGCS6IUQQogJTBK9EEIIMYFJohdCCCEmMEn0QgghxAQmiV4IIYSYwCTRCyGEEBOYJHohhBBiApNEL4QQQkxgkuiFEEKICUwSvRBCCDGBSaIXQgghJjBJ9EIIIcQEJoleCCGEmMD0sQ5gPMjLgRxlrKMQQgghklNtIJD5cZLogbw8hVxVMr0QQojxS7UUSfTZys+HPG2soxBCCCGSU02gJfPjJNEDebkKeZqM6IUQQoxjZnZ5ShI94PA6ceoypBdCCDF+OQwzq+Mk0QPuAjduhyR6IYQQ41c0Kok+a06vA5dT3gohhBDjVzhiZHWcZDfA5XVJohdCCDGuuSLZzTxLdgNUrxPV5RjrMIQQQoik1HB2e9xJogfUAheqWxK9EEKI8UsNSaLPmup1oXok0QshhBi/VKck+qypXidqjnOswxBCCCGSUh3Z3UcvD7URQgghJjAZ0QNKXg5KrozohRBCjF+Kml3KlkQPkOOBHNdYRyGEEEIkZ8vtdVlTcnJRciXRCyGEGL8UW0b02ctxx76EEEKI8cqSh9pkz+ORRC+EEGJ8k6fXHQJXDrg8Yx2FEEIIkVxE7qPPnsMNTkn0QgghxjGHndVhkugBxelBkUQvhBBiHFOckuiz5/LEpu+FEEKI8cr1CUz0b7zxBnfeeSfr16+nsbGR1atXc9FFF2Vcju3wYDtkRC+EEGL8sh1WVscd1Ym+t7eXY489liuuuIJLLrkk63IMy41hSaIXQggxfhmWmdVxR3WiP++88zjvvPMOuZywlUvYyh2FiIQQQojDI2x9AqfuMxUOhwmHwwP/9/l8AETMHCKmJHohhBDjV8T8BE7dZ2rVqlXcfvvtw75vWh6ZuhdCCDGumZaR1XGfqMfU3nLLLXR3dw981dfXj3VIQgghxGH1iRrRu1wuXK7hD68JW7k4rbwxiEgIIYRIT9iSqfusRUyNiJnd4/+EEEKIIyHbPHVUJ/qenh527do18P+9e/eyYcMGiouLmTp1atrlhA0Th5HdbQtCCCHEkRDOMk8d1Yn+/fff58wzzxz4/0033QTAP/3TP/HQQw+lXU7QtNCM7KZEhBBCiCMh+Elcdb9ixQpsO7v7CgcLGxa6JHohhBDjWDjLPHVUJ/rREjJMNJm6F0IIMY6FPolT96MlZNioMqIXQggxjoUM2RkvayHDQo1KohdCCDF+hWTqPnuhsIHiyG7HISGEEOJICIWzy1OS6IFI1ESLyjV6IYQQ41ckyzwliR4IRgzI8kxJCCGEOBKCERnRZy0qI3ohhBDjXFRG9NkLhi1sXRK9EEKI8SsUlsV4WYsaJqqM6IUQQoxj0Szvo/9EPaZWCCGE+KSRET0QjpogI3ohhBDjWFiu0WcvEjFR5Bq9EEKIcSwSkUSfNSNioGpye50QQojxy5Db67IXCVugyoheCCHE+BWRVffZi0YMFBnRCyGEGMeiMqLPniEPtRFCCDHOGfJQm+wZERNFpu6FEEKMY4YsxsueEbVQNBnRCyGEGL+MLGeeJdEDkaiBrco1eiGEEONXNCrX6LNmRi1UVUb0Qgghxi9TRvTZMw1bpu6FEEKMa6ZhZ3WcJHrAippYshhPCCHEOGbJFrjZswwLS6buhRBCjGOW3F6XPTtqYisyohdCCDF+2VmO6OUxtUIIIcQEJiN6wIpaWIpM3QshhBi/rLFYdR+NRmlqaiIQCFBWVkZxcfGhFDdmbMPElsV4QgghxjHbOEKL8Xp6evjDH/7AH//4R9577z3C4fDAzyZPnszKlSv5+te/zgknnJBVQGPBMmREL4QQYnw7Iovx7r77bn70ox9RU1PDBRdcwM0338ykSZPweDx0dHSwadMm1q5dy9lnn83JJ5/Mz3/+c2bPnp1VYEeSbdrYanb3JwohhBBHgm0egfvo3377bV577TUWLVqU8OcnnngiV155Jffeey+/+c1vWLNmzdGR6KMWNplPiRiRXloaXqfbtwlUG2zwuCZRUb0ST15FdrHYNr62LbS0vIph9QI2quKmrOQMiiqPQ1GyWz8ZCXXT0vAK/p4doNhgK+TnzaN80qdxurxZxmrR2fwRbW1rMO0QoODQC6ioOIu8opkoipJVub3d9TQ3vUA42haL1VQo8C6krHoFDmdeVmWaRpi2xrfo6HwfVBNQcOpFVFScTV7RjKzKBPB37qG56SWiZidgg6VRXLSM0qpT0XRXVmUerFcfD9Qrl7OcyqpzyPFOzqpM27bxtW+jpeUVDKsHAMXWKSk+hZLKE1E1R1blRsN+Whpew+ffEovVUsjJmUZl9dm4ckqzjNWis3kDrW1rsIjNGKo4KS05neKK41FULatyw8EOmhteprd3z8E2kH8MFdWfxuHKz6pMyzLoaFpPe8dbWHaYWBvwUl5+NvnFs7JuAwHffpoaXyQcbo4tmbZUigqPp6zqNDSHJ6syTSNEa+ObdHZ+AKo1UK8qqlaSewj1qqdjF80tLxM1uwEbxdYpLj6Z0sqTUDVnVuVGw35aGtfgG+hbFTzuSVRWrcSddd8a669a217HIgQKKJaDkuJPUVJ5QtZtIBLqovnAK/T07hxoA7m5M6ioPguXJ7vL2bZl0tG8nrb2N/vagIKmuCkuPCWr8hTbtj+xQ1mfz0dBQQEnfPY+9Awaj22Z7Nv7KCH2Uf75OZScNB1FiyVg/44mGp/YgtmkMn321zLqQHwd29lf/ye8x1dQecF8XCWxpBb1h2h+biudb9ZTWflZisuXpV2maYSp3f07zJxOKi+cS+GSqSiqgm3ZdH5QR/NT29FDpdTMujyjRtnRvI6m5uco/NRkKs87BkdB7P0LNXXR+ORWerd0MGXq/0de4fS0ywwHO9i769e4pjmpumQBudNiicI2Ldrfq6Xlr9txW9OYOvOytE94bNumsf5ZugMfUnbOLMqWz0J1xs5vgw2dNK7eQmC7j5oZV+DJq0w71mBPE7V7HiRnrpeqixfgqS4EwIoYtK7ZResLuyjIOY6qKZ9Nu7O3bYv6vX8iaO+l/Pw5lJx8sF711rXR+JfNhPdFmTHzazg9RWnH2tO5h337HiF/SRlVF87HVRqrk2YwQssrO2h7ZQ+lRWdQXr0i7TIty6Bu18NEnU2UXzCX4qXTUDQ1dkKxpYGm1VuxO9xMn30luiMn7XK72j6ioeEpik6dTMV5x+DwxuqV0ROi+fltdKzdR2XF+RSXH592mWY0yN5dD2EX9FB58TEULJyEoijYpkXH+jpant6OI1LBtFmXo6rpj33aGt+ipe0VSlZMo3zlPPTc2IldqLmbxie30Lu5g6nTvkxuQU3aZcbawG9wTXVQ9YX55E4vA2IbpbS9uYuWZ3eR7zyGSTUXZ1CvbBr2PY0v9DFl58ymbPlMVEfs7+yt7a9XEabPuhKXpyTtWHt9+9hX+3tyFxRTddF83BUFAJihKC2vbKftlb2UFHyKikmfSbtM2zKp2/0IYf0AFefPofjEmoF61bOzmca/bMFs0WJ9awYn/d1tm9h/4AmKTp1M5WcP1iszGKHl5VgbKC/5DKVVp6ZdpmlGqN31W6zcTiounEfhkimxemXbdH+8n6bV21B8eUyffWVGJ/0dzetoanmO4jOmUXHOXPQ8NwCRrgCNT31M/eNv093djdeb/gDtkBJ9KBRi48aNtLS0YFnx1w4uuOCCbIs9YvoT/dKz70k70du2xe4d91JyfjnlZ81N+rqePa3s+cnfmTX7GzjSGDF3tW+kNfQsc799FponccK1DJNdd71OXnApZZVnjFimaYbZte1/mXTlAoqOn5L0dR3r6mj83XZmzb0hrbPa1qY19OR+yKyblqPqiUdXUX+I7T94ierCS8kvmjNimeFgO3v23sPsW87AU508iTW/tI3Ov7UzY84/p5Xs99X+EefiEJP/v+OTdozh9h52/PAVplZdSU7+pBHLDPgPsK/xN8z5zmcGTsaGsm2b/Y98QGSjh6k1l41Ypm1b7Nl5P0XnFlFxzjFJXxds6GTnHW8wY8a/ptUp+zt30ND9OPO+e9ZAhzHsd1s2e+99C72hhqrJnx2xTMsy2L39F5R/qYbSU5PPhvi2NVH3i/XMmnNDWsm+o+U9OtU3mPPNTw+cjA373VGTnXe9hjd8MqUVnxqxTNMIsnPb/zL1X5dQsKA66eva395D06N7mTX3+rSSfVPDi0TKdjDj2tMGTsaGirWBl6kuupT8wpFnNsPBNvbsvZfZ31qOp6ow6esantxIz9oINTOvGDHZ27ZN3Z7fkXOKyqRLjk36ulBTFzvuWMP0adfgzikbMdbe7r3sb/0Dc793Fo6CxJ+tbdvU/eodqK1k0pQLRyzTtkx277iH0ourKVuR/P3y725h7/+8y6w538DhHHkg1dn2Ie3GS8z51llorsSfrW1a7P7ZWtwd86moHvnExDIj7Nz2v0y68hiKjp+a9HVdGw9Qf/9GZs+9Ma1k39r0Bj25HyTtW41AmHe+dM+RS/TPP/88//iP/0hbW9vwQhUF0xz/q9gHEv1n/g9NTy/RH9j/JJ7lYSrPmz/ia3vr2qi960Nmz70p5esioU72Nt7DglWfTdrB9bNNi23ff5FK15fI9SavYAB79zxA+VeqUyb5fh3v1dL2WDs107+a8nU93XtoMZ5g7ndXoqipOxkjEGHLLc8xc9oNKRukbdvs2P5jZn/nU7grC0eMtfGvm4i8nU/VpPNTvq699R3CUz6m5qqTRywz0tnLtu+8zJy5N6fs6C0ryo7t/828H52Ns3Dk5FX7wDu46hdRUpY6hsaGZ3Gc1EX1hYkviw0WbOxi14/eZs7c/0zZ0RvRXnbt/R/m/9dn0XNSz9bYts2uu16jKLgSb3HyEw2AfXWPUPj5HErPmDlirL5tTRy4bzszZ12X8nWh3mbqOx/kmB+em/TkcSBW02LrrS8wKe/LePJSn5jt2XUvVVfPSJnk+7W9tZuu1b1Mrflyytf5O7fT7niO2d/89IiJ1giE2XLz88ya/m/ojtykr7Ntix3bfszs7502MDJOZf+jH8DHkymvSp2UWptfx5pXy5QvLx2xzFCLjx23v8Hced9MeRJtGiF27r6T+avOTXry2M+2bXb/7xt4u0+nsCT5iQbA/vrHyT0LKs5OPoDq17OnlbqfbmT2nBtTvi4cbKeu5ZfMv+OzqI4R6pVts/2HL1GufoG8gtQzkbV7H6T0H8ooXjZtxFi7Nu6n+cF6ps/8esrXBXz7aAw/xrxbz0nat2ab6LPeMOe6667j0ksvpbGxEcuy4r6OhiQfx7LS+rKMMD2hzVScm7oj7Jc7rRTXLAe+jk0py21pfpkpXz1+xCQPoGgqNf98Mk0tT2GbRtIyI8FOrLyutJI8QPGJNURdjYQDTaljbX2emn85ZcQkD6DnOJn0D4tobnoO2zSTlunv2Eb+cSVpJXmAyvMX0NW7HjPakzLWtvbXmHJ5epc5nEW5lK6sobXptZRldraso+zcGWkleYApX1lKa/vLWGY4aZm2EaW75wOqPr8wrTI9VYXkLSmkq+391H9/8xqqL1s0YpKH2Mn5tKtPpqntGWwzmrRMMxIgRF1aSR7AO68StTxMj2936nrV8iLTrlo2YpKHWBuYdvUJNDanbgPh3haU0lBaSR6g9NSZhJRaIqG2lLE2t71AzT+fnNbUuZ7jovr/LaCp6fmUbcDXvpmCkyrSSvIAky5dQnv3m5hGIHm9Mk3aO99i8mXHpVWmu9xL4acq6Gj5e8q/v735LSovmjdikodYvaq56iSa257FNiPJ+9ZoiN7IdsrPGnn2DyBvRhnOGhV/19YR6lVf3zpCkh+I9esn9fWtydtANNSN4W5LK8kDFC6ejJnfSaB3f+p61fo8NV8/Ka2+NVNZJ/qWlhZuuukmKiqyWxgxntimndZXR8v7lH5mRkYLbKovWUxL+8tEoh0JyzSjUXrC2ylYOPKUcT9PdSGm24c/sAPLMBOW29ryGpUXzcvofai8cD6NzS8QjfYkLDMS7MbOC+AuT/9MsviEGvyBLQQjB7AMK3GsHa9SdeHIMyT9FEWh9IzpNDe/imEEEpbp79xD7ryipFN1iZSffQyd3e8QijQnrQPtXW+mvGQzlOZ2kDu3kI72dzGNcMIyO1s3UHL6tIwaePVFi2jtfJ1wtC1hmZZh0tXzISUnpb9GwlmYg14GXb6NWEY0YbltzW9R/tnMFthWf3ExLa0vEIl2JSzTiIQI2fXkzUq/L8mdVkpU76AnuDtpG2hpeYWqL6ZfrwAqzp9HU/MLGEZvwjJDve2oxQbOouSj86FKTpmBv+djQinbwGtUfj69AQTETnYKT5xEW8sbmEYoYZm+tq0ULKtMemkhkcrPLaCta22KemXR6XuX0jNmpV2mnufGOclFZ9cGzCT1qr3lPcrOzmwBb/Uli2hue5FItDNp3xqI7MI7P70TPQB3RQF2XhB/zzYsw0jSt66h4oL0+wCAqi8spLnleaJRX8Iyo6EeDGcnnknpr73JRNaJ/otf/CKvv/76KIYydmzLTuvLH9xM8adqMio7Z3IxhuInbLRimIFhZYZ6msibW5bx6tyik6fS27WXsNmcMNbe0G4Kl6Se2h+qeFkNoVA9YbMR04wM//s7d1J0WmarcxVNJWd6McHAASJmR8JYTc0/sEAs7Vg/NZ1gZB8hoxHLNIfH2rOV4jMy+/v1HCdqnkrE6CBqdA0r0zIMlDw76RqKZEqWz6A3sJeQ0ZC4XoW2UPyp9EYH/Vyl+dh6iIjRjmH2DCszEurGPTk/o04eoPiM6fR27yVkNCVpA1soOTn9kweA/DmVRMwOwmYLphkcVmbAv5/8RZkPGAqPm0Svry5pGwhG68mfW5VRmSWnzCAY3EfIaMA0ownawA6KTs+8DbineAkGm4gmaQOWI5DRyQNAyekz6A3XETQasEwrYb0qOS2zeuUszAFHlIjRTtT0DyvTiARwlLkHFvOlq3T5dHr8ewgnawPBLRSfUpNRmbnTSjFsP2FzlPvWk6bQ46sjZCSuVz2BHWmP5vsVHjuFcLiJsNmEaYaHl9ldS+EJ6Z+QZCrrnfF+8YtfcOmll7J27VoWLVqEwxG/iOsb3/jGIQd3pNimja2MvFTBNENpTYMOpagKWBC1O1HV+OkuIxpEz8+8TD3fScSIYhh+dLUYVRmyiE4l4ykgRVNBjV0DjVpdONX426NMI4g7m1jznFidEaJmJ7pVOLzhZXG6qXkcWGYE2zSI2j4cSvyUp2mF0DyFmZfrdmBFo0ToQrPjZy5MI4zmzrzJaB4HlhXFMiMYdg+aEt+hm2YIzZPFrT1KrF5F7E7cavylBDMSQivO4rPKcWBZvZhmANMOoSrxC4gsK4LqzjxWRQVMm4jVhUuNT+pmJISWm3mZWp6DSDTS1wZKUJUhn41qZ9zJq04d2zYHtYH4BY+mFcCTl/ltk3qOCysQJWJ2oY1SG9A9Tmwrgm1GMWw/uhJ/smyYQbSczGNVdCU2yrQ70dQhdTUaRMuiD9RyXdi2H9MMYdhBNCW+HzTN0MBdCxnF2levolZXgr41hJqTRXvNc2IbUUyzB9MOoypD/l7FyvgEWlGUvr7V7qtX8QsezWgQLS+72/vSkXWif+SRR3jhhRfweDy8/vrrcRVXUZSjKtEPXCcZgaa6MXrDGY/obNMG28K0e7DsSFyHpKkuDF8k45CN7giqmgu2hWF14VSGrMA2YzMVmSR727TAIlam3Y3DLor7XFXFheHPItaeCG5VB8vAVHzDOiTbyHw9qNHb1wBtC8PswqHGl6nhxuwNJzk6RbmBMGqhhm2FMO1eNOXgIk1VcWAGohmXafaGUXEMxKqp8Qs/NcWD0RvGWZzZHgH99cqye7HsUFyHpKlODH/mf3/UH0a1Y7FGrU5cSnncz1XFiRmMZnTCa9v2oDbgw7aLUZSD10w11UUwqzYQRtNisZpWF6oSf8+ybcZ+dybJ3gwbsdhsC9Puxrbjk7Jmu4n2dGYea284tsjTimIqfnRlyGedxUYoRmBwvepEH5KUNcWN0RvKuFzbsFGwsawAlh2MO9nTFBdGNu2qN4zSV68MqxNNiT/Z6+9bnWmsU4qLdaBe+bHs4mF9q5lNf9UZQlVzBvWtQ/aDsFVsM7Nkb1t2gr714PGa6iaaRRtIV9ZT99/5znf4/ve/T3d3N7W1tezdu3fga8+ePaMZ47iR71xA+9rM/rbeujZ0+keGNjbxjcTtqaBnWwuZ3vzQ+U4dnvzYtGRso454Oc4ZdH64L6MyO97bi9vZv1bAxCY+qeXlz6Tzrf0ZlWmbFoE97QO3GFoM73gcVhHBhq6Mym17fRc5ztj0mU142PuXnzOftldrMyrT6AlhB9SBBjg0VkVRsQM6Rk9mnWfrK7vJ8UzrK3P4Z5XvWkD763szKjPY2IVmHhzFDy1Xd3gJN/RiZfhYy/bX95JTELvkkahe5bsX0P7W7ozK9G9vxKn1d5Y2FvEdmid3Ev6NTRm3ga4PDuDOrUgaq0efim9LQ0Zltr+9G49ral+kBjZG3M/zvHPoWFOfUZmWYRKs9w2suk/UBtRoLuH2nozKbXttNx5n32fF8CSR75xP+5rajMqMdPZC5ODIcmi90nQPRlsEM2wMPTR1rK/sJjcvRb1yzqf9zcz61p49LTiUwr7/2dhD3gO3p4Ke7W2xJJuBjr/X4cmvThprnmsu7e9k1l47P6jD7ei/jGQN61tz82roeu9ARmVmIutEH4lE+NKXvoSqfnKedFtYeBxtr9Zm1CE1/HkjBXkHbyuxiT9WUTTyHPPo2pB+5xGo70AJ5aLp/VNVw2cjSgtPp3n11rTLBGh8ajMFhYNv74qP1eH0Yne5Cbf60y6z4/06PM5pA8lz6N8PUJr/aRr/sintMm3TovPv9eSmuAUmJ3cywd29mMH0z5KbnttCfk7qxVvFuafS/Pz2tMs0AhGCe3y4c2NTdYn+fm/BfDrfORCbUUlTwxPx9WroZ6UoCgWe42l7M/2kHG7vwexg0EYkw2MtKjyRlud2pV0m9LUBb/JYVdWBR5uRUVL272zCYZUM7PuQ6H0tK1xB4+NbMoq1+ZmteAsH14H4cp2uQuwOR0ZJuf2t3eS5By80S9AGcpfT+OTmtMu0DJOu9Q3kDNxiO7zMPO9sfB+2ZnSy1/jUJgpyDvYBdoK+pTDnJFpf25F2mdHuINGmCE53YdJYC4uOp+2lPZn3rd7BfWt8rIqiku9cQOf6urTLDOxrR4vkD7rnfXg8JUWn0vzX9PsAgMbVmygoGPy+xper6W4c0XJ664bfrj4ass7S//RP/8Rjjz02mrGMmXRX3WOr5DsW0vhkeknJv6OZ4J4ALk8ZtgW2BZjqsHJLvGew/6EPMUMjTwvbpsXe+96iIO+4g2Va2rAydc2L6iuk8/30RvXt7+xFDeSjaZ6Bcu0EsZblfYa9976d1lmyGYyw/w/r8XoXpfz7c3KmEtgaoGdPa1qx1v/xfXI9c8BW+sqNXase9r7mrqD2/nfSKjPc6qftlT3keWeljLUgfzHtr9SmdbJj2za1979Ffu7iQZ/V8DKxFAo9J1D/xw/TirVnTyu9m7tw51aljLU4/yQaH99M1BccOVbLZs//raUwN3W9UnHisabT8lJ6HV3Xxv0YzQoOZ0HKWEvzV7DvgffTGilaUYPaX75DQf6SlLE69CLsVg9dG9ObhWp5fQe6UYKqOFPHmvsZ9t7797SSktET4sCfN5LvXZCyzNy8OfjfbyN4IL3LAvUPryM/Z95AG0hcr6Ao5xT2/f79tMoMNnbR+e4BPPnTBsU6/H0t8i6j+antRLoCI5Zp2zZ77nsTb86SlG1AsXVytfk0PZPeyY5vWxPhfRGcrpKUsRZ7T2P/7zZgBEa+3GAZJnv+700K8o9PWa80JQdHsCLtk+iOd2tRfB40PTdlHSjLP4vae97ByvIJdalknehN0+THP/4xy5cv5/rrr+emm26K+5qoyotX4nvFR+NfUyd737Ymdv/Pm1SUrxz4noKOyvB7Tx3OAso9n2fr915IOS1sRQy2/egFciJz43av0kh8bXdS2ZfY/+vNdL6f+oy2/Z29HPjtx5SWLh/4nop7+OImIDdvOjm+Y9l112spK6TRE2LL956lyHNK3K5oepJYp5b/E3vu/Du+7U1Jy7Rtm/o/rqfn3QAFBYsHlZl4xX5hwbEotVXsufetlCcmwcYutt72AuWlK+OvmzF8FbSiaEwp/Srbb3uFYGNX8litWAdn1eWR7z14K1KyWEsKzyD0HtQ/+kHKBOLf2cyuH6+hvGxwvdJQGX5fv6Z7mFRwGdu+92JsSjYJyzDZ8eOXcfqm4hm0M2Cyz6qq9ALaVjfQ8krqZN/10X7q7llHednBTV0UHMMW+AE4XcWUOT/Htu89n/IasBmMsPW258hXlwwaISaPdXL5/0f9vRvp+ih1sm9ds5PmP+2ktPT0ge+peOLWEvTLy59JTtcCdt31espZmGh3gC3fe5aSvNPjdkVL1F4VRWFK+VfZ8cM1KUd1tm2z75H3CXwQwVtwcN+FZH1ASeEpRD9ys+/376esV4H6Drb/4GUqSs8ZNPOgoCWoV6rqZHLxV9j2vRdTzmzYpsWun76O2lxGrvfgKvVksVaUnEvX8100PZt6FqZ7SwN7fvo25WVnD3wv1rcOr1cORz5VeZew9TsvEO1OfmJihqJsu/05cu2FcTtOaknaa3XpF2n6wx7a1qZO9h3v7qX+oY8oLTtz4HsqruGLp4ldaijiTLZ//8W0Bn2ZyHpnvDPPPDPpzxRF4dVXX806qCOlf2e8xUvvQtMy2Ovetmju+Bu9ynYqPjuXsuWz+1br2nR9tJ/GJz7G6lApLTlz0PQ6OCjGQfL7JHt7amnyP0HuwiImfWHRwAYykc5eGp/aROd79RTmLSM3/+CUtYKGm2koJF5wZFkRDrT9CTO/jaqLF1C0tCa2171p0bGulsYnN6MG8igpOSNuRzgn5UmTEkBn93raQ69ScvpUKj+3YGDzjFCLj4bVG/F91ExJ/qm48w7e3qTiwk3yW5MMI8CB9keh0E/VJYsoXDwZRVMxAmFaXt5O68s78WjTKSyK387WzeSEjbxfe/fbdIbepGR5DZXnzUfPc8f2zt7VzIE/bySyP0xp8ZlxzyXQycdJedIyI+FODnQ8gj5ZYdKli8mbVYGiKBg9IZqe20L7mj3kuY+J64xBwcNUlCRrYG3bprXrZfzGBkrPnkn5Z+ah5zixTYuujw/Q+JePMTsUyko/PaReFeIg+Xa4oWATDV1/wjXDzaRLF5MztQRFUWL16q+b6Xx3H96cJeR7D94fr6D21avEYwHbNmlsf4qQYy+V58+j5NRZqA6N/mcoNK7eBD4XpSVnxm2r7KAUB8k3hent3UuTbzW5Cwqpvngx7qrYa8PNPhpWf4z/42YK808mJ+9gPVJw4CH5rZSmGaah/U+Y3naqLl5I0fHTBtpA+9u7aXx6C1q4iNKS0+IemOOiMuHJXr9O33raA69SdOoUqj63YOB5D8EDnRx4/CN6t3dSUnA6rriTcg8ukt9GFY36OND+R9TKKJMuXUz+3KrYTqOhKC2vbKPlxZ3kaDUUFA5tA1NQSbxA0rZt2rpexWd8QNnKWZSfNQ/N7Yi1gR1NsTbQGKWs+NPozoN/r04BTpI/mCgUaqGh81Fc011M+uJicmpKURSFaHeQpmc30/5mLV7PIvILDu7noaD01avEG9jYtkVTxzME1B2xvvWMvr7VsunasI+GJzZhd+mUlp6Jph1s8yP1rcHAfhq6H8czK5fqSxaRM7kYFIVwSzcNT27Cv7GZwrwTyck/WI8UdNxMTdG3GjS2P0HEvZ/KC+ZTfPJ0VF2L1av39tL05GbUYH6CvrVs0Lqt4fz+7TT3/BXvknKqLlqIqyzWL4Uau9j/2AaaX91wZPe6Hw/uuece7rzzThobG1mwYAE//elPOf3000c+kIOJ/tLLHmLXnuQjnmSipp823ysEQntAsbBRcOnleL2Lhm35quLERXXSCt7Ptm26ej+gO/AephUAbBTFRb57PjneacNWEDupSDqaGSwcbaHV9wqhyAEUFWxbweOYRL534bB9/lXcfbGmXq1s2VHau9fiD3+MrRhgg6p48HoW4s6rHhKrgosqNEY+oQpGDtDme42I0YJtW6iKgxzXTPIKZg/bnnakzmggVitCm28NPaEt2ESx+55e581bjNMd30EoaLiYFFvRPIKe0E46etYSMTpRsFEUJ7muOeQVzBy2jehInVE/wwrS1v0qveGd2BgotoLTWY43f3i9UnDgZtKI9QrAF9hMZ+/bRE0fYKMqLvLdx5DjrUlQr1J3Rv2iZjet3a8QjNTG2oCl4HZW4fUuGra/vYqrr16lnki0bZvu3g/oCq7DMGPtUlNz+upV1bBYY/Vq5J0KQ9Fm2nwvE4o2oSg2tqXgcU3B610Qd+IEoJGDk8o02oBBu28t/tDHscVgNmhqHt7cxQMLBfspKH31auTbyALhvbT51xAx2lEUG2yNHNcs8gvmZN0GTCtEa/cr9IZ3gGJi2/1t4Ni42ZFYrBpuJic9KR3MF9hKZ+AtokY3CqAoDvLcc8n1zkjQBlKf6PWLmn7aul8hEO7rW20Fl7OCgvxF6EMeZhPrWyeNWK9isX5MZ+BdDCPWBjQ1l3zPgiT1KvWJXr+I0Umr72VCkXpi1xAVXM5JFHgXDnvSYPp9q0VXz7t0Bz/EtGKX3nQ1l1zXPPZv//PYJ/rW1lZefvll/uEf/mE0i03oscce4/LLL+eee+7h1FNP5Ze//CUPPPAAW7ZsYerUkTdL6U/0v/rNW9xz34asYrAIEaYp5WNuYxWxKq1GA/3rR1swSb3gJ93OuJ9JLxGaEy5cOhirGxeVaSWOWKwmYRoTribvp6DipCKtzrifgY8Iqa/Z63hxUDpio+lnESVCIxbJp8ViSb4qrc64X5QOoqS+tuqgCAfpP7LSIkKYxmGrvgdTceKkMq0TEojVqyhtGPhGiDW9zrifSZAITQkXbh2M1dXXBtKtVzYRmjFJdQKu9M08pX9bokEPEVpItMiqXyzJV6SVOGKxGoRpSqMNVKZ1otsvShdR2lO+JvM2MHK9UtD72kD6t1BGaMOgO+Vr0j3R7WcS6qtXo9u3RmnFINUaG6Wvb01/Ey+TQF/fmqoNZNq3Wn1t4OAlB9MMs2v9/x25RP/9738/4fd3797NE088gd+f/srsbJ100kkcf/zx3HvvvQPfO+aYY7joootYtWrViMf3J/q9exv51vfeQFEUurqCNDZldpuLjYmBDwNfXANScaHjRSMv7U5jMJNeDHxxH7SCikY+Ot6MGmI/i2hfmb64SqniHhRrZpuM2NiY+DHwxXV2Cho6+Wh4005G8bFG+mL1D4pVQSO3L9bMn8ttY2HSg0F33C1JCg50vOjkp90Q42MNYdCNQS8Hk4iCTl7fZzXyvuDDYzUx8GPiizs5OfR6FcSgOy6JxupVHjoFWdUrG2NQGzjYMcdiLciqXsViDfTFOrgNHGq9ivaV6Y9rAxoeNLxo5I5yG/Ci4007GcXHGu6LtSfuBP1gG0j/5PlgrLF6FfusBtcrB9ohtIFYvfL11atYrArKoHqV+YY4h69vDQyKlb5YD61exdpANwb+IW3g0PpWa6ANBI98oj/uuPgHJZimSX19PT6fjx/84Ad861vfyqbYtEUiEXJycvjzn//MxRdfPPD9G264gQ0bNrBmzZphx4TDYcLhg43Q5/MxZcoUurq6KCg4OII5/qR7sorJxu6rjBagZlVZEpdr9pWroKBnVbGHl2n3NXIbBS2rTiiRWEIyARUFR1ad+1AH31f6Yh2dWzpj90lbxNLcaH1W1qBYR+ezgv731UZBHbXPKlavTPq749GrV7E2MJr1Kj5WfRTr1eFqA7E+YPRitYa0gcwTcSKDYx3d/iqW6Ea3vzoc9coaEuto9lej3wYMs5dN62/JONFnHcGHHw6/FcgwDG688Ua2bMns3tVstLW1YZrmsIfqVFRU0NSUeOX2qlWruP3224d9v//ajGFY3Pr9V7KOSUFBGaXGEl/u6DXsg2UqKFmM3EYS6yxG9z04fO+rPgrNemiZ6mF8X0fX4atXR1OsR8tnJfXq8NQrddROxg+WefjaQLaf16j+hbquc+ONN/LEE0+MZrEpDV1AkWrLy1tuiZ0J9X/V18dvUvOPVz7Ocy/sPGyxCiGEEEfa6MwpDFJXV8f06Zk93SobpaWlaJo2bPTe0tKS9NG5LpcLl2v4dSJr0D3Wtm3T499BV+hdDMsPqLj0CkryTsflLht2bLqMaA8dvrcIGvuw7CiamkuBayle7/xhK1PTZdsWvu7NdEfWY5o9KKqOW59CSf5pOJzpL6YaKhrppsP/FiGzAds20DUvha4TyM2blfFDQuJj/ZjuyIeYVgBVceDRaygu+BS6ntlTuwYLBhvp6F1LxGjFxkZX8yhyn0Je/pysY7WsCJ3d6+mJbMK0wmiqkxzHHIoLTkbTMr/W3i/Qu4+OwJtEzdjCPadeQnHO6Xhy0n9E8VD99ao3uhvbNlFVF/nORRQVLENVszv7j7WBnXSF38Mw/SiKhluvojj/NJzO7B+jGQl30t6zllB0PzYWmuKh0H0CXu/CQ2gDJt3dm/BFPsS0eg/WK++n0B2ZPTtgsHCojfaetUSM2AIrh+al0H0yuXmZPUp1MMsy6O7egD/6MaYVRFVd5OgzD7lehYJNtPeuJWK0ATYOrZAiz6nk5mX2hLXBTDNMZ/c6eqNb+9qAi1zHPIoKToy7rS1TgZ46OoJvETW7AAWnXkpJ7um4PZVZl9nfBgLRPVi2gaa6yXceS2HB8cPuUEiXbVv4fVvpCq+L9a2KhkufRIn39ENsAx20+9fGnuJnm2haHoWuE8n3zsu6DaQj62v0P/vZz4Z9r6mpiQcffJDPf/7zLFx48P7hw/WAm5NOOomlS5dyzz0Hr6nPnz+fCy+8MKPFeH9/dyezZlSx8vPfYfeBp/EeX0HlBfNjjwI1LXr3tNDw+BaiDSbVRf8Pl2vkW1n6GUaAhvY/Y+f7qLhoLgWLJqM6NaKdAZpf3E7X2wco8nyK4oJTMvrbO7rfoTP4FkWfmkz5uXNxFuZgGRa+zQdoWr0Nu8PNpJIvZdTZRaN+Gjr+BIVBqr5wDPlzK1F0jUi7n+ZntuPb0EJp7lkUeBePXNggbV1r6Q6/R9FpUyg/ew6OAg9WxKDro/00P7kdLVBEdcmlGXV2oWAzDV1/xl3jouqLC8idVgqqQqSth8ant+Bb30xZ3kq8+QtHLqxPbH+EZwnYOyg7ZyalZ8xEy3FhhqJ0vFtLyzM7cEYnUVVycUYdSOze8KfInVdA1cXz8VTHOorA/g4aH99McHcPld6LyclN/7G6/feGW3ldVFw0l6Ljp6E6NIxAmLbXd9H6wm5y1WMoLzo3o8TU7d9IW8/LsTZw/lycpfnYhoV/RxONf9mK3aZTXfyljE4kY/eGP4pWZlB5yXy8x1ShaCrR7iDNz2+jc+0+ijynZtwGYvXqXYpPn0b52bNxFOQM1KumJ7eh9WZer8LhNho6/4yjSqXqi8eQO70cRVMIt/hp+utW/B+1UZZ3Dt789J9zP7A/QnQjpZ+uoXTFLPQ8N1Y4Sse6uiH1Kv2Ts2Cwkcaux3FNc1N9yXxyppWAohBq7KbpyS30bO2iIv988vLSf3Z8bH+EpwlptZSfN4uSU2egeZyYwQjtb+2h5blduM0aqkouSLiZUDI9Pbto9j9D3jGFVF40P7Y/gm0TqGun4S9bCNeFqS78YkYJ3zRDNLT/+WAbOG4qikPD6AnT+upO2l7ZQ76+mLLCszJqA53d79MRXEPhSZOo+OxcnMV52KaJb1sTjY9vya4NRLo40PEYWrlF5SXH4J1biaKqRDp6aX52G13vNlCcu4Ii79IR/uYgG9f/x5FbjJfuqF1RlMP2kJv+2+vuu+8+TjnlFO6//35+9atfsXnzZqZNG/lstj/RH7vsJ/gDH+H3fsjs/1yR9FnLoRYfO37wKpMLLk+rQhrRHmqbf0nNN07Ae0zi52LbpsXe+/8OO8qoLP3ciGUCNLc/jz2zkenXfCrpE5R69rSy5863mVZ+dVoVMhLupK7tAWZ987RY0kzAihrs+ska3G0LKS06La1YG1pXoy/uZdpXT0z6JL3ujw9Q938fMr3qGjR95JX0gd56GnsfY+6tn0n6xDcrarDjv18jr3spxYUnjVimbVvsa3qIovOKqfzcgqSva3trD01/2EVN1dfT6pR9/s208xJzv3tW0sdwRn1Btn//Zcr1z5OXPzvhawYzzRB7G+5j6r8cS+GxiTcgsm2bxic34Xu1hykVl6fV0bV1vUmwZBOz/3150jYQqO9g13+9wZTiK3G5k2/S06+/Xs2++XRypiZ+vW3Z7L3vbZRdFVSUnDdimQANrU+iL/Iz7YqTkterzQeo+8UH1FReg66PvDo9GGzkQPfDzPnup3GXJ+5EzbDBzv96hbzeEykuOHHEMm3bZn/zI+Sd7qT60mOTfg7tf99L4++2U1N9TVr1qrenlqbQ48z93llJn2NvBCLs+NHLFBmfpsC7KOFr4mM1qW14gLIvTKL8rLlJX9fy6g5aH99PTdVVcRsMJdPt+5hO/VXmfPuspE89jHT2sv0Hr1DpuoTcvJoRyzSNIHubfhlrA4uTt4EDf9pA71smk8svS6sNtHS8gjF5LzO/cXrSvjWwr52d/7WWaaVfw+ka+ZbZcKid+o7fMPtby/FMSjwbENtF8A2cjbMoK0q+GZ1pBPno/X8f+/voj7R77rmHH//4xzQ2NrJw4ULuvvtuzjjjjLSO7U/0s+ZdT2fuy8z73jkjPtY10tnL1m+9xMzqG1DV5ItjbNtm74FfUPP/W0rejJGn/Hf/Yi3ufcdSVJD6jK7Lt4Fg9Xpm3jDy3xio72D3HX9nxqQbUlZy2zbZvf9/mX3r6XiqClOWads223/0EkU9Z5OfPyfla9u73sacs5uaq08eMVbftibqf76Z6dXXpHydaQTZ2/ILjll1Dg5v6pMC27TYdvsLlEUvJGeEaczGtqfJPdum8rMjj9Ta39lL2yMtTKn4SsrXhUNt7A/8lgWrPos6wuM3zWCEzTc/x9TCq3A6C1O+trbxASZdM4uChSNP+R/4y0dE38qnvOSclK/r8e+kI+8l5n7rrBHbQKjFx47vvcbMSf+WsqO3bYvdB37K7O+ejqe6MGWZtm2z52dr8RxYSmHBkpSvbe/6O+acXenVq+1N7Pvfj5kx6V9Tvs40w+xp+hnH/OjspIlzIFbTim2ZbIxcr1o6XsRxcjeTLl0yYqwd79fR8tsDTK38p5SvM6I91Lbfy/xV5w7sSJmMFTXY8q3nqHZ9Gbcn8SXNfgda/kzhRbmUnTnyyWbr6zvpWt3DpPL/l/J1oWAzDeFHmH/HeaiO1CcFRk+ILbc8T03Jv4w4E1nbcD+Tr5uXdAA1WP0fP8B6v4yy4k+nfJ3Ptwl/6dvM+o8VI54UhJq62HHbWmZOvjHllHusb72bOd8/M+nJ48HX2uz471co6FyB13tMwtdkm+iP+kfP/eu//iu1tbWEw2HWr1+fdpIfrD3wGjOuPy2tZ7c7i3KpuHA2bd1rUTQl6VcgsIfcY71pJXmA6V8/hbbeV7EVI2W57T2vU/PP6U1x5kwpJv/EErr9G1KW6fNvovjMySMmeYjN0My8/nRaep4D1U5aJip0Bv7O1CtOSCtW77xKXLNUeoK7Usba4XuHqkvnj5jkARRNZfp1p9Lc82zKWC0iBNiZVpIHKDl5Oqa3jbDRmjLWNv9r1Fxz4ohJHkDzOJl65fG0+l4ElaRlhiMt6JPNtJI8QPUXFtNtbMAilDLW1t6XmZlmG3CXeylZOY0O3zspy/T7t1J0WvWISR5i9armn0+hrfcVUM0R6tXb6deruZW45zrpCexIGWuXfx2VF80dMclDrF7NuH7kemUrJr7IRqq/eOyIZQIUL5uGXeojFG1M3Qf43mTSV44dMckDqA6d6deeQov/2ZT1yrSDRFwH0kryAGUrZhN27ydqdaWuV/6XmX7dySMmeQA9z82kryym1fdyyjJD4UYcNUpaSR5g8peOoyu8DkuJpG6vPa8x/V8/ldbI311ZSNHyKrr876css9u/kZKzakZM8tDXt153Gq29L4BqJW8DWcgo0e/bl9nzzQ8cOHzP1x1VhVFcJelfyy47cy7dwfVE7OQ7t7X5X6fq4uRTwEOpTp28BSV0+tdh2Yl3buvtqSNnrhfNnf51vKoLFtLe+wZRO/nObe29a6n8XOIzyEQcBR6cVTq+4CZsO/GuVf7ubRQsq0TV07+OV/3FY2nzvYxhJ965zbZtuoMfUHLqzLTLdJd7IT9Ib2Qntp1416rOzvcoPy+9Dq5f1RcW0tL1AqadeOc2y4wQUvaRPzv9a44FiycTMPYQNhuSPoCktfs1qr+Yfr1SFIXSM2fQ2vV6wmdrQ2zmQa9gYK/2dFSccwydgb8TsTuSvqY98AaV56dfrzS3g5zZ+XT1fIBlJ965rad7OwVLM6xXlyyi1f9KynrVGVhH2Yr064C73AveEL3hHUnrVVfnh5R+ZnpG14erv7iIlq4XMezEm3bZtoU/soniZekvtMutKSWqtxEw9iatV+2db1FxQfLp+kQqLziGls6XMO3ED4sxjRBRR0vSS4GJFC+roSe8lZDVmPQ1GbcBVaH4tGm0da7BshM/tjoYaMQ1zZ308loilZ9bQEfvm0RTtIGO3reoODf991XPc+Oc5KQ7sDFp35qNjBL9CSecwNVXX817772X9DXd3d386le/YuHChUf0NrtDUXxG+ougADSXjrPcQyjSRNROvO2jqftwV2S28r38rNn0hncStpsSNkhf8GPKzpqRUZmukjxsZ5io3Z4wKdmWiZJrpDU6GKxs5Sx6erYTtpsT/twX3kjZZ9JPyBCbgTBUPxG7FdMe/hS/aKQL99T8tEYHg5WsmEFP9y4idkviWEObKD0j/QVLAIVLphKONhK2mxN2Hr09dRQszWw1vaIoeBdV0RuoJUriziNiNZI3K/UU7FBly2cRiOwhbDcmTEo+/2ZKz8rsThk914XqVYkYzRj28F0wbdvGdoZwFGS2c1vZZ2bTE9xJ2E7c0XdHPqb0M5m1gZzJxZgD9Wr4I3uNqB9XlSetmZfBSs+cgd+3M3m9Cn9E6YrM6pV3fjURs4WI3ZKwXoWCzeTOKSHZ9eNkik6ZSq9/T9JtpXvC2yg5JbP3teTkGQQj+/rawPATsx7/HopOSf4Qq0QUTSV3ThnB4L6kg5MoLeROz+wOqLIzZxGI7iFsNyRuA70fU3p2Zm3A4fWAxyRitSc8MbMtEyUvi7717Fn09sbywGjJqGZv3bqVO+64g3PPPReHw8GyZcuorq7G7XbT2dnJli1b2Lx5M8uWLePOO+/kvPPSW1gz1hz5md8uoue7sLqjGEo3DjXBAgs98ykWh9eNZUewlSiWGkJT4qcRTTuInjfyAqihVKeGDUSVbjQ1fv9m0wxkXBEB9HwPltKOpYQwlQiaEl+GaQfR8zMvV9EVUBQMpRtNjU8SphVGz8v8s3J43fQQwlQCWIqBqsSvrbCJZjRLArFRApoCChiKH6ca3/GYVghHYeYbnDgKXFhWbJtih1Iy/PpfFvVKz3NjWRFsxcJQe3Eo8SegphJEz6INOPLdWFGDqNKNrsaXaZsRVHfmtzbpea7YQ4eUKKYSQlPi64BlZVdfFU3tq1c+NHVIu7LC6IWZl+kocGPRm7RemVYIR4ZtQFEG1ysfTjX+CYqmFUb3ZvFZFbmJmhFMerEVC2XoI6gVK+OTB0VTQbVBsfvaQHzfZFpB9KzagBurORqrV0rx8BmRLO6YG9wGTDWArsRPpZuE0PMKMy83x4VlGRhaN7o6pEwzgJ6bRd+a58aiDUsJD+9b1eyutmd0VHFxMXfddRcNDQ3ce++9zJkzh7a2NnbujG0y8+Uvf5n169fz1ltvHTVJHsjq2b9mMIqqO7AVA0sNDL+OksUSRzMYRVEdoMYa+dAyNc2dVay2YYGqYCkhbDX+OpXmcGGGMy/TCkdRlFispjp6sfbtxompBrCHXKvVnG7MYOZlGoFIbOFkklgVRcOKZjFNNhBrz7BrtZrDjdmTRay9sXqFamOqPcPrVfJnZiRlBiOxldwqmEr38M9KdWOFkj/kJHm5UVSHA1uJYKnxawBUhxM7i/fUDEYG6lWiNqBqsdvSMmbbg+qVMaReubCyqVfBaOy54knbgDO7NmCTol65sAJZfFa9UZS+emWo/gTXfZWUz6tPGKZtD2oD/mFrADSHG7M3i1gDkVisioWVsA1k8cyEQW3ASNgGXNnlgXCsDVhKGEsND//7syjTCkUG8oCpDo81G1mdHrjdbr7whS9w9913s3r1ap5//nkefvhh/v3f/z3u/vmjRdffGzJ6vW1ahBv86K5cFFXBUsIoqhL/FXYS9Q+ffk6l4906PM7qvjKDw8rMd8+l8+36kQsaxOgNY4cUVE1NGKvmcGF2GVjRzBpk+1u1eDyTYmUSGhZrrms2ne9mtqYj0tGDYjhiZShgK/HlujzFBPd1YZuZZbuON+vIKZiU9LPKzZlN5/u1GZXp39mEQy+KjewVK3YCNbhM7zS6N2Q+9ebb1Ig7rzT2vHRl+PvqUIoJ1Ce/JphIxzt7cbum9JUZBcWOKzMvbzYdb+/PqEwrahLtCKLqzr73NT5WVVOxg7H7+jMRq1dTkv79ee45mderzl6IDq5X8XXA6S4kuN+Xcb3qfLOOnILJyeuVew6d72cWa6C+HV3J66tXNrYaX64nr5KeHa0ZJ+XO9+rJ8VYlfV9zXNPp+iizOtC9cT8uV0VfrCao0fjPqmA63esy7FttG//2Fly5xQnrlaIq6LaXUFPqJ+UN1fFuLW7X5L6/PwIK8X1r7jw638rs7zdDUUy/iappCd9XzeHE7DYxwxn2rWtrycnpq1cMr1fZOOpX3Y+GaGMUoyf9pNz+zh5yc2YNJM9EK29Li5bT/NzWtMu0LZuOt+rIL5nV94EOXyHrLZ1P1/rGjDqk5ue34M1fdLCiaMNjLfKeSOuaXWmXaYYNeja3kVNQ3Vfu8DKLy5fR/lryxT+JND69iYL8Yw9WaC3+PVB1DW/OYjrer0u7zEhnL0abiSunMGmsZWXLaXp6R9plAjQ8vpGi4uMHNcD4WB3uXPRwMcEDqR9fO1jP7haclKA5XEnrVXnJWTQ+sTmjWFte2EFh6fykdSCvsIbgDl9Go4+2N3eRnzd3oA0kel9LCk6n5cXtaZdpRU18G5rJLZzS9/cPbwNFZcfT/npdxvWqsGBJynpVkJtZvYr6gkQawwMJKWEfUH4qLX/LsF795WMKCw/Wq+Ejeic5jhn4tydfrDZUqMUHfgcOd17yelV+Js2r0++vABqf+JiikuOSvq9OTwH4c2K/P03+bY249So03ZGwTEVTKC8+i8Yn028Dtm3T+tJOCkqOSd4GimbSs6k9owFP66vb8eYvGPRZDY+1uOBk2takv626GYrSs70jZd+aDUn0QEnRcuoeWpfWa81QlAOPbaCwdDEosevJsWkWNe6rsHQJHWvqY6OJNDQ+8zG5ObNQVC1WrqoPK1PRNIq9J3PgLxvTKjPSFaD1ld14S+YMxJqo3JLyU2l+alvao68Df1qPt2AhiqomLVPVneR5FtLyUnodfbjVT9d7DeQWTx/0vg4vt6xiBQ2PbkwrKdm2Te0Df6eocOmgv3/4Z+Vwe3FESun8IL3ZEv+uFiINBq7ckoOxasPLrSg7h9pfvYdtjZyUbNOi9oF3KCxemrJe5RZOJ7grRGBf6ueU92t9fQdOpRJVd/aVqyZ8D0qKVrD/kQ/SKtMIRGh84mO8JQtTxlpUvoy2l/YS6Uq8Knuo/Y+tj20J3VevEn3+qu4k37OIlhe3pVVmuM1P13sHyC1KXa9Ky/vqVZqjr7qH3qWg8LiUZequPFzWJDreq02rzEB9B4FdfjzeypTva3n52dQ/+AGWMfKlkf42UFh4fMoynTkl0J1L9+b0RuDdWxqwunQcbm/KcitKz6HugffSOjGzDJO6B9+jsDj1+5pbNIveTT6CDV1pxdr66nbc+qTYJbGBNhBfrqJplBSdxv5HN6RVZtQfoulv2/CWHJMy1uLyU2h+envaA8n6R9bFNjdK0V9nQxI9UFh2LOr+SuoefDdlhTQCYbbe9iwlxaejuTygKqAqOBz5w68lOnRqaq5k+/dfJtKR+vn2za9so+PlJoorTzxYpp43rExFUyif9Bl634nQ9LfUTwiMdPay7fbnqag+B0XXQVVQNBWHPjxW3eVhcvU/sO32l0askA1PfkTvByEKyhYNinV4mYqmMGnKBbQ/00TbG7tTlhlq8bHt+y9QOfk8Ygt8FBRNQ9dzh5Xp9BRQVfoFtn3/RYxA4ltlIDZDsufetahtpeQW14wY69TpX+HAbzaPOH3p393CnrvXUjn1vIEyVc2JpruHlZlbNA2vdQK7fvJ6ylkYK2qy/b9eJE9biCuvZKBcPUG9UjSFGTOvYteP36K3ri1lrG1v7abp8Z2UTTrjYJl6HqquDh99Vp1MdKuH/X/akLJMoyfE1tuepbR0OZrTnTJWzeFg2rQr2X77SyO2gQN/2UDv+iAF5ccOijXx31899fN0PNtC6+upR0oD9WpSOvXKS1XJxWz/wYuYwRT1yrap/c3fsfbnkl8ya8R6NaXmH2j43fYRTyID+zvY8V+vUjnlYL1SNAea7hlWpjuvjNLclexY9QpWJPmJiW1a7P75Ghz+SeQUTYmrA4linTbjq+y750N8W1PPFvi2NlL7i3eomHLOwTagu9F057Ay80tmkxNYwJ5fvJnyhNeKGGy/4wW8riU4c4tSvq+qrjJ95tXsXLVmxBmztrW7aH5yD6XVp6fRBk4n/JFGwxMfpSwz2h1g663PUl75GVSHI1aulrgN6E43UyZ9hW23vUTUN/yOj8H2P7ae0CaLgvKFSf9+spy6z3pnvPr6eqZMmZLVLx0v+nfGO+Gz96E7PDTWP09nz7uUnzeHsuWzB7YBjXT20vTMZjrfrae8agU5BQdvGdHUHDzO5O9DsKeJvbsfIG9xMVUXLhzYOMG2bDo/qKPpqc1ooUIqpn46boW1xzkNTU28YtO2Ler3/ImAspuKz8+j5MTp9K+YDbX4aHzqY3wftVA5eSXuvIP3sOqaF7cj+SYTPZ27qat7mMJTqqg6f+HArVG2adHx3l6ant6Cw6qgfPIZg1bCxq7vqUriVeuWZVC36/dEPc1UXjyfwmOnDBwbauqm4cmP6dnURtXU83DmFA4c59CKcDnKE5YJ4O/cyb66Ryg4sZKqzy8c2OjEDEVpfXU7LS/uwJu/gKKKJYOOUsl1zUy6k5VphNm78zfYhT6qv7iI/HlVA7H27Gmh4S8bieyPUDXtPHTnwdXgTr0cp578QRftze/Q1PI8pZ+eTvnZxwxsA2r0hml+fgttr++huOREvKUHdxpUFAe5ruS3O0VC3ezd9QD6JKj+4mLy+m43si2bzg/30fTkJpRAHpXTzkYdtHud2zEZXUu8KYxt2xyoe5Ke6GYqzp9LyadmDtSr+DZwJjkFB28d1NRcPM7kt1EF/Q3s3fMguQsKqL5oEe7K2Ap9yzBpf3s3zc9sxaVOomzSaXErrHOc05PuPmlZBnW7/0DEeYCqixdQuGTqwPXLUFMXDas/pmdze4J6VYjLkfz2RF/7Nur3P0rRqZOpPG/BwN4CVtSg7Y1dND+3jVzXLEqqBm/Yo5LrmpF073fTjAyqVwvJn3uwXgX2d9Dwl40Ed/mpqvksDtfB/TyceilOPfldNp2tH9HQuJriM6ZSee78gbsRBtrASzvw5i2iqOLgsykURSPHmfzBPEY0yN6dD6CUhai+ZBH5cw7uA+Hf0UTDXzYSbbKorjkPzXGwf3LpFTj0wqSxtja8QWvnq5SdPYuyT88duMvF6AnR9PwW2tfspaTsZPKLD96OqCpOclzJb3mLBDvZs+sBXDU61ZcsHthieXAbUIP5VE49i8E7OLqdU9DVxLd92rbNgdrV+I3NVJw/j9JBbSDc5qfhqY/xfdBE5eSzcOcfrEe6mo/bWZ001t7uWupqf0/+caVUXbhoYN8WyzBpf2s3zX/bilubQmn1p4b0rTNQB90hYUSDrHv2miO3BW5ubi433XQTN998M7m52T99bCz1J/oTz/8luiPWoI1ogIb9z+D3bQMt9tYotpPCwmPJK5kR10AURcHjnIKmjrAVq23T0fIeLS2vYykhUMA2bHI8UygqPw7dFf/+ObTUlaZfONRBw/5n6O3ZE7stzQYVN0Ulx5NTOGVIrCo5zqmoaupbc2zboqVhDe3tb2OrxkCsubnTKSxbHJfgAJx66o6zXzDQRMP+ZwgG9w/EqpFDUclSPAXVcbGqiobHNS3pycPgWFsb36C9/R0s+i47WCr53nkUlM1H1eLvw3E5ynDqI+9N3evfR+OBvxEKN8fOou1YgigqWxZ34gSgqk5ynFNHfMCHaUZo2v8CXV0bQI2N7hVLw1uwEG/ZHIZuJetxVqNr+QlKiufr3EpT44tEja7YZ2Xa5ORMobB8SVzSANC11Am5XyTso7H+afw9u2KfFaBYDgqLlhxaG2h9n9aW1zGtQF+skJc3g8LyxXFJA8ChF+JOq1610Lj/rwSC9QPXL0ejXjUfeJWOjndjbYBYrPl5cygoX4imx598uBypE3K/uHqlx+6g0NW8vljjT8BVxUGOa+rw2+CGxmqZNB14kc6O9dha31S+qZDvPYaCsmNQtfi/1eVIfVLar6d7D42NzxGJtMZu9zNtnI5SisqW4sqNb0Oa6sLjnDri09cMI0RT/XN0+z4+2LeaGt7ChXhL49uAAridk9C1kTcy62rfRHPTSximD9RYG/B4JlNUftwhtIFuGvf/lZ6eXaApsWfM2y4Ki5eQWzRtWN/qcU5FG7FvtWlrepu2tjdjeQCwDcjLm0lhxWI0Pf54pz58sGNEg7z3zD8fuUT/9ttv82//9m/U19fzox/9iCuuuCKbYsZUf6I/6eJfoTsOJjDLihAM70+6ixKAgorbVZ1WRewXijTFOuQUdC0Pt7M67UcWmmaQYGR/yl2UFDQ8rkloWnqbl9i2RSjSiGEO3whlMIfmxeWsSjo6GMowewmFD2CnuEdMUXQ8rslJZzMSx9qAYaaeGnY6SnA50t9kI2r4CEUaSXWfpKo48bimpP3EMds2CIb3Y1qpLo8ouJ2pR0dDRaIdhKOJN23pp6u5uF3VaT9xzLTCBMP12El2qItFenjagEMrwOWszKBeBfrqVYo2cLjqlV6My5l85mmoqOEnFGkgdb1y9NWr9O5Bt22TYPhA7AQqBZejDKcj/X04okY3oUhT6lhVVyzWEU5I+llWlGBkP5aVaj2QgttZiUNPf8OxSLSdcDT5TqXQ3wYmpd+3WiGC4f0jtAENt2sSetp9q0040kjUTL1A0aEX4nYO31XTiAZ4d/XVR/6hNr/73e/49re/TWlpKXfffTcrVqw4lOKOqP5Ef/IXH4hL9BBrPJFoJ1Gja8gHreLQvTgdRSOOjhMxDD8RowvTjF+kp6punI4idM2b8fOuLStK1OgkanTHJXxF0XDoBTj0oqyeTR41uolGO4clJk314HAU4dDTr2gHY40QiXZimN1xO1QdSqy2bWOY/r5Y46+D6Vo+DkdR2g1xMNMKE412EDV8DO7sFMWB01GIQy/M6FGdsVgtokYXUaMLyxp8Ihm7Ju3Ui9C09LeiHYjVDBIxOjEMf1yssXpV2FevMluSY9kG0YE2MDiJHmob6CFidA5rA5qWg1MvQtdHnskYFqsV6fv7R7tedROJdmENbQNabl+smT/zPnm90nHoBTgdRSOO5IfHasXaq9E1LIkeWhsI9dWB+FhVxdHXBxRk0QbMgb4lfrvv/jZQnNGjhQdiNQN9fUv8AOVgGyjIvG9N0gYURUXXC3DqRWmfkA0WNfxEjU5MM/7kLFavCpO2ASMa4J3Hrxqbp9cFg0FWrVrFT37yE1auXMmdd97JrFmZbf04FvoT/acu+82wKel+tm1jWaHYh6yoaKor44qdiGVFBjp6RXGgaZl3mEPZthVLyrbVF6s74849EdMMY9sRILaydqQpqsxiNUHRRi1Wy4oMbMepKs6MnhufjG2bmFYYbAtF0VBVd8YdRiKmGYqdRCoqqupMe1SUimUbsXpl2yiqPvqfFSqa5h6lNhAd6OhVRc+qwxzqcNWrWBvoi1V1ZXXiPJRtm5hmCLD6YvWMbr1CidWr0Yp1oA3oWSXiRA5LG7CM2GzsKLcBywoPygOj2F9Z/fXKMWIbMCIB3n70yowT/aG/q8SS4cqVK/H7/fzsZz/jueee49prr+W2224jPz/zs/MjTdE1lCQPyVAAlczP2kei4UEj85FbKgoaKofeqIeKPcs789FAKocr1tj7OrpisR56EhpK10d/bYuGhsahd2yDHb7PSkNjdBJGv8PbBkaXgobqODrqlbSBw9lfpZ8HFCu73i3rRH/fffexbt061q1bx9atW9E0jcWLF3PttdeyZMkS/vCHPzB//nxWr17NsmXLsv01QgghhDgEWU/dT5kyhZNPPnnga9myZbhc8WdRd9xxB4888gibNm0alWBHW//U/elX/D7p1L0QQggxHhiRAGsfvPzITd3X14+8i9jXvvY1vvvd72b7K44YxaGhZPjoUyGEEOJIUuwjPHWfjvLycl599dXD+StGhaqrqA7ZJFAIIcT4pVrZ5anDmugVRWH58uWH81eMCtWhocqIXgghxDimHunFeBOJpivouozohRBCjF+2md3tl5LoAc2hosnUvRBCiHHMGo9T90cLp0PH4ZS3QgghxPilWNnlKclugO5Q0WVEL4QQYhyzTRnRZ013ajicshhPCCHE+GXLYrzs6bqM6IUQQoxvliEj+qw5nHKNXgghxPhmm3KNPmtOl4rTJVP3QgghxjFZdZ893anjcMlbIYQQYvyyZESfPadTwymL8YQQQoxjtpFdnpIVaEIIIcQEJiN6wOXQcMle90IIIcazLPOUJHrAoWs4JdELIYQYxyxdEn3WPC4Vt6y6F0IIMY4pch999hwOGdELIYQY30yZus+ex6njkdvrhBBCjGdRub0ua04Z0QshhBjnZER/CNwuGdELIYQY32wZ0WfPrau45aE2QgghxjFLl8V4WXPrCp4s30AhhBDiSLB0JavjJNEDbl3DneX9iUIIIcSRYMp99Nlz6SpuGdELIYQYxwyZus+eR1Nl6l4IIcS4ZmqS6LPmkql7IYQQ41z0kzZ1/6Mf/Yi//e1vbNiwAafTSVdXV9ZlOTUTp2aOXnBCCCHEKMs2Tx2189WRSIRLL72Uf/mXfxnrUIQQQohx66gd0d9+++0APPTQQ2kfEw6HCYfDA//3+XwAuNReXOpRe84jhBDiEyCi9mZ13FGb6LOxatWqgROEwTQ1iK5+ot4KIYQQRxlNDWZ13Ccqu91yyy3cdNNNA//3+XxMmTIFpxbAmeVqRiGEEOJIcGqBrI4bV4n+tttuSzjiHmzdunUsW7Ysq/JdLhcul2v499VeXGp2Ow4JIYQQR4JrIkzdX3fddVx22WUpX1NTUzPqv1dXQ+iq3F4nhBBi/NLVUHbHjXIch6S0tJTS0tIj/nuVaBAlKlP3Qgghxi8l+gm7Rr9v3z46OjrYt28fpmmyYcMGAGbNmkVeXl5mhYWDEJapeyGEEONY+BOW6L/3ve/x29/+duD/xx13HACvvfYaK1asyKgsOxLEjkiiF0IIMX7ZkewSvWLbtj3KsRw1fD4fBQUFdO34Gd58z1iHI4QQQiTl8wcpnPMNuru78Xq9aR931I7oR1U4AE5rrKMQQgghkgtPgMV4YyYYBO0TO7EhhBDiaBCURJ+9QAhUSfRCCCHGsUB45NckIIkesAO92Iox1mEIIYQQSdmS6A9BIAiKPKZWCCHEOBaIZHWY7BIjhBBCTGAyogfsngC2JVP3Qgghxi87yxG9JHrA8kWworIYTwghxPhlBaNZHSeJHrB8YayI3EcvhBBi/LJCkuizZnWHsUKS6IUQQoxfVlgSfdYsXwRLdsYTQggxjlmR7NaSSaIHwr4wYafcXieEEGL8Ckuiz17EFyXskBG9EEKI8SsSzW5AKokeCHWHcOjaWIchhBBCJBUyJNFnLeqLENEk0QshhBi/oqYk+qz19Nry9DohhBDjWo+ZXZ6SRA/4/WDJZsBCCCHGsd4sl5JJogd6emwsRUb0Qgghxq+ALSP6rPUEQNbcCyGEGM8CWR4nE9ZCCCHEBCaJXgghhJjAJNELIYQQE5gkeiGEEGICk0QvhBBCTGCS6IUQQogJTBK9EEIIMYFJohdCCCEmMEn0QgghxAQmiV4IIYSYwCTRCyGEEBOYJHohhBBiApNEL4QQQkxgkuiFEEKICUwSvRBCCDGBSaIXQgghJjBJ9EIIIcQEJoleCCGEmMAk0QshhBATmCR6IYQQYgKTRC+EEEJMYJLohRBCiAlMEr0QQggxgR2Vib62tpavfe1rTJ8+HY/Hw8yZM7n11luJRCJjHZoQQggxruhjHUA2tm3bhmVZ/PKXv2TWrFls2rSJq6++mt7eXu66666xDk8IIYQYNxTbtu2xDmI03Hnnndx7773s2bMn7WN8Ph8FBQX8ipnkoB3G6IQQQohDE8DkanbT3d2N1+tN+7ijckSfSHd3N8XFxSlfEw6HCYfDcccABLEOa2xCCCHEoerPVRmPz+0JYNeuXbbX67V/9atfpXzdrbfeagPyJV/yJV/yJV9H7dfu3bszypHjaur+tttu4/bbb0/5mnXr1rFs2bKB/zc0NLB8+XKWL1/OAw88kPLYoSP6rq4upk2bxr59+ygoKDi04MVh5fP5mDJlCvX19RlNWYkjTz6ro4d8VkeX7u5upk6dSmdnJ4WFhWkfN66m7q+77jouu+yylK+pqakZ+HdDQwNnnnkmp5xyCvfff/+I5btcLlwu17DvFxQUSCU/Sni9XvmsjhLyWR095LM6uqhqZjfMjatEX1paSmlpaVqvPXDgAGeeeSZLly7lwQcfzPgPF0IIIT4JxlWiT1dDQwMrVqxg6tSp3HXXXbS2tg78rLKycgwjE0IIIcaXozLRv/jii+zatYtdu3YxefLkuJ9lsuTA5XJx6623JpzOF+OLfFZHD/msjh7yWR1dsv28xtViPCGEEEKMLrmwLYQQQkxgkuiFEEKICUwSvRBCCDGBSaIXQgghJjBJ9EOEw2GWLFmCoihs2LBhrMMRQ8gjise/e+65h+nTp+N2u1m6dClr164d65DEEKtWreKEE04gPz+f8vJyLrroIrZv3z7WYYk0rFq1CkVRuPHGG9M+RhL9EP/5n/9JdXX1WIchkhj8iOLNmzdz9913c9999/Gtb31rrEMTwGOPPcaNN97It7/9bT788ENOP/10zjvvPPbt2zfWoYlB1qxZw7XXXss777zDSy+9hGEYrFy5kt7e3rEOTaSwbt067r//fhYvXpzZgVk+R2ZCevbZZ+158+bZmzdvtgH7ww8/HOuQRBp+/OMf29OnTx/rMIRt2yeeeKJ9zTXXxH1v3rx59s033zxGEYl0tLS02IC9Zs2asQ5FJOH3++3Zs2fbL730kr18+XL7hhtuSPtYGdH3aW5u5uqrr+b3v/89OTk5Yx2OyEA6jygWh18kEmH9+vWsXLky7vsrV67k7bffHqOoRDr6H9kt7Wj8uvbaa/nc5z7HWWedlfGxR+XOeKPNtm2++tWvcs0117Bs2TJqa2vHOiSRpt27d/Pzn/+cn/zkJ2MdyideW1sbpmlSUVER9/2KigqamprGKCoxEtu2uemmmzjttNNYuHDhWIcjEnj00Uf54IMPWLduXVbHT+gR/W233YaiKCm/3n//fX7+85/j8/m45ZZbxjrkT6x0P6vBGhoaOPfcc7n00ku56qqrxihyMZSiKHH/t2172PfE+HHdddexceNG/vjHP451KCKB+vp6brjhBh5++GHcbndWZUzoLXDb2tpoa2tL+Zqamhouu+wy/vrXv8Z1RqZpomkaX/7yl/ntb397uEP9xEv3s+qv6P2PKD7ppJN46KGH5OmF40AkEiEnJ4c///nPXHzxxQPfv+GGG9iwYQNr1qwZw+hEItdffz1PPvkkb7zxBtOnTx/rcEQCTz75JBdffDGapg18zzRNFEVBVVXC4XDczxKZ0Ik+Xfv27cPn8w38v6GhgXPOOYfHH3+ck046adiDc8TYGvyI4ocffnjESi6OnJNOOomlS5dyzz33DHxv/vz5XHjhhaxatWoMIxOD2bbN9ddfz+rVq3n99deZPXv2WIckkvD7/dTV1cV974orrmDevHl885vfTOtyi1yjB6ZOnRr3/7y8PABmzpwpSX6ckUcUj2833XQTl19+OcuWLeOUU07h/vvvZ9++fVxzzTVjHZr4/7d33+FxVXfi/9/3TlcZ9e4id+NGM73YJGDTS8ALWcIusJCQBQLhm98ukECALDgbyJKEhN5SaAlgIAm2wYCNqTYGY9yrbNnqbUbS1Ft+f4wka6yZ0cxYtmT583oePY89uvfMRzPnnM+95557bi833ngjL774Im+++SbZ2dk9cyhycnJwuVyDHJ3oLTs7u08yz8zMpKCgIOk5FZLoxSFloB5RLA6Myy+/nObmZu677z5qa2uZNm0ab7/9NqNHjx7s0EQvjz32GACzZ8+Oev25557j6quvPvgBiQNKhu6FEEKIYUxmMAkhhBDDmCR6IYQQYhiTRC+EEEIMY5LohRBCiGFMEr0QQggxjEmiF0IIIYYxSfRCCCHEMCaJXgghhBjGJNELIYQQw5gkeiGEEGIYk0QvhEhZc3MzxcXFVFVVHfD3uuyyy/i///u/A/4+QgxXsta9ECJlP/nJT2htbeWZZ5454O+1Zs0azjjjDHbs2IHb7T7g7yfEcCNn9EKIlPj9fp555hmuu+66g/J+M2bMoLKykhdeeOGgvJ8Qw40keiEOcy+99BJOp5M9e/b0vHbdddcxY8YMPB5Pn+0XLlyI1WrlpJNOinq9srKS3/zmN1GvHXXUUdxzzz09/589ezY333wzt956K3l5eZSUlPDkk0/S2dnJNddcQ3Z2NuPGjWPhwoVR5Vx44YW89NJL+//HCnEYkkQvxGHuiiuuYNKkScyfPx+Ae++9l8WLF7Nw4UJycnL6bP/hhx8yc+bMtN/vj3/8I4WFhaxYsYKbb76ZH/7wh8ybN4+TTz6ZL7/8krlz53LVVVfh8/l69jn++ONZsWIFwWAw7fcV4nAliV6Iw5yiKNx///08/fTTPPDAA/z2t79l0aJFVFRUxNy+qqqK8vLytN/vyCOP5Gc/+xkTJkzgjjvuwOVyUVhYyPXXX8+ECRO4++67aW5uZs2aNT37VFRUEAwGqaurS/t9hThcWQc7ACHE4Dv//POZMmUK9957L++88w5Tp06Nu63f78fpdKb9XjNmzOj5t8VioaCggOnTp/e8VlJSAkBDQ0PPay6XCyDqLF8IkRw5oxdCsHjxYjZu3Iiu6z2JNp7CwkJaW1uTKlfX9T6v2Wy2qP8rihL1mqIoABiG0fNaS0sLAEVFRUm9rxBiL0n0QhzmvvzyS+bNm8cTTzzB3LlzueuuuxJuf/TRR7N+/fqYv+s9tB4Oh6murh6QGNeuXcuIESMoLCwckPKEOJxIohfiMFZVVcV5553H7bffzlVXXcV9993Ha6+9xqpVq+LuM3fuXNatWxfzrP65555jyZIlbNmyhR//+Md4PB62bdtGfX39fsW5fPly5syZs19lCHG4kkQvxGGqpaWFc845hwsvvJA777wTgGOPPZYLLriAn/70p3H3mz59OjNnzuSvf/1rn99dcMEF/OhHP2L69Om0tLTwi1/8gtdff50lS5akHWcgEGDBggVcf/31aZchxOFMVsYTQqTs7bff5ic/+Qlr165FVSPnC5WVldx6663ceuutA/pef/jDH3jzzTd55513BrRcIQ4XMuteCJGyc889ly1btrBnzx5Gjhx5QN/LZrPxyCOPHND3EGI4k0QvhEjLLbfcclDe5/vf//5BeR8hhisZuhdCCCGGMZmMJ4QQQgxjkuiFEEKIYUwSvRBCCDGMSaIXQgghhjFJ9EIIIcQwJoleCCGEGMYk0QshhBDDmCR6IYQQYhiTRC+EEEIMY5LohRBCiGFMEr0QQggxjEmiF0IIIYYxSfRCCCHEMCaJXgghhBjGJNELIYQQw5gkeiGEEGIYk0QvxBDxyiuvMHXqVFwuF4qisHr16gP+ns8//zyKosT9+eUvf5lw/6qqqrj7vvzyy322f+GFFzj66KNxOp0UFhbyr//6r1RXVycdr2EY/OUvf2Hu3LkUFxdjs9nIzc3lxBNP5KGHHqKpqSlq+8rKSs4///yYZX3xxRcoisLzzz+f9PsLcSiyDnYAQghobGzkqquu4uyzz+bRRx/F4XAwceLEA/6+5513Hp9++mmf1++++27effddLrnkkqTKufnmm/nXf/3XqNcmTJgQ9f9HHnmEH/3oR1x33XX88pe/ZPfu3dx1112cdtppfPXVV+Tl5SV8D7/fz0UXXcSSJUu4/PLL+d3vfkd5eTler5dPPvmEBx98kDfffJPly5cnFbMQhwtJ9EIMAZs3byYcDvO9732PWbNmHbT3LSoqoqioKOq1zs5OPv30U0499VQmTZqUVDmjRo3ixBNPjPv7YDDIXXfdxQUXXMBTTz3V8/qUKVM4+eSTeeihh7j//vsTvsett97Ku+++y4svvsh3v/vdqN+df/75/OxnP+OFF15IKl4hDicydC/EILv66qs59dRTAbj88stRFIXZs2cPWjyvvPIKHR0dXHfddQNW5tq1a/F4PJx77rlRr5900knk5+fz2muvJdy/traWZ599lvPOO69Pku+WkZHB9ddfv19xJrqMUVVVtV9lCzFY5IxeiEF21113cfzxx3PjjTfywAMPcMYZZ+B2uxPuo2laUmVbLBYURUkpnmeeeQa32828efOS3ueXv/wld955J1arlWOOOYb/+q//4sILL+z5fSgUAsDhcPTZ1+FwsGXLFgKBAE6nM2b5H3zwAZqmRZWZLNM0Y35euq73eW3fyxh+v5+rrroKXdfJz89P+b2FGAok0QsxyMaNG8eUKVOAyHXtREPgEJkAN2bMmKTK/uCDD1IaHdi4cSOffPIJP/jBD8jIyOh3e4fDwfXXX89ZZ51FWVkZu3bt4pFHHuGiiy7iqaee6hkVmDRpEqqq8vHHH3PNNdf07L9t2zZqa2sBaG1tpaysLOb7dE/YGz16dJ/f7ZvErdbobu3tt9/GZrP1+7cAUZ+9rutceumleDweli1b1u/BlxBDlSR6IQ4x5eXlrFy5Mqltk73G3u2ZZ54BSHrYvqysjCeffDLqtXnz5nHCCSdw++23c/XVV2O1WsnPz+fKK6/kT3/6E8cddxzz5s1j9+7dfP/738disaDrOqqa+pXE1atXc/TRR0e91tjYSGFhYc//Tz31VB5++OE++27YsIF/+7d/i1v2TTfdxD//+U/+/ve/c8wxx6QcmxBDhSR6IQ4xdrudo446KqltLRZL0uWGw2H+9Kc/ceSRRzJz5sw0owObzcbll1/O7bffzpYtWzjiiCMAeOyxxzBNk//8z//khhtuQFVVrrrqKkpKSli8eDEFBQVxyxw1ahQAO3fujHp90qRJPQc9Tz75ZNREv245OTkp/z3/8z//w+OPP84zzzzD2WefndK+Qgw1MhlPiENMVVUVNpstqZ9ly5YlXe4//vEPGhoaBmQSnmmaAFFn6ZmZmfz5z3+mqamJr7/+mvr6ep5//nk2bdrEySef3GfIvbfZs2djtVp56623ol53uVzMnDmTmTNnUl5evt9xQ2Rtgbvuuot77rmHa6+9dkDKFGIwyRm9EIeYAzV0/8wzz+B0OrnyyivTDQ2IjAy88sorFBYWMn78+D6/z8vL67ln/q233mLTpk387//+b8Iyy8rKuPbaa3nyySd5+eWXueKKK/YrxngWLVrE9ddfz7XXXsvPf/7zA/IeQhxskuiFOMTY7fb9GlqPpaamhkWLFnH55ZfHXbjmT3/6E9deey3PPvtsz7Xt2267jXA4zCmnnEJpaSnV1dU88sgjrF69mueeey7q0sFrr71GTU0NRxxxBIFAgKVLl/Lb3/6WG264gYsuuqjfGH/zm9+wY8cOrrzySt566y0uuugiysvL8fl8bNy4kZdffhmn05n0xLt97dixg3nz5jF27FiuueYaPvvss6jfH3300THvGhBiqJNEL4Tg+eefR9f1hMP2hmGg6zqGYfS8Nm3aNJ544glefPFFvF4v2dnZHH/88SxevJg5c+ZE7W+xWHj22WfZsmULhmEwdepUnnjiiahZ+Im4XC4WLVrECy+8wJ///Gduuukm2trayMzMZNKkSfzLv/wLP/jBD8jJyUnrM9i5cycdHR1s3ryZ0047rc/vd+zYQWVlZVplCzGYFLP7YpoQQgghhh2ZjCeEEEIMY5LohRBCiGFMEr0QQggxjB2yiX7+/Pkcd9xxZGdnU1xczMUXX8ymTZsGOywhhBBiSDlkE/2yZcu48cYb+eyzz3j33XfRNI05c+bQ2dk52KEJIYQQQ8awmXXf2NhIcXExy5Yt4/TTT4+5TTAYJBgM9vzfMAxaWlooKChI+QlfQgghxMFkmibt7e2Ul5en9GyIYXMfvcfjAUj4KMn58+dz7733HqyQhBBCiAFXXV3NiBEjkt5+WJzRm6bJRRddRGtrK8uXL4+73b5n9B6Ph1GjRvE7xuA6dK9iCCGEOAz4MfgRO2hra0tpYahhcUZ/0003sWbNGj766KOE2zkcjphLWLpQySD5p3wJIYQQgyXVS82HfKK/+eabeeutt/jwww9TGsoQQgghDgeHbKI3TZObb76ZBQsWsHTpUsaMGTPYIQkhhBBDziGb6G+88UZefPFF3nzzTbKzs6mrqwMgJycHl8s1yNEJIYQQQ8MhOwPtsccew+PxMHv2bMrKynp+XnnllcEOTQghhBgyDtkz+mFws4AQQghxwB2yZ/RCCCGE6J8keiGEEGIYk0QvhBBCDGOS6IUQQohhTBK9EEIIMYxJohdCCCGGMUn0QgghxDAmiV4IIYQYxiTRCyGEEMOYJHohhBBiGJNEL4QQQgxjkuiFEEKIYUwSvRBCCDGMSaIXQgghhjFJ9EIIIcQwJoleCCGEGMYk0QshhBDDmCR6IYQQYhiTRC+EEEIMY5LohRBCiGHMOtgBDAVZGZChDHYUQgghRHyqCfhS308SPZCVpZCpSqYXQggxdKmGIok+XdnZkGUZ7CiEEEKI+FQdaEh9P0n0QFamQpZFzuiFEEIMYXp6eUoSPWBz27Fb5ZReCCHE0GXT9LT2k0QPOHOcOG2S6IUQQgxd4bAk+rTZ3TYcdvkohBBCDF3BkJbWfpLdAIfbIYleCCHEkOYIpTfyLNkNUN12VIdtsMMQQggh4lKD6a1xJ4keUHMcqE5J9EIIIYYuNSCJPm2q24HqkkQvhBBi6FLtkujTprrtqBn2wQ5DCCGEiEu1pXcfvTzURgghhBjG5IweULIyUDLljF4IIcTQpajppWxJ9AAZLshwDHYUQgghRHym3F6XNiUjEyVTEr0QQoihSzHljD59Gc7IjxBCCDFUGfJQm/S5XJLohRBCDG3y9Lr94MgAh2uwoxBCCCHiC8l99OmzOcEuiV4IIcQQZjPT2k0SPaDYXSiS6IUQQgxhil0SffocrsjwvRBCCDFUOQ7DRP/hhx/y4IMPsmrVKmpra1mwYAEXX3xxyuWYNhemTc7ohRBCDF2mzUhrv0M60Xd2dnLkkUdyzTXXcOmll6ZdjmY40QxJ9EIIIYYuzdDT2u+QTvTnnHMO55xzzn6XEzQyCRqZAxCREEIIcWAEjcNw6D5VwWCQYDDY83+v1wtASM8gpEuiF0IIMXSF9MNw6D5V8+fP59577+3zum64ZOheCCHEkKYbWlr7HVaPqb3jjjvweDw9P9XV1YMdkhBCCHFAHVZn9A6HA4ej78NrgkYmdiNrECISQgghkhM0ZOg+bSHdQkhP7/F/QgghxMGQbp46pBN9R0cHW7du7fn/jh07WL16Nfn5+YwaNSrpcoKajk1L77YFIYQQ4mAIppmnDulE/8UXX3DGGWf0/P+2224D4N///d95/vnnky7HrxtYtPSGRIQQQoiDwX84zrqfPXs2ppnefYW9BTUDqyR6IYQQQ1gwzTx1SCf6gRLQdCwydC+EEGIICxyOQ/cDJaCZqHJGL4QQYggLaLIyXtoCmoEalkQvhBBi6ArI0H36AkENxZbeikNCCCHEwRAIppenJNEDobCOJSzX6IUQQgxdoTTzlCR6wB/SIM0jJSGEEOJg8IfkjD5tYTmjF0IIMcSF5Yw+ff6ggWmVRC+EEGLoCgRlMl7awpqOKmf0QgghhrBwmvfRH1aPqRVCCCEON3JGDwTDOsgZvRBCiCEsKNfo0xcK6ShyjV4IIcQQFgpJok+bFtJQLXJ7nRBCiKFLk9vr0hcKGqDKGb0QQoihKySz7tMXDmkockYvhBBiCAvLGX36NHmojRBCiCFOk4fapE8L6SgydC+EEGII02QyXvq0sIFikTN6IYQQQ5eW5sizJHogFNYwVblGL4QQYugKh+Uafdr0sIGqyhm9EEKIoUuXM/r06ZopQ/dCCCGGNF0z09pPEj1ghHUMmYwnhBBiCDNkCdz0GZqBIUP3QgghhjBDbq9LnxnWMRU5oxdCCDF0mWme0ctjaoUQQohhTM7oASNsYCgydC+EEGLoMgZj1n04HKaurg6fz0dRURH5+fn7U9ygMTUdUybjCSGEGMJM7SBNxuvo6OCFF17gpZdeYsWKFQSDwZ7fjRgxgjlz5vD973+f4447Lq2ABoOhyRm9EEKIoe2gTMZ7+OGHuf/++6msrOTCCy/k9ttvp6KiApfLRUtLC2vXrmX58uWcddZZnHjiiTzyyCNMmDAhrcAOJlM3MdX07k8UQgghDgZTPwj30X/yySd88MEHTJ8+Pebvjz/+eK699loee+wxnn32WZYtW3ZoJPqwgUnqQyJaqJOGmqV4vGtBNcEEl6OCkvI5uLJK0ovFNPE2raeh4X00oxMwURUnRQWnk1d6NIqS3vzJUMBDQ817tHdsBsUEUyE7azLFFd/C7nCnGatBa/3XNDUtQzcDgILNmkNJyZlk5Y1DUZS0yu30VFNft5hguCkSq66Q455GUflsbPastMrUtSBNtR/T0voFqDqgYLfmUVJyFll5Y9MqE6C9dTv1de8S1lsBEwwL+XkzKSw7BYvVkVaZe+vVNz31ymEvprRsLhnuEWmVaZom3uaNNDS8h2Z0AKCYVgryT6Kg9HhUiy2tcsPBdhpqPsDbvj4Sq6GQkTGa0vKzcGQUphmrQWv9ahqblmEQGTFUsVNYcBr5JcegqJa0yg36W6ivWUJn5/a9bSD7CErKv4XNkZ1WmYah0VK3iuaWjzHMIJE24Ka4+Cyy88en3QZ83t3U1b5DMFgfmTJtqOTlHkNR2alYbK60ytS1AI21H9Ha+iWoRk+9KimbQ+Z+1KuOlq3UNywhrHsAE8W0kp9/IoWlJ6Ba7GmVGw6201C7DG9P36rgclZQWjYHZ9p9a6S/amxaikEAFFAMGwX5J1NQelzabSAUaKN+z3t0dG7paQOZmWMpKT8Thyu9y9mmodNSv4qm5o+62oCCRXGSn3tSWuUppmketqeyXq+XnJwcjjv3cawpNB7T0Nm142UC7KL4gokUnDAGxRJJwO2b66h9fT16ncqYCf+RUgfibdnE7uq/4j6mhNILp+AoiCS1cHuA+oUbaP2omtLSc8kvnpl0mboWpGrbn9AzWim9aBK5R41CURVMw6T1y53Uv7kJa6CQyvFXpdQoW+pXUle/kNyTR1B6zhHYciKfX6Cujdo3NtC5voWRo/6VrNwxSZcZ9LewY+szOEbbKbt0KpmjI4nC1A2aV1TR8PdNOI3RjBp3RdIHPKZpUlv9Nh7fVxTNHU/RrPGo9sjxrb+mldoF6/Ft8lI59hpcWaVJx+rvqKNq+3NkTHJTdslUXOW5ABghjcZlW2lcvJWcjKMpG3lu0p29aRpU7/grfnMHxedPpODEvfWqc2cTta+tI7grzNhx/4HdlZd0rB2t29m160Wyjyqi7KIpOAojdVL3h2h4bzNN722nMO90istnJ12mYWjs3PoXwvY6ii+cRP6xo1EsauSAYn0NdQs2YLY4GTPhWqy2jKTLbWv6mpqaN8k7ZQQl5xyBzR2pV1pHgPpFG2lZvovSkvPJLz4m6TL1sJ8dW5/HzOmg9JIjyJlWgaIomLpBy6qdNLy1CVuohNHjr0JVkz/3aar9mIam9yiYPZriOZOxZkYO7AL1HmrfWE/nuhZGjb6SzJzKpMuMtIFncYyyUfadKWSOKQIiC6U0fbSVhre3km0/gorKS1KoVyY1u97CG/iGorkTKJo1DtUW+Ts7q7rrVYgx46/F4SpIOtZO7y52Vf2ZzKn5lF08BWdJDgB6IEzDe5toem8HBTknU1Lx7aTLNA2dndteJGjdQ8n5E8k/vrKnXnVsqaf2tfXoDZZI35rCQb+naS2797xO3ikjKD13b73S/SEalkTaQHHBtyksOyXpMnU9RNXWP2JktlJy0WRyjxoZqVemieeb3dQt2IjizWLMhGtTOuhvqV9JXcNC8k8fTcncSViznACE2nzUvvkN1a9+gsfjwe1O/gRtvxJ9IBBgzZo1NDQ0YBjR1w4uvPDCdIs9aLoT/bFnPZp0ojdNg22bH6Pg/GKKz5wUd7uO7Y1s//WnjJ/wI2xJnDG3Na+hMfA2k356JhZX7IRraDpbH1pKlv9YikpP77dMXQ+ydeNvqbh2KnnHjIy7XcvKndT+aRPjJ92S1FFtY90yOjK/Yvxts1Ctsc+uwu0BNv3iXcpz55GdN7HfMoP+ZrbveJQJd5yOqzx+Eqt/dyOt/2xm7MQfJJXsd1W9hH1GgBH/ekzcjjHY3MHm/3mPUWXXkpFd0W+ZvvY97Kp9lok/+3bPwdi+TNNk94tfElrjYlTlFf2WaZoG27c8Sd7ZeZTMPSLudv6aVrY88CFjx/5nUp1ye+tmajyvMvmuM3s6jD7vbZjseOxjrDWVlI04t98yDUNj26bfU3x5JYWnxB8N8W6sY+fvVzF+4i1JJfuWhhW0qh8y8b+/1XMw1ue9wzpbHvoAd/BECktO7rdMXfOzZeNvGfWfR5EztTzuds2fbKfu5R2Mn3RzUsm+ruYdQkWbGXvjqT0HY/uKtIEllOfNIzu3/5HNoL+J7TseY8Kds3CV5cbdruaNNXQsD1E57pp+k71pmuzc/icyTlKpuPTIuNsF6trY/MAyxoy+AWdGUb+xdnp2sLvxBSbdfSa2nNjfrWma7HzqM6gqpWLkRf2WaRo62zY/SuEl5RTNjv95tW9rYMf/fc74iT/CZu//RKq16SuatXeZeOeZWByxv1tTN9j2u+U4W6ZQUt7/gYmhh9iy8bdUXHsEeceMirtd25o9VD+5hgmTbk0q2TfWfUhH5pdx+1bNF+Szyx89eIl+0aJF/Nu//RtNTU19C1UUdH3oz2LvSfTf/gMWa3KJfs/uN3DNClJ6zpR+t+3c2UTVQ18xYdJtCbcLBVrZUfsoU+efG7eD62bqBhvve4dSx+VkuuNXMIAd25+m+HvlCZN8t5YVVTS90kzlmKsTbtfh2U6D9jqT7pqDoibuZDRfiPV3LGTc6FsSNkjTNNm86VdM+NnJOEtz+4219u9rCX2STVnF+Qm3a278jODIb6i87sR+ywy1drLxZ0uYOOn2hB29YYTZvOl/mXz/Wdhz+09eVU9/hqN6OgVFiWOorXkb2wltlF8U+7JYb/7aNrbe/wkTJ/1Xwo5eC3eydcf/MeWX52LNSDxaY5omWx/6gDz/HNz58Q80AHbtfJHcCzIoPH1cv7F6N9ax5/FNjBt/U8LtAp31VLc+xxH/c3bcg8eeWHWDDT9fTEXWlbiyEh+Ybd/6GGXXj02Y5Ls1fbyNtgWdjKq8MuF27a2baLYtZMJ/f6vfRKv5gqy/fRHjx/wYqy0z7namabB546+YcPepPWfGiex++Uv4ZgTFZYmTUmP9UozJVYy88th+yww0eNl874dMmvzfCQ+idS3Alm0PMmX+2XEPHruZpsm2336I23MauQXxDzQAdle/SuaZUHJW/BOobh3bG9n5mzVMmHhrwu2C/mZ2NjzBlAfORbX1U69Mk03/8y7F6nfIykk8Elm14zkKv1tE/szR/cbatmY39c9VM2bc9xNu5/Puojb4CpN/Pjdu35puok97wZybbrqJefPmUVtbi2EYUT+HQpKPYhhJ/RhakI7AOkrOTtwRdsscXYhjvA1vy9qE5TbUL2Hk1cf0m+QBFItK5Q9OpK7hTUxdi1tmyN+KkdWWVJIHyD++krCjlqCvLnGsjYuo/OFJ/SZ5AGuGnYrvTqe+biGmrscts71lI9lHFySV5AFKz59KW+cq9HBHwlibmj9g5FXJXeaw52VSOKeSxroPEpbZ2rCSorPHJpXkAUZ+71gam5dg6MG4ZZpaGE/Hl5RdMC2pMl1luWQdlUtb0xeJ//76ZZRfMb3fJA+Rg/PR159IXdM/MPVw3DL1kI8AO5NK8gDuyaWoxUE6vNsS16uGdxh93cx+kzxE2sDo64+jtj5xGwh2NqAUBpJK8gCFp4wjoFQRCjQljLW+aTGVPzgxqaFza4aD8n+ZSl3dooRtwNu8jpwTSpJK8gAV846i2fMRuuaLX690nebWjxlxxdFJleksdpN7cgktDZ8m/Pub6z+m9OLJ/SZ5iNSryutOoL7pbUw9FL9vDQfoDG2i+Mz+R/8AssYWYa9UaW/b0E+96upb+0nyPbF+/4SuvjV+GwgHPGjOpqSSPEDujBHo2a34OncnrleNi6j8/glJ9a2pSjvRNzQ0cNttt1FSkt7EiKHE1M2kfloavqDw22NTmmBTfukMGpqXEAq3xCxTD4fpCG4iZ1r/Q8bdXOW56E4v7b7NGJoes9zGhg8ovXhySp9D6UVTqK1fTDjcEbPMkN+DmeXDWZz8kWT+cZW0+9bjD+3B0IzYsba8T9lF/Y+QdFMUhcLTx1Bf/z6a5otZZnvrdjIn58Udqoul+KwjaPV8RiBUH7cONLd9lPCSzb4sThuZk3Jpaf4cXQvGLLO1cTUFp41OqYGXXzydxtalBMNNMcs0NJ22jq8oOCH5ORL23AysRdDmXYOhhWOW21T/McXnpjbBtvyyGTQ0LiYUbotZphYKEDCryRqffF+SObqQsLWFDv+2uG2goeE9yi5Lvl4BlJw/mbr6xWhaZ8wyA53NqPka9rz4Z+f7KjhpLO0d3xBI2AY+oPSC5E4gIHKwk3t8BU0NH6JrgZhleps2kDOzNO6lhVhKz5tKU9vyBPXKoNX7OYWnj0+6TGuWE3uFg9a21ehx6lVzwwqKzkptAm/5pdOpb3qHULg1bt/qC23FPSW5Az0AZ0kOZpaf9o6NGJoWp29dRsmFyfcBAGXfmUZ9wyLCYW/MMsOBDjR7K66K5OfepCLtRH/ZZZexdOnSAQxl8JiGmdRPu38d+SdXplR2xoh8NKWdoNaIpvv6lBnoqCNrUlHKs3PzThxFZ9sOgnp9zFg7A9vIPSrx0P6+8mdWEghUE9Rr0fVQ37+/dQt5p6Y2O1exqGSMycfv20NIb4kZq25p75kglnSsJ4/BH9pFQKvF0PW+sXZsIP/01P5+a4YdNUslpLUQ1tr6lGloGkqWGXcORTwFs8bS6dtBQKuJXa8C68k/Obmzg26OwmxMa4CQ1oymd/QpMxTw4ByRnVInD5B/+hg6PTsIaHVx2sB6Ck5M/uABIHtiKSG9haDegK77+5Tpa99N9vTUTxhyj66g07szbhvwh6vJnlSWUpkFJ43F799FQKtB18Mx2sBm8k5LvQ04R7rx++sIx2kDhs2X0sEDQMFpY+kM7sSv1WDoRsx6VXBqavXKnpsBtjAhrZmw3t6nTC3kw1bk7JnMl6zCWWPoaN9OMF4b8K8n/6TKlMrMHF2IZrYT1Ae4bz1hJB3enQS02PWqw7c56bP5brlHjiQYrCOo16Hrwb5leqrIPS75A5JUpb0y3u9//3vmzZvH8uXLmT59OjZb9CSuH/3oR/sd3MFi6iam0v9UBV0PJDUMui9FVcCAsNmKqkYPd2lhP9bs1Mu0ZtsJaWE0rR2rmo+q7DOJTiXlISDFooIauQYaNtqwq9G3R+maH2c6sWbZMVpDhPVWrEZu34aXxuGmxWXD0EOYukbY9GJTooc8dSOAxZWberlOG0Y4TIg2LGb0yIWuBbE4U28yFpcNwwhj6CE0swOLEt2h63oAiyuNW3uUSL0Kma041ehLCXoogCU/je8qw4ZhdKLrPnQzgKpETyAyjBCqM/VYFRXQTUJGGw41OqnroQCWzNTLtGTZCIVDXW2gAFXZ57tRzZQ7edVuxTT1Xm0gesKjbvhwZaV+26Q1w4HhCxPS27AMUBuwuuyYRghTD6OZ7ViV6INlTfdjyUg9VsWqRM4yzVYs6j51NezHkkYfaMl0YJrt6HoAzfRjUaL7QV0P9Ny1kFKsXfUqbLTF6FsDqBlptNcsO6YWRtc70M0gqrLP36sYKR9AK4rS1beaXfUqesKjHvZjyUrv9r5kpJ3oX3zxRRYvXozL5WLp0qVRFVdRlEMq0fdcJ+mHRXWidQZTPqMzdRNMA93swDBDUR2SRXWgeUMph6x5QqhqJpgGmtGGXdlnBrYeGalIJdmbugEGkTJNDzYzL+p7VRUHWnsasXaEcKpWMDR0xdunQzK11OeDap1dDdA00PQ2bGp0mRac6J3BOHsnKNcXRM21YBoBdLMTi7J3kqaq2NB94ZTL1DuDqNh6YrWo0RM/LYoLrTOIPT+1NQK665VhdmKYgagOyaLa0dpT//vD7UFUMxJr2GjFoRRH/V5V7Oj+cEoHvKZp9moDXkwzH0XZe83Uojrwp9UGglgskVh1ow1Vib5n2dQj751KsteDWiQ200A3PZhmdFK2mE7CHa2px9oZjEzyNMLoSjtWZZ/vOo2FUDRf73rVinWfpGxRnGidgZTLNTUTBRPD8GGY/qiDPYviQEunXXUGUbrqlWa0YlGiD/a6+1Z7EvOUomLtqVftGGZ+n75VT6e/ag2gqhm9+tZ91oMwVUw9tWRvGmaMvnXv/hbVSTiNNpCstIfuf/azn3Hffffh8Xioqqpix44dPT/bt28fyBiHjGz7VJqXp/a3de5swkr3maGJSXQjcbpK6NjYQKo3P7R+thNXdmRYMrJQR7QM+1hav9qVUpktK3bgtHfPFdAxiU5qWdnjaP14d0plmrqBb3tzzy2GBn07HpuRh7+mLaVym5ZuJcMeGT4zCfb5/LIzptD0flVKZWodAUyf2tMA941VUVRMnxWtI7XOs/G9bWS4RneV2fe7ynZMpXnpjpTK9Ne2YdH3nsXvW67V5iZY04mR4mMtm5fuICMncskjVr3Kdk6l+eNtKZXZvqkWu6W7szQxiO7QXJkVtK+pS7kNtH25B2dmSdxYXdZReNfXpFRm8yfbcDlGdUWqYaJF/T7LPZGWZdUplWloOv5qb8+s+1htQA1nEmzuSKncpg+24bJ3fVf0TRLZ9ik0L6tKqcxQayeE9p5Z7luvLFYXWlMIPajtu2viWN/bRmZWgnpln0LzR6n1rR3bG7ApuV3/MzH3+QycrhI6NjVFkmwKWj7diSu7PG6sWY5JNH+WWntt/XInTlv3ZSSjT9+amVVJ24o9KZWZirQTfSgU4vLLL0dVD58n3ebmHk3T+1UpdUg1f1tDTtbe20pMovdVFAtZtsm0rU6+8/BVt6AEMrFYu4eq+o5GFOaeRv2CDUmXCVD75jpycnvf3hUdq83uxmxzEmxsT7rMli924rKP7kme+/79AIXZ36L2tbVJl2nqBq2fVpOZ4BaYjMwR+Ld1ovuTP0quW7ie7IzEk7fyM0+hftGmpMvUfCH82704MyNDdbH+fnfOFFo/2xMZUUlSzevR9Wrf70pRFHJcx9D0UfJJOdjcgd5Cr4VI+saal3s8DQu3Jl0mdLUBd/xYVdWGyzI2paTcvqUOm1HQs+5DrM+1KHc2ta+uTynW+n9swJ3buw5El2t35GK22FJKys0fbyPL2XuiWYw2kDmL2jfWJV2moem0raoho+cW275lZrkn4P2qMaWDvdo315KTsbcPMGP0LbkZJ9D4weakywx7/ITrQtiduXFjzc07hqZ3t6fet7p7963RsSqKSrZ9Kq2rdiZdpm9XM5ZQdq973vvGU5B3CvV/T74PAKhdsJacnN6fa3S5FqsTW7iYzp19b1cfCGln6X//93/nlVdeGchYBk2ys+4xVbJt06h9I7mk1L65Hv92Hw5XEaYBpgHoap9yC9yns/v5r9AD/Q8Lm7rBjsc/Jifr6L1lGpY+ZVotblRvLq1fJHdW3/zZDlRfNhaLq6dcM0asRVnfZsdjnyR1lKz7Q+x+YRVu9/SEf39Gxih8G3x0bG9MKtbql74g0zURTKWr3Mi16j6fa+Zsqp78LKkyg43tNL23nSz3+ISx5mTPoPm9qqQOdkzTpOrJj8nOnNHru+pbJoZCrus4ql/6KqlYO7Y30rmuDWdmWcJY87NPoPbVdYS9/v5jNUy2/2E5uZmJ65WKHZcxhoZ3k+vo2tbsRqtXsNlzEsZamD2bXU9/kdSZohHWqHriM3Kyj0oYq82ah9noom1NcqNQDUs3Y9UKUBV74lgzv82Oxz5NKilpHQH2/G0N2e6pCcvMzJpI+xdN+Pckd1mg+i8ryc6Y3NMGYtcryMs4iV1//iKpMv21bbR+vgdX9uhesfb9XPPcM6l/cxOhNl+/ZZqmyfbHP8KdcVTCNqCYVjItU6j7R3IHO96NdQR3hbA7ChLGmu8+ld1/Wo3m6/9yg6HpbP/DR+RkH5OwXlmUDGz+kqQPols+r0LxurBYMxPWgaLsM6l69DOMNJ9Ql0jaiV7XdX71q18xa9Ysbr75Zm677baon+GqOH8O3ve81P49cbL3bqxj2/99REnxnJ7XFKyo9L331GbPodh1ARvuXpxwWNgIaWy8fzEZoUlRq1dZiH1tt6LocnY/s47WLxIf0TZ/toM9f/yGwsJZPa+pOPtObgIys8aQ4T2SrQ99kLBCah0B1t/9Nnmuk6JWRbPGiXVU8b+z/cFP8W6qi1umaZpUv7SKjs995OTM6FVm7Bn7uTlHolSVsf2xjxMemPhr29hwz2KKC+dEXzej7yxoRbEwsvBqNt3zHv7atvixGpEOztiZRbZ7761I8WItyD2dwAqofvnLhAmkfUs9W3+1jOKi3vXKgkrf+/otVhcVOVew8e53IkOycRiazuZfLcHuHYWr18qA8b6rssILaVpQQ8N7iZN929e72fnoSoqL9i7qomDrM8EPwO7Ip8h+HhvvXpTwGrDuD7HhnoVkq0f1OkOMH+uI4n+l+rE1tH2dONk3LttC/V+3UFh4Ws9rKq6ouQTdsrLHkdE2la0PLU04ChP2+Fh/99sUZJ0WtSparPaqKAoji69m8/8sS3hWZ5omu178At+XIdw5e9ddiNcHFOSeRPhrJ7v+/EXCeuWrbmHTL5ZQUji318iDgiVGvVJVOyPyv8fGu99JOLJh6gZbf7MUtb6ITPfeWerxYi0pOJu2RW3UvZ14FMazvobtv/mE4qKzel6L9K1965XNlk1Z1qVs+Nliwp74ByZ6IMzGexeSaU6LWnHSEqe9lhdeRt0L22lanjjZt3y+g+rnv6aw6Iye11QcfSdPE7nUkMcZbLrvnaRO+lKR9sp4Z5xxRtzfKYrC+++/n3ZQB0v3yngzjn0IiyWFte5Ng/qWf9KpbKLk3EkUzZrQNVvXpO3r3dS+/g1Gi0phwRm9htfBRj424t8n2dlRRV3762ROy6PiO9N7FpAJtXZS++ZaWldUk5s1k8zsvUPWChacjEYh9oQjwwixp+mv6NlNlF0ylbxjKyNr3esGLSurqH1jHaovi4KC06NWhLNTHDcpAbR6VtEceJ+C00ZRet7UnsUzAg1eahaswft1PQXZp+DM2nt7k4oDJ/FvTdI0H3uaX4bcdsounU7ujBEoFhXNF6RhySYal2zBZRlDbl70crZORsRs5N2aPZ/QGviIglmVlJ4zBWuWM7J29tZ69vxtDaHdQQrzz4h6LoGVbOwUxy0zFGxlT8uLWEcoVMybQdb4EhRFQesIULdwPc3LtpPlPCKqMwYFF6NQ4syBNU2TxrYltGurKTxrHMXfnow1w46pG7R9s4fa175Bb1EoKvzWPvUqFxvxl8MN+OuoafsrjrFOKubNIGNUAYqiROrV39fR+vku3BlHke3ee3+8gtpVr2KfC5imTm3zmwRsOyg9fzIFp4xHtVnofoZC7YK14HVQWHBG1LLKNgqxEX9RmM7OHdR5F5A5NZfyS2bgLItsG6z3UrPgG9q/qSc3+0QysvbWIwUbLuLfSqnrQWqa/4rubqbskmnkHTO6pw00f7KN2rfWYwnmUVhwatQDcxyUxjzY69bqXUWz733yThlJ2XlTe5734N/Typ5Xv6ZzUysFOafhiDood+Eg/m1U4bCXPc0voZaGqZg3g+xJZZGVRgNhGt7bSMM7W8iwVJKTu28bGIlK7AmSpmnS1PY+Xu1LiuaMp/jMyVictkgb2FwXaQO1YYryv4XVvvfvtZKDnfgPJgoEGqhpfRnHGAcVl80go7IQRVEIe/zUvb2O5o+qcLumk52zdz0PBaWrXsVewMY0Depa/oFP3RzpW0/v6lsNk7bVu6h5fS1mm5XCwjOwWPa2+f76Vr9vNzWeV3GNz6T80ulkjMgHRSHY4KHmjbW0r6knN+t4MrL31iMFK05GJehbNWqbXyfk3E3phVPIP3EMqtUSqVcrdlD3xjpUf3aMvrWo17ytvtrbN1Hf8XfcRxVTdvE0HEWRfilQ28buV1ZT//7qg7vW/VDw6KOP8uCDD1JbW8vUqVP5zW9+w2mnndb/juxN9POueJ6t2+Of8cQT1ttp8r6HL7AdFAMTBYe1GLd7ep8lX1XsOCiPW8G7maZJW+eXeHwr0A0fYKIoDrKdU8hwj+4zg9hOSdyzmd6C4QYave8RCO1BUcE0FVy2CrLd0/qs86/i7Io18WxlwwzT7FlOe/AbTEUDE1TFhds1DWdW+T6xKjgow0L/B1T+0B6avB8Q0howTQNVsZHhGEdWzoQ+y9P21xn1xGqEaPIuoyOwHpMwZtfT69xZM7A7ozsIBQsOKiIzmvvREdhCS8dyQlorCiaKYifTMZGsnHF9lhHtrzPqphl+mjzv0xncgomGYirY7cW4s/vWKwUbTir6rVcAXt86Wjs/Iax7ARNVcZDtPIIMd2WMepW4M+oW1j00et7DH6qKtAFDwWkvw+2e3md9exVHV71KPJBomiaezi9p869E0yPt0qJmdNWrsj6xRupV/ysVBsL1NHmXEAjXoSgmpqHgcozE7Z4adeAEYCEDO6VJtAGNZu9y2gPfRCaDmWBRs3BnzuiZKNhNQemqV/3fRuYL7qCpfRkhrRlFMcG0kOEYT3bOxLTbgG4EaPS8R2dwMyg6ptndBo6MGh2JxGrByYi4B6W9eX0baPV9TFjzoACKYiPLOYlM99gYbSDxgV63sN5Ok+c9fMGuvtVUcNhLyMmejnWfh9lE+taKfutVJNZvaPV9jqZF2oBFzSTbNTVOvUp8oNctpLXS6F1CIFRN5BqigsNeQY57Wp8nDSbftxq0dXyOx/8VuhG59GZVM8l0TGb3pr8NfqJvbGxkyZIlfPe73x3IYmN65ZVXuOqqq3j00Uc55ZRTeOKJJ3j66adZv349o0b1v1hKd6J/6tmPefTx1WnFYBAgSF3Cx9xGKmJZUo0GuuePNqCTeMJPsp1xN51OQtTHnLi0N1YnDkqTShyRWHWC1MacTd5NQcVOSVKdcTcNLyESX7O34sZGYb+NpptBmBC1GMQfFosk+bKkOuNuYVoIk/jaqo08bCT/yEqDEEFq+8z67k3Fjp3SpA5IIFKvwjSh4e0n1uQ64246fkLUxZy4tTdWR1cbSLZemYSoRyfRAbjSNfKU/G2JGh2EaCDWJKtukSRfklTiiMSqEaQuiTZQmtSBbrcwbYRpTrhN6m2g/3qlYO1qA8nfQhmiCQ1Pwm2SPdDtphPoqlcD27eGaUQj0RwbpatvTX4RLx1fV9+aqA2k2rcaXW1g7yUHXQ+yddUfDl6iv++++2K+vm3bNl5//XXa25OfmZ2uE044gWOOOYbHHnus57UjjjiCiy++mPnz5/e7f3ei37Gjljvv/hBFUWhr81Nbl9ptLiY6Gl40vFENSMWBFTcWspLuNHrT6UTDG/VFK6hYyMaKO6WG2M0g3FWmN6pSqjh7xZraIiMmJjrtaHijOjsFC1ayseBOOhlFxxrqirW9V6wKFjK7Yk39udwmBjodaHiibklSsGHFjZXspBtidKwBNDxodLI3iShYyer6rvpfF7xvrDoa7eh4ow5O9r9e+dHwRCXRSL3KwkpOWvXKROvVBvZ2zJFYc9KqV5FYfV2x9m4D+1uvwl1ltke1AQsuLLixkDnAbcCNFXfSySg61mBXrB1RB+h720DyB897Y43Uq8h31bte2bDsRxuI1CtvV72KxKqg9KpXqS+Ic+D6Vl+vWOmKdf/qVaQNeNBo36cN7F/favS0Af/BT/RHHx39oARd16mursbr9fKLX/yCO++8M51ikxYKhcjIyOBvf/sbl1xySc/rt9xyC6tXr2bZsmV99gkGgwSDexuh1+tl5MiRtLW1kZOz9wzmmBMeTSsmE7OrMhqAmlZliV2u3lWugoI1rYrdt0yzq5GbKFjS6oRiiSQkHVBRsKXVue9r7+dKV6wDc0tn5D5pg0iaG6jvyugV68B8V9D9uZooqAP2XUXqlU53dzxw9SrSBgayXkXHah3AenWg2kCkDxi4WI192kDqiTiW3rEObH8VSXQD218diHpl7BPrQPZXA98GNL2TtavuSDnRpx3BV1/1vRVI0zRuvfVW1q9P7d7VdDQ1NaHrep+H6pSUlFBXF3vm9vz587n33nv7vN59bUbTDH5+33tpx6SgoAxQY4kud+Aa9t4yFZQ0ztz6E+ksBvYzOHCfq3UAmvW+ZaoH8HMdWAeuXh1KsR4q35XUqwNTr9QBOxjfW+aBawPpfl8D+hdarVZuvfVWXn/99YEsNqF9J1AkWvLyjjsiR0LdP9XV0YvU/Nu1r7Jw8ZYDFqsQQghxsA3MmEIvO3fuZMyY1J5ulY7CwkIsFkufs/eGhoa4j851OBw4HH2vExm97rE2TZOO9s20BT5HM9oBFYe1hIKs03A4i/rsmywt3EGL92P82i4MM4xFzSTHcSxu95Q+M1OTZZoGXs86PKFV6HoHimrFaR1JQfap2OzJT6baVzjkoaX9YwJ6DaapYbW4yXUcR2bW+JQfEhId6zd4Ql+hGz5UxYbLWkl+zslYrak9tas3v7+Wls7lhLRGTEysahZ5zpPIyp6YdqyGEaLVs4qO0Fp0I4hFtZNhm0h+zolYLKlfa+/m69xFi+8jwnpk4p7dWkB+xmm4MpJ/RPG+uutVZ3gbpqmjqg6y7dPJy5mJqqZ39B9pA1toC65A09tRFAtOaxn52adit6f/GM1QsJXmjuUEwrsxMbAoLnKdx+F2T9uPNqDj8azFG/oK3ejcW6/cJ2O1pfbsgN6CgSaaO5YT0iITrGwWN7nOE8nMSu1Rqr0ZhobHs5r28Dfohh9VdZBhHbff9Srgr6O5czkhrQkwsVlyyXOdQmZWak9Y603Xg7R6VtIZ3tDVBhxk2iaTl3N81G1tqfJ17KTF/zFhvQ1QsFsLKcg8DaerNO0yu9uAL7wdw9SwqE6y7UeSm3NMnzsUkmWaBu3eDbQFV0b6VsWCw1pBgfu0/WwDLTS3L488xc/UsViyyHUcT7Z7ctptIBlpX6P/3e9+1+e1uro6nnvuOS644AKmTdt7//CBesDNCSecwLHHHsujj+69pj5lyhQuuuiilCbjffr5FsaPLWPOBT9j2563cB9TQumFUyKPAtUNOrc3UPPqesI1OuV5/4LD0f+tLN00zUdN898ws72UXDyJnOkjUO0Wwq0+6t/ZRNsne8hznUx+zkkp/e0tns9o9X9M3skjKD57EvbcDAzNwLtuD3ULNmK2OKkouDylzi4cbqem5a+Q66fsO0eQPakUxWoh1NxO/T824V3dQGHmmeS4Z/RfWC9NbcvxBFeQd+pIis+aiC3HhRHSaPt6N/VvbMLiy6O8YF5KnV3AX09N299wVjoou2wqmaMLQVUINXVQ+9Z6vKvqKcqagzt7Wv+FdYmsj/A2PnMzRXPHUXj6OCwZDvRAmJbPq2j4x2bs4QrKCi5JqQOJ3Bv+JpmTcyi7ZAqu8khH4dvdQu2r6/Bv66DUfQkZmck/Vrf73nAjq42SiyeRd8xoVJsFzRekaelWGhdvI1M9guK8s1NKTJ72NTR1LIm0gfMnYS/MxtQM2jfXUfvaBswmK+X5l6d0IBm5N/xlLEUapZdOwX1EGYpFJezxU79oI63Ld5HnOiXlNhCpV5+Tf9pois+agC0no6de1b2xEUtn6vUqGGyipvVv2MpUyi47gswxxSgWhWBDO3V/30D7100UZc3FnZ38c+571kcIr6HwW5UUzh6PNcuJEQzTsnLnPvUq+YMzv7+W2rZXcYx2Un7pFDJGF4CiEKj1UPfGejo2tFGSfT5ZWck/Oz6yPsJbBCxVFJ8znoJTxmJx2dH9IZo/3k7Dwq049UrKCi6MuZhQPB0dW6lv/wdZR+RSevGUyPoIpolvZzM1r60nuDNIee5lKSV8XQ9Q0/y3vW3g6FEoNgtaR5DG97fQ9N52sq0zKMo9M6U20Or5ghb/MnJPqKDk3EnY87MwdR3vxjpqX12fXhsItbGn5RUsxQallx6Be1IpiqoSaumk/u2NtH1eQ37mbPLcx/bzN/tZs+onB28yXrJn7YqiHLCH3HTfXvf4449z0kkn8eSTT/LUU0+xbt06Ro/u/2i2O9EfOfPXtPu+pt39FRP+a3bcZy0HGrxs/sX7jMi5KqkKqYU7qKp/gsofHYf7iNjPxTZ1gx1PfgqbiygtPK/fMgHqmxdhjqtlzA0nx32CUsf2RrY/+Amji69PqkKGgq3sbHqa8f99aiRpxmCENbb+ehnOpmkU5p2aVKw1jQuwzuhk9NXHx32SnuebPez8w1eMKbsBi7X/mfS+zmpqO19h0s+/HfeJb0ZYY/P/fkCW51jyc0/ot0zTNNhV9zx55+RTet7UuNs1fbyduhe2Uln2/aQ6ZW/7Opp5l0l3nRn3MZxhr59N9y2h2HoBWdkTYm7Tm64H2FHzOKN+eCS5R8ZegMg0TWrfWIv3/Q5GllyVVEfX1PYR/oK1TPh/s+K2AV91C1t/+SEj86/F4Yy/SE+37no14fbTyBgVe3vTMNnx+CcoW0soKTin3zIBahrfwDq9ndHXnBC/Xq3bw87ff0ll6Q1Yrf3PTvf7a9nj+QsT7/oWzuLYnage1Njyy/fI6jye/Jzj+y3TNE12179I1ml2yucdGfd7aP50B7V/2kRl+Q1J1avOjirqAq8y6e4z4z7HXvOF2Hz/EvK0b5Hjnh5zm+hYdapqnqboOxUUnzkp7nYN72+m8dXdVJZdF7XAUDwe7ze0Wt9n4k/PjPvUw1BrJ5t+8R6ljkvJzKrst0xd87Oj7olIG5gRvw3s+etqOj/WGVF8RVJtoKHlPbQROxj3o9Pi9q2+Xc1s+eVyRhf+B3ZH/7fMBgPNVLc8y4Q7Z+GqiD0aEFlF8EPsteMpyou/GJ2u+fn6i/83+PfRH2yPPvoov/rVr6itrWXatGk8/PDDnH766Unt253ox0++mdbMJUy+e26/j3UNtXay4c53GVd+C6oaf3KMaZrs2PN7Kv+/Y8ka2/+Q/7bfL8e560jychIf0bV5V+MvX8W4W/r/G33VLWx74FPGVtySsJKbps623b9lws9Pw1WWm7BM0zTZdP+75HWcRXb2xITbNrd9gj5xG5XXn9hvrN6NdVQ/so4x5Tck3E7X/Oxo+D1HzJ+LzZ34oMDUDTbeu5ii8EVk9DOMWdv0FplnmZSe2/+ZWvNnO2h6sYGRJd9LuF0w0MRu3x+ZOv9c1H4ev6n7Q6y7fSGjcq/Dbs9NuG1V7dNU3DCenGn9D/nvee1rwh9nU1wwN+F2He1baMl6l0l3ntlvGwg0eNl89weMq/hxwo7eNA227fkNE+46DVd5bsIyTdNk+++W49pzLLk5RyXctrntU/SJW5OrV5vq2PXbbxhb8Z8Jt9P1INvrfscR958VN3H2xKobkSWTtf7rVUPLO9hO9FAx76h+Y235YicNf9zDqNJ/T7idFu6gqvkxpsw/u2dFyniMsMb6OxdS7rgSpyv2Jc1uexr+Ru7FmRSd0f/BZuPSLbQt6KCi+F8Sbhfw11MTfJEpD5yDakt8UKB1BFh/xyIqC37Y70hkVc2TjLhpctwTqN6qX/oS44siivK/lXA7r3ct7YWfMP4ns/s9KAjUtbH5nuWMG3FrwiH3SN/6MBPvOyPuwePebU02/+975LTOxu0+IuY26Sb6Q/7Rc//5n/9JVVUVwWCQVatWJZ3ke2v2fcDYm09N6tnt9rxMSi6aQJNnOYpFifvj820n80h3UkkeYMz3T6Kp831MRUtYbnPHUip/kNwQZ8bIfLKPL8DTvjphmd72teSfMaLfJA+REZpxN59GQ8dCUM24ZaJCq+9TRl1zXFKxuieX4hiv0uHfmjDWFu9nlM2b0m+SB1AsKmNuOoX6jrcTxmoQwseWpJI8QMGJY9DdTQS1xoSxNrV/QOUNx/eb5AEsLjujrj2GRu87oBK3zGCoAesIPakkD1D+nRl4tNUYBBLG2ti5hHFJtgFnsZuCOaNp8X6WsMz29g3knVreb5KHSL2q/MFJNHW+B6reT736JPl6NakU5yQ7Hb7NCWNta19J6cWT+k3yEKlXY2/uv16Zio43tIbyy47st0yA/JmjMQu9BMK1ifsA70dUfO/IfpM8gGqzMubGk2hofzthvdJNPyHHnqSSPEDR7AkEnbsJG22J61X7EsbcdGK/SR7AmuWk4nszaPQuSVhmIFiLrVJJKskDjLj8aNqCKzGUUOL22vEBY/7z5KTO/J2lueTNKqOt/YuEZXra11BwZmW/SR66+tabTqWxczGoRvw2kIaUEv2uXak933zPngP3fN0BlRvGUZD8teyiMybh8a8iZMZfua2pfSlll8QfAt6XareSNbWA1vaVGGbslds6O3aSMcmNxZn8dbyyC6fR3PkhYTP+ym3NncspPS/2EWQsthwX9jIrXv9aTDP2qlXtno3kzCxFtSZ/Ha/8siNp8i5BM2Ov3GaaJh7/lxScMi7pMp3Fbsj20xnagmnGXrWqtXUFxeck18F1K/vONBraFqObsVduM/QQAWUX2ROSv+aYM2MEPm07Qb0m7gNIGj0fUH5Z8vVKURQKzxhLY9vSmM/WhsjIg7WEnrXak1Ey9whafZ8SMlvibtPs+5DS85OvVxanjYwJ2bR1fIlhxl65rcOziZxjU6xXl06nsf29hPWq1beSotnJ1wFnsRvcATqDm+PWq7bWryj89piUrg+XXzadhrZ30MzYi3aZpkF7aC35M5OfaJdZWUjY2oRP2xG3XjW3fkzJhfGH62MpvfAIGlrfRTdjPyxG1wKEbQ1xLwXGkj+zko7gBgJGbdxtUm4DqkL+qaNpal2GYcZ+bLXfV4tjtDPu5bVYSs+bSkvnR4QTtIGWzo8pOTv5z9Wa5cReYcfjWxO3b01HSon+uOOO4/rrr2fFihVxt/F4PDz11FNMmzbtoN5mtz/yT09+EhSAxWHFXuwiEKojbMZe9lG3enGWpDbzvfjMCXQGtxA062I2SK//G4rOHJtSmY6CLEx7kLDZHDMpmYaOkqkldXbQW9Gc8XR0bCJo1sf8vTe4hqJvJ5+QITICoanthMxGdLPvU/zCoTaco7KTOjvorWD2WDo8WwmZDbFjDayl8PTkJywB5B41imC4lqBZH7Pz6OzYSc6xqc2mVxQF9/QyOn1VhIndeYSMWrLGJx6C3VfRrPH4QtsJmrUxk5K3fR2FZ6Z2p4w104HqVglp9Whm31UwTdPEtAew5aS2clvRtyfQ4d9C0Izd0XtC31D47dTaQMaIfPSeetX3kb1auB1HmSupkZfeCs8YS7t3S/x6Ffyawtmp1Sv3lHJCegMhsyFmvQr468mcWEC868fx5J00is727XGXle4IbqTgpNQ+14ITx+IP7epqA30PzDrat5N3UvyHWMWiWFQyJxbh9++Ke3ISpoHMMandAVV0xnh84e0EzZrYbaDzGwrPSq0N2NwucOmEjOaYB2amoaNkpdG3njWezs5IHhgoKdXsDRs28MADD3D22Wdjs9mYOXMm5eXlOJ1OWltbWb9+PevWrWPmzJk8+OCDnHNOchNrBpstO/XbRazZDgxPGE3xYFNjTLCwpj7EYnM7McwQphLGUANYlOhhRN30Y83qfwLUvlS7BRMIKx4savT6zbruS7kiAlizXRhKM4YSQFdCWJToMnTTjzU79XIVqwKKgqZ4sKjRSUI3glizUv+ubG4nHQTQFR+GoqEq0XMrTMIpjZJA5CwBiwIKaEo7djW649GNALbc1Bc4seU4MIzIMsU2paDv9b806pU1y4lhhDAVA03txKZEH4Dqih9rGm3Alu3ECGuEFQ9WNbpMUw+hOlO/tcma5Yg8dEgJoysBLEp0HTCM9OqrYlG76pUXi7pPuzKCWHNTL9OW48SgM2690o0AthTbgKL0rlde7Gr0ExR1I4jVncZ3leckrIfQ6cRUDJR9H0GtGCkfPCgWFVQTFLOrDUT3Tbrhx5pWG3Bi1Icj9UrJ7zsiksYdc73bgK76sCrRQ+k6AaxZuamXm+HAMDQ0iweruk+Zug9rZhp9a5YTgyYMJdi3b1XTu9qe0l75+fk89NBD1NTU8NhjjzFx4kSamprYsiWyyMyVV17JqlWr+Pjjjw+ZJA+k9exf3R9GtdowFQ1D9fW9jpLGFEfdH0ZRbaBGGvm+ZVoszrRiNTUDVAVDCWCq0depLDYHejD1Mo1gGEWJxKqrAxdr12qc6KoPc59rtRa7E92fepmaLxSZOBknVkWxYITTGCbribWjz7Vai82J3pFGrJ2ReoVqoqsdfetV/GdmxKX7Q5GZ3Croiqfvd6U6MQLxH3ISv9wwqs2GqYQw1Og5AKrNjpnGZ6r7Qz31KlYbUC2R29JSZpq96pW2T71yYKRTr/zhyHPF47YBe3ptwCRBvXJg+NL4rjrDKF31SlPbY1z3VRI+rz5mmKbZqw2095kDYLE50TvTiNUXisSqGBgx20Aaz0zo1Qa0mG3AkV4eCEbagKEEMdRg378/jTKNQKgnD+hq31jTkdbhgdPp5Dvf+Q4PP/wwCxYsYNGiRfzlL3/h//2//xd1//yhou3TmpS2N3WDYE07VkcmiqpgKEEUVYn+CdoJt/cdfk6k5fOduOzlXWX6+5SZ7ZxE6yfV/RfUi9YZxAwoqBY1ZqwWmwO9TcMIp9Ygmz+uwuWqiJRJoE+smY4JtH6e2pyOUEsHimaLlKGAqUSX63Dl49/Vhqmnlu1aPtpJRk5F3O8qM2MCrV9UpVRm+5Y6bNa8yJm9YkQOoHqX6R6NZ3XqQ2/etbU4swojz0tX+n6uNiUfX3X8a4KxtHy2A6djZFeZYVDMqDKzsibQ8snulMo0wjrhFj+q1d71uUbHqlpUTH/kvv5UROrVyLh/f5ZzYur1qrUTwr3rVXQdsDtz8e/2plyvWj/aSUbOiPj1yjmR1i9Si9VX3YxVyeqqVyamGl2uK6uUjs2NKSfl1hXVZLjL4n6uGY4xtH2dWh3wrNmNw1HSFasOajj6u8oZg2dlin2radK+qQFHZn7MeqWoClbTTaAu8ZPy9tXyeRVOx4iuvz8ECtF9a+ZkWj9O7e/XA2H0dh3VYon5uVpsdnSPjh5MsW9dXkVGRle9om+9SschP+t+IIRrw2gdySfl5s+2k5kxvid5xpp5W5g3i/qFG5Iu0zRMWj7eSXbB+K4vtO8MWXfhFNpW1abUIdUvWo87e/reimLpG2ue+3gal21Nukw9qNGxromMnPKucvuWmV88k+YP4k/+iaX2rbXkZB+5t0Jboj8D1WrBnTGDli92Jl1mqLUTrUnHkZEbN9aiolnUvbU56TIBal5dQ17+Mb0aYHSsNmcm1mA+/j2JH1/bW8e2BuwUYLE54tar4oIzqX19XUqxNizeTG7hlLh1ICu3Ev9mb0pnH00fbSU7a1JPG4j1uRbknEbDO5uSLtMI63hX15OZO7Lr7+/bBvKKjqF56c6U61VuzlEJ61VOZmr1Kuz1E6oN9iSkmH1A8Sk0/DPFevXaN+Tm7q1Xfc/o7WTYxtK+Kf5ktX0FGrzQbsPmzIpfr4rPoH5B8v0VQO3r35BXcHTcz9XuyoH2jMj7J6l9Yy1OaxkWqy1mmYpFoTj/TGrfSL4NmKZJ47tbyCk4In4byBtHx9rmlE54Gt/fhDt7aq/vqm+s+Tkn0rQs+WXV9UCYjk0tCfvWdEiiBwryZrHz+ZVJbasHwux5ZTW5hTNAiVxPjgyzqFE/uYVH0bKsOnI2kYTaf3xDZsZ4FNUSKVe19ilTsVjId5/IntfWJFVmqM1H43vbcBdM7Ik1VrkFxadQ/+bGpM++9vx1Fe6caSiqGrdM1WonyzWNhneT6+iDje20raghM39Mr8+1b7lFJbOpeXlNUknJNE2qnv6UvNxje/39fb8rm9ONLVRI65fJjZa0b20gVKPhyCzYG6ulb7klRXOpemoFptF/UjJ1g6qnPyM3/9iE9Sozdwz+rQF8uxI/p7xb49LN2JVSVKu9q1w15mdQkDeb3S9+mVSZmi9E7evf4C6YljDWvOKZNL27g1Bb7FnZ+9r9yqrIktBd9SrW969a7WS7ptPwzsakygw2tdO2Yg+ZeYnrVWFxV71K8uxr5/Ofk5N7dMIyrY4sHEYFLSuqkirTV92Cb2s7Lndpws+1uPgsqp/7EkPr/9JIdxvIzT0mYZn2jALwZOJZl9wZuGd9DUabFZvTnbDcksK57Hx6RVIHZoams/O5FeTmJ/5cM/PG07nWi7+mLalYG9/fhNNaEbkk1tMGostVLBYK8k5l98urkyoz3B6g7p8bcRcckTDW/OKTqH9rU9InktUvrowsbpSgv06HJHogt+hI1N2l7Hzu84QVUvMF2XDP2xTkn4bF4QJVAVXBZsvuey3RZqWy8lo23beEUEvi59vXv7eRliV15Jcev7dMa1afMhWLQnHFt+n8LETdPxM/ITDU2snGexdRUj4XxWoFVUGxqNisfWO1OlyMKP8uG+99t98KWfPG13R+GSCnaHqvWPuWqVgUKkZeSPM/6mj6cFvCMgMNXjbet5jSEecQmeCjoFgsWK2Zfcq0u3IoK/wOG+97B80X+1YZiIyQbH9sOWpTIZn5lf3GOmrM99jz7Lp+hy/btzWw/eHllI46p6dM1WLHYnX2KTMzbzRu4zi2/nppwlEYI6yz6ZfvkGWZhiOroKdca4x6pVgUxo67jq2/+pjOnU0JY236eBt1r26hqOL0vWVas1Ctat+zz7ITCW9wsfuvqxOWqXUE2HDP2xQWzsJidyaM1WKzMXr0tWy6991+28Ce11bTucpPTvGRvWKN/feXj7qAlrcbaFya+Eypp15VJFOv3JQVXMKmX7yD7k9Qr0yTqmc/xdidSXbB+H7r1cjK71Lzp039HkT6drew+ZfvUzpyb71SLDYsVlefMp1ZRRRmzmHz/PcwQvEPTEzdYNsjy7C1V5CRNzKqDsSKdfTYq9n16Fd4NyQeLfBuqKXq959RMnLu3jZgdWKx2vuUmV0wgQzfVLb//qOEB7xGSGPTA4txO47CnpmX8HNVrSpjxl3PlvnL+h0xa1q+lfo3tlNYfloSbeA0gl9bqHn964Rlhj0+Nvz8bYpLv41qs0XKtcRuA1a7k5EV32PjPe8S9va946O33a+sIrDWIKd4Wty/nzSH7tNeGa+6upqRI0em9aZDRffKeMed+zhWm4va6kW0dnxO8TkTKZo1oWcZ0FBrJ3X/WEfr59UUl80mI2fvLSMWNQOXPf7n4O+oY8e2p8makU/ZRdN6Fk4wDZPWL3dS9+Y6LIFcSkZ9K2qGtcs+Gosae8amaRpUb/8rPmUbJRdMpuD4MXTPmA00eKl98xu8XzdQOmIOzqy997BaLW6ctviLTHS0bmPnzr+Qe1IZZedP67k1ytQNWlbsoO6t9diMEopHnN5rJmzk+p6qxJ61bhgaO7f+mbCrntJLppB75MiefQN1Hmre+IaOtU2UjToHe0Zuz342Sx4OW3HMMgHaW7ewa+eL5BxfStkF03oWOtEDYRrf30TDO5txZ08lr+SoXnupZDrGxV3JSteC7NjyLGaul/LLppM9uawn1o7tDdS8tobQ7hBlo8/Bat87G9xuLcZujf+gi+b6z6hrWETht8ZQfNYRPcuAap1B6hetp2npdvILjsdduHelQUWxkemIf7tTKOBhx9ansVZA+WUzyOq63cg0TFq/2kXdG2tRfFmUjj4LtdfqdU7bCKyW2IvCmKbJnp1v0BFeR8n5kyg4eVxPvYpuA2eQkbP31kGLmonLHv82Kn97DTu2P0fm1BzKL56OszQyQ9/QdJo/2Ub9PzbgUCsoqjg1aoZ1hn1M3NUnDUNj57YXCNn3UHbJVHKPGtVz/TJQ10bNgm/oWNcco17l4rDFvz3R27yR6t0vk3fKCErPmdqztoAR1mj6cCv1CzeS6RhPQVnvBXtUMh1j4679ruuhXvVqGtmT9tYr3+4Wal5bg39rO2WV52Jz7F3Pw24txG6Nf5dNa+PX1NQuIP/0UZSePaXnboSeNvDuZtxZ08kr2ftsCkWxkGGP/2AeLexnx5anUYoClF86neyJe9eBaN9cR81rawjXGZRXnoPFtrd/clhLsFlz48baWPMhja3vU3TWeIq+NannLhetI0DdovU0L9tBQdGJZOfvvR1RVexkOOLf8hbyt7J969M4Kq2UXzqjZ4nl3m1A9WdTOupMeq/g6LSPxKrGvu3TNE32VC2gXVtHyfmTKezVBoJN7dS8+Q3eL+soHXEmzuy99ciqZuO0l8eNtdNTxc6qP5N9dCFlF03vWbfF0HSaP95G/T834LSMpLD85H361rGove6Q0MJ+Vr59w8FbAjczM5PbbruN22+/nczM9J8+Npi6E/3x5z+B1RZp0FrYR83uf9Du3QiWyEejmHZyc48kq2BsVANRFAWXfSQWtZ+lWE2TloYVNDQsxVACoICpmWS4RpJXfDRWR/TnZ7MkrjTdgoEWanb/g86O7ZHb0kxQcZJXcAwZuSP3iVUlwz4KVU18a45pGjTULKO5+RNMVeuJNTNzDLlFM6ISHIDdmrjj7Ob31VGz+x/4/bt7YrWQQV7BsbhyyqNiVRULLsfouAcPvWNtrP2Q5ubPMOi67GCoZLsnk1M0BdUSfR+Ow1aE3dr/2tSd7buo3fNPAsH6yFG0GUkQeUUzow6cAFTVToZ9VL8P+ND1EHW7F9PWthrUyNm9Ylhw50zDXTSRfZeSddnLsVqyY5QUzdu6gbradwhrbZHvSjfJyBhJbvFRUUkDwGpJnJC7hYJeaqvfor1ja+S7AhTDRm7eUfvXBhq/oLFhKbrh64oVsrLGkls8IyppANisuTiTqlcN1O7+Oz5/dc/1y4GoV/V73qel5fNIGyASa3bWRHKKp2GxRh98OGyJE3K3qHpljdxBYVWzumKNPgBXFRsZjlF9b4PbN1ZDp27PO7S2rMK0dA3l6wrZ7iPIKToC1RL9tzpsiQ9Ku3V4tlNbu5BQqDFyu59uYrcVkld0LI7M6DZkUR247KP6ffqapgWoq16Ix/vN3r5Vt+DOnYa7MLoNKIDTXoHV0v9CZm3Na6mvexdN94IaaQMu1wjyio/ejzbgoXb33+no2AoWJfKMedNBbv5RZOaN7tO3uuyjsPTbt5o01X1CU9NHkTwAmBpkZY0jt2QGFmv0/nZr35MdLexnxT9+cPAS/SeffMKPf/xjqquruf/++7nmmmvSKWZQdSf6Ey55CqttbwIzjBD+4O64qygBKKg4HeVJVcRugVBdpENOwGrJwmkvT/qRhbruxx/anXAVJQULLkcFFktyi5eYpkEgVIum910IpTebxY3DXhb37GBfmt5JILgHM8E9YopixeUYEXc0I3asNWh64qFhu60Ahy35RTbCmpdAqJZE90mqih2XY2TSTxwzTQ1/cDe6kejyiILTnvjsaF+hcAvBcOxFW7pZ1UycjvKknzimG0H8wWrMOCvURSI9MG3AZsnBYS9NoV75uupVgjZwoOqVNR+HPf7I077CWjuBUA2J65Wtq14ldw+6aer4g3siB1AJOGxF2G3Jr8MR1jwEQnWJY1UdkVj7OSDpZhhh/KHdGEai+UAKTnspNmvyC46Fws0Ew/FXKoXuNlCRfN9qBPAHd/fTBiw4HRVYk+5bTYKhWsJ64gmKNmsuTnvfVTW1sI/PF1x/8B9q86c//Ymf/vSnFBYW8vDDDzN79uz9Ke6g6k70J172dFSih0jjCYVbCWtt+3zRKjarG7str9+z41g0rZ2Q1oauR0/SU1UndlseVos75eddG0aYsNZKWPNEJXxFsWCz5mCz5qX1bPKw5iEcbu2TmCyqC5stD5s1+Yq2N9YQoXArmu6JWqFqf2I1TRNNb++KNfo6mNWSjc2Wl3RD7E03goTDLYQ1L707O0WxYbflYrPmpvSozkisBmGtjbDWhmH0PpCMXJO2W/OwWJJfirYnVt1PSGtF09qjYo3Uq9yuepXalBzD1Aj3tIHeSXR/20AHIa21TxuwWDKwW/OwWvsfyegTqxHq+vsHul55CIXbMPZtA5bMrlhTf+Z9/HplxWbNwW7L6/dMvm+sRqS9am19kuj+tYFAVx2IjlVVbF19QE4abUDv6Vuil/vubgP5KT1auCdW3dfVt0SfoOxtAzmp961x2oCiqFitOditeUkfkPUW1toJa63oevTBWaRe5cZtA1rYx2evXjc4T6/z+/3Mnz+fX//618yZM4cHH3yQ8eNTW/pxMHQn+pOveLbPkHQ30zQxjEDkS1ZULKoj5Yodi2GEejp6RbFhsaTeYe7LNI1IUjaNrlidKXfuseh6ENMMAZGZtf0NUaUWqw6KZcBiNYxQz3KcqmJP6bnx8Zimjm4EwTRQFAuq6ky5w4hF1wORg0hFRVXtSZ8VJWKYWqRemSaKah347woVi8U5QG0g3NPRq4o1rQ5zXweqXkXaQFesqiOtA+d9maaOrgcAoytW18DWK5RIvRqoWHvagDWtRBzLAWkDhhYZjR3gNmAYwV55YAD7K6O7Xtn6bQNayMcnL1+bcqLf/0+VSDKcM2cO7e3t/O53v2PhwoXceOON3HPPPWRnp350frApVgtKnIdkKIBK6kft/bHgwkLqZ26JKFhQ2f9Gva/Is7xTPxtI5EDFGvlcB1Yk1v1PQvuyWgd+bosFCxb2v2Pr7cB9VxYsDEzC6HZg28DAUrCg2g6NeiVt4ED2V8nnAcVIr3dLO9E//vjjrFy5kpUrV7JhwwYsFgszZszgxhtv5KijjuKFF15gypQpLFiwgJkzZ6b7NkIIIYTYD2kP3Y8cOZITTzyx52fmzJk4HNFHUQ888AAvvvgia9euHZBgB1r30P1p1/w57tC9EEIIMRRoIR/Ln7vq4A3dV1f3v4rYf/zHf3DXXXel+xYHjWKzoKT46FMhhBDiYFLMgzx0n4zi4mLef//9A/kWA0K1qqg2WSRQCCHE0KUa6eWpA5roFUVh1qxZB/ItBoRqs6DKGb0QQoghTD3Yk/GGE4tVwWqVM3ohhBBDl6mnd/ulJHrAYlOxyNC9EEKIIcwYikP3hwq7zYrNLh+FEEKIoUsx0stTkt0Aq03FKmf0QgghhjBTlzP6tFntFmx2mYwnhBBi6DJlMl76rFY5oxdCCDG0GZqc0afNZpdr9EIIIYY2U5dr9GmzO1TsDhm6F0IIMYTJrPv0We1WbA75KIQQQgxdhpzRp89ut2CXyXhCCCGGMFNLL0/JDDQhhBBiGJMzesBhs+CQte6FEEIMZWnmKUn0gM1qwS6JXgghxBBmWCXRp83lUHHKrHshhBBDmCL30afPZpMzeiGEEEObLkP36XPZrbjk9johhBBDWVhur0ubXc7ohRBCDHFyRr8fnA45oxdCCDG0mXJGnz6nVcUpD7URQggxhBlWmYyXNqdVwZXmByiEEEIcDIZVSWs/SfSA02rBmeb9iUIIIcTBoMt99OlzWFWcckYvhBBiCNNk6D59LosqQ/dCCCGGNN0iiT5tDhm6F0IIMcSFD7eh+/vvv59//vOfrF69GrvdTltbW9pl2S06dos+cMEJIYQQAyzdPHXIjleHQiHmzZvHD3/4w8EORQghhBiyDtkz+nvvvReA559/Pul9gsEgwWCw5/9erxcAh9qJQz1kj3mEEEIcBkJqZ1r7HbKJPh3z58/vOUDozaL6saqH1UchhBDiEGNR/Wntd1hltzvuuIPbbrut5/9er5eRI0dit/iwpzmbUQghhDgY7BZfWvsNqUR/zz33xDzj7m3lypXMnDkzrfIdDgcOh6Pv62onDjW9FYeEEEKIg8ExHIbub7rpJq644oqE21RWVg74+1rVAFZVbq8TQggxdFnVQHr7DXAc+6WwsJDCwsKD/r5K2I8SlqF7IYQQQ5cSPsyu0e/atYuWlhZ27dqFruusXr0agPHjx5OVlZVaYUE/BGXoXgghxBAWPMwS/d13380f//jHnv8fffTRAHzwwQfMnj07pbLMkB8zJIleCCHE0GWG0kv0imma5gDHcsjwer3k5OTQtvl3uLNdgx2OEEIIEZe33U/uxB/h8Xhwu91J73fIntEPqKAP7MZgRyGEEELEFxwGk/EGjd8PlsN2YEMIIcShwC+JPn2+AKiS6IUQQgxhvmD/28QgiR4wfZ2YijbYYQghhBBxmZLo94PPD4o8plYIIcQQ5gultZusEiOEEEIMY3JGD5gdPkxDhu6FEEIMXWaaZ/SS6AHDG8IIy2Q8IYQQQ5fhD6e1nyR6wPAGMUJyH70QQoihywhIok+b4QliBCTRCyGEGLqMoCT6tBneEIasjCeEEGIIM0LpzSWTRA8EvUGCdrm9TgghxNAVlESfvpA3TNAmZ/RCCCGGrlA4vRNSSfRAwBPAZrUMdhhCCCFEXAFNEn3awt4QIYskeiGEEENXWJdEn7aOTlOeXieEEGJI69DTy1OS6IH2djBkMWAhhBBDWGeaU8kk0QMdHSaGImf0Qgghhi6fKWf0aevwgcy5F0IIMZT50txPBqyFEEKIYUwSvRBCCDGMSaIXQgghhjFJ9EIIIcQwJoleCCGEGMYk0QshhBDDmCR6IYQQYhiTRC+EEEIMY5LohRBCiGFMEr0QQggxjEmiF0IIIYYxSfRCCCHEMCaJXgghhBjGJNELIYQQw5gkeiGEEGIYk0QvhBBCDGOS6IUQQohhTBK9EEIIMYxJohdCCCGGMUn0QgghxDAmiV4IIYQYxiTRCyGEEMOYJHohhBBiGDskE31VVRX/8R//wZgxY3C5XIwbN46f//znhEKhwQ5NCCGEGFKsgx1AOjZu3IhhGDzxxBOMHz+etWvXcv3119PZ2clDDz002OEJIYQQQ4ZimqY52EEMhAcffJDHHnuM7du3J72P1+slJyeHpxhHBpYDGJ0QQgixf3zoXM82PB4Pbrc76f0OyTP6WDweD/n5+Qm3CQaDBIPBqH0A/BgHNDYhhBBif3XnqpTPz81hYOvWrabb7TafeuqphNv9/Oc/NwH5kR/5kR/5kZ9D9mfbtm0p5cghNXR/zz33cO+99ybcZuXKlcycObPn/zU1NcyaNYtZs2bx9NNPJ9x33zP6trY2Ro8eza5du8jJydm/4MUB5fV6GTlyJNXV1SkNWYmDT76rQ4d8V4cWj8fDqFGjaG1tJTc3N+n9htTQ/U033cQVV1yRcJvKysqef9fU1HDGGWdw0kkn8eSTT/ZbvsPhwOFw9Hk9JydHKvkhwu12y3d1iJDv6tAh39WhRVVTu2FuSCX6wsJCCgsLk9p2z549nHHGGRx77LE899xzKf/hQgghxOFgSCX6ZNXU1DB79mxGjRrFQw89RGNjY8/vSktLBzEyIYQQYmg5JBP9O++8w9atW9m6dSsjRoyI+l0qUw4cDgc///nPYw7ni6FFvqtDh3xXhw75rg4t6X5fQ2oynhBCCCEGllzYFkIIIYYxSfRCCCHEMCaJXgghhBjGJNELIYQQw5gk+n0Eg0GOOuooFEVh9erVgx2O2Ic8onjoe/TRRxkzZgxOp5Njjz2W5cuXD3ZIYh/z58/nuOOOIzs7m+LiYi6++GI2bdo02GGJJMyfPx9FUbj11luT3kcS/T7+67/+i/Ly8sEOQ8TR+xHF69at4+GHH+bxxx/nzjvvHOzQBPDKK69w66238tOf/pSvvvqK0047jXPOOYddu3YNdmiil2XLlnHjjTfy2Wef8e6776JpGnPmzKGzs3OwQxMJrFy5kieffJIZM2aktmOaz5EZlt5++21z8uTJ5rp160zA/OqrrwY7JJGEX/3qV+aYMWMGOwxhmubxxx9v3nDDDVGvTZ482bz99tsHKSKRjIaGBhMwly1bNtihiDja29vNCRMmmO+++645a9Ys85Zbbkl6Xzmj71JfX8/111/Pn//8ZzIyMgY7HJGCZB5RLA68UCjEqlWrmDNnTtTrc+bM4ZNPPhmkqEQyuh/ZLe1o6Lrxxhs577zzOPPMM1Pe95BcGW+gmabJ1VdfzQ033MDMmTOpqqoa7JBEkrZt28YjjzzCr3/968EO5bDX1NSEruuUlJREvV5SUkJdXd0gRSX6Y5omt912G6eeeirTpk0b7HBEDC+//DJffvklK1euTGv/YX1Gf88996AoSsKfL774gkceeQSv18sdd9wx2CEftpL9rnqrqanh7LPPZt68eVx33XWDFLnYl6IoUf83TbPPa2LouOmmm1izZg0vvfTSYIciYqiuruaWW27hL3/5C06nM60yhvUSuE1NTTQ1NSXcprKykiuuuIK///3vUZ2RrutYLBauvPJK/vjHPx7oUA97yX5X3RW9+xHFJ5xwAs8//7w8vXAICIVCZGRk8Le//Y1LLrmk5/VbbrmF1atXs2zZskGMTsRy880388Ybb/Dhhx8yZsyYwQ5HxPDGG29wySWXYLFYel7TdR1FUVBVlWAwGPW7WIZ1ok/Wrl278Hq9Pf+vqalh7ty5vPrqq5xwwgl9HpwjBlfvRxT/5S9/6beSi4PnhBNO4Nhjj+XRRx/teW3KlClcdNFFzJ8/fxAjE72ZpsnNN9/MggULWLp0KRMmTBjskEQc7e3t7Ny5M+q1a665hsmTJ/Pf//3fSV1ukWv0wKhRo6L+n5WVBcC4ceMkyQ8x8ojioe22227jqquuYubMmZx00kk8+eST7Nq1ixtuuGGwQxO93Hjjjbz44ou8+eabZGdn98yhyMnJweVyDXJ0orfs7Ow+yTwzM5OCgoKk51RIoheHlIF6RLE4MC6//HKam5u57777qK2tZdq0abz99tuMHj16sEMTvTz22GMAzJ49O+r15557jquvvvrgByQOKBm6F0IIIYYxmcEkhBBCDGOS6IUQQohhTBK9EEIIMYxJohdCCCGGMUn0QgghxDAmiV4IIYQYxiTRCyGEEMOYJHohhBBiGJNEL4QQQgxjkuiFEEKIYUwSvRAiZc3NzRQXF1NVVXXA3+uyyy7j//7v/w74+wgxXMla90KIlP3kJz+htbWVZ5555oC/15o1azjjjDPYsWMHbrf7gL+fEMONnNELIVLi9/t55plnuO666w7K+82YMYPKykpeeOGFg/J+Qgw3kuiFOMy99NJLOJ1O9uzZ0/Paddddx4wZM/B4PH22X7hwIVarlZNOOinq9crKSn7zm99EvXbUUUdxzz339Px/9uzZ3Hzzzdx6663k5eVRUlLCk08+SWdnJ9dccw3Z2dmMGzeOhQsXRpVz4YUX8tJLL+3/HyvEYUgSvRCHuSuuuIJJkyYxf/58AO69914WL17MwoULycnJ6bP9hx9+yMyZM9N+vz/+8Y8UFhayYsUKbr75Zn74wx8yb948Tj75ZL788kvmzp3LVVddhc/n69nn+OOPZ5gdv1oAAAK4SURBVMWKFQSDwbTfV4jDlSR6IQ5ziqJw//338/TTT/PAAw/w29/+lkWLFlFRURFz+6qqKsrLy9N+vyOPPJKf/exnTJgwgTvuuAOXy0VhYSHXX389EyZM4O6776a5uZk1a9b07FNRUUEwGKSuri7t9xXicGUd7ACEEIPv/PPPZ8qUKdx777288847TJ06Ne62fr8fp9OZ9nvNmDGj598Wi4WCggKmT5/e81pJSQkADQ0NPa+5XC6AqLN8IURy5IxeCMHixYvZuHEjuq73JNp4CgsLaW1tTapcXdf7vGaz2aL+ryhK1GuKogBgGEbPay0tLQAUFRUl9b5CiL0k0QtxmPvyyy+ZN28eTzzxBHPnzuWuu+5KuP3RRx/N+vXrY/6u99B6OBymurp6QGJcu3YtI0aMoLCwcEDKE+JwIoleiMNYVVUV5513HrfffjtXXXUV9913H6+99hqrVq2Ku8/cuXNZt25dzLP65557jiVLlrBlyxZ+/OMf4/F42LZtG/X19fsV5/Lly5kzZ85+lSHE4UoSvRCHqZaWFs455xwuvPBC7rzzTgCOPfZYLrjgAn7605/G3W/69OnMnDmTv/71r31+d8EFF/CjH/2I6dOn09LSwi9+8Qtef/11lixZknacgUCABQsWcP3116ddhhCHM1kZTwiRsrfffpuf/OQnrF27FlWNnC9UVlZy6623cuuttw7oe/3hD3/gzTff5J133hnQcoU4XMiseyFEys4991y2bNnCnj17GDly5AF9L5vNxiOPPHJA30OI4UwSvRAiLbfccstBeZ/vf//7B+V9hBiuZOheCCGEGMZkMp4QQggxjEmiF0IIIYYxSfRCCCHEMCaJXgghhBjGJNELIYQQw5gkeiGEEGIYk0QvhBBCDGOS6IUQQohhTBK9EEIIMYxJohdCCCGGsf8fy+hX3CuuYUIAAAAASUVORK5CYII=",
-      "text/plain": [
-       "<Figure size 600x1500 with 5 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "n_electrons = 40\n",
-    "n_plots = 5\n",
-    "\n",
-    "fig, ax = plt.subplots(n_plots, 1, figsize=(6, 3*n_plots))\n",
-    "\n",
-    "fm = FullModel(potential_dict=potential_dict, voltage_dict=voltages, trap_annealing_steps=[10.0]*10, max_x_displacement=0.25e-6, max_y_displacement=0.25e-6)\n",
-    "fm.periodic_boundaries = ['x']\n",
-    "fm.remove_unbound_electrons = False\n",
-    "fm.set_rf_interpolator(rf_electrode_labels=['ch'])\n",
-    "\n",
-    "# Create a rectangular initial condition\n",
-    "init_x = np.tile(np.linspace(-3, 3, n_electrons // 2), 2) * micron\n",
-    "init_y = np.repeat(np.array([-.2, .2]), n_electrons// 2) * micron\n",
-    "initial_condition = xy2r(init_x, init_y)\n",
-    "\n",
-    "# Feed this into the model\n",
-    "res = fm.get_electron_positions(n_electrons=n_electrons, electron_initial_positions=initial_condition, verbose=False)\n",
-    "\n",
-    "for n in range(n_plots):\n",
-    "    fm.plot_potential_energy(ax=ax[n], dxdy=(8, 4), print_voltages=False, plot_contours=False)\n",
-    "    # fm.plot_electron_positions(res, ax=ax[n])\n",
-    "\n",
-    "    # Solve the equations of motion\n",
-    "    K, M = fm.setup_eom(res['x'])\n",
-    "    efreqs, evecs = fm.solve_eom(K, M)\n",
-    "\n",
-    "    # fm.plot_eigenvector(res['x'], evecs[:, n])\n",
-    "\n",
-    "    ax[n].set_title(f\"f = {efreqs[n]/1e9:.2f} GHz\")\n",
-    "    \n",
-    "fig.tight_layout()\n",
-    "anim = fm.animate_eigenvectors(fig, ax, evecs.T, res['x'])"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 15,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
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-    "fm.show_animation(anim)"
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-  },
-  {
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-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "eonhe",
-   "language": "python",
-   "name": "python3"
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diff --git a/examples/03_periodic_boundaries.ipynb b/examples/03_periodic_boundaries.ipynb
new file mode 100644
index 0000000..de63d72
--- /dev/null
+++ b/examples/03_periodic_boundaries.ipynb
@@ -0,0 +1,3783 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "quantum_electron 0.2.0\n",
+      "numpy 1.24.2\n",
+      "scipy 1.11.4\n",
+      "matplotlib 3.7.1\n"
+     ]
+    }
+   ],
+   "source": [
+    "from quantum_electron import FullModel, PotentialVisualization, package_versions\n",
+    "from quantum_electron.initial_condition import InitialCondition\n",
+    "from quantum_electron.utils import xy2r, r2xy, density_from_positions\n",
+    "import numpy as np\n",
+    "from matplotlib import pyplot as plt\n",
+    "from scipy.constants import elementary_charge as qe, epsilon_0 as eps0, electron_mass as me\n",
+    "from alive_progress import alive_bar\n",
+    "from scipy.signal import find_peaks\n",
+    "\n",
+    "package_versions()"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "In this notebook we study potentials that have a mirror symmetry along one axis. A relevant example is a micro-channel with an electrode at the bottom of the channel. This electrode can generate a parabolic confinement along the channel axis, and electrons are confined by the surrounding ground plane. In an experimental device such channels are usually long, and simulating the full length of the channel is untractable. In addition, trying to cap the ends of the channel will result in electron configurations that don't represent the experiment. Therefore, periodic boundary conditions are implemented in this module.\n",
+    "\n",
+    "In the example below, we'll create a sample potential for a micro-channel running along the $x$-direction. We then impose the periodic boundary conditions and look at the resulting electron row formation and mode frequencies."
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Create the potential"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Note that the units of x and y are implicitly assumed as microns\n",
+    "x = np.linspace(-4, 4, 301)\n",
+    "y = np.linspace(-2, 2, 201)\n",
+    "\n",
+    "micron = 1e-6\n",
+    "\n",
+    "X, Y = np.meshgrid(x, y)\n",
+    "X *= micron\n",
+    "Y *= micron\n",
+    "\n",
+    "parabolic_channel = - Y ** 2 / micron ** 2\n",
+    "\n",
+    "channel_width = 3e-6\n",
+    "parabolic_channel[np.abs(Y) > channel_width / 2] = - (channel_width/2) ** 2 / micron ** 2\n",
+    "\n",
+    "# also add the guard ring\n",
+    "gnd_plane = np.ones(X.shape)\n",
+    "gnd_plane[np.abs(Y) < channel_width / 2] = 0 "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 700x400 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "potential_dict = {\"ch\" : parabolic_channel.T, \n",
+    "                  \"gnd\" : gnd_plane.T, \n",
+    "                  \"xlist\" : x, \n",
+    "                  \"ylist\" : y}\n",
+    "\n",
+    "# Let's apply these voltages to the corresponding electrodes in potential_dict\n",
+    "voltages = {\"ch\" : 0.10, \n",
+    "            \"gnd\" : 0}\n",
+    "\n",
+    "p = PotentialVisualization(potential_dict, voltages)\n",
+    "p.plot_potential_energy(dxdy=(8, 4))"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Adding electrons"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "When adding electrons to this potential the periodic boundary conditions ensure that electrons that leave on the right, appear automatically on the left of the simulation domain. Similarly, when `periodic_boundaries = ['y']` electrons that leave towards the top of the simulation domain automatically appear on the bottom. \n",
+    "\n",
+    "In the ideal case of periodic boundaries, electrons would see their own image multiple times and this gives rise to a choice: where do we cut off the coulomb interactions? In this code we choose that each electron only sees every other electron in the simulation box exactly once. If the electron is close to the right border, the interaction with electrons close to the left border is taken with the periodic boundary in mind. That is, we take the minimum distance to each electron, without double counting. \n",
+    "\n",
+    "This choice of approximation is typically acceptable for microchannels which are long enough. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "WARNING: The initial condition does not match n_electrons. n_electrons is ignored.\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "n_electrons = 45\n",
+    "\n",
+    "fig, ax = plt.subplots(1, 1, figsize=(8, 4))\n",
+    "\n",
+    "fm = FullModel(potential_dict=potential_dict, voltage_dict=voltages, trap_annealing_steps=[10.0]*10, max_x_displacement=0.25e-6, max_y_displacement=0.25e-6)\n",
+    "fm.periodic_boundaries = ['x']\n",
+    "fm.remove_unbound_electrons = False\n",
+    "\n",
+    "# Create a rectangular initial condition\n",
+    "ic = InitialCondition(potential_dict, voltages)\n",
+    "initial_condition = ic.make_rectangular(n_electrons=n_electrons, coor=(0, 0), dxdy=(3, .4), n_rows=2)\n",
+    "\n",
+    "# Feed this into the model\n",
+    "res = fm.get_electron_positions(n_electrons=n_electrons, electron_initial_positions=initial_condition, verbose=False)\n",
+    "\n",
+    "fm.plot_potential_energy(ax=ax, dxdy=(8, 4), print_voltages=False, plot_contours=False)\n",
+    "fm.plot_electron_positions(res, ax=ax)\n",
+    "# plt.plot(initial_condition[::2]/micron, initial_condition[1::2]/micron, '.r')"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We see the emergence of the electron rows in this case, which are determined by the center pin voltage and the number of electrons in the simulation domain."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 500x350 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fm.plot_convergence()"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Sweep voltages"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The row structure is known to depend on the confinement, which is tunable with the center pin voltage. One way to show this is by sweeping the center pin voltage and binning the electron coordinates along the $y$-axis. Note that for small confinements the electrons tend to escape the channel. We may choose to remove these electrons with the option `remove_unbound_electrons = True`. See the example below"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 53,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "|                                        | ▁▃▅ 0/101 [0%] in 0s (~0s, 0.0/s) "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "|████████████████████████████████████████| 101/101 [100%] in 12:14.3 (0.14/s)   \n"
+     ]
+    }
+   ],
+   "source": [
+    "n_electrons = 200\n",
+    "n_ybins = 201\n",
+    "\n",
+    "ch_voltages = np.linspace(3.00, 0.05, 101)\n",
+    "electron_histogram = np.zeros((len(ch_voltages), n_ybins-1))\n",
+    "\n",
+    "with alive_bar(len(ch_voltages), force_tty=True) as bar:\n",
+    "    for k, Vch in enumerate(ch_voltages):\n",
+    "\n",
+    "        voltages = {\"ch\" : Vch, \n",
+    "                    \"gnd\" : 0}\n",
+    "\n",
+    "        fm = FullModel(potential_dict=potential_dict, voltage_dict=voltages, trap_annealing_steps=[10.0]*10, max_x_displacement=0.25e-6, max_y_displacement=0.25e-6)\n",
+    "        fm.periodic_boundaries = ['x']\n",
+    "        fm.remove_unbound_electrons = False\n",
+    "\n",
+    "        if k == 0:\n",
+    "            # Create a rectangular initial condition\n",
+    "            ic = InitialCondition(potential_dict, voltages)\n",
+    "            initial_condition = ic.make_rectangular(n_electrons=n_electrons, coor=(0, 0), dxdy=(6, .4), n_rows=2)\n",
+    "        else: \n",
+    "            # Use the results of the previous iterations for the current time step.\n",
+    "            initial_condition = res['x']\n",
+    "        \n",
+    "        # Feed this into the model\n",
+    "        res = fm.get_electron_positions(n_electrons=n_electrons, electron_initial_positions=initial_condition, verbose=False)\n",
+    "\n",
+    "        final_x, final_y = r2xy(res['x'])\n",
+    "        hist_yfreq, hist_ybins = np.histogram(final_y, bins=0.5 * np.linspace(-channel_width/2, channel_width/2., n_ybins))\n",
+    "        \n",
+    "        electron_histogram[k, :] = hist_yfreq\n",
+    "        bar()\n",
+    "        \n",
+    "ybin_centers = 0.5 * (hist_ybins[1:] + hist_ybins[:-1])\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 54,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "(0.05, 1.0)"
+      ]
+     },
+     "execution_count": 54,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x400 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plt.figure(figsize=(8., 4.))\n",
+    "plt.pcolormesh(ch_voltages, ybin_centers / micron, electron_histogram.T, vmax=20, cmap=plt.cm.Blues)\n",
+    "plt.colorbar()\n",
+    "\n",
+    "plt.xlabel(\"Channel voltage (V)\")\n",
+    "plt.ylabel(fr\"$y$ ({chr(956)}m)\")\n",
+    "plt.xlim(0.05, 1.0)"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The emergence of electron rows is studied extensively in the literature, and the transition from $n=2$ rows at high voltage to $n = 2, 4, 3, ...$ is known as well in these papers: \n",
+    "- https://link.springer.com/article/10.1007/s10909-015-1344-4 \n",
+    "- https://journals.aps.org/prb/abstract/10.1103/PhysRevB.69.045324 \n",
+    "\n",
+    "Great success!"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# An example with fewer rows"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "For the 1-2 electron transition, we have an analytical solution for the spacing between electrons, which we can compare with the electron histogram. The spacing $d$ between electron rows is given by \n",
+    "\n",
+    "$$ d^2 = \\left(\\frac{\\gamma  e}{4 \\pi \\epsilon_0 a_1} \\right)^\\frac{2}{3} - (1/\\lambda)^2 $$\n",
+    "\n",
+    "where $U = e V_\\mathrm{ch} a_1 y ^ 2$ and $\\lambda$ is the linear electron density, which can be written as $\\lambda = n / \\ell_\\mathrm{ch}$, and $\\ell_\\mathrm{ch}$ is the length of the simulated channel."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "|████████████████████████████████████████| 101/101 [100%] in 1:14.5 (1.35/s)                                            \n"
+     ]
+    }
+   ],
+   "source": [
+    "n_electrons = 50\n",
+    "n_ybins = 201\n",
+    "\n",
+    "ch_voltages = np.linspace(1.00, 0.05, 101)\n",
+    "electron_histogram = np.zeros((len(ch_voltages), n_ybins-1))\n",
+    "\n",
+    "with alive_bar(len(ch_voltages), force_tty=True) as bar:\n",
+    "    for k, Vch in enumerate(ch_voltages):\n",
+    "\n",
+    "        voltages = {\"ch\" : Vch, \n",
+    "                    \"gnd\" : 0}\n",
+    "\n",
+    "        fm = FullModel(potential_dict=potential_dict, voltage_dict=voltages, trap_annealing_steps=[10.0]*10, max_x_displacement=0.25e-6, max_y_displacement=0.25e-6)\n",
+    "        fm.periodic_boundaries = ['x']\n",
+    "        fm.remove_unbound_electrons = False\n",
+    "\n",
+    "        if k == 0:\n",
+    "            # Create a rectangular initial condition\n",
+    "            ic = InitialCondition(potential_dict, voltages)\n",
+    "            initial_condition = ic.make_rectangular(n_electrons=n_electrons, coor=(0, 0), dxdy=(6, .4), n_rows=2)\n",
+    "        else: \n",
+    "            # Use the results of the previous iterations for the current time step.\n",
+    "            initial_condition = res['x']\n",
+    "        \n",
+    "        # Feed this into the model\n",
+    "        res = fm.get_electron_positions(n_electrons=n_electrons, electron_initial_positions=initial_condition, verbose=False)\n",
+    "\n",
+    "        final_x, final_y = r2xy(res['x'])\n",
+    "        hist_yfreq, hist_ybins = np.histogram(final_y, bins=0.5 * np.linspace(-channel_width/2, channel_width/2., n_ybins))\n",
+    "        \n",
+    "        electron_histogram[k, :] = hist_yfreq\n",
+    "        bar()\n",
+    "        \n",
+    "ybin_centers = 0.5 * (hist_ybins[1:] + hist_ybins[:-1])\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/var/folders/x8/8j91v5z97qvb60vlfp731zth0000gn/T/ipykernel_13231/391475614.py:5: RuntimeWarning: invalid value encountered in sqrt\n",
+      "  d = np.sqrt((gamma * qe / (4 * np.pi * eps0 * a1)) ** (2/3) - (1 / lamb) ** 2)\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "(-0.4, 0.4)"
+      ]
+     },
+     "execution_count": 9,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 800x400 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "lamb = n_electrons / 8e-6 # box width\n",
+    "gamma = 2.08\n",
+    "\n",
+    "a1 = ch_voltages / micron ** 2\n",
+    "d = np.sqrt((gamma * qe / (4 * np.pi * eps0 * a1)) ** (2/3) - (1 / lamb) ** 2)\n",
+    "\n",
+    "plt.figure(figsize=(8., 4.))\n",
+    "plt.pcolormesh(ch_voltages, ybin_centers / micron, electron_histogram.T, vmax=20, cmap=plt.cm.Blues)\n",
+    "plt.plot(ch_voltages, d/2 / micron, color='r', alpha=.5, lw=3)\n",
+    "plt.plot(ch_voltages, -d/2 / micron, color='r', alpha=.5, lw=3)\n",
+    "plt.colorbar()\n",
+    "\n",
+    "plt.xlabel(\"Channel voltage (V)\")\n",
+    "plt.ylabel(fr\"$y$ ({chr(956)}m)\")\n",
+    "plt.xlim(0.05, 1.0)\n",
+    "plt.ylim(-.4, .4)"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The good agreement in this case gives further confidence in the electrostatics programmed into quantum_electron."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# A phase diagram"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "ch_voltages = np.linspace(1.00, 0.05, 101)\n",
+    "n_electrons = np.arange(10, 180.1, 5).astype(int)\n",
+    "n_ybins = 201\n",
+    "\n",
+    "electron_histogram = np.zeros((len(n_electrons), len(ch_voltages), n_ybins-1))\n",
+    "\n",
+    "with alive_bar(len(ch_voltages) * len(n_electrons), force_tty=True) as bar:\n",
+    "    for idx, n_e in enumerate(n_electrons):\n",
+    "        for k, Vch in enumerate(ch_voltages):\n",
+    "\n",
+    "            voltages = {\"ch\" : Vch, \n",
+    "                        \"gnd\" : 0}\n",
+    "\n",
+    "            fm = FullModel(potential_dict=potential_dict, voltage_dict=voltages, trap_annealing_steps=[10.0]*10, \n",
+    "                           max_x_displacement=0.25e-6, max_y_displacement=0.25e-6)\n",
+    "            fm.periodic_boundaries = ['x']\n",
+    "            fm.remove_unbound_electrons = False\n",
+    "\n",
+    "            if k == 0:\n",
+    "                # Create a rectangular initial condition\n",
+    "                ic = InitialCondition(potential_dict, voltages)\n",
+    "                initial_condition = ic.make_rectangular(n_electrons=n_electrons, coor=(0, 0), dxdy=(6, .4), n_rows=2)\n",
+    "            else: \n",
+    "                # Use the results of the previous iterations for the current time step.\n",
+    "                initial_condition = res['x']\n",
+    "            \n",
+    "            # Feed this into the model\n",
+    "            res = fm.get_electron_positions(n_electrons=n_e, electron_initial_positions=initial_condition, \n",
+    "                                            verbose=False, suppress_warnings=True)\n",
+    "\n",
+    "            final_x, final_y = r2xy(res['x'])\n",
+    "            hist_yfreq, hist_ybins = np.histogram(final_y, bins=0.5 * np.linspace(-channel_width/2, channel_width/2., n_ybins))\n",
+    "            \n",
+    "            electron_histogram[idx, k, :] = hist_yfreq\n",
+    "            bar()\n",
+    "        \n",
+    "ybin_centers = 0.5 * (hist_ybins[1:] + hist_ybins[:-1])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 57,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 900x1200 with 20 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax = plt.subplots(5, 2, figsize=(9., 3*4.))\n",
+    "ax = ax.flatten()\n",
+    "\n",
+    "for idx, n_e in enumerate(n_electrons[:10]):\n",
+    "    pcm = ax[idx].pcolormesh(ch_voltages, ybin_centers / micron, electron_histogram[idx].T, vmax=20, cmap=plt.cm.Blues)\n",
+    "    plt.colorbar(pcm)\n",
+    "\n",
+    "    ax[idx].set_xlabel(\"Channel voltage (V)\")\n",
+    "    ax[idx].set_ylabel(fr\"$y$ ({chr(956)}m)\")\n",
+    "    ax[idx].set_xlim(0.05, 1.0)\n",
+    "\n",
+    "fig.tight_layout()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We can now construct a phase diagram and compare at least the 1 to 2 row transition with the theoretical expected value.\n",
+    "\n",
+    "This value can be derived from the same expression derived above for the distance between two electron rows: \n",
+    "\n",
+    "$$ d^2 = \\left(\\frac{\\gamma  e}{4 \\pi \\epsilon_0 a_1} \\right)^\\frac{2}{3} - (1/\\lambda)^2 $$\n",
+    "\n",
+    "When the expression under the square root reaches zero, the ensemble transitions into a single row. Therefore we can write \n",
+    "\n",
+    "$$ 1 / \\lambda = \\left(\\frac{\\gamma  e}{4 \\pi \\epsilon_0 a_1} \\right)^\\frac{1}{3} $$\n",
+    "\n",
+    "and thus \n",
+    "\n",
+    "$$ n / w = \\left(\\frac{4 \\pi \\epsilon_0 a_1}{\\gamma  e}\\right)^\\frac{1}{3} $$\n",
+    "where $w$ is the simulation box width."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 73,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/var/folders/dj/frggnr5511ncvfw6_l9jnbnw0000gn/T/ipykernel_26566/3476764646.py:8: MatplotlibDeprecationWarning: The get_cmap function was deprecated in Matplotlib 3.7 and will be removed two minor releases later. Use ``matplotlib.colormaps[name]`` or ``matplotlib.colormaps.get_cmap(obj)`` instead.\n",
+      "  cmap = plt.cm.get_cmap('RdYlBu_r', np.max(n_rows) - np.min(n_rows) + 1)\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.legend.Legend at 0x28a9c2750>"
+      ]
+     },
+     "execution_count": 73,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 700x400 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "n_rows = np.zeros(electron_histogram.shape[:2])\n",
+    "\n",
+    "for n_idx, n_e in enumerate(n_electrons):\n",
+    "    for v_idx in range(len(ch_voltages)):\n",
+    "        peaks, _ = find_peaks(electron_histogram[n_idx, v_idx], distance=10, height=3)\n",
+    "        n_rows[n_idx, v_idx] = len(peaks)\n",
+    "\n",
+    "cmap = plt.cm.get_cmap('RdYlBu_r', np.max(n_rows) - np.min(n_rows) + 1)\n",
+    "\n",
+    "plt.figure(figsize=(7, 4.))\n",
+    "plt.pcolormesh(ch_voltages, n_electrons, n_rows, cmap=cmap, vmin=np.min(n_rows) - 0.5, vmax=np.max(n_rows) + 0.5)\n",
+    "cbar = plt.colorbar()\n",
+    "cbar.ax.set_title(\"Number of rows\")\n",
+    "plt.xlabel(\"Channel voltage (V)\")\n",
+    "plt.ylabel(\"Number of electrons\")\n",
+    "\n",
+    "gamma = 2.08\n",
+    "a1 = ch_voltages / micron ** 2\n",
+    "n_12 = (4 * np.pi * eps0 * a1 / (gamma * qe)) ** (1/3) * 8e-6\n",
+    "\n",
+    "plt.plot(ch_voltages, n_12, color='r', alpha=.5, lw=3, label=\"Analytical 1-2 transition\")\n",
+    "plt.legend(loc=0, frameon=False)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "There is an interesting feature that occurs on the transition from 2 to 3 rows, where the preferred lowest energy state is a four row configuration."
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Eigenmodes"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The eigenmodes of electrons in a microchannel and their interaction with a microwave resonator has been studied in this work: \n",
+    "- https://journals.aps.org/prx/abstract/10.1103/PhysRevX.6.011031\n",
+    "\n",
+    "Here we look to reproduce these eigenmodes. Let us first try to get a sense of the frequency scale in this problem, which is set by the trap curvature:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Trap curvature for electrons is 29.850102621705076 GHz\n"
+     ]
+    }
+   ],
+   "source": [
+    "print(\"Trap curvature for electrons is\", 1 / (2 * np.pi * 1e9) * np.sqrt(2 * qe * voltages['ch'] / micron ** 2 / me), \"GHz\")"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/Users/gkoolstra/Documents/Code/quantum_electron/quantum_electron/eom_solver.py:278: RuntimeWarning: invalid value encountered in sqrt\n",
+      "  return np.sqrt(EVals) / (2 * np.pi), EVecs\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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gYPDuIT7NAaf4D86HgYGBgYGBwTuIMWIH4gkZwTI9hR8DAwMDA4N/BvGEoTw3bZKSgkkyFs8ZGBgYGLx7SE7TLxmOHYglZZhmz8jAwMDAwOCfQSxpjNinjWSM2A0MDAwM3mVIxoh9+sQSKprZcOwGBgYGBu8e4on/gwI1/ygkWUE0RuwGBgYGBu8iJEOgZvokJAUMx25gYGBg8C4iYUzFT59kUkEwpuINDAwMDN5FJJOGY582clJGNBmr4g0MDAwM3j3Ixqr46ZNMqCC+P0fsiiyhqQomiw1BEHTZapqGpiiI5n99MdE0TXd+AeRknHg4iMlsxubyIprSz7siJQkNdiMn41idXjw5hbrykIyGiQb9gIAzIxur3ZW2raZpRIYHkOIRLDYHrsw8BDF9YUhVVUjGwggIWB1uXbYG725UWSYeHkFVZGxuHxabI23bE+UqGQ1ittpxZeVjMlvStpeTccJDfShyErs7A1dGrq68R0cGiQYGEUQT7qx8bC6vrrwnoyGkRByr06WrPr1fSBqL56aPlJQRJhixh4d6Ob7zMfo7jyCYBUDALDqYvfwqShecgSiaJrxvMhahcd9ztB3fAqIGCFhMDmavuJrieasmtU1EQzTseZqO+u1oooaAgEm0M/u0K1PpTuKwooFBanc9QXfzHkxuC4IoIIeTZOZUMv+MD5BRWDGhrSwlaDnwCo0HnkGzKCAKaEkVhyObeas/QP6sxRM6O03T6G08yPHXHyEeHwZBA03A5cpj3poPkls+b8J0R213PUwsMQQmAUEFs+BgzunXUjJ/zYTPS9M0eur3c/z1R0moI1gyXWiKSrI/TF7xQuauuR5PTtGEaYcGuzm24xEGempwVmQh2EzIgQTJrjAVC8+nasWlWOzOidNueIPjux4hKQSx5XtA04j3BHFa85i35gPkVSyYMO1kLEzDnmdoPfoq1kIXJrcVNSoR7wpSWr2O2auuxO7OmNB+uLuZozseZMTfgiXTCWhIwzGy8+cwb80N+PLLJrSVpQQtb7xM06HnUcU3y78MxZUrmb3yKuyezAltNVWlq24v9Xs3kEiEALDZPFSvuJri2Ssm7Vioikz7ke00H3mRZCyMaDKTXVjNnNXX4srMm9AOIBENUr/7KfraDqFICSx2FzPmrqd88dmYLNZJbf0dDdTufpTwcC+apmF3ZzJ7+VUUVC2dtAN3ok60HNmEqkmAgNXmZc7KaymsWjapbar9eJS+jsMIVhEBQBIon3cOlSsuxeqY2FkF+zs5tvNhBnuPY8v3IJhEkv4wNsHH3FXXUzh7+YRpS4kYTfteoOnwC1jyHVh8dtSETKxthPzSxcxdcz3urIIJ0w70tXN0x0MMDzbgKMtAsJiQhmMofonKpZdRsfRczBbbKW1T73cbdXs3gFfDVuBGUzTinQHsYhbzVt9A/qzFE6Z9ou1rPbYZS5Yd0W5GDiUQYiJVp11J+eL1k3ZOhjobqNnxEKFAJ4IIIGA1uZmz8jqK55w+admMjgxyfNfj9HccSgmuawIeXyHzzvggWcWVE9pBqh05vvNR/L31KVsVMvMrmbfmBry5xZPaToQ0zRG7oP0j4p6+RwkGg/h8Pm74/vPjeoOqIrPn6fsIy53kXlqFd37xaCWSQnEGNtUR2N3Fiou/Qk7Z3DG2mqZx9LW/0tmyjZzzZ5G1eiaiJeWUpECU/hfrCO7r4bQLPk9exaJxtjVb/kx3xy6yL6wke2UFgilVEOVwnP6X6gns6mTpuf9OQeWycb+pdsejtDa/TMFV8/AtLh1T8cMtA/RvPI5TLuD0K746rnMw0HaMvS/cR/Y5M8lZX4nJ/lblifcHGXi+jkRDjHU33DGu5x0Z6WfHY3fimOMl75I52HI9o3+L9YzQ/2wtUmuStdffPs5RxUPDbHvkduyz3eNspWCMgU11BPf0subq2/DmlY6xlRJRtj98O+ZKa8o22z3mWYbqeuh9tIbSsvXMXfuBcc+r+Y0XqT/6BMU3LsZdXTDmeamSwtDOZgaebWDNVbfhy58xxlaREux49HtQJpN/2bwxaQPEewP0PnkUeziH06/82riOyWBHLXueu5e8K+aQtaoC0fzW3zVFZXh/G32PH2PpOf8x7l2rqsLep39CROwi/+p5uGbkjPl7uLGP3g3HyHLOZemFnx3nADqObqdmxx/JOruCnPVVo+9aU1SG32hj8LkG8guWs+jcj4+z7a7bw6Et/4NnaT55F83GmpmqO8nhCP0v1BE+2M+isz5B0ezTxz3v+t1P0nToWTJWl5BzdhVmrx1UjeCxbgaerceS9LDyym+MKyNyMs7eZ35CKNpB9gWzyFhaimgzI4cT+Lc1MfxaG6VV65h/1kfG5Xeou5F9z/8Ua6mDvEtn4yjNSuV3MEz/C3VEjg6y6MyPUzR75anze+Q5ss6aMeY5JfxhBp6vJXxkkNMu/CK5M8Z2WjVVZf/zP2c42kje5bPxzisazZcqKQztambg+XrmLP8AFUvOH2v7ZvvR3bOTwusX4qke64AT/jD9z9UiN0qs/cB3sNjGdjqDAx3seOK75Fw0k+x1sxAt5jH3Dh7rpufhI8xefN24tAFqdz5Ge9urFH1wEe7K/DF/U+ISA5sbCGzpZN0Nd+J82wg+GQvz2oPfxrncR975szG77WP+Hu8P0vtEDY5oPisu//K4OtHbsJ8Dm39F7hVzyF71VtsHIEeTDL5az8hrnay97ju4swvHph2PsPPROyFfJe+y2ThLs9/624myeWCANdfcijd3bDuiyEn2bPwxYaWb3Euq8C0qGX1f0XY//U/XIvcorLnmVpy+sXVNSkR5fcP3SVoD5F5ejWf2WzN9ofpe+p+uwxx1svrqb2F1jG0jpiIZj/DIzRcTCATwetOf7TAcu8/HNXc+g+Ukx66pKjsfux332ZnknDlxL00Ox2n4/qssWfcFcsreqtiHXvoV8dw+ij848UhAjiZo/MFmFqz4FPmzlo6eP/DiL5CKhii6fuKRsRKXaPzhq8xd8jEKq95qPOt2PoyfQ5R9fOWko4iBzQ3EdkRZdc1to9f5O2o58NrPqLrlHMyuU/fEIeUwOn97iDNv/OHoKDYWGGT747dS8eUzcBRlTGgbaRmk/Zf7WPfB72NzpgppIhJg28M3U/afK8Y5p5NJ+MM0/XArqy77Lzw5qd6vIktse/Bm8m6sxLdw4h6xpmm0/2E32cJSZq++fvR8e81mWtqfYtaXzhrTgLyd5HCExnu2sOaqO3Flpho6VVXY+cjt+C7JJWvlxDMgAP0v1SK/Acsv//ro8w70trB30/epuvXccY3fyShxiYa7X2HxGf85WsY0TWPvUz/Eskwg74I5k6bdveEQlrYsllz4udFzHTVbaGrewKyvnDWm0R9n+/ghTO0+ll30hbdsj26lsf5xZn11PSbbqW2VhEzTj7dQWX0tpfPPGj1/+JXfEXG3UfrRFQjiqctnqozs4Yzr7sLhTTXMUiLG9oduIe8DVWQsLT2lnaZp9D5Vg3rczIorvjH6nAfbjnJw28+p/MbZWHynnsJWkzJN921h5syrKFt4zuj5Y6/9hRHT8VR9miC/cjhO4w83s3DVZ8irWDKal71P/RDzYo38iyeZpVJUmu9/jdKCC6hYctHo+ePb/8aI9VjqOU1SjwNHOhl4qJm1H7xndAQbHRlgxxO3Mevms8Z1NN+edtN9W5hZcQ2l888cPd+w90n6Y68z49OrJ0071j1M609eZ90HfzBalxU5yba/fZP8j87BO7dwQluAvheOodXYOO3SL4+eG2g9zOHdv6bq5nPHDCreTrw/SPO921h73d2jZUROxnjtb9+g8KYFk6Y92o5c+m08uSVAahC3/aFvkXl5CVkryye0jXYO0frTXay97i4cbzr3VLrfpOAjc/EtmLgNCtX20vWHw5x54w/G+JqpkOIRnvivy3Q7duNDHCBL6pjj2PaHsC93TurUAcxuO1W3nMsbL/2URDSOLKm0HXmNsKOdkhsnn6IzO21U3XIuh177FdFgIGV7eCsxdzfFNyyZ1NZkt1D5zXOp2fE/RALDyJLKUHcr3b3bp3TqALlnVyFWyjTv34QsqUgJiTc2/ZSqm8+e1KkDuCvzKfzIfPa/cP/o89r99Pep+NKaSZ06gKsih9LPLGXvM/eO2u579seUfva0SZ06gC3bzayvn8meZ76PlFSQJZXj2x/Cd17BpE4dQBAEyj6+ks6OzQT6u5EllXgkSt3eB5n5xTMndeoA1kwXFV9aw/4Xfjqa79YDr2BdZJ3SqQPknT+HZNYQ3bV7R+33b/oZs76xflKnDife9dkceOn+0d/dUbMDpTA0pVMHKLp6MSFzCz0NB5ElldBgH3UHH2LWV9dP6tQBiq5dTNzbQ9uR15AllZHeDuoPP0zlN86e0KkDmGxmKr9xNvWHH2aktwNZUmk+8BIhewtlN50+oZOEVBmZ8cVV7Hz8jtHfu2fjPeR/ePaETh1S77jwyoUIsyWObfsbsqQSGRnmwKv3U3XruRM6dQDRaqby6+fQePxx/J1NyJJKV+0eBuOHKPvExE4d3moDDm75JdHAyJtl42XU0sikTh1AMInM/MKZNB3bSHCg981n3Elv/+tTOnUA38ISvGfnUbvj4dFy9caL91P+xdWTOvXRtL90Fsd3/4VENPbm8xqirf5FZnxqcqcO4CjKpPjfFnPw5V+Ppl2/awO+8wqndOoA+RfNI2rvoq/pyGgbdOCV/6byG+dM6tQB7Hleyr+wir3P/fit+vT8/eT/v7lTpm3LdjPrG2ex++l7RsvXwZd+TcaFhZM6dQBnSRblX1rN6xvvGk137zM/puDDkzt1AM+cAor+bSG7n/rBOH8z1TEdDMcOJCWZZDJ1JBJJuhq2kn/R3KkNAbPLRtY55dTveZxEQqLxjSco+X/jp8hPhcluIf/KORzf+TcSiSSNBzZQfOPSqQ1JNZ75V8/l+I4HSCSS1O95hKIbJx7lv53CKxfSdOgJopEQ7Ud34FtdNKWTOYFvYTHBYBPDA+34OxsR8wQcxRN/jz0Zd2U+SdMQA511BP19JE0juGdN/l31BLYcD9YKB+3HXiORSNLdtJ3cs6rSshUEgcLrFnJ0+x+Ix2K0HnqJ7PNmjZn+ngxHUSaSOUBfew3JpEzLkWcouGTyhvtkCq9ZRO3evxKNhBjsqMdSbB2dwp4Ks8uGa0EWTQeeI5FI0nToSQqvXph22kU3LOH47j8Ti0ao37eBwhsWpv27iz+wlPq9DxGLRqjb/TAlH12alq1oNlHy0aUc3fG/xOMJmg5soOyjy9NK01mShXO+h7aaLQz3tiG7I1M2nCcovGohnfWvEgkFaNy/kYLr5mF2Tt5ZhZSjK/vk6Rzd/nsSiSQN+x+l7KapnSuAyWGl4Oq5b9ZjiebDT1N0zaIp7U6kW/iBhRzd8Ufi8QT1ex+h8PoFadfj3LOr6ah/lVBwkOBQP5IpgLMkKy1b0WIi+9yZHN/1EPF4gsZ9G8m/Ys6kHZmT8c4rYmSojuH+VhIJic76zeSkWR8BCq9dxLFdfxptgzJWFWN2Tr5O4gTO0mwk8wj9HUeJBEcIR9vJWFySlq0t241jrpfWmleJRsL4+4+SvW5WeumWZGEuNdNZu4vgUD9xtX/KgcUJvHMLSZqHGOiqG/U3Ux7S9L6xG44dUCR19Oit24NveeGUo7iTyTtnNt2NW+htfB1LgXnKUe/JZK+ayUD7Xrrrd2IpsOiyzVpRwWDnAfy9xwkFm3HPTM9BQqoxspe56arfRlvNU2mN/k4m76JqWt54koZ9D1FwhT7b/Cvm0fzGYzTufYS8S9NvCAAKr1xAW80ztB9+Ce+yAl3vyTuviOBQM8P99XTWv6KrEQLIv2wu7Yefo695P5ZiGyZHeo0QpBoTHBIDHQdoPvAE+Zfre2YFly+gq+4V+lv3I2aoWLzpr4y253lRzTH62/bj73oD36L0GkBIjUgt+Ra6arcSGGkY9811MtyV+YSDbbQfegFndQaiNf21uvmXzaf18JPU73mQ/Ctmp20nCAKZa2fQtP9xelt3knnajKmN3sRRnElCGaTz+FbwypOO8t9O1ukVDHTspbtuO9YSu66y4ZtfTGCwHn/PMUYG68Z9U58MwSTiXVJIZ80rtLzxJLk661Pu+mr6W18n6G+mr323rucFkHteNW2Hnqe7dieuBTlpdxgBHIUZSAQZ6jlK29Gnybsg/fcMkH/5PFoPPUPj3sfIuXDy2dW3U3DZfNprnqVp7+Nknzv1rNvJFF61gJZDG2jc8zC5l1brss2/ch5N+x4hGvKP8TuTHdPBcOxvY6T/GL5lE6+gPhUmuwXBJuDvPIxvpT5bwSRiy3cx1HYQ3+npV+hR20IPod4mHCU+XbYAnkX5xIa6kbUIFk96o/UTeBcUEw12Ew114arQtwXGt6CE6Eg3gcF6vAvSdzKQagxkKUzQ34h7TvbUBichCAK2XBfJWABNlCadTj4Vrooc4lE/wb56XJXpzVCcjGNGJonQEJFAJ84yfXm3ZbtRlBjB/macs9MbkZ2Ma1Y2wb5W7CUe3dsIfStKGGw5hHdB+h3HE3gXF9HfuovsM/U5DFu2G4UY4UALnip99SL3rEr87QdxlHt1dfwAMlaW0Ve7g4xp1GN7sY+h9kN4luirD4Ig4CjxERlsx5Z36t0Xk+GZk0s8NEBwuAlXxeSftN6OyW4BC0jJMKJN0P28XLOyiccGCQ7U4Zylvw1yFPlIhEdQ1IiuziqApyqfWKiPwMBxfIv0rTq353lRlCjDfTVkLp9458ipcBRlIklBRvqPkbFk4s9Dp8I3v5joSBfRUCeKHNdlqwfDsQOKrCHLKrKsIiVjiDobfADBLCBLcUy29PeInkC0W5Gk6JTflk6FyW4hGY9Oa+OiaDEhSxKgv1coWkwoioSG/rWXgiigoaIpMoJZfxHU0FBlWXcjBKkGWJYkNE3/FJcgCmiqgqIo06o5gklAlmU0VZnWHn1N01Bk+c1tlzrTtojIiRiCLf0R1QlMdjNyMorJrb98ml0WpGQMk46ZqBMIZiHtaeExabrtyPEoZlf6o+YTWLxWJCmGyTmNeuywTL/9sJpJJmJo0ylXZhFZkdAUZVrPC01DkVW0abQDgiiiKSqKrExPO0EUUBQFTZ1G2iYRVZFR5KSu2aC3bqChSIlptbuIb2pt6HzegiCgCaAoKpHwwKjfmehQ5OmtbTccO6ntJycOs9mDFIzpvocSlzGZHEgh/b0wORTHZHYjBfTbSsEYFqePhD+i2zbRH8ZkdaJKKno3RySHIpjMTlBTK2z1oMSSIJgRLXakgL5nrSkqyBomi5t4X0iXLUByOIpotqMmNd35jvUEMNu8mGxu4l360473hDDb3IgWB8mhsC5bOZpE0EyYrE4SfdN711ZnBtKI/rItDccwmZ1IoaRuWzmcxGS2ocYl3baaoqGp+hs2JSYhWm3IUf1pypEkJtGOFErotw0nMFndJIeium2lkShWZybJIf3vNt4bwmx2Y7Z6iPcGdNlqioqaVNG01HPTS6wngNnqxWL3EuvQlzZAojeIyepClfXXx8RAqj6ZLA6kgL5nrmkaqqRhMtuQI/rftSargIiqM0iLpqiggaqoJKJDKMnkGP9zqmM6GI4dUGUVVUod2UUrGXylRZd9YiCECRee3Fn4tzbrslXiEpI/QUbRXPxbpmE7mMDuykUaSCJH9TW8Qzva8OTMxOEqIXisW5dt34u1ZOYtwp1Zif91ffnu31yPL2ceGTkLGHilTpetf08L7sxKfAWzGXy1SZdtYjCEIDkQNBOezCr8e/S9596nj5FVuBRnRhHBw726GiI5miTRHcVqzyCrYCm9zx3XlXb/y7Vk5C3E6SsmeKhbV9pqUibaPIIzq4xkXxQloW+2wv9aC9nlpxE8pK+MAAQOduPNnot/Z6suOykYg6QZs8lLrGtYl+3Qnha8WVVEGgd1d1iHd3eSNWMJQ9taddmpkkyiO0xm8QL8W/SVKzmaRBqUsNp9CAkbCb++Tp9/SzPegtlkFi6l9xl95WrozfqkyRp2RyGh+l5d9v3P15FRuBB3TjnDuzt0dcSSwxHUiAmTyY4nsxL/bn3Pre+542TmL8GXPY+BV+p12QZqunB6SvBkzWZwa4Mu23BjHzZ7XirPu/S1fUP7W3H5ZqLJGqqkIMfjo77nlIdsfGOfNpqkjB4ubzHJjgRyNP1eXM9TNeQUrsBi86AGRV0Vc+DVOjLyFmO2utCiFhID6Y8E+9+01RSVzPwl9L9Um7ZtqL4Xu60AQTCRXbKC3iePpm2rJmXCx/w4MorIKl5Kn47GRNM0Bl9pJKNwHt78avzbWnU1Bn3PHCereCmiaMVCBpHWwbRtezYeIbtoBZqipvL9dG3aDb8UiJHsjmNzZYMKnqzZ+Hem37HofynVCGmKijungsC+7rR745qiMrilCV/BPNDAk1nN8L7WtNMe2FpPRt4CUDUy8hYzsCX9RjDWNYxJ8WCxu7HZ8gk1pN/whxpSZcxbUEVgv77OSN8Lx8gqOI2c4pV0bziSth1A/6YGMkuX4PLMYORQZ9p28f4gRK04fPloIZOuejy4vRFf7nxMZhtmzUe0w59+fl+uHS0b2YXL6X06/boYbuzDas5FFMzY3TkkumJpzzhqmkbv08fILl6GpqjklKyk5/GatNOO9wYQ4jbMFidoAm7vTEbeaEvbvuepI2QXLn+rPupoR5SETOjYAM6MYjx5lalOhY7y1ftkDdklK/Dlz061QTo6gN1PHCG7ZCVZxUvofy79Nheg76njZJcsRVPU1GyJJI/xP6c6poPh2GFcL6l45pU0/2JHWi871NhP6LAfZ2YZmqySW7SGlv/ekVYhS/jD9D1fT0bBvJRt8RqafrE9PdvBEP0n2fry5+B/tZ1o+9QNihyO0/LLneSUrEaTVaw2L2LYx+DWxiltNU2j8adbyCleBYqGSbRhMxXS90J6lbLrsQO4PZUImglUgYycRbT/cU9atr3PH8VKHiaTHU1WySs7k+af70QOT/0JY/hgB5GaIK4335PJZMfrWkDnX/dPaaskZOq+/xL5M9ajyWrqXZWupvexemLdU48mQw19+F9pw5c/NzWFp0DBjAtovG/rlJ0aTdNo/tU2MrKXIGgimqySVbycrr8dJTE4dScw1j1M31N1ZBYsQpNVMgrm0/9sQ1odSFWSafr5a+SUrEGTVXKKVtL2+z1pdUhUSabt97vJLjodFPDlzKfr8YNT2kGqXvi3teHNq8LhLSDaECTaMZSW7eC2RuyWAkTMZBctp/OBfahpyHJqmkbr73aRU7Tyzd+6mpZfbU+r0ykFYvRsOEpm4aI3y8Zamn++I62ZkVj3CIMvNeHLn4Mmq7iyyokcDqfVIZGCMZp/sYPc0jNGy2VRxSU0/GBzWr+548F9OCwzRuuT1ZGBJZpeXZYjCep/+Ap5ZW/VibwZ6+n8Sw3x3pEp7Yf3txE+GMCdXTFaH922OXQ9fmhKW03VaPjRK+SWnAGKBgpk5i2lLc12ZHBHE0LYicXqAVXAmzGb7semThdg5Egncr+GzZGJKFqxCnkMbE6vozy4owmznIHJ5Bh9ZiimyUfs01wV/3cpz0mSRG9vL9FolNzcXLKy9K/WfSc5oTy35oN/wGwduxq1u/lFQuIbzPrimRMuzAjUdNHyy53YnXnISurbmNWegcNWRtRWS9VX109oG+8dofZ7m3C5K5DkEVRVxmxxYLcUk7C3UPm1sydc1BHrHqb++69gtxWTlPpHNexNqotkIkDZp04j421ysqO2XcM0/GgzHtdcYrFOFCXlFK22LOR4hKzziyi4eN4pF6bJ0QRNP9+KJVyIyWRHViKIghm3t5Lh/oO417oovGzBKReUaIpK5yNvENoTwJc7H01VMducZOTOob9tF0phDzNuOv2Uz0tTVDof3c/waz1kl6zEbLHjyCjEYvWixGRa6v+XmZ9fdcrV+Zqi0v/KcXqfrKOw8kIcvpRsrCCYcDln0X78EaTsTso+uhyLb/yK5EjLAM2/2kFOzlo8OTNHz9tseSAL1O7/CUUfnkfW8opxv1tTVAZea6D3iVrK5l+H2Zpa9SsIAi5nJf3t2xiKbaP8s6ux541XlUoOR2j53U6skSJyZ6wePW+xeFEiSRqP/YaKz63CM3u8KIemaYwc6qT993spnXMNVocXTdOQExFIiHS0PEbl19eNkd08GTkcp+77L5HpXoE3rzr1TVJOkAiO4I9so/rmiYVElLhE3T0v4rOfhi9/9mh+ehtewX2Gk8LLJ9bOTwyGqPveSxRVXI7d86aqWDxCR90GZn1tLc7SidsY/+vN9Dx4nLKFN4xKlUb8nQyFd1J9y8RqZpqi0vjzLViCxWQXnwYICIJAsL+JsHiEyi+fNSoJPS6//jB1d20iO2cNNlcWZqsTs82JHInT1bWBqm+un1CvYKSmk+b7XyO3ZB02dxYObx6iyYzdWkLdvvvJvriIvHNnj6uLalJmaG8zHQ+8QX7pejz5VaN13ekoJTjQSFf3E1T8x6pT7r6QgjHaH9iL2mmjYNZ5o7YmkxOnvZSGg7/FMlei+LrFp9QACDX00vLLnRSUnIcz861dLQ57EUpCou7Azyj6f3PJWlExLu9KXKLvhaMMbemhbN41iKOa7wImxU173WPY5mmU3rj8lFsGk0Nhmn6xDZc4l6yiRWiaRjzYD6qJkZ7DiOVRKj57xim33WmaRv8rtQw800rZgutQ5SRSPIQomBnqPohzhZmiayfWAhk+0E7HHw5QNv86lGQMVZEwW1z0tmwh+5J88s6deLve4LYGeh6tJ7d0LUoyCoKA01tMdv7k2g5yMsrOhz7+z5eUDYVCPPDAAzz00EPs2bOHZDI5GomrpKSECy64gE9/+tOsWLFCz23fEU449lXX/U9qOultDPXsp6t9I665meRfPAdrpgtVUgjWdNP77FGSI2E81UUUX794VKAl1jVM78bjhI73I5jAu7iAgkvnY8vzoMkq4aZ+uh47RLx7GGuWh4LL55OxqBjRaiY5EmXgpQYGtzUjiBqeBYUUXjYPW54XTVYINQ7Qu7GGWM8IVp+DouuXkLlsxqhDSQyG6H7iCMP7WjA77eSeX427MgdEgXhPkP4X6lBCGqocI+uMmRRcOm+00Yn3BujZeIyRN9oQLCJZqyvIXJHS407ptTcQbRkBVcCSayP3/Cps2S7UpEzgYC+B/X1YzD4kZZCsteVkn1GByWFFDicY2NrI4NYGTBYL9uIMvAvyEawiyb4IwYP9ZGQsxmLJpL9vM+752eSeXYnZY0eJJel74Tgjh9owux1kLivH7LIgh5KMHOjCZZ9JcfmVIEBH06MklG5yzp2FLd+DpqgEjnQxtLsJW64PT2UBciBBpNGP21dNfunZuNzlAIz0HaGrfSOmHMhYXozJaSExGGLwtXrUuIqIFV/uQjILFmGy2AERt3MmgpBaLd7ZvJFh/z6yVpXhmpkDGoTqehnZ3403cz45pSsQTW85FbPZi82cy2DXLnraXkQhhCXTQe76OVi8DuRoguHt7cjDGtn5p+POTuVTU1WCA/UE/UcRfSC6LES7+9EUmYILF+Asy0ZDI9oyxODmZuy2QnJL1yKKZoZ7jxAcPoqtyI3V50IKRAm1dGHNdlN89VJcM3MRzSLxviC9Tx0l3hElp2gdAjDUvxdFiGD22EERUlPWokLm8jIKr1iILSel7Z/wh+l56giBA71k561CSgwTCtYj2lKNu5YQEbGh2ePkXzaH7NUzRxvgWPcI3RsOE6kdxpe5kHC4AVVIIIigyQJOaxmxWA+2chtF1y4cVSpMdWA66H2yBjVgwWSyISnDCGYBTQMzXrzuefiHdpGxopCCy+aPlnk5mqB/03H6N9VhsnjQhDgmhwUNUKMyGRlLsdny6evbhO+0VD22ZrlAg0jbIN2PHyLc0IdgseCZlYtgNSP5I0hDCgWFF2B35dPR/AhipkL+5XNxFHhRZZXhvS30vXQc0WomY3E5ZpcVKZAgdLQHl6uSkoprsNg89LQ8x+DALjKWF+GZm0cyEMW/o5HkUAR3ZQFmpwNpOE68PYA3az5ZhcvweOYgCALRYDedLY+RZADPolyi7f7Ugk0ttSiRpJmM3KVk5i8Yda52WxEWc6oD2N++g66WDQg25c3dEAKapKCEFVyeGeSUrsHqeGt7myCYsJkK6O98DX//LhRiaGqSzNMqcJZloakakTo/kYZhfJkLyCxajCCKqIrEcM8RgsPHcVVkYM13E2nrJ9Lej7syn9x1VYh2C1IwxuCrzagjkJ2/Crsnj+GeAwRH6nDPyU21r5JK8GgX8cFh3JUFlNywDIvHjhKXGd7bxuDmJhyOGTjdJYz4DyC4VexFPgQEYl1BJH8UzCq551WRe/ZszG4bakJmeH8bvc8cR0w4MVtcxJM9uCqyEO0W5GCSREcEQbOhmEPkXzKHnDNmIdotqAkZ/65m+p45hhoXQVTwLszHXuIFVSNSP0yiI05e/npyStaccleBLEV5/bFP/nMd+3333cddd93FrFmzuPzyyzn99NMpKirC4XAwNDRETU0N27Zt48knn2TlypX8/Oc/p6pKn2DCv5ITjn3l1b87pWMHUFWZwd6djAwdRJGjCKIZQbUgCX3Muf2SCfd/S6E4dd97GZepmoTUg5QMI4gmLGYvsUg3FZ9bjW/+qfdeaopKy+9eJ1mvghkUKYwgilis2STC/eRePoP8CyZWPUsOR6i9YxNO20wwKYCKyeRBEyBpb6X66+dOKCcqh+PUfu8l7NoMNJOEpkqYTHYE7ETVeqq+cvaYIC0n57n3+WMMvzKA2zeLWKwdVU0iCFbkWAjXQg8lHzhtnOiHpmoMH2in60+HKK/8BNFoM8FgLaqSQIoFwZ2k4lNnjBuNa5pGuKGPtv/ZR1He1WTmLyYSaWGoZz/BkQYkZZCCS+dTcOHCMSNpTVFTI7uHj1FR/UlcvtQeVlmOUX/wpyjWABmnleCelYdvQQkmhxVVVvDvaKJnYw2ZGSsoKDsfsykl2TnUu5/uro1kri3BUeJFDidAFLB4ncQ6R/BvbiYjZzkZean3JQo25HCU9raHyD1/FnnnVmNyWEkORwjUdBJtGyRwsAcx6aZkzlWjgXrkZJTOug1knVlG/sVzx5Q7OZ6k64n9+He2YDNl48maize3GtFkJhH2093yDAVXziX3rOoxMyKapjG4o4GOv+7BYvVhsjixWNz4shdhcfjoqt+Ic66HoqsXYs9/qxHXFBX/nlY6/rIbUXQgvrll0WRykJG1hGRyhFDkKAVXzh/jvDVFZWhvG91PHIG4FYQkmAANzKIbl7uSYf8+Mk4rouCKBaOyqCeC+fQ8cRy5B0SbCVkJpj4kKhp2WyHx6AC2MjtF1y4cI9SU8IfpfeoYwQMDZGQsIhg+hqq9uX5GFRE0M6YcjeIbFo8J3nGiXPY8fhSf7TRMFhvD/n0oUmq0paka2CQqPn0G7qr8MaM8OZqg/8U6hjZ3UbXwC0RjHQz1vo6khJGiAXAlqPjU2nGKi5qmETjcScefDlJa+kF8OXOR5CCD3bsYGTiI4ghQ/m9rxgnYqJLMwNYG+jY2UDXvP7G7U/dVFInGI79AywxTcsPSMXZKQmZwSx29z9WSk3cGWQXLsVtTf/f37Kan5zlyzikn77zZoyNnJS4x8God/S/V48tcSmZ+Sv1QQCQ+Mkhv3wsUXjOP7NUzEUypbXDB2m4iLYOM7OtA6pUoW/gBTObULIAUD9HZ8CT5l80m9+zqcboSQ/ua6Xz0DbSQBW/WXDw5lVgdXhKRYbqbn6LoA4vGlK8TxPuDtP9lD9GmAFZnJiaTFYezBHd2Fb1Nz+Oc76Tw6kXjZHcT/jDdjx0icKAPi8OFqiYRRQsOZzGi2UkodoTSjyzHt6B4zPtWJYXB7U30PnEMh6OMhNSPpiQRRAs2WwHRcAtFN8wn+4zKcXmVo0l6nz1KeFeIqkX/iWgaO0shS1F2b/jUP9ex33jjjdx2223Mnz9/0uvi8Th//OMfsVqtfPzjH087M/9qTjj20y/7DWbLxOIImiYTS3ahqHGkeJDurqeZf/dlU+5/VOISx299nqLiqzHZbGiaRkf9Y5R/fjmeqqkVvJp/uR3rwEw8OSlVJX/3HmzLZYqvXjKlrRSIcuzWFymfcyMIIrFgH/7YVubdfsmU+7+VuMSxbz1HcelVmKwOYoFuBkOvMe/OSyeckjzB4I5mhjb0UTjzAlRNobf1FTxnuii6fHKJzeRwhLrbX2ZW9X+gmCKM9NcQMR9l9s3nT5pfNSlTe8cmijKvx5NZRW/XJiLOI1R95ZxJ95hKgSi1t7/ErFmfw+bMpvHoL8m6PI/csyfuiKqyQsOPNpOprCWncDWDPTsZFnZQ9fWzJ3wumqLScN+rWINl5BafQTI4Qk9gI7NvO29SdTL/rma6H6yltOoaVFWio/4xZn11Le6ZE4ufaKpG4882YxkqJbNgMclYkO62jcz5zoWTaoerkkLd3S/iEZbiyZ6Fqsp01D1G2aeXkTGJSp0qKzTc+wqOxGx8uSkJZn/PPrSCAWb+x5kTPn9N02j/0x6kOmvqOykQDw/S1/M8c/7rQqxZE+fV/3oLvX+rp7jqCgTRhKqknk3Zp0+bNK+JgRB133uVkhnXYLKlHEtPyyY8az0UXzVxCFFN02j7n9cxdZSQWbgERY0x3HsQObebWf951qRlLNrup+neXVTP/zIKIfz9+4iYpi7TSixJ7Xc2UZr/EdwZ5fR2vkLEfZDKL509aXqJgRD1391M1ZwvYrF5aaj5b7KvzCd3/SRlOilTd/dL5NovIitvGQPd2whYdlP51fUTqshpikrj/VswDxWRU7SS2HA/Q+pWqr957qTtQ6Cmi7Zf76O0+no0Vaaj4TGqblk/pQRu56NvEN0nk1+2HikRpqt5A3Nuv+CUA4yT6XhwH/FDAnml69A0ja6GjeTfMIucMyaXjx3c1kj/420UVV6W+iTjbyAsHGb2LRdMqqyXHI5Q+52XKCq9DIvDiyIn6Kh/lKqb10/6CQnAv7uFgYe6qFrwn2M7iVKMPc985p8bBObBBx+c0qkD2O12PvvZz76rnfrJaKo26YFmwm4uxW4uYrj/EDM+cXpaogYmu4XSj5/GUN8+bKZCEsEhnLM9aTl1gPJPrWJocC8WMQ8RB6FgPUVXpKdBbfE5yTm7nPBgB1ZTLsMD+5j52TPSEnUx2S0Uf2gJw/01WE35DPbvovqb503p1AFyzpiJUBBDjQpocQEtIzSlU4cTgVZW09m2AbtYwrB/H9XfOG/K/IpWM9W3nkdH20NIiRhDI69T9eXJG0BIPZ+qm9fT2vwX+jo24z7DNalTh5T+efXXz6F/5CUCA/UMRjZT/c1zJn0ugkmk6qvnEjM1IwVjdHQ+yuxvnz+l5Gj26pnkXTqDoe59DHXvp+wTyyZ16pAS0Kn8wnpC8RqUZIK+zleovuWcKQOCiBYTs2+5AP/gLjRFY7BrF4XXz5nUUULqeVR9/VwCoQNokkY82EfC0srMz03s1CG1xmDGTSvRckZIBIZBE+ltn9qpA2SvqiD36gqGug9iFtz0tb9KyU2Lp8yrLdfD7NvOoavlKaymfMKDrdiqmNSpj+b1k6uI2o6jRDRExUUocXxKpw7gLMum9JOL6Wh5HIuYw7B/f1pl2uSwUn3rubS3/hUpEcUf2E7lF9dPmZ4t18PMr66hrekBettfxnumZ1KnDqn6M/vW8+npe4rgYCP++Daqvnb2pA5MMIlUfvFs4pZW5ECSvoEXpnTqAL4FxRTduIDBrtcZ6n2Dsk8uT0vXvuT6ZaieIZLhAIPdO5j1pbVTOnWAkg+ehmTrQ47FCPbX4jk9Y0qnDpCzrhLXMg+xoV5QRYYGX2f2zedPKZdrzXRRfct6+jtfw2rKZrj3AMUfWjylUwfIXlmBfaGJ4b5D4/3PNPi7VsXH43H27NnDM888w1NPPTXmeC8x1apEVVLRZA0kC/FEN9556ctNeucVEU20kIj7GR48kHZwCADRYsY9P5uR/gPE/H1krZqhS20t/8K5DPlfJxEZRLPFcRSlL4OaubSMcLiWyHALlmwL1oz0pS4Lr11Id/czDPRso+QDkzecJ+OemUdC6KG3/SWy1pWn1ZEAMDutuOZl0Fb/N/Iurk77GdkLfOCLMTCwhcIrJl7QdTKCSaTog4toa/0LZZ9YnlZagigw45On09r0APmXzU5b6Srv/HkEg3XEEm1kLE1P9lIwiRRdt5jBjtcxZwhpv3PRaib33FkE+uqJRTvJWZfeJzTRbKLw2oUM9e5nZPAoM/5t6uiCJyj72HIG+rcS94+QtaZ8Sqd+gtz1VYRjtagJEVkIkLW8PC07W64H98IMggN1jAwdpuTG09KyEwSB0o+eRnf3Bvw9eyi6dlHaimMZi0uJJpvoa3+VnPXpl2mL14GtwkFb44MUXDEn7TLtmpGDZPUzOLidgkkWKZ6MaDFTeN18Wlv0lenyT66kreUBCq6am/bvyl4zk2i8hWisVZcca8kHlzLQuwtZCKQdr0AQBIpvWIy/bzfBkVqKrky/7S26aiGDg9sJD3SQd371lJEQT2AvyEDITBAL9hONtJKdRvTHk9Ps7XuOZCL0d6+Kn7Zjf+GFFygrK2PVqlVcccUVXHXVVaPH1VdfPd3bvjOoWkrlaoojMtKGd0mBLjlQQRDwLi4iPNyIpA3gKMzQlbW886oIhesIhA+SuVKfrrrZbQe7StBfS8YqndrXooC7KpfBvp26A7W4K3JJKoNEpVZdQUMA8i6sxj+0nYKL9QVJKbxqIeHYcXLP0hcMwresEPeCrLQrLqQ6PQphXRr5zpIsFCEw5QjqZARRwF7mJOfcCl1lLmt5OaFwLflX6gzsc/5c/P07yFpbqksqM3tlBcHgUSRTvy4NfFuOB8Er0z/4AvmXphdNEVJ1KufcWbQ3/ZW8S/QF4Si8aiF9PS9iztN0aZM7S7NRzCMEQm+QtVyf7n3e+VUM+rfqDrRUdM1CwpFjZK9JL/LYCbyL8/Eu1ReQJXvVTBQtgKs8fa15R1EmihjRlT9BEMhZX4F9pktXmXZX5hOLtJN7oc5nMa+IaLwNS6GYdvRKSHWsLPkWBoe2kneevuA0hVcvoLv1GXwr9AWpsma5ET0q4UgTshRLLXL8V4/YP//5z3P99dfT09ODqqpjDkWZ3qb6dwxVTeuQkxHM3mnoT2fYUeX4tPTczV4HqhJHUWKI09A0FkQBRYpj9unX6jZ7rChaBFtueiOpkxGtIhav/jSdpZlooqKrEsKbo29B0a0ZrSZlMlfoa6gFUcBZkpnW/vkTaKqGJdOpO39mjxX3HH3BVwSTiGAG9yx9wUjMTiuYFbwL9QcjEqzgnq0vPQDfkkI0U0LXjBBA5vIyksoAmcv0dXbteV5kOYR3sb4OJ4BzZg6i06Q7RoG7OhfMiq7IjZCKNifaTWmPhk+gKYr+Mm0SsRd4UXWoEmqqhjXToTt/voXFIOh3WCanGecMfcGXBEHA5LLgrNAftMk1MwvMiq5IfQCuilySyREc5fqD4tgKvcjxAEm57y3fMw2m4WpS9PX18ZWvfIX8fP0V5N2GpmhoaRQ0UbChRvQHD1EiSUTBMp1YK6hxCUGwIAoWXY5k1F5SEa1W5OCIbls5nETAPD1ZQ01jGvFhUnb/QjRZ0d0wAYg2c1oiIKPpKOq00kFgWsFuEPRH6ho1nUZgHkQB0a6/ORHt5mkNL0x2C5qqIE4j6BKaNr28WsXpDYVM4rSqwnQCBUFqMeR0gqKIttQWrXQ/FWmqOr1ATBYT6NSFH7WdxjMRYFrBcaZdf0QBNHV6TZmmgSagKDEU4qlR+zSY9oj9uuuuY8uWLdM1f1cx1eK5E4fDmdII10vgYDdWRw4kRN0BZoZ2t2EzF+K0z2TgpamV4U4mMRBClGzY3YUM7WrXZatpGuH6fmzWQkLH9P1mVVJQYxpSIK5bqzvSPISgmnQH04n3BECdXlCGpE5tbkgFk9EzqyBaTKngNzoRzSLx3qBuOxSNeJ/+gCCaBIlB/YFI1LiMNDSNADP+WGr9il67YAxBME8r+AeI0wqkkxyKoUb1d+zjvUGQBd3vP9Y9jJpQdC+gUmV1WsFkpJEoJh0R8USzSXd8Cki1S2pSv2NXohLRNn1xAzRNQw5LxHv0B22KdQTQJE13mxLvC2CxeIk2pC8rPGrbFcBkdqGpGpIS+tcvnvvFL37BE088wU033cSPf/xj7r///jHHe4l0vq9rioYo2DFLuUTa0tcnj7QNYpK8mEQbHudCep89ln6+VA3/ay14fJU4XAWEa/0oOqJkdT95BJ9rMWaTEyFiI9YzkrbtyMEO7OZSvBlzGHipQZeDHtzeiMtehc1cqDu4TP+meryupfQ9l75eNkD3hsM4zDMY0hmUIdoUoH+TviAQUiBGcjCsOzynHEzqdraJ7hh9z+oL7BFpGcBMNr0b9T1D/65mXK5K+p/XF5gn1jOCxZRJuHZAl163pmkM7+vEQqauOgWpcuI0z6L/ZX3BP0K1PTicJQzvbtdVplVJJtY8gkXIJdzUryvNvmeO47HPp09HLAeA7g012E0ljBzU1ymPtaTEqPSQHI4gjcR0jVI1TUMJS7p08QH6nq0l3qGv4xFpG8RuLaBP5+8K1fVgNxcRqRvSNcOmJFKBk1z2Kt2BXno21JCZvZKRN3p0dQri/UG0sAWTaAMVVEX+14/YH3zwQTZt2sTjjz/Oz3/+c37yk5+MHj/96U+ne9t3Pbm+82j73d60GjBNUWn9n9fxeZYC4M6YydBrbSSH0yvUvS8cw2ktRxBSr8nnXUrLr3el1SCFWwYJHhjA4U2tPPV5TkvZptEDVBIyHX/ahy9jMaJoxko+w/vTC+6gSgo9T9bgzZxPhncxXQ8dTLsBDRzrxqJm482qZvC1FlQpvYooRxOEj/nJLlhNz8ajOgK7RJH6ZYSoIy196xP0PnsUC3kEjqQfYCRU34tFyKX7icNp28jhONKAjBa06OoQdD12iJzcNUQaA2kHM9I0jZ6NR8nKOQ11WEhLh/4E3U8cJsOzDKetQlfEvOCxbmxiIT7vMrofS/+5qJJC4EAPWYUrGN7Zpqsz0f3oYTIylmEzFRGo6UrbbmBrA27nbDJ8S+l65GDadvHeAFrQjC9nAQMvN6SdVzmSIFI3RHbuKl3PJjkURguIKCP6glH1PF2DlQJGDnakbROq68UmFujL30gUeUDFZs4nVNeTtl3XIwfJyDgNU8JDuGUgfbuHDuHzLcHtnM3A5vQ7Bf2v1OJ2zMGXMZ9eHW2KHEkQaw7icOfhslfqihzX9cgBfO63dhEJTO9TDPwdjv3WW2/ljjvuIBAI0NraSktLy+jR3Kyvh/OOk+biOVQVh6MAb/J0Gu7dPK43FusepmvjG7T9dScdj+6h5raN2GMV2J3ZoKkIQFHO9dR+56Up43H3b65n8Nk2MrNOA00FTcXnWYDUYKbx/lcmbSCCdb00/nArBfkXkoz56e99maHwayT8QWp/8OykvUg5muD4d57DQSV+/za6eh8nofTT/OstU4Z0VCWFY3c+i0n2MDiwmaGRXUgDEh0P7JvUDlINYNPPtmDCwcjgQZziDOq///KUDaGSkDl+x3M4TbOQ4sPY1DJa/zB150eJS9R+90WyvKvI9K6g4cdb0urRh5sHGNrWQW7BOtp+vyet6VU1KdP6m13k5J5B+MgIweNTN2iaqtHw41fJ9JxGVsZK6r//SlppDWypJ/lmH8xlqeTYfz2TVjCSjgf2YpXyiYf7sFFM3fdfSut5DL/RTuRoEFWVsIgZdPxlH8mRqafH5UiC1t/swmEpRlUSRBtDaTva5l9vx2kpJxHpw26ZQdsfX0/Lbmh3C8keiWR0AJuYS9tvdqX1ySfeF6DrkYOokkoi0ofUqaUVSVGOJqm95wUsahahwVqc4kwa7nt1ys61kpA5fudzOMRykrEhTJFsOh95Y8r0lLhE3V0vkeVbSaZnOQ0/ejWtEWO4eYCRnd3kFqyj/X/3pNUZVOJSqkznrSHemGBo39Qdf1VSqP/By2R4TsPnWUTjT7cRT6MD2fviMaQ2AUWKYRPzabj3lSnbT0gFnNIG7cRC7ahykq7HDhNJo1MQauqn5/EaVCVJYPgIWtBGy2+2T2mnxJPU3PwEJtHL4MA2NEWi+5GjBOum/pTZ93It8ToZh7totL0XNeu0F89NOwhMVlYWe/fuZdYsfdsP3k2cUJ5bsvI+TOb0t74ADI/sZzDyMjnnzsRe4qP3xcNYPHZyzqjG4nOgJCSGXm8jsL8Xt7OKjMzFiIIFuzCDRLyftt7f41mWQ8k1p42KLWiaxsjBdroeO4AQ9JJfcM7oaD0wcpRwrI7sM8sxeU0MvFaHb1EpeWfPfVPDXiZwpCsVfjVsIyd7HX7/TkxFKsXXLxrddubf1Uj3MwfJWFJGwYULR7f8JAZDdD95hMD+LlRJxre4mKJrF+EoygDeVLK7+2m8c4oovnLpmD3HmqLS+2IN3RsPYM/LpOjqxThnpLY9RTuHaPv9LuxFHspvWoO9IGPMc0zJYdbT8cge8s6Zj6c6F01RCR3tx7+jBUuWnYrPrsV9CknZUF0PTb/ajD03E/esPJSoROhYH0pYxVnpZcbHV40TZ1Elmc7H9zGwuQ6Ly41oNqe+9yVNqOYE8+64ZMKgHd3PHaZnw0HMFk/qvWgiCmHm33Ml1lMEkAGQQjFqvrURQbYimkxoioIsh6n49DqyVpx6j6scTXL8jmdRgyDYSOmeqwpSJEz+xQsoumzJuK1MalKm/cG9DG1vw2Qz46rMxey2kAxECTV2k7WqgpKrl4/b4iWF4rT9aRfBw31Ys5z4lhQj2s2E63qI948w5+ZLTy0hrGr0b66l48G92DK9+BYWITrMRFr9RFp6mXvb5aNl5+0kBkMcu/MZkMC3uAyT00JyMEzgWDuz/n09maeVT2hX/6NNyMEE3jnFmNw25FCCQE07WaeXU/7xiQWYBrbW0faXneSsnoM1x4kSlfC/3oImS8y59eIJ9/sH63qpv+8Fcs6YjXtmNkpcZmRfF+GGPnLPqab42qWnXGwWbhmg4b4X8S0uwzu/CDUhM7K3i0j9INYCJzM/u3Y0vsTJhOp7afrVqzgKs3FX5qNEkowc7EIJyXgX51P2kRWn3KYXbuyj4f6XQTVhcTpQJRUlqmLNtlB9ywUTSl+PHOqg6RebMZndiCYTSkJCdGvM+86lpwyKBKmZpGN3PIsa1BCtFjRVRUoEKb1hBXnnzT3lQrWEP8Tx7zyHIFsRnGDxOdAkmdjAEJ45Bcz46Bpsb9MxkEJx2v64k+CRfswuG5krSjD77MR7Agzta6L8pjPIWjFz3DtPDoVpf2APgSPduMpzyVpbjtlhIdYbpPeZQ5R+aCW5a8frXaiyQvPvtzGyv42M+WVkri7DZLOQHI7Rv+k4cjRK+U1nkLFk7I4DTVFp/csOhnY3k7NmNpnLyxAtJhLDUfqeriXaPUDhZYsouHDeuBX2yeEIXY8eIHokTn7BeaPtPZhwCOWoSpyDu7/yzw8Cc4Ivf/nL5Obm8q1vfWs65u8KTjj2xct/rNuxQ0qLuaP3T2j5I1R/5cJTVh5VVuh58jDDmwcoLfgwZsFDV/+jiFVhMpYX4d/ZgBw5oV2t4a4uwJrloW9jLXnZF2C1ZzA0tBfTzAgz/2PdaKXR1FQnwL+zIbUgT4Bo8wh5WedjdxfS2/Mc+TfMIm/9+H2+mqIytL+F/s3HiXeOgGLFYvLhMM0gJB1hzu0XnjLaWErLuoP2B3ejJRVsGZmpb4+9AUSbwNzbLkltOzsF/j3NtP5hO7YML+7qAkSriURfkEB9Bzlrqyi9fryan6aodD6+n/6X6rB4nPiWlGB2WZACMYbeaMJVnkPZh9fgeFua4ZYBmn62FS0uYM1zjAZ2CdX2Eahpp/CSReSfP39MJYt2DtH92GECNR04irIouGoB9txUMJmBbQ34t9fjnVtE8bWn4ShJNciJ/iDdG44w/EYzjqJMZvzb6lElrVj3CM2/206if5jcM+dSeOnCVGOmaUSa+mn61WuoySQFlyxOOUWrmeRQhO4nawg3duNbUErxdUvGKHPJkQQ9zx+h76UactZUpRyGpBB4o5vAgU5El4kZN60mY8nYyH4pjfZm2v6yi6wVM/HMKUCJSwzvbCfa5sfks1L9lfPGvbtwywCtf9qOllAovGwxtlwPqiQTPNTLwLY6RJuJ6q+ePy5CXKxnhKZfvYomqRRfc9poJy/WPUL3E4eIDwxT9qFV5K4dWzblaIKGn24iMRCi6IplZCx5MwhRIEb7X/cQbeun/OPryFhSNvb3qRotf9zO8J5mclZXk3fenNQ20bjE0N5Wep8/hKsyl1n/fi6mt60WHznUTvNvX8PidlJ4xSIcRT40INI0SM+zB3AUZzDzU+vHOTkpHKfhvpeJdY7gm1eC77RCRIuZRH+IvleP4SrLouxDq8do7J/4jc2/2UHkeD+WDAcZy0oQ3RakkRhDexpwludQduOqcXoX0XY/9fdtRourOEp8ZKwoweQwkxyI0L/1OBafk/JPrMVd/lYHON4XoPV/dxNp7sNdkU/B5fOw5XhQZYXgsV56nj2IYBKZ9dn1ozryciRBx4N78e9pwj0zn5LrluIoyQJBINY9TPfjBwnWd+FbUMqMj64e3aaY8Idp/O/NxLuHyF03B9+SEkSrieRQhN6njxPrHSJreTlF1ywZ07ZoqsbwG620//V1rNkesk4rR00qhI72E2kZwuQRmfUfZ47Tw5BCcTof28vQ3hYyF5djL/ChJhRCR/uI9QawFTip/tr4Do0Sl+h8fB+DOxrIWjYTV2Vq336k0Y//9Uayz6ik7MZTK4smBkLU//hFNEUg/8K5mBwWkoMRup89RPFVSym4cMEpO5bxwRC1330eLaHhLM9KlTFVI9LsRxnS8DoW4vTOGFOmLWRiEbJQ5BiH9n31X+fYv/CFL/DnP/+ZxYsXs2jRIiyWsQ/ivvvum85t/6X8vY49GKoh4HmN6lvOm3I7Rd+m4wSejSNixnmWNqUCXWIgxPHbX8BjX4ha0k3ll8+ecqtHwh/m+G0v4LZX41irUHzt0il/gyor1HxjI7nuC+nrf565d100pQQpQOej+4lsV/B659E3/ALz77p0XICXtyNHE9R8fSM+++lomkIguof5P5h4tHuCkcOdtP/yABne5SRifkLyERbcfcWEI2tIObP6e1/F1FuI2ewiHukn6epg3p2XnTIU5clptf73Xhz2ElQhhpyIojlDzP3O5ROOepS4RO33XkAe1BDeHEirsoyz0kPVV86dcBQZ7wtw7L+exmpJhesUNCvxeA8zv3gGvvkTCwpJoThHv/0UtmQxFmsGmqaRdDUz5/ZLxgXSOBk5kuDorU9hTZRgtWUiKSNY50tUfGbtpGUr2jnEsTuexemYgdnkRIoHsS80MfPfz5zULtLmp/au57BZ8xBNFpSkhJgrTRmvIN4f5OhtG7Fas1MBVyQZwSsx787LJ92KJUcSHP76E1iFDBDF1CyHOsyC71+DdZKyqaka9T98CakNzHYXqpwgluxmwd1XTVkXup88gv+FXpz2EiQpQERuZOEPrplyX37PUzUMbxrG5aggEe0nQh3z775q8nwqKg0/2ozQnYvJ5CQZGyKiNjD/e1dgn0RiNdTQR8P3t+B0l6EKcTRFJp7oZe53LsM5wUyFpmrU/XATibZoKjCJpqW2b7mTzP/uFROWMyWepObWpzDFPFhsPgTNRjTWQvl/nE7G4ok1BzRFpf7HL6O02HG6ylBViajtOPPuuGTSrXuqrHL8jqcRB3NwumcQS3ZhX6RQ/ok1E9pA6rNAzS0bMIcLsNlziCU7yDo/j6KrJ1fK1BSVY995FnEwF4vNSyRaR8m/LSJ79eQz15qicvw7L2CPVI7O+FlsXsyW8W2YCSdWUkJo03Xs0/7GfuTIEZYuXYooitTU1HDgwIHR4+DBg9O97TuCpqW33e3kQ1VU+oObqPza1LrkAPkXzCVpa0fK6k5LVtaW62HWF9cyEtpHxWfOSGv/pi3bTe4FswhGayhMU1NeNJso+X9LGRjYTNa6srScOkDxNUuJya0Egkcp/ciyKZ06gNlpo/zf1xCXu4jLHVR97ZwpnTpAxqISvKfngioQU5undOrwpkb7184motThdM0kLrQx747JnfqJtEpvWoSGSoZnOaolzPzvXTmhU4fUnuq5t1+CyauR7VuHz7UMe5mTqq9Nrgtuz/ex8N5rkdUA2Znr0FCY8enTJ3XqABaPnfl3Xk5C68aTOZeIVMucb180qVMHMLtszLvjUpJCDy5fBZK1d0qnDinVvAV3XYmsBPB6F6I4A1M6dQDXjGzm33k5GjLZWWehmkLM/fbFU668tud5WXDP1WiqRH7uxahikrnfuXTK/dVml41FP7waWY2Sl3shqpZMOdkpyqYgClR//TwUS4jMjJUoWpz5370irbpQdNVCzPkyTncZEoMsuPuqtMR2Cq9YgJATwW7LI6a1seD7V0+dT5NI5VfXE1UacXtnE6edRfdeM6lTB/BU5TPrK2tR1QTZmeuQ5BEW3XvthE4dUs9k9jcvwFnpw+NYQFbGOgSXzIK7r5y0nJnsVhb98BrwJXA5qtGQKPrA/Emd+onfVv3V85Bdg9ic+YTiR5jz7Qun3I8vmkXmfedykuYerI5skmI3Mz6+elIbSG0/nX/XVSTFXuyeEoSM+JRO/UQ+Z99yIUmhB5szH8csz5ROffT3ffMcwok6nO4y7K4CTGZnyve8eaAJmDUfFi0/FV5X1XRvFx79fdOyAjZv3jzh8eqrr073trr57//+b8rLy7Hb7axcuZI9e/bovsfsqvRlFE8QjbThnp81ZWN6MqYcCyX/L33tdM/sQkwefUpXjhmZ+JYW6hJDyVxWjqQNUXDJ1AF+TiCYRDJXlRNNNqet1Q3gm19MUu1BEod0yc0WXbWAodDr2EtdUzr1E4hmE7kXVDLQt4Xc86vTVv7KWjWTJF0EA8cpu2lFWspTosVExX+cQSB0iGD0SOqzSRqdMYvXQdF1CwkMH0M2D6ctV2rxOshaV85Q3x4yV5WmrY5l8TlxVmXi73+dwqsXpC34Yc/zYs4xMTy0n6JrFqZvV5CBmKEx4j9C7oXVaZdLW7Yba5GdoL8O37LCKTtkJzC77XgW5hH01+Gs8KYtGyuYRPIumk3AX4MpUzjlp6iJKLphEcMj+zDnmtPuGAMUXb+QgcHXcFVlTdpxPBnRbCL3/FkM9m0na82MtH+fb34xqj1IeKiJgivmTfj9/GQEQaDiM2sIRg8TDNVQ/ulVacnUCiaRis+sIRA6SFzqIPcUnwMnsiv54DKG/Ltwz8tJ+50LJpHcc6vw92+n4PK5aZdNk82Md2EBw/7dFF6bvo682WnFWZXBsH83RdfrsHPbsZXaScYCWCnAjBcTbsx4sJKLnRlYyP67VsOf4O8KAnMqBgYGePDBB//Rtz0lDz/8MF/5yle4/fbbeeONN1i8eDEXXngh/f369plecIH+mPGB+F7ydehUa5qGHIzhqdIn11lw0UL8r6cvTBPvGZlwUdZECKKAvcCrWxnNVZGBd16+ro6HIAj4TivGMz99TXFI6Sir5giF16Tf+QDIP28OcbWV/AvT1+kWBIHcC6oIR4+lHXwFwFWeg2wZwpSppt35gFQ0qVD4MPmX6NSkvnQBUbmBwjSDfZyg+NpFxJU2slfP1Jfe1QuIya1kr9Jpd9UCwrGj5J+nUyv9uoWE4gcoumqhLrviaxYRjB+g8Bp9zyXvnNmEokcpuDJ93XpI6ZEn1C7yr5iGndaju0znnT+XmNJAweX67AqumMtIeC+5Z6ffbpnddqyFVpJCr662y1WeQ0LqJfOMGbpU3zKXzSCudFFwpc5ncsFcEloPOev0xYoovHI+Sa2HTB31HKDw8nlI+HHP1Cf3XHDZXELRIygEsZKLjXys5GHGi/APdMfTlpS98847T3m+qamJJ554ghtvvHHamUqX++67j0996lP827/9GwC//vWvefbZZ/nDH/7AzTffnPZ9zjt7Jq9u7kQQBEZGYvT0Tr2VQlZDWHX0zpWYNOVU26lwlmXp2i+tJhUE6zQkUq1mlISMWYcsvKqoWLP0aXwD2HKcJAP6p5gEE2mFQDwZk8OKyWVJu/d/gowlJQy8VqtbwjJzZSlyPL294ycQLWZMbjO+RcW67Cw+B4IFXZ0IAEdpFgiabslMZ0kmok3Ub1eaiWDWdGtuO8uy0UQZW87UITpPxl7gQ0M65arzyTDZLQgWDUehPo1vQRAQHWbs+fryKQgCCKrufJqdVkSbSbe+vndBEYJDSFsy9gTuednYhvWVMQBboRuf3rgDooA10zFuhfxUmJ1WRIuoK5gTgC3Pi2ARdUvO2nK9CNPww9ZsN4oWQyGKQhwT+mJipMu0HfuGDRvG/FtRFDo6OggGg3zve9/7uzM2Fclkkv3793PLLbeMnhNFkfPOO49du3ad0iaRSJBIvNXoBoMpqc7MTAd/+/MNo+eXrfzllOkLghlNh6qQIExPOl2vkcVrJzmoXyJVGtEnkQopnXUlrl9iU45K09Jh1jRSD1Iv0zGxmKalL23JdKD26ZfZRBR0fdb5u5nObN90ZfynqXk+vUz+vQho09k7rDFNlbBp/sZplE3Rap5e9REEzGl+KhiTnkVEsExDS95s0tW2nmBa0uyyOq1XoCnKtMq1JikIYmrgJRP4pzn2aY/9T14sd+DAAQ4fPszAwAD//u//ztGj+qQsp8Pg4CCKoowLQpOfn09v76kFAe655x58Pt/oUVqaUmU7MSqTZZVb/+ultNK3mUoI6tBQF+0WpDSEO95OpG0QW2763/t8C0rpff6IrjSkQBRpJKFbdztc6yd0rE+XDUDgYBeSX9+oFoCkSqxLn1a0kpBRE/obidS70l9x5VBiegteNNISdhljomlosqZbrzs5GAZV0K2BHe0YQo0rupTeAGKdw2iykLaS4AniPSOgirrjBiRHogiYiXUO6bJT4hJaEsKN+uRtNUVFicpEmvTZqbKSWhCqs0zL0QRqQtZdztJVvHw7GhpyUH8AKk2FRL9+jXY5mCCRhgDNGJtwHE3SdMfiiLQMoCXQXYdCDf1oSdISfzqZQE0PFiH1GVJFvz9Il3/oN3az2cyXvvQlnnjiiX/kbf9h3HLLLQQCgdGjo2OsfOJHP/4Yz7+YngRglncVfU+nL1EoCAKCaJpSve3t9D53hIwlpWlfP7yvHTUoEu9NX4K055mjuCxz6Hky/Q6BKsmEjg4gJn26tKLj/UG0oJXQ0QFdjiVU34tZyKV7Q03aNgADW+oQFbcuGUqA3mePIw0ldTeew7s7iTbq04NXZQUlpND3vD4t8XBDH2bVR/8mfVryPRuPYBNLdOvq9zx5FIelgiEdsrEn7Nz2agZ0yGtCSivdbZlL77P6Bgo9T9Xgti2g+3F9Hdz+l2vxuBfp1ub3v96My1ap325XM3bTDLqf0JfPvhdrsZCtSxIXoO/5WtSIoNsZRWqHCBzq0d+R6I/T/7w+Lf94XwAx6aTnSX3vvPf5YziECt1lpfuxI7gsc+l/Sd+7633yKB7XfF0ytZqmMfBiPR5fao2DNp1wn2nyD18819bWRkWFvsVb0yEnJweTyURf39gRY19fHwUFp/6uY7PZ8Hq9Yw4AdRoRdMxmJ6ZIVlryoJDqZSd743Q+eCDtNILHezBJXjr+uj+t66VAlL5njpOVcSYNP96ctkTq8LZOMvOWEzwwkHYwjrY/vI7HOR+fewmtv9+dVqXXNI22/92Nz7kYp3UmA6+k58g0TaPjr/vJzl5FrDmY9ghOU1T6nqsly7eG7kcPpWUDqZFbtGEEh71El551rHsEIeZA9qtIgfRHDv4dTbg9cwkd7tM1qu169DDZOesYeCV9DXI1KTPyRjfZeWvofrIm7ehR8f4gil8jM3MZ3U8cSbuRj/cHUYYgI3spfc8eTzs9ORwn1hwkI28J/m0taXcCVUlmeHc7GTkLibVF0p6F0hSV/hfr8GXNQ0x4CKbZAdcUle7HD6fiKui063niCNl5q4g2jKRdplVZYfCVBrKz19LzmJ6OeEpf3+tdyMCW9J2tHI6T6IxhEwt01YVwYx9WctBCFl2DjFTcgRX6nokkM7i1mezC1fi3taYdRS/eHyTZmyQzZzH9mxrS7vBEWgbQQlZ8mQvpfeZY2nbD+9qwaLmIYmqNwz9ysdzbmfad3x7N7f777+fWW2/lwx/+MGecccY/PdKb1WrltNNO45VXXhk9p6oqr7zyCqtXT72P8WRq6wcYHIwwNJxeY6yqElJyhFzvhbT+bM+UzlCOJjn+nefJyVoPQz66Hpvaucf7gzT/fAe5uech1Ztp/d/XJ21Mk8MRjn77OdzWBUjxIUyhHGq+tXHS6bfhA+00/mArDms5IyN7sFpzOX7HcwSOTTwS0DSNlt/tILhvBEWJEI23oPSaabp/66SNtqZptP5uB4lmmURyAEGz0fNE/ZRBJzRNo/UPO9EGHEiJAG7bPGq/+8KUUe40TaPpF1txUI7Z6iTZJqelZ61pKY12n3sZPs9iWv9nN6o0tVPRVI2W3+zA51qK17mYlt/uSMv5yZEEXY8exuudj8e5OPUc07Dzv96C1K2goWIXymn82eYp7TRFpe6eTTjEcqLBdsSoj+ZfTp2eFIpTe+cL2CgmFKyDoJ3W/5n698nhOHXf24RVzSM4UoMQ89D8q9em1vFPyBy/8wWsagGBocNYlBwafvTylJ0CTVGp+8FLWNRcRobfwKLlcfyO56ecZlUVlaO3P42oeBge2Y0JB033bZnSIWmqRuP9r0LMzkjgDUy4abpv65RRFFVF5eh3nkGIeQgFj2GjhNo7n5+6TCsqdfe8iI0yFCmKMmimf/PUTlrTNJp+vhWvcxEe32x6Nx5Na8pa0zRa/mcXHucifJ4ltP729bQGC6qk0PKbXXjdi/C5llJ/76tpRaUcPthB6NAwmqbhNFVy/I7npnTSmqJSe88m7FoZoeFaLGo+R775xJTvPDkcofa7L2KlkJGR/ZjVLGq/+9yUvy/WM0L9D15NzZgEDmGW86j97nNTOvdgbQ+tv92NCTcj/kOER5oRVH2LSfUwbeW5dEflgiD804LCPPzww3zsYx/jN7/5Daeffjo//elPeeSRR6itrR337f1UnKw8Z3e4kKSJRz2aphEONeCPbEVzRrBkOdEUjVjPCGoiTvYZMym8cuGYFcpqUqZ/cx2dj7yBxepFML0Z6jAZw7sgn9IPnz5ey1xW8O9qouOB/YiCFdH+5kKLeAxNU8i/eAGFF80fXdka6x6h65GDBGo6MVms+JYW46rKBgFGDnQRPN6JozCToisXYcv1oikqweN99L9wHDWmYHJbyL9kLs6yTNA0ws1D9D5/GFSVkhtPJ3tlSotZDsbpebaGgc3HEa0W8s6Zg7s6F0SBeHeA7g1HECwqRVctJWdt1ejWOU1R8e9qouuJ/WiqQNFVizG7bcjhBIOvNhPrHiJrZQVF1ywe9yxC9b20/nknalQma+UsRLNIrDNA8Eg3JreFmf++Fnd1wbiV67GeEZp/u5XkQBR3eT6aohLrCiBH45R9aDk566tPudpdjiZpuG8TsY4AFrcLNJBCCWwFDubcNrGqm6ao1P3oRaKNw5hdqZXKUjSGb2EBsz63fsJFeOGWAep/8CKiyYrpzVX7yUAYd1UOlZ8/55SrlzVNo//l43Q8tBdnUQ724gxQNQLHO7HlOpn52fWn3IMd6x6m8eebSfqj5Kyrxl7kRpM1+l+pxewyU/GpM8fppWuqRu9LR+l+fD8Wj4e886qx5jhRkwrdGw9jybRT8Yl149I7EfOg5XevYbI7KLh0PtaMVPyE7icPY/HZqPjUmafMZ7ixj8b/3oygmSi4fD4Wrx0lLtHzdA2iTaTyc+ecUrY41jNC4y9eQY2pFF29CLM7Zdf37HESwwEqPnUmGYtLx733jif20f/SUTIWzCDnrEpMDityJEHfc7WEmropvnoZeefMGfcuwo19NP9+G2aHLaUXb0tJHfdsPEq0e5DiK5eSd/7cMXaqrND2l50M7Wkmc+lMfIuLEM0m4r0hep87hmDSqPj0Wrzzi8dK5moavS8cpvvpQ9hzUnEREARiHcOEW/oovnIJBZcuPGU5U+ISjT9/hXDDILas1HOTwzEUKUH1V8/DU104zuaEXe09z5Hoi2BxOkFIqcqpyMy++SJcE+xOSfjDHPvO0yAJWDNdCBYTicEAglVgzs0XjYsVAW/OlmxJxR1w5GfhmZ2PYDURqu0lMThM+SdP/e4CRztp+uVWBE0ka/UsXLMyQRCINvkZ2FGHZ04hFZ9Yh+WkRcFqUqZ/Sz1dj+/D4nRRcOUCbDkuNFmhd1MtsfYByj60iqzTx2rQy5EEvS8cpff5w7jK8si7cPZoWendWEMyGKbk+uVj2j5IDdC6nzjA0L4Wcs6YjWd+HgIC0dYRhra14zJVk5t5PmbzqXc4/MslZd8t/OIXv+Dee++lt7eXJUuWcP/997Ny5cq0bNOVlFWVJG29f8S5xE7R1QvGBMXQNI1QbQ8tv9mBGlMxua2YXTbUhEzSHwYTZK2soPDKhaOOKzEQovV3Owm39mLPy8Iz94R2ephgTTeKnCT/vHkUXr5wVFRFlRX8O5vofvIwSjiJyepMfbdXbchSiKIbFpC7vnqcgISmqPQ+f4SuDYdxuooRRRuCYiUqt1D19fUT7sMMHO2i8WebMQlORLMZNBFZCjHjkyvJOr3ilI4xeLybhvtewWSxY7JbAQ0pFkN0iFR/5fwxuucnSAyFqf/hy8gjSSw+O9ZsF5qsEu3ux+y1U/HxteOEbFRJpnvjYfpeOIbZ5SBzRSmWTAdKJMnQ3iY0NEo/uJKstwUTCdZ20/zL19Bklbzz5pGxtDilRT4SpeeZI0RaB0aDrIwuqIwmaP3fXQQOt6U03y9bOKqyl6rsNfS/epSMZeWUf+yM0ecvh+M0/WorkZZ+8i9YSP4F8zA7Uz30WO8IDT99GcEkUPrB0/EtKBlNT1NU2h7ajX9bPd45JRRcMh+Lz4GakBne107fSzVYcz1UffG8cR2hwV2NdD68F5PDRs66KsweK9JIAv+2ZhLDQYquWkLhxeMdQOBoJ21/2YUma2QuLke0m5GGYgzva0V0man+ynk4y8brDowcaqftgV2IJhMZSypS2uWD0VSIX0Gh8ovnjmqQn8zwwXba/rwTk81K1spZmF1mpKE4/p1NKEqSmZ9dT8aC8UplI4c6aP3jdkwWK9lrKzF7bcjBBP7tjcixOOWfWEvm2wJ0QEoSt/HnryKHEmQurcCSYUeOSgztqidj+QzKP7rmlApnyUCM+ntfJDkQwTUjF0uWCzUpE2rswpLpYOYnzxynkw+pYDW1d7+AGlFwlGRiyXKiRJME6zoounIJBRcvPKXQy9AbrbT8ehsmq42MpaWpfIYSDOysI2vlTEqvO+0UmvUxGn/2KtEOP7lnziXr9DJEuwU5GKP3+WOEGrrJPXsupTeseKuMaRqhul46HtyNHJGo+tK5o3VTjiZp/dMOAoc7KLx0MfnnzRvtnGiaRuBIJ52P7EWVFKq+dP6opn1iIETzb7cT6/FT9oGVZK2eOeY3Dh9so+3PuxDNIoWXLsaW50GVFIJHehncVoc5w07Vl87D8TbHH+8L0PKH7UTb/WQunoklw4ESTjJysBMlEWfGTavIXl05rkxrqoZ/dxOtv9+Gq6wAa4YTKRgn1jmChsTsWy7ENWNsYClIjeSbf7uVSPMgrpL81KLnQIzEQABrrpPqr19wSrXMeF+Auns3oYQlrD43otWUCrscjpB77mxKrl+B+LadQJqmMXKgnY7fHaQs9+NYbePbx/+zjv3vIZ3obpqq0Nz5a4o/OYfMZRMvYktNNe9CqrWTkbmISKiVmKOO2bdcMOG+UTma5Pjtz2CLz8DuyCOe8CP5Oplz68TyoJqm0f7nPcQPqmRnr6KrayMVX1qFd/bk+0Wj7X4a7tlKfu4F9PpfYN73Lp5y/3O8d4TaO16mqPBKenqeYebXzsAza3JBBikY49i3niM/52Ji0U7k/A4qv3LOpPvBNU2j6WdbETpzcTpnMDiwlYIPVpF71uRCGpG2QRrueY1Mz2moqsTQ0D5mfGYFOasmlnjUNI3W/9lFeH8Ii9ONpkrEIj3kXVhNyXWnTfy7wnFqbt6AqNpTW3g0kBMRnBWZVH31fEwT7J+VQnFqvvUkgmxGNKfKgRyPknd+FSU3LJ84n6pG3Q9eINEuYbV7EDATDXZR/h+ryTptcnW6zsffYPC5NjzelCBMMHaYeXddOqUqWt+mY/Q8Uk9m5jIUJUFErGHe9y6bct9z5xMHGHqhC69vAXIyQNzTzrzvXDKlSlnbn14nuGMEt6eSZHIYJaufuf81teRs069eI3YwgdNVRiI+BAXDzLnt4im3J7b+YRfR/Unc7pmEI824Vzsp+9CKSW0Amn+9A7nWhstVzvDQPrKvLKXwoskFVDRVo+6uTVhHKrDZs/EP7aTk4wumFI+Sw3GO3vIsXusSBNFMIHSI4g/NJWfd5CJaI0c6aPrJDty+MlRkkrFh7FVOqr9y3qR1r2vDQfqeO47Z/uaoPJbAmm9jzrcvnXT7Zc+zR+h+8jBmixNBEFFlBWuhlTm3XjTpXnL/riZaf/s67oxKRMFCLNxD1oXFlFy7ZNLfF+3wc/w7L5KduRrRbGNoZBdVt5yFa8bkqqHRdj/1d71KTs7ZqHKcEXkP8++eWOv+BIO7mun+83Hy8s4iGKzHMi9GxafOmNRG0zQaf7oZU08RLlcFPd3PUPnNM3HPHN+BOJl47wj1d2xlZvF/jvNDihybVnQ3Xd/Y29vb9VxOV5e+VZvvRgb8W8m5rGhSpw6pTw7ln1qN7OolHhwgIhxN6XdP0iianVbm33UFcUs7gtlK3NTM3G9fPGmhEwSBGR9biXlmkoHuXeRcUD6lU4eU2Efh9fMYGNhK2b8tT0vUxF6QQdF1C+jv3kH2OTOmdOqQkjqt+M81DA8dIBg9QuWXpg5eIwgCsz5/JuFEHVI8hHupb0qnDuCakUPx/1uApASRtRAlNy6a1KmfSKv8k6sx5Sl4nYswm3wUXDF/UqcOYHHbWXTvtWiCQmHOZXjtC8lYUsKcmy+e0KlDStd98Y+vQ7AJ5OdciM+xBN/S4kmdOryp1X3zRVgLzHidi7CIWRRcNW9Kpw5Qcu0yPEuzsFg9SNoAs764Li2p0/wL5uFenIFgthJJ1lN9y/lpiZmUXLMUS4kZiz2DiNzMnG9dmJb06IyPrULISuJwFxJX2pn9rQvT0jeY+dl1qK4wTl8FCbqZfcsFaWkOzPi3Vci2Iaz2lEJg6f+b/B2coOLTa4gpbYiCHVO+NqVTh9T7q/r6OYTix1AVFfdCX1qKkGa3naqvrycmtSOIIt7lOVM6dYCMhaUUXTMfk+DF65yLrdQ+pVMHKL56CRmnleC1LyI/+yJEp8jc2yd36gCFly4k7+xqPM7ZFORfgmBXmXPrxVMKxGSvnsWMT65C01Rczgqs5eYpnTqAszSbmZ9fS0zuQpKGKLhqzpROHU60e/OJxbsIRg4z++bz09KLyFk9E+dsJ8lEiLjaQvknJw8qA6m2pfIL6wlFjxIONpN/efWUTh3ebGc/NJ+BoX+cFLsux75ixQo+85nPsHfv3gmvCQQC/O53v2PBggU8/vjjf3cG30k0TSMQf4O8C9KTwhQEgdKPLMMf3Eb5Z9ek1biJVjMzPnE6/qGdlH5kedqyrmUfO52o3EjBRfPSuh4ge80skpqfzGXp6ZED5JxZSVxto+Di9NPxzC4gGm8h+8yKtIVoBJNIzlkV+Ie2U5RGRR/N3xmVhOO1RBOt5J2r4z19eBkjwYNE460UXpKe9KjJYaXginkER+oIRmoo+2h6n3xEq5mSG5cSCNQQjNakNUo8kc+ym05nJHiQSLyBggvTfwclH1hGIHKYJH48c079HfVUFF+3hMDIfsw5Jl2658U3LGZoYDeuqqzRTw7pUHjVAvyDe/Esyk9boEcQBAoum4u/dxcZpxWlrTYmCAL5l8xhsG8b+ZfMSVtVUBAFctbPZNC/jcLr0pe3NdktuGZnMhzcTdE16ceIcJZlo9qCBMNHKL42fbv8C+YSidczEjxC2cdWpP37Sm9cTjBaQ3DkOMUfXJr28yy+binB6HECw3UUXb0w7bYre81MEmo3I8FDlNy4LC0bgIzFpSSUXsKxevLOSV9+OfesaiLRBgSfNuYz6lQUXbeYIf9O8i6YnX5ZMYlkrZlBMHKEPB0SytmrZxJMHCKppr91eDJ0OfZjx47hcrk4//zzKSgo4NJLL+VTn/oUn//85/nwhz/MsmXLyMvL4w9/+AM//OEP+cIXvvAPyeQ/HVE85REON+Ndlp+Wgz6BszQLwSHjrpi6p3YC77wiVHMY7/z0G2CL14FzRibJ4fRFDiLN/WStrNClqKZEJRzFPl2qdIIgYM6wUHBJ+o4IIP+iuWiWuC6HIphE7OVefMv1adZ7qguIx9vJXFWsyy7v7GpC0aPYZ7jSDioDkLW8nEikCUu+Ja1IeCdwzchB0vy45mRNGenqZGy5HgRPkszV4xcdTYajMAOJYd26557ZBSS1fgqu1PfOs1aUk1A7KbxCnzZ4zroq4kq7br303LOqSGi95J6lLz5E/oVzkRjEN1+f7G/+xbNRbeFTLvibjMx1ZYhZsi65YNFqxj03G0nwn3I9y0RYfA4sBVYiiXqyT09/q7JoNeNZkEskcYzsM9LXaBcEgZyzZxGPd+lqJwVBwLesCGelV1ddEC1mXHMy8Z0+edTEt+MsyUIRw+Seqy+GQ8aKEuwzXLqkewWTiHdxEaHwcWQhPNYXTQNdVtnZ2dx333309PTwi1/8gqqqKgYHB2loSAlPfOhDH2L//v3s2rWLSy65ZFoZeicQTMIpj4TUg2ehvshvocY+snRUDkgV2IwlZUTb9PXWstdUEm5IX/BGCsR0NzBSMKor0tUJBFHQLVFrdtsRbPp17k1OE94F+jSpAUweCxkr0hf/gVRjJrpEMtdMHoby7QgmEZPXjHep/nxasx24Z+sLmgPgKMvA7NG/pUa0m7Hn6dc9F0SmDCE6zs6Ukh3Vo64IqWh6CJpuHXnRYkYwC7ocA7xVNvXGDjDZLbo13SEVecw5Q5+GPICrKhtrjv6YFO452VhznbqlnjNWlCA6Rd0BpHwLCxFd+iWULT4r9hJ9bRiAo8SHaJqODK9Jt7a+Jik4ijJ0p2Uv8SDLESRhCMS3/NJ0mJY4tcPh4LrrruO6666bVqLvNgRROPUoVlAQTfoKrBJLYk4zlOLJWLx2lNjUez1PxuSw6pKBFSwm3bKegsmU1j7ut5OuEMl4w2mYqOq0tOcRQJyGPrto1R8IBVKxo012/R0XwSzCNCq4IIq65V8BBIRp2WnC9OxSOusq6HQO8Oa7F3XaTaeMadq07ab1LBV12hr7gnka+uwmYXp1wWKalm69YDExnQcqmETUNPbEvx1N1kBfHKiU3XTaMZOY0qDXm5b0ZlkWFFQhgln0TCteBfwTlOfei0w0YreYM4j36NMsNtmtyDq1rQGkYByTQ1/PMDkSwexOv7Q6y7IJHE4/UhykohFFdMqxAmhyau+0HuK9I9OqEHIwSbw7qNtOjcnT0u9XohJyVH/joiZVEv3601OTCrF2fTK1APGeEIlB/enJMZlwg753rsoKyCkNbV1pRRNoErrLWEpgxUy4UV96yeEIKKJuffZwQ19KUzyiL8ZBpMVP0h/TLcca7w0T69T/zqOtw2iJ6dUhaRp68HIogTqNQFCJwTBqTL+dGpUJN+jT5AcI1w+QHNb3+zRFRZM04n06JaITEuEm/W1muG4AmysLQRRQhMjfNWI3HDtM+I3dl7sY/5ZWXbey5bgZ2qPPRtM0Aoc6RveEpkv/K7U4TrGPdiLMbjux9hFdcqfScBg1KujSWlfiEmpI063V3f3EEUTZRWIw/cARmqKS7I4x8GqTrrQS/jCi5qb/BX1a1onBEKLiYmizPr10JS6hxkVGdnfoauRVSUbySwTe6NY18pPDcWS/SvCNHl2jjnBzPw5bIf0vpK+BDSndc487pWqmh74Xj+N1L9RdVnqfO0qGd4luu56navC6FtH1xGFddt2PHcbrWkTfC8d02fU9W4vDVkbgaPo7hDRVI3igF3lQ1RUAR5UVQkf6SQ4mdM3MaZqWKl8R/QF3BjY1YBYyiXboC7jT/1wtVnMu0fb0Pz9qmsbw7k6UAX2SzVIwhtSvENjbpavuDe1pwWGdQfcGnTEHXmxAC1pI+NMfFMqRBPH2KDZXNggCmqj9676xv28RTz1iN9vs2IUSwo3pRzDrf6kOk+RJW3MdIFzfi6j68O9K31nEukcQonb6N6UfOKT32SM47ZV0PvxG2jbtD+wjM/N0Ov68N+1K0fP0ETJzlxGuG0r7U4EUiBE6Okh2/iq6Hk9f131weyNuTzVWsnW9p+4nD5OdczqJnjhyOP3GrHvjETKzlqOFzcT7058lGHi1Dp9vPjZLEcFj3WnbDW5rxOudi9MxC//u9MtHzzM1+HyLcDhm4N+dvvJj54MHyMo7HbOaReBoevnUFJWeDUfIKlyBGjSnHRRIScgMvtJIZtEypD457ZGREksytL2NzKIlSL1S2lrkciTByJ5OskqXE60bTrvhjXWPkOxJklW8lIHNTWlHAgsc7cYkecnMW07XgwfSrj+D2xtwOirw+RbR83T6TmXwtQbcntl4vfN0BdwJHO7EYSvB51tM3/Ppd8wSgyHUoImsnJV0P55+Ryk5EkUaUMnOX03nwzpiZxzrxmrOx5e5hK7H07fr3nAIn28xDlsJ/jQDH2mKStdjh8gpW0voSH/a7VhiMES8PUpW9go6H0q/ne3eeAivb2Hqs4YoIIpiarT+r56Kf3tktPcyokWc8Cgqu4KWn7+eVk82UNNFcO8gucVn0frbXWmNsFRJpvX3uykoWU/vxmMk0whXqMoKTT9/jbzis4nVxOlPI8LQ0O4WRrb1U1C5nkSdMmWDoWka7Q/sgX4vWSULsCaKafvDrikbp8HtjQS2D5BZuIiC4nM5fueLUzpOOZKg9rsvkF9yLp7cCuLHEwy8NnXDFG4eoOeRY2QXnUZO0Rqa7t+eVk9++GAH4YMjuHPLyclbScNPNqc1qg019BE64MedM4PsvJU0/fy1tN5xwh+m99laMvLnkV2wnNbfvp5WZyIxEKLn8aNkFCwku2gZXX89RKx7ZEq7wJEuRrb34suvJrdoJV0PHCbcPPWMS+cjbyAGMnD4cskvPZPWX+6aciSmKSoN972Kz7MEi8NBQdl5NPxwy5SdHlWSqbv7RXLyzsBsNVNQdh51d788ZWhRJSFTe9eL5BaciclioqDs/JTdFPVGiSWpvfMF8grPxmQRKSi9kLrvvjhlevH+IPX3vELhjAsxWc3kFaxPxSqYQsM83DJI6y9fp6DsHOzuDBzMpOXX26esP8HjPfQ8fJyc4pX48qsJ7OpneIp4CgCR1kF6Hj9OVuESMvMX0LvhWFodJSkYo+1/9pBVsBxfXjX+re1pjb41RaXxp1vIyV+FK7OAREsyrVgMqqTQ8MOXySlYjTMzH7XXSu/zU8+CxPuDtP7qdXKL1uDNqyJ6OEb/q1O3ewNb6okcCKfqQskZdP+tZsrAXZqi0vDjV/C5l2BzuskvOY/a707djiWHI9R9bxMFpefjzilHak4J+UzF4LZGQrtHyCiYi2gWEM0CZqtr1AdNh2krz7lcLr761a9y880343TqX/X5buCE8tzpl/0Gs2XiBW+RkVZa2/9IxRdWn1KCVVNUBrbW0/tEPSVVV2My2xgZOErMXEf1N8+bcF+oEpeou2cTHnEx3pz/z959x0lV3osf/5wzvW/vhWULsHQBQRQFC2rsxnpzE02iN8nPmBjvjTGJiSnXmB4Tk5tieiwYC7bYEKQIKL0sbdleZ/vO7PSZc87vj4GFddvMRgXX5/16zesFs/Od88xp31Oe830qCPt6aG99mYqvXzDqZflYIEL1D9fg0M3BmTENTVVoq3sV8zQD+dfNHdZLONLnp/35/fh2e8grvQJZp4/XG29ch5bqI/+GOUNKtmqahvdgG61P7sEYySWj4GwkSULTNHrbtxOSm8i/aS7OyrwhPYSDrX20Pr2XcF2E3KkfQ6c/Vj7V00anez25H68k/ezSIY8OHi+T2/rUPjLSz8aaWoCsM6JpKu7617HONZN3zRwM7+qMqIRjdK07TOdLNeRNvQK90Yok6wgNdNDRvpaSLy7BUT6897mmqHSuPUTni/UUlF2NfKyN/Z37CZnqKbv7vFF7wPbvbaHxD9soKPs4emO8PZ7uQwQ4TPnXRq7rDvF+BtUPriO38DJMtrTBedLVtYHyr503Yu1siF8Sr/35RvKKr8BgdoEkEQsP0F7/CrmfqCT9zOE1AtRojM41h+l6pZ7cksvQVAWIdwx1179O2oV5ZF00Y9hz5sH2floe34nWYSc1eyFKxI8kyciyCXfT66RfkE/WyhlDHu/TNA3PgVZaHt2JzTATm7MQJRJAknXoZAvullfJuHgKWRfEa2oPxqkafTsbaHliNymuMzGZU1GiIWRZj15npa3lFbKvKIuXRz6p57qmqPTuaKB11R7SUpagN9pRYxFknQG93klb84tkXTqVzPOnDavP3rO1jran9pGesRSd3oIai6LTG9HrXbQ1PU/6hcVkr5yB3nri90UHQnS8coCeDY1k5Z2PqkRQ1Rh6gwWdbMXd/grZV04j89zyIe2M9Ppof/EAnu1usgsvQI1F0TQVvclOeKCTAaoo+I95OKYNHeMg0ufH/dIBPNs6ySm+BE2NX0qX9QY6G98kZUUm2ZdUDlvP1KgS3/esPnxsnTbFqyJG/LQ3vsyULy4etYBVoLmXoz99k+zclVgc8X1ANDRAW/1LTPnSYpwjlAOG+IF49Y/ewK6bjSsj/qy2qkRpq3mJjCuKyLpg+oidviK9Pqp/ug6X+QwcaeWoSgRJ1tHZsAFTZbyGwrsfBdUUlZ6362h9fC+5xZcj6w2osTCSrKe3bQf60hj5183BnD20p3yo00vr03sIH42RW3Ix0dAAaizeP6K7fRuOMxzkXDlryKO1mqrRt7uJ1lW7cFrn4sqsJBLoR1UixEIBevveji/z88qH7NOVUJSudUfoePkwOYWXYrJloMZCxKIh+jp2IeeFKLhxHpb8oU85hDo8tD6zl3B1hNzSy5CPdQKVJAmbaSqSpCcWDbLtpc99cCVlt2zZwle+8hVaWlp44IEHuPXWWyfyNafU8cS++JpH0BtGPjgJ+Tpxt7yGz1NLNOZBNstkXzwLS54LLaYycKiLvneasTvLSM8/E1l3YoH7e9voaHmN1CWF5F05Z7DOc6TPT/sLVfTvaCUzbxn2tBOPx8WCATqa1qG5gjgq048l1XjP/WCTl2D9AJl552BLPbnIjI7YQJD2tn+BNYw5146GEr+E2B3vXZlZsAxbevHgzsSgd6GGFFoanyUccaNzmIh6fSihEHqbJZ70FAm95CQtayEWVy4mQxZKWKG18RmCwSYMaVYkWSLc60UJRJBNRkwZDtRwDMUbxZk6k8z8szEaMmlveoW+3p2Ycx3obSai/jD+ui50BiM6mx5jihU1phLp8WOzTyWv6GoCngbc7S+jzzRgK01H0kmEWr34DneiM1hRdRH0tnjSUHwRbLapZGadT6f7DYLRJjJWTMWU40BTVAYOduLZ1YZOcqLgR2eOJ0U1omCzlmK3VdDZ+QaWUgc5H5uOMc2GGlHwHmyn45UjSGEjSBqaIYYkgaZoGPVZOO0z6e7ZiHWai9wrKgcH2vHVdtK+uopIRxSjxUlM7UfSy2gayIqJ9NSl9Hl3o1kGyL58BpY8F2jxzlYdrxyGgAGdwUJU7UNn0aOpoAZVUlzzUZQgAwMHcC3Mx1LkQlM1/NU9eKs6MBtyURhAM0cwZdrRVI1Ihw+TnI9Rn4FnYC+mXAum7PggMIGGHghZMBmyCIYaMWQY4/MsphJs9qCPpmIy5DLg248+zYAxzYoSUQi19GMy5qLX2fD7arFMcWHKtKNGFQI1fehiaRh16QwEDmJIN2FwmVFCMUJtHqyWIpB0BAIN2MszMKRZUEMx/NW9GMlBLzsY8B3AmGPD4DCjBCMEW71YzAWASijchqMyG73DRCwQxX+oG4txCnrZhmdgP4Z0E3qHCSUYJez2YbEUoWpBomo3jpk56KxGYgNhfAe7sdumo5ct9Ht2I5njj/opwSiEdZiNBURiHUgOBeesHGSzjkhXgIF9XTidM1FVjYGB/ejsemSjnpg/jBQ1YTbmE4q2oXNpWEvSkPQy4fYBws1hUlzzCYQbCUXaMOc4kAw6Ij1+VJ+M1VxIKOoGUwhzrhOQCLm96MIuTPpsBgKHsJa6sJWlgQTBJi8DBzux2krQ1CChsBudw4gkScR8UWymKUQjfqK6brIursBWEh8cKtjaT+fLRyBkxmTKJBBoQB7cHlRslqlEgv0o5n6yL5sRH5RFJxPpHsD94iGCTT4s1mJCoWYkgwrHtwddNnrJjj9YTerSIlxzcpGNesK9fjpfqUbp1zAb8giGm5DMGjqLIT7qW9CI1VhCIFqLIUuPfVomkkEm3OHHu9+NzVaCLOsZ8B7FnBfffyjBKOG2ABbTFEKRViRLFFOOE0mCkNsLITOulEqCwU4C/jpspRno7UYUf5RAbT8mfXZ8lEmriiHFghpViHTH9z2OtGkM9B7B76vDNjUdnd2I4osRqO1DJ9mJqf0YM23orAZivjCxviiu1Fk4Msrxdh3G23cAQ4YFvd2EGlQJtvQh6XXIVhlzTjw5R7p8SBEzqRkLsaYWDDnIM+hTMBvjB1WxaIB3Vt/+wdeK//vf/843v/lNsrKyeOihh1i2bNm/83UfqOOJfcl1fxyW2KPhAWoP/AE5LUrOtTNwTMtFkiSi3iBNT7yNZ287eslBet6ZODJLhywYVYnR27oLn7cG58Ic0MUYONKOEoyi+CJImoH07KWk5FUOey7WqMuks2k9fb07SFmSj2N6DpJOItjSR9faGkz6bDILz8FgPnFmbjHlo9c7aG94nU73WlIW5JG6pARLTgoGl4VQpxf3C1V493aQXXQhjvQyLKYCJElGUUN0u9+mveEVMs8vJfviyiFnZoGWXtqe3U+kPkrFvLvQGyyoahR/sJGQz01b9Uuknl1E7hUzhwxQoUZidG04SsdL1Uwp+xTO9AoCoVZC/nZioQE6mtZjn5tG3lWzhw6qo8ZHBmv7534yU84nPX8R/b1VRAK9qKqCt+cgUnqY/OvnDhlgRNM0PPtaaH/mAA79HFJz5tPbvoOY4kdCJhby44/UkXN55ZAjbk3T8FS10rH6EMZIAbaUqXh69hCLBZBkPXrZgd9bh2tB7pCBfCBeq9797EGiLZCSdQae3j3Eoj6QZIzGVCLBXvS5OvKunTXkCkKkP0DHy4fof7udnIKV+AaOEo15AQm93kU40IGcFSX/4++6mqKo9G5roP3ZA6SmLEbW6YkGvSBJGMwOejt2Yp1uIfeaOcNqD/gbu2ldtQ+9NwtnVuWxs3IdOoOJtpqXST03n5xLK4fVHgi299O6ai9Sl4vUvAWo0RCSTo+mKrTWvEDOldPIXD5t2HPhwbY+mh/dhWEgH1f2TNRYGFlniJ9JNrxC/s3zSF88/KqDv6Gb5r/uxCpXYk8rRo2GkPVGwv4eujo3UPipRaTMHboj1DQN39EOmv6ykzTXUizOrPhVAL0RX18DHt8uij+zeNiANJqm4a1qpflvu8nKvgizKwNViSLJeroaN6Kl91P0qTOHVSvTVI3+XY20/GMf+VOuQG+1o6rxuPaaVzGWSRRcPx9j2tBCS0ooStcbR+he00JB+RWoWhRNVZD1Zjrq38AwRSL/urnDak2EOr20P1tFpBZSsucRC3rQ0NCbHPj6a4gY2si/Yd6Qq2jH50nbU1XofOnoDXZiSj+apqHXu9DpTPT37ST78sohVx00TcNX7ab9mYPQb0NvchCJ9KCpCnqDHYs5j57Ot0lbNoWcSyuHXE0LtPTifu4gwdowzpQKItEeNE1BJ1sxW3PobF1HxoqpZF88Y8h6FguE6Xz9CN1rG8jMPRtNU9A0Bb3JDpKEu/E1cq+dScY5ZUPOlDVFpfedetqeqiIt8yxMlvgZsd5sI+TtoLN9HQWfOIPUBVOGXEHQ1PjgKy2P7yEtYwkWRy6yrEPWm/D3NtDVuZGC/ziD1DOKh8YpKr07G2l5bDcZ2WdjsWch603oDCaC3g7aG14h54oZw642qVGF7rdqaHtmHxlZZ2NxZaMzWgevap5Mp7NhMeUjSfHtIhYN8PbTt52aQWACgQA//OEP+fnPf84ll1zCT37yk4SHdT2Vjif2pTf9Gb3xRFKKhLwc2v4TSr58ZnyIxFG4Xz1A7xo3hZVXD25QSjRM04Fnyb66jMzzykd83nmg2k3dbzaTV/IxLM74jluS4mfHNbsfIfuGMtLPKh3xctbAUTd1v95MfsllWFzZmE15GAxOWqpfIJRaQ8nnl4767GPMF+Lw91+nqPiTpGTGL6EN9NRRX/snpn17JQbH6AVlvAfaaP7DfiqX3ItObyQc7OPQ9h9T9rVzx6xyFQuEOfK9NRQX34Izo4xg0E31jt9QePs8UmaPXuRFU1Rqf7URl7KYjIIlBENtNB9cjXOZi9wrRi/rqWkazX/fjtyUR3bJuUSiPfS1V+GXDlL+1QvHrCLo/tdBfG+FyJ92KYoaJOzvp6VmNdO+edGYRXq8B9po+sNeSub+JxpRVFWhcf8/yf/kLNIWjl6+N9IfoPr7b1Aw9Xr0FlO87QefI+OygjFLZmqKSu3Dm7AGK3HlVKCqUZqqniHnhnLSz5o6ahxA6zN7iezRk116HrFogIZ9q5hyx5k4p49dOKdt9T5Cu2Ryy1YQDvbTWLWKim+OfssIji2LR3dAXToZxWcSHOiktfY5pn/nkjGLtmiqRt2vN2ENzMSVU4Gvt5HOjrXM+O7HxiwWosYUjv5wHem25VhTc+nvOIgnvJNp31g55nJXQlEOf+918nOvxehw4q5bi64sSPE4JYOjniCHv7OGkum3IJtkmg8+T8oFqWRfPHY1PF9dFw2/3MHUeZ9G1YI0H3ye9Etzxi2J3L2php4XOiiovBJNi+KufRNjpUrhfywcs3BO+/P78b8TJbd8RXxEsY5D+JT9VHztojELy3Surab31U7yZ3wMCQh5u2hr+hfTvz328vMeaqfpd7spmnU9sk5HJNBPy9HnmPbtlWNWlYz0+jjy/bUUll2L3mIjNNBDW+OLzLj/0jGrNSrBCIe/v4acrJWYnOkE+tvi68t3Lh1yG2hY3LHlnp15IWZXJv6+Zrq6NzDj/kvHXM9igQiHv/saObkXYXZmEfb10Fr/IjO+c8mw0feGxPlCHPrua+Tkrxzc7x8nSTqMhhSMxozBpA4QiwTYsuoz7+8gMGNZuXIlt912G6tXr6ayspJ77rkHny+5Z8BPFUmvG/I6uuc3TP3KkjGTOkDOJTNJXZ5Fd/M76AwWDOZUWo+8TPHn5pF1/rRRi5g4KnKo/N6ltNW/jBINYrJkYLWVULv3LxR/cT4ZZw8fhnAwtjyHGd+9lLaGVzEasjFaUunrOojffJCSL4ye1CH+uNv0+y+m8eg/UJQQyFB36M/jJnUA58w8cj85nYZDjyHpdTQcepSpdy0dt3Sl3mpi2n0XUn/4LyBDV/MWcq6tGDOpQ7wQRemXzqWzey2qGiXs9WAq142Z1OFYHfhPLSJgPEI0GMCgz6Tfs3vcpA6Qc1klxkoFf18bVnsxbTUvj5vUIT5v8j89C3ftWmyOKXQ3bSHn4xVjJnUAY4qVim9dSHP109gdZQx01eJcnDJuHezj86bfvx2DLh1/TzMpy7LHTeoA+R+fSyy1Cy0M3o5qcq6dNm5SB8i7Zg6KqxMtqqO3dRdTvrBk3Mcz4zX5F+JXq9HLKXQ1baL8a+ePW4lNkiWm3nEOPT2bMZkL6GzeyLT7Lh63Apis11F+zwraG1/Bai2hp20r0+69aNzlrjMbmPaNC2ipXY3JkEFIbaXok2eOGQPxUqxlX11Ga91LqGEZfYE6blIHsE/NJPu6UnrbdhL1BbFUmhIa5yBjWRmWeUZCnh7UkIKW5qHoE+PXhM+9ajZycZCIN4hOttLXs23cpA6QdUEF9sU2/N0tGC0ZtNW9zPRvXTzu8nPOyCX/07PpatyCxVZAW+1rVHzjgnFLRRvT7FR843xaa1/B7iylo+ENpn1z5bglmHUWI9O+eSFt9a9hc5TR0bie6d+6eMykDseW+30X0t64Bqu9lM6mjUxPYD3TW41Mu+8i3A1rsTqKcde/wbT7Vo6Z1OHY/ve+lbjr12Ky5GCyZGCyZGK1F+JwTcNsy0U2GIblo4mYcGL/3e9+x2c/+1nmzJmDy+XiggsuYNOmTXz+85/nl7/8JTt27KCyspIdO3ZMdBIfmJN7wfv76zGVmrCVJFZKNufyWfg81fERqjxdOBak4EygnrTBZaXkC2fR27YLqyOP/s79uM7OwF6ePW6sMcVK0W0Laa19Htkg097wIlNuW5xQuUu91UTux2fQWvciPe27SD2nYNykflzawmJ8waP4vfXEjP3jHvgMTtNuxrUkF3fjWvp7dpNxbmJ1uiWdTO51s2g++gzu5lfJv3FeYnHHBnlprv0nHY1rKLh5XsL1/vOvn0d708sEPM3YZ6YnXE43dV4hIbWZaMRDINBMxrLEamcbU6ykLMmlu3ULfZ27yL0qsUE/JFki/+a5tNQ+TY/7HXI+lnjN9IKb5tFU+zT9PXvITHBZAOTfOJem6lUEw00J10yXJInc62fRcPgxcIQTrtUg6WSyPjaN+n1/w1rqTHgdlY16Us/Kp3bvn0ldWphw6Vi93Yylwk7t3r+Qe+3wW2SjseSlohj7aal5irzr5yQUA5CxtIzezm20N72S1AAxeVfNpr3pZdzNayj8z7FHJDxZwY3zaWt6kZ627eTfOC/hErB5V82ms/VN/D1NpCwqTLh2feq8QoKxRgKeJsyF1mGd20ZjynRgKjLS2fgWpiJbwuNG6G0mnPMzaD38PPbK9ITLWeutJhxz0mk99BzOuVkJj/9gcJixVjjprNuAuTjxdhpcFuwzU/H1xnOG1ZGLyZqKzqgf9cmsiZhwYn/ggQfweDx86lOf4s0336S/v5+dO3fym9/8hv/6r/9i3bp1fP7zn/9QdKqTDLrBV2vdv8hNYiALSZJIP28KbTWv0t7wMjmXJz54hmNaLj5fLf5gK+7GNWRfkvhoQK6Z+Qx4DtPbtR85TR33aPFk6WeV0tuxk/aGf5F9ceLTBMhaWU7t3r+TfVlyg2jkfmwmbUdfJWVJXlJlElPPKKa/cx9yujKsd/xYLPmpRCUPfd27cc1NvB68zmzAUuKg8fCT5CY5EEr2ZdOp2fkXMs6fklRN8ZyPzaT16CtYyuwJj3AG8cGDBjy1mIotSdWztuSlEA534pifmVRpXGthOkFfG+nnJz46IMTXVb+3jqzLkhtMI+OcMry9VeRcleRyuLQST89esi9JLi7vqtkMeI+SMq8oqbjMi8qI0J1UgSlJJ2OfmQHOcFK15PV2M/p0maiuJ+FkCfEDSDlVo8e9jdQFUxKOkw16HDMzaDr8dFL7NogPgFN/4HFyrk5yOVw7m7a6fyUdl3PFLLra3yInye0298pZdLk3k3NFcgMY5V4zm/amN8i5Osm4q2bR0fwmoah7SO4Z7TUR/9Zz7E8//TT/8z//wznnnIPFMnyn+9nPfpZDhw5NdBIfGFl/4ugoHO0a9ljCeNKWTsXbdxjNHEwqwUqSRPq5JXTVbkJ2KUmPoJa6tBj3kTWkLk1uxClJJ2POd6DKwaSSJYBrTj6RcA+OGYmPRAfxKxSaFMUxI7Gz/OMkWUIyyDhmJRcHYClwYs5zJD1wR8rCfGLKwKiPoo0aN7+IcLgL1/zkBogxuCyoagjnvPGv1pxMkiTMuQ7MRckNhAJgcJqwlyc/sIzOboz3rk6CJEnoncZ4z/8kyAYdGiqW/MRHKoP4yIfoSWoUPQBzXgqgJV2fW+8wYc5NfmASvcuIrTT5ZWDIsGCvSHxUtONsZfEBYpL9fa4z8lCUQFIjzQG45hQQiw6M+IjwWKxF6SixUELjrZ/MlG5HI5Z0BU9ThgMkJakhXSE+EqKmhLEWJ7cMzdkuYjE/MdWLovnGrKMiT6DuP7zPleeysrJYt+69Gzz+/SIbdIMvaQJzRG81okZDGDOSW/EBTLl2woEejJnJ1wIw59qJRf3okhj/+riJxED8UieaOrEVTtKQJnBpSZKTH40LgIkObGHUT2jLkE36eC/gCUwTmQn9RtkUH+VsItObyMAySExocBKJ+GObH5iJTmsCs0RTJxaHpk1oxDE0bUJncpJOQjZPbHuYyH4xvj7/Gwt9IvN0ggPnTDROk0j6xCE+PZB1MtFY/5D8M9JrIt7XxC5JEuedd977OYn3nKYlv5BigQiy3oSmJL8SazH1WNGF5AduUKMqOtlEzJfcwBQQf+57Iu2N9geQ9aak6iBDvKezFoNwV/IdKtVIjEjXBAZrGYgQ7U+8pvRxkd4AxLSkB+6IeoLIsiGpOtbHaTGNSPfYVdBGnGZfkJgnsRKnJ1MCCqHm5AcZUYIxgi39ScfFfGGiya4zioqEnPQgHDF/GBQtqVLBAOEOL2hS0iN6Rb0hwp2Jj29wXMwbJdQ+sbiJrCux/jBRT/IDvUR6A6gxJrA9BJDQJVyC9zglFEWSdUR6k/uNSigKavxpk2TEfCFQSXp9ifQHkJCT3t6VYARJiyfsWNSHqiQ/oNR4RK14QKeX0Otl9HoZiyWLQEtyAxr0bK4jJWs6ofbkd5S+Q904M4sITWBn6TvYRVrxTHrfGr+U48nUqEK4w4/VkcdAdeLjuQN0rqkmI28Bna8lXqMeoG9nA6l5lXSvqUkqLuT2YLZn4dnZkvTgKeE2P4pXJRZI7sCnd2M9jrSpePYnNxJe17pqUrNm0rUu8TrdEH9225ZeQM+G5AaWiflCaH6Zgb3upOZNzB9GVo30bmlKKi7cPYDRlErXG8ktQ19NB1Z7Pu6Xkrst1/NOPc60MtwvJjewTOeaQ7gyZ9CRxDgKAO4XD+BMnUrfruS2p551tegVO+GuJAYvUjV8h7oINflQwokP2KJGFcJtPoJ1/UkNp6ypGr6DnUhhw7GR8RLX82YtrqypSY1xAPF9RUpmJZ1rk1sOXeurcWVMp+Pl5Abc6Vx3BFfGDDpeTm59cb96iJTMmXS8ltz62fHyAdKy59DxWpLtXHuE9Px56HQyOp2MLCuD+efdL51ejO42YTqDPPiaOv/jdLyY+IqoaRq9bzWQWToPizkrqVHQ1KjCQFUnKYXlmAxpSQ0co4RjBGr6SC+ZgTYgJ1Rj/rjuzTWkF8wlt+Ic2p+rSry9kRj+w93kzFzCQFVXUiNIdbx0iLyZ56JTrITc/QnHtb9QRV7FMpzppfTvTXx8gq4NR8konEdW8SI61yS+PINtfehxkjdjGe4XEt9gNVWjb2sTBfNW4DuQ3Lxpf24/BTOWJ70OdLx+mOwpi3FllNG/uynxuNcOkV2yGEfqFPqTGMa3/YUq8suXYdSl4G9IvJ1tz+6nYOYFqH1qwuuppml0vHSQwjMuxn+4e9za7MepMYWeTfUUL7iE3rfq48PJJkAJRvAd6qbwjEtwP1eV8AFPoLkXvWIjt3wZbasTH7yob2cDKVkVZBadQVcCYz0c1/1WfL1Oz59L95bED7D6djWSkjWNnKlLEqrNflyo04sctZA/c0VSI/epMQXv3nYKz7iQnvV1Cc9PTdPoXltD0YKVeHa1JnzwoqkaPetqKF6wkv7tLYnHKSp9WxopXnARvZsbEh5BUY0q9G9vofCMC+h7uynhOE3V6FlfS2bpXGSdhKyThuSfkV4TIRI7YDToMRrjr6ziGcRaFPwJDJoB4H6pirScGRjNRvJnnEvrqsRHcep84xCZRXMxGPXkT08utuOVKrKmLEBv0FFQuZyGP2xJ6BJi1Buk4/kD5E5bhCMjG3nARG8Co4ZpmkbdbzeRN/1cjCYDBZXLqf3lhoTa6375AFZjHlani+I5F1P7iw3xy2bj6N/TRKQuREp+CQUzz6Xl7zsTGmUp5PbQ9a9qcqctIrt8Hr3rGxIaG16Nxqj79SaKZl2ILTUdQ9SZ8GhQzY9tJ7N4PkazkdyKc2j4w5aE4jz7WlA6NJzZ+RTNvpD6/9uc0LzxN3bT/1YzWWWzKZh1Hi3/2JXQcLe+ox14NreRVTqXotnn0/LXHQmNUte3vYFwdZC04gpK5l9K3cObErrk6X7lAMZQCo7MHErOuJyjP1o77qVZTdNo+vs7pGVUYnU6KZ5zKdU/WjPuzlpTNWp/tZ688nMxWS3kT1tOzS/eHHenq0ZjVP/oDYrnXILNlUJq2gya/vbOuOt2pM9P7UMbKFlwOWlF5cQaFXo2jz98cLCtn9bH91I4azm50xbR83pdQgdKgeZeOl+sJm/6YvKmL6bjuUMJLbtIn5/Wx3eTX3kOmVNn4X2nLaEDSDWqUPerjRTOugB7Wgb6kD3h7aHhkS3klp+NyWImq+gMmv72TkJxLY/vID13NmarlYIZK6j95fgDNGmaRsMft5BZtBCT1UrBjPOp+fm6cZf74PpSsQyjxUJexTJqf7V+/OmpGjW/WEfBjBUYzSbyys+h7jcbx11fNE2j8U9byCxagNFsQm/QoTfoMVusg/ln2GuUcUbG855UnvuwOl557trvvYTBfKLjW9jvYdOT91L4uQXYy8auPOfb3MOM8/5jsFpQ876NRLN6yP+PM8bsVNG/qxH3qsPMuugzg8X/m/dvIprVTf7NY8f2vl1P13N1zLrgFqRj4/V21u6jJ7CXki+eM+oz25E+P9UPrqFs/rU4s+I9t9VYjMMbn8R1YTYZy8tHnK4SilL/u004pBIKZ53oM9FZu49uzy6KP790xOeM1WiMttV7CR8IMX3ZjYPzyNvZSv3+F5ly59IRe7BqikrXm0foea2RWRfcis4Q7+jn6+2gZvuzTPniEqxFI/dEHTjcTuMf3qFy2ScxO+NPN4R9Hg5teoLC/zpjWFnR46KeAEd/uo7CqeeTXnR8YIsYhzasIuWiXDLOKxtx3miKStOj25BaTJQtuWrw/dYDm/Ebmyn67OJRO8D0bqvH/c+DzL7wM+gM8ednPe4mGg68TMld54z6DH3/3mZa/rqLWeffitEa78kb8PRQvfWf5N8yF+fM/GFt1RSVni01dDxXzazzb8VgjnfWDHp6OLL1KXJvnknKvKJhPaaVcIyOVw8wsLWLyhX/OVgG09/XydF3niHvE7NxzS0cNr3oQIi2p3ejNEpMO+e6k5Z9C/X7XiL/lnmDZZpPFu7x0fyPbVgiuZQsuHjw/b7WWpqPvkHBpxeM2Ms62NZH45/fISN1DnnTlwy+31VXhbvjbQpvWYi1cHjvel9tJ01/fof8qeeROWXW4PstVZvxxmoo+MT8YU9HaIpK7/Z62p7cx/SlN2FLiz/NoCoxqjc/i7HSSM4VM4cMKjO4DLbW4n7mIDOXfxKTPf69kYCPw5ueIOOqUtKXTB32CKKmavRuq6P9nweYufxTmGzx9SLo6eXIlicpvH0BjlEGevHVd1H/8FtMP+tEOyOBAQ5teJy8T88ZtR5B1BOk5mdryS8+j4wpMwd/3+ENq3Cdn03G+RUjbg9qJEbDI1swh7KZMu+iwfeb9q4n5Oig8JMLR3w0UwlFaX5sO7pOG1MXXT743Z21e+nq3UXR7YtHfFY86gnS+Je3sSn5FM+7cPD9rroqOjreoei2RSM+3RLq8ND4p7dJd84ib8ZZg+931Oyhu383hZ9eNOL2F3J7aHhkC5np88mddqKIkbt6B72BAxTftnjEJ6NivhCNf3kbSziXKfNPzBeTJQVn6pRhnx/8fSE/z3778lNTUvbD6nhiv+GHr2A0D+3RHvZ72frcg0QMHnKurMRxrA6zGlXoeauGrjVHcaVMofTMjw0pAZiaWc6RzU/j7t5O7vWzh9T6hvh9SveLBwhX+5l1wScHkxZAWvYMDm1cRUfPdnKumzVshLKQ20P78/tRWhRmLv8Esv7Y0ZwkkZFdScvBtziw5TGcC3LIuqQSY4oVTdMINPXgfv4A4WYf08+6Dlv6iTYZzQ5cqVPYt+7PtNZsIXXZFFLmFyCb9EQ9QbrXHiVY56Fo5nlklpxU9U2SyMieQVd9Ffs2/gUpFdJXTMXgtKCEo3i2t+A70ElO6SLyK88ashNwphUTGfCxZ+3vCMa6SF9RijHTjhZT4oO17Gghs2AmRXPPR9adSIo2RzaSqmPX6/+HL9hKxoVlWPJT4r+xoZfutTXYbDmULvwYRuuJnYDJ7MJiSWf7y79iwNdA5sUV2Eqz4oNzdHrpfPkwSq/C1PmX4so58QyzrDOQllnBvrV/pq3hHdKXl5CysBid2UBsIET3hho8O9vILV1EwcylQ5ZVWtY0Wg9u4eDbq7BVppN5QTkGlwUlHMOzt5XuN47icBVQtvgKdPoTOzq7M5doIMjuNb8lovOQeXEFpmwnWkzFX9NF97paHM58Shddht504mDKYkvDaHCxb/1f6GrdS+rZUzDnO9FUlUBtH54drWTkz6BozvIh65zZmobZlMqBTY/SVvcOroUFmHPtqDGVwNEegrX95JQuIm/6mYMHkQBWRxYGnY2qjf/A3bgD1xn5GLOsaBGVgQOdKD1R8ivOJnPqrCHL3pFSgBZV2b/xr/S4D+E6Ix9DmgUlFGNgbztSyEDhjPNIKxxa4CclvYSwb4B96/+M19OIc34+eqcRJRDFu7sNo+yieNZyHFknPWooSaRlluPrdrNv/Z8IRDpxzs1FZzMQG4jg2dWK3Z5L0azlWFMzTwqTSM+eQV9rLfs2/pmI5sE+PQvJpCPaG8R3qIvMgkryZyzFYDmx39DpjaRlTqNx33qObH8KQ44Ja9nxQWB8DBzoJKtoDvmVZ6E3nlh2BqMNp6uQA5ueoLl6I64z8rBMSTk20IsHz44WMnJnUDjnvCFxJrMTszmd3a//lr7eo6SfX4q1+NgIgi39dK+twWJMZ+rCj2G2u4ZMz+7IY9erv6G35wgZF5Vjr8hC1suEu3x0vnoYpUehZN4lpOSeqFkgy3rSsqZRtf7vtBx9i9RziklZUIRs0hPzBuleV4P/SA8FlcvIKZs/ZPmlZ8+g9dBWDr79BKYiG2nLStBbjcSCEfreaiBY5yG/Yik5FWcMiUvNKMPjbmLfhj8RM/hJPbs4PsBPIEr/282ofSqFleeRXjy0RkJqZjm+rjb2rv8TYbWXlMWF6BxGFF+E/nda0CsWCmeuGPL74utLBf3tDezf8Cci8kA8zmY4FteMXrVRPPN8nDmFQ+LSs6bR3XiI/Rv/guZQSFtWjN5mIhaI0LelCaUrSmHluWRMqRzWTqNpjDK7IT//vPdSkdiTcTyx/8dPX8NoGflRte7mQxzYvIqBnpb4ow3oyCqcSd6MM4fsWAHM1lRS0qcA0O9uZM+6P+Ltb8KU5QCdTKTHh0GzUli5jLTCoWfHZmsKKenx+vqezib2rP0j/T0NmDLtIEtEegOY9E6KZ56HK29oARSLNRXXsekqsSiHt66m+fAmYpEAIGFxplNUuQxH1tCjc0mSScuqwHBsGNKQv4/DW5+lv6sBJRbBYLKRXTJ3SLI7zuHKw3as3rGqKjQdegt3zQ6ikQA6vYmU7BJSC0qHHdWfPI8AOpv30bh/E5HQALJOjz01l4wp04ccLAEYjFbSMssHk0t322Hqdq8h5O9FkmQsjgxyyuejNw49S5J1BtKzKgbPNPu7Gjjy9nP4PW40VcVkdZFXsWjIjv241IxSTJZjZ0f+Xg5tfoo+dy2xWBiD0UJm0ewR22q1Z+JMLRhcHkd3vERb7XaiYT86vRFXxhTypi8ckmBH+o3uht007F1HKOhFlmVsrmxyyucPi9PpTaRnVQyOLOjpaaJh75uE/P1IkozVlUF6ccWwduoNZtKyypHleJy3t4Xmg5sJ+TzodHqsqZk4s4c/k2802UnNLB38vv7uBtqObCcS8CHr9dgzcrCmDH8G+eR1HKDHfQR3zR6ioQA6gxFHZj5mx/DnwW2OLBwp8XVX01S6Wg/QVX+AWCSEzmDCmVM44vbrSMnH5oif3auqQmfTXnqaq1GiEXRGM67comHrC0BK+hTM1vjVHkWJ4K7fhberFTUWxWCx4cjKGzYvZVlHamb54LYUCftoObwFf19nfD2zO3HmFA3bHnQ6A2nZFeh0x66EeDtp2PcmQW9PfJ45UkkvqhhyUAXHDiKyKtDpDMeWQSM1O14m6OsBTcNsSyO3Yj5609Bn+WVZR1pWBXpDfN/l6Wmm+u3n8XnaUVUFk9lJXsXCEbeHlIypmC3x5RMK9HN4yzP0ddbF9xVGK9lT5g7bNwHYnTnYXbmD87N+zxt0NlURiwbRGyyk50/DlTt8H3PydqSqCm212+mo3YsSDaHTm0ktmDriemZzZuNw5Q3GuRt20d1wiGgkiN5gJiW/BJNt+DPrQ9eXGO11O+luOEQsGkJvjE/v+BWykzlTC7DaMwfjWqq30lm3j1g0hE5vIq2gHFva8KtMJ7dzNJGgn8f/52KR2JNxPLHf8qu1oyZ2AP9AF97eZrQxnsm0WFNJyZgytIB/LExX20GC3j40VcFotQ/bKUN8R5meVT5k443HHiLk60fTVIwW25AhYY8zmR2kZZUNma6qxOjtrCESGf1xEVnWk5ZZitE89GgxHPLS11WPqo7c+UtCwpGaj/1dgxioaoy+rjrCodHv89rsmTjThl621TQNb28zAV/3qPPXbHGRklEyeMviOG9/K35Px6hxBoOF1KxS9PqhO2+/txNvX8uocbKsIyW9BLN1aJIZb94A2J3Zgzuj45RYhN6uWqKR0e9Jm8wOUjOnDiZZODbyXG8TAd/o90PjBwOlw0aK8nk7GOhvQ9NGvs9oMjtJzSgZtk75vZ0MeNpH/I0SEhZbGq60omGJxudx4/O6UdXh98ElScbmyMSRkj9s2Q/0t+If6BqxnbKsx+7KGbauaZqKt7eFgL9nxDidzoAjJR+rfejtGlVV8PQ2EfL3jbjs9XoTzrTCweR1nBKL4OltIhz0jhhnNNlJSS8eTJbHRcJ+PD2NRKMj90I3mZ2kpBcPW3ZBfy+e3uZR1zOT2UFK+pSkl7lebyI1s3Tw4OO4gK8bT2/zqHHx7WEKZmvKkPfDoQH6uurG3FfYU3JxuIYWsxpve5CQsLmycaYMPRFR1Rj93Q2EgiM/fSRJMo6UvBH2TQqenkZCgf4Rl58s648l53evL2NPb9Q4JUZfdz3h0Mj9HyRJxuHKxe4af4yGSNDP3750gUjsyTie2G///ZsYLWPX+o1GAvi8nQR9fUM2AJPFic2ZieVdK/1xSiyCp6+VoL+Pd1fokGQdNkcGztThZwDHY719bQT8vcNiZVmHzZmJIyV3xFhNUwn6+/B7u4iETyR4nd6AzZGJ1ZExeLT/bqqqEPD1EBjoJhoNgaah0xuw2jOwOTJGHG7wuEjIh2+gi0hoAE1VkXR6LNYUbI6MYTu+k8WiYfwDXYQC/aiqiiTLmMwO7M5MDMYxRkyKRQgMdBHw96EqMSRJwmiyYXNkYrI4R+2roMQi+Ae6Cfi6UWLxzmp6gyk+b+zpIx5EQXyjDfh68A90EYvGH6OTZBmrLR2bM3PYTvM4TdMIBfrxe7uGHPyYrS5szizMltE32mgkhH+gk6C/H01V4r/RbB837nhbg4Hj80bGYLKNO09VVSXo7yXo70NV43Emsx2bI3PMZa+qKkFfD6Gg51icDrPFOeb8PLmd4dAAqqogyzrM1hQstjRkefT+vYoSJTDQTSTsR1NVZJ3+WFzKiNvEYNyxZR+NBNA0FVlnwGpLG3Yg926xaJiAr5toJP68s15vxOpIH3NeAoRDvmPrWQSQMBjMWB2ZGIyjbw/Ht9+ArwdVicWH5jVasDmyMJpGn97xeRLw9aIoUaST4sxW1+jbw7E4/8Dxdsav6NgcGWNvDyfvKyLxAxhZZ8BqT8PmyERvGL32eijoxe/tJBI+vhz0WG2p465nx7eHSMiHpmnIOh0WWxpWW9qY69nxfUwk7D9WHEiPxZaKxZY65voSi4bi+9GIH03T0OkMCcVFwoFj7fSjoaGT49Mbb3sY8h1BH498boVI7Mk4nti/8JdNmKxjJ/bjVFVBiUXQNBWdzjjk/uhYFCUa39hO2rgt9tRhZ6EjTlOJnYiVTsSOtVINmXYsgqoqSJKMTm+cWKWkSUzTtAnNE01T4zuWBJbhu6enaWrScYJwupvotiSMLBzw8dtPL0s6sU+sL/0kYzTqMBoT3cnqgImUY9VhsYx9P2WsWLMludrsQ4xyFin8u0RiFgTh/aPFJraPEYkdMBl0mCZYk1cQBEEQ3hcTzEsisQMGvQ6jSOyCIAjCaUQdpSbJeERiBywmGbNJJHZBEATh9CHFJlYcViR2wGAQZ+yCIAjC6UURl+InzmLUY5nIGNqCIAiC8H6JTiwviWwGGMUZuyAIgnCamegZuxjdTRAEQRAmEXHGDphN4lK8IAiCcHrRxKX4iTPrZcwTHNBeEARBEN4Pql70ip8ws17CMsEZKAiCIAjvB1U/sfK8IrEDZr0O8wQLAQiCIAjC+0ERBWomzqSXMYszdkEQBOE0EhOX4ifOopPFpXhBEAThtKLoPmKJ/YEHHuBf//oXe/bswWg00t/fP+HvMolL8YIgCMJpJvpRuxQfiUS4/vrrOeuss/jTn/70b32XUadg1CnvUcsEQRAE4d830bz0oU3s3/3udwH461//+m9/l0n2Y5LFpXhBEATh9BGR/ROK+9Am9okIh8OEw+HB/3u9XgB0chC9/JGaFYIgCMJpTicHJxT3kcpmDz744OCZ/smMugDGCXZSEARBEIT3g1EXmFDcaZXY7733Xn70ox+N+ZlDhw4xffr0CX3/17/+de6+++7B/3u9XgoLC49dip9YIQBBEARBeD+YJsOl+P/+7//m1ltvHfMzU6dOnfD3m0wmTCbTsPf1cgi9LHrFC4IgCKcPvRyaWNx73I5/S2ZmJpmZmR/4dKVoECkqLsULgiAIpw8p+hG7x97U1ERvby9NTU0oisKePXsAKCsrw263J/dl4SCExaV4QRAE4TQS/ogl9m9/+9v87W9/G/z//PnzAXjzzTdZvnx5Ut+lRYJoEZHYBUEQhNOHFplYYv/QXn/+61//iqZpw17JJnVBEARBmEw+tGfs76loCMQZuyAIgnA6iU6CznOnTDgARvVUt0IQBEEQTgiLxD5xwSDotFPdCkEQBEE4ISgS+8QFQiCLxC4IgiCcRgLh8T8zApHYAS3gR5Nip7oZgiAIgjBIE4n93xAIgiSGbRUEQRBOI4HIhMJEYgc0XwBNFWfsgiAIwulDE4l94lRvBDUq7rELgiAIpw81GJ1QnEjsgOoNo0bE426CIAjC6UMNicQ+YaonjBoSiV0QBEE4fahhkdgnTPVGUEWBGkEQBOE0okYm1vdLJHYg7A0TNope8YIgCMLpIywS+8RFvFHCBnHGLgiCIJw+ItGJnXCKxA6EPCEMet2pboYgCIIgDArFRGKfsKg3QkQnErsgCIJw+ogqIrFPmM+viUFgBEEQhNOKT5lYXpLf43YIgiAIgnAKiTN2YGAAVHGIIwiCIJxG/BPs0y0SO+DzaaiSuBQvCIIgnD4C2sTykkjsgC8A4mE3QRAE4XQSmGCcuAAtCIIgCJOISOyCIAiCMImIxC4IgiAIk4hI7IIgCIIwiYjELgiCIAiTiEjsgiAIgjCJiMQuCIIgCJOISOyCIAiCMImIxC4IgiAIk4hI7IIgCIIwiYjELgiCIAiTiEjsgiAIgjCJiMQuCIIgCJOISOyCIAiCMImIxC4IgiAIk4hI7IIgCIIwiYjELgiCIAiTiEjsgiAIgjCJiMQuCIIgCJOISOyCIAiCMImIxC4IgiAIk4hI7IIgCIIwiXwoE3tDQwOf/exnKSkpwWKxUFpayv33308kEjnVTRMEQRCEU0p/qhswEYcPH0ZVVX7/+99TVlZGVVUVt99+O36/n5/+9KenunmCIAiCcMpImqZpp7oR74Wf/OQn/Pa3v6Wuri7hGK/Xi8vl4hFKsaJ7H1snCIIgCMkJoHA7tXg8HpxOZ8JxH8oz9pF4PB7S0tLG/Ew4HCYcDg+JAQiivq9tEwRBEIRkHc9NSZ9/a5PA0aNHNafTqf3hD38Y83P333+/BoiXeImXeImXeH1oXrW1tUnlxNPqUvy9997Lj370ozE/c+jQIaZPnz74/9bWVs477zyWL1/OH//4xzFj333G3t/fT3FxMU1NTbhcrn+v8cL7xuv1UlhYSHNzc1KXo4QPllhOHw5iOX14eDweioqK6OvrIyUlJeG40yqxd3V10dPTM+Znpk6ditFoBKCtrY3ly5ezZMkS/vrXvyLLyXXyP36PPdn7F8IHSyynDwexnD4cxHL68Jjosjqt7rFnZmaSmZmZ0GdbW1tZsWIFCxYs4C9/+UvSSV0QBEEQJqPTKrEnqrW1leXLl1NcXMxPf/pTurq6Bv+Wk5NzClsmCIIgCKfWhzKxr1mzhpqaGmpqaigoKBjyt2TuLJhMJu6//35MJtN73UThPSSW04eDWE4fDmI5fXhMdFmdVvfYBUEQBEH494gb04IgCIIwiYjELgiCIAiTiEjsgiAIgjCJiMQuCIIgCJOISOzvEg6HmTdvHpIksWfPnlPdHOEkYrje09tvfvMbpkyZgtlsZvHixWzbtu1UN0k4yYMPPsiiRYtwOBxkZWVx9dVXc+TIkVPdLGEcP/zhD5EkibvuuivhGJHY3+Wee+4hLy/vVDdDGMHJw/UeOHCAX/ziF/zud7/jG9/4xqlu2kfek08+yd13383999/Prl27mDt3LhdffDGdnZ2numnCMRs2bOCOO+7g7bffZs2aNUSjUVauXInf7z/VTRNGsX37dn7/+98zZ86c5AInNOrKJPXyyy9r06dP1w4cOKAB2u7du091k4Rx/PjHP9ZKSkpOdTM+8s4880ztjjvuGPy/oihaXl6e9uCDD57CVglj6ezs1ABtw4YNp7opwggGBga08vJybc2aNdp5552nffnLX044VpyxH9PR0cHtt9/OP/7xD6xW66lujpCgRIbrFd5fkUiEnTt3cuGFFw6+J8syF154IVu3bj2FLRPGcnzYarH9nJ7uuOMOLrvssiHbVaI+lJXn3muapnHrrbfy+c9/noULF9LQ0HCqmyQkoKamhocffpif/vSnp7opH2nd3d0oikJ2dvaQ97Ozszl8+PApapUwFlVVueuuuzj77LOZNWvWqW6O8C6rVq1i165dbN++fULxk/qM/d5770WSpDFfhw8f5uGHH2ZgYICvf/3rp7rJH0mJLqeTtba2cskll3D99ddz++23n6KWC8KH0x133EFVVRWrVq061U0R3qW5uZkvf/nLPPbYY5jN5gl9x6QuKZvoMLA33HADL774IpIkDb6vKAo6nY5PfOIT/O1vf3u/m/qR9kEP1yu8tyKRCFarlaeffpqrr7568P1bbrmF/v5+nn/++VPXOGGYL37xizz//PNs3LiRkpKSU90c4V2ee+45rrnmGnQ63eB7iqIgSRKyLBMOh4f8bSSTOrEnqqmpCa/XO/j/trY2Lr74Yp5++mkWL148bKAZ4dQ5ebjeRx99dNwVXPhgLF68mDPPPJOHH34YiF/qLSoq4otf/CL33nvvKW6dAPFbjnfeeSerV69m/fr1lJeXn+omCSMYGBigsbFxyHuf/vSnmT59Ol/72tcSunUi7rEDRUVFQ/5vt9sBKC0tFUn9NCKG6z193X333dxyyy0sXLiQM888k4ceegi/38+nP/3pU9004Zg77riDxx9/nOeffx6Hw4Hb7QbA5XJhsVhOceuE4xwOx7DkbbPZSE9PT7g/hEjswofGezVcr/Deu/HGG+nq6uLb3/42brebefPm8eqrrw7rUCecOr/97W8BWL58+ZD3//KXv3Drrbd+8A0S3jfiUrwgCIIgTCKi15EgCIIgTCIisQuCIAjCJCISuyAIgiBMIiKxC4IgCMIkIhK7IAiCIEwiIrELgiAIwiQiErsgCIIgTCIisQuCIAjCJCISuyAIgiBMIiKxC4IgCMIkIhK7IAgJ6+npISsri4aGhvd9WjfddBM/+9nP3vfpCMJkI2rFC4KQsLvvvpuBgQEeeeSR931aVVVVnHvuudTX1+Nyud736QnCZCHO2AVBSEggEOBPf/oTn/3sZz+Q6c2aNYvS0lIeffTRD2R6gjBZiMQuCB9RTzzxBBaLhfb29sH3Pv3pTzNnzhw8Hs+wz7/88suYTCaWLFky5P0pU6bw0EMPDXlv3rx5fOc73xn8//Lly7nzzju56667SE1NJTs7m0ceeWRwzHaHw0FZWRmvvPLKkO+54oorWLVq1b//YwXhI0QkdkH4iLrpppuoqKjgBz/4AQD3338/b7zxBq+88sqIl743bdrEggULJjy9v/3tb2RkZLBt2zbuvPNOvvCFL3D99dezdOlSdu3axcqVK/nkJz9JIBAYjDnzzDPZtm0b4XB4wtMVhI8akdgF4SNKkiQeeOABHnnkER544AEefvhhXn31VfLz80f8fGNjI3l5eROe3ty5c7nvvvsoLy/n61//OmazmYyMDG6//XbKy8v59re/TU9PD/v27RuMycvLIxKJ4Ha7JzxdQfio0Z/qBgiCcOpcfvnlVFZW8r3vfY/XX3+dmTNnjvrZYDCI2Wye8LTmzJkz+G+dTkd6ejqzZ88efC87OxuAzs7OwfcsFgvAkLN4QRDGJs7YBeEj7NVXX+Xw4cMoijKYWEeTkZFBX19fQt+rKMqw9wwGw5D/S5I05D1JkgBQVXXwvd7eXgAyMzMTmq4gCCKxC8JH1q5du7jhhhv405/+xAUXXMC3vvWtMT8/f/58Dh48OOLfOjo6Bv8djUZpbm5+T9pYVVVFQUEBGRkZ78n3CcJHgUjsgvAR1NDQwGWXXcY3vvENbr75Zr73ve/xzDPPsGvXrlFjLr74Yg4cODDiWfuf//xn3njjDY4ePcpXvvIVPB4PtbW1QxL+RGzatImVK1f+W98hCB81IrELwkdMb28vl1xyCVdddRX33nsvAIsXL+bSSy/lG9/4xqhxs2fP5owzzuCf//znsL9dccUVfOlLX2L27Nn09vbyv//7vzz77LO88cYbE25nKBTiueee4/bbb5/wdwjCR5GoPCcIQsL+9a9/8dWvfpWqqipkOX5eMGXKFO666y7uuuuu93Rav/3tb1m9ejWvv/76e/q9gjDZiV7xgiAk7LLLLuPo0aO0trZSWFj4vk7LYDDw8MMPv6/TEITJSCR2QRCS8l6fmY/mtttu+0CmIwiTjbgULwiCIAiTiOg8JwiCIAiTiEjsgiAIgjCJiMQuCIIgCJOISOyCIAiCMImIxC4IgiAIk4hI7IIgCIIwiYjELgiCIAiTiEjsgiAIgjCJiMQuCIIgCJOISOyCIAiCMImIxC4IgiAIk4hI7IIgCIIwiYjELgiCIAiTiEjsgiAIgjCJiMQuCIIgCJOISOyCIAiCMImIxC4IH6Dt27ezdOlSbDYbkiSxZ8+eU90kQRAmGZHYBeEDEo1Guf766+nt7eUXv/gF//jHPyguLv7A2/HWW28hSRKSJNHd3T3kb0eOHOErX/kKS5cuxWw2I0kSDQ0NSX3/r3/9a2bMmIHJZCI/P5+7774bv98/5DPf+c53Btsw0mvz5s0JTWvfvn18+tOfpqSkBLPZjN1uZ968edxzzz3U1dUN+eytt96K3W4f9bskSeKLX/xiUr9VEE5H+lPdAEH4qKitraWxsZFHHnmE22677ZS0QVVV7rzzTmw227BkC7B161Z+9atfUVlZyYwZM5K+ovC1r32NH//4x1x33XV8+ctf5uDBgzz88MMcOHCA1157bfBz1157LWVlZcPiv/GNb+Dz+Vi0aNG403rkkUf4whe+QEZGBp/4xCeYPn06sViMqqoq/v73v/PQQw8RDAbR6XRJ/QZB+LATiV0QPiCdnZ0ApKSknLI2/OEPf6C5uZnbbruNX/7yl8P+fuWVV9Lf34/D4eCnP/1pUom9vb2dn//853zyk5/k73//++D7FRUV3Hnnnbz44otcccUVAMyZM4c5c+YMiW9ubqalpYXbbrsNo9E45rS2bNnCF77wBc4++2xeeuklHA7HkL//7Gc/44EHHki47YIwmYhL8YLwAbj11ls577zzALj++uuRJInly5d/oG3o7e3lvvvu43vf+96oBxdpaWnDkmSitm7dSiwW46abbhry/vH/r1q1asz4J554Ak3T+MQnPjHutL773e8iSRKPPfbYiO01m818//vf/7fO1qdMmTLqrYL169dP+HsF4f0mztgF4QPwuc99jvz8fH7wgx/wpS99iUWLFpGdnT3q51VVpbe3N6HvdrlcGAyGcT/3rW99i5ycHD73uc/x/e9/P+G2JyocDgNgsViGvG+1WgHYuXPnmPGPPfYYhYWFnHvuuWN+LhAIsG7dOpYvX05BQUHS7Xx3v4LRPPTQQ/h8viHv/eIXv2DPnj2kp6cnPV1B+KCIxC4IH4CzzjqLcDjMD37wA5YtW8Z111035uebmpooKSlJ6LvffPPNcc/+9+3bx+9//3tefvnl9+2e87Rp0wDYvHkzK1asGHx/06ZNALS2to4ae+DAAfbt28c999yDJEljTqempoZYLMasWbOG/a23txdVVQf/73Q6h1zW9/v9ZGZmJvR7rr766iH/f+qpp9i1axff+973mD17dkLfIQingkjsgnAaysnJYc2aNQl9du7cueN+5ktf+hKXXnopK1eu/HebNqozzjiDxYsX86Mf/Yj8/HxWrFjBoUOH+MIXvoDBYCAYDI4a+9hjjwEkdBne6/UCjNjDferUqXg8nsH/P/XUU0MOosxmMy+++OKI33vRRReNOs2DBw/ymc98hquuuor77rtv3DYKwqkkErsgnIbMZjMXXnjhe/JdTz75JFu2bKGqquo9+b6xPPPMM9x444185jOfAUCn03H33XezYcMGjhw5MmKMpmk8/vjjzJo1a1iHupEcv6f+7svkAM8//zzRaJS9e/fyP//zP8P+rtPpkp6vXq+Xa6+9lvz8fP7+97+Pe0VBEE41kdgF4TSkKApdXV0JfTYtLW3MXuRf/epXuf766zEajYPPpPf39wPxnuiRSIS8vLx/t8kA5Ofn89Zbb3H06FHcbjfl5eXk5OSQl5dHRUXFiDGbN2+msbGRBx98MKFplJWVodfrRzxQOd5BUa9/73Ztt956K21tbWzbtg2n0/mefa8gvF9EYheE01Bzc/N7do+9ubmZxx9/nMcff3zY38444wzmzp37nlfAKy8vp7y8HIhfxm5vb+fWW28d8bOPPfYYkiTxH//xHwl9t81mY/ny5WzYsIHW1lby8/Pfq2YP88Mf/pDnnnuOZ599lunTp79v0xGE95JI7IJwGnov77GvXr162HurVq3iySef5O9///uEepZDvOAOQGlp6aifUVWVe+65B6vVyuc///lhf49Gozz11FOcc845FBUVJTztb3/72yxfvpz//M//5MUXXxx2v13TtIS/azRvvPEG9913H9/85jeHdaQThNOZSOyCcBp6L++xj5SUjp+hX3rppWRkZAy+7/F4ePjhhwEGy7r++te/JiUlhZSUlCElVy+44AKAISVnv/zlLxMKhZg3bx7RaJTHH3+cbdu28be//W3ExP3aa6/R09OTUKe5ky1btoxf//rX3HnnnZSXlw9WnotEIlRXV/PYY49hNBrJyclJ6ntPdvPNN5OZmUl5eTmPPvrokL9ddNFFYz6uKAinkkjsgiAM6uvr41vf+taQ9372s58BUFxcPG4t9fnz5/PQQw/x2GOPIcsyZ555JmvXrh3y+NvJHnvsMQwGA9dff33Sbf3CF77AWWedxS9+8Queeuop3G43BoOB0tJSbrnlFr7whS+MeTVhPMefd7/llluG/e3NN98UiV04bUnae3HNShAEQRCE04IoKSsIgiAIk4hI7IIgCIIwiYjELgiCIAiTyIc2sT/44IMsWrQIh8NBVlYWV1999aiVrQRBEATho+JDm9g3bNjAHXfcwdtvv82aNWuIRqOsXLkSv99/qpsmCIIgCKfMpOkV39XVRVZWFhs2bBh12MdwODw4tCScGBozPT1d1H8WBEEQTiuapjEwMEBeXh6ynPh5+KR5jv34iE5paWmjfubBBx/ku9/97gfVJEEQBEH4tzU3NydVIXJSnLGrqsqVV15Jf38/b7311qife/cZu8fjoaioiF9RguXDe1dCEARBmISCqHyJevr7+3G5XAnHTYoz9jvuuIOqqqoxkzqAyWTCZDINe9+CjBXd+9U8QRAEQZiwZG8Vf+gT+xe/+EVeeuklNm7cOOHBLARBEARhsvjQJnZN07jzzjtZvXo169evT3iIS0EQBEGYzD60if2OO+7g8ccf5/nnn8fhcOB2uwFwuVxYLJZT3DpBEARBODU+tD3Gfvvb3+LxeFi+fDm5ubmDryeffPJUN00QBEEQTpkP7Rn7JOjMLwiCIAjvuQ/tGbsgCIIgCMOJxC4IgiAIk4hI7IIgCIIwiYjELgiCIAiTiEjsgiAIgjCJiMQuCIIgCJOISOyCIAiCMImIxC4IgiAIk4hI7IIgCIIwiYjELgiCIAiTiEjsgiAIgjCJiMQuCIIgCJOISOyCIAiCMImIxC4IgiAIk4hI7IIgCIIwiYjELgiCIAiTiEjsgiAIgjCJiMQuCIIgCJOISOyCIAiCMInoT3UDTgd2K1ilU90KQRAEQThB1oBA8nEisQN2u4RNFpldEARBOH3IqjShxC4uxQuCIAjCJCLO2AGHA+y6U90KQRAEQThBVoDO5ONEYgfsNgm7TlyKFwRBEE4jysTykkjsgMFpxKgXp+yCIAjC6cMQUyYUJxI7YHaZMRtEYhcEQRBOH9GoSOwTZnQaMBnFrBAEQRBOH+FIbEJxIpsBJqdJJHZBEAThtGKKTOxKsshmgOw0IpsMp7oZgiAIgjBIDk/siXSR2AHZZUI2i8QuCIIgnD7kkEjsEyY7TcgWkdgFQRCE04dsFIl9wmSnEdlqPNXNEARBEIRBskE8xz5hkt2KZBOJXRAEQTh9SPLEUrRI7ABWC1hNp7oVgiAIgnCCJnrFT5hktSHZRGIXBEEQTh+SJs7YJ85qjr8EQRAE4XShinvsE2exiMQuCIIgnF7EIDD/BpMVTJZT3QpBEARBOCEyscfdJhYlCIIgCMJpSZyxAxjMYBRn7IIgCMJpxKBNKEwkdkAyWpBEYhcEQRBOI5JRJPaJM1ni99kFQRAE4XRh+ggm9o0bN/KTn/yEnTt30t7ezurVq7n66quT/h7NYEEziDN2QRAE4fShGdQJxX2oE7vf72fu3Ll85jOf4dprr53w98RUMzFVJHZBEATh9BFTlQnFfagT+6WXXsqll16a8OfD4TDhcHjw/16vN/6+aiOs2t7z9gmCIAjCRIXVj+Cl+GQ9+OCDfPe73x32fkSxElFEYhcEQRBOHxHlI3gpPllf//rXufvuuwf/7/V6KSwsRFEt4lK8IAiCcFpR1NiE4j5Sid1kMmEyDR/sJazaMKr2U9AiQRAEQRhZWBVn7BMWUXRElIkNjycIgiAI74eJ5iWR2IFwTMEQm1jvQ0EQBEF4P4QnmJc+1Ind5/NRU1Mz+P/6+nr27NlDWloaRUVFCX9PUFHRxSZ2yUMQBEEQ3g/Bj2LnuR07drBixYrB/x/vGHfLLbfw17/+NeHvCcdU9CKxC4IgCKeR8ATz0oc6sS9fvhxNm9hzficLxRR04lK8IAiCcBoJfRQvxb9XQjENWZyxC4IgCKeRUEwUqJmwUExFjorELgiCIJw+QhM84ZTf43YIgiAIgnAKiTN2IBSOIRkmVuFHEARBEN4PobCoPDdhkaiCLio6zwmCIAinj8gE85JI7EAwEoMJHhkJgiAIwvshGBFn7BMWFWfsgiAIwmkmKs7YJy4YVtH0IrELgiAIp49Q+CNYoOa9Eo0pyOKMXRAEQTiNREWBmokLRxUQiV0QBEE4jYTFpfiJi0QUJHEpXhAEQTiNRCIisU9YLBJD1ole8YIgCMLpIyZ6xU9cJKyCPDnP2JVYFE1V0BlMSJKUVKymaWiKgqz/4FcTTdOSbi9ALBIi5POi0+sx2ZzIusTbrkQjDHS3EYuEMFqdODJyk2pDJOAj4O0BJKwp6RjNtoRjNU3D39dFNOTHYLJgS81CkhMvDKmqCpGgDwkJo8WeVKxwelNjMUK+flQlhsnuwmCyJBx7fL2KBLzojWZsadno9IaE42OREL7eDpRYBLM9BVtKZlJtD/R3E/B0I8k67GnZmGzOpNoeCQwQDYcwWm1JbU+TRUR0npu4aCSGNMoZu6/XzaEtT9PZsh9JLwESetnCtIVXUzjrbGRZN+r3RoJ+ana8TOOh9SBrgIRBZ2HaomvIr1wyZmw4MMDRbS/SXP0WmqwhIaGTzUxbcFV8umMkrICnm8Nbn6Wtbhs6uwFJloj5IqRmlDHz7BtJyS0ZNTYWDVO/ey01u19CMyggS2gRFYslncqzbiS7dO6oyU7TNNw1ezj09j8JhfpA0kCTsNmyqFx6E5lTKked7mDs1icJhntBJyGpoJcsTD/z4xTMXDrq/NI0jfbqnRx6+ynCaj+GVBuaohLp9JGVP5sZS6/HkZE36rQHuts4uPmfdLVXYS1JQzLpiHnCRFp9lMy+iPJFl2EwW0ef9tFdHNr6TyKSF1O2AzSNULsXqzGLyqU3klUya9RpR4I+jm57iYYD6zDm2tDZjaiBKKFWL4UVy5i25CrM9pRR4/va6jiw+Qn6e+oxpFoBjWhfkPTs6VQuvQFXdtGosbFomPpdb1C79xVU+dj6H4P8ssVMW3w1ZkfqqLGaqtJ6ZDvV21cTDg8AYDI5qFh0DfnTFo15YKEqMZr2v0Xd/teIBH3IOj3puRVMP+vj2FKzRo0DCAe8VL/zAh2Ne1GiYQxmG8UzljNl7gp0BuOYsT3NRzn8zlP4+txomobZnsq0hVeTUz5/zAO449tE/f7XUbUoIGE0OZm++OPklp8xZmx8//EUHc37kIwyEkBUYkrl+ZQtugyjZfRk5e1s4eCWJ+l2H8KU7UDSyUR6fJgkFzOWXE/utIWjTjsaDlK741Vq972KIduCwWVGDccINvaTXTiXGUuvx56WM+q0PR1NHNi8ir7uo1iKUpAMOqJ9QZSeKGXzL6dk/gXoDaYRY+PLdxNHtq8Gp4Ypx46maIRaPJjlNCrPuoHs0rmjTvv4vq/h4JsY0szIZj2xgTBSUKZ8wVVMmbt8zIOT3pajVG1exYCnBUkGkDDq7ExffB35088cc90M9HdzaOszdDbvjRdc1yQcrlwqz76JtPyyUeMgvh85tOUpetzV8VgVUrPLqFx6A87M/DFjRxOd4Bm7pL0X455+SHm9XlwuFzf88JVhR4OqEmPbiz/HF2sh87JynDPzBzei6ECIrteP4HmnlUWX3k1G0YwhsZqmcWDjY7TUbyLjolLSzpqKbIgnpagnQOdrR/DuaGfByjvJKpkzLLZq/d9pa95K+sVlpC8uQdLFV8SYL0Tnmmo8W1uYf8EXyCk7Y9hvOrz5KRrq3iDn6kpccwuHbPi++i46nz+ENZbDmVf+97CDg67Gg2x/9eeknz+VjOVl6MwnNp5Qp5euV44QPhpk2Q3fHXbk7e/vZPPT38My3UnWx6ZjynQM/i3Y3k/nvw4TbYhwzvX3D0tUoYE+Nv3zfszT7MNio94gXa8fwbvNzdJr7sOZVTgkNhoO8NaT96MvM8Zj0+1D5uXAkXbcT1VRWLScGefcOGx+1e16jeoDz5J/81zsFTlD5pcaVejdUkfXv46y9Or7cGUXD4lVomE2P/W/UBQj+/LKIdMGCLk9uJ87gNmXwZlX/c+wA5Pu5sNse/knZF05nbQlJcj6E3/XFJW+nY10PHOQ+ef/v2HLWlUVtr/4C/xyK9nXVGIrzhjyd19NB+7VB0mzzmD+xZ8flgCaD7xF1ea/kraihIzl5YPLWlNU+nY10v3yUbJzFjLngs8Mi207so296/+IY342WZdMw5ga33YifX46Xz2Cb08nc877LHnTzhw2v6vfeY7avf8i5awCMlaUo3eaQdXwHmyj61/VGCIOFl91z7B1JBYJsf2lXzAQaCZ9ZSkp8wuRTXpivjA9m2rp29hIYfkyZp73yWHt7W2rYccrD2EstJB12TQshWnx9nb76Hz1CP4D3cw59zPkTVs8cnv3v0zaecVD5lO4x0fXK4fx7e9mwcVfJrN46EGrpqrsfOVh+gI1ZF0xDWdl3mC71KhC79Y6ul6pZvrCGymZd9HQ2GP7j7b2LeRePxtHxdAEHO7x0fnyYWI1Uc658TsYTEMPOr1dzWx+9vtkXDKV9GWlyAb9kO/2Hmyj/cn9TJt73bBpAxze8jRNjevIu2kO9rLsIX9TQlG63jyKZ30Ly274HtZ3ncFHgj42PvEtrAtdZF00Db3dPOTvoU4v7mersASyWXTFV4ZtE+6jO9n95m/JvHI66UtO7PsAYoEI3euq6d/YwjnXfQd7eu7QaYf8bHnqe5CtknX5NKyF6Sf+dnzd3N3F0mu/iTNz6H5EiUXY9vzP8CltZH6sHNecgsHlFWjqofPFw8TaFZZe+02srqHbWjQc4O3VPyRi9JB5RQWOaSeu9A1Uu+l88Qj6gJWzrvkGRsvQfcR4IiE//7z3UjweD05n4lc7RGJ3ubj2ey9hOCmxa6rKlqfvx74ilYxzRz9Ki/lCHP3hOuYt+xIZRSc27L1rfksos4P8m0Y/E4gFwtT86E1mLbqd7NL5g+/vfu3XRPN6ybt+9DNjJRSl5sfrmDHvFnLLT+w8j2x5kh72UvSZxWOeRXS9eZTg5gBLrr1v8HM9zYfZvfGXlH/9fPS2kY/EIZ4wWv6wl3Nv/vHgWWzQ081bz3yTkq+cjSUvZdRYf303Tf+3g2U3/RCTNb6Shv0eNj15L0VfXDQsOZ0s3OOj9scbWHL5t3FkxI9+lViUTU/cS9bNZbhmj35ErGkaTX9+h3RpPtPOun7w/aaqN6lveoHSu84bsgN5t0ifn5oH17P06u9hS43v6FRVYcs/78f1sUzSFo9+BQSgc81hYrtg4RVfHZzfHnc921//IeXfvGDYzu9kSijK0R+sZe7ZXxxcxzRNY/sLP8ZwhkTWyuljTrtt9V4MjWnMu/iOwfeaq9ZTW7ea0rvPG7LTHxb7zF50TS7OuORLJ2IPbKCm+hlK/3s5OtPIsUo4Ru3P1lNW8XEKZ543+P6+tY/gtzdS+KlFSPLI62d8HdnG2dc9gMUZ3zFHw0HeWvV1sm4sJ2V+4YhxmqbhfqEK9ZCeRVfeMzifuxsPsGfTw5TdswKDa+RL2GokRu3P1zN16tUUzT5/8P2DG/9Bv+5QfHsapb0xX4iaH7/J7CWfI6tk3mBbtr/wY/RzNbIvHeMqlaJS96uNFOaspGTeJYPvH3rrcfqNB+PzaYzt2LO/ha5VdZxz04ODZ7CB/i42P3sfpfeeN+xA893Trv35eqaWXEvhzHMH3z+6/Tk6g29T/F9njTntYFsfDb94m2U3/WhwW1ZiETY9/jWyPzUd54zcUWMBOl49iFZlYsFlXxl8r6thH/ve+R3l914w5KTi3UKdXup+solzrvvB4DoSiwTZ+Pg95N46a8xpD+5HLvsWjswCIH4S99aqb5B6RQFpi6eMGhto6aXhoa2cc90DWI4l9/h0v0bOJ2fgmjX6PmjgsJvWP+/j3Jt/NCTXjCca8vPsty9POrGLG3FALKoOeR18axXmhdYxkzqA3m6m/OsXsGvNQ4QDIWJRlcb9G/FZmii4eexLdHqrifKvX8Dejb8l4PXEY/dtIGhvI/+GeWPG6swGyr52AVWb/4jf00csqtLb1kCb+61xkzpA5opy5LIYdTtfJxZViYaj7Hr9IcrvXTFmUgewl2WT+8mZ7Hz1V4Pz650Xf0jJXUvHTOoAtpIMCj83n+0v/WQwdse/fkbh5xeMmdQBTOl2Sr96Ltte+iHRiEIsqnLorVW4LswZM6kDSJJE0WcW09L8Jp7ONmJRlZA/wJHtTzD1y+eOmdQBjKk2Su5ays5XHxpsd8PutRjnGMdN6gBZF00nktZL2+Htg/E7X/8lpfcsHzOpw/FlvYLda341+Lubqzaj5A6Mm9QB8q6Zy4C+nvaje4hFVQa6OziyZxWl/718zKQOkPfxuYSc7TTu30gsqtLvbqZ635OU3bNi1KQOoDPpKbtnBdX7nqTf3UwsqlK3ew0D5nqKbj1z1CQJ8XWk+MtL2PLMdwd/77bnHyT7P6eNmtQhvoxzr5qNNC3KwU2PE4uq+Pv72L3uV5R/84JRkzqAbNRT9tXzqTn0DD0ttcSiKq2Ht9Ed2kvRZ0dP6nBiH7Bn/f8R8PQfWzfeQC30j5nUASSdzNQvnUvtwefxdrmPzeMW3J1vj5vUAVyzC3CuyOLw5icH16tdr/2KKV8+a8ykPjjtu87j0Dv/IBwIHptfvTRWv0bx7WMndQBLXir5n57Lnjd+Nzjt6q2rcV2YO25SB8i+pJKAuZWO2v2D+6Dda39D2T3nj5nUAcxZTqZ8aQnbX/7Zie3plV+R/R8zxp22Kd1O6T3n8c6LDw6uX3vW/I6Ui3PHTOoA1oI0ptx1Fm8//8DgdLe/9DNy/nPspA7gmJ5D3qdn884LPxqWb8Z7TYRI7EAkGiMSib/C4QitRzeQfcmM8QMBvc1E2vlTqN72DOFwlJpdz1LwH8MvkY9EZzaQfdV0Dm15nHA4Qs3u1eTfPH/8QOI7z+xrZnBo86OEwxGqt/2TvJtHP8t/t9yrZlO791kC/gGaDmzGdVbeuEnmONfsfLzeWvq6muhpqUHOkrDkj34/9mT2smwiul66Wo7g7ekgouvHXjr2fdXjTBkOjCUWmg5uJByO0Fb7FpnnlScUK0kSudfN5sBbfyYUDNKwdw3pF5YOufw9FkteKlG9h46mKiKRGPX7XyLnY2PvuE+We+0cDm9/jIB/gO7magz5xsFL2OPR20zYZqVRu/tlwuEItXufI/ea2QlPO++GeRx65+8EA36qd6wm94bZCf/u/BvnU719FcGAnyPvPEnBp+YnFCvrdRR8aj4HNv+FUChM7e7VFH1qYULTtBakYZ3poLFqPX3uRmJ2/7g7zuNyr55NS/U6/AMeanY+T851leitYx+sQjzRFd12Jgfe+hPhcISjO5+i6NbxkyuAzmIk55oZx7bjKHX7XiTv2jnjxh2fbu6Nszmw+a+EQmGqt/+T3OtnJbwdZ66ooLl6HQPebry9nUR1HqwFaQnFygYd6RdM5dDWVYRCYWp2PE/2ldPHPJA5mbMyj/7eI/R1NhAOR2mpfpOMBLdHgNyPz+Hg1r8N7oNSluSjt47dT+I4a2E6UX0/nc0H8Hv78QWaSJlbkFCsKd2OZYaThqp1BPw+ejoPkL6sNLHpFqShL9TTcngr3t5OQmrnuCcWxzln5BLR99LVemQw34z7ik7sHrtI7IASVQdf7iPbcC3MHfcs7mRZ50+jrWY97pq3MeToxz3rPVn6kql0NW2nrXoLhhxDUrFpi0robtlNj/sQA9467FMTS5AQ3xmZi+y0Vm+iseqFhM7+TpZ1SQX1u57j6I5V5FyZXGz2lZXU7Xqamu3/JOuyxHcEALlXzaKx6iWa9q3BeUZOUsvJWZmHt7eOvs5qWqrXJrUTAsi+fAZN+16mo24nhnwTOktiOyGI70ywROlq3k3d7mfJviK5eZZzxSxaj6yls2EncoqKwZl4z2hzlhNVH6SzcSc9rbtwzUlsBwjxM1JDtoHWwxvw9B8dds91LPaybHzeRpr2voq1IgXZmHhf3ezLZ9Kw7zmqtz1B9pXTEo6TJInUc4qp3fkM7oYtpC4oHj/oGEt+KmGlm5ZDG8AZG/Ms/93Sziyhq3k7bUfewlhgTmrdcM3Mx9NdTU/7Qfq7jwy7pz4WSSfjnJdLS9Va6nc9R2aS21Pm8go6G97G21NHR9M7Sc0vgMwLK2jc+wpth7dgm5WR8AEjgCU3hSheetsP0HjgRbJWJr6cAbKvqKRh70vUbH+ajIvHvrr6bjmXz6Sp6l/Ubn+G9AvGv+p2styrZ1G/dzU1254k87KKpGKzr6qkdsc/CQz0DMk7Y70mQiT2d+nvPIjrjNF7UI9EZzYgmSR6WvbhWpxcrKSTMWXb6G3cg+vMxDfowdhcBwPuWiwFrqRiARxzsgn2thHT/BgciZ2tH+eclU/A20ZgoBVbSXKPwLhmFRDob8PTXY1zVuJJBuI7g1jUh7enBvv09PEDTiJJEqZMG5GgB02Ojnk5eSS2kgxCgR68HdXYyhK7QnEyS3Eq4YFe/J4WrEXJtd2UbkdRgng767BOS+yM7GS20nS8HQ2YCxxJP0boWlRAd/1enLMSP3A8zjk3j86GraSfm1zCMKXbUQji89TjKE9uu8g8r4yepj1YpjiTOvADSFlcRMfhzaRMYDs257vobdqLY15y24MkSVgKXPi7mzBljfz0xVgc0zMJDXTh7avFVjL2La1305kNYIBoxIdskpKeX7bSdELBbrxdR7CWJr8PsuS5CPv6UVR/UgerAI7ybIIDHXi6DuGak1yvc3OWE0UJ0NdRRerC0Z8cGYklL5Vo1Et/50FS5o1+e2gkrpn5BPpbCQy0oMRCScUmQyR2QIlpxGIqsZhKNBJETnKHDyDpJWLREDpT4s+IHiebjUSjgXHvLY1EZzYQCQUm9OCibNARi0aB5I8KZYMORYmikXzfS0mW0FDRlBiSPvlVUENDjcWS3glBfAcci0bRtOQvcUmyhKYqKIoyoS1H0knEYjE0VZnQM/qapqHEYsceu0xy2gaZWDiIZEr8jOo4nVlPLBJAZ09+/dTbDEQjQXRJXIk6TtJLCV8WHjJNu5lYKIDelvhZ83EGp5FoNIjOOoHt2GKY+P7DqCcSDqJNZL3Sy8SUKJqiTGh+oWkoMRVtAvsBSZbRFBUlpkysdoIsoSgKmjqBaetkVCWGEoskdTXoxBdoKNHwhPa7yMdqbSQ5vyVJQpNAUVT8vq7BvDPaS4lNrG+7SOzEHz85/tLrHUS9waS/QwnF0OksRAeSPwqLDYTQ6e1EPcnHRr1BDFYX4R5/0rHhTh86oxU1qpLswxGRXj86vRXUeA/bZCjBCEh6ZIOZqCe5ea0pKsQ0dAY7oY6BpGIBIn0BZL0ZNaIl3e5guwe9yYnOZCfUmvy0Q+0D6E12ZIOFSK8vqdhYIIKk6dAZrYQ7JrasjdYUov3Jr9vRviA6vZXoQCTp2Jgvgk5vQg1Fk47VFA1NTX7HpgSjyEYTsUDy04z5I+hkM9GBcPKxvjA6o51IbyDp2Gh/AKM1lUhv8ss25B5Ar7ejNzoIuT1JxWqKihpR0bT4fEtWsN2D3ujEYHYSbE5u2gBhtxed0YYaS357DHfFtyedwULUk9w81zQNNaqh05uI+ZNf1lpMBWTUJAdp0RQVNFAVlXCgFyUSGZJ/RnpNhEjsgBpTUaPxV3reYrrX1icVH+4aQIcNR2YpPRvqkopVQlGiPWFS8mbQs34Csd1hzLZMol0RYoHkdry9mxtxZEzFYivAe7AtqdiO1w6TmjUHe2oZPW8n1+7ON6txZVSSkjGLrrVHkort2VaPPbUMV840utfVJhUb7h5AilqQNB2O1HJ6tiW3nN0vHiQtdz7WlDy8+9xJ7YhigQjhtgBGcwppOfNxv3woqWl3vnGYlKzZWF35ePe2JTVtNRIjUNePNa2ISEcAJZzc1YqejfWkT1mAd29y6wiAZ08bzvQZ9GxpSCou6g1CRI9e5yTY2pdUbO+2epxp5fhrupM+YO17p4W04nn0bmpIKk6Nxgi3+UjNn0XP+uTWq1ggQrQ7itHsQgqbCPckd9DXs74OZ840UnPn434pufWq99j2pMU0zJZcBqrdScV3vnKElNzZ2DOm0PdOc1IHYpE+P6pfh05nxpFaRs87yc23jpcPkZo9D1d6JV1rq5OK9VS1YnUU4EibRveGo0nF+mo6MJmz4m3emty+r3dnAzbXVLSYhhpViIVCg7lnxFdM3GOfMC2qDL5sznwizWFigcSP4tpfqCIjdxEGkwPVKye1YXatO0JK1lz0RhtawEC4K/Ezwc5jsZqikpo9j841hxOOHah2YzblIEk60gsW4X7uQMKxaiSG72APlpQ80vLn05HEzkTTNLrX1pCSW4kzu4KeTQ1J7Qw6XjpEWv58ZNmIgRT8Dd0Jx7Y/v5/0vEVoihpv94uHE97xRz1BIm0hTLZ0UMGRNo2eLYkfWHSuie+ENEXFnlGCZ0dbwkfjmqLSvb4WV04laOBIraBvR0PC0+7aUE1K1ixQNVKy5tK1PvGdYLC1D53iwGC2YzJlM3A08R3/wNH4OubMKcezM7mDkY5XD5KWs4CM/MW0rd6fcBxA5+tHSS2ch81RTP/eloTjQp1eCBixuLLRBnRJbcfdb9XgypyJTm9Cr7kINPck3t43Dg+uG+m5C3G/mPi26KvpwKjPRJb0mO0ZhFuDCV9x1DQN94sHSc8/A01RyShYTPszVQlPO+T2IIVM6A1W0CTszqn072pMOL79hf2k5y48sT0msR9RwjEGDnZhTcnHkVUWP6hIYv1yP1dFesEiXNnT4vugJA4A257dT3rBYtLy59H5cuL7XICOFw6RXjAfTVHjV0uisSH5Z6TXRIjEDsOOkvKnXkXdrzcntLAHajoZ2NeDNbUILaaSmbeU+t9sTmglC/f46HilmpScynhs/lJqf/1WYrHdA3SeFOvKnk7PuiYCTePvUGK+EPX/t4WMgrPQYipGkxPZ56J7Q824sZqmUfPQejLyl4CioZNNmHS5dLya2EbZ+vRu7I4yJE0HqkRKxhya/rotoVj3KwcwkoVOZ0aLqWQVnUvdw1uI+ca/hdG3pxl/lRfbseWk05lx2mbR8tjOcWOVcIwjP1xDdvFytJgaX1aFZ+F+uppg2/hnkwNHO+hZ24gre0b8Ep4COcUrqfn5hnEPajRNo+63m0hJn4ekyWgxlbT8hbQ+foBw9/gHgcG2PjpeOEJqzhy0mEpKzkw6/3U0oQNINRqj9uGNZBQsRYupZOQtpvFP2xI6IFGjMRr/9A7peWeCAq6MmbQ+s2fcOIhvFz2bGnFmlWNx5hA46iXQ3JtQbPemGsyGHGT0pOctpOXRHagJlOXUNI2GR7aSkbf42G89i/rfvpXQQWfUE6R99QFSc+ccWzfOoe7hzQldGQm29dO9phZX9nS0mIotbQr+fb6EDkii3iB1v95MZuHZg+tlXsnHOPqjNxP6zc1P7MBiKB7cnoyWFAyBxLblmD9M9Y/XklV0YpvIKl5Oyz+qCLn7x43v29mIb48He3rJ4PZoN02n9Zm948ZqqsbRn64ls+BsUDRQIDVrPo0J7ke6N9ci+awYjA5QJZwp02h7evzpAvTvbyHWqWGypCLLRoxSFl1vJnag3L25Fn0sBZ3OMjjPUHRjn7FPsFf8v1V5LhqN4na7CQQCZGZmkpaWfG/dU+l45bmlN/0ZvXFob9S2utcYkHdR+uVzR+2Y4alqpf7/tmC2ZhFT4vfGjOYULKYiAqbDlP/38lFjQ+5+Dv/v69jsJURj/ahqDL3BgtmQT9hcT9n/rBi1U0ewrY/qH67FbMonEu0crGGvU21Ewh6Kbl9AyrvKyQ7GtvZx9Kdv4rDNIBhsQVHiSdFoSiMW8pN2UR45l1aO2DEtFghT+/AGDL5cdDozMcWPLOmxO8vo69yD/RwbuZfPGrFDiaaotPxzFwPbPLgyZ6KpKnqTlZTM6XQ2bkXJbaf41jNHnF+aotLy1E76NraTXrAYvcGMJSUXg9GJEoxRX/0Xpt65ZMTe+Zqi0rn2EO7njpBbdjEWV7xsrCTpsFlLaTr0T6LpLRR9aiEG1/Aeyf76Lup+u5mMjHNwZEwdfN9kyoKYxOGdvyDvPytJW1gy7HdrikrXxqO4nz1M0czr0BvjvX4lScJmLaOzaRO9wU1M+fxZmLOGV5WK9Pmpf2QLRn8emcVnDb5vMDhR/BFqDv6ekjuW4Jg2vCiHpmn0722h6U/bKZx+LUaLE03TiIX9EJZprn+asq8uG1J282QxX4gjP1xDqn0RzqyK+D3JWJiwt58e/yYq7h29kIgSinLkwddwmRfgyp422B730bXYz7aSe8XotfPD3QMc+d815JVcgdlxrKpYyE/zkdWU/s85WAtH38f0vF1H+xOHKJp9w2CpUn9PC72+LVR8ffRqZpqiUvPwegzefNLzFwASkiTh7azFJ++n7CvnDZaEHtbeHh9HHnid9IylmGxp6I1W9CYrMX+I1tbVlH9t+aj1CvqrWqj71UYyC5ZhsqdhcWYh6/SYjQUc2fEr0i/NI+uCacO2RTUSo3d7Hc2P7iK7cDmO7PLBbd1qKcTbVUNr27OU/L8lIz59EfUGaXp0O2qLiZzSCwdjdTorVnMhR/f8AcOMKPnXzR2xBsDAUTf1/7eFnIILsaaeeKrFYs5DCUc5svuX5P3HDNIWlQxruxKK0vHqAXrXt1NUeS3yYM13CZ1ip+nI05gqNQpvXjjiI4ORXh+1v96ETZ5BWt4cNE0j5O0EVUd/+z7kKQFKPn/2iI/daZpG59rDdL3UQNGs61BjEaKhAWRJT2/bHqyL9OR9fPRaIH27m2j+826KZl6HEgmiKlH0Bhvu+vWkfyybrAtGf1yve9NR2p+qJrPwHJRIACQJqzOf9OyxazvEIgG2rPrM+19SdmBggEcffZRVq1axbds2IpHI4EhcBQUFrFy5kv/6r/9i0aJFyXztKXE8sS+57o/xy0nv0tu+k9am57HNSCX70ukYU22oUQVvVRvufx0g0u/DUZFH/vVzBwu0BFv7cD9/iIFDnUg6cM7NIeeymZiyHGgxFV9tJ61P7yXU1ocxzUHOFTNJmZOPbNQT6Q/QteYo3ZvqkGQNx6xcci+vxJTlRIspDNR04X6+imB7P0aXhbzr55F6RvFgQgl3D9D27H76dtSjt5rJvKgCe1kGyBKhdi+drx5BGdBQY0HSzp5KzmWVgzudkNtD+/MH6d/ViGSQSTurhNRF8Xrc8XrtRwnU94MqYcg0kXlROaZ0G2okhmePG8/ODgx6F1Glm7RzppB+dgk6i5GYL0zXhhq6NxxFZzBgzk/BOSsbySgT6fDj3dNJSspcDIZUOjvexD4zncwVZegdZpRghI5XD9G/txG93ULqGVPQ2wzEBiL0727FZp5K/pSrQILm2qcIK21kXFCKKduBpqh49rfS+04tpkwXjrIcYp4w/poe7K4KsgtXYLNPAaC/Yz+tTc+jy4CUhfnorAbC3QN0b6xGDanIGHFlziY1Zw46gxmQsVunIknx3uItdc/T17ODtCVF2KZmgAYDR9z072zDmTqTjMJFyLoTSUWvd2LSZ9LdupX2xtdQGMCQaiFz+XQMTguxQJi+t5qI9WmkZ5+JPT3eTk1V8XZV4+05gOwC2WYg0NaJpsTIuXgW1qJ0NDQC9b10v1mH2ZRLZuE5yLKePvd+vH0HMOXZMbpsRD0BBupbMabbyb9mPrapmch6mVCHF/cLBwg1B8jIW4YE9HZuR5H86B1mUKT4JWtZIXVhEblXzsaUEa/tH+7x0f7Cfjy73aRnLSEa7mPAW41siu/ctbCMjAnNHCL78umknzV1cAccbOunbfU+/If7cKXOxuc7iiqFkWTQYhJWYxHBYDumKSbyPj57sFJh/ACmGfdzVageAzqdiajSh6SX0DTQ48Rpr6Sndyspi3LJuXzm4DofC4TpfP0Qna8fQWdwoEkhdBYDGqAGYqSkzMdkyqaj43VcC+LbsTHNBhr4G7tpe2YvvqMdSAYDjtJMJKOeaI+faK9CTu5KzLZsmuv+iZyqkH3FDCw5TtSYSt/2ejrWHEI26kmZOwW9zUjUE2bgQDs2WxkFJddiMDlor3+Z7q6tpCzMwzEji4gnQM/mGiK9fuxlOeitFqJ9IUJNHpxpM0nLPQOHYzqSJBHwttFS/zQRunDMySTQ1BPvsKnFOyUS0ZOSOZ/U7FmDydVsysOgjx8AdjZtprV+NZJJOfY0hIQWVVB8CjZHMRmFSzFaTjzeJkk6TLocOls20tO5FYUgmhohdUEJ1qI0NFXDf6QH/9E+XKmzSM2biyTLqEqUvvb9ePsOYStJwZhtx9/Yib+pE3tZNpnLypHNBqLeIN3r6lD7IT17CWZHFn3tu/H2H8E+PTO+f42qeA+0Euruw16WQ8ENZ2BwmFFCMfq2N9L9Zi0WSzFWewH9PbuR7CrmPBcSEsFWL9GeAOhVMi8sJ3PFNPR2E2o4Rt/ORtwvHUIOW9EbbIQi7dhK0pDNBmLeCOFmP5JmQtEPkP2x6WScXYpsNqCGY/RsraPjpYOoIRlkBefsbMwFTlA1/NV9hJtDZGUvJ6Ng6YhPFcSiAd5++rb3N7H//Oc/54EHHqC0tJQrrriCM888k7y8PCwWC729vVRVVbFp0yaee+45Fi9ezMMPP0x5eXIFEz5IxxP74mseGTGxA6hqjG73Fvp796DEAkiyHkk1EJU6mH7/x0Z9/js6EOLI/76BTVdBONpONOJDknUY9E6C/jZK7jgL18yRn73UFJX6R94mUq2CHpSoD0mWMRjTCfs6ybyimOyVo1c9i/T5Ofzd17GapoJOAVR0OgeaBBFzAxVfvWDUcqIxX4jD/7sGs1aMpouiqVF0OjMSZgJqNeV3rxgySMvJbXa/cpC+tV3YXaUEg02oagRJMhILDmCb7aDgxgXDin5oqkbf7iZa/7aXKWWfJRCow+s9jKqEiQa9YI9QcvvZw87GNU3Dd7SDxj/uIC/rGlKz5+L319PbvhNv/1GiSjc5l80k5+LZQ86kNUWNn9k9eZCSituwueLPsMZiQar3PIRi9JCyoAB7aRauWQXoLEbUmELP5lran68iNWUROUUXodfFS3b2unfS1vo8qecUYClwEvOFQZYwOK0EW/rpebOOlIyFpGTFl5csmYj5AjQ1riLzolKyLqhAZzES6fPjqWoh0NiNZ087csROwfSrBwfqiUUCtBxZTdq5RWRfOmPIehcLRWh9dic9W+ox6dJxpM3AmVmBrNMT9vXQVv8SOVfNIPO8iiFXRDRNo3vzUZof24bB6EJnsGIw2HGlz8FgcdFa/TzWGQ7yrpmNOfvETlxTVHq2NdD8j3eQZQvysUcWdToLKWnziET6GfAfIOeqmUOSt6ao9G5vpO3Z/RAyghQBHaCBXrZjs5fR17ODlAV55Fw5a7As6vHBfNqfPUSsHWSTjpjijd9IVDTMplxCgS5MRWbyPj57SKGmcI8P9wsH8e7uIiVlDl7fQVTtWP8ZVUbS9OgyNPJvmDtk8I7j62X7MwdwmRagM5jo69mBEo2fbWmqBqYoJf91Nvby7CFnebFAmM7XjtD7Zivls79EINhMr/ttooqPaMADtjAlt58zrOKipml49rXQ/Lc9FBbehCtjBtGYl+62rfR37UGxeJjy6aXDCtio0RhdG47S8fxRyiu/iNke/15FiVKz/9doqT4Kbpg/JE4Jx+hefwT3y4fJyDqbtJyFmI3xv/e0v0N7+8tknD+FrAunDZ45K6EoXeuO0LmmGlfqfFKz49UPJWRC/d24O14l99pK0s+aiqSLPwbnPdyGv76b/h3NRN1RimbfiE4fvwoQDQ3QcvQ5si+fRuaKimF1JXp31NHy1C60AQPOtBk4MsowWpyE/X201b1A3o1zhqxfx4U6vTT9YxuBWg9Gayo6nRGLtQB7ejnu2lewzrSSe82cYWV3wz0+2p7ei2d3BwaLDVWNIMsGLNZ8ZL2VgeB+Cj+5ENes/CHLW40qdL9Vi/vZg1gsRYSjnWhKBEk2YDLlEPDVk3fDTNLPLhvW1lgggvtfB/BtHaB8zheRdUOvUsSiAd5Zffv7m9hvvvlm7rvvPmbOnDnm50KhEH/9618xGo185jOfSbgxH7Tjif3My3+P3jB6cQRNixGMtKKoIaIhL22tLzLzB5eP+/yjEopy6JuvkJd/DTqTCU3TaK5+mil3LsRRPn4Fr7r/ewtj11QcGfGqSj1t2zAtjJF/zbxxY6OeAAe/+RpTpt8MkkzQ20FPcAOV939s3Oe/lVCUg994mfzCq9EZLQQ9bXQPbKTye5eNeknyuO7NdfSu7iB36kpUTcHdsBbHuTbyrhi7xGakz8+R+9+gtOL/oej89HdW4dcfYNq9F43ZXjUS4/B3Xycv9XocqeW4W1/Hb91P+d3nj/mMadQT4PD9aygtvQOTNZ2aA/9H2hVZZK4Y/UBUjSkc/embpCrnkJF7Ft3tW+iTNlP+1RWjzhdNUTn683UYvUVk5p9NxNtPu+d5pt134ZjVyXq21tH2xGEKy69FVaM0Vz9N6X+fg33q6MVPNFWj5pdvYugtJDVnLpGgl7bG55n+nYvHrB2uRhWO/OA1HNJ8HOmlqGqM5iNPU/RfZ5AyRpU6NaZw9CdrsYSn4cqMl2Duad+BltPF1P937qjzX9M0mv62jegRY/w+KRDyddPR/grTv30xxrTR29rzdj3ux6vJL78SSdahKvF5U/RfC8Zsa7hrgCP/u46C4mvRmeKJpb3+dRznOMi/evQhRDVNo/GPb6NrLiA1dx6KGqTPvYdYZhulXzxvzHUs0NRD7U+2UjHzKygM0NO5A79u/HVaCUY4/J3XKcz+JPaUKbhb1uK376HsrhVjTi/cNUD199+kfPqXMZicHK36DelXZZO5fIx1OhLjyA/WkGm+hLSsM+hq24TH8A5l/7181CpymqJS86v16HvzyMhbTLCvk151AxVfu2DM/YOnqpXG3+2gsOJ6NDVG89GnKf/68nFL4LY8tYvAjhjZRcuJhn201q1m+v0rRzzBOFnzEzsI7ZXIKlyGpmm0Hn2e7BtKyTh77PKx3Ztq6Hymkbyyy+O3ZHqO4pP2Me3rK8esrBfp83P4O2vIK7wcg8WJEgvTXP0U5fcuH/MWEkDPO/V0rWqlfNYXhx4kRoNse+lz7+8gME888cS4SR3AbDbz+c9//rRO6ifTVG3MF5oOs74Qsz6Pvs69FH/2zISKGujMBgo/s4Dejh2YdLmEvb1YpzkSSuoAU25fQm/3dgxyFjIWBrzV5F2ZWA1qg8tKxoop+LqbMeoy6evawdTPn51QURed2UD+J+bR11mFUZdNd+dWKr524bhJHSDj7KlIOUHUgIQWktBSBsZN6nB8oJWzaGlcjVkuoK9nBxX3XDhue2WjnopvXkhz4yqi4SC9/W9T/pWxd4AQnz/l9y6noe4fdDS/if1s25hJHeL1zyu+ej6d/WvwdFXT7X+Tiq+dP+Z8kXQy5f99AUFdHVFvkOaWp5j2rYvGLTmaftZUsi4rprdtB71tOyn67BljJnWIF9Ap+9JyBkJVKJEwHS1rqfj6+eMOCCIbdEz7+kp6ureiKRrdrVvJvX76mIkS4vOj/KsX4BnYjRbVCHk7CBsamHrH6Ekd4n0Mim9djJbRT9jTB5qMu2n8pA6QvqSEzGtK6G3bg16y09G0joJb547bVlOmg2n3nU9r/QsYddn4uhswlTNmUh9s621LCJgOofg1ZMXGQPjQuEkdwFqUTuFtc2mufwaDnEFfz86E1mmdxUjFNy+gqeExouEAPZ63KPvy8nGnZ8p0MPW/l9JY+yjupjdwnusYM6lDfPuZ9s2LaO94AW93DT2hTZT/z4oxE5ikkyn78gpChgZinggdXa+Om9QBXLPyybt5Ft2tb9Pr3kXRbQsTqmtfcP0ZqI5eIj4P3W2bKb3rnHGTOkDBTQuImjqIBYN4Ow/jODNl3KQOkLGsDNsZDoK9blBlervfZtq9F41bLteYaqPi68vpbNmIUZdOn3s3+Z+YO25SB0hfXIJ5to6+jr3D888E/Fu94kOhENu2beOll17ihRdeGPL6MBmvV6IaVdFiGkQNhMJtOCsTLzfprMwjEK4nHOqhr3t3woNDAMgGPfaZ6fR37ibY00HakuKkqq1lXzyD3p63Cfu70UwhLHmJl0FNnV+Ez3cYf189hnQDxpTES13mfnw2bW0v0dW+iYIbx95xnsw+NYuw1I67aQ1py6YkdCABoLcasVWm0Fj9OFmXViQ8j8w5LnAF6epaT+6Vo3foOpmkk8m7aQ6NDf+g6LMLE5qWJEsU33YmDbWPkn35tIQrXWVdVInXe4RguJGU+YmVvZR0MnnXzaW7+W30KVLCy1w26sm8oBRPRzXBQAsZyxK7hSbrdeR+fDa97p30dx+g+NPjjy54XNEtC+nq3ECop5+0pVPGTerHZS4vxxc8jBqWiUke0hZOSSjOlOnAPjsFb9cR+nv3UXDzgoTiJEmi8FMLaGtbTU/7NvI+PifhimMpcwsJRGrpaFpHxvLE12mD04KpxEJjzRPkXDk94XXaVpxB1NhDd/db5IzRSfFkskFP7nUzaahPbp2ecttiGusfJefqGQn/rvSlU/8/e+cdJkdx5v9P9+S8aTZHSbvKEYFEEAgQiJwMPvuc8Nnc2T+H4/D5DE7Y2BhHzjb2OWDjbGNMNCBEEggBAoRy2JU2aHOe3cm5u39/jHbRsqvd6TFYQtTnefp50LDvdE13db1V1VXfL9H4YaKxdl1yrJXvW85Q/1bSUiBrvwJJkqh471J8A68S9DdRfmX2bW/5VYsZHn6R8FAXxRc0zOiEOIa1NA8pP0EsOEg00k5hFu6PR5+zf2ADyUToH14Vn3Ni37hxI9XV1axevZorrriCq666avy4+uqrc/3a44OqZVSuZjgi/g7cy0p1yYFKkoR7aTnh0RZS2hC2sjxdRSteV08ofJBAeBf5q/TpqhudVrCqBH1N5K3WqX0tSzjrvQwPvKzbqMVZ5yWpDBNNtesyDQEoXt+Ab+RFSi/WZ5JSdtViwrFGvOfoM4PwrCjDuagg6wcXMp0ehbAujXx7ZQGKFJhxBHU0kixhrbZTdH6drjpXsLKWULiJkit1GvtcMB/f4EsUnFWlSyqzcFUdweB+UoZBXRr4liIXkjvN4PBGSi7Nzk0RMs9U0fmz6Wz9E8WX6DPhKLtqMQN9T2Is1nRpk9urClGMfgKhHRSs1Kd7X3xBPcO+zbqNlsqvWUw4coDCM7JzHhvDvbQE93J9hiyFq2ehaAEctdlrzdvK81HkiK7ySZJE0do6rLMcuuq0c04JsUgn3vU6r8WCcqLxDkxlctbulZDpWJlKTAyPbKZ4nT5zmrKrF9Hb/hieU/WZVJkLnMgulXCklXQqllnk+M8esX/mM5/huuuuo6+vD1VVJxyKktum+uOGqmZ1pJMRjO4c9KfzrKjpeE567ka3DVWJoygx5Bw0jSVZQknFMXr0a3UbXWYULYLFm91I6mhks4zJrf+c9qp8NFnR9RDCkdG3pOjWjFaTafJP1ddQS7KEvTI/q/3zY2iqhinfrrt8RpcZ5zx95iuSQUYygnO2PjMSo90MRgX3Yv1mRJIZnHP1nQ/As6wMzZDQNSMEkL+ymqQyRP4KfZ1da7GbdDqEe6m+DieAfVYRst2g26PA2eAFo6LLuREybnOy1ZD1aHgMTVH012mDjLXUjapDlVBTNcz5Nt3l8yyuAEl/wjLYjdhr9JkvSZKEwWHCXqfftMkxqwCMii6nPgBHnZdk0o+tVr8pjqXMTToeIJkeeCP35EAOqSbDwMAAN910EyUl+h+QEw1N0dCyqGiyZEGN6DcPUSJJZMmUi9cKajyFJJmQJZOuRDIen1KRzWbSQb/u2HQ4iYQxN1lDTSMHf5hM3D8RLa3obpgAZIsxKxGQ8fMoak7nQSInsxsk/U5d46E5GPMgS8hW/c2JbDXmNLwwWE1oqoKcg+kSmpZbWc1ybkMhg5zTo5CLURBkFkPmYooiWzJbtLJ9VaSpam5GTCYD6NSFH4/N4ZpIkJM5Ts7PjyyBpubWlGkaaBKKEkMhnhm150DOI/Zrr72W559/PtfwE4qZFs+NHTZ7RiNcL4FdvZhtRZCQdRvMjLzagcVYht06i6GnZ1aGO5rEUAg5ZcHqLGNka6euWE3TCB8axGIuI3RA329WUwpqTCMViOvW6o60jSCpBt1mOvG+AKi5mTIkdWpzQ8ZMRs+sgmwyZMxvdCIbZeL9Qd1xKBrxAf2GIFoKEsP6jUjUeJrUSA4GM75YZv2K3rhgDEky5mT+AXJORjrJkRhqVH/HPt4fhLSk+/7HekdRE4ruBVRqWs3JTCblj2LQ4YgnGw26/Skg0y6pSf2JXYmmiHbo8w3QNI10OEW8T79pU6wrgJbSdLcp8YEAJpObaHP2xlB+XwABAABJREFUssLjsT0BDEYHmqqRUkL//MVzP/nJT3jwwQe5/vrr+cEPfsCPf/zjCcc7iWzer2uKhixZMaa8RDqy1yePdAxjSLkxyBZc9sX0P34g+3KpGr4XDuPyzMHmKCXc5EPR4ZLV+/BePI6lGA12pIiFWJ8/61j/ri6sxircefMYerpZV4IefrEFh7Uei7FMt7nM4FOHcDuWM7Ahe71sgN6H9mAz1jCi05Qh2hpg8Cl9JhCpQIzkcFi3PWc6mNSdbBO9MQYe12fsETk8hJFC+h/Rdw19W9twOOYw+IQ+Y55Ynx+TIZ9w05AuvW5N0xh9vRsT+bqeKcjUE7txNoPP6DP/CDX1YbNXMvpqp646rabSxNr8mCQv4dZBXecceKwRl3UhAzq8HAB6H9qH1VCJf5e+TnnscEaMSg/J0Qgpf0zXKFXTNJRwSpcuPsDA403Eu/R1PCIdw1jNpQzo/F2hg31YjeVEDo7ommFTEhnjJIe1XrfRS99D+8gvXIV/R5+uTkF8MIgWNmGQLaCCqqT/+SP2v/zlLzz11FM88MAD3HXXXfzv//7v+PHDH/4w16894fF61tFx97asGjBNUWn/1St4XMsBcObNYuSFDpKj2VXq/o0HsJtrkaTMbfK4l3P451uzapDCh4cJ7hzC5s6sPPW4TsnEZtEDVBJpun73Op68pciyETMljG7PztxBTSn0PbwPd/5C8txL6bl3V9YNaOBALya1EHdBA8MvHEZNZfcgpqMJwgd8FJaeTt8j+3UYu0RJDaaRoras9K3H6H98PyaKCezN3mAkdKgfk+Sl98E9Wcekw3FSQ2m0oElXh6Dn/t0Uec8g0hLI2sxI0zT6HtlPQdEpqKNSVjr0Y/Q+uIc81wrsljpdjnnBA71Y5DI87hX03p/9dVFTCoGdfRSUncroyx26OhO9f9tDXt4KLIZyAvt6so4b2tyM0z6XPM9yeu7blXVcvD+AFjTiKVrE0DPNWZc1HUkQOThCoXe1rmuTHAmjBWQUvz4zqr5H92GmFP+urqxjQgf7scil+srnj5IeUrEYSwgd7Ms6rue+XeTlnYIh4SJ8eCj7uHt34/Esw2mfy9Bz2XcKBp9twmmbhydvIf062pR0JEGsLYjNWYzDOkeXc1zPfTvxON/YRSSR26sY+AcS+5e+9CW+/vWvEwgEaG9v5/Dhw+NHW5u+Hs5xJ8vFc6gqNlsp7uRpNH/vuUm9sVjvKD2P7KDjTy/T9bfX2PflR7DG6rDaC0FTkYDyouto+trTM/pxDz53iOHHO8gvOAU0FTQVj2sRqWYjLT9+dtoGIniwn5bvbqa0ZD3JmI/B/mcYCb9Awhek6TuPT9uLTEcTNH5tAzbm4PNtoaf/ARLKIG0/f35GS0c1pXDgtscxpF0MDz3HiH8rqaEUXX98fdo4yDSArT96HgM2/MO7sMs1HPr2MzM2hEoiTePXN2A3zCYVH8WiVtN+z8ydHyWeoukbT1LgXk2++1Saf/B8Vj36cNsQI1u68JauoePXr2U1vaom07T/YitF3jMJ7/UTbJy5QdNUjeYfbCLfdQoFeas49O1nszrX0POHSB7pgzlMczjw1ceyMiPp+uM2zKkS4uEBLFRw8NtPZ3U9Rnd0EtkfRFVTmOQ8uv7wOkn/zNPj6UiC9l9sxWaqQFUSRFtCWSfatp+/iN1USyIygNVUQ8dvX8kqbuTVwyT7UiSjQ1hkLx2/2JrVK5/4QICe+3ahplQSkQFS3VpWTorpaJKmOzZiUgsIDTdhl2fRfOemGTvXSiJN420bsMm1JGMjGCKFdN+3Y8bzKfEUB29/mgLPKvJdK2n+/qasRozhtiH8L/fiLV1D529ey6ozqMRTmTpdfAbxlgQjr8/c8VdTCoe+8wx5rlPwuJbQ8sMtxLPoQPY/eYBUh4SSimGRS2j+3rMztp+QMZzShq3EQp2o6SQ99+8hkkWnINQ6SN8D+1CVJIHRvWhBC4d/8eKMcUo8yb6bH8Qguxke2oKmpOi9bz/BgzO/yhx4pon4wTQ2Z/l4ey9r5pwXz+VsAlNQUMC2bduYPVvf9oMTiTHluWWr7sRgzH7rC8CofzvDkWcoOn8W1koP/U/uweSyUnRmAyaPDSWRYuSVDgLb+3Ha68nLX4osmbBKNSTig3T0/xrXiiIqrzllXGxB0zT8uzrpuX8nUtBNSel546P1gH8/4dhBCs+uxeA2MPTCQTxLqig+d/4RDfs0gb09GfvVsIWiwjX4fC9jKFepuG7J+LYz39YWeh/bRd6yakrXLx7f8pMYDtH78F4C23tQU2k8Sysof88SbOV5wBElu289inteORVXLp+w51hTVPqf3EfvIzuxFudTfvVS7DWZbU/R7hE6fr0Va7mL2uvPwFqaN+E6ZuQwD9F132sUn7cQV4MXTVEJ7R/E99JhTAVW6j5xFs4pJGVDB/to/dlzWL35OGcXo0RThA4MoIRV7HPc1Pzb6kniLGoqTfcDrzP03EFMDiey0Zh535c0oBoTLPj6Jcc07ejdsIe+h3ZhNLky90WTUQiz8I4rMU9hIAOQCsXY98VHkNJmZIMBTVFIp8PU/fsaCk6deo9rOpqk8euPowZBspDRPVcVUpEwJRcvovyyZZO2MqnJNJ1/2cbIix0YLEYcc7wYnSaSgSihll4KVtdRefXKSVu8UqE4Hb/bSnDPAOYCO55lFchWI+GDfcQH/cy7+dKpJYRVjcHnmuj6yzYs+W48i8uRbUYi7T4ih/uZ/+XLx+vOm0kMhzhw22OQAs/Sagx2E8nhMIEDncz+5FryT6k9Ztyh7z9FOpjAPa8Cg9NCOpQgsK+TgtNqqf23YwswDW0+SMcfXqbo9HmYi+wo0RS+Vw6jpVPM+9LFx9zvHzzYz6E7N1J05lycswpR4mn8r/cQbh7Ae14DFe9ZPuVis/DhIZrvfBLP0mrcC8tRE2n823qIHBrGXGpn1ifOGveXOJrQoX5af7YJW1khzjklKJEk/l09KKE07qUlVH/o1Cm36YVbBmj+8TOgGjDZbagpFSWqYi400XDLhceUvvbv7qL1J89hMDqRDQaURArZqbHga5dOaYoEmZmkA19/HDWoIZtNaKpKKhGk6r2nUrxu/pQL1RK+EI1f24CUNiPZweSxoaXSxIZGcM0rpebDZ2B5k45BKhSn47cvE9w7iNFhIf/USoweK/G+ACOvt1J7/ZkUnDpr0j1PjoTp/ONrBPb24qj1UnBWLUabiVh/kP7HdlP1gVV4z5qsd6GmFdp+vQX/9g7yFlaTf3o1BouJ5GiMwacaSUej1F5/JnnLJu440BSV9j+8xMirbRSdMZf8ldXIJgOJ0SgDjzYR7R2i7LIllK5fMGmFfXI0Qs/fdhLdG6ekdN14ew8GbFItqhJn16s3vf0mMGP813/9F16vly9+8Yu5hJ8QjCX2pSt/oDuxQ0aLuav/d2glfhpuWj/lw6OmFfoe3sPoc0NUlX4Qo+SiZ/BvyPVh8laW43u5mXRkTLtaw9lQirnAxcAjTRQXXojZmsfIyDYMsyLM+n9rxh8aTc10AnwvN2cW5EkQbfNTXHABVmcZ/X0bKHnvbIrXTt7nqykqI9sPM/hcI/FuPyhmTAYPNkMNodRe5t26fkq3sYyWdRedf3kVLalgycvPvHvsDyBbJOZ/+ZLMtrMp8L3WRvs9L2LJc+NsKEU2G0gMBAkc6qLorHqqrpus5qcpKt0PbGfw6YOYXHY8yyoxOkykAjFGdrTiqC2i+oNnYHvTOcOHh2j90Wa0uIS52DZu7BJqGiCwr5OyS5ZQcsHCCQ9ZtHuE3vv3ENjXha28gNKrFmH1ZsxkhrY043vxEO755VS85xRslZkGOTEYpPehvYzuaMNWnk/NR08fV9KK9fppu/tFEoOjeM+eT9mlizONmaYRaR2k9WcvoCaTlF6yNJMUzUaSIxF6H95HuKUXz6IqKq5dNkGZKx1J0PfEXgae3kfRGfWZhJFSCOzoJbCzG9lhoOb608lbNtHZL6PR3kbHH7ZScOosXPNKUeIpRl/uJNrhw+Ax03DTukn3Lnx4iPbfvYiWUCi7bCkWrws1lSa4u5+hLQeRLQYaPnfBJIe4WJ+f1p9tQkupVFxzyngnL9brp/fB3cSHRqn+wGq8Z02sm+loguYfPkViKET5FSvIW3bEhCgQo/NPrxHtGKT239aQt6x64u9TNQ7/9kVGX2uj6PQGitfNy2wTjacY2dZO/xO7cczxMvuT52N402px/+5O2n75AiannbIrlmAr96ABkdZh+h7fia0ij1k3rJ2U5FLhOM13PkOs249nQSWeU8qQTUYSgyEGNh3AUV1A9QdOn6CxP/Yb237xEpHGQUx5NvJWVCI7TaT8MUZea8ZeW0T1+1dP0ruIdvo4dOdzaHEVW6WHvFMrMdiMJIciDG5uxOSxU/uxs3DWvtEBjg8EaP/Nq0TaBnDWlVB6+QIsRS7UtELwQD99j+9CMsjM/sTacR35dCRB11+24XutFeesEiqvXY6tsgAkiVjvKL0P7CJ4qAfPoipqPnz6+DbFhC9My0+fI947gnfNPDzLKpHNBpIjEfofbSTWP0LBylrKr1k2oW3RVI3RHe10/ukVzIUuCk6pRU0qhPYPEjk8gsElM/v/nT1JDyMVitN9/zZGth0mf2kt1lIPakIhtH+AWH8AS6mdhv+e3KFR4im6H3id4ZeaKVgxC8eczL79SIsP3ystFJ45h+r3T60smhgKcegHT6IpEiXr52OwmUgOR+h9fDcVVy2ndP2iKTuW8eEQTd94Ai2hYa8tyNQxVSPS5kMZ0XDbFmN310yo0ybyMUkFKOkYu1//3D8vsX/2s5/l97//PUuXLmXJkiWYTBMvxJ133pnL1/5T+UcTezC0j4DrBRpuWTfjdoqBpxoJPB5Hxoj9HG1GBbrEUIjGWzfisi5Grexlzn+dO+NWj4QvTOOXN+K0NmA7S6HiPctn/A1qWmHf/zyC17megcEnmH/7RTNKkAJ0/207kRcV3O4FDIxuZOHtl04yeHkz6WiCfZ9/BI/1NDRNIRB9jYXfOfZodwz/nm46/28nee6VJGI+Qum9LPrWFcccWUMmmR363iYM/WUYjQ7ikUGSji4W3HbZlFaUR5+r/afbsFkrUaUY6UQUzR5i/tcuP+aoR4mnaPrmRtLDGtKRgbSaTmOf46L+pvOPOYqMDwQ48NVHMZsydp2SZiYe72PWf56JZ+GxBYVSoTj7v/J3LMkKTOY8NE0j6Whj3q2XTDLSOJp0JMH+L/0dc6ISsyWflOLHvDBF3X+cNW3dinaPcODrj2O31WA02EnFg1gXG5j1ybOnjYt0+Gi6fQMWczGywYSSTCF7UzP6FcQHg+z/8iOYzYUZw5VUGsmdYsFtl0+7FSsdSbDn8w9ilvJAljOzHOooi759DeZp6qamahz67tOkOsBodaCmE8SSvSz61lUzPgu9D+/Ft7Efu7WSVCpAJN3C4u9cM+O+/L6/72P0qVEctjoS0UEiHGTht66avpyKSvP3n0Pq9WIw2EnGRoiozSz85hVYp5FYDTUP0Pzt57E7q1GlOJqSJp7oZ/7XLsN+jJkKTdU4+N2nSHREM8YkmpbZvuVMsvAbVxyzninxJPu+9HcMMRcmiwdJsxCNHab2/51G3tJjaw5oisqhHzyDctiK3VGNqqaIWhpZ8PVLpt26p6ZVGr/+KPJwEXZnDbFkD9YlCrUfO+OYMZB5LbDvlocwhkuxWIuIJbsouKCY8qunV8rUFJUDX3scediLyeImEj1I5UeXUHj69DPXmqLS+LWNWCNzxmf8TBY3RtPkNsyAHTMZIbRcE3vO79j37t3L8uXLkWWZffv2sXPnzvFj165duX7tcUHTstvudvShKiqDwaeY898z65IDlFw4n6Slk1RBb1ayshavi9n/eRb+0OvU/ceZWe3ftBQ68V44m2B0H2VZasrLRgOV/7qcoaHnKFhTnVVSB6i4ZjmxdDuB4H6qPrRixqQOYLRbqP3kGcTTPcTTXdT/93kzJnWAvCWVuE/zgioRU9tmTOpwRKP9v88lohzE7phFXOpgwdenT+pj56q6fgkaKnmulaimMAu/eeUxkzpk9lTPv/USDG6NQs8aPI4VWKvt1P/39Lrg1hIPi7/3HtJqgML8NWgo1Pz7adMmdQCTy8rC2y4nofXiyp9PJNXEvK9cNG1SBzA6LCz4+qUkpT4cnjpS5v4ZkzpkVPMW3X4laSWA270YxR6YMakDOGoKWXjb5WikKSw4B9UQYv5XLp5x5bW12M2iO65GU1OUeC9GlZPM/9qlM+6vNjosLPnu1aTVKMXe9ahaMpNkZ6ibkizR8Pl1KKYQ+XmrULQ4C79xRVbPQvlVizGWpLE7q0kxzKJvXZWV2E7ZFYuQiiJYLcXEtA4WffvqmctpkJnzubVElRac7rnE6WTJ966ZNqkDuOpLmH3TWahqgsL8NaTSfpZ87z3HTOqQuSZzv3Ah9jkeXLZFFOStQXKkWfStK6etZwarmSXfvQY8CRy2BjRSlP/LwmmT+thva/jcOtKOYSz2EkLxvcz7yvoZ9+PLRpkFX7ucpLEPs62QpNxLzb+dPm0MZLafLrz9KpJyP1ZXJVJefMakPlbOubesJyn1YbGXYJvtmjGpj/++L5xHOHEQu7Maq6MUg9GeyT1HDjQJo+bBpJVk7HVVTfd24fHfl1MU8Nxzzx3z2LRpU65fq5uf/vSn1NbWYrVaWbVqFa+99pru75hbn72M4hjRSAfOhQUzNqZHYygyUfmv2Wunu+aWYXDpU7qy1eTjWV6mSwwlf0UtKW2E0ktmNvgZQzLI5K+uJZpsy1qrG8CzsIKk2kdKHtElN1t+1SJGQq9grXLMmNTHkI0GvBfOYWjgebwXNGSt/FWwehZJeggGGqm+/tSslKdkk4G6/3cmgdBugtG9mdcmWXTGTG4b5dcuJjB6gLRxNGu5UpPbRsGaWkYGXiN/dVXW6lgmjx17fT6+wVcou3pR1oIf1mI3xiIDoyPbKb9mcfZxpXnIeRp+31686xuyrpeWQifmcitB30E8K8pm7JCNYXRacS0uJug7iL3OnbVsrGSQKb5oLgHfPgz50pSvoo5F+XuXMOp/HaPXmHXHGKD8usUMDb+Ao75g2o7j0chGA94LZjM88CIFZ9Rk/fs8CytQrUHCI62UXrHgmO/Pj0aSJOr+4wyC0T0EQ/uo/ffVWcnUSgaZuv84g0BoF/FUF94pXgceK67yfSsY8W3FuaAo63suGWS859fjG3yR0svnZ103DRYj7sWljPpepew92evIG+1m7PV5jPpepfw6HXFOK5YqK8lYADOlGHFjwIkRF2a8WKnBROE/tBp+jH/IBGYqhoaG+Mtf/vJWf+2U/PWvf+Wmm27i1ltvZceOHSxdupT169czOKhvn+mFF+r3jA/Et1GiQ6da0zTSwRiuen1ynaUXLcb3SvbCNPE+/zEXZR0LSZawlrp1K6M56vJwLyjR1fGQJAnPKRW4FmavKQ4ZHWXVGKHsmuw7HwAl6+YRV9spWZ+9TrckSXgvrCccPZC1+QqAo7aItGkEQ76adecDMm5SofAeSi7RqUl96SKi6WbKsjT7GKPiPUuIKx0Unj5L3/muXkQs3U7hap1xVy0iHNtPyTqdWunXLiYU30n5VYt1xVVcs4RgfCdl1+i7LsXnzSUU3U/pldnr1kNGjzyh9lByRQ5xWp/uOl18wXxiSjOll+uLK71iPv7wNrznZt9uGZ1WzGVmklK/rrbLUVtEItVP/pk1ulTf8lfUEFd6KL1S5zW5cD4JrY+iNfq8IsquXEhS6yNfx3MOUHb5AlL4cM7SJ/dcetl8QtG9KAQx48VCCWaKMeJGegvTcc6SsrfddtuUn7e2tvLggw/y/ve/P+dCZcudd97JDTfcwEc/+lEAfv7zn/P4449zzz33cPPNN2f9PevOncWm57qRJAm/P0Zf/8xbKdJqCLOO3rkSS8041TYV9uoCXful1aSCZM5BItVsREmkMeqQhVcVFXOBPo1vAEuRnWRA/xSTZCArC8SjMdjMGBymrHv/Y+Qtq2TohSbdEpb5q6pIx7PbOz6GbDJicBrxLKnQFWfy2JBM6OpEANiqCkDSdEtm2ivzkS2y/riqfCSjpltz215diCansRTNbNF5NNZSDxqpKVedT4fBakIyadjK9Gl8S5KEbDNiLdFXTkmSQFJ1l9NoNyNbDLr19d2LypFsUtaSsWM4FxRiGdVXxwAsZU48en0HZAlzvm3SCvmZMNrNyCZZl5kTgKXYjWSSdUvOWrxupBzysLnQiaLFUIiiEMeAPk+MbMk5sT/00EMT/q0oCl1dXQSDQb75zW/+wwWbiWQyyfbt27nlllvGP5NlmXXr1rF169YpYxKJBInEG41uMJiR6szPt/Hn3793/PMVq/5vxvNLkhFNh6qQJOUmna43yOS2khzWL5Ga8uuTSIWMzroS1y+xmY6mctJh1jQyF1IvuYSYDDnpS5vybagD+mU2kSVdr3X+YXKZ7ctVxj9HzfPcCvmPIqHlsndYI0eVsBx/Yw51UzYbc3t8JAljlq8KJpzPJCOZctCSNxp0ta1j5CTNnlZzugWaouRUr7WUgiRnBl5pAm9bYs957H/0YrmdO3eyZ88ehoaG+OQnP8n+/fqkLHNheHgYRVEmmdCUlJTQ3z+1IMAdd9yBx+MZP6qqMqpsY6OydFrlS199OqvzWwyVBHVoqMtWE6kshDveTKRjGIs3+/d9nkVV9D+xV9c5UoEoKX9Ct+52uMlH6MCArhiAwK4eUj59o1oAkiqxHn1a0UoijZrQ30hk7pX+BzcdSuS24EUjK2GXCSGahpbWdOt1J4fDoEq6NbCjXSOocUWX0htArHsULS1lrSQ4RrzPD6qs2zcg6Y8iYSTWPaIrTomn0JIQbtEnb6spKko0TaRVX5yaVjILQnXW6XQ0gZpI665n2SpevhkNjXRQvwGVpkJiUL9GezqYIJGFAM2EmHAcLaXp9uKIHB5CS6D7GQo1D6IlyUr86WgC+/owSZnXkCr680G2vKXv2I1GIzfeeCMPPvjgW/m1bxm33HILgUBg/Ojqmiif+OF/u58nnsxOArDAvZqBR7OXKJQkCUk2zKje9mb6N+wlb1lV1n8/+nonalAm3p+9BGnfY/txmObR93D2HQI1lSa0fwg56dGlFR0fDKIFzYT2D+lKLKFD/RglL70P7cs6BmDo+YPIilOXDCVA/+ONpEaSuhvP0Ve7ibbo04NX0wpKSGHgCX1a4uHmAYyqh8Gn9GnJ9z2yF4tcqVtXv+/h/dhMdYzokI0di3NaGxjSIa8JGa10p2k+/Y/rGyj0/X0fTssieh/Q18EdfKYJl3OJbm1+3yttOCxz9MdtbcNqqKH3QX3lHHiyCROFuiRxAQaeaEKNSLqTUaRphMDuPv0dicE4g0/o0/KPDwSQk3b6HtZ3z/ufOIBNqtNdV3rv34vDNJ/Bp/Xdu/6H9+NyLNQlU6tpGkNPHsLlyaxx0HKx+8ySt3zxXEdHB3V1+hZv5UJRUREGg4GBgYkjxoGBAUpLp36vY7FYcLvdEw4ANQcHHaPRjiFSkJU8KGR62cn+ON1/2Zn1OYKNfRhSbrr+tD2rv08Fogw81khB3tk0/+C5rCVSR7d0k1+8kuDOoazNODrueQWXfSEe5zLaf/1qVg+9pml0/OZVPPal2M2zGHo2u0SmaRpdf9pOYeFqYm3BrEdwmqIysKGJAs8Z9P5td1YxkBm5RZv92KyVuvSsY71+pJiNtE8lFch+5OB7qRWnaz6hPQO6RrU9f9tDYdEahp7NXoNcTabx7+ilsPgMeh/el7V7VHwwiOLTyM9fQe+De7Nu5OODQZQRyCtczsDjjVmfLx2OE2sLkle8DN+Ww1l3AtVUmtFXO8krWkysI5L1LJSmqAw+eRBPwQLkhItglh1wTVHpfWBPxldBZ1zfg3spLF5NtNmfdZ1W0wrDzzZTWHgWfffr6Yhn9PXd7sUMPZ99sk2H4yS6Y1jkUl3PQrhlADNFaCGTrkFGxnfgVH3XJJVmeHMbhWWn49vSnrWLXnwwSLI/SX7RUgafas66wxM5PIQWMuPJX0z/Yweyjht9vQOT5kWWM2sc3srFcm8m529+s5vbj3/8Y770pS/xwQ9+kDPPPPNtd3ozm82ccsopPPvss+OfqarKs88+y+mnz7yP8WiaDg0xPBxhZDS7xlhVU6SSfrzu9bT/6LUZk2E6mqTxa09QVLAWRjz03D9zco8PBmm76yW83nWkDhlp/80r0zamydEI+7+yAad5Ean4CIZQEfu++Mi002+jOztp+c5mbOZa/P7XMJu9NH59A4EDxx4JaJrG4btfIvi6H0WJEI0fRuk30vrjzdM22pqm0X73SyTa0iSSQ0iahb4HD81oOqFpGu33vIw2ZCOVCOC0LKDpGxtndLnTNI3Wn2zGRi1Gs51kRzorPWtNy2i0e5wr8LiW0v6rV1FTMycVTdU4/IuX8DiW47Yv5fAvX8oq+aUjCXr+tge3eyEu+9LMdcwizvfKYVK9ChoqVqmWlh89N2OcpqgcvOMpbHIt0WAnctRD2//NfL5UKE7TbRuxUEEoeBCCVtp/NfPvS4fjHPzmU5jVYoL+fUgxF20/e2FmHf9EmsbbNmJWSwmM7MGkFNH8/Wdm7BRoisrB7zyNSfXiH92BSSum8etPzDjNqioq+299FFlxMep/FQM2Wu98fsaEpKkaLT/eBDEr/sAODDhpvXPzjC6KqqKy/2uPIcVchIIHsFBJ021PzFynFZWDdzyJhWqUVBRl2MjgczMnaU3TaL1rM277ElyeufQ/sj+rKWtN0zj8q6247EvwuJbR/stXshosqCmFw7/Yitu5BI9jOYe+tykrV8rRXV2Edo+iaRp2wxwav75hxiStKSpNdzyFVasmNNqESS1h7xcenPGeJ0cjNH3jScyU4fdvx6gW0PSNDTP+vlifn0Pf2ZSZMQnsxpgupukbG2ZM7sGmPtp/+SoGnPh9uwn725BUfYtJ9ZCz8ly2o3JJkt42U5i//vWvfOQjH+EXv/gFp512Gj/84Q+57777aGpqmvTufSqOVp6z2hykUsce9WiaRjjUjC+yGc0ewVRgR1M0Yn1+1EScwjNnUXbl4gkrlNVkmsHnDtJ93w5MZjeS4YjVYTKGe1EJVR88bbKWeVrBt7WVrj9uR5bMyNYjCy3iMTRNoeTiRZRdtHB8ZWus10/PfbsI7OvGYDLjWV6Bo74QJPDv7CHY2I2tLJ/yK5dg8brRFJVg4wCDGxtRYwoGp4mSS+Zjr84HTSPcNkL/E3tAVal8/2kUrspoMaeDcfoe38fQc43IZhPF583D2eAFWSLeG6D3ob1IJpXyq5ZTdFb9+NY5TVHxbW2l58HtaKpE+VVLMTotpMMJhje1EesdoWBVHeXXLJ10LUKH+mn//cuo0TQFq2YjG2Vi3QGCe3sxOE3M+uRZOBtKJ61cj/X5afvlZpJDUZy1JWiKSqwnQDoap/oDKyla2zDlavd0NEnznU8R6wpgcjpAg1QogaXUxrwvH1vVTVNUDn7/SaItoxgdmZXKqWgMz+JSZn9q7TEX4YUPD3HoO08iG8wYjqzaTwbCOOuLmPOZ86ZcvaxpGoPPNNJ17zbs5UVYK/JA1Qg0dmPx2pn1ibVT7sGO9Y7SctdzJH1RitY0YC13oqU1Bp9twugwUnfD2ZP00jVVo//p/fQ+sB2Ty0XxugbMRXbUpELvI3sw5Vup+9iaSecb8zw4fPcLGKw2Si9diDkv45/Q+/AeTB4LdTecPWU5wy0DtPz0OSTNQOnlCzG5rSjxFH2P7kO2yMz51HlTyhbH+vy0/ORZ1JhK+dVLMDozcQOPN5IYDVB3w9nkLa2adN+7Hnydwaf3k7eohqJz5mCwmUlHEgxsaCLU2kvF1SsoPm/epHsRbhmg7ddbMNosGb14S0bquO+R/UR7h6m4cjnFF8yfEKemFTr+8DIjr7WRv3wWnqXlyEYD8f4Q/RsOIBk06v79LNwLKyZK5moa/Rv30PvobqxFGV8EJIlY1yjhwwNUXLmM0ksXT1nPlHiKlrueJdw8jKUgc93S4RhKKkHD59bhaiibFDMW13THBhIDEUx2O0gZVTmVNHNvvgjHMXanJHxhDnztUUhJmPMdSCYDieEAklli3s0XTfKKgCOzJc9nfAdsJQW45pYgmQ2EmvpJDI9S+/Gp711gfzet/7cZSZMpOH02jtn5IElEW30MvXQQ17wy6j62BtNRi4LVZJrB5w/R88DrmOwOSq9chKXIgZZW6H+qiVjnENUfWE3BaRM16NORBP0b99P/xB4c1cUUr587Xlf6H9lHMhim8rqVE9o+yAzQeh/cycjrhyk6cy6uhcVISETb/Yxs6cRhaMCbfwFG49Q7HP7pkrInCj/5yU/43ve+R39/P8uWLePHP/4xq1atyio2W0lZVUnS0f9b7MuslF+9aIIphqZphJr6OPyLl1BjKganGaPDgppIk/SFwQAFq+oou3LxeOJKDIVov/tlwu39WIsLcM0f004PE9zXi5JOUrJuAWWXLx4XVVHTCr6XW+l9eA9KOInBbM+8t1ctpFMhyt+7CO/ahkkCEpqi0v/EXnoe2oPdUYEsW5AUM9H0Yeo/v/aY+zAD+3to+dFzGCQ7stEImkw6FaLm46soOK1uysQYbOyl+c5nMZisGKxmQCMViyHbZBpuumCC7vkYiZEwh777DGl/EpPHirnQgZZWifYOYnRbqfu3syYJ2aipNL2P7GFg4wGMDhv5p1ZhyrehRJKMbGtFQ6PqfasoeJOZSLCpl7b/ewEtrVK8bgF5yysyWuT+KH2P7SXSPjRusjK+oDKaoP03Wwns6chovl+2eFxlL/Ow72Nw037yVtRS+5Ezx69/Ohyn9WebiRwepOTCxZRcuACjPdNDj/X7af7hM0gGiar3nYZnUeX4+TRFpePeV/FtOYR7XiWllyzE5LGhJtKMvt7JwNP7MHtd1P/nukkdoeGtLXT/dRsGm4WiNfUYXWZS/gS+LW0kRoOUX7WMsosnJ4DA/m46/rAVLa2Rv7QW2WokNRJj9PV2ZIeRhpvWYa+erDvg391Jxx+3IhsM5C2ry2iXD0czFr+Swpz/PH9cg/xoRnd10vH7lzFYzBSsmo3RYSQ1Esf3ciuKkmTWJ9aSt2iyUpl/dxftv30Rg8lM4VlzMLotpIMJfC+2kI7Fqf3YWeS/yaADMpK4LXdtIh1KkL+8DlOelXQ0xcjWQ+StrKH2w2dMqXCWDMQ49L0nSQ5FcNR4MRU4UJNpQi09mPJtzPr42ZN08iFjVtP0rY2oEQVbZT6mAjtKNEnwYBflVy6j9OLFUwq9jOxo5/DPt2AwW8hbXpUpZyjB0MsHKVg1i6prT5lCsz5Gy482Ee3y4T17PgWnVSNbTaSDMfqfOECouRfvufOpeu+pb9QxTSN0sJ+uv7xKOpKi/sbzx5/NdDRJ++9eIrCni7JLl1KybsF450TTNAJ7u+m+bxtqSqH+xgvGNe0TQyHafvkisT4f1f+yioLTZ034jaO7Ouj4/VZko0zZpUuxFLtQUwrBvf0MbzmIMc9K/Y3rsL0p8ccHAhy+50WinT7yl87ClGdDCSfx7+pGScSpuX41hafPmVSnNVXD92or7b/egqO6FHOenVQwTqzbj0aKubesx1Ez0VgKMiP5tl9uJtI2jKOyJLPoORAjMRTA7LXT8PkLp1TLjA8EOPi9p1DCKcweJ7LZkLFdDkfwnj+XyutORX7TTiBN0/Dv7KTr7l1Ue/8Ns2Vy+/iuTez/CNm4u2mqQlv3z6n4+DzyVxx7EVtmqnkrqSYreflLiITaidkOMveWC4+5bzQdTdJ462NY4jVYbcXEEz5Snm7mfenY8qCaptH5+9eI71IpLFxNT88j1N24Gvfc6feLRjt9NN+xmRLvhfT7NrLgmxfPuP853u+n6evPUF52JX19jzHrv8/ENXt6QYZUMMaBL26gpOhiYtFu0iVdzLnpvGn3g2uaRuuPNiN1e7Hbaxge2kzp++rxnjO9kEakY5jmO14g33UKqppiZOR1av7jVIpWH1viUdM02n+1lfD2ECa7E01NEYv0Uby+gcprTzn27wrH2XfzQ8iqNbOFR4N0IoK9Lp/6z12A4Rj7Z1OhOPu++DBS2ohszNSDdDxK8QX1VL535bHLqWoc/M5GEp0pzFYXEkaiwR5q/9/pFJwyvTpd9wM7GN7QgcudEYQJxvaw4PZLZ1RFG3jqAH33HSI/fwWKkiAi72PBNy+bcd9z94M7GdnYg9uziHQyQNzVyYKvXTKjSlnH714h+JIfp2sOyeQoSsEg8786s+Rs689eILYrgd1RTSI+AqWjzPvyxTNuT2y/ZyvR7UmczlmEI204T7dT/YFTp40BaPv5S6SbLDgctYyOvE7hlVWUXTS9gIqmahy8/SnM/jos1kJ8Iy9T+W+LZhSPSofj7L/lcdzmZUiykUBoNxUfmE/RmulFtPx7u2j935dweqpRSZOMjWKtt9Nw07ppn72eh3YxsKERo/XIqDyWwFxiYd5XLp12+2Xf43vpfXgPRpMdSZJR0wrmMjPzvnTRtHvJfVtbaf/lKzjz5iBLJmLhPgrWV1D5nmXT/r5ol4/Grz1JYf7pyEYLI/6t1N9yDo6a6VVDo50+Dt2+iaKic1HTcfzp11j4rWNr3Y8xvLWN3t83Ulx8DsHgIUwLYtTdcOa0MZqm0fLD5zD0leNw1NHX+xhzvnA2zlmTOxBHE+/3c+jrm5lV8elJeUhJx3Jyd9P1jr2zs1PPn9PTo2/V5onIkG8zRZeVT5vUIfPKofaG00k7+okHh4hI+zP63dM0ika7mYW3X0Hc1IlkNBM3tDH/KxdPW+kkSaLmI6swzkoy1LuVogtrZ0zqkBH7KLtuAUNDm6n+6MqsRE2spXmUX7uIwd6XKDyvZsakDhmp07pPn8HoyE6C0b3MuXFm8xpJkpj9mbMJJw6SiodwLvfMmNQBHDVFVPzrIlJKkLQWovL9S6ZN6mPnqv346RiKFdz2JRgNHkqvWDhtUgcwOa0s+d570CSFsqLLcFsXk7esknk3X3zMpA4ZXfelP7gWySJRUrQej20ZnuUV0yZ1OKLVffNFmEuNuO1LMMkFlF61YMakDlD5nhW4lhdgMrtIaUPM/s81WUmdlly4AOfSPCSjmUjyEA23XJCVmEnlNcsxVRoxWfOIpNuY98X1WUmP1nxkNVJBEpuzjLjSydwvrs9K32DWJ9agOsLYPXUk6GXuLRdmpTlQ89HVpC0jmK0ZhcCqf53+HoxR9+9nEFM6kCUrhhJtxqQOmftX//nzCMUPoCoqzsWerBQhjU4r9Z9fSyzViSTLuFcWzZjUAfIWV1F+zUIMkhu3fT6WKuuMSR2g4upl5J1Sidu6hJLCi5DtMvNvnT6pA5Rdupjicxtw2edSWnIJklVl3pcunlEgpvD02dR8fDWapuKw12GuNc6Y1AHsVYXM+sxZxNI9pFIjlF41b8akDmPt3kJi8R6CkT3MvfmCrPQiik6fhX2unWQiRFw9TO3HpzeVgUzbMuezawlF9xMOtlFyecOMSR2OtLMfWMjQyFsnxa4rsZ966qn8x3/8B9u2bTvm3wQCAe6++24WLVrEAw888A8X8HiiaRqB+A6KL8xOClOSJKo+tAJfcAu1nzgjq8ZNNhup+dhp+EZepupDK7OWda3+yGlE0y2UXrQgq78HKDxjNknNR/6K7PTIAYrOnkNc7aD04uzP45pbSjR+mMKz67IWopEMMkXn1OEbeZHyLB708fKdOYdwvIloop3i83Xcpw+uwB/cRTTeTtkl2UmPGmxmSq9YQNB/kGBkH9Ufzu6Vj2w2Uvn+5QQC+whG92U1ShwrZ/X1p+EP7iISb6Z0ffb3oPJfVhCI7CGJD9e8qd+jTkXFtcsI+LdjLDLo0j2veO9SRoZexVFfMP7KIRvKrlqEb3gbriUlWQv0SJJE6WXz8fVvJe+U8qzVxiRJouSSeQwPbKHkknlZqwpKskTR2lkM+7ZQdm328rYGqwnH3HxGg69Sfk32HhH26kJUS5BgeC8V78k+ruTC+UTih/AH91L9kVOz/n1V719JMLqPoL+Rivctz/p6Vly7nGC0kcDoQcqvXpx121V4xiwSai/+4G4q378iqxiAvKVVJJR+wrFDFJ+Xvfyy95wGItFmJI824TXqTJRfu5QR38sUXzg3+7pikCk4o4ZgZC/FOiSUC0+fRTCxm6Sa/dbh6dCV2A8cOIDD4eCCCy6gtLSUSy+9lBtuuIHPfOYzfPCDH2TFihUUFxdzzz338N3vfpfPfvazb0kh33ZkecojHG7DvaIkqwQ9hr2qAMmWxlk3c09tDPeCclRjGPfC7Btgk9uGvSaf5Gj2IgeRtkEKVtXpUlRToilsFR5dqnSSJGHMM1F6SfaJCKDkovlopriuhCIZZKy1bjwr9WnWuxpKicc7yV9doSuu+NwGQtH9WGscWZvKABSsrCUSacVUYsrKCW8MR00RKc2HY17BjE5XR2PxupBcSfJPn7zoaDpsZXmkGNWte+6aW0pSG6T0Sn33vODUWhJqN2VX6NMGL1pTT1zp1K2X7j2nnoTWj/ccff4QJevnk2IYz0J9sr8lF89FtYSnXPA3HflrqpEL0rrkgmWzEef8QlKSb8r1LMfC5LFhKjUTSRyi8LTstyrLZiOuRV4iiQMUnpm9RrskSRSdO5t4vEdXOylJEp4V5djnuHU9C7LJiGNePp7TpndNfDP2ygIUOYz3fH0eDnmnVmKtceiS7pUMMu6l5YTCjaSl8MRclAO6ogoLC7nzzjvp6+vjJz/5CfX19QwPD9PcnBGe+MAHPsD27dvZunUrl1xySU4FOh5IBmnKI5Hqw7VYn/NbqGWAAh0PB2QqbN6yaqId+nprhWfMIdycveBNKhDT3cCkglFdTldjSLKkW6LW6LQiWfTr3BvsBtyL9GlSAxhcJvJOzV78BzKNmeyQyT9jehvKNyMZZAxuI+7l+stpLrThnKvPNAfAVp2H0aV/S41sNWIt1q97LsnMaCE6Kc6QkR3Vo64IGTc9JE23jrxsMiIZJV2JAd6om3q9AwxWk25Nd8g4j9lr9GnIAzjqCzEX6fekcM4rxOy165Z6zju1Etku6zaQ8iwuQ3bol1A2ecxYK/W1YQC2Sg+yIRcZXoNubX0tpWArz9N9Lmuli3Q6QkoaAfmNvJQLOYlT22w2rr32Wq699tqcTnqiIcnS1KNYSUE26KuwSiyJMUsrxaMxua0osZn3eh6NwWbWJQMrmQy6ZT0lgyGrfdxvJlshksmBOYSoak7a80gg56DPLpv1G6FAxjvaYNXfcZGMMuTwgEuyrFv+FUBCyilOk3KLy+isq6AzOcCRey/rjMuljmlaznE5XUtFzVljXzLmoM9ukHJ7FkyGnHTrJZOBXC6oZJBRs9gT/2a0tAb6fKAycbm0YwY5o0Gv91ypI3VZUlClCEbZlZNfBbwNynPvRI41YjcZ84j36dMsNljNpHVqWwOkgnEMNn09w6Q/gtGZfW21VxcS2JO9Uxxk3IgiOuVYAbR0Zu+0HuL9/pweiHQwSbw3qDtOjaVz0u9XoinSUf2Ni5pUSQzqP5+aVIh16pOpBYj3hUgM6z9fOpYm3KzvnqtpBdIZDW1d54om0FLormMZgRUj4RZ950uORkCRdeuzh5sHMpriEX0eB5HDPpK+mG451nh/mFi3/nsebR9FS+T2DKVy0INPhxKoORhBJYbDqDH9cWo0TbhZnyY/QPjQEMlRfb9PU1S0lEZ8QKdEdCJFuFV/mxk+OITFUYAkSyhS5B8asYvEDsd8x+7xLsX3fLuur7IUORl5TV+MpmkEdneN7wnNlsFnm7BNsY/2WBidVmKdfl1yp6nRMGpU0qW1rsRTqCFNt1Z374N7kdMOEsPZG0doikqyN8bQplZd50r4wsiak8GN+rSsE8MhZMXByHP69NKVeAo1LuN/tUtXI6+m0qR8KQI7enWN/NLhOGmfSnBHn65RR7htEJuljMGN2WtgQ0b33OXMqJrpYeDJRtzOxbrrSv+G/eS5l+mO6/v7PtyOJfQ8uEdXXO/9e3A7ljCw8YCuuIHHm7BZqgnsz36HkKZqBHf2kx5WdRngqGmF0N5BksMJXTNzmqZl6ldEv+HO0FPNGKV8ol36DHcGNzRhNnqJdmb/+lHTNEZf7UYZ0ifZnArGSA0qBLb16Hr2Rl47jM1cQ+9DOj0HnmxGC5pI+LIfFKYjCeKdUSyOQpAkNFn7571jP2mRpx6xGy1WrFIl4ZbsHcwGnz6IIeXKWnMdIHyoH1n14NuafbKI9fqRolYGn8reOKT/8b3YrXPo/uuOrGM6//g6+fmn0fX7bVk/FH2P7iXfu4LwwZGsXxWkAjFC+4cpLFlNzwPZ67oPv9iC09WAmUJd96n34T0UFp1Goi9OOpx9Y9b7yF7yC1aihY3EB7OfJRjadBCPZyEWUznBA71Zxw1vacHtno/dNhvfq9nXj77H9uHxLMFmq8H3avbKj91/2UlB8WkY1QIC+7Mrp6ao9D20l4KyU1GDxqxNgZREmuFnW8gvX0FqIJ31yEiJJRl5sYP88mWk+lNZa5GnIwn8r3VTULWS6MHRrBveWK+fZF+SgorlDD3XmrUTWGB/L4aUm/zilfT8ZWfWz8/wi83YbXV4PEvoezT7pDL8QjNO11zc7gW6DHcCe7qxWSrxeJYy8ET2HbPEcAg1aKCgaBW9D2TfUUr6o6SGVApLTqf7rzq8Mw70YjaW4MlfRs8D2cf1PrQbj2cpNkslviyNjzRFpef+3RRVn0Vo72DW7VhiOES8M0pB4al035t9O9v7yG7cnsWZ1xqyhCzLmdH6P3sq/s3OaO9kZJN8zKO8+goO3/VKVj3ZwL4egtuG8VacQ/svt2Y1wlJTadp//SqllWvpf+QAySzsCtW0QutdL1BccS6xfXEGs3AYGnn1MP4tg5TOWUvioDJjg6FpGp1/fA0G3RRULsKcqKDjnq0zNk7DL7YQeHGI/LIllFacT+NtT86YONORBE3f2EhJ5fm4vHXEGxMMvTBzwxRuG6LvvgMUlp9CUfkZtP74xax68qO7ugjv8uP01lJUvIrm/30uq1FtqHmA0E4fzqIaCotX0XrXC1nd44QvTP/jTeSVLKCwdCXtv3wlq85EYihE3wP7yStdTGH5Cnr+tJtYr3/GuMDeHvwv9uMpacBbvoqeP+4h3DbzjEv3fTuQA3nYPF5Kqs6m/f+2zjgS0xSV5js34XEtw2SzUVq9jubvPj9jp0dNpTn4rScpKj4To9lIafU6Dn7rmRmtRZVEmqbbn8RbejYGk4HS6gsycTM8N0osSdNtGykuOxeDSaa0aj0Hv/HkjOeLDwY5dMezlNWsx2A2Uly6NuNVMIOGefjwMO3/9wql1edhdeZhYxaHf/7ijM9PsLGPvr82UlSxCk9JA4Gtg4zO4KcAEGkfpu+BRgrKlpFfsoj+hw5k1VFKBWN0/Oo1CkpX4iluwLe5M6vRt6aotPzweYpKVuPILyVxOJmVF4OaUmj+7jMUlZ6OPb8Etd9M/xMzz4LEB4O0/+wVvOVn4C6uJ7onxuCmmdu9oecPEdkZzjwLlWfS++d9Mxp3aYpK8w+exeNchsXupKRyHU3fmLkdS45GOPjNpyitugBnUS2ptoyQz0wMb2kh9KqfvNL5yEYJ2ShhNDvGc1Au5Kw853A4+NznPsfNN9+M3a5/1eeJwJjy3GmX/QKj6dgL3iL+dto7f0vdZ0+fUoJVU1SGNh+i/8FDVNZfjcFowT+0n5jxIA1fWHfMfaFKPMXBO57CJS/FXdRAIuyjr2cDDbecf8xp+XQ0yaFvP43LsAR30Vw0VaG3bSPWuSYqrl06aZVwcjRC3yN7Ce8MUD77cmSDMaM33rEJLT9MxXuXTJBs1TSN4IFeev66C3OyjKLKM5EkCU3TGOnbRlzupOJ9S3EvKJ+wQjjWM0rP/btJtCUpm3UJBuMR+dRAL4P9z1P2ngUUnjl7wtbBMZncnr/toajwTOz5lcgGM5qm0n/4KexLrZRfvQTTmxYjKok0Q5uaGHyshfJZl2M025FkA/HQAAN9z1L36dW46ievPtcUlcFnGxl89DCVc65CPlJG/+Be4pbDzLnpnGOugPXv7qbjl69ROec9GM2Z8gSGG4nSRP0XptZ1h8w6g0N3bKKs6lIsjoLxazI0tJn6L5wzpXY2ZKbEW+98gfKayzFZPSBJpBMh+g4/QdkHFlB42mSNADWVZvDpJoaeOExZ3aVoqgJkFob2H36KgnXlFF8wf9I+81ifn+4/b0cbcJJfshIlGUGSZGTZQn/nUxSeX0HxhfMnbO/TNI3A/h66/7gdh2khDncVSjKKJBswyDb6uzdStL6W4vMzmtrjcarG6PZ2uv+ykzzPaVis+SipOLJsxGiw09v9BCWXz8nIIx+1cl1TVEZeb6fn3l0U5K3GaHaippPIBhNGo5verkcpvngW3vPmTtJn921to/dveygsOgOD0YaaTmEwmjEaPfR2PkLhuhpKLpyP0f7G70uF4gw8sR/f5g6Ky89DVZKoahqjyYZBttPf9wQlV8zFe3b9hHImR8L0PbqfwLZ+SqrOR02n0DQVo8VJIjRIiH1U/usyXHMnehwkRyP0P7afwGuDlNZchKZmptJlo4nBjufIO9dLyUULJtUzNaVk2p6Hmo7UaUtGFTEZoa9jA7WfXnVMAato1wjN33+OkrILsbkybUAqHqL38GPUfnYV7inkgCHTET/0nWdwGhbjKcrs1VaVFL0tj1F0eTXF58+bctFXciTMoe9vwmNdgaugHlVJIskGBts3Y1mQ0VB481ZQTVHxvdJGz593U1ZzGbLRhJpOIMlGRnpfxzg7TcW1S7CWTFwpHx8M0nP/LhLNacrq1pOKh1DTmfURw32v4VrhovSKRRO21mqqxujOTnru3YHbvhSPdwHJqB9VSZKORxkZfSVzz8+pn9CmK/EUQ5sOMrChidKqi7E4ilDTcdKpOKMDO5DL41T+yzJsFRN3OcQHAvQ8sJvEoSRlsy9FPrIIVJIkHJZZSJKRdCrGa4/9xz9PUvbll1/mv/7rv+ju7ub222/n+uuvz+VrjitjiX3V1XdjNE3dOYmHB+nvfpJwoJVUOoBslSlZvwhbuQctrRJqHGL01S6c7jkUVpyGbHjjhkdGehnofpL81VWUX7FkXOc5ORqh7+/78L/eg7d8Dc6CN7bHpWNRBjo3oXliuBYUHkmqmZX7sc4gscMhvOVn4cg/WmTGQDoUo6/3cbAnsJY50VAyU4jDmdWV3so1OAprxhsTk9GDGlfo7niQRLIfg8tCKhhGiccxOmyZpKdIGCU3BcUrsXnKsJiKURIKPR0PEIt1YiqwI8kSiZEgSjSJbDFjKXKhJtIowRTu/IV4K87EbPLS1/kEoyPbsZa5MDospCIJIm1DGExmDA4j5jw7alol6YvgcM6ivPoqooF2+vs2YPSacMwuRDJIxHuChJsGMZjsqIYkRkcmaSjhJA7HLLzF5zHY/wyxVCdF587CUupCU1RCBwYJ7OjFILlRiGCwZpKimlRw2GfjdDQwOPgMttkuSi+Zh7nAgZpUCB7oY+CJg0gJM0gamimNJIGmaJiNxbidCxn2vYB9roeyyxeMG+2EWwfpe2gfyYEUZpubtOpHMspoGsiKhcL8MxgN7kSzhSi5bD62cg9omcVWA080QdSEwWQjpY5isBnRVFBjKnme5ShKjFBoP56VFdiqPWiqRuSQj+C+AaymMhRCaNYkFq8TTdVIDoSxyBWYjUUEQruxlNmwlGRMYKLtPojbsJiKicU7MBWZM9csrRLrCmBM5WMxlREK78VYYMJcYEdJKsS7/VjMZRgNDiLhVmy1HixeJ2pKIdoyiiFdgNlQSCh6AFOhBZPHihJPE+8NYLdVg2QgGm3HWV+EqcCGGk8TOTSCmVKMsotQeD/mUgcmlxUlliTWE8RmrQRU4oleXAtKMLospKMpIo3D2My1GGUHgdBeTIUWjC4LSixFoj+MzVaNqsVIqcO4FpZisJtJhxKEDwzjdMzDKNvwB3YiWTNb/ZRYChIGrOZKkukBJJeCe1EpstVAcihKaM8QbvdCVFUjFNqLwWlENhtJRxJIKQtWcwXxVC8Gj4a9rgDJKJPoC5HoSpDnWU400UE82Yu11IVkMpD0RVDDMnZrFfFUP1jiWMvcgES8P4gh4cFiLCEUbcQ+24NjTgFIEOsMEjowiN1Rh6bGiCf6MbjMSJJEOpzCYakllYyQMgxTvL4BR13GHCrW42dww0GIW7FYvESj7cjjz4OKwzaLZMyPYvVTcun8jCmLQSY5HKL/0UZinWFs9hri8S4kkwpjz4OhBKPkJBI7RP4Z1XiWlCGbjSRGIgw+cQjFr2E1lRNLdCJZNQw2U8b1LWbGbq4jmmrFVGzEOdeLZJJJDEQI7u3H4ahDlo2Egs1YyzPthxJLkeiNYrPUEk/2INlSWErdSBLE+4MQt+LJW0AsNkg00oZjdhFGpxklkiLa6sdiLMm4TNpVTHk21JRCcjjT9rgK5hIaOUgk3IZjViEGpxklnCbaOopBcpJW/Zi9Dgx2E+lwgvRoCk/+IlxF9QSHmgiO7sdUZMPotKDGVGLdo0hGA7JdxlqaSc7JoTBS0kp+0Urs+ZUTOnkmYx5Wc6ZTlU5FefWhG/75WvG///3v+dKXvkRxcTE//OEPWbNmzT/ydf9UxhL76mt/NSmxpxIhWvf/ErkgRek183HNLUOSJFLBGJ1/eYXA7j6MkovC8tNweWdPuDGqkmakZwfhYAvulaVgSBM62IcSS6GEk0iaicKSM8grXzBpX6zZ4GWw83lGR14nb3UFrnmlSAaJWPcoQ8+2YDGW4K06C5P1jZG5zVKB0eiir/0pBvufJe+UcvJX12ErzcPksREfDNL/930Edw9QUr0OV+EcbJZKJElGUeMM979CX/sTeM+bTcn6BRNGZtHuEXof3EvycIqGZTdiNNlQ1RSRWAfxcD+9hx4j/8xqyi5fOMGgQk2mGdrczMBjh6id82HchQ1E4z3EI32k4yEGOp/HubSA8isXTzTVUTPOYL337cWbdx6FFafiH9lHMjqCqioEfQeQChNUXLd0gsGIpmkE9nTT98B+XMYl5JcuZ6TvddJKBAmZdDxCJNlG6WULJvS4NU0jsK+HgYcaMScrceTNIuDbRTodRZKNGGUXkWAbnlPKJhj5QEarvv/BA6S6Ia94BYGRXaRTYZBkzOZ8krERjGUGyq9ZNGEGIemPMrChEf8rfZRWXkg41EwqHQQkjEYPiegAcnGKive8aTZFURl5rZ2+B/eTn7cK2WAkFQuCJGGyuhgZ2I59no2yq5dM0h6IdAzTc+8ejMFi3MULjozKDRhMFnpbNpB/dgWlFy+YpD0Q6/PTc+9upCEP+eWnoKbiSAYjmqrQ0/J3Sq+Yi3ft3En7wmO9o3T9cQemUAWekoWo6QSywZQZSbY/QcX7l1G4avKsQ6R9mK7fbscuL8BZUIOaiiMbzSQiPoYGN1P14VPJWzqxIdQ0jXDzAJ2/2U6B5wxs7uLMLIDRTHi0nUB4BzX/tmqSIY2maQT39dD1u50Ul1yA1VOEqqSQZCNDHS+gFfqp/vBpk9TKNFXDv6OD7j/soaL2cox2J6qaietr2Yh5jkTldcsxF0wUWlLiKYaeOcjw091U1l+OqqXQVAXZaGXg8DOYaiUqrl06SWsiPhik78F9JFshr2QZ6VgADQ2jxUXY30LS1EvFe5dNmEUbuya9f9uHIVyI0eQkrfjRNA2j0YPBYME/up2SyxZMmHXQNI3woX76HjgAfgdGi4tk0oemKhhNTmzWcnyDr1CwppbSixdMmE2Ldo/Q//ABYq0J3HkNJFM+NE3BINux2ksZ7NlE0bmzKFk/f0I9S0cTDD51kOFn2/GWnYmmKWiagtHiBEmiv+NJyq5ZSNFZcyaMlDVFZeTVw/T+bR8F3tOx2DIjYqPVQTw4wGDfJio/sIL8U2onzCBoasZ8pfvPuygoWo3NVYYsG5CNFiIj7QwNvkDlv64gf0XNxDhFZWR7B91/2klRyZnYnMXIRgsGk4VYcIC+9icovXz+pNkmNaUw/GILvQ/soaj4TGyeEgxm+/is5tEYDA5slgokKfNcpFNRXrn/48fHBCYajfLtb3+bO++8k4suuojvfe97Wdu6Hk/GEvsZ77sHo/mNpJSMB2nc9j3q/vO0jEXiMejfuJ+Rp/upWnDV+AOlpBJ07n+Qkqvm4D2nfsr9zqFD/bT99CXK6y7B5s403JKUGR237LybkvfOofD02VNOZ4Wa+2n7yUtU1F2KzVOC1VKOyeSm+9Dfiee3UPeJM4659zEdjtP0jaeorvkQed7MFFrI18bh1l8z96sXYnIdW1AmuL+Xrl/uZcHqmzEYzSRiozRu+y5zvnD2tCpX6WiCg7c9TU3NR3AXzSEW6+fQ6z+l6oZl5C0+tsiLpqi0/vgFPMoqiipXE4v30nXgIdxrPJRdfmxZT03T6Pr9NuTOckrqziaZ8jHat4+IdID6z6+bVkWw//EDhF+MUzH3YhQ1RiLip7vlIeZ+6YJpRXqC+3vp/OVu6pZ+EI0UqqrQsfc+Kj60iIKVx5bvTfqjHPrGM1TOug6jzZIp+4GHKbq0clrJTE1Rab1rC/bYAjylDahqis59D1D63noKT591zDiAngd2k9xlpGT2OaRTUdr33Evtp07DPW964Zzeh/YQ3yFTNudcEjE/HfvupeFLx35lBEfuxR9fh7ZCimpOIxYapKf1YeZ97aJpRVs0VaPtJ1uwRxfiKW0gPNLB4MCzzP/6JdOKhahpheZvb6LQsRZ7fhn+gQMEEtuZ+8ULp73vSjxF021PUVF2DWaXm/62ZzHMiVEzg2RwKhCj6WtPUzfvI8gWma4Dj5B3fj4l66dXwwu3DdH+o9eZteyjqFqMrgOPUHhx6YySyMNbWvD9fYDKBVegaSn6W5/DvECl6l9XTiuc0/fIXiKvpiirPzfjKDbQSFjZS8MXLphWWGbw2UOMbBykYv4lSEA8OERv5+PM++r09y/Y2Efnz3dSveg6ZIOBZNRPd/PDzP3qhdOqSiZHwhz8xrNUzbkGo81BPOSjt+NR5t968bRqjUosSdM3nqa0+EIs7kKi/t5MffnaxRNeA02KO3LfS7zrsHq8REa7GBrezPxbL562nqWjSZq+/iSlZRdgdReTCPvoOfwo87920ST3vQlx4TiNX3+S0ooLx9v9MSTJgNmUh9lcNJ7UAdLJKC/f+29vrwnMdFx44YV8/OMf56GHHmLBggX8z//8D+Gwvj3gxwvJaJhwNO/6KbP+a/W0SR2g9KKF5K8tZrjrVQwmGyZrPj0HN1DzH8soPm/uMUVMXA2lLLjtYnoPb0BJxbDYirA76mjd/RtqPr2cojMn2xCOx9aXMv/rF9PbvhGzqQSzLZ/RoQNErAeo++SxkzpktrvNu3U9Hc1/QFHiIENb4z0zJnUA98Jyyj40j/bGPyEZDbQ3/pFZN54xo3Sl0W5h7pfXcbjpNyDDUNfLlF7TMG1Sh4wQxezPns3g8LOoaopEMICl3jBtUocjOvAfPpWo+SCpWBST0Ys/sHPGpA5QeukCzAsUIqO92J019LZsmDGpQ+baVHx0Ef2tz+Jw1TLc+TKl72mYNqkDmPPsNHxlHV2H7sfpmkNoqBX3qrwZdbDHro0/sg2ToZCIr4u8NSUzJnWAivcsJZ0/hJaA4MAhSq+ZO2NSByi/egmKZxAtZWCkZwe1n1w94/bMjCb/SiLqIYxyHkOdW6j/wnkzKrFJssSsT52Fz/cSFmslg10vMPfL62dUAJONBur/51z6Op7Abq/D17uVuTdfMON9N1hNzP3i+XS3PoTFVERc7aH6Q6dNGwMZKdY5n19DT9tjqAkZY6U6Y1IHcM7yUnLtbEZ6t5MKx7AtsGTlc1C0Zg62ZWbiAR9qXEErCFD9gZk14cuuXIxcEyMZjGGQ7Yz6XpsxqQMUn9+Ac5WDyHA3ZlsRvW0bmPeV9TPeP/f8Mio+upihjpexOSrpbX2Shi+eP6NUtLnAScMXz6On9Qmc7tkMtD/D3C9dOKMEs8FmZu6X1tF7+EkcrjkMdDzPvK+snzapw5H7/uV19HU8jd05m8HOF5iXRT0z2s3M/fIF9Lc/i91VQ//hZ5j75QunTepwpP398oX0H34Wi60Ui60Ii82L3VmFyzMXq6MM2WSalI9yIefE/vOf/5yPfexjLFmyBI/Hw/nnn8+WLVv4xCc+wY9+9CNef/11FixYwOuvv57rKf5pHL0KPuI/jGW2BUdddlKypZctIhw4lHGoCgzhOiUPdxZ60iaPnbpPns5I7w7srnL8g3vxnFmEs75kxlhznp3qj6+kp/URZJNMX/uj1H58VVZyl0a7hbL3zKen7VF8fTvIP6tyxqQ+RsHKGsKxZiLBw6TN/hk7PuPndFrxrC6jv+NZ/L6dFJ2dnU63ZJApu3YRXc0P0N+1kYp/WZZd3BGTl67W+xjoeJrK9y/LWu+/4rpl9HVuIBrowrmwMGs53fxlVcTVLlLJANFoF0VrstPONufZyVtdxnDPy4wO7qDsyuxMPyRZouL9S+luvR9f/6uUXpK9Znrl+5bR2Xo/ft8uvFneC4CKf1lK56F7iSU6s9ZMlySJsusW0d70J3AlstZqkAwyxZfM5fCe32Gf7c66jspmI/mnV9C6+x7yz6jKWjrW6LRia3DSuvs3lF0z+RXZsbCV56OY/XS3/I3y65ZkFQNQdMYcRgZfo6/zCV0GMeVXLqavcwP9XU9T9cHpHQmPpvJfltPb+Si+3m1U/MuyrCVgy69czGDPc0R8neSdWpW1dn3+sipi6Q6igU6sVfZJi9uOhcXrwlJtZrDjRSzVjqx9I4wOC+7lRfQ0PYJzQWHWctZGuwXXkkJ6Gh/GvbQ4a/8Hk8uKvcHNYNtmrDXZl9PkseFcmE94JJMz7K4yLPZ8DGbjMXdm5ULOif32228nEAjw4Q9/mOeeew6/38/27dv56U9/yr//+7+zadMmPvGJT7wjFtVJJsP40dP2OGU6jCwkSaLwnFp6WzbS176B0suyN89wzS0jHG4lEuuhv+NpSi7K3g3Is7CCUKCJkaG9yAXqjL3Foyk8fTYjA9vpa3+ckvXZnxOg+MJ6Wnf/npJL9ZlolF2ykN7mjeStLtclk5i/ogb/4B7kQmXS6vjpsFXkk5ICjA7vxLM0ez14g9WErc5FR9NfKdNphFJy6Txatv+GovNqdWmKl16ykJ7mJ7DNcWbtcAYZ86BQoBVLjU2XnrWtPI9EYhDXcq8uaVx7VSGxcC+F52XvDgiZuhoJtlF8qT4zjaKz5hAc2UfplTrvw8ULCPh2U3KRvrjyKxcTCjaTt6xaV5z3gjkkGdYlMCUZZJwLi8Cd0KUlb3RaMRbKpAy+rJMlZDqQcr6Gr/818k+pzTpONhlxLSyis+l+XW0bZAxwDu//M6VX6bwP1yymt+1x3XGlly9iqO9FSnU+t2VXLGKo/yVKL9dnYFR29WL6Op+h9CqdcVcuYqDrOeKp/gm551hHLvxD+9jvv/9+/vu//5uzzjoLm21yo/uxj32MxsbGXE/xT0M2vtE7SqSGJm1LmImCM2YRHG1Cs8Z0JVhJkig8u46h1i3IHkW3g1r+GTX0H3ya/DP0OU5JBhlrhQtVjulKlgCeJRUkEz5c87N3ooPMDIUmpXDNz26UP4YkS0gmGdcifXEAtko31nKXbuOOvJUVpJXQMbeiHTNueTWJxBCe5foMYkweG6oax71s5tmao5EkCWuZC2u1PiMUAJPbgrNev7GMwWnOrK7WgSRJGN3mzMp/HcgmAxoqtorsncog43yIEV0uegDW8jxA063PbXRZsJbpNyYxesw4Zuu/B6YiG86G7F3RxnDMyRjE6P19nhXlKEpUl9McgGdJJelUaMotwtNhry5EScez8ls/GkuhE420bgVPS5ELJEWXpStknBA1JYG9Rt89tJZ4SKcjpNUgihaeVkdFzkH3H95m5bni4mI2bXrrzOPfLmSTYfyQcrgiRrsZNRXHXKSv4gNYypwkoj7MXv1aANYyJ+lUBIMO/+sxcomBzFQnmppbhZM0pBymliRZvxsXALkaW5iNOT0ZssWYWQWcwzmRyek3ypaMy1ku58vFWAaJnMxJJDLbNv9p5HquHC6JpuYWh6bl5DiGpuU0kpMMErI1t+chl3YxU5//gZueyzXN0Tgn1zhNQvfAIXM+kA0yqbR/Qv6Z6siFtzWxS5LEOeec83ae4i1H0/TfpHQ0iWy0oCn6K7GWVo+ILug3blBTKgbZQjqsz5gCMvu+cylvyh9FNlp06SBDZqWzlobEkP4FlWoyTXIoB7OWUJKUP3tN6TGSI1FIa7qNO1KBGLJs0qVjPYaW1kgOT6+CNuU5R2OkA9lJnB6NElWId+k3GVFiaWLdft1x6XCClN46o6hIyLpNONKRBCiaLqlggMRAEDRJt6NXKhgnMZi9v8EY6WCKeF9ucbnUlbQ/QSqg3+glORJFTZPD8xBFwpC1BO8YSjyFJBtIjuj7jUo8BWpmt4ke0uE4qOiuL0l/FAlZ9/OuxJJIWiZhp1NhVEW/odRMCK14wGCUMBpljEYZm62YaLc+QwPfS23kFc8j3qe/oQw3DuP2VhPPobEMHxiioGYhIy/OLOV4NGpKITEQwe4qJ3Qoez93gMGnD1FUfgqDT2avUQ8wur2d/PIFDD/doisu3h/A6iwmsL1bt3lKojeCElRJR/V1fEZeOIyrYBaBvfqc8IY2HSK/eCFDm7LX6YbM3m1HYSW+zfqMZdLhOFpEJrS7X9e1SUcSyKqZkZc7dcUlhkOYLfkMPaPvHoZbBrA7K+h/TN9rOd+rh3EXzKH/UX3GMoNPN+LxzmdAh48CQP+j+3Hnz2J0h77nybepFaPiJDGkw7xI1Qg3DhHvDKMksjdsUVMKid4wsTa/LjtlTdUIHxhESpiOOONlj++5VjzFs3R5HECmrcjzLmDwWX33Yej5Q3iK5jGwQZ/hzuCmg3iK5jOwQV996d/YSJ53IQNP6qufAxv2U1CyhIEndZbz2YMUVizDYJAxGGRkWRnPP28+DEbh7pYzBpM8fsxa/h4GHs2+ImqaxsiL7XhnL8NmLdblgqamFEL7BsmrqsdiKtBlHKMk0kRbRimsm48WkrPSmB9j+KUWCiuXUtZwFn0P78u+vMk0kaZhSheuJrRvSJeD1MBjjZQvPBuDYife7886ru/v+yhvWIO7cDb+3dn7EwxtbqaoahnFNacy+HT29zPWO4oRN+Xz19D/9+wfWE3VGN3aSeWycwnv13dt+h7eS+X8tbrrwMBTTZTUrsJTNAf/zs7s455spKRuFa78Wvw6bHz7/r6Pivo1mA15RNqzL2fvg3upXHg+6qiadT3VNI2Bxw5QtWI9kabhGbXZx1DTCr4th6k55SJGXjycsZPNAiWWJNw4TNWKi+h/eF/WHZ5o1whGxUFZ/Rp6H8revGh0ezt5xQ14q1cwlIXXwxjDL2bqdWHFUoZfzr6DNbqjg7ziuZTOWp2VNvsY8cEgcspGxcJzdTn3qWmF4O4+qlasw/d8W9bXU9M0hp9tofqUCwns6Mm686KpGr5NLdScciH+bd3Zxykqoy93UHPKBYy81J61g6KaUvBv66ZqxfmMvtKZdZymavieb8U7eymyQUI2SBPyz1RHLojEDphNRszmzFFcM590t0IkC9MMgP7H9lFQOh+z1UzF/LPpuTd7F6fBZxrxVi/FZDZSMU9f7MAT+yiuPQWjyUDlgrW0//LlrKYQU8EYA4/sp2zuqbiKSpBDFkaycA3TNI22n22hfN7ZmC0mKhespfVHm7Mqb/+G/djN5djdHmqWrKf1fzdnps1mwL+rk2RbnLyKOioXnk3377dn5bIU7w8w9PghyuaeSkn9Mkaeb8/KG15NpWn7yRaqF63DkV+IKeXO2g2q60/b8NYsx2w1U9ZwFu2/fDmruMCebpQBDXdJBdWL13H4/17K6tpEOobxv9hF8ZzFVC46h+4/7MjK7jbcPEDgpV6KZy+levF5dP/29axc6ka3tZM4FKOgpoG65RfTdteWrKY8+5/Yjzmeh8tbSt2Ky2j+zrMzTs1qmkbn71+loGgBdrebmiUXc+g7T8/YWGuqRuuPn6e8/mwsdhsVc9fS8r/Pzdjoqqk0h77zDDVLLsLhySO/YD6dv3t1xrqdHI3Q+sPN1J1yGQXV9aQ7FHwvzWwfHOv10/Pn3VQtWkvZ3FPxPdWWVUcp2jXC4KOHKJ+3ivJ5qxh4uDGre5ccjdDz551ULDgL76xFBF/tzaoDqaYU2n78AlWLzsdZUIQx7sz6eWi/+2XK6s/EYrNSXL2Czt+9mlVc959fp7BsMVa7ncr559L6o5kNmjRNo/1XL+OtXonFbqdy/nm03Llpxvs+Xl8a1mC22ShvWEPrj5+f+XyqRsv/bqJy/rmYrRbK68+i7acvzFhfNE2j49cv460+BbPVgtFkwGgyYrXZx/PPpOMYPiMz8ZYoz71TGVOeu+a2xzBZ31j4logE2PLXm6n6j1NwzpleeS78ko/55/zruFpQ154XSBX7qPjXFdMuqvDv6KD/3iYWXfBv4+L/XXu3kCoepuL908eOvHKYoYfbWHT+R5CO+PUOtu7BF91N3afPOuae7eRohEN3PM2c5dfgLs6s3FbTaZpe+CuedSUUra2f8rxKPMXhn2/BJdVRteiNNRODrXsYDuyg5hNnTLnPWE2l6X1oN4n9ceat+ZfxaxQc7OHw3kep/cwZU65g1RSVoecO4nuyg0XnX4/BlFnoFx4ZoGXbg9R+ejX26qlXooaa+uj45assWPMhrO7M7oZEOEDjlr9Q9e8rJsmKjpEKRGn+/iaqZp1HYfWYsUWaxs33kndBGUXnzJny2miKSucfX0PqtjBn9ZXjn/fsf4mIuYvqj6065gKYkdcO03/fARav+zcMpsz+2UB/J+37N1B341nH3EPv391F9293sOi86zHbMyt5owEfh7beR8VHluJeWDGprJqi4nu5hYGHD7HovOsxWTOLNWMBHwe3/o2y9y8kb1n1pBXTSiLNwMb9hLYOseDcD47LYEZGB2l+9QHKP7AYz9KqSedLheL03r8TpUNi7lnXHnXvuzm85zEqPrJsXKb5aBK+MF1/eA1bsoy6U9aPfz7a00pX8zNUfvSUKVdZx3pH6bjnVYryl1A+b/X450Nt++gfeIWqj6zEXjV5dX24dZDOe16lYtY5eGsXjX/eve8lgukWKj+wfNLuCE1RGdl2mN6/7mHeGe/DUZDZzaAqaQ699CDmBWZKL184wVRm/B5sbaX/gQMsXPshLM7M9yajYZq2/IWiK2dTuHrWpC2Imqox8lobffftZ+HaD2NxZOpFLDDCwZf/StUNp+A6htFL+PAQh+96kXmnv1HOZDRE4+Y/U/7RJcfUI0gFYrT84Fkqas6hqHbh+O9r2nwvnvNKKDqvYcrnQU2mab/7ZazxEmqXXTD+eefu54m7Bqj60Mopt2Yq8RRdf9qGYdDBrFMvG//uwdbdDI3soPqGVVPuFU8FYnT85hUcSgU1y9aNfz7Uto+BgVep/vipU+5uiQ8E6Pj1KxS6F1E+//TxzwdadjHs30nVR0+d8vmL9wdov/tlvIXLKZv7hohR/6HXGYnup+bjq6bcGZUOx+n4zSvYEmXULn/julhsebjzayf9/fjvi0d48KuXHR9J2XcqY4n9vd9+ArN14or2RCTI1ofvIGkKUHrFAlxHdJjVlILvxRaGnm7Gk1fL7NMumSABmO+t5+BL99M/vI2y6xZP0PqGzHvK/kf3kzgUYdH5HxpPWgAFJfNpfOFeBnzbKL120SSHsnh/gL5H9qJ0Kyxc+wFk45HenCRRVLKA7gMvsv/lP+E+pZTiixZgzrOjaRrRTh/9j+wn0RVm3unX4ih8o0xmqwtPfi17Nt1DT8vL5K+pJW95JbLFSCoQY/jZZmJtAaoXnoO37ijVN0miqGQ+Q4f3seeF3yDlQ+G5szC5bSiJFIFt3YT3D1I6+1QqFpw+oRFwF9SQDIXZ9ezPiaWHKDx3NmavEy2tZMxaXu/GW7mQ6qXnIRveSIoOVwmSamDHU/9HONZD0bo52CryMr+xfYThZ1twOEqZvfISzPY3GgGL1YPNVsi2DT8mFG7Hu74Bx+zijDnHYJDBDU0oIwqzll+Mp/SNPcyywUSBt4E9z95Db/urFK6tI29lDQariXQozvDmFgLbeymbfSqVC8+YcK8KiufSc+BlDrxyL44FhXjPr8fksaEk0gR29zD8TDMuTyVzVl2OwfhGQ+d0l5GKxtj59M9IGgJ41zdgKXGjpVUiLUMMb2rF5a5g9qmXYrS80ZmyOQowmzzsef43DPXsJv/MWqwVbjRVJdo6SuD1Hooq5lO9ZO2EOme1F2C15LN/yx/pbXsVz8pKrGVO1LRKtNlHrNVP6exTKZ932ngnEsDuKsZkcLDvhT/Q3/E6nhUVmIvtaEmV0P5BFF+KioYz8c5aNOHeu/Iq0VIqe1/4Lb7+RjwrKjAV2FDiaUK7+5DiJqrmn0NB1USBn7zCOhLhEHuev4dgoAP38gqMbjNKNEVwZy9m2UPNorW4io/aaihJFHjrCQ/3s+f5XxNNDuJeWobBYSIdShLY0YPTWUb1orXY871HhUkUlsxntKeVPS/cQ1IL4JxXjGQxkBqJEW4cwlu5gIr5Z2CyvdFuGIxmCrxz6djzPAe3/Q1TqQX7nDETmDCh/YMUVy+hYsHpGM1v3DuT2YHbU8X+LX+h69ALeFaUY6vNO2L0EiDwejdFZfOpWnLOhDiL1Y3VWsjOp37G6EgzhefNxl5zxEGw28/wsy3YzIXMWnkJVqdnwvmcrnJ2bPwpI76DFF1Qj7OhGNkokxgKM7ixCcWnULfsIvLK3tAskGUjBcVz2ff87+lufpH8s2rIO6Ua2WIkHYwxvKmFyEEflQvWUDpn+YT7V1gyn57GrRx45S9Yqh0UrKnDaDeTjiUZfbGdWFuAioYzKG1YMSEuv2gOgf5O9mz+NWlThPwzazIGP9EU/le6UEdVqhacQ2HNRI2EfG894aFedj//axLqCHmrqjC4zCjhJP5XuzEqNqoWnjvh92XqSwP+vnb2bv41STmUiXOYjsR1YVQd1Cw8D3dp1YS4wuK5DHc0sveF36C5FArW1GB0WEhHk4y+3IkylKJqwdkU1S6YVE6zZRqZ3XiE+26+WCR2PYwl9n/9/pOYbVNvVRvuamT/S/cS8nVntjZgoLhqIeXzT5vQsAJY7fnkFdYC4O/vYNemXxH0d2IpdoFBJukLY9LsVC1YQ0HVxNGx1Z5HXmFGXz8w2MmuZ3+F39eOxesEWSI5EsVidFOz8Bw85RMFUGz2fDxHzqukUzRtfYiupi2kk1FAwuYupHrBGlzFE3vnkiRTUNyA6YgNaTwyStPWB/EPtaOkk5gsDkrqlk5IdmO4POU4jugdq6pCZ+OL9Le8TioZxWC0kFdSR37l7Em9+qOvEcBg1x469m4hGQ8hG4w488soqp03obMEYDLbKfDWjyeX4d4m2nY+TTwygiTJ2FxFlNYvx2ieOEqSDSYKixvGR5r+oXYOvvIwkUA/mqpisXsobzh1QsM+Rn7RbCy2I6OjyAiNL/2N0f5W0ukEJrMNb/XiKctqd3px51eO34/m1x+jt3UbqUQEg9GMp6iW8nkrJyTYqX5jf/tO2ndvIh4LIssyDk8JpfXLJ8UZjBYKixvGnQUDvk7adz9HPOJHkmTsniIKaxomldNoslJQXI8sZ+KCI910HXiJeDiAwWDEnu/FXTJ5T77Z4iTfO3v8+/zD7fQe3EYyGkY2GnEWlWLPm7wH+eg6DuDrP0h/yy5S8SgGkxmXtwKra/J+cIerGFdepu5qmspQz36GDu8nnYxjMFlwl1ZN+fy68ipwuDKje1VVGOzcja/rEEoqicFsxVNWPam+AOQV1mK1Z2Z7FCVJ/+EdBId6UNMpTDYHruLySddSlg3ke+vHn6VkIkx308tERgcz9czpxl1aPel5MBhMFJQ0YDAcmQkJDtK+5zliQV/mmrnyKaxumNCpgiOdiOIGDAbTkXvQQcvrG4iFfaBpWB0FlDUsx2iZuJdflg0UFDdgNGXaroCvi0OvPEI40IeqKlisbsobVk75POQVzcJqy9yfeNRP08sPMDrYlmkrzHZKapdOapsAnO5SnJ6y8et5eNczDHbuI52KYTTZKKyYi6dschtz9HOkqgq9rdsYaN2NkopjMFrJr5w1ZT1zuEtwecrH4/rbdzDc3kgqGcNospJXUYfFMXnP+sT6kqavbTvD7Y2kU3GM5sz5xmbIjsadX4nd6R2P6z60lcG2PaRTcQxGCwWV9TgKJs8yHV3OY5GMRfjzf68XiV0PY4n9Iz9+9piJHSASGiI40oU2zZ5Mmz2fvKLaiQL+6QRDvQeIBUfRVAWz3TmpUYZMQ1lYXD/h4c3ENhIP+9E0FbPNMcESdgyL1UVB8ZwJ51WVNCODLSSTx94uIstGCryzMVsn9hYT8SCjQ4dR1akXf0lIuPIrcL7JxEBV04wOtZGIH/s9r8PpxV0wcdpW0zSCI11Ew8PHvL5Wm4e8orrxVxZjBP09RAIDx4wzmWzkF8/GaJzYeEeCgwRHu48ZJ8sG8grrsNonJpmZrg2A010y3hiNoaSTjAy1kkoe+520xeoi3ztrPMnCEee5kU6i4WO/D810BmZPcooKBwcI+XvRtKnfM1qsbvKL6ibVqUhwkFCgb8rfKCFhcxTgKaielGjCgX7CwX5UdfJ7cEmScbi8uPIqJt37kL+HSGhoynLKshGnp3RSXdM0leBIN9GIb8o4g8GEK68Cu3Pi6xpVVQiMdBKPjE55741GC+6CqvHkNYaSThIY6SQRC04ZZ7Y4ySusGU+WYyQTEQK+DlKpqVehW6xu8gprJt27WGSEwEjXMeuZxeoir7BW9z03Gi3ke2ePdz7GiIaHCYx0HTMu8zzUYrXnTfg8EQ8xOtQ2bVvhzCvD5ZkoZjXT8yAh4fCU4M6bOBBR1TT+4Xbisal3H0mSjCuvfIq2SSHg6yAe9U95/2TZeCQ5v7m+TH++Y8YpaUaHD5OIT73+QZJkXJ4ynJ6ZPRqSsQi/++z5IrHrYSyx3/CL5zDbptf6TSWjhIODxMKjEx4Ai82Nw+3F9qZKP4aSThIY7SEWGeXNCh2SbMDhKsKdP3kEMBYbHO0lGhmZFCvLBhxuL668siljNU0lFhklEhwimXgjwRuMJhwuL3ZX0Xhv/82oqkI07CMaGiaVioOmYTCasDuLcLiKprQbHCMZDxMODZGMh9BUFclgxGbPw+EqmtTwHU06lSASGiIe9aOqKpIsY7G6cLq9mMzTOCalk0RDQ0Qjo6hKGkmSMFscOFxeLDb3MdcqKOkkkdAw0fAwSjqzWM1osmSujbNwyk4UZB7aaNhHJDREOpXZRifJMnZHIQ63d1KjOYamacSjfiLBoQmdH6vdg8NdjNV27Ic2lYwTCQ0Si/jRVCXzG63OGePGyhqLjl0bGZPFMeM1VVWVWGSEWGQUVc3EWaxOHC7vtPdeVVViYR/xWOBInAGrzT3t9Ty6nIl4CFVVkGUDVnseNkcBsnzs9b2KkiIaGiaZiKCpKrLBeCQub8pnYjzuyL1PJaNomopsMGF3FEzqyL2ZdCpBNDxMKpnZ72w0mrG7Cqe9lgCJePhIPUsCEiaTFbvLi8l87Odh7PmNhn2oSjpjzWu24XAVY7Yc+3xj1yQaHkFRUkhHxVntnmM/D0fiIqGxcmZmdByuoumfh6PbimSmAyMbTNidBThcXoymY2uvx2NBIsFBkomx+2DE7sifsZ6NPQ/JeBhN05ANBmyOAuyOgmnr2Vgbk0xEjogDGbE58rE58qetL+lUPNOOJiNomobBYMoqLpmIHilnBA0Ng5w530zPw4TviIW5+z/OFYldD2OJ/ZO/2YLFPn1iH0NVFZR0Ek1TMRjME96PToeipDIP21EPt82ZP2kUOuU5lfQbsdIbsdNVqgnnTidRVQVJkjEYzbkpJZ3EaJqW0zXRNDXTsGRxD998Pk1TdccJBCc6uT5LgqlJRMP87KNrdCf23NbSn2SYzQbM5mwbWQOQixyrAZtt+vcp08Vabfq02SdwjFGk4B9FJGaBQPD2oaVza2NEYgcsJgOWHDV5BQKBQCB4W8gxL4nEDpiMBswisQsEAoHgBEI9hibJTIjEDtgsMlaLSOwCgUAgOHGQ0rmJw4rEDphMYsQuEAgEghMLRUzF547NbMSWi4e2QCAQCARvF6nc8pLIZoBZjNgFAoFAcIKR64hduLsJBAKBQHASIUbsgNUipuIFAoFAcGKhian43LEaZaw5GtoLBAKBQPB2oBrFqvicsRolbDleQIFAIBAI3g5UY27yvCKxA1ajAWuOQgACgUAgELwdKEKgJncsRhmrGLELBAKB4AQiLabic8dmkMVUvEAgEAhOKBTDuyyx33777Tz++OPs2rULs9mM3+/P+bssYipeIBAIBCcYqXfbVHwymeS6667j9NNP59e//vU/9F1mg4LZoLxFJRMIBAKB4B8n17z0jk3sX//61wH47W9/+w9/l0WOYJHFVLxAIBAIThySciSnuHdsYs+FRCJBIpEY/3cwGATAIMcwyu+qSyEQCASCExyDHMsp7l2Vze64447xkf7RmA1RzDkuUhAIBAKB4O3AbIjmFHdCJfabb76Z73znO9P+TWNjI/Pmzcvp+2+55RZuuumm8X8Hg0GqqqqOTMXnJgQgEAgEAsHbgeVkmIr/3Oc+x/XXXz/t38yaNSvn77dYLFgslkmfG+U4RlmsihcIBALBiYNRjucW9xaX4x/C6/Xi9Xr/6eeVUjGklJiKFwgEAsGJg5R6l71j7+zsZGRkhM7OThRFYdeuXQDMmTMHp9Op78sSMUiIqXiBQCAQnEAk3mWJ/atf/Sq/+93vxv+9fPlyAJ577jnWrl2r67u0ZAwtKRK7QCAQCE4ctGRuif0dO//829/+Fk3TJh16k7pAIBAIBCcT79gR+1tKKg5ixC4QCASCE4nUSbB47riRiIJZPd6lEAgEAoHgDRIisedOLAYG7XiXQiAQCASCN4iJxJ470TjIIrELBAKB4AQimpj5b6ZAJHZAi0bQpPTxLoZAIBAIBONoIrH/A0RjIAnbVoFAIBCcQESTOYWJxA5o4SiaKkbsAoFAIDhx0ERizx01mERNiXfsAoFAIDhxUGOpnOJEYgfUYAI1Kba7CQQCgeDEQY2LxJ4zaiCBGheJXSAQCAQnDmpCJPacUYNJVCFQIxAIBIITCDWZ29ovkdiBRDBBwixWxQsEAoHgxCEhEnvuJIMpEiYxYhcIBALBiUMylduAUyR2IB6IYzIajncxBAKBQCAYJ54WiT1nUsEkSYNI7AKBQCA4cUgpIrHnTDiiCRMYgUAgEJxQhJXc8pL8FpdDIBAIBALBcUSM2IFQCFTRxREIBALBCUQkxzXdIrED4bCGKompeIFAIBCcOES13PKSSOxAOApis5tAIBAITiSiOcaJCWiBQCAQCE4iRGIXCAQCgeAkQiR2gUAgEAhOIkRiFwgEAoHgJEIkdoFAIBAITiJEYhcIBAKB4CRCJHaBQCAQCE4iRGIXCAQCgeAkQiR2gUAgEAhOIkRiFwgEAoHgJEIkdoFAIBAITiJEYhcIBAKB4CRCJHaBQCAQCE4iRGIXCAQCgeAkQiR2gUAgEAhOIkRiFwgEAoHgJEIkdoFAIBAITiJEYhcIBAKB4CRCJHaBQCAQCE4iRGIXCAQCgeAkQiR2gUAgEAhOIkRiFwgEAoHgJOIdmdjb29v52Mc+Rl1dHTabjdmzZ3PrrbeSTCaPd9EEAoFAIDiuGI93AXKhqakJVVX5xS9+wZw5c9i3bx833HADkUiE73//+8e7eAKBQCAQHDckTdO0412It4Lvfe97/OxnP6OtrS3rmGAwiMfj4W5mY8fwNpZOIBAIBAJ9RFG4gVYCgQButzvruHfkiH0qAoEABQUF0/5NIpEgkUhMiAGIob6tZRMIBAKBQC9juUn3+Fs7CWhubtbcbrf2y1/+ctq/u/XWWzVAHOIQhzjEIY53zNHa2qorJ55QU/E333wz3/nOd6b9m8bGRubNmzf+756eHs455xzWrl3Lr371q2lj3zxi9/v91NTU0NnZicfj+ccKL3jbCAaDVFVV0dXVpWs6SvDPRdyndwbiPr1zCAQCVFdXMzo6Sl5eXtZxJ1RiHxoawufzTfs3s2bNwmw2A9Db28vatWtZvXo1v/3tb5FlfYv8x96x631/IfjnIu7TOwNxn94ZiPv0ziHXe3VCvWP3er14vd6s/ranp4dzzz2XU045hd/85je6k7pAIBAIBCcjJ1Riz5aenh7Wrl1LTU0N3//+9xkaGhr/f6WlpcexZAKBQCAQHF/ekYn96aefpqWlhZaWFiorKyf8Pz1vFiwWC7feeisWi+WtLqLgLUTcp3cG4j69MxD36Z1DrvfqhHrHLhAIBAKB4B9DvJgWCAQCgeAkQiR2gUAgEAhOIkRiFwgEAoHgJEIkdoFAIBAITiJEYn8TiUSCZcuWIUkSu3btOt7FERyFsOs9sfnpT39KbW0tVquVVatW8dprrx3vIgmO4o477uDUU0/F5XJRXFzMVVddxcGDB493sQQz8O1vfxtJkrjxxhuzjhGJ/U38z//8D+Xl5ce7GIIpONqud//+/fzv//4vP//5z/niF794vIv2ruevf/0rN910E7feeis7duxg6dKlrF+/nsHBweNdNMERNm/ezKc+9SleeeUVnn76aVKpFBdeeCGRSOR4F01wDLZt28YvfvELlixZoi8wJ9eVk5QNGzZo8+bN0/bv368B2s6dO493kQQz8N3vflerq6s73sV413Paaadpn/rUp8b/rSiKVl5ert1xxx3HsVSC6RgcHNQAbfPmzce7KIIpCIVCWn19vfb0009r55xzjvaf//mfWceKEfsRBgYGuOGGG/jDH/6A3W4/3sURZEk2dr2Ct5dkMsn27dtZt27d+GeyLLNu3Tq2bt16HEsmmI4x22rx/JyYfOpTn+LSSy+d8FxlyztSee6tRtM0rr/+ej7xiU+wcuVK2tvbj3eRBFnQ0tLCXXfdxfe///3jXZR3NcPDwyiKQklJyYTPS0pKaGpqOk6lEkyHqqrceOONnHnmmSxatOh4F0fwJu6991527NjBtm3bcoo/qUfsN998M5IkTXs0NTVx1113EQqFuOWWW453kd+VZHufjqanp4eLLrqI6667jhtuuOE4lVwgeGfyqU99in379nHvvfce76II3kRXVxf/+Z//yZ/+9CesVmtO33FSS8pmawP73ve+l0cffRRJksY/VxQFg8HABz7wAX73u9+93UV9V/PPtusVvLUkk0nsdjv3338/V1111fjnH/nIR/D7/TzyyCPHr3CCSXz605/mkUce4YUXXqCuru54F0fwJh5++GGuvvpqDAbD+GeKoiBJErIsk0gkJvy/qTipE3u2dHZ2EgwGx//d29vL+vXruf/++1m1atUkoxnB8eNou94//vGPM1ZwwT+HVatWcdppp3HXXXcBmane6upqPv3pT3PzzTcf59IJIPPK8TOf+QwPPfQQzz//PPX19ce7SIIpCIVCdHR0TPjsox/9KPPmzeMLX/hCVq9OxDt2oLq6esK/nU4nALNnzxZJ/QRC2PWeuNx000185CMfYeXKlZx22mn88Ic/JBKJ8NGPfvR4F01whE996lP8+c9/5pFHHsHlctHf3w+Ax+PBZrMd59IJxnC5XJOSt8PhoLCwMOv1ECKxC94xvFV2vYK3nn/5l39haGiIr371q/T397Ns2TI2btw4aUGd4Pjxs5/9DIC1a9dO+Pw3v/kN119//T+/QIK3DTEVLxAIBALBSYRYdSQQCAQCwUmESOwCgUAgEJxEiMQuEAgEAsFJhEjsAoFAIBCcRIjELhAIBALBSYRI7AKBQCAQnESIxC4QCAQCwUmESOwCgUAgEJxEiMQuEAgEAsFJhEjsAoFAIBCcRIjELhAIssbn81FcXEx7e/vbfq73ve99/OAHP3jbzyMQnGwIrXiBQJA1N910E6FQiLvvvvttP9e+ffs4++yzOXz4MB6P520/n0BwsiBG7AKBICui0Si//vWv+djHPvZPOd+iRYuYPXs2f/zjH/8p5xMIThZEYhcI3qX85S9/wWaz0dfXN/7ZRz/6UZYsWUIgEJj09xs2bMBisbB69eoJn9fW1vLDH/5wwmfLli3ja1/72vi/165dy2c+8xluvPFG8vPzKSkp4e677x73bHe5XMyZM4cnnnhiwvdcfvnl3Hvvvf/4jxUI3kWIxC4QvEt53/veR0NDA9/61rcAuPXWW3nmmWd44oknppz63rJlC6ecckrO5/vd735HUVERr732Gp/5zGf45Cc/yXXXXccZZ5zBjh07uPDCC/nQhz5ENBodjznttNN47bXXSCQSOZ9XIHi3IRK7QPAuRZIkbr/9du6++25uv/127rrrLjZu3EhFRcWUf9/R0UF5eXnO51u6dClf/vKXqa+v55ZbbsFqtVJUVMQNN9xAfX09X/3qV/H5fOzZs2c8pry8nGQySX9/f87nFQjebRiPdwEEAsHx47LLLmPBggXcdtttPPXUUyxcuPCYfxuLxbBarTmfa8mSJeP/bTAYKCwsZPHixeOflZSUADA4ODj+mc1mA5gwihcIBNMjRuwCwbuYjRs30tTUhKIo44n1WBQVFTE6OprV9yqKMukzk8k04d+SJE34TJIkAFRVHf9sZGQEAK/Xm9V5BQKBSOwCwbuWHTt28N73vpdf//rXnH/++XzlK1+Z9u+XL1/OgQMHpvx/AwMD4/+dSqXo6up6S8q4b98+KisrKSoqeku+TyB4NyASu0DwLqS9vZ1LL72UL37xi7z//e/ntttu44EHHmDHjh3HjFm/fj379++fctR+zz338Mwzz9Dc3Mx//dd/EQgEaG1tnZDwc2HLli1ceOGF/9B3CATvNkRiFwjeZYyMjHDRRRdx5ZVXcvPNNwOwatUqLr74Yr74xS8eM27x4sWsWLGC++67b9L/u/zyy/nsZz/L4sWLGRkZ4Zvf/CYPPvggzzzzTM7ljMfjPPzww9xwww05f4dA8G5EKM8JBIKsefzxx/n85z/Pvn37kOXMuKC2tpYbb7yRG2+88S09189+9jMeeughnnrqqbf0ewWCkx2xKl4gEGTNpZdeSnNzMz09PVRVVb2t5zKZTNx1111v6zkEgpMRkdgFAoEu3uqR+bH4+Mc//k85j0BwsiGm4gUCgUAgOIkQi+cEAoFAIDiJEIldIBAIBIKTCJHYBQKBQCA4iRCJXSAQCASCkwiR2AUCgUAgOIkQiV0gEAgEgpMIkdgFAoFAIDiJEIldIBAIBIKTCJHYBQKBQCA4iRCJXSAQCASCkwiR2AUCgUAgOIkQiV0gEAgEgpMIkdgFAoHg/7N33tF1VOfefmZO7+pdsmRL7r3gAgbTQ+8kfMlN7z2EJBBybwIJIYELSSA3Pbnp9N4Nxja2MW64ybZ679KRTm/Tvj8OFghZ0hmlYLjzrDVr2Ufnnb3PzN773fX3Ghi8hzAcu4GBgYGBwXsIw7EbGBgYGBi8hzAcu4GBgYGBwXsIw7EbGJxE7Nmzh3Xr1uFyuRAEgQMHDrzTWTIwMHiXYTh2A4OTBEmSuOaaaxgeHuYnP/kJf/nLX5gxY8Y7na13lKeeeopLLrmEwsJCrFYrOTk5nH766dx1112EQqEx362srOTiiy8+4X22bNmCIAg8/PDD/45sGxi8o5jf6QwYGBikaW5upr29nd/+9rd88pOffKez846iqiqf+MQn+OMf/8iiRYv4/Oc/T3l5OeFwmJ07d/Kd73yHZ599lk2bNr3TWTUwOOkwHLuBwUnCwMAAAFlZWe9sRk4C7rjjDv74xz/yta99jbvuugtBEEb/9pWvfIXe3l7+/Oc/v4M5NDA4eTGm4g0MTgI++tGPcsYZZwBwzTXXIAgCGzZs+LekfXya+sEHH+S2226jrKwMu93O2WefTVNT05jvbtu2jWuuuYaKigpsNhvl5eV87WtfIx6Pj/s9breb7u5uLr/8ctxuN/n5+dxwww0oijJpfmKxGD/+8Y9ZsGABd9555xinfpzi4mK+9a1vTfs3t7W1IQjChJeBwbsZY8RuYHAS8JnPfIbS0lJ++MMf8uUvf5lVq1ZRWFg44fdVVWV4eDije/t8PiwWy5Tf+9GPfoQoitxwww0Eg0HuuOMOPvjBD7Jr167R7zz00EPEYjE+97nPkZuby+7du7n33nvp6urioYceGnM/RVE4//zzWb16Nf/93//NSy+9xF133cWsWbP43Oc+N2E+tm/fTiAQ4IYbbsBkMmX0G48jSRJDQ0PjPg8Gg2P+n5+fz1/+8pdxtl/72tewWq260jQwOOnQDAwMTgo2b96sAdpDDz005XdbW1s1IKNr8+bNGaU7b948LZlMjn7+s5/9TAO0w4cPj34Wi8XG2d9+++2aIAhae3v76Gcf+chHNEC79dZbx3x32bJl2ooVKybNz/F0H3/88TGfy7KsDQ4OjrlUVR39+4wZM6Z8FpM9289//vOayWTSXn755UnzZ2BwsmOM2A0M3oUUFRXx4osvZvTdJUuWZPS9j33sY2NGq+vXrwegpaWFhQsXAuBwOEb/Ho1GicfjrFu3Dk3T2L9/PxUVFWPu+dnPfnbM/9evXz9upPx2ju92d7vdYz4/fPgwy5YtG/PZ4OAgeXl5o/9fvXo1P/jBD8bd8+DBg9xwww0TpvnnP/+ZX/ziF9x1112ceeaZk+bPwOBkx3DsBgbvQux2O+ecc84/9Z5vd8rZ2dkAjIyMjH7W0dHBf/3Xf/Hkk0+O+RzGT3fb7Xby8/PH3fPtdm/H4/EAEIlExnxeXV092pn585//fMIOQl5e3gmfi9k8cVN34MABPvvZz3Lddddx/fXXT5o3A4N3A4ZjNzB4F6IoCoODgxl9NycnJ6N144nWszVNG03z3HPPZXh4mG9961vMnTsXl8tFd3c3H/3oR1FVNaP7TcXcuXMBqK2t5bLLLhv93O12jzrt7du3T+veb2dkZISrrrqK2bNn87vf/e6fck8Dg3caw7EbGLwL6ezspKqqKqPvbt68+Z+yw/7w4cM0NDTwpz/9iQ9/+MOjn2e6JJAp69evx+fzcf/993PTTTchiv+awzuqqvLBD36QQCDASy+9hNPp/JekY2Dw78Zw7AYG70L+FWvsU3F8BH58BH/83z/72c/+Kfc/jtPp5Jvf/CY333wzN954Iz/+8Y/HHUF7ax6myy233MILL7zAc889l3EnycDg3YDh2A0M3oX8K9bYp2Lu3LnMmjWLG264ge7ubrxeL4888siUa+bT4cYbb+TYsWPceeedbNy4kauuuoqysjJGRkZ4/fXXeeihhygoKMBut0/r/ocPH+b73/8+p59+OgMDA/z1r38d8/cPfehD/4yfYWDwjmA4dgMDg4ywWCw89dRTfPnLX+b222/HbrdzxRVX8MUvfvGfNitwHFEU+ctf/sJVV13Fb3/7W+69915GRkZwu90sXLiQ2267jU996lPjds5nit/vR9M0tm7dytatW8f93XDsBu9mBO2fMadlYGBgYGBgcFJgSMoaGBgYGBi8hzAcu4GBgYGBwXsIw7EbGBgYGBi8h3jXOvbbb7+dVatW4fF4KCgo4PLLL6e+vv6dzpaBgYGBgcE7yrvWsW/dupUvfOELvPbaa7z44otIksR5551HNBp9p7NmYGBgYGDwjvGe2RU/ODhIQUEBW7du5fTTTz/hd5LJJMlkcvT/x0Nf5ubmGjGYDQwMDAxOKjRNIxwOU1JSokuB8T1zjv14AIqcnJwJv3P77bdzyy23/LuyZGBgYGBg8A/T2dlJWVlZxt9/T4zYVVXl0ksvJRAITBoc4u0j9mAwSEVFBfdQhePduyphYGBgYPAeJI7Kl2klEAjg8/kytntPjNi/8IUvUFtbO2XEJ5vNhs1mG/e5AxEn04tEZWBgYGBg8K9E71Lxu96xf/GLX+Tpp5/mlVde0TVVYWBgYGBg8F7kXevYNU3jS1/6Eo899hhbtmwxojMZGBgYGBjwLnbsX/jCF/j73//OE088gcfjoa+vDwCfz4fD4XiHc2dgYGBgYPDO8K7dMfbLX/6SYDDIhg0bKC4uHr0eeOCBdzprBgYGBgYG7xjv2hH7e2Azv4GBgYGBwT+dd+2I3cDAwMDAwGA8hmM3MDAwMDB4D2E4dgMDAwMDg/cQhmM3MDAwMDB4D2E4dgMDAwMDg/cQhmM3MDAwMDB4D2E4dgMDAwMDg/cQhmM3MDAwMDB4D2E4dgMDAwMDg/cQhmM3MDAwMDB4D2E4dgMDAwMDg/cQhmM3MDAwMDB4D2E4dgMDAwMDg/cQhmM3MDAwMDB4D2E4dgMDAwMDg/cQhmM3MDAwMDB4D2E4dgMDAwMDg/cQhmM3MDAwMDB4D2E4dgMDAwMDg/cQ5nc6AycDbic4hXc6FwYGBgYGBm8iakBMv53h2AG3W8AlGp7dwMDAwODkQVSFaTl2YyrewMDAwMDgPYQxYgc8HnCb3ulcGBgYGBgYvImoAAP67QzHDrhdAm6TMRVvYGBgYHASoUzPLxmOHbB4rVjNxpDdwMDAwODkwSIr07IzHDtg99mxWwzHbmBgYGBw8iBJhmOfNlavBZvVeBQGBgYGBicPyZQ8LTvDmwE2r81w7AYGBgYGJxW21PRmkg1vBoheK6LN8k5nw8DAwMDAYBQxOb0T6YZjB0SfDdFuOHYDAwMDg5MHMWE49mkjem2IDsOxGxgYGBicPIhWw7FPG9FrRXRa3+lsGBgYGBgYjCJajHPs00ZwOxFchmM3MDAwMDh5EMTpuWjDsQM4HeC0vdO5MDAwMDAweBPN2BU/bQSnC8FlOHYDAwMDg5MHQTNG7NPHaU9fBgYGBgYGJwuqscY+fRwOw7EbGBgYGJxcGEFg/gFsTrA53ulcGBgYGBgYvElqesfdpmdlYGBgYGBgcFJijNgBLHawGiN2AwMDA4OTCIs2LTPDsQOC1YFgOHYDAwMDg5MIwWo49uljc6TX2Q0MDAwMDE4WbP8HHfsrr7zCnXfeyb59++jt7eWxxx7j8ssv130fzeJAsxgjdgMDAwODkwfNok7L7l3t2KPRKEuWLOHjH/84V1555bTvI6t2ZNVw7AYGBgYGJw+yqkzL7l3t2C+44AIuuOCCjL+fTCZJJpOj/w+FQunPVRdJ1fVPz5+BgYGBgcF0Sar/B6fi9XL77bdzyy23jPs8pThJKYZjNzAwMDA4eUgp/wen4vVy0003cf3114/+PxQKUV5ejqI6jKl4AwMDA4OTCkWVp2X3f8qx22w2bLbxwV6Sqgur6n4HcmRgYGBgYHBikqoxYp82KcVESpleeDwDAwMDA4N/BdP1S4ZjB5KygkWe3u5DAwMDAwODfwXJafqld7Vjj0QiNDU1jf6/tbWVAwcOkJOTQ0VFRcb3iSsqJnl6Ux4GBgYGBgb/CuL/FzfP7d27lzPPPHP0/8c3xn3kIx/hj3/8Y8b3ScoqZsOxGxgYGBicRCSn6Zfe1Y59w4YNaNr0zvm9lYSsYDKm4g0MDAwMTiIS/xen4v9ZJGQN0RixGxgYGBicRCRkQ6Bm2iRkFVEyHLuBgYGBwclDYpoDTvGfnA8DAwMDAwODdxBjxA4kkjKCZXoKPwYGBgYGBv8KEklDeW7apCQFk2RsnjMwMDAwOHlITdMvGY4diKdkmGbPyMDAwMDA4F9BPGWM2KeNZIzYDQwMDAxOMiRjxD594kkVzWw4dgMDAwODk4dE8v+gQM0/C0lWEI0Ru4GBgYHBSYRkCNRMn6SkgOHYDQwMDAxOIpLGVPz0SaUUBGMq3sDAwMDgJCKVMhz7tJFTMqLJ2BVvYGBgYHDyIBu74qdPKqmC+N4csSuyhKYqmCw2BEHQZatpGpqiIJr//cVE0zTd+QWQUwkSkRAmsxmby4toyjzvipQiPNSDnEpgdXrx5BXrykMqFiEW8gMCzqxcrHZXxraaphEdGURKRLHYHLiyCxDEzIUhVVUhFY8gIGB1uHXZGpzcqLJMIhJAVWRsbh8WmyNj2+PlKhULYbbaceUUYjJbMraXUwkiw/0ocgq7OwtXVr6uvMcCQ8SCQwiiCXdOITaXV1feU7EwUjKB1enSVZ/eK6SMzXPTR0rJCBOM2CPDfRx79WEGug4jmAVAwCw6mLPycsoXnooomia8byoepWnvs7Qf2wKiBghYTA7mrLqC0vlrJrVNxsI07n6KzobtaKKGgIBJtDNnxWXpdCdxWLHgEHU7H6WnZTcmtwVBFJAjKbLzqllw6vvJKq6a0FaWkrTu30TT/qfRLAqIAlpKxeHIZf7a91M4a8mEzk7TNPqaDnDstQdJJEZA0EATcLkKmL/uA+RXzp8w3VHbnQ8QTw6DSUBQwSw4mHvKVZQtWDfh89I0jd6GfRx77SGSagBLtgtNUUkNRCgoXcS8ddfgySuZMO3wUA9HdzzIYG8tzqocBJsJOZgk1R2hatG51Ky6CIvdOXHaja9zbOeDpIQQtkIPaBqJ3hBOawHz172fgqqFE6adikdo3P00bUdexlrswuS2osYkEt0hymevZ86ay7C7sya0H+lp4ciO+wj4W7FkOwENaSRObuFc5q+7Fl9hxYS2spSk9fWXaD74HKr4RvmXobR6NXNWX47dkz2hraaqdNfvoWHPYySTYQBsNg+zV11B6ZxVk3YsVEWm4/B2Wg6/QCoeQTSZyS2ezdy1V+HKLpjQDiAZC9Gw60n62w+iSEksdhcz5m2gcsmZmCzWSW39nY3U7XqIyEgfmqZhd2czZ+XlFNUsm7QDd7xOtB7eiKpJgIDV5mXu6qsorlk+qW26/XiI/s5DCFYRAUASqJx/FtWrLsLqmNhZhQa6OPrqAwz1HcNW6EEwiaT8EWyCj3lrrqF4zsoJ05aScZr3Pk/zoeexFDqw+OyoSZl4e4DC8iXMW3cN7pyiCdMO9ndwZMf9jAw14qjIQrCYkEbiKH6J6mUXU7XsbMwW2wlt0+93G/V7HgOvhq3IjaZoJLqC2MUc5q+9lsJZSyZM+3jb13Z0M5YcO6LdjBxOIsRFalZcRuWSDZN2Toa7GqndcT/hYBeCCCBgNbmZu/pqSueeMmnZjAWGOLbzEQY6D6YF1zUBj6+Y+ad+gJzS6gntIN2OHHv1Ifx9DWlbFbILq5m/7lq8+aWT2k6ENM0Ru6D9M+KevksJhUL4fD6u/dFz43qDqiKz+6m7ichd5F9Ug3dB6WglksIJBjfWE9zVzaoLrievYt4YW03TOPLK3+hq3UbeubPIWTsT0ZJ2SlIwxsAL9YT29rLivC9RULV4nG3tlj/T07mT3POryV1dhWBKF0Q5kmDgxQaCO7tYdvbnKKpePu431e14iLaWlyi6fD6+JeVjKn6kdZCBJ47hlIs45dKvj+scDLYfZc/zd5N71kzyNlRjsr9ZeRIDIQafqyfZGGf9tbeM63lHAwPsePhWHHO9FFw4F1u+Z/Rv8d4AA8/UIbWlOO2a745zVInwCNse/C72Oe5xtlIozuDGekK7+1h3xXfwFpSPsZWSMbY/8F3M1da0ba57zLMM1/fS91At5RUbmHfa+8c9r5bXX6DhyKOUXrcE9+yiMc9LlRSGX21h8JlG1l3+HXyFM8bYKlKSHQ/9ACpkCi+ePyZtgERfkL7Hj2CP5HHKZTeM65gMddax+9k7Kbh0LjlrqhDNb/5dU1RG9rXT/8hRlp31+XHvWlUV9jz1E6JiN4VXzMc1I2/M3yNN/fQ9dpQc5zyWnf/ZcQ6g88h2anf8kZwzq8jbUDP6rjVFZeT1doaebaSwaCWLz/74ONue+t0c3PI7PMsKKXjfHKzZ6bqTGoky8Hw9kQMDLD7jE5TMOWXc827Y9TjNB58ha20ZeWfWYPbaQdUIHe1h8JkGLCkPqy/75rgyIqcS7Hn6J4RjneSeN4usZeWINjNyJIl/WzMjr7RTXrOeBWf8x7j8Dvc0sfe5n2Itd1Bw0Rwc5Tnp/A5FGHi+nuiRIRaf/nFK5qw+cX4PP0vOGTPGPKekP8Lgc3VEDg+x4vyvkD9jbKdVU1X2PXcvI7EmCi6Zg3d+yWi+VElheGcLg881MHfl+6laeu5Y2zfaj57eVym+ZhGe2WMdcNIfYeDZOuQmidPe/z0strGdztBgJzse/T5575tJ7vpZiBbzmHuHjvbQ+8Bh5iy5elzaAHWvPkxH+8uUfGAx7urCMX9TEhKDmxsJbuli/bW34nzbCD4Vj/DKff+Jc6WPgnPnYHbbx/w9MRCi79FaHLFCVl3ytXF1oq9xH/s3/5L8S+eSu+bNtg9AjqUYermBwCtdnHb193DnFo9NOxHl1YduhUKVgovn4CzPffNvx8vm/kHWXXkz3vyx7Ygip9j9xF1ElB7yL6zBt7hs9H3FOvwMPFWH3Kuw7sqbcfrG1jUpGeO1x35Eyhok/5LZeOa8OdMXbuhj4Kl6zDEna6/4NlbH2DZiKlKJKA/eeAHBYBCvN/PZDsOx+3xceevTWN7i2DVV5dWHv4v7zGzyTp+4lyZHEjT+6GWWrv8yeRVvVuyDL/6SRH4/pR+YeCQgx5I0/XgzC1d9isJZy0Y/3//Cz5FKhim5ZuKRsZKQaLrjZeYt/QjFNW82nvWvPoCfg1R8fPWko4jBzY3Ed8RYc+V3Rr/n76xj/ys/o+amszC7TtwTh7TD6PrNQU6/7o7RUWw8OMT2R26m6mun4ijJmtA22jpExy/2sv4DP8LmTBfSZDTItgdupOKLq8Y5p7eS9EdovmMray7+Lzx56d6vIktsu+9GCq6rxrdo4h6xpml0/GEXucIy5qy9ZvTzjtrNtHY8yayvnjGmAXk7qZEoTbdvYd3lt+LKTjd0qqrw6oPfxXdhPjmrJ54BARh4sQ75dVh5yTdGn3ewr5U9G39Ezc1nj2v83oqSkGj84SaWnPrF0TKmaRp7nrwDy3KBgvPmTpp2z2MHsbTnsPT8L4x+1lm7heaWx5h1/RljGv1xto8cxNThY/n7vvym7ZGtNDU8wqyvb8BkO7GtkpRpvmsL1bOvonzBGaOfH9r0W6Ludso/vApBPHH5TJeR3Zx69W04vOmGWUrG2X7/TRS8v4asZeUntNM0jb4na1GPmVl16TdHn/NQ+xEObLuX6m+eicV34ilsNSXTfPcWZs68nIpFZ41+fvSVvxAwHUvXpwnyK0cSNN2xmUVrPkNB1dLRvOx58g7MSzQKL5hklkpRabnnFcqLzqNq6ftGPz+2/e8ErEfTz2mSehw83MXg/S2c9oHbR0ewscAgOx79DrNuPGNcR/PtaTffvYWZVVdSvuD00c8b9zzOQPw1Znx67aRpx3tGaPvJa6z/wI9H67Iip9j2929R+OG5eOcVT2gL0P/8UbRaGysu+troZ4Nthzi061fU3Hj2mEHF20kMhGi5cxunXf3D0TIip+K88vdvUvzRhZOmPdqOXPSfePLLgPQgbvv93yb7kjJyVldOaBvrGqbtpzs57erbcLzh3NPpfoui/5iHb+HEbVC4ro/uPxzi9Ot+PMbXTIWUiPLof12s27EbC3GALKljrqPb78e+0jmpUwcwu+3U3HQ2r7/4U5KxBLKk0n74FSKODsqum3yKzuy0UXPT2Rx85ZfEQsG07aGtxN09lF67dFJbk91C9bfOpnbH74gGR5AlleGeNnr6tk/p1AHyz6xBrJZp2bcRWVKRkhKvb/wpNTeeOalTB3BXF1L8HwvY9/w9o89r11M/ouqr6yZ16gCuqjzKP7OMPU/fOWq795m7KP/sikmdOoAt182sb5zO7qd/hJRSkCWVY9vvx3dO0aROHUAQBCo+vpquzs0EB3qQJZVENEb9nvuY+ZXTJ3XqANZsF1VfXce+5386mu+2/ZuwLrZO6dQBCs6dSypnmJ66PaP2+zb+jFnf3DCpU4fj7/pM9r94z+jv7qzdgVIcntKpA5RcsYSwuZXexgPIkkp4qJ/6A/cz6+sbJnXqACVXLSHh7aX98CvIkkqgr5OGQw9Q/c0zJ3TqACabmepvnknDoQcI9HUiSyot+18kbG+l4qOnTOgkIV1GZnxlDa8+csvo7939xO0UfmjOhE4d0u+4+LJFCHMkjm77O7KkEg2MsP/le6i5+ewJnTqAaDVT/Y2zaDr2CP6uZmRJpbtuN0OJg1R8YmKnDm+2AQe2/IJYMPBG2XgJtTw6qVMHEEwiM798Os1HnyA02PfGM+6ib+C1KZ06gG9RGd4zC6jb8cBouXr9hXuo/MraSZ36aNpfPYNju/5CMhZ/43kN097wAjM+NblTB3CUZFP6sSUceOlXo2k37HwM3znFUzp1gML3zSdm76a/+fBoG7R/0/9Q/c2zJnXqAPYCL5VfXsOeZ+96sz49dw+F/2/elGnbct3M+uYZ7Hrq9tHydeDFX5F1fvGkTh3AWZZD5VfX8toTt42mu+fpuyj60OROHcAzt4iSjy1i15M/Hudvprqmg+HYgZQkk0qlr2QyRXfjVgrfN29qQ8DsspFzViUNux8hmZRoev1Ryv7f+CnyE2GyWyi8bC7HXv07yWSKpv2PUXrdsqkNSTeehVfM49iOv5JMpmjY/SAl1008yn87xZctovngo8SiYTqO7MC3tmRKJ3Mc36JSQqFmRgY78Hc1IRYIOEonXo99K+7qQlKmYQa76gn5+0mZArhnTb6uehxbngdrlYOOo6+QTKboad5O/hk1GdkKgkDx1Ys4sv0PJOJx2g6+SO45s8ZMf0+GoyQbyRykv6OWVEqm9fDTFF04ecP9VoqvXEzdnr8Ri4YZ6mzAUmodncKeCrPLhmthDs37nyWZTNF88HGKr1iUcdol1y7l2K4/E49Fadj7GMXXLsr4d5e+fxkNe+4nHotSv+sByj68LCNb0Wyi7MPLOLLjf0kkkjTvf4yKD6/MKE1nWQ7OBR7aa7cw0teO7I5O2XAep/jyRXQ1vEw0HKRp3xMUXT0fs3PyziqkHV3FJ0/hyPbfk0ymaNz3EBUfndq5ApgcVoqumPdGPZZoOfQUJVcuntLueLrF71/EkR1/JJFI0rDnQYqvWZhxPc4/czadDS8TDg0RGh5AMgVxluVkZCtaTOSePZNjO+8nkUjStPcJCi+dO2lH5q1455cQGK5nZKCNZFKiq2EzeRnWR4DiqxZzdOefRtugrDWlmJ2T75M4jrM8F8kcYKDzCNFQgEisg6wlZRnZ2nLdOOZ5aat9mVg0gn/gCLnrZ2WWblkO5nIzXXU7CQ0PkFAHphxYHMc7r5iUeZjB7vpRfzPlJU1vjd1w7IAiqaNXX/1ufCuLpxzFvZWCs+bQ07SFvqbXsBSZpxz1vpXcNTMZ7NhDT8OrWIosumxzVlUx1LUff98xwqEW3DMzc5CQbozsFW66G7bRXvtkRqO/t1Lwvtm0vv44jXvvp+hSfbaFl86n5fWHadrzIAUXZd4QABRftpD22qfpOPQi3uVFut6Td34JoeEWRgYa6GrYpKsRAii8eB4dh56lv2UfllIbJkdmjRCkGxMcEoOd+2nZ/yiFl+h7ZkWXLKS7fhMDbfsQs1Qs3sx3RtsLvKjmOAPt+/B3v45vcWYNIKRHpJZCC911WwkGGsetuU6Gu7qQSKidjoPP45ydhWjNfK9u4cULaDv0OA2776Pw0jkZ2wmCQPZpM2je9wh9ba+SvWLG1EZv4CjNJqkM0XVsK3jlSUf5byfnlCoGO/fQU78da5ldV9nwLSglONSAv/cogaH6cWvqkyGYRLxLi+mq3UTr64+Tr7M+5W+YzUDba4T8LfR37NL1vADyz5lN+8Hn6Kl7FdfCvIw7jACO4iwkQgz3HqH9yFMUnJf5ewYovGQ+bQefpmnPw+SdP/ns6tspungBHbXP0LznEXLPnnrW7a0UX76Q1oOP0bT7AfIvmq3LtvCy+TTvfZBY2D/G70x2TQfDsb+NwMBRfMsn3kF9Ikx2C4JNwN91CN9qfbaCScRW6GK4/QC+UzKv0KO2xR7Cfc04yny6bAE8iwuJD/cga1EsnsxG68fxLiwlFuohFu7GVaXvCIxvYRmxQA/BoQa8CzN3MpBuDGQpQsjfhHtu7tQGb0EQBGz5LlLxIJooTTqdfCJcVXkkYn5C/Q24qjOboXgrjhnZJMPDRINdOCv05d2W60ZR4oQGWnDOyWxE9lZcs3IJ9bdhL/PoPkboW1XGUOtBvAsz7zgex7ukhIG2neSers9h2HLdKMSJBFvx1OirF/lnVOPvOICj0qur4weQtbqC/rodZE2jHttLfQx3HMSzVF99EAQBR5mP6FAHtoITn76YDM/cfBLhQUIjzbiqJl/SejsmuwUsIKUiiDZB9/NyzcolER8iNFiPc5b+NshR4iMZCaCoUV2dVQBPTSHxcD/BwWP4FuvbdW4v8KIoMUb6a8leOfHJkRPhKMlGkkIEBo6StXTi5aET4VtQSizQTSzchSIndNnqwXDsgCJryLKKLKtIqTiizgYfQDALyFICky3zM6LHEe1WJCk25drSiTDZLaQSsWkdXBQtJmRJAvT3CkWLCUWR0NC/91IQBTRUNEVGMOsvghoaqizrboQg3QDLkoSm6Z/iEkQBTVVQFGVaNUcwCciyjKYq0zqjr2kaiiy/cexSZ9oWETkZR7BlPqI6jsluRk7FMLn1l0+zy4KUimPSMRN1HMEsZDwtPCZNtx05EcPsynzUfByL14okxTE5p1GPHZbptx9WM6lkHG065cosIisSmqJM63mhaSiyijaNdkAQRTRFRZGV6WkniAKKoqCp00jbJKIqMoqc0jUb9OYNNBQpOa12F/ENrQ2dz1sQBDQBFEUlGhkc9TsTXYo8vb3thmMnffzk+GU2e5BCcd33UBIyJpMDKay/FyaHE5jMbqSgflspFMfi9JH0R3XbJgcimKxOVElF7+GI1HAUk9kJanqHrR6UeAoEM6LFjhTU96w1RQVZw2Rxk+gP67IFSI3EEM121JSmO9/x3iBmmxeTzU2iW3/aid4wZpsb0eIgNRzRZSvHUgiaCZPVSbJ/eu/a6sxCCugv29JIHJPZiRRO6baVIylMZhtqQtJtqykamqq/YVPiEqLVhhzTn6YcTWES7UjhpH7bSBKT1U1qOKbbVgrEsDqzSQ3rf7eJvjBmsxuz1UOiL6jLVlNU1JSKpqWfm17ivUHMVi8Wu5d4p760AZJ9IUxWF6qsvz4mB9P1yWRxIAX1PXNN01AlDZPZhhzV/641WQVEVJ1BWjRFBQ1URSUZG0ZJpcb4nxNd08Fw7IAqq6hS+sotWc3QplZd9snBMCZcePJn4d/aostWSUhI/iRZJfPwb5mG7VASuysfaTCFHNPX8A7vaMeTNxOHq4zQ0R5dtv0v1JFdsBh3djX+1/Tle2BzA768+WTlLWRwU70uW//uVtzZ1fiK5jD0crMu2+RQGEFyIGgmPNk1+Hfre899Tx0lp3gZzqwSQof6dDVEcixFsieG1Z5FTtEy+p49pivtgZfqyCpYhNNXSuhgj6601ZRMrCWAM6eCVH8MJalvtsL/Siu5lSsIHdRXRgCCB3rw5s7D/2qbLjspFIeUGbPJS7x7RJft8O5WvDk1RJuGdHdYR3Z1kTNjKcPb2nTZqZJMsidCdulC/Fv0lSs5lkIakrDafQhJG0m/vk6ff0sL3qI5ZBcvo+9pfeVq+I36pMkadkcx4YY+XfYDz9WTVbwId14lI7s6dXXEUiNR1KgJk8mOJ7sa/y59z63/2WNkFy7FlzufwU0NumyDtd04PWV4cuYwtLVRl22kqR+bvSCd55362r7hfW24fDPRZA1VUpATiVHfc8JLNtbYp40mKaOXy1tKqjOJHMu8F9f7ZC15xauw2DyoIVFXxRx8uZ6sgiWYrS60mIXkYOYjwYE3bDVFJbtwKQMv1mVsG27ow24rQhBM5Jatou/xIxnbqimZyFE/jqwSckqX0a+jMdE0jaFNTWQVz8dbOBv/tjZdjUH/08fIKV2GKFqxkEW0bShj294nDpNbsgpNUdP5fqou44ZfCsZJ9SSwuXJBBU/OHPyvZt6xGHgx3Qhpioo7r4rg3p6Me+OaojK0pRlf0XzQwJM9m5G9bRmnPbi1gayChaBqZBUsYXBL5o1gvHsEk+LBYndjsxUSbsy84Q83psuYt6iG4D59nZH+54+SU7SCvNLV9Dx2OGM7gIGNjWSXL8XlmUHgYFfGdomBEMSsOHyFaGGTrno8tL0JX/4CTGYbZs1HrNOfeX5fqhstG7nFK+l7KvO6GGnqx2rORxTM2N15JLvjGc84appG31NHyS1djqao5JWtpveR2ozTTvQFERI2zBYnaAJu70wCr7dnbN/75GFyi1e+WR91tCNKUiZ8dBBnVimegup0p0JH+ep7vJbcslX4Cuek2yAdHcCeRw+TW7aanNKlDDybeZsL0P/kMXLLlqEpanq2RJLH+J8TXdPBcOwwrpdUOvMyWn6+I6OXHW4aIHzIjzO7Ak1WyS9ZR+v/7MiokCX9EfqfayCraH7atnQdzT/fnpntUJiBt9j6Cufif7mDWMfUDYocSdD6i1fJK1uLJqtYbV7EiI+hrU1T2mqaRtNPt5BXugYUDZNow2Yqpv/5zCpl98P7cXuqETQTqAJZeYvp+OPujGz7njuClQJMJjuarFJQcTot976KHJl6CWPkQCfR2hCuN96TyWTH61pI19/2TWmrJGXqf/QihTM2oMlq+l2Vr6Xv4QbiPVOPJsON/fg3teMrnJeewlOgaMZ5NN29dcpOjaZptPxyG1m5SxE0EU1WySldSfffj5AcmroTGO8Zof/JerKLFqPJKllFCxh4pjGjDqQqyTTf+wp5ZevQZJW8ktW0/353Rh0SVZJp//0ucktOAQV8eQvofuTAlHaQrhf+be14C2pweIuINYaIdQ5nZDu0rQm7pQgRM7klK+n6617UDGQ5NU2j7bc7yStZ/cZvXUvrL7dn1OmUgnF6HztCdvHiN8rGabTcuyOjmZF4T4ChF5vxFc5Fk1VcOZVED0Uy6pBIoTgtP99Bfvmpo+WypOpCGn+8OaPf3HnfXhyWGaP1yerIwhLLrC7L0SQNd2yioOLNOlEwYwNdf6kl0ReY0n5kXzuRA0HcuVWj9dFtm0v3IwentNVUjcb/3kR+2amgaKBAdsEy2jNsR4Z2NCNEnFisHlAFvFlz6Hl46nQBAoe7kAc0bI5sRNGKVShgcHNmHeWhHc2Y5SxMJsfoM0MxTT5in+au+H9IeU6SJPr6+ojFYuTn55OTo3+37jvJceW5dR/4A2br2N2oPS0vEBZfZ9ZXTp9wY0awtpvWX7yK3VmArKTXxqz2LBy2CmK2Omq+vmFC20RfgLofbMTlrkKSA6iqjNniwG4pJWlvpfqGMyfc1BHvGaHhR5uw20pJSQOjGvYm1UUqGaTiUyvIepuc7Kht9wiN/70Zj2se8XgXipJ2ilZbDnIiSs65JRRdMP+EG9PkWJLme7diiRRjMtmRlSiiYMbtrWZk4ADu01wUX7zwhBtKNEWl68HXCe8O4stfgKaqmG1OsvLnMtC+E6W4lxkfPeWEz0tTVLoe2sfIK73klq3GbLHjyCrGYvWixGVaG/6XmV9ac8Ld+ZqiMrDpGH2P11NcfT4OX1o2VhBMuJyz6Dj2IFJuFxUfXonFN35HcrR1kJZf7iAv7zQ8eTNHP7fZCkAWqNv3E0o+NJ+clVXjfremqAy+0kjfo3VULLgaszW961cQBFzOagY6tjEc30blZ9diLxivKpUaidL621exRkvIn7F29HOLxYsSTdF09NdUfWENnjnjRTk0TSNwsIuO3++hfO6VWB1eNE1DTkYhKdLZ+jDV31g/RnbzrciRBPU/epFs9yq8BbPTa5JykmQogD+6jdk3TiwkoiQk6m9/AZ99Bb7COaP56WvchPtUJ8WXTKydnxwKU/+DFympugS75w1VsUSUzvrHmHXDaTjLJ25j/K+10HvfMSoWXTsqVRr1dzEceZXZN02sZqYpKk33bsESKiW3dAUgIAgCoYFmIuJhqr92xqgk9Lj8+iPU37aR3Lx12Fw5mK1OzDYncjRBd/dj1Hxrw4R6BYHaLlrueYX8svXY3Dk4vAWIJjN2axn1e+8h94ISCs6eM64uqimZ4T0tdP71dQrLN+AprBmt605HOaHBJrp7HqXq82tOePpCCsXp+Ose1C4bRbPOGbU1mZw47eU0HvgNlnkSpVcvOaEGQLixj9ZfvEpR2Tk4s9881eKwl6AkJer3/4yS/zePnFVV4/KuJCT6nz/C8JZeKuZfiTiq+S5gUtx01D+Mbb5G+XUrT3hkMDUcofnn23CJ88gpWYymaSRCA6CaCPQeQqyMUfXZU0947E7TNAY21TH4dBsVC69GlVNIiTCiYGa45wDOVWZKrppYC2Rkfwedf9hPxYKrUVJxVEXCbHHR17qF3AsLKTh74uN6Q9sa6X2ogfzy01BSMRAEnN5Scgsn13aQUzFevf/j/3pJ2XA4zF//+lfuv/9+du/eTSqVGo3EVVZWxnnnncenP/1pVq1apee27wjHHfuaq3+Xnk56G8O9++jueALXvGwKL5iLNduFKimEanvoe+YIqUAEz+wSSq9ZMirQEu8eoe+JY4SPDSCYwLukiKKLFmAr8KDJKpHmAbofPkiiZwRrjoeiSxaQtbgU0WomFYgx+GIjQ9taEEQNz8Jiii+ej63AiyYrhJsG6XuilnhvAKvPQck1S8lePmPUoSSHwvQ8epiRva2YnXbyz52NuzoPRIFEb4iB5+tRwhqqHCfn1JkUXTR/tNFJ9AXpfeIogdfbESwiOWuryF6V1uNO67U3EmsNgCpgybeRf24NtlwXakomeKCP4L5+LGYfkjJEzmmV5J5ahclhRY4kGdzaxNDWRkwWC/bSLLwLCxGsIqn+KKEDA2RlLcFiyWagfzPuBbnkn1mN2WNHiafof/4YgYPtmN0OspdXYnZZkMMpAvu7cdlnUlp5GQjQ2fwQSaWHvLNnYSv0oCkqwcPdDO9qxpbvw1NdhBxMEm3y4/bNprD8TFzuSgAC/Yfp7ngCUx5krSzF5LSQHAoz9EoDakJFxIovfxHZRYsxWeyAiNs5E0FI7xbvanmCEf9ectZU4JqZBxqE6/sI7OvBm72AvPJViKY3nYrZ7MVmzmeoeye97S+gEMaS7SB/w1wsXgdyLMnI9g7kEY3cwlNw56bzqakqocEGQv4jiD4QXRZiPQNoikzR+QtxVuSioRFrHWZocwt2WzH55achimZG+g4TGjmCrcSN1edCCsYIt3ZjzXVTesUyXDPzEc0iif4QfU8eIdEZI69kPQIwPLAHRYhi9thBEdJT1qJC9soKii9dhC0vre2f9EfoffIwwf195BasQUqOEA41INrSjbuWFBGxodkTFF48l9y1M0cb4HhPgJ7HDhGtG8GXvYhIpBFVSCKIoMkCTmsF8XgvtkobJVctGlUqTHdgOul7vBY1aMFksiEpIwhmAU0DM1687vn4h3eStaqYoosXjJZ5OZZkYOMxBjbWY7J40IQEJocFDVBjMllZy7DZCunv34hvRboeW3NcoEG0fYieRw4SaexHsFjwzMpHsJqR/FGkYYWi4vOwuwrpbHkQMVuh8JJ5OIq8qLLKyJ5W+l88hmg1k7WkErPLihRMEj7Si8tVTVnVlVhsHnpbn2VocCdZK0vwzCsgFYzh39FEajiKu7oIs9OBNJIg0RHEm7OAnOLleDxzEQSBWKiHrtaHSTGIZ3E+sQ5/esOmlt6USMpMVv4ysgsXjjpXu60EizndARzo2EF362MINuWN0xACmqSgRBRcnhnkla/D6njzeJsgmLCZihjoegX/wE4U4mhqiuwVVTgrctBUjWi9n2jjCL7shWSXLEEQRVRFYqT3MKGRY7iqsrAWuom2DxDtGMBdXUj++hpEuwUpFGfo5RbUAOQWrsHuKWCkdz+hQD3uufnp9lVSCR3pJjE0gru6iLJrl2Px2FESMiN72hna3IzDMQOnu4yAfz+CW8Ve4kNAIN4dQvLHwKySf04N+WfOwey2oSZlRva10/f0McSkE7PFRSLVi6sqB9FuQQ6lSHZGETQbijlM4YVzyTt1FqLdgpqU8e9sof/po6gJEUQF76JC7GVeUDWiDSMkOxMUFG4gr2zdCU8VyFKM1x7+5L/Wsd99993cdtttzJo1i0suuYRTTjmFkpISHA4Hw8PD1NbWsm3bNh5//HFWr17NvffeS02NPsGEfyfHHfvqK357QscOoKoyQ32vEhg+gCLHEEQzgmpBEvqZ+90LJzz/LYUT1P/gJVym2SSlXqRUBEE0YTF7iUd7qPrCWnwLTnz2UlNUWn/7GqkGFcygSBEEUcRizSUZGSD/khkUnjex6llqJErdLRtx2maCSQFUTCYPmgApexuzv3H2hHKiciRB3Q9exK7NQDNJaKqEyWRHwE5MbaDm+jPHBGl5a577njvKyKZB3L5ZxOMdqGoKQbAix8O4Fnkoe/+KcaIfmqoxsr+D7j8dpLL6E8RiLYRCdahKEikeAneKqk+dOm40rmkakcZ+2n+3l5KCK8guXEI02spw7z5CgUYkZYiiixZQdP6iMSNpTVHTI7sHjlI1+5O4fOkzrLIcp+HAT1GsQbJWlOGeVYBvYRkmhxVVVvDvaKb3iVqys1ZRVHEuZlNasnO4bx893U+QfVoZjjIvciQJooDF6yTeFcC/uYWsvJVkFaTflyjYkCMxOtrvJ//cWRScPRuTw0pqJEqwtotY+xDBA72IKTdlcy8fDdQjp2J01T9GzukVFF4wb0y5kxMpuh/dh//VVmymXDw58/Dmz0Y0mUlG/PS0Pk3RZfPIP2P2mBkRTdMY2tFI5992Y7H6MFmcWCxufLmLsTh8dDc8gXOeh5IrFmEvfLMR1xQV/+42Ov+yC1F0IL5xZNFkcpCVs5RUKkA4eoSiyxaMcd6aojK8p52eRw9DwgpCCkyABmbRjctdzYh/L1krSii6dOGoLOrxYD69jx5D7gXRZkJWQumFREXDbismERvEVmGn5KpFY4Sakv4IfU8eJbR/kKysxYQiR1G1N/bPqCKCZsaUp1F67ZIxwTuOl8veR47gs63AZLEx4t+LIqVHW5qqgU2i6tOn4q4pHDPKk2NJBl6oZ3hzNzWLvkws3slw32tISgQpFgRXkqpPnTZOcVHTNIKHuuj80wHKyz+AL28ekhxiqGcngcEDKI4glR9bN07ARpVkBrc20v9EIzXzv4jdnb6vokg0Hf45WnaEsmuXjbFTkjJDW+rpe7aOvIJTySlaid2a/ru/dxe9vc+Sd1YlBefMGR05KwmJwZfrGXixAV/2MrIL0+qHAiKJwBB9/c9TfOV8ctfORDClj8GF6nqItg4R2NuJ1CdRsej9mMzpWQApEaar8XEKL55D/pmzx+lKDO9toeuh19HCFrw58/DkVWN1eElGR+hpeZKS9y8eU76OkxgI0fGX3cSag1id2ZhMVhzOMty5NfQ1P4dzgZPiKxaPk91N+iP0PHyQ4P5+LA4XqppCFC04nKWIZifh+GHK/2MlvoWlY963KikMbW+m79GjOBwVJKUBNCWFIFqw2YqIRVopuXYBuadWj8urHEvR98wRIjvD1Cz+IqJp7CyFLMXY9din/rWO/brrruM73/kOCxYsmPR7iUSCP/7xj1itVj7+8Y9nnJl/N8cd+ykX/xqzZWJxBE2Tiae6UdQEUiJET/dTLPjhxVOef1QSEsdufo6S0isw2WxomkZnw8NUfmklnpqpFbxafrEd6+BMPHlpVSV/z25sK2VKr1g6pa0UjHH05heonHsdCCLxUD/++Fbmf/fCKc9/KwmJo99+ltLyyzFZHcSDPQyFX2H+rRdNOCV5nKEdLQw/1k/xzPNQNYW+tk14TndRcsnkEpupkSj1332JWbM/j2KKEhioJWo+wpwbz500v2pKpu6WjZRkX4Mnu4a+7o1EnYepuf6sSc+YSsEYdd99kVmzvoDNmUvTkV+Qc0kB+WdO3BFVZYXG/95MtnIaecVrGep9lRFhBzXfOHPC56IpKo13v4w1VEF+6amkQgF6g08w5zvnTKpO5t/ZQs99dZTXXImqSnQ2PMysr5+Ge+bE4ieaqtH0s81YhsvJLlpCKh6ip/0J5n7v/Em1w1VJof6HL+ARluHJnYWqynTWP0zFp5eTNYlKnSorNN65CUdyDr78tASzv3cvWtEgMz9/+oTPX9M0Ov60G6neml4nBRKRIfp7n2Puf52PNWfivPpfa6Xv7w2U1lyKIJpQlfSzqfj0iknzmhwMU/+DlymbcSUmW9qx9LZuxHOah9LLJw4hqmka7b97DVNnGdnFS1HUOCN9B5Dze5j1xTMmLWOxDj/Nd+5k9oKvoRDGP7CXqGnqMq3EU9R9byPlhf+BO6uSvq5NRN0HqP7qmZOmlxwM0/D9zdTM/QoWm5fG2v8h97JC8jdMUqZTMvU/fJF8+/vIKVjOYM82gpZdVH99w4Qqcpqi0nTPFszDJeSVrCY+MsCwupXZ3zp70vYhWNtN+6/2Uj77GjRVprPxYWpu2jClBG7XQ68T2ytTWLEBKRmhu+Ux5n73vBMOMN5K5317SRwUKChfj6ZpdDc+QeG1s8g7dXL52KFtTQw80k5J9cXpJRl/IxHhEHNuOm9SZb3USJS6771ISfnFWBxeFDlJZ8ND1Ny4YdIlJAD/rlYG7++mZuEXx3YSpTi7n/7MvzYIzH333TelUwew2+189rOfPamd+lvRVG3SC82E3VyO3VzCyMBBZnzilIxEDUx2C+UfX8Fw/15spmKSoWGcczwZOXWAyk+tYXhoDxaxABEH4VADJZdmpkFt8TnJO7OSyFAnVlM+I4N7mfnZUzMSdTHZLZR+cCkjA7VYTYUMDexk9rfOmdKpA+SdOhOhKI4aE9ASAlpWeEqnDscDraylq/0x7GIZI/69zP7mOVPmV7SamX3zOXS234+UjDMceI2ar03eAEL6+dTcuIG2lr/Q37kZ96muSZ06pPXPZ3/jLAYCLxIcbGAoupnZ3zpr0ucimERqvn42cVMLUihOZ9dDzPnPc6eUHM1dO5OCi2Yw3LOX4Z59VHxi+aROHdICOtVf3kA4UYuSStLftYnZN501ZUAQ0WJizk3n4R/aiaZoDHXvpPiauZM6Skg/j5pvnE0wvB9N0kiE+kla2pj5hYmdOqT3GMz46Gq0vADJ4AhoIn0dUzt1gNw1VeRfUcVwzwHMgpv+jpcp++iSKfNqy/cw5ztn0d36JFZTIZGhNmw1TOrUR/P6yTXEbMdQohqi4iKcPDalUwdwVuRS/skldLY+gkXMY8S/L6MybXJYmX3z2XS0/Q0pGcMf3E71VzZMmZ4t38PMr6+jvfmv9HW8hPd0z6ROHdL1Z87N59Lb/yShoSb8iW3U3HDmpA5MMIlUf+VMEpY25GCK/sHnp3TqAL6FpZRct5Ch7tcY7nudik+uzEjXvuya5aieYVKRIEM9O5j11dOmdOoAZR9YgWTrR47HCQ3U4Tkla0qnDpC3vhrXcg/x4T5QRYaHXmPOjedOKZdrzXYx+6YNDHS9gtWUy0jffko/uGRKpw6Qu7oK+yITI/0Hx/ufafAP7YpPJBLs3r2bp59+mieffHLM9W5iql2JqqSiyRpIFhLJHrzzM5eb9M4vIZZsJZnwMzK0P+PgEACixYx7QS6Bgf3E/f3krJmhS22t8Px5DPtfIxkdQrMlcJRkLoOavayCSKSO6EgrllwL1qzMpS6Lr1pET8/TDPZuo+z9kzecb8U9s4Ck0Etfx4vkrK/MqCMBYHZacc3Por3h7xRcMDvjZ2Qv8oEvzuDgFoovnXhD11sRTCIlH1hMe9tfqPjEyozSEkSBGZ88hbbmv1J48ZyMla4Kzp1PKFRPPNlO1rLMZC8Fk0jJ1UsY6nwNc5aQ8TsXrWbyz55FsL+BeKyLvPWZLaGJZhPFVy1iuG8fgaEjzPjY1NEFj1PxkZUMDmwl4Q+Qs65ySqd+nPwNNUTidahJEVkIkrOyMiM7W74H96IsQoP1BIYPUXbdiozsBEGg/MMr6Ol5DH/vbkquWpyx4ljWknJiqWb6O14mb0PmZdridWCrctDedB9Fl87NuEy7ZuQhWf0MDW2naJJNim9FtJgpvnoBba36ynTlJ1fT3vpXii6fl/Hvyl03k1iilVi8TZcca9kHljHYtxNZCGYcr0AQBEqvXYK/fxehQB0ll2Xe9pZcvoihoe1EBjspOHf2lJEQj2MvykLIThIPDRCLtpGbQfTHt6bZ1/8sqWT4H94VP23H/vzzz1NRUcGaNWu49NJLufzyy0evK664Yrq3fWdQtbTK1RRXNNCOd2mRLjlQQRDwLikhMtKEpA3iKM7SlbWCc2oIR+oJRg6QvVqfrrrZbQe7SshfR9YandrXooC7Jp+h/ld1B2pxV+WTUoaISW26goYAFJw/G//wdoou0BckpfjyRUTix8g/Q18wCN/yYtwLczKuuJDu9ChEdGnkO8tyUITglCOotyKIAvYKJ3lnV+kqczkrKwlH6ii8TGdgn3Pn4R/YQc5p5bqkMnNXVxEKHUEyDejSwLfleRC8MgNDz1N4UWbRFCFdp/LOnkVH898ouFBfEI7iyxfR3/sC5gJNlza5szwXxRwgGH6dnJX6dO8Lzq1hyL9Vd6ClkisXEYkeJXddZpHHjuNdUoh3mb6ALLlrZqJoQVyVmWvNO0qyUcSorvwJgkDehirsM126yrS7upB4tIP883U+i/klxBLtWIrFjKNXQrpjZSm0MDS8lYJz9AWnKb5iIT1tT+NbpS9IlTXHjehRiUSbkaV4epPjv3vE/qUvfYlrrrmG3t5eVFUdcynK9A7Vv2OoakaXnIpi9k5DfzrLjionpqXnbvY6UJUEihJHnIamsSAKKFICs0+/VrfZY0XRotjyMxtJvRXRKmLx6k/TWZ6NJiq6KiG8MfoWFN2a0WpKJnuVvoZaEAWcZdkZnZ8/jqZqWLKduvNn9lhxz9UXfEUwiQhmcM/SF4zE7LSCWcG7SH8wIsEK7jn60gPwLS1GMyV1zQgBZK+sIKUMkr1cX2fXXuBFlsN4l+jrcAI4Z+YhOk26YxS4Z+eDWdEVuRHS0eZEuynj0fBxNEXRX6ZNIvYiL6oOVUJN1bBmO3Tnz7eoFAT9DsvkNOOcoS/4kiAImFwWnFX6gza5ZuaAWdEVqQ/AVZVPKhXAUak/KI6t2IucCJKS+9/0PdNgGq4mTX9/P9dffz2FhforyMmGpmhoGRQ0UbChRvUHD1GiKUTBMp1YK6gJCUGwIAoWXY5k1F5SEa1W5FBAt60cSSFgnp6soaYxjfgwabt/I5qs6G6YAESbOSMRkNF0FHVa6SAwrWA3CPojdY2aTiMwD6KAaNffnIh287SGFya7BU1VEKcRdAlNm15ereL0hkImcVpVYTqBgiC9GXI6QVFEW/qIVqZLRZqqTi8Qk8UEOnXhR22n8UwEmFZwnGnXH1EATZ1eU6ZpoAkoShyFRHrUPg2mPWK/+uqr2bJly3TNTyqm2jx3/HI40xrhegke6MHqyIOkqDvAzPCudmzmYpz2mQy+OLUy3FtJDoYRJRt2dzHDOzt02WqaRqRhAJu1mPBRfb9ZlRTUuIYUTOjW6o62DCOoJt3BdBK9QVCnF5QhpVObG9LBZPTMKogWUzr4jU5Es0iiL6TbDkUj0a8/IIgmQXJIfyASNSEjDU8jwIw/nt6/otcuFEcQzNMK/gHitALppIbjqDH9HftEXwhkQff7j/eMoCYV3RuoVFmdVjAZKRDDpCMinmg26Y5PAel2SU3pd+xKTCLWri9ugKZpyBGJRK/+oE3xziCapOluUxL9QSwWL7HGzGWFR227g5jMLjRVQ1LC//7Ncz//+c959NFH+ehHP8pdd93FPffcM+Z6N5HJ+rqmaIiCHbOUT7Q9c33yaPsQJsmLSbThcS6i75mjmedL1fC/0orHV43DVUSkzo+iI0pWz+OH8bmWYDY5EaI24r2BjG0DBzqxm8vxZs1l8MVGXQ56aHsTLnsNNnOx7uAyAxsb8LqW0f9s5nrZAD2PHcJhnsGwzqAMseYgAxv1BYGQgnFSQxHd4TnlUEq3s032xOl/Rl9gj2jrIGZy6XtC3zP072zB5apm4Dl9gXnivQEspmwidYO69Lo1TWNkbxcWsnXVKUiXE6d5FgMv6Qv+Ea7rxeEsY2RXh64yrUoy8ZYAFiGfSPOArjT7nz6Gx76Afh2xHAB6HqvFbiojcEBfpzzemhaj0kNqJIoUiOsapWqahhKRdOniA/Q/U0eiU1/HI9o+hN1aRL/O3xWu78VuLiFaP6xrhk1JpgMnuew1ugO99D5WS3buagKv9+rqFCQGQmgRCybRBiqoivzvH7Hfd999bNy4kUceeYR7772Xn/zkJ6PXT3/60+ne9qQn33cO7b/dk1EDpikqbb97DZ9nGQDurJkMv9JOaiSzQt33/FGc1koEIf2afN5ltP5qZ0YNUqR1iND+QRze9M5Tn2dF2jaDHqCSlOn80158WUsQRTNWChnZl1lwB1VS6H28Fm/2ArK8S+i+/0DGDWjwaA8WNRdvzmyGXmlFlTKriHIsSeSon9yitfQ+cURHYJcY0oCMEHNkpG99nL5njmChgODhzAOMhBv6sAj59Dx6KGMbOZJAGpTRQhZdHYLuhw+Sl7+OaFMw42BGmqbR+8QRcvJWoI4IGenQH6fn0UNkeZbjtFXpipgXOtqDTSzG511Oz8OZPxdVUgju7yWneBUjr7br6kz0PHSIrKzl2EwlBGu7M7Yb3NqI2zmHLN8yuh88kLFdoi+IFjLjy1vI4EuNGedVjiaJ1g+Tm79G17NJDUfQgiJKQF8wqt6narFSROBAZ8Y24fo+bGKRvvwFYsiDKjZzIeH63oztuh88QFbWCkxJD5HWwczt7j+Iz7cUt3MOg5sz7xQMbKrD7ZiLL2sBfTraFDmaJN4SwuEuwGWv1hU5rvvB/fjcb54iEpjeUgz8A4795ptv5pZbbiEYDNLW1kZra+vo1dKir4fzjpPh5jlUFYejCG/qFBrv3DyuNxbvGaH7iddp/9urdD60m9rvPIE9XoXdmQuaigCU5F1D3fdenDIe98DmBoaeaSc7ZwVoKmgqPs9CpEYzTfdsmrSBCNX30XTHVooKzycV9zPQ9xLDkVdI+kPU/fiZSXuRcizJse89i4Nq/P5tdPc9QlIZoOVXW6YM6ahKCkdvfQaT7GFocDPDgZ1IgxKdf907qR2kG8Dmn23BhIPA0AGc4gwafvTSlA2hkpQ5dsuzOE2zkBIj2NQK2v4wdedHSUjUff8FcrxryPauovGuLRn16CMtgwxv6yS/aD3tv9+d0fSqmpJp+/VO8vJPJXI4QOjY1A2apmo03vUy2Z4V5GStpuFHmzJKa3BLA6k3+mAuSzVH/+vpjIKRdP51D1apkESkHxul1P/oxYyex8jrHUSPhFBVCYuYRedf9pIKTD09LkeTtP16Jw5LKaqSJNYUztjRtvxqO05LJcloP3bLDNr/+FpGdsO7Wkn1SqRig9jEfNp/vTOjJZ9Ef5DuBw+gSirJaD9Sl5ZRJEU5lqLu9uexqDmEh+pwijNpvPvlKTvXSlLm2K3P4hArScWHMUVz6Xrw9SnTUxIS9be9SI5vNdmelTT+98sZjRgjLYMEXu0hv2g9Hf+7O6POoJKQ0mW6YB2JpiTDe6fu+KuSQsOPXyLLswKfZzFNP91GIoMOZN8LR5HaBRQpjk0spPHOTVO2n5AOOKUN2YmHO1DlFN0PHyKaQacg3DxA7yO1qEqK4MhhtJCN1l9vn9JOSaSovfFRTKKXocFtaIpEz4NHCNVPvZTZ/1IdiXoZh7tktL0XNeu0N89NOwhMTk4Oe/bsYdYsfccPTiaOK88tXX03JnPmR18ARgL7GIq+RN7ZM7GX+eh74RAWj528U2dj8TlQkhLDr7UT3NeH21lDVvYSRMGCXZhBMjFAe9/v8SzPo+zKFaNiC5qmETjQQffD+xFCXgqLzhodrQcDR4jE68k9vRKT18TgK/X4FpdTcOa8NzTsZYKHu9PhVyM28nLX4/e/iqlEpfSaxaPHzvw7m+h5+gBZSysoOn/R6JGf5FCYnscPE9zXjSrJ+JaUUnLVYhwlWcAbSnY/fArv3BJKL1s25syxpqj0vVBLzxP7sRdkU3LFEpwz0seeYl3DtP9+J/YSD5UfXYe9KGvMc0zLYTbQ+eBuCs5agGd2PpqiEj4ygH9HK5YcO1WfPQ33CSRlw/W9NP9yM/b8bNyzClBiEuGj/SgRFWe1lxkfXzNOnEWVZLoe2cvg5nosLjei2Zxe70uZUM1J5t9y4YRBO3qePUTvYwcwWzzp96KJKERYcPtlWE8QQAZACsep/fYTCLIV0WRCUxRkOULVp9eTs+rEZ1zlWIpjtzyDGgLBRlr3XFWQohEKL1hIycVLxx1lUlMyHfftYXh7OyabGVd1Pma3hVQwRriph5w1VZRdsXLcES8pnKD9TzsJHerHmuPEt7QU0W4mUt9LYiDA3BsvOrGEsKoxsLmOzvv2YMv24ltUgugwE23zE23tY953LhktO28nORTm6K1PgwS+JRWYnBZSQxGCRzuY9bkNZK+onNCu4b83IoeSeOeWYnLbkMNJgrUd5JxSSeXHJxZgGtxaT/tfXiVv7VyseU6UmIT/tVY0WWLuzRdMeN4/VN9Hw93Pk3fqHNwzc1ESMoG93UQa+8k/azalVy074WazSOsgjXe/gG9JBd4FJahJmcCebqINQ1iLnMz87Gmj8SXeSrihj+ZfvoyjOBd3dSFKNEXgQDdKWMa7pJCK/1h1wmN6kaZ+Gu95CVQTFqcDVVJRYirWXAuzbzpvQunrwMFOmn++GZPZjWgyoSQlRLfG/O9ddMKgSJCeSTp6yzOoIQ3RakFTVaRkiPJrV1FwzrwTblRL+sMc+96zCLIVwQkWnwNNkokPDuOZW8SMD6/D9jYdAymcoP2PrxI6PIDZZSN7VRlmn51Eb5Dhvc1UfvRUclbNHPfOU8MROv66m+DhHlyV+eScVonZYSHeF6Lv6YOUf3A1+aeN17tQZYWW328jsK+drAUVZK+twGSzkBqJM7DxGHIsRuVHTyVr6dgTB5qi0vaXHQzvaiFv3RyyV1YgWkwkR2L0P1VHrGeQ4osXU3T+/HE77FMjUbof2k/scILConNG23sw4RAqUZUEB3Zd/68PAnOcr33ta+Tn5/Ptb397OuYnBccd+5KVd+l27JDWYu7s+xNaYYDZ159/wsqjygq9jx9iZPMg5UUfwix46B54CLEmQtbKEvyvNiJHj2tXa7hnF2HN8dD/RB0FuedhtWcxPLwH08woMz+/frTSaGq6E+B/tTG9IU+AWEuAgpxzsbuL6et9lsJrZ1GwYfw5X01RGd7XysDmYyS6AqBYsZh8OEwzCEuHmfvd808YbSytZd1Jx3270FIKtqzs9NpjXxDRJjDvOxemj52dAP/uFtr+sB1blhf37CJEq4lkf4hgQyd5p9VQfs14NT9NUel6ZB8DL9Zj8TjxLS3D7LIgBeMMv96MqzKPig+tw/G2NCOtgzT/bCtaQsBa4BgN7BKu6ydY20HxhYspPHfBmEoW6xqm5+FDBGs7cZTkUHT5Quz56WAyg9sa8W9vwDuvhNKrVuAoSzfIyYEQPY8dZuT1Fhwl2cz42NpRJa14T4CW324nOTBC/unzKL5oUbox0zSizQM0//IV1FSKoguXpJ2i1UxqOErP47VEmnrwLSyn9OqlY5S55GiS3ucO0/9iLXnratIOQ1IIvt5DcH8XosvEjI+uJWvp2Mh+aY32Ftr/spOcVTPxzC1CSUiMvNpBrN2PyWdl9vXnjHt3kdZB2v60HS2pUHzxEmz5HlRJJnSwj8Ft9Yg2E7O/fu64CHHx3gDNv3wZTVIpvXLFaCcv3hOg59GDJAZHqPjgGvJPG1s25ViSxp9uJDkYpuTS5WQtfSMIUTBOx992E2sfoPLj68laWjH296karX/czsjuFvLWzqbgnLnpY6IJieE9bfQ9dxBXdT6zPnc2prftFg8c7KDlN69gcTspvnQxjhIfGhBtHqL3mf04SrOY+akN45ycFEnQePdLxLsC+OaX4VtRjGgxkxwI0//yUVwVOVR8cO0Yjf3jv7Hl1zuIHhvAkuUga3kZotuCFIgzvLsRZ2UeFdetGad3Eevw03D3ZrSEiqPMR9aqMkwOM6nBKANbj2HxOan8xGm4K9/sACf6g7T97y6iLf24qwopumQ+tjwPqqwQOtpH7zMHEEwisz67YVRHXo4m6bxvD/7dzbhnFlJ29TIcZTkgCMR7Ruh55AChhm58C8uZ8eG1o8cUk/4ITf+zmUTPMPnr5+JbWoZoNZEajtL31DHifcPkrKyk5MqlY9oWTdUYeb2Njr+9hjXXQ86KStSUQvjIANHWYUwekVmfP32cHoYUTtD18B6G97SSvaQSe5EPNakQPtJPvC+IrcjJ7BvGd2iUhETXI3sZ2tFIzvKZuKrT5/ajTX78rzWRe2o1FdedWFk0ORim4a4X0BSBwvPnYXJYSA1F6XnmIKWXL6Po/IUn7FgmhsLUff85tKSGszInXcZUjWiLH2VYw+tYhNM7Y0yZtpCNRchBkeMc3Pv1f59j//KXv8yf//xnlixZwuLFi7FYxj6Iu+++ezq3/bfyjzr2ULiWoOcVZt90zpTHKfo3HiP4TAIRM84ztCkV6JKDYY5993k89kWoZT1Uf+3MKY96JP0Rjn3nedz22ThOUyi9atmUv0GVFWq/+QT57vPpH3iOebe9b0oJUoCuh/YR3a7g9c6nf+R5Ftx20bgAL29HjiWp/cYT+OynoGkKwdhuFvx44tHucQKHuuj4xX6yvCtJxv2E5cMs/OGlE46sIe3MGu58GVNfMWazi0R0gJSrk/m3XnzCUJRvTavtf/bgsJehCnHkZAzNGWbe9y6ZcNSjJCTqfvA88pCG8MZAWpVlnNUeaq4/e8JRZKI/yNH/egqrJR2uU9CsJBK9zPzKqfgWTCwoJIUTHPnPJ7GlSrFYs9A0jZSrhbnfvXBcII23IkeTHLn5SazJMqy2bCQlgHWBRNVnTpu0bMW6hjl6yzM4HTMwm5xIiRD2RSZmfu70Se2i7X7qbnsWm7UA0WRBSUmI+dKU8QoSAyGOfOcJrNbcdMAVSUbwSsy/9ZJJj2LJ0SSHvvEoViELRDE9y6GOsPBHV2KdpGxqqkbDHS8itYPZ7kKVk8RTPSz84eVT1oWexw/jf74Pp70MSQoSlZtY9OMrpzyX3/tkLSMbR3A5qkjGBohSz4IfXj55PhWVxv/ejNCTj8nkJBUfJqo2suAHl2KfRGI13NhP44+24HRXoAoJNEUmkexj3vcuxjnBTIWmatTfsZFkeywdmETT0se33CkWfP/SCcuZkkhRe/OTmOIeLDYfgmYjFm+l8vOnkLVkYs0BTVFpuOsllFY7TlcFqioRsx1j/i0XTnp0T5VVjt3yFOJQHk73DOKpbuyLFSo/sW5CG0gvC9Te9BjmSBE2ex7xVCc55xZQcsXkSpmaonL0e88gDuVjsXmJxuop+9hictdOPnOtKSrHvvc89mj16IyfxebFbBnfhplwYiUthDZdxz7tNfbDhw+zbNkyRFGktraW/fv3j14HDhyY7m3fETQts+Nub71URWUgtJHqG6bWJQcoPG8eKVsHUk5PRrKytnwPs75yGoHwXqo+c2pG5zdtuW7yz5tFKFZLcYaa8qLZRNn/W8bg4GZy1ldk5NQBSq9cRlxuIxg6Qvl/LJ/SqQOYnTYqP7eOhNxNQu6k5oazpnTqAFmLy/Cekg+qQFxtmdKpwxsa7TecSVSpx+maSUJoZ/4tkzv142mVf3QxGipZnpWolggLfnDZhE4d0meq5333QkxejVzfenyu5dgrnNTcMLkuuL3Qx6I7r0JWg+Rmr0dDYcanT5nUqQNYPHYW3HoJSa0HT/Y8olIdc//zfZM6dQCzy8b8Wy4iJfTi8lUhWfumdOqQVs1beNtlyEoQr3cRijM4pVMHcM3IZcGtl6Ahk5tzBqopzLz/vGDKndf2Ai8Lb78CTZUozL8AVUwx73sXTXm+2uyysfiOK5DVGAX556NqqbSTnaJsCqLA7G+cg2IJk521GkVLsOD7l2ZUF0ouX4S5UMbprkBiiIU/vDwjsZ3iSxci5EWx2wqIa+0s/NEVU+fTJFL99Q3ElCbc3jkk6GDxnVdO6tQBPDWFzLr+NFQ1SW72eiQ5wOI7r5rQqUP6mcz51nk4q314HAvJyVqP4JJZ+MPLJi1nJruVxXdcCb4kLsdsNCRK3r9gUqd+/LfN/vo5yK4hbM5CwonDzP3P86c8jy+aReZ/7xJS5l6sjlxSYg8zPr52UhtIHz9dcNvlpMQ+7J4yhKzElE79eD7n3HQ+KaEXm7MQxyzPlE599Pd96ywiyXqc7grsriJMZmfa97xxoQmYNR8WrTAdXlfVdB8XHv1907ICNm/ePOH18ssvT/e2uvmf//kfKisrsdvtrF69mt27d+u+x5yazGUUjxOLtuNekDNlY/pWTHkWyv5f5trpnjnFmDz6lK4cM7LxLSvWJYaSvbwSSRum6MKpA/wcRzCJZK+pJJZqyVirG8C3oJSU2oskDuuSmy25fCHD4dewl7umdOrHEc0m8s+rZrB/C/nnzs5Y+StnzUxSdBMKHqPio6syUp4SLSaqPn8qwfBBQrHD6WWTDDpjFq+DkqsXERw5imweyViu1OJ1kLO+kuH+3WSvKc9YHcvic+KsycY/8BrFVyzMWPDDXuDFnGdiZHgfJVcuytyuKAsxSyPgP0z++bMzLpe2XDfWEjshfz2+5cVTdsiOY3bb8SwqIOSvx1nlzVg2VjCJFLxvDkF/LaZs4YRLURNRcu1iRgJ7MeebM+4YA5Rcs4jBoVdw1eRM2nF8K6LZRP65sxjq307OuhkZ/z7fglJUe4jIcDNFl86fcP38rQiCQNVn1hGKHSIUrqXy02sykqkVTCJVn1lHMHyAhNRJ/gmWAyeyK/vAcob9O3HPz8v4nQsmkfyza/APbKfoknkZl02TzYx3UREj/l0UX5W5jrzZacVZk8WIfxcl1+iwc9uxldtJxYNYKcKMFxNuzHiwko+dGVjI/Yd2wx/nHwoCcyIGBwe57777/tm3PSEPPPAA119/Pd/97nd5/fXXWbJkCeeffz4DA/rOmZ53nv6Y8cHEHgp16FRrmoYciuOp0SfXWfS+Rfhfy1yYJtEbmHBT1kQIooC9yKtbGc1VlYV3fqGujocgCPhWlOJZkLmmOKR1lFVzlOIrM+98ABSeM5eE2kbh+ZnrdAuCQP55NURiRzMOvgLgqsxDtgxjylYz7nxAOppUOHKIwgt1alJftJCY3EhxhsE+jlN61WISSju5a2fqS++KhcTlNnLX6LS7fCGR+BEKz9GplX71IsKJ/ZRcvkiXXemViwkl9lN8pb7nUnDWHMKxIxRdlrluPaT1yJNqN4WXTsNO69VdpgvOnUdcaaToEn12RZfOIxDZQ/6ZmbdbZrcda7GVlNCnq+1yVeaRlPrIPnWGLtW37OUzSCjdFF2m85mcN4+k1kveen2xIoovW0BK6yVbRz0HKL5kPhJ+3DP1yT0XXTyPcOwwCiGs5GOjECsFmPEi/BPd8bQlZW+99dYTft7c3Myjjz7KddddN+1MZcrdd9/Npz71KT72sY8B8Ktf/YpnnnmGP/zhD9x4440Z3+ecM2fy8uYuBEEgEIjT2zf1UQpZDWPV0TtX4tKUU20nwlmRo+u8tJpSEKzTkEi1mlGSMmYdsvCqomLN0afxDWDLc5IK6p9iEkxkFALxrZgcVkwuS8a9/+NkLS1j8JU63RKW2avLkROZnR0/jmgxY3Kb8S0u1WVn8TkQLOjqRAA4ynNA0HRLZjrLshFton678mwEs6Zbc9tZkYsmytjypg7R+VbsRT40pBPuOp8Mk92CYNFwFOvT+BYEAdFhxl6oL5+CIICg6s6n2WlFtJl06+t7F5YgOISMJWOP456fi21EXxkDsBW78emNOyAKWLMd43bIT4XZaUW0iLqCOQHYCrwIFlG35Kwt34swDT9szXWjaHEUYigkMKEvJkamTNuxP/bYY2P+rygKnZ2dhEIhfvCDH/zDGZuKVCrFvn37uOmmm0Y/E0WRc845h507d57QJplMkky+2eiGQmmpzuxsB3//87Wjny9f/Ysp0xcEM5oOVSFBmJ50ul4ji9dOaki/RKoU0CeRCmmddSWhX2JTjknT0mHWNNIPUi/TMbGYpqUvbcl2oPbrl9lEFHQt6/zDTGe2b7oy/tPUPJ9eJv9RBLTpnB3WmKZK2DR/4zTKpmg1T6/6CALmDJcKxqRnEREs09CSN5t0ta3HmZY0u6xO6xVoijKtcq1JCoKYHnjJBP9ljn3aY/+3bpbbv38/hw4dYnBwkM997nMcOaJPynI6DA0NoSjKuCA0hYWF9PWdWBDg9ttvx+fzjV7l5WlVtuOjMllWufm/XswofZupjJAODXXRbkHKQLjj7UTbh7DlZ77e51tYTt9zh3WlIQVjSIGkbt3tSJ2f8NF+XTYAwQPdSH59o1oAUirxbn1a0UpSRk3qbyTS70p/xZXDyelteNHISNhljImmocmabr3u1FAEVEG3Bnascxg1oehSegOId42gyULGSoLHSfQGQBV1xw1IBWIImIl3DeuyUxISWgoiTfrkbTVFRYnJRJv12amykt4QqrNMy7EkalLWXc4yVbx8Oxoackh/ACpNheSAfo12OZQkmYEAzRibSAJN0nTH4oi2DqIl0V2Hwo0DaCkyEn96K8HaXixCehlSRb8/yJR/6hq72Wzmq1/9Ko8++ug/87b/NG666SaCweDo1dk5Vj7xwx9/mOdeyEwCMMe7hv6nMpcoFAQBQTRNqd72dvqePUzW0vKMvz+ytwM1JJLoy1yCtPfpI7gsc+l9PPMOgSrJhI8MIqZ8urSiEwMhtJCV8JFBXY4l3NCHWcin57HajG0ABrfUIypuXTKUAH3PHEMaTuluPEd2dRFr0qcHr8oKSlih/zl9WuKRxn7Mqo+Bjfq05HufOIxNLNOtq9/7+BEcliqGdcjGHrdz22czqENeE9Ja6W7LPPqe0TdQ6H2yFrdtIT2P6OvgDrxUh8e9WLc2v/+1Fly2av12O1uwm2bQ86i+fPa/UIeFXF2SuAD9z9WhRgXdzihaN0zwYK/+jsRAgoHn9Gn5J/qDiCknvY/re+d9zx3FIVTpLis9Dx/GZZnHwIv63l3f40fwuBbokqnVNI3BFxrw+NJ7HLTphPvMkH/65rn29naqqvRt3poOeXl5mEwm+vvHjhj7+/spKjrxuo7NZsPr9Y65ANRpRNAxm52YojkZyYNCuped6kvQdd/+jNMIHevFJHnp/Nu+jL4vBWP0P32MnKzTabxrc8YSqSPbusguWElo/2DGwTja//AaHucCfO6ltP1+V0aVXtM02v93Fz7nEpzWmQxuysyRaZpG59/2kZu7hnhLKOMRnKao9D9bR45vHT0PHczIBtIjt1hjAIe9TJeedbwngBB3IPtVpGDmIwf/jmbcnnmED/XrGtV2P3SI3Lz1DG7KXINcTckEXu8ht2AdPY/XZhw9KjEQQvFrZGcvp+fRwxk38omBEMowZOUuo/+ZYxmnJ0cSxFtCZBUsxb+tNeNOoCrJjOzqICtvEfH2aMazUJqiMvBCPb6c+YhJD6EMO+CaotLzyKF0XAWddr2PHia3YA2xxkDGZVqVFYY2NZKbexq9D+vpiKf19b3eRQxuydzZypEEya44NrFIV12INPVjJQ8tbNE1yEjHHVil75lIMkNbW8gtXot/W1vGUfQSAyFSfSmy85YwsLEx4w5PtHUQLWzFl72IvqePZmw3srcdi5aPKKb3OPwzN8u9nWnf+e3R3O655x5uvvlmPvShD3Hqqaf+yyO9Wa1WVqxYwaZNm0Y/U1WVTZs2sXbt1OcY30pdwyBDQ1GGRzJrjFVVQkoFyPeeT9vPdk/pDOVYimPfe468nA0w7KP74amde2IgRMu9O8jPPwepwUzb/742aWOaGoly5D+fxW1diJQYxhTOo/bbT0w6/Tayv4OmH2/FYa0kENiN1ZrPsVueJXh04pGApmm0/nYHob0BFCVKLNGK0mem+Z6tkzbamqbR9tsdJFtkkqlBBM1G76MNUwad0DSNtj+8ijboQEoGcdvmU/f956eMcqdpGs0/34qDSsxWJ6l2OSM9a01La7T73MvxeZbQ9rtdqNLUTkVTNVp/vQOfaxle5xJaf7MjI+cnR5N0P3QIr3cBHueS9HPMwM7/WitSj4KGil2opOlnm6e00xSV+ts34hAriYU6EGM+Wn4xdXpSOEHdrc9jo5RwqB5Cdtp+N/XvkyMJ6n+wEataQChQixD30PLLV6bW8U/KHLv1eaxqEcHhQ1iUPBr/+6UpOwWaolL/4xexqPkERl7HohVw7JbnppxmVRWVI999ClHxMBLYhQkHzXdvmdIhaapG0z0vQ9xOIPg6Jtw03711yiiKqqJy5HtPI8Q9hENHsVFG3a3PTV2mFZX621/ARgWKFEMZMjOweWonrWkazfduxetcjMc3h74njmQ0Za1pGq2/24nHuRifZyltv3kto8GCKim0/nonXvdifK5lNNz5ckZRKUcOdBI+OIKmaThN1Ry75dkpnbSmqNTdvhG7VkF4pA6LWsjhbz065TtPjUSp+/4LWCkmENiHWc2h7vvPTvn74r0BGn78cnrGJHgQs1xA3fefndK5h+p6afvNLky4CfgPEgm0IKj6NpPqYdrKc5mOygVB+JcFhXnggQf4yEc+wq9//WtOOeUUfvrTn/Lggw9SV1c3bu39RLxVec7ucCFJE496NE0jEm7EH92K5oxiyXGiKRrx3gBqMkHuqTMpvmzRmB3KakpmYHM9XQ++jsXqRTC9EeowFce7sJDyD50yXstcVvDvbKbzr/sQBSui/Y2NFok4mqZQeMFCit+3YHRna7wnQPeDBwjWdmGyWPEtK8VVkwsCBPZ3EzrWhaM4m5LLFmPL96IpKqFj/Qw8fww1rmByWyi8cB7OimzQNCItw/Q9dwhUlbLrTiF3dVqLWQ4l6H2mlsHNxxCtFgrOmot7dj6IAomeID2PHUawqJRcvoy802pGj85piop/ZzPdj+5DUwVKLl+C2W1DjiQZermFeM8wOaurKLlyybhnEW7oo+3Pr6LGZHJWz0I0i8S7goQO92ByW5j5udNwzy4at3M93hug5TdbSQ3GcFcWoikq8e4gcixBxQdXkrdh9gl3u8uxFI13byTeGcTidoEGUjiJrcjB3O9MrOqmKSr1//0CsaYRzK70TmUpFse3qIhZX9gw4Sa8SOsgDT9+AdFkxfTGrv1UMIK7Jo/qL511wt3LmqYx8NIxOu/fg7MkD3tpFqgawWNd2PKdzPzshhOewY73jNB072ZS/hh562djL3GjyRoDm+owu8xUfer0cXrpmqrR9+IReh7Zh8XjoeCc2VjznKgphZ4nDmHJtlP1ifXj0jse86D1t69gsjsoumgB1qx0/ISexw9h8dmo+tTpJ8xnpKmfpv/ZjKCZKLpkARavHSUh0ftULaJNpPoLZ51QtjjeG6Dp55tQ4yolVyzG7E7b9T9zjORIkKpPnU7WkvJx773z0b0MvHiErIUzyDujGpPDihxN0v9sHeHmHkqvWE7BWXPHvYtIUz8tv9+G2WFL68Xb0lLHvU8cIdYzROllyyg4d94YO1VWaP/LqwzvbiF72Ux8S0oQzSYSfWH6nj2KYNKo+vRpeBeUjpXM1TT6nj9Ez1MHseel4yIgCMQ7R4i09lN62VKKLlp0wnKmJCSa7t1EpHEIW076ucmROIqUZPbXz8Ezu3iczXG7utufJdkfxeJ0gpBWlVORmXPj+3BNcDol6Y9w9HtPgSRgzXYhWEwkh4IIVoG5N75vXKwIeGO2ZEs67oCjMAfPnEIEq4lwXR/JoREqP3nidxc80kXzL7YiaCI5a2fhmpUNgkCs2c/gjno8c4up+sR6LG/ZFKymZAa2NND9yF4sThdFly3EludCkxX6NtYR7xik4oNryDllrAa9HE3S9/wR+p47hKuigILz54yWlb4nakmFIpRds3JM2wfpAVrPo/sZ3ttK3qlz8CwoQEAg1hZgeFsHLtNs8rPPxWw+8QmHf7uk7MnCz3/+c+688076+vpYunQp99xzD6tXr87INlNJWVVJ0d73R5xL7ZRcsXBMUAxN0wjX9dL66x2ocRWT24rZZUNNyqT8ETBBzuoqii9bNOq4koNh2n77KpG2PuwFOXjmHddOjxCq7UGRUxSeM5/iSxaNiqqosoL/1WZ6Hj+EEklhsjrT6/aqDVkKU3LtQvI3zB4nIKEpKn3PHab7sUM4XaWIog1BsRKTW6n5xoYJz2EGj3TT9LPNmAQnotkMmogshZnxydXknFJ1QscYOtZD492bMFnsmOxWQEOKxxEdIrOvP3eM7vlxksMRGu54CTmQwuKzY811ockqsZ4BzF47VR8/bZyQjSrJ9DxxiP7nj2J2OcheVY4l24ESTTG8pxkNjfIPrCbnbcFEQnU9tPziFTRZpeCc+WQtK01rkQdi9D59mGjb4GiQldENlbEkbf+7k+Ch9rTm+8WLRlX20pW9loGXj5C1vJLKj5w6+vzlSILmX24l2jpA4XmLKDxvPmZnuoce7wvQ+NOXEEwC5R84Bd/CstH0NEWl/f5d+Lc14J1bRtGFC7D4HKhJmZG9HfS/WIs130PNV84Z1xEa2tlE1wN7MDls5K2vweyxIgWS+Le1kBwJUXL5UoovGO8Agke6aP/LTjRZI3tJJaLdjDQcZ2RvG6LLzOzrz8FZMV53IHCwg/a/7kQ0mchaWpXWLh+KpUP8CgrVXzl7VIP8rYwc6KD9z69islnJWT0Ls8uMNJzA/2ozipJi5mc3kLVwvFJZ4GAnbX/cjsliJfe0asxeG3IoiX97E3I8QeUnTiP7bQE6IC2J23Tvy8jhJNnLqrBk2ZFjEsM7G8haOYPKD687ocJZKhin4c4XSA1Gcc3Ix5LjQk3JhJu6sWQ7mPnJ08fp5EM6WE3dD59HjSo4yrKx5DhRYilC9Z2UXLaUogsWnVDoZfj1Nlp/tQ2T1UbWsvJ0PsNJBl+tJ2f1TMqvXnECzfo4TT97mVinn/zT55FzSgWi3YIcitP33FHCjT3knzmP8mtXvVnGNI1wfR+d9+1CjkrUfPXs0bopx1K0/WkHwUOdFF+0hMJz5o92TjRNI3i4i64H96BKCjVfPXdU0z45GKblN9uJ9/qpeP9qctbOHPMbRw600/7nnYhmkeKLlmAr8KBKCqHDfQxtq8ecZafmq+fgeJvjT/QHaf3DdmIdfrKXzMSS5UCJpAgc6EJJJpjx0TXkrq0eV6Y1VcO/q5m232/DVVGENcuJFEoQ7wqgITHnpvNxzRgbWArSI/mW32wl2jKEq6wwvek5GCc5GMSa72T2N847oVpmoj9I/Z0bUSISVp8b0WpKh12ORMk/ew5l16xCfNtJIE3TCOzvoPO3B6jI/zhW2/j28f+sY/9HyCS6m6YqtHT9itJPziV7+cSb2NJTzTuR6uxkZS8mGm4j7qhnzk3nTXhuVI6lOPbdp7ElZmB3FJBI+pF8Xcy9eWJ5UE3T6PjzbhIHVHJz19Dd/QRVX12Dd87k50VjHX4ab99KYf559PmfZ/4PLpjy/HOiL0DdLS9RUnwZvb1PM/OGU/HMmlyQQQrFOfrtZynMu4B4rAu5sJPq68+a9Dy4pmk0/2wrQlc+TucMhga3UvSBGvLPmFxII9o+ROPtr5DtWYGqSgwP72XGZ1aRt2ZiiUdN02j73U4i+8JYnG40VSIe7aXg/NmUXb1i4t8VSVB742OIqj19hEcDORnFWZVNzdfPxTTB+VkpnKD2248jyGZEc7ocyIkYBefWUHbtyonzqWrU//h5kh0SVrsHATOxUDeVn19LzorJ1em6HnmdoWfb8XjTgjCh+CHm33bRlKpo/RuP0vtgA9nZy1GUJFGxlvk/uHjKc89dj+5n+PluvL6FyKkgCU8H87934ZQqZe1/eo3QjgBuTzWp1AhKzgDz/mtqydnmX75C/EASp6uCZGIYikaY+50Lpjye2PaHncT2pXC7ZxKJtuBe66Tig6smtQFo+dUO5DobLlclI8N7yb2snOL3TS6goqka9bdtxBqowmbPxT/8KmUfXzileJQcSXDkpmfwWpciiGaC4YOUfnAeeesnF9EKHO6k+Sc7cPsqUJFJxUew1ziZff05k9a97scO0P/sMcz2N0bl8STWQhtz//OiSY9f9j5zmJ7HD2G2OBEEEVVWsBZbmXvz+yY9S+7f2Uzbb17DnVWNKFiIR3rJOb+UsquWTvr7Yp1+jn3vBXKz1yKabQwHdlJz0xm4ZkyuGhrr8NNw28vk5Z2JKicIyLtZ8MOJte6PM7SzhZ4/H6Og4AxCoQYs8+NUferUSW00TaPpp5sx9ZbgclXR2/M01d86HffM8R2It5LoC9Bwy1Zmln5xnB9S5Pi0orvpWmPv6OjQ83W6u/Xt2jwZGfRvJe/ikkmdOqSXHCo/tRbZ1UciNEhUOJLW756kUTQ7rSy47VISlg4Es5WEqYV5/3nBpIVOEARmfGQ15pkpBnt2knde5ZROHdJiH8XXzGdwcCsVH1uZkaiJvSiLkqsXMtCzg9yzZkzp1CEtdVr1xXWMDO8nFDtM9VenDl4jCAKzvnQ6kWQ9UiKMe5lvSqcO4JqRR+n/W4ikhJC1MGXXLZ7UqR9Pq/KTazEVKHidizGbfBRdumBSpw5gcdtZfOdVaIJCcd7FeO2LyFpaxtwbL5jQqUNa133JXVcj2AQK887H51iKb1nppE4d3tDqvvF9WIvMeJ2LsYg5FF0+f0qnDlB21XI8y3KwWD1I2iCzvrI+I6nTwvPm416ShWC2Ek01MPumczMSMym7chmWMjMWexZRuYW53z4/I+nRGR9Zg5CTwuEuJqF0MOfb52ekbzDzs+tRXRGcviqS9DDnpvMy0hyY8bE1yLZhrPa0QmD5/5v8HRyn6tPriCvtiIIdU6E2pVOH9Pur+cZZhBNHURUV9yJfRoqQZredmm9sIC51IIgi3pV5Uzp1gKxF5ZRcuQCT4MXrnIet3D6lUwcovWIpWSvK8NoXU5j7PkSnyLzvTu7UAYovWkTBmbPxOOdQVHghgl1l7s0XTCkQk7t2FjM+uQZNU3E5q7BWmqd06gDO8lxmfuk04nI3kjRM0eVzp3TqcLzdW0A80U0oeog5N56bkV5E3tqZOOc4SSXDJNRWKj85eVAZSLct1V/eQDh2hEiohcJLZk/p1OGNdvaDCxgc/udJsety7KtWreIzn/kMe/bsmfA7wWCQ3/72tyxcuJBHHnnkH87gO4mmaQQTr1NwXmZSmIIgUP4fy/GHtlH52XUZNW6i1cyMT5yCf/hVyv9jZcayrhUfOYWY3ETR++Zn9H2A3HWzSGl+spdnpkcOkHd6NQm1naILMk/HM6eIWKKV3NOrMhaiEUwieWdU4R/eTkkGFX00f6dWE0nUEUu2UXC2jvf0oeUEQgeIJdoovjAz6VGTw0rRpfMJBeoJRWup+HBmSz6i1UzZdcsIBmsJxWozGiUez2fFR08hEDpANNFI0fmZv4Oy9y8nGD1ECj+euSdeRz0RpVcvJRjYhznPpEv3vPTaJQwP7sJVkzO65JAJxZcvxD+0B8/iwowFegRBoOjiefj7dpK1oiRjtTFBECi8cC5D/dsovHBuxqqCgiiQt2EmQ/5tFF+dubytyW7BNSebkdAuSq7MPEaEsyIX1RYiFDlM6VWZ2xWeN49oooFA6DAVH1mV8e8rv24loVgtocAxSj+wLOPnWXr1MkKxYwRH6im5YlHGbVfuupkk1R4CoYOUXbc8IxuArCXlJJU+IvEGCs7KXH45/4zZRGONCD5tzDLqVJRcvYRh/6sUnDcn87JiEslZN4NQ9DAFOiSUc9fOJJQ8SErN/OjwZOhy7EePHsXlcnHuuedSVFTERRddxKc+9Sm+9KUv8aEPfYjly5dTUFDAH/7wB+644w6+/OUv/1My+S9HFE94RSIteJcXZuSgj+Msz0FwyLirpu6pHcc7vwTVHMG7IPMG2OJ14JyRTWokc5GDaMsAOaurdCmqKTEJR6lPlyqdIAiYsywUXZi5IwIofN88NEtCl0MRTCL2Si++lfo06z2zi0gkOsheU6rLruDM2YRjR7DPcGUcVAYgZ2Ul0WgzlkJLRpHwjuOakYek+XHNzZky0tVbseV7EDwpsteO33Q0GY7iLCRGdOuee+YUkdIGKLpM3zvPWVVJUu2i+FJ92uB562tIKB269dLzz6ghqfWRf4a++BCF589DYgjfAn2yv4UXzEG1RU644W8ystdXIObIuuSCRasZ97xcJMF/wv0sE2HxObAUWYkmG8g9JfOjyqLVjGdhPtHkUXJPzVyjXRAE8s6cRSLRraudFAQB3/ISnNVeXXVBtJhxzc3Gd8rkURPfjrMsB0WMkH+2vhgOWavKsM9w6ZLuFUwi3iUlhCPHkIXIWF80DXRZ5ebmcvfdd9Pb28vPf/5zampqGBoaorExLTzxwQ9+kH379rFz504uvPDCaWXonUAwCSe8klIvnkX6Ir+Fm/rJ0VE5IF1gs5ZWEGvX11vLXVdNpDFzwRspGNfdwEihmK5IV8cRREG3RK3ZbUew6de5NzlNeBfq06QGMHksZK3KXPwH0o2Z6BLJXjd5GMq3I5hETF4z3mX682nNdeCeoy9oDoCjIguzR/+RGtFuxl6gX/dcEJkyhOg4O1NadlSPuiKko+khaLp15EWLGcEs6HIM8GbZ1Bs7wGS36NZ0h3TkMecMfRryAK6aXKx5+mNSuOfmYs136pZ6zlpVhugUdQeQ8i0qRnTpl1C2+KzYy/S1YQCOMh+iaToyvCbd2vqapOAoydKdlr3MgyxHkYRhEN/0S9NhWuLUDoeDq6++mquvvnpaiZ5sCKJw4lGsoCCa9BVYJZ7CnGEoxbdi8dpR4lOf9XwrJodVlwysYDHplvUUTKaMznG/nUyFSMYbTsNEVaelPY8A4jT02UWr/kAokI4dbbLr77gIZhGmUcEFUdQt/wogIEzLThOmZ5fWWVdBp3OAN969qNNuOmVM06ZtN61nqajT1tgXzNPQZzcJ06sLFtO0dOsFi4npPFDBJKJmcCb+7WiyBvriQKXtptOOmcS0Br3etKQ3yrKgoApRzKJnWvEq4F+gPPduZKIRu8WcRaJXn2axyW5F1qltDSCFEpgc+nqGqUAUszvz0uqsyCV4KPNIcZCORhTVKccKoMnps9N6SPQFplUh5FCKRE9It50al6el36/EJOSY/sZFTakkB/Snp6YU4h36ZGoBEr1hkkP605PjMpFGfe9clRWQ0xrautKKJdEkdJextMCKmUiTvvRSI1FQRN367JHG/rSmeFRfjINoq5+UP65bjjXRFyHepf+dx9pG0JLTq0PSNPTg5XASdRqBoJJDEdS4fjs1JhNp1KfJDxBpGCQ1ou/3aYqKJmkk+nVKRCclIs3628xI/SA2Vw6CKKAI0X9oxG44dphwjd2XvwT/ljZdt7LluRnerc9G0zSCBztHz4RmysCmOhwnOEc7EWa3nXhHQJfcqTQSQY0JurTWlYSEGtZ0a3X3PHoYUXaRHMo8cISmqKR64gy+3KwrraQ/gqi5GXhen5Z1ciiMqLgY3qxPL11JSKgJkcCuTl2NvCrJSH6J4Os9ukZ+ciSB7FcJvd6ra9QRaRnAYStm4PnMNbAhrXvucadVzfTQ/8IxvO5FustK37NHyPIu1W3X+2QtXtdiuh89pMuu5+FDeF2L6X/+qC67/mfqcNgqCB7J/ISQpmqE9vchD6m6AuCoskL48ACpoaSumTlN09LlK6o/4M7gxkbMQjaxTn0BdwaercNqzifWkfnyo6ZpjOzqQhnUJ9ksheJIAwrBPd266t7w7lYc1hn0PKYz5sALjWghC0l/5oNCOZok0RHD5soFQUATtX/fGvt7FvHEI3azzY5dKCPSlHkEs4EX6zFJnow11wEiDX2Iqg//zsydRbwngBCzM7Ax88Ahfc8cxmmvpuuB1zO26fjrXrKzT6Hzz3syrhS9Tx0mO385kfrhjJcKpGCc8JEhcgvX0P1I5rruQ9ubcHtmYyVX13vqefwQuXmnkOxNIEcyb8x6njhMds5KtIiZxEDmswSDL9fj8y3AZikhdLQnY7uhbU14vfNwOmbh35V5+eh9uhafbzEOxwz8uzJXfuy6bz85BadgVnMIHsksn5qi0vvYYXKKV6GGzBkHBVKSMkObmsguWY7UL2c8MlLiKYa3t5NdshSpT8pYi1yOJgns7iKnfCWx+pGMG954T4BUb4qc0mUMbm7OOBJY8EgPJslLdsFKuu/bn3H9GdreiNNRhc+3mN6nMncqQ6804vbMweudryvgTvBQFw5bGT7fEvqfy7xjlhwKo4ZM5OStpueRzDtKqUAMaVAlt3AtXQ/oiJ1xtAeruRBf9lK6H8ncruexg/h8S3DYyvBnGPhIU1S6Hz5IXsVphA8PZNyOJYfCJDpi5OSuouv+zNvZnicO4vUtSi9riAKiKKZH6//uqfi3R0Z7NyNaxAmvkopLab33tYx6ssHabkJ7hsgvPYO23+zMaISlSjJtv99FUdkG+p44SiqDcIWqrNB87ysUlJ5JvDbBQAYRhoZ3tRLYNkBR9QaS9cqUDYamaXT8dTcMeMkpW4g1WUr7H3ZO2TgNbW8iuH2Q7OLFFJWezbFbX5jSccrRJHXff57CsrPx5FeROJZk8JWpG6ZIyyC9Dx4lt2QFeSXraL5ne0Y9+ZEDnUQOBHDnV5JXsJrGn2zOaFQbbuwnvN+PO28GuQWrab73lYzecdIfoe+ZOrIK55NbtJK237yWUWciORim95EjZBUtIrdkOd1/O0i8JzClXfBwN4HtffgKZ5Nfspruvx4i0jL1jEvXg68jBrNw+PIpLD+dtl/snHIkpikqjXe/jM+zFIvDQVHFOTTesWXKTo8qydT/8AXyCk7FbDVTVHEO9T98acrQokpSpu62F8gvOh2TxURRxblpuynqjRJPUXfr8xQUn4nJIlJUfj71339hyvQSAyEabt9E8YzzMVnNFBRtSMcqmELDPNI6RNsvXqOo4izs7iwczKT1V9unrD+hY730PnCMvNLV+ApnE9w5wMgU8RQAom1D9D5yjJzipWQXLqTvsaMZdZSkUJz23+0mp2glvoLZ+Ld2ZDT61hSVpp9uIa9wDa7sIpKtqYxiMaiSQuMdL5FXtBZndiFqn5W+56aeBUkMhGj75Wvkl6zDW1BD7FCcgZenbvcGtzQQ3R9J14WyU+n5e+2Ugbs0RaXxrk343EuxOd0Ulp1D3fenbsdSI1Hqf7CRovJzcedVIrWkhXymYmhbE+FdAbKK5iGaBUSzgNnqGvVB02HaynMul4uvf/3r3HjjjTid+nd9ngwcV5475eJfY7ZMvOEtGmijreOPVH157QklWDVFZXBrA32PNlBWcwUms43A4BHi5npmf+ucCc+FKgmJ+ts34hGX4M2bTTLip7f7WWbfdPaE0/JyLEXDj17EY1qMN28OmqrQ0/I89jkWSq9eMm6XcGokSu8Th4nsD1Iy6xJEkzmtN97+Mlp2hNJrF4+RbNU0jdDRHrofOIA1VUxe2akIgoCmaQz37iEhdlD6gSV455eM2SEc7x6h++GDJFtSFM+8EJP5DfnUYA8DfVsovmo+uafOGnN08LhMbvdDh8jLPRVndhmiyYqmqfS1bsS5xE7JFYuxvG0zopKUGXy5joGnmyiZeQlmqxNBNJEI99Pfu4mqL67BUzN+97mmqAxsOsbAU62UVV+O+EYeAwOHSdhaqb7+jAl3wAYOdtH+m92UVV+F2ZrOT3DoGDHqqPnWiXXdIb3PoOH2lykuvwibK2f0mQwObqXmW2ecUDsb0lPizXe/QsmMS7DYfSAIyMkwva3PUfzB+eSeMl4jQJVkBl6sY/C5VoqrLkJTFSC9MbSvdSM555RQcO68cefM470Buv6+D63fTXbhSpRUFEEQEUUbff+fvfsOk6o8Gz/+PdP7bO+FZQuwdAFBbGABjd1Y4ptmTXx/msQkb4ypJnljTG8mMXlNokmMYsWCWBAREFB6X1i219m+0+s55/fHsCvrtpmNCq7P57rmumB27jnPnPLcp95P02ukn59P1ooZQx7vU1UV96FWWh7dhVU/E6ujEDkSQNJo0WrMuFpeIWPlFLLOj9fUHoxTVPp2NdDy+B5SnKdjNKUiR0NoNDp0WgttLS+TfVlZvDzyCXeuq7JC784GWlftJS1lCTqDDSUWQaPVo9M5aGt+kayLp5J53rRh9dl7ttXR9tR+0jOWotWZUWJRtDoDOp2TtqbnSb+gmOwVM9BZ3v19UW+IjpcP0bOxkay881DkCIoSQ6c3o9VYcLW/TPbl08g8p3xIOyO9PtpfPIR7h4vswvNRYlFUVUFntBH2duLlIAX/NQ/7tKFjHET6/LjWHMK9vZOc4otQlfipdI1OT2fjBlKWZ5J9UeWw9UyJyvG+Z/WR4+u0MV4VMeKnvXEtU+5cPGoBq0BzL8d+uYHs3BWY7fE+IBry0la/hilfXoxjhHLAEN8Rr/7Z69i0s3FmxJ/VVuQobTVryLisiKzzp49401ek10f1L9/AaToNe1o5ihxB0mjpbNiIsTJeQ+G9j4KqskLP23W0PraP3OJL0ej0KLEwkkZHb9tOdKUx8q+Zgyl76J3yoU4PrU/vJXwsRm7JSqIhL0osfn9Ed/t27KfZybl81pBHa1VFpW9PE62rduOwzMWZWUkk0I8iR4iFAvT2vR1f5ueWD+nT5VCUrjeO0rH2CDmFF2O0ZqDEQsSiIfo6dqPJC1Fw/TzM+UOfcgh1uGl9Zh/h6gi5pZegOX4TqCRJWI1TkSQdsWiQ7Wu++OGVlN26dStf/epXaWlp4b777uPGG2+cyNecVAOJffFVD6HTj7xzEvJ14mp5FZ+7lmjMjcakIXvlLMx5TtSYgreqi753mrE5ykjPPx2N9t0F7u9to6PlVVKXFJJ3+ZzBOs+RPj/tLxykf2crmXlnY0t79/G4WDBAR9MbqM4g9sr040k1fud+sMlDsN5LZt5ZWFNPLDKjJeYN0t72EljCmHJtqMjxU4jd8bsrMwvOxppePNiZ6HVOlJBMS+OzhCMutHYjUY8PORRCZzXHk54soZMcpGUtxOzMxajPQg7LtDY+QzDYhD7NgqSRCPd6kAMRNEYDxgw7SjiG7IniSJ1JZv6ZGPSZtDe9TF/vLky5dnRWI1F/GH9dF1q9Aa1VhyHFghJTiPT4sdqmkld0JQF3A672tegy9VhL05G0EqFWD74jnWj1FhRtBJ01njRkXwSrdSqZWefR6XqdYLSJjOVTMebYUWUF7+FO3Lvb0EoOZPxoTfGkqERkrJZSbNYKOjtfx1xqJ+cT0zGkWVEiMp7D7XS8fBQpbABJRdXHkCRQZRWDLguHbSbdPZuwTHOSe1nl4EA7vtpO2lcfJNIRxWB2EFP6kXQaVBU0spH01KX0efagmr1kXzoDc54T1PjNVh0vH4GAHq3eTFTpQ2vWoSqgBBVSnPOR5SBe7yGcC/MxFzlRFRV/dQ+egx2Y9LnIeFFNEYyZNlRFJdLhw6jJx6DLwO3dhzHXjDE7PghMoKEHQmaM+iyCoUb0GYb4PIspBJvd6KKpGPW5eH0H0KXpMaRZkCMyoZZ+jIZcdForfl8t5ilOjJk2lKhMoKYPbSwNgzYdb+Aw+nQjeqcJORQj1ObGYi4CSUsg0ICtPAN9mhklFMNf3YuBHHQaO17fIQw5VvR2E3IwQrDVg9lUACiEwm3YK7PR2Y3EAlH8Vd2YDVPQaay4vQfQpxvR2Y3IwShhlw+zuQhFDRJVurHPzEFrMRDzhvEd7sZmnY5OY6bfvQfJFH/UTw5GIazFZCggEutAsss4ZuWgMWmJdAXw7u/C4ZiJoqh4vQfQ2nRoDDpi/jBS1IjJkE8o2obWqWIpSUPSaQi3ewk3h0lxzicQbiQUacOUY0fSa4n0+FF8GiymQkJRFxhDmHIdgETI5UEbdmLUZeMNVGEpdWItSwMJgk0evIc7sVhLUJUgobALrd2AJEnEfFGsxilEI36i2m6yVlZgLYkPDhVs7adz7VEImTAaMwkEGtAMbg8KVvNUIsF+ZFM/2ZfMiA/KotUQ6fbierGKYJMPs6WYUKgZSa/AwPagzUYn2fAHq0ldWoRzTi4ag45wr5/Ol6uR+1VM+jyC4SYkk4rWrI+P+hY0YDGUEIjWos/SYZuWiaTXEO7w4zngwmotQaPR4fUcw5QX7z/kYJRwWwCzcQqhSCuSOYoxx4EkQcjlgZAJZ0olwWAnAX8d1tIMdDYDsj9KoLYfoy47PsqkRUGfYkaJykS6432PPW0a3t6j+H11WKemo7UZkH0xArV9aCUbMaUfQ6YVrUVPzBcm1hfFmToLe0Y5nq4jePoOoc8wo7MZUYIKwZY+JJ0WjUWDKSeenCNdPqSIidSMhVhSC4bs5Ol1KZgM8Z2qWDTAO6tv+/Brxf/zn//kO9/5DllZWfz2t7/l7LPP/k++7kM1kNiXXPPXYYk9GvZSe+j/0KRFybl6BvZpuUiSRNQTpOnxt3Hva0cn2UnPOx17ZumQBaPIMXpbd+Pz1OBYmAPaGN6j7cjBKLIvgqTqSc9eSkpe5bDnYg3aTDqb3qSvdycpS/KxT89B0koEW/roWl+DUZdNZuFZ6E3vHpmbjfnodHbaG16j07WelAV5pC4pwZyTgt5pJtTpwfXCQTz7OsguugB7ehlmYwGSpEFWQnS73qa94WUyzysle2XlkCOzQEsvbc8eIFIfpWLeXej0ZhQlij/YSMjnoq16DalnFpF72cwhA1QokRhdG4/RsaaaKWWfw5FeQSDUSsjfTizkpaPpTWxz08i7YvbQQXWU+MhgbU8eIDPlPNLzF9Hfe5BIoBdFkfH0HEZKD5N/7dwhA4yoqop7fwvtzxzCrptDas58ett3EpP9SGiIhfz4I3XkXFo5ZI9bVVXcB1vpWF2FIVKANWUq7p69xGIBJI0OncaO31OHc0HukIF8IF6r3vXsYaItkJJ1Gu7evcSiPpA0GAypRIK96HK15F09a8gZhEh/gI61VfS/3U5OwQp83mNEYx5AQqdzEg50oMmKkv/J95xNkRV6tzfQ/uwhUlMWo9HqiAY9IEnoTXZ6O3ZhmW4m96o5w8SyNVQAAQAASURBVGoP+Bu7aV21H50nC0dW5fGjci1avZG2mrWknpNPzsWVw2oPBNv7aV21D6nLSWreApRoCEmrQ1VkWmteIOfyaWQumzbsufBgWx/Nj+5G783HmT0TJRZGo9XHjyQbXib/hnmkLx5+1sHf0E3zI7uwaCqxpRWjRENodAbC/h66OjdS+LlFpMwd2hGqqorvWAdND+8izbkUsyMrfhZAZ8DX14Dbt5vimxcPG5BGVVU8B1tp/scesrIvxOTMQJGjSBodXY2bUNP7Kfrc6cOqlamKSv/uRlr+tZ/8KZehs9hQlHhce80rGMokCq6djyFtaKElORSl6/WjdK9roaD8MhQ1iqrIaHQmOupfRz9FIv+aucNqTYQ6PbQ/e5BILaRkzyMWdKOiojPa8fXXENG3kX/dvCFn0QbmSdtTB9H60tHpbcTkflRVRadzotUa6e/bRfallUPOOqiqiq/aRfszh6Hfis5oJxLpQVVkdHobZlMePZ1vk3b2FHIurhxyNi3Q0ovrucMEa8M4UiqIRHtQVRmtxoLJkkNn6xtkLJ9K9soZQ9azWCBM52tH6V7fQGbumaiqjKrK6Iw2kCRcja+Se/VMMs4qG3KkrMoKve/U0/bUQdIyz8Bojh8R60xWQp4OOtvfoODTp5G6YMqQMwiqEh98peWxvaRlLMFsz0Wj0aLRGfH3NtDVuYmC/zqN1NOKh8bJCr27Gmn59x4yss/EbMtCozOi1RsJejpob3iZnMtmDDvbpERlut+qoe2Z/WRknYnZmY3WYBk8q3kirdaK2ZiPJMW3i1g0wNtP33pyBoEJBAL89Kc/5de//jUXXXQRv/jFLxIe1vVkGkjsSz/1d3SGd5NSJOShascvKPnK6fEhEkfheuUQvetcFFZeObhBydEwTYeeJfvKMjLPLR/xeWdvtYu6P24hr+QTmB3xjluS4kfHNXseIvu6MtLPKB3xdJb3mIu6P2whv+QSzM5sTMY89HoHLdUvEEqtoeT2paM++xjzhTjyv69RVPxZUjLjp9C8PXXU1/6Nad9fgd4+ekEZz6E2mv/vAJVL7kGrMxAO9lG14+eUffOcMatcxQJhjv5oHcXFn8eRUUYw6KJ65x8pvG0eKbNHL/Kiygq1v9+EU15MRsESgqE2mg+vxnG2k9zLRi/rqaoqzf/cgaYpj+ySc4hEe+hrP4hfOkz5Ny4Ys4qg66XD+N4KkT/tYmQlSNjfT0vNaqZ958Ixi/R4DrXR9H/7KJn7GVSiKIpM44Enyf/sLNIWjl6+N9IfoPp/X6dg6rXozMZ42w8/R8YlBWOWzFRlhdoHNmMJVuLMqUBRojQdfIac68pJP2PqqHEArc/sI7JXR3bpucSiARr2r2LKHafjmD524Zy21fsJ7daQW7accLCfxoOrqPjO6JeM4PiyeHQn1KWTUXw6QW8nrbXPMf0HF41ZtEVVVOr+sBlLYCbOnAp8vY10dqxnxg8/MWaxECUmc+ynb5BuXYYlNZf+jsO4w7uY9u0VYy53ORTlyI9eIz/3agx2B6669WjLghSPUzI46g5y5AfrKJn+eTRGDc2Hnyfl/FSyV45dDc9X10XD73Yydd5NKGqQ5sPPk35xzrglkbs319DzQgcFlZejqlFctRswVCoU/tfCMQvntD9/AP87UXLLl8dHFOuowicfoOKbF45ZWKZzfTW9r3SSP+MTSEDI00Vb00tM//7Yy89T1U7Tn/dQNOtaNFotkUA/LceeY9r3V4xZVTLS6+Po/66nsOxqdGYrIW8PbY0vMuPei8es1igHIxz533XkZK3A6Egn0N8WX19+cPGQy0DD4o4v9+zMCzA5M/H3NdPVvZEZ91485noWC0Q48sNXycm9EJMji7Cvh9b6F5nxg4uGjb43JM4XouqHr5KTv2Kw3x8gSVoM+hQMhozBpA4QiwTYuurmD3YQmLGsWLGCW2+9ldWrV1NZWcndd9+Nz5fcM+Ani6TTDnkd2/tHpn51yZhJHSDnopmkLsuiu/kdtHozelMqrUfXUvzFeWSdN23UIib2ihwqf3QxbfVrkaNBjOYMLNYSavc9TPGd88k4c/gwhIOx5TnM+OHFtDW8gkGfjcGcSl/XYfymw5T89+hJHeKPu02/dyWNx/6FLIdAA3VVfx83qQM4ZuaR+9npNFT9G0mnpaHqUabetXTc0pU6i5Fp372A+iMPgwa6mreSc3XFmEkd4oUoSr98Dp3d61GUKGGPG2O5dsykDsfrwH9uEQHDUaLBAHpdJv3uPeMmdYCcSyoxVMr4+9qw2Ippq1k7blKH+LzJv2kWrtr1WO1T6G7aSs4nK8ZM6gCGFAsV37uA5uqnsdnL8HbV4licMm4d7IF50+/fgV6bjr+nmZSzs8dN6gD5n5xLLLULNQyejmpyrp42blIHyLtqDrKzEzWqpbd1N1P+e8m4j2fGa/IvxK9Uo9Ok0NW0mfJvnjduJTZJIzH1jrPo6dmC0VRAZ/Mmpn135bgVwDQ6LeV3L6e98WUslhJ62rYx7Z4Lx13uWpOead8+n5ba1Rj1GYSUVoo+e/qYMRAvxVr2jbNprVuDEtagK1DGTeoAtqmZZF9TSm/bLqK+IOZKY0LjHGScXYZ5noGQuwclJKOmuSn69Pg14XOvmI2mOEjEE0SrsdDXs33cpA6QdX4FtsVW/N0tGMwZtNWtZfr3Vo67/Bwzcsm/aTZdjVsxWwtoq32Vim+fP26paEOajYpvn0dr7cvYHKV0NLzOtO+sGLcEs9ZsYNp3LqCt/lWs9jI6Gt9k+vdWjpnU4fhy/+4FtDeuw2IrpbNpE9MTWM90FgPTvnshrob1WOzFuOpfZ9p3V4yZ1OF4//vdFbjq12M052A0Z2A0Z2KxFWJ3TsNkzUWj1w/LRxMx4cT+5z//mVtuuYU5c+bgdDo5//zz2bx5M7fffju/+93v2LlzJ5WVlezcuXOik/jQnHgXvL+/HmOpEWtJYqVkcy6dhc9dHR+hyt2FfUEKjgTqSeudFkr++wx623ZjsefR33kA55kZ2Mqzx401pFgounUhrbXPo9FraG94kSm3Lk6o3KXOYiT3kzNorXuRnvbdpJ5VMG5SH5C2sBhf8Bh+Tz0xQ/+4Oz6D07SZcC7JxdW4nv6ePWSck1idbkmrIfeaWTQfewZX8yvkXz8vsbjjg7w01z5JR+M6Cm6Yl3C9//xr59HetJaAuxnbzPSEy+mmziskpDQTjbgJBJrJODux2tmGFAspS3Lpbt1KX+ducq9IbNAPSSORf8NcWmqfpsf1DjmfSLxmesGn5tFU+zT9PXvJTHBZAORfP5em6lUEw00J10yXJInca2fRcOTfYA8nXKtB0mrI+sQ06vf/A0upI+F1VGPQkXpGPrX7/k7q0sKES8fqbCbMFTZq9z1M7tXDL5GNxpyXimzop6XmKfKunZNQDEDG0jJ6O7fT3vRyUgPE5F0xm/amtbia11H4mbFHJDxRwfXzaWt6kZ62HeRfPy/hErB5V8yms3UD/p4mUhYVJly7PnVeIcFYIwF3E6ZCy7Cb20ZjzLRjLDLQ2fgWxiJrwuNG6KxGHPMzaD3yPLbK9ITLWessRuxz0mmteg7H3KyEx3/Q201YKhx01m3EVJx4O/VOM7aZqfh64znDYs/FaElFa9CN+mTWREw4sd9333243W4+97nPsWHDBvr7+9m1axd//OMf+cIXvsAbb7zB7bff/pG4qU7SawdfrXUvkZvEQBaSJJF+7hTaal6hvWEtOZcmPniGfVouPl8t/mArrsZ1ZF+U+GhAzpn5eN1H6O06gCZNGXdv8UTpZ5TS27GL9oaXyF6Z+DQBslaUU7vvn2RfktwgGrmfmEnbsVdIWZKXVJnE1NOK6e/cjyZdHnZ3/FjM+alEJTd93Xtwzk28HrzWpMdcYqfxyBPkJjkQSvYl06nZ9TAZ501JqqZ4zidm0nrsZcxltoRHOIP44EFedy3GYnNS9azNeSmEw53Y52cmVRrXUphO0NdG+nmJjw4I8XXV76kj65LkBtPIOKsMT+9Bcq5IcjlcXIm7Zx/ZFyUXl3fFbLyeY6TMK0oqLvPCMiJ0J1VgStJqsM3MAEc4qVryOpsJXbqGqLYn4WQJ8R1ITapKj2s7qQumJByn0euwz8yg6cjTSfVtEB8Ap/7QY+RcmeRyuHo2bXUvJR2Xc9ksutrfIifJ7Tb38ll0ubaQc1lyAxjlXjWb9qbXybkyybgrZtHRvIFQ1DUk94z2moj/6Dn2p59+mv/5n//hrLPOwmwe3unecsstVFVVTXQSHxqN7t29o3C0a9hjCeNJWzoVT98RVFMwqQQrSRLp55TQVbsZjVNOegS11KXFuI6uI3VpciNOSVoNpnw7iiaYVLIEcM7JJxLuwT4j8ZHoIH6GQpWi2GckdpQ/QNJISHoN9lnJxQGYCxyY8uxJD9yRsjCfmOwd9VG0UePmFxEOd+Gcn9wAMXqnGUUJ4Zg3/tmaE0mShCnXjqkouYFQAPQOI7by5AeW0doM8burkyBJEjqHIX7nfxI0ei0qCub8xEcqg/jIh+hIahQ9AFNeCqAmXZ9bZzdiyk1+YBKd04C1NPlloM8wY6tIfFS0Aday+AAxyf4+52l5yHIgqZHmAJxzCohFvSM+IjwWS1E6ciyU0HjrJzKm21CJJV3B05hhB0lOakhXiI+EqMphLMXJLUNTtpNYzE9M8SCrvjHrqGgmUPcfPuDKc1lZWbzxxvs3ePwHRaPXDr6kCcwRncWAEg1hyEhuxQcw5toIB3owZCZfC8CUayMW9aNNYvzrAROJgfipTlRlYiucpCJN4NSSpEl+NC4AJjqwhUE3oS1DY9TF7wKewDTRMKHfqDHGRzmbyPQmMrAMEhManEQi/tjmh2ai05rALFGVicWhqhMacQxVndCRnKSV0Jgmtj1MpF+Mr8//wUKfyDyd4MA5E41TJZI+cIhPDzRaDdFY/5D8M9JrIj7QxC5JEueee+4HOYn3naomv5BigQganRFVTn4lVmPK8aILyQ/coEQVtBojMV9yA1NA/LnvibQ32h9AozMmVQcZ4nc6qzEIdyV/Q6USiRHpmsBgLd4I0f7Ea0oPiPQGIKYmPXBH1B1Eo9EnVcd6gBpTiXSPXQVtxGn2BYm5EytxeiI5IBNqTn6QETkYI9jSn3RczBcmmuw6IytIaJIehCPmD4OsJlUqGCDc4QFVSnpEr6gnRLgz8fENBsQ8UULtE4ubyLoS6w8TdSc/0EukN4ASYwLbQwAJbcIleAfIoSiSRkukN7nfKIeioMSfNklGzBcChaTXl0h/AAlN0tu7HIwgqfGEHYv6UOTkB5Qaj6gVD2h1EjqdBp1Og9mcRaAluQENerbUkZI1nVB78h2lr6obR2YRoQl0lr7DXaQVz6T3rfFLOZ5IicqEO/xY7Hl4qxMfzx2gc101GXkL6Hw18Rr1AH27GkjNq6R7XU1ScSGXG5MtC/eulqQHTwm3+ZE9CrFAcjs+vZvqsadNxX0guZHwut6oJjVrJl1vJF6nG+LPblvTC+jZmNzAMjFfCNWvwbvPldS8ifnDaBQDvVubkooLd3sxGFPpej25Zeir6cBiy8e1JrnLcj3v1ONIK8P1YnIDy3Suq8KZOYOOJMZRAHC9eAhH6lT6die3PfW8UYtOthHuSmLwIkXFV9VFqMmHHE58wBYlKhNu8xGs609qOGVVUfEd7kQK64+PjJe4ng21OLOmJjXGAcT7ipTMSjrXJ7ccut6sxpkxnY61yQ240/nGUZwZM+hYm9z64nqlipTMmXS8mtz62bH2EGnZc+h4Ncl2rj9Kev48tFoNWq0GjUYezD/vfWl1YnS3CdPqNYOvqfM/SceLia+IqqrS+1YDmaXzMJuykhoFTYnKeA92klJYjlGfltTAMXI4RqCmj/SSGaheTUI15gd0b6khvWAuuRVn0f7cwcTbG4nhP9JNzswleA92JTWCVMeaKvJmnoNWthBy9Scc1/7CQfIqzsaRXkr/vsTHJ+jaeIyMwnlkFS+ic13iyzPY1ocOB3kzzsb1QuIbrKqo9G1romDecnyHkps37c8doGDGsqTXgY7XjpA9ZTHOjDL69zQlHvdqFdkli7GnTqE/iWF82184SH752Ri0KfgbEm9n27MHKJh5PkqfkvB6qqoqHWsOU3jaSvxHusetzT5Aicn0bK6neMFF9L5VHx9ONgFyMIKvqpvC0y7C9dzBhHd4As296GQrueVn07Y68cGL+nY1kJJVQWbRaXQlMNbDgO634ut1ev5curcmvoPVt7uRlKxp5ExdklBt9gGhTg+aqJn8mcuTGrlPicl49rVTeNoF9LxZl/D8VFWV7vU1FC1YgXt3a8I7L6qi0vNGDcULVtC/oyXxOFmhb2sjxQsupHdLQ8IjKCpRmf4dLRSedj59bzclHKcqKj1v1pJZOheNVkKjlYbkn5FeEyESO2DQ6zAY4q+s4hnEWmT8CQyaAeBac5C0nBkYTAbyZ5xD66rER3HqfL2KzKK56A068qcnF9vx8kGypixAp9dSULmMhv/bmtApxKgnSMfzh8idtgh7RjYar5HeBEYNU1WVugc3kzf9HAxGPQWVy6j93caE2utaewiLIQ+Lw0nxnJXU/mZj/LTZOPr3NhGpC5GSX0LBzHNo+eeuhEZZCrncdL1UTe60RWSXz6P3zYaExoZXojHq/rCZolkXYE1NRx91JDwaVPO/d5BZPB+DyUBuxVk0/N/WhOLc+1uQO1Qc2fkUzb6A+j9tSWje+Bu76X+rmayy2RTMOpeWf+1OaLhb37EO3FvayCqdS9Hs82h5ZGdCo9T17WggXB0krbiCkvkXU/fA5oROebpePoQhlII9M4eS0y7l2M/Wj3tqVlVVmv75DmkZlVgcDornXEz1z9aN21mrikrt798kr/wcjBYz+dOWUfObDeN2uko0RvXPXqd4zkVYnSmkps2g6R/vjLtuR/r81P52IyULLiWtqJxYo0zPlvGHDw629dP62D4KZy0jd9oiel6rS2hHKdDcS+eL1eRNX0ze9MV0PFeV0LKL9PlpfWwP+ZVnkTl1Fp532hLagVSiMnW/30ThrPOxpWWgC9kS3h4aHtpKbvmZGM0msopOo+kf7yQU1/LYTtJzZ2OyWCiYsZza340/QJOqqjT8dSuZRQsxWiwUzDiPml+/Me5yH1xfKs7GYDaTV3E2tb9/c/zpKSo1v3mDghnLMZiM5JWfRd0fN427vqiqSuPftpJZtACDyYhOr0Wn12EyWwbzz7DXKOOMjOd9qTz3UTVQee7qH61Bb3r3xrew383mJ+6h8IsLsJWNXXnOt6WHGef+12C1oOb9m4hm9ZD/X6eNeVNF/+5GXKuOMOvCmweL/zcf2Ew0q5v8G8aO7X27nq7n6ph1/ueRjo/X21m7n57APkruPGvUZ7YjfX6q719H2fyrcWTF79xWYjGObHoC5wXZZCwrH3G6cihK/Z83Y5dKKJz17j0TnbX76Xbvpvj2pSM+Z6xEY7St3kf4UIjpZ18/OI88na3UH3iRKV9aOuIdrKqs0LXhKD2vNjLr/BvR6uM3+vl6O6jZ8SxT7lyCpWjkO1G9R9pp/L93qDz7s5gc8acbwj43VZsfp/ALpw0rKzog6g5w7JdvUDj1PNKLBga2iFG1cRUpF+aScW7ZiPNGlRWaHt2O1GKkbMkVg++3HtqC39BM0S2LR70Bpnd7Pa4nDzP7gpvR6uPPz7pdTTQcWkvJXWeN+gx9/75mWh7ZzazzbsRgid/JG3D3UL3tSfI/PxfHzPxhbVVlhZ6tNXQ8V82s825Eb4rfrBl093B021Pk3jCTlHlFw+6YlsMxOl45hHdbF5XLPzNYBtPf18mxd54h79Ozcc4tHDa9qDdE29N7kBslpp11zQnLvoX6/WvI//y8wTLNJwr3+Gj+13bMkVxKFqwcfL+vtZbmY69TcNOCEe+yDrb10fj3d8hInUPe9CWD73fVHcTV8TaFn1+IpXD43fW+2k6a/v4O+VPPJXPKrMH3Ww5uwROroeDT84c9HaHKCr076ml7Yj/Tl34Ka1r8aQZFjlG95VkMlQZyLps5ZFCZwWWwrRbXM4eZueyzGG3x740EfBzZ/DgZV5SSvmTqsEcQVUWld3sd7U8eYuayz2G0xteLoLuXo1ufoPC2BdhHGejFV99F/QNvMf2Md9sZCXip2vgYeTfNGbUeQdQdpOZX68kvPpeMKTMHf9+RjatwnpdNxnkVI24PSiRGw0NbMYWymTLvwsH3m/a9ScjeQeFnF474aKYcitL87x1oO61MXXTp4Hd31u6jq3c3RbctHvFZ8ag7SOPDb2OV8ymed8Hg+111B+noeIeiWxeN+HRLqMNN49/eJt0xi7wZZwy+31Gzl+7+PRTetGjE7S/kctPw0FYy0+eTO+3dIkau6p30Bg5RfOviEZ+MivlCND78NuZwLlPmvztfjOYUHKlThn1+8PeF/Dz7/UtPTknZj6qBxH7dT1/GYBp6R3vY72Hbc/cT0bvJubwS+/E6zEpUpuetGrrWHcOZMoXS0z8xpARgamY5R7c8jat7B7nXzh5S6xvi1yldLx4iXO1n1vmfHUxaAGnZM6jatIqOnh3kXDNr2AhlIZeb9ucPILfIzFz2aTS643tzkkRGdiUth9/i0NZ/41iQQ9ZFlRhSLKiqSqCpB9fzhwg3+5h+xjVY099tk8Fkx5k6hf1v/J3Wmq2knj2FlPkFaIw6ou4g3euPEaxzUzTzXDJLTqj6JklkZM+gq/4g+zc9jJQK6cunoneYkcNR3Dta8B3qJKd0EfmVZwzpBBxpxUS8Pvau/zPBWBfpy0sxZNpQY3J8sJadLWQWzKRo7nlotO8mRas9G0nRsvu1P+ELtpJxQRnm/JT4b2zopXt9DVZrDqULP4HB8m4nYDQ5MZvT2bH293h9DWSurMBamhUfnKPTQ+faI8i9MlPnX4wz591nmDVaPWmZFexf/3faGt4hfVkJKQuL0Zr0xLwhujfW4N7VRm7pIgpmLh2yrNKyptF6eCuH316FtTKdzPPL0TvNyOEY7n2tdL9+DLuzgLLFl6HVvdvR2Ry5RANB9qx7kIjWTebKCozZDtSYgr+mi+43arE78ilddAk647s7U2ZrGga9k/1vPkxX6z5Sz5yCKd+BqigEavtw72wlI38GRXOWDVnnTJY0TMZUDm1+lLa6d3AuLMCUa0OJKQSO9RCs7SendBF5008f3IkEsNiz0GutHNz0L1yNO3Gelo8hy4IaUfAe6kTuiZJfcSaZU2cNWfb2lALUqMKBTY/Q46rCeVo++jQzciiGd187UkhP4YxzSSscWuAnJb2EsM/L/jf/jsfdiGN+PjqHATkQxbOnDYPGSfGsZdizTnjUUJJIyyzH1+1i/5t/IxDpxDE3F61VT8wbwb27FZstl6JZy7CkZp4QJpGePYO+1lr2b/o7EdWNbXoWklFLtDeIr6qLzIJK8mcsRW9+t9/Q6gykZU6jcf+bHN3xFPocI5aygUFgfHgPdZJVNIf8yjPQGd5ddnqDFYezkEObH6e5ehPO0/IwT0k5PtCLG/fOFjJyZ1A459whcUaTA5MpnT2vPUhf7zHSzyvFUnx8BMGWfrrX12A2pDN14Scw2ZxDpmez57H7lT/S23OUjAvLsVVkodFpCHf56HzlCHKPTMm8i0jJfbdmgUajIy1rGgff/Cctx94i9axiUhYUoTHqiHmCdL9Rg/9oDwWVZ5NTNn/I8kvPnkFr1TYOv/04xiIraWeXoLMYiAUj9L3VQLDOTX7FUnIqThsSl5pRhtvVxP6NfyOm95N6ZnF8gJ9AlP63m1H6FAorzyW9eGiNhNTMcnxdbex782+ElV5SFheitRuQfRH632lBJ5spnLl8yO+Lry8V9Lc3cGDj34hovPE4q/54XDM6xUrxzPNw5BQOiUvPmkZ3YxUHNj2MapdJO7sYndVILBChb2sTcleUwspzyJhSOaydBuMYZXZDfp6852KR2JMxkNj/65evYjCP/Khad3MVh7aswtvTEn+0AS1ZhTPJm3H6kI4VwGRJJSV9CgD9rkb2vvFXPP1NGLPsoNUQ6fGhVy0UVp5NWuHQo2OTJYWU9Hh9fXdnE3vX/5X+ngaMmTbQSER6Axh1Dopnnoszb2gBFLMlFefx6cqxKEe2rab5yGZikQAgYXakU1R5NvasoXvnkqQhLasC/fFhSEP+Po5se5b+rgbkWAS90Up2ydwhyW6A3ZmH9Xi9Y0WRaap6C1fNTqKRAFqdkZTsElILSoft1Z84jwA6m/fTeGAzkZAXjVaHLTWXjCnTh+wsAegNFtIyyweTS3fbEer2rCPk70WSNJjtGeSUz0dnGHqUpNHqSc+qGDzS7O9q4Ojbz+F3u1AVBaPFSV7FoiEd+4DUjFKM5uNHR/5eqrY8RZ+rllgsjN5gJrNo9ohttdgycaQWDC6PYzvX0Fa7g2jYj1ZnwJkxhbzpC4ck2JF+o6thDw373iAU9KDRaLA6s8kpnz8sTqszkp5VMTiyoLuniYZ9Gwj5+5EkDRZnBunFFcPaqdObSMsqR6OJx3l6W2g+vIWQz41Wq8OSmokje/gz+QajjdTM0sHv6+9uoO3oDiIBHxqdDltGDpaU4c8gn7iOA/S4juKq2Us0FECrN2DPzMdkH/48uNWehT0lvu6qqkJX6yG66g8Ri4TQ6o04cgpH3H7tKflY7fGje0WR6WzaR09zNXI0gtZgwplbNGx9AUhJn4LJEj/bI8sRXPW78XS1osSi6M1W7Fl5w+alRqMlNbN8cFuKhH20HNmKv68zvp7ZHDhyioZtD1qtnrTsCrTa42dCPJ007N9A0NMTn2f2VNKLKobsVMHxnYisCrRa/fFl0EjNzrUEfT2gqpisaeRWzEdnHPosv0ajJS2rAp0+3ne5e5qpfvt5fO52FEXGaHKQV7FwxO0hJWMqJnN8+YQC/RzZ+gx9nXXxvsJgIXvK3GF9E4DNkYPNmTs4P+v3vk5n00Fi0SA6vZn0/Gk4c4f3MSduR4oi01a7g47afcjREFqdidSCqSOuZ1ZHNnZn3mCcq2E33Q1VRCNBdHoTKfklGK3Dn1kfur7EaK/bRXdDFbFoCJ0hPr2BM2QncqQWYLFlDsa1VG+js24/sWgIrc5IWkE51rThZ5lObOdoIkE/j/3PSpHYkzGQ2D//+/WjJnYAv7cLT28z6hjPZJotqaRkTBlawD8WpqvtMEFPH6oiY7DYhnXKEO8o07PKh2y88dgqQr5+VFXBYLYOGRJ2gNFkJy2rbMh0FTlGb2cNkcjoj4toNDrSMksxmIbuLYZDHvq66lGUkW/+kpCwp+Zje88gBooSo6+rjnBo9Ou8VlsmjrShp21VVcXT20zA1z3q/DWZnaRklAxeshjg6W/F7+4YNU6vN5OaVYpON7Tz9ns68fS1jBqn0WhJSS/BZBmaZMabNwA2R/ZgZzRAjkXo7aolGhn9mrTRZCc1c+pgkoXjI8/1NhHwjX49NL4zUDpspCifpwNvfxuqOvJ1RqPJQWpGybB1yu/pxOtuH/E3SkiYrWk404qGJRqf24XP40JRhl8HlyQNVnsm9pT8Ycve29+K39s1Yjs1Gh02Z86wdU1VFTy9LQT8PSPGabV67Cn5WGxDL9coioy7t4mQv2/EZa/TGXGkFQ4mrwFyLIK7t4lw0DNinMFoIyW9eDBZDoiE/bh7GolGR74L3WhykJJePGzZBf29uHubR13PjCY7KelTkl7mOp2R1MzSwZ2PAQFfN+7e5lHj4tvDFEyWlCHvh0Ne+rrqxuwrbCm52J1Di1mNtz1ISFid2ThShh6IKEqM/u4GQsGRnz6SJA32lLwR+iYZd08joUD/iMtPo9EdT87vXV/Gnt6ocXKMvu56wqGR73+QJA12Zy425/hjNESCfv7x5fNFYk/GQGK/7S8bMJjHrvUbjQTweToJ+vqGbABGswOrIxPze1b6AXIsgruvlaC/j/dW6JA0Wqz2DBypw48ABmI9fW0E/L3DYjUaLVZHJvaU3BFjVVUh6O/D7+kiEn43wWt1eqz2TCz2jMG9/fdSFJmAr4eAt5toNASqilanx2LLwGrPGHG4wQGRkA+ft4tIyIuqKEhaHWZLClZ7xrCO70SxaBi/t4tQoB9FUZA0GowmOzZHJnrDGCMmxSIEvF0E/H0ocgxJkjAYrVjtmRjNjlHvVZBjEfzebgK+buRY/GY1nd4Ynze29BF3oiC+0QZ8Pfi9XcSi8cfoJI0GizUdqyNzWKc5QFVVQoF+/J6uITs/JosTqyMLk3n0jTYaCeH3dhL096Mqcvw3mmzjxg20NRgYmDca9EbruPNUURSC/l6C/j4UJR5nNNmw2jPHXPaKohD09RAKuo/HaTGZHWPOzxPbGQ55URQZjUaLyZKC2ZqGRjP6/b2yHCXg7SYS9qMqChqt7nhcyojbxGDc8WUfjQRQVQWNVo/FmjZsR+69YtEwAV830Uj8eWedzoDFnj7mvAQIh3zH17MIIKHXm7DYM9EbRt8eBrbfgK8HRY7Fh+Y1mLHaszAYR5/ewDwJ+HqR5SjSCXEmi3P07eF4nN870M74GR2rPWPs7eHEviIS34HRaPVYbGlY7Zno9KPXXg8FPfg9nUTCA8tBh8WaOu56NrA9REI+VFVFo9VitqZhsaaNuZ4N9DGRsP94cSAdZmsqZmvqmOtLLBqK96MRP6qqotXqE4qLhAPH2+lHRUWriU9vvO1hyHcEfTz0xeUisSdjILH/98ObMVrGTuwDFEVGjkVQVQWt1jDk+uhYZDka39hO2LjNttRhR6EjTlOOvRsrvRs71ko1ZNqxCIoiI0katDrDxColTWKqqk5onqiqEu9YEliG752eqipJxwnCqW6i25IwsnDAx4M3nZ10Yp/YvfSTjMGgxWBItJPVAhMpx6rFbB77espYsSZzcrXZhxjlKFL4T4nELAjCB0eNTayPEYkdMOq1GCdYk1cQBEEQPhATzEsisQN6nRaDSOyCIAjCKUQZpSbJeERiB8xGDSajSOyCIAjCqUOKTaw4rEjsgF4vjtgFQRCEU4ssTsVPnNmgwzyRMbQFQRAE4YMSnVheEtkMMIgjdkEQBOEUM9EjdjG6myAIgiBMIuKIHTAZxal4QRAE4dSiilPxE2fSaTBNcEB7QRAEQfggKDpxV/yEmXQS5gnOQEEQBEH4ICi6iZXnFYkdMOm0mCZYCEAQBEEQPgiyKFAzcUadBpM4YhcEQRBOITFxKn7izFqNOBUvCIIgnFJk7ccssd9333289NJL7N27F4PBQH9//4S/yyhOxQuCIAinmOjH7VR8JBLh2muv5YwzzuBvf/vbf/RdBq2MQSu/Ty0TBEEQhP/cRPPSRzax//CHPwTgkUce+Y+/y6jxY9SIU/GCIAjCqSOi8U8o7iOb2CciHA4TDocH/+/xeADQaoLoNB+rWSEIgiCc4rSa4ITiPlbZ7P777x880j+RQRvAMMGbFARBEAThg2DQBiYUd0ol9nvuuYef/exnY36mqqqK6dOnT+j7v/Wtb/G1r31t8P8ej4fCwsLjp+InVghAEARBED4IxslwKv7rX/86N95445ifmTp16oS/32g0YjQah72v04TQacRd8YIgCMKpQ6cJTSzufW7HfyQzM5PMzMwPfbpSNIgUFafiBUEQhFOHFP2YXWNvamqit7eXpqYmZFlm7969AJSVlWGz2ZL7snAQwuJUvCAIgnAKCX/MEvv3v/99/vGPfwz+f/78+QBs2LCBZcuWJfVdaiSIGhGJXRAEQTh1qJGJJfaP7PnnRx55BFVVh72STeqCIAiCMJl8ZI/Y31fREIgjdkEQBOFUEp0EN8+dNOEAGJST3QpBEARBeFdYJPaJCwZBq57sVgiCIAjCu4IisU9cIAQakdgFQRCEU0ggPP5nRiASO6AG/KhS7GQ3QxAEQRAGqSKx/wcCQZDEsK2CIAjCKSQQmVCYSOyA6gugKuKIXRAEQTh1qCKxT5ziiaBExTV2QRAE4dShBKMTihOJHVA8YZSIeNxNEARBOHUoIZHYJ0xxh1FCIrELgiAIpw4lLBL7hCmeCIooUCMIgiCcQpTIxO79EokdCHvChA3irnhBEATh1BEWiX3iIp4oYb04YhcEQRBOHZHoxA44RWIHQu4Qep32ZDdDEARBEAaFYiKxT1jUEyGiFYldEARBOHVEZZHYJ8znV8UgMIIgCMIpxSdPLC9p3ud2CIIgCIJwEokjdsDrBUXs4giCIAinEP8E7+kWiR3w+VQUSZyKFwRBEE4dAXVieUkkdsAXAPGwmyAIgnAqCUwwTpyAFgRBEIRJRCR2QRAEQZhERGIXBEEQhElEJHZBEARBmEREYhcEQRCESUQkdkEQBEGYRERiFwRBEIRJRCR2QRAEQZhERGIXBEEQhElEJHZBEARBmEREYhcEQRCESUQkdkEQBEGYRERiFwRBEIRJRCR2QRAEQZhERGIXBEEQhElEJHZBEARBmEREYhcEQRCESUQkdkEQBEGYRERiFwRBEIRJRCR2QRAEQZhERGIXBEEQhElEJHZBEARBmEQ+kom9oaGBW265hZKSEsxmM6Wlpdx7771EIpGT3TRBEARBOKl0J7sBE3HkyBEUReEvf/kLZWVlHDx4kNtuuw2/388vf/nLk908QRAEQThpJFVV1ZPdiPfDL37xCx588EHq6uoSjvF4PDidTh6iFAvaD7B1giAIgpCcADK3UYvb7cbhcCQc95E8Yh+J2+0mLS1tzM+Ew2HC4fCQGIAgygfaNkEQBEFI1kBuSvr4W50Ejh07pjocDvX//u//xvzcvffeqwLiJV7iJV7iJV4fmVdtbW1SOfGUOhV/zz338LOf/WzMz1RVVTF9+vTB/7e2tnLuueeybNky/vrXv44Z+94j9v7+foqLi2lqasLpdP5njRc+MB6Ph8LCQpqbm5M6HSV8uMRy+mgQy+mjw+12U1RURF9fHykpKQnHnVKJvauri56enjE/M3XqVAwGAwBtbW0sW7aMJUuW8Mgjj6DRJHeT/8A19mSvXwgfLrGcPhrEcvpoEMvpo2Oiy+qUusaemZlJZmZmQp9tbW1l+fLlLFiwgIcffjjppC4IgiAIk9EpldgT1drayrJlyyguLuaXv/wlXV1dg3/Lyck5iS0TBEEQhJPrI5nY161bR01NDTU1NRQUFAz5WzJXFoxGI/feey9Go/H9bqLwPhLL6aNBLKePBrGcPjomuqxOqWvsgiAIgiD8Z8SFaUEQBEGYRERiFwRBEIRJRCR2QRAEQZhERGIXBEEQhElEJPb3CIfDzJs3D0mS2Lt378lujnACMVzvqe2Pf/wjU6ZMwWQysXjxYrZv336ymySc4P7772fRokXY7XaysrK48sorOXr06MluljCOn/70p0iSxF133ZVwjEjs73H33XeTl5d3spshjODE4XoPHTrEb37zG/785z/z7W9/+2Q37WPviSee4Gtf+xr33nsvu3fvZu7cuaxcuZLOzs6T3TThuI0bN3LHHXfw9ttvs27dOqLRKCtWrMDv95/spgmj2LFjB3/5y1+YM2dOcoETGnVlklq7dq06ffp09dChQyqg7tmz52Q3SRjHz3/+c7WkpORkN+Nj7/TTT1fvuOOOwf/Lsqzm5eWp999//0lslTCWzs5OFVA3btx4spsijMDr9arl5eXqunXr1HPPPVf9yle+knCsOGI/rqOjg9tuu41//etfWCyWk90cIUGJDNcrfLAikQi7du3iggsuGHxPo9FwwQUXsG3btpPYMmEsA8NWi+3n1HTHHXdwySWXDNmuEvWRrDz3flNVlRtvvJHbb7+dhQsX0tDQcLKbJCSgpqaGBx54gF/+8pcnuykfa93d3ciyTHZ29pD3s7OzOXLkyElqlTAWRVG46667OPPMM5k1a9bJbo7wHqtWrWL37t3s2LFjQvGT+oj9nnvuQZKkMV9HjhzhgQcewOv18q1vfetkN/ljKdHldKLW1lYuuugirr32Wm677baT1HJB+Gi64447OHjwIKtWrTrZTRHeo7m5ma985Sv8+9//xmQyTeg7JnVJ2USHgb3uuut48cUXkSRp8H1ZltFqtXz605/mH//4xwfd1I+1D3u4XuH9FYlEsFgsPP3001x55ZWD73/+85+nv7+f559//uQ1Thjmzjvv5Pnnn2fTpk2UlJSc7OYI7/Hcc89x1VVXodVqB9+TZRlJktBoNITD4SF/G8mkTuyJampqwuPxDP6/ra2NlStX8vTTT7N48eJhA80IJ8+Jw/U++uij467gwodj8eLFnH766TzwwANA/FRvUVERd955J/fcc89Jbp0A8UuOX/rSl1i9ejVvvvkm5eXlJ7tJwgi8Xi+NjY1D3rvpppuYPn063/zmNxO6dCKusQNFRUVD/m+z2QAoLS0VSf0UIobrPXV97Wtf4/Of/zwLFy7k9NNP57e//S1+v5+bbrrpZDdNOO6OO+7gscce4/nnn8dut+NyuQBwOp2YzeaT3DphgN1uH5a8rVYr6enpCd8PIRK78JHxfg3XK7z/rr/+erq6uvj+97+Py+Vi3rx5vPLKK8NuqBNOngcffBCAZcuWDXn/4Ycf5sYbb/zwGyR8YMSpeEEQBEGYRMRdR4IgCIIwiYjELgiCIAiTiEjsgiAIgjCJiMQuCIIgCJOISOyCIAiCMImIxC4IgiAIk4hI7IIgCIIwiYjELgiCIAiTiEjsgiAIgjCJiMQuCIIgCJOISOyCICSsp6eHrKwsGhoaPvBpfepTn+JXv/rVBz4dQZhsRK14QRAS9rWvfQ2v18tDDz30gU/r4MGDnHPOOdTX1+N0Oj/w6QnCZCGO2AVBSEggEOBvf/sbt9xyy4cyvVmzZlFaWsqjjz76oUxPECYLkdgF4WPq8ccfx2w2097ePvjeTTfdxJw5c3C73cM+v3btWoxGI0uWLBny/pQpU/jtb3875L158+bxgx/8YPD/y5Yt40tf+hJ33XUXqampZGdn89BDDw2O2W632ykrK+Pll18e8j2XXXYZq1at+s9/rCB8jIjELggfU5/61KeoqKjgJz/5CQD33nsvr7/+Oi+//PKIp743b97MggULJjy9f/zjH2RkZLB9+3a+9KUv8d///d9ce+21LF26lN27d7NixQo++9nPEggEBmNOP/10tm/fTjgcnvB0BeHjRiR2QfiYkiSJ++67j4ceeoj77ruPBx54gFdeeYX8/PwRP9/Y2EheXt6Epzd37ly++93vUl5ezre+9S1MJhMZGRncdtttlJeX8/3vf5+enh72798/GJOXl0ckEsHlck14uoLwcaM72Q0QBOHkufTSS6msrORHP/oRr732GjNnzhz1s8FgEJPJNOFpzZkzZ/DfWq2W9PR0Zs+ePfhednY2AJ2dnYPvmc1mgCFH8YIgjE0csQvCx9grr7zCkSNHkGV5MLGOJiMjg76+voS+V5blYe/p9foh/5ckach7kiQBoCjK4Hu9vb0AZGZmJjRdQRBEYheEj63du3dz3XXX8be//Y3zzz+f733ve2N+fv78+Rw+fHjEv3V0dAz+OxqN0tzc/L608eDBgxQUFJCRkfG+fJ8gfByIxC4IH0MNDQ1ccsklfPvb3+aGG27gRz/6Ec888wy7d+8eNWblypUcOnRoxKP2v//977z++uscO3aMr371q7jdbmpra4ck/InYvHkzK1as+I++QxA+bkRiF4SPmd7eXi666CKuuOIK7rnnHgAWL17MxRdfzLe//e1R42bPns1pp53Gk08+Oexvl112GV/+8peZPXs2vb29/PjHP+bZZ5/l9ddfn3A7Q6EQzz33HLfddtuEv0MQPo5E5TlBEBL20ksv8Y1vfIODBw+i0cSPC6ZMmcJdd93FXXfd9b5O68EHH2T16tW89tpr7+v3CsJkJ+6KFwQhYZdccgnHjh2jtbWVwsLCD3Raer2eBx544AOdhiBMRiKxC4KQlPf7yHw0t95664cyHUGYbMSpeEEQBEGYRMTNc4IgCIIwiYjELgiCIAiTiEjsgiAIgjCJiMQuCIIgCJOISOyCIAiCMImIxC4IgiAIk4hI7IIgCIIwiYjELgiCIAiTiEjsgiAIgjCJiMQuCIIgCJOISOyCIAiCMImIxC4IgiAIk4hI7IIgCIIwiYjELgiCIAiTiEjsgiAIgjCJiMQuCIIgCJOISOyC8CHasWMHS5cuxWq1IkkSe/fuPdlNEgRhkhGJXRA+JNFolGuvvZbe3l5+85vf8K9//Yvi4uIPvR1vvfUWkiQhSRLd3d1D/vbss89y/fXXM3XqVCwWC9OmTePrX/86/f39436voig88sgjXH755RQWFmK1Wpk1axY//vGPCYVCwz7vdru5++67KS8vx2w2U1xczC233EJTU1PCv6W+vp4777yTiooKLBYLFouFyspK7rjjDvbv3z/ksz/4wQ9G/M0DpkyZwqWXXprwtAXhVKU72Q0QhI+L2tpaGhsbeeihh7j11ltPShsUReFLX/oSVqsVv98/7O9f+MIXyMvL4zOf+QxFRUUcOHCAP/zhD6xdu5bdu3djNptH/e5AIMBNN93EkiVLuP3228nKymLbtm3ce++9rF+/njfeeANJkgbbceGFF3L48GH+3//7f1RUVFBTU8Of/vQnXn31VaqqqrDb7WP+ljVr1nD99dej0+n49Kc/zdy5c9FoNBw5coRnn32WBx98kPr6+pOy8yQIJ5UqCMKHYuPGjSqgPvXUUyetDQ8++KCanp6ufuUrX1EBtaura8jfN2zYMCzmH//4hwqoDz300JjfHQ6H1S1btgx7/4c//KEKqOvWrRt8b8uWLSqg/uEPfxjy2b///e8qoD777LNjTqumpka1Wq3qjBkz1La2tmF/j0aj6u9+9zu1qalp8L177713xN88oLi4WL3kkkvGnK4gfBSIU/GC8CG48cYbOffccwG49tprkSSJZcuWfaht6O3t5bvf/S4/+tGPSElJGfEzI7XpqquuAqCqqmrM7zcYDCxdujSheI/HA0B2dvaQz+bm5gKMeWYA4Oc//zl+v5+HH354MOZEOp2OL3/5yxQWFo75PWNZtmzZ4CWL974eeeSRCX+vIHzQxKl4QfgQfPGLXyQ/P5+f/OQnfPnLX2bRokXDktqJFEWht7c3oe92Op3o9fpxP/e9732PnJwcvvjFL/K///u/Cbfd5XIBkJGRkXDMePELFy7EarXyve99j7S0NKZNm0ZNTQ133303ixYt4oILLhjzO9esWUNZWRmLFy9Ouj2jzVdFUYb8/zvf+c6wSyaPPvoor776KllZWUlPVxA+NCf7lIEgfFxs2LAh4VPx9fX1KpDQa6TT5++1b98+VavVqq+++qqqquOflj7RLbfcomq1WrW6unrcz47kggsuUB0Oh9rX1zfk/TVr1qi5ublDfsvKlStVr9c75ve53W4VUK+88sphf+vr61O7uroGX4FAYPBvA795rNdYp+K3bNmi6vV69eabb05uBgjCh0wcsQvCKSgnJ4d169Yl9Nm5c+eO+5kvf/nLXHzxxaxYsSKpdjz22GP87W9/G7x7PVk/+clPeP311/nTn/407PR/ZmYm8+fP584772TmzJns3buXn//859x000089dRTo37nwGl8m8027G/Lli1j3759g///xS9+wf/8z/8M+cwzzzyDw+EYFvuZz3xm1Gm6XC6uueYa5s2bx5/+9KdRPycIpwKR2AXhFGQymcY9HZ2oJ554gq1bt3Lw4MGk4jZv3swtt9zCypUrue+++yY03e9+97vccsst/Pd///eQv9XV1bF8+XL++c9/8slPfhKAK664gilTpnDjjTfy8ssvc/HFF4/4vQN3y/t8vmF/+8tf/oLX66Wjo2PURH3OOeeMeFnBZDKN+PlYLMZ1112HLMs8++yzGI3G0X+0IJwCRGIXhFOQLMt0dXUl9Nm0tDQMBsOof//GN77Btddei8FgoKGhAWDwufTm5mYikQh5eXlDYvbt28fll1/OrFmzePrpp9Hpkusq1q1bx+c+9zkuueQS/vznPw/7+yOPPEIoFBr23Pjll18OwJYtW0ZN7E6nk9zc3BF3VAauuQ/8zvfDN77xDbZt28brr79OQUHB+/a9gvBBEYldEE5Bzc3NlJSUJPTZDRs2jHmHfXNzM4899hiPPfbYsL+ddtppzJ07d0gFvNraWi666CKysrJYu3btiKe8x/LOO+9w1VVXsXDhQp588skRdwo6OjpQVRVZloe8H41GgfhR8lguueQS/vrXv7J9+3ZOP/30pNqXjFWrVvHb3/6W3/72t4NPNQjCqU4kdkE4Bb2f19hXr1497L1Vq1bxxBNP8M9//nPIUajL5WLFihVoNBpeffVVMjMzR/3e2tpaAEpLSwffq6qq4pJLLmHKlCmsWbNm1MfWKioqUFWVJ598khtvvHHw/ccffxyA+fPnj/mb7r77bh577DFuvvlm1q9fP+wJA1VVx4xPxMGDB7n11lv5zGc+w1e+8pX/+PsE4cMiErsgnILez2vsV1555bD3Bo7QL7744iHXmy+66CLq6uq4++67eeutt3jrrbcG/5adnc2FF144+P/zzz8fePe0t9frZeXKlfT19fGNb3yDl156acg0S0tLOeOMM4D4c/2//OUv+eIXv8iePXuYOXMmu3fv5q9//SszZ84cfPZ9NOXl5Tz22GPccMMNTJs2bbDynKqq1NfX89hjj6HRaP6jU+c33XQTEL8m/+ijjw7529KlS5k6deqEv1sQPkgisQuCMGjgjvKf//znw/527rnnDkns79XT00NzczMA99xzz7C/f/7znx9M7Onp6ezcuZPvf//7vPjii/z5z38mPT2dm2++mZ/85Cdj3jMw4IorruDAgQP86le/4rXXXuPvf/87kiRRXFzMJZdcwu23357QEwOj6erqwu/384UvfGHY3x5++GGR2IVTlqS+H+esBEEQBEE4JYiSsoIgCIIwiYjELgiCIAiTiEjsgiAIgjCJfGQT+/3338+iRYuw2+1kZWVx5ZVXcvTo0ZPdLEEQBEE4qT6yiX3jxo3ccccdvP3226xbt45oNMqKFSvw+/0nu2mCIAiCcNJMmrviu7q6yMrKYuPGjZxzzjkjfiYcDhMOhwf/PzA0Znp6OpIkfVhNFQRBEIRxqaqK1+slLy8PjSbx4/BJ8xy72+0G4nWzR3P//ffzwx/+8MNqkiAIgiD8x5qbm5MqtjQpjtgVReHyyy+nv79/SKWs93rvEbvb7aaoqIjfU4L5o3tVQhAEQZiEgih8mXr6+/txOp0Jx02KI/Y77riDgwcPjpnUAYxG44hDLprRYEH7QTVPEARBECYs2UvFH/nEfuedd7JmzRo2bdokhlQUBEEQPvY+soldVVW+9KUvsXr1at58882Eh7gUBEEQhMnsI5vY77jjDh577DGef/557HY7LpcLAKfTOepQkYIgCIIw2X1k7xh78MEHcbvdLFu2jNzc3MHXE088cbKbJgiCIAgnzUf2iH0S3MwvCIIgCO+7j+wRuyAIgiAIw4nELgiCIAiTiEjsgiAIgjCJiMQuCIIgCJOISOyCIAiCMImIxC4IgiAIk4hI7IIgCIIwiYjELgiCIAiTiEjsgiAIgjCJiMQuCIIgCJOISOyCIAiCMImIxC4IgiAIk4hI7IIgCIIwiYjELgiCIAiTiEjsgiAIgjCJiMQuCIIgCJOISOyCIAiCMImIxC4IgiAIk4hI7IIgCIIwiehOdgNOBTYLWKST3QpBEARBeJdGBQLJx4nEDthsElaNyOyCIAjCqUOjSBNK7OJUvCAIgiBMIuKIHbDbwaY92a0QBEEQhHdpZKAz+TiR2AGbVcKmFafiBUEQhFOIPLG8JBI7oHcYMOjEIbsgCIJw6tDH5AnFicQOmJwmTHqR2AVBEIRTRzQqEvuEGRx6jAYxKwRBEIRTRzgSm1CcyGaA0WEUiV0QBEE4pRgjEzuTLLIZoHEY0Bj1J7sZgiAIgjBIE57YE+kisQMapxGNSSR2QRAE4dShCYnEPmEahxGNWSR2QRAE4dShMYjEPmEahwGNxXCymyEIgiAIgzR68Rz7hEk2C5JVJHZBEATh1CFpJpaiRWIHsJjBYjzZrRAEQRCEd6nirvgJkyxWJKtI7IIgCMKpQ1LFEfvEWUzxlyAIgiCcKhRxjX3izGaR2AVBEIRTixgE5j9gtIDRfLJbIQiCIAjvikzscbeJRQmCIAiCcEoSR+wAehMYxBG7IAiCcArRqxMKE4kdkAxmJJHYBUEQhFOIZBCJfeKM5vh1dkEQBEE4VRg/hol906ZN/OIXv2DXrl20t7ezevVqrrzyyqS/R9WbUfXiiF0QBEE4dah6ZUJxH+nE7vf7mTt3LjfffDNXX331hL8nppiIKSKxC4IgCKeOmCJPKO4jndgvvvhiLr744oQ/Hw6HCYfDg//3eDzx9xUrYcX6vrdPEARBECYqrHwMT8Un6/777+eHP/zhsPcjsoWILBK7IAiCcOqIyB/DU/HJ+ta3vsXXvva1wf97PB4KCwuRFbM4FS8IgiCcUmQlNqG4j1ViNxqNGI3DB3sJK1YMiu0ktEgQBEEQRhZWxBH7hEVkLRF5YsPjCYIgCMIHYaJ5SSR2IByT0ccmdvehIAiCIHwQwhPMSx/pxO7z+aipqRn8f319PXv37iUtLY2ioqKEvycoK2hjEzvlIQiCIAgfhODH8ea5nTt3snz58sH/D9wY9/nPf55HHnkk4e8JxxR0IrELgiAIp5DwBPPSRzqxL1u2DFWd2HN+JwrFZLTiVLwgCIJwCgl9HE/Fv19CMRWNOGIXBEEQTiGhmChQM2GhmIImKhK7IAiCcOoITfCAU/M+t0MQBEEQhJNIHLEDoXAMST+xCj+CIAiC8EEIhUXluQmLRGW0UXHznCAIgnDqiEwwL4nEDgQjMZjgnpEgCIIgfBCCEXHEPmFRccQuCIIgnGKi4oh94oJhBVUnErsgCIJw6giFP4YFat4v0ZiMRhyxC4IgCKeQqChQM3HhqAwisQuCIAinkLA4FT9xkYiMJE7FC4IgCKeQSEQk9gmLRWJotOKueEEQBOHUERN3xU9cJKyAZnIescuxKKoio9UbkSQpqVhVVVFlGY3uw19NVFVNur0AsUiIkM+DVqfDaHWg0SbedjkawdvdRiwSwmBxYM/ITaoNkYCPgKcHkLCkpGMwWROOVVUVf18X0ZAfvdGMNTULSZN4YUhFkYkEfUhIGMy2pGKFU5sSixHy9aPIMYw2J3qjOeHYgfUqEvCgM5iwpmWj1ekTjo9FQvh6O5BjEUy2FKwpmUm1PdDfTcDdjaTRYkvLxmh1JNX2SMBLNBzCYLEmtT1NFhFx89zERSMxpFGO2H29Lqq2Pk1nywEknQRI6DRmpi28ksJZZ6LRaEf93kjQT83OtTRWvQkaFZDQa81MW3QV+ZVLxowNB7wc2/4izdVvoWpUJCS0GhPTFlwRn+4YCSvg7ubItmdpq9uO1qZH0kjEfBFSM8qYeeb1pOSWjBobi4ap37Oemj1rUPUyaCTUiILZnE7lGdeTXTp31GSnqiqumr1Uvf0koVAfSCqoElZrFpVLP0XmlMpRpzsYu+0JguFe0EpICugkM9NP/yQFM5eOOr9UVaW9ehdVbz9FWOlHn2pFlRUinT6y8mczY+m12DPyRp22t7uNw1uepKv9IJaSNCSjlpg7TKTVR8nsCylfdAl6k2X0aR/bTdW2J4lIHozZdlBVQu0eLIYsKpdeT1bJrFGnHQn6OLZ9DQ2H3sCQa0VrM6AEooRaPRRWnM20JVdgsqWMGt/XVsehLY/T31OPPtUCqET7gqRnT6dy6XU4s4tGjY1Fw9Tvfp3afS+jaI6v/zHIL1vMtMVXYrKnjhqrKgqtR3dQvWM14bAXAKPRTsWiq8iftmjMHQtFjtF04C3qDrxKJOhDo9WRnlvB9DM+iTU1a9Q4gHDAQ/U7L9DRuA85GkZvslI8YxlT5i5HqzeMGdvTfIwj7zyFr8+FqqqYbKlMW3glOeXzx9yBG9gm6g+8hqJGAQmD0cH0xZ8kt/y0MWPj/cdTdDTvRzJokACiElMqz6Ns0SUYzKMnK09nC4e3PkG3qwpjth1JqyHS48MoOZmx5Fpypy0cddrRcJDana9Qu/8V9Nlm9E4TSjhGsLGf7MK5zFh6Lba0nFGn7e5o4tCWVfR1H8NclIKk1xLtCyL3RCmbfykl889HpzeOGBtfvps5umM1OFSMOTZUWSXU4sakSaPyjOvILp076rQH+r6GwxvQp5nQmHTEvGGkoIbyBVcwZe6yMXdOeluOcXDLKrzuFiQNgIRBa2P64mvIn376mOtmoL+bqm3P0Nm8L15wXZWwO3OpPPNTpOWXjRoH8X6kautT9Liq47EKpGaXUbn0OhyZ+WPGjiY6wSN2SX0/xj39iPJ4PDidTq776cvD9gYVOcb2F3+NL9ZC5iXlOGbmD25EUW+IrteO4n6nlUUXf42MohlDYlVV5dCmf9NSv5mMC0tJO2MqGn08KUXdATpfPYpnZzsLVnyJrJI5w2IPvvlP2pq3kb6yjPTFJUja+IoY84XoXFeNe1sL88//b3LKThv2m45seYqGutfJubIS59zCIRu+r76LzuersMRyOP3yrw/bOehqPMyOV35N+nlTyVhWhtb07sYT6vTQ9fJRwseCnH3dD4ftefv7O9ny9I8wT3eQ9YnpGDPtg38LtvfT+dIRog0Rzrr23mGJKuTtY/OT92KaZhsWG/UE6XrtKJ7tLpZe9V0cWYVDYqPhAG89cS+6MkM8Nt02ZF56j7bjeuoghUXLmHHW9cPmV93uV6k+9Cz5N8zFVpEzZH4pUZnerXV0vXSMpVd+F2d28ZBYORpmy1M/hqIY2ZdWDpk2QMjlxvXcIUy+DE6/4n+G7Zh0Nx9h+9pfkHX5dNKWlKDRvft3VVbo29VIxzOHmX/e/xu2rBVFZseLv8GvaSX7qkqsxRlD/u6r6cC1+jBplhnMX3n7sATQfOgtDm55hLTlJWQsKx9c1qqs0Le7ke61x8jOWcic828eFtt2dDv73vwr9vnZZF00DUNqfNuJ9PnpfOUovr2dzDn3FvKmnT5sfle/8xy1+14i5YwCMpaXo3OYQFHxHG6j66Vq9BE7i6+4e9g6EouE2LHmN3gDzaSvKCVlfiEao46YL0zP5lr6NjVSWH42M8/97LD29rbVsPPl32IoNJN1yTTMhWnx9nb76HzlKP5D3cw552bypi0eub0H1pJ2bvGQ+RTu8dH18hF8B7pZsPIrZBYP3WlVFYVdLz9AX6CGrMum4ajMG2yXEpXp3VZH18vVTF94PSXzLhwae7z/aGvfSu61s7FXDE3A4R4fnWuPEKuJctb1P0BvHLrT6elqZsuz/0vGRVNJP7sUjV435Ls9h9tof+IA0+ZeM2zaAEe2Pk1T4xvkfWoOtrLsIX+TQ1G6NhzD/WYLZ1/3IyzvOYKPBH1sevx7WBY6ybpwGjqbacjfQ50eXM8exBzIZtFlXx22TbiO7WLPhgfJvHw66Uve7fsAYoEI3W9U07+phbOu+QG29Nyh0w752frUjyBbIevSaVgK09/928C6uaeLpVd/B0fm0H5EjkXY/vyv8MltZH6iHOecgsHlFWjqofPFI8TaZZZe/R0szqHbWjQc4O3VPyVicJN5WQX2ae+e6fNWu+h88Si6gIUzrvo2BvPQPmI8kZCfJ++5GLfbjcOR+NkOkdidTq7+0Rr0JyR2VVHY+vS92JanknHO6HtpMV+IYz99g3lnf5mMonc37H3rHiSU2UH+p0Y/EogFwtT8bAOzFt1Gdun8wff3vPoHonm95F07+pGxHIpS8/M3mDHv8+SWv9t5Ht36BD3so+jmxWMeRXRtOEZwS4AlV3938HM9zUfYs+l3lH/rPHTWkffEIZ4wWv5vH+fc8PPBo9igu5u3nvkOJV89E3Neyqix/vpumv60k7M/9VOMlvhKGva72fzEPRTduWhYcjpRuMdH7c83suTS72PPiO/9yrEomx+/h6wbynDOHn2PWFVVmv7+DunSfKadce3g+00HN1Df9AKld507pAN5r0ifn5r732TplT/Cmhrv6BRFZuuT9+L8RCZpi0c/AwLQue4Isd2w8LJvDM5vt6ueHa/9lPLvnD+s8zuRHIpy7CfrmXvmnYPrmKqq7Hjh5+hPk8haMX3Mabet3oe+MY15K+8YfK/54JvU1q2m9GvnDun0h8U+sw9tk5PTLvryu7GHNlJT/QylX1+G1jhyrByOUfurNymr+CSFM88dfH//+ofw2xop/NwiJM3I62d8HdnOmdfch9kR75ij4SBvrfoWWdeXkzK/cMQ4VVVxvXAQpUrHosvvHpzP3Y2H2Lv5AcruXo7eOfIpbCUSo/bXbzJ16pUUzT5v8P3Dm/5Fv7Yqvj2N0t6YL0TNzzcwe8kXySqZN9iWHS/8HN1cleyLxzhLJSvU/X4ThTkrKJl30eD7VW89Rr/hcHw+jbEduw+00LWqjrM+df/gEWygv4stz36X0nvOHbaj+d5p1/76TaaWXE3hzHMG3z+24zk6g29T/IUzxpx2sK2Pht+8zdmf+tngtizHImx+7Jtkf246jhm5o8YCdLxyGPWgkQWXfHXwva6G/ex/58+U33P+kIOK9wp1eqj7xWbOuuYng+tILBJk02N3k3vjrDGnPdiPXPI97JkFQPwg7q1V3yb1sgLSFk8ZNTbQ0kvDb7dx1jX3YT6e3OPT/SY5n52Bc9bofZD3iIvWv+/nnBt+NiTXjCca8vPs9y9NOrGLC3FALKoMeR1+axWmhZYxkzqAzmai/Fvns3vdbwkHQsSiCo0HNuEzN1Fww9in6HQWI+XfOp99mx4k4HHHY/dvJGhrI/+6eWPGak16yr55Pge3/BW/u49YVKG3rYE211vjJnWAzOXlaMpi1O16jVhUIRqOsvu131J+z/IxkzqArSyb3M/OZNcrvx+cX++8+FNK7lo6ZlIHsJZkUPjF+exY84vB2J0v/YrC2xeMmdQBjOk2Sr9xDtvX/JRoRCYWVah6axXOC3LGTOoAkiRRdPNiWpo34O5sIxZVCPkDHN3xOFO/cs6YSR3AkGql5K6l7Hrlt4PtbtizHsMcw7hJHSDrwulE0nppO7JjMH7Xa7+j9O5lYyZ1GFjWy9mz7veDv7v54BbkXO+4SR0g76q5eHX1tB/bSyyq4O3u4OjeVZR+fdmYSR0g75NzCTnaaTywiVhUod/VTPX+Jyi7e/moSR1Aa9RRdvdyqvc/Qb+rmVhUoW7POrymeopuPH3UJAnxdaT4K0vY+swPB3/v9ufvJ/sz00ZN6hBfxrlXzEaaFuXw5seIRRX8/X3seeP3lH/n/FGTOoDGoKPsG+dRU/UMPS21xKIKrUe20x3aR9Etoyd1eLcP2Pvmnwi4+4+vG6+jFPrHTOoAklbD1C+fQ+3h5/F0uY7P4xZcnW+Pm9QBnLMLcCzP4siWJwbXq92v/p4pXzljzKQ+OO27zqXqnX8RDgSPz69eGqtfpfi2sZM6gDkvlfyb5rL39T8PTrt622qcF+SOm9QBsi+qJGBqpaP2wGAftGf9Hym7+7wxkzqAKcvBlC8vYcfaX727Pb38e7L/a8a40zam2yi9+1zeefH+wfVr77o/k7Iyd8ykDmApSGPKXWfw9vP3DU53x5pfkfOZsZM6gH16Dnk3zeadF342LN+M95oIkdiBSDRGJBJ/hcMRWo9tJPuiGeMHAjqrkbTzplC9/RnC4Sg1u5+l4L+GnyIfidakJ/uK6VRtfYxwOELNntXk3zB//EDinWf2VTOo2vIo4XCE6u1PknfD6Ef575V7xWxq9z1LwO+l6dAWnGfkjZtkBjhn5+Px1NLX1URPSw2aLAlz/ujXY09kK8smou2lq+Uonp4OItp+bKVjX1cdYMywYygx03R4E+FwhLbat8g8tzyhWEmSyL1mNofe+juhYJCGfetIv6B0yOnvsZjzUonq3HQ0HSQSiVF/YA05nxi74z5R7tVzOLLj3wT8Xrqbq9HnGwZPYY9HZzVinZVG7Z61hMMRavc9R+5VsxOedt5186h6558EA36qd64m97rZCf/u/OvnU71jFcGAn6PvPEHB5+YnFKvRaSn43HwObXmYUChM7Z7VFH1uYULTtBSkYZlpp/Hgm/S5GonZ/ON2nANyr5xNS/Ub+L1uanY9T841legsY++sQjzRFd16Oofe+hvhcIRju56i6MbxkyuA1mwg56oZx7fjKHX7XyTv6jnjxg1MN/f62Rza8gihUJjqHU+Se+2shLfjzOUVNFe/gdfTjae3k6jWjaUgLaFYjV5L+vlTqdq2ilAoTM3O58m+fPqYOzInclTm0d97lL7OBsLhKC3VG8hIcHsEyP3kHA5v+8dgH5SyJB+dZez7JAZYCtOJ6vrpbD6E39OPL9BEytyChGKN6TbMMxw0HHyDgN9HT+ch0s8uTWy6BWnoCnW0HNmGp7eTkNI57oHFAMeMXCK6Xrpajw7mm3Ff0YldYxeJHZCjyuDLdXQ7zoW54x7FnSjrvGm01byJq+Zt9Dm6cY96T5S+ZCpdTTtoq96KPkefVGzaohK6W/bQ46rC66nDNjWxBAnxzshUZKO1ejONB19I6OjvRFkXVVC/+zmO7VxFzuXJxWZfXknd7qep2fEkWZck3hEA5F4xi8aDa2javw7HaTlJLSdHZR6e3jr6OqtpqV6fVCcEkH3pDJr2r6Wjbhf6fCNac2KdEMQ7E8xRupr3ULfnWbIvS26e5Vw2i9aj6+ls2IUmRUHvSPzOaFOWA0UXpLNxFz2tu3HOSawDhPgRqT5bT+uRjbj7jw275joWW1k2Pk8jTftewVKRgsaQ+L262ZfOpGH/c1Rvf5zsy6clHCdJEqlnFVO76xlcDVtJXVA8ftBx5vxUwnI3LVUbwREb8yj/vdJOL6GreQdtR9/CUGBKat1wzszH3V1NT/th+ruPDrumPhZJq8ExL5eWg+up3/0cmUluT5nLKuhseBtPTx0dTe8kNb8AMi+ooHHfy7Qd2Yp1VkbCO4wA5twUonjobT9E46EXyVqR+HIGyL6skoZ9a6jZ8TQZK8c+u/peOZfOpOngS9TueIb088c/63ai3CtnUb9vNTXbnyDzkoqkYrOvqKR255MEvD1D8s5Yr4kQif09+jsP4zxt9DuoR6I16ZGMEj0t+3EuTi5W0mowZlvpbdyL8/TEN+jB2Fw7Xlct5gJnUrEA9jnZBHvbiKl+9PbEjtYHOGblE/C0EfC2Yi1J7hEY56wCAv1tuLurccxKPMlAvDOIRX14emqwTU8fP+AEkiRhzLQSCbpRNdExTyePxFqSQSjQg6ejGmtZYmcoTmQuTiXs7cXvbsFSlFzbjek2ZDmIp7MOy7TEjshOZC1Nx9PRgKnAnvRjhM5FBXTX78MxK/EdxwGOuXl0Nmwj/ZzkEoYx3YZMEJ+7Hnt5cttF5rll9DTtxTzFkdSOH0DK4iI6jmwhZQLbsSnfSW/TPuzzktseJEnCXODE392EMWvkpy/GYp+eScjbhaevFmvJ2Je03ktr0oMeohEfGqOU9PyylqYTCnbj6TqKpTT5Psic5yTs60dW/EntrALYy7MJejtwd1XhnJPcXeemLAeyHKCv4yCpC0d/cmQk5rxUolEP/Z2HSZk3+uWhkThn5hPobyXgbUGOhZKKTYZI7IAcU4nFFGIxhWgkiCbJDh9A0knEoiG0xsSfER2gMRmIRgPjXlsaidakJxIKTOjBRY1eSywaBZLfK9TotchyFJXk772UNBIqCqocQ9IlvwqqqCixWNKdEMQ74Fg0iqomf4pL0kioiowsyxPaciStRCwWQ1XkCT2jr6oqcix2/LHLJKet1xALB5GMiR9RDdCadMQiAbS25NdPnVVPNBJEm8SZqAGSTkr4tPCQadpMxEIBdNbEj5oH6B0GotEgWssEtmOzfuL9h0FHJBxEnch6pdMQk6Oosjyh+YWqIscU1An0A5JGgyoryDF5YrUTNBKyLKMqE5i2VoMix5BjkaTOBr37BSpyNDyhfhfN8VobSc5vSZJQJZBlBb+vazDvjPaSYxO7t10kduKPnwy8dDo7UU8w6e+QQzG0WjNRb/J7YTFvCK3ORtSdfGzUE0RvcRLu8ScdG+70oTVYUKIKyT4cEen1o9VZQInfYZsMORgBSYdGbyLqTm5eq7ICMRWt3kaow5tULECkL4BGZ0KJqEm3O9juRmd0oDXaCLUmP+1Quxed0YZGbybS60sqNhaIIKlatAYL4Y6JLWuDJYVof/LrdrQviFZnIeqNJB0b80XQ6owooWjSsaqsoirJd2xyMIrGYCQWSH6aMX8ErcZE1BtOPtYXRmuwEekNJB0b7Q9gsKQS6U1+2YZcXnQ6GzqDnZDLnVSsKisoEQVVjc+3ZAXb3egMDvQmB8Hm5KYNEHZ50BqsKLHkt8dwV3x70urNRN3JzXNVVVGiKlqdkZg/+WWtxhRAg5LkIC2qrIAKiqwQDvQiRyJD8s9Ir4kQiR1QYgpKNP5Kz1tM9/r6pOLDXV60WLFnltKzsS6pWDkUJdoTJiVvBj1vTiC2O4zJmkm0K0IskFzH27ulEXvGVMzWAjyH25KK7Xj1CKlZc7ClltHzdnLt7txQjTOjkpSMWXStP5pUbM/2emypZThzptH9Rm1SseFuL1LUjKRqsaeW07M9ueXsevEwabnzsaTk4dnvSqojigUihNsCGEwppOXMx7W2Kqlpd75+hJSs2Vic+Xj2tSU1bSUSI1DXjyWtiEhHADmc3NmKnk31pE9ZgGdfcusIgHtvG470GfRsbUgqLuoJQkSHTusg2NqXVGzv9nocaeX4a7qT3mHte6eFtOJ59G5uSCpOicYIt/lIzZ9Fz5vJrVexQIRodxSDyYkUNhLuSW6nr+fNOhw500jNnY9rTXLrVe/x7UmNqZjMuXirXUnFd758lJTc2dgyptD3TnNSO2KRPj+KX4tWa8KeWkbPO8nNt461VaRmz8OZXknX+uqkYt0HW7HYC7CnTaN747GkYn01HRhNWfE2b0uu7+vd1YDVORU1pqJEZWKh0GDuGfEVE9fYJ0yNyoMvqyOfSHOYWCDxvbj2Fw6SkbsIvdGO4tEktWF2vXGUlKy56AxW1ICecFfiR4Kdx2NVWSE1ex6d644kHOutdmEy5iBJWtILFuF67lDCsUokhu9wD+aUPNLy59ORRGeiqird62tIya3EkV1Bz+aGpDqDjjVVpOXPR6MxoCcFf0N3wrHtzx8gPW8RqqzE2/3ikYQ7/qg7SKQthNGaDgrY06bRszXxHYvOdfFOSJUVbBkluHe2Jbw3rsoK3W/W4sypBBXsqRX07WxIeNpdG6tJyZoFikpK1ly63ky8Ewy29qGV7ehNNozGbLzHEu/4vcfi65gjpxz3ruR2RjpeOUxazgIy8hfTtvpAwnEAna8dI7VwHlZ7Mf37WhKOC3V6IGDA7MxG9WqT2o6736rBmTkTrc6ITnUSaO5JvL2vHxlcN9JzF+J6MfFt0VfTgUGXiUbSYbJlEG4NJnzGUVVVXC8eJj3/NFRZIaNgMe3PHEx42iGXGylkRKe3gCphc0ylf3djwvHtLxwgPXfhu9tjEv2IHI7hPdyFJSUfe1ZZfKciifXL9dxB0gsW4cyeFu+DktgBbHv2AOkFi0nLn0fn2sT7XICOF6pIL5iPKivxsyXR2JD8M9JrIkRih2F7SflTr6DuD1sSWtjemk68+3uwpBahxhQy85ZS/8ctCa1k4R4fHS9Xk5JTGY/NX0rtH95KLLbbS+cJsc7s6fS80USgafwOJeYLUf+nrWQUnIEaUzAYHWh8Tro31owbq6oqNb99k4z8JSCraDVGjNpcOl5JbKNsfXoPNnsZkqoFRSIlYw5Nj2xPKNb18iEMZKHVmlBjCllF51D3wFZivvEvYfTtbcZ/0IP1+HLSak04rLNo+feucWPlcIyjP11HdvEy1JgSX1aFZ+B6uppg2/hHk95jHfSsb8SZPSN+Ck+GnOIV1Px647g7NaqqUvfgZlLS5yGpGtSYQlr+QlofO0S4e/ydwGBbHx0vHCU1Zw5qTCElZyadLx1LaAdSicaofWATGQVLUWMKGXmLafzb9oR2SJRojMa/vUN63ukggzNjJq3P7B03DuLbRc/mRhxZ5ZgdOQSOeQg09yYU2725BpM+Bw060vMW0vLoTpQEynKqqkrDQ9vIyFt8/LeeQf2DbyW00xl1B2lffYjU3DnH142zqHtgS0JnRoJt/XSvq8WZPR01pmBNm4J/vy+hHZKoJ0jdH7aQWXjm4HqZV/IJjv1sQ0K/ufnxnZj1xYPbk8Gcgj6Q2LYc84ep/vl6sore3SayipfR8q+DhFz948b37WrEt9eNLb1kcHu0GafT+sy+cWNVReXYL9eTWXAmyCrIkJo1n8YE+5HuLbVIPgt6gx0UCUfKNNqeHn+6AP0HWoh1qhjNqWg0BgxSFl0bEttR7t5Siy6WglZrHpxnyNqxj9gneFf8f1R5LhqN4nK5CAQCZGZmkpaW/N26J9NA5bmln/o7OsPQu1Hb6l7Fq9lN6VfOGfXGDPfBVur/tBWTJYuYHL82ZjClYDYWETAeofzry0aNDbn6OfLj17DaSojG+lGUGDq9GZM+n7CpnrL/WT7qTR3Btj6qf7oekzGfSLRzsIa9VrESCbspum0BKe8pJzsY29rHsV9uwG6dQTDYgizHk6LBmEYs5CftwjxyLq4c8ca0WCBM7QMb0fty0WpNxGQ/GkmHzVFGX+debGdZyb101og3lKiyQsuTu/Fud+PMnImqKOiMFlIyp9PZuA05t53iG08fcX6pskLLU7vo29ROesFidHoT5pRc9AYHcjBGffXDTP3SkhHvzldlhc71VbieO0pu2UrMznjZWEnSYrWU0lT1JNH0Foo+txC9c/gdyf76Luoe3EJGxlnYM6YOvm80ZkFM4siu35D3mUrSFpYM+92qrNC16RiuZ49QNPMadIb4Xb+SJGG1lNHZtJne4Gam3H4GpqzhVaUifX7qH9qKwZ9HZvEZg+/r9Q5kf4Saw3+h5I4l2KcNL8qhqir9+1po+tsOCqdfjcHsQFVVYmE/hDU01z9N2TfOHlJ280QxX4ijP11Hqm0RjqyK+DXJWJiwp58e/2Yq7hm9kIgcinL0/ldxmhbgzJ422B7XsfXYzrSQe9notfPD3V6O/ngdeSWXYbIfryoW8tN8dDWl/3MWlsLR+5iet+tof7yKotnXDZYq9fe00OvbSsW3Rq9mpsoKNQ+8id6TT3r+AkBCkiQ8nbX4NAco++q5gyWhh7W3x8fR+14jPWMpRmsaOoMFndFCzB+itXU15d9cNmq9gv6DLdT9fhOZBWdjtKVhdmSh0eowGQo4uvP3pF+cR9b504Zti0okRu+OOpof3U124TLs2eWD27rFXIinq4bWtmcp+X9LRnz6IuoJ0vToDpQWIzmlFwzGarUWLKZCju39P/QzouRfM3fEGgDeYy7q/7SVnIILsKS++1SL2ZSHHI5ydM/vyPuvGaQtKhnWdjkUpeOVQ/S+2U5R5dVoBmu+S2hlG01Hn8ZYqVJ4w8IRHxmM9Pqo/cNmrJoZpOXNQVVVQp5OULT0t+9HMyVAye1njvjYnaqqdK4/QteaBopmXYMSixANedFIOnrb9mJZpCPvk6PXAunb00Tz3/dQNPMa5EgQRY6i01tx1b9J+ieyyTp/9Mf1ujcfo/2pajILz0KOBECSsDjySc8eu7ZDLBJg66qbP/iSsl6vl0cffZRVq1axfft2IpHI4EhcBQUFrFixgi984QssWrQoma89KQYS+5Jr/ho/nfQeve27aG16HuuMVLIvno4h1YoSlfEcbMP10iEi/T7sFXnkXzt3sEBLsLUP1/NVeKs6kbTgmJtDziUzMWbZUWMKvtpOWp/eR6itD0OanZzLZpIyJx+NQUekP0DXumN0b65D0qjYZ+WSe2klxiwHakzGW9OF6/mDBNv7MTjN5F07j9TTigcTSrjbS9uzB+jbWY/OYiLzwgpsZRmgkQi1e+h85SiyV0WJBUk7cyo5l1QOdjohl5v25w/Tv7sRSa8h7YwSUhfF63HH67UfI1DfD4qEPtNI5oXlGNOtKJEY7r0u3Ls60OucROVu0s6aQvqZJWjNBmK+MF0ba+jeeAytXo8pPwXHrGwkg4ZIhx/P3k5SUuai16fS2bEB28x0MpeXobObkIMROl6pon9fIzqbmdTTpqCz6ol5I/TvacVqmkr+lCtAgubapwjLbWScX4ox244qK7gPtNL7Ti3GTCf2shxi7jD+mh5szgqyC5djtU0BoL/jAK1Nz6PNgJSF+WgtesLdXro3VaOEFDQYcGbOJjVnDlq9CdBgs0xFkuJ3i7fUPU9fz07SlhRhnZoBKniPuujf1YYjdSYZhYvQaN9NKjqdA6Muk+7WbbQ3voqMF32qmcxl09E7zMQCYfreaiLWp5KefTq29Hg7VUXB01WNp+cQGidorHoCbZ2ocoyclbOwFKWjohKo76V7Qx0mYy6ZhWeh0ejocx3A03cIY54Ng9NK1B3AW9+KId1G/lXzsU7NRKPTEOrw4HrhEKHmABl5ZyMBvZ07kCU/OrsJZCl+ylojk7qwiNzLZ2PMiNf2D/f4aH/hAO49LtKzlhAN9+H1VKMxxjt3NaxBgxHVFCL70umknzF1sAMOtvXTtno//iN9OFNn4/MdQ5HCSBpQYxIWQxHBYDvGKUbyPjl7sFJhfAemGddzB1HcerRaI1G5D0knoaqgw4HDVklP7zZSFuWSc+nMwXU+FgjT+VoVna8dRau3o0ohtGY9KqAEYqSkzMdozKaj4zWcC+LbsSHNCir4G7tpe2YfvmMdSHo99tJMJIOOaI+faK9MTu4KTNZsmuueRJMqk33ZDMw5DpSYQt+OejrWVaEx6EiZOwWd1UDUHcZ7qB2rtYyCkqvRG+2016+lu2sbKQvzsM/IIuIO0LOlhkivH1tZDjqLmWhfiFCTG0faTNJyT8Nun44kSQQ8bbTUP02ELuxzMgk09cRv2FTjNyUS0ZGSOZ/U7FmDydVkzEOvi+8AdjZtobV+NZJRPv40hIQalZF9MlZ7MRmFSzGY3328TZK0GLU5dLZsoqdzGzJBVCVC6oISLEVpqIqK/2gP/mN9OFNnkZo3F0mjQZGj9LUfwNNXhbUkBUO2DX9jJ/6mTmxl2WSeXY7GpCfqCdL9Rh1KP6RnL8Fkz6KvfQ+e/qPYpmfG+9eogudQK6HuPmxlORRcdxp6uwk5FKNvRyPdG2oxm4ux2Aro79mDZFMw5TmRkAi2eoj2BECnkHlBOZnLp6GzGVHCMfp2NeJaU4UmbEGntxKKtGMtSUNj0hPzRAg3+5FUI7LOS/YnppNxZikakx4lHKNnWx0daw6jhDSgkXHMzsZU4ABFxV/dR7g5RFb2MjIKlo74VEEsGuDtp2/9YBP7r3/9a+677z5KS0u57LLLOP3008nLy8NsNtPb28vBgwfZvHkzzz33HIsXL+aBBx6gvDy5ggkfpoHEvviqh0ZM7ACKEqPbtZX+3r3IsQCSRoek6IlKHUy/9xOjPv8d9YY4+uPXsWorCEfbiUZ8SBotep2DoL+NkjvOwDlz5GcvVVmh/qG3iVQroAM56kPSaNAb0gn7Osm8rJjsFaNXPYv0+Tnyw9ewGKeCVgYUtFo7qgQRUwMV3zh/1HKiMV+IIz9eh0ktRtVGUZUoWq0JCRMBpZryry0fMkjLiW12vXyYvvVd2JylBINNKEoESTIQC3qxzrZTcP2CYUU/VEWlb08Trf/Yx5SyWwgE6vB4jqDIYaJBD9gilNx25rCjcVVV8R3roPGvO8nLuorU7Ln4/fX0tu/C03+MqNxNziUzyVk5e8iRtCor8SO7Jw5TUnErVmf8GdZYLEj13t8iG9ykLCjAVpqFc1YBWrMBJSbTs6WW9ucPkpqyiJyiC9Fp4yU7e127aGt9ntSzCjAXOIj5wqCR0DssBFv66dlQR0rGQlKy4stLIxmJ+QI0Na4i88JSss6vQGs2EOnz4z7YQqCxG/fedjQRGwXTrxwcqCcWCdBydDVp5xSRffGMIetdLBSh9dld9Gytx6hNx542A0dmBRqtjrCvh7b6NeRcMYPMcyuGnBFRVZXuLcdo/vd29AYnWr0Fvd6GM30OerOT1urnscywk3fVbEzZ73biqqzQs72B5n+9g0ZjRnP8kUWt1kxK2jwikX68/kPkXDFzSPJWZYXeHY20PXsAQgaQIqAFVNBpbFhtZfT17CRlQR45l88aLIs6MJhP+7NVxNpBY9QSkz3xC4myismYSyjQhbHIRN4nZw8p1BTu8eF64TCePV2kpMzB4zuMoh6/f0bRIKk6tBkq+dfNHTJ4x8B62f7MIZzGBWj1Rvp6diJH40dbqqKCMUrJF87EVp495CgvFgjT+epReje0Uj77ywSCzfS63iYq+4gG3GANU3LbWcMqLqqqint/C83/2Eth4adwZswgGvPQ3baN/q69yGY3U25aOqyAjRKN0bXxGB3PH6O88k5Mtvj3ynKUmgN/QE31UXDd/CFxcjhG95tHca09QkbWmaTlLMRkiP+9p/0d2tvXknHeFLIumDZ45CyHonS9cZTOddU4U+eTmh2vfiihIdTfjavjFXKvriT9jKlI2vhjcJ4jbfjru+nf2UzUFaVo9vVodfGzANGQl5Zjz5F96TQyl1cMqyvRu7OOlqd2o3r1ONJmYM8ow2B2EPb30Vb3AnnXzxmyfg0IdXpo+td2ArVuDJZUtFoDZksBtvRyXLUvY5lpIfeqOcPK7oZ7fLQ9vQ/3ng70ZiuKEkGj0WO25KPRWfAGD1D42YU4Z+UPWd5KVKb7rVpczx7GbC4iHO1ElSNIGj1GYw4BXz15180k/cyyYW2NBSK4XjqEb5uX8jl3otEOPUsRiwZ4Z/VtH2xiv+GGG/jud7/LzJkzx/xcKBTikUcewWAwcPPNNyfcmA/bQGI//dK/oNOPXhxBVWMEI63ISohoyENb64vM/Mml4z7/KIeiVH3nZfLyr0JrNKKqKs3VTzPlSwuxl49fwavuT29h6JqKPSNeVamnbTvGhTHyr5o3bmzUHeDwd15lyvQbQNIQ9HTQE9xI5b2fGPf5bzkU5fC315JfeCVag5mgu41u7yYqf3TJqKckB3RvqaN3dQe5U1egqDKuhvXYz7GSd9nYJTYjfX6O3vs6pRX/D1nrp7/zIH7dIabdc+GY7VUiMY788DXyUq/FnlqOq/U1/JYDlH/tvDGfMY26Axy5dx2lpXdgtKRTc+hPpF2WReby0XdElZjMsV9uIFU+i4zcM+hu30qftIXybywfdb6ossKxX7+BwVNEZv6ZRDz9tLufZ9p3LxizOlnPtjraHj9CYfnVKEqU5uqnKf36Wdimjl78RFVUan63AX1vIak5c4kEPbQ1Ps/0H6wcs3a4EpU5+pNXsUvzsaeXoigxmo8+TdEXTiNljCp1Skzm2C/WYw5Pw5kZL8Hc074TNaeLqf/vnFHnv6qqNP1jO9Gjhvh1UiDk66aj/WWmf38lhrTR29rzdj2ux6rJL78cSaNFkePzpugLC8Zsa7jLy9Efv0FB8dVojfHE0l7/Gvaz7ORfOfoQoqqq0vjXt9E2F5CaOw9ZCdLn2ksss43SO88dcx0LNPVQ+4ttVMz8KjJeejp34teOv07LwQhHfvAahdmfxZYyBVfLevy2vZTdtXzM6YW7vFT/7wbKp38FvdHBsYN/JP2KbDKXjbFOR2Ic/ck6Mk0XkZZ1Gl1tm3Hr36Hs68tGrSKnygo1v38TXW8eGXmLCfZ10qtspOKb54/ZP7gPttL4550UVlyLqsRoPvY05d9aNm4J3JandhPYGSO7aBnRsI/WutVMv3fFiAcYJ2p+fCehfRJZhWejqiqtx54n+7pSMs4cu3xs9+YaOp9pJK/s0vglmZ5j+KT9TPvWijEr60X6/Bz5wTryCi9Fb3Ygx8I0Vz9F+T3LxryEBNDzTj1dq1opn3Xn0J3EaJDta774wQ4C8/jjj4+b1AFMJhO33377KZ3UT6Qq6pgvVC0mXSEmXR59nfsovuX0hIoaaE16Cm9eQG/HTozaXMKeXizT7AkldYApty2ht3sHek0WGsx4PdXkXZ5YDWq900LG8in4upsxaDPp69rJ1NvPTKioi9akJ//T8+jrPIhBm0135zYqvnnBuEkdIOPMqUg5QZSAhBqSUFO84yZ1GBho5QxaGldj0hTQ17OTirsvGLe9GoOOiu9cQHPjKqLhIL39b1P+1bE7QIjPn/J7ltFQ9y86mjdgO9M6ZlKHeP3zim+cR2f/Otxd1XT7N1DxzfPGnC+SVkP5188nqK0j6gnS3PIU07534bglR9PPmErWJcX0tu2kt20XRbecNmZSh3gBnbIvL8MbOogcCdPRsp6Kb5037oAgGr2Wad9aQU/3NlRZpbt1G7nXTh8zUUJ8fpR/43zc3j2oUZWQp4OwvoGpd4ye1CF+j0HxjYtRM/oJu/tA1eBqGj+pA6QvKSHzqhJ62/aik2x0NL1BwY1zx22rMdPOtO+eR2v9Cxi02fi6GzCWM2ZSH2zrrUsIGKuQ/Soa2Yo3XDVuUgewFKVTeOtcmuufQa/JoK9nV0LrtNZsoOI759PU8G+i4QA97rco+8qycadnzLQz9etLaax9FFfT6zjOsY+Z1CG+/Uz7zoW0d7yAp7uGntBmyv9n+ZgJTNJqKPvKckL6BmLuCB1dr4yb1AGcs/LJu2EW3a1v0+vaTdGtCxOqa19w7Wko9l4iPjfdbVsoveuscZM6QMGnFhA1dhALBvF0HsF+esq4SR0g4+wyrKfZCfa6QNHQ2/020+65cNxyuYZUKxXfWkZnyyYM2nT6XHvI//TccZM6QPriEkyztfR17BuefybgP7orPhQKsX37dtasWcMLL7ww5PVRMt5diUpUQY2pENUTCrfhqEy83KSjMo9AuJ5wqIe+7j0JDw4BoNHrsM1Mp79zD8GeDtKWFCdVbS175Qx6e94m7O9GNYYw5yVeBjV1fhE+3xH8ffXo0/UYUhIvdZn7ydm0ta2hq30zBdeP3XGeyDY1i7DUjqtpHWlnT0loRwJAZzFgrUyhsfoxsi6uSHgemXKc4AzS1fUmuZePfkPXiSSthrxPzaGx4V8U3bIwoWlJGoniW0+nofZRsi+dlnClq6wLK/F4jhIMN5IyP7Gyl5JWQ941c+lufhtdipTwMtcYdGSeX4q7o5pgoIWMsxO7hKbRacn95Gx6Xbvo7z5E8U3jjy44oOjzC+nq3Eiop5+0pVPGTeoDMpeV4wseQQlriElu0hZOSSjOmGnHNjsFT9dR+nv3U3DDgoTiJEmi8HMLaGtbTU/7dvI+OSfhimMpcwsJRGrpaHqDjGWJr9N6hxljiZnGmsfJuXx6wuu0tTiDqKGH7u63yBnjJsUTafQ6cq+ZSUN9cuv0lFsX01j/KDlXzkj4d6UvnUogVE8g2JBUOdaCT82ny7WNmOROeLwCSZLIv24uPR3v4Ok/Qt4Vife9eVfOprv7LXxdzWRdWDHuSIgDTDkpSKlhgp5OAv4G0hMY/fHEabo61hIJe//ju+InnNhfeeUVioqKWLJkCZdffjlXXnnl4Ouqq66a6NeeHIoar3I1zsvf34hjXk5S5UAlScIxNw9fXw1RtQtzbkpSTcu6oByv7yhu315SFydXV11nM4FJwdNzhJQlSda+1kjYyjPp7tia9EAttpJMInI3gWhDUoOGAP+fvfOOkqM49/bTPTlvzlFhJa1yAAmBQIBARIMxOFwnHLi2rxMX3/sZnDDYGEccsK8DNs42xkQDIguEAAFCOexKG7Q5z+7k3N3fH6NdtGyaHgMSop5z5hztaN7pmu7qequqq34/ijbW4R1+npIL9ZmklF6+mFC0gcKz9JlBeFaU4lyUl/GNC+lOj0JIl0a+vSIPRfLPOII6FkmWsFbZKTi3Vledy1tVQzDUSPFlOo19zluAd+AF8s6o1CWVmb+6lkDgAEnDgC4NfEuBC8mdYmDoMYovzsxNEdL3VMG5s+lo+StFF+kz4Si9fDH9vY9jLNJ0aZPbK/NRjD78wZ3krdKne1903lyGvFt0Gy2VXbGYUPgg+Wszcx4bxb20GPdyfYYs+WtmoWh+HDWZa83bynJR5LCu8kmSRMH6WqyzHLrqtHNOMdFwB4UbdZ6L+jIisXZMpXLG7pWQ7liZik0MDW+haIM+c5rSdy+ip+1hPKfoM6ky5zmRXSqhcAupZDS9yPGtHrF//vOf56qrrqK3txdVVce9FCW7TfXHDVXN6JVKhDG6s9CfzrGipmJZ6bkb3TZUJYaiRJGz0DSWZAklGcPo0a/VbXSZUbQwlsLMRlLHIptlTG79x7RX5qLJiq6bEI6OviVFt2a0mkiRe4q+hlqSJewVuRntnx9FUzVMuXbd5TO6zDjn6zNfkQwykhGcs/WZkRjtZjAquBfrNyOSzOCcp+94AJ5lpWiGuK4ZIYDcVVUklEFyV+jr7FqL3KRSQdxL9XU4AeyzCpDtBt0eBc66QjAqupwbIe02J1sNGY+GR9EURX+dNshYS9yoOlQJNVXDnGvTXT7P4nKQ9Ccsg92IvVqf+ZIkSRgcJuy1+k2bHLPywKjocuoDcNQWkkj4sNXoN8WxlLpJxfwkUv2v5Z4syCLVpOnv7+e6666juFj/DXKioSkaWgYVTZYsqGH95iFKOIEsmbLxWkGNJZEkE7Jk0pVIxuKTKrLZTCrg0x2bCiWQMGYna6hpZOEPk457C9FSiu6GCUC2GDMSARk7jqJmdRwksjK7QdLv1DUWmoUxD7KEbNXfnMhWY1bDC4PVhKYqyFmYLqFp2ZXVLGc3FDLIWd0K2RgFQXoxZDamKLIlvUUr00dFmqpmZ8RkMoBOXfix2CzOiQRZmeNkff/IEmhqdk2ZpoEmoShRFGLpUXsWZD1iv/LKK3n22WezDT+hmGnx3OjLZk9rhOvFv7sHs60A4rJug5nhl9uxGEuxW2cx+OTMynDHEh8MIictWJ2lDG/r0BWraRqhwwNYzKUED+r7zWpSQY1qJP0x3Vrd4dZhJNWg20wn1usHNTtThoRObW5Im8nomVWQTYa0+Y1OZKNMrC+gOw5FI9av3xBES0J8SL8RiRpLkRzOwmDGG02vX9EbF4giScaszD9AzspIJzEcRY3o79jH+gKQknRf/2jPCGpc0b2ASk2pWZnJJH0RDDoc8WSjQbc/BaTbJTWhP7ErkSSRdn2+AZqmkQolifXqN22KdvrRkpruNiXW78dkchNpylxWeCy224/B6EBTNZJK8K1fPPfzn/+c++67j6uvvpof/ehH/OxnPxv3ejuRyfN1TdGQJSvGZCHh9sz1ycPtQxiSbgyyBZd9MX2PHMy8XKqG97kjuDxzsDlKCDV6UXS4ZPU8sA+PYylGgx0pbCHa68s41re7E6uxEnfOfAafbNKVoIeeb8ZhnYvFWKrbXGbgicO4Hcvp35S5XjZAz/17sRmrGdZpyhBp8TPwhD4TiKQ/SmIopNueMxVI6E628Z4o/Y/oM/YIHxnESD59D+o7h95trTgccxh4VJ8xT7TXh8mQS6hxUJdet6ZpjLzahYlcXfcUpOuJ3Tibgaf0mX8EG3ux2SsYeblDV51WkymirT5MUiGhlgFdx+x/uAGXdSH9OrwcAHru34/VUIFvt75OefRIWoxKD4mRMElfVNcoVdM0lFBSly4+QP8jjcQ69XU8wu1DWM0l9Ov8XcFDvViNZYQPDeuaYVPiaeMkh3WubqOX3vv3k5u/Gt/OXl2dgthAAC1kwiBbQAVVSb31I/a///3vPPHEE9x7773cfvvt/PjHPx57/eQnP8n2a094Cj0baL9je0YNmKaotP32JTyu5QA4c2Yx/Fw7iZHMKnXfYwexm2uQpPRl8riXc+RX2zJqkEJHhgjsGsTmTq889bhWpmMz6AEq8RSdf3wVT85SZNmImWJGdmRm7qAmFXof2I87dyE57qV037U74wbUf7AHk5qPO6+OoeeOoCYzuxFTkTihg17yS06j98EDOoxdIiQHUkgRW0b61qP0PXIAE0X492VuMBI83IdJKqTnvr0Zx6RCMZKDKbSASVeHoPuePRQUriXc7M/YzEjTNHofPEBewUrUESkjHfpReu7bS45rBXZLrS7HvMDBHixyKR73Cnruyfy8qEkF/65e8kpPYeTFdl2diZ5/7iUnZwUWQxn+/d0Zxw1uacJpn0eOZzndd+/OOC7W50cLGPEULGLwqaaMy5oKxwkfGia/cI2uc5MYDqH5ZRSfPjOq3of2Y6YE3+7OjGOCh/qwyCX6yueLkBpUsRiLCR7qzTiu++7d5OSsxBB3EToymHncXXvweJbhtM9j8JnMOwUDTzfitM3Hk7OQPh1tSiocJ9oawOYswmGdo8s5rvvuXXicr+0iksjuUQz8G4n9q1/9KjfddBN+v5+2tjaOHDky9mpt1dfDOe5kuHgOVcVmK8GdOJWmHzwzoTcW7Rmh+8GdtP/1RTr/+Qr7v/Yg1mgtVns+aCoSUFZwFY3ffHJGP+6BZw4z9Eg7uXkrQVNBU/G4FpFsMtL8s6enbSACh/po/v4WSoo3koh6Geh7iuHQc8S9ARq/98i0vchUJE7DNzdhYw5e71a6++4lrgzQ+qtnZ7R0VJMKB29+BEPKxdDgMwz7tpEcTNL5l1enjYN0A9jy02cxYMM3tBu7XM3h7z41Y0OoxFM03LQJu2E2ydgIFrWKtjtn7vwosSSN33qcPPcact2n0PSjZzPq0YdaBxne2klhyTraf/dKRtOraiJF26+3UVB4OqF9PgINMzdomqrR9KPN5LpWkpezmsPffTqjYw0+e5jE0T6YwzSHg994OCMzks6/bMecLCYW6sdCOYe++2RG52NkZwfhAwFUNYlJzqHzz6+S8M08PZ4Kx2n79TZspnJUJU6kOZhxom391fPYTTXEw/1YTdW0/+GljOKGXz5CojdJIjKIRS6k/dfbMnrkE+v30333btSkSjzcT7JLy8hJMRVJ0HjrY5jUPIJDjdjlWTTdtnnGzrUST9Fw8yZscg2J6DCGcD5dd++c8XhKLMmhW54kz7OaXNcqmn64OaMRY6h1EN+LPRSWrKPj969k1BlUYsl0nS5aS6w5zvCrM3f81aTC4e89RY5rJR7XEpp/spVYBh3IvscPkmyXUJJRLHIxTT94esb2E9KGU9qQlWiwAzWVoPuevYQz6BQEWwbovXc/qpLAP7IPLWDhyK+fnzFOiSXYf/19GGQ3Q4Nb0ZQkPXcfIHBo5keZ/U81EjuUwuYsG2vvZc2c9eK5rE1g8vLy2L59O7Nn69t+cCIxqjy3bPVtGIyZb30BGPHtYCj8FAXnzsJa4aHv8b2YXFYKTq/D5LGhxJMMv9SOf0cfTvtccnKXIksmrFI18dgA7X2/w7WigIorVo6JLWiahm93B9337EIKuCkuOWdstO73HSAUPUT+mTUY3AYGnzuEZ0klRWcvOKphn8K/rzttvxqyUJC/Dq/3RQxlKuVXLRnbdubd1kzPw7vJWVZFycbFY1t+4kNBeh7Yh39HN2oyhWdpOWXvWYKtLAc4qmT3nYdwzy+j/LLl4/Yca4pK3+P76XlwF9aiXMrevRR7dXrbU6RrmPbfbcNa5qLm6rVYS3LGnce0HOZhOu9+haJzFuKqK0RTVIIHBvC+cARTnpXaT5+BcxJJ2eChXlp++QzWwlycs4tQIkmCB/tRQir2OW6qP75mgjiLmkzRde+rDD5zCJPDiWw0pp/3JQyoxjj1N100pWlHz6a99N6/G6PJlb4umoxCiIW3XoZ5EgMZgGQwyv6vPIiUMiMbDGiKQioVovY/15F3yuR7XFORBA03PYIaAMlCWvdcVUiGQxRfuIiyS5ZN2MqkJlJ0/H07w8+3Y7AYccwpxOg0kfBHCDb3kLemlop3r5qwxSsZjNH+x20E9vZjzrPjWVaObDUSOtRLbMDH/OsvnlxCWNUYeKaRzr9vx5LrxrO4DNlmJNzmJXykjwVfu3Ss7rye+FCQgzc/DEnwLK3CYDeRGArhP9jB7M+sJ3dlzZRxh3/4BKlAHPf8cgxOC6lgHP/+DvJOraHm41MLMA1uOUT7n1+k4LT5mAvsKJEk3peOoKWSzP/qhVPu9w8c6uPwbY9RcPo8nLPyUWIpfK92E2rqp/CcOsrfs3zSxWahI4M03fY4nqVVuBeWocZT+LZ3Ez48hLnEzqxPnzHmL3EswcN9tPxyM7bSfJxzilHCCXy7u1GCKdxLi6n68CmTbtMLNffT9LOnQDVgsttQkypKRMWcb6LuhvOnlL727emk5efPYDA6kQ0GlHgS2alR/82LJzVFgvRM0sGbHkENaMhmE5qqkowHqHzvKRRtWDDpQrW4N0jDNzchpcxIdjB5bGjJFNHBYVzzS6j+yFosr9MxSAZjtP/hRQL7BjA6LOSeUoHRYyXW62f41RZqrj6dvFNmTbjmieEQHX95Bf++Hhw1heSdUYPRZiLaF6Dv4T1UfnA1hWdM1LtQUwqtv9uKb0c7OQuryD2tCoPFRGIkysATDaQiEWquPp2cZeN3HGiKStufX2D45VYK1s4jd1UVsslAfCRC/0ONRHoGKb1kCSUb6yessE+MhOn+5y4i+2IUl2wYa+/BgE2qQVVi7H75ujffBGaU//7v/6awsJCvfOUr2YSfEIwm9qWrfqQ7sUNai7mz749oxT7qrts46c2jphR6H9jLyDODVJZ8CKPkonvgn8hzQ+SsKsP7YhOp8Kh2tYazrgRznov+Bxspyj8fszWH4eHtGGaFmfVf68ZuGk1NdwK8LzalF+RJEGn1UZR3HlZnKX29myh+72yK1k/c56spKsM7jjDwTAOxLh8oZkwGDzZDNcHkPubfuHFSt7G0lnUnHX9/GS2hYMnJTT977PMjWyQWfO2i9LazSfC+0krbnc9jyXHjrCtBNhuI9wfwH+6k4Iy5VF41Uc1PU1S67t3BwJOHMLnseJZVYHSYSPqjDO9swVFTQNWH1mJ73TFDRwZp+ekWtJiEucg2ZuwSbOzHv7+D0ouWUHzewnE3WaRrmJ579uLf34mtLI+SyxdhLUybyQxubcL7/GHcC8oof89KbBXpBjk+EKDn/n2M7GzFVpZL9cdOG1PSivb4aL3jeeIDIxSeuYDSixenGzNNI9wyQMsvn0NNJCi5aGk6KZqNJIbD9Dywn1BzD55FlZRfuWycMlcqHKf30X30P7mfgrVz0wkjqeDf2YN/Vxeyw0D11aeRs2y8s19ao72V9j9vI++UWbjml6DEkoy82EGk3YvBY6buug0Trl3oyCBtf3weLa5QeslSLIUu1GSKwJ4+BrceQrYYqPvSeRMc4qK9Plp+uRktqVJ+xcqxTl60x0fPfXuIDY5Q9cE1FJ4xvm6mInGafvIE8cEgZe9aQc6yoyZE/igdf32FSPsANR9fR86yqvG/T9U48ofnGXmllYLT6ijaMD+9TTSWZHh7G32P7sExp5DZnzkXw+tWi/v2dND6m+cwOe2UvmsJtjIPGhBuGaL3kV3YynOYdc36CUkuGYrRdNtTRLt8eOor8KwsRTYZiQ8E6d98EEdVHlUfPG2cxv7ob2z99QuEGwYw5djIWVGB7DSR9EUZfqUJe00BVR9YM0HvItLh5fBtz6DFVGwVHnJOqcBgM5IYDDOwpQGTx07NJ87AWfNaBzjW76ft9y8Tbu3HWVtMyaX1WApcqCmFwME+eh/ZjWSQmf3p9WM68qlwnM6/b8f7SgvOWcVUXLkcW0UeSBLRnhF67t1N4HA3nkWVVH/ktLFtinFviOZfPEOsZ5jCdfPxLKtANhtIDIfpe6iBaN8weatqKLti2bi2RVM1Rna20fHXlzDnu8hbWYOaUAgeGCB8ZBiDS2b2f505QQ8jGYzRdc92hrcfIXdpDdYSD2pcIXign2ifH0uJnbr/mdihUWJJuu59laEXmshbMQvHnPS+/XCzF+9LzeSfPoeqD0yuLBofDHL4R4+jKRLFGxdgsJlIDIXpeWQP5Zcvp2Tjokk7lrGhII3fehQtrmGvyUvXMVUj3OpFGdZw2xZjd1ePq9MmcjFJeSipKHte/dJbl9i/8IUv8Kc//YmlS5eyZMkSTKbxJ+K2227L5mvfUv7dxB4I7sfveo66GzbMuJ2i/4kG/I/EkDFiP0ubUYEuPhik4cbHcFkXo1b0MOe/z55xq0fcG6Lha4/htNZhO0Oh/D3LZ/wNakph//97kELnRvoHHmXBLRfMKEEK0PXPHYSfV3C76+kfeYyFt1w8weDl9aQicfb/74N4rKeiaQr+yCss/N7Uo91RfHu76Pi/XeS4VxGPegmm9rHoO++acmQN6WR2+AebMfSVYjQ6iIUHSDg6qb/5kkmtKI89VtsvtmOzVqBKUVLxCJo9yIJvXjrlqEeJJWn89mOkhjSkowNpNZXCPsfF3OvOnXIUGev3c/AbD2E2pe06Jc1MLNbLrC+ejmfh1IJCyWCMA1//F5ZEOSZzDpqmkXC0Mv/GiyYYaRxLKhznwFf/hTlegdmSS1LxYV6YpPZTZ0xbtyJdwxy86RHstmqMBjvJWADrYgOzPnPmtHHhdi+Nt2zCYi5CNphQEknkwuSMfgWxgQAHvvYgZnN+2nAlmUJyJ6m/+dJpt2KlwnH2/u99mKUckOX0LIc6wqLvXoF5mrqpqRqHv/8kyXYwWh2oqTjRRA+LvnP5jPdCzwP78D7Wh91aQTLpJ5xqZvH3rphxX37vv/Yz8sQIDlst8cgAYQ6x8DuXT19ORaXph88g9RRiMNhJRIcJq00s/Pa7sE4jsRps6qfpu89id1ahSjE0JUUs3seCb16CfYqZCk3VOPT9J4i3R9LGJJqW3r7lTLDwW++asp4psQT7v/ovDFEXJosHSbMQiR6h5r9OJWfp1JoDmqJy+EdPoRyxYndUoapJIpYG6m+6aNqte2pKpeGmh5CHCrA7q4kmurEuUaj5xNopYyD9WGD/DfdjDJVgsRYQTXSSd14RZe+eXilTU1QOfvMR5KFCTBY34cghKj62hPzTpp+51hSVhm8+hjU8Z2zGz2RxYzRNbMMM2DGTFkLLNrFn/Yx93759LF++HFmW2b9/P7t27Rp77d69O9uvPS5oWmbb3Y59qYrKQOAJ5vzPzLrkAMXnLyBh6SCZ15ORrKyl0MXsL56BL/gqtZ86PaP9m5Z8J4XnzyYQ2U9phprystFAxX8sZ3DwGfLWVWWU1AHKr1hONNWGP3CAyg+vmDGpAxjtFmo+s5ZYqptYqpO5/3POjEkdIGdJBe5TC0GViKqtMyZ1OKrR/j9nE1YOYXfMIia1U3/T9El99FiVVy9BQyXHtQrVFGLhty+bMqlDek/1ghsvwuDWyPesw+NYgbXKztz/mV4X3FrsYfEP3kNK9ZOfuw4Nher/PHXapA5gcllZePOlxLUeXLkLCCcbmf/1C6ZN6gBGh4X6my4mIfXi8NSSNPfNmNQhrZq36JbLSCl+3O7FKHb/jEkdwFGdz8KbL0UjRX7eWaiGIAu+fuGMK6+tRW4W3fpuNDVJceGFqHKCBd+8eMb91UaHhSXffzcpNUJR4UZULZFOsjPUTUmWqPvfDSimILk5q1G0GAu/9a6M7oWyyxdjLE5hd1aRZIhF37k8I7Gd0nctQioIY7UUEdXaWfTdd89cToPMnC+tJ6I043TPI0YHS35wxbRJHcA1t5jZ152BqsbJz11HMuVjyQ/eM2VSh/Q5mffl87HP8eCyLSIvZx2SI8Wi71w2bT0zWM0s+f4V4InjsNWhkaTsfQunTeqjv63uSxtIOYaw2IsJxvYx/+sbZ9yPLxtl6r95KQljL2ZbPgm5h+qPnzZtDKS3ny685XISch9WVwVSTmzGpD5aznk3bCQh9WKxF2Ob7ZoxqY/9vi+fQyh+CLuzCqujBIPRns49R19oEkbNg0krTtvrqpru7cJjvy+rKOCZZ56Z8rV58+Zsv1Y3v/jFL6ipqcFqtbJ69WpeeeUV3d8xb27mMoqjRMLtOBfmzdiYHouhwETFf2Sune6aV4rBpU/pyladi2d5qS4xlNwVNSS1YUoumtngZxTJIJO7poZIojVjrW4Az8JyEmovSXlYl9xs2eWLGA6+hLXSMWNSH0U2Gig8fw6D/c9SeF5dxspfeWtmkaCbgL+BqqtPyUh5SjYZqP2v0/EH9xCI7Es/NsmgM2Zy2yi7cjH+kYOkjCMZy5Wa3Dby1tUw3P8KuWsqM1bHMnns2Ofm4h14idJ3L8pY8MNa5MZYYGBkeAdlVyzOPK4kBzlHw+fdR+HGuozrpSXfibnMSsB7CM+K0hk7ZKMYnVZci4sIeA9hr3VnLBsrGWSKLpiH37sfQ6406aOoqSh77xJGfK9iLDRm3DEGKLtqMYNDz+GYmzdtx/FYZKOBwvNmM9T/PHlrqzP+fZ6F5ajWAKHhFkreVT/l8/NjkSSJ2k+tJRDZSyC4n5r/XJORTK1kkKn91Fr8wd3Ekp0UTvI4cKq4ivevYNi7DWd9QcbXXDLIFJ47F+/A85RcuiDjummwGHEvLmHE+zKl78lcR95oN2Ofm8OI92XKrtIR57RiqbSSiPoxU4IRNwacGHFhphAr1ZjI/7dWw4/yb5nATMbg4CB///vf3+ivnZR//OMfXHfdddx4443s3LmTpUuXsnHjRgYG9O0zPf98/Z7x/th2inXoVGuaRioQxTVXn1xnyQWL8b6UuTBNrNc35aKsqZBkCWuJW7cymqM2B3d9sa6OhyRJeFaW41qYuaY4pHWUVWOY0isy73wAFG+YT0xto3hj5jrdkiRReP5cQpGDGZuvADhqCkiZhjHkqhl3PiDtJhUM7aX4Ip2a1BcvIpJqojRDs49Ryt+zhJjSTv5ps/Qd792LiKbayF+jM+7yRYSiByjeoFMr/crFBGO7KLt8sa648iuWEIjtovQKfeel6Jx5BCMHKLksc916SOuRx9Vuit+VRZzWq7tOF523gKjSRMml+uJK3rUAX2g7hWdn3m4ZnVbMpWYSUp+utstRU0A82Ufu6dW6VN9yV1QTU7opuUznOTl/AXGtl4J1+rwiSi9bSELrJVfHfQ5Qemk9Sbw4Z+mTey65ZAHByD4UApgpxEIxZoow4kZ6A9Nx1pKyN99886Tvt7S0cN999/GBD3wg60Jlym233cY111zDxz72MQB+9atf8cgjj3DnnXdy/fXXZ/w9G86exeZnupAkCZ8vSm/fzFspUmoQs47euRJNzjjVNhn2qjxd+6XVhIJkzkIi1WxEiacw6pCFVxUVc54+jW8AS4GdhF//FJNkICMLxGMx2MwYHKaMe/+j5CyrYPC5Rt0SlrmrK0nFMts7PopsMmJwGvEsKdcVZ/LYkEzo6kQA2CrzQNJ0S2baK3KRLbL+uMpcJKOmW3PbXpWPJqewFMxs0Xks1hIPGslJV51Ph8FqQjJp2Er1aXxLkoRsM2It1ldOSZJAUnWX02g3I1sMuvX13YvKkGxSxpKxozjr87GM6KtjAJZSJx69vgOyhDnXNmGF/EwY7WZkk6zLzAnAUuRGMsm6JWcthW6kLPKwOd+JokVRiKAQw4A+T4xMyTqx33///eP+VhSFzs5OAoEA3/72t//tgs1EIpFgx44d3HDDDWPvybLMhg0b2LZt26Qx8XicePy1RjcQSEt15uba+Nuf3jv2/orV/zfj8SXJiKZDVUiSspNO1xtkcltJDOmXSE369EmkQlpnXYnpl9hMRZJZ6TBrGukTqZdsQkyGrPSlTbk21H79MpvIkq7HOv822cz2ZSvjn6XmeXaF/HeR0LLZO6yRpUpYlr8xi7opm43Z3T6ShDHDRwXjjmeSkUxZaMkbDbra1lGykmZPqVldAk1RsqrXWlJBktMDrxT+Ny2xZz32P3ax3K5du9i7dy+Dg4N85jOf4cABfVKW2TA0NISiKBNMaIqLi+nrm1wQ4NZbb8Xj8Yy9KivTqmyjo7JUSuWr33gyo+NbDBUEdGioy1YTyQyEO15PuH0IS2Hmz/s8iyrpe3SfrmMk/RGSvrhu3e1Qo5fgwX5dMQD+3d0kvfpGtQAkVKLd+rSilXgKNa6/kUhfK/03bioYz27Bi0ZGwi7jQjQNLaXp1utODIVAlXRrYEc6h1Fjii6lN4Bo1whaSspYSXCUWK8PVFm3b0DCF0HCSLRrWFecEkuiJSDUrE/eVlNUlEiKcIu+ODWlpBeE6qzTqUgcNZ7SXc8yVbx8PRoaqYB+AypNhfiAfo32VCBOPAMBmnExoRhaUtPtxRE+MogWR/c9FGwaQEuQkfjTsfj392KS0o8hVfTng0x5Q5+xG41Grr32Wu6777438mvfMG644Qb8fv/Yq7NzvHziRz5+D48+npkEYJ57Df0PZS5RKEkSkmyYUb3t9fRt2kfOssqMPz/yagdqQCbWl7kEae/DB3CY5tP7QOYdAjWZInhgEDnh0aUVHRsIoAXMBA8M6koswcN9GKVCeu7fn3EMwOCzh5AVpy4ZSoC+RxpIDid0N54jL3cRadanB6+mFJSgQv+j+rTEQ039GFUPA0/o05LvfXAfFrlCt65+7wMHsJlqGdYhGzsa57TWMahDXhPSWulO0wL6HtE3UOj9136clkX03KuvgzvwVCMu5xLd2vzel1pxWOboj9vWitVQTc99+srZ/3gjJvJ1SeIC9D/aiBqWdCejcOMw/j29+jsSAzEGHtWn5R/r9yMn7PQ+oO+a9z16EJtUq7uu9NyzD4dpAQNP6rt2fQ8cwOVYqEumVtM0Bh8/jMuTXuOgZWP3mSFv+OK59vZ2amv1Ld7KhoKCAgwGA/3940eM/f39lJRM/lzHYrHgdrvHvQDULBx0jEY7hnBeRvKgkO5lJ/pidP19V8bHCDT0Yki66fzrjow+n/RH6H+4gbycM2n60TMZS6SObO0it2gVgV2DGZtxtN/5Ei77QjzOZbT97uWMbnpN02j//ct47Euxm2cx+HRmiUzTNDr/uoP8/DVEWwMZj+A0RaV/UyN5nrX0/HNPRjGQHrlFmnzYrBW69KyjPT6kqI2UVyXpz3zk4H2hBadrAcG9/bpGtd3/3Et+wToGn85cg1xNpPDt7CG/aC09D+zP2D0qNhBA8Wrk5q6g5759GTfysYEAyjDk5C+n/5GGjI+XCsWItgbIKVqGd+uRjDuBajLFyMsd5BQsJtoezngWSlNUBh4/hCevHjnuIpBhB1xTVHru3Zv2VdAZ13vfPvKL1hBp8mVcp9WUwtDTTeTnn0HvPXo64ml9fbd7MYPPZp5sU6EY8a4oFrlE170Qau7HTAFa0KRrkJH2HThF3zlJphja0kp+6Wl4t7Zl7KIXGwiQ6EuQW7CUgSeaMu7whI8MogXNeHIX0/fwwYzjRl5tx6QVIsvpNQ5v5GK515P1N7/eze1nP/sZX/3qV/nQhz7E6aef/qY7vZnNZlauXMnTTz899p6qqjz99NOcdtrM+xiPpfHwIENDYYZHMmuMVTVJMuGj0L2Rtp++MmMyTEUSNHzzUQry1sOwh+57Zk7usYEArbe/QGHhBpKHjbT9/qVpG9PESJgDX9+E07yIZGwYQ7CA/V95cNrpt5FdHTR/bws2cw0+3yuYzYU03LQJ/8GpRwKapnHkjhcIvOpDUcJEYkdQ+oy0/GzLtI22pmm03fEC8dYU8cQgkmah977DM5pOaJpG250vog3aSMb9OC31NH7rsRld7jRNo+XnW7BRg9FsJ9GeykjPWtPSGu0e5wo8rqW0/fZl1OTMSUVTNY78+gU8juW47Us58psXMkp+qXCc7n/uxe1eiMu+NH0eM4jzvnSEZI+ChopVqqH5p8/MGKcpKodufQKbXEMk0IEc8dD6fzMfLxmM0XjzY1goJxg4BAErbb+d+felQjEOffsJzGoRAd9+pKiL1l8+N7OOfzxFw82PYVZL8A/vxaQU0PTDp2bsFGiKyqHvPYlJLcQ3shOTVkTDTY/OOM2qKioHbnwIWXEx4nsZAzZabnt2xoSkqRrNP9sMUSs+/04MOGm5bcuMLoqqonLgmw8jRV0EAwexUEHjzY/OXKcVlUO3Po6FKpRkBGXIyMAzMydpTdNouX0LbvsSXJ559D14IKMpa03TOPLbbbjsS/C4ltH2m5cyGiyoSYUjv96G27kEj2M5h3+wOSNXypHdnQT3jKBpGnbDHBpu2jRjktYUlcZbn8CqVREcacSkFrPvy/fNeM0TI2Eav/U4Zkrx+XZgVPNo/NamGX9ftNfH4e9tTs+Y+PdgTBXR+K1NMyb3QGMvbb95GQNOfN49hHytSKq+xaR6yFp5LtNRuSRJb5opzD/+8Q8++tGP8utf/5pTTz2Vn/zkJ9x99900NjZOePY+Gccqz1ltDpLJqUc9mqYRCjbhDW9Bs4cx5dnRFI1orw81HiP/9FmUXrZ43AplNZFi4JlDdN29E5PZjWQ4anWYiOJeVEzlh06dqGWeUvBua6HzLzuQJTOy9ehCi1gUTVMovnARpRcsHFvZGu3x0X33bvz7uzCYzHiWl+OYmw8S+HZ1E2jowlaaS9llS7AUutEUlUBDPwOPNaBGFQxOE8UXLcBelQuaRqh1mL5H94KqUvGBU8lfndZiTgVi9D6yn8FnGpDNJorOmY+zrhBkiViPn5779yGZVMouX07BGXPHts5piop3Wwvd9+1AUyXKLl+K0WkhFYoztLmVaM8weatrKbti6YRzETzcR9ufXkSNpMhbPRvZKBPt8hPY14PBaWLWZ87AWVcyYeV6tNdH62+2kBiM4KwpRlNUot1+UpEYVR9cRcH6uklXu6ciCZpue4Jopx+T0wEaJINxLCU25n9talU3TVE59MPHiTSPYHSkVyonI1E8i0uY/dn1Uy7CCx0Z5PD3Hkc2mDEcXbWf8Idwzi1gzufPmXT1sqZpDDzVQOdd27GXFWAtzwFVw9/QhaXQzqxPr590D3a0Z4Tm258h4Y1QsK4Oa5kTLaUx8HQjRoeR2mvOnKCXrqkafU8eoOfeHZhcLoo21GEusKMmFHoe3Isp10rtJ9ZNON6o58GRO57DYLVRcvFCzDlp/4SeB/Zi8liovebMScsZau6n+RfPIGkGSi5diMltRYkl6X1oP7JFZs5nz5lUtjja66P550+jRlXK3r0EozMd1/9IA/ERP7XXnEnO0soJ173zvlcZePIAOYuqKThrDgabmVQ4Tv+mRoItPZS/ewVF58yfcC1Czf20/m4rRpslrRdvSUsd9z54gEjPEOWXLafovAXj4tSUQvufX2T4lVZyl8/Cs7QM2Wgg1hekb9NBJING7X+egXth+XjJXE2j77G99Dy0B2tB2hcBSSLaOULoSD/lly2j5OLFk9YzJZak+fanCTUNYclLn7dUKIqSjFP3pQ246konxIzGNd66iXh/GJPdDlJaVU4lxbzrL8Axxe6UuDfEwW8+BEkJc64DyWQgPuRHMkvMv/6CCV4RcHS25Nm074CtOA/XvGIks4FgYx/xoRFqPjn5tfMf6KLl/7YgaTJ5p83GMTsXJIlIi5fBFw7hml9K7SfWYTpmUbCaSDHw7GG6730Vk91ByWWLsBQ40FIKfU80Eu0YpOqDa8g7dbwGfSocp++xA/Q9uhdHVRFFG+eN1ZW+B/eTCISouGrVuLYP0gO0nvt2MfzqEQpOn4drYRESEpE2H8NbO3AY6ijMPQ+jcfIdDm+5pOyJws9//nN+8IMf0NfXx7Jly/jZz37G6tWrM4rNVFJWVRK09/0B+zIrZe9eNM4UQ9M0go29HPn1C6hRFYPTjNFhQY2nSHhDYIC81bWUXrZ4LHHFB4O03fEiobY+rEV5uBaMaqeHCOzvQUklKN5QT+mli8dEVdSUgvfFFnoe2IsSSmAw29PP7VULqWSQsvcuonB93QQBCU1R6Xt0H93378XuKEeWLUiKmUjqCHP/d/2U+zD9B7pp/ukzGCQ7stEImkwqGaT6k6vJO7V20sQYaOih6banMZisGKxmQCMZjSLbZOquO2+c7vko8eEQh7//FClfApPHijnfgZZSifQMYHRbqf34GROEbNRkip4H99L/2EGMDhu5p1RiyrWhhBMMb29BQ6Py/avJe52ZSKCxh9b/ew4tpVK0oZ6c5eVpLXJfhN6H9xFuGxwzWRlbUBmJ0/b7bfj3tqc13y9ZPKayl77Z9zOw+QA5K2qo+ejpY+c/FYrR8ssthI8MUHz+YorPr8doT/fQo30+mn7yFJJBovL9p+JZVDF2PE1Rab/rZbxbD+OeX0HJRQsxeWyo8RQjr3bQ/+R+zIUu5n5xw4SO0NC2Zrr+sR2DzULBurkYXWaSvjjera3ERwKUXb6M0gsnJgD/gS7a/7wNLaWRu7QG2WokORxl5NU2ZIeRuus2YK+aqDvg29NB+1+2IRsM5CyrTWuXD0XSFr+SwpwvnjumQX4sI7s7aP/TixgsZvJWz8boMJIcjuF9sQVFSTDr0+vJWTRRqcy3p5O2PzyPwWQm/4w5GN0WUoE43uebSUVj1HziDHJfZ9ABaUnc5ts3kwrGyV1eiynHSiqSZHjbYXJWVVPzkbWTKpwl/FEO/+BxEoNhHNWFmPIcqIkUweZuTLk2Zn3yzAk6+ZA2q2n8zmOoYQVbRS6mPDtKJEHgUCdlly2j5MLFkwq9DO9s48ivtmIwW8hZXpkuZzDO4IuHyFs9i8orV06iWR+l+aebiXR6KTxzAXmnViFbTaQCUfoePUiwqYfCsxdQ+d5TXqtjmkbwUB+df3+ZVDjJ3GvPHbs3U5EEbX98Af/eTkovXkrxhvqxzommafj3ddF193bUpMLca88b07SPDwZp/c3zRHu9VL1vNXmnzRr3G0d2t9P+p23IRpnSi5diKXKhJhUC+/oY2noIY46VudduwPa6xB/r93PkzueJdHjJXToLU44NJZTAt7sLJR6j+uo15J82Z0Kd1lQN78sttP1uK46qEsw5dpKBGNEuHxpJ5t2wEUf1eGMpSI/kW3+zhXDrEI6K4vSiZ3+U+KAfc6Gduv89f1K1zFi/n0M/eAIllMTscSKbDWnb5VCYwnPnUXHVKciv2wmkaRq+XR103rGbqsKPY7ZMbB/fsYn93yETdzdNVWjt+hXln5xP7oqpF7Glp5q3kWy0kpO7hHCwjajtEPNuOH/KfaOpSIKGGx/GEqvGaisiFveS9HQx/6tTy4NqmkbHn14htlslP38N3d0PUnvtGtzzpt8vGunw0nTrFooLz6fP+xj1375wxv3PsT4fjTc9RVnpZfT2Psys/zkd1+zpBRmSgSgHv7KJ4oILiUa6SBV3Mue6c6bdD65pGi0/3YLUVYjdXs3Q4BZK3j+XwrOmF9IItw/RdOtz5LpWoqpJhodfpfpTp1CwZmqJR03TaPvtNkI7gpjsTjQ1STTcS9HGOiquXDn17wrF2H/9/ciqNb2FR4NUPIy9Npe5XzoPwxT7Z5PBGPu/8gBSyohsTNeDVCxC0XlzqXjvqqnLqWoc+t5jxDuSmK0uJIxEAt3U/Ndp5K2cXp2u696dDG1qx+VOC8IEonupv+XiGVXR+p84SO/dh8nNXYGixAnL+6n/9iUz7nvuum8Xw4914/YsIpXwE3N1UP/Ni2ZUKWv/40sEXvDhdM0hkRhByRtgwTdmlpxt+eVzRHfHsTuqiMeGoWSE+V+7cMbtiW13biOyI4HTOYtQuBXnaXaqPnjKtDEArb96gVSjBYejhpHhV8m/rJLSC6YXUNFUjUO3PIHZV4vFmo93+EUqPr5oRvGoVCjGgRsewW1ehiQb8Qf3UP7BBRSsm15Ey7evk5Yfv4DTU4VKikR0BOtcO3XXbZj23uu+fzf9mxowWo+OyqNxzMUW5n/94mm3X/Y+so+eB/ZiNNmRJBk1pWAuNTP/qxdMu5fcu62Ftt+8hDNnDrJkIhrqJW9jORXvWTbt74t0emn45uPk556GbLQw7NvG3BvOwlE9vWpopMPL4Vs2U1BwNmoqhi/1Cgu/M7XW/ShD21rp+VMDRUVnEQgcxlQfpfaa06eN0TSN5p88g6G3DIejlt6eh5nz5TNxzprYgTiWWJ+PwzdtYVb55ybkISUVzcrdTdcz9o6ODj0fp7tb36rNE5FB7xYKLimbNqlD+pFDzTWnkXL0EQsMEpYOpPW7p2kUjXYzC295FzFTB5LRTMzQyoKvXzhtpZMkieqPrsY4K8FgzzYKzq+ZMalDWuyj9Kp6Bge3UPWxVRmJmlhLcii7chEDPS+Qf071jEkd0lKntZ9by8jwLgKRfcy5dmbzGkmSmP35MwnFD5GMBXEu98yY1AEc1QWU/8cikkqAlBak4gNLpk3qo8eq+eRpGIoU3PYlGA0eSt61cNqkDmByWlnyg/egSQqlBZfgti4mZ1kF86+/cMqkDmld96U/uhLJIlFcsBGPbRme5eXTJnU4qtV9/QWYS4y47UswyXmUXF4/Y1IHqHjPClzL8zCZXSS1QWZ/cV1GUqfF59fjXJqDZDQTThym7obzMhIzqbhiOaYKIyZrDuFUK/O/sjEj6dHqj65Byktgc5YSUzqY95WNGekbzPr0OlRHCLunljg9zLvh/Iw0B6o/toaUZRizNa0QWPkf01+DUWr/cy1RpR1ZsmIo1mZM6pC+fnP/9xyCsYOoiopzsScjRUij08rc/11PNNmBJMu4VxXMmNQBchZXUnbFQgySG7d9AZZK64xJHaD83cvIWVmB27qE4vwLkO0yC26cPqkDlF68mKKz63DZ51FSfBGSVWX+Vy+cUSAm/7TZVH9yDZqm4rDXYq4xzpjUAeyV+cz6/BlEU90kk8OUXD5/xqQOo+3eQqKxbgLhvcy7/ryM9CIKTpuFfZ6dRDxITD1CzSenN5WBdNsy5wvrCUYOEAq0Unxp3YxJHY62sx9cyODwGyfFriuxn3LKKXzqU59i+/btU37G7/dzxx13sGjRIu69995/u4DHE03T8Md2UnR+ZlKYkiRR+eEVeANbqfn02owaN9lspPoTp+IdfpHKD6/KWNa16qOnEkk1U3JBfUafB8hfO5uE5iV3RWZ65AAFZ84hprZTcmHmx3HNKyESO0L+mbUZC9FIBpmCs2rxDj9PWQY3+lj5Tp9DKNZIJN5G0bk6rtOHVuAL7CYSa6P0osykRw02MyXvqifgO0QgvJ+qj2T2yEc2G6n4wHL8/v0EIvszGiWOlrPq6lPxBXYTjjVRsjHza1DxvhX4w3tJ4MU1f/LnqJNRfuUy/L4dGAsMunTPy9+7lOHBl3HMzRt75JAJpZcvwju0HdeS4owFeiRJouSSBXj7tpGzsixjtTFJkii+aD5D/Vspvmh+xqqCkixRsH4WQ96tlF6ZubytwWrCMS+XkcDLlF2RuUeEvSof1RIgENpH+Xsyjys+fwHh2GF8gX1UffSUjH9f5QdWEYjsJ+BroPz9yzM+n+VXLicQacA/coiydy/OuO3KXzuLuNqDL7CHig+syCgGIGdpJXGlj1D0MEXnZC6/XHhWHeFIE5JHG/cYdSbKrlzKsPdFis6fl3ldMcjkra0mEN5HkQ4J5fzTZhGI7yGhZr51eDp0JfaDBw/icDg477zzKCkp4eKLL+aaa67h85//PB/60IdYsWIFRUVF3HnnnXz/+9/nC1/4whtSyDcdWZ70FQq14l5RnFGCHsVemYdkS+GsnbmnNoq7vgzVGMK9MPMG2OS2Ya/OJTGSuchBuHWAvNW1uhTVlEgSW7lHlyqdJEkYc0yUXJR5IgIovmABmimmK6FIBhlrjRvPKn2a9a66EmKxDnLXlOuKKzq7jmDkANZqR8amMgB5q2oIh1swFZsycsIbxVFdQFLz4pifN6PT1bFYCl1IrgS5p01cdDQdttIckozo1j13zSshoQ1Qcpm+a553Sg1xtYvSd+nTBi9YN5eY0qFbL73wrLnEtT4Kz9LnD1G8cQFJhvAs1Cf7W3zhPFRLaNIFf9ORu64KOS+lSy5YNhtxLsgnKXknXc8yFSaPDVOJmXD8MPmnZr5VWTYbcS0qJBw/SP7pmWu0S5JEwdmzicW6dbWTkiThWVGGfY5b170gm4w45ufiOXV618TXY6/IQ5FDFJ6rz8Mh55QKrNUOXdK9kkHGvbSMYKiBlBQan4uyQFdUfn4+t912G729vfz85z9n7ty5DA0N0dSUFp744Ac/yI4dO9i2bRsXXXRRVgU6HkgGadJXPNmLa7E+57dgcz95Om4OSFfYnGVVRNr19dby184h1JS54E3SH9XdwCQDEV1OV6NIsqRbotbotCJZ9OvcG+wG3Iv0aVIDGFwmck7JXPwH0o2Z7JDJXTu9DeXrkQwyBrcR93L95TTn23DO02eaA2CrysHo0r+lRrYasRbp1z2XZGa0EJ0QZ0jLjupRV4S0mx6SpltHXjYZkYySrsQAr9VNvd4BBqtJt6Y7pJ3H7NX6NOQBHHPzMRfo96Rwzs/HXGjXLfWcc0oFsl3WbSDlWVyK7NAvoWzymLFW6GvDAGwVHmRDNjK8Bt3a+lpSwVaWo/tY1goXqVSYpDQM8mt5KRuyEqe22WxceeWVXHnllVkd9ERDkqXJR7GSgmzQV2GVaAJjhlaKx2JyW1GiM+/1PBaDzaxLBlYyGXTLekoGQ0b7uF9PpkIkEwOzCFHVrLTnkUDOQp9dNus3QoG0d7TBqr/jIhllyOIGl2RZt/wrgISUVZwmZReX1llXQWdygKPXXtYZl00d07Ss47I6l4qatca+ZMxCn90gZXcvmAxZ6dZLJgPZnFDJIKNmsCf+9WgpDfT5QKXjsmnHDHJag17vsZJH67KkoEphjLIrK78KeBOU596OTDViNxlziPXq0yw2WM2kdGpbAyQDMQw2fT3DhC+M0Zl5bbVX5ePfm7lTHKTdiMI65VgBtFR677QeYn2+rG6IVCBBrCegO06NprLS71ciSVIR/Y2LmlCJD+g/nppQiHbok6kFiPUGiQ/pP14qmiLUpO+aqykFUmkNbV3HisTRkuiuY2mBFSOhZn3HS4yEQZF167OHmvrTmuJhfR4H4SNeEt6objnWWF+IaJf+ax5pG0GLZ3cPJbPQg08F46hZGEHFh0KoUf1xaiRFqEmfJj9A6PAgiRF9v09TVLSkRqxfp0R0PEmoRX+bGTo0iMWRhyRLKFL43xqxi8QOUz5j9xQuxftsm66vshQ4GX5FX4ymafj3dI7tCc2UgacbsU2yj3YqjE4r0Q6fLrnT5EgINSLp0lpXYknUoKZbq7vnvn3IKQfxocyNIzRFJdETZXBzi65jxb0hZM3JwGP6tKzjQ0FkxcHwM/r00pVYEjUm43u5U1cjryZTJL1J/Dt7dI38UqEYKa9KYGevrlFHqHUAm6WUgccy18CGtO65y5lWNdND/+MNuJ2LddeVvk0HyHEv0x3X+6/9uB1L6L5vr664nnv24nYsof+xg7ri+h9pxGapwn8g8x1CmqoR2NVHakjVZYCjphSC+wZIDMV1zcxpmpauX2H9hjuDTzRhlHKJdOoz3BnY1IjZWEikI/PHj5qmMfJyF8qgPsnmZCBKckDBv71b1703/MoRbOZqeu7X6TnweBNawETcm/mgMBWOE+uIYHHkgyShydpb94z9pEWefMRutFixShWEmjN3MBt48hCGpCtjzXWA0OE+ZNWDd1vmySLa40OKWBl4InPjkL5H9mG3zqHrHzszjun4y6vk5p5K55+2Z3xT9D60j9zCFYQODWf8qCDpjxI8MER+8Rq6781c133o+WacrjrM5Ou6Tj0P7CW/4FTivTFSocwbs54H95GbtwotZCQ2kPksweDmQ3g8C7GYyggc7Mk4bmhrM273Auy22Xhfzrx+9D68H49nCTZbNd6XM1d+7Pr7LvKKTsWo5uE/kFk5NUWl9/595JWeghowZmwKpMRTDD3dTG7ZCpL9qYxHRko0wfDz7eSWLSPZl8xYizwVjuN7pYu8ylVEDo1k3PBGe3wkehPklS9n8JmWjJ3A/Ad6MCTd5BatovvvuzK+f4aeb8Juq8XjWULvQ5knlaHnmnC65uF21+sy3PHv7cJmqcDjWUr/o5l3zOJDQdSAgbyC1fTcm3lHKeGLkBxUyS8+ja5/6PDOONiD2ViMJ3cZ3fdmHtdz/x48nqXYLBV4MzQ+0hSV7nv2UFB1BsF9Axm3Y/GhILGOCHn5p9B1V+btbM+De3B7Fqcfa8gSsiynR+tv9VT8653R3s7IJnnKV1nVuzhy+0sZ9WT9+7sJbB+isPws2n6zLaMRlppM0fa7lympWE/fgwdJZGBXqKYUWm5/jqLys4nujzGQgcPQ8MtH8G0doGTOeuKHlBkbDE3T6PjLKzDgJq9iEeZ4Oe13bpuxcRp6vhn/84Pkli6hpPxcGm5+fMbEmQrHafzWYxRXnIursJZYQ5zB52ZumEKtg/TefZD8spUUlK2l5WfPZ9STH9ndSWi3D2dhDQVFq2n68TMZjWqDTf0Ed3lxFlSTX7Saltufy+gax70h+h5pJKe4nvySVbT95qWMOhPxwSC99x4gp2Qx+WUr6P7rHqI9vhnj/Pu68T3fh6e4jsKy1XT/ZS+h1plnXLru3onsz8HmKaS48kza/m/bjCMxTVFpum0zHtcyTDYbJVUbaPr+szN2etRkikPfeZyCotMxmo2UVG3g0HeemtFaVImnaLzlcQpLzsRgMlBSdV46bob7RokmaLz5MYpKz8Zgkimp3Mihbz0+4/FiAwEO3/o0pdUbMZiNFJWsT3sVzKBhHjoyRNv/vURJ1TlYnTnYmMWRXz0/4/0TaOil9x8NFJSvxlNch3/bACMz+CkAhNuG6L23gbzSZeQWL6Lv/oMZdZSSgSjtv32FvJJVeIrq8G7pyGj0rSkqzT95loLiNThyS4gfSWTkxaAmFZq+/xQFJadhzy1G7TPT9+jMsyCxgQBtv3yJwrK1uIvmEtkbZWDzzO3e4LOHCe8Kpe+FitPp+dv+GY27NEWl6UdP43Euw2J3UlyxgcZvzdyOJUbCHPr2E5RUnoezoIZka1rIZyaGtjYTfNlHTskCZKOEbJQwmh1jOSgbslaeczgcfOlLX+L666/Hbte/6vNEYFR57tRLfo3RNPWCt7CvjbaOP1D7hdMmlWDVFJXBLYfpu+8wFXPfjcFowTd4gKjxEHVf3jDlvlAlluTQrU/gkpfiLqgjHvLS272JuhvOnXJaPhVJcPi7T+IyLMFdMA9NVehpfQzrPBPlVy6dsEo4MRKm98F9hHb5KZt9KbLBmNYbb9+Mlhui/L1Lxkm2appG4GAP3f/YjTlRSkHF6UiShKZpDPduJyZ3UP7+pbjry8atEI52j9B9zx7irQlKZ12EwXhUPtXfw0Dfs5S+p57802eP2zo4KpPb/c+9FOSfjj23AtlgRtNU+o48gX2plbJ3L8H0usWISjzF4OZGBh5upmzWpRjNdiTZQCzYT3/v09R+bg2uuRNXn2uKysDTDQw8dISKOZcjHy2jb2AfMcsR5lx31pQrYH17umj/zStUzHkPRnO6PP6hBiI0MvfLk+u6Q3qdweFbN1NaeTEWR97YORkc3MLcL581qXY2pKfEW257jrLqSzFZPSBJpOJBeo88SukH68k/daJGgJpMMfBkI4OPHqG09mI0VQHSC0P7jjxB3oYyis5bMGGfebTXR9ffdqD1O8ktXoWSCCNJMrJsoa/jCfLPLafo/AXjtvdpmob/QDddf9mBw7QQh7sSJRFBkg0YZBt9XY9RsLGGonPTmtpjcarGyI42uv6+ixzPqVisuSjJGLJsxGiw09P1KMWXzknLIx+zcl1TVIZfbaP7rt3k5azBaHaiphLIBhNGo5uezocounAWhefMm6DP7t3WSs8/95JfsBaD0YaaSmIwmjEaPfR0PEj+hmqKz1+A0f7a70sGY/Q/egDvlnaKys5BVRKoagqjyYZBttPX+yjF75pH4Zlzx5UzMRyi96ED+Lf3UVx5LmoqiaapGC1O4sEBguyn4j+W4Zo33uMgMRKm7+ED+F8ZoKT6AjQ1PZUuG00MtD9DztmFFF9QP6GeqUkl3fbc33i0TlvSqoiJML3tm6j53OopBawincM0/fAZikvPx+ZKtwHJWJCeIw9T84XVuCeRA4Z0R/zw957CaViMpyC9V1tVkvQ0P0zBpVUUnTt/0kVfieEQh3+4GY91Ba68uahKAkk2MNC2BUt9WkPh9VtBNUXF+1Ir3X/bQ2n1JchGE2oqjiQbGe55FePsFOVXLsFaPH6lfGwgQPc9u4k3pSit3UgyFkRNpddHDPW+gmuFi5J3LRq3tVZTNUZ2ddB9107c9qV4CutJRHyoSoJULMLwyEvpa37W3HFtuhJLMrj5EP2bGimpvBCLowA1FSOVjDHSvxO5LEbF+5ZhKx+/yyHW76f73j3EDyconX0x8tFFoJIk4bDMQpKMpJJRXnn4U2+dpOyLL77If//3f9PV1cUtt9zC1Vdfnc3XHFdGE/vqd9+B0TR55yQWGqCv63FC/haSKT+yVaZ44yJsZR60lEqwYZCRlztxuueQX34qsuG1Cx4e7qG/63Fy11RS9q4lYzrPiZEwvf/aj+/VbgrL1uHMe217XCoaob9jM5oniqs+/2hSTa/cj3YEiB4JUlh2Bo7cY0VmDKSCUXp7HgF7HGupEw0lPYU4lF5dWVixDkd+9VhjYjJ6UGMKXe33EU/0YXBZSAZCKLEYRoctnfQUCaPkJq9oFTZPKRZTEUpcobv9XqLRDkx5diRZIj4cQIkkkC1mLAUu1HgKJZDEnbuQwvLTMZsK6e14lJHhHVhLXRgdFpLhOOHWQQwmMwaHEXOOHTWlkvCGcThnUVZ1ORF/G329mzAWmnDMzkcySMS6A4QaBzCY7KiGBEZHOmkooQQOxywKi85hoO8poskOCs6ehaXEhaaoBA8O4N/Zg0FyoxDGYE0nRTWh4LDPxumoY2DgKWyzXZRcNB9zngM1oRA42Ev/o4eQ4maQNDRTCkkCTdEwG4twOxcy5H0O+zwPpZfWjxnthFoG6L1/P4n+JGabm5TqQzLKaBrIioX83LWMBHah2YIUX7IAW5kHtPRiq/5HGyFiwmCykVRHMNiMaCqoUZUcz3IUJUoweADPqnJsVR40VSN82Etgfz9WUykKQTRrAkuhE03VSPSHsMjlmI0F+IN7sJTasBSnTWAibV6I2bCYiojG2jEVmNPnLKUS7fRjTOZiMZUSDO3DmGfCnGdHSSjEunxYzKUYDQ7CoRZsNR4shU7UpEKkeQRDKg+zIZ9g5CCmfAsmjxUlliLW48duqwLJQCTShnNuAaY8G2osRfjwMGZKMMougqEDmEscmFxWlGiCaHcAm7UCUInFe3DVF2N0WUhFkoQbhrCZazDKDvzBfZjyLRhdFpRoknhfCJutClWLklSHcC0swWA3kwrGCR0cwumYj1G24fPvQrKmt/op0STEDVjNFSRS/UguBfeiEmSrgcRghODeQdzuhaiqRjC4D4PTiGw2kgrHkZIWrOZyYskeDB4Ne20eklEm3hsk3hknx7OcSLydWKIHa4kLyWQg4Q2jhmTs1kpiyT6wxLCWugGJWF8AQ9yDxVhMMNKAfbYHx5w8kCDaESB4cAC7oxZNjRKL92FwmZEkiVQoicNSQzIRJmkYomhjHY7atDlUtNvHwKZDELNisRQSibQhj90PKg7bLBJRH4rVR/HFC9KmLAaZxFCQvocaiHaEsNmricU6kUwqjN4PhmKMkpNw9DC5a6vwLClFNhuJD4cZePQwik/DaiojGu9AsmoYbKa061vUjN1cSyTZgqnIiHNeIZJJJt4fJrCvD4ejFlk2Egw0YS1Ltx9KNEm8J4LNUkMs0Y1kS2IpcSNJEOsLQMyKJ6eeaHSASLgVx+wCjE4zSjhJpMWHxVicdpm0q5hybKhJhcRQuu1x5c0jOHyIcKgVx6x8DE4zSihFpGUEg+QkpfowFzow2E2kQnFSI0k8uYtwFcwlMNhIYOQApgIbRqcFNaoS7RpBMhqQ7TLWknRyTgyGkBJWcgtWYc+tGNfJMxlzsJrTnapUMsLL91/z1mvF/+lPf+KrX/0qRUVF/OQnP2HdunX/zte9pYwm9jVX/nZCYk/Gg7Qc+A1yXpKSKxbgmleKJEkkA1E6/v4S/j29GCUX+WWn4iqcPe7CqEqK4e6dhALNuFeVgCFF8FAvSjSJEkogaSbyi9eSU1Y/YV+s2VDIQMezjAy/Ss6aclzzS5AMEtGuEQafbsZiLKaw8gxM1tdG5jZLOUaji962Jxjoe5qclWXkrqnFVpKDyWMjNhCg71/7Cezpp7hqA678OdgsFUiSjKLGGOp7id62Ryk8ZzbFG+vHjcwiXcP03LePxJEkdcuuxWiyoapJwtF2YqE+eg4/TO7pVZReunCcQYWaSDG4pYn+hw9TM+cjuPPriMS6iYV7ScWC9Hc8i3NpHmWXLR5vqqOmncF67t5HYc455Jefgm94P4nIMKqqEPAeRMqPU37V0nEGI5qm4d/bRe+9B3AZl5Bbspzh3ldJKWEkZFKxMOFEKyWX1I/rcWuahn9/N/33N2BOVODImYXfu5tUKoIkGzHKLsKBVjwrS8cZ+UBaq77vvoMkuyCnaAX+4d2kkiGQZMzmXBLRYYylBsquWDRuBiHhi9C/qQHfS72UVJxPKNhEMhUAJIxGD/FIP3JRkvL3vG42RVEZfqWN3vsOkJuzGtlgJBkNgCRhsroY7t+Bfb6N0ncvmaA9EG4fovuuvRgDRbiL6o+Oyg0YTBZ6mjeRe2Y5JRfWT9AeiPb66L5rD9Kgh9yylajJGJLBiKYqdDf/i5J3zaNw/bwJ+8KjPSN0/mUnpmA5nuKFqKk4ssGUHkm2PUr5B5aRv3rirEO4bYjOP+zALtfjzKtGTcaQjWbiYS+DA1uo/Mgp5Cwd3xBqmkaoqZ+O3+8gz7MWm7soPQtgNBMaacMf2kn1x1dPMKTRNI3A/m46/7iLouLzsHoKUJUkkmxksP05tHwfVR85dYJamaZq+Ha20/XnvZTXXIrR7kRV03G9zY9hniNRcdVyzHnjhZaUWJLBpw4x9GQXFXMvRdWSaKqCbLTSf+QpTDUS5VcunaA1ERsI0HvffhItkFO8jFTUj4aG0eIi5GsmYeqh/L3Lxs2ijZ6Tnn/uxxDKx2hyklJ8aJqG0ejBYLDgG9lB8SX142YdNE0jdLiP3nsPgs+B0eIikfCiqQpGkxObtQzvwEvkrauh5ML6cbNpka5h+h44SLQljjunjkTSi6YpGGQ7VnsJA92bKTh7FsUbF4yrZ6lInIEnDjH0dBuFpaejaQqapmC0OEGS6Gt/nNIrFlJwxpxxI2VNURl++Qg9/9xPXuFpWGzpEbHR6iAW6GegdzMVH1xB7sqacTMImpo2X+n6227yCtZgc5UiywZko4XwcBuDA89R8R8ryF1RPT5OURne0U7XX3dRUHw6NmcRstGCwWQhGuint+1RSi5dMGG2SU0qDD3fTM+9eykoOh2bpxiD2T42q3ksBoMDm6UcSUrfF6lkhJfu+eTxMYGJRCJ897vf5bbbbuOCCy7gBz/4Qca2rseT0cS+9v13YjS/lpQSsQAN239A7RdPTVskTkHfYwcYfrKPyvrLx24oJRmn48B9FF8+h8Kz5k663zl4uI/WX7xAWe1F2NzphluS0qPj5l13UPzeOeSfNnvS6axgUx+tP3+B8tqLsXmKsVrKMJncdB3+F7HcZmo/vXbKvY+pUIzGbz1BVfWHySlMT6EFva0cafkd875xPibX1IIygQM9dP5mH/VrrsdgNBOPjtCw/fvM+fKZ06pcpSJxDt38JNXVH8VdMIdotI/Dr/6CymuWkbN4apEXTVFp+dlzeJTVFFSsIRrrofPg/bjXeSi9dGpZT03T6PzTduSOMoprzySR9DLSu5+wdJC5/7thWhXBvkcOEno+Rvm8C1HUKPGwj67m+5n31fOmFekJHOih4zd7qF36ITSSqKpC+767Kf/wIvJWTS3fm/BFOPytp6iYdRVGmyVd9oMPUHBxxbSSmZqi0nL7VuzRejwldahqko7991Ly3rnknzZryjiA7nv3kNhtpHj2WaSSEdr23kXNZ0/FPX964Zye+/cS2ylTOuds4lEf7fvvou6rUz8ygqPX4i+vQms+BdWnEg0O0N3yAPO/ecG0oi2aqtH6863YIwvxlNQRGm5noP9pFtx00bRiIWpKoem7m8l3rMeeW4qv/yD++A7mfeX8aa+7EkvSePMTlJdegdnlpq/1aQxzolTPIBmc9Edp/OaT1M7/KLJFpvPgg+Scm0vxxunV8EKtg7T99FVmLfsYqhal8+CD5F9YMqMk8tDWZrz/6qei/l1oWpK+lmcw16tU/seqaYVzeh/cR/jlJKVzz047ivU3EFL2Uffl86YVlhl4+jDDjw1QvuAiJCAWGKSn4xHmf2P66xdo6KXjV7uoWnQVssFAIuKjq+kB5n3j/GlVJRPDIQ5962kq51yB0eYgFvTS0/4QC268cFq1RiWaoPFbT1JSdD4Wdz4RX0+6vnzzwnGPgSbEHb3uxYUbsHoKCY90Mji0hQU3XjhtPUtFEjTe9DglpedhdRcRD3npPvIQC755wQT3vXFxoRgNNz1OSfn5Y+3+KJJkwGzKwWwuGEvqAKlEhBfv+vibawIzHeeffz6f/OQnuf/++6mvr+f//b//Ryikbw/48UIyGsa9mnb/gln/vWbapA5QcsFCctcXMdT5MgaTDZM1l+5Dm6j+1DKKzpk3pYiJq66E+psvpOfIJpRkFIutALujlpY9v6f6c8spOH2iDeFY7NwSFtx0IT1tj2E2FWO25TIyeJCw9SC1n5k6qUN6u9v8GzfS3vRnFCUGMrQ23DljUgdwLyyj9MPzaWv4K5LRQFvDX5h17doZpSuNdgvzvraBI42/BxkGO1+k5Iq6aZM6pIUoZn/hTAaGnkZVk8QDfixzDdMmdTiqA/+RU4iYD5GMRjAZC/H5d82Y1AFKLq7HXK8QHunB7qymp3nTjEkd0uem/GOL6Gt5GoerhqGOFyl5T920SR3AnGOn7usb6Dx8D07XHIKDLbhX58yogz16bnzh7ZgM+YS9neSsK54xqQOUv2cpqdxBtDgE+g9TcsW8GZM6QNm7l6B4BtCSBoa7d1LzmTUzbs9Ma/KvIqwexijnMNixlblfPmdGJTZJlpj12TPwel/AYq1goPM55n1t44wKYLLRwNz/dza97Y9it9fi7dnGvOvPm/G6G6wm5n3lXLpa7sdiKiCmdlP14VOnjYG0FOuc/11Hd+vDqHEZY4U6Y1IHcM4qpPjK2Qz37CAZimKrt2Tkc1Cwbg62ZWZifi9qTEHL81P1wZk14UsvW4xcHSURiGKQ7Yx4X5kxqQMUnVuHc7WD8FAXZlsBPa2bmP/1jTNeP/eCUso/tpjB9hexOSroaXmcuq+cO6NUtDnPSd1XzqG75VGc7tn0tz3FvK+eP6MEs8FmZt5XN9Bz5HEcrjn0tz/L/K9vnDapw9Hr/rUN9LY/id05m4GO55ifQT0z2s3M+9p59LU9jd1VTd+Rp5j3tfOnTepwtP392vn0HXkai60Ei60Ai60Qu7MSl2ceVkcpssk0IR9lQ9aJ/Ve/+hWf+MQnWLJkCR6Ph3PPPZetW7fy6U9/mp/+9Ke8+uqr1NfX8+qrr2Z7iLeMY1fBh31HsMy24KjNTEq25JJFhPyH0w5V/kFcK3NwZ6AnbfLYqf3MaQz37MTuKsM3sA/P6QU45xbPGGvOsVP1yVV0tzyIbJLpbXuImk+uzkju0mi3UPqeBXS3PoS3dye5Z1TMmNRHyVtVTSjaRDhwhJTZN2PHZ+yYTiueNaX0tT+Nz7uLgjMz0+mWDDKlVy6is+le+jofo/x9yzKLO2ry0tlyN/3tT1LxgWUZ6/2XX7WM3o5NRPydOBfmZyynm7uskpjaSTLhJxLppGBdZtrZ5hw7OWtKGep+kZGBnZRelpnphyRLlH9gKV0t9+Dte5mSizLXTK94/zI6Wu7B591NYYbXAqD8fUvpOHwX0XhHxprpkiRRetUi2hr/Cq54xloNkkGm6KJ5HNn7R+yz3RnXUdlsJPe0clr23Enu2sqMpWONTiu2Oicte35P6RUTH5FNha0sF8Xso6v5n5RdtSSjGICCtXMYHniF3o5HdRnElF22mN6OTfR1Pknlh6Z3JDyWivctp6fjIbw92yl/37KMJWDLLlvMQPczhL0d5JxSmbF2fe6ySqKpdiL+DqyV9gmL26bCUujCUmVmoP15LFWOjH0jjA4L7uUFdDc+iLM+P2M5a6PdgmtJPt0ND+BeWpSx/4PJZcVe52agdQvW6szLafLYcC7MJTSczhl2VykWey4Gs3HKnVnZkHViv+WWW/D7/XzkIx/hmWeewefzsWPHDn7xi1/wn//5n2zevJlPf/rTb4tFdZLJMPbqbn2EUh1GFpIkkX9WDT3Nj9HbtomSSzI3z3DNKyUUaiEc7aav/UmKL8jcDcizsJygv5HhwX3IeeqMvcVjyT9tNsP9O+hte4TijZkfE6Do/Lm07PkTxRfrM9EovWghPU2PkbOmTJdMYu6KanwDe5HzlQmr46fDVp5LUvIzMrQLz9LM9eANVhO2Whftjf+gVKcRSvHF82ne8XsKzqnRpSlectFCupsexTbHmbHDGaTNg4L+FizVNl161rayHOLxAVzLC3VJ49or84mGesg/J3N3QEjX1XCglaKL9ZlpFJwxh8Dwfkou03kdLqzH791D8QX64souW0ww0ETOsipdcYXnzSHBkC6BKckg41xYAO64Li15o9OKMV8mafBmnCwh3YGUczW8fa+Qu7Im4zjZZMS1sICOxnt0tW2QNsA5cuBvlFyu8zpcsZie1kd0x5VcuojB3ucp0Xnflr5rEYN9L1ByqT4Do9J3L6a34ylKLtcZd9ki+jufIZbsG5d7pnplw7+1j/2ee+7hf/7nfzjjjDOw2SY2up/4xCdoaGjI9hBvGbLxtd5RPDk4YVvCTOStnUVgpBHNGtWVYCVJIv/MWgZbtiJ7FN0Oarlrq+k79CS5a/U5TkkGGWu5C1WO6kqWAJ4l5STiXlwLMneig/QMhSYlcS3IbJQ/iiRLSCYZ1yJ9cQC2CjfWMpdu446cVeWklOCUW9GmjFteRTw+iGe5PoMYk8eGqsZwL5t5tuZYJEnCWurCWqXPCAXA5LbgnKvfWMbgNKdXV+tAkiSMbnN65b8OZJMBDRVbeeZOZZB2PsSILhc9AGtZDqDp1uc2uixYS/Ubkxg9Zhyz9V8DU4ENZ13mrmijOOakDWL0/j7PijIUJaLLaQ7As6SCVDI46Rbh6bBX5aOkYhn5rR+LJd+JRkq3gqelwAWSosvSFdJOiJoSx16t7xpaiz2kUmFSagBFC02royJnofsPb7LyXFFREZs3v3Hm8W8Wsskw9pKyOCNGuxk1GcNcoK/iA1hKncQjXsyF+rUArKVOUskwBh3+16NkEwPpqU40NbsKJ2lIWUwtSbJ+Ny4AsjW2MBuzujNkizG9CjiLYyKT1W+ULWmXs2yOl42xDBJZmZNIpLdtvmVke6wsTommZheHpmXlOIamZTWSkwwSsjW7+yGbdjFdn/+Ni57NOc3SOCfbOE1C98AhfTyQDTLJlG9c/pnslQ1vamKXJImzzjrrzTzEG46m6b9IqUgC2WhBU/RXYi2lHhVd0G/coCZVDLKFVEifMQWk931nU96kL4JstOjSQYb0SmctBfFB/Qsq1USKxGAWZi3BBElf5prSoySGI5DSdBt3JP1RZNmkS8d6FC2lkRiaXgVt0mOOREn5M5M4PRYlohDr1G8yokRTRLt8uuNSoThJvXVGUZGQdZtwpMJxUDRdUsEA8f4AaJJuR69kIEZ8IHN/g1FSgSSx3uzisqkrKV+cpF+/0UtiOIKaIov7IYKEIWMJ3lGUWBJJNpAY1vcblVgS1PRuEz2kQjFQ0V1fEr4IErLu+12JJpC0dMJOJUOoin5DqZkQWvGAwShhNMoYjTI2WxGRLn2GBt4XWskpmk+sV39DGWoYwl1YRSyLxjJ0cJC86oUMPz+zlOOxqEmFeH8Yu6uM4OHM/dwBBp48TEHZSgYez1yjHmBkRxu5ZfUMPdmsKy7W58fqLMK/o0u3eUq8J4wSUElF9HV8hp87gitvFv59+pzwBjcfJrdoIYObM9fphvTebUd+Bd4t+oxlUqEYWlgmuKdP17lJhePIqpnhFzt0xcWHgpgtuQw+pe8ahpr7sTvL6XtY32M578tHcOfNoe8hfcYyA0824ClcQL8OHwWAvocO4M6dxchOffeTd3MLRsVJfFCHeZGqEWoYJNYRQolnbtiiJhXiPSGirT5ddsqaqhE6OIAUNx11xssc7zMteIpm6fI4gHRbkVNYz8DT+q7D4LOH8RTMp3+TPsOdgc2H8BQsoH+TvvrS91gDOYUL6X9cX/3s33SAvOIl9D+us5xPHyK/fBkGg4zBICPLylj+ef3LYBTublljMMljr1nL30P/Q5lXRE3TGH6+jcLZy7BZi3S5oKlJheD+AXIq52Ix5ekyjlHiKSLNI+TXLkALyhlpzI8y9EIz+RVLKa07g94H9mde3kSKcOMQJQvXENw/qMtBqv/hBsoWnolBsRPr82Uc1/uv/ZTVrcOdPxvfnsz9CQa3NFFQuYyi6lMYeDLz6xntGcGIm7IF6+j7V+Y3rKZqjGzroGLZ2YQO6Ds3vQ/so2LBet11oP+JRoprVuMpmINvV0fmcY83UFy7GlduDT4dNr69/9pP+dx1mA05hNsyL2fPffuoWHgu6oiacT3VNI3+hw9SuWIj4cahGbXZR1FTCt6tR6heeQHDzx9J28lmgBJNEGoYonLFBfQ9sD/jDk+kcxij4qB07jp67s/cvGhkRxs5RXUUVq1gMAOvh1GGnk/X6/zypQy9mHkHa2RnOzlF8yiZtSYjbfZRYgMB5KSN8oVn63LuU1MKgT29VK7YgPfZ1ozPp6ZpDD3dTNXK8/Hv7M6486KpGt7NzVSvPB/f9q7M4xSVkRfbqV55HsMvtGXsoKgmFXzbu6hccS4jL3VkHKepGt5nWyicvRTZICEbpHH5Z7JXNojEDphNRszm9KuoegGpLoVwBqYZAH0P7yevZAFmq5nyBWfSfVfmLk4DTzVQWLUUk9lI+Xx9sf2P7qeoZiVGk4GK+vW0/ebFjKYQk4Eo/Q8eoHTeKbgKipGDFoYzcA3TNI3WX26lbP6ZmC0mKurX0/LTLRmVt2/TAezmMuxuD9VLNtLy4y3pabMZ8O3uINEaI6e8loqFZ9L1px0ZuSzF+vwMPnKY0nmnUDx3GcPPtmXkDa8mU7T+fCtVizbgyM3HlHRn7AbV+dftFFYvx2w1U1p3Bm2/eTGjOP/eLpR+DXdxOVWLN3Dk/17I6NyE24fwPd9J0ZzFVCw6i64/78zI7jbU1I//hR6KZi+lavE5dP3h1Yxc6ka2txE/HCWvuo7a5RfSevvWjKY8+x49gDmWg6uwhNoVl9D0vadnnJrVNI2OP71MXkE9dreb6iUXcvh7T87YWGuqRsvPnqVs7plY7DbK562n+cfPzNjoqskUh7/3FNVLLsDhySE3bwEdf3x5xrqdGAnT8pMt1K68hLyquaTaFbwvzGwfHO3x0f23PVQuWk/pvFPwPtGaUUcp0jnMwEOHKZu/mrL5q+l/oCGja5cYCdP9t12U159B4axFBF7uyagDqSYVWn/2HJWLzsWZV4Ax5sz4fmi740VK556OxWalqGoFHX98OaO4rr+9Sn7pYqx2OxULzqblpzMbNGmaRttvX6SwahUWu52KBefQfNvmGa/7WH2pW4fZZqOsbh0tP3t25uOpGs0/3kzFgrMxWy2UzT2D1l88N2N90TSN9t+9SGHVSsxWC0aTAaPJiNVmH8s/E15T+IzMxBuiPPd2ZVR57oqbH8ZkfW3hWzzsZ+s/rqfyUytxzpleeS70gpcFZ/3HmFpQ597nSBZ5Kf+PFdMuqvDtbKfvrkYWnffxMfH/zn1bSRYNUf6B6WOHXzrC4AOtLDr3o0hH/XoHWvbijeyh9nNnTLlnOzES5vCtTzJn+RW4i9Irt9VUisbn/oFnQzEF6+dOelwlluTIr7bikmqpXPTamomBlr0M+XdS/em1k+4zVpMpeu7fQ/xAjPnr3jd2jgID3RzZ9xA1n1876QpWTVEZfOYQ3sfbWXTu1RhM6YV+oeF+mrffR83n1mCvmnwlarCxl/bfvEz9ug9jdad3N8RDfhq2/p3K/1wxQVZ0lKQ/QtMPN1M56xzyq0aNLVI0bLmLnPNKKThrzqTnRlNUOv7yClKXhTlrLht7v/vAC4TNnVR9YvWUC2CGXzlC390HWbzh4xhM6f2z/r4O2g5sovbaM6bcQ+/b00nXH3ay6JyrMdvTK3kjfi+Ht91N+UeX4l5YPqGsmqLifbGZ/gcOs+icqzFZ04s1o34vh7b9k9IPLCRnWdWEFdNKPEX/YwcIbhuk/uwPjclghkcGaHr5Xso+uBjP0soJx0sGY/TcswulXWLeGVcec+27OLL3Yco/umxMpvlY4t4QnX9+BVuilNqVG8feH+luobPpKSo+tnLSVdbRnhHa73yZgtwllM1fM/b+YOt++vpfovKjq7BXTlxdH2oZoOPOlymfdRaFNYvG3u/a/wKBVDMVH1w+YXeEpqgMbz9Czz/2Mn/t+3HkpXczqEqKwy/ch7neTMmlC8eZyoxdg20t9N17kIXrP4zFmf7eRCRE49a/U3DZbPLXzJqwBVFTNYZfaaX37gMsXP8RLI50vYj6hzn04j+ovGYlrimMXkJHBjly+/PMP+21ciYiQRq2/I2yjy2ZUo8g6Y/S/KOnKa8+i4KahWO/r3HLXXjOKabgnLpJ7wc1kaLtjhexxoqpWXbe2Psde54l5uqn8sOrJt2aqcSSdP51O4YBB7NOuWTsuwda9jA4vJOqa1ZPulc86Y/S/vuXcCjlVC/bMPb+YOt++vtfpuqTp0y6uyXW76f9dy+R715E2YLTxt7vb97NkG8XlR87ZdL7L9bnp+2OFynMX07pvNdEjPoOv8pw5ADVn1w96c6oVChG++9fwhYvpWb5a+fFYsvBnVsz4fNjvy8W5r5vXHJ8JGXfrowm9vd+91HM1vEr2uPhANseuJWEyU/Ju+pxHdVhVpMK3uebGXyyCU9ODbNPvWicBGBu4VwOvXAPfUPbKb1q8Titb0g/p+x76ADxw2EWnfvhsaQFkFe8gIbn7qLfu52SKxdNcCiL9fnpfXAfSpfCwvUfRDYe7c1JEgXF9XQdfJ4DL/4V98oSii6ox5xjR9M0Ih1e+h48QLwzxPzTrsSR/1qZzFYXntwa9m6+k+7mF8ldV0PO8gpki5GkP8rQ001EW/1ULTyLwtpjVN8kiYLiBQwe2c/e536PlAv5Z8/C5LahxJP4t3cROjBAyexTKK8/bVwj4M6rJhEMsfvpXxFNDZJ/9mzMhU60lJI2a3m1i8KKhVQtPQfZ8FpSdLiKkVQDO5/4P0LRbgo2zMFWnpP+jW3DDD3djMNRwuxVF2G2v9YIWKwebLZ8tm/6GcFQG4Ub63DMLkqbcwwEGNjUiDKsMGv5hXhKXtvDLBtM5BXWsffpO+lpe5n89bXkrKrGYDWRCsYY2tKMf0cPpbNPoWLh2nHXKq9oHt0HX+TgS3fhqM+n8Ny5mDw2lHgK/55uhp5qwuWpYM7qSzEYX2vonO5SkpEou578JQmDn8KNdViK3WgplXDzIEObW3C5y5l9ysUYLa91pmyOPMwmD3uf/T2D3XvIPb0Ga7kbTVWJtIzgf7WbgvIFVC1ZP67OWe15WC25HNj6F3paX8azqgJrqRM1pRJp8hJt8VEy+xTK5p861okEsLuKMBkc7H/uz/S1v4pnRTnmIjtaQiV4YADFm6S87nQKZy0ad+1dORVoSZV9z/0Bb18DnhXlmPJsKLEUwT29SDETlQvOIq9yvMBPTn4t8VCQvc/eScDfjnt5OUa3GSWSJLCrB7PsoXrRelxFx2w1lCTyCucSGupj77O/I5IYwL20FIPDRCqYwL+zG6ezlKpF67HnFh4TJpFfvICR7hb2PncnCc2Pc34RksVAcjhKqGGQwop6yhesxWR7rd0wGM3kFc6jfe+zHNr+T0wlFuxzRk1gQgQPDFBUtYTy+tMwml+7diazA7enkgNb/07n4efwrCjDVpNz1OjFj//VLgpKF1C55KxxcRarG6s1n11P/JKR4Sbyz5mNvfqog2CXj6Gnm7GZ85m16iKsTs+44zldZex87BcMew9RcN5cnHVFyEaZ+GCIgccaUbwKtcsuIKf0Nc0CWTaSVzSP/c/+ia6m58k9o5qclVXIFiOpQJShzc2ED3mpqF9HyZzl465ffvECuhu2cfClv2OpcpC3rhaj3UwqmmDk+TairX7K69ZSUrdiXFxuwRz8fR3s3fI7UqYwuadXpw1+Ikl8L3WijqhU1p9FfvV4jYTcwrmEBnvY8+zviKvD5KyuxOAyo4QS+F7uwqjYqFx49rjfl64vdfh629i35Xck5GA6zmE6GteJUXVQvfAc3CWV4+Lyi+Yx1N7Avud+j+ZSyFtXjdFhIRVJMPJiB8pgksr6MymoqZ9QTrNlGpndWJi7r79QJHY9jCb2//jh45htk29VG+ps4MALdxH0dqW3NmCgqHIhZQtOHdewAljtueTk1wDg62tn9+bfEvB1YClygUEm4Q1h0uxU1q8jr3L86NhqzyEnP62v7x/oYPfTv8XnbcNS6ARZIjEcwWJ0U73wLDxl4wVQbPZcPEePq6SSNG67n87GraQSEUDC5s6nqn4drqLxvXNJkskrqsN01IY0Fh6hcdt9+AbbUFIJTBYHxbVLxyW7UVyeMhxH9Y5VVaGj4Xn6ml8lmYhgMFrIKa4lt2L2hF79secIYKBzL+37tpKIBZENRpy5pRTUzB/XWQIwme3kFc4dSy5DPY207nqSWHgYSZKxuQoombsco3n8KEk2mMgvqhsbafoG2zj00gOE/X1oqorF7qGs7pRxDfsouQWzsdiOjo7CwzS88E9G+lpIpeKYzDYKqxZPWla7sxB3bsXY9Wh69WF6WraTjIcxGM14Cmoom79qXIKd7Df2te2ibc9mYtEAsizj8BRTMnf5hDiD0UJ+Ud2Ys6Df20HbnmeIhX1IkozdU0B+dd2EchpNVvKK5iLL6bjAcBedB18gFvJjMBix5xbiLp64J99scZJbOHvs+3xDbfQc2k4iEkI2GnEWlGDPmbgH+dg6DuDtO0Rf826SsQgGkxlXYTlW18T94A5XEa6cdN3VNJXB7gMMHjlAKhHDYLLgLqmc9P515ZTjcKVH96qqMNCxB2/nYZRkAoPZiqe0akJ9AcjJr8FqT8/2KEqCviM7CQx2o6aSmGwOXEVlE86lLBvILZw7di8l4iG6Gl8kPDKQrmdON+6Sqgn3g8FgIq+4DoPh6ExIYIC2vc8QDXjT58yVS35V3bhOFRztRBTVYTCYjl6Ddppf3UQ05AVNw+rIo7RuOUbL+L38smwgr6gOoynddvm9nRx+6UFC/l5UVcFidVNWt2rS+yGnYBZWW/r6xCI+Gl+8l5GB1nRbYbZTXLN0QtsE4HSX4PSUjp3PI7ufYqBjP6lkFKPJRn75PDylE9uYY+8jVVXoadlOf8selGQMg9FKbsWsSeuZw12My1M2FtfXtpOhtgaSiShGk5Wc8losjol71sfXlxS9rTsYamsglYxhNKePNzpDdizu3ArszsKxuK7D2xho3UsqGcNgtJBXMRdH3sRZpmPLORWJaJi//c9Gkdj1MJrYP/qzp6dM7ADh4CCB4U60afZk2uy55BTUjBfwT8UZ7DlINDCCpiqY7c4JjTKkG8r8ornjbt50bAOxkA9NUzHbHOMsYUexWF3kFc0Zd1xVSTE80EwiMfV2EVk2klc4G7N1fG8xHgswMngEVZ188ZeEhCu3HOfrTAxUNcXIYCvx2NTPeR3OQtx546dtNU0jMNxJJDQ05fm12jzkFNSOPbIYJeDrJuzvnzLOZLKRWzQbo3F84x0ODBAY6ZoyTpYN5OTXYrWPTzIznRsAp7t4rDEaRUklGB5sIZmY+pm0xeoit3DWWJKFo85zwx1EQlM/D013BmZPcIoKBfoJ+nrQtMmfM1qsbnILaifUqXBggKC/d9LfKCFhc+ThyauakGhC/j5CgT5UdeJzcEmScbgKceWUT7j2QV834eDgpOWUZSNOT8mEuqZpKoHhLiJh76RxBoMJV045duf4xzWqquAf7iAWHpn02huNFtx5lWPJaxQllcA/3EE8Gpg0zmxxkpNfPZYsR0nEw/i97SSTk69Ct1jd5ORXT7h20fAw/uHOKeuZxeoiJ79G9zU3Gi3kFs4e63yMEgkN4R/unDIufT/UYLXnjHs/HgsyMtg6bVvhzCnF5RkvZjXT/SAh4fAU484ZPxBR1RS+oTZi0cl3H0mSjCunbJK2ScHvbScW8U16/WTZeDQ5v76+TH+8KeOUFCNDR4jHJl//IEkyLk8pTs/MHg2JaJg/fuFckdj1MJrYr/n1M5ht02v9JhMRQoEBoqGRcTeAxebG4S7E9rpKP4qSSuAf6SYaHuH1Ch2SbMDhKsCdO3EEMBobGOkhEh6eECvLBhzuQlw5pZPGappKNDxCODBIIv5agjcYTThchdhdBWO9/dejqgqRkJdIcIhkMgaahsFowu4swOEqmNRucJRELEQoOEgiFkRTVSSDEZs9B4erYELDdyypZJxwcJBYxIeqqkiyjMXqwukuxGSexjEplSASHCQSHkFVUkiShNniwOEqxGJzT7lWQUklCAeHiISGUFLpxWpGkyV9bpz5k3aiIH3TRkJewsFBUsn0NjpJlrE78nG4Cyc0mqNomkYs4iMcGBzX+bHaPTjcRVhtU9+0yUSMcHCAaNiHpirp32h1zhg3WtZoZPTcyJgsjhnPqaqqRMPDRMMjqGo6zmJ14nAVTnvtVVUlGvISi/qPxhmw2tzTns9jyxmPBVFVBVk2YLXnYHPkIctTr+9VlCSR4BCJeBhNVZENxqNxOZPeE2NxR699MhFB01Rkgwm7I29CR+71pJJxIqEhkon0fmej0YzdlT/tuQSIx0JH61kCkDCZrNhdhZjMU98Po/dvJORFVVJpa16zDYerCLNl6uONnpNIaBhFSSIdE2e1e6a+H47GhYOj5UzP6DhcBdPfD8e2FYl0B0Y2mLA783C4CjGaptZej0UDhAMDJOKj18GI3ZE7Yz0bvR8SsRCapiEbDNgcedgdedPWs9E2JhEPHxUHMmJz5GJz5E5bX1LJWLodTYTRNA2DwZRRXCIeOVrOMBoaBjl9vJnuh3HfEQ1xx6fOFoldD6OJ/TO/34rFPn1iH0VVFZRUAk1TMRjM456PToeiJNM32zE3t82ZO2EUOukxldRrsdJrsdNVqnHHTiVQVQVJkjEYzdkpJZ3EaJqW1TnRNDXdsGRwDV9/PE1TdccJBCc62d5LgsmJR0L88mPrdCf27NbSn2SYzQbM5kwbWQOQjRyrAZtt+ucp08Vabfq02ccxxShS8O8iErNAIHjz0FLZtTEisQMWkwFLlpq8AoFAIBC8KWSZl0RiB0xGA2aR2AUCgUBwAqFOoUkyEyKxAzaLjNUiErtAIBAIThykVHbisCKxAyaTGLELBAKB4MRCEVPx2WMzG7Fl46EtEAgEAsGbRTK7vCSyGWAWI3aBQCAQnGBkO2IX7m4CgUAgEJxEiBE7YLWIqXiBQCAQnFhoYio+e6xGGWuWhvYCgUAgELwZqEaxKj5rrEYJW5YnUCAQCASCNwPVmJ08r0jsgNVowJqlEIBAIBAIBG8GihCoyR6LUcYqRuwCgUAgOIFIian47LEZZDEVLxAIBIITCsXwDkvst9xyC4888gi7d+/GbDbj8/my/i6LmIoXCAQCwQlG8p02FZ9IJLjqqqs47bTT+N3vfvdvfZfZoGA2KG9QyQQCgUAg+PfJNi+9bRP7TTfdBMAf/vCHf/u7LHIYiyym4gUCgUBw4pCQw1nFvW0TezbE43Hi8fjY34FAAACDHMUov6NOhUAgEAhOcAxyNKu4d1Q2u/XWW8dG+sdiNkQwZ7lIQSAQCASCNwOzIZJV3AmV2K+//nq+973vTfuZhoYG5s+fn9X333DDDVx33XVjfwcCASorK49OxWcnBCAQCAQCwZuB5WSYiv/Sl77E1VdfPe1nZs2alfX3WywWLBbLhPeNcgyjLFbFCwQCgeDEwSjHsot7g8vxb1FYWEhhYeFbflwpGUVKiql4gUAgEJw4SMl32DP2jo4OhoeH6ejoQFEUdu/eDcCcOXNwOp36viwehbiYihcIBALBCUT8HZbYv/GNb/DHP/5x7O/ly5cD8Mwzz7B+/Xpd36UlomgJkdgFAoFAcOKgJbJL7G/b+ec//OEPaJo24aU3qQsEAoFAcDLxth2xv6EkYyBG7AKBQCA4kUieBIvnjhvxCJjV410KgUAgEAheIy4Se/ZEo2DQjncpBAKBQCB4jahI7NkTiYEsErtAIBAITiAi8Zk/MwkisQNaJIwmpY53MQQCgUAgGEMTif3fIBIFSdi2CgQCgeAEIpLIKkwkdkALRdBUMWIXCAQCwYmDJhJ79qiBBGpSPGMXCAQCwYmDGk1mFScSO6AG4qgJsd1NIBAIBCcOakwk9qxR/XHUmEjsAoFAIDhxUOMisWeNGkigCoEagUAgEJxAqIns1n6JxA7EA3HiZrEqXiAQCAQnDnGR2LMnEUgSN4kRu0AgEAhOHBLJ7AacIrEDMX8Mk9FwvIshEAgEAsEYsZRI7FmTDCRIGERiFwgEAsGJQ1IRiT1rQmFNmMAIBAKB4IQipGSXl+Q3uBwCgUAgEAiOI2LEDgSDoIoujkAgEAhOIMJZrukWiR0IhTRUSUzFCwQCgeDEIaJll5dEYgdCERCb3QQCgUBwIhHJMk5MQAsEAoFAcBIhErtAIBAIBCcRIrELBAKBQHASIRK7QCAQCAQnESKxCwQCgUBwEiESu0AgEAgEJxEisQsEAoFAcBIhErtAIBAIBCcRIrELBAKBQHASIRK7QCAQCAQnESKxCwQCgUBwEiESu0AgEAgEJxEisQsEAoFAcBIhErtAIBAIBCcRIrELBAKBQHASIRK7QCAQCAQnESKxCwQCgUBwEiESu0AgEAgEJxEisQsEAoFAcBIhErtAIBAIBCcRIrELBAKBQHASIRK7QCAQCAQnEW/LxN7W1sYnPvEJamtrsdlszJ49mxtvvJFEInG8iyYQCAQCwXHFeLwLkA2NjY2oqsqvf/1r5syZw/79+7nmmmsIh8P88Ic/PN7FEwgEAoHguCFpmqYd70K8EfzgBz/gl7/8Ja2trRnHBAIBPB4PdzAbO4Y3sXQCgUAgEOgjgsI1tOD3+3G73RnHvS1H7JPh9/vJy8ub9jPxeJx4PD4uBiCK+qaWTSAQCAQCvYzmJt3jb+0koKmpSXO73dpvfvObaT934403aoB4iZd4iZd4idfb5tXS0qIrJ55QU/HXX3893/ve96b9TENDA/Pnzx/7u7u7m7POOov169fz29/+dtrY14/YfT4f1dXVdHR04PF4/r3CC940AoEAlZWVdHZ26pqOEry1iOv09kBcp7cPfr+fqqoqRkZGyMnJyTjuhErsg4ODeL3eaT8za9YszGYzAD09Paxfv541a9bwhz/8AVnWt8h/9Bm73ucXgrcWcZ3eHojr9PZAXKe3D9leqxPqGXthYSGFhYUZfba7u5uzzz6blStX8vvf/153UhcIBAKB4GTkhErsmdLd3c369euprq7mhz/8IYODg2P/V1JSchxLJhAIBALB8eVtmdiffPJJmpubaW5upqKiYtz/6XmyYLFYuPHGG7FYLG90EQVvIOI6vT0Q1+ntgbhObx+yvVYn1DN2gUAgEAgE/x7iwbRAIBAIBCcRIrELBAKBQHASIRK7QCAQCAQnESKxCwQCgUBwEiES++uIx+MsW7YMSZLYvXv38S6O4BiEXe+JzS9+8QtqamqwWq2sXr2aV1555XgXSXAMt956K6eccgoul4uioiIuv/xyDh06dLyLJZiB7373u0iSxLXXXptxjEjsr+P//b//R1lZ2fEuhmASjrXrPXDgAD/+8Y/51a9+xVe+8pXjXbR3PP/4xz+47rrruPHGG9m5cydLly5l48aNDAwMHO+iCY6yZcsWPvvZz/LSSy/x5JNPkkwmOf/88wmHw8e7aIIp2L59O7/+9a9ZsmSJvsCsXFdOUjZt2qTNnz9fO3DggAZou3btOt5FEszA97//fa22tvZ4F+Mdz6mnnqp99rOfHftbURStrKxMu/XWW49jqQTTMTAwoAHali1bjndRBJMQDAa1uXPnak8++aR21llnaV/84hczjhUj9qP09/dzzTXX8Oc//xm73X68iyPIkEzsegVvLolEgh07drBhw4ax92RZZsOGDWzbtu04lkwwHaO21eL+OTH57Gc/y8UXXzzuvsqUt6Xy3BuNpmlcffXVfPrTn2bVqlW0tbUd7yIJMqC5uZnbb7+dH/7wh8e7KO9ohoaGUBSF4uLice8XFxfT2Nh4nEolmA5VVbn22ms5/fTTWbRo0fEujuB13HXXXezcuZPt27dnFX9Sj9ivv/56JEma9tXY2Mjtt99OMBjkhhtuON5FfkeS6XU6lu7ubi644AKuuuoqrrnmmuNUcoHg7clnP/tZ9u/fz1133XW8iyJ4HZ2dnXzxi1/kr3/9K1arNavvOKklZTO1gX3ve9/LQw89hCRJY+8rioLBYOCDH/wgf/zjH9/sor6jeavtegVvLIlEArvdzj333MPll18+9v5HP/pRfD4fDz744PErnGACn/vc53jwwQd57rnnqK2tPd7FEbyOBx54gHe/+90YDIax9xRFQZIkZFkmHo+P+7/JOKkTe6Z0dHQQCATG/u7p6WHjxo3cc889rF69eoLRjOD4caxd71/+8pcZK7jgrWH16tWceuqp3H777UB6qreqqorPfe5zXH/99ce5dAJIP3L8/Oc/z/3338+zzz7L3Llzj3eRBJMQDAZpb28f997HPvYx5s+fz5e//OWMHp2IZ+xAVVXVuL+dTicAs2fPFkn9BELY9Z64XHfddXz0ox9l1apVnHrqqfzkJz8hHA7zsY997HgXTXCUz372s/ztb3/jwQcfxOVy0dfXB4DH48Fmsx3n0glGcblcE5K3w+EgPz8/4/UQIrEL3ja8UXa9gjee973vfQwODvKNb3yDvr4+li1bxmOPPTZhQZ3g+PHLX/4SgPXr1497//e//z1XX331W18gwZuGmIoXCAQCgeAkQqw6EggEAoHgJEIkdoFAIBAITiJEYhcIBAKB4CRCJHaBQCAQCE4iRGIXCAQCgeAkQiR2gUAgEAhOIkRiFwgEAoHgJEIkdoFAIBAITiJEYhcIBAKB4CRCJHaBQCAQCE4iRGIXCAQZ4/V6KSoqoq2t7U0/1vvf/35+9KMfvenHEQhONoRWvEAgyJjrrruOYDDIHXfc8aYfa//+/Zx55pkcOXIEj8fzph9PIDhZECN2gUCQEZFIhN/97nd84hOfeEuOt2jRImbPns1f/vKXt+R4AsHJgkjsAsE7lL///e/YbDZ6e3vH3vvYxz7GkiVL8Pv9Ez6/adMmLBYLa9asGfd+TU0NP/nJT8a9t2zZMr75zW+O/b1+/Xo+//nPc+2115Kbm0txcTF33HHHmGe7y+Vizpw5PProo+O+59JLL+Wuu+7693+sQPAOQiR2geAdyvvf/37q6ur4zne+A8CNN97IU089xaOPPjrp1PfWrVtZuXJl1sf74x//SEFBAa+88gqf//zn+cxnPsNVV13F2rVr2blzJ+effz4f/vCHiUQiYzGnnnoqr7zyCvF4POvjCgTvNERiFwjeoUiSxC233MIdd9zBLbfcwu23385jjz1GeXn5pJ9vb2+nrKws6+MtXbqUr33ta8ydO5cbbrgBq9VKQUEB11xzDXPnzuUb3/gGXq+XvXv3jsWUlZWRSCTo6+vL+rgCwTsN4/EugEAgOH5ccskl1NfXc/PNN/PEE0+wcOHCKT8bjUaxWq1ZH2vJkiVj/zYYDOTn57N48eKx94qLiwEYGBgYe89mswGMG8ULBILpESN2geAdzGOPPUZjYyOKoowl1qkoKChgZGQko+9VFGXCeyaTadzfkiSNe0+SJABUVR17b3h4GIDCwsKMjisQCERiFwjesezcuZP3vve9/O53v+Pcc8/l61//+rSfX758OQcPHpz0//r7+8f+nUwm6ezsfEPKuH//fioqKigoKHhDvk8geCcgErtA8A6kra2Niy++mK985St84AMf4Oabb+bee+9l586dU8Zs3LiRAwcOTDpqv/POO3nqqadoamriv//7v/H7/bS0tIxL+NmwdetWzj///H/rOwSCdxoisQsE7zCGh4e54IILuOyyy7j++usBWL16NRdeeCFf+cpXpoxbvHgxK1as4O67757wf5deeilf+MIXWLx4McPDw3z729/mvvvu46mnnsq6nLFYjAceeIBrrrkm6+8QCN6JCOU5gUCQMY888gj/+7//y/79+5Hl9LigpqaGa6+9lmuvvfYNPdYvf/lL7r//fp544ok39HsFgpMdsSpeIBBkzMUXX0xTUxPd3d1UVla+qccymUzcfvvtb+oxBIKTEZHYBQKBLt7okflUfPKTn3xLjiMQnGyIqXiBQCAQCE4ixOI5gUAgEAhOIkRiFwgEAoHgJEIkdoFAIBAITiJEYhcIBAKB4CRCJHaBQCAQCE4iRGIXCAQCgeAkQiR2gUAgEAhOIkRiFwgEAoHgJEIkdoFAIBAITiJEYhcIBAKB4CRCJHaBQCAQCE4iRGIXCAQCgeAkQiR2gUAgEAhOIkRiFwgEAoHgJEIkdoFAIBAITiJEYhcIBAKB4CRCJHaB4ARi+/btrF27FofDgSRJ7N69+3gXSSAQvM0QiV0gOEFIJpNcddVVDA8P8+Mf/5g///nPVFdXH+9iHVceeughLr30UoqLizGbzeTl5XHmmWfyox/9iEAgMO6zNTU1XHLJJZN+z7PPPoskSdxzzz1vRbEFguOK8XgXQCAQpGlpaaG9vZ077riDT37yk8e7OMcVVVX5xCc+wR/+8AcWL17Mf/3Xf1FZWUkwGGTbtm187Wtf4/+zd97hcVTn/v/MbO/qXbJlS+694AIG00PvJPySm957CEngknsTSAgJXLhJyE1Pbjq9mI7BGOOGG26yrWb1siorbW/Tfn8sFghZ0o5SMNz5PM88j73ad87ZmXPOe+r3ffbZZ9m0adM7nVUDg1MOw7EbGJwi9Pf3A5CTk/POZuQU4K677uIPf/gDX/va17jnnnsQBGHkb1/5ylfo7e3lT3/60zuYQwODUxdjKt7A4BTgox/9KGeddRYA1113HYIgsH79+n9J2iemqR966CHuuOMOKioqsNvtnHvuuTQ3N4/67tatW7nuuuuoqqrCZrNRWVnJ1772NRKJxJjf43a76e7u5sorr8TtdlNYWMhNN92EoigT5icej/OjH/2I+fPnc/fdd49y6icoLS3lW9/61pR/c1tbG4IgjHsZGLybMUbsBganAJ/5zGcoLy/nBz/4AV/+8pdZuXIlxcXF435fVVWGhoayurfP58NisUz6vR/+8IeIoshNN91EKBTirrvu4oMf/CC7du0a+c7DDz9MPB7nc5/7HPn5+ezevZv77ruPrq4uHn744VH3UxSFCy+8kFWrVvFf//VfvPTSS9xzzz3MnDmTz33uc+PmY9u2bQSDQW666SZMJlNWv/EEkiQxODg45vNQKDTq/4WFhfz5z38eY/u1r30Nq9WqK00Dg1MOzcDA4JRg8+bNGqA9/PDDk363tbVVA7K6Nm/enFW6c+fO1VKp1MjnP/nJTzRAO3z48Mhn8Xh8jP2dd96pCYKgtbe3j3z2kY98RAO022+/fdR3ly5dqi1fvnzC/JxI94knnhj1uSzL2sDAwKhLVdWRv0+bNm3SZzHRs/385z+vmUwm7eWXX54wfwYGpzrGiN3A4F1ISUkJL774YlbfXbx4cVbf+9jHPjZqtLpu3ToAWlpaWLBgAQAOh2Pk77FYjEQiwdq1a9E0jf3791NVVTXqnp/97GdH/X/dunVjRspv58Rud7fbPerzw4cPs3Tp0lGfDQwMUFBQMPL/VatW8f3vf3/MPQ8ePMhNN900bpp/+tOf+PnPf84999zD2WefPWH+DAxOdQzHbmDwLsRut3Peeef9Q+/5dqecm5sLwPDw8MhnHR0d/Od//idPPvnkqM9h7HS33W6nsLBwzD3fbvd2PB4PANFodNTnNTU1I52ZP/3pTyftIBQUFJz0uZjN4zd1Bw4c4LOf/Sw33HADN95444R5MzB4N2A4dgODdyGKojAwMJDVd/Py8rJaNx5vPVvTtJE0zz//fIaGhvjWt77FnDlzcLlcdHd389GPfhRVVbO632TMmTMHgLq6Oq644oqRz91u94jT3rZt25Tu/XaGh4e55pprmDVrFr/97W//Ifc0MHinMRy7gcG7kM7OTqqrq7P67ubNm/8hO+wPHz5MY2Mjf/zjH/nwhz888nm2SwLZsm7dOnw+Hw888AC33HILovjPObyjqiof/OAHCQaDvPTSSzidzn9KOgYG/2oMx25g8C7kn7HGPhknRuAnRvAn/v2Tn/zkH3L/EzidTr75zW9y6623cvPNN/OjH/1ozBG0t+Zhqtx222288MILPPfcc1l3kgwM3g0Yjt3A4F3IP2ONfTLmzJnDzJkzuemmm+ju7sbr9fLoo49OumY+FW6++WaOHTvG3XffzcaNG7nmmmuoqKhgeHiY119/nYcffpiioiLsdvuU7n/48GG+973vceaZZ9Lf389f/vKXUX//0Ic+9I/4GQYG7wiGYzcwMMgKi8XCU089xZe//GXuvPNO7HY7V111FV/84hf/YbMCJxBFkT//+c9cc801/OY3v+G+++5jeHgYt9vNggULuOOOO/jUpz41Zud8tgQCATRNY8uWLWzZsmXM3w3HbvBuRtD+EXNaBgYGBgYGBqcEhqSsgYGBgYHBewjDsRsYGBgYGLyHMBy7gYGBgYHBe4h3rWO/8847WblyJR6Ph6KiIq688koaGhre6WwZGBgYGBi8o7xrHfuWLVv4whe+wGuvvcaLL76IJElccMEFxGKxdzprBgYGBgYG7xjvmV3xAwMDFBUVsWXLFs4888yTfieVSpFKpUb+fyL0ZX5+vhGD2cDAwMDglELTNCKRCGVlZboUGN8z59hPBKDIy8sb9zt33nknt912278qSwYGBgYGBn83nZ2dVFRUZP3998SIXVVVLr/8coLB4ITBId4+Yg+FQlRVVfFTqnG8e1clDAwMDAzegyRQ+TKtBINBfD5f1nbviRH7F77wBerq6iaN+GSz2bDZbGM+dyDiZGqRqAwMDAwMDP6Z6F0qftc79i9+8Ys8/fTTvPrqq7qmKgwMDAwMDN6LvGsdu6ZpfOlLX+Lxxx/nlVdeMaIzGRgYGBgY8C527F/4whf429/+xoYNG/B4PPj9fgB8Ph8Oh+Mdzp2BgYGBgcE7w7t2x9gvfvELQqEQ69evp7S0dOR68MEH3+msGRgYGBgYvGO8a0fs74HN/AYGBgYGBv9w3rUjdgMDAwMDA4OxGI7dwMDAwMDgPYTh2A0MDAwMDN5DGI7dwMDAwMDgPYTh2A0MDAwMDN5DGI7dwMDAwMDgPYTh2A0MDAwMDN5DGI7dwMDAwMDgPYTh2A0MDAwMDN5DGI7dwMDAwMDgPYTh2A0MDAwMDN5DGI7dwMDAwMDgPYTh2A0MDAwMDN5DGI7dwMDAwMDgPYTh2A0MDAwMDN5DGI7dwMDAwMDgPYTh2A0MDAwMDN5DGI7dwMDAwMDgPYTh2A0MDAwMDN5DmN/pDJwKuJ3gFN7pXBgYGBgYGLyJqAFx/XaGYwfcbgGXaHh2AwMDA4NTB1EVpuTYjal4AwMDAwOD9xDGiB3weMBteqdzYWBgYGBg8CaiAvTrtzMcO+B2CbhNxlS8gYGBgcEphDI1v2Q4dsDitWI1G0N2AwMDA4NTB4usTMnOcOyA3WfHbjEcu4GBgYHBqYMkGY59yli9FmxW41EYGBgYGJw6pNLylOwMbwbYvDbDsRsYGBgYnFLY0lObSTa8GSB6rYg2yzudDQMDAwMDgxHE1NROpBuOHRB9NkS74dgNDAwMDE4dxKTh2KeM6LUhOgzHbmBgYGBw6iBaDcc+ZUSvFdFpfaezYWBgYGBgMIJoMc6xTxnB7URwGY7dwMDAwODUQRCn5qINxw7gdIDT9k7nwsDAwMDA4E00Y1f8lBGcLgSX4dgNDAwMDE4dBM0YsU8dpz1zGRgYGBgYnCqoxhr71HE4DMduYGBgYHBqYQSB+TuwOcHmeKdzYWBgYGBg8CbpqR13m5qVgYGBgYGBwSmJMWIHsNjBaozYDQwMDAxOISzalMwMxw4IVgeC4dgNDAwMDE4hBKvh2KeOzZFZZzcwMDAwMDhVsP0fdOyvvvoqd999N/v27aO3t5fHH3+cK6+8Uvd9NIsDzWKM2A0MDAwMTh00izolu3e1Y4/FYixevJiPf/zjXH311VO+j6zakVXDsRsYGBgYnDrIqjIlu3e1Y7/ooou46KKLsv5+KpUilUqN/D8cDmc+V12kVNc/PH8GBgYGBgZTJaX+H5yK18udd97JbbfdNubztOIkrRiO3cDAwMDg1CGt/B+citfLLbfcwo033jjy/3A4TGVlJYrqMKbiDQwMDAxOKRRVnpLd/ynHbrPZsNnGBntJqS6sqvsdyJGBgYGBgcHJSanGiH3KpBUTaWVq4fEMDAwMDAz+GUzVLxmOHUjJChZ5arsPDQwMDAwM/hmkpuiX3tWOPRqN0tzcPPL/1tZWDhw4QF5eHlVVVVnfJ6GomOSpTXkYGBgYGBj8M0j8X9w8t3fvXs4+++yR/5/YGPeRj3yEP/zhD1nfJyWrmA3HbmBgYGBwCpGaol96Vzv29evXo2lTO+f3VpKygsmYijcwMDAwOIVI/l+civ9HkZQ1RGPEbmBgYGBwCpGUDYGaKZOUVUTJcOwGBgYGBqcOySkOOMV/cD4MDAwMDAwM3kGMETuQTMkIlqkp/BgYGBgYGPwzSKYM5bkpk5YUTJKxec7AwMDA4NQhPUW/ZDh2IJGWYYo9IwMDAwMDg38GibQxYp8ykjFiNzAwMDA4xZCMEfvUSaRUNLPh2A0MDAwMTh2Sqf+DAjX/KCRZQTRG7AYGBgYGpxCSIVAzdVKSAoZjNzAwMDA4hUgZU/FTJ51WEIypeAMDAwODU4h02nDsU0ZOy4gmY1e8gYGBgcGpg2zsip866ZQK4ntzxK7IEpqqYLLYEARBl62maWiKgmj+1xcTTdN05xdATidJRsOYzGZsLi+iKfu8K1KayGAPcjqJ1enFU1CqKw/peJR4OAAIOHPysdpdWdtqmkZseAApGcNic+DKLUIQsxeGVFWFdCKKgIDV4dZla3Aauf/MAACtjUlEQVRqo8oyyWgQVZGxuX1YbI6sbU+Uq3Q8jNlqx5VXjMlsydpeTieJDvWhyGns7hxcOYW68h4PDhIPDSKIJtx5xdhcXl15T8cjSKkkVqdLV316r5A2Ns9NHSktI4wzYo8O+Tm24xH6uw4jmAVAwCw6mL3iSioXnI4omsa9bzoRo3nvs7QfewVEDRCwmBzMXnkV5fNWT2ibikdo2v0UnY3b0EQNAQGTaGf28isy6U7gsOKhQep3PkZPy25MbguCKCBH0+QW1DD/9PeTU1o9rq0spWjdv4nm/U+jWRQQBbS0isORz7w176d45uJxnZ2mafibD3DstYdIJodB0EATcLmKmLf2AxROnzduuiO2Ox8kkRoCk4CggllwMOe0a6iYv3bc56VpGr2N+zj22sOk1CCWXBeaopLuj1JUvpC5a6/DU1A2btqRwR6Obn+Igd46nNV5CDYTcihFujtK9cLzqV15CRa7c/y0m17n2M6HSAthbMUe0DSSvWGc1iLmrX0/RdULxk07nYjStPtp2o68jLXUhcltRY1LJLvDVM5ax+zVV2B354xrP9zTwpHt9xMMtGLJdQIa0nCC/OI5zFt7Pb7iqnFtZSlF6+svcfzgc6jiG+VfhvKaVcxedSV2T+64tpqq0t2wh8Y9j5NKRQCw2TzMWnkV5bNXTtixUBWZjsPbaDn8AulEFNFkJr90FnPWXIMrt2hcO4BUPEzjrifpaz+IIqWw2F1Mm7ue6YvPxmSxTmgb6GyiftfDRIf9aJqG3Z3L7BVXUlK7dMIO3Ik60Xp4I6omAQJWm5c5q66htHbZhLaZ9uNh+joPIVhFBABJYPq8c6hZeQlWx/jOKtzfxdEdDzLoP4at2INgEkkHotgEH3NXX0fp7BXjpi2lEhzf+zzHDz2PpdiBxWdHTckk2oMUVy5m7trrcOeVjJt2qK+DI9sfYHiwCUdVDoLFhDScQAlI1Cy9lOql52K22E5qm3m/W2nY8zh4NWwlbjRFI9kVwi7mMW/N9RTPXDxu2ifavrajm7Hk2RHtZuRICiEhUrv8CqYvXj9h52Soq4m67Q8QCXUhiAACVpObOauupXzOaROWzXhwkGM7H6W/82BGcF0T8PhKmXf6B8grrxnXDjLtyLEdDxPwN2ZsVcgtrmHe2uvxFpZPaDse0hRH7IL2j4h7+i4lHA7j8/m4/ofPjekNqorM7qfuJSp3UXhJLd755SOVSIokGdjYQGhXNysvupGCqrmjbDVN48irf6WrdSsF588kb80MREvGKUmhOP0vNBDe28vyC75EUfWiMbZ1r/yJns6d5F9YQ/6qagRTpiDK0ST9LzYS2tnF0nM/R0nNsjG/qX77w7S1vETJlfPwLa4cVfGjrQP0bziGUy7htMu/PqZzMNB+lD3P30v+OTMoWF+Dyf5m5Un2hxl4roFUU4J11982pucdC/az/ZHbcczxUnTxHGyFnpG/JXqD9D9Tj9SW5ozrvjPGUSUjw2x96DvYZ7vH2ErhBAMbGwjv9rP2qm/jLaocZSul4mx78DuYa6wZ23z3qGcZaejF/3AdlVXrmXvG+8c8r5bXX6DxyGOU37AY96ySUc9LlRSGdrQw8EwTa6/8Nr7iaaNsFSnF9oe/D1UyxZfOG5U2QNIfwv/EEezRAk674qYxHZPBznp2P3s3RZfPIW91NaL5zb9risrwvnb6Hj3K0nM+P+Zdq6rCnqf+m5jYTfFV83BNKxj192hzH/7Hj5LnnMvSCz87xgF0HtlG3fY/kHd2NQXra0fetaaoDL/ezuCzTRSXrGDRuR8fY9vTsJuDr/wWz9Jiit43G2tupu6kh2P0P99A9EA/i876BGWzTxvzvBt3PcHxg8+Qs6aCgrNrMXvtoGqEj/Yw8EwjlrSHVVd8c0wZkdNJ9jz930TineRfMJOcpZWINjNyNEVg63GGX22nsnYd88/6tzH5HeppZu9zP8Za6aDoktk4KvMy+R2M0v98A7Ejgyw68+OUzV518vwefpa8s6aNek6pQJSB5+qJHh5k+YVfoXDa6E6rpqrse+4+huPNFF02G++8spF8qZLC0M4WBp5rZM6K91O95PzRtm+0Hz29Oyi9biGeWaMdcCoQpf/ZeuRmiTPe/10sttGdzvBAJ9sf+x4F75tB/rqZiBbzqHuHj/bQ++BhZi++dkzaAPU7HqGj/WXKPrAId03xqL8pSYmBzU2EXuli3fW343zbCD6diPLq/f+Bc4WPovNnY3bbR/092R/G/1gdjngxKy/72pg64W/ax/7Nv6Dw8jnkr36z7QOQ42kGX24k+GoXZ1z7Xdz5paPTTsbY8fDtUKxSdOlsnJX5b/7tRNncP8Daq2/FWzi6HVHkNLs33ENU6aHw4lp8iypG3le8I0D/U/XIvQprr74Vp290XZNScV57/IekrSEKL5uFZ/abM32RRj/9TzVgjjtZc9W/Y3WMbiMmI52M8dDNFxEKhfB6s5/tMBy7z8fVtz+N5S2OXVNVdjzyHdxn51Jw5vi9NDmapOmHL7Nk3ZcpqHqzYh988RckC/so/8D4IwE5nqL5R5tZsPJTFM9cOvL5/hd+hlQ2RNl144+MlaRE810vM3fJRyitfbPxbNjxIAEOUvXxVROOIgY2N5HYHmf11d8e+V6gs579r/6E2lvOwew6eU8cMg6j69cHOfOGu0ZGsYnQINsevZXqr52OoyxnXNtY6yAdP9/Lug/8EJszU0hTsRBbH7yZqi+uHOOc3koqEOX4XVtYfel/4inI9H4VWWLr/TdTdEMNvoXj94g1TaPj97vIF5Yye811I5931G2mteNJZn71rFENyNtJD8dovvMV1l55O67cTEOnqgo7HvoOvosLyVs1/gwIQP+L9civw4rLvjHyvEP+VvZs/CG1t547pvF7K0pSoukHm1h8+hdHypimaex58i4sywSKLpgzYdo9jx/E0p7Hkgu/MPJZZ90rHG95nJk3njWq0R9j++hBTB0+lr3vy2/aHtlCc+OjzPz6eky2k9sqKZnj97xCzaxrqJx/1sjnhzb9hpi7ncoPr0QQT14+M2VkN6dfewcOb6ZhllIJtj1wC0XvryVnaeVJ7TRNw/9kHeoxMysv/+bIcx5sP8KBrfdR882zsfhOPoWtpmWO3/sKM2ZcSdXCc0Y+P/rqnwmajmXq0zj5laNJmu/azMLVn6GoeslIXvY8eRfmxRrFF00wS6WotPz0VSpLLqB6yftGPj+27W8ErUczz2mCehw63MXAAy2c8YE7R0aw8eAA2x/7NjNvPmtMR/PtaR+/9xVmVF9N5fwzRz5v2vME/YnXmPbpNROmnegZpu2/X2PdB340UpcVOc3Wv32L4g/PwTu3dFxbgL7nj6LV2Vh+yddGPhtoO8ShXb+k9uZzRw0q3k6yP0zL3Vs549ofjJQROZ3g1b99k9KPLpgw7ZF25JL/wFNYAWQGcdse+HdyL6sgb9X0cW3jXUO0/XgnZ1x7B443nHsm3W9R8m9z8S0Yvw2K1Pvp/v0hzrzhR6N8zWRIyRiP/eeluh27sRAHyJI66jq67QHsK5wTOnUAs9tO7S3n8vqLPyYVTyJLKu2HXyXq6KDihomn6MxOG7W3nMvBV39BPBzK2B7aQsLdQ/n1Sya0Ndkt1HzrXOq2/5ZYaBhZUhnqaaPHv21Spw5QeHYtYo1My76NyJKKlJJ4feOPqb357AmdOoC7ppjSf5vPvud/OvK8dj31Q6q/unZCpw7gqi6g8jNL2fP03SO2e5+5h8rPLp/QqQPY8t3M/MaZ7H76h0hpBVlSObbtAXznlUzo1AEEQaDq46vo6txMqL8HWVJJxuI07LmfGV85c0KnDmDNdVH91bXse/7HI/lu278J6yLrpE4doOj8OaTzhuip3zNiv2/jT5j5zfUTOnU48a7PZv+LPx353Z1121FKI5M6dYCyqxYTMbfS23QAWVKJDPbRcOABZn59/YROHaDsmsUkvb20H34VWVIJ+jtpPPQgNd88e1ynDmCyman55tk0HnqQoL8TWVJp2f8iEXsrVR89bVwnCZkyMu0rq9nx6G0jv3f3hjsp/tDscZ06ZN5x6RULEWZLHN36N2RJJRYcZv/LP6X21nPHdeoAotVMzTfOofnYowS6jiNLKt31uxlMHqTqE+M7dXizDTjwys+Jh4JvlI2XUCtjEzp1AMEkMuPLZ3L86AbCA/43nnEX/v7XJnXqAL6FFXjPLqJ++4Mj5er1F37K9K+smdCpj6T91bM4tuvPpOKJN57XEO2NLzDtUxM7dQBHWS7lH1vMgZd+OZJ2487H8Z1XOqlTByh+3zzi9m76jh8eaYP2b/ofar55zoROHcBe5GX6l1ez59l73qxPz/2U4v83d9K0bfluZn7zLHY9dedI+Trw4i/JubB0QqcO4KzIY/pX1/DahjtG0t3z9D2UfGhipw7gmVNC2ccWsuvJH43xN5NdU8Fw7EBakkmnM1cqlaa7aQvF75s7uSFgdtnIO2c6jbsfJZWSaH79MSr+39gp8pNhslsovmIOx3b8jVQqTfP+xym/YenkhmQaz+Kr5nJs+19IpdI07n6IshvGH+W/ndIrFnL84GPEYxE6jmzHt6ZsUidzAt/CcsLh4wwPdBDoakYsEnCUj78e+1bcNcWkTUMMdDUQDvSRNgVxz5x4XfUEtgIP1moHHUdfJZVK03N8G4Vn1WZlKwgCpdcu5Mi235NMJGg7+CL5580cNf09EY6yXCRziL6OOtJpmdbDT1Ny8cQN91spvXoR9Xv+SjwWYbCzEUu5dWQKezLMLhuuBXkc3/8sqVSa4wefoPSqhVmnXXb9Eo7t+hOJeIzGvY9Tev3CrH93+fuX0rjnARLxGA27HqTiw0uzshXNJio+vJQj2/+XZDLF8f2PU/XhFVml6azIwznfQ3vdKwz725HdsUkbzhOUXrmQrsaXiUVCNO/bQMm18zA7J+6sQsbRVX3yNI5s+x2pVJqmfQ9T9dHJnSuAyWGl5Kq5b9RjiZZDT1F29aJJ7U6kW/r+hRzZ/geSyRSNex6i9LoFWdfjwrNn0dn4MpHwIOGhfiRTCGdFXla2osVE/rkzOLbzAZLJFM17N1B8+ZwJOzJvxTuvjOBQA8P9baRSEl2NmynIsj4ClF6ziKM7/zjSBuWsLsfsnHifxAmclflI5iD9nUeIhYNE4x3kLK7IytaW78Yx10tb3cvEY1EC/UfIXzczu3Qr8jBXmumq30l4qJ+k2j/pwOIE3rmlpM1DDHQ3jPibSS9pamvshmMHFEkdufwNu/GtKJ10FPdWis6ZTU/zK/ibX8NSYp501PtW8lfPYKBjDz2NO7CUWHTZ5q2sZrBrPwH/MSLhFtwzsnOQkGmM7FVuuhu30l73ZFajv7dS9L5ZtL7+BE17H6Dkcn22xZfPo+X1R2je8xBFl2TfEACUXrGA9rqn6Tj0It5lJbrek3deGeGhFob7G+lq3KSrEQIovnQuHYeepa9lH5ZyGyZHdo0QZBoTHBIDnftp2f8YxZfpe2Ylly2gu2ET/W37EHNULN7sd0bbi7yo5gT97fsIdL+Ob1F2DSBkRqSWYgvd9VsIBZvGrLlOhLummGi4nY6Dz+OclYNozX6vbvGl82k79ASNu++n+PLZWdsJgkDuGdM4vu9R/G07yF0+bXKjN3CU55JSBuk6tgW88oSj/LeTd1o1A5176GnYhrXCrqts+OaXExpsJNB7lOBgw5g19YkQTCLeJaV01W2i9fUnKNRZnwrXz6K/7TXCgRb6Onbpel4AhefNov3gc/TU78C1oCDrDiOAozQHiTBDvUdoP/IURRdk/54Bii+bR9vBp2ne8wgFF048u/p2Si6dT0fdMxzf8yj5504+6/ZWSq9cQOvBx2ne/SCFl8zSZVt8xTyO732IeCQwyu9MdE0Fw7G/jWD/UXzLxt9BfTJMdguCTSDQdQjfKn22gknEVuxiqP0AvtOyr9AjtqUeIv7jOCp8umwBPIuKSQz1IGsxLJ7sRusn8C4oJx7uIR7pxlWt7wiMb0EF8WAPocFGvAuydzKQaQxkKUo40Ix7Tv7kBm9BEARshS7SiRCaKE04nXwyXNUFJOMBwn2NuGqym6F4K45puaQiQ8RCXTir9OXdlu9GURKE+1twzs5uRPZWXDPzCfe1Ya/w6D5G6FtZwWDrQbwLsu84nsC7uIz+tp3kn6nPYdjy3SgkiIZa8dTqqxeFZ9UQ6DiAY7pXV8cPIGdVFX3128mZQj22l/sY6jiIZ4m++iAIAo4KH7HBDmxFJz99MRGeOYUkIwOEh4/jqp54SevtmOwWsICUjiLaBN3PyzUzn2RikPBAA86Z+tsgR5mPVDSIosZ0dVYBPLXFJCJ9hAaO4Vukb9e5vciLosQZ7qsjd8X4J0dOhqMsF0kKE+w/Ss6S8ZeHToZvfjnxYDfxSBeKnNRlqwfDsQOKrCHLKrKsIqUTiDobfADBLCBLSUy27M+InkC0W5Gk+KRrSyfDZLeQTsandHBRtJiQJQnQ3ysULSYURUJD/95LQRTQUNEUGcGsvwhqaKiyrLsRgkwDLEsSmqZ/iksQBTRVQVGUKdUcwSQgyzKaqkzpjL6maSiy/MaxS51pW0TkVALBlv2I6gQmuxk5Hcfk1l8+zS4LUjqBScdM1AkEs5D1tPCoNN125GQcsyv7UfMJLF4rkpTA5JxCPXZYpt5+WM2kUwm0qZQrs4isSGiKMqXnhaahyCraFNoBQRTRFBVFVqamnSAKKIqCpk4hbZOIqsgoclrXbNCbN9BQpNSU2l3EN7Q2dD5vQRDQBFAUlVh0YMTvjHcp8tT2thuOnczxkxOX2exBCid030NJyphMDqSI/l6YHEliMruRQvptpXACi9NHKhDTbZvqj2KyOlElFb2HI9JDMUxmJ6iZHbZ6UBJpEMyIFjtSSN+z1hQVZA2TxU2yL6LLFiA9HEc021HTmu58J3pDmG1eTDY3yW79aSd7I5htbkSLg/RQVJetHE8jaCZMViepvqm9a6szBymov2xLwwlMZidSJK3bVo6mMZltqElJt62maGiq/oZNSUiIVhtyXH+aciyNSbQjRVL6baMpTFY36aG4blspGMfqzCU9pP/dJv0RzGY3ZquHpD+ky1ZTVNS0iqZlnpteEr0hzFYvFruXRKe+tAFS/jAmqwtV1l8fUwOZ+mSyOJBC+p65pmmokobJbEOO6X/XmqwCIqrOIC2aooIGqqKSig+hpNOj/M/JrqlgOHZAlVVUKXPll61icFOrLvvUQAQTLjyFMwlsadFlqyQlpECKnLK5BF6Zgu1gCrurEGkgjRzX1/AObW/HUzADh6uC8NEeXbZ9L9STW7QId24Ngdf05bt/cyO+gnnkFCxgYFODLtvA7lbcuTX4SmYz+PJxXbapwQiC5EDQTHhyawns1vee/U8dJa90Kc6cMsKH/LoaIjmeJtUTx2rPIa9kKf5nj+lKu/+lenKKFuL0lRM+2KMrbTUtE28J4syrIt0XR0npm60IvNpK/vTlhA/qKyMAoQM9ePPnEtjRpstOCicgbcZs8pLoHtZlO7S7FW9eLbHmQd0d1uFdXeRNW8LQ1jZddqokk+qJklu+gMAr+sqVHE8jDUpY7T6ElI1UQF+nL/BKC96S2eSWLsX/tL5yNfRGfdJkDbujlEijX5d9/3MN5JQuxF0wneFdnbo6YunhGGrMhMlkx5NbQ2CXvufW9+wxcouX4Mufx8CmRl22obpunJ4KPHmzGdzSpMs22tyHzV6UyfNOfW3f0L42XL4ZaLKGKinIyeSI7znpJRtr7FNGk5SRy+UtJ92ZQo5n34vrfbKOgtKVWGwe1LCoq2IOvNxATtFizFYXWtxCaiD7kWD/G7aaopJbvIT+F+uzto00+rHbShAEE/kVK/E/cSRrWzUtEz0awJFTRl75Uvp0NCaapjG4qZmc0nl4i2cR2NqmqzHoe/oYeeVLEUUrFnKItQ1mbdu74TD5ZSvRFDWT76fqs274pVCCdE8SmysfVPDkzSawI/uORf+LmUZIU1TcBdWE9vZk3RvXFJXBV47jK5kHGnhyZzG8ty3rtAe2NJJTtABUjZyixQy8kn0jmOgexqR4sNjd2GzFRJqyb/gjTZky5i2pJbRPX2ek7/mj5JUsp6B8FT2PH87aDqB/YxO5lUtweaYRPNiVtV2yPwxxKw5fMVrEpKseD25rxlc4H5PZhlnzEe8MZJ/fl+pHykZ+6Qr8T2VfF6PNfVjNhYiCGbu7gFR3IusZR03T8D91lPzyZWiKSkHFKnofrcs67aQ/hJC0YbY4QRNwe2cQfL09a/veJw+TX7rizfqoox1RUjKRowM4c8rxFNVkOhU6ypf/iTryK1biK56daYN0dAB7HjtMfsUq8sqX0P9s9m0uQN+Tx8ivWIqmqJnZEkke5X9Odk0Fw7HDmF5S+YwraPnZ9qxedqS5n8ihAM7cKjRZpbBsLa3/sz2rQpYKROl7rpGcknkZ2/K1HP/ZtuxsByP0v8XWVzyHwMsdxDsmb1DkaJLWn++goGINmqxitXkRoz4GtzRPaqtpGs0/foWC8tWgaJhEGzZTKX3PZ1cpux/Zj9tTg6CZQBXIKVhExx92Z2Xrf+4IVoowmexoskpR1Zm03LcDOTr5EsbwgU5idWFcb7wnk8mO17WArr/um9RWSck0/PBFiqetR5PVzLuqXIP/kUYSPZOPJiNNfQQ2teMrnpuZwlOgZNoFNN+7ZdJOjaZptPxiKzn5SxA0EU1WyStfQfffjpAanLwTmOgZpu/JBnJLFqHJKjkl8+l/pimrDqQqyRy/71UKKtaiySoFZato/93urDokqiTT/rtd5JedBgr4CubT/eiBSe0gUy8CW9vxFtXi8JYQbwoT7xzKynZwazN2SwkiZvLLVtD1l72oWchyappG2292UlC26o3fuobWX2zLqtMphRL0Pn6E3NJFb5SNM2i5b3tWMyOJniCDLx7HVzwHTVZx5U0ndiiaVYdECido+dl2CitPHymXZdUX0/SjzVn95s779+KwTBupT1ZHDpZ4dnVZjqVovGsTRVVv1omiaevp+nMdSX9wUvvhfe1ED4Rw51eP1Ee3bQ7djx6c1FZTNZr+axOFFaeDooECuUVLac+yHRncfhwh6sRi9YAq4M2ZTc8jk6cLEDzchdyvYXPkIopWrEIRA5uz6ygPbj+OWc7BZHKMPDMU08Qj9inuiv+7lOckScLv9xOPxyksLCQvT/9u3XeSE8pzaz/we8zW0btRe1peICK+zsyvnDnuxoxQXTetP9+B3VmErGTWxqz2HBy2KuK2emq/vn5c26Q/SP33N+JyVyPJQVRVxmxxYLeUk7K3UnPT2eNu6kj0DNP4w03YbeWkpf4RDXuT6iKdClH1qeXkvE1OdsS2e5im/9qMxzWXRKILRck4RastDzkZI+/8MkoumnfSjWlyPMXx+7ZgiZZiMtmRlRiiYMbtrWG4/wDuM1yUXrrgpBtKNEWl66HXiewO4Sucj6aqmG1Ocgrn0N++E6W0l2kfPe2kz0tTVLoe3sfwq73kV6zCbLHjyCnFYvWiJGRaG/+XGV9afdLd+Zqi0r/pGP4nGiituRCHLyMbKwgmXM6ZdBx7CCm/i6oPr8DiG7sjOdY6QMsvtlNQcAaeghkjn9tsRSAL1O/7b8o+NI+8FdVjfremqAy82oT/sXqq5l+L2ZrZ9SsIAi5nDf0dWxlKbGX6Z9dgLxqrKpUejtH6mx1YY2UUTlsz8rnF4kWJpWk++iuqv7Aaz+yxohyaphE82EXH7/ZQOedqrA4vmqYhp2KQEulsfYSab6wbJbv5VuRokoYfvkiueyXeolmZNUk5RSocJBDbyqybxxcSUZISDXe+gM++HF/x7JH8+Js24T7dSell42vnpwYjNHz/RcqqL8PueUNVLBmjs+FxZt50Bs7K8duYwGst9N5/jKqF149IlcYCXQxFdzDrlvHVzDRFpfm+V7CEy8kvXw4ICIJAuP84UfEwNV87a0QSekx+A1Ea7thIfsFabK48zFYnZpsTOZaku/txar+1fly9gmBdFy0/fZXCinXY3Hk4vEWIJjN2awUNe39K/kVlFJ07e0xdVNMyQ3ta6PzL6xRXrsdTXDtS152OSsIDzXT3PEb151ef9PSFFE7Q8Zc9qF02SmaeN2JrMjlx2itpOvBrLHMlyq9dfFINgEiTn9af76Ck4jycuW+eanHYy1BSEg37f0LZ/5tL3srqMXlXkhJ9zx9h6JVequZdjTii+S5gUtx0NDyCbZ5G5Q0rTnpkMD0U5fjPtuIS55JXtghN00iG+0E1Eew9hDg9TvVnTz/psTtN0+jfVM/A021ULbgWVU4jJSOIgpmhngM4V5opu2Z8LZDh/R10/n4/VfOvRUknUBUJs8WFv/UV8i8upujc8Y/rDW5tovfhRgorz0BJx0EQcHrLyS+eWNtBTsfZ8cDH//mSspFIhL/85S888MAD7N69m3Q6PRKJq6KiggsuuIBPf/rTrFy5Us9t3xFOOPbV1/42M530NoZ699HdsQHX3FyKL5qDNdeFKimE63rwP3OEdDCKZ1YZ5dctHhFoSXQP499wjMixfgQTeBeXUHLJfGxFHjRZJXq8n+5HDpLsGcaa56HksvnkLCpHtJpJB+MMvNjE4NYWBFHDs6CU0kvnYSvyoskKkeYB/BvqSPQGsfoclF23hNxl00YcSmowQs9jhxne24rZaafw/Fm4awpAFEj2hul/vgEloqHKCfJOn0HJJfNGGp2kP0TvhqMEX29HsIjkrakmd2VGjzuj195EvDUIqoCl0Ebh+bXY8l2oaZnQAT+hfX1YzD4kZZC8M6aTf3o1JocVOZpiYEszg1uaMFks2Mtz8C4oRrCKpPtihA/0k5OzGIsll/6+zbjn51N4dg1mjx0lkabv+WMED7ZjdjvIXTYds8uCHEkT3N+Nyz6D8ulXgACdxx8mpfRQcO5MbMUeNEUldLiboV3HsRX68NSUIIdSxJoDuH2zKK48G5d7OgDBvsN0d2zAVAA5K8oxOS2kBiMMvtqImlQRseIrXEhuySJMFjsg4nbOQBAyu8W7WjYwHNhL3uoqXDMKQINIg5/gvh68ufMpqFyJaHrTqZjNXmzmQga7d9Lb/gIKESy5DgrXz8HidSDHUwxv60Ae1sgvPg13fiafmqoSHmgkHDiC6APRZSHe04+myJRcuABnVT4aGvHWIQY3t2C3lVJYeQaiaGbYf5jw8BFsZW6sPhdSKE6ktRtrvpvyq5bimlGIaBZJ9oXxP3mEZGecgrJ1CMBQ/x4UIYbZYwdFyExZiwq5K6oovXwhtoKMtn8qEKX3ycOE9vvJL1qNlBomEm5EtGUady0lImJDsycpvnQO+WtmjDTAiZ4gPY8fIlY/jC93IdFoE6qQQhBBkwWc1ioSiV5s022UXbNwRKkw04HpxP9EHWrIgslkQ1KGEcwCmgZmvHjd8wgM7SRnZSkll84fKfNyPEX/xmP0b2zAZPGgCUlMDgsaoMZlcnKWYrMV09e3Ed/yTD225rlAg1j7ID2PHiTa1IdgseCZWYhgNSMFYkhDCiWlF2B3FdPZ8hBirkLxZXNxlHhRZZXhPa30vXgM0WomZ/F0zC4rUihF5EgvLlcNFdVXY7F56G19lsGBneSsKMMzt4h0KE5gezPpoRjumhLMTgfScJJkRwhv3nzySpfh8cxBEATi4R66Wh8hzQCeRYXEOwKZDZtaZlMiaTM5hUvJLV4w4lzttjIs5kwHsL9jO92tjyPYlDdOQwhokoISVXB5plFQuRar483jbYJgwmYqob/rVQL9O1FIoKlpcpdX46zKQ1M1Yg0BYk3D+HIXkFu2GEEUURWJ4d7DhIeP4arOwVrsJtbeT6yjH3dNMYXrahHtFqRwgsGXW1CDkF+8GruniOHe/YSDDbjnFGbaV0klfKSb5OAw7poSKq5fhsVjR0nKDO9pZ3DzcRyOaTjdFQQD+xHcKvYyHwICie4wUiAOZpXC82opPHs2ZrcNNSUzvK8d/9PHEFNOzBYXyXQvruo8RLsFOZwm1RlD0Gwo5gjFF8+h4PSZiHYLakomsLOFvqePoiZFEBW8C4uxV3hB1Yg1DpPqTFJUvJ6CirUnPVUgS3Fee+ST/1zHfu+993LHHXcwc+ZMLrvsMk477TTKyspwOBwMDQ1RV1fH1q1beeKJJ1i1ahX33XcftbX6BBP+lZxw7Kuu+s1JHTuAqsoM+ncQHDqAIscRRDOCakES+pjznYvHPf8tRZI0fP8lXKZZpKRepHQUQTRhMXtJxHqo/sIafPNPfvZSU1Raf/Ma6UYVzKBIUQRRxGLNJxXtp/CyaRRfML7qWXo4Rv1tG3HaZoBJAVRMJg+aAGl7G7O+ce64cqJyNEn991/Erk1DM0loqoTJZEfATlxtpPbGs0cFaXlrnv3PHWV40wBu30wSiQ5UNY0gWJETEVwLPVS8f/kY0Q9N1Rje30H3Hw8yveYTxOMthMP1qEoKKREGd5rqT50+ZjSuaRrRpj7af7uXsqKryC1eTCzWylDvPsLBJiRlkJJL5lNy4cJRI2lNUTMjuwePUj3rk7h8mTOsspyg8cCPUawhcpZX4J5ZhG9BBSaHFVVWCGw/Tu+GOnJzVlJSdT5mU0ayc8i/j57uDeSeUYGjwoscTYEoYPE6SXQFCWxuIadgBTlFmfclCjbkaJyO9gcoPH8mRefOwuSwkh6OEarrIt4+SOhAL2LaTcWcK0cC9cjpOF0Nj5N3ZhXFF80dVe7kZJrux/YR2NGKzZSPJ28u3sJZiCYzqWiAntanKbliLoVnzRo1I6JpGoPbm+j8624sVh8mixOLxY0vfxEWh4/uxg0453oou2oh9uI3G3FNUQnsbqPzz7sQRQfiG0cWTSYHOXlLSKeDRGJHKLli/ijnrSkqQ3va6XnsMCStIKTBBGhgFt243DUMB/aSs7yMkssXjMiingjm0/vYMeReEG0mZCWcWUhUNOy2UpLxAWxVdsquWThKqCkViOJ/8ijh/QPk5CwiHD2Kqr2xf0YVETQzpgKN8usXjwrecaJc9j56BJ9tOSaLjeHAXhQpM9rSVA1sEtWfPh13bfGoUZ4cT9H/QgNDm7upXfhl4olOhvyvISlRpHgIXCmqP3XGGMVFTdMIHeqi848HqKz8AL6CuUhymMGenQQHDqA4Qkz/2NoxAjaqJDOwpYm+DU3Uzvsidnfmvooi0Xz4Z2i5USquXzrKTknJDL7SgP/ZegqKTievZAV2a+bvgd5d9PY+S8E50yk6b/bIyFlJSgy83ED/i434cpeSW5xRPxQQSQYH8fc9T+nV88hfMwPBlDkGF67vIdY6SHBvJ5Jfomrh+zGZM7MAUjJCV9MTFF86m8KzZ43RlRja20LXw6+jRSx48+biKajB6vCSig3T0/IkZe9fNKp8nSDZH6bjz7uJHw9hdeZiMllxOCtw59fiP/4czvlOSq9aNEZ2NxWI0vPIQUL7+7A4XKhqGlG04HCWI5qdRBKHqfy3FfgWlI9636qkMLjtOP7HjuJwVJGS+tGUNIJowWYrIR5tpez6+eSfXjMmr3I8jf+ZI0R3Rqhd9EVE0+hZClmKs+vxT/1zHfsNN9zAt7/9bebPnz/h95LJJH/4wx+wWq18/OMfzzoz/2pOOPbTLv0VZsv44giaJpNId6OoSaRkmJ7up5j/g0snPf+oJCWO3focZeVXYbLZ0DSNzsZHmP6lFXhqJ1fwavn5NqwDM/AUZFSVAj27sa2QKb9qyaS2UijO0VtfYPqcG0AQSYT7CCS2MO87F096/ltJShz992cpr7wSk9VBItTDYORV5t1+ybhTkicY3N7C0ON9lM64AFVT8LdtwnOmi7LLJpbYTA/HaPjOS8yc9XkUU4xgfx0x8xFm33z+hPlV0zL1t22kLPc6PLm1+Ls3EnMepvbGcyY8YyqF4tR/50VmzvwCNmc+zUd+Tt5lRRSePX5HVJUVmv5rM7nKGRSUrmGwdwfDwnZqv3H2uM9FU1Sa7n0Za7iKwvLTSYeD9IY2MPvb502oThbY2ULP/fVU1l6Nqkp0Nj7CzK+fgXvG+OInmqrR/JPNWIYqyS1ZTDoRpqd9A3O+e+GE2uGqpNDwgxfwCEvx5M9EVWU6Gx6h6tPLyJlApU6VFZru3oQjNRtfYUaCOdC7F61kgBmfP3Pc569pGh1/3I3UYM2skwLJ6CB9vc8x5z8vxJo3fl4Dr7Xi/1sj5bWXI4gmVCXzbKo+vXzCvKYGIjR8/2Uqpl2NyZZxLL2tG/Gc4aH8yvFDiGqaRvtvX8PUWUFu6RIUNcGw/wByYQ8zv3jWhGUs3hHg+N07mTX/ayhECPTvJWaavEwriTT1391IZfG/4c6Zjr9rEzH3AWq+evaE6aUGIjR+bzO1c76Cxealqe5/yL+imML1E5TptEzDD16k0P4+8oqWMdCzlZBlFzVfXz+uipymqDT/9BXMQ2UUlK0iMdzPkLqFWd86d8L2IVTXTfsv91I56zo0Vaaz6RFqb1k/qQRu18OvE98rU1y1HikVpbvlceZ854KTDjDeSuf9e0keFCiqXIemaXQ3baD4+pkUnD6xfOzg1mb6H22nrObSzJJMoImocIjZt1wwobJeejhG/XdfpKzyUiwOL4qcorPxYWpvXj/hEhJAYFcrAw90U7vgi6M7iVKC3U9/5p8bBOb++++f1KkD2O12PvvZz57STv2taKo24YVmwm6uxG4uY7j/INM+cVpWogYmu4XKjy9nqG8vNlMpqfAQztmerJw6wPRPrWZocA8WsQgRB5FwI2WXZ6dBbfE5KTh7OtHBTqymQoYH9jLjs6dnJepislso/+AShvvrsJqKGezfyaxvnTepUwcoOH0GQkkCNS6gJQW0nMikTh1OBFpZQ1f749jFCoYDe5n1zfMmza9oNTPr1vPobH8AKZVgKPgatV+buAGEzPOpvXk9bS1/pq9zM+7TXRM6dcjon8/6xjn0B18kNNDIYGwzs751zoTPRTCJ1H79XBKmFqRwgs6uh5n9H+dPKjmav2YGRZdMY6hnL0M9+6j6xLIJnTpkBHRqvryeSLIOJZ2ir2sTs245Z9KAIKLFxOxbLiAwuBNN0Rjs3knpdXMmdJSQeR613ziXUGQ/mqSRDPeRsrQx4wvjO3XI7DGY9tFVaAVBUqFh0ET8HZM7dYD81dUUXlXNUM8BzIKbvo6Xqfjo4knzaiv0MPvb59Dd+iRWUzHRwTZstUzo1Efy+snVxG3HUGIaouIikjo2qVMHcFblU/nJxXS2PopFLGA4sC+rMm1yWJl167l0tP0VKRUnENpGzVfWT5qerdDDjK+vpf34X/B3vIT3TM+ETh0y9Wf2refT2/ck4cFmAsmt1N509oQOTDCJ1HzlbJKWNuRQmr6B5yd16gC+BeWU3bCAwe7XGPK/TtUnV2Sla19x3TJUzxDpaIjBnu3M/OoZkzp1gIoPLEey9SEnEoT76/GcljOpUwcoWFeDa5mHxJAfVJGhwdeYffP5k8rlWnNdzLplPf1dr2I15TPs30/5BxdP6tQB8ldVY19oYrjv4Fj/MwX+rl3xyWSS3bt38/TTT/Pkk0+Out5NTLYrUZVUNFkDyUIy1YN3XvZyk955ZcRTraSSAYYH92cdHAJAtJhxz88n2L+fRKCPvNXTdKmtFV84l6HAa6Rig2i2JI6y7GVQc5dWEY3WExtuxZJvwZqTvdRl6TUL6el5moHerVS8f+KG8624ZxSREnrxd7xI3rrpWXUkAMxOK655ObQ3/o2ii2Zl/YzsJT7wJRgYeIXSy8ff0PVWBJNI2QcW0d72Z6o+sSKrtARRYNonT6Pt+F8ovnR21kpXRefPIxxuIJFqJ2dpdrKXgkmk7NrFDHa+hjlHyPqdi1YzhefOJNTXSCLeRcG67JbQRLOJ0msWMuTfR3DwCNM+Nnl0wRNUfWQFA/1bSAaC5K2dPqlTP0Hh+lqiiXrUlIgshMhbMT0rO1uhB/fCHMIDDQSHDlFxw/Ks7ARBoPLDy+npeZxA727KrlmUteJYzuJK4unj9HW8TMH67Mu0xevAVu2gvfl+Si6fk3WZdk0rQLIGGBzcRskEmxTfimgxU3rtfNpa9ZXp6Z9cRXvrXyi5cm7Wvyt/7QziyVbiiTZdcqwVH1jKgH8nshDKOl6BIAiUX7+YQN8uwsF6yq7Ivu0tu3Ihg4PbiA50UnT+rEkjIZ7AXpKDkJsiEe4nHmsjP4voj29N09/3LOlU5O/eFT9lx/78889TVVXF6tWrufzyy7nyyitHrquuumqqt31nULWMytUkVyzYjndJiS45UEEQ8C4uIzrcjKQN4CjN0ZW1ovNqiUQbCEUPkLtKn6662W0Hu0o4UE/Oap3a16KAu7aQwb4dugO1uKsLSSuDxKU2XUFDAIounEVgaBslF+kLklJ65UKiiWMUnqUvGIRvWSnuBXlZV1zIdHoUoro08p0VeShCaNIR1FsRRAF7lZOCc6t1lbm8FdOJROspvkJnYJ/z5xLo307eGZW6pDLzV1UTDh9BMvXr0sC3FXgQvDL9g89TfEl20RQhU6cKzp1Jx/G/UnSxviAcpVcupK/3BcxFmi5tcmdlPoo5SCjyOnkr9OneF51fy2Bgi+5AS2VXLyQaO0r+2uwij53Au7gY71J9AVnyV89A0UK4pmevNe8oy0URY7ryJwgCBeursc9w6SrT7ppiErEOCi/U+SzmlRFPtmMpFbOOXgmZjpWl2MLg0BaKztMXnKb0qgX0tD2Nb6W+IFXWPDeiRyUaO44sJTKbHP/VI/YvfelLXHfddfT29qKq6qhLUaZ2qP4dQ1WzuuR0DLN3CvrTOXZUOTklPXez14GqJFGUBOIUNI0FUUCRkph9+rW6zR4rihbDVpjdSOqtiFYRi1d/ms7KXDRR0VUJ4Y3Rt6Do1oxW0zK5K/U11IIo4KzIzer8/Ak0VcOS69SdP7PHinuOvuArgklEMIN7pr5gJGanFcwK3oX6gxEJVnDP1pcegG9JKZoppWtGCCB3RRVpZYDcZfo6u/YiL7IcwbtYX4cTwDmjANFp0h2jwD2rEMyKrsiNkIk2J9pNWY+GT6Apiv4ybRKxl3hRdagSaqqGNdehO3++heUg6HdYJqcZ5zR9wZcEQcDksuCs1h+0yTUjD8yKrkh9AK7qQtLpII7p+oPi2Eq9yMkQabnvTd8zBabgajL09fVx4403Ulysv4KcamiKhpZFQRMFG2pMf/AQJZZGFCxTibWCmpQQBAuiYNHlSEbsJRXRakUOB3XbytE0AuapyRpqGlOID5Ox+xeiyYruhglAtJmzEgEZSUdRp5QOAlMKdoOgP1LXiOkUAvMgCoh2/c2JaDdPaXhhslvQVAVxCkGX0LSp5dUqTm0oZBKnVBWmEigIMpshpxIURbRljmhlu1SkqerUAjFZTKBTF37EdgrPRIApBceZcv0RBdDUqTVlmgaagKIkUEhmRu1TYMoj9muvvZZXXnllquanFJNtnjtxOZwZjXC9hA70YHUUQErUHWBmaFc7NnMpTvsMBl6cXBnuraQGIoiSDbu7lKGdHbpsNU0j2tiPzVpK5Ki+36xKCmpCQwoldWt1x1qGEFST7mA6yd4QqFMLypDWqc0NmWAyemYVRIspE/xGJ6JZJOkP67ZD0Uj26Q8IokmQGtQfiERNykhDUwgwE0hk9q/otQsnEATzlIJ/gDilQDrpoQRqXH/HPukPgyzofv+JnmHUlKJ7A5Uqq1MKJiMF45h0RMQTzSbd8Skg0y6paf2OXYlLxNv1xQ3QNA05KpHs1R+0KdEZQpM03W1Ksi+ExeIl3pS9rPCIbXcIk9mFpmpISuRfv3nuZz/7GY899hgf/ehHueeee/jpT3866no3kc36uqZoiIIds1RIrD17ffJY+yAmyYtJtOFxLsT/zNHs86VqBF5txeOrweEqIVofQNERJavnicP4XIsxm5wIMRuJ3mDWtsEDndjNlXhz5jDwYpMuBz24rRmXvRabuVR3cJn+jY14XUvpezZ7vWyAnscP4TBPY0hnUIb48RD9G/UFgZBCCdKDUd3hOeVwWrezTfUk6HtGX2CPWOsAZvLxb9D3DAM7W3C5auh/Tl9gnkRvEIspl2j9gC69bk3TGN7bhYVcXXUKMuXEaZ5J/0v6gn9E6ntxOCsY3tWhq0yrkkyiJYhFKCR6vF9Xmn1PH8Njn0+fjlgOAD2P12E3VRA8oK9TnmjNiFHpIT0cQwomdI1SNU1DiUq6dPEB+p6pJ9mpr+MRax/Ebi2hT+fvijT0YjeXEWsY0jXDpqQygZNc9lrdgV56H68jN38Vwdd7dXUKkv1htKgFk2gDFVRF/teP2O+//342btzIo48+yn333cd///d/j1w//vGPp3rbU55C33m0/2ZPVg2Ypqi0/fY1fJ6lALhzZjD0ajvp4ewKtf/5ozit0xGEzGvyeZfS+sudWTVI0dZBwvsHcHgzO099nuUZ2yx6gEpKpvOPe/HlLEYUzVgpZnhfdsEdVEmh94k6vLnzyfEupvuBA1k3oKGjPVjUfLx5sxh8tRVVyq4iyvEU0aMB8kvW0LvhiI7ALnGkfhkh7shK3/oE/meOYKGI0OHsA4xEGv1YhEJ6HjuUtY0cTSINyGhhi64OQfcjBykoXEusOZR1MCNN0+jdcIS8guWow0JWOvQn6HnsEDmeZTht1boi5oWP9mATS/F5l9HzSPbPRZUUQvt7yStdyfCOdl2diZ6HD5GTswybqYxQXXfWdgNbmnA7Z5PjW0r3Qweytkv6Q2hhM76CBQy81JR1XuVYiljDEPmFq3U9m/RQFC0kogT1BaPqfaoOKyUED3RmbRNp8GMTS/TlLxhHHlCxmYuJNPRmbdf90AFycpZjSnmItg5kb/fAQXy+JbidsxnYnH2noH9TPW7HHHw58/HraFPkWIpESxiHuwiXvUZX5Ljuh/bjc795ikhgaksx8Hc49ltvvZXbbruNUChEW1sbra2tI1dLi74ezjtOlpvnUFUcjhK86dNounvzmN5YomeY7g2v0/7XHXQ+vJu6b2/AnqjG7swHTUUAygquo/67L04aj7t/cyODz7STm7ccNBU0FZ9nAVKTmeafbpqwgQg3+Gm+awslxReSTgTo97/EUPRVUoEw9T96ZsJepBxPcey7z+KghkBgK93+R0kp/bT88pVJQzqqksLR25/BJHsYHNjMUHAn0oBE51/2TmgHmQbw+E9ewYSD4OABnOI0Gn/40qQNoZKSOXbbszhNM5GSw9jUKtp+P3nnR0lK1H/vBfK8q8n1rqTpnley6tFHWwYY2tpJYck62n+3O6vpVTUt0/arnRQUnk70cJDwsckbNE3VaLrnZXI9y8nLWUXjDzdlldbAK42k3+iDuSw1HP3Pp7MKRtL5lz1YpWKS0T5slNPwwxezeh7Dr3cQOxJGVSUsYg6df95LOjj59LgcS9H2q504LOWoSop4cyRrR9vyy204LdNJxfqwW6bR/ofXsrIb2tVKulciHR/AJhbS/qudWS35JPtCdD90AFVSScX6kLq0rCIpyvE09Xc+j0XNIzJYj1OcQdO9L0/auVZSMsdufxaHOJ10YghTLJ+uh16fND0lKdFwx4vk+VaR61lB03+9nNWIMdoyQHBHD4Ul6+j4391ZdQaVpJQp00VrSTanGNo7ecdflRQaf/QSOZ7l+DyLaP7xVpJZdCD9LxxFahdQpAQ2sZimuzdN2n5CJuCUNmgnEelAldN0P3KIWBadgsjxfnofrUNV0oSGD6OFbbT+atukdkoyTd3Nj2ESvQwObEVTJHoeOkK4YfKlzL6X6kk2yDjcZSPtvahZp7x5bspBYPLy8tizZw8zZ+o7fnAqcUJ5bsmqezGZsz/6AjAc3Mdg7CUKzp2BvcKH/4VDWDx2Ck6fhcXnQElJDL3WTmifH7ezlpzcxYiCBbswjVSyn3b/7/AsK6Di6uUjYguaphE80EH3I/sRwl6KS84ZGa2HgkeIJhrIP3M6Jq+JgVcb8C2qpOjsuW9o2MuEDndnwq9GbRTkryMQ2IGpTKX8ukUjx84CO5vpefoAOUuqKLlw4ciRn9RghJ4nDhPa140qyfgWl1N2zSIcZTnAG0p2P3gK75wyyq9YOurMsaao+F+oo2fDfuxFuZRdtRjntMyxp3jXEO2/24m9zMP0j67FXpIz6jlm5DAb6XxoN0XnzMczqxBNUYkc6SewvRVLnp3qz56B+ySSspGGXo7/YjP2wlzcM4tQ4hKRo30oURVnjZdpH189RpxFlWS6Ht3LwOYGLC43otmcWe9Lm1DNKebddvG4QTt6nj1E7+MHMFs8mfeiiShEmX/nFVhPEkAGQIokqPv3DQiyFdFkQlMUZDlK9afXkbfy5Gdc5XiaY7c9gxoGwUZG91xVkGJRii9aQNmlS8YcZVLTMh3372FoWzsmmxlXTSFmt4V0KE6kuYe81dVUXLVizBEvKZKk/Y87CR/qw5rnxLekHNFuJtrQS7I/yJybLzm5hLCq0b+5ns7792DL9eJbWIboMBNrCxBr9TP325eNlJ23kxqMcPT2p0EC3+IqTE4L6cEooaMdzPzcenKXTx/XrvG/NiKHU3jnlGNy25AjKUJ1HeSdNp3pHx9fgGlgSwPtf95BwZo5WAucKHGJwGutaLLEnFsvGve8f7jBT+O9z1Nw+mzcM/JRkjLBvd1Em/ooPGcW5dcsPelms2jrAE33voBvcRXe+WWoKZngnm5ijYNYS5zM+OwZI/El3kqk0c/xX7yMozQfd00xSixN8EA3SkTGu7iYqn9bedJjetHmPpp++hKoJixOB6qkosRVrPkWZt1ywbjS18GDnRz/2WZMZjeiyYSSkhDdGvO+e8lJgyJBZibp6G3PoIY1RKsFTVWRUmEqr19J0XlzT7pRLRWIcOy7zyLIVgQnWHwONEkmMTCEZ04J0z68FtvbdAykSJL2P+wgfLgfs8tG7soKzD47yd4QQ3uPM/2jp5O3csaYd54eitLxl92EDvfgml5I3hnTMTssJPxh/E8fpPKDqyg8Y6zehSortPxuK8F97eTMryJ3TRUmm4X0cIL+jceQ43Gmf/R0cpaMPnGgKSptf97O0K4WCtbOJndFFaLFRGo4Tt9T9cR7Bii9dBElF84bs8M+PRyj++H9xA8nKS45b6S9BxMOYTqqkuTArhv/+UFgTvC1r32NwsJC/v3f/30q5qcEJxz74hX36HbskNFi7vT/Ea04yKwbLzxp5VFlhd4nDjG8eYDKkg9hFjx09z+MWBslZ0UZgR1NyLET2tUa7lklWPM89G2opyj/Aqz2HIaG9mCaEWPG59eNVBpNzXQCAjuaMhvyBIi3BCnKOx+7uxR/77MUXz+TovVjz/lqisrQvlb6Nx8j2RUExYrF5MNhmkZEOsyc71x40mhjGS3rTjru34WWVrDl5GbWHv0hRJvA3G9fnDl2dhICu1to+/02bDle3LNKEK0mUn1hQo2dFJxRS+V1Y9X8NEWl69F99L/YgMXjxLekArPLghRKMPT6cVzTC6j60Focb0sz2jrA8Z9sQUsKWIscI4FdIvV9hOo6KL14EcXnzx9VyeJdQ/Q8cohQXSeOsjxKrlyAvTATTGZgaxOBbY1455ZRfs1yHBWZBjnVH6bn8cMMv96CoyyXaR9bM6KklegJ0vKbbaT6hyk8cy6llyzMNGaaRux4P8d/8SpqOk3JxYszTtFqJj0Uo+eJOqLNPfgWVFJ+7ZJRylxyLEXvc4fpe7GOgrW1GYchKYRe7yG0vwvRZWLaR9eQs2R0ZL+MRnsL7X/eSd7KGXjmlKAkJYZ3dBBvD2DyWZl143lj3l20dYC2P25DSymUXroYW6EHVZIJH/QzsLUB0WZi1tfPHxMhLtEb5PgvXkaTVMqvXj7SyUv0BOl57CDJgWGqPriawjNGl005nqLpxxtJDUQou3wZOUveCEIUStDx193E2/uZ/vF15CypGv37VI3WP2xjeHcLBWtmUXTenMwx0aTE0J42/M8dxFVTyMzPnYvpbbvFgwc7aPn1q1jcTkovX4SjzIcGxI4P0vvMfhzlOcz41PoxTk6KJmm69yUSXUF88yrwLS9FtJhJ9Ufoe/korqo8qj64ZpTG/onf2PKr7cSO9WPJcZCzrALRbUEKJhja3YRzegFVN6weo3cR7wjQeO9mtKSKo8JHzsoKTA4z6YEY/VuOYfE5mf6JM3BPf7MDnOwL0fa/u4i19OGuLqbksnnYCjyoskL4qJ/eZw4gmERmfnb9iI68HEvRef8eAruP455RTMW1S3FU5IEgkOgZpufRA4Qbu/EtqGTah9eMHFNMBaI0/89mkj1DFK6bg29JBaLVRHoohv+pYyT8Q+StmE7Z1UtGtS2aqjH8ehsdf30Na76HvOXTUdMKkSP9xFqHMHlEZn7+zDF6GFIkSdcjexja00ru4unYS3yoKYXIkT4S/hC2EiezbhrboVGSEl2P7mVwexN5y2bgqsmc2481Bwi81kz+6TVU3XByZdHUQITGe15AUwSKL5yLyWEhPRij55mDlF+5lJILF5y0Y5kcjFD/vefQUhrO6XmZMqZqxFoCKEMaXsdCnN5po8q0hVwsQh6KnODg3q//6xz7l7/8Zf70pz+xePFiFi1ahMUy+kHce++9U7ntv5S/17GHI3WEPK8y65bzJj1O0bfxGKFnkoiYcZ6lTapAlxqIcOw7z+OxL0St6KHma2dPetQjFYhy7NvP47bPwnGGQvk1Syf9DaqsUPfNDRS6L6Sv/znm3vG+SSVIAboe3kdsm4LXO4++4eeZf8clYwK8vB05nqLuGxvw2U9D0xRC8d3M/9H4o90TBA910fHz/eR4V5BKBIjIh1nwg8vHHVlDxpk13v0yJn8pZrOLZKyftKuTebdfetJQlG9Nq+1/9uCwV6AKCeRUHM0ZYe53Lxt31KMkJeq//zzyoIbwxkBalWWcNR5qbzx33FFksi/E0f98CqslE65T0Kwkk73M+Mrp+OaPLygkRZIc+Y8nsaXLsVhz0DSNtKuFOd+5eEwgjbcix1IcufVJrKkKrLZcJCWIdb5E9WfOmLBsxbuGOHrbMzgd0zCbnEjJMPaFJmZ87swJ7WLtAerveBabtQjRZEFJS4iF0qTxCpL9YY58ewNWa34m4IokI3gl5t1+2YRHseRYikPfeAyrkAOimJnlUIdZ8MOrsU5QNjVVo/GuF5HawWx3ocopEukeFvzgyknrQs8Thwk878dpr0CSQsTkZhb+6OpJz+X3PlnH8MZhXI5qUvF+YjQw/wdXTpxPRaXpvzYj9BRiMjlJJ4aIqU3M//7l2CeQWI009dH0w1dwuqtQhSSaIpNM+Zn73UtxjjNToakaDXdtJNUezwQm0bTM8S13mvnfu3zccqYk09Td+iSmhAeLzYeg2YgnWpn++dPIWTy+5oCmqDTe8xJKqx2nqwpVlYjbjjHvtosnPLqnyirHbnsKcbAAp3saiXQ39kUK0z+xdlwbyCwL1N3yOOZoCTZ7AYl0J3nnF1F21cRKmZqicvS7zyAOFmKxeYnFG6j42CLy10w8c60pKse++zz2WM3IjJ/F5sVsGduGmXBiJSOENlXHPuU19sOHD7N06VJEUaSuro79+/ePXAcOHJjqbd8RNC27425vvVRFpT+8kZqbJtclByi+YC5pWwdSXk9WsrK2Qg8zv3IGwcheqj9zelbnN235bgovmEk4XkdplpryotlExf9bysDAZvLWVWXl1AHKr15KQm4jFD5C5b8tm9SpA5idNqZ/bi1JuZuk3EntTedM6tQBchZV4D2tEFSBhNoyqVOHNzTabzqbmNKA0zWDpNDOvNsmduon0qr86CI0VHI8K1AtUeZ//4pxnTpkzlTP/c7FmLwa+b51+FzLsFc5qb1pYl1we7GPhXdfg6yGyM9dh4bCtE+fNqFTB7B47My//TJSWg+e3LnEpHrm/Mf7JnTqAGaXjXm3XUJa6MXlq0ay+id16pBRzVtwxxXISgivdyGKMzSpUwdwTctn/u2XoSGTn3cWqinC3P+4aNKd1/YiLwvuvApNlSguvAhVTDP3u5dMer7a7LKx6K6rkNU4RYUXomrpjJOdpGwKosCsb5yHYomQm7MKRUsy/3uXZ1UXyq5ciLlYxumuQmKQBT+4MiuxndLLFyAUxLDbikho7Sz44VWT59MkUvP19cSVZtze2STpYNHdV0/o1AE8tcXMvPEMVDVFfu46JDnIoruvGdepQ+aZzP7WBThrfHgcC8jLWYfgklnwgysmLGcmu5VFd10NvhQuxyw0JMreP39Cp37it836+nnIrkFszmIiycPM+Y8LJz2PL5pF5n33MtLmXqyOfNJiD9M+vmZCG8gcP51/x5WkRT92TwVCTnJSp34in7NvuZC00IvNWYxjpmdSpz7y+751DtFUA053FXZXCSazM+N73rjQBMyaD4tWnAmvq2q6jwuP/L4pWQGbN28e93r55Zenelvd/M///A/Tp0/HbrezatUqdu/erfses2uzl1E8QTzWjnt+3qSN6VsxFVio+H/Za6d7Zpdi8uhTunJMy8W3tFSXGErusulI2hAlF08e4OcEgkkkd/V04umWrLW6AXzzy0mrvUjikC652bIrFzAUeQ17pWtSp34C0Wyi8IIaBvpeofD8WVkrf+WtnkGabsKhY1R9dGVWylOixUT1508nFDlIOH44s2ySRWfM4nVQdu1CQsNHkc3DWcuVWrwO8tZNZ6hvN7mrK7NWx7L4nDhrcwn0v0bpVQuyFvywF3kxF5gYHtpH2dULs7cryUHM0QgGDlN44aysy6Ut3421zE440IBvWemkHbITmN12PAuLCAcacFZ7s5aNFUwiRe+bTShQhylXOOlS1HiUXb+I4eBezIXmrDvGAGXXLWRg8FVctXkTdhzfimg2UXj+TAb7tpG3dlrWv883vxzVHiY6dJySy+eNu37+VgRBoPozawnHDxGO1DH906uzkqkVTCLVn1lLKHKApNRJ4UmWA8ezq/jAMoYCO3HPK8j6nQsmkcJzawn0b6PksrlZl02TzYx3YQnDgV2UXpO9jrzZacVZm8NwYBdl1+mwc9uxVdpJJ0JYKcGMFxNuzHiwUoidaVjI/7t2w5/g7woCczIGBga4//77/9G3PSkPPvggN954I9/5znd4/fXXWbx4MRdeeCH9/frOmV5wgf6Y8aHkHop16FRrmoYcTuCp1SfXWfK+hQRey16YJtkbHHdT1ngIooC9xKtbGc1VnYN3XrGujocgCPiWl+OZn72mOGR0lFVzjNKrs+98ABSfN4ek2kbxhdnrdAuCQOEFtUTjR7MOvgLgml6AbBnClKtm3fmATDSpSPQQxRfr1KS+ZAFxuYnSLIN9nKD8mkUklXby18zQl95VC0jIbeSv1ml35QKiiSMUn6dTK/3ahUSS+ym7cqEuu/KrFxFO7qf0an3Ppeic2UTiRyi5InvdesjokafUboovn4Kd1qu7TBedP5eE0kTJZfrsSi6fSzC6h8Kzs2+3zG471lIracGvq+1yTS8gJfnJPX2aLtW33GXTSCrdlFyh85lcMJeU1kvBOn2xIkqvmE9a6yVXRz0HKL1sHhIB3DP0yT2XXDqXSPwwCmGsFGKjGCtFmPEi/APd8ZQlZW+//faTfn78+HEee+wxbrjhhilnKlvuvfdePvWpT/Gxj30MgF/+8pc888wz/P73v+fmm2/O+j7nnT2Dlzd3IQgCwWCCXv/kRylkNYJVR+9cSUiTTrWdDGdVnq7z0mpaQbBOQSLVakZJyZh1yMKrioo1T5/GN4CtwEk6pH+KSTCRVQjEt2JyWDG5LFn3/k+Qs6SCgVfrdUtY5q6qRE5md3b8BKLFjMltxreoXJedxedAsKCrEwHgqMwDQdMtmemsyEW0ifrtKnMRzJpuzW1nVT6aKGMrmDxE51uxl/jQkE6663wiTHYLgkXDUapP41sQBESHGXuxvnwKggCCqjufZqcV0WbSra/vXVCG4BCylow9gXtePrZhfWUMwFbqxqc37oAoYM11jNkhPxlmpxXRIuoK5gRgK/IiWETdkrO2Qi/CFPywNd+NoiVQiKOQxIS+mBjZMmXH/vjjj4/6v6IodHZ2Eg6H+f73v/93Z2wy0uk0+/bt45Zbbhn5TBRFzjvvPHbu3HlSm1QqRSr1ZqMbDmekOnNzHfztT9ePfL5s1c8nTV8QzGg6VIUEYWrS6XqNLF476UH9EqlSUJ9EKmR01pWkfolNOS5NSYdZ08g8SL1MxcRimpK+tCXXgdqnX2YTUdC1rPN3M5XZvqnK+E9R83xqmfx7EdCmcnZYY4oqYVP8jVMom6LVPLXqIwiYs1wqGJWeRUSwTEFL3mzS1baeYErS7LI6pVegKcqUyrUmKQhiZuAlE/qnOfYpj/3fullu//79HDp0iIGBAT73uc9x5Ig+KcupMDg4iKIoY4LQFBcX4/efXBDgzjvvxOfzjVyVlRlVthOjMllWufU/X8wqfZupgrAODXXRbkHKQrjj7cTaB7EVZr/e51tQif+5w7rSkEJxpGBKt+52tD5A5GifLhuA0IFupIC+US0AaZVEtz6taCUlo6b0NxKZd6W/4sqR1NQ2vGhkJewyykTT0GRNt153ejAKqqBbAzveOYSaVHQpvQEkuobRZCFrJcETJHuDoIq64wakg3EEzCS6hnTZKUkJLQ3RZn3ytpqiosRlYsf12amyktkQqrNMy/EUakrWXc6yVbx8Oxoaclh/ACpNhVS/fo12OZwilYUAzSibaBJN0nTH4oi1DqCl0F2HIk39aGmyEn96K6G6XixCZhlSRb8/yJZ/6Bq72Wzmq1/9Ko899tg/8rb/MG655RZCodDI1dk5Wj7xwx9/hOdeyE4CMM+7mr6nspcoFAQBQTRNqt72dvzPHiZnSWXW3x/e24EaFkn6s5cg7X36CC7LHHqfyL5DoEoykSMDiGmfLq3oZH8YLWwlcmRAl2OJNPoxC4X0PF6XtQ3AwCsNiIpblwwlgP+ZY0hDad2N5/CuLuLN+vTgVVlBiSj0PadPSzza1IdZ9dG/UZ+WfO+Gw9jECt26+r1PHMFhqWZIh2zsCTu3fRYDOuQ1IaOV7rbMxf+MvoFC75N1uG0L6HlUXwe3/6V6PO5FurX5A6+14LLV6Lfb2YLdNI2ex/Tls++Feizk65LEBeh7rh41Juh2RrH6IUIHe/V3JPqT9D+nT8s/2RdCTDvpfULfO/c/dxSHUK27rPQ8chiXZS79L+p7d/4njuBxzdclU6tpGgMvNOLxZfY4aFMJ95kl//DNc+3t7VRX69u8NRUKCgowmUz09Y0eMfb19VFScvJ1HZvNhtfrHXUBqFOIoGM2OzHF8rKSB4VMLzvtT9J1//6s0wgf68Ukeen8676svi+F4vQ9fYy8nDNpumdz1hKpw1u7yC1aQXj/QNbBONp//xoe53x87iW0/W5XVpVe0zTa/3cXPudinNYZDGzKzpFpmkbnX/eRn7+aREs46xGcpqj0PVtPnm8tPQ8fzMoGMiO3eFMQh71Cl551oieIkHAgB1SkUPYjh8D247g9c4kc6tM1qu1++BD5BesY2JS9Brmalgm+3kN+0Vp6nqjLOnpUsj+MEtDIzV1Gz2OHs27kk/1hlCHIyV9K3zPHsk5PjiZJtITJKVpCYGtr1p1AVZIZ3tVBTsFCEu2xrGehNEWl/4UGfHnzEFMewll2wDVFpefRQ5m4Cjrteh87TH7RauJNwazLtCorDG5qIj//DHof0dMRz+jre70LGXgle2crR5OkuhLYxBJddSHa3IeVArSIRdcgIxN3YKW+ZyLJDG5pIb90DYGtbVlH0Uv2h0n70+QWLKZ/Y1PWHZ5Y6wBaxIovdyH+p49mbTe8tx2LVogoZvY4/CM3y72dKd/57dHcfvrTn3LrrbfyoQ99iNNPP/2fHunNarWyfPlyNm3aNPKZqqps2rSJNWsmP8f4VuobBxgcjDE0nF1jrKoSUjpIofdC2n6ye1JnKMfTHPvucxTkrYchH92PTO7ck/1hWu7bTmHheUiNZtr+97UJG9P0cIwj//EsbusCpOQQpkgBdf++YcLpt+H9HTT/aAsO63SCwd1YrYUcu+1ZQkfHHwlomkbrb7YT3htEUWLEk60ofjPHf7plwkZb0zTafrOdVItMKj2AoNnofaxx0qATmqbR9vsdaAMOpFQIt20e9d97ftIod5qmcfxnW3AwHbPVSbpdzkrPWtMyGu0+9zJ8nsW0/XYXqjS5U9FUjdZfbcfnWorXuZjWX2/PyvnJsRTdDx/C652Px7k48xyzsAu81orUo6ChYhem0/yTzZPaaYpKw50bcYjTiYc7EOM+Wn4+eXpSJEn97c9jo5xIuAHCdtp+O/nvk6NJGr6/EataRDhYh5Dw0PKLVyfX8U/JHLv9eaxqCaGhQ1iUApr+66VJOwWaotLwoxexqIUEh1/HohVx7LbnJp1mVRWVI995ClHxMBzchQkHx+99ZVKHpKkazT99GRJ2gqHXMeHm+L1bJo2iqCoqR777NELCQyR8FBsV1N/+3ORlWlFpuPMFbFShSHGUQTP9myd30pqmcfy+LXidi/D4ZuPfcCSrKWtN02j97U48zkX4PEto+/VrWQ0WVEmh9Vc78boX4XMtpfHul7OKSjl8oJPIwWE0TcNpquHYbc9O6qQ1RaX+zo3YtSoiw/VY1GIOf+uxSd95ejhG/fdewEopweA+zGoe9d97dtLfl+gN0vijlzMzJqGDmOUi6r/37KTOPVzfS9uvd2HCTTBwkGiwBUHVt5lUD1NWnst2VC4Iwj8tKMyDDz7IRz7yEX71q19x2mmn8eMf/5iHHnqI+vr6MWvvJ+OtynN2hwtJGn/Uo2ka0UgTgdgWNGcMS54TTdFI9AZRU0nyT59B6RULR+1QVtMy/Zsb6HrodSxWL4LpjVCH6QTeBcVUfui0sVrmskJg53E6/7IPUbAi2t/YaJFMoGkKxRctoPR980d2tiZ6gnQ/dIBQXRcmixXf0nJctfkgQHB/N+FjXThKcym7YhG2Qi+aohI+1kf/88dQEwomt4Xii+firMoFTSPaMoT/uUOgqlTccBr5qzJazHI4Se8zdQxsPoZotVB0zhzcswpBFEj2hOh5/DCCRaXsyqUUnFE7cnROU1QCO4/T/dg+NFWg7MrFmN025GiKwZdbSPQMkbeqmrKrF495FpFGP21/2oEal8lbNRPRLJLoChE+3IPJbWHG587APatkzM71RG+Qll9vIT0Qxz29GE1RSXSHkONJqj64goL1s066212Op2m6dyOJzhAWtws0kCIpbCUO5nx7fFU3TVFp+K8XiDcPY3ZldipL8QS+hSXM/ML6cTfhRVsHaPzRC4gmK6Y3du2nQ1HctQXUfOmck+5e1jSN/peO0fnAHpxlBdjLc0DVCB3rwlboZMZn15/0DHaiZ5jm+zaTDsQpWDcLe5kbTdbo31SP2WWm+lNnjtFL11QN/4tH6Hl0HxaPh6LzZmEtcKKmFXo2HMKSa6f6E+vGpHci5kHrb17FZHdQcsl8rDmZ+Ak9TxzC4rNR/akzT5rPaHMfzf+zGUEzUXLZfCxeO0pSovepOkSbSM0XzjmpbHGiN0jzzzahJlTKrlqE2Z2x63vmGKnhENWfOpOcxZVj3nvnY3vpf/EIOQumUXBWDSaHFTmWou/ZeiLHeyi/ahlF58wZ8y6izX20/G4rZoctoxdvy0gd9244QrxnkPIrllJ0/txRdqqs0P7nHQztbiF36Qx8i8sQzSaS/gj+Z48imDSqP30G3vnloyVzNQ3/84foeeog9oJMXAQEgUTnMNHWPsqvWELJJQtPWs6UpETzfZuINg1iy8s8NzmaQJFSzPr6eXhmlY6xOWFXf+ezpPpiWJxOEDKqcioys29+H65xTqekAlGOfvcpkASsuS4Ei4nUYAjBKjDn5veNiRUBb8yWvJKJO+AozsMzuxjBaiJS7yc1OMz0T5783YWOdHH851sQNJG8NTNxzcwFQSB+PMDA9gY8c0qp/sQ6LG/ZFKymZfpfaaT70b1YnC5KrliArcCFJiv4N9aT6Big6oOryTtttAa9HEvhf/4I/ucO4aoqoujC2SNlxb+hjnQ4SsV1K0a1fZAZoPU8tp+hva0UnD4bz/wiBATibUGGtnbgMs2iMPd8zOaTn3D4l0vKnir87Gc/4+6778bv97NkyRJ++tOfsmrVqqxss5WUVZU07f4/4Fxip+yqBaOCYmiaRqS+l9ZfbUdNqJjcVswuG2pKJh2IggnyVlVTesXCEceVGojQ9psdRNv82Ivy8Mw9oZ0eJVzXgyKnKT5vHqWXLRwRVVFlhcCO4/Q8cQglmsZkdWbW7VUbshSh7PoFFK6fNUZAQlNU/M8dpvvxQzhd5YiiDUGxEpdbqf3G+nHPYYaOdNP8k82YBCei2QyaiCxFmPbJVeSdVn1Sxxg+1kPTvZswWeyY7FZAQ0okEB0is248f5Tu+QlSQ1Ea73oJOZjG4rNjzXehySrxnn7MXjvVHz9jjJCNKsn0bDhE3/NHMbsc5K6sxJLrQImlGdpzHA2Nyg+sIu9twUTC9T20/PxVNFml6Lx55Cwtz2iRB+P0Pn2YWNvASJCVkQ2V8RRt/7uT0KH2jOb7pQtHVPYylb2O/pePkLNsOtM/cvrI85ejSY7/Ygux1n6KL1hI8QXzMDszPfSEP0jTj19CMAlUfuA0fAsqRtLTFJX2B3YR2NqId04FJRfPx+JzoKZkhvd20PdiHdZCD7VfOW9MR2hwZzNdD+7B5LBRsK4Ws8eKFEwR2NpCajhM2ZVLKL1orAMIHemi/c870WSN3MXTEe1mpKEEw3vbEF1mZt14Hs6qsboDwYMdtP9lJ6LJRM6S6ox2+WA8E+JXUKj5yrkjGuRvZfhAB+1/2oHJZiVv1UzMLjPSUJLAjuMoSpoZn11PzoKxSmXBg520/WEbJouV/DNqMHttyOEUgW3NyIkk0z9xBrlvC9ABGUnc5vteRo6kyF1ajSXHjhyXGNrZSM6KaUz/8NqTKpylQwka736B9EAM17RCLHku1LRMpLkbS66DGZ88c4xOPmSC1dT/4HnUmIKjIhdLnhMlnibc0EnZFUsouWjhSYVehl5vo/WXWzFZbeQsrczkM5JiYEcDeatmUHnt8pNo1ido/snLxDsDFJ45l7zTqhDtFuRwAv9zR4k09VB49lwqr1/5ZhnTNCINfjrv34Uck6j96rkjdVOOp2n743ZChzopvWQxxefNG+mcaJpG6HAXXQ/tQZUUar96/oimfWogQsuvt5HoDVD1/lXkrZkx6jcOH2in/U87Ec0ipZcsxlbkQZUUwof9DG5twJxjp/ar5+F4m+NP9oVo/f024h0BchfPwJLjQImmCR7oQkklmfbR1eSvqRlTpjVVI7DrOG2/24qrqgRrjhMpnCTRFURDYvYtF+KaNjqwFGRG8i2/3kKsZRBXRXFm03MoQWoghLXQyaxvXHBStcxkX4iGuzeiRCWsPjei1ZQJuxyNUXjubCquW4n4tpNAmqYR3N9B528OUFX4cay2se3j/1nH/veQTXQ3TVVo6fol5Z+cQ+6y8TexZaaadyLV28nJXUQs0kbC0cDsWy4Y99yoHE9z7DtPY0tOw+4oIpkKIPm6mHPr+PKgmqbR8afdJA+o5Oevprt7A9VfXY139sTnReMdAZru3EJx4QX4A88z7/sXTXr+OekPUn/bS5SVXkFv79PMuOl0PDMnFmSQwgmO/vuzFBdcRCLehVzcSc2N50x4HlzTNI7/ZAtCVyFO5zQGB7ZQ8oFaCs+aWEgj1j5I052vkutZjqpKDA3tZdpnVlKwenyJR03TaPvtTqL7IlicbjRVIhHrpejCWVRcu3z83xVNUnfz44iqPXOERwM5FcNZnUvt18/HNM75WSmSpO7fn0CQzYjmTDmQk3GKzq+l4voV4+dT1Wj40fOkOiSsdg8CZuLhbqZ/fg15yydWp+t69HUGn23H480IwoQTh5h3xyWTqqL1bTxK70ON5OYuQ1FSxMQ65n3/0knPPXc9tp+h57vx+hYgp0MkPR3M++7Fk6qUtf/xNcLbg7g9NaTTwyh5/cz9z8klZ4//4lUSB1I4XVWkkkNQMsycb1806fHEtt/vJL4vjds9g2isBfcaJ1UfXDmhDUDLL7cj19twuaYzPLSX/CsqKX3fxAIqmqrRcMdGrMFqbPZ8AkM7qPj4gknFo+RokiO3PIPXugRBNBOKHKT8g3MpWDexiFbwcCfH/3s7bl8VKjLpxDD2WiezbjxvwrrX/fgB+p49htn+xqg8kcJabGPOf1wy4fHL3mcO0/PEIcwWJ4IgosoK1lIrc25934RnyQM7j9P269dw59QgChYS0V7yLiyn4polE/6+eGeAY999gfzcNYhmG0PBndTechauaROrhsY7AjTe8TIFBWejykmC8m7m/2B8rfsTDO5soedPxygqOotwuBHLvATVnzp9QhtN02j+8WZMvWW4XNX09jxNzbfOxD1jbAfirST9QRpv28KM8i+O8UOKnJhSdDdda+wdHR16vk53t75dm6ciA4EtFFxaNqFTh8ySw/RPrUF2+UmGB4gJRzL63RM0imanlfl3XE7S0oFgtpI0tTD3Py6asNAJgsC0j6zCPCPNQM9OCi6YPqlTh4zYR+l18xgY2ELVx1ZkJWpiL8mh7NoF9PdsJ/+caZM6dchInVZ/cS3DQ/sJxw9T89XJg9cIgsDML51JNNWAlIzgXuqb1KkDuKYVUP7/FiApYWQtQsUNiyZ06ifSmv7JNZiKFLzORZhNPkounz+hUwewuO0suvsaNEGhtOBSvPaF5CypYM7NF43r1CGj6774nmsRbALFBRficyzBt7R8QqcOb2h13/w+rCVmvM5FWMQ8Sq6cN6lTB6i4ZhmepXlYrB4kbYCZX1mXldRp8QXzcC/OQTBbiaUbmXXL+VmJmVRcvRRLhRmLPYeY3MKcf78wK+nRaR9ZjZCXxuEuJal0MPvfL8xK32DGZ9ehuqI4fdWk6GH2LRdkpTkw7WOrkW1DWO0ZhcDK/zfxOzhB9afXklDaEQU7pmJtUqcOmfdX+41ziCSPoioq7oW+rBQhzW47td9YT0LqQBBFvCsKJnXqADkLKym7ej4mwYvXORdbpX1Spw5QftUScpZX4LUvojj/fYhOkbnfmdipA5RespCis2fhcc6mpPhiBLvKnFsvmlQgJn/NTKZ9cjWapuJyVmOdbp7UqQM4K/OZ8aUzSMjdSNIQJVfOmdSpw4l2bz6JZDfh2CFm33x+VnoRBWtm4JztJJ2KkFRbmf7JiYPKQKZtqfnyeiLxI0TDLRRfNmtSpw5vtLMfnM/A0D9Oil2XY1+5ciWf+cxn2LNnz7jfCYVC/OY3v2HBggU8+uijf3cG30k0TSOUfJ2iC7KTwhQEgcp/W0YgvJXpn12bVeMmWs1M+8RpBIZ2UPlvK7KWda36yGnE5WZK3jcvq+8D5K+dSVoLkLssOz1ygIIza0iq7ZRclH06ntklxJOt5J9ZnbUQjWASKTirmsDQNsqyqOgj+Tu9hmiynniqjaJzdbynDy0jGD5APNlG6cXZSY+aHFZKLp9HONhAOFZH1YezW/IRrWYqblhKKFRHOF6X1SjxRD6rPnoawfABYskmSi7M/h1UvH8Zodgh0gTwzDn5OurJKL92CaHgPswFJl265+XXL2ZoYBeu2ryRJYdsKL1yAYHBPXgWFWct0CMIAiWXziXg30nO8rKs1cYEQaD44jkM9m2l+OI5WasKCqJAwfoZDAa2Unpt9vK2JrsF1+xchsO7KLs6+xgRzqp8VFuYcPQw5ddkb1d8wVxiyUaC4cNUfWRl1r+v8oYVhON1hIPHKP/A0qyfZ/m1SwnHjxEabqDsqoVZt135a2eQUnsIhg9SccOyrGwAchZXklL8RBONFJ2Tvfxy4VmziMWbEHzaqGXUySi7djFDgR0UXTA7+7JiEslbO41w7DBFOiSU89fMIJw6SFrN/ujwROhy7EePHsXlcnH++edTUlLCJZdcwqc+9Sm+9KUv8aEPfYhly5ZRVFTE73//e+666y6+/OUv/0My+U9HFE96RaMteJcVZ+WgT+CszENwyLirJ++pncA7rwzVHMU7P/sG2OJ14JyWS3o4e5GDWEs/eauqdSmqKXEJR7lPlyqdIAiYcyyUXJy9IwIoft9cNEtSl0MRTCL26V58K/Rp1ntmlZBMdpC7ulyXXdHZs4jEj2Cf5so6qAxA3orpxGLHsRRbsoqEdwLXtAIkLYBrTt6kka7eiq3Qg+BJk7tm7KajiXCU5iAxrFv33DO7hLTWT8kV+t553srppNQuSi/Xpw1esK6WpNKhWy+98KxaUpqfwrP0xYcovnAuEoP45uuT/S2+aDaqLXrSDX8TkbuuCjFP1iUXLFrNuOfmIwmBk+5nGQ+Lz4GlxEos1Uj+adkfVRatZjwLComljpJ/evYa7YIgUHD2TJLJbl3tpCAI+JaV4azx6qoLosWMa04uvtMmjpr4dpwVeShilMJz9cVwyFlZgX2aS5d0r2AS8S4uIxI9hixER/uiKaDLKj8/n3vvvZfe3l5+9rOfUVtby+DgIE1NGeGJD37wg+zbt4+dO3dy8cUXTylD7wSCSTjplZJ68SzUF/kt0txHno7KAZkCm7Okini7vt5a/toaok3ZC95IoYTuBkYKx3VFujqBIAq6JWrNbjuCTb/OvclpwrtAnyY1gMljIWdl9uI/kGnMRJdI7tqJw1C+HcEkYvKa8S7Vn09rvgP3bH1BcwAcVTmYPfqP1Ih2M/Yi/brngsikIUTH2JkysqN61BUhE00PQdOtIy9azAhmQZdjgDfLpt7YASa7RbemO2Qijzmn6dOQB3DV5mMt0B+Twj0nH2uhU7fUc87KCkSnqDuAlG9hKaJLv4SyxWfFXqGvDQNwVPgQTVOR4TXp1tbXJAVHWY7utOwVHmQ5hiQMgfimX5oKUxKndjgcXHvttVx77bVTSvRUQxCFk49iBQXRpK/AKok05ixDKb4Vi9eOkpj8rOdbMTmsumRgBYtJt6ynYDJldY777WQrRDLWcAomqjol7XkEEKegzy5a9QdCgUzsaJNdf8dFMIswhQouiKJu+VcAAWFKdpowNbuMzroKOp0DvPHuRZ12UyljmjZluyk9S0Wdssa+YJ6CPrtJmFpdsJimpFsvWExM5YEKJhE1izPxb0eTNdAXBypjN5V2zCRmNOj1piW9UZYFBVWIYRY9U4pXAf8E5bl3I+ON2C3mHJK9+jSLTXYrsk5tawApnMTk0NczTAdjmN3Zl1ZnVT6hQ9lHioNMNKKYTjlWAE3OnJ3WQ9IfnFKFkMNpkj1h3XZqQp6Sfr8Sl5Dj+hsXNa2S6tefnppWSHTok6kFSPZGSA3qT09OyESb9L1zVVZAzmho60ornkKT0F3GMgIrZqLN+tJLD8dAEXXrs0eb+jKa4jF9MQ5irQHSgYRuOdakP0qiS/87j7cNo6WmVoekKejBy5EU6hQCQaUGo6gJ/XZqXCbapE+THyDaOEB6WN/v0xQVTdJI9umUiE5JRI/rbzOjDQPYXHkIooAixP6uEbvh2GHcNXZf4WICr7TpupWtwM3Qbn02mqYROtg5ciY0W/o31eM4yTna8TC77SQ6grrkTqXhKGpc0KW1riQl1IimW6u757HDiLKL1GD2gSM0RSXdk2Dg5eO60koFooiam/7n9WlZpwYjiIqLoc369NKVpISaFAnu6tTVyKuSjBSQCL3eo2vkJ0eTyAGV8Ou9ukYd0ZZ+HLZS+p/PXgMbMrrnHndG1UwPfS8cw+teqLus+J89Qo53iW673ifr8LoW0f3YIV12PY8cwutaRN/zR3XZ9T1Tj8NWRehI9ieENFUjvN+PPKjqCoCjygqRw/2kB1O6ZuY0TcuUr5j+gDsDG5swC7nEO/UF3Ol/th6ruZB4R/bLj5qmMbyrC2VAn2SzFE4g9SuE9nTrqntDu1txWKfR87jOmAMvNKGFLaQC2Q8K5ViKZEccmysfBAFN1P51a+zvWcSTj9jNNjt2oYJoc/YRzPpfbMAkebLWXAeINvoRVR+Bndk7i0RPECFup39j9oFD/M8cxmmvoevB17O26fjLXnJzT6PzT3uyrhS9Tx0mt3AZ0YahrJcKpFCCyJFB8otX0/1o9rrug9uacXtmYSVf13vqeeIQ+QWnkepNIkezb8x6NhwmN28FWtRMsj/7WYKBlxvw+eZjs5QRPtqTtd3g1ma83rk4HTMJ7Mq+fPQ+XYfPtwiHYxqBXdkrP3bdv5+8otMwq3mEjmSXT01R6X38MHmlK1HD5qyDAikpmcFNzeSWLUPqk7MeGSmJNEPb2sktW4Lkl7LWIpdjKYK7u8irXEG8YTjrhjfREyTdmyavfCkDm49nHQksdKQHk+Qlt2gF3ffvz7r+DG5rwumoxudbRO9T2TuVwVebcHtm4/XO0xVwJ3SoC4etAp9vMX3PZd8xSw1GUMMm8gpW0fNo9h2ldDCONKCSX7yGrgd1xM442oPVXIwvdwndj2Zv1/P4QXy+xThsFQSyDHykKSrdjxykoOoMIof7s27HUoMRkh1x8vJX0vVA9u1sz4aDeH0LM8saooAoipnR+r96Kv7tkdHezYgWcdyrrOpyWu97LauebKium/CeQQrLz6Lt1zuzGmGpkkzb73ZRUrEe/4ajpLMIV6jKCsfve5Wi8rNJ1CXpzyLC0NCuVoJb+ympWU+qQZm0wdA0jY6/7IZ+L3kVC7Cmymn//c5JG6fBbc2Etg2QW7qIkvJzOXb7C5M6TjmWov57z1NccS6ewmqSx1IMvDp5wxRtGaD3oaPkly2noGwtx3+6Laue/PCBTqIHgrgLp1NQtIqm/96c1ag20tRHZH8Ad8E08otWcfy+V7N6x6lAFP8z9eQUzyO/ZAVtv34tq85EaiBC76NHyClZSH7ZMrr/epBET3BSu9DhboLb/PiKZ1FYtoruvxwi2jL5jEvXQ68jhnJw+AoprjyTtp/vnHQkpikqTfe+jM+zBIvDQUnVeTTd9cqknR5Vkmn4wQsUFJ2O2WqmpOo8Gn7w0qShRZWUTP0dL1BYciYmi4mSqvMzdpPUGyWRpv725ykqPRuTRaSk8kIavvfCpOkl+8M03rmJ0mkXYrKaKSpZn4lVMImGebR1kLafv0ZJ1TnY3Tk4mEHrL7dNWn/Cx3rpffAYBeWr8BXPIrSzn+FJ4ikAxNoG6X30GHmlS8gtXoD/8aNZdZSkcIL23+4mr2QFvqJZBLZ0ZDX61hSV5h+/QkHxaly5JaRa01nFYlAlhaa7XqKgZA3O3GJUvxX/c5PPgiT7w7T94jUKy9biLaolfihB/8uTt3sDrzQS2x/N1IWK0+n5W92kgbs0RaXpnk343EuwOd0UV5xH/fcmb8fSwzEavr+RksrzcRdMR2rJCPlMxuDWZiK7guSUzEU0C4hmAbPVNeKDpsKUledcLhdf//rXufnmm3E69e/6PBU4oTx32qW/wmwZf8NbLNhGW8cfqP7ympNKsGqKysCWRvyPNVJRexUms43gwBES5gZmfeu8cc+FKkmJhjs34hEX4y2YRSoaoLf7WWbdcu640/JyPE3jD1/EY1qEt2A2mqrQ0/I89tkWyq9dPGaXcHo4Ru+Gw0T3hyibeRmiyZzRG29/GS03Svn1i0ZJtmqaRvhoD90PHsCaLqWg4nQEQUDTNIZ695AUOyj/wGK888pG7RBOdA/T/chBUi1pSmdcjMn8hnxqqId+/yuUXjOP/NNnjjo6eEImt/vhQxTkn44ztwLRZEXTVPytG3EutlN21SIsb9uMqKRkBl6up//pZspmXIbZ6kQQTSQjffT1bqL6i6vx1I7dfa4pKv2bjtH/VCsVNVcivpHHYP9hkrZWam48a9wdsMGDXbT/ejcVNddgtmbyExo8Rpx6ar91cl13yOwzaLzzZUorL8Hmyht5JgMDW6j91lkn1c6GzJT48XtfpWzaZVjsPhAE5FSE3tbnKP3gPPJPG6sRoEoy/S/WM/BcK6XVl6CpCpDZGOpv3UjeeWUUnT93zDnzRG+Qrr/tQ+tzk1u8AiUdQxBERNGGv2Mj+eeWU3TB3FHH+zRNI3Skm66/7MNlmY/LW4mSjiOIJkyiA3/X8xRcOJ2iczOa2iN2qsbwvja67t9Pju80bPZcFCmJKJoxm5z0dD1H8WU1GXnkt+xc1xSVob1tdD9wgLyc1ZitblQ5jWiyYDZ76el8iqKLZlB4zuwx+uyBnS30PHyI/IK1mMwOVFnCZLZiNvvo6dhA/nnTKL5gLmbnm79PiiTpe+4IgS3tFJWdw/9v776j5KivRI9/q3PuST05ajQjaZSRQCSBCJbAgLG9xmH9bGAxu/bBXmO/XS/GXrC9y7O9Zne9y/PDNsaAI/YSDYggskAEgUBCWTPS5Jw6x6p6f7Rm0DCpu0GMGO7nnD5H05pf12/qV1W3qvpX92pqAk1LYTLbMRoc9PY8SsnHFuE7q2FCPxPDIXoe2oN/ey8lVeehpZLouobJ6iIe7CfIbir/ehXuRRNrHCRGwvQ+vAf/q/2U1lyArqVvpRtMZvrbniHvHB8lFzRN2s60pJo+9ty//+g2bU1nRUyE6WnbTO1X102bwCrSMcyhm5+hpGwjdnf6GJCMBek+8jC1f78OzxTpgCF9In7wx0/iMi7HW5R+VltTk3Q3P0zRJdUUn7d4yklfieEQB29+Gq/tJNwFDWhqAsVgpL/1OaxN6RwK73wUVFc1hl4+TNcfdlJWczEGkxktFUcxmBjufg1TfYqKT63AVjJxpnysP0DXPW8SP5SirG4TyVgQLZWeHzHY8yruk9yUfmzZhEdrdU1n5I12uu7egcexEq+viURkFE1NkIpFGB55OT3mZzdMOKarsSQDTx+gb/N+SqsuxOosQkvFSCVjjPTtwFAeo/Izq7BXTHzKIdbnp+vencQPJiirvwjD0UmgiqLgtC5AUUykklFeffjv3r+Ustu2beMb3/gGnZ2d3HTTTVxxxRW5fMycGgvs6z5xGybz1CcnsVA/vZ2PE/K3kEz5MdgMlGxahr3ci57SCO4bYOSVDlyehRRWnILB+PaAh4e76et8nPxTqyj/2IrxPM+JkTA9f9nN6Gtd+MrX4yp4+/G4VDRCX/vT6N4o7qbCo0E1PXM/2h4geiSIr/xMnPnHJpkxkgpG6el+BBxxbGUudNT0LcTB9OxKX+V6nIU14wcTs8mLFlPpbLuPeKIXo9tKMhBCjcUwOe3poKcqmBQPBcVrsXvLsJqLUeMqXW33Eo22Yy5woBgU4sMB1EgCg9WCtciNFk+hBpJ48pfiqzgDi9lHT/ujjAy/jq3MjclpJRmOEz48gNFsweg0YclzoKU0EkNhnK4FlFd/nIi/ld6ezZh8Zpz1hShGhVhXgND+foxmB5oxgcmZDhpqKIHTuQBf8bn09z5JNNlO0TkLsJa60VWN4N5+/Du6MSoeVMIYbemgqCVUnI56XM5G+vufxF7vpvSji7EUONESKoG9PfQ9egAlbgFFRzenUBTQVR2LqRiPaymDQ8/jWOSl7JKm8UI7oZZ+eu7fTaIvicXuIaWNopgM6DoYVCuF+aczEngD3R6k5OIl2Mu9oKcnW/U9uh8iZoxmO0ltBKPdhK6BFtXI865GVaMEg3vwrq3AXu1F13TCB4cI7O7DZi5DJYhuS2D1udA1nURfCKuhAoupCH9wJ9YyO9aSdBGYSOsQxOxYzcVEY22YiyzpdZbSiHb4MSXzsZrLCIbewlRgxlLgQE2oxDpHsVrKMBmdhEMt2Gu9WH0utKRKpHkEY6oAi7GQYGQv5kIrZq8NNZYi1u3HYa8GxUgk0oqroQhzgR0tliJ8cBgLpZgMboKhPVhKnZjdNtRogmhXALutEtCIxbtxN5VgcltJRZKE9w1it9RiMjjxB9/CXGjF5LaiRpPEe0PY7dVoepSkNoh7aSlGh4VUME5o7yAu52JMBjuj/jdQbOlH/dRoEuJGbJZKEqk+FLeKZ1kpBpuRxECE4K4BPJ6laJpOMPgWRpcJg8VEKhxHSVqxWSqIJbsxenUcdQUoJgPxniDxjjh53tVE4m3EEt3YSt0oZiOJoTBayIDDVkUs2QvWGLYyD6AQ6w1gjHuxmkoIRvbhqPfiXFgACkTbAwT39uNw1qFrUWLxXoxuC4qikAolcVprSSbCJI2DFG9qxFmXLg4V7Rqlf/MBiNmwWn1EIq0YxvcHDad9AYnoKKptlJKLlqSLshgNJAaD9D60j2h7CLujhlisA8Wswdj+YCzBpLgIRw+Sf3o13hVlGCwm4sNh+h89iDqqYzOXE423o9h0jHZzuupb1ILDUkck2YK52IRrkQ/FbCDeFybwVi9OZx0Gg4lg4BC28vTxQ40miXdHsFtriSW6UOxJrKUeFAVivQGI2fDmNRGN9hMJH8ZZX4TJZUENJ4m0jGI1laSrTDo0zHl2tKRKYjB97HEXLCI4fIBw6DDOBYUYXRbUUIpIywhGxUVKG8Xic2J0mEmF4qRGknjzl+EuaiAwsJ/AyB7MRXZMLitaVCPaOYJiMmJwGLCVpoNzYiCEkrCRX7QWR37lhJM8sykPmyV9UpVKRnjl/qvf/1zxv/nNb/jOd75DcXExP/3pT1m/fv27+bj31VhgP/VTv5oU2JPxIC17fomhIEnpJ5fgXlSGoigkA1Ha//gy/p09mBQ3heWn4PbVTxgYTU0x3LWDUKAZz9pSMKYIHuhBjSZRQwkU3UxhyenklTdNei7WYvTR3/4sI8OvkXdqBe7FpShGhWjnCANPNWM1leCrOhOz7e0rc7u1ApPJTU/rE/T3PkXemnLyT63DXpqH2Wsn1h+g9y+7Cezso6T6fNyFC7FbK1EUA6oWY7D3ZXpaH8V3bj0lm5omXJlFOofpvu8tEkeSNK66FpPZjqYlCUfbiIV66T74MPlnVFN2ydIJBSq0RIqB5w7R9/BBahd+EU9hI5FYF7FwD6lYkL72Z3GtLKD80uUTi+po6cpg3X9+C1/euRRWnMzo8G4SkWE0TSUwtBelME7FZSsnFBjRdR3/rk567t2D27SC/NLVDPe8RkoNo2AgFQsTThym9OKmCWfcuq7j391F3/37sCQqceYtwD/0JqlUBMVgwmRwEw4cxrumbEIhH0jnqu+9by/JTsgrPgn/8JukkiFQDFgs+SSiw5jKjJR/ctmEOwiJ0Qh9m/cx+nIPpZUbCQUPkUwFAAWTyUs80oehOEnFX73jboqqMfxqKz337SE/bx0Go4lkNACKgtnmZrjvdRyL7ZR9YsWk3APhtkG67t6FKVCMp7jp6FW5EaPZSnfzZvLPqqD0wqZJuQeiPaN03b0TZcBLfvkatGQMxWhC11S6mv9C6ccW4duwaNJz4dHuETp+twNzsAJvyVK0VByD0Zy+kmx9lIrPraJw3eS7DuHWQTrufB2HoQlXQQ1aMobBZCEeHmKg/zmqvngyeSsnHgh1XSd0qI/2O16nwHs6dk9x+i6AyUJopBV/aAc1f7NuUkEaXdcJ7O6i4643KC75CDZvEZqaRDGYGGh7Hr1wlOovnjIpW5mu6YzuaKPzt7uoqL0Ek8OFpqXb9TQ/hmWhQuVlq7EUTEy0pMaSDDx5gMEtnVQ2XIKmJ9E1FYPJRt+RJzHXKlR8auWkXBOx/gA99+0m0QJ5JatIRf3o6JisbkKjzSTM3VR8etWEu2hj66T7f3ZjDBViMrtIqaPouo7J5MVotDI68jolFzdNuOug6zqhg7303LsXRp2YrG4SiSF0TcVkdmG3lTPU/zIF62spvbBpwt20SOcwvQ/sJdoSx5PXSCI5hK6rGA0ObI5S+ruepuicBZRsWjJhO0tF4vQ/cYDBp1rxlZ2BrqvouorJ6gJFobftcco+uZSiMxdOuFLWVY3hV47Q/T+7KfCdhtWeviI22ZzEAn309zxN5edPIn9N7YQ7CLqWLr7S+Yc3KSg6Fbu7DIPBiMFkJTzcykD/81T+9Unkn1QzsZ2qMfx6G52/f4OikjOwu4oxmKwYzVaigT56Wh+l9JIlk+42aUmVwRea6b53F0XFZ2D3lmC0OMbvah7LaHRit1agKOn9IpWM8PI9X5qbIjCRSIQf/ehH/Md//AcXXHABP/nJTzIu6zqXxgL76Z/9NSbL20EpEQuwb/tPqPv6KekSidPofWwPw1t6qWr6+PgOpSbjtO+5j5KPL8R3dsOUzzsHD/Zy+GcvUl73Ueye9IFbUdJXx81v3EbJpxdSeFr9lLezgod6Ofx/X6Si7iLs3hJs1nLMZg+dB/9CLL+Zui+fPu2zj6lQjP3/8gTVNV8gz5e+hRYcOsyRlttZdMNGzO7pE8oE9nTT8cu3aDr1OowmC/HoCPu2/xsL/+msGbNcpSJxDvxgCzU1l+MpWkg02svB135G1dWryFs+fZIXXdVo+e/n8arrKKo8lWism4699+NZ76XskunTeuq6TsdvtmNoL6ek7iwSySFGenYTVvbS8I/nz5hFsPeRvYReiFGx6EJULUo8PEpn8/0s+s5HZkzSE9jTTfsvd1K38n+hk0TTVNre+jMVX1hGwdrp0/cmRiMc/JcnqVxwGSa7Nd33vQ9QdFHljCkzdVWj5ZatOKJNeEsb0bQk7bvvpfTTDRSetmDadgBd9+4k8aaJkvqzSSUjtO66m9prTsGzeObEOd337yK2w0DZwnOIR0dp2303jd+Z/isjODoWv3sNDhdSVHMK0WA/XS0PsPh7F8yYtEXXdA7/3604IkvxljYSGm6jv+8plnz/ozMmC9FSKod+9DSFzg048ssY7duLP/46i67fOOO4q7Ek+3/wBBVln8Ti9tB7+CmMC6PUzJIyOOmPsv97W6hbfDkGq4GOvQ+Sd14+JZtmzoYXOjxA63+9xoJVV6LpUTr2PkjhhaWzpkQe3NrM0F/6qGz6GLqepLflGSxNGlV/vXbGxDk9D75F+JUkZQ3npCuK9e0jpL5F4z99ZMbEMv1PHWT4sX4qlnwUBYgFBuhuf4TFN8w8foF9PbT//A2ql12GwWgkERml89ADLLph44xZJRPDIQ78y1NULfwkJruTWHCI7raHWHLjhTNma1SjCfb/yxZKizdi9RQSGe1Oby/fu3DC10CT2h0d9xLf+di8PsIjHQwMPseSGy+ccTtLRRLs//7jlJZ9BJunmHhoiK4jD7HkexdMqr43oV0oxr7vP05pxcbx4/4YRTFiMedhsRSNB3WAVCLCtrv/5vgWgZnJxo0b+dKXvsT9999PU1MT3/rWtwiFsnsGfK4oJuOE16E3f8aCb5w6Y1AHKL1gKfkbihnseAWj2Y7Zlk/Xgc3U/N0qis9dNG0SE3djKU0/uJDuI5tRk1Gs9iIczjpadt5BzVdXU3TG5DKE420bSlny/Qvpbn0Mi7kEiz2fkYG9hG17qfvK9EEd0o+7Lb5xE22HfouqxsAAh/f9etagDuBZWk7ZFxbTuu/3KCYjrft+x4JrT581daXJYWXRd8/nyP47wAADHdso/WTjjEEd0oko6v/+LPoHn0LTksQDfqwNxhmDOhzNA//Fk4lYDpCMRjCbfIz635g1qAOUXtSEpUklPNKNw1VDd/PmWYM6pNdNxZXL6G15Cqe7lsH2bZT+VeOMQR3Akueg8Z/Pp+PgPbjcCwkOtOBZlzdrHuyxdTMa3o7ZWEh4qIO89SWzBnWAir9aSSp/AD0Ogb6DlH5y0axBHaD8EytQvf3oSSPDXTuo/cqpsz6emc7Jv5awdhCTIY+B9q00/NO5s2ZiUwwKC645k6GhF7HaKunveJ5F3900awYwg8lIw7fOoaftURyOOoa6X2LRdR+ZddyNNjOLrj+Pzpb7sZqLiGldVH/hlBnbQDoV68J/XE/X4YfR4gZMldqsQR3AtcBHyafqGe5+nWQoir3JmlGdg6L1C7GvshDzD6HFVPQCP9Wfnz0nfNmlyzHUREkEohgNDkaGXp01qAMUn9eIa52T8GAnFnsR3Yc3s/ifN806fp4lZVRcuZyBtm3YnZV0tzxO4/XnzZoq2lLgovH6c+lqeRSXp56+1idZ9J2Ns6ZgNtotLPrO+XQfeRyneyF9bc+y+J83zRjU4ei4f/d8etq24HDV09/+PIsz2M5MDguLvvsRelufwuGuoffIkyz67sYZgzocPf5+dyO9R57Cai/Fai/CavfhcFXh9i7C5izDYDZPike5yDmw//znP+eqq65ixYoVeL1ezjvvPLZu3cqXv/xl/uu//ovXXnuNpqYmXnvttVwX8b45dhZ8ePQI1norzrrMUsmWXryMkP9gukKVfwD3mjw8GeSTNnsd1H3lNIa7d+BwlzPa/xbeM4pwNZTM2taS56D6S2vpankQg9lAT+tD1H5pXUbpLk0OK2V/tYSuww8x1LOD/DMrZw3qYwrW1hCKHiIcOELKMjrric/4Ml02vKeW0dv2FKNDb1B0VmZ5uhWjgbJPLaPj0L30djxGxWdWZdbuaJGXjpY/09e2hcrPrco433/FZavoad9MxN+Ba2lhxul081dVEdM6SCb8RCIdFK3PLHe2Jc9B3qllDHZtY6R/B2WXZlb0QzEoVHxuJZ0t9zDU+wqlH808Z3rlZ1fR3nIPo0Nv4stwLAAqPrOS9oN3E423Z5wzXVEUyi5bRuv+34M7nnGuBsVooPijiziy6y4c9Z6Mt1GDxUT+aRW07Pw1+adXZZw61uSyYW900bLzDso+OfkrsunYy/NRLaN0Nv8P5ZetyKgNQNHpCxnuf5We9kezKhBTfulyeto309uxhar/NXNFwmNVfmY13e0PMdS9nYrPrMo4BWz5pcvp73qG8FA7eSdXZZy7Pn9VFdFUGxF/O7Yqx6TJbdOx+txYqy30t72AtdqZcd0Ik9OKZ3URXfsfxNVUmHE6a5PDintFIV37HsCzsjjj+g9mtw1Ho4f+w89hq8m8n2avHdfSfELD6ZjhcJdhdeRjtJimfTIrFzkH9ptuugm/388Xv/hFnnnmGUZHR3n99df52c9+xt/+7d/y9NNP8+Uvf/kDMalOMRvHX12HH6Esi0IWiqJQeHYt3c2P0dO6mdKLMy+e4V5URijUQjjaRW/bFkouyLwakHdpBUH/foYH3sJQoM16tniswtPqGe57nZ7WRyjZlPkyAYo3NtCy8zeUXJRdEY2yjy6l+9Bj5J1anlWaxPyTahjt34WhUJ00O34m9op8koqfkcE38K7MPB+80WbGXuembf+fKMuyEErJRYtpfv0Ois6tzSqneOlHl9J16FHsC10ZVziDdPGgoL8Fa409q3zW9vI84vF+3Kt9WaXGdVQVEg11U3hu5tUBIb2thgOHKb4ou2IaRWcuJDC8m9JLsxyHC5vwD+2k5ILs2pVfupxg4BB5q6qzauf7yEISDGaVYEoxGnAtLQJPPKtc8iaXDVOhgaRxKONgCekTSEO+zlDvq+Svqc24ncFswr20iPb992R1bIN0AZwje/5A6cezHIdPLqf78CNZtyu9ZBkDPS9QmuV+W/axZQz0vkjpJdkVMCr7xHJ62p+k9ONZtrt0GX0dzxBL9k6IPdO9cvGunmO/5557+Id/+AfOPPNM7PbJB92rrrqKffv25bqI943B9PbZUTw5MOmxhNkUnL6AwMh+dFs0qwCrKAqFZ9Ux0LIVg1fNuoJa/uk19B7YQv7p2VWcUowGbBVuNEM0q2AJ4F1RQSI+hHtJ5pXoIH2HQleSuJdkdpU/RjEoKGYD7mXZtQOwV3qwlbuzLtyRt7aClBqc9lG0adutriYeH8C7OrsCMWavHU2L4Vk1+92aYymKgq3Mja06u0IoAGaPFVdD9oVljC5LenZ1FhRFweSxpGf+Z8FgNqKjYa/IvFIZpCsfYiKrKnoAtvI8QM86P7fJbcVWln1hEpPXgrM++zEwF9lxNWZeFW2Mc2G6QEy2f5/3pHJUNZJVpTkA74pKUsnglI8Iz8RRXYiaimVUb/1Y1kIXOqmsM3hai9ygqFmVdIV0JURdjeOoyW4MbSVeUqkwKS2AqodmzKNiyCHvPxznzHPFxcU8/fR7Vzz+eDGYjeMvJYc1YnJY0JIxLEXZbfgA1jIX8cgQFl/2uQBsZS5SyTDGLOpfj8mlDaRvdaJruW1wio6Sw60lxZB9NS4Aci1sYTHltGcYrKb0LOAclomBnP5GgzVd5SyX5eVSWAaFnIqTKKQf23zf5LqsHFaJruXWDl3PqeIYup7TlZxiVDDYctsfcjkuprfndzHouazTHAvn5NpOV8j6wiG9PDAYDSRToxPiz1SvXBzXwK4oCmefffbxXMR7TtezH6RUJIHBZEVXs9+I9ZR2NOlC9oUbtKSG0WAlFcquMAWkn/vOpb/J0QgGkzWrPMiQnumspyA+kP2ESi2RIjGQQ7GWYILkaOY5pcckhiOQ0rMu3JH0RzEYzFnlsR6jp3QSgzNnQZtymSNRUv7MUpweS42oxDqyLzKiRlNEO0ezbpcKxUlmu82oGgqGrItwpMJxUPWsUgUDxPsCoCtZV/RKBmLE+zOvbzAmFUgS68mtXS7bSmo0TtKffaGXxHAELUUO+0MEBWPGKXjHqLEkisFIYji7v1GNJUFLP22SjVQoBhpZby+J0QgKhqz3dzWaQNHTATuVDKGp2ReUmo3kigeMJgWTyYDJZMBuLybSmV1Bg6EXD5NXvJhYT/YHytC+QTy+amI5HCxDewcoqFnK8Auzp3I8lpZUifeFcbjLCR7MvJ47QP+WgxSVr6H/8cxz1AOMvN5KfnkTg1uas2oX6/VjcxXjf70z6+Ip8e4wakAjFcnuxGf4+SO4Cxbgfyu7SngDTx8kv3gpA09nnqcb0s9uOwsrGXouu8IyqVAMPWwguLM3q3WTCscxaBaGt7Vn1S4+GMRizWfgyezGMNTch8NVQe/D2X0tN/TKETwFC+l9KLvCMv1b9uH1LaEvizoKAL0P7cGTv4CRHdntT0NPt2BSXcQHsihepOmE9g0Qaw+hxjMv2KIlVeLdIaKHR7Mqp6xrOqG9/Shx89HKeJkbeqYFb/GCrGocQPpYkedrov+p7MZh4NmDeIsW07c5u4I7/U8fwFu0hL7N2W0vvY/tI8+3lL7Hs9s++zbvoaBkBX2PZ9nPpw5QWLEKo9GA0WjAYFDH4887X0aTVHfLmdFsGH8tWP1X9D2U+Yao6zrDL7Tiq1+F3VacVRU0LakS3N1PXlUDVnNBVoVj1HiKSPMIhXVL0IOGjHLMjxl8sZnCypWUNZ5JzwO7M+9vIkV4/yClS08luHsgqwpSfQ/vo3zpWRhVB7He0Yzb9fxlN+WN6/EU1jO6M/P6BAPPHaKoahXFNSfTvyXz8Yx2j2DCQ/mS9fT+JfMdVtd0Rl5qp3LVOYT2ZLdueh54i8olG7LeBvqe2E9J7Tq8RQsZfaM983aP76Okbh3u/FpGsyjj2/OX3VQ0rMdizCPcmnk/u+97i8ql56GNaBlvp7qu0/fwXqpO2kR4/+CsudnHaCmVoa1HqFlzAcMvHEmXk82AGk0Q2jdI1UkX0PvA7oxPeCIdw5hUJ2UN6+m+P/PiRSOvt5JX3Iiv+iQGMqj1MGbwhfR2XVixksFtmZ9gjexoI694EaULTs0oN/uYWH8AQ9JOxdJzsqrcp6VUAjt7qDrpfIaePZzx+tR1ncGnmqlesxH/jq6MT150TWfo6WZq1mxkdHtn5u1UjZFtbdSs+QjDL7ZmXEFRS6qMbu+k6qTzGHm5PeN2uqYz9GwLvvqVGIwKBqMyIf5M9cqFBHbAYjZhsaRfxTVLSHWqhDMomgHQ+/BuCkqXYLFZqFhyFl13Z17Fqf/JffiqV2K2mKhYnF3bvkd3U1y7BpPZSGXTBlp/uS2jW4jJQJS+B/dQtuhk3EUlGIJWhjOoGqbrOodv3Ur54rOwWM1UNm2g5b+ey6i/vZv34LCU4/B4qVmxiZb/fC5922wWo2+2kzgcI6+ijsqlZ9H5m9czqrIU6/Uz8MhByhadTEnDKoafbc2oNryWTHH4/26letn5OPMLMSc9GVeD6vj9dnw1q7HYLJQ1nknrL7dl1M6/qxO1T8dTUkH18vM58v9ezGjdhNsGGX2hg+KFy6lcdjadv92RUbnb0KE+/C92U1y/kurl59J552sZVakb2d5K/GCUgppG6lZfyOFbtmZ0y7P30T1YYnm4faXUnXQxh3781Ky3ZnVdp/03r1BQ1ITD46FmxYUc/PGWWQ/WuqbT8t/PUt5wFlaHnYpFG2j+z2dmPehqyRQHf/wkNSsuwOnNI79gCe13vTLrtp0YCdPy0+eoW3MxBdUNpNpUhl6cvXxwtHuUrj/spGrZBsoWnczQE4czOlGKdAzT/9BByhevo3zxOvoe2JfR2CVGwnT94Q0qms7Et2AZgVe6MzqB1JIqh//7eaqWnYeroAhTzJXx/tB62zbKGs7AardRXH0S7Xe9klG7zj+8RmHZcmwOB5VLzqHlv2Yv0KTrOq2/2oavei1Wh4PKJefS/B9Pzzru49tL43osdjvljetp+e9nZ1+eptP8n09TueQcLDYr5Q1ncvhnz8+6vei6Ttvt2/BVr8Fis2IyGzGZTdjsjvH4M+k1TZ2R2bwnmec+qMYyz33yBw9jtr098S0e9rP1T9dR9XdrcC2cOfNc6MUhlpz91+PZgjp2PU+yeIiKvz5pxkkVozva6L17P8s+8jfjyf873tpKsniQis/N3Hb45SMMPHCYZeddjnK0Xm9/yy6GIjup++qZ0z6znRgJc/CHW1i4+pN4itMzt7VUiv3P/wnv+SUUbWiYcrlqLMmRn2/FrdRRteztORP9LbsY9O+g5sunT/mcsZZM0X3/TuJ7Yixe/5nxdRTo7+LIWw9R+7XTp5zBqqsaA88cYOjxNpaddwVGc3qiX2i4j+bt91H71VNxVE89EzW4v4e2X75C0/ovYPOkn26Ih/zs2/pHqv72pElpRcck/REO3fw0VQvOpbB6rLBFin3P3U3eR8ooOnvhlOtGVzXaf/cqSqeVhadeOv5+154XCVs6qL5q3bQTYIZfPULvn/ey/Py/wWhOPz/r722ndc9m6q49c9pn6Ed3dtB55w6WnXsFFkd6Jm/EP8TBl/5MxeUr8SytmNRXXdUY2tZM3wMHWXbuFZht6cmaUf8QB176H8o+t5S8VdWTZkyr8RR9j+0h+NIATef8r/E0mOGRfg69ci/ln1+Od2XVpOUlgzG673kDtU1h0ZmfOmbsOzmy62EqLl81nqb5WPGhEB2/fRV7ooy6NZvG3x/paqHj0JNUXrlmylnW0e4R2n79CkX5KyhffOr4+wOHd9Pb9zJVl6/FUTV5dn2opZ/2X79CxYKz8dUuG3+/c/eLBFLNVH5+9aSnI3RVY3j7Ebr/tIvFp38WZ0H6aQZNTXHwxfuwNFkovWTphKIy42PwUgu99+5l6YYvYHWlPzcRCbF/6x8purSewlMXTHoEUdd0hl89TM+f97B0wxexOtPbRdQ/zIFtf6Lq6jW4pyn0EjoywJFbXmDxaW/3MxEJsu+5P1B+5Ypp8xEk/VGa//0pKmrOpqh26fjft/+5u/GeW0LRuY1T7g9aIkXrbduwxUqoXfWR8ffbdz5LzN1H1RfWTvlophpL0vH77Rj7nSw4+eLxz+5v2cnA8A6qr1435bPiSX+UtjtexqlWULPq/PH3Bw7vpq/vFaq/dPKUT7fE+vy03f4yhZ5llC85bfz9vuY3GRx9g6orT55y/4v1+mm9bRu+wtWULXo7iVHvwdcYjuyh5kvrpnwyKhWK0XbHy9jjZdSufnu9WO15ePJrJ/3++N8XC3PfDRfPTUrZD6qxwP7pHz2KxTZxRns8HOClB35Iwuyn9GNNuI/mYdaSKkMvNDOw5RDevFrqT/nohBSA+b4GDrx4D72D2ym7bPmEXN+Q/p6y96E9xA+GWXbeF8aDFkBByRL2PX83fUPbKf3UskkVymK9fnoefAu1U2Xphs9jMB09m1MUikqa6Nz7Anu2/R7PmlKKL2jCkudA13Ui7UP0PriHeEeIxad9Cmfh232y2Nx482vZ9fSv6WreRv76WvJWV2Kwmkj6oww+dYjoYT/VS8/GV3dM1jdFoahkCQNHdrPr+TtQ8qHwnAWYPXbUeBL/9k5Ce/oprT+ZiqbTJhwEPAU1JIIh3nzq50RTAxSeU4/F50JPqeliLa914qtcSvXKczEY3w6KTncJimZkxxP/j1C0i6LzF2KvyEv/ja3DDD7VjNNZSv3aj2JxvH0QsNq82O2FbN/83wRDrfg2NeKsL04X5+gP0L95P+qwyoLVF+ItffsZZoPRTIGvkV1P/Zru1lco3FBH3toajDYzqWCMweea8b/eTVn9yVQuPX3CWBUUL6Jr7zb2vnw3zqZCfOc1YPbaUeMp/Du7GHzyEG5vJQvXXYLR9PaBzuUpIxmJ8saWW0kY/fg2NWIt8aCnNMLNAww+3YLbU0H9yRdhsr59MmV3FmAxe9n17B0MdO0k/4xabBUedE0j0jKC/7UuiiqWUL1iw4RtzuYowGbNZ8/W39F9+BW8ayuxlbnQUhqRQ0NEW0YprT+Z8sWnjJ9EAjjcxZiNTnY//1t6217De1IFlmIHekIjuKcfdShJReMZ+BYsmzD27rxK9KTGW8/fyVDvPrwnVWAusKPGUgR39qDEzFQtOZuCqokJfvIK64iHgux69tcE/G14Vldg8lhQI0kCb3RjMXipWbYBd/ExjxoqCgW+BkKDvex69nYiiX48K8swOs2kggn8O7pwucqoXrYBR77vmGYKhSVLGOlqYdfzvyah+3EtLkaxGkkORwntG8BX2UTFktMx298+bhhNFgp8i2jb9SwHtv8P5lIrjoVjRWBCBPf0U1y9goqm0zBZ3h47s8WJx1vFnq1/pOPg83hPKsdem3e00Isf/2udFJUtoWrF2RPaWW0ebLZC3njiVkaGD1F4bj2OmqMVBDtHGXyqGbulkAVrP4rN5Z2wPJe7nB2P/YzhoQMUfaQBV2MxBpOB+ECI/sf2ow6p1K26gLyyt3MWGAwmCooXsfvZ39B56AXyz6whb001BquJVCDK4NPNhA8MUdm0ntKFqyeMX2HJErr2vcTel/+ItdpJwfo6TA4LqWiCkRdaiR72U9F4OqWNJ01ol1+0EH9vO7ueu52UOUz+GTXpAj+RJKMvd6CNaFQ1nU1hzcQcCfm+BkID3ex89nbi2jB566owui2ooQSjr3RiUu1ULT1nwt+X3l4aGe1p5a3nbidhCKbbOc1H23Vg0pzULD0XT2nVhHaFxYsYbNvHW8/fge5WKVhfg8lpJRVJMLKtHXUgSVXTWRTVNk3qp8U6Q5rdWJg/X3ehBPZsjAX2v775cSz2qR9VG+zYx54X7yY41Jl+tAEjxVVLKV9yyoQDK4DNkU9eYS0Ao71tvPn0rwiMtmMtdoPRQGIohFl3UNW0noKqiVfHNkceeYXp/Pr+/nbefOpXjA61YvW5wKCQGI5gNXmoWXo23vKJCVDsjny8R5erppLsf+l+OvZvJZWIAAp2TyHVTetxF088O1cUAwXFjZiPliGNhUfY/9J9jA60oqYSmK1OSupWTgh2Y9zecpxH8x1rmkr7vhfobX6NZCKC0WQlr6SO/Mr6SWf1x64jgP6OXbS9tZVELIjBaMKVX0ZR7eIJJ0sAZouDAl/DeHAZ7N7P4Te2EAsPoygG7O4iShtWY7JMvEoyGM0UFjeOX2mODrRy4OUHCPt70TUNq8NLeePJEw7sY/KL6rHaj14dhYfZ9+L/MNLbQioVx2yx46tePmVfHS4fnvzK8fE49NrDdLdsJxkPYzRZ8BbVUr547YQAO9Xf2Nv6Bq07nyYWDWAwGHB6SyhtWD2pndFkpbC4cbyyoH+ondadzxALj6IoBhzeIgprGif102S2UVDcgMGQbhcY7qRj74vEQn6MRhOOfB+eksnP5FusLvJ99eOfNzrYSveB7SQiIQwmE66iUhx5k59BPnYbBxjqPUBv85skYxGMZgtuXwU29+TnwZ3uYtx56W1X1zUGuvYwcGQPqUQMo9mKp7Rqyv3XnVeB052+utc0lf72nQx1HERNJjBabHjLqidtLwB5hbXYHOm7PaqaoPfIDgIDXWipJGa7E3dx+aR1aTAYyfc1jO9LiXiIzv3bCI/0p7czlwdPafWk/cFoNFNQ0ojRePROSKCf1l3PEA0MpdeZO5/C6sYJJ1Vw9CSiuBGj0Xx0DNpofm0z0dAQ6Do2ZwFljasxWSc+y28wGCkobsRkTh+7/EMdHHz5QUL+HjRNxWrzUN64dsr9Ia9oATZ7enxikVH2b7uXkf7D6WOFxUFJ7cpJxyYAl6cUl7dsfH0eefNJ+tt3k0pGMZntFFYswls2+Rhz7H6kaSrdLdvpa9mJmoxhNNnIr1ww5Xbm9JTg9paPt+tt3cFg6z6SiSgms428ijqszsnPrE/cXlL0HH6dwdZ9pJIxTJb08sbukB3Lk1+Jw+Ubb9d58CX6D+8ilYxhNFkpqGzAWTD5LtOx/ZxOIhrmD/+wSQJ7NsYC++X//dS0gR0gHBwgMNyBPsMzmXZHPnlFtRMT+KfiDHTvJRoYQddULA7XpIMypA+UhcUNE3bedNt9xEKj6LqGxe6cUBJ2jNXmpqB44YTlamqK4f5mEonpHxcxGEwU+Oqx2CaeLcZjAUYGjqBpU0/+UlBw51fgekcRA01LMTJwmHhs+u95nS4fnoKJt211XScw3EEkNDjt+rXZveQV1Y1/ZTEmMNpF2N83bTuz2U5+cT0m08SDdzjQT2Ckc9p2BoORvMI6bI6JQWa2dQPg8pSMH4zGqKkEwwMtJBPTfydttbnJ9y0YD7JwtPLccDuR0PTfh6ZPBuonVYoKBfoIjnaj61N/z2i1ecgvqpu0TYUD/QT9PVP+jQoKdmcB3oLqSYEm5O8lFOhF0yZ/D64oBpxuH+68ikljHxztIhwcmLKfBoMJl7d00ram6xqB4U4i4aEp2xmNZtx5FThcE7+u0TQV/3A7sfDIlGNvMlnxFFSNB68xaiqBf7ideDQwZTuL1UVeYc14sByTiIfxD7WRTE49C91q85BXWDNp7KLhYfzDHdNuZ1abm7zC2qzH3GSyku+rHz/5GBMJDeIf7pi2XXp/qMXmyJvwfjwWZGTg8IzHCldeGW7vxGRWs+0PCgpObwmevIkXIpqWYnSwlVh06qePFMWAO698imOTin+ojVhkdMrxMxhMR4PzO7eXmZc3bTs1xcjgEeKxqec/KIoBt7cMl3f2Gg2JaJi7/v48CezZGAvsV//iGSz2mXP9JhMRQoF+oqGRCTuA1e7B6fFhf8dGP0ZNJfCPdBENj/DODB2KwYjTXYQnf/IVwFjbwEg3kfDwpLYGgxGnx4c7r2zKtrquEQ2PEA4MkIi/HeCNJjNOtw+Hu2j8bP+dNE0lEhoiEhwkmYyBrmM0mXG4inC6i6YsNzgmEQsRCg6QiAXRNQ3FaMLuyMPpLpp04DtWKhknHBwgFhlF0zQUgwGrzY3L48NsmaFiUipBJDhAJDyCpqZQFAWL1YnT7cNq90w7V0FNJQgHB4mEBlFT6clqJrM1vW5chVOeREF6p42EhggHB0gl04/RKQYDDmchTo9v0kFzjK7rxCKjhAMDE05+bA4vTk8xNvv0O20yESMc7CcaHkXX1PTfaHPN2m6sr9HI2LoxYLY6Z12nmqYRDQ8TDY+gael2VpsLp9s349hrmkY0NEQs6j/azojN7plxfR7bz3gsiKapGAxGbI487M4CDIbp5/eqapJIcJBEPIyuaRiMpqPt8qbcJ8bbHR37ZCKCrmsYjGYczoJJJ3LvlErGiYQGSSbSzzubTBYc7sIZ1yVAPBY6up0lAAWz2YbD7cNsmX5/GNt/I6EhNDWVLs1rseN0F2OxTr+8sXUSCQ2jqkmUY9rZHN7p94ej7cLBsX6m7+g43UUz7w/HHisS6RMYg9GMw1WA0+3DZJ4+93osGiAc6CcRHxsHEw5n/qzb2dj+kIiF0HUdg9GI3VmAw1kw43Y2doxJxMNHkwOZsDvzsTvzZ9xeUslY+jiaCKPrOkajOaN2iXjkaD/D6OgYDenlzbY/TPiMaIjb/u4cCezZGAvsX7ljK1bHzIF9jKapqKkEuq5hNFomfD86E1VNpne2Y3Zuuyt/0lXolMtUU2+3Vd5uO9NGNWHZqQSapqIoBowmS26ZkuYxXddzWie6rqUPLBmM4TuXp+ta1u2EONHlui+JqcUjIW69cn3WgT23ufTzjMVixGLJ9CBrBHJJx2rEbp/5+5SZ2trs2eVmn2Caq0jxbklgFkIcP3oqt2OMBHbAajZizTEnrxBCCHFc5BiXJLADZpMRiwR2IYQQJxBtmpwks5HADtitBmxWCexCCCFOHEoqt+SwEtgBs1mu2IUQQpxYVLkVnzu7xYQ9lxraQgghxPGSzC0uSTQDLHLFLoQQ4gST6xW7VHcTQggh5hG5YgdsVrkVL4QQ4sSiy6343NlMBmw5FrQXQgghjgfNJLPic2YzKdhzXIFCCCHE8aCZckvPK4EdsJmM2HJMBCCEEEIcD6okqMmd1WTAJlfsQgghTiApuRWfO7vRILfihRBCnFBU44cssN9000088sgjvPnmm1gsFkZHR3P+LKvcihdCCHGCSX7YbsUnEgkuu+wyTjvtNG6//fZ39VkWo4rFqL5HPRNCCCHevVzj0gc2sH//+98H4M4773zXn2U1hLEa5Fa8EEKIE0fCEM6p3Qc2sOciHo8Tj8fHfw4EAgAYDVFMhg/VqhBCCHGCMxqiObX7UEWzH/7wh+NX+seyGCNYcpykIIQQQhwPFmMkp3YnVGC/7rrr+PGPfzzj7+zbt4/Fixfn9Pnf/va3+eY3vzn+cyAQoKqq6uit+NwSAQghhBDHg3U+3Ir/3//7f3PFFVfM+DsLFizI+fOtVitWq3XS+yZDDJNBZsULIYQ4cZgMsdzavcf9eFd8Ph8+n+99X66SjKIk5Va8EEKIE4eS/JB9x97e3s7w8DDt7e2oqsqbb74JwMKFC3G5XNl9WDwKcbkVL4QQ4gQS/5AF9htuuIG77rpr/OfVq1cD8Mwzz7Bhw4asPktPRNETEtiFEEKcOPREboH9A3v/+c4770TX9UmvbIO6EEIIMZ98YK/Y31PJGMgVuxBCiBNJch5Mnpsz8QhYtLnuhRBCCPG2uAT23EWjYNTnuhdCCCHE26IS2HMXiYFBArsQQogTSCQ+++9MQQI7oEfC6EpqrrshhBBCjNMlsL8LkSgoUrZVCCHECSSSyKmZBHZAD0XQNbliF0IIceLQJbDnTgsk0JLyHbsQQogThxZN5tROAjugBeJoCXncTQghxIlDi0lgz5nmj6PFJLALIYQ4cWhxCew50wIJNElQI4QQ4gSiJXKb+yWBHYgH4sQtMiteCCHEiSMugT13iUCSuFmu2IUQQpw4EsncLjglsAMxfwyzyTjX3RBCCCHGxVIS2HOWDCRIGCWwCyGEOHEkVQnsOQuFdSkCI4QQ4oQSUnOLS4b3uB9CCCGEmENyxQ4Eg6DJKY4QQogTSDjHOd0S2IFQSEdT5Fa8EEKIE0dEzy0uSWAHQhGQh92EEEKcSCI5tpMb0EIIIcQ8IoFdCCGEmEcksAshhBDziAR2IYQQYh6RwC6EEELMIxLYhRBCiHlEArsQQggxj0hgF0IIIeYRCexCCCHEPCKBXQghhJhHJLALIYQQ84gEdiGEEGIekcAuhBBCzCMS2IUQQoh5RAK7EEIIMY9IYBdCCCHmEQnsQgghxDwigV0IIYSYRySwCyGEEPOIBHYhhBBiHpHALoQQQswjEtiFEEKIeeQDGdhbW1u56qqrqKurw263U19fz4033kgikZjrrgkhhBBzyjTXHcjF/v370TSNX/ziFyxcuJDdu3dz9dVXEw6Hufnmm+e6e0IIIcScUXRd1+e6E++Fn/zkJ9x6660cPnw44zaBQACv18tt1OPAeBx7J4QQQmQngsrVtOD3+/F4PBm3+0BesU/F7/dTUFAw4+/E43Hi8fiENgBRtOPaNyGEECJbY7Ep6+tvfR44dOiQ7vF49F/+8pcz/t6NN96oA/KSl7zkJS95fWBeLS0tWcXEE+pW/HXXXcePf/zjGX9n3759LF68ePznrq4uzj77bDZs2MCvfvWrGdu+84p9dHSUmpoa2tvb8Xq9767z4rgJBAJUVVXR0dGR1e0o8f6ScfpgkHH64PD7/VRXVzMyMkJeXl7G7U6owD4wMMDQ0NCMv7NgwQIsFgsA3d3dbNiwgVNPPZU777wTgyG7Sf5j37Fn+/2FeH/JOH0wyDh9MMg4fXDkOlYn1HfsPp8Pn8+X0e92dXVxzjnnsGbNGu64446sg7oQQggxH51QgT1TXV1dbNiwgZqaGm6++WYGBgbG/6+0tHQOeyaEEELMrQ9kYN+yZQvNzc00NzdTWVk54f+y+WbBarVy4403YrVa3+suiveQjNMHg4zTB4OM0wdHrmN1Qn3HLoQQQoh3R76YFkIIIeYRCexCCCHEPCKBXQghhJhHJLALIYQQ84gE9neIx+OsWrUKRVF4880357o74hhSrvfE9rOf/Yza2lpsNhvr1q3j1VdfnesuiWP88Ic/5OSTT8btdlNcXMzHP/5xDhw4MNfdErP40Y9+hKIoXHvttRm3kcD+Dt/61rcoLy+f626IKRxbrnfPnj3853/+Jz//+c+5/vrr57prH3p/+tOf+OY3v8mNN97Ijh07WLlyJZs2baK/v3+uuyaOeu6557jmmmt4+eWX2bJlC8lkko0bNxIOh+e6a2Ia27dv5xe/+AUrVqzIrmFOVVfmqc2bN+uLFy/W9+zZowP6G2+8MdddErP4t3/7N72urm6uu/Ghd8opp+jXXHPN+M+qqurl5eX6D3/4wznslZhJf3+/DujPPffcXHdFTCEYDOoNDQ36li1b9LPPPlv/+te/nnFbuWI/qq+vj6uvvprf/va3OByOue6OyFAm5XrF8ZVIJHj99dc5//zzx98zGAycf/75vPTSS3PYMzGTsbLVsv+cmK655houuuiiCftVpj6Qmefea7quc8UVV/DlL3+ZtWvX0traOtddEhlobm7mlltu4eabb57rrnyoDQ4OoqoqJSUlE94vKSlh//79c9QrMRNN07j22ms544wzWLZs2Vx3R7zD3XffzY4dO9i+fXtO7ef1Fft1112Hoigzvvbv388tt9xCMBjk29/+9lx3+UMp03E6VldXFxdccAGXXXYZV1999Rz1XIgPpmuuuYbdu3dz9913z3VXxDt0dHTw9a9/nd///vfYbLacPmNep5TNtAzspz/9aR566CEURRl/X1VVjEYjn//857nrrruOd1c/1N7vcr3ivZVIJHA4HNxzzz18/OMfH3//8ssvZ3R0lAcffHDuOicm+epXv8qDDz7I888/T11d3Vx3R7zDAw88wCc+8QmMRuP4e6qqoigKBoOBeDw+4f+mMq8De6ba29sJBALjP3d3d7Np0ybuuece1q1bN6nQjJg7x5br/d3vfjfrBi7eH+vWreOUU07hlltuAdK3equrq/nqV7/KddddN8e9E5D+yvFrX/sa999/P88++ywNDQ1z3SUxhWAwSFtb24T3rrzyShYvXsw//dM/ZfTViXzHDlRXV0/42eVyAVBfXy9B/QQi5XpPXN/85je5/PLLWbt2Laeccgo//elPCYfDXHnllXPdNXHUNddcwx/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+      "text/plain": [
+       "<Figure size 600x1500 with 5 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "n_electrons = 150\n",
+    "n_plots = 5\n",
+    "\n",
+    "resonator_dict = {\"f0\" : 4e9, \n",
+    "                  \"Z0\" : 50}\n",
+    "\n",
+    "fig, ax = plt.subplots(n_plots, 1, figsize=(6, 3*n_plots))\n",
+    "\n",
+    "fm = FullModel(potential_dict=potential_dict, voltage_dict=voltages, trap_annealing_steps=[10.0]*10, max_x_displacement=0.25e-6, max_y_displacement=0.25e-6)\n",
+    "fm.periodic_boundaries = ['x']\n",
+    "fm.remove_unbound_electrons = True\n",
+    "fm.set_rf_interpolator(rf_electrode_labels=['ch'])\n",
+    "\n",
+    "# Create a rectangular initial condition\n",
+    "ic = InitialCondition(potential_dict, voltages)\n",
+    "initial_condition = ic.make_rectangular(n_electrons=n_electrons, coor=(0, 0), dxdy=(6, .4), n_rows=2)\n",
+    "\n",
+    "# Feed this into the model\n",
+    "res = fm.get_electron_positions(n_electrons=n_electrons, electron_initial_positions=initial_condition, verbose=False)\n",
+    "\n",
+    "for n in range(n_plots):\n",
+    "    fm.plot_potential_energy(ax=ax[n], dxdy=(8, 4), print_voltages=False, plot_contours=False)\n",
+    "\n",
+    "    # Solve the equations of motion\n",
+    "    K, M = fm.setup_eom(res['x'], resonator_dict=resonator_dict)\n",
+    "    efreqs, evecs = fm.solve_eom(K, M)\n",
+    "\n",
+    "    ax[n].set_title(f\"f = {efreqs[n]/1e9:.2f} GHz\")\n",
+    "    \n",
+    "fig.tight_layout()\n",
+    "anim = fm.animate_eigenvectors(fig, ax, evecs.T, res['x'])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 19,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
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+       "AAAALGlsc3QAAAAkqXRvbwAAABxkYXRhAAAAAQAAAABMYXZmNjAuMy4xMDA=\n",
+       "\">\n",
+       "  Your browser does not support the video tag.\n",
+       "</video>"
+      ],
+      "text/plain": [
+       "<IPython.core.display.HTML object>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fm.show_animation(anim)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Density = 1.36e+13 m^-2\n"
+     ]
+    }
+   ],
+   "source": [
+    "xi, yi = r2xy(res['x'])\n",
+    "n_s = density_from_positions(xi, yi)\n",
+    "print(f\"Density = {n_s:.2e} m^-2\")"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "eonhe",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.11.7"
+  },
+  "orig_nbformat": 4
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/examples/03_time_dynamics.ipynb b/examples/03_time_dynamics.ipynb
deleted file mode 100644
index 50ee2ad..0000000
--- a/examples/03_time_dynamics.ipynb
+++ /dev/null
@@ -1,14789 +0,0 @@
-{
- "cells": [
-  {
-   "cell_type": "code",
-   "execution_count": 1,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "from quantum_electron import FullModel, QuantumAnalysis, PotentialVisualization\n",
-    "from quantum_electron.utils import r2xy\n",
-    "import numpy as np\n",
-    "from matplotlib import pyplot as plt\n",
-    "from scipy.constants import elementary_charge as qe, epsilon_0 as eps0, electron_mass as me, Boltzmann as kB\n",
-    "import alive_progress\n"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "# Construct the potential"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 2,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "# Note that the units of x and y are implicitly assumed as microns\n",
-    "x = np.linspace(-2, 2, 201)\n",
-    "y = np.linspace(-2, 2, 201)\n",
-    "\n",
-    "micron = 1e-6\n",
-    "\n",
-    "X, Y = np.meshgrid(x, y)\n",
-    "X *= micron\n",
-    "Y *= micron\n",
-    "\n",
-    "parabolic_confinement = - (X ** 2 + Y ** 2) / micron ** 2\n",
-    "\n",
-    "R = 1.5e-6\n",
-    "# outside the circle there is a guard ring where the dot \n",
-    "parabolic_confinement[np.sqrt(X**2 + Y**2) > R] = -(R / micron) ** 2\n",
-    "# parabolic_confinement -= -(R / micron) ** 2\n",
-    "\n",
-    "# also add the guard ring\n",
-    "guard_ring = np.ones(X.shape)\n",
-    "guard_ring[np.sqrt(X**2 + Y**2) < R] = 0 "
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 3,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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+GeWsdZ5O26B5QYo9bxMEgfM3YwxCiJrbd4bu2KCDBg2C53lVatfy5curVDGboUOH5t7H930MHDiw3W3a2y8AHHfccWCM4Y477sAbb7yBRx99lCxQgiAIYquDqkE3Pp1W1saOHYsgCPDUU09h5MiRAIA1a9ZgwYIFOOSQQzr9gOPHj8fvf/97tLa2oqGhAQDwxBNPdHi/7tighUIBEydOxOzZs3HMMcfo+dmzZ+Poo4+uub9Jkybh3nvvdebuv/9+NDU16YB00qRJmD17Ns477zxnm8mTJ7d7rH369MGXvvQl3HrrrVi4cCHGjBmjLVGCILY87MafdgNQzt0FqetpDgoA6ffZZCxz5oT5254niM1NvT3TqM9a5+l0sNanTx984xvfwHe/+10MGDAAgwcPxiWXXALOeYeWn81Xv/pVXHTRRZg2bRouvvhivP322051ZS26a4NOnz4dxx9/PJqamjBp0iTcfPPNWLRoEU4//XS9zYUXXoglS5bgd7/7HYBEzfvVr36F6dOn49RTT8XcuXNxyy234E9/+pO+zznnnIODDz4Y//M//4Ojjz4af//73/Hvf/8bjz76aIfHNG3aNBx00EF49dVXcf7553fpPBIEQRAEsW3QpeWmrr76apx++un4zGc+g759++KCCy7A4sWLUSqVOr2P3r17495778Xpp5+OffbZB+PHj8f//M//4Atf+EKXD74rHHvssVi5ciVmzJiBpUuXYo899sCsWbOw44476m2WLl3qWKmjR4/GrFmzcN555+HXv/41hg8fjuuuu8451smTJ+PPf/4zLr74Yvzwhz/E2LFjcccdd+CAAw7o8Jg+9rGPYbfddsOCBQvwjW98Y8M+YYIgugTngO+bsfrSb6tptcb2PhRd+fJlp4e0p6ZllTUhXBUuiqr3QRAbG8pZ2/gwWW8SGZJ2EyNGjMDPf/5zyrcitlrWrFmDfv364TcYi0Z4m/twiI2MHZT5ngmwfD9/rIKuWsGa+jtv3N5cNqDKBmnZcV6wJqXU4yhC/jimIG5bogUxTsWbaG5uRt++fTfqY6n/na98cgL6+F3/37k2ivGRB17cJMe6tdMlZW3evHn473//i/333x/Nzc2YMWMGALSb90UQBEEQRM+FMQ5WR7ImY7SSe2fpUrAGAD/72c/w2muv6aT9OXPmYNCgQRvj2AiCILqFVtD8REXTY8vu9DyjnDk2KHf3UauQoLbC1nmLR4iObVCguvAgipijttkKWhzLqvkoSpQ2PY46fYgEUZO6+6wJskE7S5eCtX322QfPPvvsxjoWgiCIurEDMyAJzpxgLR17HnPmHeuTVc+roIt5Ji+HcffDyc69qbcdgYxNwCat4E3NSyH1vNSBWMYGldY4/SC0g7I4lm7gpsYUwBHdgHLWNj7bzELuBEEQBEEQWyNdtkEJgiC2BGzbshBUK2tBwHKVtayC5vtGOeM+12NmKWrJ47lzKkenlsKW93cWW0HLm5OxhFQNxWOjrAlLYbPVNhGZbaMomXcVN5arrIWhrJqrhFSYQHQOUtY2PhSsEQSx1cA5UCgkYztAKxRM7pm63QnQLEvUC7gTlPGAp/s2Y8a5CdLsbXl1YLYh7ND2LFDp5LNlbNBIWDapgAiF3s4PTeCmgrg4FI71aQK35FgrFZPrVqm4gVuloo6h00+L2EZgXn32P6NrqdNQsEYQBEEQRN3QCgYbHwrWCILYovH9REXT41Q5CwKWq6LZ23pKNfO5Vs28gDsKmlbWAm6KCWyVzWN6W6Wc8YyalqcqdMXiydqhdlGBQtiWp2WNKjVNCqmVNxEKa96M41AgUOpbJBCnY62gFYzKViwaNa0QSlTS8xpFidJm34/YtiEbdONDwRpBEFscdoBWKLgBmm192oGZyj3zikmPDh5wE6wFHDxI5313XgdggecEYyagSz9QrDw2eHaPjkywVu8HUE4FqD2HWJjgzQrmtPVp57SFsTU2QZmIBEQYV82rAK5Qjp1ct0p63isVhmIxGYeh1EFcpUKBG0GtOzYFVA1KEARBEASxBUPKGkEQWwTZ4gG15HDW7rQVN99S0ZQSZuY8XRxgW5884OBph1xHQbNUNngcLFCN1tpX1hhnQJ6q0BWlIZa5f8sOlDUICZ6qYvbt0rJBRSwhIqOm2ZaoKjxQaltUjnVhgggFCuVkvhLYChpDoF8Diba2ZExFCNsujNVpg3Zh/dxtHQrWCILYrKhArFTMz0crlczqA3aA5hU9bWd6RT8nWLMCNN9zrU8ViGWCMmdeffgULDvUsTurW3c4Fmi9wVrWDrUjn2wQV7EDOAGpArdsEGcFYMYSjU1Al/72ymYuLkfaUvbLsQncKuZ1amtj8NRrY+W1tZWhtyW2Aeq0Qbv0HtnGoWCNIAiCIIi6SYpv6lgbtI77bKtQsEYQxCbH9xMlDTAqTbFo1DS7eCCrpulxydc2p1/0LJvTq5pjAQfSeRZw/Y2eBZ6lplnKmtVnraYNqqtE21HTOrKGcpriIttzLbaUs3R7ZtmgphjBUtZiqccyjPX2LBTwUsvTtkqjVDXzirE155n+bG0RvHQbvxzr7X3PLUIIdMFH2qstMCobFSD0XKgadONDwRpBEJsMlYdmW57FomlmawdwtQI0Zc15PodXUhWeHvySFYzBDcRY0dN5Zsy2QQPPBGV2zlrBc6pAkwexrB57pXf1tx7nfADlKQjZxC47cEtvY/Z2QlRXidpNcyumAhShtW0YW4GbAOJ0XI7B0nleMgFc1JYGbqUYcTqOi54O1rKBm53X1qZXiWDpb6mrd9vK0PltRM+Ce8xpZ9OV+xGdgzRIgiAIgiC2Cq6//nqMHj0apVIJEydOxJw5c9rd/pFHHsHEiRNRKpUwZswY3Hjjjc7tYRhixowZGDt2LEqlEvbaay/861//2phPoS5IWSMIYqOilJVS0a3wVGO7wCAoqoIBD0FDcsdaappvFRXwomdsTq2wWcpaxgbNLTAIeL5ypqobaqlp2fns7Z2hSmUzapp9G7PnASCKnTmjptmWqHCVNWWDloRjlQKAbItRKKaVo+UYoqgs0QhxajlnVTbemvibXjmG7yfb2wqbKkDwfalPZVuZbNGexKayQe+44w6ce+65uP766/HRj34UN910E4444gi8+uqrGDVqVNX2b731Fo488kiceuqp+MMf/oDHHnsMZ5xxBrbffnt84QtfAABcfPHF+MMf/oDf/OY3GDduHO677z4cc8wxePzxx7HPPvt0+TltLEhZIwiCIAiiblRT3Hp+AGDNmjXOT7lczn2cq6++GtOmTcMpp5yC3XffHddeey1GjhyJG264IXf7G2+8EaNGjcK1116L3XffHaeccgpOPvlk/OxnP9Pb/P73v8cPfvADHHnkkRgzZgy+9a1vYerUqfj5z3++4U9UNyBljSCIjUap5Oahqfy0UskUEJRKZuWBoDFV04pGTfOLnqOmqXkWcLBS+i8s4OBFtbSBlZuWzrGAA4X0fpwBVl6blv44s9Q031XO1G+en7PGWGbbLJ3JWbPmpRTV2wlhctXylLcoslQ2CZZKVzI0uWlSSKBi8tNkWW2TSl5FAZHOeSUB3paOix7iourFZlS2yDcrQ8TlCLwl2d73k23bPCtnrY2Bc5nebgoPKI9t66e7ytrIkSOd+UsuuQSXXnqpM1epVPDss8/i+9//vjM/ZcoUPP7447n7nzt3LqZMmeLMTZ06FbfccgvCMEQQBCiXyygpmT+loaEBjz76aJefz8aEgjWCIDYonJsArVRyAzRtfQZAocEUEABA0OjDS4Mrv+hZ84Fjd6oAjRW9JNhCan22Y4Mi4HrbZG0qy9rUwRrPtTyZZ91ufyBlg7n2xh0h3OCM2fPObW6wJuPIDdzS5rfJOAmcmDXPokhbniwUkOm5tG1QFRjLthgyfQ1kOQYLkv3xgGt7lLeEiNNzHFl97cIWtW0MvzUtRrCXBPOgAzfOTOBGzXS3Umo1hu7M/QAsXrwYffv21dNFtbaZxYoVKxDHMYYMGeLMDxkyBMuWLcvd/bJly3K3j6IIK1aswLBhwzB16lRcffXVOPjggzF27Fg88MAD+Pvf/444jrv+fDYiZIMSBEEQBFE3Slmr5wcA+vbt6/zkBWv6sTKrHkgp210JIW97e/4Xv/gFdtllF4wbNw6FQgFnnXUWTjrpJHgq2XILgZQ1giA2CHmFBMUic9p1KMvTb/R1Ow6/MfFD7RYdfkOgW3G0p6bZNqjexi4qUAflW3ZnIvGYeVtB02oZcxU39du+XdFeG4+uIGpYn3pOVs0zS0Gzb3cUtyg220SRtkcRxZZVmipoJQGZWp/MGsvAqGysHGt7lAdct/rgrSGiTK+7qCU0K0u0ROAsVdM4wNNzyLnUp4wKD4haDBo0CJ7nValoy5cvr1LPFEOHDs3d3vd9DBw4EACw/fbb429/+xva2tqwcuVKDB8+HN///vcxevToLh9jGIZYtmwZWlpasP3222PAgAFd3kctKFgjCKLb2D3SbOuzsdHkphUbOPy0wtO2PE3Vp4egIdmYlzyTb1bydD5aewGa2t4JxOxFRS2LU1ubVrDm5KnZ8/ZvlZvGMgGa/e2d5QRreXNS1P5bVvdcgxRmm9yctdgEcZEbrMk4MtsrqzSK9HpQzLZJ0+BKhsLk9mUCN6GDshhBao96AQdvTRYQVTltjDPw9HbGGZiXBnlcWLGwyWXjnJaq2irxuLNebpfu10kKhQImTpyI2bNn45hjjtHzs2fPxtFHH517n0mTJuHee+915u6//340NTUhUB2cU0qlEkaMGIEwDHHnnXfiy1/+cqeOa926dbj99tvxpz/9CU899ZRTHLHDDjtgypQp+OY3v4n99tuvs081F7JBCYIgCIKoH87q/+kC06dPx29/+1vMnDkT8+fPx3nnnYdFixbh9NNPBwBceOGFOOGEE/T2p59+Ot555x1Mnz4d8+fPx8yZM3HLLbfg/PPP19s8+eSTuOuuu7Bw4ULMmTMHhx9+OIQQuOCCCzo8nmuuuQY77bQTfvOb3+ATn/gE7rrrLjz//PN47bXXMHfuXFxyySWIogiHHXYYDj/8cCxYsKBLz9eGlDWCIOrGtTiTcbHI0Nho5vOUM7/RN/OqqKDkgaeWKLOtz4zKlmeJohC4NmdmjnmWsuYoaJliA6W42cqZUs2YpaxlVTZFNncmT1GzyaprgKuqZdU0Kdz7SekqbzUUNGZVjKp5GUdG9qyEZttCqoRVQqfAALpYIwZPK25lEGsljgWxbsUQpdWgPOAIW5XKZvrYcT+G36pUtnxLVFujVC26xcM81LWQO+tiWtixxx6LlStXYsaMGVi6dCn22GMPzJo1CzvuuCMAYOnSpVi0aJHefvTo0Zg1axbOO+88/PrXv8bw4cNx3XXX6R5rANDW1oaLL74YCxcuRO/evXHkkUfi97//Pfr379/h8Tz++ON46KGHsOeee+bevv/+++Pkk0/GjTfeiFtuuQWPPPIIdtlll6496RQmpcxZnI4gth3WrFmDfv364TcYi0ZsWUmlWzKlEtDYkIzt3LTGBjc3TQVlfmNg5an5juUJALwxSJaFAsBKvqnqLPq5gZsToBUKbjAGgAWZuZw8NXi+FaAxgFt5atlgjDEnWGO5wVomOGsn8RmAG5jpOeGMZW6wJs229u0iMrerwK2d/DUduIWVqjlUKmbbSmjafLTFxhItR5BtqpI0SoI6AKIlCf5EW4wwtUajlkivKRq1hAjTYC1qidDWljyfllYTnJXL1XNEx7Qgxql4E83NzU6F5cZA/e9c9t3D0LcYdHyH7P3LIYZeNXuTHOvGZvHixVUtSDYkZIMSBEEQBEF0g3HjxuGHP/wh1q9fv1H2TzYoQRBdwlbQGhqsHmq6wIAh6J18yw4affgNZqyLChp9x/IEEjWNN/p6nKeyoVAw1p2lpiUqmqWcZW6Hbylonm8UL+5nrE+rCKFKWePW/WrZoJnvvx1VhuY1Fssoa8xR1qS7TVZ5E7G5XVuikblfHJl5S0VjlfR5W8qb9D2jsvkVMD9RyFhQMUUIAYcMYj0WuoCApdsaa5Rxnik2YHoMhOoJWzYo03MKUti2ULw6+6z1oIXcZ8+ejfPOOw+33HILLr/8cpx00kkbdP8UrBEE0SmU5amCtYYG1/osNqQtGhp8vRJB0Lvg5KapedYY6ABMB20lD0yPrWCtGLgBmhr7fhKkAZnKT9v6TOc8z7U49dgzlaF2Tprn5digdh4bR24FaI0cNZkzz/Ly1QDX2gTcAE1kc9asYC6O3SBOB2uxsUe9wIz9GIhS+9O3gjVVIer7xh51Wp94OnBDwIFCrMc8/fBVwZzwQh10FThDyE2AlpfjxLwInGfPC4MK2DhLbFFiy4KxOlcw6ChNYCti8uTJePLJJ/G73/0OF110Ea677jpcc801OPTQQzfI/skGJQiCIAiiflTrjnp+ehgnnHACXn/9dXz2s5/Fpz/9aRxzzDF44403ur1fUtaIrZ7//Oc/uOqqq/Dss89i6dKluPvuu/G5z31ucx9WjyIpGkjGyvpsbLSsz14efKWmNQTW2Eegmt7a1meesmZXgDZm1bRUISsERgkrBK6apsZKNbPVNM83Fqfng1nKmvHdfEtZs6xSSzVTCpmUHNIqRpEy3UYCMu87cCfKuBiMosQsdYkhtSqZpaLZv22LU1uiEZiXnj8RQwq72EA99yg5R0CisqX3s1U2bY9WQkinqbBS3zywIFHZJGeQXClr6f48ZmxSjyFQ1aAZVY3pxsQMjKuuuGlFKU/OQvqE9X1IYdty6O7aoD0NKSWmTJmCtWvX4rrrrsM///lPnHnmmbj00kvRp0+fuvZJwRqx1bN+/XrstddeOOmkk5ySbKL76NYcJTdIA9J2Hb1MdWehdxIsBQ2+E7h5lvVZy/JMbvcTyxNIAjFrIdFcu9Np11GwAg8raEsDtGR1gpwgjtntOkw1qGRcB2BCJsckJYcQJhBTwZoO1OAGaqILxgW3AzV7zIQO1gCAM+Fsw3kIpuZsi1MWTG6aFGA6WDOWaLLKgRWkAYktqs5NVHEsZaa61Hp+ks+WzoMniWSMc9Pew8pdk9wEc7BtUDX2mMlxs4I4s7S2vUajsUSFpBy2LQbKWcONN96Ip59+Gk8//TTmz58Pz/MwYcIEnHnmmdh7771x++23Y/z48bj77rvR1NTU5f1TsEZs9RxxxBE44ogjNvdhEARBENsol19+OQ488EB84xvfwIEHHoimpiZnjdOTTz4ZV1xxBU488US8/PLLXd4/BWvENke5XHaWBFmzZs1mPJotF7uPWkOD2+gWcK3PglVIYKtsvDEAS7fhRR+sl11gkM43Wr3S1M6tQgIWFPILDDwf8FWxQcEpGgAA5hcc69OxRK1qUJH+G5TwtEoWC79KOZPgWi2rZYNmLVAh21fXlFJmwyC0Wgbp2qBcusoaY0V9u8cibZ8yxOCeXQ2aqo1xpFU0ZilrUhUacN8qRvAALy0ksPvUVSratpT2uqh+xbEzAUDYiosX6rMjPAbPc7etRaKwZdW19OSkkMK2mSFlDYsXL+5wm2nTpuGHP/xhXfunYI3Y5rjyyitx2WWXbe7D2GLpsDVHDeszUGMnN83NU3Nac6TzNQO0nHm3wjOwLE+rqtOzgrmcnDXJfcfajGWyjZCBDrYEuLMNkAZreuwGanl5arKDQM2GZYI2E4y5uWtZG5QxAc7S9TilMPYoC+Ex1SbDbMO45+asqcBNBbVxCBmr9iU+wCt63lk3VTUerpiq2cTmtLYBwHnZ5LFxBpHezj1j9nIABfUca7Q6sS1R0+3EWKIABWybE8pZ6xyDBw/Ggw8+WNd9e14pBkF0wIUXXojm5mb905lvRARBEEQNlLJWz882BGMMhxxySF33JWWN2OYoFotOLgFhsJ3IqiWkLEUNcK3PoHdB91BzrM8+Bb08FG/0wXqlylmDpZbZhQRFM3YLCVSBQUZNs4sJlCVqq2mpyiZgqWmCI07HQvra2hQyMDaozLdBddGBZZmq2+xts4icZcy4Y+0ZkqICt8hAbc9ylDWW6lIei6xtfcRSqWwRPObr+/HU2uRelChmQKKypeeMRemciCCVXWxX03JLZbNsUFbxIdNiA7sZsFbLPGZsUJiKUAGjGnS0YFHWEhUi3YeQWnFTdRDEJsTuQdjV+xGdgoI1giAIgiDqhnn5TY47cz+ic1CwRmz1rFu3zmk6+NZbb+H555/HgAEDMGrUqM14ZFsPKne8VHTbdWiVrYE7ihpQO0+N9w60gpaobCZ/TbfmsB9I5akVi66apnuoFUweml/QChrzrHYdXsFaTqpaTYulNUZ+zpqEB6HGkms1rCNlzWnXYS3MLjrsrWbUNjt1h1td3e1ig1rKmlLoYibAVZ4aCiZnzcpr8xCBpyqbxyLw9JzpYoQ4NMpkXNH96GRcyV/JgXNz8JzrHCTp3J629rCeKPc4pPVBLa0T0JG6VkxPrBDCLOggzeIOQpj15wliS4BzjkMPPRRXXXUVJk6cWNc+KFgjtnqeeeYZfPzjH9d/T58+HQDwjW98A7fddttmOqqtB87tdT0T+xNQjXCTsd/gI1BrfFpVn7b1ydP1QFmvwG1+q4oKGopO0QBTVrRth6pxUACC9HYrWGOWtZkEbsYSlWlgEYvkfrUCNCF9bYNKyXWAFlsFBkkQl26jbVKpAzA3KBPO32a+E51wU3hm2R31dxLDpEn5zDNxUXo7g4Cnigcs+9RjIYQVrCkbVLAIHKqgwg3cAMDzuSk28Hy9HBVjzCok8IDYqrxlOZaoeiKMmxIAznMLCDjgFBsoVNAmrfVTZSwh42SPpTiE7rkmGIQO4oAWK3AjNgFWD70u328bYObMmXjnnXdw9tln47HHHqtrHxSsEVs9hx56KGQXPhgJgiCIDQi17miXE088EQBwySWX1L0PCtYIYhvHdiSLRaufWokhSNWyoNGsSmDboXaLjprWZ0PReqBkzIql3AIDrZQFRaeogHlWgYGy6fwAMp0XMkAUmzFQW03Ljk1RQeCoaJFSatJE/URZk+m25vzZipv6ux5sdS2roAHJ55pR3Izy5vOCnlPKmmC+sU9ZBJEqaHaxQVZlS56XDz9t18H90Cy0ba30wKLQ2JyM17ZHAYC3WT3ZbHs389zT3wIAS0+mmitY2wkhHaUNCNPjl7nFBrQk1aaBWncAa9eurXspqc5AwRpBbKPYuWna+rTW+7RtzsCu/GywgzJT9dmh9VkqmmrPkpWfVqq2OxEUTaWn3U/NanQrWMGyPANE0g3W2gvQnGrQNLiKhHQCs1AHa2Z5I3ussIO47G1dIS9vLRvAufZo8nfAzbZq3ucFa1s3WKsVuAFJFakUyfn1mA9P9UULuOnPxrgTxEnbws0Ga9bY7YpWHbAlj2+wrdEgjY5l7J5cmZ7skgitnDXLEqUlqTYN9S7K3oMWcj/ooIPwr3/9C0OHDt0o++85Z4ogCIIgiE2Phzr7rG3uA99wNDU14YADDsB///tfZ37evHk48sgju71/UtYIYhvE9/P7qRUCWAqaD98qKghS5cwszG6tTlD0O2d9WiqbVtbyCgmCkumb5pkKUOkVtHIWiQJiaYoJzLhjNU1ZnJEwxQGhkI5yFlUpa7UKDLJ/bwgb1FXQ1FzWHuWMIeJmWzUfcKbHPvfg83xlzR4DiZomU1tTMB8iHfvcA/dVIQNzigqYKjxI/043sg9cD6sXiqpW2FiqnvH0twDgxYlsFliypV1sIGOJQloCWiq5/ddUZShViBIbk9/+9re47LLL8LGPfQx/+9vfMHjwYFx88cW48847cdRRR3V7/xSsEcQ2iONCZlp0eCXV/DbQNqhX9K0gLbVBrQCNN/qdsz7tJaRUkBakt3uBsT79wJkXLLU4RYAoDcoiWcit/FS3txegRalnFltBWeQEa3bOGvRcng0aZ3LWFF2vBpXW3+lTr2mD2jlrtg2ajCPO9HwkAJ+boKtW4AYAknEdoAkW6eWhpPDgp/Oc88QWTf7Qx8fS+yd/tG/atGeJ8jQw0zZoLCHSoMwTZhwIqW3QOBIoRun9rJYecQyU0iBtHQVrGw3G6sxZY12/z5bMJZdcgkKhgMMOOwxxHGPq1Kl4+umnse+++3Z732SDEgRBEARRP7TcFJYuXYqzzz4bP/7xjzF+/HgEQYDjjjtugwRqAClrBLFNkVdUUCrl91Pzix68dKkop+mtsjt7+WZh9l5BpuFtJ6xPSzkDMtanZYkKZuzOSBR1IUEsi1o5i0VBj21lLU9NC4Wrmqn5rPWZVdHijA1aq9hAj7vQ48vJx29HTeMsVZgsZS0S5vY8NS1R31I1irOaKhuQKGOq6EDyCqTgel5qS5RrKYzbOUcsY4l2QK4lKoQ+obpCVAijKghpig2EhB+mr11D4PRf00UjkSk2iNJVqqjgYCNAfdYwZswYjBs3Dn/5y1/w6U9/Gvfddx++/OUv491338X3vve9bu+fgjWC2AawVygAgCBw89RUO45si47Asj51Tlpqk7LGAKykrM8C3Ia3nbA+7SANqLI+Y6gAzQrWZBGRsNp1qDw1K1iLpQpYBCpx+wFa5MybYCzMWKLqfnosoIMAe5s444eKPH/Ugud8WHlWvpm9TbJYQHU1qJ2nljqBaeCWPLbPGUTaniQS0gncCp4J3ABAsgZtjQp4Vv4aT5rhIllb1c5l8/xq6zMvEKsFg6nqhBDGEk2DLyakNQ50TltgtfGwW3pIIVFI1zctlZKADQBKRRXAUf7ahoaWmwJuvfVWHHfccfrvqVOn4qGHHsJnPvMZvPPOO7j++uu7tX8K1giCIAiCqB9r9You36+HYAdqin333RePP/44VYMSBNE5bHELcFd2KjR48Itpb62i7/RT45aaZitqyZwpMEAh0B5rssanmi/UtD61opZTDRrJhtxCgkgW9fJQiSVqLE+louXZnYmCVq2mRUIidvqsWeqbqka0lDelnGVVNefvOhut2Sobt4oG7DkvM885g+8Z69NUgDJtj/o8X2VLBKu0ypKbbQteek6F51ifqv+aZNwpPNDbZCxRoLqQwMFW05Qqlv4NAKwx/e0oaxIsTB6Ii8DpvyZSS9QPBQoN6WsdxVpBjlMbtBRRsQGxYVi0aFGH60/vtNNOeompJUuWYMSIEXU9FgVrBNHDseMlladWKJg8Na/owW80LTpUnhoveWBpEMcb7cBNrQdq9f9wor/ASo4r1rY+7SANALwAkWwAkNqdKjfNCspiUTBBnChqy7MSuzlpyVznAjTbBo2i2oGZHZQlXfJdmzQ5vg1jg+rbGbNsUFYVxHHOEMVWzpqvAjeTvxbL2oGbyl8TacAnJNMxVMHzIFnyekhw+KycHhTyF/NEJmBL6ZQlqldkF4AoOTdxIXQFKLcCNxFL8DRw80IfQYOxQeM0cCuFQgfdyg6NIolC4pKiUmnvoIhOs40qa/vttx+OOuoonHrqqdh///1zt2lubsZf//pX/OIXv8Bpp52Gb3/723U9FgVrBEEQBEHUzzYarM2fPx9XXHEFDj/8cARBgKamJgwfPhylUgmrVq3Cq6++ildeeQVNTU246qqrcMQRR9T9WBSsEUQPRf0fLBVdRU3NealqFjT6euyVPPglo6bpAgJLZVP91BzJrhAk9ifgqmx+wVHOnGICezkpVFufkUhVtozdGaWWaChYbgGBsUNtNU1oxa2WmhbGwlHLosgkr6u5XBtUuMtN2fOdJauw2cqZvU2uDepzPRemKlvgcYgaKpuQSkXj1vJa6ZzHtTUqpClAAIpaRbPtUQme2wDKUdjS/TmWqBSAOmcFo6YlxQZ63ajkdxSDNaqSXKFtUBb6idKGxPoUUXoNR0IXxohQoJRWE5jmuEy/5lHUtapdogbbaDXogAED8LOf/Qw/+clPMGvWLMyZMwdvv/02WltbMWjQIHzta1/D1KlTsccee3T7sShYIwiCIAiiflidyloHzZO3BlauXImBAwfi85//PD7/+c9vtMehYI0geiha9CpUr5keFLmzOoEqMHCKCoqe6aNmq2x2P7WC2rbkqGyOaqby1HyzbJSdv2bnqYWpwhLLolbQIllEnLbriGTRKSQoWyqaraip32ocZgsMctS0KDOuylmzCxCEW1QQd7K/mhAyN08NcD/rvNzWHaxKcUty1tLEeo/reSFkrsqW5KSpAgNhqWzqt9RqmppTY4nkdfJZ2WqCZo5ZsmqVLZvDxlKVTUphTpQvEnUtOfCkoACuwqYKEBCa25OVDZJ53miKDUQoIELVikZApAppKVJFB0CY5qwVQuq7tkHYRm1QANhll13w4x//GN/61rfAN+LzoWCNIHogvm+cyCBgTuAGJBaoKiTwi55eA9QuKmAl37JBM5Wf6c5YYAVo+gHtfmrFmtanHaQlv7PNb6uLCiqx2zutEhvr07Y8AaCcLTCoEaBpu1NKhJb1aQdm6nec02ctr9+a/ruOAoNsBajdZ83LCdbU9iEXCFJLNIqEtkezgZvvp8/dKjAoetXWaBK0uTYpAMArugUG1lgFYzY6YJMi3xJVtyUHa6pBo0J6k9QeJms0wRpCAZYWErBQ6GIDPwx0ZagIfXjFpAy0kM4VQqBSSdMCAlo7lOge559/Pi688ELcdNNN+OUvf4lDDjlkozzO1h/WEgRBEASx+VDKWj0/Wzk/+MEPsGDBAjQ1NeGTn/wkjj32WLz77rsb/HFIWSOIHojdPaNQsPL9td1pFRUUTVEBK/r5RQVFz+zEXvrAbuBm91NLFbRa1meMoqOoAUAkGjq0PiuxQDlHTbPHoT0XGwVNqWZZu9NW05SlmFXR1FxeGw+7XUdWSetoMXees5C1rbZ5mXYdtqKW/HbVNvX4nDNHGbTtUW2DehzCc3tw2NZo8rcpPHA8z7QXGwSQZ4naMgBjyQ2e56puxhKVRlmTZrmp3HYeQoClShkqnlNswKw+a3FZtfQQum+gUtsKlVhfqnEMUtY2BJzVaYNu3QUGiiFDhmDmzJn49re/jXPPPRfjxo3D9773PVxwwQUoqsKrbkLBGkH0IHyrUDMIzNqftv0JAF7JylNrDMC19Wk1v7UDt2Lg5qQBiQWal6dmB2heAHjG+hRMBWYFp49aMtex9VmOpRO4qQCt7NigabAWCoSxCdAiK1irFaCFViPcbB81Idxq0KxN2t64I/Ia4qqxnafmZYO1TADnBGsqeLXsUfu4YyEhhPsBKyTTvevU39ZRqlkzVcMSZWrAASaS4Irx2Kwlatmdtj0KETv5awDAotjkr0UFMLXIZ8YG1c1yQw9BatmLUEBEaW5mObVDyzFK6S6iiKFQUNcLBWx1sw3nrNnss88+eOSRR/DXv/4V3/ve9zBz5kxcffXVOOaYY7q97551pgiCIAiC2LRswzZoHl/84hcxf/58nHbaaTjppJNw2GGHdXufpKwRRA8ib5Un3zP2p29Zn57qpxZwsypB0QcrWkUF6TZJAUFqbeYVFVhLRcELwLxqlU0wU0AQy6KzhJT63Rnr054Pc2xQVUhQDmOtmkWRpbJFQqtLybxRyBwbtLMrGMRGQZOZUtDOFhjE1hyzPsC41/EKBp6jrHFrnPYg87mxbH3ruH1ZdXzCZ7k2aOao0ZElqgsNBMB5WrEphV7OgPtWsYE0i7DDi5LqUMAobFFklqMqGN+SlSKwtOqThQK8oooKBHiqonklD16qoqprPy568CupylawKkMrpKzVzTbaZy1LuVzG/Pnz8dJLL+Hll1/Gyy+/jEKhgAcffLDb+6ZgjSB6CJwbGzQImGOJ2vYnAHg+h6+WlSraFaCWDVryMv0/VGDmmTn1IFalJ/N8Y4P6Bcg0cBMicHLSbMsTSBvedsL6dKtB0/nIBFrK4qxYwVoYCSdw08tNRRkb1KoMzVZ7CiF1YCaFqLo9OwbcQC4P7uXlrAlrbAI0xrnevlYAJ3zbBk0ip1hKndfmPC+ZE6xJnuanAbUT0pA/7xV1kKZeU7tClAkBlj435gkwlc8nBZhIoiTpFyxLNI2cCgUTRRUCIK0SRRSDlZQN6gE6f83Ttr4f+ojbVOBm7NBCGsxVQpMu4PtSCz3UKJfoLJdddpkOzt58803EcYz+/ftjzz33xJ577omjjjoKe+65Z7cfh4I1giAIgiDqZxvOWbvrrrswYcIEnHzyyTpA22GHHTb441CwRhA9BMf6tPqs+UXPsT+B1B6y+6kFOb3VitZOCkGimKkHSudqFhXwdFvuQUjV/LZoVX4WIKSv55O5zlmfaj4SAhW1bFAsUA4TtSSvkKASxibhPpbONsrudKpEI+GoaEDG+rRUNvW3QrZjfQohnMaZsWW7sVpFBlpNE1XVoLba5vtc27u+x61j5brnGiDatWbd6lW7z1rG+szZBgAYimYaiaoWpSob47FR2aSAx9Mnz31joWeLDYDEDk3VNBbFkOqajCIwZYmGAlDFBm2xvoa9UGi737ZD4/TaL1RiVOzV01JLlBrldpFtOFh74YUXNsnjULBGEFs56v9dITCWjh24Jflpxv4EAL/ogwXJmBWN9YmAa0vUzlNzoj/127M+ZLlXM08t0nloJmdNSMsStdb6VE1sHYszY32qbSqRNAGaVe1pB23aBo2FWQ+yRjVoNkCrWhs0NsGadKzP/ACotgVaHfRk7VATlHEd0DHb8rQCON38NpZ6XvgSfmpnxk7lKofvWzlpVi5bliSITa8FX4CzfEtUzXMmrW2S15TBWJ+xFJYlGoPx5HWqyl9TT1jnQEbmmosiE+Fa9igrxpBt6fVcslp6tBm737ZD7cpQFaBVKgyFIP2CUCErtCswxsHqWDqqnvtsqTQ3N+O73/0uHnzwQQRBgAcffBDDhg3bYPvvOWeKIAiCIIhNj1obtKs/PShYO+OMM/DSSy/hpz/9Kd555x20trYCAM4991z84he/6Pb+SVkjiK0cnePvZxxKZXkGHDxVX/IqQFnguctKBZ7ZYVpM4PRUyysq8AuAp+5nigpiUTQVoKKI2LFEVWVoovQkFqdS06TTN82u+qzkVHtWKrFT7Qkk1qeq9HRUtkw1aJTaZ1k1TVhVosntEkLUvj07VvdpD219Wnao22dNOEUFkqt+aXm91VyVTQTV1aBJBWi6jZ9frarnCvasB7uhGmfpYzKz5JetuCmFjcmiY32qqk7ORVIdikyxgYiSawlps9x0zlbTVJ81GUX6WrSvYYQCLFXRWMl3KkMBgJdjeIFSmD0UrMrQchnpOUvUNaKTbMM2qOKf//wnHnjgAeyzzz7w1P9CAIcffjguvvhinHPOOd3aPwVrBLGVY7frsAM3nn4g2Qu18zT44kUPCIxtpMcBz1/70/dMFaidp6a6nHLfNL+18tRiGSBOc9Ni6esqwdjKWXMtzuo8tbKds2ZVb0axQCX9oA1jgUomZy2bm2avYKDmYyuXzbZBhZCI06AgzwbN5qg5AVsHFaC1UEFZDBOwCc50IJdUfgpnW84ZPPWaOu06pJVr51k5a1WPmv5On6uds1aBDtiS9iC1KkPTPTEriItVMGdecw7L+pQ+eHqNcBmZ/DWvkCwrAABqzrfm/Mj5AiELurstWJBWlAbc2PplritDeZtpXxOrSuhyDN+P03NmfdmpULBGdJ3evXtXze2yyy544403ur3vnhPWEgRBEASx6VF91ur56SEceeSR+OMf/1g1v27dOrCcZeW6CilrBLEV4/tGTfM8ZilrTCtrPOB67OtCAg+86OuxUwGqd+K561fpigWjpukKUT9ICg4ASO4jivOLCmJLcVNqmSoYiKyigki4NqgeZ6o+lfVZCWNHUVNzeWpaFAqtOtk2qBBS25ZRFFfZnPbtrg1qlKaqvmWdbIqbPGj1HLeqPSVnidIGgOfYoL7vaXtUxBJ+YL6L62MNMstNaSVNrwPlHl+U1wfOKGgek3pciYVu1usxZWcDzDMKGpfJk8wWG3AvyfJnXqyLU3TvNRGba65QANRyU1Fsqb1WM+dQQKY2KC+aPmvq2o/L3HlvqIIL35fwPDNWlz41yu0E2/jaoABw5ZVXoqmpCUBi4TPG0NraihkzZmDfffft9v4pWCOIrRg7WLP71npWuw6/6IGr1hy29VmwqufUB7u9QytnDb5n2nH4xu401aCmMjQWRW2D2gFaNk/NrvwEMqsQCLM6QSSkruQMI7fqUwdg1koEyg7NNsJVQVkcmfuJWCLWeWpu4KYrJa1t8wKzWjlrshN2qFq5gHl2gGaPpQ7Mkr/TICPd3vO5vt0O0KT1wSmEhJ9T7ZmPyU3LLjKvV01gzMlZ40xtz3WwbVeI+jw/f00FbgKRXs3C94TJT1PXVhyZay6O3WvSuVZV/lqkbVBZNpYoK6sAzXNWMzBtPCL9faRcBgVrXYFy1jBy5Eg89thj+Na3voWWlhbsv//+WLt2Lfr27YtZs2Z1e/8UrBEEQRAEUT8UrAEAdt55Z8yePRuLFi3CCy+8gCAIcMABB2C77bbr9r4pWCOIrRjfs5fLMWpAYn2ayk+lJOjmt4FR0+wxfE/Lc1UVoJb9CagKUOXB+hCwCgnSsZC+LiSwx7ZyVomr7U5nianQWJ+VzHqfWkWLpaOoAdXWpyoYyKpsusAgNP3SpJCWypbfFFchY1lTXes0kVHUnAKDjOLGeapo5ahpwrZEA6MCqgKEzqO2NyuWeu3aVXafNfc15UzCV9WqLP9aiJkPno4588HVNSXMdSZVg1zPteZ1ZWgh0hUBLODWdc6dax5ICwwslU2nCFjvnyBg8L36CkW2SShYcxg1ahRGjRq1QffZM88UQRAEQRDEZuC5555DZQOXE5OyRhBbITmpOon4pdp1WL3V7AIDZv3WCdkBd9QKt8DAatdhLSGlf6s5L3Dy1NzWHWYc1chPS35LZy6K1fJQwmnXYStndh81e17N5eWpOSqbpabFkbXclNXSwykwsIoO3PYdJpetM7lqeUhLRRNKcbAUN8mZVtrMCgdGQfMDD7LGklVdweSqcdMqJMoqfNZC8ky9fnYum5kzeWwMnFUXG3AZQaTVFUJG4F6aJKZy13jktojRrWMi2AUGWgWuhGBB2met6JueazkFN9znznvG94Xenf2+ory1DiBlzWG//fbD/Pnzseuuu26wfVKwRhBbIbnBmgcnQPP0B5LnLC0FKHso/UcZcLeqzsvZuedpy5NZ1qeaE/BNPzXk211C+k5RgV3tmfzOFBXE1XZm6FifwumjZgdpQPvWpxpHkTAVoKHQgU9kBW55AZoUwgnKZMYWrQdmFRIwbu1PLSHFTTGBtGzSbPWoQtQZrHnO/qpv58w8pseZfsxQuMUGQPI6qt35QsLn+ddFzFIbVPrgamzZoeqak56fNMkF3KICz4e03wj2l5Lstd/Gdb9BLxO4+R4Fa3VRbxuOHlQNaiPlhrfQKVgjCIIgCKJ+WJ3KWg9abmpjQ8EaQWyF2O5P3qoFduK0F3BALSHlKTXNAwpW4nWu9WmUM3DftaIyc7b1me2nplt3WIuwZ8eAu0h7FElja1r91KLYsiqt1Qzslh6dsT71CgbWqgWRVWwQW/ZonpomLUtU/a2J61sBXArzwcUsxUEpboxLR2UDkkIDmWn1ocded21QY396zJxrzpmeT6zNZBxx4bTsABK11KhsApHqD8cCxwa123gINc/TnB/uuxY8t5TdGtetKiaQBS/32vccS9QqxKmhWBMdQDboRoeCNYLYyuDcdidNI1zPsT7dxp8sL2dN+1N2GSl3P6U8a17bn+rDz4dMPzil4F2qABUSOTaosUazeWp5/dSqlpCygjS1bS3rM9ZBnLvclMxZbiovQMsGZxvGBrXup14bj+t9M86cwA1ILVIVTYTCrR4VdQZrOXlvyW+Te+bZOWvp2Ldy1jxmXlO10lUoTGWoz2tXhvpQveKUxRk71xzi0IztLxbqg9+2R3mYe+07DaN986VGrxnqC6dBrtq1qC8O7/lQsLbRoTNFEARBEASxBUPKGkFsZVRZn6kQYqtpSTWotWpBqhI4KoPdW81K1NbfdjkHmN45mG1/AgBjTtVnRxWgiQ1WPY5l9UoFdjJ/GAmzRJKUTrGBmk8KBdopMMhYn1FoFmlX89Ja+N22PEWo5qRjcSrFq6Yd2hUZhrsKmtonE1IroDI2Vqma4+CI1SLsnGtVKoLQi7er59q5w2CIIqOaKeUyKSpI+7lJY1H7HndsaaWs+dxWS03RgbG+a1eGxtYC7wDgsYrp7ceNmgtWca5VXYRgr7yRoyrDY6Yy1M9YoqpAh4lcS5QWd68BY/Xln22ANTO3FShYI4itDN/LdXzAPAbGrQ8ez1hpKofHzt/Rc9yuBrXy17xsrlC6jfqnzH1IqT7AzVhKnlsBGsvE/gSq1/5MtpVObpqyQe2Ays5Ts+fj0F1CCui89RnbS0ylgU2u5WnZnTI264SinbYdTvCWg7aiYyugsqxMKYxdzTwGllqRMg3KRCgca1QVLdoWqO/zDgM2ZWWqcwgAEbfy0WJh5a8Jd96yRNU6m+o19Zh5nX2eXAPqdrsyNO/aUXPgPsBS69O+DrmVU1m1NJpp+CztPM3MHPfMGrqMc73sV1VmQLpritVqwHidwRqZe52FgjWCIIgu0LdxPT63/+M4aPwrWNdawr1P7Id/P79Xu/cp+CEKQYS2SoAopn+7RA+DctYcLrnkEgwaNGiD7pP+axDEVgbn0MnPST1AOrab33LmNMLVVpBthzpeqmV9+lYyt91bTW2T01tNgJuxtBU3aazKTAWobX8CiWpmK165zW9jgViYsb3wuikmqF4eSgqpFTdXkbOqPsPYVc4slU3N9Sq04Owj/47RQ5bhzkcnYcTAD/H1TzwMn4WY9dS+ACRkRsQaNmAVjvvE4/jUxJcQ+BGenL8Lbrr3U3j3g4GAiCElh8djfHTC6/joR15DWyXAo6+Mx7MLxoJBIF373FXZhACgeluZckWlDCLwgNCoZMoSFbHUFaN5i9UDlsoWuqqZUw1qNctVKpvvcW1j23aoa30n2wbcXBe2mhZLH16qGsZ5S1DF3O25ppU1L3MNm2ubBYkqZ1/7doNcbSlb7x/fN0t7eZ4ZEzVgrD5Ls4faoJdccskG3ycFawSxlWBbn/aYWV3t7dYdOkeHM2Ot2Y1wdbIbdxvhqp3beSiMO7lqACDhOe06ZBo0ZNt12I1utXMopWN/Am4FqJDuOpz22G5+K3Oa2OrGtqFtfQpEVpWo0+jWCspUflrW8lS3H7rHi9hx+/dx632fwMPPjwcA9G9ci6lNz+PRF3fF6rWNzmvmyQinf/Z+jB3xPi64/jisWtsLF53wd5x59L8w49Zj0BI2AJD4+tT/4FMTX8arb++AgX3W4rQj78Pt//4YHn5pTxNMsAhS+Bg7dCku+OJd6NPQiivuPBbzl+wEQEIK065FhLG2/XgsEaH9/Dmug0CmA9ls/pqqAM2+HjoYtyxR2w4NVHBoVQDblaGe1cbDQ8VcU6mpK1Fxcie1JcrsnEoToDHPh+TWtW9f88kD6mufZVp3cMty9n2Z3TU4p4rQXMgG3ejQmSIIgugke415G8ub++GZ18fqucdf2RWNxTJ2HrEsnZFgqbI0ec/XMXrYB7jp75/AywtHYskHA3D7/ZMxdMBqNI1bCADYb9yb+MQ+r+KBZ/fAFX/4HC6eeRzeW7kdPvexp7Fd73UAkoR3KTm2670ORx34JAb2XYt3Vw6CxylyIIhtAQrWCGIrQSU9q2/6qhKU+1xXgqq+V8z+SW0f1VuNcZaocSrPRFlI6kfZS6rpLffMN2elsKXFBRLpT2plCembOXAIaaxQpaYphU3PRVJboOonjIQuMghjacapgiZSWzNKm+GKNOFfpnaoWvPT/Ji/pX2/1PrUqlostKomQgERCsgoTn7CGEP6r8J7K7bD2rVBYpXGEmvWleDxGAVeSe4fxUAYQYYxdhv5Hlas7o13lg7Uj/Pfd4aiEEQY3H8NZBjjwHGvY/XaBvzz8QnJY4cx7nlsIvr1asGuI5ZAhAJRJSkmOPPIf+CDD/vgb4/vD49FaG3x9X4RC3PMqWIo0sILdazmXLjnR50zZRerc6vG6jVRr0sYS/26qHlnf+o1leq1Vsqq/ZPMu9dLel1lri3dGNe5Dj0zr2x6+5pOr2vmsbT4pp33Q/q+UVYo97leQcm3du2TF5WP/bp09YfoFHTpEcRWQkc2KONW/o3HTMd2z0r+LdgVoJa3oxvkela1p3U/a21Qmd4eCx/Cyi9yK/qMxWlbn9ryzFii6rdd6Zlrg0q3vYZjj0amHUdyu9RVkNmqT2WfOisRWNanCIX2u2wbtFexjDXrSkkeWVrByRGjGERoa0sCp+SJSUgpsX3/tWgtB2huLmqLdd3aIA1DYshYYuTgFVi5ujfWrCvqx1+5qhGlQogiL+u5U458AB6PceecA/DZyc+CQaKt4qX7leCBVS1qNbZNzlP6d+gqcdyyNpPzFOtryD5PUcScbfNemyg27ULMawptg/tWnpoK1tW29rWjctXs3DVPVXd6vmmQG1vXJ7NyLTnLf7PY17713uD6/WOqqZnVbDr7ViFyoAKDjQ6dKYIgiE7CuQDn0rEf+/VqQRh7aF7fkGzDTDJ6MQjRVgkQx1YrDS9GsRBifWsxuX/vVqxrLSKMzHdnIRl6N7ShHCb5W4fu/Qp232kJ/vjAx7C+rYSBfdaiEvmI9H16ZqI2sZVAyhpOPPFE/Oc//9lo+ydljeg2YRhi2bJlaGlpwfbbb48BAwZs7kPqkVj1AG7fWispOneJKWV7wurrld2Jo7IZtYLZBQaqsECpIFaBgYQHYRUYuOt92gUGtoqWViLaPc8sBU1ViwohzbxV1alsOiDpqWZXewLQVqi+nzDbarUsU/WpCwwy64CqbRcvH4jhA1fBQ4hIJOdsj9GL8WFzL6xqbkhsSB04Saxe04Bhg1aDFSvwPQbGJbYf+CEaSxW8u6xf8piCIww9II4gwkQdbQzaAAAfNjcCscB3vjwLdzx0IFas7g0ZS5QKFVRCHyubewFCgDEBEfr69UcYQ1WJSi5141z4nl7Wyq6g1WpabJbZSgoM1O2m+W1sn0tLLY2tKls/Va6iWOoGuXZRiV144gsJL22Q66GiC1X0tcUq+ppjVtELY1yrvM51m61u5uZ9AEBbokD10lP2+yRnF+AUE+dDBQZYu3YtpkyZgpEjR+Kkk07CN77xDYwYMWKD7Z+CNaIu1q1bh9tvvx1/+tOf8NRTT6FcLuvbdthhB0yZMgXf/OY3sd9++23Go+xZmCJN26IxgRj33Q8b/clSsGxOz7I7bWspb9UC+x+wNdYfomluUdUYHEJaVZ2O9QUzL9zgqtpey99WWXO17DjTusMEaypfS4+tVQmcqk/L+syrBv3bf/bF5d/8Cz6x72j887E9MXHc2zjqoHm4+vap+ODDPhgz7H307bseC0VvlMauxqKRAoeNXYy9z30S70W9AABH9lmMZs+Hf8zbGPHOOnwgAgwb+iHCCtePtfOIZWhe14CVq3phxKCVeGvpIBw/5VGcePh/tLoXxRyzfnI5Tvjpt/HuikFgnoC0FDx1skUowFUTXS7BVVDLpa6cja2qz7xzmlip3MzrQLr261e1bfb1t+ZVk9/sNaV+q2uOs0ruNQnGnGtYt/dwWtGoLyoseU+kY+fLjm9sUFPZKpMgEaAWHrWg1h248847sXLlSvzhD3/AbbfdhksuuQSf+tSnMG3aNBx99NEIgqBb+6dgjegy11xzDS6//HLstNNOOOqoo/D9738fI0aMQENDAz788EO8/PLLmDNnDg477DAceOCB+OUvf4lddtllcx82QXSbp17dGTP/cQhOPHIOvnnUQyiHAf76QBNmPzUewXatOGnaA/jIiPdx2ft7o036eAW9sCou4Av938asFaPQzwtxVL9FuKt5R6wteei922o8VeyD6YNfxucvuB/3/WsfFJc04KuHP4k583bB6rWNCNcEuODXx8L3JQpFiVhw/OgbdyESHP/35EQs/XC7zX1aCIIAMHDgQJxzzjk455xzMG/ePMycORPHH388evfuja9//es444wz6v4spGCN6DKPP/44HnroIey55565t++///44+eSTccMNN2DmzJl45JFHKFjrJlnXUqtslgJgLzcFz/RWY3aftVo2qOurpjtnuSqGraBpRcQaV6tpOdZmZl7fr5bKJnPmLfVLxO583j6cogIl8cSu3VlrrLcVEnf8e3888uyuGNh3LWLB8Np7A9H/44vQf+IyvNK7ASvWD8W61Q1Y8+oAtCzsh++07oJzP/8fnLfbq2he24Cb/nQQ/vrI3uADKmgYuQ7rd12F+5pW40ujX8fhp70FPwZWftiAO+5rQrnigXGJlpZC8vq2qmWeOFY098HjL+0CwTiA9Bgt5YdxszSVdBQy1VOtxjmznnfuuezM65RTYBJLmTtvXy/Zayo7V632Wipwres562FaNqj7PuFOz0Izlrm7o35rNnWuDdpDcy2XLl2K+++/H/fffz88z8ORRx6JV155BePHj8dPf/pTnHfeeV3eJwVrRJf5y1/+0qntSqUSzjjjjI18NASxaSgEIfbYaTGefW003l0+AIuXbYfeu63EyG+9CL930qh1zvM748PHh6NlYb+k3cV2Md7fLsZps4+EfERCMoBFDN5OAt7aItY/3wurHh+Ga+4ZjUM/8yJ223sxwgB4hg+CN/U98Ht6Q5YLVccS+DFiwRELDuZV3UwQmxaqBkUYhrjnnntw66234v7778eECRNw3nnn4Wtf+xr69OkDAPjzn/+Mb33rWxSsEZuHtrY2vPjii1i+fLnOgVEcddRRm+moehZVYoEWFIxKwO38G+6qB3ZeTtVO7FYHtZQLbpK5de4SOEROzlpWNXMVFDO2iwaANHFdJatb6k2cUYBcVcdux6HmrTlLGbKLChDnqGyixkLtsQBnApdMuxuT9liAC355LJ58eScMPOQdDDp0MQCg/H4Dlt07Bi1v9kU4MELbhBaUh4Wd+g/rreFoeTfAvX/eD7P+1IRBH38PAw9agj7jPkRpyDwsuWM8yu/3du4z/bqvJY1yOaBVNSBdhspV0xiEbuUhuYRI1Tcem7HQqiO3zq9ZJF5kVDb7tYtt5bSd19S9LvKvEfc6yrnOODfqcQ3lt9a1bedzSq/6faJ6rWXn7bcHKWv5MLsYqYv36ykMGzYMQgh85StfwVNPPYW99967apupU6eif//+de2fgjWiW/zrX//CCSecgBUrVlTdxhhDHMc59yK6SjZYU9iVngB0zyh43PSSUn9n7+yMO7CTmPkQVSSNS9PKPasaNLE7kY5rfEBnEtPVbzO2t80muls2Xc59Fdn7Set++jlkiwps69MK6L71xX/j4L1fQzn0UK5wDPn0AvRveh8A8OFjQ/H+P3dE1CixftI6hIPNNc/aGIIPPPC1HLyNgQkG6UvEvQTi7QSiATHivgIt48to2aWMhgVFiNk7YM2LA7DD119DYWAZI098EYt/9xGUl/Zznl8MBiaFsQiRBGNAGqDFVnBiPXdToMF0Zah9zuxqUZ5b2GEFdNIqBKlVYGAXikhmjdPnYV8X1nWkri0puXbLpLSCglr2vV2ymXe9Z98X6d/ceh/ZFaP2XesVkHo8VA2Ka665Bl/60pdQKpVqbrPddtvhrbfeqmv/PedMEZuFs846C1/60pewdOlSmM7oyQ8FakRP4KN7vo7jPvUkAGDGb47Ce2ND9G96H1IAS+8ai2X/2AktYytYfWgaqMVA8e0AfR9pRP9/9ELvJxvQ+GoRpYUFFN8OUHqjgF4vlND34UZs93990Ou5ErzVHAiA1vFlrD50Hda3lvDWryag5a2+8EoxRp7wCopD1qVHJHHEpBdQ8KPNd1IIwmYT9lm7/vrrMXr0aJRKJUycOBFz5sxpd/tHHnkEEydORKlUwpgxY3DjjTdWbbN69WqceeaZGDZsGEqlEnbffXfMmjWrS8d1/PHHtxuodRdS1ohusXz5ckyfPh1DhgzZ3IfS46lVYKC7rtdqAsW5VWBQQ5Wwt7X6WNnFBjKreMAkS9n2VXvYapmeyxm3m9AeW9vnjPP2Z6tmAPJVNltlSosJ+jS24nvH/x8A4M/3749n4/4Ytv8bkAJ47//tjOaXBmHdxFaUd0hy1oKlPhrnFeG1ZM6FjMG4BJgEBIMUDOAeWBkoLgxQWOgj3DHG+r1aEfcVWH3QOvR9shGLbh2HUSf9F42j12DEsa/i7d/sgwu+fD+OOvgFjNx+JW6+5xN61QJwz1ifnqumqbw2GUutvgluXkHbZk67XiTn0xp3WPDR0WsqXRUvj7zrSMJzrzmrqECpbNJWhIH2r3OP1ZTHjCVqFxvkv1WITc8dd9yBc889F9dffz0++tGP4qabbsIRRxyBV199FaNGjara/q233sKRRx6JU089FX/4wx/w2GOP4YwzzsD222+PL3zhCwCASqWCww47DIMHD8Zf//pX7LDDDli8eLHOM+ss06dPz51njKFUKmHnnXfG0UcfXXcfUgrWiG7xxS9+EQ8//DDGjh3b8cZE3WTtF8cK9Uw+GrNydfKagObuILvzvDwgC/vD1BnralDRTjWg2U9V5WDmAz6vEa67TdYSFc42dnDmYFWAwm5+a+eppX+f8pmHMaDverz13kD89qEmjDj1ZQDAB/ePQvMLg7B2/xZUhkWAABqfL6K4MEhtRAHmxfAaIvBiBO67xyIlICoeRJuPuOyDSYbCOz78Zb2w7oA2RINjrDmwBX2faMTi3+2G0We9iMLAMoYe9Toee34sjjr4BXx1yhOY9fgELPlwe30O9P65NEtPxUxXhoK71Qg6p8/KXZN2P7X0nHrgTkCXl09on/vsa5uMUbMaWOesoca1lfdFIJtfqWjvzYKcJtF2npr1Xsq7O9mgNehmn7U1a9Y408ViEcVisWrzq6++GtOmTcMpp5wCALj22mtx33334YYbbsCVV15Ztf2NN96IUaNG4dprrwUA7L777njmmWfws5/9TAdrM2fOxIcffojHH39c90Lbcccdu/xU5s2bh+eeew5xHGO33XaDlBILFiyA53kYN24crr/+enznO9/Bo48+ivHjx3d5/3TZEd3iV7/6Fe666y6ceOKJ+PnPf47rrrvO+SGIrZVhg1bjqIPnAQCuvn0KBn76bXBfYt1/t8PKR4Zj/Z5tSaAWA30ebUBpYQEMSWAU9GtFcVAr/F6hDtSkSAInKZPPKK8YI+hXRnHQengNFQASvMzRZ04DCu/6AAfW7teCSsDw7h92g4wY+oz7EM+1DsTjL46F7wuc/Nn2LSCC2CSoKLaeHwAjR45Ev3799E9e4FWpVPDss89iypQpzvyUKVPw+OOP5x7W3Llzq7afOnUqnnnmGYRhoobfc889mDRpEs4880wMGTIEe+yxB6644ooup/EcffTR+NSnPoX33nsPzz77LJ577jksWbIEhx12GL7yla9gyZIlOPjgg+uqBAVIWSO6yR//+Efcd999aGhowMMPP6w7fQOJ/Hv22WdvxqPrOdTKmc4qZo4y4OV807W7vGfVCKD2t+OaBQapDWV976vVQyurqlUVBFh92NqjI9vNnsvrrSYz22btTzX3lSlPIPAFnnplJ7zu9cbwUe9ClDmW3TsG5SER2sZUAAn0fqqEYHnyr5T7FQT92sB4qp61eYhafYiyB0izDBXzJbxSBK8xUd2CvhXwcoywuQQGD72eLEEUWxFtH2PtxBZ4j/TGykdHYNCh72Lw1Ldw098OxuQJb+JT+72CW/5xCJZ8MCBR0lLlLLE+WfVzdM6D6blm623qXHo1znUt7D5q9r6y6lryO79KNDk77jWVLTComefEMlY/EitftudhevlqGuC+t/JqcQiLbhYYLF68GH379tXTearaihUrEMdxVcrNkCFDsGzZstzdL1u2LHf7KIqwYsUKDBs2DAsXLsSDDz6Ir33ta5g1axYWLFiAM888E1EU4Uc/+lGnn8pVV12F2bNnO8+jb9++uPTSSzFlyhScc845+NGPflQVPHYWUtaIbnHxxRdjxowZaG5uxttvv4233npL/yxcuHBzH16PomZj3NTyrJ2zxpzmn1U7zH6IKUujRiKwalKataxEzod1FrVNbH34x8L9W28nzE9SzSmqA7ycitC8ytAsKnjLy2MDgIZiGUdMehEA8Lt/HIiBBy8CAKz8z3BUmgOs36sVAFBaUEBhSQAIAR6UEfRPAjVR4Sh/0IDKqhJEm28FagDAICOOaF0B5eUNqKwuQMpEaSts15rkt0mG3nNLYGWGuJ9Ay9gyVjw4HNHaAIUBZbzfD3j8hTHgHPjcwc9VPS/A5Ollg9M88s5brXOtXgf9k/O626+pGncmZ01IWZW3VnW95Saqd/LaBtKcNZYbdeW9l9pxVAlFNwsM+vbt6/zkBWv6oTKvtZSyaq6j7e15IQQGDx6Mm2++GRMnTsRxxx2Hiy66CDfccEOXTkFzczOWL19eNf/BBx9om7d///6oVCpd2q+CLj2iW1QqFRx77LHg9F+M6EF8dM8FaCyFWPz+dni1ZTsUB7dAlDk+fGwYWseUIRok+HqGxvnJhwrzE0uTMSBq8VFeUYKMOvOeYIhbgmR7AfBAIOjXBkCCVzh6vZhUl7XtWkYMhg8fGw4A6L/fMvzt4X0AAJ9segWMdRwIEcTWzKBBg+B5XpWKtnz58poFbkOHDs3d3vd9DBw4EEDSH23XXXeF5xl9effdd8eyZcu6FFgdffTROPnkk3H33Xfj3XffxZIlS3D33Xdj2rRp+NznPgcAeOqpp7Drrrt2ep829AlLdItvfOMbuOOOOzb3YfR4OiouqL5DO/N5tykVoh0rI6umtYdSW5TFlaeq5PdG67jZqNPIVt0vp5hANcLVlaCxcIsL1P4y/dWkkDho79cAAA8+vTv67fUBAGDNS4MQVzy0jkn+gTe8UgRCACJOrE8GxG0ewtUFKN9OK3g1fvQxhB7KK0taYfOKZUAIBO948FZzyABo2zFE83ODISOGhh3WYd7SoVjfWsDg7dZi1x3eq+4fl/cc0+evfnJfg1hWnc/OqXN5c/n3M9dG56pE9XG0d/0ppabWF8ea134Nlc1jNStC6btphk3QuqNQKGDixImYPXu2Mz979mxMnjw59z6TJk2q2v7+++9HU1OTLib46Ec/ijfeeMNp6P76669j2LBhKBSqVw+pxU033YRPfvKTOO6447Djjjti1KhROO644/DJT35StwsZN24cfvvb33Z6nzaUs0Z0iziO8dOf/hT33XcfJkyYoN8AiquvvnozHVnPw5bzea0PF3teN8htJ3ctO+4EokbFnp2PlHs/q4Fq7u21Pthrzdeo9qxZBerutJ0bJfbd7R0AwOMvjUXvo5YAAJqfH4jKoBCyJMHKDIXFyb9PryHJO5MxQ2VVEXag1hG61QZnkKGHsLmAQv8K/N4VxK0BGDhKCwtYv28byiMriN7og/UL+6L3rs0ojGnGM/N3wiH7vo6mcW/jtcUjaj9X3v6aVPqcZT4RRK35Lr5W6jDMteFek3l5jc611VVdoaPrO+e9kW0wbe7OoFaJSN6DpGJWYS/z0NX7dYHp06fj+OOPR1NTEyZNmoSbb74ZixYtwumnnw4AuPDCC7FkyRL87ne/AwCcfvrp+NWvfoXp06fj1FNPxdy5c3HLLbfgT3/6k97nt771Lfzyl7/EOeecg29/+9tYsGABrrjiii7nW/fu3Ru/+c1vcM0112DhwoWQUmLs2LHo3dusPpK3qkFnoWCN6BYvvfQS9tknsWNefvll57b28ggIYktl+KBV2K5PCwDgzbX9MbLP2xAVjpa3+6Iyvg0AUFiStNsAJLzGpKosWh9kctO6TtziQ/ROKki9UoS44qGwJMD6vdsQ9xWIGwXWvbYdeu/ajMbRzXhhwUgcsu/rGD/6vW49LkF0i020gsGxxx6LlStXYsaMGVi6dCn22GMPzJo1S7faWLp0KRYtWqS3Hz16NGbNmoXzzjsPv/71rzF8+HBcd911um0HkFSi3n///TjvvPMwYcIEjBgxAueccw6+973vdfq4wjDElClTcNNNN2HXXXfFhAkTuvS8OgMFa0S3eOihhzb3IWiuv/56XHXVVVi6dCk+8pGP4Nprr8VBBx20uQ9ro1OzsMCmK99grUa47X1bFp1oglvzvp2o5HSqCK0eXzayg/10RF4l6Plf/aee8gYlQVvb0l5AzBENTMr5g2WJUsU8Ae4LSAlE6/3qfVrsPm57nPPtSfjFL+di/n8/qDqO5HVkiFt88L4heClCXCmClQH/Q45okEA4MELr4uSbemn4erz27FAAwNgdljvPIdsgt7PY57CW1SyE1Uw3p6o3u596XhdnX7WuM24VFnTlQ78T74VOvacIQzf7rHWFM844A2eccUbubbfddlvV3CGHHILnnnuuemOLSZMm4YknnujysSiCIMDLL7+8UQUKct6JjcIHH3zgSM0bG9XZ+qKLLsK8efNw0EEH4YgjjnC+ZfUUupUv01HyTY0PPdnBh6FA+zbb1sQLC0wn9GC7REmrrCxBMom4T9okdpWXVID6iarmtubI5zNH7ob9m3bAp4/crd3t4ra0DUgQAyIJDr3VyfmN+8QIVyZFB36fEEtXJV3Wt99uDXqKPWevD5qHZDz/esxTdzZQR1vKU+uATbjc1JbKCSecgFtuuWWj7Z+UNaJbzJgxI3f+zTffxF133YWvfOUrm+Q4utrZmiBq4XlJQHbXg/vA65VanGsLEEWZfL0VAG9NLFCWNrwVYf6HzrChvdG/fwOklJhy2M4AgKmH7Yx//N9/wRjD6tWtWLpsnXMfGaWNczmAdGUBb32y/7hBJlZpxMB9ibUiyREtBjEaiiHawtotDwiC2HhUKhX89re/xezZs9HU1IRevXo5t3c3f5uCNaJb3H333c7fcRxj8eLFWLNmDX784x9vkmNQna2///3vO/O1OluXy2WUy2X9d3apE2Lz0RnLTHRULtpNCn6iZpUrPniQNsmteJBpYMYigCEN1lTLjBqH9H9/P0GPVX+nAds14I+/+7Ke3/eA6zP3YoBggCfBuIQUAAvTffgSAIMMOeDHiKxE/WKw8YI1IQS8DoyY7tqdxFbMJspZ25J5+eWXse+++wJIqkltNoQ9SsEa0S3mzZtXNRdFEc4991y8+uqrm+QYutrZ+sorr8Rll122SY6N6Bp5Va7V26h/8BsnaItVV39PQMaqu70AS+ftFKoaxY2ai340G5f96JPwfa7/YavfUSRwyYwH8u+ogkDpPiZLnzJLFTdu5fVF8cazojvTR7Ezrx3RM6lpTXfifj2FjZ2/3XPOFLHF4Ps+zj33XNx1112b9HE729n6wgsvRHNzs/5ZvHjxpjpEYiugpS1Rp7bfbh1EOc0fa4jAKum15EOrbEgDOObnq0r/vG8BTjj5r7m3nXDyX/HP+xZU38ClFhxkun9RSlW9CkuKGopJ1NbATcDaWnbb5hDEpkKtOlHPT09izpw5+PrXv47JkydjyZKk5c/vf/97PProo93ed886U8QWwzvvvIPRo0dvksfqamfrYrFYtbzJ1kS3XEC762xeB1qZv3NWY17B0bVFj7dk9t416bH28abXEDYnTTGD/mXwiIG1JcFT3FcAnEPEaTBXiNFRgn9n19lM9gWIiAHMM48HwFvnwe+fWPiiwjGglCx7tWpNI2LRM4o8OOJ2rycmRf71KEX19Wtf353puFyDbtx1m0DCq/unp3DnnXdi6tSpaGhowHPPPadTbdauXYsrrrii2/snG5ToFtddd13V3LJly3Drrbfis5/9rHP7xlrU3e5sfcwxx+j52bNn4+ijj94oj0n0XO5/ck9M2uNNAEDlg0YAQGnYegCAv8pDOCxCOCiG/6EHUfGTZaJ8CV4QEJXqD58PV7VixYr1WLZ8Hf5+z3wcfdTuGDq4Nz5c1Zr7+H5DBABa1ZOQiAalLUNWeygNW5ceWwN2HbECALDo/YEb6ukTRJepVyXrScraT37yE9x444044YQT8Oc//1nPT548uWYhXlegYI3oFtdcc03ufKlUwuzZs/VSH4yxjRasAR13tu7JdKZTPrqS/K3UCSnblRM4q19q4M5C2fld43nOig3cY4gjsx3L2U9XND7Gmene73FAxJjzwq6IYgbfk+hXEZAxEPSvINiuDcFyPwnWRkRoeD1ZViou+/AbIvh9QlRWevqY1OuyfPl6fPpzv0cYJufrzrtfRRBw/bf9PJgvwEvJM4hbE1sz3l5AliQQAf6HHnp9rBkA0Lq4D/YY+xYAYMHiIeY55JybzmK/Ftn7c730knXOGav5+uWN66HmdSaESRrsQPl179f5lSUIorO89tprOPjgg6vm+/bti9WrV3d7/xSsEd3irbfe2tyHAKDjztY9AWlls+dZaTLOrJmpgpC85Zey9lAX4FZiP7M+SNVnMq9R+ZR8sLez3xof6pyz3ACMewyIqud1E9ic26ydJr/j6j23VQr479vDscfYJZi487t44Z1+6DWmGX33/BDlJ4eiZUIbooEx4j4xvLUe4vUFeKUoWdOzIULcmvxbZZzp18MOzOy/3YBIotC/rNcYlTEHOFDeMSkFLb4XgHsMvXdfBQBYt2AAmk56EAAw77V2rvNOFAfUapzLa82381q1dxjtXRvJb+uY7Gurq8UkHV3fOe8NKWTuUmVOo+AurGO6LSHBOr1ucPZ+PYVhw4bhjTfewE477eTMP/rooxgzZky3999zNEhim+eMM87A22+/jXK5jGeffTb3Ww5BdIYnXkn+uR6672tY+8ogAEDffT4ALzMUliXBWOvuyYLuMuaI1ycqWNC/rHPOuoZE0L8CXhCQAgjXJkUOcaNAeVQSrJXeKaDX2NUI+lUQt/jYvjXG6OErEUYcz/6353wpIbY+hOR1//QUTjvtNJxzzjl48sknwRjDe++9h9tvvx3nn39+zRUXukLPOVPEJqOrqwKoqhiifmoJBTUXLa9l4wiZf5vKoG7HTmIQYJ1UODhj6Y8ZV23Dqy20znSKZ5zVtOiy+2ee+YHHAY9XqUj6dmvfD88bDwA44CML4b/TAFHhKA1tQePYZjT+N1lBoDIqQjQkBjhHtL6AuM0DY0BhYBu8NO9M7a/WT7KRRGFAGX5jBCmBsLkEwIfkDC37lgEOBMs9BB/6KGzfChkDzS9uj6kHJK1xnp4/BuvKjc45qfkc0+evfnJfA49Vnc/OWKp5r1tNBU5fG7XVtjzavf5UgUEtpbjmtZ8/L2OjtHVUl7OtQwUGwAUXXIDPfe5z+PjHP45169bh4IMPximnnILTTjsNZ511Vrf3T8Ea0WX2228/nHrqqXjqqadqbtPc3Izf/OY32GOPPTZ5C4+eSq0PDCmk/sm/o0zsnmxgp3ZSVREq0x/h/qSooI1l7NBaQZmN2sazPsQ97v6tt+Pmh3EOxnlOcGeCDXv7jvKkdMBkBSV2QPL20u3x0hsj4PsCx3zsRTTPS9bgHHz4IgQtHkpvJVWi6ya2QhQEwD2EaxsRl9OAbbsyCgPb2q8SZRJ+7xClwa3wSnEaqBUhomTf5dEhwqEREAO9Xm4A8xhWPbkDFv6iCa3PDMXRhyY9Dv/x2N5VzwswAVrnAq3q81brXKvXQf/kvO72a6rGnQnKOGNgTDgWaNX1lr0upZW7pqh1bQPJ+6BWgJbzXupGxsA2A7XuSLj88suxYsUKPPXUU3jiiSfwwQcfbLDm8JSzRnSZ+fPn44orrsDhhx+OIAjQ1NSE4cOHo1QqYdWqVXj11VfxyiuvoKmpCVdddRWOOOKIzX3IBNFl/jz7AOy581049rCncedleyPe63007LAe/ZveR/zMYFS2jyB6C6yb3Io+/2kEEwzh6hJkrwq8XmGSw1aMISIGUfEgI6WkJet+8qLQ61iLiCFsLkFGHsCBcEiEln2S0v/G14rw13pQIkS4uoSvfGYutuvTiiXL++OxF3fdDGeHIAwSvM6ctZ4VrAFAY2MjmpqaNvh+KVgjusyAAQPws5/9DD/5yU8wa9YszJkzB2+//TZaW1sxaNAgfO1rX8PUqVOxxx57bO5D7THYIoBjg2bUAWXbyDwlzb6zEJCpWsbs+VoJ1FKAcVdWYMyoHbbKpiwuM65OHs+rIuSMweuM+mIpadm57HYi9eYYl0ZhsitAYRQ1GUtdTckg8Mi8cViweDB2GbkcJ0+Zi1se2BNDPr0Qgz6xGKufGYS+Tzai+aB1iAYJrD24Bb0fbwCveIjWFxG3BfB6VeAVo6Sth59f7SBCjrg1SIoSeBKolXcIsX6/NoADxcUBGha4S0gN6LcOxx85FwBwy70HQ8BLmui2Uwmq1TZbectRKmud185UdHo5CltVVW+N68LeJntNOSoba8eDVNeudbu0bdEaKpvznrF3V0tdoxoDogYPPPAAHnjgASxfvrxqWbyZM2d2a98UrBF1UyqV8PnPfx6f//znN/eh9Hiyjk5e3ppTDWpZOfY8y9tBdue6dUd+Dpv+8JSosqsA98PXDtw8a6xuc35nggTPChRy20ZwDp4GkIIzvSQST5diEjWqReFxMHVuBDdBgTD7ljEAzvHLvx6G6867Hccc+hweeGZ3vPf0UKx6YjggffjrJPo+2QtrDliPaJDAmk+2oPdzDfDf9yAlR7TOR7ROghcicC9KViZggJQMMuIQkZ9UfIIlCSkFoGX3Mtp2SQoXCkt99H6+AVwFYZyDecD3TrwPvRvLmP/2MPz7mT30i2rbusxjOolM5+vlwDLnlXOugzlunVNnG88E2l4N6zT72iZj6GC81jWStdbzxuZFEu61qmjvzQK36lNadqgzH9e2QckKrUaAQ9ShktVzny2Vyy67DDNmzEBTUxOGDRu2QdYDtaFgjSAIogbPvTYa987ZC5896AVceso9+MYlJ6OythFqXdLgQx/95vTGmgPXQ/SSWHNQCwqLfDTML8Bb6wFgEJUAIm91gTQQkkyiMjJC60fKEL2SIKH0ZgG9Xi4lC8YHEl5jCL9fhEMPehX9xn2AleUi/r///TSE5NjAnwkE0WWoKS5w44034rbbbsPxxx+/UfZPwRpBbCXkFhfEEjL9o3aBgTCWaN5OstJBqlJIe1kfKaG6nWV/A8gkhdf+B1xLRcuOncIBlikiSNWgOLKqQK0xF9X7kx4zC7EL6diC6ilmG+Qqlee6v07FhF3exY5DV+Kn5/wVZ//8q2hr9fXt/joP/R/ug5bxbWgbXUFlVITKqAj+hx6CJR6CD3wEZQnPjyHKHuI2D6JRIu4fIhwWI9qhjGE7foix/ddBRgyrHh2Ktlf6AkiUst67rcKAjy5Br8HrUe67Fn9ZPRpr3++DxWGf5HnUsD/t56jnrMrX3PNuFVxkx85rwHJep45e005EldniAiC5zpxrzmqEK21lLU9Ny7vO49rNnrUaLUTNSlCimnorO3tSNWilUsHkyZM32v4pWCOIrYBaHxjZRp5CN/sUyY8irhGY6bHVCT6/5LT6Q5QJ/SFqr+fImQf1Oe/aXXawVp0P5X7wIzcgYJb1yTKBgsypXlRzgnOw1B5NgrL0OXgMUpg8NccKTYPOtrCIi2/+En79ndvwkbFL8IOz/oZr7j0UlZijbUkfxOs8eJKhzyuNKL1dQMu4NlSGRogGxOBD2rDjTsswoP86CMHRvLoR7yzZHi1tJSRVogxjdlyOfr1bsOb17VBYzzDyE+/gAyHR/MzQtC1IEQPeLOLH+z2AQQ1tuOuZCbirGKDfxKVY+cjOgHSrP9UJzKt0ZWk1Z/a82ufMPqfMGVffz250nBe4JXMw27LqsWdfF9Z1pAO0rB0qawRier5GgqcO1jLvi/RvYTfIjfMrQskGzUdKVqey1nNk4VNOOQV//OMf8cMf/nCj7J+CNaJbLF68GCNHjtzch0EQG5W3lw3CBb8+Fsef9i/MGdAbO3/lJaxq7oXWJX3wwb9H6jVE/TUe+j7VC6IYo21YhLFHLwb3Izz/8mjEgmP8roux06jleGPhMMQri9gOZWzfuA4rHxyO5ieGAQC8QKDfvh+g7d0+KC/vg4+OWIwfff1eFIIYT7w8Ftfd+mkM+dIr8Borm/OUEISGqkGBtrY23Hzzzfj3v/+NCRMmIAgC5/arr766W/unYI3oFuPGjcP06dPx/e9/H7169drch9NjqeqxpoUwowAIu6jA7hUVu8UGAMDsnQjpKGhugYGxT5UlqtZq5FLosW1f1UoeT8ZSj72MCmP34vJYfhJ71o6TWu0REFaSfPJbJkUGSKxRqZLvRUZNU1YpjPpmoz5QXl87ELcsGY+DBi3BiaPmYf7KgfiZNwHxQR7enzUWsuKl1qiEF/kYiPVo9EMsv3cUSq8NgAwklo/2MeKIt7HD2zHWPNsHgz61CtGqIlreHKCVsOaXhmDomAXoNXItTv/Uk/jyYU+DM+Ce58fjpgcPRp8DlgCMYc3LSaGD3dBXFxVYqpjdCJhZ548559Lcz57Ls5+zxR+e9Vq395rWVFntAgPnOkp/w7rObOVX9QIE3Ou2xrXtFBXE1e8TKaReWsp5X0lS1oiOefHFF7H33nsDAF5++WXntg1RbEDBGtEtZs+ejfPOOw+33HILLr/8cpx00kmb+5B6JDUb4sbWB4yVv2Y3wZVCgsXWh1d7O7TtpBofhnZrhbxxrbYMdmuO7Ly+X64lWiNHymMQwgrirDGQBGg6Z43nt/GQMJWhAACv9j/V3uNWorW5AQ/e91F84isrMX7oSpxUfAV/LeyM+M1+WPHqUEjGADBAMpSGtiJu9RGtK8KTHKgA0dt9IVp8NAxvxdrnGbySSDaPPR1oRWuLaAxCfOpzT+K4kf+FkMAfZx+Iv6wejYGffg0y5qis6A0Iz2l6mx3rNiQ8v11H9lzqOSv4c+Zr5RDmvU41q4FrBfHpY6K6HUxuQ1w97sC+d8bVX17c94mdp0arF3SFepeO6knLTT300EMbdf8950wRm4XJkyfjySefxP/3//1/+NGPfoR99tkHDz/88OY+LILY4Hi9KpCC4513huKUK6fh3jl7YUShBdv3WY9vnjgbp37uEQzot87cgUswLiFjEwCKiodwTQFB/6ThrSh78EpRmrsj0bT727jitLux67AP4PWKsLK5F753w5dx/Z2fwoqHx+KtXx+Exf+7P6J1RQw8+A0EA9aBIDY/9S411XMKDDY2pKwRG4QTTjgBX/rSl3DllVfi05/+NKZMmYKrrroKO++88+Y+tB6DcX8korQbvqMARCK3fxQqwlEVAABRbNlDUWKLqgex1YocZY3zZGFxxorasrLtKwbRTvNTa77dAoNMYnpuorvIva/nJ7eLWDo915TyJj0Gnn5PFaEwBwU49mj1C8AALiGlj7bQx//c/lns9eoCDDriDbSWPJz02cfwtcPn4un5o/HIs7vhhbg/mC/BCtCqGZiEqPhJsMY5RGsBpcYQX/vc4zhqwnyMGLwazXGAZ1bsijeXbI+v33o01pUbtMXJOCDailj99GgMOfIlNO70Ida+1Dc9UbxqjVMA4AF3KkCZo5Zx55zlLd+V7I/nK2i89utXtW329bfm7Qa49jWlfnMWpq9B/jUJ6XqVMo7M9lFaTWKryxWjttkpAiIylqlSrKMoec+p3RHVUOuOhDlz5uCmm27Cm2++ib/+9a8YMWIEfv/732P06NH42Mc+1q19U7BGbDCklJgyZQrWrl2L6667Dv/85z9x5pln4tJLL0WfPn029+ERRLeIWwvwihGYJyDD5EPmlYU7YPAbrVjJB2K3HSKMH7sEB+75Jj464U38t60ffrdiZ3z2+EXo/4GH9a0FlIWH/47wIAoCP7lsJloHhrhjzWjsu9MijOi1GuvbCvj70xMwrzQAH748BGtbGsA8CeaL5IMtrZ5rGLkKXq8ywg97b85TQhAAqMAAAO68804cf/zx+NrXvoZ58+ahXE7U87Vr1+KKK67ArFmzurV/CtaIbnHjjTfi6aefxtNPP4358+fD8zxMmDABZ555Jvbee2/cfvvtGD9+PO6+++6Nsl7atkStdDNHGQjTNgShAE/HVR3boQoMrJ1EUfXOrT5WzMoPMgparBUPhoJuueCxED5PFiMPOEOUyik+Z4hUXhlj8FOFJ0ptQt/niGKT9+ZZeWp5qxn4Ptfqh+d7eqwUND/geskXp7WH7yFWbSEEg1l0MwYPlOJWra6Fq3vBawwR9KugEjYmuVSMw2uI8M7rQ3HGn/fHjkNX4OP7vIoDPvImhoxcgQGFMtaUBL6y63wAwOJKI15fuRsOaPwAu/Z7H2tjHzusa8Ht7++Cvz82CU8/uxsaJy1B3wnLsO6/Q8E4g9+/gv77L0J5SX+wQCLo14qGUavQ8tb2aFs6QKt2PDCrD7DAc4oKPN8z5886l35gFDUgyV3T23oMvlLcaqxaYOehedxsr14v33Pz1HzrWgissceSylZu9VQz11ZsrZph8ihlVVFBOo6i3CSzvBU9ZCic94z9Pmkv7Y1wIWUN+MlPfoIbb7wRJ5xwAv785z/r+cmTJ2PGjBnd3j8Fa0S3uPzyy3HggQfiG9/4Bg488EA0NTWhWDRrGZ588sm44oorcOKJJ1ZVyBBdI++zKIrsKjdhKthiafpJxdanTSU2O3MCNMsezfsAjOOkCy0A5iUl6R6LEKfbeixC7NhW7SeSB5whdZzcD/M0KT6sYXFyZgKCxOY0wZifBhmqX5bgDH6QkxMTCqfYQGEvPcUDDpE6b2ouWtUb0foi+u6xFCv/szPAPTTstAbBwFasf2MQeCCwemiIOxfvhtv+eTCKQYidDlwI8dFlePf1oRhQjrF8oMSaIscrjw3GnOWTsXDJ9liBArb/5EIEe7RiyN7zIMo+Pvj3bohbGsECBhkG4IFA//0XgXGJcE0D1r8+DGvnjwDg6wDTbpDrFBtYFqYXcH3+/MBz+qgBgO97uZaz7/OajXD1fT2O6gID6KCsvcIT2/L0WHKdcZhrSzdnjqPkWgSqvlhou9Mu37TfLPa1b703hFMZamxQ++1hjwkij9deew0HH3xw1Xzfvn2xevXqbu+fgjWiWyxevLjDbaZNm7bRGgUSxKYibG7Empd2wIDJb0BUkjU9G8d+gLXzhyBc2Qu8FKLv3kshyh7WvjwE5TDAa4/uit7LB6B88Nt4Z2AFbe/1wcqHR+OF9920gPf/bzeURqwFYoZwVQPCtaYNjigH+OC+8dXVngCViBFbBAIeRB3FAvXcZ0tl2LBheOONN7DTTjs5848++ijGjBnT7f1TsEZsdAYPHowHH3xwcx/GVk/uN30JnRQtQpHbJ0qGAtKyRIFEOdBFBVaxQaI6qJ1HgEjVCMdyShU2LpzEcJ4qIm4bD+TaYJEw876f/A5jo9IElsUphIRIE/+FLyFSO9a26ZJtjP2p5qRWgLhTbOCnUU4EQISp7RZwbXwyCK1Y6WpOwbF+/iggCtDnI4sBJtGycHusfnoUWOBBxhwfPLgrZOiBKUUvFli/YDDWLxjsvJZMBVmpEiYqDWh5qyG9jenbqwI0qx9a9nZ43FHZeHoMvs9ziwocVcy+n2Uz2607AqXIeRyBZ9S0IKc4Qb2mtrLqZ1p76N5qzvUSOYUqQGq7p9ecex3GZj7OWJ+RUdGyKQDZ94Pdp1BbopEwYnNGySaqoRUMgNNOOw3nnHMOZs6cCcYY3nvvPcydOxfnn38+fvSjH3V7/xSsERsdxhgOOeSQzX0YWz0d2aDOh00Y6w8kWE1AoeZCy/q0queYvfNsnzX9gZnko9k5axw+GJJ5j4UQLPnX4vOCtsGijPVpArc0QPNMgBZFNWxQbqxS4UttYfnWWDXK9YPaCUaRCg4EA9KgRlg5a5IzIIyr7ifBsf7NEVi/YJieY0wCXrJ0VLhiuyQQVp9bvPPKQe7yUHbfN86r5hlnOjC0AzceGDuTWUGt73s6MPN8buWsmYBLbcu4ZZl6NfqzWQFYEsSl+1FzmWpQ9ZoH3Lz+HqvAs/LT9DVlzZnmzFHNps0qkpJO4Cbdax5I1wa1c9aS19n5skM2aJegAgPgggsuQHNzMz7+8Y+jra0NBx98MIrFIs4//3ycddZZ3d4/BWsEQRAEQdQNFRgkXH755bjooovw6quvQgiB8ePHo3fvDVOxTcEaQWxlCAHEWk1jiKJUXbIq26SlsnHb9omNosCUXJCtntN9qSJtico40oUFao57kU4Gj6VJDBeWlWUnlfucwVeqF5daUVMKi/AZQqsyVEjbBlVjo775HocITHGFUonMeTLqnLDsPS6MegTAKC6Bp1WWhFQVUxW0XFg2MjOVtRBa6UpUNbtvW/vlg/a2eq4dNc22PNX9bZVNWZ+cM3iBVRxgVXuyHIXM00UH3LFGlYrpWYpm4Flj36hviSrnvqaeUwHK9dhZtcCy0D0WOYUFAMARWda81UPNuj6rrHzr2s679qVdAaquLev9E0WmGjSOJSlqHUA5a4bGxsaN0vmAgjWC2MqwP5eiyHwu2ctNidBUuSEWkCoIUb+tOWYHaFFsdhhHxvoUsZu/BgAiAlPVmHaukfXhy1kEP7UCkzy15K6+ZYPF0tihykazA7SQCx0QxNLkr8VCWjlr5p++3c6j5jlMn7sdtPFYQqUkSSEgufkQB9KlqVQeFWdO4GZ2YgVnQriBV3twcxx2AOcEaIATpAFuw1vbtrStT25VxXq+XQ3KnTYd6nx4Vq6bXempA7HsvA7iuBOYq98mQDOreSX2qLlG8q4d3a7Dtj7t61DYwVrkXsOqqjOMTeVn+prbc8Jqd2MvN2W/r+y3B0FsLihYIwiCIAiibsgG3fhQsEYQWxn2t/4osuoEImPjxKGAiJSSIPRC7toSCgWYsv8sNa3m0lMiglRVoFahgUoC95jvjFWBgWA+fK6KDTh8pVZJM7btUNFBZahn91mTRn3zfe4UG3T6XIax3l8EoatEhWC6ca5amkpa1aVSSLBUuLPtUeYxrc50pbhA3VePM3anmrMtT3Ufu+Et83LUr8AzNqdVVOBZxQZ5RQWcWRWgPjdNiq35bAWobX8CWevbHXv6egn1mGfGANKlpNLrU1hqb60lpmyVzU4BsAoMtA0axYgtS1RXVkv3PUZVoO1DBQYbHwrWCGIrw07JiWOzTmgcCvPBE7md2VnmA0tauTqsyvOx8oDUB6AXmHFsctpYGpAwCHgwOWu2xaXGPvdMZaiQjlUGJHaokNWVoUJIxL4K8iSQWpFCcAgrMBPtVH+2h7aLAQhlY4YCUE12udV0WI+lG5RZuWnKGu4yXm0rVM3ZlieQyTuz8818T1ubtaxP32qQ68zZ+Wh2npod8Hl2Gw87GKu2QdVTCRxLNP8a8RAZq9luy2FdcyaZzLY+MyXS6suHkFXBWnbVAhWg2e+fKDJ5ofauiXyENC11uno/onNQsEYQBEEQRN0IibqW4tral++aPn16p7e9+uqru/VYFKwRxFaILSjYdk1g9VmzLVHPKiwAkCRbV0zCNbPVNHvnToNc34wzc9wLwVPrk8OHZ9mgpuea71SDCmnGACAkM3O+ud22O+3CA99nuthAbVcP3CoKEJaEwtRao1blbZ7KlvxtjXMqPDtDrg0KOGqa3d9M3WbUNK77pfnWOqHtWZ+2oqbm7Oa3urmtUw1qFLmkGtRUewZVyhrPHdvWp8dCp7eatj9jq5DAKXSxFLca160uqKnETlENACDMWJ9Wn7U865OKCzpG1qmsya1cWZs3b16ntmOs+81/KVgjiK2QWh8q9moGsZWXoy2gchqglUwuDwuF+0FnN8hVO/djgFtNRwGwONJzdhsPISOIHIvLrgwNONPfqnXrDskh0qq/iDMIz1R9CscGNQjrP1hc59d0IexgjVXNqwCNCZkbuAHQVbgAnCCuK7jBmlWlagVo9koE6redm2a34rBbcNSyPrM5a3Z1p+8bi7MQeE7+mm2Duo1ujSWqfgeOJZp/XSgLPWndYQVj6W+3XUf1NxWZDdxsuz977Vv5nLFtiUai5pcggsjjoYce2mSPRcEaQRAEQRB1s63aoJsSCtYIYiskV1mLoNW02K5ss9QDu9BAllNVouQbG7RSAQpp81vHWqoAnmoSG5vf2pIKwb3UBmU+ePqvpVZlaMHjiFMVTakxQgpdYOBzDuFZhQSWDaqwLVGA122D2vvU1idniJTionrXCemobKrWU8bSVeTqVNa4ZX3aNqc9l7VBOefuup6WmmZUttrWp62oAW6T26rmt3lFBV622tO8fmquYBUg1KoAdZaYilMbNK/Hn4iSaxGotuwrFT02alpUVWAgMmqa/Z6p9b4i2ocKDAyvvvoqFi1ahIq6HlOOOuqobu2XgjWC2IqJYiAMVdUa0x8sQTYXJ7WAeMnkqcnQqxqzKAYqyYel9CtglTQk8b3ECgVMG4WooqtBwSNwz1hZQna+MlR4ygY11aBFjwEdlPXHTouOGKijGzrnDHEa1LoBmlmJIE6rbUUsnZw22yb1rDk7iOss2aDMHrt/p1WgXrXdmTS/NWt9qnYd9oL32cDNDsaA1O5M910IPCeYK6TNcouBh0K6j4LH09fKDdYKXvUaoO1VgOauVhCb68x8KbCaNlcqkGH6gVgJdeCWWJ954+R3VI5hr6FrVi0wuw5DSblqXYCCNWDhwoU45phj8NJLL4ExpvPxVL5aHHfvgqImJwRBEARB1E0MIJZ1/GzuA9+AnHPOORg9ejTef/99NDY24pVXXsF//vMfNDU14eGHH+72/klZI4itGFsNqFSASiEZF8qxVtO8cgyvaJQGAJBtMVA0Y1lKbdKs/+Ms4aPmUzWD+8ay8szY8zliWV0ZKhmHZGmDWdZgFRYohc1aD9QqNhDSNMtN5qu/jdv91zqjsCk1Kors6k+mlasoinX/Nb2+qJCQwloOSxcbVKttAAA/83c7x1FrjnNu1jTl7rqe6rdZKspzbrcVNGZVidpqma2oAdX91IrW0lOmwIDVLCpQlqddVOCxtHqXleGzMoDqClCPJ/OIQsdaB5BYoOqaE5lrMse3lKFIrm8AqJixtNQ09d6IyjHidFwJHSeV7M8uQMoaMHfuXDz44IPYfvvtk/ct5/jYxz6GK6+8EmeffXanK0drQcoaQRAEQRBEN4jjGL179wYADBo0CO+99x4AYMcdd8Rrr73W7f2TskYQWzG2AmCvZhBFEn5OQnWUqgyFYgyRFhh4JQ+yLVUlAg5WsHtXWbKdWhidm35rMla5bqGeZ9yDzxOJQgpPq2mCcaf/WsErJmO13rwUWpmxiw3slQ2E536/zFeujMKmFhb3ONNjzpk+T+rv5JwJrZYxzhCnCo7OTYtNQQMTEmk9BaRVAKG2qweek7fGauSv2WqbvdwUz1luysvknrl91EwxgbqfUdnM7cXAMwUGmZUKTJ4aryowKHgcXo6a5rEyfFZJt624qxVEac6k3eNP5ftUKhn5y2o5owpm2iLdW02UzVhd+06BQSgQRWalAnvVAlLWOg9VgwJ77LEHXnzxRYwZMwYHHHAAfvrTn6JQKODmm2/GmDFjur1/CtYIYisnrQdApQIUk/gnWSJHVbmVI0Tl5APYK6kPsRheydigrGQq5pjaoV+BTAMB5vtuZSiQVIdagRtiNe+D+3nrhEaQaRAn4EGIZN+FtMrULjAoeLVEfwFlCMRCAgV1EswWXDegjFHLPNABmlVUkARxpsDAtj+BpPGtUxmqbdBMgYH1X1V28GlkB2PZY1NjOzBTNq1td9q3O2t8WjaoOidOVafPnWICM5cGWgXPqQAt+Oa1KXomGLOrPQMduJmiAi99zT1e0YUEHovcNUD1clJWMYGwrrecClAZWoFbJTRrf9o2aCggUptT9VZLrM+0ACZTAWrtjugCZIMCF198MdavXw8A+MlPfoLPfOYzOOiggzBw4ED8+c9/7vb+KVgjCIIgCKJuSFkDpk6dqsdjxozBq6++ig8//BDbbbcdrWBAEATylYFCUmQAAF7RM4tVKyuoKMCV9Vk0NigCDllU1mbkqBhOGw8A8EJA2Z2MgSmVLarof04e5xDKBuVcJ+hniw2ArJpmbFBbcUuUspxCggLAozyVSqlm5nbOGULVroMxywZlOhFfCuGobEBib7K0nxoXUv/3FELk2rFdsUNtC1QdY/LbXdw9zwa11TTbBlWqGOcsdwmpILNaAZDanda2qsCg4LvFA7YNqlS0oqWy1SoqUIUEHitre5TFlnIWx0mrDsBS08L8dh2WTS/D2Fj5bWa5KdkWGYVZXftWb7WoHDvKNPVWq49tdbmp6dOn48c//jF69erV4TqhtDYoQWzjqGLESggU0p5rlQpDJe1t65djxOkHWZwGYlE5gpeOZTmGDJIPMlYSelkeFoSAn34w+p7xhnzf/LaqQWVqgzLGgDQQ4wHXS0xl89dUXpPUVmXRDdByrVCh1wyFL6ACNi/HTvQ4cwI4FUBwK38tioVTWamCrmzgBrhNeG0b1IObs6atz5z/rkIIJwCzyean6bFjg2bWBs0EaLoprsf1OcnmpqltnCWkrKBNV4Ba1qe97qdtfRY8dz3QIG0I7KdBmc/LNfPUuLSDsTTojyvG/lTXVhxZXr8buOmegGVriam22FlaKkotz1h/YYlMBajlpIah1A9jFfgSnWBbtUHnzZuHMAz1uBakrBEEQRAEQWwG7LVBN/Y6oRSsEUQPoVKBVtOKRSNGFMoxPKvnGgDEPkdcVApapK1P2RYBaWK6DDiYb9Q0mSpqTEkRvp/4iwDAPa2mgXHoLHthig182/rkHmRaYKBsMnBAosF6RkreyCpRysLkudvwGt9io1hta9QtHjE979n2qKWyiZzeatKyPrNLYDlHmrFCvcxzydqf6rHtcZ6KlreQO2fG7uScWWoZg8eq7VG72EBXgNpzGeuzkFNUUPTceZ+3Jo+TvqacRboy2GcVa94qKhCRUdEslU3/thqgyYzKZleAahvUskTjcqztz9jqrRZZvdUcoc5dIYjoJJSzBixatAgjR47MVdEWLVqEUaNGdWv/FKwRRA9BiMxyOakFWKkkVigAxw5V9hAPOJiyjYIYCMyYBZYNquxPFYg57TxCHaxJ7iWtPACAcf3Pi3PL+hQmcFPxixCeCdzSth7pLagO2LLzVgDGqu1EOzeNM6btF48ZGzRbARpngjEhpRPA2blsCpnxz+ppisssm5R7rGZgpuY863YnT822R61gLbAsT7W9aX7rtuKoZX2qJaacalBWNktI6QDN5KzZlqiTpxaFpk1HVNGtO5woSlUi251rKxXT8LYtNuNyrCtAo3Lk2J9AErTZ3T/Mcm1kf9bLtmqD2owePRpLly7F4MGDnfmVK1di9OjR3V5uioI1giAIgiDqhpS1pFgiT1Vbt24dSqVSt/dPwRpB9CDsyrYgtUQLBThLT6nfcWqZ2ZWhIuDgBWODytQSZb4pNtC91zg3ahvnxhKNfUjVDyxTbID0f5lgHEJtn6oZknFbKMtR14CswsaZrBo7c7YqFZkGuW41aH5vNVtRU3O22mbP66MU3BrLTi8tn7U+7XEtFc0cv5kLvBoqW04jXN+zeqqpnmxWpWfRanLbrvWpqj25sTnNXNlqiluuXVSgiwlC1/5Mf5sF262igjarArQc6SbP2QpQ2/5Uv7VQ57ZqI+pkW1bWVBUoYww//OEP0djYqG+L4xhPPvkk9t57724/DgVrBNGDsJ2jQiH5R9jWxrRbaduhkcpvagmTQAoAD0xlqAwiHawh4GB6J+lan5ybdh52sJbNX9PzHFztwspZU/GXBHdjMt2ho7YlagdmXjvBWnYFAxXIRLHQQVwSrJnALdbBGPRcniUat5ez1sGHUV5+nR2seRnrM1sNyjl0Plp7AZpdJeoEbpadCbhtOQqZYK2W9elYntwEaclcReescWkHZZXaeWr2Nw6o5rdmTpZVsGavWmBsUFGOEbYk20R2JbRVAdrWluwuDKVjiRL1sS0Ha6oKVEqJl156CYVCQd9WKBSw11574fzzz+/241CwRhAEQRAEUQeqCvSkk07CL37xC/Tt23ejPA4FawTRA6mERj3wvKRJLmAa5fLWCDxNKo8DrtdNDCw1LbFBU7+oECd91wCApzvm3ChonANKEWJmXjIGxowSpvB8q8BA4fbE7dAS5YyjEufZoEaeU2POuaOsKQXMthmFlI7KlrU5s2pbbjVoRimop8AgWyBRS0XLHr+tpnHGHLtTbR9YTXETy9NYm8lc1vpM78c7YX3yslUNatQ2D2nRSBwCYXrtRKHb/DZMt7F9yTY1Z13MldD0UCtbRQWWyhZZ1mdcjhG2pvNWBah+iDayPzcElLMG3HrrrRt1/xSsEUQPJLI6HBRCiUolrQxN89g8a33EKODgrWnj0oCD1bBBpdVCAkCydqiaq9htPKwgDoD6f8ySO6d/cG3N2jgVoh1YoklwZgdudkuP5PYoXXEgFBJRanH6gunFu7OWqD2uqgbNBHB2IBZL2wqtfl7mNpkboCXHYsZeXkVrJjBTv+3mtzxnXCtAy65EoH7ba30WrXGH1qfd9FbnrrVadqep9JRhmwnQwjIQWoljKictL0+tJXRXKtA5azFEGrhFraEOzOKy2wBX/VYVoHbrDqJ+hHTfA125X0/igQcewAMPPIDly5frdYQVM2fO7Na+KVgjCIIgCKJuSFkDLrvsMsyYMQNNTU0YNmzYBlm1wIaCNYLooWglITCVoW16pSgB3mL6rEWqwKA1BEutLxZwCC/dxmNaRVNNc5lVVCB5m1kuySk2sLZhPNcSdRQ2JbxJ61upcOcZEnWNW/viTGrVyShs0rFGbcVNzfu+q7Iptcz3efXaoLK695oa5yVKd2SB2mTVtqyCpsa6GtQuKrCszzw1jTNXQTPLQ/EqZc0uKrCtz4BLbXFyFtW0Ph1FDahtfcahq7g5BQTG8gQAtJXdooK0eEC0RNoSFS0hwlarqCBVjcOWCGFZqN2oh3BUNqL7bMsFBoobb7wRt912G44//viNsn8K1giih6JU+LYy4PsmOAGSoM33kw+6sMXKX/M5It+sDao+/J38tTSAYx6zmuJy064j/VvNQ33DZDzfEk2pskVVgAahg7dYFKzctqIJwGIJj7k2aCWWJmeNcR2geUzCT9ewjER+4Cak1JZoflPc6tYeyfF1P2fNXuc0WwHablNcxmoGaHoFg4z1qSxROzfNntMLsvNybp6ax13r0wnSgGrr05m3rM80J02Wy1XVoKhUIFuM3WnnqQlV9dnmrlQQtpgKUDtIA4ByWeo5aoK7YaBgDahUKpg8efJG239eW3CCIAiCIAiik5xyyin44x//uNH2T8oaQfRw7DVDbYWtzUvtvyBGlCoUjDPdc80uNhBeCGTWpRQeA0+Ty9MbkO7EVIzWQEL3x3XIKzrIFhsolS1R3JQl6qOSCn92c1xVYBAJiSiVUZJxvsqmxkICUVy93FSuDSpllS1aD3mNcbOVobk2qHpdmJnvjJpmzwfW7cr6zNqdaimppMDA6qNWq5gAAMJyoqgBriUalo0vaZdk2pWf6e2ixRQSiJZQq2l2UUFcjkzVZ0uoiwra2qSjqAG0BujGgHLWgLa2Ntx8883497//jQkTJiBQuScpV199dbf2T8EaQRAEQRB1I1CnDYqeE629+OKLeqWCl19+2bltQxQbULBGENsASsTQa7Fb67L7rbG1gkGEsDXNPfOYLjbgnJmVDXiqglhFB0mxQZp3BKu9h91/LYOTvwYAVlGB7wEszTdjItYrCzApEIlC+phuLhvzkm+yWjkS0io2MLlsPkeuyhZwqb/ph47KZtQ2kdNnzd5mQ+Ws5S5Gzy1FTdVyMLNtwJkzn6emcYbcAgI15zFploeyctM4C/VKBD4zS0j5vFKzjxqQyVOz23Vk1nmS5WqVTRUS2EUFzkoFVlFB2BqZVjTlGJVW01NNt2jLtG8jNhzJ+6G++/UUVHPcjQUFawSxDaB6SZmgTaKtLf0w9wE/TchmnOlAi1vjAmeQaeCmq0K90BozE3RxqydbJ46tKmgDACngeWmAxmNwZX0KAcZT60uaYI0jBpfpc7CsUW0LWjZoKGRu4CYkdODmc+kEacnjmWDOTqi24zHRyX5rWewea06gxuwAzQRjnhW02beroCsJyvIDtDwb1LE4Wdpzj1fM2O6hZq336SwhlS0mAKqtTztiSi9GWW5z5mVrusyU6qHWEpqigpZQB25hS4SoRVmfkS4qiFoiU0jaZnqqqWuf+qpteLJ9B7tyv57EnDlzcNNNN2HhwoX4y1/+ghEjRuD3v/89Ro8ejY997GPd2jcVGBAEQRAEUTfqy0s9Pz2FO++8E1OnTkVDQwOee+45lFO1eO3atbjiiiu6vX9S1ghiG0JZQr4HcG6KDVRSPvMiY30GHDxI+1VxhsDTHlvyC4BQ6o01zyyZqFYhQR4SVn81yxLlntmJbX0yKcCErb5Feh4AhPTBmbJGfV1sYKtssYRThGBbn5FwlTNXTTPPylbcbLryQZRd0D2roKk5W0VTc0YdM5aorZp5lsqWVdOUcmYra1yraVFuIQFnYaKoAe33UQOqrU9dVFA2/dQclS2EXG/6qAGAXG9adIiW0GrLEemVCsLWEFFaYNDWJvV1Xi6bcVv7NS8E0S1+8pOf4MYbb8QJJ5yAP//5z3p+8uTJmDFjRrf3T8EaQWyDJL3XkrHn2W3RBHjaZy3yQ93olnEG7pkxkFaDpnMCAPdMkGaHHrk2Zx5SQOpKTwshwP103rOCNSuXjUsfsRXEAWmwlgZwtQK3SEgEaYAWCtfaNMGa1WfNCtz04cns351+xg6u/enmpqk5OydN/batTzd/rTpwywZo2WDNY6HJWWORk5umgjgWG7sTcTt91ID2rU87cGtN51siE6SpAK1sctbilshpeKuqmOO2GOVW0/zWzlOjHLWNjxCyKl+zs/frKbz22ms4+OCDq+b79u2L1atXd3v/ZIMSBEEQBFE3Kmetnp+ewrBhw/DGG29UzT/66KMYM2ZMt/dPyhpBbINEkVEcODeLi/s+4LeaFQr00lOekXiUsuZ53LQ/80wBgk1WYXMVs8w/ail1Vr5jiQqhbVEmJTyuiiFM4QGXgSk2sNW0WmNLZVNKmC9c5SysUtbcsXkaskppq4esimb/VrfnVYMGjg2K9HlZi763o6ZllTXOQl1IYKtsSSFB2sjOXn0gtqzPsFytrLW5ylqu9dlaNisUtISQZdNTLZmLELcoNS00/dRazThsdYsKVE+1tjIVFGwKaAUD4LTTTsM555yDmTNngjGG9957D3PnzsX555+PH/3oR93ePwVrBLGNoqwizkz+WrKkUTrPI7Pep4UdwClp3i58zMr1NS3RbLlkQQC+mZPqH7kUYNYYPPm3xX0B5pkAjYm0pQPSnCbWTrBmjaVMmwCzADI9eiEl/HZy1uKqYM39ux6ygVl2zutEzhpLXwmPVXTrk/YCNJ2fBitYS1t0cBYmlieQWJ0i0mNpz9vBmr2EFOC24mjH+pRWTppYW9Hzas5u0RGuS263q0HbykBLS7JrylPb9GzKatDrr78eV111FZYuXYqPfOQjuPbaa3HQQQfV3P6RRx7B9OnT8corr2D48OG44IILcPrpp+vb77rrLlxxxRV44403EIYhdtllF3znO9/p8hqfF1xwAZqbm/Hxj38cbW1tOPjgg1EsFnH++efjrLPO6vLzzEI2KEEQBEEQWzx33HEHzj33XFx00UWYN28eDjroIBxxxBFYtGhR7vZvvfUWjjzySBx00EGYN28efvCDH+Dss8/GnXfeqbcZMGAALrroIsydOxcvvvgiTjrpJJx00km47777unx8l19+OVasWIGnnnoKTzzxBD744AP8+Mc/rvv52jApe5AOSRB1sGbNGvTr1w+/wVg0Im+9o54N50BjQzJubAQaGhKlpncvoFRKE9Z7Byj0TprRFnqnFmKjr+d4YwCezrNeAXhjOm4MwBoTJYw1FIFS0gMNhQJYUY3TZVlKJTMOCkCQ3u4XgLThLfN8PYZfSH4AgHuQqeIWi+R+sfQhZLJtDDMW0kecjqXkEDK9nzTKmpTcbGOpbZ0pMDDz3akG7VyBAYPQShljwlLWQm1tMiZqqml25SeQLMzOlIImYqOURaafmowj1+5U1Z5hxVXUALfhrZXtn7U+teW5PoRYZ1Q2AKisq2gFrbIuREUpa+tCtLUl53jdeqC1NRm3tAAt6XryPanpamdpQYxT8Saam5vRt2/fjfpY6n/ndQ+/gobefbp8/9Z1a3H2oR/p9LEecMAB2HfffXHDDTfoud133x2f+9zncOWVV1Zt/73vfQ/33HMP5s+fr+dOP/10vPDCC5g7d27Nx9l3333x6U9/ukuB1qJFizBy5Mjc1QoWLVqEUaNGdXpfeZANShDbOELY+WuuJaqMS7ulh5u/lgQy9ip4maU8HVSrDQhroRm7AlRU56lBxICXfrD7BSd/TVtzXgHMS2xQX1mjzIdI7U4u/Vx7NAnKkn+DHio6cJOSw0NFj4EkaFNjAc+Z1+eyzty1vHy15JwIY2ciNqs6pGeYMQGO2IxVgIZYB2DJfH6ApsYcxuJEnI5jk6cm7QpQK3BD5K5EoMYmQHPX+pRlk4dmW5+6Xcc6E7jZTW5NbprbokMFZY71Wd42g7TNSXdt0DVr1jjzxWIRRfVlLqVSqeDZZ5/F97//fWd+ypQpePzxx3P3P3fuXEyZMsWZmzp1Km655RaEYVi1fqeUEg8++CBee+01/M///E+Xnsvo0aOxdOlSDB482JlfuXIlRo8ejVjlfNYJ2aAEQRAEQdRNd5vijhw5Ev369dM/eSrZihUrEMcxhgwZ4swPGTIEy5Ytyz2uZcuW5W4fRRFWrFih55qbm9G7d28UCgV8+tOfxi9/+UscdthhXToHUspcVW3dunUolUpd2lcepKwRWz2XX345/u///g/PP/88CoXCBulps61hL0elCgwYc/uvMd5+WZ39HZVZ37JZmo3PY6HlJldFS/6RSSHM/YTZ1ik8kEZxk3EEpmzQOAb89AhSZYh7PrinEueNyubDWJxC+vC0zRlotSyWPmRqiXekrKnb7G2ziBx7XSliWWw7U/2tts9T1li6H49FVlFBCFWraxcVMAhXTVMKmVLTRGQUNBGZSk/HEg3dQgJnjU9jfwJwCwxaK07DW131ubbiFhOoyk9ld7ZG2vqMWqLcfmptVu0CVX9uemJZX5+1OA3WFi9e7NigWVXNJhsQ1QqS2ts+O9+nTx88//zzWLduHR544AFMnz4dY8aMwaGHHtrhc5g+fbre3w9/+EM0Njbq2+I4xpNPPqkXeO8OFKwRWz2VSgVf+tKXMGnSJNxyyy2b+3C2aioVO0CTmYXGk6Cgo++IAeBUifI0WBPWPGIJ1pjxqoSAVCsSRAXXEi2ocZQEDgDgBaZilEcm10rltAnfDdzSKkfJ821QgQgyXTPUA9c5bnawJvTYBF9ScscKtec7iwqy9N9WMGbmYvA8G1QHXybI4yzMtUGZiEwLjjgyNrK2PsMkJw1wA7TYCtCiyARjdh6anbNmt+uwFmQXeXlqLZFjfdpBGuDmrLWtj7X1mW3RoR6S2PR01wbt27dvhzlrgwYNgud5VSra8uXLq9QzxdChQ3O3930fAwcO1HOcc+y8884AgL333hvz58/HlVde2algbd68eQCSIPCll15CoVDQtxUKBey11144//zzO9xPR1CwRmz1XHbZZQCA2267bfMeCEEQBLFRKBQKmDhxImbPno1jjjlGz8+ePRtHH3107n0mTZqEe++915m7//770dTUVJWvZiOl1Gt7dsRDDz0EADjppJPwi1/8YqMVdVCwRmxzlMtl542YTW7d1nF7U5nOaGbJz/YVNikE1HdLp9gglhBKORNSW55cKWhRbJriCmkKCaLYeFuFglHZPEsZ8guQwlKMgMQiVdat8HV/NubF8NLGr+A+OEuLClBxbVBWXWAgLLszq66pbWxEB+oazyhqgFtUkPxtFRCgczYoQ2yKBkSUNBxW58ZW09Jz5tidup+avaxURk1T1mZWTWuzKj+R2p1tVsPb9andWY4c69O2OW1FTc21rU+O07Y+W1ulo7IRmw9Zp7Imu3if6dOn4/jjj0dTUxMmTZqEm2++GYsWLdJ90y688EIsWbIEv/vd7wAklZ+/+tWvMH36dJx66qmYO3cubrnlFvzpT3/S+7zyyivR1NSEsWPHolKpYNasWfjd737nVJx2hltvvRWrV6/Gz3/+c8yfPx+MMYwfPx4nn3wy+vXr16V95UHBGrHNceWVV2o1jqhNddCWzQuJO7ZEYwkvTtfqjKVjg6rOsiL9zRqlqRaNokwumzUfpaFgIbDsuzhZ5BTQ7TykiNNV4NOWH9xeDDUdsxDcU2Om5z1u5adZLTx08MXg5rQx6G0Uogv1W9zOUcvkqzErty1rg3IWmgBNChNoSWnOjT0fm2BMWsGaE6A5KxWk83ZuWhQnQZqad9p0GGsTSKxPY4PGlvUZmlUJWkNtc2bz04DE+lQxYEuL1aKjlYK0LYVNtYLBsccei5UrV2LGjBlYunQp9thjD8yaNQs77rgjAGDp0qVOz7XRo0dj1qxZOO+88/DrX/8aw4cPx3XXXYcvfOELepv169fjjDPOwLvvvouGhgaMGzcOf/jDH3Dsscd26dieeeYZTJ06FQ0NDdh///0hpcTVV1+Nyy+/HPfffz/23XffLu0vC/VZI7ZILr300g4DqqeffhpNTU3679tuuw3nnntuhwUGecrayJEjt9k+a+2hipgaG0z/NZU/WyoCpV7J+bJ7rgUNPvy0t1rQEMBTfdYarf5rJQ9Mj9XtPlgxtSYKwf/f3t0HR1Xd/wN/33t3NxvLQ9UtUBRMCk4rBawmlYEWh8x0AtgiOC2FTk3FATowgga+2iqogP3ZtBWLivJgywCdaSntAGLnC5UwUwFHWiuCjLR05GnCEChPGr6SZB/uOb8/9j6cu3sTkks2u0nerxkmN2fv7l62Nnnz+ZxzrvvmkTC0sBXQQka6umafY9+NPhTJCmvQQ20IazrgE9akdo2wBmQtQLDPsTGsMazlQz72Wft///sBop9r/z5rzVf/D09/++5OudZcGzt2LIYOHYrf/OY3CFk/l1KpFGbNmoUTJ05g79691/X6rKxRQZo3bx6mT5/e6jklJSWBXttvDx/yp96SKuNmUZbslqg03ZaINCXC1rGR3j02/QoirLRB7RadAJJW8LhBuAsMUhHIiBUgIuF0WxRIBwk7uIWUYztsKKFMGm5wgxGCZoc13QBMe0VFCLAn4hshZ7WYbrdMNR1Sb70Nmv6Ugu2I5LcCND3utkGd+6V67puqtDid8ZSyQMOE9Gl9eluiSmhTQplnpafpE9zUlmhj0m15xq1bfzUmIZtN53E7rJmNKSTtRQVNKSWsJT0hDfDeSqqpibeSKkRCBLt1VHfaD+/999/3BDUACIVC+MlPfuIpKgTFsEYFKRaLIRaL5fsyiIjoGkwpnW042vu87qJPnz6oq6vDV77yFc/46dOn0bt3+6uOmRjWqMurq6vD5cuXUVdXB9M0cejQIQDA0KFD0atXr/xeXDdhT+ROcyts7r+MTRQp1TTp809mYUqE7flppoSWtCpT9ljScKptmpDQiqyKkrrAIBWBjLj7qTlVtpCRrgTZx0C6RWq3REXKbX2aSefWVNCNdIs0fQHptiiQrsrZx8pX+44Nmqan26a2zHMzSJ9xp0qWdbLwlhzUm9iLjMqasu8cTNMz7tmCw7mFVEZLVN2OA/BW09R2Z+Z2Hc7N2ZNOFS2z5QlkV9bsPdTMuHJXgs8S7t0Kmtx91NTFA3brs7k5879FosIwbdo0zJw5E8uXL8eYMWOgaRreeecdPPHEE/jBD35w3a/PsEZd3rPPPouNGzc63991110A0kuq27JPDrWNc79F9z5RUFui9krPqL3Rqn2WFcbCQjqrv8JCQhfWxrROWAs5e7IhKYCE4RxrUSVMKCtDpXWshSPZYS0SSbdHgXRws0OZEQKU1aDSUOav2a1SU08HMnvc/moHNF33D2iZocwOd2iBXx9IDXFqGFNbnmooUx+3W5xSeDe6VVul9ngq5X5mauvT+kxlMuF9XAlrTgBrTnnCmlDmqgHpdqi6h5ppbYSbbEwh1aTurZY+bm6Wzvw0rvrsOoQI1tLsTm3Q5cuXQ9M0/OhHP0LK+v9QOBzG3Llz8Ytf/OK6X59hjbq8DRs2cI81IqI8ud5NcbuDSCSCl19+GTU1NTh+/DiklBg6dKjnjgbXg2GNiNrFbx82IdSWqARgtcOEdCprUkiEkvY+asJpiepWO1QXEsLa5kNLCqdNmj62VoxGBbSUUhmyJvPKiOltf8Jqn3paovbKUcO9TYMR8l0NCl13W5fOV8091n0qb5nH9nNa4zdnJ6Oy5qmcORU1pcLmqaz5rAY1lcUGnpayW1nztDvVapqyGtS+PZRsNpXKWcq3ymZX00SziaRVQUs1ppCyHk81Jp02aKoxhebm7BWe9t0JuOqz8PXksNbY2IgnnngCb7zxBpLJJL71rW/hlVde6fA51wxrRBSI+gtUCOnkByE0Z/+kqEg6Yc1MCYjisHu+NW5YQSyUFO7WHmpASwpo9irRpOEeF5nQwlYYU4KbG+DcMc0IeYObHdZCyriubuOhe2+Sao8pYS0rzKnnOt9fY2Wo37w1NcBltUEz56xJ7zw2p/Up3NCVUsOaEtDMlHdrDudxJaAlrXPjSkBrNlsIbm7LM2UFOHVuWnrDW2s1aLPpjKurPeNxZbVnRjuUCpdEsH3WJLp+WFuyZAk2bNiAH/7wh4hGo9i0aRPmzp2LP//5zx36PgxrREREFFhPrqxt3boV69atc7aaevDBB/GNb3wDpmnCMDpu306GNSIKzK56qBOM0z+4NWc8YlVqilJCaYkKCKtCFi627nCQMjytUbWapiesF08azl5ssll3N9QNp6AVeStrSCScvddkRgXNWQGqtkQ9FTdlXP2qVtP0FipqftU0v7HMqpqn/an8ElMrZ2qVzf7qc7subzXNVFaGZlTc1IUF1phTNUsKp2oG5Vg2mxDx7Cqb2vI0rcpasilzUUH6ON4knGJeY6NyQ/bmrDtWERW006dPY+zYsc7399xzD0KhEOrr6zFo0KAOex+GNSK6bolEZn5w57LZNyIQQjgrRb3z16x2aMoNcKFk2HlcTxrOuJY0oFlBQIsqwS2su+EubK8Q1d32XsjwtEmlz/y19F0O7GCmueerYU193KZnBDf9Gq3PlqhL44TwGZPZ40K4bUvlcdnqPLXslbXS/hxbCWh+LVERN52WZ6op6cxJM5W5ae48NXdumnqPz8zWp3151HWYQsIMUCUL8pxCY5omIvaG3JZQKOSsCO0oDGtEREQUWE9ug0opMWPGDM9dcZqbmzFnzhx87nOfc8a2bt16Xe/DsEZEHcL+h2RjKy1RexJyJJVExGp/mnY79IYQhLWoQCQFzLhhjYehW9UZvchwW58ZVTapVtwAaGEDWthq74V1dzFC5qICe0GCrnvH1YqbM5ZRUVO/tnZ8LX5VNfs4s7qmnOOpoKktTk/Fzdv6tCtkSAqlomav6DQB5bilappd6Uw2Jt0qWtz0tDyBdIUt0ZR+XL2NaHOzf+uzO+271ZN01o3cC9FDDz2UNfbggw92+PswrBFRhxLCu4Gu/a9n0wRSqXTYiUaBlBUgotYvfpEUCN9gH4dgKOOGFcBCyrimzFlDXIduzVmTcStkhXVnHpsW1iEjVojTk0DYPkdpj+qa7/w16WmDKpviKmFM03yCm8pvvKVkIpTtOtTz0mnXZ8xnnpqQSovTdNvFQgIJe7sO4ZmfBgBICGc+mqcNmhRKKEs5c9LSAU1Z+amENCC9ya3diVYDWiLB1Z7dSU+urK1fv75T3odhjYiIiALryWGtszCsEVHONDe73bhoyv3hnEq5Cw9S1grQaCoFkUpXeIwiE+FiqyWaCsGwxs1m062yFYU87VHTrw1qj4V1IGw4x5pVWZOGDi1slX7COjTDp3Lm0xp1vre+Sr/KWdA2qPp9Vhs0Y4GBugJUuKtt1RYnTOFZQOC0Oa/RBlXbnWo1zUy5VTaz2d1HzYybSMbT56srOu3KWTLJhQREQTGsEVFO2b+UP1M2x48WSZjONCrNOS9qhbJI0l0ZasRNhIrSgcmI+gc3vdlAyA5pcbfFaYcyrcgADKU9ao0jbLgBLaxDs9ucEcM9dgKc5h/m7O+dY5+7FrSlDSp8tutQj9UwZp9ruvdbRcJ0j5NqcDO9Yc26S4SMm9lhLSmc1Z0iZbYY0NRVn/ax2tq0t92Ix6VzrK4Ape6FlbXcY1gjIiKiwIQpIcwAYS3Ac3oqhjUi6jR2ZSVdRbOP3daoXYWLJIGINRE+Ejdh2pW1jCqb3QYNFRkwrYqaHjacMd2urDV726B2tUytvsHQ3GNdbYm6FTa32qa8hlpJMzKqan5VNpVfZUH5BSaFdL83hVs5UypsbrVNbX1Kb9XM3ow4ow3qtjmtalrS9IwJp4rZcjXNXkCQSHgravaYXW1j27MbEwIyyFJeLv9tM4Y1IiIiCkzIgG3QbrB1R2dhWCOiTpdKpeewAekqWnpMIulUaTT7TlGImkCohSqbYVXCzKKQU0WzK29mXHfG9JDhnKtnLTBw70rgVtnU+WtWdU7XII3sfdY0z1grVbbWqO0g5ZeeNKW3+uDcrsuep6ZW25TKmpC+CwxEUjj72omUW0XzVNOsYzOecs7NrKbZcw+bm91qWjLpnZ9mn0vdH+es5R7DGhHllXN7ypQb3CJh7wIEO7glMtqjdjDT46YTzOwwp4cN6KH0mBFWgltYh26t8NQNzW2VqgsMMkJceiyjDWrRdM0/mAUNa8r3Uv1l1lIbVA1lwm13OkHMlBApu83pjptJ4bQ5RdLdN00NcH7tTvWWouoKz0TSHWd3i6hjMawRERFRYKys5R7DGhEVBCG8CxCcxQYRtz0aDmtIWD+11EUIoZCJUChdyXIra7qn9WkvPNBD3nG7WqaH3e06PBW3a1TWPFt6WN8H+wAy2p8ZY36VNSmkp4JmPy6SpnKstj6FU0XzjKvtTmfBh3fxgP2/h9ruzKy4Uc8kzGArO4WZg4vpphjWiKjgqGEt3fpMH4dC0m2JKvPaQqH0YwAQSaScMSeUhdw2qNoS1fSM9qjurvB0znFWfeqeMGfTMsOaMt5WMqPCIH3aoGoYs1feSdMNa1KpbqjtTikyWp9KcLPDmvpZp5xVuv7z0dQQx4BGACtrnYFhjYiIiAKTQmb9g6Otz6O2YVgjooKmVtl03bsIIW6tOoxEAMOqbnmrbenKUcgQzv3ajbDuLDzQlHanrlbTlH3WPOfq3oqaPZ45ljl+LTJzbzVl3FNdsytr1vkiJZQqnFI1U9qj0pTufmlJ4VbOTG8VDUhX0kzT3SNNrbhx8QC1RAgBEeA/jCDP6akY1oioy1DntSUScAJYJOG2Qe0AFw5rzuPp4GYfC+iaUMbd0KUGs8wwpuveMc1n647M1ue1WqF+lYXssCaUYyukKaFNKsd2KJOm9Mw9s19SDb7qcTIps8bUlih/pxLlF8MaERERBcY5a7nHsEZEXZIQ8KxKVKtoABAypG9lzTC8FTddl9ax9FTc7Huv655qmrsAoSPan6rWWqH2mMxsgwrpVL0yK2jquF0hM03pW1lLmdljRG0lRMB7gzKstRnDGhF1C5nzrwBvgLP2wUUo5IY4XXfnuuk6PON2WLPbq7ouPbtyuGEueyx93PbQJjzz0uA59nwvveeooUwIb9vSdAJdRuuTwYw6mAxYWeMCg7ZjWCMiIqLA2AbNPYY1Iuq2/KptagUtZKhtULWa5h5rmlt5U6tpLVfU7CPp+7gtc9J+ZkUt81itstlfpZS+VTbPscmFApRb3Loj9xjWiKhH8cx1U8az2qCafSzdMZ+w1lJos0NeW0h57TaoX1gTwtsaZSgj6p4Y1oiIiCgwtkFzj2GNiAjeipuf1qppfgsP1DZoW9/fOZY+Yz6VNaJCIMyAq0EDPKenYlgjImqDzJWZRJTGOxjkHsMaERERBcY2aO4xrBEREVFgQgYMa5Jhra18FpQTERERUaFgZY2IiIgCYxs09xjWiIiIKDBpSs+9bdvzPGobhjUiIiIKTIpgVTLJxaBtxrBGREREgbENmnsMa0RERBSYFAIywJ5pQZ7TU3E1KBEREVEBY2WNiIiIAuMCg9xjWCMiIqLApJCQgRYYMKy1FcMaERERBSZFwMoaw1qbMawRERFRYKys5R7DGhEREQVnivSfIM+jNuFqUCIiIqICxsoaERERBcY2aO4xrBEREVFg3Loj9xjWiIiIKDBW1nKPYY2IiIiCEyL9J8jzqE0Y1oiIiCgw7rOWe1wNSkRERFTAWFkjIiKiwDhnLfcY1oiIiCgwaUpInatBc4lhjYiIiAJjZS33GNaIiIgoOFMCepDbTTGstRXDGhEREQXGylrucTUoERERUQFjZY2IiIgC4wKD3GNYIyIiosDYBs09hjUiIiIKLuAdDMCw1mYMa0RERBQc7w2ac1xgQERERFTAWFkjIiKiwKQpITUuMMglhjUiIiIKjAsMco9hjYiIiAJjZS33OGeNurRTp05h5syZKC0tRXFxMYYMGYIlS5YgkUjk+9KIiHoGe4FBkD/ttGrVKpSWliIajaKsrAz79u1r9fw9e/agrKwM0WgUX/rSl7BmzZqsc7Zs2YJhw4ahqKgIw4YNw7Zt29p9XbnGsEZd2tGjRyGEwNq1a3HkyBGsWLECa9aswaJFi/J9aUREPYI0ZeA/7bF582ZUV1dj8eLFOHjwIMaOHYuJEyeirq7O9/yTJ0/ivvvuw9ixY3Hw4EEsWrQIjz76KLZs2eKcs3//fkybNg1VVVX48MMPUVVVhe9///v4xz/+cV2fSUfTpJSsQ1K38sILL2D16tU4ceJEm86/cuUK+vbti99gCG6AkeOrIyLKnUaYmI3jaGhoQJ8+fXL6XvbPzjvLX4QRKm73881UEz58/3/afK2jRo3C3XffjdWrVztjd9xxB6ZMmYKampqs83/605/izTffxL///W9nbM6cOfjwww+xf/9+AMC0adNw5coV7Ny50zlnwoQJuPHGG7Fp06Z2/51yhXPWqNtpaGjATTfd1OLj8Xgc8Xjccz4ANIF7/hBR12b/HOvMOkwq1RTo/UyzGUA69KmKiopQVFTkGUskEjhw4ACefPJJz3hlZSXeffdd39ffv38/KisrPWPjx4/HunXrkEwmEQ6HsX//fixYsCDrnJdeeqndf59cYlijbuX48eNYuXIlXnzxxRbPqampwbJly7LGH8XJXF4aEVGnuXTpEvr27ZvT94hEIhgwYACOHHo68Gv06tULgwYN8owtWbIES5cu9YxdvHgRpmmif//+nvH+/fvj3Llzvq997tw53/NTqRQuXryIL37xiy2e09Jr5gvDGhWkpUuX+gYq1T//+U+Ul5c739fX12PChAmYOnUqZs2a1eLznnrqKSxcuND5/tNPP8Vtt92Gurq6nP9w6y6uXLmCQYMG4fTp0zlvtXQX/Mzaj59Z+zU0NGDw4MGtdhc6SjQaxcmTJ69rQZeUEpqmecYyq2qqzHP9nn+t8zPH2/ua+cCwRgVp3rx5mD59eqvnlJSUOMf19fWoqKjA6NGj8frrr7f6PL8SOwD07duXvxDaqU+fPvzM2omfWfvxM2s/Xe+c9YPRaBTRaDTn7xOLxWAYRlbF6/z581mVMduAAQN8zw+FQrj55ptbPael18wXhjUqSLFYDLFYrE3nnjlzBhUVFSgrK8P69es77YcUERF1jkgkgrKyMtTW1uKBBx5wxmtrazF58mTf54wePRp/+ctfPGO7du1CeXk5wuGwc05tba1n3tquXbswZsyYHPwtgmNYoy6tvr4e48aNw+DBg7F8+XJcuHDBeWzAgAF5vDIiIupICxcuRFVVFcrLy50uSl1dHebMmQMgPcXlzJkz+N3vfgcgvfLz1VdfxcKFCzF79mzs378f69at86zyfOyxx3Dvvffil7/8JSZPnozt27dj9+7deOedd/Lyd2wJwxp1abt27cKxY8dw7Ngx3HrrrZ7H2ro6qaioCEuWLGl1ngR58TNrP35m7cfPrP2682c2bdo0XLp0Cc899xzOnj2L4cOHY8eOHbjtttsAAGfPnvXsuVZaWoodO3ZgwYIFeO211zBw4EC88sor+O53v+ucM2bMGPzxj3/E008/jWeeeQZDhgzB5s2bMWrUqE7/+7WG+6wRERERFTBO7iEiIiIqYAxrRERERAWMYY2IiIiogDGsERERERUwhjUixalTpzBz5kyUlpaiuLgYQ4YMwZIlS65rh+6e4Pnnn8eYMWNwww034POf/3y+L6cgrVq1CqWlpYhGoygrK8O+ffvyfUkFa+/evZg0aRIGDhwITdPwxhtv5PuSCl5NTQ2+/vWvo3fv3ujXrx+mTJmC//znP/m+LOogDGtEiqNHj0IIgbVr1+LIkSNYsWIF1qxZg0WLFuX70gpaIpHA1KlTMXfu3HxfSkHavHkzqqursXjxYhw8eBBjx47FxIkTPdsMkOvq1au488478eqrr+b7UrqMPXv24JFHHsHf//531NbWIpVKobKyElevXs33pVEH4NYdRNfwwgsvYPXq1Thx4kS+L6XgbdiwAdXV1fj000/zfSkFZdSoUbj77ruxevVqZ+yOO+7AlClTUFNTk8crK3yapmHbtm2YMmVKvi+lS7lw4QL69euHPXv24N5778335dB1YmWN6BoaGho65abI1D0lEgkcOHAAlZWVnvHKykq8++67eboq6u4aGhoAgD+7ugmGNaJWHD9+HCtXrnRuZ0LUXhcvXoRpmlk3hu7fv3/WDaSJOoKUEgsXLsQ3v/lNDB8+PN+XQx2AYY16hKVLl0LTtFb/vP/++57n1NfXY8KECZg6dSpmzZqVpyvPnyCfGbVM0zTP91LKrDGijjBv3jwcPnzYcw9M6tp4b1DqEebNm4fp06e3ek5JSYlzXF9fj4qKCudmwT1Rez8z8heLxWAYRlYV7fz581nVNqLrNX/+fLz55pvYu3dv1v2SqetiWKMeIRaLIRaLtencM2fOoKKiAmVlZVi/fj10vWcWoNvzmVHLIpEIysrKUFtbiwceeMAZr62txeTJk/N4ZdSdSCkxf/58bNu2DW+//TZKS0vzfUnUgRjWiBT19fUYN24cBg8ejOXLl+PChQvOYwMGDMjjlRW2uro6XL58GXV1dTBNE4cOHQIADB06FL169crvxRWAhQsXoqqqCuXl5U61tq6ujnMhW/DZZ5/h2LFjzvcnT57EoUOHcNNNN2Hw4MF5vLLC9cgjj+APf/gDtm/fjt69ezuV3L59+6K4uDjPV0fXi1t3ECk2bNiAhx9+2Pcx/l+lZTNmzMDGjRuzxv/2t79h3LhxnX9BBWjVqlX41a9+hbNnz2L48OFYsWIFt1Rowdtvv42Kioqs8YceeggbNmzo/AvqAlqa/7h+/XrMmDGjcy+GOhzDGhEREVEB65mTcYiIiIi6CIY1IiIiogLGsEZERERUwBjWiIiIiAoYwxoRERFRAWNYIyIiIipgDGtEREREBYxhjYiIiKiAMawRERERFTCGNSIiIqICxrBGRNRBLl26hH79+uHUqVM5f6/vfe97+PWvf53z9yGi/OO9QYmIOsjjjz+OTz75BOvWrcv5ex0+fBgVFRU4efIk+vTpk/P3I6L8YWWNiKgDNDU1Yd26dZg1a1anvN/IkSNRUlKC3//+953yfkSUPwxrREQ+Nm3ahGg0ijNnzjhjs2bNwsiRI9HQ0JB1/s6dOxEKhTB69GjPeElJCV566SXP2Ne+9jUsXbrU+X7cuHGYP38+qqurceONN6J///54/fXXcfXqVTz88MPo3bs3hgwZgp07d3pe5/7778emTZuu/y9LRAWNYY2IyMf06dPx5S9/GTU1NQCAZcuW4a233sLOnTvRt2/frPP37t2L8vLywO+3ceNGxGIxvPfee5g/fz7mzp2LqVOnYsyYMfjggw8wfvx4VFVVobGx0XnOPffcg/feew/xeDzw+xJR4WNYIyLyoWkann/+efz2t7/Fz3/+c7z88sv461//iltuucX3/FOnTmHgwIGB3+/OO+/E008/jdtvvx1PPfUUiouLEYvFMHv2bNx+++149tlncenSJRw+fNh5zi233IJ4PI5z584Ffl8iKnyhfF8AEVGh+s53voNhw4Zh2bJl2LVrF7761a+2eG5TUxOi0Wjg9xo5cqRzbBgGbr75ZowYMcIZ69+/PwDg/PnzzlhxcTEAeKptRNT9sLJGRNSCt956C0ePHoVpmk5YakksFsMnn3zSptc1TTNrLBwOe77XNM0zpmkaAEAI4YxdvnwZAPCFL3yhTe9LRF0TwxoRkY8PPvgAU6dOxdq1azF+/Hg888wzrZ5/11134V//+pfvY2qbMplM4vTp0x1yjR999BFuvfVWxGKxDnk9IipMDGtERBlOnTqFb3/723jyySdRVVWF5557Dlu2bMGBAwdafM748eNx5MgR3+ra+vXrsXv3bnz88cdYsGABGhoacPz4cfz3v/+9ruvct28fKisrr+s1iKjwMawRESkuX76MiRMn4v7778eiRYsAAGVlZZg0aRIWL17c4vNGjBiB8vJy/OlPf8p6bNKkSXj00UcxYsQIXL58GT/72c+wdetW7N69O/B1Njc3Y9u2bZg9e3bg1yCiroF3MCAi6iA7duzA448/jo8++gi6nv63cElJCaqrq1FdXd2h7/Xaa69h+/bt2LVrV4e+LhEVHq4GJSLqIPfddx8+/vhjnDlzBoMGDcrpe4XDYaxcuTKn70FEhYFhjYioAz322GOd8j4//vGPO+V9iCj/2AYlIiIiKmBcYEBERERUwBjWiIiIiAoYwxoRERFRAWNYIyIiIipgDGtEREREBYxhjYiIiKiAMawRERERFTCGNSIiIqICxrBGREREVMAY1oiIiIgK2P8HJqKv7VSewqkAAAAASUVORK5CYII=",
-      "text/plain": [
-       "<Figure size 700x400 with 2 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "potential_dict = {\"dot\" : parabolic_confinement, \n",
-    "                  \"gnd\" : guard_ring, \n",
-    "                  \"xlist\" : x, \n",
-    "                  \"ylist\" : y}\n",
-    "\n",
-    "# Let's apply these voltages to the corresponding electrodes in potential_dict\n",
-    "voltages = {\"dot\" : 0.05, \n",
-    "            \"gnd\" : 0}\n",
-    "\n",
-    "p = PotentialVisualization(potential_dict, voltages)\n",
-    "p.plot_potential_energy(dxdy=(4, 4))"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "# Minimization with `L-BFGS-B`"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 16,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7fb018bac6d0>]"
-      ]
-     },
-     "execution_count": 16,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 400x400 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "n_electrons = 20\n",
-    "\n",
-    "fig, ax = plt.subplots(1, 1, figsize=(4, 4))\n",
-    "\n",
-    "fm = FullModel(potential_dict=potential_dict, voltage_dict=voltages, trap_annealing_steps=[1.0]*20)\n",
-    "\n",
-    "initial_condition = fm.generate_initial_condition(n_electrons=n_electrons) + 0.05e-6 * np.random.rand(2 * n_electrons)\n",
-    "init_x, init_y = r2xy(initial_condition)\n",
-    "\n",
-    "res = fm.get_electron_positions(n_electrons=n_electrons, electron_initial_positions=None)\n",
-    "\n",
-    "fm.plot_potential_energy(ax=ax, dxdy=(2, 2), print_voltages=False, plot_contours=False)\n",
-    "# fm.plot_electron_positions(res, ax=ax)\n",
-    "\n",
-    "plt.plot(init_x*1e6, init_y*1e6, '.r')"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 17,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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XnqbUoGWxxiPzdKLI4iakbkoxuUkiK0kzWEherRUlsYGmpZak7N5N5DqRyFPC7K+WCUQ41QbDMAwziHAHwTAMwwhhiSldvF5hqg1pGg1dHBwHTeytZCpUPqLSUHJG1l4b57ISkJB+nMhKMilJFjRnk6HI0DdiiKWkqERiknkmxWzsnjLpB8S5zfhKGazFg5ykzpDVy2SlgchQQomJ/h4Cj6dDbeTpTsTvrVQ+MhxITHZS6EYiz6Z+NlPof6ink2kkymqirFLvJolXklxWSuxHFECnRA0oemavtxg8gmAYhmGEcAfBMAzDCGGJKV08iVxMjvIsaamlJyor0WA3W1kiJbmRlWjZiawkD5pLHfgWiiSGxzJZKSKpl2VljclJjryYMrVgkCEewlsOEjAdKjcZkTB2v/ca2pr2AoqCYMkojJlxEjTdfjtS+caAGEWSmEnVnHgrpS9DxWQgmcQkC5ozdMn5ldRTZDmdbDZSiYkycLnJFjRH1SYiramWTZNK1OtiKUkh16TtutJIqlZRvqZoFPDKrpCBwR0EwwwSPZ1teOvZFdhX8w6C80fBN6kAgIW62vew4Td/wKhJJ2Du4i/Al5N3uJvKMAC4g2CYQaG9sQ7Prfg+yi+dhilfXgKFxjgcB1ReMAMt79Tiqbu/iaVfuQO5haWHr7EM0wd3EOmi671/gDSHkqKR0yuxsYj0ZJok55JLKcm22I+D/EoxaWkgslI4KpZ4qPdRWCIxyYLjqJRkSNacFnoxSaQpt/IRHdo7ysXkwFupp7MDz/7x+xi7/ET4KwuFNoqioGjuWPgq8rHqnv/EudfcDW9OQGhLoZKGvV4sDVFJaiAyVEwSEslOgP23o8F20t/GiceYJLDOfZQbJUW+byI3UVmJ3nsy6UmheZPI76RoYlnJJjeZCVnJopK0Tdrqs/F67d5NGYQnqRmmj3B3J1rr96KjqR5GNHNLdG17dSVKl02Udg6UnFHFKDxrNLa++kTGjm9EI+hoPIDW+r0I93RlbL/MkQ+PIJijGss0UbPp33j3pf9FWOmEtyQXZsRAqK4dlaOmY9YZlyFYMSr9/VsWat5/EVM+e7bjbUpPm4TtN63CpBM+hbxgRdrHbtm/G5vWPoKDdTvgq8iDoqkIN3XBh3zMPuNzGDdzgXSSm2EA7iDSR/ckpCInAXEqOdUkasa0aCpvWZ6l1FISlaTc5FdyYkvTdMtkJZu3koPANyo9yQLeZPuJeSZJ8zZRuakf+SjU1YHn/nA9PMfkoupbM+EJ5iRsLQsdOw9gzd/+C+MmnImZZ1wmPBbFEtQ31O5ATnURFM35g1j16PCPC6J265sYVT0fgdxi2+dKiuA4y7Kwac2f8cm+9ai8eDqmTFpssws3d+K9Z/8PG194BIuv/jm8/hxHMpTNM6lPGqGrzJmSYDe6nS0dt8tgQnlOK1m6bzdyU2pbRbLGNZWV6L1KA+Vs0hMpayoZqdJnBH12pAqg85qAJzteTPz6wByVRMM9WHXfdSj57CSMvHSOrXMAeucE8qdUYtJNn8L+7g14b+1f0zpOd1sjPGU5qQ0PwVeRh1BnG9pb99mTuDlg05oHcVDdionfPxN5k5JHIN6iXIy8bC6CF47Gqvu+ByMacd0+5uiAOwjmqOTt1Q8huGQU8qdW9munKApGf+FEfLzzBbQ37Hd9HFXTYRnuJxCtqAVV02BEwwj1tDnervVALT7Z+zpGfX6u3VNKQHDGSOSdVoqNax523T7m6IAlpnTRPIlhIJGM3AbESfMsEfnIJkNJ8i9FTLLQPJFSpB5IAomJ2spkJSeBb47kJtu2qb2hREFxTqSkqGAfphHFrq3/RvX/WwInKIqCyguPxVur78eCi66HonhSbhNrT6BwBLrea3Z0HErnRw3wzilGNGKgo7UBuid1bISqKnj3pUdRcfGxKTuHGKWnTcHW7z+F6gXLEMgr7ttP4pzZZCVyjmPSEw1wo3KTIfVQotKTJNhNElgnw56KnSQ9IkFlquJcbqK2qmIJ60HkJpqXiXorGRJZSZqvyUkAnUEkqdjzR4sCGk32lDl4BMEcdezZvB4Fx4+QavkiCqaPROP+HWg88AFMw7mHU15xJdCqIdLW7XibcFMHlE4dvtwCAIBpOtOXTSOKxrptyJ/c/6iIomgqCmZXYedbq9HT3ep4O+bogDsI5qij+UANciYVudpGURR4inMQ6mxDR9s+V9tOmXch6p7c7Nh+3983YdTUU8ixnd2mPR0t8JXnu2obAOROKUVHUx1aGnbDcrDuMnP0wBJTuujeuIRkWyGODvUkAXE0n5Isz5Ih9W6iNok3YLsHEpWSxGm4Y2UnQXAyWSkcTtTL8ilRbyUnHkqygDebfV8K8VRSEmCXRWL1kUjYlVdRDEVTEQlF0NnWBH9OFVRVc+SJUzFpPnY/uQ4HX/wAZWdO6de2btVmWPs9CJ48KS6dqFoOwiHxKIJ6H4W6w4DmfFQUQ9FVGNEoIuEwOlqbkJtfEv/MvjJcsvRkO7+e1LmY7DmXiA15EjlapY/aeGVWthzbpJwsIVEpKWzLuyUJRCSdtmKJg+lkQXOyfE3SADoSNEefNXHnBTMK6JmL26HwCII56sgtqEC4vsP1dpGWbui+ACzLRKi7xfF2iqLg+GXXI7LBxMd3v4zuvclzEl21jfjwzhfR83YPppz0mfgcgqKo8AeKk+xF+HIKEG7sdNyuGKG6dnhzggCA7s5G19szRy48gmCOOsbNOg07/mclys6c6nibnroWeD1BqH0jRMMIuzqmqmk4/vzr0bhnG7b+4SH0hBrhLcsDLAuhgx0I+EsxZuoi5JWNsG2Xk1vmOJhN9wXgU4IINXbAV+I84V/TK7sw8ZxzAQBG1N33Yo5suINIF0VNeC/ZAlxojhZxQJxhK+visukVlmmgnNwDKXUK75AoUE7iTeREVgpLPJfcykrSvEyCwDqZF5PNCyaavJ2i+ZEbGInO3Q3IHessKd7+Jzdj5JRTYBomTMuCETERCdtlH1lKcEqwshrzlv0ALfUfINzTDgDwTMuB2pe3yyD78HmC8HjLEDlEXqLBa/QTVVUw8biLUPP0PzDmyuMdfa+ODw8gN7cKgNZ3jk1Ewgm5QtMT17AotbdOJCN7IGJiO3ugnBOoPfn9ZPEgtE+jaq/NCcFtjqa+rWQeTdSjSxHftyok3krkHlbJs0C1yHmnAXT0mWKQXzxmo3sBnQPlGCZjzDrjS6i99w1EO3pS2jZv2IXI7ggKKsfG6zTdn/axPZ4cFFVMRX7xKPhyC+KdQwxV9SA3vwr5hWMdu6vGqJh4HKIfRdHy7p6UtpHWbuy6bz3Gzf5UvE7Xff1swRxt8AiCGfKEutqxed0/UFe7GdFwD/y5QUw+bgkqJ6cOBpORV1KFE5b8J9788a8w+qvHI29CeZKNGTFw4PmtaHulDtPOuCJ+LFXV4fUXDOg76bofBUXjYRhhhHtaYBpRKIoKzROA11eQ9vdSFAULPvNDvPq3HyJ0oB1lZ1ZD1ZN95Ns/qMPu+9dj6oL/gD+/MF4fyHWXZtwyTezZ+gZ2blyDUFcrdK8fVeNmYvppn4Y3kJvWd2CGDorlNo5/iPH73/8ev/rVr7B//34ce+yxuOuuu7Bw4UKh7bp163DGGWck1W/btg1TpzrTo9va2hAMBtFa+ycUFPSlUPCStMyexJulpdP8SImbJWIl7KMmLdPAt4CwTNUGWe6kHiKrhCUrxgklpkjqYDda70RWsnkxOZCSorQNXR14+bE70NT0EYrOmoCC6VVQfToiLV1ofPEjdG5uwLSTL8WkuYtteZCiVFaSSE+xcmfzAby/bgVaWz5Cyanj4S3PgxUx0L7tIDo216N09GyMOOYk0JskJ7cCOfmVSfuU4TbnUAzVQZyG1MYy8eGbT2DPjjXIn1mBvKllUHQVobp2NL2yC7l5VRg761Pw9XUOqqJA070oqZhmT/Fty8VEAkJVBR+88TS2v/EEcmeVo+T0CfAEAzBDUbS+uxfNa2tQXjEVCy+5Dh5/ItWI7hHnaKJBdh5S7/UkjumR5IWiNj6PWNqi9V7SBm/fcX1acl1vOXFMP/n+PlJP7X2kL/ao3cKyroZImdgoibJXSzgbKNGEPSJkxBvutbciIbS1d6NwwjVobW1FQcHAXl4ow3oE8dhjj2H58uX4/e9/j5NPPhn3338/li5diq1bt2LMmDHS7Xbs2GE7iWVlZYPRXMYFoa52/PO316L00mpMnrnI9pme48Oo/zcPZtTAR398Fh1N+zHrrCvTOk5uUQVOvOBGNNd/iL3b/o3Qjjaoqh9lRcdjwuJx8Tf5mL7u8eYhkJc82hhqqJqOKQv+A2PnLMbebWvR+UYdTDOKQM5ozDxjETSPF6AJ+hQVweLxjvf/1qr70Kx+gCk/XWR3Gc7xoez0KSg7fQpa3q7Fk7/9Fs6/9nfw+t3no2IOP8O6g7jzzjvxpS99CV/+8pcBAHfddRdWr16Ne++9F7fffrt0u/LychQWFg5SK5l0eO4PN6L8imnIr5ZHBau6hrFfXYDd97+Gmk2jMX72mWkfr6h8Ejz+HHS1H4SFWJyF3cbnL0JecJTjwLWhgM8fxJgZn0J7Sy1MM2Jb9CeGpvlQVDoeuif1AkUAsPOtZ9GsfoAxX5zfr13h3DFQfBqeX/EDnPeNO9NqP3N4GbYdRDgcxttvv40bbrjBVr9o0SK89tpr/W47Z84c9PT0YNq0afjBD34glJ1ihEIhhEKJIV5bW1/iNFsuJnGaXhr4Rr2YZB5NTgLinORZikpyKok8nWgeJJsE5CS3UhZkJSNqoP7jrbAq0W/nEENRFIz54ol47+b/QeXkBdB0j3QlOEPq9dRb7/WVQ9eL0NPdhEioHQZ65wV0by68vmJouq/PiSR1ymrLgUdTKqhfiiIJgJNJTKpKA9xyUFA0BeFQG0LdzTCMMBQAuhqAP6cEXl8+LEuJe2VpRJpRSY4v07BgWRa2vf53TPmJs/UtgtNHonHth9i7YyMqJ850tI0cceCbqNM7FGpjLycHyqmKOIcTvcdk3k266i6AjnoumUiU6bNDJwF0EOViMqK9XpVZYPi8Ch1CQ0MDDMNARYU9nXFFRQXq6uqE21RVVeGBBx7A448/jieeeALV1dU466yz8PLLL0uPc/vttyMYDMb/Ro8endHvwSSzcd3DKDun2rG96tURmBxEzXvPu45PSNqX5kFOXgWCJZNQWFqNYMlk5OaPgDbMvXsURYXPX4iCovEoKq1GYWk1CorGwetzl5rjwIcbkXtsqXDiW0bFsmPx1po/o6ujyW2zmcPMsB1BxDjU28OyLKkHSHV1NaqrEw+eBQsWYM+ePbjjjjtw6qmnCre58cYbcd1118X/39bWxp1Elmlv3YfKEdNdbVNyxkTUPfE2ikdNQrBkctpeQEz/1G5fh5KLnM9VAEDuuFLUtr2O5oZd8AVy4PWxd9NwYdh2EKWlpdA0LWm0UF9fnzSq6I/58+fj4Yfl+fB9Ph98PsHbo6b3/sXKfZiQBL6Rehrs5qQsl5X6z7MEiFeRAxIeS1KvJJe5lQYqK1EbK41xracggEi4Cz09nfB2tsDnDyYdxzTF0pCsTLEk3lCUdL2VHEEXHlPlgXLxtjiQpGwy1CFSUgzqdWSqCnq6WlGYn8YkvabAiBpobdyH4vIJ7rdP3iEpi4PENBfZeu3I0n2L7z2bxERzVynu7nNDoQF0pEzracxMXwIrRfdC4VxMdrxeL+bOnYs1a9bY6tesWYOTTjrJ8X42btyIqqqqTDePGQCK5f7GNnoiUPsiTnu6OJ9QttA9fpgh9w8jBb2/aXdXCwyDV7AbLgzbEQQAXHfddbj88ssxb948LFiwAA888ABqa2txzTXXAOiVh/bu3Yu//OUvAHq9nMaNG4djjz0W4XAYDz/8MB5//HE8/vjjh/NrMIegqwFEO3qg5zmPVm595xMEy3qlj3DIfSI+xhllo2ahadNG+JcEHW8Tbu6EFltgx7IQ7ulAINddunXm8DCsO4hLL70UjY2NuO2227B//35Mnz4dq1atwtixvSkR9u/fj9ra2rh9OBzG9773PezduxeBQADHHnssnnnmGZxzzjnuD67qCe8lTeyh5MRzSVaW5VOSeSjJJCabDRkWx/IoyXIuyWQiWW6lgcpK1Gbq8Rdi15p/oepCZ14vlmWh6d+7MGrxOTANE0bURLjvLdeJlCSTj6RyEzmntvoMeC45wZLIRyZN6ieRpCyJDCWTnqgsp3s0jDzmdHz42D9QvvgYx/M8B57dhtHTFvblmTIRiUThiYrPoVPsnktEEqKptKNOZDYluU6h91Wyx1N/NnZPJ7qtOOeSrEw9mkxqo5EfNubRpEZted8yybDuIADg61//Or7+9a8LP/vzn/9s+//111+P66+/fhBaxQyEMTMW4t27/4LSMyfBE0wdYHXwX9tRWFENte8mUbN0szCA5vGitGoWGv/9EUoXTkppH27qQPvb+zDt4v+I1/HvM3wYtnMQzJGLqulYePHN+PDnaxFu6erXtvHVj9D8wl6MmX1WvM7jy1yqASaZ6ad/CS2r69C0YXe/dqHGDnxw+wuYfubn48GFiqrB63e/6h1zeBj2I4jDhqbFvZcG03PJiZQktRfISTKZyO6tJJGMJPJUOrLSoTbBivFYcO7NWP/T25E3uwQV5xwLb1Gve6RlWWjbug91T26BHsrH1NMuh2UqMPrOQSC3KL5/t1ISlY9kkpGVxeA4JyimWDpRVEm7iJREZSjqueREeiJHwvyLbsM7z96BxhdfQMUF05BfXRWXnEKNHTjw9Ba0v3cA0065DDmFZTD7rg9vXiFMQ4n/P11kHkpOls6wST99+9FsslNiJxFTLCvRQLmozSZxHOrRpKtZ9GgydZsnZSbhDoIZshRWjceSr9yHjzetxoe/ehqGFQIUAFET+UVjMKH6Ivjzeyc749HQ/iB0D/vZZxtN9+L4ZTeho2kXtj3xMPY0vw3FowJWr5PBqKmnYMoyezyKqmrILXDugs4cfriDYIY0iqpi4nFLUTzmGHR39UXi9r2ZGYe8sXt9+cgPjrGtqcJkl8KKCZi7dDlam3cBZBL30Dd8VdVQVDaR15sYZnAHkS6qFvccyIbnktxDSVwfkdmkyLUUkchEVHaJSlaak+VuSldWOrSe2ufkjYKm5aG76yDCkd5UyEZfWzTdB39OCXyBYhgGYETE38OJlGRJJCmKTGLCAGUTp1imWEdRJLILlaSoDOVWeqLYguy0POQHJyHU04BQTzMsy0RselNVNPj8pcjJK4OieG2/9UCQ5V+inkuaIr5ubR5LffayXE1RVSwrUY8mer/ZpSeZN1SGPJrUvrQy1KMyw3AHwQwbfIFC+AKFCIe6YURDMKIGVM0D3ZOT3ShmJiW6xw+vfzRyzSpEw11QNAuqosHjzYPHy4+Z4Qr/csywQ9f90HW/bWEgZmgQW21Pc70ONTMU4Q4iTSxVh9U3rKND/mx4LtGXY7kXk7gsk5BEXkyy9N1OAuhEklFnSwPamxqgajryiiug6oEkm0O3pW0wbJIUWSUunqpcLBPZU3wbQhuZlOREPjr8XkyS41A5iCziQ9tLZSgn0hNo1lYq3QmC9VSJd5VbQl0d6Gyuh2VEkV9ShpxgSfKxpNKXzANLHMCmiQLlSFmXBMrZ5Cubt1LiiPQezpRHk04iE2LPH0Uzer0qswB3EExGMaIR7HzzX9iy/nFY+Ra8pbmwDAs9n7Qg11+FGQsvQ+lYZ8u7MkcX9TVbsPmVv6IrfBD+0UEoqoLwwQ6onTqmn3wxJs07w56sjsk6fLbTxLQ88Ulo4zBNTBuWZAQRFb9N03JsJGBakv1J4iNMiY1lmujpaMWq+6+Hf24RRv/nidBz7R4r3fuaseHvd6No42TMXvS1uAukm1EDtbckaT9kE9BmRDIKkEwuD2jCWpKOI23U1CMC2kZFapPYJR35UhsVdERMfgPShtibbJS8mdM1oOlvlwrLNPHGP36DNq0WVVdNx8jKWbbPox092Pn8amy+63Gc89VfwpeTh2hU/MZPr1V7vAPJSmsl3wd0TWyZg4Z9YaDU8UjZmLCmz45YvaaEgSylt2ehkMkIkVAPnr73uyi7fCqqLpiR1DkAQGBEESZceyq6Kw9i4+r7DkMrmaHIW8/8FpEJ7Rj/jVPgryxM+lzP86PqolkovnQCnrn3uzAiA1sUinEOdxBMRnjn+b+gcOlo5E1OvVbAiItmoqlrK1r2fzwILWOGMo17dqBd3Y3K845NaVtwTBVyTyvHphceHYSWMQBLTGljWSqsvpVt6ISSRVa7oWUnE9NUxXA7MW0bNqeYmAbEE72yeAeRvAMARp+MYJoGara8jCmXLYFTKi+egU2P/BHzL/wvKCCSWwpZqfe4yWk0TLKdowloyaSz1H4AGVylMlQKbHENsug/SWZXmXxE17ZWiDxkkXdFKsXJJrJjoodsYtqp3LR1/WOoumKG9PNDKT1tMrbf+AyOWbgMOXnFvftXJTEMNPbBFh+RLENJ4yTohLVO14Z3N2FtSO5n2YS1k+dIvD6LcRA8gmAGzJ4tbyL/uCppoJaIvPFl6OzYj+YD2we8jjQzPImGutHVvR+Bkc7XhlB1DXkzKvDBW2vQ3dWSvcYxALiDYDJAy4Hd8I8Put7OV56Pns4WdLbtz0KrmKFOd3sTfFXuM7vmTCxCZ+MBtDTU9kVtM9mCJaY0MSwtnrnVpF4fEinJPkwUS0PZ8FxKtaiPLN7BkGWBFaSxMEzD1eghhqIqsAwDPV0tyMmtgqp5UspK9LiOZCW30pMDKWmw4iBk+6MykTTGgcpH5CtJpSf6nWy/pdi/Pn7uPeI4CQqVm+h615aR3nUDVYVpmYhGwuhsb4aqlZGPxPKQXELqracSFJWpqHfTQDyaqOeSRxXf/zIpiT5TNMGzRlV0W0bpTMIjCGbA5BdWIrTP/TKf4YYOeAK5ACyEeloy3i5maOPLK0Ko3v11E9rbhkBeryzV3dmU6WYxBO4gmAEzdubJaHltDyzL+Rt0z4FW6MiDpnsBACYvZH/U4Q3kQY/mItzc6Xgby7LQ8sYelE3oDbY0ojx/lU1YYkoTGihHg+MsMiR3EhwnW9zHpnpIZCUnnks2OUsQNCcLpJMtAGSZgnrVg/KRM9C+bR8Kpo2EE/Y/+T4qJ58Mw7BgGCYM00I0ajhKnxGTNyxbHZE3BuChlLHMrpR0s7xq4vc3Z4FyitBG5rkkxSbRkWymnj4PPuqhROQmlUqXkH//CbMuRO3TT2HM5cenbguAlo21KK6cDAsKDMOEah56TYolJpp+POV9YInvAyceTXb5CEIbWQoOTRI0pyHRCdqyRff5klkI2547mYRHEExGmH3WVdj30HsINaaWDJper0FkVxTByvHxOo3XCTgqKZ9wHKI7DTS/U5vStqe+Dfse2YTxx5HlZT3+bDbvqIc7CCYjBAqKcfpnb0PNL19By8bdQrnJ6Ilg78pNOPiPj1G98HPxVBuqqsHrc+8FxQx/FFXF8ef/AE0rP8H+p96DEYom2Vimhea3duGjX7yIWWdfBW8gsWJgTn7pYDb3qIMlpjSxoMaH6NJAFpp5kQYiWRIJSColQWzjIucScEhW1j4JQJap1bY/Sc4j8xA5pqBsFBZ94U5sfOHP2PLIkyicNwq+yjyYUROdOxrQXdOK8vHzMO3Mc2GadJnQMliWAsuypPmVRB5LTmQlm02mpCQHuZsygikOMJPlVpJKUlLpibTX5hmVLCUBdnnKFHxOfyP6mKcZSE0qwfT9HqruxUmX/AQfv/M0tt/0DHImFSJ3SgmgqQjta0frO3tRXDkVc8/5GjyBHFimBVMBvN5c6Hqu7TpRaM4lyX0g8nRS6cJAUbEXkyxHk+5AVtIlnkvUXv68kATQKYnnD63PJNxBMBnFn1eIuUu/ibamWnyy7TV0b22DR9NRWDYTudVVCcO+h4PHm4dAbur0HMyRjappmHT8BRg94wzUffgqOnfWwzIN5OdPxKRzL4KqatDJHIemeVBYNr6fPTKZgDsIJisUFI/BuFl+tDbviwczmeTNW1EU+PxFyC0YyWtIM3F8/gKMOuY0tLfUwjDCSWtbA4DXl4viigm8vvUgwB1EmphQ4wFyhqMcKqmHmDIb2eJBUnlKkkfJlfeGxHNJ6vUUTc6h5M8pg+4pQk9XE0I9rQibYSiKCo83F7qnCKrm6XcNaVvabpEMlAVZaSBSUibyMqUVOBbblnooOZCenOzHJN7HIrlJtma1/ZohNpJgOorXl4ui0qmIhNoRDrfANMIAFPj8AQTySuDx5kJVdeE17MSjKV1vPlvAn+QejriUlWT3sOw5IgqaMywdhsULBjHDEEVREcgtRSC3FGEyAUk7IIY5FEVR4PUXIJBXGK/TPexTM9jwGWcYhmGE8AgiTWigHA1SMSWBck6C42RBcHb5KFG25UuieYsk+zEEQXOGTIJy4LlE13s2JUFtotxN/ZWla0gL8itlW1bKVKCcmxxNNo8jaSpvB4FyDtJ6OyGl3GRL5Z249i0ir9BV6ega14pM1qHpxqk0JLn2bDmXHHg0ia55Q3K/ye4xW44m0i6ZrCRdM95B0BwNlLM9a2LPH4UD5RiGYZhBhjsIhmEYRghLTGnSG9iVHChnK7sMjrN7N0Bs40CmkZeT9ymzdeK5JJeJ6LYSDyWJJGWrj0jknr6yTbrJsqzk2nNJkjbcDbalDtTMvMtlSm6yDIH8JZH8VEmgHM3XJAqgAwDDhSfSoWX7NSyWmxL3AcSfuy27vZ+dBM3Jni9W9gPleATBMAzDCOERBJOSUFc7tr36JA7sfheRnm54cwowfvqZGDH1JKgaX0LM4cM0ovjo7bXYvXUdwt0d8PgDqBo/B1MXLIPXGzzczRv28N2dJrZcTNIcKukHyhgu7dOVofrbLhLqwcuP/RJNLTUo+dQEVF4wHapPR7StG7tfehHvPvAXjJ+xGNXzPyP1gHIrBYikJAB2Gahv/07koEzJSm6lpEyvLqdIUma7lYlk+3S9HzX5+ymqeH+WVPYRr2jn5Foyoia2/vtR1G5fh8KTRqHsK5Og5/th9kTQvPEjPLPiWpSWT8HCi78L3euTy0ApAuXk8lHqe1vmGeU6aE7yfKHPn4FcB/3BHQQjJNzdiad/vxylF0/GlNln2z7zFueh6sKZqLxgBvY+thHtz+zF7MXfjGdnZZhsYlkW3njyDpjjujH19iW2607N01C6cBJKF05C81u1eOqeb+O8r98Fjy/vMLZ4+MJzEIyQFx76Eco+V43g7FFSG0VVMOpzxyFUehAfbvjH4DWOOarZ8dpjMMd1YcRnZvb7UlI0bwxKLpqAFx++bRBbd2TBI4g0MS0VZgovJreeC07qZYFtboLjqL1oON/4yccI53Wh4NgRcMLIz87B1uufxrhZS6B7/APyXLJJMzIZKFZOlasJGZSVXEpJGU/9LSFT0pNbuUnpOx8yKcm2PxrMR72VXHo0WaYK04hiz461mPrzpSnbCADB2aNwcM0OHNi1A2Wjp/Tts//7wEnQnJN7z+29LfVokj5f+lb1I3nhMg2PIJgkNv7rf1B2XrVje0VTUTBvBD58+0kY0VAWW8Yc7ezd+goKF4xyJWeWL5uGDc/+EV2dzVls2ZEJdxBMEk0Ha5A3vszVNqWnTULDnnfR0vhRPL03w2SaTz58BcULJ7jaJr+6Ei0NtWiq/xiRcHeWWnZkwhJT2mjx/CemJBeTXeoBqYfQRh4cR+ozEBxHbYTeRIp7ecRT4Eck3I1oNIRwTyt8gaJ+2+XIc4kgknukuZqyICsNVi4mimJb5c3dPjIWECfZNiYVyYLnbDmiJL+vE48mimlava6s+e7WoVYUBVAVWIaB9ub9COROsu0TGIT7zVIk9Ql7+zOC2EieL7HnDwfKMYOMe28kozsCrW8Bl56uxkw3iGEAALo3AKMnktrwUPqet12dTTCN5HWvGTHcQTBJ5ASKETrY7mqb5rd3o6C0dwnISKSTZSYmK5SNmo2Wd/a42qZ7XzMCgUIAvaOWcKgzCy07MuEOIgPEhniH/g0E07ISf2biz2bjoF76J9h37G/maZ9D/bPbXXx/Cw0vfoTyCXNgmYBlAYZh9tsuyxD/2fZrWsI/0ec2DDP+Z9uWHktSD9OM/zlpl63ewXei+xf+udyfk7bIvpOTc0PPpei4bn6v/r6To2vZsDBm+iI0vPAx3FD3zy2YOOdMWFbs2jQc3QeH/snaJW0vuYcHQqrni0Xk7kzDHQSTxIgpc9CzvQ09B1od2Te+/CEKCsdB1RM57BWFLy0m8+i+AAoLp6DpjV2O7Lv3NiNU047CEWPjdYrKU69O4buYSUJRFJzx+Vux685X0VPXfyfR9HoNGlbVYOychF+61xfkqGoma8w48xo0/bMWzW/X9mvXvbcZH9/5EmadfXm8TtV0+Py52W7iEQN3pWkik5EGkuJbln+J4iT/ks1eFtAT896QBK/ll1Th7Ct+gbW/+xH0sT5ULDsWgapCAL2SUuv7n+DAP7fCEy3A9LOugmEq8aCmgL84vi/XHjyCnEt9jUuqd5uOO1PeStlM8e1kH44C2WQrzbkNiJN4I8XrVMm+bR5N5DupqaUQW0ClIGhOUXWccunPsOHpX+Hg82tQcf40FEwbEX8p6fqkCQf+uQWh3R04bumX4c8vjN8rubmlsEwFFuxefLIgOIqTvEw2ewf3ttvU35RseS5RBtRBRCIR1NXVoaurC2VlZSguLs5Uu5ghQF5JJc775n2oefdlbLv/7wiFWntvK8NCQck4TJ5+Cfz5hQAAw+xdAtLrK4DHy3lvmOyiebyYf+HNaD1Qg21PPYK9D20ENAUKAL+/EGOmn4HiuePs22he5BaUH5b2DldcdxAdHR145JFH8Oijj+LNN99EKJSInB01ahQWLVqEr3zlKzj++OMz2lDm8KAoCkZPOxmFI8ejs+2AfY3pQyYuPd485AfHHDqfyTBZI1gxHvPO+TbamnfBsizoHvFbtaZ5UVI5GRqnp3eFq7P1m9/8Bj/96U8xbtw4nH/++bjhhhswcuRIBAIBNDU1YfPmzXjllVdw9tlnY/78+fjd736HyZMnZ6vthxVZum/KQPKvSPcjG/5K8i+ly6GBQLn5VdA9uWhvqUe4p812TF0PIC9QBF+gqHdyWpaLyUFwnKPAM5GNJCBuIGRKVspEoJz0mGSlOdlxqEzkFll+pZhUZPtc0l7LfvEL62VBczJBil5XvkAQRfoUdHUcRCTSmgiktABN8yCQW4LC0qq0OgdZXiZZW5zITW7zslGE6b4tFZaVnTk/V2fstddew9q1azFjxgzh5yeccAK++MUv4t5778Wf/vQnvPTSS0dsB3E04vMXQCvJgxENw4j2IBI2oGoe6J4AohHjcDePOYrRPQEUFI2BqpmIhrthWSa8fh883lwoigJNy44b6JGOqw7ib3/7myM7v9+Pr3/962k1iBn6aLoXmu6FonKnwAwtVFWH158PAPB4WU4aKAM6gz09PXjvvfdQX19vS8sLAOeff/6AGjacsKfgzYy8IUszTJHVy/Yjyh9jSeQg6f6ceHgMksTjVo5y4rnkSJ4apFXkpJIRlXIkcpNtP5Lv5MSjKZVsZMsXRdtLvZtkUpkDnFxXbq9b+zWvJh/HwT3s5J7MxrNA5jk55FaUe+6553DFFVegoaEh6TNFUWAY/HbJMAwznEm72/nmN7+JSy65BPv374dpmrY/7hwYhmGGP2mPIOrr63HdddehoqIik+05YnHrrSDdj6PhtKtdCnEitZgOJBXXK8c52GcquSlTUs9AVpSz2aQpucm8j2yBbxK5iUoOA5F45DKXoC1O2kuC5pysNCf1YiL7lDknZcKbzcm95FZSzdSzYDBIewRx8cUXY926dRlsCsMwDDOUSHsEcffdd+OSSy7BK6+8ghkzZsDj8dg+v/baawfcuKGMLNXGgEYHkkVLHG3r9i3Ghb2TkQIlY5O1mRgKSfbnemLaJZnYpy3GYACxDLJ9UmwxDplwCTXdpdeQYbuWHDytTLf2bu4D1/cYKdueBal/SyfxUUM61cZf//pXrF69GoFAAOvWrbMlZ1MU5YjvIBiGYY500u4gfvCDH+C2227DDTfcAFXiXscwDMMMX9LuIMLhMC699FLuHAaBTPl/iyQv2+d9w/NoqAcfvv0CWhtrYVkmArnlGDfzLHhz8qUSRaZiH2SkSq8h3S4L8thA1qdOF5ncJJ2wpts6sJHay6St2Lkn8pGTtBsDQXaNHXreQ51t2P3ev9DddRCKoqKwZBwmzjsTuteftJ9Y652ks3HSlmzfB8JjWirMLMlNaXcQV155JR577DHcdNNNmWwPcxjp6WjFhmfvQ2P9dhSdOhaB6UVQFKB17w6sfXw18gIjMP3ULyOnkDNiMkOPjqb92PLyH9EVrkfxmePgryqAZRrY//Eb2Hb/31BWNQ3zzrkGXl/h4W7qsCHtDsIwDPzyl7/E6tWrMXPmzKRJ6jvvvHPAjWMGj/bGOjz3h+tRdeVMVE9bYvssf3Ilyk6fgs7dDXj1nv/C8Uu/j8LKCYeppQyTTNPeD/D2ml9j3LcWYNSoWbbP8qdUomLJNLS+/wmefeDbOPerv0ZuYelhaunwIu0O4v3338ecOXMAAJs3b7Z9drStJmZmaT3YwSIS6sHqFTdg7Hfmw19ZKLXLHVuKyTefgQ0/+QUW/sfPofuCg9dIF2RM6sm0F9Vg4iAFhxOyLRtlgq7Wg3h7za8x5b/Ogp7nl9oFZ4yC5xs5ePbe63Hh8vugebyD2MrMMNjPmrSvnLVr10r/XnzxxUy2sV9+//vfY/z48fD7/Zg7dy5eeeWVfu1feuklzJ07F36/HxMmTMB99903SC0duuxY/zQKPzWm384hhieYgxGfn4Ftrz6S/YYd4RwztQz33XM+jpladribMqzZsf5/MeoLc/rtHGLkjC5G/imV2PbaU4PQsuFPxmc2Dh48iEcffTTTuxXy2GOPYfny5bj55puxceNGLFy4EEuXLkVtrXit2pqaGpxzzjlYuHAhNm7ciJtuugnXXnstHn/88UFp71DEsixsf+sZlCyc5Hib4KzRqP/kHbQ1785iy458zjunGifMG4Vzz6k+3E0ZthiRMBrrtyK/usrxNmVnTMGW9SvR0Xogiy07MkhbYrrtttuE9R999BGeeOIJfO5zn0u7UU6588478aUvfQlf/vKXAQB33XUXVq9ejXvvvRe33357kv19992HMWPG4K677gIAHHPMMXjrrbdwxx134DOf+UzW2ztYuPGkaK3/BN4RuVBdpEZWFAXB40ai/uO3oFf7kZPH6VacUlWZh8LCACzLwqKzezvlxWdPwtPPbIeiKGhp6cb+uo7D3Mrhw8GaTQieMMKVrK0FvNDLfKjbtRm+nABy8uRLJR8Or6ShRNodxMqVK23/NwwDe/bsQVtbG3784x8PuGGpCIfDePvtt3HDDTfY6hctWoTXXntNuM369euxaNEiW93ixYuxYsUKRCKRpIl2AAiFQrZlVdva2jLQ+qFDT3sLPCUB19t5y3MQ+aAT3Z31COSyROKUZ568Il62+lwri4sC+Otf/iNef9yJvx/0dg1XQp3N8ExILS0dirckF+GuDrQ17e23gzjaSbuD2LhxY1JdNBrF8uXLsXXr1gE1ygkNDQ0wDCMpWWBFRQXq6uqE29TV1Qnto9EoGhoaUFWVPEy9/fbbceutt2au4UMMTffCirqfjLXCJlRNh2WZCHU3Q9WH5oT1UOPmH67BrT88C7quxt96Y/9GoyZ+dNu/Dmfzhh2a7oMVcX/9mhEDqq4jEulBT1cbvN6iLLRu+JPROQhd17F8+XI88cQTmdxtvxw6tLQsq9/hpsheVB/jxhtvRGtra/xvz549A2xx9lFVJf6XioLykej6uMn1Mdq31COnuBIAEA4dWaOqbPLs6p244ot/F352xRf/jmdX7xzkFg1vCirGoXNLo+vtunc3I1DQO3Lo6WqR2rm5l45EMj5JvXv3bowfPz7Tu02itLQUmqYljRbq6+ulKcgrKyuF9rquo6SkRLiNz+dDQUGB7e9IwpeTh4LcEeje2+x4m0hbN6INEQSCvefMNHn9j3SI6dtHu849EArKxyGyL4xoV9jxNh01B5GfVwnd2+vmeuhqmEyCtCWm3/72t0l1dXV1ePDBB7Fs2TLb59lI3Of1ejF37lysWbMGF154Ybx+zZo1uOCCC4TbLFiwAE89ZXdve/755zFv3jzh/MPRwpwzL8e//+9OjF9+mqPJvr1/34gRk06K/19RON2KG5qau9HQ0Im6+g48+c9tuOD8Y1BZnoem5u7D3bRhycTZy7D/yZcx6nNzU9paloV9j76D6cddHK9TOF2QlLQ7iN/85jfCer/fjzVr1mDNmjUAspvZ9brrrsPll1+OefPmYcGCBXjggQdQW1uLa665BkCvPLR371785S9/AQBcc801uPvuu3Hdddfh6quvxvr167FixYoBu+WqoG/Qwy9ormzcVIwomYu9j76DkZ87rt9Oom7VZpi1KkpPOTYei+X15Q9SS50hy1XkGvrgyOBbZn19J8799P8g0qedP75yKzweNf7/jJChh16m0oxnk9EzzsS+la/j4L92oOwsucuwZVmo/dN6lBUdg4LyEfF6f2D4qAL2Z032SbuDqKmpyWQ70uLSSy9FY2MjbrvtNuzfvx/Tp0/HqlWrMHbsWADA/v37bTER48ePx6pVq/Cd73wH99xzD0aMGIHf/va3R5SLa7qccN5X8ObTf8LOn6xBxaenoWD6SFtH0b6zDnVPvA9vtATVp1zc95kFRVHhCxQhGj18bR+OHNoZZLRzOMpQFAUnfPoGvLPqLnz47lpUfvpY5E1I5AuzLAut7+7B/pXvo6JiBibPPzv+ma774M9hBwsZimUNwXXuhjBtbW0IBoP4sG4n8gt635wjZsJNtMdIhO/3RBO9fTfxFOqxlSU25IHRHUo8fcMRI2V9iGzbQ2xCxCYc7i1H6D5CBjqa6vDW6gfQsG87tFwvFEVBpCOEgsJRGH3sqfDlJ+ZqDMNCILccuflVCIcT+zHI8aPkO5nk+CaxsWT1UUl936iAbidbcpRu52TBIOmIQ7ItJZvZXCmyt3pbKgzJCILa0P3ItlU94qVLY9sqHk34uW07XRPXe8T1KqnX9US9Rmy8JG5HJ/UdDTV47+UH0dG6F3quD5ZpwuiMoHRkNcbMWAh/fhAesv/SEROQV1AGrzdR5yOf+306qSfHJzYBYiOr95NtA+Q7+cm58esObLTEXItH7ZUkdbUbbW3tGF8+E62trRmdJ3U1gqitrcWYMWMc2+/duxcjR4503SjGjsyDwolnBbVRBdKR7XNNQUFZFU699AbUf7Id4VAXLMuyrVxlkIegzxNETl5l0n6yMQgWykYalYDER6UPLcvBS7rNXroesyTdNm1jhjsLR52CbFuXOZQc2WvJHVC25SjZ9U6PWzRiEk666Ca0NHwEywxDUVWomm7rRGK3QX5hFfIKemN46L3h9r5yUp9NVMWEqmRnBOpKqDz++ONx9dVX480335TatLa24g9/+AOmT58+qO6uTObQPT4UV1QjL1gFjzc5CEnTfMgrGIn8wrFHXWJGZujj8eaiqLwaecEKaHqy84nHl4Pi8gkIFvPLaypcjSC2bduGn/3sZ1iyZAk8Hg/mzZuHESNGwO/3o7m5GVu3bsWWLVswb948/OpXv8LSpUuz1W4my2iaB8Hi0cgvHIH21kaYRqSvM/DC6+8dwkZC7N7KDE103Yec0vEwjSh6ulug6b3zZR5fLvLyh8+k9OHGVQdRXFyMO+64Az/5yU+watUqvPLKK9i1axe6u7tRWlqKz3/+81i8eDGmT5+erfYOGRTFhCIY1tERpkjS6Q/7MNdde9wObWP2qR7xqqohl8w7hB10CjaJYiCT1/QkGBnojMj+FIiH5JmShjIhN2VDsnEy75ARMuVF5VIeUw+xVzUdOXml8PjE3oVu7hv39xgpD+RZINlU9PzJNGl5Mfn9flx00UW46KKLMt0ehmEYZojAESIMwzCMkLTjIBh3yIaM9qFnainCmYeFm5aJcSJvqA6kJNpei7pJmlSCIdKPKXY/tbWtbz+21c4k7R2IZGTzVoI4aM6R11OGpSKp7KKKXVIzdSzR93DtRaVJ3Gapi6zba0923Aycdyf3kmvpydGzYGjAIwiGYRhGSNodxHDIasowDMOkT9oS09SpU3HdddfhhhtuQG5ubibbNOyg3gSZGibS/WiSIaysXrYfW1BcLBKWRs2qqb0iZAFxon0fauMWm0RgC3izkj63JAeSSk8YgEeTJEeTTG5JNx+UI5nIgQbixHMplZTU3z7T3YcTZNeVzMbJfuzXvJJ8HAf3sJN7MhvPApHnkgJTeg0P+NjpbrhmzRo8//zzmDx5Mh588MFMtolhGIYZAqTdQZx00kl444038POf/xw//OEPMWfOHKxbty6DTWMYhmEOJwP2YrriiitwySWX4Pbbb8e5556LRYsW4Ve/+hUmTZqUifYNWeiwTja8c+Kt4CQgxkmeGJsklYGh7aFD+86Wg2jaswM9nd3w5uSjbPwMqKq3nz0k78ekkoYq8UBykKo7Zm/7XBNLRgNJ9y2Vp+g+HaQEz5RHkfCYkuNkSuKxy3zp5V+ySVzScrLs0x/UJhLqwsGazYh0d8Cfm4OSMdXICZZmJC+SJrlXZW2R2ri8/2X7odd2/PmjmFCU7CSKzIibq2VZWLRoEdrb2/Hb3/4Wzz77LL7xjW/glltuQX7+0ForgHHH3h1v472XHkbU24W8meVQS1VEWyJ4/68rUFg0CdULPoe84uS1vBkm27Qf/ATb33gUba01KJhbBb3UA7PbxJanH4HHyMes0y9H1aTZh7uZw5q0O4j77rsPGzZswIYNG7Bt2zZomoaZM2fiG9/4BmbPno1HHnkE06ZNw8qVKzFv3rxMtpkZJN5+9gEc6HwPI785B97iPNtnIy6ahY4PD+D1P92CGSd9FUWjZh6mVjJHI/s/eB1bNjyE0V+ahxHjD1kk6NzpCDW0452HH8DImhMx++wrD08jjwDSXg9i9OjRmD9/fvxv3rx58Pl8Npuf/exn+Otf/4rNmzdnpLFDgdh6EDX1W+LrQYSNhBcXXRuCpi1ysh4Ere+m9eFEPV3TQbbWg70+sa19zYjecmxdCMC+NsRbz/0P6iLvYPQVx6M/jJ4Idv7sBcw86dsoGjEFABAlbafrQdDkftK1IWignMQmJuWI1og4dDvZWg/SNSAGsO6DIzkr1cp0TrySJJKV23UinKwNYasXrP1A13GQriNBt6NyjGQNCJo3ia4Hofeti9C4Zyu2vHUvJt94FlSv/B3XsizsWfEGRgdPwexP/QfZP1m/oW8dCLoGBF3Tga4BYV8bQrZmBKn30vUdxOs+OFkPgqaRiq0BAQBerTNe19bWgdGlczO+HsSA4iD+9re/4bvf/S5OPvnkpM4BAL70pS9h27ZtA2ogM/iEOtvx8bYXMOry1CM/ze/BxO+ejvdfuncQWsYwwJZXHsDE757Wb+cA9K40N/qLJ2LHxicR6u4cpNYdWWQ1krq8vBwvvvhiNg/BZIGtrz6J0sWTHK/14AkGoJYAdR+/DsvJqjwMkyYt+z6Ed3QAel7yOiUiFFVB8VkT8PbqB2FEw6k3YGxkNReToig47bTTsnmIIQENXrEHsqTf/zryXHJQLy0rggChvnLNlnWYcPHprtpbcd407Fn5L+SVjkBO3qiU7ZLnZRJ7N9nTZwvqHHg0OUEWQOdk5ThHgXIuEmU5ynOUZVlJ5LkkO67s95K1y0n+pUNXPNy15RmUXzRFaCujdOFk7PzRGkw6cAbKR0yFqiYWEervPnDaLml7MxQoJ3++9NXBgJKVdRw5FxMjwFJNKJIHg4xAVSFCXS0I9TQjEubhPJMdutvq4a8qdLWN6tVhqRaikR50tB/MTsOOULiDYDKCZZrxxX57uhsPc2uYIxZFGVCG3s62g0jTL+eohNN9p01iWKeS4Z2trCTcD2wjfmnQjKTe5ijiQD5SJdsKZCtRjhrV0mGEotB8zi+Prt2NyMkvg6ooCPe0AsHktlgug+ZofiVbWu2+9OC2oCFTPJx3knNJxoC2dSA9ucGRlETJkKwktY+VHaQYdxsc1598k188Cl21jSiY6jz2JtoVhqboUFQVphlFNNwJXyDfdqys328O7nlNZiN5vsSeP7LVLTMBjyCYJKbOOxeNr3zoapsDz2xD1eQTAQCWZcI0eb1qJvNMnHMBDj7zgattDr64HWOmLoj/3zAGsg7u0QV3EEwS1QuWounFGphRZw/5nrpWoEODP78wXufUA4ph3JBfOhJWs4pQY4cjezNioOmljzHymOPidUqm198+gmGJKU1UxYSqJHKhxLCn/qb27vKvqCS3iiz1Nx3aytIMaxJvKE0gMcVW6fLl5GDOaf8PW+55AuO/ubDfCetwSxc+vONFHHPK5fEv4/HmQNP0vv0nvodJvVao55KTleaonBTLxQSxTCUjU3ITJVtplpOO40BKktlnTFayXaxqsq1sfw48l2T1qprcruOWfBtv3PFjTLrpLHjy5e6ulmHiozv/hSlzl0Dri5lQFBV+f278GKL7QJZ/ye2951pKltjIny+9ZRUm1KGW7ps5splywmJMnXgedv7sBXR8eCDpc8sw0fDqTnxw22ocs+CzCARL4p8FckoHs6nMUUZB2WicsOQ/8eGP/4XG9R/BMuwPR8uy0LZ9P3bcugqjRy5A1ZRZ8c8CuUXQdM+hu2Qk8AiCkXLMyctQNXEW1v/jPtQ2vIHcSWVQAzoiLd3ormlG2eiZmL34q/D4c2D0Tcqqqg5foOgwt5w50ikZVY0z/9+d2Prqo9j6938iZ2IJ9KAfZncUnTsPIlgyFnNOuxK5RYmXFQUK8oMVh7HVww/uINJElu6blt3LSrJhbmr7VCvHycqptiseMRZn/b9bUP/JFrQcqEWkpwf6uBzkHlcOk+RZsixAUTUUlkwEkPDeolLSgDyaqDwkcnN06Sk0ELlJth9KxqUnB1KSrT4LspKo3nZ82f5cei6JZE9RfaAgiLlLr8HU1nNx8JPtiPZ0wVPoR+6xZdB0jy2Pk6ooKCofB39OXkpvvlTBpf2X40WpVOX2WSB7vtDnT7akTu4gmJSomo7y0dPhzy1ER2sDLCQ/oD2+POQHR0L3BBAJswcTM3gUlo2H7gugs60eipJ87ekeP0oqxyInj0e2buEOgnGEqmooLB2LnLwqdHc2IRrpRiQShaZ54M8pBpB68SCGyRZ5BZXIzS9HNNyGUKgdlmnC5/fCn1MIf6DAlsGVcQ6ftTRRFCvuUSDzMrDLTSBlJ8NNib3rwJ3+g3hktnYpIPE9dI8H+YW9Om4knPAnj5LU2xoZ2pskD5FbjyaVyDe2dN+CQCqZx5MTMiU32dASMlu6q9plKhdTpmQlUVCcTEqypfsegOcSvZZSX+MafAUlyEWvw4SHZHtNnZMMqW1dy1CQlB14LkHyTBGUOVCOYRiGGXR4BJEmqhKBqkQAAAqRV2govNb3OQDoZP1mD3lViJKyTutN8VuGTt66ogapJ29aUUM8US6KiZD5dtPJQbpvk0wQa2SxE1pPRwS6h25L2iWZsAbZp0HTCthSafTZkIWB6BurmTjtGRtNOMngmmoN7UO3TWUrtXG5YFCmRg22UUFsklqwiNChZXqdOHkLp9eM7Jq07VNyrcomuEXXvJPYB7pvW70m3tZ230ruc4+kXlMSqclF6TV69x+J13E2V4ZhGGZQ4Q6CYRiGEcISU5rQ8HZNSUzWGtKw+PT9oG2SlJnaXieSQkQVyzpC/29FPJy2TzSL96dTuYnYmzbpgCyuK4NMRsviI2LIJqYzJTdBJRPNVFYawER2NjO7yqQk2fHTlZXosaT7k8Q7aGR/tvWmZetWS64xJ84Vh8ZB9LetVO7SJPuQ3MMeyf3kOvZB8hyhzxr6/NEE7r2ZgEcQDMMwjBAeQTAZJxoOYdem57Fr679gWr1vPF5fEBNmfRrlE2ZzpldGiGWaOPDRO6h570mEw+0AAFXxYPz0RRg360yAYxkGHT7jaWJLtWGTkqI2G1HZyRBTdyAr6XqiHDHEQ2SPxAMpVjaJTGPq5HOy6pYTjyazz8toy8v/hw/fexbFZ4zH+B+cHF90KNTQjt2rVmLLX/6IOWd/G8GKyaS94vgInQxwaQZ/s897ySYlkc9lcpNl0BNPJCPiXWWReqnHkUx6kiloRpqSlINlXzMlJblNzRE7r/bYh8QJoNeJk3iHxj1b8O6/7kH+7HKM+OY0eIvzAABGTwQN697Bzr+sRPVxF2DqSZ/u3dal5xK9D6hs5Omzt9U5iL2g955MPtJdyk3y5wV5pgjirLIZB8EdBJMx3n72ATR7dqL6p0uSRgm+0nyMvuJ4RDt6sPHnv8H0+d9A6ZhjD1NLmaFE/ccbsW3jCky+9UzoOT7bZ5rfg4ol01C+6BjU/uklhF5oxaxPXXmYWnr0wXMQTEao3fxvNIS3YPQVx/crIel5fky+6Sy8t+63iPQ4W/SFOXIJdbZiy2v3Y/KNZyV1DhRFVTDmS/Oxt/lN7Nvx1iC28OiGRxBpQgPlVHIaadAcDZQzlYSNk6A5qawkCabzaGLpJxp14cUk8d6wSU/EQ0kn9VtefQxj/vN4OEHP8aHi/Kn48K2/YfrpXwTN/kqJ0mE2DZTrkzJMSaCcLfAuktq7QxocR4PgJNKTk0A5KkllArcZXO1tcRk0JwuEi10/HrFnkSKRgKgnku5R8cF7T6Py4mOh+VOv0aAoCkZfMQ8bf/MnjJ0xF5rm6WuLxDNKSy0VpfTms8lRYo8muZQEoY2T4Dj67BAFx9EyB8oxQ5rm/bugFPeODpxSfNIE7PvwNbQ27YJlpZeriBneWKaJfR+9hqK5Yx1v4y3KhZUTwa6tr8IwIqk3YAYEdxDMgNn3wSbkH1/pahtV1+Atz0VXyz50d9ZnqWXMUKa7rQH+Ufn9LmkrInjiKBys2Ybm+postYyJwRJTmmiKEQ9aMSxxIIsp8T5wlq+FDJWJvEFlJWpvSjyabF5HlsiLidaJZSqb3OShUkvvd4qE26EF3Kf71nI8iBphhHoakVtQAUVR7HmcdMmDIxZMR+QNUyolEXmHSkMk4I9KRtTTSRYcJ5OVZB5FqfIvyRhIXqaBeCg5sY9JS06C4GT5lKKRHqgB98t/ajleGJEehEPtMCLd8AUKEscl30OTSKYeLbne5uUkaTv1XLJLQ07u4dQeTTJvSFFwHK1XEYVq8/PLHDyCYAaMLxCE0RFyvV20IwTd44NpRhDuac1Cy5ihjMefA6MznNrwEKLtPdC9AQBAR/vBTDeLIXAHwQyYMdNORNvr+1xtY4SiiDaF4AnkAgCi0e5sNI0ZwgQKShHe3wkz6m6CtWX9HpSNrwYAREJd2Wga0wdLTGlCg1OkgSySISMt68TDxe65BGIjHsIaljuPJlqO5Wiiw2nDEstNBpWbbIFyvW0vrBoJTziAcHMnvEW5cELDSx+gasK8PhlAharaF4cBgCiRjURyk0rkHTrAtiSBb3TRIbdpvW1BdrZGSOQjUyxJpY1sTWqXgXI2JLKSbLEfkbeQzFvJnr47cY1rh0g5Y6edhabXPkbpqYnAyf7oqW+D18hBTmFh/PjS42r0WP2302br0nNJVrYpeNIAOvFzwclzJF5vRnv/sgCPIJiMMPfsq7BnxZuO9PZwcycOPrsDlVPmxutUzb0WzQx/Js47F/VPf4BIW+oRpGWYqP3Da5g07+x4ncbXTVbhDoLJCCOrj8OUSYuw6+5X+pUMQg3t+OCna3DMKZ+D5umd2FYA+PyFg9NQZkjh9efixHOvx0c/X4twkzxw0oxE8eGd/8KoUcejeOS4eH1OXvEgtPLohSWmNKGBchoJgqOBLLTelJR1lZbFnkumlRmPJlFuGtsKcbJ03wLvpyQbw8Kssz6LnA0l2HDzCuTNrkD54qnwFOUCFtD5cT0O/HMrovVhzDrrSgQKSuLb+jz58Pn7j6EQyU00kI7mbTLJeaGr0tE1rm3ykXS1uMTxZV5P0kC5DAfHURytKCdxHXW7opxsNbiYTTqyUsKmt1wxfipOu/hWvPqbX0ApBSrOPxa5Y0sBBQg3dqD+uW1of7cO1ccvQVX1rN59aipUVUdBUak9Nb7kWLIV42L2TnIuDcRzSVav2Z4X4rKaqt6yev+yAHcQTEaZfPzZGDvjVGx+5XHU3L0O4e5OAAryisox+djzkXdSBQDA7Etgp6oa8gpGHMYWM0OBwsqxOPdrv8eeba/hg8eexN7WtwEAvkA+xkxbgLLPTrV1VgBQVDoaisIiSDbhDoLJOJquY/qpn0FV9Uz0dCVkA+OQVBSqqqOobAIUxXkENnNkM2rqAhSPHIPOPvdVTTISKi4bi9yC0sFs2lEJdxBpophRKH2eA9QLRoM4UE7mrSDzaLKvIkdkHQceTSYpp/JoMiQpvmkCbVlKcAoNoAN6pYnK0dPQ0dqIzvZ6hHs64/vUdB98gRLk5JZA1XQYLt0cTUHOI5N6ExFvJdCV7mz5lFKn+JZKRpKJeCpDZRUH8pGt3oGUJFsBThYIF/f+oRKUTZrqX1bqtdGE9SUV45AXLEVnWz1Coba4fKJ7deTmlSAvWI7c3Ly4fapU3kltENjLPJeceCvJPJdkOZecPAtsgXKQLCEQ81wyooCRnVxM3EEwWUNRVOTkFSMnrxiGEUEkHIGiqNB0L6KRQXqYMsMSnz8PPn8eFBUwjQgABb6AjyWlQYY7CGZQ0DQPLCdrUjMMQVU1qH2jN+4cBh/uINLFNHr/AKga9SwgHk3k9Gbbo8m0SUx0OC3eNiYnyQLp7N5KZN+m+CY1s5yRte3gHrTs3YloJARvoADlE+dA1xPrB5imeESikO9BA+uop5MT6Ykii/WwJBJPpnHkxSSxdyIlyVaAs3ss9UkzHhWRnk7Uf7QJ4Z426J4AikZNQVHl6MR2DmQlm8eRAxuZrGRb6U2aiyl5n3bvJ7H3kUwyyrbnkqwcl5WyGCjHHQQzZLEsC3s2v4wP3l4JtVRF3oxSqD4dkaYebP/7w8jPH48pJ34OecXsBXU4aG/4BDs3/BXtHXtQOH8E9Co/zFAUNW88DbQoqD7+YoyadtLhbiYzALiDYIYklmXhzX/+GqHiBoz7/olJa01ULZuBjo/rseGBH2P6SdegZMyMw9TSo5MDH72FbW/9CWO+cgJGjp1m+6z8zGMQae/BR//7D9TVbMCJFyzvd5VBZujCHUS6GEav9wAAVROn5jWtzHs0UXXDFhxnk48SMgldpc4kQ+tYfiVT6sUkxpRcMUaaKa1lvPnU3bAm92DMshOlNnkTylF9yyJs+fH9OC73P1FYOSHJxiabEcnIrfREsSRylkySyjRyiUks/7mVkqRBY31zSE17d2D7Ow9iyg8XQfOJLwhPvh9jr16AfX9/F+/960Ect+Tqvn2kLyvJ8iXZpCdS7yVzXrIAOpEXk3z1t9TeTdnwXLKn+yZSkkG9mDgXE3OU0Nlcj4NN76Ny2bEpbTW/BxOuOxXvr713EFrGAMDml/6Aid87Xdo5UKo+MxOf7HkdXS2clns4wh0EM+TY+urfUHZetWN7X0kejJweHNj9DiyL3WezSXvDJ1BLFHiCAUf2iqKg7Jwp2PjCnxCN9GS5dUymGbYSU3NzM6699lr885//BACcf/75+N3vfofCvjTAIq666io89NBDtroTTzwRr7/+uvsGUM8BsjauqtG8TJnxaPJSaYg8AOmQl8pK1KPJZqMlB7/JPJcochtxvqaBUrd7IyZffXZqQ0LF0mp88uKLyCsuR34w4UFD4y2op5MT6Yk65VoSGYoik6QyjSrxVpLJRzIbeVkc2KaoCnZvfg5lSya6am/R3HHY/vdn0Nr0EQK50+IZWN3KSjKZSLRCXJJ9inTeuuZOSpLZeCVSVeY8l0g59vwhHpWZZtiOIC677DJs2rQJzz33HJ577jls2rQJl19+ecrtlixZgv3798f/Vq1aNQitZVyhw/Wkpq8yiFB3K3q6mxCN8OJD2aKr/QD8lUFX2yiqAkVXYETD6Gg9kKWWMdlgWI4gtm3bhueeew6vv/46TjyxdxLzD3/4AxYsWIAdO3agulouT/h8PlRWVg5WU5k0SMvjxbTigVTdnQ3ILxydYgMmHVRFS2+N7b7ftKu9AQVFIzjobZgwLDuI9evXIxgMxjsHAJg/fz6CwSBee+21fjuIdevWoby8HIWFhTjttNPw05/+FOXl5VL7UCiEUCix3nJbW1tvgXoOqMTLYDA9msiw2JTkYvLZpIb0bkpDkn8JoMPazEVJK1EFZtSAqjvfZ+fHB5FbUA5NVRCJtMVzAdHgMSNKzpFNMhLPW8hkKE1iI5OkMoETyUhWL7chgW+SPEqH7idYOg6dNfXwleY7azgAMxwFon2J9xQL0UgX/DlB17KSzSuJtJfWy/ZDbXyk7O1rA5WGfJpMVqJS0mH2XCJlKxqGFXW/trcThmU3XldXJ3yol5eXo66uTrrd0qVL8cgjj+DFF1/Er3/9a2zYsAFnnnmmrQM4lNtvvx3BYDD+N3o0v5lmm4mzPoWm12tcbXNw9QeomjIPAGBlSY9lgElzz0XDcx+52qbh5Z0YNXle/P9GllwymcwzpDqIW265BYqi9Pv31ltvARDLEJZl9StPXHrppTj33HMxffp0LFu2DM8++yw++OADPPPMM9JtbrzxRrS2tsb/9uzZM/AvyvTLMSedj8bndsIynHkkdXxUD69eCI8/p7eCg7Kyhj+/CH61GF17Gh3Zm1EDDc9/gFHHJkb7sngNZugxpCSmb37zm/jsZz/br824cePw3nvv4cCB5MmugwcPoqKiwvHxqqqqMHbsWOzcuVNq4/P54PP5kj8wIgmPAuK5RL0M6FDdsFJ7NFlEl7WXEy6F9uA4cRCcbQU4SQBdbFu6+pwoV1N/yNKDD1RuyikIYvYpn8PWe5/CuK+fIs0xBAA9B1qx+/evYc6Sr8QDuXRPbly+oFISlUuoNGTRdOZUVnIpQ9nQHdikQCYNObGRyUc2TycnHk22lNm95/ekC67DC3dfj/H/ubBfqckyTHx811pMmnM2vIHeSHhNV5GTmwfdow5IVpKl7/ZJ5CZ5rqXespOAOCpDyWQlTSE5zJSQsOzEc0lTiaoRFXguAYlnjWkAWXLvHlIdRGlpKUpLUy8CsmDBArS2tuLNN9/ECSecAAB444030NraipNOcp77pbGxEXv27EFVVVXabWaywzEnL0M0EsKWn/wDVZfORN6UStvo0OiJ4OC6D9C45kPMXvQF+HITD6pArruFZEKdrfj4naexv+YNQOtbe0DNwbjp56NqyglQsrh8aDYxDQP7P1iPXZufhmH1eXYZCkZMPBkTjjvXds7ckFNYhjMu+wnW/uq/UHT2OJSdOhmql7zoWBbat+7D3v/diHGTT8GoaXPjnwVygtA9ghcuZkiiWFaW03BmiaVLl2Lfvn24//77AQBf+cpXMHbsWDz11FNxm6lTp+L222/HhRdeiI6ODtxyyy34zGc+g6qqKuzatQs33XQTamtrsW3bNuTnO7tZ2traEAwG0Vr7JxQU9EkaXhI05EnkDLJIttGwkRsvR6yEfdSk5YR9hNTTcojI62EiwYTI224PWYAnTOrt9mZSXZjEDITIGtDRqLg+LLGJ0GMSmwixiZLj0m1p3IJlmmit/wSvP3MfGup2IjCmqDdZX3M3Ige6MGLKiRgxdS40jzfuWaPrPhSWVcc7E/sowF62LAvvv/hHHKzfhNKlk1A8bxyUvrfESGsX6lfvQOub+zHzjG+iaORUiHAyOjgcI4jG2vfx/sv3omjBaJQtqoYnv/e6tAwTja/XoGH1TlSOnI9jT7sCiqK4GkEAvaOPaLgH2199HDs3PQdvZS68RTkweiLo3t2M4ooJmDjndOQUltgkpcoxx8AfyO/bX2ZGELIJaNnIwksmx2OjAp+WXNdbThzTT74/nci2T3DHi/Co3cKyTkYHOrVREmWv1hkvK1EymqDBhuFeeysSQlt7NwonXIPW1lYUFBQgUwzbDqKpqSkpUO7uu++2BcopioIHH3wQV111Fbq7u/HpT38aGzduREtLC6qqqnDGGWfgxz/+sauJ51gH0VLzQLyDUEinYO8sEg98QxE/8COmX1gflXQQUSuxz55o8gMfsD/0qU3KDiKauBToA9zWKYTJA9/WuaTuLKKSDiJVx2EaUez9+D20HdwLIxqBx5+DQEERDGJrmhY0zYuSislQNXLeSWdJH9RG1MSbT94Bc3IPqs6fDhnRzhA+/MVazJj/VZSPn5W0H4popbtsoKbwaKrb+Ra2bnwQk64/A1rAK7S1LAv7//4uvPtLMO/ca6UyFA1mE3Ucuq6itekTHKzdjkhPJzSPFznBYuj+xHFjy4YWlY1FUXHCxVyesjv1qnD2joPUeyWdBbXRkx/usg7Cr4vrfRIbKiXZOwVxZ+FRe4T1mkVieSKkgwgn6q1YZxHt6yAmfTPjHcSQkpjcUFxcjIcffrhfG9r3BQIBrF69OtvNYrKAqumoHDMdgdwgujqbYB46ea0o8OcEESwaDU33Onpjr3lnNcKVLRh9/rx+7fRcHybfeCY2/fBunFH134mJ8CFKqLMV77/6B1TftrjfXEmKomDEJbOx+0+vY/f7L2H87NPTPmaweBR0jx+dbXWIRpI9Aj3eAILFI5GTV5T2MZjDw7DtIJijC1XVUFQ2DsHiUehoa0A0EkLUMKBpXuTklUBRPK72t3PjPzHpljMc2WoBL8rPnYLtrz+G6addlUbr7XS3NWL35tXoatsPAMgrGIkxMxfDn4EH6MfvPI2KC49xlEgPAEZ+dg623fZXjJm+AJqe/txAbn4p8gpK0dPdilB3OxQVUDUN/pxC5OW7i7xmhg7cQaSLZSbyn9g8C0jACs3LpNP8K7JcTIn9WGpiPybxCjJNoqVqpF4SKEeHxamhb+bJqcF7d0hMJLE5qs3NlMYkuHNvpJJGIm25Ds3Tu0AQTbtN5Ss6ghB5Lh3ctQ3+CfmOH6IAUHLyJGx76mmMm306giUTEnMcNFBOsrvY/EhH415s+te9iOrtKF08ESWjKgFY6Ko9iA2rb4UXRZh91teQW9Qrw/TnvSX6fpZpYu+H/8bULy12/L30HB88VX58sv0VjJtxOnSPXzoHIVpdTjkkb5PXXwoUldpXnyPXg1tZSRYEJ5OVZDmXRLISkJCKvBKJSZbKm85N2ILdyH1rKyviIDiZR1N8tTjA/kyhz5rY8yca7v3LAtxBMEcdB2o2oWCuu3QrqkeDXuhDd0cDPL485OY7d6cGgKZ9O/H283dgwndOScpl5K8sRPEJ49G9txmv/fePcMLSGxCsHO9q/wAQ6mqDtzwnPtHulMITRqHx3Z0orBqL0qpjXB+XOXLhiBXmqCMS7oLqcydJAYDq98CIhNHd2QA3vh09Hc14e/UdmPyDs/pNdBcYWYTJN5+BN1f9HKGuNtfti4a7ofrT+15RI4RIpBuhnnbX2zNHLjyCSJdoGIj2Dm0tMoRWSJpuOuyjPvwaTcFNAuJMUk+Dt5wE0MmlJHEa8HignEVlDLoPB4FvRG5So07kEJOUxdtSGYN6N1GZImYTjdLzTs9d/9JTIK8Q3e31Kdt7KNGOEHy5OVAQhWG0wx8olNpSj6aP3n4CIy6bEXc17Q9PMAeVFx+DnW/+H+Ys+mq8Xua5RMkNBmF0yNPGyIi29SDgL4WmKQj3NCE/WBj/jMo6iiD4TuaqSn9HuaxEbBysFidzYaX2NndWiawkCnKT5VmSeTe5DYijgW+aIi4rVEqikhGRm2w5l2LlaMQeTJdBeATBHHWMOfZktPzbXcqUaEcPlB4Fmt77hu508RvTiGJ/zQYEZzl3pS6aNw57P1yPtqZaV2305eTDajdh9Lh7WDS9sgtl43ulpUiYU6UzCXgEkS5GBDD6Th+ZnbQM8agB5M1fpVksSZSuRSag6UiBjjJoGgDL1r8nPFBkE9ZmSm2ajjaIrS4eTWgOJlGpjWyUQd/GbBOk5PzR+IiYjSx1RqqRRenI0dC7fYi0dsETdOa2Wr9mO8ZMOwWarsKyet9gPV777WNLg933Uf3H25A/s8JVCnNFU5F/TBkaP9mMQG4ucgvs8x2yyWtVVTD1+Auwb92bqFgyzdGxQg3t8ER8yCvq9aDSdcX2vVRJHELs3NO3d/pbO5mApr+fdP1oJ6MJyWQ0vVfsE8zJowInaTQ8JKOvPdgtUbaly7CNLMLEPlFWLToiIB07GSlYtklqOnndZ29E7ZPaGYRHEMxRybyzv4DaB95wtLZBT10LWv5di4rJM+N1sVXRUhHqbINe6N59VC8MINLdiY72A66WUZ0w91NoWVuL0MHUcwmWYWLXfa9i0rxF8brYCIlhAO4gmKOUEdXHobr6HNTc9RLMiDz9dOfuBnz0q3WYvfgqqH1uxQoU+HOcxSxoHh+ssPu3OzMUhap7YBpR9HQ1O95O9/hw5ud/jJo7XkH3Xvl2RiiKnb96AWPGzEfxyITHVE5eieu2MkcuLDGlSzQSn6QGTeZGV8qiZeokb4rjI3TZZLREhqITYrSrtyBbUF4c55DKVrWt/pV6H6rLdNtRW2Q0lZKIpBFNlps02YS2RHoyD8naOvtTl6CgpBzrf3g/ApMLUba4Gt6SPFhRA+0fHMDBVduhR/w48YKvwUsS2+XkFsOf40vav4iycZOw6f8agQv7NUuic0c9gp8aAd2jwjA74fGJF7US5WIqHjkG537lTqz788/QrbSg/NxjkDepHIqmInSwHQdXb0fXziYcs+AcVEw8tnc/igJF01BQXGbLuSST/GIykCqVlWiGU0kWVgfrRzuRnpxMRsviHBKpNlLb0nQZ9N6zL+5FpCQqKyliGcomDYkytQJS6SleDkeASHYmqbmDYI5qJsw5DaOPPQnb1j+Fjx9eh56OVqi6joLiEThu4ZXw90UBx1Kba5oHBUUjHe8/J1gCH4IIHWyHr8xZQsjufc3waYXwBnrnRyxJqvH+yCsux3lfvwt1Ne9j80uPo3bl67BMA/68ICZOOwNF88YneUYVlY6FOkwz1zLZgTsI5qhH03RMW7AM5ROOscUfHBrqoOu9yQA1XZwAT8aMUy/DO4/+AROuPTWlrWVZ+OThtzB51rnxuoEssFM5fgbyikvR1rxPui8FCorLxyM3n+Ulxg53EOkSjfb+AYBKhncSaUiJim0Um3+/xFtJEhNBFR5TJj1psgnS2Fupk4ePTFaSyEESiUkmV8jq6YJEmpIsIaVKqQHY04TY5Cbr0HoNI8dNQ2d7Mzra6hHqaovbeH05yMktQyCvOOkN28nb/dhj56Luow345JG3MPKyuVKPJsuyULtiPUryJ6N0zPj4wnj5BcW2dBIUWedBRwcllWNQUFyGjtZ6dHU0xie9dd2DvGAZ8grK4PUmYjRs2VwlacBjEo8t3kHm8SSRmDwSDyVZXINooR8gfVkJSEhLUllJIiVpqlg+spUl3k3SeAfyjLDosqwSm/jzJxzu/csC3EEwTB+KoiAnrwg5eUUwTQNG1ICiqlBVbcCpvE9Y9lW8s/ov+ODW1Sg7txpFx42Np8SwDBNNb9ag/pmtGDF2LiaemEgiqGkeBHILB3RsoDejalHZWBSXj4XZp3XruseV+y1z9MEdBMMIUFUN0NOXdg5FURTMXXIlps4/DxueewDb/74KilcBLMCKWKgcOx0nLvkavDm5tu3yi6qgKJltR8xFlzsHJhXcQaRLJAKEY15MVPYhZYME0KliWUkWQAdiIkvHQZUfmfRkz5ghkpvceDYBqiJ+k6b1UhvZqmVRsaQhT7XRt5CQA4mpf1mpF+cyVDLUM8peT+QxUl9YUYEzLrseB/ftQDTaf1qMgsIqBEt6l8OVrz2dvpwnk4+k8p9ATpJ5MTlLtSHxaLJ5MYkzq9KyTxPbpJKVaL1MVnIiJTlJo+E6II56MRkSL6ZwJPFvWO6qPRC4g2CYQUb3+FA+6hi0t9Shs70BpmG/uX3+fOQXViCQ6yzWgmGyBXcQDHMY0DQPCktGI1g8Ej1drTCMKBRFhdeXA49XFsfCMIMLdxDpEg4D4b5hqUxichJAJ9mWbirL12QPjhNLT5mWm2TykeZSYtIcSBpUdrDlYoqKvJjECwYZNpkIQhu3MhTFyfKmZr+pwTX4fKXCT5wEHMokpoHIR/SS1FL8Nk6kJNlvKpWeJEFrshxJsgV+UslKtOxIVlLFspKjPEs2yUhSnyogDkjISkDcc8mKhO1ZXjMIp9pgGIZhhHAHwTAMwwhhiSldQmEgFrhjk4nEHkq2ADq6wJADF0ZNp9tK7GW7SSU3pQyks+diCkviAexeTOKDqkrqwDqZN5JIJqHSDfWEciIZDUSGovQvH/W/bSpk8pHNxklQokv5yIkkFc/F5CDPkt37SZyvye6hJJaGdDW1lEQX+3ESNBeTkJzISvZcTGJ7DcQzjcpHdP0QGhAnk5IiZD80CI6We/pswhG79JRBeATBMAzDCOEOgmEYhhHCElOaWJEwrEjvEFYJk9Mo82iSSENUfLCJBRJ5SneQbNNR0JwqqJPITXavJJn0JK6n20ZNEgRHV4AjHkg6sYlGxRJTTL6gnk0yjydpEJxLGYpiSGQlt0lXY/t3IiVRZLn7NLdykwOJSbZKnGhFuYFISTIPJVlZ5rnkJGhO5LEk9VaSrQpnqyfLtMqC2qisROUmKiXZyjLPJbqfWLrvMEtMDMMwzODCHQTDMAwjhCWmdAlHgL48MZaaGDLaFpSXBtCJy5YtDXjqvlsqN1F1SraesSDbN7VVkJCbVElb7J5Lie9tl5vEAXQ2jyaJJEXLVKaISU8yjyfqTRONigPoqKwkk6Eosm1lpOu5JMOtR5OTHE2OghUlabtjNjIpyebdJJGJPBK5ya2sJPNW8qjkmiAeSLYV4PqkIrfeSlJZyYm3kps8S4DNc8kK9STb9IR6vSqzAI8gGIZhGCHcQTAMwzBCWGJKl3AE8CQHytnSelN7qXeTOLDOkXcTwYl3k01O6tOYqKxkmF6hLSRyk0qC5jSJZEQD65zISjSnk65SD6hk6UkkOwF2CYh62bj1XHIiK8lyNFGyGSinyaQkRzmXXKYEtwXFKcl1EmlIc2Aj826SBb7JbOzXjyw9d7JsJM2tlClvJam9RFbqSWxrhUJimzD1YmKJiWEYhhlEuINgGIZhhLDElC6hEKAJpANZcBzxdHKLVG6S4EpukuRqsns0kbJF5abE5RM2yG4knkg0UI5KRlESYWav7196op9TOYoqOlEjtWTkyIvJ0epymfVckuF2FTmZjbOU69QGSfaZkpKceTqJvZVEXkm99qGUNjFpaUCyEglwk8pKsuC4HloWeCgdWqY2fduaXVGY3dlZUY5HEAzDMIwQ7iAYhmEYISwxpYnVFYHVJ/goqlhKsklD0kA5d3l4pHKTJCCOyk0K8SJSTKOvKVQ+olJPwqNJkdhQrydF8ySOSaUDIrvYA+hAylRqSNSnkp48ElkpIpWexPamg3TfFJk8JWOwvJicpf4m9Ur/8tGhZY+abO/Ei0m3pXaH0EYW7GaXsKjkmHoFOFVJSDO6xEaLB8olPnedstutrCRL303zLIVSS09WV2/Z6onC6iEabwbhEQTDMAwjhDsIhmEYRghLTGlihQxYap/nAPH0kAXHWarEZiBtIGXpPokkpGlEKlL7JCbqrWQmfw4AhiWWmFQkbFQrSmzEnk42OULixRSxBcT1Lz3ZvJVcykqGE7lJYkORBdC5Tf2dClmKb6ms5EAyojaaS7kpJv3YJSN3UpITLyap9xGRj6jEZKuXpeoWpPNWLUmuJLdBcE5kpR6xF5M9z5LY3uomeZl6es+N1RWB1cPpvhmGYZhBhDsIhmEYRghLTGlidkVhWn3DbPoBlZIkuoDbwDcn2PZJPZok3k1qzLvJlgpKLCUpDmQou8REUmxbVGKink6JehpAJ5OeDJucpPT9m1pWippupSTxLyKTpGQ4SQnuBpmUZLdJlKWry7mUnnSJl5QoUM7ucUT34U5KojKRTGJSbVIS2dZBTiW6bVxaGkjK7kzJSlIb0obORNns6pOYOqNxuSnT8AiCYRiGEcIdBMMwDCOEJaY0sbojiKkItnRGmrjPlQkEGZObiKxj2fIoSeiTb1Sd2GoyWYlISUSGUol8JPN0sklMRIZyKz1RqSgWIBeR5FaSeTc58VCSeiU5ssmGeJiM3HNJLBM5sUnlrSSz90gkqIFISU7qbYFyNhuaiykh8VBZSTEEnkmiOjhM2Z0NWamblLvIfUPKsUA5MxSFGWaJiWEYhhlEuINgGIZhhLDElCZmdyQeDKUSlw1LSy0tDEhukrnQUHmDeP9IvZtiNjZpiOS6UYlXks1biUpMCWnIFkAnk5Lc1kukp5iUozvwUHIiQ7kNiHMiQ2UTZ/KRWy8mcb1MQopVy72cMiMl0XpbbiUldXCcPfiN5CoSrehmSLyVIpK8TFGJlCQLcBuArBSTknr3Q+WmSNzWCnEuJoZhGGYQ4Q6CYRiGEcISU5pYXQYso3dILUu746T3dS03yZL8eEm9LraxqDTSJwkpgjoAAJF0ZJ5OtuA44ulkIlFvKAOQmCT1ltV7ZjUiQVnkbFMJyIkMZUvf7UhiSm2TTdzKRxTNgeeSk0C52CqDGpF6aDr5TElJGiQSkxsPJQAwo8J6K2YfdeChFBWn5pam486QrGTScns4yd7sirAXE8MwDDO48AgiTczuCMy+103ay9KsrZLlnqVIRxPklVUxBRPNAGD6E2U6mpCl3egrWzR1Bn3LIgsAOZnIVrXEW45hkmyu5M1/ICOL2KiB2tg+J2eY2joZZWQqDsJufzhSbWQmDoKuQS4bISRGEOJRALUdyEhBlkbDdq2mmoAG7JPQRjS5XjZqiLgdNTiYsHY5aqDpNewxEb314Y4wwjyCYBiGYQYT7iAYhmEYISwxpUmkK4pI36jOI7Ghva9ruUkiJdmEC1lKDZkMZYuD6BuWa2SIq3uFtraJbJsMRdekTgzzdTqRrdD4BSIjuJSeqGxk9G2rITGEF01iH2pD62WSlAktpT1lsGIinEhGFCoT2SaPySJPIsnIqX1MKlLI55pEYnIrJdmyrUI8uQybTCSOd7BkE9Yi6ck2AS2RlUi9XUqSSE+yjKwuZSWzQ2wT6dtPtCsKI8ISE8MwDDOIcAfBMAzDCGGJKU2inWFEwsnxBjK5SZFoDgpxvFcNKgERzyW6gcRzye6NJE67YdM9Yp5OemqPJ+r1oVAZinqP6OSbG9S7iUhGGpURxNKTDioleYhNwl7rszHJ5yIJCgAsB5KRE4mJItvWCXT/Iqik4wSZTCSzcSsxpZKQ7HJQ6jgIBWLpySYlGRIpSRLLQOttaTJMmXeTQG6SSEnSuAYnHk10/WjBQj+9+yReSYIYh177ZFkJACIdvfaR7igiEU61wTAMwwwi3EEwDMMwQlhiSpNIt4FUjgNUbpJ6NBGJSerpRGyUHEmqDerpROWmqFdoEy/ToDo6hKfDc41KOUSmohlfZUF2JrnEZNITSZtgqc69mKj3k6VQzyUaECeWoexBc7ReLAE58WiS2WcCKvtIbSQykd2GZOZ14sUkkZBi9jJPJNk+pAFuMilJFNSGQ4LdZFKSLPtqlGwbk4RkQW2yQDmZPfVE6qEykQPPJReyEtArLQF9gXJRlphs/PSnP8VJJ52EnJwcFBYWOtrGsizccsstGDFiBAKBAE4//XRs2bIluw1lGIYZpgzbDiIcDuOSSy7B1772Ncfb/PKXv8Sdd96Ju+++Gxs2bEBlZSXOPvtstLe3Z7GlDMMww5NhKzHdeuutAIA///nPjuwty8Jdd92Fm2++GRdddBEA4KGHHkJFRQX++te/4qtf/aqr44c7wwjr/XukUKmHCD3O5CaJVxItq1QyokNMm9wkztaqxOzpcNtLWkmlJ00y/CceTZYplgtsXk8q3Q+59IisRAPuaB4gW3bZPg8oSxIEZ/NiUlIHypkSr6RMyU1mmnKTmgVZye7RNHAvJptkBcl1QmVJJ1ISuZakXkk2jyaJh5IhkJIAoZeSWymJ1tvkox6xlGR1EvkoRG3EslKYSElRKjF1R5Nsol1RGEZ2JKZh20G4paamBnV1dVi0aFG8zufz4bTTTsNrr70m7SBCoRBCJGqytbUVANBBHshe4mLmIWdUI9eWN5x4SNAV6BSNPPDJjUTrabCsbeU22r3Q+RCDbBAhN2eE3Ph6X72XXFi0U/DQOQjyoNRpB0FsyAMcZD5AofYq2Y8m7iBsx6JfnK4oh1gHIXZJNSxS78DN1X0HQVYQHFIdhMSVOmMdRPJ+3HcQkoe8kw7ClgnASQdBjhWRdRDR5OPYOghSDomjrc1u2kGQtvdI5iNIYj26Ehytp8n3aJQ0dWeNzTsYhoGOvu9qZThJ5FHTQdTV1QEAKioqbPUVFRXYvXu3dLvbb789PlqhnPz69sw2kGEYZoA0NjYiGAxmbH9DqoO45ZZbhA9jyoYNGzBv3ry0j6EckrvGsqykOsqNN96I6667Lv7/lpYWjB07FrW1tRn9IY402traMHr0aOzZswcFBQWHuzlDEj5HqeFz5IzW1laMGTMGxcXFGd3vkOogvvnNb+Kzn/1svzbjxo1La9+VlZUAekcSVVVV8fr6+vqkUQXF5/PB5/Ml1QeDQb5gHVBQUMDnKQV8jlLD58gZqppZv6Mh1UGUlpaitLQ0K/seP348KisrsWbNGsyZMwdAryfUSy+9hF/84hdZOSbDMMxwZti6udbW1mLTpk2ora2FYRjYtGkTNm3ahI6OjrjN1KlTsXLlSgC90tLy5cvxs5/9DCtXrsTmzZtx1VVXIScnB5dddtnh+hoMwzBDliE1gnDDD3/4Qzz00EPx/8dGBWvXrsXpp58OANixY0fc6wgArr/+enR3d+PrX/86mpubceKJJ+L5559Hfn6+4+P6fD786Ec/EspOTAI+T6nhc5QaPkfOyNZ5UqxM+0UxDMMwRwTDVmJiGIZhsgt3EAzDMIwQ7iAYhmEYIdxBMAzDMEK4g3AApxZPTXNzMy6//HIEg0EEg0FcfvnlaGlp6Xebq666Coqi2P7mz58/OA0eJH7/+99j/Pjx8Pv9mDt3Ll555ZV+7V966SXMnTsXfr8fEyZMwH333TdILT18uDlH69atS7pmFEXB9u1Hbuqbl19+GcuWLcOIESOgKAr+8Y9/pNwmU9cRdxAO4NTiqbnsssuwadMmPPfcc3juueewadMmXH755Sm3W7JkCfbv3x//W7Vq1SC0dnB47LHHsHz5ctx8883YuHEjFi5ciKVLl6K2tlZoX1NTg3POOQcLFy7Exo0bcdNNN+Haa6/F448/PsgtHzzcnqMYO3bssF03kydPHqQWDz6dnZ2YNWsW7r77bkf2Gb2OLMYxDz74oBUMBlPamaZpVVZWWj//+c/jdT09PVYwGLTuu+++LLbw8LB161YLgPX666/H69avX28BsLZv3y7d7sorr7QuuOCCQWjh4eGEE06wrrnmGlvd1KlTrRtuuEFof/3111tTp0611X31q1+15s+fn7U2Hm7cnqO1a9daAKzm5uZBaN3QA4C1cuXKfm0yeR3xCCILpEotfqSxfv16BINBnHjiifG6+fPnIxgMpvy+69atQ3l5OaZMmYKrr74a9fX12W7uoBAOh/H222/brgEAWLRokfScrF+/Psl+8eLFeOuttxCh6aqPENI5RzHmzJmDqqoqnHXWWVi7dm02mznsyOR1xB1EFugvtXjssyOJuro6lJeXJ9WXl5f3+32XLl2KRx55BC+++CJ+/etfY8OGDTjzzDNt628MVxoaGmAYhqtroK6uTmgfjUbR0NCQtbYeLtI5R1VVVXjggQfw+OOP44knnkB1dTXOOussvPzyy4PR5GFBJq+jYZtqY6AMxdTiQw2n5whI/q5A6u976aWXxsvTp0/HvHnzMHbsWDzzzDPxVf+GO26vAZG9qP5Iws05qq6uRnV1dfz/CxYswJ49e3DHHXfg1FNPzWo7hxOZuo6O2g5iKKYWH2o4PUfvvfceDhw4kPTZwYMHXX3fqqoqjB07Fjt37nTd1qFGaWkpNE1LehPu7xqorKwU2uu6jpKSkqy19XCRzjkSMX/+fDz88MOZbt6wJZPX0VHbQXBq8dQ4PUcLFixAa2sr3nzzTZxwwgkAgDfeeAOtra046aSTHB+vsbERe/bssXWqwxWv14u5c+dizZo1uPDCC+P1a9aswQUXXCDcZsGCBXjqqadsdc8//zzmzZsHj8eT1fYeDtI5RyI2btx4RFwzmSKj15Hrae2jkN27d1sbN260br31VisvL8/auHGjtXHjRqu9vT1uU11dbT3xxBPx///85z+3gsGg9cQTT1jvv/++9bnPfc6qqqqy2traDsdXyDpLliyxZs6caa1fv95av369NWPGDOu8886z2dBz1N7ebn33u9+1XnvtNaumpsZau3attWDBAmvkyJFHzDn63//9X8vj8VgrVqywtm7dai1fvtzKzc21du3aZVmWZd1www3W5ZdfHrf/+OOPrZycHOs73/mOtXXrVmvFihWWx+Ox/v73vx+ur5B13J6j3/zmN9bKlSutDz74wNq8ebN1ww03WACsxx9//HB9hazT3t4ef+YAsO68805r48aN1u7duy3Lyu51xB2EA6688koLQNLf2rVr4zYArAcffDD+f9M0rR/96EdWZWWl5fP5rFNPPdV6//33B7/xg0RjY6P1+c9/3srPz7fy8/Otz3/+80muiPQcdXV1WYsWLbLKysosj8djjRkzxrryyiut2trawW98FrnnnnussWPHWl6v1zruuOOsl156Kf7ZlVdeaZ122mk2+3Xr1llz5syxvF6vNW7cOOvee+8d5BYPPm7O0S9+8Qtr4sSJlt/vt4qKiqxTTjnFeuaZZw5DqwePmGvvoX9XXnmlZVnZvY443TfDMAwjhN1cGYZhGCHcQTAMwzBCuINgGIZhhHAHwTAMwwjhDoJhGIYRwh0EwzAMI4Q7CIZhGEYIdxAMwzCMEO4gGIZhGCHcQTAMwzBCuINgmCzS2NiI8vJy7Nq1K+vHuvjii3HnnXdm/TjM0QPnYmKYLPK9730Pzc3NWLFiRdaP9d577+GMM85ATU0NCgoKsn485siHRxAMkyW6u7uxYsUKfPnLXx6U482cORPjxo3DI488MijHY458uINgGIc8+uij8Pv92Lt3b7zuy1/+MmbOnInW1tYk+2effRa6rmPBggW2+nHjxuGuu+6y1c2ePRu33HJL/P+nn346vvWtb2H58uUoKipCRUUFHnjgAXR2duILX/gC8vPzMXHiRDz77LO2/Zx//vl49NFHB/5lGQbcQTCMYz772c+iuroat99+OwDg1ltvxerVq/Hss88iGAwm2b/88ssDWtP8oYceQmlpKd58801861vfwte+9jVccsklOOmkk/DOO+9g8eLFuPzyy9HV1RXf5oQTTsCbb76JUCiU9nEZJgZ3EAzjEEVR8NOf/hR//OMf8bOf/Qz//d//jeeeew4jR44U2u/atQsjRoxI+3izZs3CD37wA0yePBk33ngjAoEASktLcfXVV2Py5Mn44Q9/iMbGRrz33nvxbUaOHIlQKJS0JjHDpMNRuyY1w6TDeeedh2nTpuHWW2/F888/j2OPPVZq293dDb/fn/axZs6cGS9rmoaSkhLMmDEjXldRUQGgd0H6GIFAAABsowqGSRceQTCMC1avXo3t27fDMIz4A1pGaWkpmpubHe3XMIykukMXmFcUxVanKAoAwDTNeF1TUxMAoKyszNFxGaY/uINgGIe88847uOSSS3D//fdj8eLF+K//+q9+7efMmYOtW7cKP6MSUCQSwZ49ezLSxs2bN2PUqFEoLS3NyP6YoxvuIBjGAbt27cK5556LG264AZdffjluu+02PP7443j77bel2yxevBhbtmwRjiIefPBBvPDCC9i5cye+853voLW1FR999BEOHDgwoHa+8sorWLRo0YD2wTAxuINgmBQ0NTVh6dKlOP/883HTTTcBAObOnYtly5bh5ptvlm43Y8YMzJs3D//3f/+X9NmyZctw7bXXYsaMGWhqasKPf/xjPPHEE3jhhRfSbmdPTw9WrlyJq6++Ou19MAyFI6kZJousWrUK3/ve97B582aoau/72Lhx47B8+XIsX748o8e655578OSTT+L555/P6H6Zoxf2YmKYLHLOOedg586d2Lt3L0aPHp3VY3k8Hvzud7/L6jGYowvuIBgmy3z7298elON85StfGZTjMEcPLDExDMMwQniSmmEYhhHCHQTDMAwjhDsIhmEYRgh3EAzDMIwQ7iAYhmEYIdxBMAzDMEK4g2AYhmGEcAfBMAzDCOEOgmEYhhHCHQTDMAwj5P8D+tJcnX6cJx8AAAAASUVORK5CYII=",
-      "text/plain": [
-       "<Figure size 400x400 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "anim = fm.animate_convergence(frame_interval_ms=30)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 18,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
-       "<video width=\"400\" height=\"400\" controls autoplay loop>\n",
-       "  <source type=\"video/mp4\" src=\"data:video/mp4;base64,AAAAIGZ0eXBNNFYgAAACAE00ViBpc29taXNvMmF2YzEAAAAIZnJlZQACw5xtZGF0AAACrwYF//+r\n",
-       "3EXpvebZSLeWLNgg2SPu73gyNjQgLSBjb3JlIDE2NCByMzEwOCAzMWUxOWY5IC0gSC4yNjQvTVBF\n",
-       "Ry00IEFWQyBjb2RlYyAtIENvcHlsZWZ0IDIwMDMtMjAyMyAtIGh0dHA6Ly93d3cudmlkZW9sYW4u\n",
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-       "AAACLgAAARQAAARhAAAA+gAAAMMAAABtAAAEQgAAAIoAAABzAAAAOQAAAOIAAAAbAAABmwAAAOUA\n",
-       "AAArAAAALgAAABIAAAXvAAAARgAAABMAAAFLAAAEOQAAAU8AAAEDAAAAkgAAA+AAAADAAAAAUAAA\n",
-       "AEIAAAFAAAABXQAAAc0AAAC3AAAAGAAAABcAAAAQAAAGNAAAAD8AAAARAAABcAAABEkAAAFMAAAA\n",
-       "0QAABIgAAAEKAAAAuAAAAFAAAALXAAAAQQAAABoAAAAWAAAAgAAAAHwAAAAvAAAAFQAAABIAAAVo\n",
-       "AAACQAAAADkAAAFFAAAEYgAAARUAAADGAAAAlQAAA74AAADsAAAAlAAAAD0AAAJVAAAARAAAACUA\n",
-       "AAA4AAAANwAAAFgAAAAZAAAARAAAABkAAAAZAAAAFHN0Y28AAAAAAAAAAQAAADAAAABhdWR0YQAA\n",
-       "AFltZXRhAAAAAAAAACFoZGxyAAAAAAAAAABtZGlyYXBwbAAAAAAAAAAAAAAAACxpbHN0AAAAJKl0\n",
-       "b28AAAAcZGF0YQAAAAEAAAAATGF2ZjYwLjMuMTAw\n",
-       "\">\n",
-       "  Your browser does not support the video tag.\n",
-       "</video>"
-      ],
-      "text/plain": [
-       "<IPython.core.display.HTML object>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "fm.show_animation(anim)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "# Physical gradient descent"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 19,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 640x480 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "n_timesteps = 5000\n",
-    "dt = 1e-13\n",
-    "gamma = -0.01 * me / dt\n",
-    "\n",
-    "r = np.zeros((2 * n_electrons, n_timesteps+2))\n",
-    "\n",
-    "r[:, 0] = initial_condition\n",
-    "r[:, 1] = initial_condition\n",
-    "\n",
-    "for k in range(2, n_timesteps+2):\n",
-    "    prefactor = 1 / (me / dt ** 2 - gamma / dt)\n",
-    "    F = - qe * fm.grad_total(r[:, k-1])\n",
-    "    r[:, k] = prefactor * (F - r[:, k-1] * (-2 * me / dt ** 2 + gamma / dt) - r[:, k-2] * me / dt ** 2)\n",
-    "    \n",
-    "rx, ry = r2xy(r[:, -1])\n",
-    "final_x, final_y = r2xy(res['x'])\n",
-    "\n",
-    "# plt.plot(init_x*1e6, init_y*1e6, 'ob')\n",
-    "plt.plot(rx*1e6, ry*1e6, 'or')\n",
-    "plt.plot(final_x*1e6, final_y*1e6, 'og')\n",
-    "plt.gca().set_aspect('equal')"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 20,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 400x400 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "import matplotlib.animation as animation\n",
-    "from matplotlib import patheffects as pe\n",
-    "\n",
-    "fig, ax = plt.subplots(1, 1, figsize=(4, 4))\n",
-    "fm.plot_potential_energy(ax=ax, dxdy=(2, 2), print_voltages=False, plot_contours=False)\n",
-    "\n",
-    "rx, ry = r2xy(r[:, -1])\n",
-    "pts_data = ax.plot(rx*1e6, ry*1e6, 'ok', mfc='mediumseagreen', mew=0.5, ms=10, path_effects=[pe.SimplePatchShadow(), pe.Normal()])\n",
-    "\n",
-    "# Only things in the update function will get updated.\n",
-    "def update(frame):\n",
-    "    rx, ry = r2xy(r[:, frame])\n",
-    "    # Update the electron positions (green dots)\n",
-    "    pts_data[0].set_xdata(rx * 1e6)\n",
-    "    pts_data[0].set_ydata(ry * 1e6)\n",
-    "\n",
-    "    return pts_data, \n",
-    "\n",
-    "# The interval is in milliseconds \n",
-    "anim = animation.FuncAnimation(fig=fig, func=update, frames=np.arange(2, n_timesteps+2, 25), interval=30, repeat=True)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 21,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
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-       "  <source type=\"video/mp4\" src=\"data:video/mp4;base64,AAAAIGZ0eXBNNFYgAAACAE00ViBpc29taXNvMmF2YzEAAAAIZnJlZQABLENtZGF0AAACrwYF//+r\n",
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-       "ACYAAAASAAAAEAAAABAAAAAbAAAAEgAAABAAAAAQAAAAGwAAABIAAAAQAAAAEAAAABsAAAASAAAA\n",
-       "EAAAABAAAAAZAAAAEgAAABAAAAAQAAAAGQAAABAAAAAUc3RjbwAAAAAAAAABAAAAMAAAAGF1ZHRh\n",
-       "AAAAWW1ldGEAAAAAAAAAIWhkbHIAAAAAAAAAAG1kaXJhcHBsAAAAAAAAAAAAAAAALGlsc3QAAAAk\n",
-       "qXRvbwAAABxkYXRhAAAAAQAAAABMYXZmNjAuMy4xMDA=\n",
-       "\">\n",
-       "  Your browser does not support the video tag.\n",
-       "</video>"
-      ],
-      "text/plain": [
-       "<IPython.core.display.HTML object>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "fm.show_animation(anim)"
-   ]
-  },
-  {
-   "attachments": {},
-   "cell_type": "markdown",
-   "metadata": {},
-   "source": [
-    "# Sample from the Maxwell-Boltzmann distribution"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 62,
-   "metadata": {},
-   "outputs": [],
-   "source": [
-    "import scipy\n",
-    "from scipy.constants import Boltzmann as kB\n",
-    "\n",
-    "class MaxBoltz2D(scipy.stats.rv_continuous):\n",
-    "    def _pdf(self, v):\n",
-    "        T = 0.5\n",
-    "        sigma = np.sqrt(kB * T / me)\n",
-    "        return v / sigma ** 2 * np.exp(- v ** 2 / (2 * sigma ** 2))\n",
-    "    \n",
-    "sample_v = MaxBoltz2D(a=0, b=4e4, name='velocity')"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 63,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7fefd8ec9f00>]"
-      ]
-     },
-     "execution_count": 63,
-     "metadata": {},
-     "output_type": "execute_result"
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 640x480 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "samples = sample_v.rvs(size=1000)\n",
-    "v = np.linspace(0, 4e4, 10000)\n",
-    "\n",
-    "plt.hist(samples, bins=100, density=True)\n",
-    "plt.plot(v, sample_v._pdf(v), color='tab:red', lw=2)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 64,
-   "metadata": {},
-   "outputs": [
-    {
-     "name": "stdout",
-     "output_type": "stream",
-     "text": [
-      "|████████████████████████████████████████| 20000/20000 [100%] in 15.2s (1312.08/s)                                      \n"
-     ]
-    },
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 640x480 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "n_timesteps = 20000\n",
-    "dt = 1e-13\n",
-    "gamma = -0.01 * me / dt\n",
-    "\n",
-    "r = np.zeros((2 * n_electrons, n_timesteps+2))\n",
-    "\n",
-    "# Start with the best solution at T = 0\n",
-    "# perturbation = 0.1*np.random.rand(2 * n_electrons) * 1e-6\n",
-    "r[:, 0] = res['x'] #+ perturbation\n",
-    "r[:, 1] = res['x'] #+ perturbation\n",
-    "\n",
-    "with alive_progress.alive_bar(n_timesteps, force_tty=True) as bar:\n",
-    "    for k in range(2, n_timesteps+2):\n",
-    "        prefactor = 1 / (me / dt ** 2 - gamma / dt)\n",
-    "        F = - qe * fm.grad_total(r[:, k-1])\n",
-    "        r[:, k] = prefactor * (F - r[:, k-1] * (-2 * me / dt ** 2 + gamma / dt) - r[:, k-2] * me / dt ** 2)\n",
-    "        \n",
-    "        if not (k%50):\n",
-    "            # Add some temperature\n",
-    "            velocities = sample_v.rvs(size=n_electrons)\n",
-    "            thetas = np.random.uniform(low=0, high=2*np.pi, size=n_electrons)\n",
-    "            perturbation = np.zeros(2 * n_electrons)\n",
-    "            perturbation[::2] = velocities * np.cos(thetas) * dt\n",
-    "            perturbation[1::2] = velocities * np.sin(thetas) * dt\n",
-    "            \n",
-    "            # perturbation = random_sign(2 * n_electrons) * velocities * dt\n",
-    "            r[:, k] = r[:, k-2] + perturbation * 100\n",
-    "            r[:, k-1] = r[:, k-2] + perturbation * 100\n",
-    "            r[:, k-2] = r[:, k-2] + perturbation * 100\n",
-    "    \n",
-    "        bar()\n",
-    "    \n",
-    "rx, ry = r2xy(r[:, -1])\n",
-    "final_x, final_y = r2xy(res['x'])\n",
-    "\n",
-    "# plt.plot(init_x*1e6, init_y*1e6, 'ob')\n",
-    "plt.plot(rx*1e6, ry*1e6, 'or')\n",
-    "plt.plot(final_x*1e6, final_y*1e6, 'og')\n",
-    "plt.gca().set_aspect('equal')"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 65,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 400x400 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "import matplotlib.animation as animation\n",
-    "from matplotlib import patheffects as pe\n",
-    "\n",
-    "fig, ax = plt.subplots(1, 1, figsize=(4, 4))\n",
-    "fm.plot_potential_energy(ax=ax, dxdy=(2, 2), print_voltages=False, plot_contours=False)\n",
-    "\n",
-    "rx, ry = r2xy(r[:, -1])\n",
-    "pts_data = ax.plot(rx*1e6, ry*1e6, 'ok', mfc='mediumseagreen', mew=0.5, ms=10, path_effects=[pe.SimplePatchShadow(), pe.Normal()])\n",
-    "\n",
-    "# Only things in the update function will get updated.\n",
-    "def update(frame):\n",
-    "    rx, ry = r2xy(r[:, frame])\n",
-    "    # Update the electron positions (green dots)\n",
-    "    pts_data[0].set_xdata(rx * 1e6)\n",
-    "    pts_data[0].set_ydata(ry * 1e6)\n",
-    "\n",
-    "    return pts_data, \n",
-    "\n",
-    "fig.tight_layout()\n",
-    "# The interval is in milliseconds \n",
-    "anim = animation.FuncAnimation(fig=fig, func=update, frames=np.arange(2, n_timesteps+2, 25), interval=30, repeat=True)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 66,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/html": [
-       "<video width=\"400\" height=\"400\" controls autoplay loop>\n",
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-       "AAAAAExhdmY2MC4zLjEwMA==\n",
-       "\">\n",
-       "  Your browser does not support the video tag.\n",
-       "</video>"
-      ],
-      "text/plain": [
-       "<IPython.core.display.HTML object>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "fm.show_animation(anim)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 68,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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",
-      "text/plain": [
-       "<Figure size 400x400 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "# n_electrons = 20\n",
-    "\n",
-    "fig, ax = plt.subplots(1, 1, figsize=(4, 4))\n",
-    "\n",
-    "fm = FullModel(potential_dict=potential_dict, voltage_dict=voltages)\n",
-    "\n",
-    "fm.plot_potential_energy(ax=ax, dxdy=(2, 2), print_voltages=False, plot_contours=False)\n",
-    "\n",
-    "for k in range(n_electrons):\n",
-    "    plt.plot(r[2*k, :] * 1e6, r[2*k+1, :] * 1e6, '-k', lw=.5)\n",
-    "    \n",
-    "fm.plot_electron_positions(res, ax=ax)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": 58,
-   "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "image/png": 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y6yMT+Aj4C35MV/7q8CF5ceXdc4WRera3tEUlLD8uL07y4tomurf8yFycQ4zLCeZH5vIjlyWDk7mUOoxcZqTpBOsuhZFzMW3oe6CUM+8l11aRtajDy+CTdyULnvQqdxiJTCFdWSwR5mu8psUbGUZq+Ux1i5F7iJHRuDT7cB0gJrnCBEEQhAGADCyCIAhCVpGBRRAEQcgqssaSIZrJJ6FkE0ya3tH2MLxtxY5GE0fSdRHv/VQ66+V2XYVbS+Gi8BMj76NE043Z3mspFrPGku5aSsxm1ksSI+99rJ/4WW9RztnL2xT7SSrJlXPrKtw6TLI2vtZY6N+IsSf7SwzKfy+m6ye2jzUWldyst2i0gNqSHTt+rMePdWpD5hJJsusq8fOwEfmWDc3M0f2Yk7MKgiAIRywysAiCIAhZRaSwTAma6SeYNFJLZFT+opHzyjEjdyX+OxfyFx+FnzqKHgA6YvEpOid/xXxE1av1vaUp1m6cza2JbW8pwfWReTKbkfc2U0djMlLqRmopy+/WxJxkRqUqTgrjovBtk3m/mfJEuISWSh1WCqNkSRZDQiQ+VcWIHKjTOqR7uukteWnkflXuOYNstMIlqrQsIMjdOT1DZiyCIAhCVpEZiyAcgVixKJp2f4xYtB15hcWIVA2B5iPgUhD8IANLpgSDgEnePiZ5pGakruMSicxxSLJJRvLi5C4A6pbCvSh/RS1vCSqWsA1wlJHCuGh7KnnZzHbErCuMkdG6ucJ8yFxUZohFY9j03iKsfvMpWE5Hp2RhAyOOOg0TT/k0QgXF/iLvGRnNL7qReiCgMgsANO39BCtf/T/s3PYB8keWQg8bsA5EEd1+AGOnnoNJp12CUH5Rt/MnTULJSGZUtuIkMvo3pRH8rCTpw5HXWc87Wj+zkPk06hNZLDEJpfJZZZJVatS1Rf52muEtfymymBOXv1wqtSsSHJHIgkFVGssiMrAIQhps+/AtvPH0PSg5aSiGfPd4mAWdDxLXdrD/7c345yP/iWGjTsZxs7/c72YA699+ER+8+WfUfP5ojBs/W+mfY9moe2sjnrzrazjnS7eifOjYPuypMNCRNRZB8MnmD/6NNxc/iLG3nIPqi6Z0DSoAoBk6ymaOxtifnIP9eeux9Mm7+66jHmxavhgffvg3jPvJLBRPqO026OmmgbKTx2DUTadj4Z9+gsbdH/dRT4XDAZmxZEogkH4gpE7ebhL95Lh0rxXvBJM0QJKTuzrrZV/+4vZQ4eQvxfmVIIVx8heVyLggRy5w0vbhBFPcZQkSFJW5OFmspaEOb77wAMbdMgt6kP/YaJqG2s8ci60Pv4kN7yzCiGNO79z3Ig2cBEeZzji7bMuzGFqCbGXHonj35Ycx7mezoRnJv0sGIvkYfv0p+NeDt+Pib99L+qCek7rNqGSmuLyIZEO3LHaYIEfaVtkrJQP3HJ/gk9uPJfuymAb1s8nJX/SzTQMkFYmMHBs6+cPTZwp91vgNnAyIK0wQ+owP//0kKi+dmHRQoQz+3FSseO2PsKyO1JVzzKbl/8Kg04dDD/jYaB1AuLIYsVArdmx4L8c9Ew5XZGARhBQ4jo1ta17HoOOG+25jFoRgVgawZeXiPh9c1r/3LMrPSG/NpPL8CVj9xt/RWLc9R70SDmdECssUw0iQueLfBtMNhGTzgBGZS5HLqFssIVdYzNHIaz7cXD7cX5z85SfYkdZJfE2RxZT2me+7wkleVO5KlOc4J9ih8paGvQhWF3aTmFIROWEw9q1Yj8LywSirmtDt/P5JLc0kc4jZbhRGXpB93YuCEeXYV78R9XU7YQZLEMorUK9HHEuK/EV+P9on6hCjspjNOr6oRMYEODIBlclQg2PJDI4EEepaerIYra9rrmd5J2RNjpyXur9sRv5i84n5CZykmqkSvG11PsdygMxYBCEFdrQdejj972B6KADbaocVbUO0ozkHPfNJJuY0XcOh3dVbD+zLaneEwx8ZWAQhBcH8IlhN6ctZVlMbAsF8AEBbc989nDVbg2Olt0jbvqsR4YISAEBrS526U6EgpECksEwxVVeYstUwnV4ygZA03xeXB8xm3WK0jvp1VHVzUZnLO5U9t40wF/zIyV/RaLycy/UFqO4vP44vLshRqU9S8XOSV7L8XvQ1V3EsdbYPhItgN1iw22MwwgH4Zf/rWzFh+imIWQ7c1lbkFaoP93TdYoko0hzjENN1DYPHnob9Szah/DT/6yy7/7kGo8efe/C9shHriEEnwb58evzUEpkTSJ0rTM0JRuqQJ5Zft5hSj1UElRz15JiTuehnhfaDl86oNKa53oGUXLAkl0+MDZwkgZD02eQm1jGZG6eHyIxFEHww5tjzse+1Db7rt+9uhBHLQ/BgFPshWakvGD3tPOx7aaPvWYfV3I7ojhYUVdTGC/tZsKfQv5GBRRB8MHLqp1D/8hZ07DuQsq5rO9j8wL8xbMrZXWW64X+mk20C4QIMG3sWtj+6LOXg4kQtrP/Fyxgz/fyuMsMMQtdzs8grHJ6IFJYpZlDd4k0JVKI5gbwDIW3l2PQ+doKexzRAkkpWQKKbK7UTrINziDHOLD/yVzRJgGS68hebN4wJqORcYYqDKGG9IZUrrPPYxIkX/whLf3EbRlw3E/lDSuGF3RbF+l/+C1W1M1FQVgvHduA6gJFfjFhHboLREqFurENXHD39MnS81ozNv3kdQ+ZOQ3BQQbd2LVv2YetDSzBs/KdQVDEc1sH3OJxXglhUlUyUtPmm4Vmupsf3dug5jkHqpPs9l9ZP+JtyA2iUHFP1WnH8pRssSVoyDjEA0KljTvP+nOtg3F/kM6+TZ4fuxv8uSuAkfQbZ5L2hdcwgYObmnpSBRRB8UlQ+BKdc9v/w7u/uRNRsRNWFE1EwuhKaoaNjbxN2P7sabZsaMWzKLAwaPKarnaYbCIVL+q7jB5l8xlXYvXE5Vv/yUbj5UUSmDYaRH0Csvh0Nb21DOFyB8dM/h4LSyq42mqYjXFDWh70WBiIysAhCGuSXVOLUL/wc+3asxsaFT2Pvgjfh2jaC+RHUjDwNRecOVepr0FBQPARat5iGvqFq9FSUj5iM3VvfRsP2TbBjUYRC+Rhy+iyYwbC6oZemIVI6HEYfynjCwEQGlkzRTT4lPil3iURm2ekFQtrMsbpbY0IuLj+7Ovo59pH7y4/8FUtwYCmuMB+Slx/HF63DObwsIn8lc4XxDjFVLouUj8eEk+ai+cBO5Vz2wX657sFBJTIYhlmkXN/rnJmQmL+rCytVHQ1ltdMRKqhELNqMQ2OeYztdi/S6EURRZCiMQDEsy4Hu8GnzVcmLSL+kDX3PzYD3IMs5x6isxQVUqq4uwFdgo+Vn2wFvactgHWI00FI9v6FR2Tlerhne0hY99hM4qRsxck5yAfJsUlLrO7Yq4WeR/vE1qgfcf//9GDlyJMLhMKZNm4bXX3+drbt48WJomtbtZ+3atb3YY+FwIb+oGiXl4xHOL4em0XWGAPIKKlFSPgGh8KA+7CGPYQQQKR2NkrLxyMsvRyBYiECgAMFwCYpLR6K08igEw8V93U1hgDKgZyxPPPEErr/+etx///04+eST8dvf/hZz5szB6tWrMWzYMLbdunXrUFwc/9BUVFT0RneFwxDTDKOweDAKimrhHvwmqetGj2cjvYUZCCMYHtL1b3YWJAhpMKAHljvvvBNf+cpX8NWvfhUAcPfdd+PFF1/EAw88gPnz57PtKisrUVJS0rOLazqfEp+U04BHKnNxkpefQEguBxiQTP7i8oB578qoyFRM7i+LqUPlr2hCrrB05S/q4OIcX7YSCJlaIkt86Nusk8xbTuHPpXW14wYWt4e7RlLoO6sxucK4gULXiZTjcHW8U+MDgEEcXLoPyctlUv9zzrGe4x3wmChPeUHrqMfe8peu0fPHf89ExybnGDP19AInqUTmEN2TPmtMEjgJLleYbQE5WvsbsFJYNBrFu+++i1mzZinls2bNwpIlS5K2nTp1KmpqanD22Wdj0aJFSet2dHSgqalJ+REEQRB4BuzAsm/fPti2jaqqKqW8qqoKu3bt8mxTU1ODhx56CAsWLMCTTz6J8ePH4+yzz8Zrr73GXmf+/PmIRCJdP0OHDmXrCoIgCANcCgPQbYtV13XZvcbHjx+P8ePHd/175syZ2L59O375y1/itNNO82xz0003Yd68eV3/bmpqwtChQzvz71BXGDl2wAQ8knIa5OjnmE+Br8oHnMuL3TUy5i1zRX2kxOfyfnHOr2Tn8iN/cXWUAEk/DrGY2ifHxw6SfqQtrk6vrLcwTjAqlylOLh/SWTK5jJO8HM4tFvCWGGlwZe6g1/AOCDR6tLaUOp8YoH5WFSmM5lrT0nsu2BoNnCTHtJw+p0iyNc0MQpNcYSrl5eUwDKPb7GTPnj3dZjHJmDFjBtavX8++HgqFUFxcrPwIgiAIPAN2YAkGg5g2bRoWLlyolC9cuBAnnXSS7/MsX74cNTU12e6eIAjCEcuAlsLmzZuHuXPnYvr06Zg5cyYeeughbNu2Dddeey2AThlrx44dePTRRwF0usZGjBiBSZMmIRqN4k9/+hMWLFiABQsWpH9x3WCdYJz7y0/wo+IQ8xXsyAdIcvUsMiWPMXnA/OTu4vJ+cfUT6yVKW7GONqxd8izWvfc8cNDV4sRc1IyYioknX45wUZlnWzUPmHe5xeQWS/y3Ip+xecMYWYxxkWXTCeYHl5G5HOrMYqQzl5HLEt1lVCaj0pYZiMtOLutI611Ls+oEI7IVTUXPBEuq0iBzrNHPpreLLFk9LqhS11IHTnIOMYfWMcgfmzrEdEvNd5hFBvTAcsUVV6Curg633XYbdu7cicmTJ+O5557D8OHDAQA7d+7Etm3buupHo1F897vfxY4dO5CXl4dJkybh2WefxXnnnddXv4JwkA3v/gvvvvIIyj41GqN/cjr0YOet6bouGlfuwOJnfoLSogk4/vxvQmOsq4Ig9A80V7aGS4umpiZEIhE07vgjistIhttgXteh5caPYw455sqZ46gd/zbRThar6UJ8e0KqkCizSN9G6nEbd0WZ4xizYN9BZg1srIuPGcu6N1/AipV/xcjrToWeZDF393OrgTUBnPSZH8C2vGcQMmPhY1q4AZn7Jq4lnbF4v0ZnLGoGZJ2pr5M68bZtjbuwd+s6WNE25BeVoHbCcQiG85U6tG1iZmTTiP87FPDOoBwi7YOkTsD0LqfH9JxBM/775JH+BQ21T0HyfoZJvRBTHiRpWQJ6W+pjzbvcJOWIkuNYO5qaWhEZPBeNjY1ZXT8e0DOWPsUw+8wJxsldvttw8hcjZ6nuL8bV5eOcQHf5q3n/Hrz3+h8x7qezoBnJZyJV503E9vpl2PDOQgydfFZXOef4cnzsJgn4G0DooMENFNyOkL0+sDABj5rO9I882KhcRp1gibJWMpksXs4ERSaRwj5e8ybWLP0L3CILBUdXQC8xYDdE8fYDv0NZ+VhMn30VIpVD2PZecI4vPxNfRZqiA6UysMZPFFMcXnyApKXUi9ehDjFT7wWHmJGbIUAGFqFPWfHqX1B12aSUg8ohai89Bmt/+hfUjJ8JM5CXuoEwIHBdF+88ex8a9E0YcsNUBCL5yuvVF01B86Y9ePGRmzBzzrcx9KgT+qingh9ErBb6DMe28PGGtxA52v83UCMviODQfGxf8yqsWFvqBsKAYNXiR9FSuhMjvnZSt0HlEIWjKjHmh5/C0hfvxd6t63q5h0I6yMAi9BmtjXUI1RSzAa0ckeNq0LhnK5rqt+aoZ0Jv0t7cgE8+Xorazx6bsq4RDmDUvNPwxt/vyn3HhIwRKSxTdJPddjhbFmPFIuyjHEhcV6FrDKkTTHLWY3XrX++1Gu6ciVHuNGK+o60dWjB9u6MeNBGLdSDa0Yq2lkaYZiG5tvcivc3YkxP/za2luMyiPoVbY4HtvaifK1zH+/uixqw10DUZug7Drb0AyddfuuowazqJCS3Xvfl3VJw3zvcXjEAkH3ZhDJtWvI5hR81IuYkal3iSWozp/ir0vlZMCqQ+l6jSohbmhH5R+zH9bKprL5x1OUvWY53szaybsh+LcPgRKiiG1ZC+nBWrb4MZ7JRL2lvrst0toZfZteUtDJo2PK02ledNwEfLXkD93i256ZTQI2RgEfqMcGEEaAas1mjqyoT9r29B6bAJAADb6shF14TexIRv88YhwtURtLXUo62lHtGOlhx1TMgUkcIyxTCUbYep/JALizFVWZLbjb1f8xNh72d/FT8R+VyyyG7XiDkYN+1i7Fi0BNXnT4Yf2nbUI6BFoJth2JYDDbYif9HzczbixD75kbz8yFz9x27MXI9KVuRBTvtN5TJOIgMSovtp7BGVHLlElwl26Ewi6Tr7rMG2HTTV70YwVMDW5e3QnGXaOxLe8BGFbyaJvFfkNsVWHK9DP/PZsh6bZP5An1maYQNGbiLvZcYi9Ckjjzsbja9/gradDSnrOlELm+57XYlh0Y1gDnsn9AaarcOJppdlt3VLHQoilQCAtpb6XHRL6AEysAh9imEGcPbcO7D17qVoXr+brRdrbMPa217AkLFno6A0nr06lNc/95QX/DN0/Fmo+/fGtNrseW4thk2aCQBwXYfd7VPoG0QKyxRNYx1fvekEs90kUhiT9oQeUznLcb3Py0XkO0wdl4l4B7xlsnBRGc74wi/wzt9+je2t76Bi9jgUjK6AZujo2NOE3c+thV1nY9jk81BUMRS25cB1AV03YQaKWfmL61OiNOXEGDmLcXP1yCGWqwegnlraon3V2DrxU1J5N9FRpoNKv8SJR/pBJRiLyEs0rYoVszF44tl4Y8FzKD99rK+1ltaP98OI5cHMK4J98HeybVcZXKg8ZVneshW9l9UIe7K/jOv9WaEpYzjXZKIUZureUliuHWL0WUPLDS0KpGn194sMLEK/IFxYglM++1M07N2MdW/9HbsWfQTXtREMFWPk6AuRd1y5kgcMAAqKhx60qEq6u4GMGczDqKMvx6Z7nseo605LOrh01DVj012v4thPfbmrLBDMTzsWSsgtMrAI/YqSipE46pTPo6XpE7gAHI9Zg6YZKIwMRTBU1PsdFHLC0ElnQoOFdT97BoO/cCwKx1Ypg4UTs1D3743Y/cwaTDlzLsLFcQk0v7CiL7osJEEGlkzRTbgunTIThxgp5+pwTjCqrPhxgiW6wpSpuw8nmDqN9w6o9FPfjnk7s5wEqUjZdpjJjhwKl8MMRNDeug8tB/bBsWPQNA26HkIovxShcCkcR+tqwwU/OqRPyeQrTv7y5RDrQUZjVi7ziSJP2d5b7oJxZnEyF81orBH5yk1YjqXyIeceo8vxiU6wQ1BZbMikc1BSMwlr//Yotja8hYJRZdDDJmIN7Wjf3ojK4VMxdc61MIPhrtmrYQQQDBV3u88SJdiucmUfFSKX0aBIJXDSWy5jgyipQ8xUf2f6WfXjELOZzz/nEPPz3KHluQyQlIFF6JcYRgAFRTUIhSvhui40TUtYJ5LF2sORwtJaHHfu99C0/yM0798Bx4ohOKIA4aNLoWlaguXXQEn56JSR90LvIwOL0O8R/fzIQtcNlFYdhVBeBB1t9dA8Qi1C4WKUlA+DGQj1fgeFlMjAkiEOTGXfFYe6ZBjJS52eup7H6TrBugVIMk4wP1sHc4GQNreXCyNBqc4vdWbB73dCypnARlV6y1z+cmMJAZJZkrx6O0CSOy+Vs9jgRypzkV+NlcgSfzfFJeYdZEf/Fgh4B1FSTGUzMAMFRUOQV1ANK9YI22rvrBMMIpxfCtMMQTf0rr994n2mdJU6xGKpJSxe5vKWy6hERt1i9LPYWY/KWX4+8/HzBuhW0OTzz0le9BlkMM8mXTOVfaSyiQwsgiD0W3TdVBbnDVNkr4GADCyCcJhixVqxd/vraGndDMeOIRCMoKL6FBSVje7rrgmHOTKwZIgLg02P7xJpwE9QJLeFsKLEMPKXkxAgyaa+d73lJT/HXD4xLhAy2SI7J5OpDrH0cn9x8hd1LiXL6eVH/uLqOJbjuQbky/HV03T6TLyH1dGKresfQwd2omLOGAydPA56wEDH/hbseeEZbFnagNrhF6G0eiqAJBKZ38QcyvtP5Cyypzwni+lUfkXm70diPjDqVKP3kJ/ASWoQ8PVZcb0/K4l9oi4x+hlWZS541uFyiBlMsKSBeGJX5TlFvHouosqzKpvIwCIIadLa9Al2bXsBrR3boAU0ABrcdqCsfCYqBp8Cwwz3Wd9i0WZ8tOJODL3mGJRMmaq8Fojko/DrFbA7LGz89UuIbq1D9fBP9VFPhcMZGVgEwSeObWHjyt/BLTuAmq9MROHoKfHXohb2vroBa569HYOHXIaSimN6vX+u62LDqnsx4j+PR9GYSraeETIx9ntn4qOf/wvhPVUYVH10L/ZSOBKQgSVDXFdXpAI2IInWAa3DyFSs5AXvOgnOEz85wfw4wWKctMXk4nIYqShxB0leWvC+Hpf7qyfyl5PoSvIjecVsfPTBr1F+WS3KT56GRPSgiapzJqDi9DFYN/9ZuJaFQZVTu50nqziqu61p31oUTClKOqgcQtM0jP72KVj7w6dQXHoUtIOeXjZVfkKgJSd5USmNvsucLEaDKGluMUfn7g1vp1rifabk+2LuIY3WYT4rnHOMc4hxOcQ6r+3tCuPkL5NxgtH6/POFCZzU1GeWEjCZRcRiIQg+2Ln1BUTOGoTyk5MvfOtBE+NvPhuf7P4HrGjvbkC1e89C1Fw8yXd9szCM4JAg6ve9C9dlIvcFIQNkYBGEFLiug/11b6N6zkRf9fWAiZpLJ+KT7f+E6/ZwgT4NLKMJoYr08qdVzh6HhrqVaOvYkaNeCUciIoVliO0abFAkn7Mn9dSWq8PtJpnoCuMcKuk6wfykxGddZMTVlSgHqDKZt/uLC35UUt9zub/8yF8JTrVUO0g27F6FyLSqtLbPLTtpNHb85SmUd8xESB+cMnuAX7ksMX39IRw7Bj2UvsMnEMmDbbfBslpgxVpggt+JUekHlbxi8XJOFnOZfruMzMUFUVJ0xr0FqPegxtRTXY3ekldPHJRmQswN95mPpSl/cc8I7rmTLFjSdmUHSUHoE1qaNyEytSatNpqhIxAJIxZrQsyuy1HPyPV0E67lb3CiOB0WtIOW1ZjdkOVeCUcqMrAIQgocNwY9mP43Oy1owHViiNmNcDPZ2D2da2ka3FbAbo+lrkyoX7YdeXm1AADbbs1F14QjEJHCMiQxQJIGGjlMgKSfoEgu+FGVuOLHdjcJwDvHF7c7JJ3G29xU34cTjKbD53J9AXx+Me6YnleRrJjcX37kr2Rp871kMUMvQsf+BqS7+4vV1A4UBeE4Fiz7AExdPUMmOcSUXSATnFqlkZnYu+gjVM/xt4Dv2g7q39yG4eNPAxwXrmZl5GDzI4tByc8W/3y4RPqhO1HCjNfRONmJpu5PkNq4e1MNkEztEOM+Ezbz2VTy6iXkL1PyiJH+cfIX91zwEyxJAySVZxN9Zmm5C5CUGYsgpKC0chr2LdyUVpuOumZo0VBXSnfHjaZo0XPKqmZgz3PrYbV2+Kq/87lVKCwa27X+o+XoISMcecjAIggpCOWXwW0IIrq/2XebnU+vQqTk2Nx1ygPdCGJI7eex9taFsFqSDy57X/0I+xd+grKaE7rKDMPfwr0gpEKksAxJDC5ij9MMilTdH/Cuw0zPk72mHqd3Xj9OMF7KSgyQTB0IyZbHGFcY5xDzEfiY9DXi8KmtvQgb7vw/TLhlFnQz+Tf7Ax/tRtM7ezBk1Gldf0TNMeHC7eZI6wmKk/mglFNYNAa1zmfx4Q/+jLLThqH6vIkwCztTzLiui6bVn+CTBSuBhjwMHnUh4AI4eA+YWonqqsvge6fiBLMZJxwjV+pMgCTNJ8YFTtqWeq10nV3qPe4ti6mfFXjXyeSzme7n30+wpJ9nUw4DJGVgEQQfFJaMREX0HKy79SWM+f6ZCBR55wOrf3crtj38HgYP/3TcYqwZMLTC3utrZDQmFN2MvStexZp/vwwEbEAD3JiLUKAapWVnIjQiorQxjWIYumyaJWQHGVgEwSelldMRqI9g3Q8XIFCjo+qCoxAqK4ITs3Bg9W7seekjBPVKDBl9GXSykGrqRb2+fa6mG6ioOhORyqNgOcklPEMvQMis7qWeCUcCMrBkiAudzdOjyl+ZBzzZadbv9loPgiLZOlwuLS6lve1TDvATCMnIVKkCHJOVJz2vR5vC4jEYN+F7aGxcgT1/fA+OvRmaZiIYKMfg2sugGwcHlIPvpaYFEcSgLu0kV7tJah4p5zUAQa0aut4Ey26A48bXXVxo0LUgAkYJAnoJ4KBTqmPOmYksBt37d9V07/O6rDTlnR/M932W7j2b7mfCR9tu52I+25zbLO1gSR/PpsRnWDaRgUUQ0kTTNEQiUxAuqIBlHWDr6VoYYaOmK8FjX6BpGgJaBAE9Attth+vGALjQjSAMPa+rjiBkExlYBF+4joPtq5dh78cb4DgWCourMPiomQiE8/u6a32CpukIB2phoRWW0wjLbelcTdc0GFo+AiiCofcvl5WhhQGtc22ISw0jCNlABpYMcaDD8eG8SNfZ4aecC9rq9loWgiKtWBTvPPcHbP5wMQqPqUT+uFJohob6XR9h5R/+jEGlY3DMWf+BQH5ZV1tFbnASXWHpOcH85AFjd330IYslPa8PKc1ACIZeicRlb9d2PWWvnKXQZ/CSyID0pa3E8/hprzmpJS8unxgNnEzXIdZ5DcbZRerRLQI46SxbwZJJz9WDZwHrEGOfR+QYupLvMJvIwCKwRNta8M/7bkDBmVUY9/lZ3ZIwVp07Cc0b9+CV392I4+f8AKW1Y/qop4Ig9CckQFLwxHUcPPvg91D62dGoOGMcm9m3cHQlxtx8FpY9919obdjby70UhJ7RUr8HuzZ8gB1r3kXDrq193Z3DBpmxZEjnDpLe+cGUY0WOAimHZx0+KJKUZxQgyZ3X+3jLijdgjguheFItUhEozsOQr07DiqcexgkX/6Bbn/z0z5cTjOArENJH4GO36/lxkiXJO5aq30qdHjrEaK6wdCW2njq+/LSnchYXOEnXetigVx8OsUTovZXoJHNdFztWL8W6d56EkxdF3sgSaLqG6IoWRHe0YtKMizFh5nkwAsGsBUsme439bLoaUx6vrz5TSB3meUSfWRIgKfQ6K157AlXfmOy7ftHYamzb/zYa9m5E0aCROeyZIGSOY1t44693wKltxZDrj0UgoppP7A4L2xcvw5pf/xPnf+2XCITK+6inAxuRwoRuRNta0IEDCA5Kz9VUesoIfLz632g5sCtHPROEzHFdF0v+Nh+hmWEM/dIJ3QYVADBCJqpmT0T1f0zGsw98B7GOtj7o6cBHBhahG21NDQiUpm+VDVUXIdrWhLbmPXAcKwc9E4TM2btlJWKlTSg/PbXJpGBUBSLnDsU7z/+hF3p2+CFSWIYk7mPA2ft6ArcWotTJYD0jZWSxbnRbh/CDaznQ9CAcx0HrgTrkF1b67h9rMabn97P2wl2PsRR3u3YO1lV8raX4TU5J9g3hzsutvSjrGXRflyyut0AnGj69NtMntU78NMrfhLEe009gt/UMagk/+JT7aNlfUf01f3vVAJ3bS6+58RlMOu0SFJZUph2Fn4ifz3BitH6m+HkeuTBkPxah98iPlKJ9Fx9RztG8di8KBnXmnIp2NGa7W4KQMbH2FkSdeoQri3230QwdRcfW4KNlL6G1eX8Oe3f4IQOL0A3DDKCy9igcWO9/rcSxbBxYuRuR2s6Fe9exU7QQhN6jrakOoZp09wAF8oaXoKWhDvX7tsJ105/FH6mIFNYD+Clm5nuwcIknKUmTUPqYbvvZgvjo0z+PRQt+hsIfVPnKJbXn5bWoGHoMNLczulk3Ov+f2J+0LbZMssm0LcZJ+pAt+Yv93bK4B4ufc/mKis+iLMZZhpU++bIee0tqHC4ThQ+oEfauox/sVwZpbLTOTD12zEJz034UFHVmmEiW/YIrT/a5jZfHj9NNQqtE3nMW8BzZixORGYvgSUn1cAwbejI+/uM7cFPovg3vbUXDKx9j8KSTu8oCwd7bf0QQUhEuKkVHBvJu+7Ym5EdKAQAtB+qy3a3Dlh4NLLFYDNu3b8e6deuwf79okIcbx82+CtXm0Vh/x8s48NGubgNMx74D2Pq/S7Hnrxsw6awroZNvmeG8ssTTCUKfEcwrRNAtRsc+/4OLaztoem8HKkaOAwDYVjRX3TvsSFsKa25uxmOPPYbHH38cb7/9Njo64ns8DBkyBLNmzcI111yD448/Pqsd7W+4rsbuc0DpSSI59jzJnCdM4slM0DQNx82+CkO3n4H3/vEQtu19C8GKQuimgWhdM0wUYPCEUzFo1mjYttN17VA4AsP03o0w3Wh7XxHsGTjBekK25K9sRt6z1/bjIuthpmPXcdHWvAu7dy1EW3R7Z79cQHfzUV19DiJVk+HSiHmm32oy0fSi8JMJZ4fuudHHXYbNT/8Nw758oq/fa//bm1A9Ygq0g++hpqf+Hs4lpOT6lKxeTxLYUtj9WFwdrpubLNdpDSx33XUXbr/9dowYMQIXXXQRbrzxRgwePBh5eXnYv38/Vq1ahddffx3nnHMOZsyYgd/85jcYO3ZsTjou9B6RyqE47YofY++uNWjZXwfXsRHIKwC07rdPIFiAgqJhfdBLoS9w7Cg2f/S/0CraUPOViSgaO6XrtWh9C3Y98wY+fudJjJ74NeQXp04PlEsqRh6DLR88g7olm1B20qikdVu312H3gjU4+bPXdZUFg0fmFhGZkNbAsmTJEixatAhTpkzxfP2EE07Al7/8ZTzwwAP43//9X7z66qsysBwmGGYQFTUTYZrb0N7WADgObPINWNdMhPJLUVBUDdvK3uxA6L84dgzr19yD2ivHY9D07l8mgoMKMOxLxyN6QTPW/ex+jB7/jT4dXDRNw4zLfoilf/t/aNv2LqovmASzMKzUcWI29v17Peqe24DpF3wVgVD89cJIZW93ecCiualWZgWFpqYmRCIRbN37PvIK4zda1I5HqkedYNdxuxWfureR43bLTqtOW0f8OBqj5WqEO32tgxy3k/YdUe9zxci5oqSOFYv3KRa14DgW2lvr0d7WDg0aDDMEM1Dcta97lJzHslRJyCbnssnv55ByeuzGvOvQciqV2B0x7N/1Lur2vQHbbgOgIS+vFpVVn0JeYXW38wA+3WZpJsNk6/QCrERGpByuDpXFlDoJMpBmaNi2+f8QuSiE8lNGp+xTdH8z1t2yGJNP/Cl0Iy5caYH4sR7QU5bTY8OM1zECav9MM/7vYMgkbXS4joNtKxdj/Xt/hVkeQP6YMkDXEN3ZjNb1dagdMw1Djz4JZiDYdZ5QXhFqR8SDK4Okf6EgWVsMkfKAKtDRNnmkT2o5ORf5/fLI7xNWjlPXCerxtaGg0dJ1HNDb0NR0AMMrjkVjYyOKi/3H+KSiR3bj9vZ2rFixAnv27Om20c5FF13Uo44J/RddN5FfWAEzEH+421YWLbUZsnv7Yuz55F8oPXUYRn/rBASKwnBdF83rd+OTJ/8Ma4uLEaOvQsAc1NddHfA4dhSt1kaMPuVCX/WDpYWIHF+JvTveQNWw03Lcu+Rouo7hx5yF4cfMxI4Nb6F1/x5oGhCujqDo6MHKoAQAZiCE0gpJrJoOGQ8sL7zwAr70pS9h37593V7TNA22LQFyQu/x8YanEKvYisnfu1D91q1pKBpXjaIbq9G2swHr59+LkcO+hnCByBo9oW73m6iYlXqmQqm+YBLW37YYkapxCIeqc9Qz/wRDhRgydgaa6rfDdb0dX+H8CAaVj4BhBnq5dwObjO3G3/rWt3D55Zdj586dBwPh4j8yqHjjuC75AfmJl/s6j+N2/SSvF//pCa7jdv2w17Ldrp/kfYr3/dD2vYk/sJ2uH6WcoW7Hu+go2YQR156U1OGUV1OC8T8+C5s3/65HSTKVPjFvsp9+0/c1kx9f/aOQvvrpXzJa2jeg5LghabUJDiqAY0QRi9UjZjUl7zdzD9Af35+DJPdmIFiAsqoJKK0Yi7z8MgRDRQjnRVAYqUbl4Ekorx6b1qDi9zPnt+9d9bP07OgtMp6x7NmzB/PmzUNVVVU2+yMIabNrx/MYf8eZvjIEhCqKUHbWEOz74A1U1pzeC707PHGcKIxQ+o+PQ3+iWKweATN7mn5PCYYKEQx1BvUGQrlJzHgkkfGM5TOf+QwWL16cxa4IQvq01G9DaHgezPxg6soHqZp9FPbX/xtRS7ZSzhTDKECsKf29StyDjkHbboXtdKSoLQxUMp6x3Hvvvbj88svx+uuvY8qUKQgE1Oniddddx7Q8fODy7vgJWuLgtjz13T7NQMC066cpnWTVEeXxhtTXfYCy84endRqzMAwtz0FHrA66FoLhxB19fpxgPSFXgZo9DXL0OidFSY0PoKR4GvYuXILhX/afYaF54x4EzNKufztOB+AQu6+P/GAc3e4zH0825V72Uz/Hn63ONuRYeXak/vv6CbTurVxhGQ8sf/7zn/Hiiy8iLy8PixcvVmQITdOOiIFF6HtsqwVmQfqBa0ZBCI4TRdSpRx7S39TsSKe49CjsXP4UHMuGbvobED55ciVKq08mJf1rXUDIHhkPXz/60Y9w2223obGxEVu2bMHmzZu7fjZt2pTNPgoCi2Hkw25LP4eT3RaFrgfhOB2wHdl+Nl00TUN5+ZnY+rs3fdWvf387Yp84CBfG95DXNHFaHa5kPGOJRqO44ooroPvIn3M44vTSlLLrehnsIMnVY3MTMSn0OTjZJBMJIF0OXbu4ZBL2vvEMSo7xn0bGbovCaXahVWqA48LR22EgL/n1/Lwfae4s6YUVa0b9gWWIuXvhAghgEAYVnYBAMJL82n52iuRydPmo49WmrGwmPtm6G5sfeAPDr57Bzlzq3tyEHY+twrCjLu9s63YOKjrCnvWzAXcP+vlb0HufnkfZsdJn7j4/feqNz4vndV09Z8+xjAeWK6+8Ek888QRuvvnmbPZHENKiqGwUtr7VCLvD8u1S2v3yWhQVxaOo+0PyiWi0Abvq/w6nsAlVnxmHghEjAQ1o/bgBn/zjj8DuEKojn0YoXNHXXVWoHfJp7N+7FKtueAbFx1Wj8pxxCJbkw+6w0PDeNux54SME9UoMO+qz0A0abV7iy8UnDEwyHlhs28YvfvELvPjiizj66KO7Ld7feeedPe6cIPihsuYsbP/TOxjxlRkp68YaW7HnhY8wdOQVXWWa1rf20vb2Pfi44VGM+f4pKBherryWVzsIZSeMRPuuBnx0xx9QY38W+QX9K8lnedXJKK04Efu2Lsa2X38Ix26HppsIh2sxZNhnoJtBaAZJxaKHJfvBYU7GA8vKlSsxdepUAMCqVauU147EbyJO0sTdQi6pGHwytqzdjO2PvYshXziOvf+i+5ux9mcvoarqHOj6wVtf02BqaS7eZ3FHSNtuw8f1j2LCzz6FUBm/OVq4ugQT7zgXq2/6C4YFrk4pjaWESa2fCa7jQoOBssrTUOSOheMetBF7/B0MPR954SFdeeWE3NMXz6aM/7qLFi1if1555ZVs9jEp999/P0aOHIlwOIxp06bh9ddfT1r/1VdfxbRp0xAOhzFq1Cg8+OCDvdRTIZcMH/9FaBtqseq7T2P3wtVwovHI+radDdh432tY8+OFqCyfjTBJHmpohdA80v/3Fvsbl6L2c5OSDiqHMAvDGHbNdOxpeqkXepY+uhZAXnA4woFaGHrcqacBMI1C5IWGID88rM9niELuyfonau/evXj55Zfx+c9/Ptun7sYTTzyB66+/Hvfffz9OPvlk/Pa3v8WcOXOwevVqDBvWXS7YvHkzzjvvPFx99dX405/+hDfeeAPf+MY3UFFRgcsuuyzn/RVyh6ZpGDzqQlS0no6drz6LD595HjBcwAUMvQAlJVNROvZgyvZDi6WagaBR1meuV9d10dSxHMNOusB3m8jkwdjqvIl2ZyfCek0Oe5cZmqbBNIpgGkUHQy8cADr0YN8N3kLvk/Ff+7bbbvMs37hxI5588sleGVjuvPNOfOUrX8FXv/pVAMDdd9+NF198EQ888ADmz5/frf6DDz6IYcOG4e677wYAHHXUUXjnnXfwy1/+8rAcWLLlNknMXN2fCQQKMGTExWiLTofjxG3ITuIeMZqBsFELXQsCbt/8fu3tu1AwrtR3HAjQ+eAuOX4Ymld+BKM4hABKUzfqIzolyYExO6H3uNGDHdv7yuHV38h4YHnqqaeUf9u2je3bt6OpqQk/+9nPetyxVESjUbz77ru48cYblfJZs2ZhyZIlnm2WLl2KWbNmKWWzZ8/Gww8/jFgs1s2AAAAdHR3K9stNTd2T5wn9C10PIT80HNFYA2J2A1w31vWaphkwjWKYegn0PpTAgM7gzkB5+sGdoYp8tFptsNAIEyXQevAgFIRckPEna/ny5d3KLMvC9ddfj9WrV/eoU37Yt28fbNvulgSzqqoKu3bt8myza9cuz/qWZWHfvn2oqekuLcyfPx+33npr9jou9AqaZiBoliJgDILjRuFoMQA6dC0E9JMJmK4F4Haknwncbreg6yZcOLBxACZ6uJAvCFkmq191TNPE9ddfjyeffDKbp01KogPIdd2krjSv+l7lh7jpppvQ2NjY9bN9+/Ye9rj30HWt66dn59G7fgYamqbB0EMw9HwYerhfORZDeZVoXpt+IsymD3YimN9pS7YhWQOyQbbu8Wx95gY6WdcCtm7dipEjc7/bWnl5OQzD6DY72bNnD5vKv7q62rO+aZooK/NOphcKhRAKhbLTaUEgGEYejPZStG7fj/yh/tZKovUtsPY5CFQVHSzpJ9MvQSBkPLDcc8893cp27dqFRx55BBdeeKHyei4SUgaDQUybNg0LFy7EJZdc0lW+cOFCXHzxxZ5tZs6ciWeeeUYpe+mllzB9+nTP9RVByDVlhWdi2++fxvgfneNrNrXt0bdRFJ5CSgbeLFI4/Ml4YLnrrrs8y8PhMBYuXIiFCxcCyG2m43nz5mHu3LmYPn06Zs6ciYceegjbtm3DtddeC6BTxtqxYwceffRRAMC1116Le++9F/PmzcPVV1+NpUuX4uGHH8bjjz/e477ooFr5wHDCHElw+bMygsolPXTM5ecPQUv9OGx+cAlGXnsSO7i4rovtj7+D2KYgIuXxbQIMpL/4D6DHQZGUbKXsF3KD+mzqHTIeWDZv3pzNfmTEFVdcgbq6Otx2223YuXMnJk+ejOeeew7Dh3d+8Hbu3Ilt27Z11R85ciSee+453HDDDbjvvvtQW1uLe+6557C0GgsDh4pBn8Le9Yux6nvPoPYzk1F6/IiuFCiu66Jh+TZ88rcVMFurUFYWTzuvQYeB1IGVgtDbaG5/yMA3gGhqakIkEsHmPSuQTyK4Y048O267Hd/NsN2Kf1tosxxS7qSuE4sft3XEI8mjMduzPPG1DtK+ndTrIHWi0fhxjF6DuJVs0qcoqRMjbS1yrSiJerdj6jd6i5zLIf1wSD2XK7eYcro5F2lLM9nSOk5Cn+isg9voi53lMG0pfrMbx2IHsKfpBbTFNkHP65z1Ou02QuZgRIqmwAyqg0gApQige84tbgahZC5mZiy0Dj1Pt6zHpL0e0D3rKe0DhmcdpS2J51HKA97lOik3TfX3MUi9IAnONEl5IBhvHyQJTA1yriDZpjhA6gRJ2xDpR5jUCQXUPgVJvTx6LqY8TNrnkT6FyfsUNn3UMeLxXAE9bvYw9TY0NR3AyMqj0djYiOLi7G0VndaMZdu2bZ4R7Rw7duzA4MGD0+7UQEDXenfRlHOZ+HWf0Ho6I7codciH37a8avMPMHqeXE3CWWnLoDKV99UTH5J+4iNpG24A4eoofU0yyAQCRagtuwQd+AQOYp0Ox4j3e2yiWBlUfA0mDH5T5afdxmAGr16QzrjPhZ9r03uf/dxpqev47VNfOch0zcnZcywtofX444/H1Vdfjbfffput09jYiN/97neYPHlyr9qOBeFwQIOJEAYjAO8ATh0hBFGJIPpX+nxBoKQ1Y1mzZg3uuOMOnHvuuQgEApg+fTpqa2sRDodRX1+P1atX48MPP8T06dPx3//935gzZ06u+i0Ihy0aDARQBhOlcNAK9+C8T0cwp5tjCUK2SGvGUlpail/+8pf45JNP8MADD2DcuHHYt28f1q9fDwD44he/iHfffRdvvPGGDCqC0EM0aDBQABPFMFEsg4owYMjIFRYOh3HppZfi0ksvzXZ/BhQao09SyZRbz+BQtdv0+5SuXpvuegjVn8GsvVC6afE+2vAXJ2+IncXVG3JejQk4TGd74WT4XW9J91zZgl2wz1XWhSydN5N1Ij3NNj35bPlvQ4578uxgmnLPrGwj0VWCIAhCVpGBRRAEQcgqsvtOL8JNVdUpb2p5xL+90W/PkkPlEduKYeuKxdj3yWrEOtoQCpdg2MSzUFRJ8sMlkbto310a8+BQiYhIU453XInSP8NbXuKkoh5LUPR69LsZiWnxZU/Okc2UlYV073iTbF4va7Zng4mN8WEFTsSP5JWtv4Xfz1zaspqvZ0f/IeOBZfv27Rg6dGg2+yL0Y2wrhvde+B12bHobg04ZjqILq1AYKkK0oRUr//VbRF9sx4QZX0D12BP6uquCIPQxGQ8sEyZMwLx583DjjTeioKAgm30S+hlWtB0L//f7KD6nGhOunqPkswpXl6B4Qi2s1ijW3/9/aGnahaGTz+vD3gqC0NdkPLAsXLgQN9xwAx5++GHcfvvt+I//+I9s9qvfk+geom6LbE1P6XkMZurMlSc7lxJhT11ANE2HHv99Xn38NpReMhwlU/kZqpkfxOjvnIGNv1qM8KYKVI05odv5gZ5F4ityhQ/5y2Uulkz2oNJW2g4xJjklJwP1NBmmLznLhzbjxwmWeC0/0pEfWSx7EpSW9N8AsP/jddjw3t/Q1rIX0FzAASqGTMaEGZ9BSVWtZ1v1M8F8hnx+3v18hnPx7OCcYBoc9h7vKRkPLCeddBLeeustPProo/jhD3+Ie+65B3fddRfOOOOMLHZP6Gv279gIq6gFJVOPTVlX0zSM/ObJWPeTP6Fy1DRoumR5Fvqe1sa9WPbP+QgOD6PqygnIqz0aQGeCz6ZVO/DGcz9DkVmLkz/zAxiBYIqzCX7o8fLul770JXz00Ue48MILcf755+OSSy7Bhg0bstE3oR/w/iuPoeKC8b7rG3lBBIfl4eN1i+E4PQlaEYSe09q4B0uf/DGGfnsqRnxtJvJqSX41TUNkyhCM+cGZCJ4awsuPfB8OlxhPSIus+IZc18WsWbNwzTXX4Omnn8bkyZPxne98BwcOHMjG6fslmuZ2TSUTfyi6ppEfkB+N+YnXYc+TZPtTWs8gP5lSX7cZBSPK02pTOWscdm9ehgMNW7r3j/Rd03Xyo6X84WDrGHrXj5/z+EXplxH/SfhF4z/ceQytRz8szLWV9jl6P+h7ztbxcR7+J37PpNoG2HVdvPfczzHyOycjr6Yk6e8w6IQRKDy7EsuevS/t359CP3OJn20K7TtbJ83nBXce7jmlaQ40LTfJ7TOWwh588EEsW7YMy5Ytw5o1a2AYBo4++mh885vfxLHHHovHHnsMEydOxFNPPYXp06dns89CL6JloGYFSvJhRZsRi7YgFm1GICh7hgx0Wg/swJ49L6HD3g1N1+A6QMisQFXlLBSWDU99gj5g//Y1CI8tSjmoHKL81DFY/ewzaGmqQ0Gx91blgj8yHlhuv/12zJgxA1deeSVmzJiB6dOnK3vDf/nLX8Ydd9yBq666CqtWrcpKZ4W+IP1JrRO1oRudWnV7W50MLAMYK9aCLVseRmCYjtpvTkTByGldr7Vs3YedC57CxyscjJ5wTb/7O29c/jfUXDshrTZlZ43CikV/xtRZVyKcl739SY40ehTHkoqvfOUr+PGPf5zpJfo9ydwWh+CCmbiAJ4Mpp3DnAfzt+aC4UJg9WA6VG24AVmsUZr7/Rc2mlTtQOGgodF2HHTugXMNJM9eYEiinBEt6u7dooCWFOsSU4EXXQbRtP2yrHYYZRiBYAk07uHsj4xDj9lrhcP0Mzn63OPbj8mJksnQ3ALOdNmzccA9G/OfxKBpX1a1dwfByjJl3Og5s3IOP7r4L4yfNQ6Ag/jDmAhtZtxmzfwtHsmBJXdcRjdYjXBVJ65wl04Zj17KVaNi3CdVDpkA3Ap7X4D5Dah8Spa3U7i8/zwI/zxHO7XVY5AqrrKzEK6+8kstLCDlm0oxLULdove/6ruti36JNqBx9bNe/++MmpVa0BTu3Poc1K2/HJ7HHUJf/DD6JPYZ1a+Zj58fPw4q19HUX+5ytm3+P4ddN9xxUKEWjKzHi28dj40f/00s984ebwfqBkReEHe2A6zhoad6Xg14dGeQ0pYumaTj99NNzeQkhx4yefjaW//JPKDtjDMyCUMr6+9/cjKJBw6EbnbeWpulKQGV/4ED9Bmz7+DHUfnYyJs84v2t/eQBwbQd1b23G+ifuxOCKK1BUMrYPe9p3RNv3AyVtKB5f7at+0bgqaIPeR3PjZhRGRqZu0BtkEDRlHWiDGercZrzlwD6UVg7JcqeODCQJZYZoCXdtp8Oi+09P8OMEU9wlKV7z/GGucegnEAzilEu+h42/WASrpSNpfxtXfIzdC9Zi5HFzoOmApgOhcJGv/vlxPvlxi6VyiLUc2IaP9zyOiXeci/KTRyuDCgBoho7yk0Zj4vxzsbPpr2ht3trZD+K08tM/9Zw+XF3UyZXsJ83z+umT1++2d98rqL70KKRDzaWTsfPj5xCzGpJf28/fkfndfN/rhobi0pFo3rgnrd+h7rWNqBl5DDQNcKwOAI7vz0qyz2JiH9m+M86udPHzPNJgd3uOZQsZWISUVI2egpPmzMP6Wxdi5z9XwmqNKq+3bq/Dpntfw+7/+whTZn0ZuhmfCIfz0rMq5xLXdbF14x8x/kefSjn7MvNDGP/jc7Dt48f6pZSXa1patyAyeXBabYon1qKjbTfao7thO+056pl/xh3/Gex+Zq3v+q7jouGt7agZN4UUHnl/+2wg2Y0FX1SPPhqX3PAIPvjXE9hw60K4AQeACzfmIq+gDIMnnIWiSZ0PIsfu/GYUDBYhEOo/TqHm+k3In1CCQCTPV/1AURiFkwehfu8ylJRM73eSXi7RdDft31fTtINfVV3ErHoEQvk56ZtfiiqGQW/MQ+OqHb4GyR1/eQ+Dx07rSuPSGS8j2SMyQQaWDNE0R5lG6twxCQRRjDGsy4MppzvLJXGksPmMmJ3p0skbpgeDmHLm5zF0ygy0tzV0DSAAYMXINFvTYAbyESkbASumdE9Nm0/dYtQppKfO/aWmyvfnENuzayGGXD8R6VD76SnY9Is3kF8yFGGjpvN6PvKJcSh5zbKZut6P44vCOLO6zuMacGI29ID/B6trO4DTKWtZzgFAd6Aduv99pOxXcpax92JqNxZ97cSLb8a//3Qj3CscNted67rY8df3gK0aRp59Ztf1CorKYRjMtXvjs+njGWFwdZjnEX1mZUOu5xApTEgLTdNQUj4SxYOGwjS7y0m6EUB+UTVKysdA1/vX95ZorN53sNwhwtUR2HYLLPsALKc5Nx3rh0SKj0Hdko1ptalbshGFxaMO/suF48SS1u8NAqE8nDH3v9H6civW/PhZ7Pv3elgtHXBtB9H6Fnzy9/ex+vtPo2B/JaacfYUySysorujDng9s+tcnXxgQaJqGgqIKhPNKEe1ohhVrR+xgUGQwVASnh1l7c0fP+mXZjTD1/iPt5ZLyqlOw8bm7UHH6ON9tdj27BkOGXUZK+sd9YAbDmPHpH+BA/Q6sf+uv2PLiEtixKALhfFSNPBbjPn0JguGA0qaguALBkGwHkikysGSIDgc6mUZqzHG6gU1quetZniw4i0vBbTDyVzrBkonHrq53RifnFSPaEY92dF3y+yc4mXQic9FgSZ3uIOlnZ0kqedE+wVtSAwBDz0OsqQ2BYn9rLABgNbdD0wLQdMBGC1zNhmbE5SEu+DFX6cg5/EheXH2vtPkBIx8FxhjsfnEtqmanjl7f86+1CKISZjBMzhXsuj4nc6W7UyRXnnifaR73bKRsCKbO/ioa67bAdV31Hiefj6KSSpSUD4Omab4+KwbzuU5Mk8+eK035y1eAJPs8IsdwoOfoPhUpTDhiqKg6Dbtf8O8SAoBdz69GcXF8XcZ1j5zst0NHfxYNL+7HrmdXs84413Wx+8UPsfef21A98uyucsMogK4HPNv0JXn5g1BRMwmFkWoYJKoemoa8wlJU1IzHoIrhR5RRIxfIjEU4YiitmYZVS57B4MuO6Ra/4oVrO6h7fTOGj5lJSo+cB46m6Rgz6evY8eY/sPLlf6DirFEoO2U0jPwQ7NYO1L2xCXv/tQH5+cMx9KhLulLhAEAgUNJ3HU+BYQZRFKlFpHRw59YOrotwfkjpv9AzZGDJkMQU+dxx+vIXN8VOXb/ba6wLhTn205bIB47jXa4z5d1e64lDjEpe3I6O3YIFDdQMPQ8bf/0aRt9wetJvpa7rYsM9i1Ey6LhO6ct1AWgwzADA5CNT2ve2ROZD8lLKGXkpUabSoGPImMtQbc/GrndfxIZX34RjR2GYIeQXjsDw8V+AQeKWoGswzSIEgsX8zpRU/uqBE4y7L5O9Rq9hmDoMdObAM4i8mfZnwsfnqdu5fOUKzPzZ4efZ1C93kBSEgUjF4JmwNh/AR/P/hRFfm4FQWffF+I66Zmx+aAlCrUNRUj2pq9w0iqFpBtx+sijdmwQCRagdcT7aoh/DdW3W3hwwixAO14qUdIQjA4twxFE9/Bzk7xuOjXc8Ca0oitJThsMsDMFq6cD+17fCbtBQWnE8CqrVuIeAUdI3He4nGEYeCsKjELOaYLkNcJxDGRg0mGYhAoFB/S51vtA3yMCSIYnBRexxD1Lo88GSvCvM33Q9vfN6BUv6vZZhqhINtSKn6xDTibzk0IBM5tsz5yIDgEjleBRXfB8N+1ei6d/r0eZEoev5qCyZjUBN8cH28f6FjAqYpn83GQt1lPXQlu0nwNJP4CTr0vKQsjSYCJmlCOtlcF27011lGvH1iVSBlwnHesC7frpOsMT7LF3Zypf0lmZQpO/PZrqffx+p8n09m3IYICkDi3DEomkGSkqnIJhXCtvuTJPvJqzXaJqBUKACAU02fUpE0wxoGkT2ErohA4twRKNpBvLDQ2E7HYjFGmBbbXDhQIMB0yw6uK6iA3bvxaW4rovmxo2ob1yKmNUETTOQFxqK8opTEQjKACf0f2RgyRANNnQtRv4d32GR5uYxSB1Tj9cJkDmsRY5NWu54T39NIg1Ytvpt0SSSgGV7u9N6EixJz++Qb/eGaXiW6wkOKjNA23vLatQhBnJem+Y5Us5L8lnFSI4kei2SXcTLCWPqYZhmtTJjoVIVlx9McaoxecA4ycurbcO+D7Brz7MonFSG2ivHIVhWCDfmoGntTmx9+rcw2ooxbOTcpGsZ6e4gmUr+8mrL7QipSFv0XCTnGBcISe8hP/ISvZe6yU7ceZl7mQsI7klQpJkgzymvMcGZyueceS4EmHJDi2cd5/KDqc+s3KXNl4FFEPoJe3e9igPh9zDpV+dCD6ofzbITR6HsxFE4sGE31t99F8aM/TaC4ZK+6aggpEAiggShH9C0fy0OBN7BuB+c1W1QoRSNqcKYG0/BxvUPKKlzBKE/ITOWDDE0W8mzY2jxVB82m6cn84AnRTpzvOsn/tskEkcsTTeXch4qfymuLu9zmlQWS5CBHEXK8JGSnbi/uMBJCucE42SxxHq+IHt0KPJXD4LNdu99HmNvO4WXqwj5Q0pRclIl9m9chvKaGd1eT1fyUtqmyCHWhQ/5i80D5sONZZBz0vuP3jNe+cDibVLLavTaiizWg6BI+plLHiAZLw8wn7u0gyKZ5w59NiU+swxNdpAUhMOS9pbdMKu0tJJjVp8/CXv3/QtRa38OeyYImSEDiyD0MfV176P8nJFptQlE8oCQhY7Yblj2kbNPjDAwECksQzp3kOQkr/jUk88hBnKc2hXCyV+mqU63Y7b3FD3AuLnUY1LHJOUks60fhxjNIUadO4n1XEVOoJKId+CkSb4H0RzDDucEI3U4WQwAXOqso7nJiGvNJeWJsS7xtoxExil+B117ttuCQFH6wZdmURiOG0MMDQgEIp51eiR56bx05ifAkpPI6K6U9B7yEwjpxyHW7XppOsHoZ4VKWwF6Hlpupu5f57VTy1xmmrIY/3whzyAmYFt2kBSEwxhdC8HuSD8dv90eg2YEYTttsJ32HPRMEDJDBhZB6GOKCsei4a0dabVxYhasphj0g7Mk227NRdcEISNkYBGEPqaobBwOrNwHJ+Z/1rL31fUoLplISsR6LPQfZI0lQxIj73XyVtIofBp572jxOn6i8Nl1FSY6HwAChve6h2WlaTdmLJTK2guxEptMuZuwT4gZyDzxokU1ZPp7E82eW29Rovlj/iyWbLQ9japn1l78RN4fWpPR0Lm75Y4FKzD0c8el7JfVGsWupz/E8PFf6FpL0HQzfpzmHixqn1JH4Xd7jYuqZ9ZVuASTiq2Y2IXp+omhWI/p2gafhFJZx2EsxopNOM3PB2fxDyRsJsd9hv2st/iJtjcSourj54x5Hucy8l5mLILQD6gceiba33Ow67nVSetZLR1Ye9vzqKw9C7p56MuJBtMoyH0nBcEnMrAIQj9A0zSMnnwN2pYYWP3j57D/nS3KDCjW1IbtT7yLD3/wT5QPOh0Fg4Z1vWYaBdDJDFgQ+hqRwjJEh6VG27veka4OY/vzl3iOTNWJ5ELlLzPB0ugQSyO1HivWYJezGzPWY1KuyGIBKgPFf7dE66fSPybxJI3I57Y5Tkzq1wXdm4WRxVQS/L9UwiLZBNSElJpnOSuR2fSc3rJTtxT9MDBy4v+H9tZ92PH3v+PjPz4NPagBrgbYBkrKjsXIo0/r2vtE0zr/Ew5XQDe835ueSF6cjdhvG07+4qLq/Wwn7HffHy5BJS2n97KaIDI9izH3OySGAqgSlp/PfGrrMRfmkCzaPl5uQUf6bkQ/yMAiCP2McH45Roz/Ito6OrcBZtF05IUGwzCysAGZIGQRGVgEoR9iGHnID49A1NoPy2pMSDipIWAWIxgqg6GH+qyPgsAhA0umOBYfbc8mobQ8j00Ssa06wUDqeE+dbVedblOZjHOI0WOanJJO6W3XWxazqSymRN57h5c7CXIP3Rujq8+xDuzZsBztLQ0wzRCKqkaiqHyIR734t3dOFtOJBEUn+S4TRQ+o2xynu++Ka3NSE+MEc7ylM89TIAQzVAPXrYJtt8J1HWiaDsPIg5YYzq8zUliakfcKSZJWclsKc64rzv2lylTx38lgpCbVIea9z0piG4OJ9Oecj1TC8lWfcYIlJqHkPsOq5BWvbzCff+454ue5o0TaO1bnTw6QgUXoM1oa9mLVq49h785VKJ5eg0BlGE7Uwfq3/w63Dhhz3KdRPe6kI37rW03TYZr8xl6C0N+QgUXoE/ZuWY03nv4FBl81FePHn6sMHlWzAKu5HdsWPI9PnnsTx825QfkmLBy+OFYMO9a8jvq962DHOhDKH4RRU85GpHpEX3dNSAMZWDLFdZVgI4MEP3LlDnNs6vTY2wnmuKkdYp2vEacV4xDzk5zS4PZjYRxl3J4tNHDyEI27t2PJP3+BsT86C2ZhuNvrAGAWhjHsyhOx69nVWPnKg5h67reU1zlZjAZR0qSVNDGmnRAUppN6LpMkk0sqybnI2ABJ3cceND3E19bEnIssg62JuS2F05G/HCuGDxf/Hru3vYOSk4ei+IJq6MECROtb8N4rv4G918Yxp1+JIRNPIG295bLO/qbea4VzdnHbDvtJNqnIaAnvWbpOMK7cUJ4v3se6j3K4budPDpCBReh13vznvRhx3UnsoEKpPn8iPpr/Mg7s/Rj5g2p7oXdCb2NF27Hkrz/CoDmDMeEbc5TZa97gQYhMHgKrpQMf3PswWg/swbgTL+jD3gp+EH1B6FVaG+vQbu9HuLrEd5vqiydi1b9/DyvWlruOCX3G20/fgYrLR6H81DHseppZEMLo752F9ev/iU/WLevlHgrpIjOWTLFtaI73visGvAMkOTcH5xBTtyMm8hLjKAFUl5hDjv04xGxmDxaa4JDbs4XiJMkHtvHdFzHoUyPZ170oOqoG2x9ZhgONmzGofBwMU40yT9z+uKucOrNoEGWCM81R8n2l3oOFlbaYfVqoXNYr+JC5lHIfe7MkrnGxgYpcYCLj4Graswko60DJ1KGefUvs/4hvnoz37vgdhk48XpWvEv6mXCCkr71WOEeaDydYss+mHycYlxPMz7NDCZCE97OJPrNgW4AtucKEw4ADDTuRV+O9KRWHpmnQwyZsO4rW5l056pnQF6x76y+ouugo3/XNghD0ChObVy6CY+fGKiv0HBlYhF5F03R+B8ZkuC4ADe1tDXBy5L0Xep/mpu3IH1aWVpvyc8Zg66p/Y//eTTnqldBTRArLFMcCHJKa2qDOC+IQI29xrh1ina9p3vVM7/b+8oZRlxc5v+P9vcRJ4jQpqx6JT7asQMGIcrZOIq7twOlwDsoPLhyrBWYwPuvRmWBEmpeMoiUMbDSokrrH/EhkSj+ZAdNlJKhc4csVxtTXfGwDnNiGS1FPU9mbHtsUu64LLUleOY7goEI0R3cjFm2BZbUiFC7qlp+O9oOTv5StgtlcYd6ymOoo83ZyBZJKYbl1gnHHivSVwwBJmbEIvcq4E+egYfGWtNrUv7sV5YPjconjxJLUFgYKmQa+OjGra52tuWlvNrskZAkZWIReJZRfiNKyUTjwkb+1EtdxsesfqzB00kldZYey+woDHz1mwm5P74tC08pPUFLeuW1AR2tjLrol9BCRwjLFtjp/DqIb3imrHTf7DjGquHRLm6/IXHH5hu5M6ZDpPc395bCuMG8c5u6xU6yhnHHFPCy46xsI/OdMhKv5hXzXdbH1d2+geug0hIsicOzO3yecX6QMLon5yOLl3t+IE+tTyYvKZH4kMqW/jPTGSWe5gpfCmPxqjOTFyV3J2phcqnwmuHDMcedjz6vvomo23WaZx3Vd1L++BVM+exkMQwM0F2ZA7xYgyTm4FDmLlAdJv7nASfac7E6PCX1iHF+5cIIlpsfvwk50hYkUJhwm5BUPwkXfuBPb73kbe15eA7uj+83dsnkv1s9/CUXWMIw49rSu8kAwH4GgpIk/XBg59Wzs/9dm2G3R1JUB1C3ZiPKasdDNzm81kuqnfyIzFqFPKK6owWXfeQgrFi/A2p88g0BNPoKD8uFEbbRu2Y/CgipMPPYy5JdWK+0Kiqv6qMdCLjADIRx/7rfx7n/djzE/OAtGHr8TZsMH27H/mY2Yefk3u8ry8tOzrgu9gwwsmeLYqqPCJi4Mg+YNy45DLEjlKyJxJU63qfxFHWK0nmMwAY+ME0w5P1vH22mWjHBBPk44fy4mnHQ2Pl73ATpam2EEAghPGQQz2LnPiG3H+1oYGYyCou7WVK6viqxFg01jqmRF3WPK78dIZDQUz2XkMuX8vSyFJcpWXuWcXMZJXN2lsOSOr8Q23I6Ohmlg8ITp0I1v4a1b7sagM0ei4oxxMMKBrjqt2/dj9zOr4O52cfJnvwEz2Dn46IaGSGk1TFNXpCmAl7N87QjpJxDS8P5sJQ+Q9K4XZGS17DnByDF9Zjm24mzNJgN2YKmvr8d1112Hp59+GgBw0UUX4Te/+Q1KSkrYNldddRX+8Ic/KGUnnngi3nzzzVx2VUhB8aBaDB4XQFP9DthWtGst5RCGGUJRpBrBcGkf9VDINTVjj8On//NhrHjlcaz/6UvAwYmLazkoKKzA+OPmoOTkYZ3rKgfJy48gnFfURz0WkjFgB5YvfOEL+Pjjj/HCCy8AAK655hrMnTsXzzzzTNJ25557Lh555JGufweD/NRb6D0KisqQX1iKjrYmtBzYD9dxoOk6zEAhQnkRaJrWbaYhHF6YgRCmzvoSRhx7CmLRA133gO6RoiYYLkR59eg+6KXghwE5sKxZswYvvPAC3nzzTZx44okAgN/97neYOXMm1q1bh/Hjx7NtQ6EQqqur2df94lpR1VGh95FDLEHScJhcYSGlXuYLnjaTHwxKKvrMU8MHgoMQJrq5bXlP1amcYpNtNznJi0pciYGCtkXeM0Xa8h7IOLnMYOpw0lk28SNtceV8HSJfJZyfc3nx8hfN6+V93k7JSkdF7Vi0tdahpWkPrFiHMksJhEIoKq5A0aBqBANxuSyQ4ApTXF6kfZDZTdJkHGIhchwkvw+Vr0KGt/yVKIUF6e/Rl06wg7hWtPM5lgMG5MCydOlSRCKRrkEFAGbMmIFIJIIlS5YkHVgWL16MyspKlJSU4PTTT8ftt9+OyspKtn5HRwc6Ojq6/t3U1JSdX0IQBE80TUNRpApFkSq0tzUBbhQuANMMorB40BG/o+hAYEB69Xbt2uU5GFRWVmLXLj7wbs6cOXjsscfwyiuv4Fe/+hWWLVuGs846Sxk4Epk/fz4ikUjXz9ChqbOwCoKQHcJ5xSiMVKIoUom8ghIZVAYI/WrGcsstt+DWW29NWmfZss69GLxuMNd1k954V1xxRdfx5MmTMX36dAwfPhzPPvssLr30Us82N910E+bNm9f176amps7BxXVUtwVxgtFyOu233dQOMZcE/qnH8dgNZZdIN0EKo+nxaR4wJnBSkc5oHjAmnxgHl2a/J7JYIorMZXF5wKgsQ3aWJJJaYpp9el4qYbmcYy5NuUzB9FHHJ5yE5acOJ3MpzrGkrjDymiJnxf/efhxiVI7SGKcZJ1lR+YvKV4C/NPghRhbj84ClDoTk3F7d21D3F8nFp3V4Hvtxghk6+YJsMU4wxSFmdz7HckC/Gli+9a1v4XOf+1zSOiNGjMCKFSuwe/fubq/t3bsXVVX+4xxqamowfPhwrF+/nq0TCoUQCoV8n1M4vHEdB7GONpiBELRe2GZYEAYi/WpgKS8vR3l56qy3M2fORGNjI95++22ccELnHthvvfUWGhsbcdJJJ6VoHaeurg7bt29HTU1Nxn0WDn8c28bHq1/Dpg+ega23w8gLwm6PQY8FMHzS+aidcAp0M5D6RIJwhNCvBha/HHXUUTj33HNx9dVX47e//S2ATrvxBRdcoCzcT5gwAfPnz8cll1yC5uZm3HLLLbjssstQU1ODLVu24Oabb0Z5eTkuueSS9DvhWHCJw0KjU08S2Ei/1Zp63IHhOvFyKnk55JgLogwa8RlUoppCgyeDRmr5i9tx0mF2IaT4k3ISp9oklxSRLQ3FGeMtoVgWJ+t4S2RUstIUF5nqNONlLhcH9u3A0id/hsjJtRh50wyYheH4tVo7sO9fy7DpiQU44YKbUVjuvf7G7XCZKxIdXF3lugbHsWG1t0IzgjACoW7SMRsgafD16O6NvETGBEj6cGnxae+9Ax8TX1MdYj5kMR87QnLHXLBj57+9XWWGD8nLUCSy+HOEPlO67Q55CPJsos+sXKbNH5ADCwA89thjuO666zBr1iwAnQGS9957r1Jn3bp1aGzszH5qGAZWrlyJRx99FA0NDaipqcGZZ56JJ554AkVFEmQldKelfjfeeOoWjP7BaQiVd79HzPwQqi+cjNJTRuKtn9+OE8//MQrLBvdBT5Pjui72bV2FDe8tQFv7HgSKw3AtB1ZjB2pHn4TR0y9GuLCkr7spHEYM2IGltLQUf/rTn5LWccmCcl5eHl588cVcd0s4jHj7mV9g1LxTPAcVSnBQAUZ/7zS888v/xhlz7+6dzvnEirbhrad+BmOEjuprJiBcNa3rNddxUf/eVrz+5A8w9pjLMOKYWX3YU+FwYsAOLH2OFVXz7CjTUBJ0RPOGmXRqy+UKIwFMZJrrEAnJITJa0FAXkLkAyUSHSmqohOWdZh80aQETZ6V3c+lRGSq9PimSFxMIycpiTN6wxNcO7QLZsGsL9AokTetPCZUXITAkgD2b38bg8TPVAEnmU5bRFs0EbkfIQ9hWDEv/9hNUfG4UIlOGeLYvnT4Cg6YOw6bfPA/T0DHm+HO7XqfOscRrcZIXt5ukH8cXvVfSlb8SXWFsevwgI3nROqb35yZkeEtZnPyVuIMkDZBUghzJ51w51ryDHzm5TNkdkj6DEvODHcKKdv7kgAEZxyIIuWb1G39Bxfl8oK0X1RdPxoZ3/44DjTty1Kv0WPPvP6NkVo3noELRDB2jvn0a1rz3F7QfqO+l3gmHMzKwCIIHjfu2oXA0n5HBi/yhpWhva0Bb815EOw7kqGf+cBwbOzcuQdmpY3zV1wwdVRcfhfcX/R5OjhZ0hSMHGVgEwQO3m5vNf0sAaGvZl73OZMDOtW+h+ITalHIZZdC0Edi9+T3U79nA7oYpCH6QNZZMsWKKPukSfVgjdmNaR1Pstd4WY4eU08hvPxH5QLK1FCbanjlWv3P4iKQn6y06YwtORNfp2oh3e6rZx2iySR+WZE15L8k2zVbifizd7caBQB6s1g6Y+f6DY+32GHQYMAwNjt0M03SVvXno+bNNoh34wP6NKJyROiaMohk6zEgY0WgzWlt2o6Qsbp9OZjfm1lI4uzFdz6Dn4ddVSB0fWw4DfFQ9baMkmGTWVbhoedViTJO9eq+9AOlH2NNIetWSHD/W6FoKXS8h6y1KoknlOKZG6GcRmbEIggdjpp6Lfa/wGRm82PfqR6gcfkznP1wXts3noMs1th2DbqafGUALGHAsC20t++HmKN2HcPgjA4sgeDBy6lloeGObYllPhuu62PfKBtSMn5a6ci+QX1COjn0tabezmtpghkJwHAvtrQ3Z75hwRCBSWKbYNpuE0rW95S8QCUunlksSne8nIp9G8LrdvhvQqPzMo+pV6YzUN71lMcOnlq9E2DOSGZUMFFsreS8t29tizCWU5CQyQJXJutqEDBx1/EXY9selGPql4/lf6CAfP/4uqoYdg2B+XJoM5eXDMEzVVuzjE5eY2FLX0/v+p+kaRk87G68seBnlJ/tbvAeA9l2NyAsPQiBoHryuhWDIOHis/q38SF6KXEYjzZlyzkpMz6NE0TMSV+K5uKj6oJJg0lv+4mzFfuSyQMKW1CaRtuhxuhH2upsgZ3UdE2lesRtTGzK1J1uqRTmLyIxFEBgmn345yuyx2Po/S2G3e2vRdoeFrf+7FMaOEEYed3ZXeTgvAsPou/xhecWlCGmD0L7H//5Bu55ZhZHHnJnDXglHCjJjEYQknHjR17Hx3X9h+a2PIjg0H4NOGQkzPwirLYqGJVvRtrERwyaejNrTpoOqZvmFFX3X6YMcN+sa/Pven2HMD8+BEUr+UW94fzusrR0YNHVkV5lhSlZvITNkYMmUmOoKA02hTmQr5Zg6hBzviHyTc38xchl1lHSeLH7oQnWMkYt7N2ChbizOLeZ9nu6R96mhMpdybSq/WN6ymMG5yBiJrPPfyfddmTBzNsZMOx3r3nkRO//9AVqizTADYYwedjYi04d3639BUSUKikuS/YrK+RMxfAoJXLLJQ1QOH4MTZ30Lb91+H4Z/cybCVd2zCLiOi32vfoT6l7bixE9fg0DgkAxmori0HNrBv3fS/VgYuTLgQxajji9D85bU/CSk7LYfC1fPh/vLj/xFtyPmo/DblD7Rz6q67TiRvKj8pXnLZYp8xe21wkhkynE01vkcywEysAiCDwwziHHTZ6Ns6GhE21u7yukGZxqAwkg1igcN7vEmXtli6FEnoKC4HG8+fC9arTqUnTUKwfIiuDEbzWt2o3HZx6gaMQUzL/06dDP+OCgojg8qgpAuMrAIgk9MM4iqwRPR2tKIlqY9iHa0Ao4NXTeRVzAIBUUVMMxg6hP1MqWDR2HONb/CJ5uWY8sHr6G9rRGmGUBV2RQcfcXnoCcsfAdDBSgqkT2KhMyRgSVTolHAItNQnUwpGQlL2bOF1NGUYD/G/cUESyaqJg4nkxmcXp65LMYFUSqSVRIpjJNQuHI6OzC01DIXV253k8LoFs6udzl5/4sCpSgqKe0sZ+QsP5HrvbE1MXVvDZ8wHZHySrQc2KcotPQ9zi8sQVn1aOi6wf4dEq9tMLIYGwjJucgYKYzbQ4ULduysl3q/lJzIX4zcBagJJrkASc4txgZCcnutMHWUZ1Y02vmTA2RgEYQjBE3TMahiBIpKqtHavBdtrY1wHRu6YSCcV4TCSCXCeYV93U3hMEAGFkE4wjADYZSUD0PJwX/7mfkIQjrIwJIpUavTVXEIJdkVObZJ4KTuLX9xgZMgVbh8Yom5ElmZTIlrzI4spmveUg4t5+oASZxFlrfMwucKS73viiprJUhhjPxlM224+so5He/3T9mnxbNGZnCDg59yTobkJK5kbTjJy5dE5mMPFsUhprjCEgIkmaDFkOLaSi1tpSt/cXJX93qp84ClHQipBD8yrjD6zIrGOp9jOUBsH4IgCEJWkYFFEARByCoihWWIayU4KjgpzE/gJNOWNuXyiSV+NVByh6U2cPVIFuNkLiMDKczwIc1QGUTJFWZ5S16cRGa7ia4weNbzI38lOsy86nA4PhNccvgJPuWkME7m8iNxdf6bnMvH38uP5MW1ZSUyRqYC+Pxd3DbCuZC/qMOrs16aecAUaYsp9xsI2XVMZLRYVE2pn0VkxiIIgiBkFRlYBEEQhKwiUlimRGNAO5nqKnKWt+NLCZykO076SJ1hmLRtkvrcS1mSxWiusCgTHKi6whIDBXXP17igSj/Bj1wQJSeRJUpQnPxlK/JX6vrKOX3IXL0RIMnJZawjz4fE1a0NUy/gI/iRD6L0ziemur285avE13j3F01xn335q3uuMO82BshzhMpcsfb4MQ2E5CSvGDkPlenpMX1mRWOqTJZFZMYiCIIgZBUZWARBEISsIlJYpkRjcGNkp8goeSs5hxgjYVFBRJnQMzKa363MfQVLpimLqS4vTiLj0uyr7S2HBD/S3R6Jm8skdSzLWwrj3GJcedJcYb7yhnlLWIlus3h9z2KWxPOnGxnPbThppCuL+ZTCuB0h/eUNS0/y4txepp4ohaV2gvkJlkxX/uJ2gOzWRiMyGRfMSOUvKotRyUs5ThII2XWeBIlMpDBBEARhICADiyAIgpBVRArLlI4OIBru+qerx6eqGp2Ws4GT3seukk4/9bifVBajSprL6DGMLEbra4jLYonSVrycOsHiv3/UdpLU83aP0Wtw9alswklkVFKiTiTLUvvEyV9crjA/bTlytQFYug4xPznEuKDVxHpc6ns/kpfiFmOkrQAjiyWTwjj5i3N/BXRyrxA3l7LTow/3F+f86vw3I3/5cX+lnQeMBEJ2tHvXae8AOiRAUhAEQRgAyMAiCIIgZBWRwjIlcfc1KmfR9Pi0DesW8w6o9OUWS8CXY0zJzE8kL5c6p4Ke9cHIYjoJljQYWQtQgyr9yF8075ipU0dZehIZlanMhLxS6TrB/MhfXA4x7rqZ4Ef+MjjJy0dOsIx2kFQCIdOTvAwfdTi3WDAhQJKTz2g99d7y3tGRc4Kxeb845xeQvvuLrc/IX+3xtm5Hh3edxMDJHO0gKTMWQRAEIavIwCIIgiBkFZHCMsRps9S8OxQuKJI4x9KFlcWSkK4s5s8hRqUzKovFb6WoTU6TkDafC5Ck0pZFIgrV8vQkMlpOVScrIcdZj1xhvnaTzI0TjCPdXSO5Or5dYXSnSGqIZKStnkhefpxjia9R95cflxdXJ235y04IPmTyerHyFxcUSZ877Yzji5HIaFun1ep8juUAmbEIgiAIWUUGFkEQBCGriBSWIW67Dbc1Pt3UdG/JS5Gw2ADJ9HJBJZXFmEBIKotpxI2lOXHdiu64SOUvizjENKYOdZFpRiB+3YTEVSaRhdScYiDHVPqIl/uRyAKM/BVjJLLOet5tHB9p87nz9EdXmL8U+qRc85a4ur/mLUn5kcU4yYu29RPgmBggaSjOwtQuL12Lf5ZNzgmmSGfxOr7S3gP+3F+c/MWlwad5wDpSS2T0meW2W3DbiW6dRWTGIgiCIGQVGVgEQRCErCJSWIa4bTG47cRRQZwxXFCkqzN1etKPhH+z5yWylWEQOUsnUhh1fznedWzXWwrTQc9jkTpq+n3qHlPkEcYVFlMCIVNLZIr7i3WIJUph8WPbjyzG1FHPmZ0U+n7hUuWz8hcjU3HyV2LKfT/tTUYWS1fy8uMKo04uIFHCiss/VApTypl091xKfN1l8ngxgY9AD+Wvdm9XmJoHzLu+20byhpFnltsag9suafMFQRCEAYAMLIIgCEJWkYFFEARByCqyxpIhbosFJz+uVyojNF1LYcTvTCLpffWLnpdajxkbsk6j85VcmN5rKZqPdRh1jSVh7xOXrrFQW3K8nEbkc2svtrKW4h3Bz62rWA6/xsKvpXj/lbg1GQ4/e7ZkAreWotaJH7PbFPtYO0msZzKWZn+JJ+l50ltLoWskydZYdGUthbT3EUlP27LrKn72U0nWpifrKmwd0o+W+LHTStZYWix1nTiLyIxFEARByCoysAiCIAhZRaSwDHGilhLFquRvNLzHa06syKosRqQnV0keyUDkJd0k9Q1O/vKO1NeJxMVZkoEEKYxIZulKZFy0fYxJKMnZkLvXS203Vtv6qZMr4dMb3mLMR9KnqtNdCkttK+Yj8lNLZH4kr2RSGGclVqQwJpKeyl+azdiHmXLWUgywSSizJn+1kWMieSnyF31mdVhwoiKFCYIgCAMAGVgEQRCErCJSWIa4rTacEJmKE3uLa6SWO3okiyWzH1HZhchcrFvM8XaOaeQ8hk5cXkykvu7G5SslIt9Vp9q+pLA0JTJl22EntZQVSyqFpS7n26aWy3oDfzJXuq4w/lyczOXPOZa55JVMClOSSmqpo+1VxxdJzMhtCWwz7q8Yk5AysX17aimsJ/KXkmyyg8piMaW+2yFJKAVBEIQBgAwsgiAIQlYRKSxDnLYY3BCRY5h6fkbutGWxZJkMg+Q107ueSyUbRv5SAiqJ7MQ5x5SgSOIcc6BKFLbWAymMKXfd+LtsELnMJe8+J5d1vgbPesr+Kr6ksNR1eoN0ZS6KwUph6QdI0m2sDSJH0f2AeiJ5KYGPSCKFpev4cizPcperz0lhiQGS3HbByp4q2ZG/qOTlHIh61ndaY+IKEwRBEAYGMrAIgiAIWUWksAyJNkfhBIlMQ16j+64ogZM+zsvKYkRn0RzG1QUATjh+HPR2fHHHLs39ReUAstWwH+eYbsSn4baTsB+LS+XDeJt0JTIqf7F1yDvOyWWJ9XIRIKnW78tcYdkLkPQjc6l1vOUsWj9dyYvLAQaoecCUezldx5dteZaz8lfMe9tgAEnkLx8OsTTlL5ofLFH+6rpUcxRRkcIEQRCEgYAMLIIgCEJWESksQ+w2CzEyxQww9ejInbYsxkheipiSkIuLdY8xgZAgDi4YZIptBj3rK84xRS6L19eM+DlNQ+0f3ZrYIbJVuhIZlbZs0tZAXEpgnWNQ3Tr0NU4+c2CkrE/p7WBJP9IWhcpUikuLbDHNyVp+2yiSF6ljMFJYupKXktI+wRWm5vWicpZ3IKQvxxcnhUUZ+SuacJ8pkhfjEONS36cpfznN3nXoM8tqtWDHRAoTBEEQBgAysAiCIAhZRaSwDIm12YgFop6vcbKYxuggGom+020qUxEnGG2gSFxh+kqCs8s7b5iix3ABlZxzjMgKGpXLqNvGJO+ArU61dYNIWwaVNbwlMhNU8gqQOlT+oq4uEiDJyGUu6LaZPZPClPMwbf3gJPSJg8pOfkgmZ3nVyUQKS1fm0uEtl1FXmAauLePSSrjPuCBHWq7k+HI4txgnfzGSFxfsmNiGc4i1kWBGbudHmvsrSfDjIaj8FWuO14+1WYjFJFeYIAiCMACQgUUQBEHIKiKFZUi0JYpYILV8QWUx1iFGpDDWOUbqaPlJcoVR9xiVxaygZx3lmMpiVEpQnGNUaiKSGk2tzwVXAoBDbjkiXygSGcnt5OrpucKoo8zVqBPMWy5LPJcaLEnLvf/WfhxiXP1sQmUntg7jBFPrkG0R/LrCGJmLk7P8yGVsUCOVvJQ6CVIYF+TISV6c48sibTn5izq5kgVIcm2os6vdx86Prd5uMb/yV1d3mqOIWiKFKdx+++046aSTkJ+fj5KSEl9tXNfFLbfcgtraWuTl5eGMM87Ahx9+mNuOCoIgHGEM2IElGo3i8ssvx9e//nXfbX7xi1/gzjvvxL333otly5ahuroa55xzDg4cOJDDngqCIBxZDFgp7NZbbwUA/P73v/dV33Vd3H333fjhD3+ISy+9FADwhz/8AVVVVfjzn/+Mr33ta2ld326zEDW9XWHKdYnURMQof7IY4/Cix3pirjA6tVVkMSZVPq1Pp/1B0lsqkRmMFEEcYq7DSBdIcJLp9FzkViTyFw22pDmplFT+GnV8ERmNc4Vp/gIkHcbllS1ZzOmhLKbnQP5SHWLZc4UpEhuYe4hKq34kL3KfuYkp6uk9qDjEGMeX7UPyou4tTvJi5K7E1xSZq91b8nJbiMzVQevwub8OYVEpLEH+onVsOzdS2IAdWNJl8+bN2LVrF2bNmtVVFgqFcPrpp2PJkiXswNLR0YEOEjHb2NgIAGi2bRjkoRwktr0AeVcNcp8Fo/EHCd3KWDPIQEE+XLScBlArW/8mWkjpc9wmjWLkQxsjH3iTWo/JTUYHkwBdYyEPVZMOLKQOeehDUx+eGm2jk3MZ3gOLcj36JtCtieFtJVYHFsOzTmK9ng0sZHvqfjmwMHb3rA4snF053YGFGRj8DixKdgk/Awu5XowbWBirsjKwkOOOxP1YyMDSRgcW8nu0M+st9NpkO2FaThNK0oh6aimmayq2baP54O/tZjk56hEzsOzatQsAUFVVpZRXVVVh69atbLv58+d3zY4op72/IbsdFARB6CPq6uoQiUSydr5+NbDccsstng9xyrJlyzB9+vSMr6El5E5yXbdbGeWmm27CvHnzuv7d0NCA4cOHY9u2bVn9QxzONDU1YejQodi+fTuKi4v7ujsDAnnP0kfes/RpbGzEsGHDUFpamtXz9quB5Vvf+hY+97nPJa0zYsSIjM5dXV0NoHPmUlNT01W+Z8+ebrMYSigUQigU6lYeiUTk5k2T4uJiec/SRN6z9JH3LH10Pbs+rn41sJSXl6O8vDwn5x45ciSqq6uxcOFCTJ06FUCns+zVV1/Ff/3Xf+XkmoIgCEciA9ZuvG3bNrz//vvYtm0bbNvG+++/j/fffx/Nzc1ddSZMmICnnnoKQKcEdv311+OOO+7AU089hVWrVuGqq65Cfn4+vvCFL/TVryEIgnDY0a9mLOnwk5/8BH/4wx+6/n1oFrJo0SKcccYZAIB169Z1ubgA4Pvf/z7a2trwjW98A/X19TjxxBPx0ksvoaioyPd1Q6EQfvrTn3rKY4I38p6lj7xn6SPvWfrk6j3T3Gz7zARBEIQjmgErhQmCIAj9ExlYBEEQhKwiA4sgCIKQVWRgEQRBELKKDCw+kBT96VNfX4+5c+ciEokgEolg7ty5aGhoSNrmqquugqZpys+MGTN6p8N9wP3334+RI0ciHA5j2rRpeP3115PWf/XVVzFt2jSEw2GMGjUKDz74YC/1tP+Qznu2ePHibveTpmlYu3ZtL/a4b3nttddw4YUXora2Fpqm4e9//3vKNtm4z2Rg8YGk6E+fL3zhC3j//ffxwgsv4IUXXsD777+PuXPnpmx37rnnYufOnV0/zz33XC/0tvd54okncP311+OHP/whli9fjlNPPRVz5szBtm3bPOtv3rwZ5513Hk499VQsX74cN998M6677josWLCgl3ved6T7nh1i3bp1yj01duzYXupx39PS0oJjjjkG9957r6/6WbvPXME3jzzyiBuJRFLWcxzHra6udn/+8593lbW3t7uRSMR98MEHc9jD/sHq1atdAO6bb77ZVbZ06VIXgLt27Vq23ZVXXulefPHFvdDDvueEE05wr732WqVswoQJ7o033uhZ//vf/747YcIEpexrX/uaO2PGjJz1sb+R7nu2aNEiF4BbX1/fC73r/wBwn3rqqaR1snWfyYwlB6RK0X+4s3TpUkQiEZx44oldZTNmzEAkEkn5+y9evBiVlZUYN24crr76auzZsyfX3e11otEo3n33XeX+AIBZs2ax78/SpUu71Z89ezbeeecdxGIxzzaHE5m8Z4eYOnUqampqcPbZZ2PRokW57OaAJ1v3mQwsOSBZiv5Drx3O7Nq1C5WVld3KKysrk/7+c+bMwWOPPYZXXnkFv/rVr7Bs2TKcddZZyn44hwP79u2Dbdtp3R+7du3yrG9ZFvbt25ezvvYXMnnPampq8NBDD2HBggV48sknMX78eJx99tl47bXXeqPLA5Js3WcDNqVLT+mPKfr7O37fM6D77w6k/v2vuOKKruPJkydj+vTpGD58OJ599tmuXT8PJ9K9P7zqe5UfzqTzno0fPx7jx4/v+vfMmTOxfft2/PKXv8Rpp52W034OZLJxnx2xA0t/TNHf3/H7nq1YsQK7d+/u9trevXvT+v1ramowfPhwrF+/Pu2+9mfKy8thGEa3b9rJ7o/q6mrP+qZpoqysLGd97S9k8p55MWPGDPzpT3/KdvcOG7J1nx2xA4uk6E8fv+/ZzJkz0djYiLfffhsnnHACAOCtt95CY2MjTjrpJN/Xq6urw/bt25XB+XAgGAxi2rRpWLhwIS655JKu8oULF+Liiy/2bDNz5kw888wzStlLL72E6dOnIxAI5LS//YFM3jMvli9fftjdT9kka/dZWkv9Ryhbt251ly9f7t56661uYWGhu3z5cnf58uXugQMHuuqMHz/effLJJ7v+/fOf/9yNRCLuk08+6a5cudL9/Oc/79bU1LhNTU198Sv0Oueee6579NFHu0uXLnWXLl3qTpkyxb3ggguUOvQ9O3DggPud73zHXbJkibt582Z30aJF7syZM93Bgwcflu/Z//3f/7mBQMB9+OGH3dWrV7vXX3+9W1BQ4G7ZssV1Xde98cYb3blz53bV37Rpk5ufn+/ecMMN7urVq92HH37YDQQC7t/+9re++hV6nXTfs7vuust96qmn3I8++shdtWqVe+ONN7oA3AULFvTVr9DrHDhwoOt5BcC988473eXLl7tbt251XTd395kMLD648sorXQDdfhYtWtRVB4D7yCOPdP3bcRz3pz/9qVtdXe2GQiH3tNNOc1euXNn7ne8j6urq3C9+8YtuUVGRW1RU5H7xi1/sZvuk71lra6s7a9Yst6Kiwg0EAu6wYcPcK6+80t22bVvvd76XuO+++9zhw4e7wWDQPe6449xXX32167Urr7zSPf3005X6ixcvdqdOneoGg0F3xIgR7gMPPNDLPe570nnP/uu//ssdPXq0Gw6H3UGDBrmnnHKK++yzz/ZBr/uOQ5brxJ8rr7zSdd3c3WeSNl8QBEHIKmI3FgRBELKKDCyCIAhCVpGBRRAEQcgqMrAIgiAIWUUGFkEQBCGryMAiCIIgZBUZWARBEISsIgOLIAiCkFVkYBEEQRCyigwsgiAIQlaRgUUQ+oi6ujpUVlZiy5YtOb/WZz7zGdx55505v44gAIDkChOEPuK73/0u6uvr8fDDD+f8WitWrMCZZ56JzZs3o7i4OOfXE45sZMYiCH1AW1sbHn74YXz1q1/tlesdffTRGDFiBB577LFeuZ5wZCMDiyBkgccffxzhcBg7duzoKvvqV7+Ko48+Go2Njd3qP//88zBNEzNnzlTKR4wYgbvvvlspO/bYY3HLLbd0/fuMM87At7/9bVx//fUYNGgQqqqq8NBDD6GlpQX/8R//gaKiIowePRrPP/+8cp6LLroIjz/+eM9/WUFIgQwsgpAFPve5z2H8+PGYP38+AODWW2/Fiy++iOeffx6RSKRb/ddeew3Tp0/P+Hp/+MMfUF5ejrfffhvf/va38fWvfx2XX345TjrpJLz33nuYPXs25s6di9bW1q42J5xwAt5++210dHRkfF1B8IMMLIKQBTRNw+23347/+Z//wR133IFf//rXeOGFFzB48GDP+lu2bEFtbW3G1zvmmGPwox/9CGPHjsVNN92EvLw8lJeX4+qrr8bYsWPxk5/8BHV1dVixYkVXm8GDB6Ojo6PbnuaCkG2O2D3vBSHbXHDBBZg4cSJuvfVWvPTSS5g0aRJbt62tDeFwOONrHX300V3HhmGgrKwMU6ZM6SqrqqoCAOzZs6erLC8vDwCUWYwg5AKZsQhClnjxxRexdu1a2Lbd9WDnKC8vR319va/z2rbdrSwQCCj/1jRNKdM0DQDgOE5X2f79+wEAFRUVvq4rCJkiA4sgZIH33nsPl19+OX77299i9uzZ+PGPf5y0/tSpU7F69WrP16hUFYvFsH379qz0cdWqVRgyZAjKy8uzcj5B4JCBRRB6yJYtW3D++efjxhtvxNy5c3HbbbdhwYIFePfdd9k2s2fPxocffug5a3nkkUfw8ssvY/369bjhhhvQ2NiIjRs3Yvfu3T3q5+uvv45Zs2b16ByC4AcZWAShB+zfvx9z5szBRRddhJtvvhkAMG3aNFx44YX44Q9/yLabMmUKpk+fjr/85S/dXrvwwgtx3XXXYcqUKdi/fz9+9rOf4cknn8TLL7+ccT/b29vx1FNP4eqrr874HILgF4m8F4Q+4rnnnsN3v/tdrFq1Crre+R1vxIgRuP7663H99ddn9Vr33Xcf/vGPf+Cll17K6nkFwQtxhQlCH3Heeedh/fr12LFjB4YOHZrTawUCAfzmN7/J6TUE4RAysAhCH/Kf//mfvXKda665pleuIwiASGGCIAhClpHFe0EQBCGryMAiCIIgZBUZWARBEISsIgOLIAiCkFVkYBEEQRCyigwsgiAIQlaRgUUQBEHIKjKwCIIgCFlFBhZBEAQhq8jAIgiCIGSV/x9/Y/obKK5YBAAAAABJRU5ErkJggg==",
-      "text/plain": [
-       "<Figure size 400x400 with 1 Axes>"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    }
-   ],
-   "source": [
-    "fig, ax = plt.subplots(1, 1, figsize=(4, 4))\n",
-    "\n",
-    "fm = FullModel(potential_dict=potential_dict, voltage_dict=voltages)\n",
-    "\n",
-    "fm.plot_potential_energy(ax=ax, dxdy=(2, 2), print_voltages=False, plot_contours=False)\n",
-    "\n",
-    "for k in range(n_electrons):\n",
-    "    plt.plot(r[2*k, :] * 1e6, r[2*k+1, :] * 1e6, '-k', lw=.5)\n",
-    "    \n",
-    "fm.plot_electron_positions(res, ax=ax)"
-   ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
-  }
- ],
- "metadata": {
-  "kernelspec": {
-   "display_name": "eonhe",
-   "language": "python",
-   "name": "python3"
-  },
-  "language_info": {
-   "codemirror_mode": {
-    "name": "ipython",
-    "version": 3
-   },
-   "file_extension": ".py",
-   "mimetype": "text/x-python",
-   "name": "python",
-   "nbconvert_exporter": "python",
-   "pygments_lexer": "ipython3",
-   "version": "3.10.6"
-  },
-  "orig_nbformat": 4
- },
- "nbformat": 4,
- "nbformat_minor": 2
-}
diff --git a/examples/04_time_dynamics.ipynb b/examples/04_time_dynamics.ipynb
new file mode 100644
index 0000000..991f460
--- /dev/null
+++ b/examples/04_time_dynamics.ipynb
@@ -0,0 +1,11107 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "quantum_electron 0.2.0\n",
+      "numpy 1.24.2\n",
+      "scipy 1.11.4\n",
+      "matplotlib 3.7.1\n"
+     ]
+    }
+   ],
+   "source": [
+    "from quantum_electron import FullModel, QuantumAnalysis, PotentialVisualization, package_versions\n",
+    "from quantum_electron.utils import r2xy\n",
+    "import numpy as np\n",
+    "from matplotlib import pyplot as plt\n",
+    "from scipy.constants import elementary_charge as qe, epsilon_0 as eps0, electron_mass as me, Boltzmann as kB\n",
+    "import alive_progress\n",
+    "\n",
+    "package_versions()"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Construct the potential"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "# Note that the units of x and y are implicitly assumed as microns\n",
+    "x = np.linspace(-2, 2, 201)\n",
+    "y = np.linspace(-2, 2, 201)\n",
+    "\n",
+    "micron = 1e-6\n",
+    "\n",
+    "X, Y = np.meshgrid(x, y)\n",
+    "X *= micron\n",
+    "Y *= micron\n",
+    "\n",
+    "parabolic_confinement = - (X ** 2 + Y ** 2) / micron ** 2\n",
+    "\n",
+    "R = 1.5e-6\n",
+    "# outside the circle there is a guard ring where the dot \n",
+    "parabolic_confinement[np.sqrt(X**2 + Y**2) > R] = -(R / micron) ** 2\n",
+    "# parabolic_confinement -= -(R / micron) ** 2\n",
+    "\n",
+    "# also add the guard ring\n",
+    "guard_ring = np.ones(X.shape)\n",
+    "guard_ring[np.sqrt(X**2 + Y**2) < R] = 0 "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 700x400 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "potential_dict = {\"dot\" : parabolic_confinement, \n",
+    "                  \"gnd\" : guard_ring, \n",
+    "                  \"xlist\" : x, \n",
+    "                  \"ylist\" : y}\n",
+    "\n",
+    "# Let's apply these voltages to the corresponding electrodes in potential_dict\n",
+    "voltages = {\"dot\" : 0.05, \n",
+    "            \"gnd\" : 0}\n",
+    "\n",
+    "p = PotentialVisualization(potential_dict, voltages)\n",
+    "p.plot_potential_energy(dxdy=(4, 4))"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Minimization with `L-BFGS-B`"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[<matplotlib.lines.Line2D at 0x289f8e490>]"
+      ]
+     },
+     "execution_count": 5,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 400x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "n_electrons = 20\n",
+    "\n",
+    "fig, ax = plt.subplots(1, 1, figsize=(4, 4))\n",
+    "\n",
+    "fm = FullModel(potential_dict=potential_dict, voltage_dict=voltages, trap_annealing_steps=[1.0]*20)\n",
+    "\n",
+    "initial_condition = fm.generate_initial_condition(n_electrons=n_electrons) + 0.05e-6 * np.random.rand(2 * n_electrons)\n",
+    "init_x, init_y = r2xy(initial_condition)\n",
+    "\n",
+    "res = fm.get_electron_positions(n_electrons=n_electrons, electron_initial_positions=None)\n",
+    "\n",
+    "fm.plot_potential_energy(ax=ax, dxdy=(2, 2), print_voltages=False, plot_contours=False)\n",
+    "# fm.plot_electron_positions(res, ax=ax)\n",
+    "\n",
+    "plt.plot(init_x*1e6, init_y*1e6, '.r')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 400x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "anim = fm.animate_convergence(frame_interval_ms=30)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<video width=\"400\" height=\"400\" controls autoplay loop>\n",
+       "  <source type=\"video/mp4\" src=\"data:video/mp4;base64,AAAAIGZ0eXBNNFYgAAACAE00ViBpc29taXNvMmF2YzEAAAAIZnJlZQAC8BltZGF0AAACrwYF//+r\n",
+       "3EXpvebZSLeWLNgg2SPu73gyNjQgLSBjb3JlIDE2NCByMzEwOCAzMWUxOWY5IC0gSC4yNjQvTVBF\n",
+       "Ry00IEFWQyBjb2RlYyAtIENvcHlsZWZ0IDIwMDMtMjAyMyAtIGh0dHA6Ly93d3cudmlkZW9sYW4u\n",
+       "b3JnL3gyNjQuaHRtbCAtIG9wdGlvbnM6IGNhYmFjPTEgcmVmPTMgZGVibG9jaz0xOjA6MCBhbmFs\n",
+       "eXNlPTB4MzoweDExMyBtZT1oZXggc3VibWU9NyBwc3k9MSBwc3lfcmQ9MS4wMDowLjAwIG1peGVk\n",
+       "X3JlZj0xIG1lX3JhbmdlPTE2IGNocm9tYV9tZT0xIHRyZWxsaXM9MSA4eDhkY3Q9MSBjcW09MCBk\n",
+       "ZWFkem9uZT0yMSwxMSBmYXN0X3Bza2lwPTEgY2hyb21hX3FwX29mZnNldD0tMiB0aHJlYWRzPTEy\n",
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+       "dGEAAAABAAAAAExhdmY2MC4xNi4xMDA=\n",
+       "\">\n",
+       "  Your browser does not support the video tag.\n",
+       "</video>"
+      ],
+      "text/plain": [
+       "<IPython.core.display.HTML object>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fm.show_animation(anim)"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Physical gradient descent"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "n_timesteps = 5000\n",
+    "dt = 1e-13\n",
+    "gamma = -0.01 * me / dt\n",
+    "\n",
+    "r = np.zeros((2 * n_electrons, n_timesteps+2))\n",
+    "\n",
+    "r[:, 0] = initial_condition\n",
+    "r[:, 1] = initial_condition\n",
+    "\n",
+    "for k in range(2, n_timesteps+2):\n",
+    "    prefactor = 1 / (me / dt ** 2 - gamma / dt)\n",
+    "    F = - qe * fm.grad_total(r[:, k-1])\n",
+    "    r[:, k] = prefactor * (F - r[:, k-1] * (-2 * me / dt ** 2 + gamma / dt) - r[:, k-2] * me / dt ** 2)\n",
+    "    \n",
+    "rx, ry = r2xy(r[:, -1])\n",
+    "final_x, final_y = r2xy(res['x'])\n",
+    "\n",
+    "# plt.plot(init_x*1e6, init_y*1e6, 'ob')\n",
+    "plt.plot(rx*1e6, ry*1e6, 'or')\n",
+    "plt.plot(final_x*1e6, final_y*1e6, 'og')\n",
+    "plt.gca().set_aspect('equal')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 400x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import matplotlib.animation as animation\n",
+    "from matplotlib import patheffects as pe\n",
+    "\n",
+    "fig, ax = plt.subplots(1, 1, figsize=(4, 4))\n",
+    "fm.plot_potential_energy(ax=ax, dxdy=(2, 2), print_voltages=False, plot_contours=False)\n",
+    "\n",
+    "rx, ry = r2xy(r[:, -1])\n",
+    "pts_data = ax.plot(rx*1e6, ry*1e6, 'ok', mfc='mediumseagreen', mew=0.5, ms=10, path_effects=[pe.SimplePatchShadow(), pe.Normal()])\n",
+    "\n",
+    "# Only things in the update function will get updated.\n",
+    "def update(frame):\n",
+    "    rx, ry = r2xy(r[:, frame])\n",
+    "    # Update the electron positions (green dots)\n",
+    "    pts_data[0].set_xdata(rx * 1e6)\n",
+    "    pts_data[0].set_ydata(ry * 1e6)\n",
+    "\n",
+    "    return pts_data, \n",
+    "\n",
+    "# The interval is in milliseconds \n",
+    "anim = animation.FuncAnimation(fig=fig, func=update, frames=np.arange(2, n_timesteps+2, 25), interval=30, repeat=True)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<video width=\"400\" height=\"400\" controls autoplay loop>\n",
+       "  <source type=\"video/mp4\" src=\"data:video/mp4;base64,AAAAIGZ0eXBNNFYgAAACAE00ViBpc29taXNvMmF2YzEAAAAIZnJlZQAA251tZGF0AAACrwYF//+r\n",
+       "3EXpvebZSLeWLNgg2SPu73gyNjQgLSBjb3JlIDE2NCByMzEwOCAzMWUxOWY5IC0gSC4yNjQvTVBF\n",
+       "Ry00IEFWQyBjb2RlYyAtIENvcHlsZWZ0IDIwMDMtMjAyMyAtIGh0dHA6Ly93d3cudmlkZW9sYW4u\n",
+       "b3JnL3gyNjQuaHRtbCAtIG9wdGlvbnM6IGNhYmFjPTEgcmVmPTMgZGVibG9jaz0xOjA6MCBhbmFs\n",
+       "eXNlPTB4MzoweDExMyBtZT1oZXggc3VibWU9NyBwc3k9MSBwc3lfcmQ9MS4wMDowLjAwIG1peGVk\n",
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+       "\">\n",
+       "  Your browser does not support the video tag.\n",
+       "</video>"
+      ],
+      "text/plain": [
+       "<IPython.core.display.HTML object>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fm.show_animation(anim)"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Sample from the Maxwell-Boltzmann distribution"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import scipy\n",
+    "from scipy.constants import Boltzmann as kB\n",
+    "\n",
+    "class MaxBoltz2D(scipy.stats.rv_continuous):\n",
+    "    def _pdf(self, v, T):\n",
+    "        sigma = np.sqrt(kB * T / me)\n",
+    "        return v / sigma ** 2 * np.exp(- v ** 2 / (2 * sigma ** 2))\n",
+    "    \n",
+    "sample_v = MaxBoltz2D(a=0, b=4e4, name='velocity')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 500x350 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "T_eff = 0.25\n",
+    "samples = sample_v.rvs(size=1000, T=T_eff)\n",
+    "v = np.linspace(0, 4e4, 10000)\n",
+    "\n",
+    "fig = plt.figure(figsize=(5.,3.5))\n",
+    "plt.hist(samples, bins=100, density=True)\n",
+    "plt.plot(v, sample_v._pdf(v, T_eff), color='tab:red', lw=2)\n",
+    "plt.xlabel(\"Velocity (m/s)\")\n",
+    "plt.ylabel(\"Probability density function\")\n",
+    "plt.locator_params(axis='both', nbins=5)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "|████████████████████████████████████████| 20000/20000 [100%] in 10.1s (1981.09/\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "n_timesteps = 20000\n",
+    "dt = 1e-13\n",
+    "gamma = -0.01 * me / dt\n",
+    "T_eff = 0.01\n",
+    "\n",
+    "r = np.zeros((2 * n_electrons, n_timesteps+2))\n",
+    "\n",
+    "# Start with the best solution at T = 0\n",
+    "# perturbation = 0.1*np.random.rand(2 * n_electrons) * 1e-6\n",
+    "r[:, 0] = res['x'] #+ perturbation\n",
+    "r[:, 1] = res['x'] #+ perturbation\n",
+    "\n",
+    "with alive_progress.alive_bar(n_timesteps, force_tty=True) as bar:\n",
+    "    for k in range(2, n_timesteps+2):\n",
+    "        prefactor = 1 / (me / dt ** 2 - gamma / dt)\n",
+    "        F = - qe * fm.grad_total(r[:, k-1])\n",
+    "        r[:, k] = prefactor * (F - r[:, k-1] * (-2 * me / dt ** 2 + gamma / dt) - r[:, k-2] * me / dt ** 2)\n",
+    "        \n",
+    "        if not (k%50):\n",
+    "            # Add some temperature\n",
+    "            velocities = sample_v.rvs(size=n_electrons, T=T_eff)\n",
+    "            thetas = np.random.uniform(low=0, high=2*np.pi, size=n_electrons)\n",
+    "            perturbation = np.zeros(2 * n_electrons)\n",
+    "            perturbation[::2] = velocities * np.cos(thetas) * dt\n",
+    "            perturbation[1::2] = velocities * np.sin(thetas) * dt\n",
+    "            \n",
+    "            # perturbation = random_sign(2 * n_electrons) * velocities * dt\n",
+    "            r[:, k] = r[:, k-2] + perturbation * 100\n",
+    "            r[:, k-1] = r[:, k-2] + perturbation * 100\n",
+    "            r[:, k-2] = r[:, k-2] + perturbation * 100\n",
+    "    \n",
+    "        bar()\n",
+    "    \n",
+    "rx, ry = r2xy(r[:, -1])\n",
+    "final_x, final_y = r2xy(res['x'])\n",
+    "\n",
+    "# plt.plot(init_x*1e6, init_y*1e6, 'ob')\n",
+    "plt.plot(rx*1e6, ry*1e6, 'or')\n",
+    "plt.plot(final_x*1e6, final_y*1e6, 'og')\n",
+    "plt.gca().set_aspect('equal')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 400x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import matplotlib.animation as animation\n",
+    "from matplotlib import patheffects as pe\n",
+    "\n",
+    "fig, ax = plt.subplots(1, 1, figsize=(4, 4))\n",
+    "fm.plot_potential_energy(ax=ax, dxdy=(2, 2), print_voltages=False, plot_contours=False)\n",
+    "\n",
+    "rx, ry = r2xy(r[:, -1])\n",
+    "pts_data = ax.plot(rx*1e6, ry*1e6, 'ok', mfc='mediumseagreen', mew=0.5, ms=10, path_effects=[pe.SimplePatchShadow(), pe.Normal()])\n",
+    "\n",
+    "# Only things in the update function will get updated.\n",
+    "def update(frame):\n",
+    "    rx, ry = r2xy(r[:, frame])\n",
+    "    # Update the electron positions (green dots)\n",
+    "    pts_data[0].set_xdata(rx * 1e6)\n",
+    "    pts_data[0].set_ydata(ry * 1e6)\n",
+    "\n",
+    "    return pts_data, \n",
+    "\n",
+    "fig.tight_layout()\n",
+    "# The interval is in milliseconds \n",
+    "anim = animation.FuncAnimation(fig=fig, func=update, frames=np.arange(2, n_timesteps+2, 25), interval=30, repeat=True)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<video width=\"400\" height=\"400\" controls autoplay loop>\n",
+       "  <source type=\"video/mp4\" src=\"data:video/mp4;base64,AAAAIGZ0eXBNNFYgAAACAE00ViBpc29taXNvMmF2YzEAAAAIZnJlZQAFDgRtZGF0AAACrwYF//+r\n",
+       "3EXpvebZSLeWLNgg2SPu73gyNjQgLSBjb3JlIDE2NCByMzEwOCAzMWUxOWY5IC0gSC4yNjQvTVBF\n",
+       "Ry00IEFWQyBjb2RlYyAtIENvcHlsZWZ0IDIwMDMtMjAyMyAtIGh0dHA6Ly93d3cudmlkZW9sYW4u\n",
+       "b3JnL3gyNjQuaHRtbCAtIG9wdGlvbnM6IGNhYmFjPTEgcmVmPTMgZGVibG9jaz0xOjA6MCBhbmFs\n",
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+       "\">\n",
+       "  Your browser does not support the video tag.\n",
+       "</video>"
+      ],
+      "text/plain": [
+       "<IPython.core.display.HTML object>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fm.show_animation(anim)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 400x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# n_electrons = 20\n",
+    "\n",
+    "fig, ax = plt.subplots(1, 1, figsize=(4, 4))\n",
+    "\n",
+    "fm = FullModel(potential_dict=potential_dict, voltage_dict=voltages)\n",
+    "\n",
+    "fm.plot_potential_energy(ax=ax, dxdy=(2, 2), print_voltages=False, plot_contours=False)\n",
+    "\n",
+    "for k in range(n_electrons):\n",
+    "    plt.plot(r[2*k, :] * 1e6, r[2*k+1, :] * 1e6, '-k', lw=.5)\n",
+    "    \n",
+    "fm.plot_electron_positions(res, ax=ax)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 400x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax = plt.subplots(1, 1, figsize=(4, 4))\n",
+    "\n",
+    "fm = FullModel(potential_dict=potential_dict, voltage_dict=voltages)\n",
+    "\n",
+    "fm.plot_potential_energy(ax=ax, dxdy=(2, 2), print_voltages=False, plot_contours=False)\n",
+    "\n",
+    "for k in range(n_electrons):\n",
+    "    plt.plot(r[2*k, :] * 1e6, r[2*k+1, :] * 1e6, '-k', lw=.5)\n",
+    "    \n",
+    "fm.plot_electron_positions(res, ax=ax)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "eonhe",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.11.7"
+  },
+  "orig_nbformat": 4
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/examples/05_long_channel.ipynb b/examples/05_long_channel.ipynb
new file mode 100644
index 0000000..333896d
--- /dev/null
+++ b/examples/05_long_channel.ipynb
@@ -0,0 +1,5205 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "quantum_electron 0.2.0\n",
+      "numpy 1.24.2\n",
+      "scipy 1.11.4\n",
+      "matplotlib 3.7.1\n"
+     ]
+    }
+   ],
+   "source": [
+    "from quantum_electron import FullModel, PotentialVisualization, package_versions\n",
+    "from quantum_electron.utils import xy2r, r2xy, density_from_positions, mean_electron_spacing\n",
+    "from quantum_electron.initial_condition import InitialCondition\n",
+    "import numpy as np\n",
+    "from matplotlib import pyplot as plt\n",
+    "from scipy.constants import elementary_charge as qe, epsilon_0 as eps0, electron_mass as me\n",
+    "from alive_progress import alive_bar\n",
+    "import scipy\n",
+    "\n",
+    "package_versions()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "In this notebook we will study electron density waves in a quasi-1D geometry. The electrons are confined to a long micro-channel. In a separate notebook we simulated the potentials for this geometry using the ZeroHeliumKit module. The FEM data does not need to be generated here but is supplied in the folder fem_data. So, we can now load the results with the `FieldAnalyzer` class. \n",
+    "\n",
+    "NOTE: Please make sure you have installed the `zeroheliumkit` module: https://github.com/eeroqlab/zeroheliumkit"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "from zeroheliumkit.fem import FieldAnalyzer"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "In the cell below, we'll define some helper functions for the non-uniform discrete Fourier Transform."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "def nufftfreqs(M, df=1):\n",
+    "    \"\"\"Compute the frequency range used in nufft for M frequency bins\"\"\"\n",
+    "    return df * np.arange(-(M // 2), M - (M // 2))\n",
+    "\n",
+    "def nudft(x, y, M, df=1.0, iflag=1):\n",
+    "    \"\"\"Non-Uniform Direct Fourier Transform\"\"\"\n",
+    "    sign = -1 if iflag < 0 else 1\n",
+    "    return (1 / len(x)) * np.dot(y, np.exp(sign * 1j * nufftfreqs(M, df) * x[:, np.newaxis]))\n",
+    "\n",
+    "def plot_fourier_transforms(electron_positions, eigenfrequencies, eigenvectors):\n",
+    "    # Slow implementation of non-uniform discrete fourier transform\n",
+    "    # Read more at: https://notebook.community/jakevdp/nufftpy/NUFFT-Numba\n",
+    "\n",
+    "    xe, ye = r2xy(electron_positions)\n",
+    "    dft_points = 2 * len(eigenfrequencies)\n",
+    "    n_modes = len(eigenfrequencies)\n",
+    "    n_electrons = len(electron_positions) // 2\n",
+    "    fourier_transform = np.zeros((n_modes, dft_points))\n",
+    "    a = mean_electron_spacing(xe, ye)\n",
+    "\n",
+    "    with alive_bar(n_modes, force_tty=True) as bar:\n",
+    "        for mode_idx in range(n_modes):\n",
+    "            # The first index is always the cavity amplitude. Here we just want the electron amplitudes\n",
+    "            # The first n are the x amplitudes, the second n are the y amplitudes\n",
+    "            mode_profile_x = eigenvectors.T[mode_idx][1:n_electrons+1]\n",
+    "            mode_profile_y = eigenvectors.T[mode_idx][n_electrons+1:]\n",
+    "\n",
+    "            order = np.argsort(xe)\n",
+    "            xdata = xe[order]\n",
+    "            \n",
+    "            # nudft is the non-uniform discrete fourier transform. It samples between \n",
+    "            A_x = nudft(xdata, mode_profile_x[order], dft_points, df=2 * np.pi / (a * dft_points))\n",
+    "            k_x = nufftfreqs(dft_points, df=2 * np.pi / (a * dft_points))\n",
+    "\n",
+    "            fourier_transform[mode_idx, :] = np.abs(A_x)\n",
+    "            bar()\n",
+    "        \n",
+    "    fig = plt.figure(figsize=(7.,4.))\n",
+    "    plt.pcolormesh(k_x * a / np.pi, eigenfrequencies/1e9, 20 * np.log10(fourier_transform), cmap='viridis')\n",
+    "\n",
+    "    cbar = plt.colorbar()\n",
+    "    cbar.set_label(\"FFT Power (dB)\")\n",
+    "    plt.ylabel(\"Frequency $f_e$ (GHz)\")\n",
+    "    plt.xlabel(\"Wavevector $k_x a / \\pi$\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Load the potential data"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Let's load the FEM data generated by zeroheliumkit:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "phi = FieldAnalyzer((\"fem_data/long_channel.txt\", 'phi', '2Dmap'))\n",
+    "\n",
+    "potential_dict = phi.phi\n",
+    "channel_length = 50\n",
+    "micron = 1e-6"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "voltages = {\"trench\" : 0.1, \"gnd\" : 0.0}\n",
+    "\n",
+    "fig, ax = plt.subplots(1, 1, figsize=(10, 4))\n",
+    "p = PotentialVisualization(potential_dict, voltages)\n",
+    "p.plot_potential_energy(ax=ax, dxdy=(55, 4))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Far away from the bottom electrode, the potential always looks parabolic. Let's take a slice to get a sense of the curvature of the electrostatic potential. We do this by fitting the potential energy to a quadratic function $y = a x^2 + b x + c$. The quadratic coefficient contains the curvature."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 500x350 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "potential_slice = -potential_dict['trench'][500, :]\n",
+    "\n",
+    "fig = plt.figure(figsize=(5, 3.5))\n",
+    "plt.plot(potential_dict['ylist'], potential_slice)\n",
+    "plt.xlim(-2, 2)\n",
+    "plt.xlabel(f\"y ({chr(956)}m)\")\n",
+    "plt.ylabel(\"Potential energy $U$ (eV)\")\n",
+    "\n",
+    "def quadratic_func(x, *p):\n",
+    "    a, b, c = p\n",
+    "    return a*x**2 + b*x + c\n",
+    "\n",
+    "fitdomain = (-1, 1) # microns\n",
+    "selection = np.where((potential_dict['ylist'] > fitdomain[0]) & (potential_dict['ylist'] < fitdomain[-1]))[0]\n",
+    "xdata = potential_dict['ylist'][selection]\n",
+    "ydata = potential_slice[selection]\n",
+    "\n",
+    "popt, pcov = scipy.optimize.curve_fit(quadratic_func, xdata, ydata, p0=(1, 1, 1))\n",
+    "\n",
+    "plt.plot(xdata, quadratic_func(xdata, *popt), '-r')\n",
+    "\n",
+    "# Note, this is the quadratic coefficient with 1V applied to the trench\n",
+    "quadratic_coefficient = popt[0] / micron ** 2"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Adding electrons"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We may now add our first electrons. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "387\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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6lSybUpHR1mTSqynlmUmmlLSPs12l0U5lkzLKN51sGdLKul0lpz1LOzlT20uhSU4vU7sYD0uTIRO/STgeXZiqPx8/vJhMl+A1RR8gyZn1Iol2yhwl97XJNOnpJNutZJrp+qGZ+qssdSpjelPZ0iycyqx1arr+I50+nW6WN3KdiM3LyCeZV6Z+KD29xLsZ2vB06WcrUzpmcL6yKofZ6lRa+lmNOzPZzGzaTHK89H53Kt1Jn0Ceod+eVv6U8Z1iQoYpxhEZxyLpfGaLbNvVVO/Tx2EzyRGdevV9Utzko79Jk1gpk5Lji48RKe6cj8cJTjjrciSGMhhPUw5Fkcaeo6EYsTEnPuJXoBhz1iOBCII4butjSc46RCIgZlnM/9LO+htvvMFdd93Frl27GBwc5PHHH+eyyy6bNZ9xZ12pSFpN1ypQ58WX2VU6Jcoxp1ylUyGOOfGiXoWgj3v3glaBOPaMSkw444JWkXDWUw6/J99IN/5+CqdcEJIUXqlMNSCZHOWZkJx2JgdlukHuTE5yNs56enrpaSTTTNW5ZZLjeK6GnMmoZOIXjWYu92zynym99LRnI1O26SbTjOuYPIWjnk6TDDnJGGbSwekc+pnkSpdlttdnTocT+TBnJppMtNM5XrPlOxWvbDvGTOlMNxmTntZ0fKajzSY/U2G6spyOLtvwZP3Mpp1mU1ZTpTmbNjwd32wc10zxs6nDTPYs2bHM1p4db7tK75NmoklGsk7NdpJwuknMqWimi58uX7ZtYvx9Njo5FaZrL7PhOZ2dyjAxl5Vty1Q/JzpGmE1bymb8k438mWSZSu7jnXDLBtmM4WY7zptpYmy2+pnJbmUqi5nkSq7DZExnp7Kpm+kwk+3NJr3jmATMSDvbSaZM+p+p/WaLmSaN0icZM/KZYiyZSZb0tjrVpENS3uSksa2QnOdobGKyKhpNlSEaQw7F96/LoVhiZ4IciiEHx1bW/VHEsWeFP0LMP3FcOuqPv0+5c0ySiY5tjx+vhmxb+wk565FIhKGhIfx+P8XFxRQUFJwIu1nD5/OxZMkSbrzxRq644orj5jNeaEoliGMXwyk1isRqukKjQKWLO+IKvTLhoIt6FYJhbNVcr0o464JWMdHZq1Wpe+vH3gtCsrOuSL25Lr2TT3aCZ3LKhQyO1VSZjgsy8U5OU3hhivk7QUx16pLTmind2RiDZGOSKb1k2uMdlCbzS3Y+k/mkpylPYYQVysnh0yG9HNNlysRjPE1FhqabHi+Tkz0OcRo+43TT0SQ/CxnKNBuZMiG9LMaf09OYin+6TFPxSaZPppltOWaiPZ68J8udzCNZPkmaWgeSdXi2TlUmPZ9O7qnKYDo+yWmnTxRNZRPS8zhV25tuMinb8p5K7kw02erCVJNg2SBb3Z5J7mz0MxO9IE6d1nR8stX1mfQqud4y1WE2dZuN3k0nVzb1nKmO0+WbipcUnTo8luZwzEaPsumrxvlOhZnKaCo5MunrbOpnurQyyTRV/On0JRniDP11pjyO2+BM9kBK3S0xKf5M6cxEnwnJ9ZzJnk+V5kxteCZkK+dMOjxdPWeSb7b99mzbQraYST+Px1mfqQ+fblImuQwyjRMzpTsVf5i+XWVqC1PVSbKPke5fjIdl49in90lTTUomOfFCeniKgy4nnuXkOgtHEMZugBPCkcRtcHJEQvaNHUJXKZDHdkVLCoHkg0mJC/AkGWUkHhILxlAq42lkmg/OhFk76x6Ph7/97W88+OCDbN++nXA4jCzLCIJAVVUVGzdu5DOf+QyrVq2aLetZ44ILLuCCCy44YT7jfrNSKSS2vis0SlS6ePGo89Qo8uMOt5inQhx7FvSpz+h1cYZJ++kFVdLe+uR99qI40ZAEERSKiQ4kudEkNwBBmHhOa9ApK/BZOetJK/zjfGQ5tQFNZSgEcWIwkWycZtsxzMaJyWZyINkwZJJpqo4i2ZhNNzEwlSGbzcBktphqFjc9vdnOrE5Fm+3M+mxXVmdywrJNPxOvbFZlk6FQZu6sp5Ll3aI5nlnz9DBI1fNMnXXyICYbR3y2cmdbr9PpcCaZkmmSecWmGAxP1xZmq7cz0R3PwG62K5HTTdZNxTMZx2sTppJzpjY83SrudDJNpZPTrQIezyRvOn02tjN9QHoig/hs2nAyUvrhaWSdid90A/dkTNXmY2mTBzO1+fHyejfbXiaZMtmn2a44Zmpr08XLZtU8E9LzOZU9G5drKvpMmI2eTyfPiY5tjrfNZBp7nWifNNO4LRkzjUGzGeMmjycz9VWZZJtNv53txOpsxsLTIRtnPT29ZFmzcsDl6dMaD0v+Dymr5kCSsx6burwkaWJSLZZKIyR/Vy0cgWAoHhQJJ56FcBhBN/YcCCP7xhZgvQqkxN0kIupkkca20Cu0MZRj2+NFUX73VtZ/9rOf8cMf/pDGxkYuueQSbr/9dioqKtDpdNjtdg4ePMibb77Jxo0bWbNmDb/61a9obm6eTRLvKkKhEKFQKPHb7XYDJI5/iyoxcZGcSqdENbZSrshXI+aNraabNYgmbfw5P8lB1+sRNJr4s1YD2jhNfGV97FmhmmjMoiLxLIjKCYc9/iJV6ZM7lnFnOl2Zk37LWRhXSY7nR5YnaAUhuQGk8pCTVEpIuixh/L2URC8KqY1HkqeWRxSkjGEzQSb1ch2ByedWxvMI8bzNSKOc2aDIssh40oIwM71ALCHrVOmn5yORxjgUmdOR5InmKyonOobx+IIgTapHmD6fCfqpL/3PyDMjvSilWKMp404Vb0xGWRYndE9IzedUVi6d/3jZybLI+EGvTPnPptxT2ss0fBJxxcx5ztSmMpVlepqzrdsUuiRdHNfB6fI2U1opeSZVB7PtjTK1jxS5VDPX3UxllJCLuK1M1hF5CmEFpBR9nC0EpTSz3qTryUyHKqfRkWnTGUM2upOgEbJrM8dDM5MtyarspuOXZKvH9WuSTs2W5xRIt4uT5E62JZnYZWHPxvUz2V5kKtOs+7Px5FWRlP4oOWw8XVEZTW3bTF2/WbWTbHRYlV3ekt9nU7fjfaeANHVbm062WYZNN67KZM9mwnR6PhWdjIigyGK8kmX/kY180+V7ErLob5NpMvXz0/Y1KeY1u7HYVEhv18m8xseT6f1eJtuTwDTjvKmQLn+mMeb4WDyWNM6diu54kT7WnwoCUtZj5cTzDPUsJDnfQrqznliUiU09QSNFUxx6WUpy0GORCfpoGCITDvq4s04whBwIxN+r/Qiq+HPKRXpJzypp4pb5WChKdPxScnF2dTArZ33Hjh288cYbLFy4cMrw1atXc+ONN/K73/2Oe+65hzfffPN95az/+Mc/5nvf+96k90rF2JFxlYhi7Hy5QquYuDxOr0ysoIsmLaJpzCnPM8T/AEGnm3DctXpQjdEo1QjjzwoVKMfmWxTKpNVtJRLKlEFzbKwzSe88x5U33clN7VgnD77TMZWTPZlmZuN1PIPXqeR4N5DRoE9Dc7KQreE9kfSlpPoRT5LxnYr3u8E/PY3p+L+b+fxnIL1s0yESy0gzVf7/meUzlZzHI8N07eXdaqPpmK5e3u1ylVDMWLfZyvPv1l5mi0w6mY3zMFPbHOeVTvtulnM29uK9Sjdb+5Op/3gv+pXZIJv6huzkfD+2u9no87uFjBP8JwmZbGc2mHYiJUOfJMtiolyztSszYbo8zMaJnxR3bFLvZI6zUxYW0sNmkDXTJEG6058pjWT+Uzn3yVAI0cTkk0AMhRBN0I7HFYlOOPtSLO6gQ9yhj4SQx39HQqAdd9b9CNq4TycnHW0WRV9K+uOfnVNEYijGLp6Lf00sPiGgVMQSXyLLBrNy1h944IGs6LRaLZ/97Gdnw/o9wW233cYtt9yS+O12u6murk4cBRfEpO+gKxWJS+JEzcQ5dUGvjK+cA2g1cScd4k67Vh9/VusSzrqg1IBqbGVdqUJWxJ11SVYRleLPsqRAkpUpDnryjKiUeJ56Vi65ISYbkkl0WcSdCumd0Gz4Z4vZGpOpVvdPFFL6mf0MELNsXO82spX3Xw2iIPzb5u29wGz080TLOcsPF0yJbOX8d9OF8Xz/u+YrHe9WPrNJL3GhfwblTJdtFpeN/1NwsuWbrg2+X/QzWcZ3Q6aZvjh2Msr6eMcMxzMmOZEyypZPNvkZj59Om4nvu13PmdI6HkTHlCaTXZkO2eTtZI0xsxknT+d8z8g/y4mE2UxEpMuTTCPO4KAnxxWFSGISIHl1XxQiiIw/RxOOu0KMohhzyAUpCgo1QmzMWVeqkRVJx5THdjsLkoScdP5dGHPQhaAScWzhV1ZFE5/1TvExx9i8K9vg0xEMBtm/fz9WqxUp7UzCpZdeeiKs3xVoNBo041vVkzBeaIqkbfBKrSLumAOCYWJlXTBoJ1bT8/PBmB9nosuPO+mAoDWAOu64y0oNUSn+PippiEbifGKyJrE1Je6oqxJbs5Id7uStmZIsp3QsUw1KJr+fbBjSP504k/FIDRcBOUO82Tf6mTpKSZbfVef4ZHVs2fCayQnN1Fm9l51YpnTfS4iCQFSSEs//yni39fefjUwDstlitm3pRPB+0PHp5EjP+1Qyvh/16v0wyTadDc1GtmzqJHmy5f1WBznMHrPV2eOp8/eyD3+vkck+JYe/X/P8bk+inCjebfuS9uW5E+Q1HYPkY7KT36fHneLz8yk0qc+pNOm/4/+jCUdfFKIJx10hRBIOvihEUIpx51wphFCpAijUcedd1AQRQvGVc1mlie+SBlAqEcTxxVQSF9mJEQl5bDVdCClRjt0Sr9QoUCS2wU/O43Q4bmf9+eef5+Mf/zijo6OTwgRBIBZ7f2wDygaJGQ6VmPiGuqhRJGZGBL0KIW9863segiHurGPMB4MpTqPNB038vawxEIoZAQhHDETGnPWYpCYqx/lEJQ0xWRh7lolKMhFpwgkeNwbRpNtFk9/Hf0+8T3+XHGeq51SaaYuH2HHGywb/bCN+Ih11+mDtRPMyFa/3cyd/Iquq7yber3L9O2OGTzHPiHd7QJduq/6ZepFpcJTJnuZ0OHuk69HJ2sWQq5t/f8z0+e+pwv5/xUwTVsnv32/jlmQc7y602U6gnqxJ7ZOB6cawJ8Z3ZhpFWlozxYk735OJsnHQk5+VooA4dpeXStSkvB/fHaEQZJRi3DlXCiGUYiDhvKtFH2rd2F1lKh/jl4HLSR63IEnI4fgWdyEcmfhqmC+KrJn4pJuY5Ky/JyvrN998M1dffTV33HEHpaWlx8vmhOD1emlra0v87uzsZO/evRQUFFBTU5M1H1EUEEUBQRQRx7a+o1KAemyrg1aZdKO7auLyOI0usZqOWoc85qyHYkZCsfiKu80pcayti5q6OvRGM+FYfOYlHJMIxSac83GHffx34msCkpTSWYw7zpI8syOeabU9hWaaxXBpBm/8RIxwTJJRJLWw2Mnw/GeBmfKWCaIoHHfc9zuyMdzZbGE7kfRPlO/Jku/9svr6fkY2K8D/bLwb+noy9HQ6XieLdw7Hj/ditfX/F7wfdiBkY8+PZzzzz87X+xni2Pju/T5eEmfwGI9H/kzjxOS0ksNnkuHdhOIkpp1Ne0jO60yry9OtoGeiUUwRRymKiWdRmHDQ4058/FmjEFAr4oupKlFLX2cfZqOS0rKSlPvCNEoQNePn3KMT59y12okj0mpV3G+EuB85fqRapUisxMfLIXvdOm5nfXh4mFtuueWf5qgD7Ny5k7POOivxe/w8+vXXX88999yTNR9BISAohPgFc2OzHoJKRBhbWRf1yoSDLuh0ML6yrjEgaPORZZmoKp9gtAiAYNRMKJbP3T//KY8//xSqegvhLgcbTj+fG26+FYivpre3tvCnu7/PqN1Kfp6Z6266nfoFi+LOe3TCcR93ZCVpYmXd53bSffQwxZU1WEorUvKTbASSO6CZHOJsjFJWNCdxJvX9buizwXRGezYG+2Qa90wyvZ/L+/0gX7YyZOqUT7Ys0/GfTkfG42RDc7xyzcQrnS6Tfv+z6/z9hGzKJRvbMFOZZuIhSfKsdeZ4bFU2tm627fB4088W6bZhNs5Ker0eb54zyZANTrS9n6x2Op1d+FdHNvX6bjtu06WVTb9wImm+G/1NJr4z2ap/F7xXeZztxNRMcqWHZ5o0SHHGxSyex7e+i0KCpygICRrXyBB/uut2rCP9KGSRi6/6OBdedR1KUUCtEGk5uJ//uuOLKCrykHwhKvQl/PH3f6TANHacWVYz2DuIy+Vj+bwCRO2Y4x6LIQSDAMj6EOL4Z9/0KiRV/FmRtLIuKIT459umLaUJHLezftVVV7F582YaGxuPl8UJY8OGDcgnwTEcP/QviMJEQWqVCGPfXEetnpgx0etAG3fWJbWer3//ATa9tgtJoaDMXMYvf34XBeVFvPraZh7f/gJl39yQuO1v859fp+rF5Sw9fQPWgSF+8PUbKb9pLeWlcwnZvPz0B1/gptt/j7m8Go/TwdbnH8U+OsCilefQtHwtshw3QK8//md2b3sGw6JSQt1OCnXVXH7TDxEVCkRRwDE0wNYX7sfjHGHByo3MXb0hZf6m5/Aetr1wL6GAn8XrLuKUDZcgCBOdvBSL0rV/O0Gfh/qla9HlmVIcfVmW6Tm0A2vPMSqbT6GieXE8XhJNJBSk58B2FCoVNYtWISomq5pzuA9rVytF1Y0UVNQm3qdMMEQiyLKEUj35roG4rDEcQz3o8y3ojOYpaZzDfezb/BihgIf5ay6kev7yKeneLZzoAPbd7shP9mDo/eBUv5vIxhk9EQfjeGVITyO5HrLVm3dDvmx5Jg/6343Vjn8nnIjTfiJO7vvJWZ8uzZMRd7Y40TZ/vJMsJzqBeCLO9ns5qfav7MT/M5zGTG01m0nR422zM7WBkzGROB0yTXq9X1ax3ysMHjvIgS1PICqULDvzKoprJ3+VS5Zleg/vZLS/g8rmpZTWz51E4xoZZN/mxwiH/CxcexHlTQsnld9Q+2E6D76DpbSW5pVnolCmfibOOdhN+963MBaW07xyfUp4NBJm/+Yn6W7ZQXFlM6s2XoMhaRzvddrY8eKDOKy9zFmynkWnn5/wc6LhMJsf/T1tB99GqVCz7vyPsHT9hQn5/G4He1/fRCwSYflZF1FYVkEsGuV/vnQdxZ9aSlX1HKRojKfue4hAVOTsSz+EQpD43m03Ufn1M1DmxRdo7fv7+Oo3b+XXv/4TLqeTz336c9g1QcQ8NVKblT/96BOcvnYecjQ08UWwQCDuNwKCJpRYZRdVYuKCOWGWeijIx+nt+v1+rr76aoqLi1m8eDEqVWoFffGLXzwetu8p3G43JpOJ3Svnka9UkFeZR35FHgDK8jwUY89iuRmhsDAeqagA8uMr6N/55fM8Ybdi2Rj/lF1gwEngr/t58MnX+MYtn8N6qhJ9VUEivaDVjfDUKDd97zc89sf/oausF/Oyie36nmND6LeKrLvoE/z9p1+k4OJmNGVGnG90UhCp4KJPf5fBzlaefex71N8yMQkw9PQB6pVrWfaBDzHUcZjn7/sepdcsQlOUx+grbeR7ivnAJ+4AoGXbi+ze8Xeqrl+FwqDB+uwhDLZizrnu9rgMtmGe+d1XMSwrQWFS4Xyzh5Vn3UDzqg8A8ca16be3INQq0M8rwLNnGJ3XzMYbvp/Y3jHYto/Nj/w3pnXVyBEJz84hzrv+B1gq6pAkGVmWefOhu7D52jAsLsZ/xE6+UM7ZH/t2gkc0HGTzA/+Fw9GJoBDRKkyc/dHvoDcVJsqr59BWtj7zG3QNBYRHvZgNtZz10dtTJgb6W3ax5dlfUHbNIpR5WkY2HaXcuIzVF316kj7EolHadr7MYNc+CsubmbP6AlQabWIwJMsyjv42YtEIxXXzEEXFv+QKdQ455JBDDjnkkMO7gf8fx0Dpebb1tuF3jVLevBi1Li9rPuGAD0mKoTUYU95bu46w/bk/Eg550OcVsfaSz2MurZ4U/8DmhznW+TJlVyxCjsYYfPgAS1Z+JDGGB4iGQzz7h6+hqFehm2PBu2uIvGgZZ33s2wm/Ij52vpvSKxehNKixPn2U+sozWH7edQk+r93/X7jowbi2ilCPG++2YS75wi/Q5ZsBeOfJ39E/tAPT+hrCAz6824f54Bd/gd5YQCwa4fGffR7dukLMK6vxtY8w+ngLl3/p1xjMhbiG+3nqD1+l5MoF6KotOLZ0IrTJXP7luxEEgcfv/grKNToKTmtCCkXo/9tOFtWfz4oPfIjuQ7t4/v4fUXhBE4JKgf35Y2y48D/QaPRsOfYAZVcsSeRBCkcZvOsdbv/1P+g8sJNHXvsVpVcvTSnTvjtf4Zln3+arX7iRoeUi+fPK4+XoD2P/nxc4uPnnKIMu8Izd4TZqR7bZ4vytLmK9njj9oBfPgBcAb7+XkaEoPinGB3racLlcGI2pdZ6M415Zf+CBB3jxxRfRarVs3rw55VtxgiD8Szjr6RBFAWFsZR21OPXKulqHMHZO/fGXdmG59bxEfF2FGV9DPm++/Q6oNEihUAp/KRTB7/Wwd+9O+nq70CyxpIRry8z0d+/miT/9gKrPr0FXEQ/Pqy+m61dvcmz/AY7tfpHC8+eklHfJefM5eOdz1Cy5iFcf+Dl1X12P2hy/jb7qoyvp+PkbdB9uwVRSzfbn7qH5B+cmzuZXXLWMtv96jYH2bvSmIl6994dUfX4Vusp42iXnzGf7t/+MuXIpKo2eo1seQ706n9KNCwAoWNVA3/07OfjmK1QtPA1ZknjtoZ/Q/N0PoNTHZ5bC5/h46X/u5AM3/hJJkuk/shWXrp+Gz22IZ+A86H94D/te20TtknMA2Pr4f6E7W8+clfHy9ffYePYPt3HOJ+6O8wx42PL0L5n7/fNRjB1XsL50lC2P/y+LNnw8UTZvP/lbGr9zdkIWw02n0/LdF6nuughtnnmibmJRXv/brehXGTFdXMlQy14O3/0U66/9b9S6PHxOK1sf/wHaxjwElQLfg6OsvuQbWMrjO0s6977EsZ3/QFCDAj1LzrkJS3kDALa+Fg69+RciUR8atZHFGz6NqbQOAMdgO/te+R0x2Q9RkblrrqFqwRkABNw2dj//CwLBEeSoTFXzGcw7/VoEQUCWJFq3PUZfyxuATHnDOuaddk1ioqJ7/yu073kSWYhhyK9g6bk3oc2P16nb2sOBzf9LKORApTKyaP0NWCqaAIiE/Bx6/V5sgwdRKDQ0r7icyvmnA/GZ2PYdT9Fz5BVkWaKkZhkL1n88MVNq62vh8Ft/JRz2oM8r5ZQNn8JQUBbnG/Rz+M17GR04hEqlZ+7qayhtmtjh0LX3BTr2P4ssxSiqOoWFZ16Pcuzzh36nlUNv/hWPow99fjELT/8E+cVVCZk6dm2i58irCIJIwykXUnPK2Qm+9oFjHNlyH6GAE1NhPQvXfyJRDrFomJYtDzHUtROFSkPziiupmLsmEdfW10LL1gcI+hwU1yxl3qnXoNLE21U0EqJly4MMd+9GpdEzZ+XVKfmx9R7l6Dv3Ewq4KKpcxPzTr0U1tiMnFo1wbNvjDHZsRaXWM2f1hyipPyUR1zPSx9GtD+BzDlJSu5w5a65EqYnbHFmS6Nr3Ej2HX0Gp1tG88sqUuH7XCEfffgDXSCcF5fOYd+o1aAwTej5wdCvte59ClmLUL76AqkVnJmxJJOijdes/GOndh7GomrnrPoLBXJKIO9J1gJbtDxMJeilvXEvzmisSdS/FonTufo6+1jfR6M3MXX01lsqJ2fyA20brtkdwjXZRXLWEptUfTJQlgLVj34Rcp1xE+ZxVibBYNEzn7ucY7tpJnqWS5tVXojcVJ8JdQ10c3fYgAfcIZQ1raF79QRRjuiPLMv2H36Lr4POIChWNyy6jtHFpIm444KFl66PY+g5iLKqZlGfXUCct2x8h6LVR2Xw69csvSLQxWZbpP/QW3YdfQqnW0bT8cgpr5k3w9nto2foItv6DGIvqmbfuGvRJvN0jvbRuf4SAZ5TyhnU0rLggdaLx8Nt0HRqX+4Mp9RyLhOjY/RzW3j0YC2poXnVFQq8BvPZBWrc/it89TFndmkm8h9v20LH/GQDqT7mIsiTdlWJRuva8yFDXdgymMppXXZEit89ppWXrQ3hsvZTULKFp9eUpdTnafYj2vU8hxaLULTo/pS5lSaL/8Bb627egzy+macUH0ZmK0vTkUdyjXRRVn0LTqlQ9Ge05TNuux4mGA9QuODdFf2VJoufAa/S1vI5aZ2TOqisxldUn1bWX9p1PYh9qoaBsLo0rP5gyiHYOdtC641HCQTfVc86k5pRzJm76lWX6Dr1Jz9FXUKkNNK+8ImEzId522nY+hWOoBUvZXJpWXppo7wD23qO07vwH0bB/Srm7971MX+vrqHUm5qy6CvNY3wEQ9Dho2foQjqFjWMrmMHfdNSl9l2uok9adjxEOeqiZezZVi9an8O49uJnels1o9GaaV16JqXRiF5vPMcyRLX/DY+/FXNLE/NM+mqJHI10HOLbzH0QjAWrnn0vNknMSvGPRCO07n2ag7R10+YXMW3NNSnl7bQMcfecBvI4BSmqX0bzmikRdyrJM78HNdB14HkFU0LjkEirmr0vEDfndtG59BFv/YUzFDcw79cPojBMT9daOfbTufJRoOEjN/LOpX3Zeoq4iQT+tWx9hpHcfBnM589Z9hPyiqrQ8PUY0HKB63tnULf1AIm7I5+TQm/fhHG5Dl1fIgtOuS8lT3+E3ad/zFLFomPLGtcxdd3WiXYV8Tg6/dT/O4Vb0plIWnHZdSrpDx3bRvu8pZEmiYfGFKfl1W3s49OY9BPyj6A2lLDrzBvIKKxJ12LF7E71HNqNQqmlcfllKPzXSdZCWbQ8QDnopqlzM/DOuTZRzyO/m6JYHsA8eict06nUTfack0bbjKfpaNoMgUrfoPOqWbkzUr7Vzf5xvyEtB6VwWrr8etT5+F1PAbePAa3/C4+pHpTKw4NTrKKpdmNCLQ6/fg7V3DyBQ0bCWeadfiygqEmV4bOdjSHKUfHMNS879TKKPsvW1cPD1/yUqB1DIGhauv4Hi2kVA3FYf3HwPDmsrSqWWuauvoax5ZSJs9/O/xOvuRZagpHo5i8+6EVGhRJJiHH79Xoa6doAAhWULOeWcTyX6iK69L9F5YBOSFKO4cgkLz7wOhUqDLMt07n6OroPPI8sxCsrms/isT6LU6FLDkCiqXMziDTegVGuIhPxsefg/EcsE1OUG3vn1b5i77Crqlm4EwNHfxuF37ifks1NWv4o5a6+Kxwv62fbUfxOMjSKoFIh+FWsu/SZ6cwluaw9bn/sRDV9dj9piIDDo5Lmf38qGj9yVYgui4RCHdjzNvB+en6jHpm8Ws+u2v1JYuy6h50e3PIzuNAsl58T7q8I1jXT/ZRst296ifE68TN9+8jc03XEOCt3Y2PnLJbT+54tUzt+IWp+PrecoDrmb+pvi40OWgbPWxJbH/8DKi76Ae6SP3oHtNH1jYjzmmTfI5gfu5tQrv0nn7lfQLDNRet58ADSFeSh0KrY8/r+svuRmXn/kl1R/djX6mni7L798Cb33bOfIO2+jNxfhV7upPyPeJyp0aqpvXMvOOx6lbvlFvPD3u2j89oTs5uW1vHLH71h+5rWIZjXJENVK/AEvh44cJuwOEgunXo4uyzKhYJDXtm3hSPthaq6dmPRQ6tWoFlfx5rYOzl5VhTx+h5lWM7GyrprwJQWVmFj5F6a68n4aHPfKellZGV/84he59dZbEWd7B/37BOMr63vWzCdfqcBUa0RfGTdGyhojyqqxz7KVFCEUjw0oLKUIYyvr88/5BkW3bkzhOfz4XjbUb6SgopG//+VOam7ZgKhSIEVjtN/1MsvWXE1BZS39Rw/RE9hB5YdXJOIOPr0fw3A5/e3bmf/ji1L4jm45hv5YLZIUI7RwkMI1E5152OGj63+2sWTjf7DnxV8z74fnpcQdfvkw+b0LqV12Hm8++mXm3Xl+Snjfg7spkc+gtGkdbz/+Neb/KDW8/7G9lETOomzOWrY9/h3qb1+ZaAQA/l47o38b4pRzv4zX1sexjv+l/qZTU3i0fP9Flp/9PZTqPA68/HOKP1GBrsI8kQenn96fH2TZhd8GWWLrk7ew4McXpvBov/tN5s67CUNBBX0HX8Ffs5/ScxckwmVJ5uhtL7L2yp8l3m196ivMT8/vw7spjJxJadNahLEbIgeObMZl2kHFZRMDYvu2TqJb82le91F2PPFtqm9ejK48LnPEFaD1+5tZe+XPGO3aTe/wYzTcfAaiUkHY4aP1zldZdfGPCfvd7H/rv2n+xgbUFgNBq5v2u95g2cbvIopKdj3/bZpvPwu1xYAUjtL2s83UN3ycgqqFbPvH16m9eTmG2iJkWWbgkb1orI00rLiKo1v+FxodlF8aP4Iw/NJRwrsVLDrrZgZb32TI9QL1nz0VUa3E226l57e7WXPFXYT9Lna/+F0av3YG2lITIZuXtrteZ8mZt6EzlbLzqW9TfGUtlpW1xAIRuv/0DmWmjZTPPZP2HQ8QLO6i8uqlCAqR0Tfa8L7mZcl538Qz0s2hbT+n6avrURfk4e+x0XH3O6y65EcoNQZ2PHEbpR9qwLyilqgnSOdvt1BT8yFK6lfSve9pXMo91Hx8ZXwW9J0OHM+OsPyiOwgHPOza9G1qb1pFXmMJ/j47nb98m6VnfwudqZQjb/4Ruc5B+QcXI8ck+h7YTV5gHg0rPoTH2sWh7T+n4UtnoC0x4j46QO8f97L6sv9GodKw59k7MZ5tomh9M7FAmK4/baXMspGKuRtw9B+h9cCfqP/8qWiK8rFv62Dk8W5WXfYjQGDXM/9JwYVlFJ7aSNQbpPN3b1NdeTmljWux9x/h2IE/0XDzaagL83Ds6mb4oWOsvuy/EEQFe569k7wz8ik+ew5RT5CuP7xDddUVlDauxTPSzcG3f0bd59agryrA9k47I092s/qyHyOICg5t/jVCo5fySxYR9Yfp/r/tVJRcQMXcMwl67ex+/rvU/sdK8ppLce3vo/+vB1h56Q9RaQx07X0Cp7SL6o+tRFCK9D+yF62jlua1HycWDbPjydspvbIJy6pafB0j9PxpJ0vPiZeztXM73V2PUP/ZdSiNOkY2H8PzuovlF34HgH0v/Dea5QpKN84nbPfR/adtNMz9GEW1ywh6Rtn9wvepvmEpeU2lOHZ2YX2ik1Uf/BEKpZqeg88y6nmLqo8tR1CIDDy8l/zYIhpWfAhZltj51HcwnVVM4bp6/D02+v66lyVn3YbeUo5zsJWju35L3WfXoi0zMfrGMZwvW1lxyQ8QBIFjW+8laOqi4solSJEoPX/dSalpA1ULzyMWCbLjydsp+8g8LMtq8LZb6f7jTpZ94DvojMXY+w5xbP//UvuZ1agL8xl5pQX/jiDLLvgWAEff+l8iJUOUf3ARMX+Ynnt2UF11KWXNZ4zxvo2yj8yP824bpvtPu1i+8Q60+UU4h45xdMevqfn0arQlRkZeO4Zvq5dlF34nLve2+wjkdVBx5SlIkRi99+6k1HIOVQs+gCTF2Pnkt7BsLKdgVR2+zhH67tvPso1xud0jXRza8jNqPrkSXYWZ0Tfa8bzlZPnF30UQBLr2PYkjtJ3KjyxDEAT6HtiNRb2auiUfRJZldm/6Hnnr8ik6oxF/n4O+v+5h8fpvkFdYhd85zL5Xf0jNp1diqCvCvr2TkSe6WHXZjxEVSvqPvMLgyItUX7cCUaVg4NH95EXm0bjqIwDsf+l/UDRHKD6rieCwm/6/72Ph6V/FWFw7oSefWEpeUwmOnd1Yn5zQk8HWN+nvf5qaG1ei0GkYfPIAyuFS5p0e3yV14JW7UTQHKT1/HmGnn57/20Hjwk9QVLOESMjHrqe/TemVczAuqsB9cIDhx1pZccmdqDQGRrv30H7kPmo/uQqVWY/1hSNEWzQsPucrABx+43dIFXbKLl5A1BOk5y87qWu+hpL61QneJVc0Y1pUgevgANZ/HEvwHmrbQm/PE9TcsAqlQcPg0wdRDBQy/4zPxuV++aco50cpPX8+YYeP7j9tT8g9bv8qrz8F08JKXAf76b93PysvuhOVLj8hd82NK1EZdQw/dwS6jSzc8AUADr56N2JjgJLz5hFx+un5806aFt9AYfUpBD02dr/4Peo+uwpDYwnuwwP0/XkvKy/+ESqtgYGW1xmwPkvtjatR6NUMPnkQocfMgvWfS+iJ8UwzxRvmEBx20/WHrcxd9lksFfPw2vo48MZPqB0bbNu3dTLyRCerLvsvRFFB6zt/JVTYQ+XVS5GjEr337cQsrqBu6WVEwwF2PHkbFR9diHlpNZ6WQXr+bzcrzv8emrwCBlo2MzjyPLWfXI1Cr2HomYPEWvUsOutmpFiUHU/eRskVDRSsrsffZ6frt1tZfEZcfwdb36R/8GlqP7UGpWEs7jEDi866mVgkxPYnvknVDadgXFRJaNhFxy+3sHDtLeQX19Jz8Dns4bepuWE1Co0K6yst+N8JsWTjN4hFgmx/8lYqr1+MaXEVgV47nb9+h1M23IrBUkH3/qexh7ZS/bEVIIr0P7SXvPB8GldeQ8A9wt5XfkDDl09HV2HG32uj4xfvsOL876MxmDm0+dco5vopvWgRUihCzz3bKdSdTs2iCxjt2UdH6300fOE0VGY9jh1dWB/tZNVlP0aKRdjxxK1UXLcA05JqAn1jMq3/JoaCSg6/8XvEZjdllyxCjsn0P7wHraOBptXXYuvZT3vrvTTcfDoqkw7X/j4G7j3Mmit+ghSLsP2Jb1L7+XifHHb6af/5G8xd+jnMZc0cePmn6NdrKFrfDDIMP3+Y6AEdC9Z/luH2d+i3Pk39Taeh0KrwtAzR+8d9rLniJwQ9NvZu/iFzbjsLlUlPxBPk2H+9yqJ1X8NQUMH2x79J+XXzMC2uIuYL0fGbLdRUX01J/Up2Pv0dyq5rwji/HFmWsb7UQmyfjnmnf5rDb/we5ZJgwim0b+3E/aKLJRu/Sff+Z3AKO6m5fjWiWoHt7Q6cz4+y/MLv0LXvKTzqvVRftxJBqcC5q5uRf/Sx8pLv07nncbz6g1R/dAWCUoF9WyeOTVZWXPKfHH79D+jPErCsjE+KyTGJI3c8z/Jzv4fPMUDr3j9Sf9M6NMVGRt9sw/HCECsvu5N9L/yEgsuLMS2uBOI7dbt/sYs1V/6Eg6/8goJrizDUTkxs2rZ2IO8spHH1hxLvvKO9tPf8H3WfnZgIAmj98SssWPkl9MZyBEFkx+O30/T90ycu1AZ8nSM4HnGy4MybEEWRrU99hXk/SB07996/i1LxXEoaV9G+/WEUp7sxL5nYHSzLMi23vcS6K39Cz74XCS1op+jU1C34R259gVOvvIujb/0Fw2Va8uqLU+Pf+jKnfujHvPPYt5j7o3NS4jr2dCO/Y6Co6hR6Q89SmbYCfvj2Tay75DZ2vnY3zbefnRLW/aetzK+7mj1v/ok53z0vsQ3dub+XwIt2Vlx4LVqNjhf//GOqv7wWTfHYJeFvHEPfInDpx27gdz+8lcYfXJiyWDp83zt87pxzOW99HfMKlfEwxzDyyNgqu3WUaN/YynqPG39//NnV7WZ0MIJPinFO18wr68ftZYfDYa655pp/WUc9GckfqkcUQIxfODd+t76gUIJy7E9UgFIFShWL5zTjOTyQ4BMLRvDs6MVSXYfL5+L0M6+h+/uv0vbDl2i9fRMNTWdgHx7gjYd/T0/LbqR26PrtFkbfPkbnH9/C+46N4obliIKasMOXIqP3yAiSIKIrqGTosUNEPPGLDKRojK4/vU1J3Vr8Xh9yhETYONz7h5AUIsN9B5FDIlH/xIq/LMu49vcTUygYGTxCLBxDjqVeER8cdOPz2RkZaEWtKyQw6EwJD/Q7kGUFI30HiYQlwo7ApDKOeAPYhlpw2/pQKPMJO7wp4WGHD0mWGe0/iM/pgqkus1DK2AaO4LFZiYVl5EjqPJMsScQiYUb7D+FzOAh5w0gBkCLRFDrPkWEisTCj/YcJuP2EvGFs/Qcwr6hKoTMvr8HWvw+PbZSY0p9w1AFUJh26OiOO/g66Dz5J7SfXICrjhk9tMVB6yVx6D75Kx95/UPvJlagt8VUWbYmRymsX073vGXoOvETpZfMSYaJaSd1n1tK1/x+Mdh7EsNCcMM6CIFBx1VKGu7YQcPlwjB6k4vIlCAoRQSFSdv4C/KFufHYHPYeepu4z6xDV8Rn/vMYSjKtKGDy6i849T1P50VPQlpqA+GxmzY0r6Nj9D0Y7j6CpV1Owqg5BEFDq1dTfdBrdh54m6A0x3PMOVR9ejqhUIAgCxWc2E1E7cA8P0r77Eeo+txZ1QXylSl9TSNnlc+ne9wLDx/aiW5iHZWWcr8qoo+GLZ9C571FCvjD9x16m9sY1iOq4oSs8tREKwzj6uuje+yxlV80nrzG+sqevKqDmkyto3/UYPrsDt6eFqg8tQ6FRotSrqb1xDUPdbxHwBGjb9SD1XzgNbUncABrnVVC4sY6e/a9i722HwhDFZ81FUIgo87Q0fOEMug8+RcgXpm3X/TR+ZT3aEiOCKFC4rhH9EiODR3cy2nUUVY2CotObEMR4fhq/tJ7OfY8R8oVp3/0AjV8+A01RPoIgULCyjrzlhQwc3YGtpw0KQ5RunI+oVKC2GGj8yoZEWRzb8Xcav3wahtoiBIVI0enN5K8qpP/w27itQ/ijPVR9aDkKnRpNYR5Nt5xJ14HHCfnCdOx8jOoblpI/pwxBEDAvqab0sma69z5PwBNgsOM16m+KD76UBg21n1iDbWQvPoeL3gObsWyooHBdA6JSQf6cMmo/u5pjOx6M897zCE23bEBdkIeoVFB67jzEkgi27lbsve3EzB4qLj0FhVaFrsJM09fPon33g2N5eoja/1iJaVEVCq2KotObKTirgt4DrxHwBOg7+jyNXz4TbYkRTWEedZ89jeG+t/E7PQwc2Yp+SR5l5y1AZdRhWlRF/c3raN3+t3g97fw7TV9dj766AFGloOSceWjmahk+tgef3YFtdC+1N65FZdKhKcqn6Ssb6Dm8iaA3SM/+lyk8r5aClXUICjGe58+spG3nwxO8v3EW+upClHo15ZcsRigOMdrVimdkBLfvKLXXr0Zt1qOrMNP8jbPpGNOB7n0vUXh+3QTvueXUfGoFbTvivI9tv4+mr28gr74YpUFD+cWLUFTLjHYcxmd3YhvZTd2n1qG2GNCWGMfkfoagN0jfwTfIX1tI6bnzUZl0mJfWUPsfK2kbq6tj2++j8avryZ9ThjJPS9mFC1E3KRk+toeA28dA+ys0fDGu25rifBpuXs9gx6sEXD6GWnejblJQfvFiVCY9poWVNHzldI5tuy9eJjvup+6mNeTPKUNUKyk6vRnT6aX0HXydoDdI98Enaf7aWegqzGiK86n77KmMDG3H53Ay2tVCzOKm+iMr0JaZMC+ppvFr6zm27Z4x3g9T+5kVmBZXodCpKTqjGcuGuJ6EfGE69z9G0zfOQltmRmXSUfPx1bj98bpwDvQQVg9Tdc1yVCY9htoimm89h/ZdfyfkC9O1+xlKrmim8NRGVEYdhac2UnJFM127nxlr7w8w59az0dcUojLqqLx6OWG1FUd/N+7hQXyRTmquW4XaYkBfUzjG+8EJ3pc3UXRaEyqTnqLTmii5vImuPZvicu99lOZvnI2uYkzuj63CG2zHbR3G0ddFRG+j8qplKPO06KsLab71bNp33R+Pu/tJyq9ZgPmUagSFiHlJNeUfWkDn7gk7NefWszHUFqG2GKi+diUBuQ/XYD+O/m5CqmGqPrwCtcWAob6Y5tvOpm1HvO2073qU6huWkddUiiAImBZWUnr5XLr3PhvP14HHaf7qWWiK8lHqNVR/ZAW+UAeeESsjHQdR1YqUblyAqFairy6g+esbaNv597G2cz/1N59KXkMJolJB0WlNGNeV0H/wLXwOJ/bRvdRevwalXoPKqKP+ptMZ7Ijbg+69z1NySSOWFbUIChHjgkqqb1hG+87HxuR6gsavnIm6IA+FVkXlVcsIyH24hwfpP/QWplNLKVzXiKAQMdQW0fCl0zi2Y0wP9v+DprE8KXRqKq9eHi+v4UF6D7xG4cY6TIurEAQBbZmZ+i+cSvuuhwj5wvQdfZ76z56GUq9BUIiUbpxPVOvANdhP976XKTq/Pl5PgoC+ppC6z62hfedDBDwB+o+9RMPN8YlstVlP3WfWYe1/B7/TQ8fuf1B9w/LE4oW+upDKjyyma+/TuK1W/JFuKq5YikKjjPedX1hP39HnCXpDdOx5mKavxFdbBUGgYHU9+sX5DLfupnf/qxR8oAbz0pq4TNWF1H9+HW07H8TvdOLxHaPiiqWIKiUKrYrq61Yx0reNoDdAx95HaPziGajN+kRfYlxTwsDRbfQe3EzRefWJPllt1lP/+VPp2P0QPoedgDRE8Znx3Z+CKFB24ULczhYCLh9d+5+g/nOnotDGd2Tlzy3DuKqYgaM76Nr3NFXXLUFliu8KUOVrqblxJZ17n2Dw6E7ylhUkyleZp6Xh5tPp3Pcojv5uxGIZ4/zyxFipdOM8HNaD+F1eXI6jlJ2/IC6PIFC4roGwwobXNsJA68vUfXItCk187FF0WiNYgjgHuhlse5WaT6xBVMXDLCvrUJSBva+dwfbN1Hx8dSKscG0DWOJjFpf1KOYVEw6soBApOqee/kNbaNtxP01fPRNtmRlBIVK8YQ6auVqGjuwiEBhMOOoQ36mrqlDj6O3C77Ymxmzj0JYbcY2247ENE/KGCXnDiAoT/m5Hyl1esiQTtLrxOAaxD7YS9ARRaQsIDjlT+AX6nUiSgG3wEH63h5hfQoqmrjJ7W62EY0FG+g+jUBUS6HalhIdtXkDJcN9BYqgI9nhSwqPeIHJMZmTgECptCZ4DwynhniMDqA2FjPQfQaHMIzCQKqN7/xAotISkMM5dfchJxw5CNi9CTInHZSPk8Ey6zyzQZycUC1FRdyot33mOwacP0PXHLQzeuw+/x8mrf7uLl+/7KcvO+RjDv99Px49foeU7zyDv8nPKqefi8fipb16M7ZWWCZ4DDqR2O7VNDfQMu+gd9Yz5iEoERfwv7kOO+5RJO9BneWb9uD3t66+/noceeuh4o78vIYxtgxdUYrxQlYqxPyUo1aBUI6i0SGL87yf/9T10m21Y/7SVob/voON7z3P6xst54Ff/xRMP3M3ml/9OnqWM8z7yAzZc900GWg9gVbRQcfMyTFdW4AtaqTKfjeZwFSXaU2k6/aOEQhLlzWdx7K5X8PfakSJRhl88jL/Fiyq/gqikpGb+lbTduYVDt23i4NefJk+1CK2phpAvTHHdGbT+6BW8bcOEHT56H9pJzKpEVJkJegKUNWyk5Xsv4dzTjbdtmNa7Xsaga0KOKAl7AliKltBz745EI3Xu6yXQ7kWtLiDosFNQuoau328nNBJvhP5eO/0P7MNScgoRb4Cw143ozcP2TgeyHD/nPfTsQTTKMmK+KF5rPwXFa+n9614irrhTH/UG6frjOxQULyfi8eMd7UUZM+HtGEnUTdjhw9dqQyEa8Fg7yTM2M/JCG1HvxMTEwOP7yDfPJez24h5uJ+wMUFF/Ca0/fpXAgIOIK0D3vdtQhCz4hwfp2vkIR9/4A66eHjTKCrwt1hR98LQOoVTl4xxsIRYMT9KXiMeHZ6STcMCD0pB6AZ7KrMFr6yLgGkSTZmQ1pSY89i78zkHUFl1KmDJfR8hnxzXYidKYul1HEAUkOYyz/wgqo3aSPEqLBnvfYaRYONEZjkNdqsc1eBSfqx9tWZrRLzXhc/Xi6j+Gtjo/JUxUKZEI4RnuQdQoUmYUAdTFOux9hwm6rZP5Vprw2NpxD7Shr02dMVTqNcRifrwj/QhKYZLh0pQZsPcexOvoRl+belxEV12I19GFq78dTVmqvIIgoDSqcQ+0E/LZJnVw+joz7pEWXP3t6GpTw0SVAlmI4LX2E434EkdJxmFosuAcOIRnoBNdXWq6Cq0KSQjhHRkgGvYlJmAScRvNOAcO4e5rQ99kTo2rUSIJYXwjg4T8drRlqeF5cwtxDB7E1duOvrEgJUxUKkAl4bUO4HV0JwZQEzIX4x45ineoH5VFN6n+NBUGnL1H8Yy0kT+vODVuQzFeexcB2yiyGJ2kU7omM/aeAzh7jpE3rzAlTKlXE5MD+EaH8dm6yGtO/WpI3oJSnMMH8Q0Noi7Sp9S/IAhoq4w4e4/iGmrFuCg1rr6mkIBngIDNRjTsTUwQJXjPK8TRewBXX9ck3RFEAaVJhWewG89IB3lzU/Oc11iCd7SdgG2UmBxElZ/azgwLC7F37cXV146hKTXPolKBoJbwjgziGe0gf25qXeQ1leCxjfGOTdaR/EWF2Lr34u7vQl+bWs+CQkRpVOIZ7ME93IpxcVp5NpfisXUQsNmJhJyJCaoE78XF2Hv34x3sR1tmnHRsTV1qwNnXimugFeMpqbx15WaCASsBmw2/awB9XVEq7wUlOIYO4rNaUZq1CAoxhbeu1oyj+wiOniOYlqeWibbESDjsJGCz47V1kTenLJX3wrieBGxOBDWJCdFx6Bst2LrGdHBBqlxKvRpJCOEfteIePYZxQXlKuHFBOU7rYYJ2F7IikrJbDMAwvwhb1z6cvW3kzU3lrdAoQRWd4L0w9YssxoUVOIcPEbS7QC2nrGAB6JsKsHcdiPOeny63Bokg/lErHlsneXPS67oY12grAZsdWRGdJHfegkJsnftw9bZNUSYaJDGEf3QEn6MXQ31am28swj3ain90BFEjpNQlgK7OjK3rAK6+NvIWpOqoyqQnGnHjH7UScFvRVaW2vby5RTiGDuDu70FbmWp7BUFAaVbjHuzAY+sgb1LbKcU9eoyAzYagmkIP6k3Yuw/gGWnHMCe1XWrLzQQ8g/hHR0DN5LpoMGPv2o/X3oO+zjwprt89gG90GEE9uTy01fnYew7gtXViaExNV19bhNfRg2egE3WRYVKb01bk4+w9gt81mDh2OA5dlRmPvQNXXwu6mlSZBFFA0Mh4rb3EYoHERVgT+THh6DuEZ7QdQ0NqHemqC/A5+3D2tqEpTrWbghC3ja6+Y0QjPlSm1LGJrs6Ic+AIXlsP2qpU+6IpyifoHcHZ147KNHlsIupEnAMtSLHQJH1VVxhwDbYQcA9PsuXqAgN+9wDuoTa01alhSr2GWNSPZ6gLZf7kC4hlMYZz4CiiVjkpTGlUY+85DEp5Up1qKvKwdR8AhTx5XFKqw9FzCEE5VZgee/dB5BjIkVQnN+IIEvSMEom4EpMR4zDMsWDvPYAsT/6OsizHcA21km+cy8hrrSlhI6+0otNV07XrMXY+/TV2bfoGx965B1PeEjp+8xahEQ+BQSetP3kJS/EyYr4wju4WXL1tlNdcROdvthK2xxfN/L02+h/ej6lwIWGXH/dQF2U1F3LsrtcIWt1EfSF6/rYdZaQAUdIS8fjQ59dge6UX18G++FZxm5e2n71GUcVaot4Qao0J11YrrgPx8IgnyLG7N1NYsYawN4TGUIL9tQGsLx8l4grg2N1N5++3Uli1lrA/QlH1Wtp/9ibuw/1E3AEGNx3Au8+BzlxLLAyFZWs4+p/PM/p2G0PPHaTl+y9SMf8CgoEoxsJ5dP95K7FAGCkSpf8fe1CLJURjSvLL57PsA9+kyHMqRarlRKUwFZ85hXk/upDKLyxn+yt/5oyrb+Wy//gNS069ktHBHl586R7+9ts7Cfh81LjK6P3+S3R+7zlCfzvM179+MzE0SIIamzeKoNKO+Yvji7wKUIkw5lsmLjSf5Tb443bWY7EYP/nJTzjzzDO5+eabueWWW1L+/pUwPushKAQY+xNUYmphj62mo1QRkXREJB2+gMh///yP3H3HH7ji9I/x8a/9gK2vPkfJZ5bRdPtGmr59HuqNBbz12G9xWe2E9H6qPrQCtVlPXmMJjd84i45DL1Kx6GJEbQF9B96ke8/LSLKamuYPM/znPo7c+gqBrSK6/Cra3r6P3j2bkCUli0+7g4Wrvk3jsk8Q9QVpe+evtG+9j5DbTUPTZxm5z077j3fAsRLMhUvo2/8M/QeehajAnPlfxvO0gqG/9GER12Iw1DJ4+GWGj75Bvmk+WutCjnz9RQ585UmG7++hvP5CRtp3MdS6hYjPR33djXTdtZ+DX91E9y/2UV53CZ6hbvqPvMhgy5vUNn4c9zMhDn31WQ58+Qm8WyIUVZ6BvXM/1rbtRP0+aqqu49j33ubQNzZx5FsvUWg6HVHQ4eo7htfaQ23Tx+n51QFa//s12u7ezJHvvEhZ9QUEHQ6cPa34bP3U1t3A0W+9xtHvvsj+Wx4nsEtCrS6jc8/9tO//Cwfe+D5CWEOF8cP0/bKDY9/fgtBRDpICr3Y/VZ+bS+E1Jo4dvhuVUMjwk23YtncgRWO4jwzQ9YetWIpWIodklLKF0S3tCZ1xHxkkYo0hCjr0+hqGXz6aCJNlmcEnD6E31KHVVjKSNBMH8bP1Ok01Wl05Q08dSZkBHH7xMHpDPSqtEdsbHSm7AtxHh1BiJBIKEhx0EfVN7JCIBSP42m3IMRmFwojrUH+KPNYXW9HklaJRlzLyyrEUeUZea0GnrUah1mF7sytFnkC/AyGqJeixEvPECDv9iTApEsV1YABBUKHVlzP6Ripf68utaNUVKDR6Rjd3pYT5ukZRyAb8zgHkkJiY/IH4tjHH9m6UKgNqZSGjb3akxLVtaUOrrSAa8eNttabM/saCEUJWLyG/E7WmGPvO1HRHXmtDoy4BUcCxrSclr6FRD0QU+F0DKAQD3s6RlLi21ztRqS3xbW9belPLadCJEFHjd/ajFPLwHBtKiTv6egdqdQEoRBxbU+OGbF4Ii/icfagU+XhaU+Pa3+lGpTAjySFc+wZS4kb9ISRfFL+rH42qGPvO7tS427pQKYsIeIcIDXtT9EmOSfjaRohGQyjFPBzb+1LiOvf1olYX4rF3QliVUkcAjre7Uaj0oJBxbu9PCQs7fBAR8Tl6UGuKce7rTeW9swelYCLgGyQ46EnZzSNLMr72ESJhP6KsxrlrICWut3MEUTDgsXcgosffa0vN89vdKFT5RKNuPC3DKbPvUiRKaNRHwDuCUmHCsS1VLsfubjTaEjz2ToSoKq4TyXJv7UVU6YjFArgPDqXURSwYIeaN4Hf2oRIt2Len8d6VxDumJjicuiph39qHQqUnEnHjabWm8JYisTG5rSjQ4do7mBLX0zKISmXGY29HlPUE+h2paW/vQ6HQE/RbCfQ6Uss7JhHosRMJeRAEJa5dqfrn77MjyBo89g7U6iLch1Prw7GtB5Vowu/uJTzqS2mPsizjbR0mFo1Pqrr3pE6Ihmxe5KiAx96ORluCc3+aDu7sRSmY8DrakHwSsWAkhbf7QD8gIxPDtTu1TCKeIFJQxuvoRqWw4DqQKrdrfx8qhRm3rRWCIhF36o4w164+RFGFJIVx7U8tk6g/TMwfw+voRqkwT8G7H5UyzlvyScQCE5O947vZZEAWYjh3pcnt8iOF4nJrVEU40tq0Y2c3alURHns7cpCUfgDAuacfRAGJKK49qXJPlEkXGnUZ9h1dKeH2tztRqYrxOrqIeWOT5R7Lp6BQ4ng7tc0HBp0gqePlrbLgOZqaL8e2uB2LRFz4jo2k6KAUiRIc8hDyOVCKZhxTtR1NCR57B1JATsmzLMs49/aDoEAU9DjeSY3rOTKASmnB6+hC8scmxXXti8dVivnY3kgr67F0fY4eZH+8bhJxJRnnrl4EhQalaMS+Jc32bu9Eqy0l6LcTHHCltouYhK9jhEgkiFZTxugb7SlxR15vQ6uqQJKiuA4MptiwqD9EzBMl4B5GlHX40vqp0c2dqLQWlAoj9renyk8x0UgA7zErUpJTGQuECQ57CQXcKIV83EdS62/0lXbU2iJUSjMjL6fKa9/WgUZbRiwawtduI+qf0JuIK0B4JEA0FEAhGnEdmWgrsiwz8uIxtPoSNJoKhp8/msJ3+PnD6PV1qDQmRl/tTAnztg2jFPJBFHHt60/ZMRoYcEBIRSwUImIPpuxUjfrDeI+NAArkkDDl2EOhMkBYkbL6LMck7Fu7UarzkYNTjFl2xOPlmebS9eetCf0ODDoZfbUDg7EOUZ6iv3qrG5XGjBDW4D460V6DVjf+NieCoENnrMX+opXOP7zD6NvHOPbTVwkcihD0jCCVD7PgJ+ez4H/Ox3SpFvfoMSyBc+i+6zDdP9uLkVWI6Gnfcw8ezS66+u6h5/BDVJV+mI4f7ebgLc/Q/Yv9VNRdimvwGF37H6Zr74OohSLKtJfT89MjtHx7M7SXYi5aQf/hF+ne/w9G2rYzZ8mXsD/o4dBXn6Pth29TZNmAgA5750F8IwM0Lb4J+0MeDn31eVrveA2zciVqdSH29v14h7ppXnITse1ldPxwJ/bHHdTO/xAhpxPr0XcIOmw0zb8JxyNB2u7cSniXnsp5l2Jt3U7vvmeIBaI0Nn+B6FvFRPeYaFh6HUQVDB56C2IqdPb5tP7nFg5/8wWkVhPlC8/D0d/F4KGdOK1DWGrX4hodpPLDyxKTZZqifKpvXMXOF+/D7wmz5/VHaf7eedR/eQNN370Ab3WEwrIa/vTIZm7/8e/56I2f5cDeYxza305UUqI36JJ8xYnF3sTu7WRfk/jmbSFLL/y4z6wnf998ElNB4NVXXz0etu8pxs+s7zt9IflKBeZ6M9qa+IqZqt6MWBmflRRKS6A4PuMvmMvothv42Ke+hTUWQULAJBv41K0/Zueu7bz4yr3UfmF9Sjotd7zAguXXMGB4m9IPLEgJO3zbc9Qu/Aide++l7PIFKPQqhp44RHHBOZQ3nkPAN8zhLT+l7Iq5FK5twNc1StcftjF38ZfR5ZdybN/vUS+OUXHZUuRYjJ57t6O1zaOi/kLCERv9HZsI6/uoumYZUjhK7327KDVdhKV4BaHICIPdzxPW9FBxxWIi3hADDx6gpubj5BsbCIYH8bq7GOh5hrJL5qMu1DP8zFGMwgrKq88jGvPgD/XT3/YkectMFJ5Wh7dtlJFnOmle8GVU6jx8oU5CPiv93U9TsrEZVZEe67OtFGhOo6RiA9GYj2CkD4d1Hx7/Icyragh0OZGGtTTO+w8iQSc+fycKrYGR/teR9A7yF5bhPmhFF2mgqvYqIhEXodgA0bCfwcGnmXfHeagtBqLeIC0/fIWawk+gy68gFLUS8Pcx7HqOhXdenKiDqD/E0Vtfo2nOFxgeeBmP9ygqjYmC4pWotHF9kKQo9oFdBCI9yEIUpWyktOocFCotshRjqPsllGUyugYzjh09GFTNFJQuR5YkBrqeRdekxbi0BMe2PqL9ImW15yEIArbB7YSEfsyrK/C2jhAZgIq6CxFEEY+jA4d9O5a11YRHffhanFTUX4JSpcPvHmDU+jolF8xBUMDQpqMUFZ6OwVxLLBJgoOMZjCtL0VQaGH2lDYNqLpaSpfGdDl0voK4TMa2uwLVngEBLgMr6SxBEEfvwHoJiFyUXNBOyehl5sY2K2ktQ60wEvSMMD7xM8cZGFHolw5uOYjGtJr+gCSkWZaDjGfKXFZC3sBD7lm6ifQrKauMX1owObiNmsFJ8fhPBfjfWF9qorLsUlTafkM/OcP+LFH2gAaVJw/CzRzDqlmAqnI8sSwx2PId+sQHzmkrcB4Zwvj1EVePliAolblsrntAByq9agBSRGHh0HwWmU8kz1xGLhhhofxrLhiry5hRge6OTcKecKHundR8BRSell8wlYg8w9NRhyiovQGMoJBL0MNizidJL56KrMmJ9+RjRHhVlNfEzVPah3UT0/ZRcOIeQ1cvQ00eoqL4Itd5CJORlsGsTxRc2oq8xY325FalfS2lN/AyVfXAXUeMQpZfMJWzzMfDoAUrLz0ebVxSP272Jsivmoa8vYHRzG759PirqL0IQBBzDe4nk9VN+5UKi3hB9f99Nofl09KZqYtEwAx1PUXR+HcaFpTh29uJ4fYCqpssRRAVeRyeuwG4qrz0FQSHQ9+BeDMJ8zEULkWWJgfZNmE4rpGBdLZ5WK0OPH6ay/nKUaj0hn43hgZcov2oB6iIDQ88cRnQUUlwRv5tipO9txGofpRfPIzzqpe/vuykpPhdtfinRsJ+Brqcpv3oBec3F2Ld1YX+lj6qmK+J6bmvHI++n+mPLEBQifQ/sRhuqx1y8JH5XQ/smzGcWUXhGA/4uG7337aK8+lLUWiPhgIuhvuco/9BCdFVmRl5qJXg0Snld/N4O18hhgtp2Kj60GCkco/dvOzFpVpBf0BRvm+3PYDqjGMvqajxHhxl+6ihVjVeiUGkJekcZsb5C5ceWoCnOY/j5o4SPQVnNuQA4hvYQLRym4qpFxHwhev66E7NhNXnm+jHemzCtL8Kyuhrv0WGGnmqhquEKFCotIZ+D4aEXqbpuCdoyI9aXWggcCFFed/6Y3IcI6jqpvOYUpEiU3nt3YlQvI7+gOX5JW/vTFG6soGBdHd72EXrv3U1l3WWoNHmE/E6GB56n6uNL0VWaGXmtFc92FxX1FyMIAm7bMfyKw1RduxSA3r/vQh+dg6l4UXyiseM5jKdbKDqzkUCfg557dlBWcREavSWpLudjaCjC9nYHrresVDZdjiAIeOwdeKR91Hx8OYJKQd9De1C5Kigojd/NMtjxPMYzzJScGz/n3PmHtykuOBtdflmcd+fTlF8zoSe2l3upbroSQRTxO/ux+96h+uNLUeo19D+6D4W9mMLyNWM6+A7KBj+lF88n7PDTe88OCi1nojdWEIuG6e94irIrmzGdUolrfz+Djx6iqvEqFEo1AfcwNsfrVF2/DLVFz+DTh4h1qimp3gCAbWA7VLoov2whUW+Q7r9spyD/VAymGmLREP3tT1H+obmYFlfgOtDPwMOH4nqk1OBz9uHwbY3LbdAy8I99CNZCiirWJuRW1Pspu3geIZuP3nt3UlxwFjpjOVIsQn/7UxSdV4tpSTnOvX2MvtBFVdMViAoVftcAds8Waj4R3/4/8NSBuNxVG8Z4b0HZFKbs4nmEHT56/ryDQst69MZKpFiY/rZnKDy3kvxFpTh39OJ8x0pV42UIogK/qw+7+x0qP7oEpUHNwKP7UXoqKCyLX0Bl7XkDVXOUko3NBIbc9N+/h7LKC9HoC4iGfAx0P0PZFfMwNBRie7Mdz04XFQ3xz8S6R1vxcojKaxYjRST6HtiDWbeS/IJGJCnGQPszWDaUYVlVhfvwEMNPtVDVFC/PgGuAUcdbVH5kMcp8DQOP7Uftq6KgbGW8f+t8Af1SPYVn1OHrGGXoiSNU1l+GUm3A7+rD5nybymuXoMrXMPCP/ShdZRSWr0aWZYa7XkYzR0HBGTV4j40y+lIHVY3xNhv0WLEOv0rpB+ehzFcz9OQhDOJczMWnjLWbZzEszcOyrgZvi5WRFzqoaroChVKD296KN3qQqo8uTdg4XbQZc/FiJCnGYMcm8paZMS4pxbmzD98hL5UNlyAIIs6RgwTENsqvWkjMH6H/ob0UWdajN1URCXoY6N5EyYVN8X7qhRYYNVFStT5uOzuexbDEQOFptXiPjWB9ti2RH4+9DZdvD2VXLIjfGv6PgxQWnI7BVJNoi4Xn1KGvNWF9qRXBbqKk6sx43fe+jlDip2B9Db5WG86tg1Q2Xo5Cqcbv6mN05C2Kzm1AjsYYfbWd0vIPTPQFnZswrytHW5XHyEvH0Mn1ibqz9r6GUBDAuKIM975BYoMKyuril6WNDmwlqrdSfF4jgT4Xtlc64/WqMeB39TNqfRPz6iqiviCeAyNU1F6MSptP0DvK8MBLFJxei6AC2+YOiks2oDdVEfLZGep/nuKNzajMaoaeOYJRewqmogWEA04Ge56jcEMdKosG63MtGA1LMRXNJ+S3M9T7PEXnNqI0qrE+exRT3jKMhfEL29wjLbhcB0AlIcTUlJSfhVpnIhxwMdj7DOVXLkJXacL6YguRLgVlNecSiwQY6nkJhUVAUENowE9Z9XmodWYAlKKJiNeLx92C2mBEm19Cd9v9nHL35Smr/O0/f4Pi2BUYzFUEwr2Eww56ux5h8U8+mDgaOfpWG95nZaobriYScxOKDDLY9RL6pSrKLzmFiCdA9x+3UaK/EHPREoKRYTzOFqwjL1P7yTVoS8f6rF0xmhZ8FkmO4A92MNz7BhGNlYK1NXiOjCD1q2mc/1kEAXyhDmxDu/BFWik6s4FArwv/QR/Ni7+EqFThC3Yw2LYJZZWEZV0NngNWAoeCzF3+FWKyH5+3k+7DD1N26Vzy58fHN6437CxY+3WCoQFs/buwO7ZTftki5KjE0JNHqZ/3CdT5eYTDTrr3PYquSYdhXhHOrf3oaUKSAhRfX5ry1a6oP0zXj96mdv6ZOMqOUnLO/ESYHJMY+K8t/Or+5/nrL3/E1l0voltdjTTgRt3pYPMj36K4yIjsHAJbfGJaHhxC6rcDEOl0Jo4GODudjPaF8Eoxzu6Y+cz6cTvr7xf85je/4a677mJoaIglS5bwq1/9itWrV2cVd9xZP7B+EflKBcZaE7q6eGEpG8yIFfFtTUJ5GRRNOOvrL7sT74UNifPE/h4b4ce6ueSGr3P/g9+n+rOnpaRz+FvPMG/VtXS0PUnT1yYmOcJOP8fufAMpFmH+nRsTW6llSebQNzaxcMW3sfXtJlS/j8qrliXi+bpHGfxdLzWNH6Gt624W/HDiEghZljn4laeZv/DbxKJhWtv+m0X/c2liC5YUiXHolmeZt/BbRCN+2nt+xsKfXJIIj3qDHL19M3PnfwNJjnCs5ec0fevUxLZKWZY5fNuz1JV8HqUqD9vIW4Trj1B3w8SFFo69PTjuD1BVcxWxqIf2jt/TeNvaxJlvWZI59M1NNJR9AaXKgNt7hGHfkyz4wcUJozP88lGCL+sor7iQqORhdORNYg391H9y4uK6jt9tIX/4NEwFCwnFhhkaeIGijxZjWTpxXsjXPcrAL3uorb0OWZYYHXkbeUknVVenfmv94NefpqHyZkRJh0yEQCw+Ix30WvH7e9EoiyguPhtBEAnE+pDk1FUYtVgUX932t6My5KFQTWwFE1Ej+cHja0WlN6A1JG89FFBLJbhdLQgaCY0+ddualkq87k6iohONoThlK51SKsTrbCMUGyLP0oBCObEVTClYCHvs+ALd6EzFKNUTW24Vgo6YX8LjPYpCo0GXX57CVxEx43LuRxIC5BU0IooT28hUchFeZwfB6AB55loUqomtcgqMRDxOvMFjqHUWtHkTWxkFFAghPU73XhAi5BU0pfBVU4LH0UYw2o/BVJMqL3mEPS48waMoFFryLA2p5RAx43DuJiI7MJrnpcRVYcbv7McX7kSjLURnnNgKK6BEDBtwuHYj4cdYMBdRMbFFTylb8DhaCER70Gor0BsntrqKggaCKpzu3UhCGKNlTkpclVw0Frcbra4cXX55Slw5IOL07EQijNEyH4VyQl+UkgW34yCBaDcadRkGc30ivwIqCIg4PNuJyQGM5oWoNBNb8pUU4HUcwxdpQ6Uwk1/QnLhEEQSUETN251Yikp28/Dlo9IVJcY34nf14QodQiDqMBfNT8ySV4HTsJhgdwGCoRZs3sT1XIeiJeHw4fbuQiWGyLEqpB6VkwWXfhz/ShVpdhNEyF2HsdmABESGkw+bcQlR2kZc3D10SbyX5eB3deIIHEUUNpoLFKFX6JLmKcNh3EYz2odVUYjDXJspLFDTIfgG7eysxfBiNC1DrJracqjDjc/biCR1GIeoxFsxDVExs91fGCrHbtxKKDaLX1KBP4q0QdES9IRyebcQIYjItSuNdgNfZhTd0ZEreqlghNvtWgtEBdJqqFL0WBS2ST8Lu2UpM9mE0LkyxDUpMeOzH8AQPo1DoMBWcgjKpLSpjBdjtWwlG+9GqK8f0IKlMAiJ21xaikpv8/AUpbVWJEa+jC3fgAKJCjdmyGKV6YguqSi7Cad+LP9KFRlWcomMCCoSgBptrCxHJQZ5hXkq7UZCH196JO7APQVRiNi9NDEbjvAtx2vbE9URVhLEgVU/EiBGb4y0ikg2DvnkS77DbgcO/C4hhMi9GpZ0Y/IzroC/cjkppwlS4KLW9RwqwOd4iLI2g19ahN9Uk1bWesNuDw7cDmQgm0+IUuZWSCad9P75wGyqlGXPh4hTeirAZm/MtwjEbeYZG9MaJ+1Hicjtx+nciI2GyLE5p0yqK8TiO4AsfQ6kwkl8wN8V2xnm/STg2gl5bj8FcN1HX6Am7HTj9u+K8zYtRaye2oKspxuM8lpA7roNJ9iJqweZ4m3BslDxDE7r8iWMKcbvsxOXfCwIYLQtTdFAlF+K07ycQ6UKjLiXP0phkx5SIYR0253aisgujaX6KXErM+JxdeENHUSgMGC1p7TJaiMOxnbBkxWBoTNFfBQZCbhvuwEEEUY2pYF5qXURNOBw7CMdGMBgaJ+Up4vXg9h9CVCjJtzQn9A9ALZfitO8jFBvCYKxPkTmergNP8DCiQoPRMiclrhDS4XDtICI5yM+flzIOUGIi5LHhCR5Drc5DZ6xK6uMExFAeDvcOYrIXo3l+qm2VzXgd7QSiPej0lWn9roaI24MneAhR1JBfMCdFd5RRC07nPiKSnXzLnFS7OmYb/eEutIZytIaJIxVxG6LA7TmIoBRSdA5AQzlu+zHCshWDpSZ1DCEUEHRZ8QW70JlKU3RdFHQIITUeTysKnTKlf4qXQz4u9z4Qo3FdTSpfjVCO391HmBG0eaUp8qgpwu8eJBjtR2+qTNElhZyH39FPMDY+9shLCtMTdI0SiPShN1ellI8o6wg6RwhG+tFbqlPClIIRjaKUcGyEqJC6g0qQVHgdnQQifei0lehNVSm2WSlZCES6Uag1REJeXI6DSHIAk2EpBYWrkeQwgWgPINM38DCLf3pZCv/eB3aiONyEpXAZgqDCOvgKqvVOyi9cnKCRZZmDX97E3MZvIssyHn8rI6Gnmf/dCxI0sVCUw197gbnN30AWZNrafk7THaehKZwon7afv0FR4BL0xhqc9n248jbTfMvExW6Dmw4Se6eU0spz8Hm76Hf+nQV3XpzIr2NPD/YHPNQ2XotteDuByl3UJY3xh188QnRLIWXVG+npeBDjJSoK1zUmwvsf34fq8DwKKldyeM/3WfQ/lyaOucQCYY7c+hIL132L7pZH0K2LJL5iBdD+qzcx+BcRrmyn5mMrJ2R+7iBiqwm1Wku4eZTSc1Od9c7vvsS1n/0aDz/8K2q+siER5trdxdleBXf/8JNxZ300vktCHhxCGojvpoh2OAl0uQFwd7uw9gSzdtaP+9NtmTAyMsLLL7/MRz7ykZPNehIeeughbrnlFn7/+9+zZs0a7r77bs477zxaWlooKSmZmUEa4tsUxInn8cvzkvYq2Bw+rNEAxUm3MuprCrELh+OfE7JGCVrdCefW0zqEijw0eUZkp4ruv2yj9IK5hGy++IpF3UasA6+knHkWRIH8hSW4rC34PT2YpzqzGdiGz9GDbqqzXyY1PncfUihK3pxUoyWqFCgtKoI+KyHPKKallamOT54WNBEiAQ8KQQeKaMr5R0EQsJxajeudg1gKVxIMWCk+tS5FBvOSavr+9zmiQT+ioANlNOVyNkEUKDitGuc7h7AUrsBn76XsQwtTZgdLzprDwSeeoziwEUHQ4/f1Un/Z0pR0yj+4kJ67tpGnn4eSIuSolGJIIH6BWig8QtA/glKwkKeZx+ChHXD1BE0sGCHmjxII9KEQDGjEclRyMf1DjyBWBCi6pBFf2xDHXv8p9dU3oVRY8IedjI6+QRQHsiRjVJ9CacmFmIxGglIvYa8Tj6cFECgwn4ZeV4NGW0ZQ6iHoseH2HECSw5i0S9EVNGA2LSco9xDyWnG59xGN+cjTzEVbVEd+/nxC0hDh0Cgux37CMRtaZSWlhRdhsawkLI0Skey4Ro4SjPSjFE2UFGzEYGhCq68gGOvHM9qON3gMUVBRaNxAft4ctJoyAnIPEb8Tt/sQkhwiX3cKBeZGiovOIhjtIRJy4XTtHUuzghLL+ZiNS4jINYSlUVzWIwTC3ShEPcWmjRj0jeh01QTlXkLuUdzeI8jEMOtXYsqvobTgXAJSD5GgC7tzP5GYHY2yktKCC8f41hGWrLitR/GF2hFFDcX555BnaMKgqxuT143bdYiY7CNPPZdCSx0lBecQkoeJSi5cw4cIRPtQikZKzOdjzF+EQW4iJPcTdA3j9h5CkiOYdMspMK+mtOBcglIf0YgHx8geQtFhVIoiyiwXUmBaQ1ReSFgeIuAcwO07DEiYdasxm5ZRWnAeAamXWMSDzbqdcGwEtVhEacElWEwrMcrzCcmDBJyDuH2HkYlhGYtbVnBxPG7Mh8O2n3B0CJWikFLzBRSaTycmLyMkDxL22HB7D8dl1i/HYlxOefEVBKO9xGRf/NxtpDde75YLsRhXYpIXE5T7iPhcuNz7iUl+DJr5FFvOpLTgfMKylYjkwjvagS/UgShoKDZ9AFP+KRjzFhKQu4mFfNhdu4nEHGiV1ZQVnk+R+QwisouIPILP3oM3cBRksBhOxWRcjEHXQEDqQZICOIcPEIwOoBILKLVcSJHlTGLyakJyPxG/B7f7EDHZT55mAYXm06goupyQPExM9uCzdeMLtSGgodh4NhbjCsz5SwnI3UixEA7bbkKxETSKMkotF1Bs2UBU9hCWhwm5R3B7DyIRwaRZQYFlFRVFlxOUBojJPtzWo/jDXShEPSWm88byvICA3BPPs3MnEcmBTllDaeH5lBZsTOQ56BrG4zuEnNCBpei1tQSlPmKyH5f18BjvPEqN52POX4IxbyFBuZtYyD8l76jsJixbCbqteLyHkIhi0a3CbFpOpebKCblHjuEPd6IQDJRYzqfAsg6LvIqA1E0sFsI+tCveTlWVlBZeQGnRBXHekpWQxxYvEzmMSbucgoI1VJRcTUgaIip58Iy2x9uboKHYtBGLeRVm0woCchdSNIRjeA+hqBW1opjSgosoKjiTmLyKkDRAxO/G5TqAJAfI1yyioOA0KkquIiRZiclu/I4BvIHWuO0xnU2BZS0W8xoCcidyLILLenhCTwoupKjwLGJygJDUTyTgweXaT0zyYtDMo7jwLMqLP0hYGiUqO/HZe+M6iEBB3nqMxvnk5c8jIHUjSSFc1sMEIn0oRRNlBRdRVHgWBfKpBKVeomE/duduopILnaqO0sLzKCu+hIhkJyLb4/XhO4yMRIHhVIzGReTpmwhIvUhyEPdIK4FwD0oxnxLz+RRbNlAoryMo9xILh3C69hGJOdEp6ykpPJvywksIyzaisoOAcwiP/wgy8hjvheTlz03I7Rw+SCDSg1I0Umq5GIt5DSZ5GUGph2jQh911gGjMhV7dSEnhBygvvixJ7hG8viPICBTmn0Z+/gLy8xfEeceCOIb3EYz0o1KYKbVcjNm0AqO8KN5v+Zy4XHuJSj4MmnmUFp1LWdFFifL22rrwBlsRBCVF+RvIy5uLwTAnrt9RP46hPYRiVtTK0nhdFqwnJq8gJA0S8ozi9h5AkqMJHSwvvpiQNEhU8uC0Ho6XpyKfUvMFY3KdQlDqIRLy4HbtICp5MKiaKC6opaTgXMKynahsT7FjRcYN5Bvmk6efG7djYT9O134ikouasgX89uef5zd/mMu+oy1EZTs+Wxfe4DEEQUVh/pnk6RvQa+sIyN1Egx5czv3xelRVU1pwAYXmdURkBxHZhs/WjTfYhiioKDKeTb5hblxH6CEWCeFx7CciuzGoGyi0rKe8+IOEpGGikhuvrSve5tBQbD6XvLy56A31BKXeeJtyHyAmecnTLKCoYD1lRRfFbYHkw2PrIBjqRakwUWzZiMWymnx5AWFpiJDXgccT73cteevIz59PXt6cuO2MhHA49xGOjaJVVlFSuJHiwrMISWN2196LL9iOKGgpMW/EZFpKntwcrz+vHZf7ILIcwqRbgcWyCo26jKDcRTTkw+nYTyQ6gkZVSVlhBWbLEsLSCJGYA9fokQm7aL6AvPy56PKqCEmD+Bx9ePyHQZaxGE7FbF5KgcVCQO4m7HPhch0gJnvJUy+gqHA9JUXxMUQs4sXl3Ec4OoJGWUpJQQV5eXMISxYiETtOxyGCkT6UChOl5kviEyRyKRHJhs/eM5bPeL9ntiwnIjcQkUYJ+9x4PK0IQKF5PUbTYvRyLWHJSiTgx+tqQZKjFJhOx2Regl6uIyKN4B5txe07AIKETllPeckHUYgmIrKXgLcfl3c/shTCpFtNQcEZxPASloaRwhJ+dx/RsAeTeQlqrR6NWI3bsY9Rz2aqP74STYGeoad34evuoaL0clRyGVHZgRDSEhh0TiyEjW3Vryhejj/Qi0asRCWXIgVSt94jyUixCF5/O2qhhJg7Qv6y1PtCFBolglYiHHKiEPKRxdik8bVpZSmup46gVpfgdbdS9uHUncOlG+dx+PlXKCpYj3e0k5JL5qb4G+al1fTds4lYMIzX00rZuXNS4hdvaObIM69SVHQWAV8/tSvPTAm3rKqmf+sBtLoK8ppLUu6jUOjUKAtVhDxu/M5uas5O3Q1ecl4ztgdHibUo6PjNFkyrynDtGsC1b4iqhWdjqWri4PNvUXRaY+KehaFNB6ibt4y9W98g74zaFH7GZbVsvuslohIoBDHFf0z4Ngpx0l0H2eK4z6x///vfn/Lva1/7Gp/5zGeOl+2s8LOf/YxPf/rT3HDDDSxYsIDf//736PV6/vznP5+cBMZug0cU4reTC0L8O4VTbEaIhEN0te/nsk9/i+Hf7aXz529y7McvMnjPISwV89nz7K+RDAGc+/pov2srtkdGqG6+Ar25kpgvknImCcDfZSMq+1Gq8iadB/W0DKFSmpHEEJ6WoZSzX7FghPCon5jsISb48LenNlI5JhG2ewlFRpAVEXzHJofHAhECoV4CoQHksDDpNnV/uw2UUQLhbtQU4W0dTQkP9NpRKLQEwp2Ew3bkEJNulfR3O5CVQYLRHkTURJ2p5+5iwQgyEoFIB9GwB1E2EE07Uxj1BpHlKIFwF7FwAKNqKcPPpp55GnruMDpVDeHoKKHIECrRiOgopvve7URcfvy9No7+4HnMecuRYxLRqIdo2EvQOYqiOsqcr59Lwcp6qj+8nMpPLmTY+hxiVM3I0GtUfKqJU35xOaf88nK0ZwYYHHwCIaog6BhhNPAKhR8rpPBaM4Puh3DZ9iFERUJOF/bQZio/10j9N5YRrDrI4OCTEJWIuSKMel6h6vPNzL1zPap1Trp7/g85EkMIaBkceIqCq000f/dU8i4Q6ez9NbFQEEXExFDfCyhXOKn7+ilYrjDQ1f8HQj4bYlSDc2QPsfpuGr+1ipqvLGBUeganbS9EBaLOAFb3CxRfX0b1l+YRKN7D4OBTyJEYYjifwcGnMV2mp+H2lejPjtLZ9ztikQhKyczI0Bsolthp+NYqyj9dQ7/zb/jcPQiSipDLhS38OuWfrqbq80249G9gHd2MHJMRQnkMDT9D0bVFzPnBeowXq8b4hlFKRmzDWxEWjtD83VOp+dIChiNP4HYeBUmB5IVh+3MUX1dC3TeWEJvXTe/g/cgxGWW0kKH+F1Gt9tJw2wqKri2iZ/h/CfpHESUNAZcdh7yFqi/Opf6bywmW72fIumksbgED/c9g+IBA43dWY7lcT+fAb4mEvCgkAz5nP271Dmq+spDary3BY9mKdfTVeNxIAQP9T2P+oIE53z+DgmvMibiipMfnGMCl2k7NVxZQ97UleCzbJuJGixjs34TuzAj1ty3HdKkuJW7Q5cAW2kz5Z2qp+coCfAU7GB55ATkSQxkrZrD/edRrPDTcvpKiawvpGf4DQd8ogqQm6olgdb1I2adqafz2GoRTBukZuC+ebqwQ+8h2IrWd1H51MaU3VtHv+hteVwdIIkLIwMDwMxR+yELTHWsxnBOho/d3SJEoSsmIx96O33iAuq8vpfbrS3DlvcGo7S3kmIwqVsRA/yY0p4douG0Flqvy6Rz4LeGAC1HSEvWGGXY+T/H1ZdR9fQmxpnb6hh5KxLWP7CZYepTqLy+g7MZK+r0P4HG1gSSiiJgZ6H+S/AtVNNy+krzzBDr6fkM0HEQh5RFw2bHH3qTqC3PidVy9n8Hhp5FjMmqpGOvQZoRTRmn41irKPlVDn/M+fO4ekOI7PwaGn6HwwwU0/+c69B+I0dH72zF9N+J3DuIS36Hqi/Oo/eopeAq2Yh15OS63VMLw4KsolzlpumMdFZ+ppc9171h7UMTLc+hpCj9cGOd9bjRRngopH79zCCdvU3XzXOq+tgRv0Q6GR15MyD0ytBkWDFH/zWWUfKKcXttf8Lu6ISoghgwM9D2O6VINDbevQH9WmI7uMdsQNRB0jmCPvE7V55uo/+YyglX7GRx8EjkSQxUtwDb8NrGGHhpuXUbFf9Qz6H0Aj6MFojLKsIWBvifI2yjS+O1VmD6oobP3V0QCHsSohqg7gNX5PKU3VlL3zaVE57TRN/DAGG8LjpF9+Ex7qbq5mdIbKxj0PIDbfgSiEqpIEQN9z6Be66Xu66dgulRDR9+vCfudiFE1MW+UYfuzlN5YSeN3VqNYMUx3b9weKqNm3LYj+M0HqP3aKdTesgiH5iVsI1viaUeKGex7FtVqDw23LqfwGgtdg78j5B1BiCqR/UoGh5+i6NpCGr+9Cs1pXjp7focUjqCIGvHau3GJb1P1hTnUfHkBTv1mRqyvjdVHCcODryAsHKb2a4spuMZMt/WPBH0jCJIaIaRjYPBJTJcZqPvGUlTrHHT2/hEpGkMZs+B19uJSvDPGez5O/Wtx3klya04L0PzdUym9sZKekT8RcA8iRBXIfhVD1qcp+mgxjd9ZjfpUF509v0+Sux2X4m0qbmqg8nP1jMqbsI9uG+NdxGDfM+jOjNL83VMpvq6U7uE/JMok6o4w4n6RypuamPuD9ajXOejqmShvx8gewuWt1H9zGdVfnMeI9DRO226ISihCZgb6niTvAgWN31qF8SIlnT2/Jhr0IUa1BBxWHNKbVN08N97vle9jaOjpOO9IAUN9z6NZ66XpjjWUfqKcnpH/G8uziOSVGbZtovjjpTTcvhJx2QjdffeM2TEzNutOItUd1H51MWWfqmLA+/CYvRAQgnoGBp/CdKmO2lsW4W3s43v//XnOP7cRZcyMY3QfwbJWar92CpWfa8QafhKX8yBIAmJQz5B1E8XXlTLnB6djOA86+sbabMyEY3Q/wdKj1N6ykPLP1DLofwS3syVuPwN6Bvr/Qf7FKqpvbkaa201371+QwtGxNreVSHU7tbcsouyTlfS7/o7XcQwhqiDmiTHseI7ST5TTcNsKWNhLT9+9Y3VYiHXgFaTmXipvbiL/IiWd/b8h5LOhiOoIOkaxBV6h9IZyyj9Ti018jtGRNyEKipAp3pY/IFP71UVoTvfS0f0rYqEgqmgBdusOgiVHqPriHIo/VkSv/c/4HB2IUS0hl4tR/6tU/Ecddd9YQqByLwODj0NUQgwaGRx4isKrTcy5cz3myzR09PyKaNCHMmrBOvAqyhVOmu5YS8Wnq+lz3IPP2Y0Y1eK1d+PP20f9N5bScNtyvJa3sVpfhihIbhmr4zlKbxgrh1P66On7K3IkNqZvT2G8QEXjt1fFy6E3rm+KiInBvufQb4gy5/tnjLWhPxL0DKGMGnFY98T7ly/No/j6Mvpc9+J1HEMZzcfvsDLifYGCa/KxXJ1Hn+M+XPYDKKIGIm4fQ6NPYbxMQ+G1ZoaCD2EbfRtlNA+fvZdIaScL/+cCFv/ygxR+1ERX7x+RIxByuHDK71D31cXM+cF6pMVt9A3cjyKqRwhp6e95FHleN4aLYwwFH8M6/BKKqA6HYyfzv3cBBStqMdQX0/jF9YQNPYS8o4hRNepYKZUF19L6/dfpe3A3Qy8e4sDXn8CoWYqAEjkmEYk4yM+bw+jLnYlz+7Is0//YHgyaBmQpTCg2gFZbhntf+r0cISR/jFBkkGC4N64HttSvOLl2DqDUaAlEuxHREhpN/YpV2OFHEAR84Q4EVISH/CnhUjCCLEljk1Z6Av2puxACg05EhQZfsA21qhhPa/rt8cMoBAMRyU5gIDWuLMuE7V6CwQEEhWrspvoJBIfdgETlggso1X4Q51NePK1DlF8+n3BVDwde+T+qms6g9T9fofMXb3L0jk0oOxQsPmMjBqOFyHAqv6gnCAJs3nmUQZsn8WUxTtIX0457G/yyZctSfsdiMXp7e3G73dx5553cdtttJ0XATAiHw+j1eh599FEuu+yyxPvrr78ep9PJk08+OSOP8W3wBzcsTmyD19bHV6pV9SaEqvjqvFBeCoXx7XaCuYwzP/gDPBurEzep+rpGcd53EHNZDf2dRxBEFUXlC6hcsBKPw03L3oeZd8cFiEoFsizT/ss3MAoryLNUAzDSvYOIsZe6G9chapQMPnMAzxYP5fXnx88nHnsG0xmFFJ5Wh699lL4H91NRdSkqTR4ux1F8scPxc5OhKAMP78OStw6DMb4V3Gndj1w3StWH42fWu/+8FY2nEaMpvrVjZOhN8k/XUXbpImL+EJ2/fwu1swGjaS4AAfcofsseGj5/Ggq9htE3Whl6pJ2KyviZb1HOp7fv71TesJCClXX4e2y0/fx1ivPPRa21AAIB1zChikPUf3YdolaFfVsn/fcepqLi0niZxnT0Wf/G/B98AHVBHnJMou2Xm1EN1JNnakRARPZrGJYfZt5/bkShVRELhDn8n89SqD4LlcaMiBaNXMHA6KPIxaOY1lTg3jdEuFuiwLwOr7cVmSiF+rPQastwufbgCu8GQUavaSYUic8s65TVWExrcDi2Y7lRhXlxdUJfZFnm4Bc2UWH+CLa8p5hzW+pM3f4vPkl94ZfoHLmbRXdfkrixVopEOfjlTTSUfoXOoV+x4GcbU27WPnz7c1QoP0G//X6af7A25Zbo9l+8iXHwHNzB/RR8XIdl+cRs3tCzBwm/XIpKNBNesJvaG9ckwjytQwz+eoBS84X0R/7Cgh9PbG+SwlEOfvk5Gsu/Qsfgr5j/k7NSbpSNy3M9NtebWD6upWDFRJoDT+4n9noVOk0VjoJnaf76hkRY2O7l2B3bqC35DB1DP2fR3RcmzkjJsszBW56m1vR5rI4XKLwxH8uSibId3HSQyCul5OvnMax6kHn/+YFEWCwQ5vDXXqah7It0D/+Jxu+uRFM0sXWu9b9fo8B1MdGIh+Cc7dR9em0izNc9St9P26kq/ijtgz9j0S8uRFRNbCg69I1nqNJ9BpdnH6qzhym/eFEizL6zC8ffQpQWXEDH8M9Z/MtLEjfHjh83qbN8AbtzG9oLnZR+YGK7lG17J677o/w/9v47OI7zyvfGP909OQ9mMMiJIEGCOVORylmWHNbXeZ3W2bLlnJMky7Ys27LkKK9le53XyjlQiQoUJeYAImdgMJicU4ffHw0N2AT37t2997711lu/rpoqFhvP6ec56UnnnG+o7rL/uK3vk6SzhxHPnaL5jeuXfLcxcBUj4Z+w5seX1/RF0/QUmTbHhykWJimt2kfnB08/3vHIr1lxww5Dhd2hW5/DH78SyWRnTvwrvd+5tPaumi0x8OXn6Gr8JLOx+wh9uA7vmkUomZl7DqG9vAyvZz1j8Z+y7qeL6TWaqnH00w+yLHi9fvuybYDWty+mmqSPzzB/Z5zm4JsZj/yKFTeeadDzgZt2ESy+GUmyM1P9HWu+d2XtnVwoc+LzT7Os6VPMx5/B9aYy9ectYrdGdvVTesRNsO48nV8/uUKv1v26jL/8KK2WD1CtZk6vs994hc7GjxKO3U/wQz58axdDlGfvPYz6Ygc+3xZGIz9m7U+vrtm1pmkc+9zDdHg+RrkcI13/BMs/u3jyX47nGP7Wq3Q2fPh/ws8ufN7NjM4t0DYv0j7++Ydpd3+MSiVJwvcwPV+84LS0I/HH8L7TRGB7V+19+KFjyM82Uuc/g5Hwbaz58WVGn/OVx2g2vw9Nk5fogZwvc+ILz7Cs6TriiZewXh6n4bLFG5P4nhEyf4dQ4DLG5n5Jz3fPNiAnDNy0i/rimzGZ3Ezmf82aH15V0xOlVKXvs0+yrOnTpFKHUbcN0HaSnqSOTBH7bZqm4BuZiPyWZd/YaEB0GLnjRTzTF2BzNDOeuIO1ty2mcGmKqutg6LPksoOUevfTeZJPzI1FmfnJGK3172Qm+jeaP91uQE+Y/LfXMB9Zj9vTy2jkx6y7/RqjzV7/EJ1111EqzJJpeYbuT51ba1uYTjDxgxO0h97LbOzeBVkv6tHkn/dhOrAaj3ftaWkfvf5Buuo+RSE3TnHFXjo/vGjTxZkk49/voz30Xqbn/0zr57pxnlSRf+L3r2I5vgm3q4fR2G2su+0kX6OoHP30QywLXU8mcwJ54zFDyKfOk3Fa69/BROROur+z3XB79jq/LbZ6pou/Yc0tV9XeqVWFY59+mO6mzxFNPIfjDXlCF66svY/uHiJ3n5VQ3YX/ge99hFb7hygVZyl076HrI4updMXZFOPfO0576L1MRO5i2dc3GNBGRm5/Ac/MhZgtPma1P7L6psVUQDlX4sQXn2VZ03XMxP5B48ca8axaTEOK/+MQN1z7Gf729yi7T/yQlTcbQ3+Pf0afG2dj99DwsZCh7es+0O3sYbpyF2u+v+inlGKFvs89xbKmTzMT/RtN17XiXrF4Wzn6y5dwjp2DxVrHnPAXem+4zNDn/i/pvvd0c9zQrc/jj1+BqpbJtj5H93WLupcbjjBz+yQtwbfrfuS2qxbnXVXj6Gd03Yoln8P9TwrBc5bX2oYfOkb12QY8ztVL+FhNFxn46m66Gj/B6Nzt9P7wYkyOxXSCvq89TrP0zyQze/C8fQG+bOGZf3aAwoNOnNZu0g1Psfwzi3WcXvddHaEPMhq9TZ9HFm4bT7aFqejv6f7W1hreNcDQj57HH7ucXGkIxzV5QhecpG/PD5G/34rV1EhlzSE63reYDluYSjB5ywCN/muZlf/A6pNk/rq+dDV+Qvfxt72h5of1tdIjLGvU1269P7x4MV1VUTn6mYfoClzH+PwvWHPb5Qb9Hv35S7inLmAuc9+SNV//DU/RUHkb0cwuQh8K4VvXWhv/ia8/TpPwLmby/8banyzWVgIIP3wU+Zlm/L4tpDNHKCthbFIbIFFW9BB/yWQnmx4gUziGaJUQK07qbOcSLz6D4FKQiyVsUhs+72by6TEQNOq8Z5BI7UHrjND4xtXI2RKTv38Nr+kMHC59zlLzKpHiA3R8ZBvWkIf5p/rJvJSksUnXY00WmY3ezcpvX4w14EIpVhj43pN45G3YXU2gCszM3Ef3l8/C2RFErcgM3/4clthy3N7lqGqZcPghln9Jh2Itx3MMfu8pgu6LsDoCyOUSc3MP0fmJ7bhWNJA8MMnU7w/Q1vVPiJKF+ZnncJ1lp+madWiKytRfXkMZchJsOYNiZo5E8SV6vnQhJpeN0lyagZt30bH2HVjsTkTBxtCBX7PmB4s+qhzPMfGjV7jkAz9j7MADDOx7AMEqYdHMXPjGt7Pr7n+j6WNn4OwIIhcqzP7qeT76hnPYtHkFUinN+R0OTJKIFo6gTev569WxNKUx/VAhPZb6fyYM/uDBg0v+T5Zlrr/+eo4fP/7fJfu//MRiMRRFoaHBGCLe0NBAf3//aduUy2XK5cUb3Ewms+RvFsMVTgpVOPlkRBC569e38sGPfoGZQj+lShmHYsXudFPorrDiX3TnHXt2iNH9T6Oo0Pr2TbUFniAItL9nC+O3HsVTt4JyIYYvuJZKtpOhb72IouRwulfgcjcyPXw/aBo+/2ZMfR6mXj2KJFppbLqCTPIYVSWDw9pBi/tdpP52BFnL0xC4gmx6iGTyVQRBwu8+E/NsD2M37kHVKrgdm9CQmZ/fhYCVOt/ZlF+b58Tzz4Cg4HGuA1TmIk8iCBJ1znPwpnYy8JXdKFoOm7kZv/cMInNPI8sZbJY22oPvJfHXl5n9w6NIkoOg+yKKxVniqZeQRBv1rsuQwnZOfOFZVIp6iFz9pWSS/XpIqNRBs+ddDH7jfjRrCbVcxWXvxWKrJxZ7Wc/XMW/DL1xC32efBLuCWlTwubdRLM0QTe5CsEmIRTuN3jchlszkHhvCYW/C6iwSyz1Byzs3Y7Kbmfn3u3GltxDwnYWPzWTKR4gkH6XtnzfjaF1G9NkhZvfci9uyluL4rGGzXonnEEQTBWUUc91SeBLBrJGrDGLv9BugZUSzCWuzi3IpiuDQlkBgudeGKBwaRTOVlsA5ebc0kP3HEEV5Eu/aC43vNrQw+cQAVc1PcIcRI97d08iYuo9iaRrXWiM8j2gxITo1qloGwa4sgX7xbGokt3eYojxB1/qLDO98m1uZenYIraDgvcwYNmWpc6Gai8hqGpPfUlswvK73rlX1FMYmKMnTeFcb6XrXNzP11BBS0YnnFHgnyW5BsCnI5FBNRcMiBsB/ZjO5ewbRxDL+7UYIJWdHkIr2CrKWR3JJhskUwNVbT6F/lJI6Sf2mZYZ3vvWtzFZ3UVVSWELOJZBUjmU+inNTlNQpGtavNLT1rm1mTtmNrKSx1DuWtu32UwhPUlDGaT0JkxX00LCZ3z2JohWRXIJBXwRBwLM2RKFvjFJ1Bv/W049XoYgqlZZA4fi2N5G7ZxCzyY/3PCOUldltQ7NWUShQqk7jWb3W8N67qZnZF4ewV1uxt/mMUESigK3FRSk/S1Edp3Fri6GtZ3UzE9WDqJTRzJUleu47o5n8I0OYTXV4txj7ZXJYwa7o/VImaN241dh2UysjDx7Ar52J6BQMG3UA95p68kdHUcqF/1BnFQoUq9N416xZMubp3cO41FWY62wGuxYEAdeKAMXJScqFON5tRtrWgAvVVFjg58zp+fnCMG5tFSa/1RDCJwgCzp4ghbFxqsU0/sua/kPaRXmCjg3nG3mypYWJp/vxsQXRwWl8Tj2Fw6OgiHjPMc6hJqcV7FUU8hTVCUIbT9HtDa3M/fkFVMpgqSyBOPRubyL32DBWcwjPOmMalmQzI7hUZC1PURmncZvRb3nXtTJZPYxKGUXMLYFe9G1rIj0yiGiyYu/0G3VQErE2uihXIhTkCeq2GW3D1VVPRdPrC5TVKK5uox55tzQTPTiETWnB0uA6jb37KUamKJQn8Z9h1G9Hax2ykEChtCDrdYb3/u2tzO0bxKF0YAktpe1cVqfTlifxbTXqkb3Fj0wChQIVLY6zc4fhvW9LM9HDg1iqddjbfUbakoit1U05P09RmSS4yahHrq56yuremr9YEua6uYHs8BAO5CUwh6JZQvJIVNU0JXWSpg3rDe99G1qJ/uMVFO2s/8D3BnXfW53Hu+WUMTf7amNWpdwSWFDf9mbSfxvEpjThPdPY1uSygV1GoUBZnsOzynixZF4b4rk9T3PdJ97EwO+NcpSsJkQXyFqOUnUW90rjmLwbdZuVinY8G412I9ktCA7dT5XVedwrjPpVd1Yb8YET2JV2vDtP8XGuRd+rmgpL5jjfjkZ9jqNK3dnG+cK1vIGKpqcImIN247wrCrh6ghSnJynIY7RtPsfQ1r+tjfFdx5EKDnznGu3F7LWjWcsoFBFsqmGjDuDZECL/2ghFZYq2tWcY3nnXNhO//xBC0YR3q5FPuu/KU5Zj2BrdS2A7He0+SskZfa6vP2Wu39FE7h+DlLQJmjdsNPJoYwvRe/aiahXqTgnpdrTVUSVOvjCKd8dS3gsOmVJlFnuX3+CHRYsJa4uTUjGC6BGM6aqSiHtdiPzIhA4neIp+2zvcFEbGEezqUv+7pp7cnhHK2iy+dYuHlYIgUH95N5l7jqFVRZRixQB1lzk2h8PSyMjsbQQv7qR+XQPJV4+TeTlDa9P/oCokyKVHqdaPs+4zev52OZql/1uP0BX6FAgaJec05fwc4eh9NFyxEkESmXj0tzS53gSzK5n58T40QcbvOI9CYYRU9lVE0UrQeQGtnvcz/+sXqKj92MxtuO3NROZ2oaHisa2n1f9uhr/9AKq5gFZR8Tg3ggjJ2GGs1nraGt7L1I8epiruQZMV3K51WC0B0tHjWGx1NAffyeStu6gKCQRFwu85m2J+jlTqAGZTHa0N/0z0t3uYLB/GagvR3HIV6VgfsprD6VqOegBO7N6l73U8vVisduann8ds9hOwn8/gN15EFUuIWGld9gZMJhuaqpFNjuFZ12iQoTXgQpWqzPS/xujk06z87lWIZolqtsST3/8Db/vwlzjy/GOEZ4+jKSrveuPlbNqi25CsqORKVXyv68vCftKg6/9P4ayf7jGZTFx//fXce++9/yfJ/h97vve97+H1emu/tjZ9I6apWi0MvfZv5aSAA/Uk/ENNJRCs4/67f8vff/sgn/jEt3jPJz5PMh+l/sJVCIKgG9yFPWQLYUwmG8IpmKCCJFKtZBk9+G/MRR4jkniUaPh5uno+wLK1HwZBo+g5wYpvnk3Pd86l3NhPuTpPZ9d7cftXEok8St1bfXR+bgPC2ihzc4/Q1HI5oebziUf34DgP1t52Nb3fv4Ry43GqWpLOtg/R3HIthfIY1bYROr+wkZaPdjJffACrJUR3+6dobnkzpeoc1dZRur+2nc7PbSBpeRpFK7Gs5WN0tLwPt6uHeOFZOj67jnU/u4bAO31Mxv5AQ/0VdDV9glDoIlKZfVjPKNJ7y0V0fnEj89yPJNpZ1vRJ2hvfh9+3lXDkYWw7izR/tB119TixzON0NX2MrrrraGl6K1ZzkFjuCRo/0ELXFzdS6TlCvtJHd8v1dPg/QkvzW1DVCmprhPW3v4n1P3ojPd89h5nMnzGZ3dTV7cBmD5HM7mX1zW8gsL0L77pWer9zOWnlFVRFhxZJpQ/Q8+ULCOxYhr3FT/u7t2PrFTGb/Mw/MkJ2QIcvqSTzDP3oWbyOjVgdQdJHZgwwQqW5FFrJhGgWKYWNsEkA5Wga2ZRCKVRRysa0gszxMIJNQJPFJfBYib3TmB1OzGYv6WPGdIjU4Rkkya1XRT9qDA8qTMb1mgM2mWyfMbxJKcso+SpVIYpSlJf0J3sigmgTMJk8ZE6B30kfnUUSXYgOifQ+I10drgsqYoxqqmBIzwDIj0bBWsVs8pM+egpE00E9x1x0aEtgqeR8GaWoUCGCJmOAjwNIHwgj2S2IknkJVFFxJomIlYowh5yrLEnpyPZHEGwgiQ7SR06BXzo+i8nkoyrFKUdPgRfTNPKjMTRrFZPoJn34lLaHdVioihSnHM2dti0WGUl0kDlm7HPmRBiTyUtZmEXOyUtSSLIDEbBqiGbrkvEWphJ6OBqzCIrJAFkDkHptBpPDhmBTyZ6iM3KhglpSKBPWoZcGTpH9oVkkwYViTuvwXyel7miqRnEmhWoqIol2MqdAXeWGI5jMHkpMo1UEqtmSkfbBsI6Ha5PJnjDCe6kVGbVYpUwYk+RdAh2W6QtjktyUhSmUvIJaOUXGfXMINgHRYTqtzmpVgTJhLOa6JbRTh2YxSW4qYoRKorBEjrmRebAqiA4zqVeNtMvxHMiv014KZZVeoF0W5qgmi0vsJTcUAauK4JBIHzDypJIqoMnosjL5yZw4hSfHwpgENyUmUQvqUp/TN4dgExHsGpkjp9MDlTJzmEQv6aPGfmeOz2IyvS5LcYksMwfDiHYzmq28JEVKlRWUfIWKMIckOcgcM347Nxyp0RZVK6V544F6av8MJqsdxZKlOJE0wNtpqkZpLoViyiFJNjKHTvGJNduYwSS6yY8b+5Y+NIskOqhKMcrzWaN+axr58RiapYJkNpM5fAoEXTQLqokyM5hNXt3XncyTY3MLtKNUorn/kLbJZCO9z8hv3YfZKBNGElzkJ4z9Th2cwSS5kM1pitMpI080jWI4hWLKYpIcS+DtcqPzmETngr8wL+F38pUpTA4X2MpkB06xy6pCNVOiKsYwiR4yx0/R775ZJMlDWZhBzlUNMGFwku81W5bABRZnUwhYKRMGZSlsZOrADCarDcGmkD1m7JdSqqIWZZ1fkoPCpDHVrzwUxev1Es0mKY8mloxJzlWoCBHdB55iV6kD05gkN9iqS/1UVUYp6N8VBasB9gsg2zePaNIPHk+1OaVYQS3rvleTpSV+O71/FslmRTCJZPuMulWazyBoJiriPJVE7jQplTFUaxmT5CY7cOpcM4ckOsGmkO07DR9LCmVmUYuKYb0Duk6LNhGT5CV15JS1yaFpzKJX97mvGfVC94sSiilDMZxaCts5EUM1l9FkoYYDXqO7fxbJbkWSXKSPnTLnHpvFJHoRzRZS+4z9yU/E9OJ1No1M3ym8L+tyU0w5SuEUpz7laAbZlEbOFTk1ELk4mUCzFEG2UJhe1CVN03S4VlcdSlFBzhl9ZOrgNCa7BU1VDTB3AKWZLKpUxuvaRP9NT1GcTSIXKkzffQB5GorlaZre3kvLP23EvbKJ9vdsw3dBHfnMKFahgWyxj2UfP7d26GCtd9N47UrS2UOYTHbMgo9E9mXW/uANNF29nsYr1rL2lquYSz+A091Na+gdBAPnEU++QN1b/ay74xpWfPscEqanqVYTtDS+idamt4MkU/AdpevLm+n+6jZKjcfIFk+wrOVjdNV/guama8nlT1BuHcD/dgfV9iHCsftpb3kfy5o+Q3PzWyiX5khbXsZ9rUa55QSR2MO0t76X7tbraGy5ikRqL9YzC3R9aSO+a+xMh/9IQ/3ldHd/DK9vDeHZh3FeAo0fbKUcPEGlOkfPqi/Q3v0u8tkx1I4pmv6lA/s5FSKzu+ju/Tg9a6+noe185iafZezEnxg9+AdK+Xkq80ab0zQNpVSh75U/0f7BHTV+mt02gteuZX56nBt+8lvuve9pvvqd77F1+wY9RVrTkEQR58mXBoq+pzx1zfRfef6PbtYBJiYm6Orq+s//8H/zCQaDSJJEJGI0vEgkQmNj42nbfOUrXyGdTtd+U1NTp/270z6aqv8AARUBFX+dn5W966iWikhu65ImostEoLWX8N1HDYKZ+tt+qoUcbR/bwMpvXEzPVy+k6/ObGe2/E4uljmz2BMuvvwCL34nZ66Dro+eQKR9GQyExv48VX7yQum1d2Jt9tL9zG5aVkE+PIlQsiHVVmq9ej2iSMDmtLPvkuSSyLyOIAqLqQHEk6P7ETuzNPtwrm1j17cuYTz2CIAmY8FKRZum+7nxsIQ+OtjpWff1SYtln0AQBsxgklTnEis+dj7MziCAKBLYvI3h5O6nUQSSTBSoCphZofetmTA4rjtY6Vn79EqK5JxAkAYtURzp9hLYPbKT52g24VzbR+YEzcGy3kUn3IQoWTHhJZPfS+50r8K1vw97ip+vDZ6EGY5RLMSSciNjJFo7T9eGzajcJFr+TxmtXkc4cQhRNWLQGzB6z4UT49eJ9hfI4CKAIGRxtAYPcfGe0UJBH6Gj4IOFfzHL0uocZ+MbzeLXt2N3NiKJEnfssjn3uIab/doDx3+6h/ztPU193PpLJgkVtYuJ3r6AUK8iFMmN3vohN7ECSzHjdm+m/4Qny4zHKsSxjd76IlK/DbHFR5zmDgRufInloktJciok/7KU6rmFzhvB5NzLxm33E94xQSeaJ7DrB/INDeHy9uLzdJJ6bIrKrH7lQIdMfZuiHz+L3bsNkcWAqhxi5YzfF2RS54Qgnvv0oPvdWBEHA697IwE1P6hNCrsTkX15Di9mw2Lz4fBuZ+OWrJA9MIOdKRJ8fJPLgIB7fKmzOIJVxham/7Kccz5HpD9N/wxP43TsQRRG3YzWDtzxNaT5DNV1k7DcvYa6EMJnt+HzrmfzNfmIvj1CO55h7/DjRx0Zx+1ZitroRMj5Gf/kSxdkUmf5ZTnzrUfye7QiCgM+9hYGbdpEbnaeaLTFz70FKQyXsrgYc3nYye6N6SH22RKZvhsEfPI3fq7f1ujbS/50nyY/HKEXSjPz8ecyVRkxmB25fD5EHhok+P0g1WyKxb5yJ37yKz7cRUZRw29cwcPMuClMJiuEUQz96Gru0DEmy4Pb3ELl3iMiuE5TjOaIvDDH1h4N4fRsQRRGPYy0D332KwlScYjjF8I+fwS52IpksuH0r9O/uHkIulEkenGT8l3vwezfpt+iu9Qx89ymKsykqqQJj//oyUiGA2eLA4WklszdO+OFjVNNFUsemGbrlmdp4fe7NDNywi0x/mHI8x9Rf91EZU7A5Q1jsXtSIlam/7KOaLpKfiOm1Gxb0wuddz9jte0nsn6CaLhB5so/Yk+N4fD2IkoTL0svg95+mMJWgMBVn4HtP4LKuRpRMuLxdxJ6aYv7pfuRcidSRaUZuexG/Z8tCvzYxcONT5MaiVLMlpv9xgMqEgs1Zj9nqhKSbyT+9RjVTpDibpP+mx/G6N+v88K1i+t+OEt87ipwvE98zwsyfD+P1rq2Nuf87T5Ifi1KazzD6y91IxSBmixOrs47qOEz9dT+VRI7sQJj+G5+gbkG3vL51jP/sVRKv6fl9kSf7iD0xisfbgygKeB0b6b/pKQpTCV1/bn8Oq9qGZLJic9ZRHdMW7aFvhoEbn8Dv2aHT9q5n7I69JPaNU0kt8tPtXaHTdm2i/8YnKUzFKc1nGL7jOaxqCyazDZuzjsqIwsw/DlJNF8gNRxi48Qnq3Hq/Pd41TN55gMT+CeR8megLQ4Tv7cfj612w8c0M3KDzpBzNMvrrF5HyAcwWJ2abCxJuJn63l3I8R250nv7vPIbfpeuB27ecyD2DRHcPUc2WiO8dZfKu/fh8G07SsafIjc5TSRWY+ts+qtMCNkcAk8WOlKvT/Vi2pIcefu9JPE69rcvbSeyxcaK7h1BKVdLHZxj56Yv4vbqsfZ7NDH73GTJ9M1SSeab/cYBCXwG7qwlRknCaehj64TMUZ5N67ZHvPo7bvhZRlHB4W0m/HGXu8ePIuRLp4zMM/XDRNrzeDQzf+gLJw1NU0wXCjx4j+WIYl2+ZbrP2dQx+fxfFcEqXx23P1mzW5mkkdzDF3KPHdMzm4QgDNz+F37OtJuuRn7xE+vgMSrHC/HMDxJ4Yw+1dgSCKuO1rjLR/+pyR9qEcM/ccohzPkTw8xeD3F32Yz7uJkVtfJHVkikqqwOzDR0i/Mo/T24kkmXCYuhn56W7K8RzlWJahHz+D07wcUTLh8LaRfjnG7INHKcdzJPZPMPyj3fi92xZob2XwpmdIHlyYf/5tL5VxFbszhGS2Ya22MnL7bkpzafLjMU7c8Bhe1+YFPVnF7F+OE3tpGDlXIr5nhOl/O4jPt27B926i/ztPLPreny36Xru7ifzhLDP3HqKSyJE6Os3g93fV7NLv2czAd58h0z9LNV1g5r5DFI7lsLuadWjVuEP3FyfXoHEv+BrPJoZv3U12cA6lLBN/YQjhcIyzzj4bl8eNmvYz9uuXKcdzFCbj9N/4GF7XpgV+bGDsjr3E945SjucIP3KU+DNTuH0rMFtdiFkv47/bSyVVoDCdoP/Gxxfbujcz9IPnyE/E0BSV6O5BEs9P4/LqFeS1qJWpP5/qe/U++91bGLhxF9nBOSqpAtP/OEBpqIrd1YDT20HqxVmizw+hKSqFyTiD39+Fz7MVURRx2VYy/ONnqSTzyLkSY//6Mma5AZPJhte3jsnf7CN1dBq1KpN4bYzZvx/F41uD1e5DCUtM/+MgcqFCMZyi/7tP4Fvwu1637p/yEzHK8Rzjd72MkHZjtrrx+tYy88ejRJ8fohzPEdl1gvA9J/D41mB3hiiPyqfxi9sX59XvPkV+PEZ+IsbA95/EZVmFJJnxu7fRfyofBsvYXY14vGuY/esxYi8NU82WiO0ZYfqPh/D61uH0dJDdn2Tm7kOUo1kS+ycYuuU5/N7tOu/jVib/sg85VzLML5LJglkJMfnH1/Siw6Uq47/bg01ow2Sy4LT1MPrzF/Rc7qrCzH2HIO3AbHER8J/F0HefY+aeQ0RfHKTvqw/h0JZjtjio8+zgxLceJ318msJUnOE7nkfKBTBb3Xic6xi5Y3ftICQ3HCH+3DguXxcOdwt16oVMfn+AE1/cRfllO6GGSyhXZw0pBwCBczrJyf1IOEDDcBsPYAk6qGhhZDGDhB1rk9sQUSnZLdi7vJSr8wiSgJwv4N0aInj2cgRRwBpwseJLFxLN7dL/XnORLfaz8suXYm/2YWv0svwzF5CRD6FqMpLkIJ+ewXtuPd2f2ElgezfLPnYu3gt1JAbJZKZayGHqrrLq65dRf94quj+xk+AbGonFdiNJdkqZCP6dzbS8aSO2Rh/Bc1fQ/rEtzMeeRBKdJGL7WP7F82m4uBfPqia6r9uJGoxRzM9SyaRwrnfS8f4zcC1voOGyNbR/ZDPhyYcRBSszow/R/aUzWPfDa1hzy1UUzUNU5xXiL4+gaRqaojL9t30EmlejyhVDRAWAyW1lZnKY2dlJ7FYry9oX97yiKNDbEcR8yiXt/+7z385Zv/3225f8XyQS4a677uINb3gDa9cuhvx96lOf+u/38H/y7Nixg+3bt3PHHXcAoKoq7e3tfPKTn+TLX/7yf9r+VOg2b5fPmLPerOeFCU2NEFiAbvM3kVE7SKez/OYPz9E/Psa2HTu5/cc30PrFnTUDkHMlBr/9JJ3rLyE8dJBSKYajK0B+Mo7T1UWxPMnqG68y9GfoB8/S4n0706m/0fNlYz70yE93E1CvYGbqHtb8+HLDu8S+MbL3iricPeRbX6L9vcbwq2NffJCO5o9QSoYprzlE6//YaHz/hYdY1vJJSuk4maZdhnw5gL6vP0qb5/2YTXUMj/2ENbdfZgg/zPSHmf/XKE2N15KJ98M5gzRdZQwDPPq5h+hq/CiS4GZk/Kesuf1SQxhIbmSe8C9maQm9FUGQGJn7EWt/bOTP3OPHkJ9ppi6wA0GQGJ78EWt/eoUh7C/+6ijJvxcJhS7ChJfhqVv0/MCTvnX8a48QtF6C2eInMvs4XV9bbwi3HP/tHsShdpzeTmxiKyBSUidq71WliiCZsdFGLj1MVYhhdzcv5k5qGoX0LNnCEVStjMvRi8e/GEoqF8pkckeoqgmc1uU4fYuQTWpVI5ceoKSGsZvbcPkW4W40RSOXGqEgj2MxBfD61tYgSFRFppCeJVc6jiQ58Pk2YbYu5r9UMwXSpUNoVPC41hkgUaqFMunsPqpKEoe1C49/1eI3q5BJ91OsTmCxBPH5FiGJNA0q6RTp0mEEUcTrWW+Asqlmi6Ty+5C1LC5bj2EsKGayqUGKC2Px+FfX4F00TUDJVUgV9+mpGe61WGy+Gl2tJJLMvEZZmcdubcfr712EG1JNFFJTZCvHEUUbPu8GAzSMVpBI5vdSVVM4bctxeTsXFUy1LMCeDWEyufF6jXBYal4kmX8FWcvgtq/E4VlMkRBVO9nU8Elt1xqg9P5nbQXVRuZ1aCaTG59vgwEGRs2LJHIvIatpvc8n8VHQ7ORT42Qrx5FEK17PesN4hbKDZGYvZTWC3dKG29dzUlsrpXSEdOkACOB1r8fqXExBEBUXqeQ+ivIkVlMIj3/NIuSNIKLlBRK5l1G0HG7HagPcmqg6yaT6yZX7MZmc+LwbDHBDFK0ksi9RVmI4rO0LOreAxKHZKKXnSBX3g6jhda3D5mw4pV8HKFTHdZgs/3oD9B0FO4n8i1TVJE5rN07vyVBWToqpGdLlwwjCUp2VZA/J1D6K8hRWcxCPb/VJMD8iWkHSZaGlcdl6cHoX6zlIuCgs0BYX7OFkG5RkD8n0Am3TqbQlKJmJZ19AVtO47D04T9JNEReF1Djp0mFEQcLr2WCAiZMUN4nkq7qdmoN4/euRanBVAkLJRjyzW+eJbTlOb5eBJ6/zWxA1PK71Bv8gqR5SycMUqsOYJA8+/wYDv4WSg3h2NxU5isPaifsk/yGg61gq/xqaoOB1rcfuPgkCUXPrcGrlASSTS/dbJ0EniRUXicweynIYm6XVqCeCBSVbJpF/BZWCroMnQyRqbrLJfh2KULLj82402IYke0ik9lCUp7GZGvHUran5IEGQUHLqgqyzuO2rDLIWNSfZhE5blCz4PBsNPkqoOEmmX6EoT2M1h/D51xtkreZUEoWXddq2lUv0KJ+cIFtZgB7zrlvkiSAiym6SKR2Wz2puwutfbYB2rGYLJPIvo1LE7ejF6elYbKu5yaeGyVb6kEQ7Xu86I0ym7CGZenVh/mnF5VtugJWqZvIkC3tRKeNxrTPAj4mqk3TyCIXqCCZpqV1qRQvJ7EtUtRQu24pT9NtBPjlJtnwEUbTgPcVvCxUHifQeysocdksLHt+iHqBZKKfnSZcOoAkaXtd6Izxq2YLCYTy+FGtXreHaa6/BarUhiAI/vv0VxvpmSRVfQxWqC77mJOgz2UE6fZSSPKlDCfp6T5qnRKrpNMnSvloK4ck+UK2IJNN7KVfmsFmb8dVtOAlCTqKcii3YnH4oe3KftYqJVOo1ykoE+yn+EVUkmxwkVzqBKNnwebdgtS/COlYyeVL5vchqDpdjFW7fImwjVZFU+jDF8gQWSwCff1NNRpqmUUrHSBde79NGw3iUokIqu39h3dJt0A0U08LaZBSLyY/HtzhXaJpGOZ0iUz6CKIgLsl30i0pBJZ3fj6xmcTt6DTasllXSmcP6XG9pM/BBXw+NUqiOYJZ8us+rjUWllEqQqx5HFKwGPdc0jVJqnkzxyML8sqEGQ6qv3abIFI4trN1WLeiaPs5CapZM4TCKVsRpW4a3bv1J85adcnqeojyNw91q0F+lXCGXHaKsRnFal+H0ngQvnJ4ikzuMaipjUt0EAmfX+ioIFuxiOxVVR5EAiM7vpvkjnXhWLfrR6AtDpO8v4A9uJR07hutqavn8mqbpFx7CTiw2PxJepmN/YO2PjPnwx77yECHXlVgtQTLzw9jfGCd4trE6+9HrH6Kz5cNoVZGw+m+s/LoxnXHktt34spfgdHYxMf17Or+yxpDKUEnmGfnOfrraP8zs3H3Uf8hvqOugVhX6PruLFT2fZWb6HkIfrjPUFdE0jWOfeowVqz7DyMhPl+yF4nuGKT7mQtGK+N9pxdPbbGjb99nHCTaeC5unDDWGqpkioze/hjvQRSp6HLlSQNBEbB4vVosH03qJ5ms31uiM/+QZzt5yBcdfe55ytYTX4eErn/1ndm714XHZseRjEF+EbtNm9Wio/52c9f/2Zv1/9fZcEARGR0f/O5/4T5+///3vvPe97+XXv/4127dv57bbbuPf//3f6e/vX5LLfrrnv4uzfnxC5M3vvh7zhSswh1zk90zhL3iZnhrFub0ZVVWIPT+CiIj3jDZsbV7iz47hFDpoXH02oDG4/9+WbNYHvv8UDXVXMtV3N2tuPamQkaJy9PP307Hq3cwOPkTXF7caN5d37cE8043T28rU+N2svfUNtc1pNVvixFefoH3F21DKZaL5J1j17cViQkqpyvEvPEJb99sRVBPT4b+x5parTto8Khz9zP20db0DSbQTm91D4D1ufOvbTvr+y0ijnbjquhCqVuZKd7PqW4vfqKQKDHzjGVo734wkOIjMPEPzde2GIjmRJ46Tf1bCX78Rm6mZ0ZFfsfLmnYbTv8Ef7MJTOQObox6bqZVI+GlsFxVouGSVzidVo+/rDxF0XoLF5sUiBkkljlKoO0rnB3cgWkzMPnCY/CslQs36YYhalAknH6Dz49uxt/iJPT9E9OFxmjveiCAISIITm9RMVU2SyRwnGnsek9+Ckq3itq6jqfFqKmoUWUujaSpyOYfJ7MZpWY4giJSUaRStiCKXKWbDmCwufJ4NOm6vEqWqpfSJJTePZLLhdq7EJHqoqmkq6jyKXCafHEMQRHyBrdjMDShakZIyrU+C+SiqKuPyLMduakHTFArKGJqmUsyGkctZHN4OPHb95rGo6LBD5UKcUm4eqyOA37sdUTAvQMAlUZUqhcwMksmKx7MOi+RH0QqUlBkd7iM5gqJW8PrX4rav1EMtlXE0ZMrFBJV8HKurEZ9zI4IgUlbmkLUscqVAPjWOZLJTF9iBWfLWxqLIJTLJAVS1hNezAa9bP+wpyhMoWplSdo5SMYzFGiRYtxNRNFNVk1TUGIpcIpccAQT8gW3YLc0GPuRTE1SrCeyOduq8ZyAIAmVlHllLUy1lyGWGEQQLwcC5WC1BHcdUmUBTFbLJEWQljdPRTZ1PzxV9fTzlQpxcdhhRtBEKXoDFHKi1VVWZbGJAhxqyryDgP+OUtglyuREkwUYwcB5WSwBVq+p81FRyiRGqShqnY9lJ39X7XCmlyWWGEDARDJyDzdq0OF5VJpscoizHsJubqQ9ejChKNV5Vyzmy6QFAw+/bgcuxbEF+E6hahUJ6ilJ5FrOpjlDwYiTJWpO9XC2QSfahqEW8znX4/dsAKCk6tFgxGyaXH9brVAQuxmYNoWrywpgUsolhKnIcu6WV+uD5CIJIVU1QUeML0Ez9aJpCnXcHblePQf7FbJhiUYd1CgUvwWRyomglSsoUilwmkzyBrGRx2boJBHYiCELNvsrFBLnMACAS9O/E4Wiv6ayqVcgmhyhVZjFLdTQGr8RkdtTGrMglMok+ZDWPx7Eav3/Hgv5EkLUMxewcuXw/YKLedz5OV9cC7TFUrUo2MUS5OofFFKQheDmSybbIz0qedPI4qlbAbV9DXd2ZRtq5CLncgC5n/wU4ne0G2rnkCKXKLCbJT2P9lZhMdkO/04njOvSTrYdA4FwDT0q5CNnsCRBEAt5zcbt1fhfkcVStTDYxRLGip3I0Bq/EbPHUdFuRyws8yeCwdlEfvABBEKmoCaqvyzJ1AtCo852Jy6nj4haVSRS1RCE9SaE0jiQ4aAhejsVaV9N93W4GF6ClWmiovwRBlGr+sFJMkU7rC2mfcwt1dUYdLKSnyRcXoKcCl2KzhWq2oapVMol+KvI8VlMDDcErkUwWZDVHWQ1TLefIpI6haCU89nUEAqfYbD5GNqfDXwbrLsBua0TT1AU/Iy/IYw6LKbAga2uN9us8U7QCbsca6hZsx+hLBhFOoV1UxlDUCtnEAOVav69Y6HdWh96rFsgkT6BpFbzuTXg96xZ4MoOiFShmwuQKI0iinVDwIqyW+kWeKGXSiRPIShKbuY1Q/SUL/kLndykf1fUE8HvOxOtZvSDLaRRV9+e67fgJ1V+MSXKiamVd1nKZTLIfVS3idvXi9241+LFiNkyuMIwk2AnWnY/d1rQ4ZqVMJjmgHyBb2ggGLjT0q1rKkE0PIggi/rozcNo6TtJf3Y+VK/NYLSECdTtpCnn5wY1n8tL+g7zw0hBqZRyLGQZGQsjVNoN+5lMTlKthfUzBi5Eko11lE4M6HKlvMy7H8lpbVStTys1TzIex2oLU+c9CEi2GuTybHELTZHz+zbjs3QbfW8zOUirNYbUECdSdh3TKHJdNDOs374Ft2C2Lcz1olAtxyvkYdldz7Xa/rISRtRxypUAuPaJDJwbOxmKuq43n9c1ptZLB7e3B41xT65NGFbmSo5CewWR1U+c7C0lcXCfo4xlE01Tq6s7AYWut+WRN0yhmw1RLKVze5SfRHUNDoVJMUsjMYLXVUec/B1GUaragr3nGESUzgcBZmCQ3VTVFRY3q9paeQlVlfP4N2MxNNX0DKOXmqVZyuL3dOK3La/YJKuVCnEohgd3Vgse5HkEQKMjjaFRR5DLlQgyLzYfbvgZRMFNUplE1PfS9Ws4gmWw4LF162shCX1WlSjEzi2S243avwSL5kNWMDs9XKVDIzOjRB56NmCU3VRJU1QSapiFX8khmOzZzM2bRQ0WJUVESFFIT5EuTmCU3dcEdOKwdaJqqw+upOaqlDHORR+n+zLk4OoNk+8OM/uxlWtvfol8QaCJzU09gbgfHMi+JPRM4xG789XpuvCBYiIf3Yj9H0QvqCgKRJ/pIPhmjsVUv7KuVRaLaI6z82uJmPD8RY+Inh2lqvxJRsDM5phfAMxTK/Mz9tLT8E5LJTjJyEN87bIZCwunjM0R+P02o9QIykQEcV5YNBQ9LcylGf7Cflq5ryMenYfM0zdcuXvxlB+eY/ddRGjsuZmb4AZZ/y1jcdOJ3r2CZW44ilxHXx2m+drHmRGE6weQdR7E56vG+wWko1qwpKn1fepzNV32Z6NgR5uJP0f5efc8wc/dBiidiOFp8WDu95I7MsmrlJvqP7KPt0zuxNXr1iLZf7eZv3/sQW7f0/F/BWf9vh8GPjY39L/3+b23UAd72trdx66238s1vfpONGzdy6NAhHn/88f+ljfp/+pyas/56GLyq8tVv/wTXe7fjP6tbD7F4z1aiWpQPfP6HXL7mXaywbKG+pZvWD2yj9W1bCZ61gpVfu5SiaQZNLmO22RCrNjKDi/lDhakE1fkKFreHQMsO+r/zBJm+GbIDYU7c9Dj++i1IZhP1LWczdMuzZAfnkHMlwo8eJXcoiau+C9FqweffzIlvPk5y/zjzzw/Q9/VHCLWcj2CWMDnsmEsNjP/uFcrxHPlxPfyqLnQGollEsCi47esZ/snzFKYSesj0DY9RV78dySqBuUJj+wVM3nmIyBMnyI3MM/GHV8gfzuGq70IwCYgOAWuxndGfv0h+IkbywAT933mcYMPZCGYRRSxR33ABo7e/RGEqjqZpJA9PMfdAP976NSBBVUjS1HQNAzc9TX4sSjVdZOrv+5DnJKzuIFU1T0mZo7HtclKPJRj8/rNM/XU/x75wPw5hFSabi2I+QrE6R6j5Anz5Cxj+1qv0ffFJ5MMe6lvPp5CfpVSMYvUF6Wz9CPO/iTHw1d3kd0s0tF9GJtFHKn4MmTyizYTJ4iGW2M3q71/BmpuuYt1t12LakCSefBGbo4lSfp6Z6bvJ2F8hHLufSOxxBKuEzdFMNj1EOPoA4qYIBe8hxid+h2ZWsDoaqJRTTE3+nUrrABnrK0xM/hFVqmJ1BKgUU8zO3YftwiLmszJMTN5FsTSLyeJC1OxMT9xNMXgUuXOYyYk/UChOIVosmKUgMxP3UWkZwHZhgWj+CaLxZxDMElZLM/Ph58lY9+K4skrBf5SJyT+AScBiqaeYizAzew/ixjnKTQOMj9+FrOUxWdxoVYHpqbuxnpPH8waRudT9JNKv6UVYLM1EZneRsbyC5bwsKW03M3P3gEnEam0kmx4mknoEx2VVWDfH6NivqCoZTBYXagVmZ+/DfYVE/XuCJLRdzMcW+mttJjL7FKWGPvxvd6F0TzA68Ws0ScNsCVDOJ5idux/HxVXsF5aZnPk9+cI4osWCxRRiZuJ+tJXT+N/mouA/xNTMnxb61EA2PUK08BTetzhwXqwwPn0npXIEyWLHJHqZnrgb87YUgXf6yXsPMDXzt4U+NZJOHCclvET9e4K4rxAZm/p1ra2Em5mJe7DtLBN6XwPFwCFj22QfSe0Fgu/w47xUY3z615TK80gWG2bRz/T4PUibEwTe6SPvP8jUzF8W+hwimx4lVtxF3ds8eK4xMxE+ebz1TE/ch3lHluaPdCCsn2d0/Bc1XpUKcSLJR/G/xYn/f3gIp+8mnTmqy8/aTGTmSartI4Te14B5W5qRsTtQhQomixulohCeexDfm100f6STnH8fs3MPIJglbNYmkrED5D2HaP5IJ/5/8jAR/i3F4gySxYrFpOujaUuSxg82o/ZMMjb+azAJmC1ByvkEkeSj1L3VS+g99cxXHiKe3KvTtrUQjeymVH+c0PsbsZ9fZWT8DqpqDpPFiajZmZm+D/flEi0fX0a1a4TJqT+AScRiDZFLj5GoPE/9exsIvjPATOqvZLJ9CzrbxOzkw0gbk7R/uhf3ZSIjE3cga0VMFjfIEjMz9+F5g5Xmj3ZSaDzCdPjfF+TYQDrZR86+n5aPr6Dpg62EC3eTzh7XaZubmJ18CNPmJK3X9Sz0+3YUypgsbtSKSjjyEHX/w0frJ3soNR9jJnz3SbRPkLW+RvNHu2h4XxOz2b+RLQzWbC089QjCuiit1/XguhhGxm+v9VtQTMzM3IfvGjutn1xBtWuYyek/IpglLNYQ2dQQadNeWj6+nOaPdDEvP0QyfQDRZsJmb2Vu+jGkDXE6P7cO3xsdjE79nKqSWdBtHSbOfZWZ1ut60FZNMz75W71KriVIuRhlPv04gXf4qX9PkLnCvTXadnsLschuqm0jtH5yBf63uBmb/TWlSlTXfSnAzMR9WM8u0PLxbqTNcUZq+uunUkwTzT5F0wdb6bh+Dfn6/YQjDy3wrIlE9FWKgeO0fHw5gbfXMTl/V80nWkz1zEzcj/3cCu2fWVOThyrImK1elHKFSOwRAu8I0nbdSoqNh5kJ31uz2UzyBCnhJRre34j/rW6m5n+3YHdmbJYmwpMPI6yL0vKJZdh2lhdoVzBbvWiywOzMfXiuNtP0oTbygf1Mh+85iXY/Se1FQu9txP8Wl4G2xRRiduJ+rOeUaL++d4H2HaiijNnqQy6VCUcexPdGB6H3NZIQn2E+/nTNd8ajr1LwHaH5Ix343uRkfOY3lMpz+jwh+JmZvA/XpQKtn1qJuDHK2OSvEawiVkeAQm6alPYSzR/tovmjXcS1J0hmXlvQkyYiM0+gLp+k6UNt2M4pMTr2c1SpgsnuBNWsQ5ddLhJ6XwMZxyuEow/rbR2NJOMHyHsO0/zhTvxvdjE593uKpVlEixmT6Gdm8l4c58u0fLQLtWeaicnfLvgLP4XcLPO5J/G/zYP3jXZm5v9CLj+s+wtLE+GpR5A7Rwm8w4eybILxid8QSeb5yOd2c+ttT/PAY79gn2eSV7wznJj4C6nM4YW5sYm56cdQl0/Q8IFmzNuzjIz9AlWoYrK4kUslZsP347pCwPtGG+HUPaTSh2ptI7NPk/ccxPsWC9X2YcbHf1PT3WqpwOzsvTgvVfBcYyacvJtU5vCC721ibuYJKs0DBN7hQV0+xdj4r9AkVZ/jiilm5+7HeamC4+Iqk7N/IF8cRbJbsdn1tlnna9guKpIUX2Bm7m4Eq4TV0UQ+N8lc4mFcl4Pl7Dxjk7+iLEcx2z2YzF5mJu5BWT6O62qIVZ9kLvYYkt2M3dFKKnmE+dwT2C4uUm0fZmz852imKlZ7iGoly2z4XpyXqniuMTEd/xPp/FHMdhcWS5DZqQeptAzguFImrj7F7PyDC3TbiEdfISm8iPsaqHQMMzrxczSzgs3RRDE/RzhyH9bz84gbo4yM/5yKmsBiD6CpMD3x72i905i2xZmY/h254jAmuxOzOcDM5P0UAkcwb48zG7uHeHqPHt5tb9F5ZH8Vy84sceUZwvP36z7J0UoqeZS5xIMoK8aJV55hZu5eBKuE3dFMqTDH9OTfydpfYT79KOG5Bxfso5FCfpqZ2Xtg/SzF+qNMTPweVSpjcdSRTY8yn30M684M5cZ+JiZ/h2aSsVjrKebmmRr/G0meZ3b2XuLRlxd8c5D52WeptI3S8tEuXFeYmJz4ExU5hWgxY7e1YjW1YBYDtLf8C7O/mOb4px8l/NtxWtrfhGS1UyomyKaG6Oj6Z+qVN8PBThrq34C/cSuKViEVO04qeoTGlqtQXg1y/LOPc/T6B8g9X6Wx4xIUrYis5LF6/ViyLQz/+DnSx6aJPHGcoVueI9h8LoJJQJNKBAPnM3CTns6Wn4gx+P2ncLt7MdktCGaFusatTP/+YK12QymSZuJf9+IPbUaQNNwN3YT/cZzSnH7TLOdKjNyxm7rQdjCDs6GVxK4Z5p8fRC6USR2dZvRnLxFoPgPBJFLXtIPhHz5HaS6tp5q8METmYAxXqAtPUw+xXeMkXh2t1UEYue15Qp3n4GlcReTRE4b6A7EXh3AHuiiXokwef4AVn70IW8iDxeeg61/OxuS28k/vuoEtLVfx5vd+AYfDif+qVbXClyanFf97dnDjbfcs7hfVk37KKXXQ/hvPf/tm/f8Lz+s364fPWaOHwXd4sHcuhMG3exBb9dAioSEEocWb9Y1XfhP354yVuWN7htkgb+SKd36I4eER7rzhY6y46XJDuHj81REsR5vo3HQx+WScY8/dhWIuoAkKShpa111NKRUBJBy+NjJzfZSLMbwN67B56ykkwgiCiM0WIj79KoXcFE5vJ96mteTmh6mUk7h8PXh8vcRmXkZWMnhDqyllIqTixxBFiVDLRajVCrG5l0FQ8Ic264W5oscRBIlQ64Uo5RLRud0oWgl/cAOVUpJk9CAqMi7XclqXvZlkZD+5/Ag2WwNWVz3x8CtUSnEs1gDty95JOR8lnngFTVPxN2ygkJkhHT+i35wFduALbCQ89TClUhiLrZ5A8w4ysX5y6QFAIBA8B4+3l0j4KcqVeZyubhy+dubGH8PkF9E0EHNOulZ9CKVaIJsexuxykk0MkU4dxLOuieJkCnOpia5V79dvuSuzpGN9zM8+jW9rG0qxSv54ihVrPoXF7qcqp4jPv0o08hyN16xGEEUiD56gteVtVEtZ1M1DNF6xWC1arSr0feEplvV8iLHpX9F7w+W1aIjx376Cc34rbn8PIxN3sPq7V9aiHeKvjJF9WKF12ZvpO3Qja35wRS3HKHV0mtifonT1foC+gzew+pZFGKpqusDAt15g9aavMnDkJ3RcvxZHm66jcq5E31eeZM2WbzE1/A8810rUbdOjXzRNo/87T9IR+heKuTDZ4It0fmAx1WHm3sNIfcsJNO2g/9h3WXPLVbWqmNnhecK/HmP52o/Tf/hWur+2rVYxWFNUjn/xEVau/jKJuX1Ue/ppfeti5d2xX72MN3MBLn8Xg4M/ZM33r6qdwuYnYkz/bJgVaz9B/6FbWP6NRYgxTdPo+8qjLF/2GbKJQQqt+wxwQ3OPHUd7rYVQ+wX0HbiB1bcsQpvJhTL9X3ma3k1fJzz2CNYLs9SftxjKNfabPfhSF+DyL2Og/xY9imRBLpVEjuEb97Jq4xeZGPwz/rc5DREkw7c9T4g3YXUEGB77KatvvqJm3+V4jpHvvsaqDZ9nrP93hN4fwt2zGN41/OPnaZDegsVex/DYbca2sSyjN+9n5YbPMTX877ivlajb2llrO/rzFwmUr8Lha6f/2M2s/eEiH+Vcif6vPcvqzV8nPPYo5gvShE4a78y9hzH3ryLQfAZ9B25gza1X1KoFq1WF459/hNWbvkV6/jjZ+hfoeP9ipen4KyPkHzXT2v0mBg7/iGVf22qoFq3r1IcRRImx6Z/Te+NiSFolVWD4O3tYtfGLp+3X9N8PYB3dQF3TNvoO3sjqHyxC22iKyrEvPELv2q9SzIaJqPew/DOLkGjZwTnm74rQ1fsBRk/cReO/NOJavnhAO/qLlwiUrsTp7+TEkZtYe+siv9SKzPHPP87qzd8kOXeAYscB2t6xWI03eWiS9N0V2le8jaFjP6f9MyuxNy+Gmw/+4BlanO/CYq9joP8Hxiikk2jHZ/dSXXmclrdsrLWN7Rmh+LiVlmXXMnjkJ3R9dbOBnwPf3UWb7/2YbZ4ltJVSlb4vPsmaLd8kOXeQfOurtL9r0SZO7vfI8V/R8sllONoXQ9lHfrqbeu1NODwtnDj6Xdb+6OpFuCRF5dhnH2H1pm+SifaRDuw2QJ5lh+aYv2uerlXvP61uj//mFbzpC/EEV9F34DtGHZMVjn/uEXo3foNyfp6Zwl8MEHSluTQTtx5jxbpPMfu6ve5chOWbvf8w0vGV1LeeTd+B77Lqexca4aO+/jjd7dehqQpj4V/S+51FOKxqusDQt3UdjEw8jXhGmIZLF0Mf558doLo7QFPnZfQf/qHug05CKei/4Sk66v8FyexgcOCHBnnI+TL9X3uO1Zu+Sjz8GuWuQ7S+bVGPTradoWM/o/0zvdibfYt6dPPTtHj/GYvVq/uhH55C+6vPsnrz14hMPI2wY5bGk6Dz5p/pp/pCkKbOyzhx6Pv0fPsczF49XUf3nY+xovuzKHKJicidhki6cjzH6Hf3sXLD55gc+jveN5sNN0xTf9mPfXIr/oYN9B2+kbU/usoAA3fsc4+wesM3SEePkw29ZIDHSuwbJ/uAStvytzJ49Kd0fn6doYp7zV8IImOzvzRAl1WSed33bvgCk0N/w/tPVvwbF0OFJ363F3f0XDz1vZw4fBNrbr2yNtfqtvEEqzd/U1/39A7Q8uYNizr0wBHEo93Ut57LiYM3sep7F+kIExj1MzV/lMIpdhV7aZjik3Zall1D34GbWHXzhbX8VVXW/Wfvhm+QifaRCb5gmFfnHj+O+moTjR2X6G2/uwiRenLbZOQgpfaDtL1zyyltm2lov5C+Azey+pbLTprjKpz48pOs3vxNotO7UVaPGMY7+quX8GcvxB3o4cSxm1lzyyKvjHPcX/C9xWaQf/+NT9Hmfx+CKDExdyervrOY8pjYP0H63hIdPe9cOp6FuaR34zcIjz+C7aKiwY6HfvgsjZa3omkqEeUeVnxu0QdEXxiitMtOU8eVnDh8I2tuXVx/lOYzjH5vP6s2fp7+Q7ew7CvbsIU8J8n9MVZv+iaTw3/He62Vuu2duq6qGn1ff4zu9k+Sih5GWTtKy5sWeTTysxcIlC5HMtuZLfyNni9fVBvn1F/3YxldjT+0iYG+H7D6e1fWeB9++BjKviANbRfRf+xmw1opcyJM5PdhWjrexMTcrw28i+8dI/uQQkPLxYyO/4zem3SYN03TGP/XV3DFtmO11xMV7qf704swd/mxKLO/mqR79YeZHrmHnHwC5/IAuYEoXsdmQm3nUyxPo6oKs0MPYukw41oRJPnKNB7zRho7L6FQmqCQmiIy+zSNV/cimETmHx6kpfkt+EIbKJQmKJfizI48gqlOQDCJVCMKy1d/nGopQyK+D01QcPk6Sc4folSIYHM00NL5JlS5THTuOSrVFF7/GuRKlnRS30vUN+7E6e5ievRuKkoCESuh1nPQVIVKMY3T34bV1MjkyD+QtRSarBFoPhMUmUJ+Fqutnsb2C5mffol08phe16l5K6XMPNVyBlegC5ulgfDEY5QKURzeNuo7d1ApZTFZHZjMTlIzx0jNH8VscxJafi6aqiBJZtLz/eRyI/h2tFAYTVKdrtB7wbuRRIHje3/Hym8Yw+unf/8ql5/7ITp7N5KOj/DSA38hvc2Me+VJKRuyQvaHT3DvXZ+j01FFSuih71pkHnWh+GB1MkNxfCEMfiLD/GSZvKpw0fj/4Zv1ycnJ/8qfMzMz85//0f8LHk3Rar9a1b6qCrK88FNArtZ+dW77kmqdlZEENoeFqZHDNDQ04XR4kHNlw9+UpzMIokJk8CWUQpLz3vldznvj91m77YO0rbmAycP/jtI1TaVxhPFDf6Zj/RWsOOudmGwSI3vvIm87QEbYy0TfX+nc8k+sufBz1HWtZ+LwXxF6Y/jf5CEjvUJ48mGW7XgbzWsuIRU7StZyiI5Pr6floyuZSz0IVo0153+Rjk1vpaIkmIs+Tt1b/XivdTE+eheCTWPVWZ+kc+M/6WE5jn5W3XwJ635yDb43OBjt+zUtay6je/N7cTd2MDN6P80f7GbdT6+h5SMrGB64A3djBz1bP0pL72VkM4NUAqOsuvki1tx6BayZJTr/NCt3fJLVZ32Jlt5LSc6/inldnjW3XsWaW69EXTVOIvUSPds/Qs+2jxJctpHIxGN0f/4Mer99Bau/cwWtH1vJ+NBduJvaaFhxFpgUcpVjrLv1jXR+4Ex6v30FzrNEonPPYnJZsHuamQ8/y5ofvIGO9+5g2UfPoftLZzEx+m+YXBasniCxuRdZ+7030HBhL6HzV7L6e1czPXUPmllBtJ5S1V8U0IQKkchTtLxtnQHWqfUdm4gnXiKdPk7oyuWGnPm6HZ3kC4PkcsPUndNuKAbiW9dKSZmlLEdxrQoaYKjMXgeSF1RTEdWcq23UQYcf8awNUarMki+O4D9psycIAqHLl5NKHSKdO0ToUmMeUsOlK0llDpDPj1J3VocBvsK9PESFGJLThGYpGjYXgiTi3dpCvjBKKnOAhst7jXSvWkUq+xr5/AiBnZ2G2gLOjiAycUSniGapGCDGBEHAt72FfH6ITOEY9Rd0G+gGz1tOKnsIWUviWOYzwKKYHFbMDVZUKUcm12cIsQKov2AZ6fwhCqVJfNuaDXKx1LnQLCVEBxRLk3jXGWGlghd0kckeplCYwH9Gq+EgzhpwoZkLCHaNcjVs2MwA1O1sJ5M7RqEwjn9Hi7Ft0I1qyiM4NPL5Efwn4doDBM7vIp0/RLk6p0NhncRHk8uG6AbNWiFbGKRuW6fxu2d2kCkcQ5Hy2FpcBlgf0Sxh7/RRViLkSv0Ezj2l7fZlZHMnEB0iqvk0sE7bm8nlBikWp/CdApNl8TnQLCUEu0w2309ghzFtqu7sTjKFowhWGbPfYoSnk0RcK4MUK9P6mM41QhW5exopVWcRHVCR5wwbdQD/ma1kC8epqjFcK4IGfokWE5aQDUXKkK+M4t9mhG7ybWgjXxhGcGjIpAwbdb3frWSzJ6jIUdyrQgY5ihYTJp8JzZInXx7Gv93Y77qtHQv8BEUqLOGnb0cz2Vw/5eoc7tVLIc8kj4hqKZAvD1O3o83YdkMb+fwwogOqWsKwUQfwndlCNt+HTBLnsjojhIwkYml0UBUS5Mtj+LcbeeJe0UipPINgVylX5pbotu+MFrLFPjRTAWuT06hjJglHt5+yMkehMIn/TKOe2Bq9yKQR7Aq5whB124y679/RQbZ4HNEhIji0pfBR6xrIFUcoLtjzyY/Z60Azl8Auky8P49ti5Jl/czu5Yj+ig9PCCXq3NZHLDVGuhPFuaDLIw+S0IthlsFXJl4bwn3GKrLd1kc3ptGUhbdioA/jPaSWbOUGpEsazoXEpbYcCtoquR1uNtP1bOmr9xlqtbdRB953eLU3kC8MUipP4ToGYex02S7ArFApj+DadQnt7K9lSH7KQwd7mXQIDZ29zU1YjZEsDSyDE/Fs6yOUGER2CDrt3Ctya/+wWstkTer9O0TGL34lmKiLYZQrFcXwbjLKqO6udbHHBpnuChrlWspkxBy2ophzZwjGC550yX+zsJpM7jGCVMdWZaxt10PXTtSpIuTpDrniCwNmdhraBM5aRzR7XUQB8kqHQlGiScPXWU6pMkSkcpf6iU+aa83tIZw6BVUXyioaUPtEk4VpdT6k8RbZwnOD5p/T53OVksodRhAz2Ds8pc5wFa4sTWUiRzhyi4bJVhrYNV6wkmd1HsTyDd1OTgVf6HFdEsEOhNL5E/qHLuklnDpHJHKf+8uUGvfRvbqdQGgWLjMlvMo7H/DofZ8nmThA82zie0OUrSGX2k8kdJXTZCsO74FndZLLH9Tl3S7Nh/WELedAsebCqYK/UNuqgy929NkSxPE2hNIr/JN8hiAKhK7pJp46Qyhyg8ZS1SeNVq0hm95FMv0rzm9cYxtn8xnUkkq+QTh0ldFWPgfeNV6wmnTlELjtM4LxOQ189vU1UlDCZ9FFCVxh5V7e9k3xhiERiL83/Y22tnSAItL1rM/HEi+SLo/jPNuq9s6ueihwhnT6M0jLL6puvoOMD21n9/SspeQcpV+Zx+BpJxQ4SvLKVFZ+5gKar19F74+UUrH3ISgp3XTfR2d2suflqGi5ZTeiCVaz+3pVMT92L5JBw+tuYG3+Cjk9uYdU3L2flVy9l+VfOZHTgTnztK+na+E6CHZuYGXuQ4NtCrLn1coL/I8RI3y9xhppYse1DLNv4TvK5EeTWSVbecB7dXz2DFC9SqIyzZucXWHfu12lf/0YiU8+RsexH2BhlZvp+soV+1l7wZdbt/BZdW99NMrKfStMY9e8MIayaZ/DQz2hbdxXrLvgKDSvOY3rgAZT2CZyXQizzNOn0EdZe9EXWX/ZlPA1djB36Myn1ZcLTDxAeeJSes97Jjjd9n+ZV5zN15H6S5ZeIpp4mGx1m49mfpT6zg47Gi9l4xb/gcNqxux3I6bIBNUjTNPJD82hChf79z9LR1sWFF11F+rkRg6ySuwfZvr6L4fFZjgyHF/aNCsgyWlXV95RV1bjf/C88/6XN+rZt2/jIRz7Ca6+99h/+TTqd5je/+Q1r167lnnvu+S915v8Vj6ot/ckyqPpPUyrc/LX3EL9zN8XZJKqsEHtuANNEkeb2dl5+9D7+/Zc3sOWcK5m+c08NsiHbHyb+3Ajjx3YxbznERPVJdv3uE1TyUYIty5k8+iirb34DzddsoO1tW+j5+oWceOHn+AJtTB19mN4bLqfzX85i2cfPZdnnz2Tg5Z/jqguRmHyN9g9tpfmNG/BtaNcrItbFKaTGsHsayeeGWP7pC7A3+3B2BFn5lYuZHXkYyS7i9LeQCL/G6u9ciW9DO3VbO1l1w+VM9P8d0W7CFegkGTlI9yd3YnJYEASBuh1dWLstFPJTWD0+MvFhWt+9ubaAc3WHaHv/Juamn8LktuCs6yCb7GfZx87F5LAimk20vGUjRWEKVShi8wYw2z2UqmFa37oZ0SwhmiVa37qJXHEQzCp2XyOCZMbcYDFUbnctb0B15PXwIreLcm6epjetNSwwGq5YQzK+D8lhplyew7uhxTBZO1rrkMW0Dp0mFrE3ew2bZ8lqwt7hwRXqYP7xYYMRzz99Apd/GUiyXm3t5EcDRS2imcpUE8ZDG7Uso6FSFeIoBSMciqZpqEoVxZSkHDXClgBUcwXK2gyqXF3yrpLNU2UeQRRRToEDKc/n0EwVBJNE5RQYnHI0i2g2oUhpqsmisT+qhlqtUJBHUSvKEriJ4kwS1VpEtJiWwKyUE3mQNFRziXLY+E6VFVRZplgdQ6sqS2B98iNxcKhIFgvFmZThXWk2hclqpyrFqcSNh2YA1VSesjCHyeashVi9/hSmUwhmE5q1RHHS+E5TVJRyhYI8jmi2UkkYaRfGEgg2E9irFEaN8HxqVUatyBSVCQTJsuQwLz8U16HJ7NXayeqStvIEktVB+RT4pMJEEtGibwKLU6f0WdWQcyVK6gwWp5/8mBHWJz8SxWRzURWilGNLeVWKpFDMGSSrncK4cUzFmQQmm4OiPAaygFI06lSuP4roEhGcKrlBIwSSUpZRywpFZRqLw7cEPik/FsdkdVBihmqmtAQSpzCVQLOXkewmCiPGflUSOQTRREEeRzI7l8BN5fqjSHabDu91iu5omkY5kaUqxrE43GT7T+HXaBSzw0tRntCLdaWN9pA9EUV0mtHsJfJjxjFriko1U6RMFLPdTW7QSDs3Mo/F4ddpa9ISOJ9s3zwmjwXsZQqnoS1ni5S1CCa7i9zAKf0ej2F2eHTdlew6PJKBdhSTc4Enp8J7qRrl+QyKKY3Z6VwCDVWYTiBZHRSVSUxWN8VZI09zJ+Yx2R06dFQ8v0SWpXAK1ZJHcpvJHTeOq5ougqbX0rC6AuSGjfBRueF5zDY3RXkMrawuheXrn0NySQhOyPUbdUwpVVGrKiVlGqszQG7AiByTGZjD4vBRlCdAFpZAKGWPR5A8JjR7eYltaIqKUqxQUmcw2z3kh4xwarqsF/RIMy2Rda4/huQyodlLFMeN/FykPYvFUUdu0Njv7OAcFrtOWyurp/GdMXCqSE7ID5xil8UKqqxRVKawOOuWQMxlB+Yx21zIpiSlcHopDNxsCtVawGSzkx8x0i5MxjHZXRTlcVBYws/8YALRKSI6NfKDp5dVUZnGbPNQnDbSzg3FkGx2ZHOaUvgUH6hpVFJ5KsI8JpuT4tQp/ZpO6iHC2gxydqmvKYaTKJY8JpuT/OgpfmoihsnupvwftZ1NoloKiGYzpbDRD5UiaSSrjZI2hZwrL7WL2RSKNY9ksVOcPtX3JpFsDipidMk8BFBJZKmKUUSLZcm8W4nnESRQLQXKYeNcr2kaSrlKSZlAEKUlF0ql2QyYFTBVqMwbIVKVYgUNjZI2jZw9DYzZXArFnEWQTFTTxralSAZMGoJJozx3Sn9TBUSTCcWcoXw6+KxKlZI6iVI26hNAOZFFNum8U0+Bp6zEiihSHtFsXjIfl+N5kFRUKsh5I125UAFRparG9fX/KY+qVVBMOaopI+80RUVRZFRTkXLUOG8oxQqaoFFREwiSEV9bEAQUrYjZZV/iw8rxHIJkIRLeRfNb1hnaNL9lLbHICzjrWinlZghdtMrwPnRVD/HoXkSLhCXkNB40WUw4l9dRLM8i2SwIdgX38sVCbrZGH5YWC1UtidljJRMfpPXdG/FvbEc0S/g3tdP8jtVEJp9GcpixOOsoa2E6338WJpcNa8DF8s9dwNzEk4h2E1aPj8T0ARr+aQXd1+2k+eoNrL75ahKZl6lWYlg9bkqpMO5tfjreuwNPbzMtb9lE/bWdzI0+icXlJDmzj/YPbqbtndsInrmclV+9lLzWT7UUweb0EB7exZrvX033x89l1Tcux3dpkLEDf8XmtDF5+EFWfvNiln38XLqvP5/OT22nf89drDjjMgJtXYzte5R9D9/Bq/f/FK+/hZHvPUPmxCy54QijP3oajzvI/b+7lef3/4ObPv/PTI0OckbXDubueIHosycI3/US9gMzXHPFZj16JJGhXCwv7B1P2kv+bzz/pc16X18fTqeTSy65hMbGRq666io+9KEPcd111/Hud7+bzZs3EwqFuOuuu7jlllv+r1WB/z/9vI6trqla7QREU7TazbqmyFCp6D+5yhkbO7n/p9fR8fI8mR+9yKZCkLe/5wP87ic3Ml4fJbNZZV//Y7S4O4j/8ggj33yC0qNzmG0WVn77CprfvInmN29k+Tcu4tVHfoyo5PCuazGc4FkDLlRLiWphBtfygOH03N7kQ7MWsds1Srk5vGuNp9R157aTnt+PWcjgWm68/REkEUudBYEkEnncKxsNm1vJasJSb0WUsrjr3JhsZsPpIYCtzU0xN4LFqaDISVxdQcN7Z2eQQm4ck72Mq86Jxec09AHA3uKmVB7H4hFx1QWxN/qWyMUcsFFVp7F6TfibOk6qpnvyo1BRJ5HsJeweH2rR6LDVqowmyFSZxFZnR8kudfiqXKWsjGNyq1RTxSXvy9E0ZrdMy4pL6fvy44zf+Qr9NzxO5oUUrRsuJLRiCzP/OFxbNGmaxtRf9hHq3EZg2Qriz47UNo2aojLxuz2EOrfhb+8kcyhM8SRsz7lHjuGr78FR50Es24g+P1iDkpi55yAefzc2jwOHq5noc4O1dpnBOeS5Ku7GRhqWbWfsVy/VsJULUwliT48QWrGexp6tTP/lUG0xX00XGb9zD80rz8Hb2ka+P1FbMGuqxvQ/DuBvWoPFYSLQso6J3+5BKctomkb0hSHUGHgbm2jsPoOJf30VuVBeoFtg+k/7aew5A29rC/mBNOmjeqSNWpEZ/81L1HdsxeI0E+razsjtu6lmdKzpyJN9aAkJb1MzDT1bmfnbEQoLC7DSfIaxX++hedW52H0uLFKAuUePoymqzqN7D+F0t2P3OGnqOYvRn79UG2t+LMrcfcdpXLkNd0M9WlJi/pkBfSNUqDD6yxeo79iK1WmhacXZjP70BcrxHJqmkTo6TfzZcULL1+NpakSdF5jf1a9v0NJFhn/yLA3dZ2F1WmjuOYeRn+ymNJ9B0zQSr42R3humvnsNnqZG5Hmt9t1qtsTwT5+joftM/bs9ZzF6x0uUY/oiK9M/S+yJYRpWbMIR8GJWfIQfOqrjARfKjP36BYJtm7C5rDT1bGfqrv3khiNomkb6+Ayz/zhG06od2Dw2vIEeJv6wF6VYQSlVmfzzq7hcHTh8buqXr2X+kSEyfTO1RfnoHS/QsuoCLE4zTT3nMHTrc5TmM6hVmfCjR1HnwdfShruhHiFt0/tVkSlHswzd8hRNPTuxOi00rtzBxJ2v6TBGmkamP0z4nmM0rtqO1Wmhvm0TY794ETlXQilVmfrbPuyWRpx+L4HOFaRfnSfx6piOoz2fYejHz9Ky6nydX6t0Xhem4rW8tfSrc9R3r8HudeJydjL5x9eQCxWq2RKjv9hNoHkDNreNYPdqEs9OEX95BLWqkB2cY+znL9Hae4Eux5XnMvyj5yiGU6iyQmTXCYoDOeo6urH7nLidXUzctZdqukBpPsPgD3fR0HUmNpeV0IoNzD8yTHL/OJqqkR2cY/zXr9C8eicWp5nmlecxdMuzFKYTKKUqsw8fQZ7V8LW0Y/e7cdha9X7nSjoE14+epmHZWdhcVuqXryH+9BTxV0bRFJXccISxn71Iy0n9HvnRbgqTcdSqQuTpE+SPpgh0rcTmseMPrWHsl7pdlOYzDP/kGerbtmBz2wl09ZB5Ncb8swMopSrZwTlGfvI8rasv0mn3nsvoT18kNxZFlRWiuwdJ7QkTWr4Wq8uKv2k9E//6CnK+jFKsMPHHvTiduo55mhupTsjMPd6HUpYpTCUYvOUpWnov1PWkZxtTvz9IdnBOt7kjU8zdc5zGVTt0nvWcz+APnqEwlaCSKjDxx71YtXrc9UHcDfWIGQez9x9GKVUpzaUY/MFTNPech9VpIbRiE+G7T5A8MIFalUkemmTmL4doWnX2SfJ4huJMEqVYYea+g5Aw421qwRnwYVECzN57GKUsU00XGL7tWUKdZ+j6u3wt0UdHSB6YQNM0csMRxn+1h5bV5y30+xyGF2xHU1QiT5+gOJjD374MZ8CHWfUze99h1Iqs+5LbnyXUuQOr00JDz2bC/zhB6uAEqqyQPDzF9J8P0dSr9zvUfQYjP32eSqqAWpWZffgIQtaGJ9SAu6kBdV5k7tHjqFW5pqPNC3bZtOosxn+5l+zQHJqiEn9lhNhTozSs3IzNYyPQvIHRn+k+sBzPMXLHc9Q1rsPucVC/fB2xJ8dIHZrUi5RNxRn92Qu09J6v+4sVZzPyk+d13G9FZf7ZfsrjJfxtnbgbQ5AwE374WM1fDP5wF00rXu/X2Yze8bLuL1Tdf8aeGqWhZxMOnxubpYmZuw+iVmSUYoXx375MXeMabG47DSu2Mf2nQzXM6+JMkqnfvUbzqrOxuiz4GnqZ/MOrC4cDCrMPHMYqBHHW+QitWM/8Q4M1H1iYSjD2i5do6T1f1+3Gk9rKCuGHj2LR6nAG/IRWbGL2H0drB1mVZJ6xX75E88pzsTrN+Bt7mfrja/rcqajMPXYMk+LFFaijoWczM387WjvQLM2l9Tl51bnYvU7s1kbCDx5dnOPuO4TD2Yrd66Jx+Q4mfrO3dhhUSeaZ/stBGleegavej5aSiL0wrF8CVGUmfv8KdS3rsDjNNHafwdjPX6wdquTGosSeHaN++ToC3auIPzdW65NSlhn75Ys0dp+F1WXBU9/D1J/3oVb08YQfPYpF9eMM+Glaoc+7r68FirNJIg/309CzmfoV64k83F+Tj5wrMfqz3TT1nIu7oQE5KpPcN26Az/I3rMbqsuD2d+p8WNj0JA9MoCYF3KEQ9R1bmLhrD6qsLHwzRfy5UeqXr6VxxZmM37mnNs5KMs/MXw/S2LOD0PJNzPz9cO2dpqhM/OseGrvPItDdy/zjA7VxAMw+cJi65jX42lrJHJqr8UdTNab/fT91zWuoX76W2NPDFGeStTXo2K9fpHH5mYSWbWTm7iO1fgJM//sBgu2b8HW2kzsUI7pbh+UrziQZvvUZWldfgGSxLMG5V0pVNLGMzAxmm4Nqxrh2rcQLCCYZ1RRFyRoPFgDK82mwZlCkCAhLXqOqMhV5GtGSo1xcGi3oXtlAPjuC2SEjCFlcy+oN7wVRwOw1I4gJHB4zhewEgTMXIecEQaD+8uWk5l7D5bVRLk4TOMsISVe3o4tU5BBur4libmZJtGPggk5SM6+RnztO/UXLDXuowDndJCNHEeQYjm6/IXLK0RZAFjM4nSLDrzyIebuZVd+/ilXfuwrLVich/zLqjnkQnsmwtvtsSrYCy2+4kpb37aDz65fw/NALXLDzIv78k5/ziZ4tfPzyS/juN9+FWdQWIrBlVGVx76hVlYWfirrw+6/irP+3ctaLxSKPPPIIL774IhMTExSLRYLBIJs2beKyyy4zwLb9v/l5PWf94I5e3CYJd7MLV5sOMyA1uzC16v8WGgII9Qsb0rogglv/t+qs5/gEDI1N8O1v34HtfesNMAVTP36eL3ztTnLVKmP9B3n4oTvp+owRkm38py9w8eXX89QjP6HrszsN7/q+9ADbr/wwh1/7G92fN7Y78bWHOfOa6zmy6880fGQ11uDid2fvP4Q33U3j8g3se+wX9Ny4mDujKSp9X3yQ7W+6HkETOfD0r+g5KadN0zT6vvggW6++DpvTz6HHf0voA8trYXyapnHiG4+wYecHMNmcpKbGSXiO0vSGRZlHnuzDNOildd3ZOD1NvPT379D9zfNrIYyaonL8Sw+y+fJPIlms+APLefoP19Nzw8U1Y1NKVU587VG2XP0pRMlEILSK5/70JVo+tg57ix6amhuNMvuvR1l/6QcAcLqaeeEfX6PnGxdhctnQVI3xO18gYN5AqHsDomTm6JO/I/Tu5bhXNqJpGvNPnaCyv0r3GdcAMHP0RSrNMZquXQ8CzD18FLlPY/mZbwTA5W6hmIpRLMewORdDsqJjR5k6sRtrk4vSXJpAYy+dmy5B1TSK6TgTh56iIqdRShUalm2lufdMAErZJKOvPUJVy6GUyvjqu+naeiWCKKIqMuG+vSTCfShyhUDrWlrXnYsgiKiKwuShZ0jHRlC1KlarjxVnvBmzXXdIqekRpk/sRqGE2eRi2darsbl1vhWTMSaPPE25mgJFpH39JfiaOgGoFHJMHnqafD6MWqkQaFlL24YLavqTnhln+sRzVKsFvMEu2jddjGTSZZaLzjJx+CkUiqCIdG68HE+DHmYnl4vMHn+FVGwIVZFp7N5BY89ijl4xkWDi6JOUi2n8TT20rt2JKC3kJBbLjB9+inx2Fkm00r7hEtxBPeRVU1Xio32ER/eiKCWCretoWXtODU6lmi0wdugRSsUEFpuXzk2X1figqSqx4WPMTbyGpio0rjiD0LLF6qFyrsTooUco5WM4PA10bLykxl8BkdjoccIje9DQaFl1LnVti+kFSqHK6KGHKWTmcQfaaF9/ISarHjYoChLzQ4cJj+0FTaN55TkEOlYZ2o4ceJBiPobdHaRz46VYHLp9i0gkJoeYGdyNolRpXLHD0GdRtTB++HHS0VHsnhDt6y+otUXTKERjjB97nGqlQKhzE40rt9VkK2Fh4vAukpFBJIuNjnUX4wycNEFXREb2308+E6GupZfm3jNrMjKbHMTH+5kaeA5BFGhedW5NpwAk1cLI/gfJJKawuwO0b7gY64L9COiHRsOHHqBSylLfscHQL5NkZ/rYC0SnDiOZLbSuOR9PqO0k2lZG9j9AJjGFN9RF69pzkcz6LYIoWshHwowfexxZLtG04kyCnYv5v1aLl5njLxKZOIDV6aV17Xk1/QAQZQtD++4lnw7jb1xB85qza/puMtkpRKOMH3scRSnT1HMWvubFcH+L2cPkkWeITR3B6vbTtvYCbG7fSf22M7z/XvKpMP7mVTT17kAUdX6azA5yczOMH3sCVa3S1HMW/pbF0FKrxcf0seeJjB/A4vLStvZ87J6T0mJwMrzvPrKJKXyN3TSvPrnfNsqpLGNHHqFaydO4fAf+1sUQXpvVT7j/VcJje7HYXbSs2WmgbRHdDO27j0x0Ak+oi9a1Z9f4LUlmirE4o4cfplLOE+raTMOKzTVZWm0+5gcPMj34ApLFQuvq83AFF/P+LJKHkf0PkYoM4fA30rbufCx2V01PTJqTof33UsjOE2xbT333+hpti8VNYryfyf5nEUSBlt6deBoW9cRm8TNxZBex6WPYvfW0rt1Zow1gUp0M7b+bfGqOQOtqXQdF3Y+YLU4SYwNM9T+Dqik0rzzbYO9Ws5eJw7uITh/G6vTTtu4CA8+Eqomh1+6hkInga1xBy9pzDPJITAwx1f8smibTtOIsgz8wS26mjj5DfPYYdk89rWvPx+JY7LeaVxg+cC+lQopAy2qaV5+52G+zk+jIUWYGX0CQRFp6d+JtXAwXNgkOxg4+Rmp+GHegjda1Ow1+Ss6VF2SZpaF7O4H2RQhSk+Rg6sgzxGaOYba5aF93EQ7/4oJdLaoM77uXYj6Or2EFbet2Ipr0g3/JZCMxNsD04PO6rFadi/ckfyEqFkYPPkwmPoG7rpXWdedhtulVnwVBJD09wVT/MyhymYZlW2lYsVgvgCqMHniYXCaM2eygY8OltX5pmkYhMs/48SeoVvIEW9fSsubsGr9EzcTkkWdJRgaWjEnTNPJzYSb6nqJaKRBoWU3r2nNrbdVSldEDj1LIRxAFE+3rLq7Nf5qmkZubZfL4U1SrBeqaemldv7Nm71pFYezgE+TSOgpL54ZLa75X01QSYwOER/YgV4sE2tbq312Y44qJGKMHH0XRCgiqic5Nl+Ou1zc1miwzP3yY+cmDKEqVhq4tBt+aj0YYP/IEspzHYvOybMtVWF16+kK1UGDi0C4K+TCqrNDcczah7g218aSnx5kZeF4fT3MvHevPR1ugm5sPM3nsKapKAZPkYNmWq7B79ajISjbD5NFnKeQjaIpG29oLqWvVQ+OVapnZYy+TjA6hyBXq2zfQsuYcBEFA01Tm+vcRnTyEolZwepvo3nZ1zffERo8yO/SKXhBQtNO9/dqaDaZnx5nuew6ZEoIi0bX5Ctz1rYiCQGJmhKljz6KaqiiFCq2rziG0XNenVHiciUNPYK63UUlkcXs7WLb9Kh3lJpdm/MCTlCtxlHKFQOs62tafjyAIlDJJJg8/RamcQq1UaVl5Ng3L9Xo+8yOHme5/AXuHj+JsCm9dN8u26PWtlGqF2Hg/kbF9mK122tZegCvQSCYyxdjwI6z40iWIJgm1KjNw0xP0rH8LzkAj2cgM4xNPsOzTO5GsJsqxLIM372LTZR/FZLUzcfBp5JYMTW9ajyAKRJ44TulAiVXnvBWAE8//jeDbOnCv0n2xXjn9VTZd+VGdtyN9FDqnqL9w0f4ju04g9btpW3cOdkc9L993Ayu/u1inS63InPjKo2y79lOYrQ4OPnon7V/aZohsnXv0KI7ZVjo27iTSf5BM57ghdTE7OEf6vjnWnPdWDj7+O9o+uwWzZ/Hicva+Q9TlV2C2OJi3HtXX7QuPpqj0f/VRzrjmYxx67c90XW/cX/V/7WEufOuneOHRO+n+6sWGd2M37eIbt91LPjPPn26/ES6vN6BXleM5fI9EuPvPP8QuhHlhXx+VTAytqF/KhYQqmzwLth2JI0/rly/ydJb8jH55lJnKEp2TyasKl0z+X4Ru+//C8/pm/cDWVbhNEq4WF+5mfRI0NbmQFv4tNvkQAgvh18E6WNisC+4AReo4PjTBW9//TVq/cYWBfnRXH1e2XsVZV7+JgeOH+PktX6T7lMIFQzc8zhve/Tmev/v3WC6ox7e1AzSYe/gIjhknmy99C0//8Tbq3rYKT69uSIk9o1ReSrHt6n8mPj3OoZfupuPjZ2MJukgfmWbuz4c5/z2fQ5RMjOx7nkj2BA1vWodalZn5y366us6mdY0OHTO05ymy3nkar12HJitM/fk1AqZulm/VIRvMkpNn/nQTvnNbkfw24k8N0tK2hWVbzkdTVSw2D3v+cTumXjuudQ1kj4XJ749yxps+hmQ2I4gSlDVeeOBHBK7qQbKaiDx4nI7l59C2Ri9O4/Y1kp6b4eVHbidw6XLQNOYfO8HqHW+kvlN3Dh5/C6ImseuP30J1ysiVCmJBYtNl/4zV6Vqg00QhmeDl+3+KYq4iZ4u0rNxO16bF4lRebyuvPPAzUslJlGqFQONyVp79htqmw+NvZeLQboYP7UKuFGlYtoGuTTtrE7LLE8Jb10Y8MkypmEZccEw2hxd/fRepyASZbKS2EAMQEGhsW6+Hx0wf5WSDE4CG1nWAwNz0UcBojvWNK7HYXERmjiNXjaGUgYYV2OweYnODlEvGcDePrxm3r4lsapZMKmx4Z3f4qQsto1zKEpsbNLyTJAsNrWvRNI3I1GFUTTX2p6kXi9VBMjpGIW8MN/T4W3B7GynkEiRjY4Z3ZrOdUMtqVFU9Ld2GljWYzDZS8UnyWWNoptffgsvbSKWUIzo3YHhnMllpaNUPiuZnT1CtGMPvAqFubA4fhVycZGzc8M5q8xBsXKGPdfooimI8uQ41r8ZssZPPzJNKTBl56Kyjrr5rQabHDG0FINSyFpPZSi4zT/qUtg5XEH9Qh2OJTB1FUY3RIA0LbfPZGKn4hPG7Dh91IX3TdjqdqG9ahcXqpFTMEI8MnTJeN8FGfYMRmxuiXDKGbdaFurE7fMjVEpGZ44Z3kmSmoXUdgiCQSc6QTc8Z3r+ubzovj6EoixEsAhBqXYfJZKFUSBGfN+Z6ndyvxPwoxYIxJNQf7MLhqkNRZCJTR9BOshFREGlo24AoiuSzUVJxY10VpyuIL6hvTqLhASplYwhmsHElVpsLWa4wf4ptnqxb2fQcmaSxBovb04inrmWBdj+VsjHUMtTci9nioFotMX8KP01mGw0terHK09mox9eE26cfSJ1Or1+nffp+Wwi16FCNp9O/130YnF4PXvc5p+P3yXpQyMZInqKfr+s2UPORJz+v65iqqkSmj6CqizdMgiDS2LoOUTL9p/qbTkyRyxhD5n2BDpzu4H+ogw2t65BMFirlAtHwCUNbi9VFfZM+12SSs2TTp8hjwbfB6e3udV9xWlmfrEepMJnUrOH9yXp0etq6rE/fbyf1TfrG/vS+sxWXt+G0vkZAoKF1LZLJQrGQInGKXb4+T8DpZRlsWIHV7kGulpmfOWbQwdfnkf/IX7i9jXj8Laf1vSfL6nRzycn9is6eoHKKbQQbe7Da3JSLGWKn6NDr89B/NCZ/oAOHO0i1UmR+ts/w7mS7ikdGKBVThvev61+lnCca7je8O5kf/9O2/8kcdzo/87pNnXbetTgINfee1iZgcb44nV6+PscpcuU06xaBhrb1SJKJZHSEUiGNetJWwhfowO2tJ5eZJxkz+mSb3UOgYcVpbUUUJRpa9QO4083Jr/vreGSIUtHot15fJ2QSM2QzRn17fSyn81kWi4P65t7T+hy9KPM68ql5UokJJLO+rnt93VffvBpRNDE3fRTtlDVNqLkXQTQt8c8CAvXNq8lGJ8kX4pgs1pNeCjS16RvOuamjKCf5x/DgIcaPvIDgEJAzZXq2XkrjisXNaTmV5dCzf0LWykiChTXnvBl3/UJhbFEiPj7M8IEnqVYLNHSspXvrRYuHeiYH+x/7HQU5joqMUBDZfNl7sLm9CzLz8tyff4D77AZcaxrJHJ0l/fwkZ77lE5isNkTRRHRsgMHBJwhd04talpn990Os3HgFjcsXfF8kQt/A/XR89CxEs0mHabv1OXa+83NIZgtWi4Ndv7+Zxveuw72yieJUgvGfv8iZ13wEpz9AbHyEE8ceoePjZ2Ny2cgOzjHzr69x0Xu/AMDTf/ghy756UQ3Kbe6hI3hjQdbuvIJd//Zj6v95XQ2zPblvHPn5BFsuuoYXXvorHZ841yC7iVuf5ePX30zvyl5uv+nLxLeKBjz4YjiF9YERfnDTh9ncrV+GjPQPkE/EqHPbWCbJiMmFyIpIBmVWX3fI4RzZhX/nZnL//836/+pT26xvWYlLknA1u3C3LG7WTU36LZoYcuubdEAI1MHCCaHgqkNz6LcwWy/8HJaPnmEogDNz50u89eJ30dTdw8qVG/jB1z7NfEeRunP1k6P484OYj5a57F0fplwsc+DZx5kcPUalXKZr1SY2X3AVmiBQyufY+9jdJFNh5HKFYEMHZ171DoSF8PRypsj+p+8hnZzDF2xlw/lXY3W60DQNk8mCkpc5uPseisUMKzadR6B18WTdF2hl8ug+Dr34ANVKieUbz6Vt9eIptT/Ygt0VZPDVZ4hM9hNathKnfzFv3ObwEmzoZvTgC4ydeAWH209zr7541h+Btu7NlLJpjr/0KInoBK2rNuGqC6JqGqIg4PaG8NV3UMykGHh1F8noJC29G2ubcABvXQu+gL6gyafihCePY7YvFjgBqAt14vbqxljKp5mb6TemAAgiLV0bkCQzmqYxM3YIRaka0s3rm3uwO3QHFZ0dWDIhBBuX43TX6VjYmRiVUh6rzYXTE6iddEem+w3tvHXN+AL6SXcqPkM6sbjo9/ib8S4s1DLJMKn4dO2dw1VHsLEbURQoFTJEw8OoC4stl6cef32nLv9SjvmZgdpkYbbYaWhZhSiZUBWZ+dnB2gQvmSyEmlditui8S0bHyWX0BZ4oiNQ1dGN3+gDIZaIk5sdr/XF56qkL6d+U5QrR2UGqFT30ymb3EGxajihKaJpKNDxMqZCu8b2+WT9YAMhn4yTmx9AW5O+pa8YXaEFVNRSlSjwyQrmoHz44nH6CTd013iZjU2STc2hoCIKJYFN3jW65lCcWHqpN8E53kLpQJ4IgIAgQDY9QyOkHDCaTlfrmFZgt+iltqZAhNjeCqsoIgrAgl4Xbe00lPjdKIZ+s8be+uQeTyVJrm5gfRVGqiIKIJ9BW00NNU4lHxmrftdpcBJuWIy2kdBQLaeJzowvfFfEFWnH7Gk7b1myxU9+0ApPZiigKlEs5YuERqtXyQp+barqk69o02ZQeUmy22Ak2Lq/JvVopEZsbrsnP7Q3hr1/0C5nUHOn4DJqmIklmAo3LsNk9iKKAqio1fggIOFx+Ao3L0LSFqvrlHLHwKLJcRhQlfMF2XJ7FU+lkdJJsWs/DNZttBJtW1PolyxVic8NUSrq+urwh/MH2xZugbJxkdAJVVRBFE3WhTlyeOlRV01MOouPkM7FFnWzsRpQW0BQqRWJzI1QrRQRBXODXYlGyfCZGMqZj+JrNNgKNy7BYnaeVhd3hJdDYXbsZq1ZKxCOjVMp5RFHCG2it6QBALj1PKq5X7dVpd2OzG2nnMnpIpcNVR6ChazE65KR+S5IJX6AFpyeEuFAkLpeJkowa+221LSIrJOZ1nmho2J0+go3dvJ4BJ1fLJKJjlItZRNGE29+Ex7e4KCnkkiSjEyhKFZPZSqDBSDsVmySXiaJpmr4Ib1xW0225WtZlWS4gCAIuTwh//WJBq1IhQ3x+DEWuYDJb+P+1d+5BclT3vf9297z2vat9aBFavUEYBDKWjQQpc0XZEVC2b3xtkzh1HQdCsOOAfHlULjIE5DiRHUf2NWU5wYQiQMrXBqdiO4nBLgOOsW+CLQJFFAGSESD0XK32Nbs7szPT3efcP/oxp3vO6emZHe3Oit+namt7un99zu+8fuf8zjnd3dO30rc9AJAdO46pyZPgnCOVbkXf4Dok3FU0xmyMjxxGfmbcD7u7bwiapjltY3YGp4dfh2UWoesJ9PSvQEdXuQ5OT57C5NhxMGYhlW5D3+Ba5xvFbtiTo28hP+2UdVtnL7r7VvrlUSrmMHrydVhWEYZhoGvJuWjvKr/kcDo7gqlxsazXIJkSylqwJeF6JIataTq6es8NlIfYLsNtmtkWRocPoeDazvbO3kA9KuSnMHbqTZim0y57+lcG8mRi9CimJ0+Bc+ZMXixbh0QiBcY4LKuEseE3UCpOA9DRtWQZOnucxQNd1zCdHcHk6FEwZsNIpNA3uBaZlg4/P0dPvo7Z/KSb5m70nVOug8XZaYyeegO2VXL06luBtoC9eMvtoziS6TanHri2t1TMY+zUIZglzwYOoqdvyI2XIzt+DNMTw2CcwzCS6DvnPKQzbX79PH3i1zDdyZG2jl4sGVjt25qwDewbXIu0m6bwvU6bXePfOzF6FLnsKXBw6LrTT7W0djl5Kbm3/5yy/ZwcO4apCWeyKJFIou+cdci0dIAx7kwEnJD3cZwzjJ48hFm33zWMhNvvOjrP5rMYPen2cdDQEcgrGyMnfo1C3qk7iWQag8sv8NtbdvwksmPHnH4XGrr7htDZ49RLs1QI5mP7EvQOroWmOX3F6RNlx9obf6TSLWCMY2riBKbGT7j9uY7epavR1uGML/MzExgbft2f2O/oGvDHH6ViHiPHD/r5kM60Y+Dc9dB1A7Zt4tSxAygVZ918SGJw6B0wEmm3/ZXzSNcN9C8738+j0yde89smACzpX+n3x6PDbyA3XX43RXtnH3qXOpNG05OnMH66PAkg6podP+GP68J5Fx4rdnYP+jYyPzOB8ZHDsG0TRiKF3oFVyLR2YWpiGJNjwQnYRDKNc1c5ux6mJoYxMXrEn1AAnHF6/zJnonPk+EEUQ+Pa3qVr0N7Zh2J+Bife2g89EXxCurt3CG0dvXjl357EWwf3oqNnACsvucxflNI0DSvWbcLI4V9j3//7Z8zmJrFm4xVo73X6QF3TsKR/CEdfeRF7f/JtmLyAdLIN7972O+jo7XfTkEFP9zL8/PvfxInDryDT1olLrvwQOvsG/DjsXAn/9sTDyOcn0dk9gE3v/yhau5zx38zoKH755HdgJU2UpnNYNrQel3/gd6DpOkq5GTz3xOOYnDkNq1hEX/8Q3vex65FKJ/Gtr96L1ff8pr/ib2ZnceKrP8ct93wRrekUOtOd2PmFm7Hs1v8GPWmA2wxHv/4MPvOR/46NlwxgSdLC5g2rwfOTQNZ9LGJsHBh1+g97eAr2KWdC0Tw2jZlhZ2wzc2IGI8M2cszG1cfIWY/Ec9ZfuPR831lvH3QMeXKgFcZS5zixrA1Y4jjlWk830ONuk2zrhtbmHD/580P47JcfxpJPXIZkdyvGnj2I1n1TuOV/34MSYxgcWIaBwZX4xlf+HHt/9TMUiwWsOX8DfvN//A5gJGAzhr6ly3HOslV4+b+eR6HgGD4ODsY4Vq29CK1t3Xj15b2wTPf5Grfolg2tR2dXL8bHTuLksfJ37Rnn6Ozuw7nudr0jb76M3ExwBnTVuo3IuJ3Xm4f2oZAPrjwNrb4IrW2dTsc3MYLhE8HZ93OWn492d6uRaRZx+LWXAjOM7R1LsEzYOjd66gjGR8vOKufA8lUXoqW1XElHTr6J7ET5pTqapmHFmkuQSpe3v2QnTmHkZHkWOZnKYMXqi/0VcgAYPn4I09mycV3Svxy9/eVnXqazoxg+fgjMfXakvaMH5wyVdS0W8zh55IDfIXR292PgnDWBCQAZnDFMT42hVJxFS1sn2tq7A9eLhTyKhRmkM+2+s1i+lsNsbgrpllb/PuY/28Iwm59GMpkO5AVjHLZlYmZmAoZuoK29x58x9ZjNTYFxhtbWzoprxWIeVqmITGsHDCP4fgKzVECxMINUutV3LsR4C7Mz0DTNHwAF4sxPw7ZKaGnrqgjXtkwUCjmk0i1I+luWy/laKhWgaZp/TcQySzDNAlKptoq0cMZQmJ2BkUwhlcpU3FsqFcAsE+mW9opy5IyhWMghmcrASCQD+jDGYZYKYMyWppUzhlJpFslkJlAHRZ0ZZ8hkguXNGHfiLc0imUxX5BOA6Hg5R6mYRyKRCuzm8LBtC7ZtSfMCAErFWeiG4Q9+g2HbsMwiEokMjIQkTVYJGrSKeD3H2bk3VVFGgFP+tm0h09IauE9Ms64b0jQxZsM0i0glM+Xtq25ZORM+FjhjSCQr0+SFbRhJaTlpcO5X3WtbJji478TIricSiUCaPTnGbNi2FajTYb0BSOsA4NQhw0hU5Keua+CMwbJNaXsBnHoAzmEkkgG9vfht24Ku6dKy4pzDNEvSOuLdyzmruO6FXSoVYLhlGc4zTXPqUSKRKm+fFGSYbcNmljJdzLYBDb6zG45fzDMvXE8vzhhsZvl6h/NFLI+w3k6eFJFKpvx6FNCb2bAtE8lUpsKOAE6awSGtZ17YCUUd5YxF1lFv8i6RSAXiFsNOKtols20wbqvL2jIB6BXtzru3VCoimcoEv5Lgypim89ysYcjTHGkvbMud/KjsKzjnKMzmkEikkExVhm2ZJZRKRaTTrdKwi4UcdCMhrWO2bcGySkilWqT9fqGQg6Eb/oSJiGkWYZYKaG3tqChHzjmKhRygGVLbbJklWGYR6YyijyvkYCSS0nuLhRnYtonW1i5AC97LmI3C7AzSmZaK9Hr9OWfMHQsE7zVLBRSLeaQzbRX3eunRjYRUp8LsDGzbQmtrJziCdcMsFVAqFZDJtFXYe9u2MJufRiqVCYx5vLTkc1noegKtbUEnhzOGXC4LgKO1ravCPszmp2BbJlrbuivKJjczCbNUQEtrJ9KZcv/EOUduZgKF2RlkWtqdcZYWHLMU8lPuWCn4pY9SqYDibA6ZlrZAXeGMYSo7ilIxj5a2TrR3LAncxxlz7GMyXX6UlTEce+sVFGbLY/XBc89Dh7uIyGwbx4+86o7NACORxLkr3uGP3wqzeRw/cgCWWYSmAR1dvRg89zw//JmpcZw89mvfv3DG1hv8srFKBRx+/T8DLxhs7+jBuSsu8NvlsbdeRW560tGHc+i6jtXrNvplODpyDOOjwQmHjs5enLtiPQxdQ2E2hzcP/SeA8i6GVCqDteudhcTx0eMYHSnv2NA0DV09/Vi+4nzkpibw5qH/QiKZ8PXRoOHCDe9CIpHCwVf+A9zdsWDoOo69dgA//O6jaNsyBG5amP7VEVz/6f+FlWvWIGPoWL1yLQ7+5/P4P/d9GXargdL4ND7ywS3Y9puXQTPz4MUZvG/TOiSL04C7ms4nJoFx59g6kYN9ynHQiydzyLnHueEcTo8wctbj4Dnr/3HJeWg3DLQNtqF1wKlMmcF2GP3OsbG0DfoSd6C8pAdal/tJkq5uwF2F1TId+NW+Y9j1tcfx5rExbHrXO3HtB98H6O2weRLdnV246MItKNmOI7v3pb3IzjizmIwDNuNYtfoC9PYOYHxiDK8degWMMTDOsKR3KVavXg/GgdGxERx+84D7ckGOjo5urD1vAzgAxhiOHP41xiecldLWlnasXnshkqk0GOcwS0UceevXmJmeRCKZwjnLVmFJ71Iw17cuzObw5huvoliYdd4mOTiEpYPBT3uMDvMgFQAAKTZJREFUjw1jfHQY0DT09A6iZ8lA4PrM9CROnXwLpVIBHZ1LMDC4CkaiPPhkjOH0qaOYnDjtzPwOLEdXT/AFdZ7MVHYMiUQK/UuXo1141tMjNzOF6alxJJMpdHb1B+IR9SkU8mhr60BLa0fF9VKpiNz0JFLpDNrauyquc84xm59BIpFEKi13eABIB2S14O0ymCviRMxcw/PCqiccpjArjUhjI5Dp1yy6NQpVGaholvQ3e90hHOarDcWpx4u1bszFxp4NNFNbr9VehplvnRvZ1xPzT3giTYZqLMkYw/TUOEyzhI7OHqSFiQxd19yJhSxs20J7R3fFBLAzrp2GkUj69xqCPoXZHLLZMRhGAj09AxVj6+zkKE6dfAtmqYiOriVYtnwtUsLkoWmWcOLY65iemkAylcbgOavQ1d3r62dbFl4/tA+FWcdxTaXSWHPeBmSEyZGR4aMYOeXsUEql0li5+gJ0tLvOLGd449ArmJ6ehK5pSGdasO68DcikMzA0DUePvo6RU8fhJam/bxDr1rqPC42P4PBhZzLC0DV0d3Zhzcrz8R+/eBZvHj6I9ZdsRGsmhYRegqEVsW7Vaqwb6kZKn8LhoyfxxpFfw7CciUdezCHFiti6cRX0mSnwrPtYzfgEmPsVB/tUzl9ZL4zkkB9xdnzkhnMYOc2RYzauPXEGnfWjR49iaGiouuAZYteuXXjiiSfw0ksvIZVKYXJysuYwPGd974Z1zsr6YCta+53K0jLQCqPPOdb7W/xjdHdBc7ddoLsLaCs763C30hw8lsXBI842E4ulYfM0Vq8Ywopz18Lizozk2GQB+179L1i2BZsBXd1LsHbthdB1HYxzlEwTU9NZJFNptLizdIxzMM5RKM5icnICqVQGXV09jqMulGKx6K3ElSu+dz/gNHRna7C7khGqAYXCLDQjgYTE+Q2GFyeXK+OfL+YzPlVnOf9pBmL0AfNGuI40k25vB2RtdDGUgaj3YtC3XnTfBi++OfPFWreaCS8P3675phpDLFR+1PN1pWbQdb50CI9zzpTdWgi7qEpbLbpUkz0TCx/h67XGMdeJnlrrnuHtEOAc09OTYMxGd2ePdBcRs51ddJlMKwxhh4kXZz4/A3COjvYO35/x0pOdmkAhP4221g4s6en170nqGgqFWUxMjqG9pRUDvX3QNA2GxvHm4QM4dvIYEnoJumYhnSjh8nddgo4WhrThfN3n+Rf2Y2LM3e5uzuKigRYM9XcCk1nwrPt4wWQW9qjjoLPTs/7x7Ege+dPO8cxwHqNjiO2sR3tjEVxwwQW44447sGPHDrS2tla/ocGUSiVcd911uPzyy/HQQw/NKSzGAKbBf6U+ALCiDc399JWWN8Hd72FrqTy4uyVUE5xZzpjzLXYA6/rSyM1wjIxNIWmk0LtkKS5ckQD0Ed9Zb+1LoH/z+ZjIZpFItqCjoweM2wBscK6DtaRwTmc/GBdWpTl3DHRbGkM9XcL5UINtSwXu8bAVtqbCGLSlYnVacQ3pHD8v2DA9ziRzddYbtbLeLESlu9HpbKbVmcXGfNW7t8NOhjONmF/NYPPmq0ybZSL0THA2716qRjPumIhTHm/HFe2zuQ16VCvLRqS11voSN8651MO5TPTUE68Y39L2pdJwgp+ib62Q8Y/b0oHwdE3zfy9tWwpdG3TPW9Bh+8daC3BuTy8MzYSujbpxmrj0/DT62tsxNjGKlrSG81csRUfbFHR7FsjnoQF495oenGoxMVsy0ZdKo9MqAVPT4LkckHcd9JmS7zOyvAlWdOIO+Jis/BeHup31p556Crfddhseeugh7Nq1C9dff329QdXFn/3ZnwEAHnnkkTmH5TnrtslguZlqFWzoecf55mkLLO08J64bmv8MEdd1aF5OMwa4zzbrqRZcOtSBwtIM9FQr0i2tAB8FtCS4+yyYzdJoMRLoaXEaJEcBtuuYcxjg3I0DOph/XD7vXQPgOPeonJUSEe8T742S8fNHGbb43Jj83oo4JPE2mrkY1Tiz1WfC4MZZEY8zWNc1rWk70DO5itToVYaovF6Mq75Rg635WN1rhlWgsi7N2T48Gum4zSdRNqzegXAcp6nZdhPNN4sh/Y1q/80wYdXI/F6MO2vqWV2vdRW4mSex6imreuNu5ISWBsdXCY/BvfNV79diepUhPCe5ljBFnWQyOmzpeQ0scF5z4zY0yz+vwYahOb6drlkwNLN8jCIuWglgeRdgW4A5A+RmwK0i4L6MVzeLOCfDgIwBzBQcJx0AZnLg044Mz5ngOdd/LNqwCq5fWbRhC856LdTtrF9xxRX41a9+hb//+7/H3XffjT179uC+++7De9/73uo3LxDFYhHFYtH/PTXlbFnwnHXOuP+hemY5H7EHAFa0/FV2XkhAS7thJBLgruOueQF5/20LGQCwNcAtKBhJaK6znkgUkfC+sWkkwLkO7jrFjCeqOuhMaHDivXGcZrGxsgh5LjjpYriyRhJnMkAaRxV9xbjiTgh4qCYZVMYjLC/Kide8xl2PTtXilMXdrMw1f6Nk5xL/mdBFJs+57tcF8XrcNM1F/0ZSj+71hC1jMdTzM4kq72sdGHl2SBXeXOwMgxFbrpZw46DKB9HuRtntZieODYiDrKznOx+iyl9lb5vBPtSaX1Ht4Uza0mYgri2olXA7n+u4aqGoVv7h8Wwc+xaHamPyuP2J6NCLDrP4u16n3QlfXXd0hfPtH0uc8PA1PTTx4N2va6Yfvq5Z0N1xm8bLO6JhmuVjyznm7ksxYRYA77hYAPKuUz476x+jUAR3fT2eN8F8n9ECs1xf0mJlH3O+VtY9PvnJT+JjH/sY/vIv/xLXXnstrrnmGuzevRurV6+ea9AN50tf+pK/Ii9i2YAFZ4uC7WawXUjAdlfWtaQBppedfLgvidMZAyy3QEomtIIr01oEvLeSZtLg3pszEylAd7NcN6C5L33QNN35Hrnr+BuaXn6Lp6b756HpzutzvWMR4TfXyivu/jkYfgVXOeGOLkx6vprzHXb6uaITVjVWlXw9iLsSyvEqjKLCCImGVJVHqnijZMLh12KU48qLcXuPUYRnHMO6yO5VydSCTGdZuUR11rIJm6j6GHemOArVJFE4Xt2doY3KH1Xawh1iQAbeJKC63BqFp4+qftVTb8THd+ZaHrW2Q1G/Rg1iVOHHISqORuiiwQbjlW/Nr3UAHFdepSfjCWVZ12JXas2vWutF3HhrtYtx01jNnkW1F5ndm8vKWJy8qyYjs2dxJtlFe6OSn6vtk4UfjkO0tXGotY+sJw21totG3Rs3zEbZTXG1078eMRaMK1evPmG95hJWLWFosBuWHtk4X3bdw3NioxbuRLnK8IJOvey8aKtVbV0XFsGk8cMq/+As6AN5X6DiDIFvMXvnbcEp54KHzGxw77xt+bujYVuOw245O6pRKAKl8jGf9Rz0suPOpk2wbME9LoFPO/Jm3oLl+pLMtP1t8JbtPLcf97Vxc3bWPbZt24apqSns2bMHTzzxBLZv3457770X7e3t1W922bFjB7785S9Hyrz66qu44IIL6tLxc5/7HG6//Xb/99TUFIaGhpxnvpnjrHvb4M1ZC3rSNeLhPU/uw9+ccejuTIpWMsEzrlM+Owu4x1oyBaTcgVRKOIazog4AMBKAbjj/wwQcd618rIeNZ9mh94417x4P93MFED9jEf6UiVeJdT14LGsYWuh8WG9PVibDJQ1fFZZMVswrxoIysnxkrJxW8ViM07KC94jpFPPJZsHr4XB0vSyjktN1uK/wL/+uhmXJ0yYSnqYL55NMRpa2MDL9osIRwwufl9WlcLyq/BbzT1VfbKEcxXLmQvrF8MV0eOfjlk2c/BLDAoJlIqvbYf1k9U0kXD9rqVOqMhTzK04awzLV0ujFrapX4fyT4bXXcNsTw1G1PZXeIqK9kJ0P66ySCZe/Ss6W1MOoafd606aq+2HEMvTalGe3qhGnDofrrYdlKfu5ALXml4jKVqlkZDZIJVMtLpneYVumajMeMhsqkxFtXhzdxD5QVQYy/cPIwqkX1VihWplHlY0s38PxqMYtcWyGSFS9kumuytM4+S7ry2Q6eGmVjQ9kqOpAtXoaJmqMF2dcWdXmhcZwsvSFdZaNqWymrg/i2DisW711PaoNy+Si4lGNS2UyUbJxwgHKTnBYTmZ7wnkntuFqTqtQRzhnZZ9HFLGtoN5emGL9Et4vBtsWxjlW2W5ZtuOcuyvifDYPlFxHvlDwj3neBHOdcvGYzZj+Yq81a5Yfry7agWfWa6FuZ/2b3/wmnn/+eTz//PN49dVXoes6NmzYgD/6oz/Cxo0b8dhjj+HCCy/E9773Pbz73e+OFeYdd9xR9dn3NWvW1Ksy0uk00unKb2lyBjAAlsWR8DLSZLC9DE7a0JPuzIjguOsAmOu46wA0r6BTpj8LwwUHXUumAO97xbrQ2SQSjozMAItOSWCVPTiB4K2mRzpzXu2o5vCFiWqoku/bBhVjciMnM4RxOiA/XsUkQ+ia16B5KD5pQxdn3MKTFdX0kcnJZL3HJjQ9lk4B/WxLmraATCgNogxXGE+ljGBINaHOqMKJk46wka0WVgBBp2pxROkSzvd6kZWhKl6pTsJgOqouSPNIJJT31dKv0kslz8MDIFkdjqhTYjxR+snqnkr/QD0XdKqgmkwdjrgmsZ/V8rEiD6Pii0McvcNyEbbHlxXrki60eWFAVk/bq7mde2FE9FXKdhxjFFTVnqn0q2Y7Ffkd0FsymRhVz5X5LU6IV5GPai+BPrKW8olo5/XY80B5VivDGP2/tP65BGywL8SC9VeX1D1PphYnO6pexakvqknmWqllbFMtHtU4ziNyzKhIf72OaNTkR4NsfmQ8skUgVRhxwosZp9JmqPoaMUyx/DyHVlwM9K55RE6yCE626JeIjnL4HlmYskUWEXHynTP5nDHn8jolhi3uPS+ZwUUs1zmHZTn5KHPQZ0vl7e4FC2zG9fVyJpi3gp43Yc468lbR9ndsM5PBsuZ5G/yuXbuwefNmfPKTn8SWLVuwadMmtLSUv/X3qU99Cl/84hdx/fXXY//+/bHC7O/vR39/f70q1Q3znXX4Dro5a0ITXknI3RxNmgzcexahaENrdY/zJrSMm53Jgn+sJXVoaffFcYlE2VlPJILOesKQVtBAg0wkoH6DjxBWVEKrycjCjCJRxVmP6mDCBq+a8RLDiuOsM+a/UyAMVxlYS1hBknVuKuIaaVfONzRCHLyW9IthhO+ThSmGF8orqdELxxUjnIq0KcKVprPGQbyqXKHrgTKUyoXzts6BS0U6VWUZR/eQTsoykREuJ1Vcsg431EFW1Mvwsaz+SWQC1wSdwumqVvci28R8OeuiXMw6pSz/Wib6wtfipD9qwBinfQqyqrLx0xY12FLFoyoPhd48Tn9W6/UomxeSi5SRhVNLfov1XCUTdc2bcAg5j8o2U0c7lhJuC2LdltXVGP0nV/X/cduLKt9Ffaq1YTEcXS8vgABBh0M1wq51nBCOt5rNi+us16JbVJ8Xlff12rOocqvFYRXPNcpZV8UfjrMWh1xGLe0zwpYr63B4h6gs/mrlJ7tHBmOI9+moGPHI7EhFXFVsDVDWR5CvmAgUnXXxvLiybln+e8t43gIveH6fBe4u6vKCHXjru7+aXrRQmnGd9bwF0z1vF+1yFFWKKUzdzvrRo0erytx4442455576o0ikiNHjmB8fBxHjhyBbdt46aWXAADr1q2raes94GSapTvlYxadQtD0ck5ym5ff4Gcy6LNOJUnkLRitbkElDWhp95NumQQ0bwt9UgeS7nlD82Vg6P73CbSkDuhaeXIg3JGqHFS9Ur7CEZcZ37iGVBWOKK9qVAE5V8/wa1TDr4gNdKwxPsAqvsZa9rpZMb5w5xNncBtIU5Xwo2RVr9tW6RSlhxiHrPzjDIbn0sHEmIiIzVx1ktWRhFG9ntcTn+qj0tUGp7LBSRzHMo4esrqnqlO1xhlVNrWWWZxBrCrcSGdd0q7qeVVzra/Dj+sYy+qAaNvCdkuc+Kw2gaTSW1U/4tgLWXxhGFNP9oadmFrqiapvqDYZHDf8uNRSp2RtrVr649jkqDos6ieWgzjJLIZfK6q2EKcPi6O3LAwxLF++zjIN6xCnbxTPxbU93gqcKp/Ea3FfhV8t/Yyr24NKXhavqq1FlXlUWLUgs3FeOKqJAuV4NUYbURHHdsYZg4bDmstnD+LcK8ZVrU8XwxNtjRi2JTy/LuuzxN+y+izKhM/FGldXubeiz1fIy8og3B95jrvNyzJ2+aXisLn/eAc3meOQe856ofzCcV60y866aQccdFt467vlrqybeau8CFxk/vyAp15cU9ewZ9ZlDAwM4Kc//ekZCfvee+/Fo48+6v++9NJLAQD/+q//iq1bt9YUFmPwV9Ytb5d60Q48q+6trHPG/WfZmclguIVmJHUYnrOeN8sOelL3HXfntxtBSi+HLzjzTuRa4EODFc/MexhuuKKsEJdYEQPn3WuV4Wk1GUDNUDgrgHpAq6JiQKsYrNbr3KnCsYSt5SqnQjUIlent/a91MCD+jorPI6x3NacxrpMYZ7Bey0y3Kp5qxNFJlrY4M+5RzmO1wVr4ujdgjjuJEeUcVZtlj3NeVafiEqe+VLs37mArDqpVgPDAotY6HBWfJ1Mtf8P1TjWwCLdPVfxxylMVfrW2UK8dlp1TOgxcnrY4cce1i1F61kKcdjQXu6iKr1bbGNUvJiTP40a1l2rxRk0wqXTT9fJEgWoiR9WfRU1qxqFam4xqn9XqFBB0TqLatsxu19PWRF0tyZbgqLYtI2ocVU2nqDBVE4i1pjkchhAnd8en4u7W2OHHacPVbGdYt6h+VRWfSr/wfVFyUe0zzphPcFB930NlIxqgN5f5FVHIJkRsXvZpFOFx8T7ByYahlx3ucNjeu8bMUHsV3kGGknCvzcpOeVFw1oVvpdvCS8md7e7e99Tt4Gq6e17cdW9ZCMwzVEPjcV9FdxYyNTWFrq4u/HP/WrTpBpJJzX+Ju/guuERC8x10I23AcI/1pA7dbQB6QvcNSyJt+A62njQCzrZ4r7+y7l33nG9xld397SNzmkVHXFFZ/YbqIXtJiqFLJwa8iiuVERqVPzEgTjaI6RAbnqGYFPDkPFlDk8vGCSsko0ybi2pSRGzEAICUotNQTYDE0IkzHjiWpU/TtdAsIPf1idTdJY6MSlYmU+0eFdXii0q/VEYw7hWTUpI4I9OmynfPwIfLTxJfOH1R8VUtE7HjEuRVHZGqTon3BNpnqM7WWxcqZMQOMaqeR4RREV+Jye1KOB2S+hIIJ64dEvQS8y5O+gPxQVJ3q+gtjS9UF6QI4Yl1M06dE3UIrDiE75HVHUObW12KY6uFOhVudyr7pO7PqthXiU6R+iviCusdJ21ifAFC/WJVW6eoCyqZsJ2JIxPQ3eZ+31hR30usMgxFXY6qn3H6IR+xX4jbPyry3U+jW35SPeoYt8Tp/72yC9tzFdJy83SSUetYKiwnprkKYdvmUdEmZTrVo3+d44iK9IXtWw02Q0kdY1gPVRq0pC7XRwxHHL+Gy1Wlk5j+GPkde4wj+iGGxJ7ZTFpfAnGIK+WKXQ/B1XRhUihU7zwnnDMOJvSBzLSFY1beaW0xMO8T38ILypng0JdK3N/AUCqVXypvmtx5mTy3cd3U68hms+js7JTmFXCGV9YXC942eICDMaewGStnaiLBkTCc3E7M2kgk3IYqGFtNcLD1pA4jofsyIpouOvryzlbXhXBD98tmHMW4RRnRuDu6ioM3+eyYJyMaIc6YH2Z48sGDCdtpNF33JyUCMiHDoIfSxhQNXZcYRlVYYRnv2EjKHVpbGCTpioGUbbKATrK0yXSKSmNUfJyVH7sIp1+mk0rGMzhhXWqV8eTi6g9AWh/FcLywGqG3WM/DZVOLwxAuPzEs25TP1ibSlauMom6yPPLC0hWdrygjEg6rljIR65SqLcTNdxlR+kfpFJVPYRmxnEX5uHVYlaciqjZcLd9l9a7WtKnsiqi/mH6Z3lFtQYWq7wjIVNFfFlfcfArLqPJbLD9VHY5Do+yiTKZaH+PpXk0mXL5AsD8Tw4ljz+aS7yoZVbmEdRJtj3gtqv9Q0Qi9ZeH5cuIEl9AWZP2xR7Vxi0w2Sqdw3x7VtjwZGVF1qhbbGZYJh6VC1W/I7GL4uix9cWy1EZqgrCYDxOsXwvHVMiaJ6qui4pPFGccuyu7njPtjfj1hBOKT1V8vbZ6cqIc41tdDu6xEn6Ecji7VO+yDyPyT8Eq9rK9iofIL+0yerG3JfR6xnZeddVZ5TXD8vRV0MT22yQKbjIR31QWeU7fdMGtdWSdnHc7b+y3m7eLi/jnNfbOhuOPEOXaNjS40JEEmEfFltGA4ZUdarJRhR7waKmc9IBPDuIbjq3m1QqGPSi/VRESUjEw2jgwgHySxcGcdY7AVN74o2Vri8/QWdVXlpRheOG2qOGVy9cjEIY5OcfWWdbIVnVWdaVPp1Ig61WidqoUFxHMYGhlnnHYVVyZOW69Hp/mWCctFpU2Uk9XzOLYzrrMuo1a7qBnanPKJ27xq2caxeXEI29FqtjOOjMdc6rkMXdeUdl+V/kbV4Tj1TqVTlIxHPfWz0XaxEf2/qt+vVSdZH6MKJ0pGlK1WX+qxU0Cw7GotEzGsOGObsP5RxLXDInMZL0e1T1lYKvmo+KrJxGl/TJjoVcnFHZ/H3qWokImSrUWnahPL4nkeo34xxpVPB4hOtfjERvgJGMkTCGAM/rfUPQddFkc1yFmHm7FaMIOBSmdc/B8+r2laxTnZ7+C1SqdfPC8LS0Y9j3vN5THSZo6LIAiCIAiCIIjaqec1IAsVZ9z7VK9TiZJVvUbIQ3yKXOW4R4VDK+s14jnrqndTqN4bEZQRC02TytRCtfd8xJVRMZf3utQblwxy5AmCIAiCIAhi4VgIJ32ucc/FWVedV71PEoh20Os9jgM56wJxXgYZ5zhYmLVvFX47oZo0mM/JBIIgCIIgCIJ4O7GQDrrIXPSIc+9cnPXwe9jn00n3IGddgcpx964B0SvxHpzzwBZ51ddGVOdEVA5tFHP5ilEjiOts19KQCIIgCIIgCIKYX+ZzXF5rXI103GUfS2u0Ex4XctYjqOaIR62ye+i6qsCDK+71bpeP4kyE6YUbF3K2CYIgCIIgCGLx08zOepz7VNdUXzKPcsqrrcxXu/esfmb98OHD+PM//3P89Kc/xfDwMJYtW4ZPfOITuPvuu5HyPpReJ7U45WH5sJMuXg+HWbmtQr5dvtpq+1zl44YlQg544zkT5RZnd0ij447DfO72UD3WQsip5V0ZImH5uO/TaHT5xJmgrGeHUr261Bt+PTuvZDJzyd+56E8Q9RKnDnvXZPeoZOLEV28Y1cJt1jY0X7ZwIZjrYhXZv8ZwJvKvkavtcRx0VRhRMo1O96J01g8cOADGGB544AGsW7cO+/fvx0033YRcLoevfOUrNYcnvmBOPBdnG7xKvhbHHajcLi8LR+RMdk61hHUmeDs+p97IvK7VYMx3OS+GWdm3K42qL3HzvdHl00z1XdYOowbH1Qb39aTtTGwhJIgzST11OM621vlefFgMbWkx6Fgvc03b2Zw3Hs2UxkbpEiecuA666nyt/XO9/bmIxlVaLzJ2796N+++/H2+88Ubse6amptDV1YX/m1mLVs35OLrMoEd9iq0WmXrOA5A68XFpBse3GXQgCIJoNuI4EwRBEAQx3yy0Mz+X+OO4trW8K6sWh7sW5z7PbfzPwuvIZrPo7OxU6rooV9ZlZLNZLFmyZF7iqndlPe55EdUz71HIXmjXKOoZUC50gycIgmhmyEYSBEEQi4n57rfqXVuud3dOox30uLrIOCuc9UOHDmHPnj1Vt8AXi0UUi0X/dzabBQDkuZB7tvMv4JTaCic1fN69VwvL2uVDXVwkVzznGSCOTB3UvVo/z40z7ta1evMl6nGHuPdXY7GvmL0d0kgQC0Fg8nbh1CAIgqiK6nGetzPzNT462yd057LJu9GPe8le+sZrcL5jO/QcmHUDrpp+3kTceeedHEDk36uvvhq459ixY3zt2rX8xhtvrBr+zp07q4ZPf/RHf/RHf/RHf/RHf/RHf/RHf/R3pv+OHj0a6b821TPrp0+fxtjYWKTMmjVr/De+nzhxAlu3bsWWLVvwyCOPQK8yfRVeWWeMYXx8HL29vXN6LpyIz9TUFIaGhnD06NHI5zMIgiCI5obsOUEQxNkB2fP5h3OO6elpLFu2LNKHbapt8P39/ejv748le/z4cVx11VXYtGkTHn744aqOOgCk02mk0+nAue7u7npUJeZIZ2cnGQOCIIizALLnBEEQZwdkz+eXrq6uqjJN5azH5fjx49i6dStWrlyJr3zlKzh9+rR/bXBwcAE1IwiCIAiCIAiCIIi5syid9aeeegqHDh3CoUOHsHz58sC1JtrVTxAEQRAEQRAEQRB1sSjf6Xj99deDcy79I5qbdDqNnTt3VjyOQBAEQSwuyJ4TBEGcHZA9b16a6gVzBEEQBEEQBEEQBEEs0pV1giAIgiAIgiAIgjibIWedIAiCIAiCIAiCIJoMctYJgiAIgiAIgiAIoskgZ50gCIIgCIIgCIIgmgxy1ol54fDhw7jxxhuxevVqtLS0YO3atdi5cydKpVJAbt++fXjve9+LTCaDoaEh/NVf/dUCaUwQBEGo+Ou//musWrUKmUwGmzdvxt69exdaJYIgCCKCL33pS3jPe96Djo4ODAwM4MMf/jAOHjwYkCkUCrj55pvR29uL9vZ2fPSjH8WpU6cWSGMCIGedmCcOHDgAxhgeeOABvPzyy/ja176Gb37zm7jrrrt8mampKWzbtg0rV67ECy+8gN27d+Pzn/88/vZv/3YBNScIgiBEHn/8cdx+++3YuXMnXnzxRWzcuBFXX301RkZGFlo1giAIQsGzzz6Lm2++Gb/85S/x1FNPwTRNbNu2Dblczpe57bbb8C//8i/4h3/4Bzz77LM4ceIEPvKRjyyg1gR9uo1YMHbv3o37778fb7zxBgDg/vvvx913343h4WGkUikAwI4dO/CDH/wABw4cWEhVCYIgCJfNmzfjPe95D77xjW8AABhjGBoawvbt27Fjx44F1o4gCIKIw+nTpzEwMIBnn30WV155JbLZLPr7+/Htb38bH/vYxwA4i23veMc78Nxzz2HLli0LrPHbE1pZJxaMbDaLJUuW+L+fe+45XHnllb6jDgBXX301Dh48iImJiYVQkSAIghAolUp44YUX8P73v98/p+s63v/+9+O5555bQM0IgiCIWshmswDgj8VfeOEFmKYZsO8XXHABVqxYQfZ9ASFnnVgQDh06hD179uDTn/60f254eBhLly4NyHm/h4eH51U/giAIopLR0VHYti211WSnCYIgFgeMMdx66634jd/4DWzYsAEA/J2t3d3dAVmy7wsLOevEnNixYwc0TYv8C29hP378OK655hpcd911uOmmmxZIc4IgCIIgCIJ4+3HzzTdj//79eOyxxxZaFaIKiYVWgFjc3HHHHbj++usjZdasWeMfnzhxAldddRWuuOKKihfHDQ4OVrxx0vs9ODjYGIUJgiCIuunr64NhGFJbTXaaIAii+bnlllvwwx/+ED//+c+xfPly//zg4CBKpRImJycDq+tk3xcWctaJOdHf34/+/v5YssePH8dVV12FTZs24eGHH4auBzd2XH755bj77rthmiaSySQA4KmnnsL69evR09PTcN0JgiCI2kilUti0aROeeeYZfPjDHwbgbKd85plncMsttyyscgRBEIQSzjm2b9+O73//+/jZz36G1atXB65v2rQJyWQSzzzzDD760Y8CAA4ePIgjR47g8ssvXwiVCdDb4Il54vjx49i6dStWrlyJRx99FIZh+Ne82bpsNov169dj27ZtuPPOO7F//378wR/8Ab72ta/hU5/61EKpThAEQQg8/vjj+P3f/3088MADuOyyy3Dffffhu9/9Lg4cOFDxLDtBEATRHPzxH/8xvv3tb+Of/umfsH79ev98V1cXWlpaAACf+cxn8OSTT+KRRx5BZ2cntm/fDgD493//9wXRmSBnnZgnHnnkEdxwww3Sa2IV3LdvH26++WY8//zz6Ovrw/bt23HnnXfOl5oEQRBEDL7xjW9g9+7dGB4exjvf+U58/etfx+bNmxdaLYIgCEKBpmnS8w8//LD/SGuhUMAdd9yB73znOygWi7j66qvxN3/zN7QNfgEhZ50gCIIgCIIgCIIgmgx6GzxBEARBEARBEARBNBnkrBMEQRAEQRAEQRBEk0HOOkEQBEEQBEEQBEE0GeSsEwRBEARBEARBEESTQc46QRAEQRAEQRAEQTQZ5KwTBEEQBEEQBEEQRJNBzjpBEARBEARBEARBNBnkrBMEQRAEQRAEQRBEk0HOOkEQBEEQBEEQBEE0GeSsEwRBEARRwdjYGAYGBnD48OEzHtfHP/5xfPWrXz3j8RAEQRDEYkLjnPOFVoIgCIIgiObi9ttvx/T0NB588MEzHtf+/ftx5ZVX4s0330RXV9cZj48gCIIgFgO0sk4QBEEQRIB8Po+HHnoIN95447zEt2HDBqxduxbf+ta35iU+giAIglgMkLNOEARBEGc53/nOd9DS0oKTJ0/652644QZccsklyGazFfJPPvkk0uk0tmzZEji/atUq3HfffYFz73znO/H5z3/e/71161Zs374dt956K3p6erB06VI8+OCDyOVyuOGGG9DR0YF169bhRz/6USCcD33oQ3jsscfmnliCIAiCOEsgZ50gCIIgznI+/vGP4/zzz8cXv/hFAMDOnTvx9NNP40c/+pF02/kvfvELbNq0qe74Hn30UfT19WHv3r3Yvn07PvOZz+C6667DFVdcgRdffBHbtm3D7/3e7yGfz/v3XHbZZdi7dy+KxWLd8RIEQRDE2QQ56wRBEARxlqNpGnbt2oUHH3wQu3btwp49e/DjH/8Y5557rlT+rbfewrJly+qOb+PGjfjTP/1TnHfeefjc5z6HTCaDvr4+3HTTTTjvvPNw7733YmxsDPv27fPvWbZsGUqlEoaHh+uOlyAIgiDOJhILrQBBEARBEGeeD37wg7jwwgvxhS98AT/5yU9w0UUXKWVnZ2eRyWTqjuuSSy7xjw3DQG9vLy6++GL/3NKlSwEAIyMj/rmWlhYACKy2EwRBEMTbGVpZJwiCIIi3AT/+8Y9x4MAB2LbtO8sq+vr6MDExEStc27YrziWTycBvTdMC5zRNAwAwxvxz4+PjAID+/v5Y8RIEQRDE2Q456wRBEARxlvPiiy/it3/7t/HQQw/hfe97H+65555I+UsvvRSvvPKK9NqpU6f8Y9M0cfTo0YbouH//fixfvhx9fX0NCY8gCIIgFjvkrBMEQRDEWczhw4fxgQ98AHfddRd+93d/F1/4whfwj//4j3jxxReV91x99dV4+eWXpavrf/d3f4enn34ar732Gm677TZks1m8/vrrASe+Hn7xi19g27ZtcwqDIAiCIM4myFknCIIgiLOU8fFxXHPNNfit3/ot7NixAwCwefNmXHvttbjrrruU91188cV417vehe9+97sV1z70oQ/hs5/9LC6++GKMj4/jL/7iL/C9730PTz/9dN16FgoF/OAHP8BNN91UdxgEQRAEcbahcc75QitBEARBEERz8cQTT+BP/uRPsH//fui6M7e/atUq3Hrrrbj11lsbGtf999+P73//+/jJT37S0HAJgiAIYjFDb4MnCIIgCKKCD3zgA3jttddw/PhxDA0NndG4kskk9uzZc0bjIAiCIIjFBjnrBEEQBEFIafQKuoo//MM/nJd4CIIgCGIxQdvgCYIgCIIgCIIgCKLJoBfMEQRBEARBEARBEESTQc46QRAEQRAEQRAEQTQZ5KwTBEEQBEEQBEEQRJNBzjpBEARBEARBEARBNBnkrBMEQRAEQRAEQRBEk0HOOkEQBEEQBEEQBEE0GeSsEwRBEARBEARBEESTQc46QRAEQRAEQRAEQTQZ5KwTBEEQBEEQBEEQRJNBzjpBEARBEARBEARBNBnkrBMEQRAEQRAEQRBEk/H/AcnZZC2yrR23AAAAAElFTkSuQmCC",
+      "text/plain": [
+       "<Figure size 1200x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "n_electrons = 400\n",
+    "\n",
+    "fig, ax = plt.subplots(1, 1, figsize=(12, 4))\n",
+    "\n",
+    "fm = FullModel(potential_dict=potential_dict, voltage_dict=voltages, trap_annealing_steps=[10.0]*10, \n",
+    "               max_x_displacement=0.25e-6, max_y_displacement=0.25e-6)\n",
+    "fm.remove_unbound_electrons = True\n",
+    "\n",
+    "# Create a rectangular initial condition\n",
+    "ic = InitialCondition(potential_dict, voltages)\n",
+    "initial_condition = ic.make_rectangular(n_electrons=n_electrons, coor=(0, 0), dxdy=(channel_length - 3, 1.6), n_rows=4)\n",
+    "\n",
+    "# Feed this into the model\n",
+    "res = fm.get_electron_positions(n_electrons=n_electrons, electron_initial_positions=initial_condition, verbose=False)\n",
+    "final_x, final_y = r2xy(res['x'])\n",
+    "\n",
+    "# Plot the results\n",
+    "fm.plot_potential_energy(ax=ax, dxdy=(channel_length, 4), print_voltages=False, plot_contours=False)\n",
+    "fm.plot_electron_positions(res, ax=ax, marker_size=4)\n",
+    "\n",
+    "# How many electrons are left:\n",
+    "print(len(final_x))"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "0.8279234640184207"
+      ]
+     },
+     "execution_count": 12,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "density_from_positions(final_x, final_y) / 1e13"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 500x350 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fm.plot_convergence()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1200x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax = plt.subplots(1, 1, figsize=(12, 4))\n",
+    "fm.plot_potential_energy(ax=ax, dxdy=(8, 2), print_voltages=False, plot_contours=False)\n",
+    "fm.plot_electron_positions(res, ax=ax)"
+   ]
+  },
+  {
+   "attachments": {},
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Eigenmodes of a 1D-chain"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "In this section we study the eigenmodes of a one-dimensional chain. The characteristic frequency is given by $\\omega_\\mathrm{Coulomb}$, which is we will quickly derive below. Consider a chain of electrons whose restoring force is only given by the electron-electron interaction. We may start by  linearizing the force around the electron equilibrium positions: \n",
+    "\n",
+    "$$\n",
+    "F \\approx F (r = r_0) + \\frac{\\partial F}{\\partial r} (r = r_0) \\, \\delta r\n",
+    "$$\n",
+    "\n",
+    "For electrons that experience the Coulomb force, we know $F = \\frac{e^2}{4\\pi \\varepsilon_0 r^2}$. Therefore, we can write \n",
+    "\n",
+    "$$\n",
+    "F \\approx \\frac{e^2}{4\\pi \\varepsilon_0 r^3} (r = a) \\delta r = k_e \\delta r\n",
+    "$$\n",
+    "where we identify the \"spring constant\" $k_e = \\frac{e^2}{4\\pi \\varepsilon_0 a^3}$ and $a$ is the electron spacing. The characteristic frequency is now simply\n",
+    "\n",
+    "$$\n",
+    "\\omega_\\mathrm{Coulomb}^2 = \\frac{4 k_e}{m_e} = \\frac{4 e^2}{4\\pi \\varepsilon_0 a^3}\n",
+    "$$\n",
+    "\n",
+    "The other characteristic frequency is the cross-channel potential curvature given by $\\omega_\\perp$:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Trap curvature for electrons is 17.417221585763265 GHz\n"
+     ]
+    }
+   ],
+   "source": [
+    "print(\"Trap curvature for electrons is\", 1 / (2 * np.pi * 1e9) * np.sqrt(2 * qe * quadratic_coefficient * voltages['trench'] / me), \"GHz\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "For up to 100 electrons we can have a single row of electrons."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1200x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "n_electrons = 60 #30\n",
+    "n_plots = 5\n",
+    "\n",
+    "fig, ax = plt.subplots(1, 1, figsize=(12, 4))\n",
+    "\n",
+    "fm = FullModel(potential_dict=potential_dict, voltage_dict=voltages, trap_annealing_steps=[10.0]*5, max_x_displacement=0.25e-6, max_y_displacement=0.25e-6)\n",
+    "fm.remove_unbound_electrons = True\n",
+    "\n",
+    "# Create a rectangular initial condition\n",
+    "ic = InitialCondition(potential_dict, voltages)\n",
+    "initial_condition = ic.make_rectangular(n_electrons=n_electrons, coor=(0, 0), dxdy=(channel_length - 3, 1.6), n_rows=1)\n",
+    "\n",
+    "# Feed this into the model\n",
+    "res = fm.get_electron_positions(n_electrons=n_electrons, electron_initial_positions=initial_condition, verbose=False)\n",
+    "final_x, final_y = r2xy(res['x'])\n",
+    "\n",
+    "fm.plot_potential_energy(ax=ax, dxdy=(channel_length, 4), print_voltages=False, plot_contours=False)\n",
+    "fm.plot_electron_positions(res, ax=ax, marker_size=4)\n",
+    "\n",
+    "# Feed this into the model\n",
+    "res = fm.get_electron_positions(n_electrons=n_electrons, electron_initial_positions=initial_condition, verbose=False)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1200x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax = plt.subplots(1, 1, figsize=(12, 4))\n",
+    "fm.plot_potential_energy(ax=ax, dxdy=(8, 2), print_voltages=False, plot_contours=False)\n",
+    "fm.plot_electron_positions(res, ax=ax)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Let's take a look at the eigenvectors in a cool animation. We see that there are longitudonal modes that appear:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 18,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1200x1200 with 4 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "n_plots = 4\n",
+    "\n",
+    "resonator_dict = {\"f0\" : 4e9, \n",
+    "                  \"Z0\" : 50.0}\n",
+    "\n",
+    "fig, ax = plt.subplots(n_plots, 1, figsize=(12, 3*n_plots))\n",
+    "fm.set_rf_interpolator(rf_electrode_labels=['trench'])\n",
+    "\n",
+    "for n in range(n_plots):\n",
+    "    fm.plot_potential_energy(ax=ax[n], dxdy=(channel_length, 2), print_voltages=False, plot_contours=False)\n",
+    "\n",
+    "    # Solve the equations of motion\n",
+    "    K, M = fm.setup_eom(res['x'], resonator_dict=resonator_dict)\n",
+    "    efreqs, evecs = fm.solve_eom(K, M, sort_by_cavity_participation=False)\n",
+    "\n",
+    "    ax[n].set_title(f\"f = {efreqs[n]/1e9:.2f} GHz\")\n",
+    "    \n",
+    "fig.tight_layout()\n",
+    "anim = fm.animate_eigenvectors(fig, ax, evecs.T, res['x'])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 19,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
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+       "\">\n",
+       "  Your browser does not support the video tag.\n",
+       "</video>"
+      ],
+      "text/plain": [
+       "<IPython.core.display.HTML object>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fm.show_animation(anim)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Extracting the dispersion relation"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "To compare the mode frequencies with the theory estimates (and characteristic frequencies mentioned above), we're reconstructing the dispersion relation here. We do this by looking at the eigenmodes and fitting the electron $x$-amplitudes to the following mode profile:\n",
+    "\n",
+    "$$\n",
+    "A(x) = A_0 \\sin \\left( \\frac{n \\pi (x - L/2)}{L} \\right)\n",
+    "$$\n",
+    "\n",
+    "The wave vector $k$ is $n \\pi / L$ and $n$ is an integer. Note: this fitting procedure works for the longitudonal modes, not for transverse modes."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/Users/gkoolstra/anaconda3/envs/zhk/lib/python3.11/site-packages/scipy/optimize/_minpack_py.py:1010: OptimizeWarning: Covariance of the parameters could not be estimated\n",
+      "  warnings.warn('Covariance of the parameters could not be estimated',\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.legend.Legend at 0x284d4b990>"
+      ]
+     },
+     "execution_count": 20,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 700x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "m = len(final_x)\n",
+    "chain_length = np.max(final_x) - np.min(final_x)\n",
+    "a = mean_electron_spacing(final_x, final_y)\n",
+    "\n",
+    "max_plots = 6\n",
+    "max_modes = m-5\n",
+    "fitparams = np.zeros((max_modes, 2))\n",
+    "mean_amplitudes = np.zeros((max_modes, 2))\n",
+    "\n",
+    "fig = plt.figure(figsize=(7, 4.))\n",
+    "for mode_idx in range(max_modes):\n",
+    "    mode_profile = evecs.T[mode_idx][1:m+1]\n",
+    "\n",
+    "    def sine_func(x, *p):\n",
+    "        A, n = p\n",
+    "        return A * np.sin(np.round(n) * np.pi * (x - chain_length/2) / chain_length)\n",
+    "\n",
+    "    order = np.argsort(final_x)\n",
+    "    xdata = final_x[order]\n",
+    "    ydata = mode_profile[order]\n",
+    "\n",
+    "    popt, pcov = scipy.optimize.curve_fit(sine_func, xdata, ydata, p0=(np.max(ydata), mode_idx+1))\n",
+    "\n",
+    "    if mode_idx < max_plots:\n",
+    "        plt.plot(xdata / micron, ydata, '.', color=plt.cm.viridis(mode_idx / max_plots), label=f\"f = {efreqs[mode_idx]/1e9:.2f} GHz\")\n",
+    "        plt.plot(xdata / micron, sine_func(xdata, *popt), '-', color=plt.cm.viridis(mode_idx / max_plots))\n",
+    "\n",
+    "    fitparams[mode_idx, :] = popt\n",
+    "    mean_amplitudes[mode_idx, 0] = np.mean(np.abs(evecs.T[mode_idx][1:m+1])) # Avergage x-amplitudes\n",
+    "    mean_amplitudes[mode_idx, 1] = np.mean(np.abs(evecs.T[mode_idx][m+1:])) # Average y-amplitudes\n",
+    "        \n",
+    "plus_minus = np.sign(fitparams[:, 0])\n",
+    "wave_vectors = plus_minus * fitparams[:, 1] * np.pi / chain_length\n",
+    "\n",
+    "plt.xlim(-channel_length/2, channel_length/2)\n",
+    "plt.xlabel(f\"Position along the channel ({chr(956)}m)\")\n",
+    "plt.ylabel(\"Motion amplitude (a.u.)\")\n",
+    "plt.legend(loc=0, frameon=False)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Now we've determined the wave vectors, we can reconstruct the dispersion relation. Furthermore, we can compare this with the theory from the following papers: \n",
+    "- Eq. (11) in https://journals.aps.org/prb/abstract/10.1103/PhysRevB.77.064111 \n",
+    "- Eq. (2a) in http://jetpletters.ru/ps/1344/article_20292.pdf \n",
+    "- https://doi.org/10.1063/10.0001909"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 21,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "(-1.0, 1.0)"
+      ]
+     },
+     "execution_count": 21,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 600x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig = plt.figure(figsize=(6., 4.))\n",
+    "\n",
+    "plt.plot(wave_vectors * a / np.pi, efreqs[:len(wave_vectors)], '.k', label=\"Simulation\")\n",
+    "\n",
+    "kk = np.arange(1, m)\n",
+    "q_plot = np.linspace(-np.pi/a, np.pi/a, 100)\n",
+    "\n",
+    "# Calculate the longitudinal mode frequencies\n",
+    "omega_coulomb = np.sqrt(4 * qe ** 2 / (4 * np.pi * eps0 * me * a ** 3))\n",
+    "\n",
+    "# Calculate the transverse mode frequencies\n",
+    "omega_par = np.array([np.sqrt(omega_coulomb ** 2 * np.sum((1 - np.cos(kk * q * a)) / kk ** 3)) / (2 * np.pi) for q in q_plot])\n",
+    "trap_curvature = 1 / (2 * np.pi) * np.sqrt(2 * qe * voltages['trench'] * quadratic_coefficient / me)\n",
+    "omega_perp = np.sqrt(trap_curvature ** 2 - 0.5 * omega_par ** 2)\n",
+    "\n",
+    "plt.plot(q_plot * a / np.pi, omega_par, '-r', label=\"Longitudonal Modes\")\n",
+    "plt.plot(q_plot * a / np.pi, omega_perp, '-', color='tab:orange', label=\"Transverse Modes\")\n",
+    "\n",
+    "plt.legend(loc=0, frameon=False)\n",
+    "plt.title(\"Dispersion relation\")\n",
+    "plt.xlabel(\"Wave vector $k a / π$\")\n",
+    "plt.ylabel(\"Plasmon frequency $ω / 2\\pi$\")\n",
+    "plt.xlim(-1, 1)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We can also take the fourier transform of the amplitudes, which gives is the wave vectors $k_x$. Again we see pretty good agreement for the longitudonal modes. Also note the dark line at the cavity frequency that we supplied in the `resonator_dict`"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 22,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "|                                        | ▁▃▅ 0/121 [0%] in 0s (~0s, 0.0/s) "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "|████████████████████████████████████████| 121/121 [100%] in 0.4s (338.46/s)    \n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "[<matplotlib.lines.Line2D at 0x285090090>]"
+      ]
+     },
+     "execution_count": 22,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 700x400 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plot_fourier_transforms(res['x'], efreqs, evecs)\n",
+    "plt.plot(q_plot * a / np.pi, omega_par/1e9, '-r', label=\"Longitudonal Modes\")\n",
+    "plt.plot(q_plot * a / np.pi, omega_perp/1e9, '-', color='tab:orange', label=\"Transverse Modes\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "As stated, we expect good agreement for longitudonal modes. For low electron densities, the longitudonal and transverse modes are well separated. Here we can see the relevant frequencies for each mode type more easily:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 23,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "(0.0, 4.2)"
+      ]
+     },
+     "execution_count": 23,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 500x350 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig = plt.figure(figsize=(5., 3.5))\n",
+    "plt.hist(efreqs/1e9, bins=200)\n",
+    "plt.axvline(trap_curvature/1e9, linestyle='--', color='tab:red', label=\"Potential curvature\")\n",
+    "plt.xlabel(\"Mode frequency (GHz)\")\n",
+    "plt.ylabel(\"Occurence\")\n",
+    "plt.legend(loc=0, frameon=False)\n",
+    "\n",
+    "ymin, ymax = plt.ylim()\n",
+    "alpha = 0.2\n",
+    "\n",
+    "# Shaded regions indicate where we should expect longitudinal and transverse modes\n",
+    "plt.fill_between(x=[np.min(omega_par)/1e9, np.max(omega_par)/1e9], \n",
+    "                 y1=ymin, y2=ymax, color='r', alpha=alpha, lw=0)\n",
+    "\n",
+    "plt.fill_between(x=[np.min(omega_perp)/1e9, np.max(omega_perp)/1e9], \n",
+    "                 y1=ymin, y2=ymax, color='tab:blue', alpha=alpha, lw=0)\n",
+    "\n",
+    "plt.ylim(ymin, ymax)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Small differences from the theory dispersion relation can also be expected if the electron spacing is not uniform. Let's verify the homogeneity along the channel:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 24,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "Text(0.5, 1.0, 'Density along the channel')"
+      ]
+     },
+     "execution_count": 24,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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xAhcXF+2PMX39/PPPTJ06lYULF6IoCrfddht///23Tm/n+uLh4cG+fft4++23+f333/n8889xcXGhc+fOFcatCsNTKQ3Z+0CIJu6TTz7hxRdfJCEhodIem43VqFGjOHHiRIPcLxSiMZJ7pkLUEUVR+OabbxgyZEijTqRXr17VeR4TE8PatWsZOnSoYQISohGQZl4haqmgoIDVq1ezZcsWjh07xqpVqwwdUq20adNGOx/t+fPn+eKLL7CwsOCVV14xdGhCGC1p5hWilhISEvD398fJyYmnn36ad99919Ah1cqkSZPYsmULKSkpWFpa0r9/f957770adagSormSZCqEEELUktwzFUIIIWpJkqkQQghRS9IBqRIajYZLly5hb29f6+nRhBBCNF6KopCXl4e3tzcmJlXXPyWZVuLSpUv4+PgYOgwhhBBG4sKFC7Rq1arK1yWZVqJ8Bp4LFy7g4OBg4GiEEEIYSm5uLj4+PhVmZvsvSaaVKG/adXBwkGQqhBDihrf8pAOSEEIIUUuSTIUQQohakmQqhBBC1JIkUyGEEKKWJJkKIYQQtSTJVAghhKglSaZCCCFELUkyFUIIIWpJJm2oJwcSMvnzaHKF7aYmKu7t1YqOnjIZhBBCNBWSTOvJ2dR8InclVPrawfNZrHzmloYNSAghRL2RZFpPOns78Oywtjrb1IrCom3niL6QTXLOVbwcrQ0UnRBCiLokybSeBPk4EeTjVGH7/vhMDpzPYv2JVCYOaN3gcQkhhKh70gGpgd3exROAv49XvJ8qhBCicZJk2sBCO5cl033xmWTkFxk4GiGEEHVBkmkD83G2oUtLBzQKbDyVauhwhBCi0Yu+kM3FrCs621YcvMjWM2kNFoMkUwO4/VrtdN3xFANHIoQQjdvucxmMWriTZ346BIByraPn9F+P8NSPh4i7nN8gcUgyNYDy+6Y7YzPILSwxcDRCCNE4aTQK7649CYCbvRUajcI7f57i/b9PA/BwP19au9g2SCwGTaZRUVGEh4fj7e2NSqVi5cqV1ZbfunUrKpWqwiMlRbeGt3DhQlq3bo2VlRV9+/Zl37599XgW+mvrbk+Amy3Fag1bTjdcM4QQQjQlK6OTOJ6UC8Dg9q68sDyab3fGA/DGHYG8cWcnTExUDRKLQZNpQUEBQUFBLFy4UK/9zpw5Q3Jysvbh7u6ufW358uVMmzaNWbNmcejQIYKCgggNDSUtzbiSVnnt9J8T0tQrhBD6KixRM/efM9rnP+w+z+ojlzAzUTH//iCmDG7ToPEYNJmGhYXxv//9j9GjR+u1n7u7O56entqHicm/p/Hxxx8zZcoUJk2aRKdOnVi0aBE2NjZ8++23dR1+rYR18QJgy+nLXC1WGzgaIYRoXL7ZEU9yTqH2eUxaPjYWpnzzSG9G92jV4PE0ynum3bt3x8vLixEjRrBz507t9uLiYg4ePEhISIh2m4mJCSEhIezevbvK4xUVFZGbm6vzqG+dvR1o6WTN1RI1UTGX6/39hBCiqUjPL+KLred0tjnbWrB0Sj+GtHczSEyNKpl6eXmxaNEiVqxYwYoVK/Dx8WHo0KEcOlTWiys9PR21Wo2Hh4fOfh4eHhXuq15vzpw5ODo6ah8+Pj71eh4AKpXq36Ze6dUrhBA1tmDjWfKLSnW2/fZk/0pnnWsojSqZdujQgSeeeILg4GAGDBjAt99+y4ABA5g/f36tjjtjxgxycnK0jwsXLtRRxNUrT6YbT6VSXKppkPcUQojGLDYtj6X7dL+j98wYThs3OwNFVKZRJdPK9OnTh9jYWABcXV0xNTUlNVV3MoTU1FQ8PT2rPIalpSUODg46j4bQ07cFrnaW5BaWsicuo0HeUwghGrP3/z6NWqNon4/o5IGno5UBIyrT6JNpdHQ0Xl5lnXksLCwIDg5m06ZN2tc1Gg2bNm2if//+hgqxSqYmKm7rXNYkvU569QohRLXOpuax8ZTuyIyR3b0NFI0ug64ak5+fr61VAsTHxxMdHY2zszO+vr7MmDGDpKQkvv/+ewAWLFiAv78/nTt3prCwkK+//prNmzezfv167TGmTZvGxIkT6dWrF3369GHBggUUFBQwadKkBj+/mgjt7MnPexPZdkY6IQkhRHVcbC0IauVIK2cb/jqajJmJikHtDNPh6L8MmkwPHDjAsGHDtM+nTZsGwMSJE4mMjCQ5OZnExETt68XFxUyfPp2kpCRsbGzo1q0bGzdu1DnG/fffz+XLl5k5cyYpKSl0796ddevWVeiUZCx6+DoBkJR9lYz8IlzsLA0bkBBCGCkXO0tWPTuQyJ3x/HU0mV6tW+BobW7osABQKYqi3LhY85Kbm4ujoyM5OTkNcv/01nlbiUsvYMmk3gzr4H7jHYQQohmb8O0+os5e5vU7OvL44IB6fa+a5oNGf8+0KejWyhGAYxdzDByJEEIYt4KiUvacK+uweWtH42lxlGRqBLq2cgLgqCRTIYSo1s7YdIrVGnydbQhwa5hJ7GtCkqkRCLpWMz16MduwgQghhJHbcm2N0ls7uqNSNcwk9jUhydQIdPJ2wEQFaXlFpOYW3ngHIYRohhRFYfPpf5OpMZFkagRsLMxo524PSFOvEEJU5cSlXFJzi7CxMKVvG2dDh6NDkqmR6CZNvUIIUa3y9Z9vaeuKpZmpgaPRJcnUSPybTKVmKoQQldl0LZkON7ImXpBkajTKe/QeS8pBhv4KIYSujPwijlxruRsmyVRUJdDLHnNTFZkFxVzMumrocIQQwqhsPXMZRSlbC9rDwfAT2/+XJFMjYWlmSgfPsk5Ix5KkqVcIIa632YibeEGSqVHp2tIJkPumQghxvRK1hqizZYuBGGMTL0gyNSoyeYMQQlR0ICGLvKLSa6vGOBk6nEpJMjUiXcvn6E3KQaORTkhCCAGw+XQqAEM7uGNiYjyzHl1PkqkRae9hj6WZCXmFpZzPvGLocIQQwigY66xH15NkakTMTU3o5F22xI809QohBJzPKODc5YKyhcDbuxo6nCpJMjUy3VrK5A1CCFGuvFbau7UzDlbGsRB4ZSSZGhnt5A2STIUQolE08YIkU6NT3qP3+KUc1NIJSQjRjBUUlbI3LhMw3iEx5SSZGpk2bnbYWJhypVjNucv5hg5HCCEMZse1hcD9XIxrIfDKSDI1MqYmKrrIfVMhhNCuEjOsg3EtBF4ZSaZG6N9OSNmGDUQIIQzk+oXAhwcadxMvSDI1Sl1lOTYhRDN34lIuaXllC4H38TeuhcArI8nUCJVPl3UyOZfiUo1hgxFCCAPYdm0u3oFGuBB4ZSSZGiE/Fxscrc0pLtVwJiXP0OEIIUSDO3IhG6BR1EpBkqlRUqlUBPk4ARB9IcuwwQghhAGcuJQLQNdrfUiMnSRTI9X9WjI9nJht0DiEEKKhZRUUk5R9FUA7xaqxk2RqpHpoa6bZBo1DCCEaWnmttLWLDfZGPIXg9SSZGqnyZt649AJyrpQYNhghhGhAxy+VjWTo3EiaeMHAyTQqKorw8HC8vb1RqVSsXLmyxvvu3LkTMzMzunfvrrM9IiIClUql8+jYsWPdBt4AnG0taO1iA0C0jDcVQjQjx5OuJdNG0sQLBk6mBQUFBAUFsXDhQr32y87OZsKECQwfPrzS1zt37kxycrL2sWPHjroIt8GV3zeNlvumQohm5OS1Zt4u3o2nZmpmyDcPCwsjLCxM7/2efPJJHnroIUxNTSutzZqZmeHp6VkHERpWdx8nVkZfkh69QohmI6+whLj0AqAZ1EwTExPZvn07//zzD4cOHaKoqKiu46rSkiVLiIuLY9asWVWWiYmJwdvbmzZt2jBu3DgSExOrPWZRURG5ubk6D2PQ3bcFUNYJSVFkBRkhRNN3KrlsbL2XoxUudpYGjqbmapxMExISePXVV/Hz88Pf358hQ4YQFhZGr169cHR0ZMSIEfz6669oNPU3Y09MTAyvvfYaP/74I2ZmlVeq+/btS2RkJOvWreOLL74gPj6eQYMGkZdX9eQHc+bMwdHRUfvw8fGpr1PQS6CXPRamJmRdKeF8xhVDhyOEEPXuRHnno0bUxAs1TKbPPfccQUFBxMfH87///Y+TJ0+Sk5NDcXExKSkprF27loEDBzJz5ky6devG/v376zxQtVrNQw89xOzZs2nfvn2V5cLCwrj33nvp1q0boaGhrF27luzsbH755Zcq95kxYwY5OTnax4ULF+o8/pthaWZK55ZlzRwyREYI0RwcTyprGWxMTbxQw3umtra2xMXF4eLiUuE1d3d3br31Vm699VZmzZrFunXruHDhAr17967TQPPy8jhw4ACHDx/m2WefBUCj0aAoCmZmZqxfv55bb721wn5OTk60b9+e2NjYKo9taWmJpaVxNid093HicGI20ReyGdWjpaHDEUKIelVeM+3SiIbFQA2T6Zw5c2p8wNtvv/2mg6mOg4MDx44d09n2+eefs3nzZn777Tf8/f0r3S8/P59z584xfvz4eomrvmlnQpKaqRCiiSssUROTlg9Al5ZNsGZaX/Lz83VqjPHx8URHR+Ps7Iyvry8zZswgKSmJ77//HhMTE7p06aKzv7u7O1ZWVjrbX3rpJcLDw/Hz8+PSpUvMmjULU1NTHnzwwQY7r7rUw6esE9KpS7kUlaobxeoJQghxM86k5KHWKDjbWuDpYGXocPSidzLNyMhg5syZbNmyhbS0tAodjjIzM2t8rAMHDjBs2DDt82nTpgEwceJEIiMjSU5OvmFP3P+6ePEiDz74IBkZGbi5uTFw4ED27NmDm5ubXscxFj7O1jjbWpBZUMzJS7n0uNbDVwghmpryaQQ7ezugUqkMHI1+9E6m48ePJzY2lkcffRQPD49anfDQoUOrHfIRGRlZ7f4RERFERETobFu2bNlNx2OMVCoV3X2c2Hw6jegL2ZJMhRBN1vFGer8UbiKZbt++nR07dhAUFFQf8YhK9LiWTA8nZjPpFkNHI4QQ9eNEI5xGsJzekzZ07NiRq1ev1kcsogrdfZ0AGR4jhGi6StQaTqWUzQfQmKYRLKd3Mv38889544032LZtGxkZGUY5c1BT062VEwCJmVfIyG+42aaEEKKhnLucT3GpBntLM3ydbQwdjt70buZ1cnIiNze3wphORVFQqVSo1eo6C06UcbQ2J8DNlnOXCzhyMZtbO3oYOiQhhKhT5ZM1BHo7YGLSuDofwU0k03HjxmFubs7PP/9c6w5Ioua6+7Tg3OUCohMlmQohmh7tZA2NsIkXbiKZHj9+nMOHD9OhQ4f6iEdUobuvEysOXZTJG4QQTdKJazXTxjZZQzm975n26tXLaOaubU56XJsJ6ciFbDQaWUFGCNF0aDRKo53gvpzeNdOpU6fy/PPP8/LLL9O1a1fMzc11Xu/WrVudBSf+1dHTHitzE3ILS4lLL6Ctu52hQxJCiDpxPvMKBcVqLM1MCHCzNXQ4N0XvZHr//fcDMHnyZO02lUolHZDqmZmpCV1bOrI/IYtDiVmSTIUQTcbxa+NLA70cMDO9qWW2DU7vZBofH18fcYga6Ovvwv6ELHbFpnNfL+NYc1UIIWrr+KXGO1lDOb2TqZ+fX6Xbs7KyOH78eJWvi9q7pa0r/7cllh2xGdqWACGEaOxOXirvfNQ475fCTSTT77//vtLtZ86cYeHChWRnZ9c2JlGFnn5OWJubkp5fxJnUPDp6Nt5fcUIIAWUzH0UnZgPQtTkl0+eff17nuVqtJj8/H5VKxTPPPFNngYmKLM1M6ePvzLazl9kRky7JVAjR6B08n0VeUSnOthZ08mq832l63+nNysrSeeTm5pKamsqYMWMwMzPo8qjNwsC2rgDsjE03cCRCCFF7W89cBmBIe7dGOfNRuTrpNuXm5sbbb7/N4sWL6+JwohoD25Ul073xmRSXam5QWgghjNvWM2kADO3QONecLldnfZBzc3NxdXWtq8OJKnTwsMfVzoIrxWoOJ2YZOhwhhLhpl7KvcjolDxMVDG7XuJOp3u2yq1evrrAtNTWV+fPnM3r0aJ3X77777tpFJyowMVFxS1tXVkVfYkdsOn3buBg6JCGEuCnbzpY18Xb3caKFrYWBo6kdvZPpqFGjqnzt9OnTLFiwAEAmcKhH1yfT6bfJHMlCiMZpy+nyJl53A0dSe3onU41G7tMZWnknpCMXssm5WoKjtfkN9hBCCONSXKrRdqQc1gSSaY3vmQ4aNIh58+YRExNTn/GIGvB2sqaNmy0aBfbEZRg6HCGE0NuBhEwKitW42lk26pmPytU4mU6ZMoXdu3fTs2dPAgMDefXVV9m5cyeKIiuYGMKga7XTHTEyREYI0fhsudaLt7EPiSlX42Q6YcIEVqxYQXp6Oh999BHZ2dnce++9eHp6MnnyZFauXMnVq1frM1ZxnVtkvKkQohErH186rGPj7sVbTu+hMZaWltxxxx18+eWXXLp0idWrV+Pl5cVbb72Fi4sLd911Fzt37qyPWMV1+gW4YGqiIi69gKRs+REjhGg8LmZdISYtH1MTFYPaNtNk+l99+/bl3Xff5dixYxw7dozhw4eTnJxcF7GJajhYmRPUqmwey53S1CuEaETKa6U9fZ1wtGkaHSjrdOG4gIAAXnzxRe655566PKyoQnmv3h3S1CuEaET+nfWo8ffiLVdnyfTIkSOYmprW1eFEDQy8NmPIzth0NBrpCCaEMH6FJWp2xpaNQmgKQ2LK1WnNVHr2NqzuPk7YWJiSUVDM6ZQ8Q4cjhBA3tD8hk6slajwcLAn0sjd0OHWmxpM2jBkzptrXc3JyZLHqBmZhZkK/Ni5sPp3GjtjLdGoCY7WEEE3bltNl90uHtndvUjmjxjXTNWvWUFhYiKOjY6UPOzs7vd88KiqK8PBwvL29UalUrFy5ssb77ty5EzMzM7p3717htYULF9K6dWusrKzo27cv+/bt0zu2xqJ8iMx26YQkhGgEtp5tGqvE/FeNa6aBgYGMHTuWRx99tNLXo6Oj+fPPP/V684KCAoKCgpg8efINa77Xy87OZsKECQwfPpzU1FSd15YvX860adNYtGgRffv2ZcGCBYSGhnLmzBnc3ZtO+3y58k5I+xMyKSxRY2Uu962FEMbpfEYBcZcLMDNRcUu7prXKWI1rpsHBwRw6dKjK1y0tLfH19dXrzcPCwvjf//7H6NGj9drvySef5KGHHqJ///4VXvv444+ZMmUKkyZNolOnTixatAgbGxu+/fZbvd6jsWjvYYe7vSWFJRoOnpcl2YQQxqu8Ba2nXwscrJrGkJhyNU6mixYtYu7cuVW+HhgYSHx8fJ0EVZ0lS5YQFxfHrFmzKrxWXFzMwYMHCQkJ0W4zMTEhJCSE3bt3V3nMoqIicnNzdR6NhUql0i4YLk29QghjtvtcWS/e8ha1pqTGydTS0hIbG5v6jOWGYmJieO211/jxxx8xM6vYQp2eno5arcbDw0Nnu4eHBykpKVUed86cOTr3f318fOo89vo0qF35eNPLBo5ECCEqp9Eo7DpX9oP/lrZNbx3mGiXTgoICvQ6qb/maUKvVPPTQQ8yePZv27dvX6bFnzJhBTk6O9nHhwoU6PX59K++EdDwpl4z8IgNHI4QQFZ1OySPrSgk2FqZ0a+Vk6HDqXI2Sadu2bXn//fernSZQURQ2bNhAWFgYn376aZ0FWC4vL48DBw7w7LPPYmZmhpmZGW+//TZHjhzBzMyMzZs34+rqiqmpaYVOSampqXh6elZ5bEtLSxwcHHQejYm7vRUdPcvGa+08J0uyCSGMT3mttI+/M+amdTrFgVGoUW/erVu38vrrrxMREUFQUBC9evXC29sbKysrsrKyOHnyJLt378bMzIwZM2bwxBNP1HmgDg4OHDt2TGfb559/zubNm/ntt9/w9/fHwsKC4OBgNm3axKhRo4Cyxcw3bdrEs88+W+cxGZNB7Vw5nZLHjpjL3B3kbehwhBBCR/n90lsCmt79UqhhMu3QoQMrVqwgMTGRX3/9le3bt7Nr1y6uXr2Kq6srPXr0YPHixYSFhek1pWB+fj6xsbHa5/Hx8URHR+Ps7Iyvry8zZswgKSmJ77//HhMTE7p06aKzv7u7O1ZWVjrbp02bxsSJE+nVqxd9+vRhwYIFFBQUMGnSpBrH1RgNbOfG4u3x7IhJR1GUJjUYWgjRuJWqNeyNzwSgf0DTu18KeowzBfD19WX69OlMnz69Tt78wIEDDBs2TPt82rRpAEycOJHIyEiSk5NJTEzU65j3338/ly9fZubMmaSkpNC9e3fWrVtXoVNSU9OntTMWZiZcyink3OUC2rrrP4mGEELUh6NJOeQXleJobU4nr8Z1G62mVIpMqFtBbm4ujo6O5OTkNKr7p+O+3sPO2AwiwjvxyC3+hg5HCCEAWLgllrn/nOH2zp4sGh9s6HD0UtN80PTuAjdjA68tsitLsgkhjElTHhJTTpJpE1I+3nT3uQxK1BoDRyOEEGVLrh1IKJudrX8T7XwEkkyblE5eDjjbWlBQrOZwYrahwxFCCA4lZlFUqsHd3pIAN1tDh1NvJJk2ISYmKu0EDjtiZDYkIYThlQ+JGRDg0qRHGeidTFu3bs3bb7+tdy9b0TAGXUumUTJPrxDCCOy81odjQBOcj/d6eifTF154gd9//502bdowYsQIli1bRlGRTGFnLMonvT96MZucKyUGjkYI0ZzlF5Vy5GIOUFYzbcpuKplGR0ezb98+AgMDmTp1Kl5eXjz77LPVLtEmGoa3kzUBbrZoFNgdJ7VTIYTh7I/PRK1R8HW2oVULwy6UUt9u+p5pz549+fTTT7l06RKzZs3i66+/pnfv3nTv3p1vv/0WGb5qOIPalQ2RkSXZhBCGVD4kpqnXSqEWybSkpIRffvmFu+++m+nTp9OrVy++/vprxo4dy+uvv864cePqMk6hh/K1AiWZCiEMaWfstc5HTfx+Keg5nSDAoUOHWLJkCUuXLsXExIQJEyYwf/58OnbsqC0zevRoevfuXaeBiprrF+CCmYmKxMwrJGZcwdelaTevCCGMT1ZBMSeTcwHo30ZqphX07t2bmJgYvvjiC5KSkpg3b55OIgXw9/fngQceqLMghX7sLM3o6dsCgG0yREYIYQB74spqpe097HCztzRwNPVP75ppXFwcfn5+1ZaxtbVlyZIlNx2UqL0hHdzYl5DJtjNpjO9X/eclhBB1bZd2fGnTb+KFm6iZDhs2jIyMigtQZ2dn06ZNmzoJStTe0A5lnZB2xmZQWKI2cDRCiOZGO760GXQ+gptIpgkJCajVFb+ci4qKSEpKqpOgRO118nLA3d6SqyVq9l1bR1AIIRpCQnoBcekFmJmo6NdMkmmNm3lXr16t/fc///yDo6Oj9rlarWbTpk20bt26ToMTN0+lUjGsgzvLD1xgy5k0Brd3M3RIQohmYvPpNAB6t3bGwcrcwNE0jBon01GjRgFlX9ITJ07Uec3c3JzWrVvz0Ucf1WlwonaGdXRj+YELbDtzGcINHY0QornYcqYsmd7a0d3AkTScGidTjaZsSS9/f3/279+Pq2vzuKncmN3S1hUzExVx6QUkpBfQ2rXprtgghDAO+UWl7I0ru7V0a2DzSaZ63zONj4+XRNpI2FuZ07u1MwBbr/1SFEKI+rQjJp1itQY/FxvaNKMf8DWqmX766ac8/vjjWFlZ8emnn1Zb9rnnnquTwETdGNrBjd1xGWw5c5lHbvE3dDhCiCZuy7X7pcM6uDfpJdf+q0bJdP78+YwbNw4rKyvmz59fZTmVSiXJ1MgM6+jOnL9Pszsug6vFaqwtTA0dkhCiiVIURXu/dHgzauKFGibT+Pj4Sv8tjF87dztaOlmTlH2V3XHp3NrRw9AhCSGaqBOXcknLK8LGwpQ+/s6GDqdB3fRE9+XUajXR0dFkZWXVRTyijqlUKu0EDltOy9SCQoj6s+lUWa10YFtXLM2aVyvYTa1n+s033wBliXTw4MH07NkTHx8ftm7dWtfxiTowrENZc8uWM2myNJ4Qot5sboZDYsrpnUx/++03goKCAFizZg0JCQmcPn2aF198kTfeeKPOAxS1N6CtCxamJlzMusq5ywWGDkcI0QRdzivi6MVsoKyvRnOjdzJNT0/H09MTgLVr13LvvffSvn17Jk+ezLFjx+o8QFF7NhZm9G0jQ2SEEPVn65k0FAW6tHTAw8HK0OE0OL2TqYeHBydPnkStVrNu3TpGjBgBwJUrVzA1bV5t5I3J0OuaeoUQoq5pZz3q0PxqpXATyXTSpEncd999dOnSBZVKRUhICAB79+6tsK6pMB7DrnVC2hefSX5RqYGjEUI0JSVqDdvPlq0S0xybeOEmkmlERARff/01jz/+ODt37sTSsmzRV1NTU1577TW9jhUVFUV4eDje3t6oVCpWrlxZbfkdO3Zwyy234OLigrW1NR07dqww7jUiIgKVSqXzkCQP/q62+LnYUKJWtEsjCSFEXdifkEleUSkuthYEtXIydDgGoffi4AD33HNPhW3/nfy+JgoKCggKCmLy5MmMGTPmhuVtbW159tln6datG7a2tuzYsYMnnngCW1tbHn/8cW25zp07s3HjRu1zM7ObOs0mpXwVmchdCWw9k0ZoZ09DhySEaCI2XxsSM7SDOyYmzWfWo+vdVJbZtGkTmzZtIi0tTTsBfrlvv/22xscJCwsjLCysxuV79OhBjx49tM9bt27N77//zvbt23WSqZmZmbaTlPjX0A5uRO5KYMvpyyiK0qym+hJC1J/mPCSmnN7NvLNnz+a2225j06ZNpKenk5WVpfNoSIcPH2bXrl0MGTJEZ3tMTAze3t60adOGcePGkZiY2KBxGat+bVywsTAlJbeQQ4nZhg5HCNEEJKQXEHe5bCHwQe2b7yIoetdMFy1aRGRkJOPHj6+PeGqkVatWXL58mdLSUiIiInjssce0r/Xt25fIyEg6dOhAcnIys2fPZtCgQRw/fhx7e/tKj1dUVERRUZH2eW5ubr2fgyFYmZsyopMHq6IvsebIJYL9Whg6JCFEI9ccFwKvjN410+LiYgYMGFAfsdTY9u3bOXDgAIsWLWLBggUsXbpU+1pYWBj33nsv3bp1IzQ0lLVr15Kdnc0vv/xS5fHmzJmDo6Oj9uHj49MQp2EQdwd5A/Dn0WTUGpkNSQhRO38evQRASKfmPe+33sn0scce4+eff66PWGrM39+frl27MmXKFF588UUiIiKqLOvk5ET79u2JjY2tssyMGTPIycnRPi5cuFAPURuHQe3ccLQ2Jz2/iD1xGYYORwjRiCVmXOFQYjYmKgjv5mXocAxK72bewsJCvvrqKzZu3Ei3bt0wN9et1n/88cd1FlxNaDQanSba/8rPz+fcuXPVNktbWlpqh/g0dRZmJtzR1ZOl+y6wOvoSt7Rtvvc4hBC1s/pIEgADAlxxb4azHl1P72R69OhRunfvDsDx48d1XtO3d2h+fr5OjTE+Pp7o6GicnZ3x9fVlxowZJCUl8f333wOwcOFCfH19teNGo6KimDdvns4aqi+99BLh4eH4+flx6dIlZs2ahampKQ8++KC+p9pkhQd5s3TfBf4+nszbozo3u9UdhBC1pygKK6PLmnjv7u5t4GgMT+9kumXLljp78wMHDjBs2DDt82nTpgFlY1YjIyNJTk7W6Ymr0WiYMWMG8fHxmJmZERAQwAcffMATTzyhLXPx4kUefPBBMjIycHNzY+DAgezZswc3N7c6i7ux6+vvgru9JWl5RUSdTWdEM7/XIYTQ38nkXGLT8rEwM+H2LjIUUaXc5JpcsbGxnDt3jsGDB2Ntbd2kxi3m5ubi6OhITk4ODg4Ohg6nXry95iTf7ownPMibzx7sceMdhBDiOnPWnuLLqDjCunjyxcPBhg6n3tQ0H+jdASkjI4Phw4fTvn177rjjDpKTkwF49NFHmT59+s1HLBpUebPMxpOpXCmWuXqFEDWn0SisPlLWxDtSmniBm0imL774Iubm5iQmJmJjY6Pdfv/997Nu3bo6DU7Un6BWjvi52HC1RM2Gk6mGDkcI0YjsS8gkOacQeysz7YpUzZ3eyXT9+vV88MEHtGrVSmd7u3btOH/+fJ0FJuqXSqUivFvZL8o1135hCiFETay61vEorIsnVubSgRFuIpkWFBTo1EjLZWZmNpvhJU1FeVPvtrOXyb5SbOBohBCNQXGphrXHym7vjeze0sDRGA+9k+mgQYO0Q1WgrIaj0Wj48MMPdXrmCuPX3sOejp72lKgV1h1PMXQ4QohGYNvZy+RcLcHd3pJ+bVwMHY7R0HtozIcffsjw4cM5cOAAxcXFvPLKK5w4cYLMzEx27txZHzGKehQe5M3plDOsPnKJB/r4GjocIYSRWxVdNlFDeJA3ps10ubXK6F0z7dKlC2fPnmXgwIGMHDmSgoICxowZw+HDhwkICKiPGEU9Kp+rd3dcBmm5hQaORghhzPKLStl4qqzDovTi1XVT65k6Ojryxhtv1HUswgB8nG3o4evE4cRs/jyazOSB/oYOSQhhpNafSKGwRIO/qy1dWzoaOhyjUqNkevTo0RofsFu3bjcdjDCMu4O8OZyYzaojlySZCiGqVN6Ld2R37yYzSU9dqVEy7d69OyqVqsIsR+WTJ12/Ta1W13GIor6FB3nzv79OceRCNucu5xPgZmfokIQQRiY9v4gdsenAv7eHxL9qdM80Pj6euLg44uPjWbFiBf7+/nz++edER0cTHR3N559/TkBAACtWrKjveEU9cLWzZEj7srmLVx5OMnA0Qghj9NOeRNQahSAfJ9rID+4KalQz9fPz0/773nvv5dNPP+WOO+7QbuvWrRs+Pj689dZbjBo1qs6DFPVvdI+WbD6dxu+HkngxpD0m0ktPCHHNleJSInfFA/CY3AqqlN69eY8dO4a/f8WL6e/vz8mTJ+skKNHwRnTywN7SjKTsq+xLyDR0OEIII7J8/wWyrpTg52JDmKwQUym9k2lgYCBz5syhuPjfGXOKi4uZM2cOgYGBdRqcaDhW5qbc0dULgD8OSVOvEKJMiVrD4qg4AB4f3AYzU73TRrOg99CYRYsWER4eTqtWrbQ9d48ePYpKpWLNmjV1HqBoOKN7tmT5gQusPZbM7JGdZc5NIQSroy9xKacQVztLxvZsdeMdmim9k2mfPn2Ii4vjp59+4vTp00DZijEPPfQQtra2dR6gaDh9WjvT0smapOyrbDiZSrj02BOiWdNoFL6MOgfA5IGt5Qd2NW5q0gZbW1sef/zxuo5FGJiJiYrRPVryf1ti+f3QRUmmQjRzm0+ncTY1H3tLMx7u53fjHZoxafwWOkb3LFsFIiomnct5RQaORghhKIqi8PnWWADG9fPDwcrcwBEZN0mmQkeAmx1BPk6oNQqrZZ1TIZqt/QlZHErMxsLMhMm3tDZ0OEZPkqmoYOy12ukfhy8aOBIhhKEs2lZ2r3Rsz1a4O1gZOBrjp1cyVavVREVFkZ2dXU/hCGNwVzdvzExUHE/K5WxqnqHDEUI0sFPJuWw+nYaJCp4Y3MbQ4TQKeiVTU1NTbrvtNrKysuorHmEEnG0tGNbRHYDfZcypEM3Ol9dqpWFdvWjtKqM0auKm1jONi4urj1iEERnTo6ypd+XhJNQaxcDRCCEaSmxaHmuOJgPw1BBZo7qm9E6m//vf/3jppZf4888/SU5OJjc3V+chmoZbA91xsDIjJbeQPXEZhg5HCNEAFEVh9pqTqDUKIzp50EXWLK0xvceZlk9wf/fdd1dYjk2lUskSbE2EpZkp4UHe/LQ3kU82xdC/jYtMfi9EE7f5dBrbY9KxMDXhjTtkelh96J1Mt2zZUh9xCCP05JAAfj+UxL74TH7ce54J/VsbOiQhRD0pKlXzzp9li5VMHugv90r1pHcyHTJkSH3EIYyQj7MNr4V1ZNbqE7z/92mGtnfH18XG0GEJIepB5M4EEjKu4GZvybO3tjV0OI3OTU0nCHDlyhUSExN1Vo8BtJPfi6ZhfD8/1h5LZm98Jq+sOMLPj/WT5l4hmpi0vEI+21w229Grt3fEzvKmU0OzpXcHpMuXL3PXXXdhb29P586d6dGjh85DH1FRUYSHh+Pt7Y1KpWLlypXVlt+xYwe33HILLi4uWFtb07FjR+bPn1+h3MKFC2ndujVWVlb07duXffv26RWX+JeJiYoP7+mGtbkpe+Iy+WlfoqFDEkLUsXn/nCG/qJSgVo7anvxCP3on0xdeeIHs7Gz27t2LtbU169at47vvvqNdu3asXr1ar2MVFBQQFBTEwoULa1Te1taWZ599lqioKE6dOsWbb77Jm2++yVdffaUts3z5cqZNm8asWbM4dOgQQUFBhIaGkpaWplds4l9+Lra8ensHAOasPcWFzCsGjkgIUVeOXszm14Nls53NuruztDzdJJWiKHoNIvTy8mLVqlX06dMHBwcHDhw4QPv27Vm9ejUffvghO3bsuLlAVCr++OMPRo0apdd+Y8aMwdbWlh9++AGAvn370rt3b/7v//4PAI1Gg4+PD1OnTuW1116r0TFzc3NxdHQkJycHBwcHveJpqjQahQe+2sO+hEwGBLjw02N9dXpzCyEaH0VRuGfRbg6ez2JMj5Z8fH93Q4dkdGqaD/SumRYUFODuXjY7TosWLbh8+TIAXbt25dChQzcZ7s05fPgwu3bt0naKKi4u5uDBg4SEhGjLmJiYEBISwu7duxs0tqamvLnXytyEXecy+Fmae4Vo9FYfucTB81nYWJjyyu0dDR1Oo6Z3Mu3QoQNnzpwBICgoiC+//JKkpCQWLVqEl5dXnQdYmVatWmFpaUmvXr145plneOyxxwBIT09HrVbj4eGhU97Dw4OUlJQqj1dUVCSTT9RAa1dbXgkt+w/33l/S3CtEY1ZYoub9v08D8Mywtng6ymT2taF3Mn3++edJTi6bamrWrFn8/fff+Pr68umnn/Lee+/VeYCV2b59OwcOHGDRokUsWLCApUuX1up4c+bMwdHRUfvw8fGpo0ibnkcGtKZ36xYUFKt5/Y9j6HmXQAhhJH7em0hyTiHejlY8OtDf0OE0enr3f3744Ye1/w4ODub8+fOcPn0aX19fXF1d6zS4qvj7l33wXbt2JTU1lYiICB588EFcXV0xNTUlNTVVp3xqaiqenp5VHm/GjBlMmzZN+zw3N1cSahVMTFR8MLYbt3+yne0x6fx+KImxwa0MHZYQQg9Xi9V8vrVsMvupw9thZW5q4Igav5tez7S4uJgzZ85gYWFBz549GyyR/pdGo6GoqAgACwsLgoOD2bRpk87rmzZton///lUew9LSEgcHB52HqFobNzueH94OgHf+Okl6fpGBIxJC6OP73Qmk5xfh62zDPfJjuE7onUyvXLnCo48+io2NDZ07dyYxsawjytSpU3n//ff1OlZ+fj7R0dFER0cDEB8fT3R0tPaYM2bMYMKECdryCxcuZM2aNcTExBATE8M333zDvHnzdGrL06ZNY/HixXz33XecOnWKp556ioKCAiZNmqTvqYpqPD64DZ28HMi+UkLE6hOGDkcIUUP5RaXahb+fG94Oc9ObrlOJ6+h9FWfMmMGRI0fYunUrVlb/3rAOCQlh+fLleh3rwIEDOpM9TJs2jR49ejBz5kwAkpOTtYkVymqZM2bMoHv37vTq1YuFCxfywQcf8Pbbb2vL3H///cybN4+ZM2fSvXt3oqOjWbduXYVOSaJ2zE1N+PCebpiaqPjzaDIbT6beeCchhMEt2RFP1pUS2rjZMqq7t6HDaTL0Hmfq5+fH8uXL6devH/b29hw5coQ2bdoQGxtLz549m0RPWBlnWnNz/j7Fl9vi8HSwYv20wThYmRs6JCFEFXKulDDww83kFZby6YM9uDtIkumN1Ns408uXL2vHmV6voKBABvE3Qy+GtKe1iw0puYV8cK2bvRDCOH29I468wlI6eNhzV9eGGcrYXOidTHv16sVff/2lfV6eQL/++utqO/mIpsnK3JQ5Y8oWN/hpbyJ7ZSFxIYxSZkEx3+6IB+DFEe1l2sA6pvfQmPfee4+wsDBOnjxJaWkpn3zyCSdPnmTXrl1s27atPmIURq5/gAsP9vFh6b4LvPb7Mf5+fpB0tRfCyHy57RwFxWq6tHQgtLP0IalretdMBw4cSHR0NKWlpXTt2pX169fj7u7O7t27CQ4Oro8YRSPwWlgg7vaWxKcXMH/jWUOHI4S4TlpeId/tTgBg+ogOckuuHtzUonUBAQEsXry4rmMRjZijtTnvju7KlO8PsDgqjju6eBHk42TosIQQwBdbz1FYoqGHrxNDO7gZOpwm6aaSqUajITY2lrS0NDQajc5rgwcPrpPAROMzopMHdwd5s/rIJV757Shrpg7EwkzGsAlhSKeSc/lh93lAaqX1Se9kumfPHh566CHOnz9fYV5WlUqFWq2us+BE4xNxd2d2xqZzJjWPhVtieXFEe0OHJESzVarW8OqKo5RqFG7v7MnAdoaZqa450Lva8OSTT9KrVy+OHz9OZmYmWVlZ2kdmZmZ9xCgaEWdbC2aP7AzAwi2xnEpu/OOOhWisluxM4OjFHByszHj72v9LUT/0TqYxMTG89957BAYG4uTkpLPaiqOjY33EKBqZO7t6EdrZg1KNwsu/HaFErbnxTkKIOnU+o4CPNpQtl/nGnYG4O8gSa/VJ72Tat29fYmNj6yMW0USoVCreGdUFR2tzjifl8lVUnKFDEqJZURSFGb8fo7BEw4AAF+7rJatg1Te975lOnTqV6dOnk5KSQteuXTE3150+rlu3bnUWnGi83O2tmBXeiWm/HOGTjTGEdvagrbu9ocMSoln45cAFdp3LwMrchDljukqnowag99y8JiYVK7MqlQpFUZpMBySZm7duKIrC5Mj9bDlzmR6+Tvz25ABMZdYVIepVam4hIR9vI6+wlDfuCGTK4DaGDqlRq2k+0LtmGh8fX6vARPOhUql4b0xXbvs4isOJ2Szado5nhrU1dFhCNGkzVx0nr7CUbq0cmXRLa0OH02zonUz9/PzqIw7RRHk5WjMzvBMv/3aUjzecpV8bF4L9Whg6LCGapL+PJfPPiVTMTFR8MLYbZrJWaYOpUTJdvXo1YWFhmJubs3r16mrL3n333XUSmGg67gluxfaYdFYfucRzSw+z9vlBOFrLUm1C1KW8whJmrT4BwJNDAgj0kltUDalG90xNTExISUnB3d290num2oPJPVNRhdzCEu78dDsXMq9yZ1cv/u+hHtIpQog69N7aU3wVFUdrFxvWvTBYFpuoI3W6nqlGo9GuYarRaKp8NIVEKuqHg5U5nz3YEzMTFX8dS2b5/guGDkmIJiM2LV+7vNrM8E6SSA2gzhrUL168yOOPP15XhxNNUHcfJ14K7QBAxJoTxKTmGTgiIRo/RVGYveYEpRqFWzu6c2tHWV7NEOosmWZkZPDNN9/U1eFEE/X4oDYMaudKYYmGqUsPU1girRlC1Mb6k6lsj0nHwtSEmXd1MnQ4zZZ09RINysRExUf3BeFqZ8HplDze/euUoUMSotEqLFHzzp8nAZgy2J/WrrYGjqj5kmQqGpy7vRUf39cdgB/2nOfnvYmGDUiIRurLbXFczLqKl6OVjOE2MEmmwiAGt3fjmWEBALz+xzG+2SGTgQihjwuZV/h8a9k86a/fEYiNxU0tTy3qSI2v/pgxY6p9PTs7u7axiGbmpds6UKpW+DIqjnf+PMnV4lKeGdZWhswIUQPv/nWKolIN/do4c1c3L0OH0+zVOJneaHk1R0dHJkyYUOuARPOhUql4LawjNhZmzN94lnnrz1JQrOaV0A6SUIWoxo6YdNadSMHUREXE3Z3l/4sRqHEyXbJkSX3GIZoplUrF8yHtsLEw5d21p/hi6zmuFJUyK7wzJjIpvhAVFJdqiFhTNtPR+H5+dPSUiWWMgdwzFUZhyuA2vDu6CyoVfLf7PK+uOIpao9eCRkI0C4u3xxGblo+LrQUvjmhv6HDENZJMhdEY19ePj+4NwkQFvx68yOxrv76FEGUuZF7hs80xALx5V6DMcW1EJJkKozKmZys+fbAHAN/vPs8Pe84bOCIhjIOiKMxafYLCEg3927gwqntLQ4ckrmPQZBoVFUV4eDje3t6oVCpWrlxZbfnff/+dESNG4ObmhoODA/379+eff/7RKRMREYFKpdJ5dOzYsR7PQtS1u7p583L5tIOrT7ArNt3AEQlheP+cSGXz6TTMTVW8M6qLdDoyMgZNpgUFBQQFBbFw4cIalY+KimLEiBGsXbuWgwcPMmzYMMLDwzl8+LBOuc6dO5OcnKx97Nixoz7CF/Xo6aEBjOzujVqj8NRPh0hILzB0SEIYTEFRqfa2xxODA2jrbmfgiMR/GXSUb1hYGGFhYTUuv2DBAp3n7733HqtWrWLNmjX06NFDu93MzAxPT8+6ClMYgEpVtrhxQsYVjlzI5rHvD/D70wNwsJJ7RKL5WbDxLMk5hfg4W/PsrTLTkTFq1PdMNRoNeXl5ODs762yPiYnB29ubNm3aMG7cOBITq5+urqioiNzcXJ2HMDwrc1MWjw/G08GK2LR8nlt6WHr4imbnVHIu3+5MAODtu7vI8mpGqlEn03nz5pGfn899992n3da3b18iIyNZt24dX3zxBfHx8QwaNIi8vKqX+5ozZw6Ojo7ah4+PT0OEL2rA3cGKryf2wsrchK1nLjNnrUyML5oPjUbhjT+OodYohHXxZFhHd0OHJKrQaJPpzz//zOzZs/nll1+0C5dDWdPxvffeS7du3QgNDWXt2rVkZ2fzyy+/VHmsGTNmkJOTo31cuCALVxuTLi0d+eje7gB8vSOe99aeIr+o1LBBCdEAfjlwgUOJ2dhamDIzXJZXM2aNcmbkZcuW8dhjj/Hrr78SEhJSbVknJyfat29PbGxslWUsLS2xtLSs6zBFHbqzmxfnLrfn4w1n+Soqjj8OJ/FyaAfu6dlKZkoSTUpS9lU2nUplw8lUdp/LAODFEe3xcrQ2cGSiOo0umS5dupTJkyezbNky7rzzzhuWz8/P59y5c4wfP74BohP1aeqtbQn0cuDdv06SkHGFV347yve7E5h5V2f6+Dvf+ABCGKnTKbmsPZbCxpOpnEzW7bMxtIMbjwxobZjARI0ZNJnm5+fr1Bjj4+OJjo7G2dkZX19fZsyYQVJSEt9//z1Q1rQ7ceJEPvnkE/r27UtKSgoA1tbW2on4X3rpJcLDw/Hz8+PSpUvMmjULU1NTHnzwwYY/QVGnVCoVIzp5MLi9K9/vOs+nm2I4npTLfV/u5s5uXrx5Z6D8eheNSnGpho82nOHLbXHabSYq6OXnTEgnd4YHehDgJsNgGgOVoigG6x65detWhg0bVmH7xIkTiYyM5JFHHiEhIYGtW7cCMHToULZt21ZleYAHHniAqKgoMjIycHNzY+DAgbz77rsEBATUOK7c3FwcHR3JycnBwUEmkTZW6flFfLT+LMv3J6JRwNPBih8f6ytj8ESjkJhxhanLDnPkQjYAIYHu3N7Fi1s7uuNsa2HY4IRWTfOBQZOpsZJk2ricvJTL88sOE5OWj6udBT882pdAL/nchPFaFZ3EG38cJ7+oFAcrMz4Y242wrrImqTGqaT5otL15hSjXyduBZY/3o5OXA+n5xTzw1R6OXsw2dFhCVFBQVMrLvx7h+WXR5BeV0suvBX+/MFgSaRMgyVQ0CS52liyd0o/uPk7kXC1h3OK9HEjINHRYQmgdTswi/P928OvBi6hU8NytbVn2eD9aOsl9/qZAkqloMhxtzPnxsb709Xcmr6iU8d/sY6dMki8MrLBEzXtrTzH2i13EXS7A08GKnx/rx7TbOmBmKl/BTYV8kqJJsbM0I3JSHwa3d+NqiZpJkfv550SKocMSzdT+hEzCPtnOV1FxaBQY1d2bv58fRP8AF0OHJuqYdECqhHRAavyKStVM/fkw60+mAjC6R0veuDMQVzuZnEPUv4KiUub+c4bvdiegKODhYMm7o7oS0snD0KEJPUlv3lqQZNo0lKg1zFl7miW74lEUcLQ25/U7OnJfLx9ZC1LUuVK1hmNJOew6l8HSfYlczLoKwP29fHj9zkAcrWXFo8ZIkmktSDJtWo5cyOb1P45x4lLZzDJ9/J15b3QX2rrbGzgy0ZgpikJMWj47Y9PZGZvB3rgM8q6bM7qlkzXvj+3KoHZuBoxS1JYk01qQZNr0lKo1RO5K4KP1Z7laosbcVMVTQ9vyzLAALM1kSStRM4qicCo5jz+PXmLN0UtcyLyq87qDlRn92rgwsJ0rY3q2ws6y0c3YKv5DkmktSDJtui5mXWHWqhNsOp0GQHsPO+beE0SQj5NhAxNG7dzlfNYcucSaI5c4d7lAu93SzIQ+/s4MCHDllrYudPZ2xFQWXmhSJJnWgiTTpk1RFNYeS2HW6uOk5xdjooIpg9vwYkh7WXhZ6ChVa3jqp0NsuNaRDcDCzIRhHdwID/Lm1o7u2FhI7bMpk2RaC5JMm4fMgmLeXnOCldGXAGjjZsvce7oR7Ccr0IgyH68/w6ebYzEzUTGwnSvh3bwZ0dkDByvpTNRcSDKtBUmmzcuGk6m88ccx0vKKUKngkQGtefX2jlJLbeb2J2Ry/5e70Sjw6YM9uDvI29AhCQOQuXmFqKERnTzYMG0I9wa3QlFgyc4Exn6xi/MZBTfeWTRJOVdLeGFZNBoFxvRsKYlU3JAkUyEoG4M6994glkzqjbOtBScu5XLXZztYL7MnNTuKovDWyuMkZV/F19mG2Xd3NnRIohGQZCrEdYZ1cOev5wYS7NeCvMJSHv/hIHPWnqJUrTF0aKKB/HE4idVHLmFqomLBA92xl/ujogYkmQrxH16O1ix7vB+PDfQH4MuoOB5avJe03EIDRybqW2LGFWauOgHA88Pb0dO3hYEjEo2FJFMhKmFuasKbd3Xii3E9sbM0Y19CJnd8up1V0UmoNdJnrykqVWt4fvlh8otK6d26Bc8Ma2vokEQjIslUiGqEdfVizdSBdPS0Jz2/mOeXRRPy8TZ+OXCBEmn6bVI+3RzL4cRs7K3MmH9/d5l8QehFhsZUQobGiP+6Wqzmmx1xfLMjnqwrJUDZ3KtPDg3g3uBWMoymEUvLK2T+hhiW7U9EkWEw4j9knGktSDIVVSkoKuWnvef5Kiqe9PwiANztLbmvlw8DAlzo6ddCEmsjUVBUyuLtcXwVFceVYjVQNsY4QnrviutIMq0FSabiRgpL1Czff4FF286RnPNvxyQLUxO6+zrRv40L/QNc6O7jJMnVyJSqNfx68CIfbzjL5byyH0RBPk68cUcgffxl9iuhS5JpLUgyFTVVXKrhz6OX2Hb2MrvPZZB27cu5nJW5CX39XRjUzpUh7d1o624na6kaSGGJmj+PJvPltnPEpOUD4Otswyu3d+DOrl7yuYhKSTKtBUmm4mYoikJ8egG74zLYE5fJ7nMZ2qbgcl6OVgxu58aAti60drHF09EKVztL6exSj2JS8/hpbyK/H7pIbmHZeqNONuZMvbUdD/fzlSX4RLUkmdaCJFNRFxRF4WxqPlFnLxMVc5m98ZkUl1bsAWxqosLNzhIPRys8HSxp525PkI8TQa0ccXewMkDkhpFVUMzRpByq+koyNzW59lDp/LuyHyKKAkcuZvPTnkT2JWRqt7dqYc2DfXx5uJ8fjtYyGYO4MUmmtSDJVNSHq8Vq9iVkEnX2MgfPZ5GSU0haXiHVDVv1crSiWytHgnyc6Onbgh6+Tk2uJlWq1vD97vPM33CWvKLSOj++qYmK4R3dGdfPj0FtXTGRVgChB0mmtSDJVDQUtUYhPb+IlJxCUnILSc6+ysnkXI5cyOFsWh7//d9pZW5CH38XBrZ1YUCAK528HBp1cth9LoOI1Sc4k5oHlNUcnWwq1hgVpexaFas1lKg1lJQqlKg1FKs1Fa5RORc7C8b2bMV9vXzwdGw+NXxRtySZ1oIkU2EMCopKOZ6Uw5GL2Ry5kMPe+MwK92CdbS3o36ZsSE4PXyc6ezs0ipprcs5V3lt7mjVHytaSdbIx55XQjtzf20fuHwujIsm0FiSZCmNUfg92R2w6u2LT2ROXQcG18ZHlLExNCPR2oIePEz18negf4IK7vfHUytJyC1m+/wJfbDvHlWI1KhWM6+vL9BEdaGFrYejwhKigUSTTqKgo5s6dy8GDB0lOTuaPP/5g1KhRVZb//fff+eKLL4iOjqaoqIjOnTsTERFBaGioTrmFCxcyd+5cUlJSCAoK4rPPPqNPnz41jkuSqWgMStQajlzIZk9cBtEXsjmcmE1GQXGFckGtHBke6MHwQHc6eTk0+BCQK8Wl/HMihd8PJbEzNl17j7inrxNvj+xCl5aODRqPEPqoaT4wa8CYKigoKCAoKIjJkyczZsyYG5aPiopixIgRvPfeezg5ObFkyRLCw8PZu3cvPXr0AGD58uVMmzaNRYsW0bdvXxYsWEBoaChnzpzB3d29vk9JiAZjbmpCr9bO9GpdNtGAoihcyLzK4QtZHE7M5sD5TI4n5XLkYg5HLubw8YazeDtaMTzQg1sD3enfxqXeJpTIvlLMkYs5rDqcxLoTKdoZhgCC/Vowvp8fdwd5N+r7vUJcz2iaeVUq1Q1rppXp3Lkz999/PzNnzgSgb9++9O7dm//7v/8DQKPR4OPjw9SpU3nttddqdEypmYqmIi23kE2n09h0KpUdsekUlvw7NMfCzIS+/s4Mae/G0A5uBLjVfEIJjUYho6CYlJxCLmRdIT69gLjLBcSn5xOfXqCdv7icn4sNo3u0ZHSPlvi52NbpOQpRnxpFzbS2NBoNeXl5ODuX/TIvLi7m4MGDzJgxQ1vGxMSEkJAQdu/eXeVxioqKKCr6t2NHbm5u/QUtRANyd7DiwT6+PNjHl6vFanadS2fjqTS2nkkjOaeQ7THpbI9J539/naKlkzX9A1yws6z4taAoCplXSkjJuUpyTiGpuYWUqKv/He7taMWtge6M7tGKnr5OMsOQaNIadTKdN28e+fn53HfffQCkp6ejVqvx8PDQKefh4cHp06erPM6cOXOYPXt2vcYqhKFZW5heu3fqgaIoxKbls+3sZbadLZtQIin7Kr8dvFjj46lUZZP8eztZ4+9qSxtXW/xd7fB3taW1qw02Fo3660UIvTTav/aff/6Z2bNns2rVqlrfC50xYwbTpk3TPs/NzcXHx6e2IQphtFQqFe087GnnYc9jg9pwtVjNnvgMohOzq1z83MnGHC9HazwdrfBytMLN3hJzU1kSWQhopMl02bJlPPbYY/z666+EhIRot7u6umJqakpqaqpO+dTUVDw9Pas8nqWlJZaWlvUWrxDGztrClGEd3BnWQTrpCXEzGt3PyqVLlzJp0iSWLl3KnXfeqfOahYUFwcHBbNq0SbtNo9GwadMm+vfv39ChCiGEaCYMWjPNz88nNjZW+zw+Pp7o6GicnZ3x9fVlxowZJCUl8f333wNlTbsTJ07kk08+oW/fvqSkpABgbW2No2PZWLVp06YxceJEevXqRZ8+fViwYAEFBQVMmjSp4U9QCCFE86AY0JYtWxSgwmPixImKoijKxIkTlSFDhmjLDxkypNry5T777DPF19dXsbCwUPr06aPs2bNHr7hycnIUQMnJyanlGQohhGjMapoPjGacqTGRcaZCCCGg5vmg0d0zFUIIIYyNJFMhhBCiliSZCiGEELUkyVQIIYSoJUmmQgghRC01yhmQ6lt5B2eZ8F4IIZq38jxwo4EvkkwrkZeXByDz8wohhADK8kL55ECVkXGmldBoNFy6dAl7e3ujXTaqfDL+CxcuyFjYGpDrpT+5ZvqR66WfxnK9FEUhLy8Pb29vTEyqvjMqNdNKmJiY0KpVK0OHUSMODg5G/YdobOR66U+umX7keumnMVyv6mqk5aQDkhBCCFFLkkyFEEKIWpJk2khZWloya9YsWYe1huR66U+umX7keumnqV0v6YAkhBBC1JLUTIUQQohakmQqhBBC1JIkUyGEEKKWJJkKIYQQtSTJtJFJSEjg0Ucfxd/fH2trawICApg1axbFxcU65Y4ePcqgQYOwsrLCx8eHDz/80EARG967777LgAEDsLGxwcnJqdIyiYmJ3HnnndjY2ODu7s7LL79MaWlpwwZqRBYuXEjr1q2xsrKib9++7Nu3z9AhGY2oqCjCw8Px9vZGpVKxcuVKndcVRWHmzJl4eXlhbW1NSEgIMTExhgnWCMyZM4fevXtjb2+Pu7s7o0aN4syZMzplCgsLeeaZZ3BxccHOzo6xY8eSmppqoIhvjiTTRub06dNoNBq+/PJLTpw4wfz581m0aBGvv/66tkxubi633XYbfn5+HDx4kLlz5xIREcFXX31lwMgNp7i4mHvvvZennnqq0tfVajV33nknxcXF7Nq1i++++47IyEhmzpzZwJEah+XLlzNt2jRmzZrFoUOHCAoKIjQ0lLS0NEOHZhQKCgoICgpi4cKFlb7+4Ycf8umnn7Jo0SL27t2Lra0toaGhFBYWNnCkxmHbtm0888wz7Nmzhw0bNlBSUsJtt91GQUGBtsyLL77ImjVr+PXXX9m2bRuXLl1izJgxBoz6Jiii0fvwww8Vf39/7fPPP/9cadGihVJUVKTd9uqrryodOnQwRHhGY8mSJYqjo2OF7WvXrlVMTEyUlJQU7bYvvvhCcXBw0LmGzUWfPn2UZ555RvtcrVYr3t7eypw5cwwYlXEClD/++EP7XKPRKJ6ensrcuXO127KzsxVLS0tl6dKlBojQ+KSlpSmAsm3bNkVRyq6Pubm58uuvv2rLnDp1SgGU3bt3GypMvUnNtAnIycnB2dlZ+3z37t0MHjwYCwsL7bbQ0FDOnDlDVlaWIUI0art376Zr1654eHhot4WGhpKbm8uJEycMGFnDKy4u5uDBg4SEhGi3mZiYEBISwu7duw0YWeMQHx9PSkqKzvVzdHSkb9++cv2uycnJAdB+Zx08eJCSkhKda9axY0d8fX0b1TWTZNrIxcbG8tlnn/HEE09ot6WkpOgkBkD7PCUlpUHjawzkev0rPT0dtVpd6fVobtfiZpRfI7l+ldNoNLzwwgvccsstdOnSBSi7ZhYWFhX6MzS2aybJ1Ei89tprqFSqah+nT5/W2ScpKYnbb7+de++9lylTphgocsO4meslhDCsZ555huPHj7Ns2TJDh1LnZAk2IzF9+nQeeeSRasu0adNG++9Lly4xbNgwBgwYUKFjkaenZ4WecOXPPT096yZgA9P3elXH09OzQm/Vpna9asrV1RVTU9NK/36a27W4GeXXKDU1FS8vL+321NRUunfvbqCojMOzzz7Ln3/+SVRUlM4Sl56enhQXF5Odna1TO21sf3OSTI2Em5sbbm5uNSqblJTEsGHDCA4OZsmSJRUWrO3fvz9vvPEGJSUlmJubA7BhwwY6dOhAixYt6jx2Q9Dnet1I//79effdd0lLS8Pd3R0ou14ODg506tSpTt6jsbCwsCA4OJhNmzYxatQooKxpbtOmTTz77LOGDa4R8Pf3x9PTk02bNmmTZ25uLnv37q2yN3lTpygKU6dO5Y8//mDr1q34+/vrvB4cHIy5uTmbNm1i7NixAJw5c4bExET69+9viJBvjqF7QAn9XLx4UWnbtq0yfPhw5eLFi0pycrL2US47O1vx8PBQxo8frxw/flxZtmyZYmNjo3z55ZcGjNxwzp8/rxw+fFiZPXu2Ymdnpxw+fFg5fPiwkpeXpyiKopSWlipdunRRbrvtNiU6OlpZt26d4ubmpsyYMcPAkRvGsmXLFEtLSyUyMlI5efKk8vjjjytOTk46vZ2bs7y8PO3fEKB8/PHHyuHDh5Xz588riqIo77//vuLk5KSsWrVKOXr0qDJy5EjF399fuXr1qoEjN4ynnnpKcXR0VLZu3arzfXXlyhVtmSeffFLx9fVVNm/erBw4cEDp37+/0r9/fwNGrT9Jpo3MkiVLFKDSx/WOHDmiDBw4ULG0tFRatmypvP/++waK2PAmTpxY6fXasmWLtkxCQoISFhamWFtbK66ursr06dOVkpISwwVtYJ999pni6+urWFhYKH369FH27Nlj6JCMxpYtWyr9e5o4caKiKGXDY9566y3Fw8NDsbS0VIYPH66cOXPGsEEbUFXfV0uWLNGWuXr1qvL0008rLVq0UGxsbJTRo0frVBAaA1mCTQghhKgl6c0rhBBC1JIkUyGEEKKWJJkKIYQQtSTJVAghhKglSaZCCCFELUkyFUIIIWpJkqkQQghRS5JMRaO3detWVCoV2dnZ1ZZr3bo1CxYsaJCYqjN06FBeeOEFQ4dRJUNcp0ceeUQ7faGxq+nf26ZNmwgMDEStVtdrPCdPnqRVq1Y6i22LhifJVDSIRx55RLuai4WFBW3btuXtt9+mtLS01sceMGAAycnJODo6AhAZGVlhOSeA/fv38/jjj9f6/ZqKqq6TqBuvvPIKb775JqampvX6Pp06daJfv358/PHH9fo+onqSTEWDuf3220lOTiYmJobp06cTERHB3Llza31cCwsLPD09UalU1ZZzc3PDxsam1u8nxI3s2LGDc+fOaSdur2+TJk3iiy++qJMfp+LmSDIVDcbS0hJPT0/8/Px46qmnCAkJYfXq1QBkZWUxYcIEWrRogY2NDWFhYcTExGj3PX/+POHh4bRo0QJbW1s6d+7M2rVrAd1mt61btzJp0iRycnK0NeGIiAigYvNlYmIiI0eOxM7ODgcHB+677z6dpcciIiLo3r07P/zwA61bt8bR0ZEHHniAvLy8Ks8xIyODBx98kJYtW2JjY0PXrl1ZunRptdflRudeXoP8559/CAwMxM7OTvvDpFxpaSnPPfccTk5OuLi48OqrrzJx4sQqm06ru04AV65cYfLkydjb2+Pr61thmb8LFy5w33334eTkhLOzMyNHjiQhIaHa8zxx4gR33XUXDg4O2NvbM2jQIM6dO6dTZt68eXh5eeHi4sIzzzxDSUmJ9rUffviBXr16YW9vj6enJw899BBpaWk656RSqdi0aRO9evXCxsaGAQMGcObMGW2ZmnymGo2GOXPm4O/vj7W1NUFBQfz222/Vntt/LVu2jBEjRmBlZaXdVllT9gsvvMDQoUO1z4cOHcrUqVN54YUXaNGiBR4eHixevJiCggImTZqEvb09bdu25e+//9Y5zogRI8jMzGTbtm16xSnqjiRTYTDW1tYUFxcDZV80Bw4cYPXq1ezevRtFUbjjjju0X6bPPPMMRUVFREVFcezYMT744APs7OwqHHPAgAEsWLAABwcHkpOTSU5O5qWXXqpQTqPRMHLkSO0X0IYNG4iLi+P+++/XKXfu3DlWrlzJn3/+yZ9//sm2bdt4//33qzynwsJCgoOD+euvvzh+/DiPP/4448ePr7Be6vVudO5QltzmzZvHDz/8QFRUFImJiTrn9cEHH/DTTz+xZMkSdu7cSW5uLitXrqzyPW90nT766CN69erF4cOHefrpp3nqqae0SamkpITQ0FDs7e3Zvn07O3fu1Cb48s/zv5KSkhg8eDCWlpZs3ryZgwcPMnnyZJ2a1JYtWzh37hxbtmzhu+++IzIyksjISO3rJSUlvPPOOxw5coSVK1eSkJBQ6Zq2b7zxBh999BEHDhzAzMyMyZMn67x+o890zpw5fP/99yxatIgTJ07w4osv8vDDD+uVqLZv306vXr1qXP563333Ha6uruzbt4+pU6fy1FNPce+99zJgwAAOHTrEbbfdxvjx47ly5Yp2HwsLC7p378727dtv6j1FHTDsPPuiuZg4caIycuRIRVHKVtXYsGGDYmlpqbz00kvK2bNnFUDZuXOntnx6erpibW2t/PLLL4qiKErXrl2ViIiISo9dvopHVlaWoihlK+s4OjpWKOfn56fMnz9fURRFWb9+vWJqaqokJiZqXz9x4oQCKPv27VMURVFmzZql2NjYKLm5udoyL7/8stK3b1+9zv3OO+9Upk+frn0+ZMgQ5fnnn1cURanRuZevFBQbG6sts3DhQsXDw0P73MPDQ5k7d672eWlpqeLr66u95pWp7jo9/PDD2ucajUZxd3dXvvjiC0VRFOWHH35QOnTooGg0Gm2ZoqIixdraWvnnn38qfa8ZM2Yo/v7+SnFxcaWvT5w4UfHz81NKS0u12+69917l/vvvrzL+/fv3K4B2Kb3yv4ONGzdqy/z1118KoF3+7EafaWFhoWJjY6Ps2rVL570effRR5cEHH9R5n/K/t8o4Ojoq33//fYVz/O/n8fzzzytDhgzRPh8yZIgycOBA7fPS0lLF1tZWGT9+vHZbcnKyAii7d+/WOdbo0aOVRx55pMqYRP2SxcFFg/nzzz+xs7OjpKQEjUbDQw89REREBJs2bcLMzIy+fftqy7q4uNChQwdOnToFwHPPPcdTTz3F+vXrCQkJYezYsXTr1u2mYzl16hQ+Pj74+Phot3Xq1AknJydOnTpF7969gbKmYXt7e20ZLy8vnabF/1Kr1bz33nv88ssvJCUlUVxcTFFRUZX3ak+dOnXDcwewsbEhICCg0jhycnJITU2lT58+2tdNTU0JDg5Go9HU9JLouP7aqlQqPD09te935MgRYmNjda4LlNXK/9tsWy46OppBgwZpF6uvTOfOnXU663h5eXHs2DHt84MHDxIREcGRI0fIysrSnltiYqLOIu7Xx+7l5QVAWloavr6+QPWfaWxsLFeuXGHEiBE6sRUXF9OjR48qY/+vq1ev6jTx6uP6+E1NTXFxcaFr167abR4eHgAV/g6tra11aquiYUkyFQ1m2LBhfPHFF1hYWODt7Y2ZWc3//B577DFCQ0P566+/WL9+PXPmzOGjjz5i6tSp9RgxFb78VSpVtQlq7ty5fPLJJyxYsICuXbtia2vLCy+8UGXzZ23iUOpx9cTqzjs/P5/g4GB++umnCvu5ublVejxra+tavWdBQQGhoaGEhoby008/4ebmRmJiIqGhoRWu7fXHKe+Udv1ndqNzA/jrr79o2bKlTjlLS8sbnkM5V1dXsrKybliusmEzlcV3o3MCyMzM1PnBJRqW3DMVDcbW1pa2bdvi6+urk0gDAwMpLS1l79692m0ZGRmcOXNGp8bh4+PDk08+ye+//8706dNZvHhxpe9jYWFxw7F9gYGBXLhwgQsXLmi3nTx5kuzsbJ331NfOnTsZOXIkDz/8MEFBQbRp04azZ89WG0dNzr06jo6OeHh4sH//fu02tVrNoUOHqt2vJtepMj179iQmJgZ3d3fatm2r8ygfnvRf3bp1Y/v27Tr3gfVx+vRpMjIyeP/99xk0aBAdO3astoXgZnXq1AlLS0sSExMrnNv1rRg30qNHD06ePFlh+/Ud3ADi4uJqHXO548eP61V7FnVLkqkwuHbt2jFy5EimTJnCjh07OHLkCA8//DAtW7Zk5MiRQFmvx3/++Yf4+HgOHTrEli1bCAwMrPR4rVu3Jj8/n02bNpGenl5p01dISAhdu3Zl3LhxHDp0iH379jFhwgSGDBly0x1Hys9lw4YN7Nq1i1OnTvHEE09U+ALV99xrYurUqcyZM4dVq1Zx5swZnn/+ebKysqodLlST61SZcePG4erqysiRI9m+fTvx8fFs3bqV5557josXL1a6z7PPPktubi4PPPAABw4cICYmhh9++EGnp211fH19sbCw4LPPPiMuLo7Vq1fzzjvv1Ghffdjb2/PSSy/x4osv8t1333Hu3DkOHTrEZ599xnfffVfj44SGhrJjx44K2/fu3cvixYuJi4vj66+/5p9//iE5OZn4+PhaxZ2QkEBSUhIhISG1Oo64eZJMhVFYsmQJwcHB3HXXXfTv3x9FUVi7dq22eUutVvPMM88QGBjI7bffTvv27fn8888rPdaAAQN48sknuf/++3Fzc+PDDz+sUEalUrFq1SpatGjB4MGDCQkJoU2bNixfvrxW5/Hmm2/Ss2dPQkNDGTp0KJ6enjec2edG514Tr776Kg8++CATJkygf//+2NnZERoaWu19u5pcp8rY2NgQFRWFr68vY8aMITAwkEcffZTCwkIcHBwq3cfFxYXNmzeTn5/PkCFDCA4OZvHixTU+Rzc3NyIjI/n111/p1KkT77//PvPmzavRvvp65513eOutt5gzZ4727+2vv/7C39+/xscYN24cJ06cqPBjYdiwYaxYsYLAwEAWL17MkiVLSE5OrvV466VLl3Lbbbfh5+dXq+OIm6dS6vPGixDCIDQaDYGBgdx33331UoMTN/byyy+Tm5vLl19+CZQNgcrOzq52yNLNKC4upl27dvz888/ccsstdXpsUXNSMxWiCTh//jyLFy/m7NmzHDt2jKeeeor4+HgeeughQ4fWbL3xxhv4+fnddI/qmkpMTOT111+XRGpg0ptXiCbAxMSEyMhIXnrpJRRFoUuXLmzcuLHK+8qi/jk5OfH666/X+/uUd5AShiXNvEIIIUQtSTOvEEIIUUuSTIUQQohakmQqhBBC1JIkUyGEEKKWJJkKIYQQtSTJVAghhKglSaZCCCFELUkyFUIIIWpJkqkQQghRS/8P19z/o5yFz3oAAAAASUVORK5CYII=",
+      "text/plain": [
+       "<Figure size 500x350 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "XiXj, YiYj, rij = fm.calculate_metrics(final_x, final_y)\n",
+    "np.fill_diagonal(rij, np.inf)\n",
+    "\n",
+    "fig = plt.figure(figsize=(5.,3.5))\n",
+    "plt.plot(final_x / micron, 1 / (np.min(rij, axis=0) / micron))\n",
+    "plt.ylabel(\"Linear density (1/μm)\")\n",
+    "plt.xlabel(\"Position along the channel (μm)\")\n",
+    "plt.title(\"Density along the channel\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Density dependence of the dispersion relation"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 81,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "                                                                                \r"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "on 58: /Users/gkoolstra/Documents/Code/quantum_electron/quantum_electron/eom_solver.py:278: RuntimeWarning: invalid value encountered in sqrt\n",
+      "         return np.sqrt(EVals) / (2 * np.pi), EVecs\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "|████████████████████████████████████████| 65/65 [100%] in 2:54.5 (0.37/s)      \n"
+     ]
+    }
+   ],
+   "source": [
+    "n_sweep = np.arange(10, 140, 2)\n",
+    "n_modes = 1\n",
+    "plot_configuration = False\n",
+    "\n",
+    "linear_density = []\n",
+    "electron_frequencies = np.zeros((len(n_sweep), n_modes))\n",
+    "\n",
+    "with alive_bar(len(n_sweep), force_tty=True) as bar:\n",
+    "    for k, n_electrons in enumerate(n_sweep):\n",
+    "        if plot_configuration:\n",
+    "            fig, ax = plt.subplots(1, 1, figsize=(12, 4))\n",
+    "\n",
+    "        fm = FullModel(potential_dict=potential_dict, voltage_dict=voltages, trap_annealing_steps=[10.0]*5, \n",
+    "                       max_x_displacement=0.25e-6, max_y_displacement=0.25e-6)\n",
+    "        fm.remove_unbound_electrons = True\n",
+    "\n",
+    "        # Create a rectangular initial condition\n",
+    "        ic = InitialCondition(potential_dict, voltages)\n",
+    "        initial_condition = ic.make_rectangular(n_electrons=n_electrons, coor=(0, 0), dxdy=(channel_length - 3, 1.6), n_rows=1)\n",
+    "\n",
+    "        # Feed this into the model\n",
+    "        res = fm.get_electron_positions(n_electrons=n_electrons, electron_initial_positions=initial_condition, verbose=False)\n",
+    "        final_x, final_y = r2xy(res['x'])\n",
+    "\n",
+    "        if plot_configuration:\n",
+    "            fm.plot_potential_energy(ax=ax, dxdy=(channel_length, 4), print_voltages=False, plot_contours=False)\n",
+    "            fm.plot_electron_positions(res, ax=ax, marker_size=4)\n",
+    "\n",
+    "        # Feed this into the model\n",
+    "        res = fm.get_electron_positions(n_electrons=n_electrons, electron_initial_positions=initial_condition, verbose=False)\n",
+    "\n",
+    "        # Solve the equations of motion\n",
+    "        fm.set_rf_interpolator(rf_electrode_labels=['trench'])\n",
+    "        K, M = fm.setup_eom(res['x'], resonator_dict=resonator_dict)\n",
+    "        efreqs, evecs = fm.solve_eom(K, M, sort_by_cavity_participation=False)\n",
+    "\n",
+    "        if plot_configuration:\n",
+    "            ax.set_title(f\"f = {efreqs[0]/1e9:.2f} GHz\")\n",
+    "\n",
+    "        linear_density.append(1 / mean_electron_spacing(final_x, final_y))\n",
+    "        electron_frequencies[k, :] = efreqs[:n_modes]\n",
+    "\n",
+    "        bar()\n",
+    "\n",
+    "linear_density = np.array(linear_density)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "To compare the density dependence to the theory, we can start from the dispersion relation for the longitudonal mode:\n",
+    "$$ \n",
+    "\\omega^2 = \\omega_\\mathrm{Coulomb}^2 \\sum_{k = 1}^N  \\frac{1 - \\cos(k q a)}{k^3} \\sim \\omega_\\mathrm{Coulomb}^2  (qa)^2\n",
+    "$$\n",
+    "where $a$ is the mean distance between neighboring electrons. This formula holds in the regime $qa \\ll 1$. Now note that $\\omega_\\mathrm{Coulomb}^2 \\sim a^{-3}$ and so we find \n",
+    "$$ \n",
+    "\\omega^2 \\sim \\frac{a^2}{a^3} = 1/a = \\lambda.\n",
+    "$$\n",
+    "and $\\lambda$ is the linear density. The blue line below shows there is pretty good agreement for moderate linear densities. For the lowest linear densities the approximation $qa \\ll 1$ starts to break down, so we should expect the agreement to be worse there."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 82,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.legend.Legend at 0x28cb9b5d0>"
+      ]
+     },
+     "execution_count": 82,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 500x350 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax = plt.subplots(1, 1, figsize=(5, 3.5))\n",
+    "\n",
+    "plt.plot(linear_density, electron_frequencies[:, 0] / 1e9, '.k')\n",
+    "\n",
+    "# Calculate the buckling density (the transition from 1->2 rows)\n",
+    "gamma = 2.08\n",
+    "n_12 = (4 * np.pi * eps0 * voltages['trench'] * quadratic_coefficient / (gamma * qe)) ** (1/3)\n",
+    "\n",
+    "# Plot the density dependence expected from theory\n",
+    "lambda_plot = np.linspace(0, n_12)\n",
+    "plt.plot(lambda_plot, 0.65 * (lambda_plot  / 2e6) ** (0.5), label=r\"$\\omega^2 \\sim 1/a$\")\n",
+    "\n",
+    "plt.axvline(n_12, linestyle='--', color='tab:red', label=\"Buckling transition\")\n",
+    "plt.xlabel(\"Linear density (1/μm)\")\n",
+    "plt.ylabel(\"Lowest plasmon frequency (GHz)\")\n",
+    "plt.legend(loc=0, frameon=False)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "In addition, near the 1 to 2 row transition, a sudden drop in frequency can be observed. The transition from 1 to 2 rows isn't instantaneous and at first only part of the chain transitions into 2 rows, whereas part of the chain remains in a single row. The formation of the second row decreases the density along the rest of the chain and thus a drop in frequency."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Eigenmodes of a multi-row system"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "With the intuition developed in the previous sections, we'll now study the more complicated behavior that appears at higher electron densities."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 135,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Channel holds 450 electrons\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1200x400 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "voltages = {\"trench\" : 0.2, \"gnd\" : 0.0}\n",
+    "\n",
+    "n_electrons = 450\n",
+    "n_plots = 5\n",
+    "\n",
+    "fig, ax = plt.subplots(1, 1, figsize=(12, 4))\n",
+    "\n",
+    "fm = FullModel(potential_dict=potential_dict, voltage_dict=voltages, trap_annealing_steps=[10.0]*5, \n",
+    "               max_x_displacement=0.25e-6, max_y_displacement=0.25e-6)\n",
+    "fm.remove_unbound_electrons = True\n",
+    "\n",
+    "# Create a rectangular initial condition\n",
+    "ic = InitialCondition(potential_dict, voltages)\n",
+    "initial_condition = ic.make_rectangular(n_electrons=n_electrons, coor=(0, 0), dxdy=(channel_length - 3, 1.6), n_rows=5)\n",
+    "\n",
+    "# Feed this into the model\n",
+    "res = fm.get_electron_positions(n_electrons=n_electrons, electron_initial_positions=initial_condition, verbose=False)\n",
+    "final_x, final_y = r2xy(res['x'])\n",
+    "\n",
+    "# Plot the results\n",
+    "fm.plot_potential_energy(ax=ax, dxdy=(channel_length, 4), print_voltages=False, plot_contours=False)\n",
+    "fm.plot_electron_positions(res, ax=ax, marker_size=4)\n",
+    "\n",
+    "print(f\"Channel holds {len(final_x)} electrons\")"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "In general, with more electrons the densities and thus mode frequencies increase compared with only a single row of electrons"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 136,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<Figure size 1200x2400 with 8 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "n_plots = 8\n",
+    "\n",
+    "fig, ax = plt.subplots(n_plots, 1, figsize=(12, 3*n_plots))\n",
+    "fm.set_rf_interpolator(rf_electrode_labels=['trench'])\n",
+    "\n",
+    "for n in range(n_plots):\n",
+    "    fm.plot_potential_energy(ax=ax[n], dxdy=(channel_length, 2), print_voltages=False, plot_contours=False)\n",
+    "    # fm.plot_electron_positions(res, ax=ax[n])\n",
+    "\n",
+    "    # Solve the equations of motion\n",
+    "    K, M = fm.setup_eom(res['x'], resonator_dict=resonator_dict)\n",
+    "    efreqs, evecs = fm.solve_eom(K, M, filter_nan=True, sort_by_cavity_participation=False)\n",
+    "\n",
+    "    # fm.plot_eigenvector(res['x'], evecs[:, n])\n",
+    "\n",
+    "    ax[n].set_title(f\"f = {efreqs[n]/1e9:.2f} GHz\")\n",
+    "    # fm.plot_electron_positions(res, ax=ax[n], marker_size=4)\n",
+    "\n",
+    "plt.subplots_adjust(hspace=-0.8)\n",
+    "fig.tight_layout()\n",
+    "\n",
+    "anim = fm.animate_eigenvectors(fig, ax, evecs.T, res['x'], marker_size=4)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 137,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
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+       "\">\n",
+       "  Your browser does not support the video tag.\n",
+       "</video>"
+      ],
+      "text/plain": [
+       "<IPython.core.display.HTML object>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fm.show_animation(anim)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "If we look at the amplitude of the lowest frequency modes, they are still mostly longitudonal modes with electron motion mostly along the channel (in the $x$-direction). The ends also show some deviation, which implies some mixing of the transverse and longitudonal modes."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 138,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.legend.Legend at 0x28d419910>"
+      ]
+     },
+     "execution_count": 138,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 700x600 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "max_plots = 10\n",
+    "max_modes = 10\n",
+    "fitparams = np.zeros((max_modes, 2))\n",
+    "mean_amplitudes = np.zeros((max_modes, 2))\n",
+    "m = len(final_x)\n",
+    "\n",
+    "fig, ax = plt.subplots(2, 1, figsize=(7, 6.))\n",
+    "for mode_idx in range(max_modes):\n",
+    "    mode_profile_x = evecs.T[mode_idx][1:m+1]\n",
+    "    mode_profile_y = evecs.T[mode_idx][m+1:]\n",
+    "\n",
+    "    order = np.argsort(final_x)\n",
+    "    xdata = final_x[order]\n",
+    "\n",
+    "    if mode_idx < max_plots:\n",
+    "        ax[0].plot(xdata / micron, mode_profile_x[order], '.', color=plt.cm.viridis(mode_idx / max_plots), label=f\"f = {efreqs[mode_idx]/1e9:.2f} GHz\")\n",
+    "\n",
+    "        ax[1].plot(xdata / micron, mode_profile_y[order], '.', color=plt.cm.viridis(mode_idx / max_plots), label=f\"f = {efreqs[mode_idx]/1e9:.2f} GHz\")\n",
+    "        \n",
+    "# plus_minus = np.sign(fitparams[:, 0])\n",
+    "# wave_vectors = plus_minus * fitparams[:, 1] * np.pi / chain_length\n",
+    "\n",
+    "plt.xlim(-channel_length/2, channel_length/2)\n",
+    "ax[0].set_xlabel(f\"Position along the channel ({chr(956)}m)\")\n",
+    "ax[0].set_ylabel(\"x amplitude (a.u.)\")\n",
+    "ax[1].set_ylabel(\"y amplitude (a.u.)\")\n",
+    "plt.legend(loc=0, frameon=False, prop={\"size\" : 8}, ncols=2)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We can use the same toolkit to study the dispersion relation. We now see some more rich features."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 139,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "|▏                                       | ▂▄▆ 3/899 [0%] in 0s (~32s, 28.1/s) "
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "|████████████████████████████████████████| 899/899 [100%] in 23.3s (38.71/s)    \n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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vF4XvbLliGcnkvor1ZW47+WW5+iXl5S7Lise3V1lZOGfZfefL6Xy54rVg+nbK6jsl17dYZ1pdu6y0qN321IfHQhS2F/RC3vnSD6Tvs8uJIAg4d0Fx/99eTWfmYF607R3NyafdRxAElbH1aDfgkUYSOvRbHrX22NiaZhwl2N3Ymlz3sBpbxfWPgrGVrXu5jS2dNQhiiIKxJfZhbO1WZuL3eFe7GltF4+cRN7amrX+kja1CuQMbW6K47lEytgqn95E2tnbb3/6MrcQgGq9/yMbWtDKX0dgqM5gut7E1aVxdbmNrukG1l7FVtj0Yv88eCbRnBO2Zg+2v7H13peKKM7YSdNwhNXd/btEyY2ovqH3kHuy2Xb1L/aJxttf2ygy/ovG4H4Ox+OCUtWM3Q/FSjcRi3cl6uxuCe21jv/XLjMdiuTIjMru8zNtW3N5+vHdl5aYZnSZbfqJM1mATOSOsWN5uv9xYKx5PFun7IGsYZQ0ikTEIJn6P6wlhMp6cyfLTPDLTjIeyMtPKlRkjU8uWbL+4vMw4KS23n9+7GA27Gin73sb+jZa9DBaYNFr28iiVbXeacXIQI6fMeBq3qdy42W17E9vfZRsPZbsAIzc80LYfDiijUftvYlqngsUVa2xVqFChQoUKFfYHjUHv4YErq1PBojK2KlSoUKFChQq7QqMP6KvjEmp846IytipUqFChQoUKu0IZgzrghDMHLf+NjErUtEKFChUqVKhQ4TKi8mxVqFChQoUKFXZFxdl6aLhija15t0/dHR/+btIOWVyqRMS0eqpk+WTWX0mZQqZcNvtxMgtvvC7JIHSLZUW+jQqBFCpXRmaOQyPSbJ7yrMTpsg9lWYfFMvnyorTsrmWKchJTpCd2k52Ypu2VzeDbz7pp2YC57MESSYaJ7MFMNmAqzVCst5uMQ3Z9ksxXKCMyZWVmnShZn0ueym4vuzgr55BdFn9M4TuVhZhYDmY3yYhM/bL1uYzIg2ZDxvWymYvZMnbZWP0umw05LRNyt3VJdp4Q0+UXpkkvTCyf8p2tU1rGZNpmZK6sTtfp3DmQmHFfUZJZ55Tue8zpydbJZhvulg2Z3+buWZPZ7MDy9hXqlxgKxTLT2jje5+7GxrR6e21n6Eb7qvdwQmNQlbF1ybhija0KFSpUqFChwv5QebYeGipjq0KFChUqVKiwKyqC/ENDZWxVqFChQoUKFXaFjj8HrVPBospGrFChQoUKFSpUuIyoPFsVKlSoUKFChV2hLoEgf9Dy38iojK0KFSpUqFChwq5QhkuYG/HytOXrEZWxVaFChQoVKlTYFRVn66HhMWVsveUtb+Hnf/7nc8tuuOEG7rzzTgCGwyE/+ZM/yXve8x5GoxEvfvGL+fVf/3UOHz584H1tRE1qkXfgekUNq92gdqHETduOnlKnqGVVVr+o5VXU/MprWOXLZrWr1JRyZdpZ07a7V9nd9LSydfZT3uxSr6iDVbYsSZjJtnNamWn6Wtkyu0JgpZ2EYSz2ZEWrjBFWeynZZrpTEJh4n2MNJKu9FesrkehwjddjBMbk/wtj0mIkWl8TZcjoZpm8DpdOm5vX4CJbJ93U+JiT/2VaWrKwPK6T6mQxLjtVSyv+n9fFyu6/XEcLyv6Pt5FdL6aWn37hjbH1slp1+XUGlbnuUpj0uRXYdVbvyZZR5LW2VLytvfS3StdlNap2qTe9vFOq25WvU65tVVa2WL5Ml6us3KSe1vSyU+tMuYZF7a5p9fP737+Jsdt2dsMoCi+p3kOBRuxbjzJbp4LFY44gf8stt3D27Nn084lPfCJd9xM/8RP86Z/+KX/0R3/Exz/+cc6cOcP3fM/3PIqtrVChQoUKFb7xoc2lfSpYPKY8WwCu67KysjKxfGtri3e84x28+93v5nnPex4A73znO7npppv4zGc+w7Oe9axHuqkVKlSoUKFChQp74jHn2br77rs5evQo1157La961as4deoUAH/7t39LGIa84AUvSMveeOONXHXVVXz6059+tJpboUKFChUqfMNDxWHEg34qWDymPFvPfOYz+Z3f+R1uuOEGzp49y8///M/zzd/8zdxxxx2cO3cO3/eZm5vL1Tl8+DDnzp2bus3RaMRoNEr/b29vX67mV6hQoUKFCt+QuBTjqTK2xnhMGVsvfelL099PetKTeOYzn8nJkyf5wz/8QxqNxiVt821ve9sE6b5ChQoVKlSosH9oIw6UIJbUqWDxmAsjZjE3N8fjH/94vvrVr7KyskIQBGxububKnD9/vpTjleBnfuZn2NraSj+nT5++zK2uUKFChQoVvrFQhREfGh5Tnq0iut0uX/va1/ihH/ohnva0p+F5Hh/5yEd4xSteAcBXvvIVTp06xbOf/eyp26jVatRqtYnlDWdE3SlP0S2mDhdRlkp8OVCUZyjDtJt5Wl21i+RD6frCyCQrZ5GXahgvz0tHlMtIJO0ulY0okaHYTVJCTymzl3xEsVyx7DSJiWnyEsmy4n9bJt/m3PZK5COMmSw3rexu5bN3cnY5pfspLCtdN66e215xZ1kUiuWkEgpyCwKmSi5Mr2uKiyaX536Py8ipZSb3XZRXgLEkQVKubHt7yTJMk2SQwpTKJUwsn7LdovzC7rIOtkyZ3EKZzIKT20a5DEN+W1PKFGQSJiUZCuvZfX1Zm3Ll96Fo/ljp33c1VKSavu4yQSF3lTMqr1MhwWPK2PrX//pf87KXvYyTJ09y5swZ3vzmN+M4Dj/wAz/A7Owsr3vd6/hX/+pfsbCwQKfT4U1vehPPfvazq0zEChUqVKhQocJjFo8pY+uBBx7gB37gB1hbW2NpaYl/+k//KZ/5zGdYWloC4Jd+6ZeQUvKKV7wiJ2paoUKFChUqVLh8MJfA2Zrwfl/BeEwZW+95z3t2XV+v1/m1X/s1fu3Xfu0RalGFChUqVKhQocpGfGh4TBPkK1SoUKFChQqPPpSRl/Q5CN72trfxjGc8g5mZGZaXl/mu7/ouvvKVr0yU+/SnP83znvc8Wq0WnU6H5z73uQwGg3T9+vo6r3rVq+h0OszNzfG6172Obrf7kM/BQ8FjyrP1SOIftk/gKX8qGXK3OauKJM2D1n+4sR/X7m5zVE2dp3EPsnzZdotldvs/sW7KfIu71Sub83Cv7U0nnO9ORC8jt2fL7kZu32uOxRzhPFMmVz7zH5MsG3+TzI8Yz1toMr/tnIbxeg1Ci/G8hjpeHy93ouQ3yAhEBDK0v90BOCODVKA80J5Au2Cc8RyHSROTKQmFibcRgQwNTgjaAVUTqBooH7QHxsVuSwLSljGOwchk2XhORSONHSrGcyPafZvx/Ijx73EjYiJ65hvGZbOE+LK5D9PpEqeQ98vI89PKFMsVSfa7lt3H8mL/NLVcoY+atm5yXsL91Sv9X9J3lvWV+5nPcK/tHqT+w43L3SeHveDSGvYQoBFT5+6dXudg5/zjH/84b3zjG3nGM55BFEX87M/+LC960Yv4x3/8R1qtFmANrZe85CX8zM/8DP/3//1/47ouf//3f4+U47a96lWv4uzZs3zoQx8iDENe+9rX8iM/8iO8+93vPlB7Hk4IY/Y1fe43DLa3t5mdneX2T76cWnvviagPMqno5cZemSBfj5NbT2xjjwmu919+H793PZaDGXcPh2GXfRL3a9hl1x+0nCks31eGIpRmKe4XWYOCXQyT7LJi1uE0wydbv8wo2W85KE7gvEfZAxpABzV+djNYphpI+2jHtAmg91O+WOfrddLocTseG/38frP9BjsRv/pP38/W1hadTueytil5Z37gi9fRmnEOVLe3o3j5k752ye1cXV1leXmZj3/84zz3uc8F4FnPehYvfOELeetb31pa58tf/jI333wzn/vc53j6058OwJ//+Z/z7d/+7TzwwAMcPXr0wO14OFCFEStUqFChQoUKlw3b29u5T3ZWl92wtbUFwMLCAgAXLlzgs5/9LMvLyzznOc/h8OHDfMu3fAuf+MQn0jqf/vSnmZubSw0tgBe84AVIKfnsZz/7MB7VwXDFhhEHykMrb09dGI215MtGR7uNhi6Hy1ruolqijcCZ4pVWU1y5ckIAadILpgquC1nwNmXPmcr81kakW9JGpudDI3CEirdttyXF2HMlMalXRgqT8fBkz/VYTysZRWuELZ+tu4srf5q2VvY7+3uaxlZuXbHsFI2t3UKLZeuyHqmcNyq3Lq+PlYYQM2Wz+x7fEsX/j1Gkp9vklmW9X/nf5PS6Uh2vbCgx3qwoKSdzy3YPGU7T2srqZ6nMf8y4TBJYEPH9umuoLPMM7RY2K9Xg2kVba69yxbLTvFhT9bYO4uma8OLtP5y4l3fqsRJGLPNeTVIqdtctHD0KjrhL4WAl748TJ07klr/5zW/mLW95y651tdbcfvvtfNM3fRNPeMITALjnnnsAeMtb3sL/9X/9Xzz5yU/md3/3d3n+85/PHXfcwfXXX8+5c+dYXl7Obct1XRYWFnad2u9y44o1tipUqFChQoUK+4PlbO3NRSvWATh9+nQujFgmNF7EG9/4Ru64446c10pra2W+/vWv57WvfS0AT3nKU/jIRz7Cf/tv/423ve1tB2rfI4kr1ti6r3cIDx/YnTdRtmzaqHI/I6dHSp0Y9lYotmX25/3ZT71LXVa2n72I9vspU6bxshehf4Jkv8v6aWruD4VvtZu3q+jVyu67zKs14dEyUCTRp/vK/E9v40fL2zU+lPi/GXurEGPyO3HbBQiMPcbkNyDisvbcjL1WGDAIhLDlyF3jsfcIrA/VmLissR6oxNMg4g2ajMcqu76M9wXTOV7FdftZX9YX7VlnP31cWZk9iPIHWbbr8n167aaX+froY/fqi4rLsr8fHYL8wRXkE4J8p9M5EGfrtttu4//7//4//vqv/5rjx4+ny48cOQLAzTffnCt/0003cerUKQBWVla4cOFCbn0URayvr+86td/lRsXZqlChQoUKFSrsikdC+sEYw2233cb73vc+PvrRj3LNNdfk1l999dUcPXp0Qg7irrvu4uTJkwA8+9nPZnNzk7/9279N13/0ox9Fa80zn/nMSzz6h44r1rN1srmB3xpnI+41Gnok4v17pQuXjaLKROMmPT6ZTL6JuRBFebkCR6m43dK5CsUk9ynlmRR5UVPmLSzjTRkjJsofhCe1X47Ufr1JiSTDhDcprjApyQC7yjJkPUvp78I6xjINqWRD/BEGRGZfMlMnrVeCqbfbwSIFlw9T2r2v4xFZz5itpEXym1RCIpWTyNZJPGdiXLe4rlReIt5GkRd2UA7ZuMyYC1bkgU3jl4H1DO3GHyv7b+uU8brG3wkvMimffb73M1djft3u2Y/T+GJw6ZmPUD434tdj3x+Y8HI2p7wNyMsu/fDGN76Rd7/73bz//e9nZmYm5VjNzs7SaDQQQvBTP/VTvPnNb+bWW2/lyU9+Mv/P//P/cOedd/Le974XsF6ul7zkJfzwD/8w/+W//BfCMOS2227j+7//+x+1TES4go2tChUqVKhQocJjB7/xG78BwLd+67fmlr/zne/kn//zfw7A7bffznA45Cd+4idYX1/n1ltv5UMf+hDXXXddWv5d73oXt912G89//vPTKf5+9Vd/9ZE6jFJcscbW2VEHz/V3FdmE3TN7pDBIoacuh/EobLxO57bpsPtIL7uNJCNvmp5MGaaNyg4yx9Vuo5miVte0bR9Er6us/H40u6ZxwS5Vr2svra391inNXHwIulyT68iv24Mzlq1zqQKspe2aNojNFMlpXRWWXYpQaLZcseykuGd5nYl607ZXsu3dvEFTl5V6eg5ex/7ePaNwt/KTmX/TvUkPhz5W2T7z+390+7VpuoPaiLTfUIXnNvXwx8tVWkeWevGzEYHy/ml/76Bw9MhztpQRpf39XnUOgv3Kfv70T/80P/3TPz11/cLCwqMqYFqGK9bYqlChQoUKFSrsD+oSCPLTZIeuRFyxxtY9Gwv4oY8jNI40OFLbj9C40nqf3NgLlfyXmJw3K/vfif9D3ntV9Fyly3Oj1t1HkXY7D0+GTfKwlO2jfDqe/Y3+7O+MNsw+lebLPFZ7eZ/25I7tMmLcS03+cqrI71dB/qB6XNO4ZgfhmZW167GAXGZdynNigv9U1NvaD/fpUvWziu0q88A9FPX4/epk5dbvs85D1dZKykbFbRWedweDNpPbKSLbD2rkgXS17H6KfK6pRUugMr8kbqHufrSvdKHPUmVeLKxHyHq7bHsjI8feL2HLR9r+j+LlkY5J5jr5iPi/IHo0shHjNh+sTmVsJbhija2ffvyf05xxcpZ63liIH57UFZz8lxmXsUzLJg+d/S0zD539nT6McX1linXsvFPKCLQu1s24pnMP7thNracuy9YXueXpsvglnawzpvg9Jpon/42Z/J/UScjhWov0pW5iYrdJWMoG0PELX4sc+Xti7j4jSObqs3P42fLpfH7Jb5MpY0q+DWPyOQVecy42VrhZpvQX++bNlpQr29/Esvi/E/8WxuTLZo5J6OS3yS0blzGFOmZC4uFSecD7tc8e8vZF5r8Q43kSi//l5PL8MgqkeJFblpRRU/afW5Y7wAMez171y/YnMrdT7vgzx5j5zv0WgMz+NrkyU+eeTJbLmHgvTfrwiPi3SNYJg5QmR/yXsWGbGLui5H9C6k//Z74T8n7WsJSZddOWj5fp0mVlA2SHMQVEChOXses8wsxyjcR+J/WzdZPfiTFot51QSxI6SKZ+ui4ZpGeN4ozRGy/v7yh+qOQWupyoPFsPDVessfW7Z5+Dt+3nH9DM6C07Eiw+qMnyMj5WtszB+Fjj/56YrhS/Fw7Kr4K9+VIPxUs1UabAY8gtK3ip8lyH4khykvNQLJflR2WzFst/j49hmtco+71fXlMZp6ls7sHc8rL1xbom/zt9C6flBSaefHpsZFqj1RpicmxkaZHbRyxSFa8ktZJKjR7G61MkyyeMVpEvXjTyMp649Ftk9ifHVrJJXvjpBNSJoTB++efrm3Q7+Ymos5Z3nteV9Z6lizLry71uJncK9stHm+Z9K/OuZTMJs7+zPLKiAZLdZ9FAmShX0tdl/5eVyZaDg6vMw948sGkeroeLB1ZE0pdqJNpAhLMvz76a6JcmeV1lfV1uUF3o34oD56AXAP9wycd2KdAcnIP12Jhx8rGBK9bYuqlzbteJqHcLn2UfiqLbWCNQWuQemEg7Oa9S4i7OPmAw2RkWR2quVGm5okF4KZ1bEWVp0aXLM8+bLDEMtRElLvm95ScOEj7cT/mydXv93w/5vaz8tOl8ysOFZcsy7SkhuJeV268BmCtb+F8WQpw2+bQo7D+xYQ6Ewn2RGi85gyZvYBzEqCmrP82w2a0MFMN/+XLZsrstKxLpd5VI2NOYKRoje/zfR3iwrK3Tyh+EUF/WniKm9TcJJkjpU4rvd/BXJKdn+/EkdJf7lPQ7efpITDEh+a1KqSXTaCXZ87OfaYqyGDkhH961RIXHGq5YY2uofELl55aVcoEQExkmxeyS7LIssg+eK8s5XkX3ddZ1DVkv2eTo0skaUpfJXbubivw0wbqiMVN0Pe+HC1EsN23UmF1XlhE0UfYhZihmf+9mpE0z0B4u48wun2znfhTud8tAnFY2V4c89svzKiqbi5J107xIZcbQXmWLZYpeomllL8V4mvq9h9G0m6E1WXZ/fKtpmdDZdcWXf9m67DbsdvbKUNxvRuIuc8o+Av2YKnnekz5q/BzHlI64j0/oHGVUjvEgejyoLjuupO+HotE2eb328gAG6mAepocDl6azVemmJ7hija3TgzlqjpchwZePSlyh8OXkqMR+x8t36ZDS5XuM8mDSCMkus9F/OfGm28s4gd3d2mWGyTSXdtnIr7gs4aIpLdMwnTJjfpfWovTlPI3HYddNhkyy9XbDNONlGhdNx15Hpey30QKtJFoJjBKYSCJGEjmUeDsCZwjBHKiGxngG42mEY0CW81n2avNu0+6khPfkvxagBUIJ66/XwnK3lEAoEJHIcdjszslzeDLtyl2W7O/L8/6bxJR9pqcrPm4Rn5ficSX8I+MYjBt/SyDmHxnHVhaOGR+3GIcVx99c0rXK8RK1vV+EEoiRxBlI/E1QdQhnDLquMb5GxPeLdAzS0QgZ90HSJu5IqXflNsHD+zzA5DORTbzIInlmnZij5Ygx18qRycBRl3rppy+bNEbs/7FBshdtI7uueH7KQo6lpHw0Mn4+LrXvht0HktNI9RpBqN3S6EjigRv0oj3b9HDj0iairoytBFessbVY6+LX/InlZSOridDSLjdQeQZK1jCRBNoh0tZ1HWnJSLmEymEUufSGPsHAQ48cnHqEX4+o+SE1V+G7EZ5UuNJmTLqZjszNuKWLndBeo8W9wm5SGDD2W4tJcn36exeOwW4EfLs+38ljBJFhwrOyWzgt+9tk/+e2E788Mi9GE+8Pbf8LJUAJa6wogYjAiSz3yQgwrn2ZB/M69zJH2gJGAVpkuE2F81/0IsUGVGJEjBMFJo0nGYITgDMArwdRA1QDlA/GBe3ERoUEXTdjLhNMcq1KMDZsCsuShIWU8zU25ISKv6Pxb0gMn8InMYhiQ3SCnJ3utKytBc9Yoa0iMUTjtsiRRCr7Oz1nfQja43Omvfh6OgXjTIy/Tc4wK2tA0o7MvZm0RYDxDZGriFrJORM4fYnYcRB6fE+pxEB0DTgG48QGe8xLE6JowE8q0Se/00u+hyewLMSa44clA82MYTeNwJ6sL/LEykjs2XXZdiTQ8blL+yIjkRh2MzEmvcr5AWQ22y/S9hNqh0g5DEKXUeARDF3U0EXWFH4jpO6HNP0Qz1HUnCjtd8ffasJYLDMID4L0fAk97pudvGJ8ED0acyNe+kTUFa5gY+u5s3fRnHGsvyjNIJku+FeG7EilLKtRxa5oGI9wstmIWdd1Nosx+x0aJ/UWhcZJ3duRdlDxiCc0kkg7aTpxoN20M0k6FqUTPpksGDyTx7Ubj6WIIpl8P1mLST2T1DdYj5eWqYfA6LEBxB7tzJHIjYgNgvilq+IXXGQNFhla40mG4AxBKlsvNQyyWWtkvCjKlpUB+F1rUARtSVSPX9heYugwwUtK2xtnTyYGQGI4eT1D+8GQwZJH2BTWcErakrQhridDcAeG2pblyg0XHKKasG1IDBpEpg2xkVSyfyc08fY0XldRW+0TzjUI5lxUTaBdgXYT40iMDaP04sdGljYIBU5gcEYGdxCntzek3Y6XbCe7DVHYhv3ICGRkt+N1Ff7FPqOlJmHbIWpItAfKExgHtAtpdh0lbSM2/pLzNjL4O5r2g4bRrEPUsOdNO8JuJ76hEgPSCcDrGxqrIf3DHqNZkTHQ7PVO9l+KzH0jwrgNQ/C71qgLm9bTZe+b2DDLWHNFYxZhy2ofVC1ugxcbiq4ZG7GOvWlMmjww5Xkp3p9Zwy72zAoBQmpkYuTFhlzROEuMr92yDMnUKz1duwyo0jaKvMHnxJwpR+q8IZQORjW+tEaRFxtHTsx/TeganlCpF87+1plswnFWYZbSMZGNmMkmHFM+JrMIkzJ7oezdojPvjK6j+L09t/LwovJsPTRcscbWP/SP03Ds4XtCTaTjFlN4E5SROvOqwkXXsJyQeyhKPdhy+dFYgmIactJez1F59/gefIrLhWn8LD1hZOZd5VkORBgbiVFsNGojUu9foB1C5TCMPALlMAxcRiMPNXIQjsGrRdT8CN+L8KTGdRSu0GkYw5Xj61rGjyk7jmkhUhOPihPdG2kEUkm0clBKoiJJNHJh6OBsOzTOCXpXaXRTITyN9DTS0Uhn/LJQwhAK6ANS9EvbVdTR0hlvnY4NUxOHrayRaTMRRfI/C1Hw1oxXAK1kr2m91NuWehjIuA0nmhsjew+byYKi5DvbrnTHhTYl97gRk+3KHJ+RpKHcJGw4Nh5MajhkDQQYv8iT1iogAHaMAAYTEidaxSHmSGICiew7tE5JBisG1VFQVzi+wvUUrqORjkI6GhMbCX5sEKQeopKwWnpGd7lns17lxHujkoGWcgi1JAhdgsghGHigBE5NUauF1P0I37Fe85oT4ceecz/22LhSpUaLF39nOaZJ28Z8o3Ku6W7HcTmwG2802zdpJP24z7HrJo2DHMFdjKUgEgMsa3hl3xtJ3QQHeXdk3xvAxLtj0FfA305s73Li0qQfKmMrwRVrbElh0gdsZNzc8mkPkRMPwye4W5ntJhNvyviBSWIq2jiAvfki40x4p8r0s/bDVyhiNwJn1q2euLyTjj0Z6bnxKG882ivvXOwx2pfWboTXIpKRTlGrrMwITc6Pdf2Pz1mOkJrhl2UxjfOxV2h1r1CE3W+RGCtTvlrOc3iLoFmyj7JR/l4GYJkcRZkXMSmb9Q7sFmbNLksWFrMS82Ue5rBAybmYyEIs/idjpxXCZGUSCXtxAYvbOci1mMD10C54XhLeUlEcufjf7vvhu0+LyD7r0577otcn+9xDXiMq+38/KHv2y5771Is/5blP+rXsOZsWytutn0zaMi2hJtm+F/N5c16xuO+TsRpb9h0xbaBe3HcxijFtUF6EFIaaeOQnoq7w0HDFGlsNGTDjhTiYjOs47yqG8s4kK2YKk2HA0DiW4Bg/OEnHAXY0JbHZiU0ZTDXqiiMkmDSwpim2l8/jVT5iSzBtP3ulZ09D1rNX1kbijsURutTV7AgDUiHjTjgxjmsyynWUE/vNdE7T3PXT9cZk+hJJX2bxNrIvNTcxoCdeeOXfZWXH+ywpmzGayurupkhf3H5ZKOZSsxcPso8yiMJpL+MLlZWdRgAvM0T22kfZsqJhsx+ZhonlpVmBU74zPKXdjKuiAVbEfu7vckL4pGFXzIYu31+JGGdm8Jnd5kPtN2Dv/i13TCV91n76t2n72Y8RFGX69WSAmvTlnowJjEZOvltiQ2maobobxSR5twzkpWsxXiqyHNyD1KlgccUaWwPtIyInfUimYVrKMIxvpGkjswTTOjLL6SItmx3RhcZJ+ViBdnMPdXFEmiwvtqs4Kkx4XQmfq6gmn91OkbxaJLju9cLIv6gORhKdmIR6itFR9Nwl63LE/cIxZr/LptopGjTFNmTXTTNOphkzu9XZa0LoItctLWeS8GJ2WcEzdcD33kTmWamHK1tAlJYtrsqtLPFWFW3nvTLrJpBuM/mfDxHmsg7j4tOI4cX978cQLJYr0+matv1p2ykzwoqipcl38fmbRlSfZuBNGpKX/twWn79k/W7PZXmdfN807v8KJPU9+sRkW2WesqSsL6OU1+UVPPzTkPTXWc1FYKqHsKxd+5XwsVmKdtaTnnrkX936EsKIlfTDGFessVWXIZ60N3fRrR0aJzV2BtpjpFyGyqMf2c8w8hhFLkoLHGnwHUXdDam5EU03pO7YT01G1GTMJRJqIgyXQKVGg31wR9ploHyGyqMb+uyENZSW1N0w3n6Ej8AVGhX34o4wU/XAErhS4RMh3UlDaDJzJ2+YJRyqhGgPlBJTpTC5LJ3EC1R06yej6WwbkuX7Qd4TlHXLZ84B5Rpp2VAETDfIir/31S4m65a9UEzm+mQNv+JvW7Z8+8l2ivsrU7Xfl+EGE6HE4v6n7fsgmGZElaqzF4yy3QykvdTay/a9m3Bp1qjJGTgl2XfZehNGywGs3WnetLIBTpkB9Wg/Z+N5/ZIBXnmiTnJephHbs1I8xbYX+yqwz0Wg3Xi77sQ5gbGwaWQkgXIZKjftzx2pmfFGtL2AuhPScALrRRcSj3DXfjuhhoRaMtIuI+0SaJd+5NOP3xUJ51RpgRDQ8MK0P0/eGZYzF78zhMoR9xN4UuGhEM4jH0a8tLkRK2MrwRVrbMHYHe7tEmvfbQLobJaI/S/Kf+8S9gJLeEdAjYi2M5pYX/Su7cZvirRDiOWIJZ3eULlxB+OkxFljBCI2hrJk8uKoOOkAiy+MMk9aFpG23rpigvJ+O/nc8e/igZoYHe9CbC9KTmT1v/aalidBWbmswWJ0JguzKC+R1WEyjIneFIjhgrHWkyA2OMy+vEHjhubbmabrGdJ9p/NSJtmbirGkQyZ7U8YZfUBGywpwmJRwmNIWkZWMUOMMu+Q9kmRS5rLrBFbGIptdl9Us2+3c7GYH7vfcxL+B/HVKrlEiESHGBPxkeWIIpnINTBqK9jvftKJhWCTvJ5yzRNsqWbYfon2pYVgStjwopg1IJAZfKnw53fue/s8810PtoiMvM/DLk/6LfZcfJ8X4jsKXUWpoTcs+zPLQDiIMXey/HaFx4n4bwHEnQ6vF32ndKe+VfOahyP0uhjQfaSjExNRt+6lTweKKNbbWgzbNSKZu56KLN3kIi2rDWSMn1NbSH2k3DfclHrDNYYOtfp1Bt0ZzZkSnMaTtj1LPVJLl46UjuHGWTxmmKRgnGXyJMZV8h3EWn9K2/Y60HZMnFQ0nLPVGZbNupo0q7bnZu1Mu40VNCw9CeYgw93+fRlZ2XWpYTXngJSbPBUmI7zquq0UqSaGVGItVhtIaI6HAGQrcnmDxi4r1mx2CDmjfxNpNxuolpen0pNlxqZHA+EU8iYIxEBtFelwtnbA7nVcwYyQIMzYS0kuWKScy5UVmG0KTyk2IzL4wIMPx9uzpTqyc8eZzR5Cpm12W2jmJkWasASa1IJFhSNeJ8QTJCHK/y+ZtzBpEuXKFdTmjjUzZqXcMiOw1iY3VxLAWGqvPFmu0yUDg9GHxi4qLT3KIWgZVN1b81jUIV0OcKSkdk0osjIVNk++8QVA00JIWS8PEK1wj7LOccBGNyBtViTcPk1u3Hy7Z+P+k4XApfUSpxyrTz9nBo8x53EfKpR/6uX7OcxSeVDkjLPGWJf1c2QwepW0s9Lth6vF3CLRDN/TpBjW2B3X6OzUa7RGzzSGd2jD1kiXhyZqMrBEodWnygT1v+fdOkaqSRlzCR17UtPJsPTRcscbWn3/mVlqPD1lo9zlU79P2RjTSB0NNhP4g4T0oa+xgO8HQOEihcY2DJzS+jGg6AR1vRNBy0Iu2g0i8REmIsZEJM9ZlmLqN7SfKxfjL3NcwfgCLGl2JNlfCJxgZj1DL9EG1bm4ndnVb97Y2Ik35HndS0UQY0J4HnednMD37cbLjzHwyXqgoUZwn730qqr1DeVhsmuK1YcxtSlAMf031FAmQjgFHEauETPCjtBYEBh68XoAJrUGWMYxyHpKIEmsk3lbWs1XWliJiAyWdnDlrVBm7YOxBs22160xaLjkvQtvFQpuxkZboU0UgA2tkCQPKI9WZSkVKEyNIZtpWbFNsuFmDhFRnTMbvDO2B9rF6XInXLK6cGF0Txle8rz2Nqynn1WQ8Vzlkl2V+5wzPzLYE9joYF4RnMHGbNYZIwIPXG4QI7P0kS3hk2XOGvS7KCJTO72+v+7YYap2mgQX5sGtRlT77nYRM08zJjLcs6ReL8iq7ZQcmkMKmCsG4/wByhkygnJS+IEVM13Cs99+XipqMUn5V0l8nfWi5ZpY+UL8aGheFYKQ9QuMw1F4aJhwoD6ns3Lp1J2Kh3sc9pGPul7KUjV04YEUjCxLOrpeGJENj++iB8uiGNbaDGue3ZxicnsFbuEiFry9cscbWj37bR6i33amu3dxog6Jnp6Adc0AGcnkWXX4EkNU0SUKH2XXptgqZh1JoPGItrti93TTB1LTrZHuJt86uy0tFTEwnYbL6L3lPlBTGekDiN+v0+QWne65KuU4lvKqs52qagZby4WIPhNJiPCVPJDGxVhJKQCDHU6tsQdSCqGnQngFPx4rekCqMM/miTBGvF2QEWbU1wnJCq5FARtb4SENViQGTMWRySDxRiQGTMYxELNKKIBX+zCq3Z42WsYcoc/9Kg5ZAMkd76oIaGxtFj5jQk8vSqgVvlHawvU49Y6Rlj7HEI5I8biKKjcOMkZh64vQ+zoFzwPM6lvWKQ5zEsweYdFogkvuBEk9ZvE2jBSYJU9qSY69YoocWSmQocPsCt2fvvXBGY2oafOsBk46d2sdxrAcsmdIn0Q5LwmJ7GU7TEl72It3n15X3lWUeMPusaxRi7PFK+wuNm0QTMoM5eyzJvicJ5tMkKMrCdiq+6ZNM8BBLcXDMdA5bYrQBzMjh1MzBg/T9xX6/rM9Py07r749IuAGG3Yif3feeHx4oDh4WfORzJh+7uGKNrb/bOUELORHXh7FwHWQ7jIyhMEUPJkzDeW5uFvmU/5RxZY85BOORIORTlFXBUMmGEIsZhskoMFAOgbIChsPQYxS4BH0fEwmEp3FrEa6rcZyYqyXHHXIWZSTtbCfuCJOGJhPuRJ4gPzm6zXfqaoLACpfeeU3TyinzshU9bNkQRVG41JJ6BVEsXKq1IAodO0+iltaDFb9khTQId6y6PS0DLneeM+c7dkil3rMkszA37168LPVYaZHfUBbxqmx2XmkjypDdXuYeGDdY5Da552Wb5sETJe07aBuz7SuuK2xPCMbGcnLfC3LzV2b5VuN6hrLJAbLXL3ftktkQkvBzcs1kfG84Bid5Dh0rxutI60HKPldZr1J2eq5JL9PuFIDL9YxNe76KU+MkfKvkuSryJfeatSJbNnkWo1hE2IQS4RrcekijHlL3QnxX4TuxYGtGqLWYuVjsf6G8D57W/+7W1yeRAU+qqfqF6TUpvGeygtfF2UIC7dLb1sDH9n0dHw5UYcSHhivW2PqOhb+nOePsWma3G6WYAjvBP8h4pcbLRG5ZUW09CQfa3+OOrahGn2yrTBA02XdiDGa3ke0wkjbvN0uvLPSX9S6F2mGk3Knhv92m8AHLlzKUvLQSg0Pn1+W8BCUhu5T0rTPLMsaCiJeV8pcy8wBmPR1JPV9n6pCvLzQT28wZJFl7p6SeKGwjbWsGya2WW561U8rSB3PrC8dM/ncZ0uPXJudNmkhVLBKKStbnvGwiXrabcSXIGGkFj1imTBEml96YXZ4/puLy1BtXDJFm902+bFo/5zEs96Tl1ksbXQ4z5cYeSJPfTvrZJYwa8wITnmBqzCbrc0auyX/LSUMzmZ4n4Y3td2qeMq+aJ+38guXGYsHjNnWQZjPyxmXynKusVyw7YC4Ks2Y9YuWJUePtTfB5C2HIrPGaJ9xnoiaFm223xKv9SG50fcP79yz18KKarueh4Yo1tj7bvY5aGivJo+i+BtKHNRWu22cG424ZPmVZPOmDFt+kjlBpK1XhRVY0BqcKAuYMrOmK7cnyxDgrU7afNpKddkyTZNr9j6rLtlkWYoS8YTg+jv2HGYtGYBJ2NFjvUVom9lhkjb59c8CKiItNy4ozqdEn0hBkcXJqGYh0nkevZ6tHDYGqxTwodxzuSl78E6TybNvLjNDU6BRptmLOiDwgJgwYx0waJUWjotjGZENZg1iJNIzoDuwHA2ErnoPQw2Y7JhM+JyHA+NtksgnHRlTeuwXs65rClPsiZ8iQ84AKaezlSbzHctKoeShhwuR/2Xfx935RfN53e/6LRlNW3qFIWs9ODQTl0+TY5dPDiQmK5PdSQv8+yqTHJiYH0mkZPT7+/WQWJpGR7MC7OMVZGUa9EPi7qesvBwzTk412q1PB4oo1tvqRTxT5Ew9VUZ081GPB0ayhkXUdJxkyye/xC1yknV8yZUdClM/vU+TqhsohUnZGeq1tynPW1Q6kxoHSdk4+HUqENLg1Rc2LUle6J+08iuOJWfOdcbL/bDuy7n9tRO54knJlHXOZR0tpmR5D8p01UJIXjxQxF0VYLooQpJPMlr1cYDpXpIi0g8+cvzJF96LWVc7zxpjzlRhlye+k/Dh7MT9XoYkz1FAi9cLZg894I6TJeShE8tIHcPPHlnVCqezC9HfGyxf/H3vukjZkPHixIZV6rBJOWUaeIf2tGBs4yfazHpsS5Dx7cfnUuJJgHJHjleU4ZknsTo4zEnWSzSlNer7ScxdvX2T/Z9q4G7JGnEm9izI9P+NlmesnsRmnTpJlOp6LUWayC7P3btaISjlX8ckp3ut22aRBNO1+T8n1heVl3MlpXuikv8lm5+713CaUhGnPbBHZPqTYR07rq4p9VrGvirTMUyhCl2jk2ExRx+D6CkfqXKKAPQ+M+xtpPXCuY7ManSwlonAc2XDptD6/lFoh8tnfxbDvbtOyJe+nYfQoSD9Unq2HhCvW2HpwMIsrazlvCORHgsUMnGQ9xJ1dXM2VGjREmdHJKHQZRa6dAHbkogYuIpTQUHiNEM+L8D018WA33JCWF6SdTXafybbLfu/G4ygTPkyPIYPd5vEqhh6LkhOBdlLxvt7IZzjwUaHEb4bU/ZBWLcBzLI+iLGxQZvBlO7DkWxWuV4LiiyLhdSQTRGOwLwdHW66M1LiO/SQctOK5Tgw0bQTSGLQAIeKXkomJ9rGBpZVM+VOpl8LV4+wzkX9p2jbHLz2d95olxlrR0zV50MlLkwkPmEwlCMbeL3cAcgTGhahBaUZhbtOxoWMS40/F9o3GbjcCJwQZGJu1qJLGZBCHDZUH2hf22wXj2f1mCfyp8ZXYMjkvWsYAjMAZgQxA1+yx2GzG2GslLYl9wmOVHF+ZByfjTUOYjJGU8T6lRPiS6xgbIjpz7XRkA0lW2kFjZLzd+IWaeLSyxkl2m9l7PeE4RSrmP8X3tVbje9tx7UTnbswBKw5YisgaOwkHszgwLPZBRQpBqB2CyGUYuvSHPkHfw/E09UZA0w9o+VbsOZvlXORNAVONC7vPgmRMpi9K1ifnKUoSeHKD48k+vux3tg/KDp5Hys0NgIPQIUwMuZ6H8TROI8KvRfheZI/XVengsWhojWU4JFHcZxQzs6fN7pG0Vw0m9RgrPLZxxRpbAsYz26edi6bUsNpHDH0ayjqThGNQ5ibP7rcMRTezNuUk/Ug7qTGUJW8m2y8zwspGbklHV9S5yWp5jSKXYeAyGvpEPRfhabxGRK0epAZlsu1QO6X7AWJDyXqMQh2TYJUkihyiwMEoCRikp3E9FROLM2R/DI5jx/Q1135nOWMJ0V3H30HgWpI7pBpHyWg9Kyhpt5MJK2ZeroltkYpaZj1lWqBUZlqgjGdgAgXDKtH0EkpAJHIepwk+l8l6pazRIxLJhtQIincjAQVOANrYjyVt5w2dtFmpl2j8MQ5oGRs65NudZAqmi7N1C9tNl4lM2dz5YMxhiz1sMpaMEMquc/v2Yz1eIjbkhDW+kgzEKZIRKS8rCSk6iZFmcp40e4LKL1uRRE/mfIlCrDUJTWstCIWT8qGm3Ws6PpeJ1huM71PHiZNdYmJ91mjLnedkEBIPPKLkO3TQoT0xwtE4nsLzVPo8eVJNCKeWPbcm7ldqboSUBtdRhKFLb6tOb9RifSakVg+o+9YIKWpgZT0/AEWyerIf+z1pRCXr8x4jsyc53V7VyX2V7ncKzSLbPxYNwEvBfpJ7Ug/eQ9jPpbevfKC7V50KFlessXX/xjxyWE//T9OkyT6MQpjcyzLL9UnCZNrYka2KnFQIM/F0FNO2s/tLkHPpF0jjthHkSKvJNrK/HWFTwpOspsSdnbjnxweE7cyNNYC0GR9X2Ugr0nGI00hrtJgkk8jQqgW06wHMTTcWlZb2HIpxuMEpuNahJFxQGKGqzMgvG9bIGsql2UyM66cyECVv0eJLq0jyT19aWqJDBxXKVOg04SAlIaXkeqXX0MRhxcgaUTKUdr5aATjGSiPIwktTxK4LYmNqJHAH9nfUSrhZBu1TatjkCPgx7yvhNjmB5Xu5fctrihr22zjWWMGxHr20GVkPkyLVyhKaVCLBZMvHRlIiwaA9xjIMCZk7V36sWC8Dy0NzhhA1bbuUD6qWbKNEg6tw3Jh4W5FAhgJnYMtFDdA1k9EGM7ZslFhh47YQG7nGBe1piOUfhDM2yIQw6DjUlgsda4HxNMLTOJ5Geir1quakG6bcc2X3ZlInfXbYJZt4l+ck++wVw1mQf+lnVdxTekBmu7a/iai7ETRG0MmGK+NtxM9MIFyGscByQnEoiyRMa8u0EKLKZjtqkeNjai0vqV/drW/WZiwfk8wSkQjUSsd6GWXsJS2GL7NexWnvlGJSUQIhDAyHE/fG5UZWjuggdSpYXLHG1iuu/QL1tlea1Zf8LkMx7FVcDkxkryRIPTiFzEEYZ65k58Mqkj6zKJLek+1liaPJdER2uc6RQCdU4XfhPO2FMu2Vh7K9h7rvLHZLIiiu3y1z1JYdX7/isjJSa3ZEXtx3cd003bL8PkR53anrp3zvs1xRfT+7PPs/wTSv3cR8hJkXTfY/kDMciiGsie89SN/Ty+nS9WVlpoW58s/7LusyXpTJemXl98hw28dzu5sn/tF8Lh/OPib33DL2MBWns8n2i9lzO61PBdL6yfsgG00oZjgmv/Ntm95PJJj2Himun5ZFGfZG/EJpzcuHyrP10HDFGltrwQxiVCOZbicZJQEZzpaKJwUd62JhyvW3km2k0ykoj0CPNVjGsfu8svA4nDh+aUuTz3zESLxY2b5MDbmsgy7Op1hURbahR8kwVkdOVIutAn1eT2XaC0aVvPzDOISZaIAlCtCJBlgy+sx2gsVsqiLKMgoTbpbdXhImlHH5cb3sNiB2PGTCOSbzScjjaQgv9m6QemjEmBuVNFMWQlO5hmfCfFlSeVyu2A+JzH5S9fbQ8qykKuE4JV6sxINTQlzP8bHE5D7T/VLYToYYn6jIuwODOzREdYGqjUN1OcmCEmRDgTL2hjkjuy3tCYK2yKnHp0T57DGWnK+07Um7Mx689PjFLucqEUHV9ji0T6EdJj22qecrOadZL12Zhy2pl7oJ4/JyvJ9cIkASlo63m4SpRcr7iv8nbSp44O23/Z94VRw5zmZMvFqX8uxBbGzEXvPdtKySrMKkDoyNrrL+I0E2I7GoDp/tC6fNtlHWF2b7weysG6FxCLWbGlkJLaNM5DmrdxXFs3AU+3hfRumk0lnl+Ow5KIYo020aK6GTzfJOQqNJSNQTmjDwJ67V5UY8ydCB61SwuGKNreXaFs1Guc5WdsLPUDso4tnclZuZ1d0+aClfIO5cskZVzbGMlml8reIcWbZMvsOzHQSMInuppnnesiOh4nYcoad6aCLj5B72xPhMxFmzIYTsvrJkzeQYi16QIjlVCoMxBi0MGJESTrNckjT8qhLjJ6OyrQWoOMwUxnPPBXExn3FafzI5cvxCm4DIfgplk0OQxl41JxNGSKoXX6bZfWRCJ2mlJIRj8v9zA/1iM9P6Iv9yT7eTMeBy0gxMZBDKOIMwqVtqPBSMEGEY879iA0a71jACu84NQRiTGi3u0OD2FfXzfQCGh5tETQdVs8R4G2IUsdE43lbCKzOSMc9KTBqVZe1Ol8lJYzQ12GRBWqIQvswZc8nJnrjGJb8z90vx/ikj4xc9f2VyaLn1Wth0U5NkAtodqcz1mqw0zjwVOk6QCAUysNdR1bCJBJ5Jw8Q2iQAb+o4zPIVjw2GOq2yGXkz4ThJ6ktBn1nhI+gmZ8DLjlMjd+oYEUpg0nJjwrXQ8l6A2GiUFkXAYofG0m9ZJsFsfl/2f3R+U95eeUOl11EaAyM+yEQpFzUiUM523FcYDbm3GEjpZg6yema7NlYqWO8JhPFduVv+rCG0kveCR12ZXRhyYk/ZQOGzfaLhija2OM6Ahpx9+USMl8QQVjbDIWIMtS6BMkDyEOSMmNtIST0/iTXOFpu7a0ZAvVfrQJd4vyIcHsqGp5IGf5lUaKtfyrbRDpKwHK1Iy5R0kKHK/pmVKJceZZEhlFdajSBINraozgpSr4hS4KinXTBhk3JEnXIhkSh2lbLaVVrFHKVbdlo7ObMtMtDVBcT7FxAOW/Ady5OQynsZ4WxlCrp7kU+S8aFPuqTKifFEpPl1X/E6MzsQLp0xKnpeGdNqfrLfF+Ex6WrKNE5n1ReMjsTlykhCMyfcpVyvj5RMCg4QbZrO7mPC0pdwtN2MgpdwrM9mGxLhMPYX5Y8ge29g7aNuLsIYdruWejScIhyRTMTcFU3L9BQXCe35uwQlifAly9lmmfhkvdLd7LuupzUkvxN8Jhwv25hva5JDYuxxnNBplp9eWruUaORk+WfZZBTv4C0Mn96xGykFluIuY+LmvWdJ9ViF/WuZvyoUi/2xN66NcJ/Z4xYT77Lyu07xryUDXbqe8L036zzCZn1G7DCM3108n+/DTuRnt9msZyka2vTAOJyfz7RaNqsRTl9TfTfQUwHUvPWmrwqODK9bY2lYNBlEtJypXNvqZUA/OuMQl9sFRSGTiEhfjzBUpbOixBrnMl+yDVBQWzbmT40lIE4OhKACYLLP7sg97LZ7ZN+uyL6oqT/OklY0OcyO6TJgxcXdHxk4fkZBUJ9s61hUr0wYqEvETwmuS6RgohzByCELrRUw1bOSYeOoIM/HCMvGIFJ0nCWdfNEmGo4niF1ichZaM6nNT7mSQM5T2IXI6AQNkSNgm45VKBUVL6iSGSzacmSW8yxCcgZVj0O5YEsFktKvIkMon2hQbKyIq6GwlBlb8SX6PdbjGBpIRYrxtw1jN3oCRIm2Ldq2xpR0KE1sXNLdkRg2dzKmJDcCxyGvsxQutLIQTWLkJ1bDFlRS2nSpxWdjti9R6Klwext6qZP8T82LucZlTgygjPZHcU9n16X4T411LjAYdydjIju9P16SZg1n5Em3GE8XvRuxWsVvPMdbDjKNtWFJYz5Xv2eltvIwBk4SwstNvFZE884lnK0lqAVLiuzWGrMeq5kRpOKzMw79fj1W238yG+bLlxvUk2kCQ8T5ls/yStibhuoYT0HGz06rl+80EZfPKjtuezzAvHps16rzS48oiWzehlgT6kZd+qDhbDw1XrLFVkxEtx5SOIorx/JH2GGqPgfLoqVrqHm65AS1nRMMJaTpByikoqsvnVIMRE9vbChqsjxoMI4+52oCOP7TbdkfUZDQxjxaQGokpvyAZecmE1zDJcygb1SXIe8piD56I9aUQKAxIUHb4actKYY0ZoW1ZYcYPpMgYXCRGl9qjs3bSzi9rvGU78Wlq7bmMHrJlpX2xxp4bR5p0j6JuxhpXZqyPZLRABTamZRL5hcS7krx8M3Pp2YYw3aWVrIfcmzzxVAklEKH9loFIJRuSDD8YGxLuALyeYbggiFpxWMg1hDPk+WPZXWe8U+PvKZ1gwXOUeL5EYrBp+1sY8AaG2qZiNOsQNkWaJZgztpTACcHrGmpbEaM5h7Al0rCfyXK+il4qnT1xxYMayzXoolcsX8waZEk4rQ/ejqC+bghbMmeQJuVT75sfh9wSSYh4AmqRNVaL1zV3CGJ8DtPr7o6N6/g7DWU7Zmzwxzpt9txnptGJjaNcJqNIsgsnsxTT81DynCTLs4OirHFUptdXROJFT0JkyfOb8o2yop4imRtW5XiwibcnmxiUnaUD9u6zEs7VUHsp/zThzyb1E2Mly6EaH4c12ixFxGUrbLAd1NkK6tSciIXagFl/kPb3dRnuq78PjUNoHIbao6tq6fsDoOGEue3VZBjz0NSe76VHY4JnU+Dy7rdOBYsr1tgC+5Aq46SzwEPBMMo8LEln0pAhfuw9Amv0hJHDNvXU6NEIRsplqDz6kcdWUGd7UMd1NLP1AQv1AXXHbqcmI5bqO6zUt2N+wljDJdAuO2GdQLv0I4/1YZP1bpPBdp3W3ICZ+oi6G+I5Yx2rxChxpabuRDTdgBl3RMMJcg+1lzHEfBHlMxcZe85y5ysJozEOpybnSDE+V6F2099Z4r1ifyOj7PyNoU40xMYiqgnhPjvBbTbMBxnPntQ40l7tLMk3O1VPVuFeGytQOkmeh8QblTs1mfBfTqk9qVMMeWXCeiKzPAlvGVeg61huWhSHB0NbRjnWUzNcFDnvVDJ1z6TIEuU6VQH4OzB7T0j3qEs4I1AZYnjeMxXXVWPPlgxBhtawC2YkMjLUdgymJyZI8tawMwhtyxqR1E08e6ANSA0kEhg5Y83u0wnA2zG0z0RsXesRtoSdgicJQcrYK5atnzkP6b3lQjAL4UxGs4zY8HMt70+7pB7A7PyEyXRFue2awj6SskXeYC4cOV6f9ZKlQqqx17YoHZCEzMum7MkdrhGEOks2H5fLhtwSz5U1gMYkbEgGSnuHqooc1DIiu5eEzpKpzhJjKiW1l/c1Y2+R7Q8CM+5XioPggfLpKZ9uWEtpE1leqTaCUDkMI4+dYY3eZoNGZ8hCu0+nNqTjjVJiuysU836fRb830SdvR3UuBm2GymM7qLHWbxEpSacxZNYf0nRD6k44Eb5MYGki9v3hxMasNtZIVEbiCUUonAkD7rEAa+QdzFN10PLfyHjMGlu/+Iu/yM/8zM/w4z/+4/zyL/8yAMPhkJ/8yZ/kPe95D6PRiBe/+MX8+q//OocPHz7w9hsyoFEybU5ChrT/8yn7qbcrY0yMCfM25NePfIbKxRWatjfiSHPA42ZW46zGePqckhFRNqyXZBhOzPe1Sxw/2zGVrx/f9NmJsLURDI2XGzWVSRWkx1/CWSsjQWZ5ZNnvrNs+NU4z3qxsGCIxnrJGVaKjU+RjZfkoibJ7knGYeJGs2raAmICfhKGICfgyFDhDYdXJU00okzi0ckg5RkXjIHl5Z1+66UkRY8PHZMokno8kNKjy29E+Y8ND2TCZiO39VLcqc9lTAykTGsyFCTVEdVi72RsfC9aIEkESGswca/b4Y8+PqlkDLWmvExrcvsHrKdyebVzUcglbjp2r0Rc5wnvi7ZHKGlrFc5yGEePzozzQc4LR3Hg+UxnG50Hkr0Xi0MzeltnsQ0xiWBUMTBN7v0IbDk0zEovXyGT2kYQWM9e49D7I3h8mf36z59jeh/a4dA2CurGJH/H8ljkye6zlJh0de9tioyox1kp4jTDmdSU6fK6Iv+W4DypOEF0Ufk62A6SGxUhPzmmYRdaLtRsRPM9dyvePnlDURWjLZXhL06Yv2k/fCeMBpP0tcpmLwET/GBqbWT2K3wUj7dJTNXqRz2bQINAOTTek6dpBbjKwrmUM0CTaUDb5tf1fnjQFYOQj79uyIsgHDSNepsZ8HeIxaWx97nOf4zd/8zd50pOelFv+Ez/xE/zZn/0Zf/RHf8Ts7Cy33XYb3/M938MnP/nJA+/jH3aOY1ST7bDOPRsLPGnpLIfrO7SdIZ5QDLXHWtjiHzdW+CeL97Psb9N2rJCcltZAuRB0ONVfoO2OOF7foO3a9SPtsRE2ua93iAd7s9w6f4amE9CUQTpS2ooa3Dc4xFB5XN++wKzbxxOKblTngeE8Z/sdHt+5wLzbx5MRI+1xbtThzs3DHGlts1LfpikDFJJeVOOr3UUGocfjZ1dZ8Ht4QjHSLuthi7u2lrhmZp1O3L71sMnfnT3G9YsXubq1hic1feXxYH+Ophuw6Pdwpcq54LWR6eg11JLtqE7bsaFOZVzu6S4yVC7XtNcAuL+3AMByvQvAZtBACoMvFd3QRwrDnD9AC8OFQZvVXpvr5m3d8/02FzZnOLm4ji8VgXE4vbqAkJpmI8AYQa9XY+azDbaeEiA9ZT1QkYSBg9uVaNe+XL0dQbBg0Mn8gq6BmkL4Bu+MT3g4xGsHAIQ9jyiSuO0QrQR66CBrCqMl7nmPaCXA8TRRzwUjcJqh3e+2h6lphGeg79gwq2uQAwc5kOiGRg4k0azC+BoRSNwtBzWnMI7B6TloX0PLWlkmkHjrLqph0HWNCAT1Cw5hxxA0bGgpEdpMpuRx+4LaJvSOGoxnvVciEkQz8TQxkcDpy9Roq61D1LYGRzL9DVgOFQa8PnTuV3SPOAhjjTNVJ/ZMWcMg8SrZEKfAqwlm/+YBLn7bCQAWP3aa8y++yoY7/UzZKDYiY7vJHYA7tMvaZxXbJx2iOiDHRqWqWQNJhuB2IZyx+0eAamq0axBa4O7EA4WmQYTQOiMYzUHYtpmqyEwWngFnIPG2BcNlhfENcihxBoJwIUL4sRXYs/dUOK8QSuBuOqjMtfQ2HVTTXmNdN+imgsiGSmkqTCgQI4nohCANqu+BMLitCBVK3HM+ajlESI0eOci6QrqaaMdHuBqvZY2LsOvjnfcIV+z9ysCBSKABGQn8dUHUhMg3yAiitoaGQriWm6WVZPZva+w8c0CrNUIIQ3/gY7TkyOImdWdIoB3uXT3E8twOh5v22T3Xm6HpBSw3ukgMm0EDbQRtL7Ae+LDOnD+wz/2wDcDJ1jqe0Ny1s0Tdibi2fRFXKHpRja7yaTsBNSdKvd5JHwOkfc/FoEU/8jnW3KTphIRacmE0w9+fO8pTjjzIgmezXrejOvfuLHCivcmx+iY1GREah/XA9n0NL+Rka505b4CDpq99zg07nO11uHHuPEt+l6YzItQuG1GTu7aXOdLc5nh9I+5jBVtRk7u7y9SdkKsba8y6A2rSRgr62megfO7aWmK+NuDa9kU67pBm/FAlffr5qMN1rVVm3CFNOUqNqL72uRB0+JuLJ7mms8bx+iZ1GRIah66qc344wxdXj3C8s8VivUdNRshBb/8vuwqPCTzmjK1ut8urXvUq/ut//a/8wi+MZdu2trZ4xzvewbvf/W6e97znAfDOd76Tm266ic985jM861nPOtB+PnP2al5+81d58sxpvvWQpqvqXAhm+NpwCY1I05VbXsCffPVJ3LJyjuvbF1j2t5mR1iALPQdXHCLQ1su1EbZ4cDjHdlDnOYe+xq2t07TkiMA4nA3n+cCZJ/KCla/QdoYoJK7QPLHzIPOuNY5C49BXPgtej6cevp8ZOSA0Lju6zkh7lmfmBdSdkLYzwhMKjWAgPDYGTY60t2m5o7E+F7ARNLlx9gLH6xtpxzDSLkdmt6k7EdtRnX5kXe9NNyDSDndsrnDT3HkOeT0G2ucr28s8bmaVRa9LaBzuHS3aUKWn2AwbfGVrGWMER1rb7ER1+pGfEt67UY26E9LxrKEXGUk7PgbbKUoWagMW6z18qehHPjP+iJMnNnCFphvVkMLwnGvuITKSbliz2UDLEcFJGy4A0rABQD+yb/G2F9CPPEbKZda3+++GPk03xJWa/lW2nCs1w8hFLlq+yihyEcLgO4pRnInUuCpEG0EvqOEu2lFlELl4jkKsGEahfZSEgGH823MVYWTnVPNchdaSIIpD1ssgknBlS6S8KqMlwtPo40OkABNKjJAMr7NWhwkl0ldI16ACiUEgPUWgBYGJPR4GlBbp9EECMAbCWZsMIFxDcBwrr0HM6VLC8pLA8sciwc41EpPM6RfESvexEZt6okzsGcIaUps3niCJsq896QTCZFTW4+zApK5x7LKhBO1rhBZs3SAxUo85UsIajTasF7cv9vKYUKSk8SSCqhYsD0/E/LWdFZHynnToWAOrptCRQAcOqh2hlsAEEuEZZDtEG+w8pkYgpIaORs8aXCf2GC3plHjguwrnhCYIHZshF19zgLoXXzMDNS+y4T3l4C/Hnj/l0PJHyBOGQeRZ8rgbpXp0jZUw9fbW3YhoScI10HTt8n7k0fas4ZVwi5puSDe0GkxN1xppCa0AwL3OEtUD7RIoh/bSKPecLbo9lk90WR81kRiabsC1nYBAu6k+oKwZhspDCo0vrYxBZCRD5REoB1dqzg871J2QhVqfs70OXwiOccPsBRpOSBQ6PBDMcevsA3iu4mLY5qs7S9zQuUBDBnRVjTs2V1is92m6AQ/252JKhDVQjsxu03ICDvldmjJgGPeN93YXOFbfTPu+ljtivj7gbLfDydY6dRmmHru6Y+egTRKKmjJgxt3mmtoFrm+c577hIn3lM+sMaMuQpgyod0Lu7S/ahCihCY3Dn515Ai8/+g9cN/M1/mnnLnq6xvmowz/uHEUjOFbftH2FdnCFZt7r0XaGOGh2dJ0LQYe7u8t86dwK1y+tMlQe9/UPpe+gBb/Hje1zPH32PgAeHM3zZ/fdwkuX/na319tlgb4EztZBy38jQxizl9rLI4vXvOY1LCws8Eu/9Et867d+K09+8pP55V/+ZT760Y/y/Oc/n42NDebm5tLyJ0+e5Pbbb+cnfuIn9rX97e1tZmdnee6f/hhXLY2Y8wa03FEp4bEomJdVBM6KiY65Xe5EGG6kPbaiBmcGc3RDn44/TDlUbccS4L34gU9GVr2oBtjOou2MUp4VQF/VODOa5VNnruFFV32FZW87HSWNtMeOqrMazPDAYI4jjS1W/O3xCCs2KCPt0PGGuMIaS1+4eJzr51a5qrGeeuf6qsZXe0sAnGhs0I630dfWkEpGjxeDNr6MWPG3qcuQHVXnq70l5v0+826f0DhsR3WkMDSdkL7yOD/s0PEGzHkDIu1wYTTDxWGT5UYXbSTbYY1h5KbGzvaoju8oOxIPPLa3mjTbI2bqI5zYUApCl7oX4rsKpSWD2OBxHU0YOfT6NdTIQXraZnl1XWQo8NckwZwlQHfulmw9JcRp2Ouho7HL3CibGYY04+l2Qom/KVE1g2rGXhBpjQQigb/uICPr1fG3Ybho9Y3QAn9LEMwa1ExkPWIaGMWvcGksZ2soqV8UyBGEHYhaBlUzY+0vbT0aRhTCWfE0M3Jkw6Ledrw4ns4nbIGqWx6VMxK4PetB8vrQWNPsHJOpIQSWJ2Ycm+lYX4fBol3udaG2ZeitiLQMhtTYSjxPGHB70DpnGM0KQuv8oHERghl7bELZ7cPYCKttWm9a2LRGnk0IsGE0GQj8nXh/saMn7NjjssKkJnc+RBxWTb1aAErExx+fIwH9o9abiGOvEwA1OwO3CSXOjpteO6RBhILauj0mJ4g5YQsqvQeEEhhpcPoSZyQI5jR4Op3uJ7mnhJMJibk2PKj6HrN/57F9vUZEAn9TEBzSNrw6GyJdjQ4lTk3Rao7w4nvfGGh4EY7UBJHDMPTwPTuVjtKSnWGNfrdGZ7ZP0w8xRjCMXObqg9TYq7sRHW+EFJrNoEHHG7Fc28GVts/YDhscrm+nz7Q2go5rB6EbUZONoMnJ5joLbo+h9jgXdAi0y6LfTb3uUhia8cXrqhqnB/MAnGyuM+tar1U3qnNqsMDdm0s8efEB22cYh+2wjisVy/5OGnEYaY8HR3OcHcxyvLHJkr/DjDNM+86uqnMh7PCXp27gOUfv5WhtK+0bE/5XV9Vy/W/iwUr655F26aoaA+UzUB7royZtL+BoYzMtWwyDeiLKDYCTEGWC7PslKzxdJNgPlMd60OJMv8PdX5zn9O3/jq2tLTqdDpcTyTvzhz72A/jtg4mpBt2A3/u2P3hE2vlYx2PKs/We97yHz3/+83zuc5+bWHfu3Dl8388ZWgCHDx/m3LlzU7c5Go0YjcZpstvb9s0zWxuxGTT46tYiW/06dT9iFNpMofnWgKYXpCTSZBS5PaoThC6+F+WE+hxhrOCblhxq9lioDWh7w1R9XgrNoVqXpuvRj2qcH87QDX3makMO17eZd/up0XWstoFXzxPXwRLxh8ZjxhlyQ3PIDY87D5BqtHhC4TtWBHCkXdpug9XhDNoIVmrbzLs9rvLXuMpfY2g8zgZzfOjMjTxz+T5eePROe660y+nhQmqMPWHmjB3BxUZgTUYc8TdpyRHKSC5GM3g1lYZAR9rDE4qnzd6Pg2FH1dkOGnTcIbPuwHIclEs7zrIcKI+dqE5kJEeb20RGcnHYZHtYZ6HZxxWaQMST3Mack/nGgIVmPyW3u0KDa+dddGPRRW2s9k/dD6m79hyKlsHtxJ2aljiLlhMXXOvgxXM2hickvnJwYi9A5DiImJysjSAKHWto1cb3lzoEQmr8+MWecMUwgrAjrJFmIDxm15vAwd10CNuWC+Rf8NJ5Cf0tGB6Kwz++RrUV/RZWriAxHCJrhBknFqb07QvfGVoGtvbGhoQMLe8omCfVxkpCec5orFKfhAejFgQd217tAcKGF91e/D/2Rs3epwkbgtGcoHvceo6coTUoZUhqTHldWy9sW0Ove1zgDKF53uANDKNZiZHWyJKhLaNqxNwpGC5a+QoTZz/KEMu/c0hV34W2IUUT92QyFGPtLG3PAcZmFWo/47lTAu1rVFuj2jBaEmM+lAECiduV1NcgmB0bzappCNsGEUE0pxG+or9s9xUKrDRDzKVKMwiFSZMwsjLKRlsvnevZBBelJUYLXNcOLCJXEz6vz4yj7YTPUjMTT7Qe6sx9qqT19rqKUDn0Rj7CD+2z4AgcbTX8PGm3e6jdY3lmx0qhxMklDS9ExNwsHLjYaxHUHZYbXZbrXbpRjfWwyYxr+7W2O8LB0HaGzLs9tqIGA+XT9ne4vnEB1RD0lX1QZt0+TWfEVtSkLkMW3R08odjRdc4Gc4y0y7zb50mdB1KKxb39JVypaDsjrm6ucXVzje2ozh9+6am86gmf49qZCyl3a0fX2YharAVtVocztN0RHXfArNunJUdpX12TIcf8DV77uM+k1yDpPxccG5YrI+InRtZG1OT8sMPmqE47fj8sN3ZoONbrvRa0CWMe11B5XBi0Weu3UnmaVBIobk/yLunUhqm3PUn+6Yc+G70GQliv6DBwadRCjra3masNufmGBzg99a13eVCJmj40PGaMrdOnT/PjP/7jfOhDH6Jer+9dYZ9429vexs///M9PLHeFZmAkV81sotuCzcDuM3HLd0OfC702nfowdmGHdPzRWDAvQyL1pKIhw5RrEBpJ2w1whX3xj7RrOyhnhPbtiK0WdxTbUYMHhvM0nABPaC6MZvjH1cO0agGO1HRqQ1Ya2ynHIdF7SQysugxBkssInHUHPHHmwbwhlpBfGGcstvwR816febdHXYQoJH3t01V1zgzn+PADj+ebj9zDIb/LvNtnWzX4ws4Jjta2mPd6KCP5am8JXyqua65SlyEj7fJ3WydYqnVxpeL8sMOZbofHz63iScXqsM0/nD5Kuz1kOPKYbVnjaXNU596zi5xcWWOlvUM39Dnb69BpDKm7IadWF5idGTDf6NusoGEdpSS+F7G+1sar25fJKKqz06vTao7wHUUv8DEGfMeGXCMlcaR9sQ0jJ9UXipSkUQupu9a9EsZGlzHChnW0wG/YEbQyMp1ANhFgTYijnmvvjTByGAVuaqxFyiEKHJxGhJ4RqMAacviKCAiHLsHQSUNlsu9QvygJ5g3+lmC4qC3/xzWpR220oHEGAn9bMFyKCcQ7EhlCMGsIO3E4LuPJQY0V6UUkkCOB8WIjQ0E4a0N61mNk+UyOE09Q3TAMjlmvmzO06v0ywBqTbQjmyHm2Bsuk4cPYUUHYsdmUqg44GpTA7duJtZUPYcfY/cfhQxmMjSsRCjt5dBzuNAJ7bJnjE7E3qbYuraE3Y89LfVUSdAyqYfA3JWHHYOpx+DE517MGf0MwWtTopiKsK6IFAXWFW4sQwhrLWgscX+FLg4okjqvxvCg1lmp+ZMPGxk5ans4ykZFrMEakQryBcnCkSb23SstUvmEYuWkYWmlJP/DTeyxSdoDhO8rq0WnrkfJcxcWtNjOtIY7Q9Ac+WxtN5hd6hJGD42jmG30cqdke1NnaaXBscZNQO5zeanGo1Uufwc/eczXHD2/QcENObc2x1WtQr4V0u3WeeOIMA+0Raoe7Npc42t5GIXhAz7M6anNd+yJ1GbIVNflaf4lAO9zUPseOrtNXNe4dHOJQ7AHXCM4M5/mfZ6/llsVzXN+6QNsZ0pQBDpqh8XCE5oknzuTkZQBacoTnKRbdHU42LqaRhdA49HQt1UJMvFfZDPNEP3A7qnNu0GF7VEdpSW/kc/PSeQ7VumgjGCifjjvkxvY5aMPIeCgjUvqHNoKGE9AShsg4dCPfcl/n7TshOU/Z5J+s8HTyztkZ1ZmtD1hudlludtOQ8NzcECkM22GNpgg52tjc8933cKMKIz40PGbCiH/yJ3/Cd3/3d+M447GfUgohBFJK/uIv/oIXvOAFBw4jlnm2Tpw4wYs/+CPU2h5N145QgIlMuUg7DJVVe09SdLMciqZrOQCBdlKekBQmnVqn5QW2UzSSQFkR0EQCYqnVpemG+FLldGyK84llM/kSEulQeayPGnzt7BLXrFzkeGuLOa+ftjE0Dg6GmhPRkEEqDJhIMcg4DTvJCEr0abajOr2oRscd0nEHcWjSZaB8tqM6F4Zt7ltb4AmHz3Go1h3LK2BiY1HlwoZJWGGgfTbDBsoI2k7AKNaxcaWi5QSERnJhMEMv9Dnc7CKFZjuoc643Q8MLqTkRa/0WOzsNluZ3EMKw3m2ilWR+po8xVj/LdyPbMYZeOpJPPACJxyvUjj1uYRip8VgjUva+S7xYyctQxXpfYD0UkZIl065Yoyt5kYaRVdPXOpaRCB1LTDLWy+JuOSAgalvCtfENxtOIoURoYQnWBpyuS/28IJg31tvlWkMHJ+YzqVgDTBoILe9L13XqmclmIyZeIBElnqh42py6DVHV1sQ4szEmr+dkI2JCPNhwWapLpcbhwkRKIbZXiRqMswOJifEZfpeKw5o2+4+x9laGhC/iuRRHh6yRJYfS1q2bOKswDisWZCNMTdvtDKU1YL1xyC4J8aXnMhK4XYm/KRguG1Q7su3qW+PX1LVNRIg9im7Xcr+i2fG0LjQU0lNWrkEaO7WNq+J7S+ZU3hMIYXBjrxVY7mBi4CdSDcl8n64zzj5L5Bmy93KoHZSW6T0/jFwaXogUhiBy0/tzbbuFdDQL7T7GCFY3ZpiJBzGhdhiEHiutHTr+EG0k5/ttHKm5qr2BJzQ95RNph1lvYL3TcZbDnDegIYP0+ddG0HYDasISvQfKzwmO7kR1Pn/mOFcfWme53qXjDmk4Yw7VZthkO6rTckd03GHKt0oyoUPjoJGp1ETSxw20z0jZMFyiqaWNoKdq3LuzwL3nFrnuyCoLNSu/k0v+Kel3s1PtaCPTvn6112Yw8jg007PzIDpWPkMbQS/00QgabpgOwpK+XmMHb0mSUKJDpo3Al4q6E6WDeRhrFQIpZ1UbgRgO+NMXveMRDSN+70d+CL91wDBiL+APn/97VRiRx5Bn6/nPfz7/8A//kFv22te+lhtvvJF/82/+DSdOnMDzPD7ykY/wile8AoCvfOUrnDp1imc/+9lTt1ur1ajVahPLV3ttlGoSRg5XzW8A2Jd9o0vbGzJUHkPlslDrp0TuJHU5vfnjbL2GE+BJnc6dmHQaA+UTGmmzR4RhoDxGs26qKxPGulGBcnGl7bg3gybbQc3qPiFSFXWlJWHsiTnR2bTu/Wu76YhKCkMvqnF20OHioMXaTotnn7jPZtQ4Y84BkNO/0UYyNC5tZ8g1tVXmnH7csVkC6I5u8ECwwHZU5+nzp3jR0pfHHIZY6+Zi2Ob0YJ4b2uc54m4y9D2+2l/muG85G6Fx+ELvKpb9ba71Vxkaj/+1cw2H/C7H/XV6usbnzUlesHQnTTliXbX4Wn+Zp86fxhOKM6NZjja3OXx8h1BLHhjM2xeCZ7OnvnD2GO26NahXt9v4rmLGHxEZyXq3mb70pLReyL7x0xdboBxafkDLH7E9rNMb1ek0hgwil1Ho0mkMbRh56DPXslZEd1BjvjUg1JKdXp12c4QHbG416XQGSGkIRg4zMwPLF9uqc+jEptVje6BD54lr9oXz5XlaN2ziuYq11Q4zx60huXP/LI3jO3iHFVvzLVqzQ9quYnurgeNp6rWQXq+GUYJaM2TY9ZEtjesrRls18A3e3IjwYh1aEdLXmK4HjkHUI1TfRbUFwtPIdQ/V0vTmNO66i65bmQFv0yGcVchQIgOI5pQNrfUFw3mN05MIJYjaCjf5PaOZ+0fJ5k32/p77smDzZh17myBY0LhdB+MYVEvj7sTep0MKd9OJ57fUeFsOwSH7PDhdSbQQIUKJ7EuiwwEmlHZuzLkAM3St0dkO0YGEnot7aEg09CAUeCt9osBBR5J6O7BTzWhBqzViOPJQoaQzG1+ns21mj28RRg6DB2aYObmFMYKdzSZzh3fQWtD7yhztW9aRwrB+/xydY9vU3IjV1Q6NZoDnKnZ2GnienVNwZ6fBbCfmH/VrzLSGeFKz0WtQ90M8qdnsNWjWg9TTVPMimn7AVr9B3Qvp1IeE2qEX+PiOIor7BEdourpm5U2AMHKYbVpP8HZYpzuocXh2B6UF3WGNmw+f54b5C2yHdjB0vLGBt6I5P5wB4PrWBULjcHY0y3XNCyw4PfpzNb7YPcaTZ2yyzwPBAmtBm6fP3EtdhKxGM3xtuMwTm/ZZXY9a3BEe43HNCzRlwIWwwz3dRU40Nlj0uqnGH8DTO/ezHrU4NVhgpbbFcX+dGTmIE38kQ+2xqZrs6DqhcaiLKCWmJ+G9pD8Dy7taHbX59OmrOTTTY7HR40jDJg35MmK50WXl2h0AtoM6X1lfSvtUR+pUPd8KxGo6/oimG6QDb9+JqDshh2o9TrQ2UTF3NQkjjrSLJzQNxxqdvahm5R7irMuBsoaKmxncJ9I5Xkz/2AzsINSXEd2wzvlBm1YcbbnQa6O0DRmvX5yZ+s6r8NjEY8azVYYsQR7gDW94A//jf/wPfud3fodOp8Ob3vQmAD71qU/te5uJlf7s97+J9WiRei3uzOIOrOFZQ+LC5gyep1hqdxkpF0dqlho9pDCsDlqsdVvcvHQejeD09hwAh1s7BNphtdfmSHvbZuX0ZuiNfJZndhgpl7W/PsJVz78fXyq2gjpbA8tPMkZw/9lDPO74hTSL7u4HlzmytEXTC1gfNG283h8QaJcvX1zm8MxOTCoXcXaQSUdMx5pbNGTIQHusjVoAdLwhS7VuSihN1JYbMqAZZzcmHaE2kqYcMeMMackRdWEf+KHxWYvafG24TNMJmHd7+CIiMC5dVWc9avH3m8foeCMe3z5PXYZsRC0+/MDj+a6TX2TZ2yY0DvcNF7lj8whPWzhNUwZsqwYPDmaZ9axB82B/jvO9GW6Yv4ArFWf6szywOUenMWSj20w700hL7vjqca69+jxNN2QrqHN+o8PibBelJatrM6wsbSGFYW2nhZTW47C11mZusUvdjdjq1xn2fBYO2Tqbq20as/YcDbo1Wp0hrqPY2mjh1iI67SGj0GU48Gk2xyn00dDFb4XW6xE4qL6Ht+4SrYwsmXnbh7rCa1l+TBQ6qIGLCK3HJNX9wnqg/A3JaFEhZkLrIYokYttNQ2vezljEU7vW02I8m9UnuzHPqG4lEbwtG/YL25aHZQSEM8YqwW/ZsF5Cmve3BI1V62UKZmJy/BCaq4awIaxGlQv+jmE4b8nxQlmPlpZWxgGsXITUENXAeDHBfsMQzIh02h93aBjEYUWhrNiq0DBYsu3TrvXCOUMIZ22Gobdjw47BrOWFKT9eJ43lrhlBNB9Z7lZoZTYSfS0ngNGCnTxb+wbTiRCuDZuagUvtnEswr9NQZcrj0taL5jQiXE/ZzMKeB0MHMRNilMA9VyNciHCaIa5vjcVw6OJ4KpUs6fdr1BsBNS9iMPIYdGvMzveIlENvu06jbQcNg9Umc8e2caRmfa1NvRUw2xwyjFy2755n5nEbhJGD1pJDMz20EZxbnWV2rk/DC7m41ebw/Daz/pB+5HHPfYd5/LVnabphOhibb/fZHtQ5PrfJSmMHbQRf2VjmcGuHY81NALbCBot+jyV/h772+dv1Ezxh7ixX1y9aqRpV5933Pp0XHL+L+ZgMf1f3MNthjVtmz7HsWcmcpI/YiFr0lc9VtTVWvK1cv9LTNXZUnb6upR6mxLDqqxoD7SPRNJ2EVF9nddRmO7QUkDm/T9sJGGiPB/uzOXmKhP5xYdDm/M4MNy1ewJcRm0GD09tzLLW69EOfs6uzXH/sQprVefepw1x97KL1pvebzMbipYF2+Nr5RVYWtqk5ERd2ZmjVAg63doi05FxvhsWmzbA+37OG0YnOJhLDA91ZPEex1LDXbXXQQmlJzYnYCWrs9Oosz1mjcBB6qRE4CDx2BnWWZ3cw/QGfePmvPaKerX/2kVfjHdCzFfYC/uj5v7vvdr7tbW/jv//3/86dd95Jo9HgOc95Dm9/+9u54YYbJsoaY/j2b/92/vzP/5z3ve99fNd3fVe67tSpU7zhDW/gYx/7GO12m9e85jW87W1vw3UfPf/SY8aztR/80i/9ElJKXvGKV+RETS8Fj+tcpDmzwUD5/K+zJ7h56TzHmxt4QnF+1GG+NuCmzjlqMuL8qMNOVONYYwuAuhMyXxvQdAP6kY/nKIaRy92rS/hexGDoc7i9w1K9y1K9y1e3Fllp7nCkvk343af59PlrePbhe2k7I9bCFn/x5Zt54Y13cuvCg5zqLxAoh8V6D3n8PK7QHG7scLS5zZl+x04d4feYOTJkK2jgCo2XCTEs1kOGyuNsv5OGMLUR1J2IblSjH/m4UqUucRinhh/yezTijmw7qnOqO4/SkpMzG8x5NrPw/u4CdTfixvY5S5IPZ+hrn4tBmzs3l603qD7kULuLk4xCteTbjt1NLTa8LgQzeFLzrUt3o4xkI2qijeBkc52B8rgwmqHjD5nzB2yHdTZGDVpewNHZLQaRx/LsDp5UbI0suf7mxz2IxLAT1vCk4saV8wTaYWvY4OYTZ9EI1votTixsUHciNkYNGisR840+O0GNZj3gqoUNtBGsD5rccM1ZXKE515vh0EyPlhewMWgyt9DjULPH9rBuQyvLa4Ta4YEzhzh2ZB1Hak49sMih5W3qsxFrOy2cJc1SY8gg9OjXFDPNIcPAo7fVoDPfI2pI+mfatFd6aC0YPtCmdqyH42j6czVLkG2EBEMXE0hYCFBKWEmIRfvST8JhQhhQEjCYpYgokjB0MDXFsGX1oaL5CCHBXfXQbRWLtrrW8Khp5FAyWNEMjludMLQ1SpyRiLlWBq9rQ47dq2LDLdGK9S1RXcXGlqpbg0rVsWHTJvSPJgr0VvtKhlZyQtUMMhAMjoBuWJ0qGQmroeVLVF2gZiOEEqjQZXgsljVwXaI5ZTP7RpJoJjaelJ2tVNRColY0PkfSoIcOwtO2Tt9FeAq/ERF6mqAR0ZwZoZRk9GCL+vEeUhp6601a831cR7O90aI1O6DTHrDTr+M6itnmkO3ZOq6yxs8wclm70OH4sTWMETx4doHjR9dYbHdZ67VwhObo3BZrfgvfUazM7NBr+WkYj0NrnOvNsNDos3iix8V+C9dRHGn06TxxiDaC+dqAoXLZGjZsYs6JPuvDJp3akMWVnuUAhTVmvBE3P+5BeqFPqBzqbsjyrDWujs7agcj9O/PM1obcMH8BjWArbLBc2+Fkc53IOGxETebdPt+6dDcbUYt7Bkss+5bo/m3H7k6nx3HiZKCLwyZ/ffY6fDfixrkLLMYyDQk+tfU4Lg5bnGyv4wnFZtjk/p15HKk52txmwbeE9YHyWQtaOWmXhHqRDfENlUs/mrWhOiNSJfckjGd/S+b8ISePbNByRvSUlby56dB5Wm7A+cEMneNDFmp9NkcN2l7Ay57wD4y0y4fuvJEX3/SPHPJ6dFWNT5+/hhdc9xXabsDZYQelJY+bvQjAg/1Z1i50CBfsnK6txihN1Gm6AcfbW/hOxJH6dtq2GXfE4do22gi+uHWMhVqfwzU7MH2gP88/rh7mySsPMuMOiYzDqeDh4zXvF4/E3Igf//jHeeMb38gznvEMoijiZ3/2Z3nRi17EP/7jP9JqtXJlf/mXf3k8t2kGSim+4zu+g5WVFT71qU9x9uxZXv3qV+N5Hv/H//F/HKg9Dyce056ty4HESv/JT34ntbYlSybenOR3wnsAaMYu4b7yqcnIalUpH4WkGXMUABt6ywjzZZHwpbJqxMlcYAl5Nls/N8eWkanRMtReSvbsRTVcqajJKN1uwrECUh2ukXYZGS9uh0hDoZFx2Awb6dxcSfpxaBxOD+aZ9QY8rnkhzSo8NVzgb85exT85coojtS1m3T4zcsiMM8SLyffDRKUS2NEN7hku01ceT2g9yCGni0Ly1eFh1sIWNzTP4YuIB4IFPrt+Nc9dvJumDOhrn7VwBmUEs+4AiWEtbHExaHN96wIAX945Qt0JuaZ5kaH2+PvNYzyufRFXKs4NO7TcgDlvQF95bARNZuN08V7k03IDa5jF+l8JD0XGHLdkMvDEII2MTDNCo8y1TULIkFfnT66nLZOfQDerlJ/lACacnVA7KVcn4dm4jg11JmToom5XQsJPIIAwjPlnrkaFDkJqHFcTBS46Enj1yHLKIol0NUZZjpp0zHgC5FiyIYGJYt6aYyUQhI53lpHHSOb5S6a0MbHOV05h3TWpCr3wNMlE3CKjBp7sO5kQXCvLYRKOSdvsOJpw6CJdg+tHqEhitMTxFDo+Hs9TOV3xJNMv0cJKdLGyRPOEX5Xw/4wRKUdKFDg2+fkDx3tKNK2y9wLkVc4TXk6aURvfR27MG0ruQSfmFmpEym/sRzVmvQEakd7TrlBshY303t8MG/Qin5X6NpF2+Gp3kVtmz9F2htzbX2SoPG6aOQvA3b1lGk7IVfV1a2hFDRxhOOTtpH3cR1Zv5JkL93HcXycwLl/pr3DI63FN7QK+UKypNnf0jtF0Qq6tX2BGDtJjrae0A5cdVU8J8tk+5ar6OjPOEIXgXDDHg4NZTjQ20r5ZIdO5ZOe8QdqHJX0agCtU2t5unAlZ1j9G2qHljtK+NJH9SfrabP+b8mS1l15PbUTahyfbzUo7ZJGtD6R9Mth3y1B7jLSbzq2b7Cd5B5W9nwC6O5pf/afvf0Q9W9/9oddekmfrfS985yW3c3V1leXlZT7+8Y/z3Oc+N13+hS98ge/8zu/kf/2v/8WRI0dynq0PfvCDfOd3fidnzpxJZ5f5L//lv/Bv/s2/YXV1Fd8/2DE8XPi68mw9nHjvl5/CLddv0nRDzvZnOFTvc7i+k5K1F+s9Ou6QU4MF+srnUDzSOjvoMFQuy40u20GdM90Oi81eSoo/3OwSaIcHd2Z50uIZGjJkM2zQjWocb2xaV/ZoBldoWu6ISDvsxIKCAJujhiWsRy73nV1kJQ4jJh3/er/JybkNFmp9hsrjf91/Fc+65l4aTsiXNw5z1cwGK/VtVoM2X7h4nCcdOkPDCbhz+zAnWxvpaOnBwWyqQn9qsEA3qnFd+yKhltxx4QjfevyrbEVNVoM2nz57NY9bWOPY7BYjZdOiL4Yz3BWscLo/x8agyfOPfIWrams05QiNxBcRNzbOoIxkaDzORbM4aGYcq6w80h4busW5UYdr2mt0ozobpsV62CLUDo2YSA+2wzxS3+bMcA4pNI9vn8cRmnOjDp7QfNviXfS1z/2DBa5tXqTtDjk3mmUrbHBT+xx97fPl7RWe0DmDJxV395aZ9/ss+ztxJmjI8foGXVXnS1srPHH2DBrJ328c5db5M7hC8aWtI5xobXDI63FX9zBtb8jR2hYbUZOvbC3zlIUHUUbwuYtX8ZSFBwH4/NpxHj9nhRzv3l5iJU4Tv3t7kYX6gEN+j7WgxZluh8fNXmQzaHCuO8NVs5v0I4+vrS5y3dJFNocNgtBlod1lZ1Rne1BjOQ5vb0kbhh6EPr2Rz3yrzzD02Ow2mG0O2Oo3wEC7MaILaEfSbo7Y3GrSaI1o1EJ2+tZT16wH9AaWgFv3bcYZxnrWRgMPHTi4jZBoWIdmhHQ0Zr2G6VhjW6556IUI048N0aZCrnvoOWW9StsuYjZAK4nou7idEBXa5JNkHwhspmrgoSLJXKdPf+ijtGSmOWQw8hgOfNozI3aMQDqadmPETq8OjmK2OaA7rDHTGFH3QjZ6TVq1gIYXsN5v0vAiZmpDHtycpemHzNSGnNvu4PshC/U+d68ucd3SRZpx9t1Ke4c5f8DFUYumG6bXbH3Y4Jq29cR+cfUI33T0XgbK467NZZ566AEA/m79GE9aOEPTCfm7dSvqOe/2OTOapR/VuLZ5gY2oyenePLfMniUyTnrP1UTI5zdPWAOpPuSB4TwawcnGOl1V5+ywYzlW2uGO7aPc1DnH0doWZ0azhFpyXfMC3ajOmdEsJxvrnFhc52LYts9b8yLKSM6NOmgjUw/LucC+DJPsu82wwYJnFcuvaa/Fz5s1aE7U13EwbKlmqhl1a+t0anBoJBJNX9e4c3CUj5y9gflGnxPNTRb8Hg6W43psdouNoMnnzp3g2UfuY8m3qvV3XDjC8okdtJR8rbtI2x1xVWOdmow4PZjnZHOdhgw4P+pwf2+eGzvnGRmXv1q9nicvPkDDCTk37HBqZ56b5s+jjOCvv3Y9Tz95iroTcl9vgfs351lo9tMBTj/0Obc6y9VHLqaeqI4/TA2sGXeEK60KfmQki77VBXxgMEfbtZqNA+3xxYtHOdTs0fFGnO9bHZSaG3Gx30qpIOcGM9SdiCMNe+6/1lui6VhDeTuqc3HYYrmxgycsp25t2ORIc4d+5PHlB1eY89cuw1txdzwUz1YiuZRgGpe6iK0tG01aWFhIl/X7ff73//1/59d+7ddYWVmZqPPpT3+aJz7xiblp/F784hfzhje8gS996Us85SlPOdAxPFy4Yj1biUBbMmocKo+1QdNOdKwcBqHL8c6WHe1qyWK9m2bShUYyl2TjKA9tZI6kvh3VrQyBcjk3mOGec0sszHZxHZ1Oelp3wpg4aUnyrZhU31U+3bDOrD9IR6unduZZbnZxheb8oM399y9x4qqLabbLarfNTH3Ecjy9xgPbswhhOQKu0JzvtzmzOcv1S6u0vYBAO9y/NW9DEY0+py4c4qrlNZZjDsH6qMFivc+sN6CnfO7fmWd1u02nMWSh2edocyud+icxiBpOmI4wayJk3usx5/St8rIIUp2ZTdXiVHCIu3vLHKtvMu/1mJG2Q+uqOqeHC7hSMe/2GWmX7aiRhjZPD+bRRnKo1iXQLmujFnN+H20kd6ytcPXsBvN+n17kc+/WIa6ZXaPuhCmfreGEKCPoxhwP34nSLKMkMynIHE8Yp2YnYYtkO4kCd6Qd6k5IoB2GyqMeJyIMlc1yTZS5wYYKumEtnTNNG0E/8tIs1J2wFo+qrScjmXA41E6anRZELqPIQQir5xWELlEkUy0npawMgSM1SkmkNPixcrk2As9VGANB6I4zLUPHzjEX88xEHI5UoYOMJRVScdeYN4a2c00KFacaxlwzYSzXzMT1RKxKbzMNreo7whLwRSzCOiHmCWglcLyYOxjJlP+kIonrqTRjz/esHEMYOakOWxC6KCVxY6kEFUmcOOPPGOvtq3kRUhqr7O4qfDdKvYu+E6UabrX4/lBGpiTlJEQlhaEfefhS0fZGDFU8a4FrEzP6kR/fUyb97UvFUHkpATqZWD0JcSX3WtJ3aAS+jNIM5CRrOYolBNreECdOvLFUgZBIO9y9ucQ1s2u03ICNoMl9W/M84dA5PKlYG7U4VOvhy4i1URspNCcaG2nf1XFtv7YRNYm0w4n6Om3Hhi13dD2dJeP61gWu8teYc3rpsz00Pn3ts6mabIStnEd9EJ+fJNtwoHzu782z3m+yPaiz1OlycmaDlhPQUz7n+jMs1GxG9IVBK+2jhpHHKHI5ObuRTv119+oSR+e2LAcq5tAaA8c79kV9od/m3HqHq5fXbKJS5HH61CInT65yuGH7zDO9DlfNbKRe8K2gQdsbpn1+T/mWshFfm6Hy6Ece68MmkZKsb7W5dmWVlcZO2q933CEtd5Qar1Joq6BvHNaCJp7QaZ9/cdjGjTOh79ucp+FFuHGG46FG395LsfcdoLeteM/zf/8R9Wy97C9fd0merT990Tsmlr/5zW/mLW95y651tda8/OUvZ3Nzk0984hPp8te//vUopfjt3/5tAIQQOc/Wj/zIj3D//ffzF3/xF2mdfr9Pq9Xif/yP/8FLX/rSAx3Dw4Ur1rN1rL5J6M3QqAXMOEPrzm27qbhokumSIEktTqZRcISmr3zmvT41GTLSHn3ls1Lb4mh9g7XQbvuJMw8yXPwafe1bw0OG1lWc2Q5YF7HEcNIZWTd4VKfpBNzQPM8TZs6wFTVY9LowB1tLDQBm3YH1Ms2307DhtmpwdWuNtjOKjZU6J5obqEMPsB608KSi5Yw4XN8mMg4tZ8QT5s7RVX4aYpz3+2nHPiOGPO3QabwlTTfyWR1ZsmcyAXcyuepOVOdL6yssN7tc1dyw3jMzz5nBHL6MeOLMgyy6O9RlyOPr57jKX6OvbTh2aDzOjeYYKZebWmfwRcR61OYP7n4aP/j4zzHr9DkbzHG6O8eLVu6kLkMuhm0+/DdP4Nuf9QUcDDO+FS9MskW3+nV0x4Zc/v7sUa5fWiVyHc72bfuPtbbYDuqs9m0yw1C5fPn8YY7ObTFbG3Lnup2CaL7RZ63fQimZJjkMQo+5+iDNEGv51vPYHdVilW7BVr+RGgVJ+CEYunRmB5Zv1m/QqAU0/ZDtQR3PVczVB2yPaqzec4hD165bXaW/W2D2aatWSX+jydLSNhrBxvlZ5g/v4DQ0a6sdZhe61FzFVr9OFDk06gG9Xp0o1oEadWt2Pr5aRLhdQ9RUStpXDYV0FbrrQSgxdYWz7aLaCrSgecqhf8zKVMhIoFsKZ+BYPlZbI0d2Kh9dM7h9QdiJwzrxb6mA0M4R6ew4lmDfUMieizCg6prmgw79q6xSu+w6hB3Lz4J4DsfIgYGD6QSMIolc9wmP9IlGdp7KWnuUhhKbTZtpKB3Nodkeo8hha73NoSU7ur54dpbFI1tIDBcudOjM921G4cUOcws9HKlZu2eBpWvXaPkB28M6D16cY3l+h37gMRj5zDbt9d/eauDVrbGWGHxKS2abAxxpGIQuM3U7w0Nyr3hSsTls4ElNyx9xYWcGx9EcavbYGDQRwnC0vc1OUOPM5iw3HT6PFIaz3XmWml3a3oiz/VnOD9qpt+Pu1SVuPXIGV9p7QM7Fz0L8bHTcIa5UfPhvnsD3ftNnWfS6rPjb/OW5G7m2eZEj/iZbTpPfv+sZvPaGz3BL80EC4/Ll3lEG2uPG1lk7pU1tyI2Ns2locEc3OB/O8g87xwi0y9HGppV7UT4XRjOc2pnjloVztDL9UWJwtb2Aa5bXaLsBoZapqvysHNCasfPIRsah6do+SgqdGi01GdFTlgrw+Osu4AhDN7JaWDfPnKWrajjC0HEGhB2H7cV6yjHbihqw/FVmY42S9ajFk2dPpzSGvvK5rnkhFWrOhu+y74DkPdHXPs0TQTqDxkD7zLs2ErIVNWwikdez29IOTSeg0xik21kRmmsaY0/V0+ZOpdtO+thkqrWuqtN2hoyi8OF7GT4COH36dM4o3I9X641vfCN33HFHztD6wAc+wEc/+lH+7u/+7rK083LiivVs3f7Jl6MbTc4M5mh7QzyhWR21+cLnr2Xp+jUGgZeK/wFpVks/8jje2qLljjg7mCXSkpPtdZvJs7XMVe1Nlmpd1oImFwYzXNtew5WKi6M2m0GDww37wl4fNXGlTkczyUg50tJmBiH48tphrptbY6m+Q6BdPnn6Gr75xD203JGdZHVziScunKUmI+7aWaLjjVipbzPQHn9z9ipuWTrHvN9ndTjD1zYPcf28JXCe2pmj7Y+Y84dshzUC5dh04n4TIeBQs8cg9NgcNqx3TGo2R3W2R3U8qam7IYebXTs6NzKdZ+1cdwYh4Pr5VTvPm4yY8+IJtlWNP7/3Jr73+r9LVeg9oXDQeCLCEYah9liNZrgYzXDcX2fW6TPUHveOlgE46m8QGJcHR3ZajyP+JgB3Dw4jhWHZ3ybUbspBOVzbpqtq3LW9nIaFt6M6/3DxCLP1AcYI7rvnMNc9znJXHtyYY7HTxZOKjUEzHT2vDlr0Ap+Vts02vX9tgcWOHRH3Az+d4iQIXQ61emyPrM7Q4fYOgXK478wijzt+AV8q7lk7xGxzyExtyIVuOz3f57Y71P2Qxaatf2G9w1XLllx96vwCJ1dsZ3zqwiHmZnu0/IC1rlWnbtUCNrpNgpHL/FyPwcijf6FF58iOzZpcb9BYGFjdr6+10SfssbPu2xCgFjCQdjLtQNp5CB2Df8EjnFNQ14ieg9OXRG1F7aJjM/YkNM9KhrEGlr8hUbXxpNbJ73DOipfW1wT9I9pmPMaZljLOxDQtO0mit+kQLIdW1yqQ6IZCjCQ0tPWEbbuwECAdg7i/gbyui5SGwXqD+sKAmhexs91IQ6Qbmy38WsR8u09v5NPr1Tm2tEEv8NncanHVcjxx+rlDHFmyxOVTFw6xvLBNpzbkYr/FMPBY6Wwze2efXs1HX+uwM6qz1a9z7aE1NII7T61w9dGL+I7ifHfG6szVhmyP6rl5Npu+9ZBd3G5zZG6LthdwrjtDyw9YavRSr3Onbr1JF7fbHJu39/nXvnqEq689bw3DXpsnLp5N7+mLwxaP71yg7Yw4P+owUB7Xty7gyYgLQQdtBFfX1/BExNlgDoBjtQ18EXEmmKerajyxedqKkKomDwQLLLo7LMUDJGWSaWRkKhZ6NpjjLx68KU32CY3DZti0vCgjOdPr0B3VWGnvWIV7GdlZIbTL+qjBzqhOqCWd2pC5mpVYOb09R92N0kGOMbDQ7Kd9VMcbsRnU6QY1rpqJn/+NRa6bW+NQrctW2OBLqyv8kyOnaEgbStwOa1w3c5FIO/zD+hEeP7fKgt+jF9X4n6ev5elHTzPjDdN+8qZD55EYzg3sDBxztWHaR0ex7t5CrU/NiTg/mGHOH7BY6xJph3u6h1hu7HDI77M6anOqO8cNsxdsEkJ3AVdqjjS26EU1HujNpl7SRLw0oQM0/JDVuw/x5Kfew1KtS2gkm0GTq5rrNJyQzS34zef+8SPq2fqOv/iXl+TZ+rMX//aB23nbbbfx/ve/n7/+67/mmmuuSZfffvvt/Oqv/ipSjvmwSimklHzzN38zf/VXf8W/+3f/jg984AN84QtfSMvce++9XHvttXz+85+vwoiPFJIb531/fz2dTj7+7GBS4b0sktEMjOdHVDFZWiPtNAbxch3PexUaJ62XnTvRbkPE5URKgrfbEjkyfUK+j7STepKk0Clpdqg8IiNpxqTvQLsMlZumOUexAF9C6g2UQy/0UwXrYeTRD6x7P4wcgpGHCiTCMTTbI1q1wIadlCUTt/wgRwL14yzISEtUPOUNQKBcQuWkPDSlrZBfommTzNs2jFzWVjvccvWDHGtupRlI21Gde7uHiLRMpS0uDNrM1Ya03VEa0tNG4kpFkBGeBavEPIi8VFR2e1RndavNwkyfuhvSC3zW7lpk7vp1XKnpDn36Z9o0jvSsjMN2IxWoVBcaOMsDarWI0chFR5L5+R6Rkmye69BZ7tLwQ4ahy+COefybbeiit11HSEvwViPLdTJaYs7WqV29g+cqer06KnCYmesTKcnwwTZiYYRbU1YbasezQp41e57NlgcNjduKeU9n66ilwE66vB0nJzQVjCQikBjPIAfSzvUnDf6FWNagrnA3XIyD9Tb1LOE96mhQ4O44qKaVkKifF0QtK3LqDsDbseT2qAUYaKxC0LZZiDOnDIOl/PPTWDV2Sh8NftdKOiDsFEBCW+HTcMZmJ7o9GB426VyCqqUxnsHdttP6qJZGDqwXLZqzRpi/IQmWrcEoh9Z7hsIS8WsaYv6Y6IQYLWjcVWN08wDpaKKeDwOJmLVeAhNKCCRyxko3RCMHs16jfqyL5yr+f//uj3jBF+7krW/4dt79wn/C6L4ZxJEhjqsIer6d4FoJq+PVsWH23pk2nePb1L2IQeCxfaHN3Mo2rqPZ6dfRSqT3VnKvaSXROx7N5R7GCAZnWzSPdmnXAyItWb9vjqVr1mn5AcPIY32nydJsl07N7nMnqNFww3Q2jET6wHds6FIKnYYuu1GNzVGdxXo/lUZwpeaa9lpKFehFNe7pHuJL9x3j0NJ2OsfiIHTTZ9p3FE4yZZUReI7dH1jRXyceWNr+YRwaV0bSC/x0yqFkIved7QZGCRxf49fCVCuv5ka0/CDtw1peYGeHiJNN7LQ3KlVnrzsRfuxJ60Y13PjYk2QYbWRuBhAgFUNNSO9JYkNCnncw6bctH+XK2m+NH8+zC8lcugYZk+qdzHIgF+XIouydpIxkZ0fzilvvekSNrZf++Q9fkrH1wZf813230xjDm970Jt73vvfxV3/1V1x//fW59efOnePixYu5ZU984hP5lV/5FV72spdxzTXXpAT5s2fPsrxsB+q/9Vu/xU/91E9x4cKFfXnVLgeu2DDiX24/kU6cNtxVtZTIFxmHgfLoRz79yGNj0GQQeCzP7FB3Inqhz2q3zfG5TXypONPtECnJ0c42w8ilO6px1ewmbdcO772Yn+GQqLF76UMdaJduWEtHNVIYQmXnxdrsNmg2ApZaXepOxFC5aCNYrNv4vcZmtjXdgFbMK5BCs1TvxjwP25Gs1ONJrmODLs2Ci8OWGpFyhDypGCiPzVEjJYhuBnV8qWi6IUPl0g39tGPuhjZ1uu0F1ksndM74Sbx2YwNQ87WNQ7T8EcdbW0ihWZ/ZYmtU58H+LPd2F7ixc4Gr62s8vX2fnddMaIba42w4z+mhFT9syoChcTk3msWTmrYzpKvqbId1lvwdajKir33WgxYdb4hE0z1UYyes04i5WVvzFznXn6Hjj9AtwSlXEYQu7XqAirMFa35EdxnmZ/q0/ICoZY3Kpmdfcnq5S6cxRAhDb+Sz+LTz1N2Q7qjG3MqAtj8iUA7DyKPuxhlZi07Ku5ipj9L56EbKpX6z1WYbxdfaOzzOiq05EeGKnVS47ln+Rn/eJ4qN3GDGTRXJR6Gd4kUKQzDyrGi6p4jaDmboIn2FasUTazcUymAzABsKE0iitjXIRCDpHwfjW+V2XRMMj1hZhkQWPphP+FyGYNbeY1nPVn9F2DkJBQyIJ4gGWLJK7mJkMx/DuiYIrLq98a3XDMdAQxHFSvg0rDGDNMh6hJYO0fwI31dEoYOYg0bN8uFcx3KzEsX/hLsmnrPDYX9keZodey4THo4xAj/m20hh+THRirTXj5Bn33UPAA/eOsfRuS1GT+ylCu79jk/dDfEdRTf4/7P358G6ZGd5L/jLtXLO/MY9nn2mOqdmVamEBjRcNRamG4UtkK8bot3mXmhh3MbQ2Dfsvt02YNqEr63roSPwALavr+mQ6SsDYV8TxnO3DXIbC2wBEiVKUkk1nnmP3/7GnNfK/mNl5v72qRKoNBRgtCJOnL33N+WXmetd73re530ej6KSxF6OemTFyTLCtSsj0bINsVfg28a3s73+K9flFIijnLywybRF7BcsUo/BlRlXBlOzcSg8rn3NhC1vga5Nh15vKzNWYAjmpc94uCIUJiYcFT36TkbcUCVS5bDrzfAtM0f28wHvGL7EjjMzzS21YKU9jqset7Ixz863cYViVbq86fotxt7KkMJXA7LK5tGtI3RtdYlNi/6sJ3dVLTp/WV9WjD3DszxMIwZuxk6wJKkcCi0ZuibBSwYOQy/tuJMth67tQmzpAp1NVpOotHFQWGbzuaqM7qAnqo6b26rQZ8rhOAsBuvh2tIpJUpdhbPxxW/9JMNWN2Mm75K3SkkCWeKJCYVFou5uvmXJ4cTom9ozsw915H1tq9mIj7/Dy6ZiteEnkFGTK5nDRI3BLBn5K7BSEdkEgS+ymfCmsmrD5Pdc2h6cS+NxrWvO+1PF6SD983/d9Hz/5kz/Jz/7sz9Lr9Trf48FgQBAE7O7uviop/sqVKx0C9t73vpc3vOENfMd3fAd/7a/9Nfb39/mhH/ohvu/7vu+3LNGC38XJ1kf3r2PNfFypOJnGhGHOIEy7CdzuvGQjgpk1ZGbZKI+/dLTB7mhudnTNa0K7pFA2L89G7MWGHzIrjNeWb5fkyubO/ojBKDG+fbmL1hbjOOmC/OnKTP5hnFJpwXOfvsjw6ozYy1lkhsOxNzTE/Xnuk1U2m6ERWz1JIsN58FNT8izNAmAL3Xl+tYnCwVGfrc0FjlQsMo+enxM6BUnpcvdgyNbmAik0s8Rns2cQp6o2C8+LszGr1MOxFds9I+K3LF1O07CTJXCENkmAMn5t2+ESX5Y8sblP0TQO3Jv3eXjjmDeM9rtmg8O8x6+fXuBCNOfxeJ9L7oQNe8m2fYM3BTdYaY+75YiPzR7g8XifTWdBrh2Wyu/4YxqLSRGxUi47nrkO88qn0LZpbGgWhULbXWnDHumO8HwhnjMvPOa5j+tW5JWNLU0ATwqHVe6aDje3ZLIMGYQZW/GSrHI4Xsadmv0kCVG1MOhZ7pGVDnlhI0SN7zVk+txBCI3rKCbLkKqUhEGB0hbJNEAGFY6jyFYudSEQvkJII3cAkK9cpKORtkJVEixjFdOaZgtHowtJkdkIv0J4irqQiIER2dSpbeQcZGP542iDLC1MaNCORi6lEfW0IH7OJt01Jtgit7CXFkKByC3CoxotIRubANubGL5WNraoQmMZVMWG22WVgmDfIt2tGx9EiXY1ojDokupVjcyEBY6xy6lLgRgaVEMX0iB+FhQLD6RGeuY8YUHtVWSZA7WFtBVJ4qFKgRuWLFPPyGAoy2huuRo/KkzTwdIlHBq+VZK62I4i8Eoe/NQhUVIw7QX8571rpKdm7npuhe+UWBbMsgBpaVxbYUvN8TLGd8ru3pglPr0g75palBYMw9Sg1pWN6xrEd3cwJ940qNQoSAjtsiPe20IzchNiuzDdqGVgEpHW5oaASRHh+2U3HwAGMmXbmXNc9vjk/BLvHj7P4/4RbwtNAlnUNkdVn9vFmM8sd7m36rMTLnmwd0wgjefpQdbnV/cvc6E/Z+yl7IYLBDXLysyVw8rGlY3gqxadjMYoSPCbZoOXT8eUlST0Czy76lCpRelxvIhYhqYz++7BkL2daReT2hila4v9wwE7W3N8uyQp3c5Dto15YYNozzJzbjbClSkLrnr4tjF+LpTk7nSA61T0/JyTJGJ6Y8D4gSnDOCUtHNLCYRAajmWhbO5OBwhRE3mFsdx5ZszuW+/hyYqscpBCM2iSxeM0wrXNJrWqBV6jUj8rfKYNn1MKbZprKqdTsU8rh6SpPrRr0SwJSBKP8WDZbQQ2rfPozusxXo9k6+/+3b8LGEHz9fGhD32I7/zO7/yC3kNKyb/4F/+C7/3e7+Vd73oXURTxgQ98gP/hf/gfXtOxfLnH79oy4k//2hvwe2fdMgrRlQDbsa7hYnSxdAf7vhokfP/4fKXGsrY7DkRbnixquykd2o2ptEWp7W4XZoxU7U7fqd1JtZ1IbZdSUpnSYqvdU2hJWjlnTvOVTVI4TSJZkxVGCR0M+qGUQOU2TlAS+GZBLtY0idputsA7c6nPCrvzfstyB/1SZOxdANkrkY4pi9XHHmIrR+UmKRhurDpCuVHvN4tNqSR5ZcqOZWlj24rHtg+5FEzZcJedXdCy8nkx2SSpXLZ8E4heWozRtcXFyOwgby8HXRAstOT26dB0YUZpw+Hx6PUMh2l+GiG9iijMyUub8naEc2mFayvy0qZYuthBaex4Epf+J1zmjzb+eJ4CAeLUQfcrg7xUAue2R3U5QziaaulgaQvZM8dfJTaWXSNdha4s6pUDvsKSmroSiLmNipTRo8olFAJ6pUlCCmkQJs/woeSpDdoQ1qmNJ6CdGAud2gJ3avhUVc+Q3p25oByoDl3yDwX52HQMulMLZ2EU2q2KTk2+Cs3/ojIG1O6ixlnVrHYFtWz8DO+bCrVofBYVRPuaMrIoepax5rGBGpzVmWp8bYM7M6XFYmA0ubyJRbatqT0NlYUzkwZ9s2vshUTmUAyNJ6S9EGi38ZJs7H4QoEaV4aKVFpYAy1XUyoKFA642109biLmNblTla2VEYa2o5L/7Zz/Hn/7HP8e/euuT/Mn/27eZObhwqEWNHZfoUmDf8ikvNW4BmW3ea2gcBciNn2L/s5L5mwvc0CRTxcrFjY2ifFHJ7p7z3ZLlykflNv2RKW8vFgFRZMr7p6vAWO6Mpp0bhdKCvXiObWnurIyo8bXepDOA17XFU4M7xF0nscNJEXM7HfLi6Zgk9XAcY2Tt2Ua13Bi22zjClAmzymZ6Epkk1lOoudOVXVUpUQsTU+2ppL6cEUVZ5x3qu9W5mOHYqusmrZTAtY0Rd1Y4TVm26jYOAH5Q4LsmXtS1ReiWuA0CrzHaVGGDILcxsC0rtiOQZVdpABovWnXOK9ZpHneaMqBjKdxGS1BQdxzT9TXhi1kPTBw/v+6srznAKz7DHIMmX5b8H9707OtaRvzf/as/jh29NmSoWuX8u/f9va96I/IlIltlWbK/v0+SJGxtbZ3TwvjtPl4ut3BzY44qmwkEJhHKarvrHFl3d4+lsa/xRNklRmBq9uuQtrBqXOssCKi1ybSeUK070Lcip2fPkZ1WjUZ0nYAtRL/+3KoWxHZOz8kI7byTL2jh7qTyOqNsNzA7ydMsYJ77xkvNrZi8PEReWOF7JUtlUaY2vleaQFjYRP2E0DXJ11RJ0txhEGZIqzXONQa8ADtfY8ppi9xn8YtbeO+YIEONHC3ZauQpDlcxsySgP8wQ1Aylot+U3Q5WPS71Z4y9pONfAMZ6qIjp2ykX3CkPRQd8fe8zuJYiq21ulRssqzfye8afYygTFsrnZ4s38dbxLQZ2wknZ48ZHr/D73/cxYplzNx/w9NFF3rZ9C1so7o0HTHOfK/EUgOPNiEkWMvYTbKFJNhyWhWdUvkdznMuKXuWQVTZ9zywqd29dZO/JQyKnYFF6HMUx18eGaH9zNsSVis3ISGwcLHsoJYj9nLyyKfuyQ0kKJZE7mp5rSo2zLGCZeoxj07AxS3w8tyJwSla5S9Z36IXmXLYIWuAX2FKbrsbUxaotgkYSgR2ImuQ6W3ioCwWRa8puqReRXas6VCy90iBelcC/45BdMKgTqSDYl+SbJqGTicCdgd80VmUbJmFToUmEiqEg3VUQGCFV/55NvluBp4xQql0jXEVeCkhs3C1DeM8v29QrF7+XGzHTbYkDZiHelNRWzSAwJZ9KCdLcpecYxEljsUh8IrfsEIkkcxmEJuGYRCFxkDPwTWdaiwAbhAay0qAO7/msKdl8/B2XeeiCITwfryIKJbnUn1HVgpvRiAv9JT0nZ1W63P1PF9l6wwRXVsxzH9+u8B8tGWrJPDPyMMPNiUE/tDD32tccG/cIS/PyYszQy7gQzKi05FfEZd60dYc9b8ZSefzrf/V23vTNn2bDWTCrQn51cpl3jV5gy14wHYX8h8kjfN3wc1x2TvAtU+o6UTEH5YB7xZB5FZBqh9jOeWrrXjfXJnnIURIz9g0Cn1QOaWnKb5Ol6Yjdjsw8nm4EZJWN0oL86TG9/+qInpeRVQ5H8xgharSGuhMMrUlzB6UFoyg1HEnLJUtDLDBivcpC2IoozA2X9DBg/MC0a0QZBRkjP+14qECnGL8u3+KKquO3Jo1wcRtL2tJn65zRd4xlm0YglO54W+1zFaJLyloR1DbuQ8vJ0meb2mbz3K4Hr7Ze5NphoXyWymvU900HqS9KPFHiW9W5daldq4SlyYoKePa1LHlfHb/F4zUnW4vFgg9/+MP89E//NB/72McoioK6rrEsi0uXLvHe976X7/7u7+Zrv/ZrvxLH+2Ubn1ruIWvTHtzudNqbud0J5R1yJBozakmiXapakiinm9S5sim0MZNu6+yOpTuOwZnfoEVeOyTKecXnzMqApHLpO1lnfL0sfZaV2wUS29Jk2vChWq0uEzTOyPJ2M+GrWnTaLaFdENowyQ2s3nczLkRnO8CHR8cwOubOqk9SuLzp6h2EVfPC6QaDMGXDTyi0ZJoZ+HsjXnWl1ukqIgryLvjeKEfddz2ZRVx8z13TZaUkn767yyhIcIXZ0W4PFgzcjGXpcuN4zMPbR1S1IK8kkyxkUXosc48HhyeMXKO7dS8xorJJ6fJAf9KVGiORs2PP+KMX/gNlbXNSxTyX7vDNu7/OUCastMdpGfEt7/8oO40/47wK+ANXfr1r+a607GQzlsojUw4XwnnnMXmQ9hjGGaFdkCmHSR7gCEUc5l0JY/y2Q1M+1bKzZAHIlM0oSM9ZK42CpNvtduT+zKMoDBG/LiQnmYBQ4YQljlMxT83O0pYa3RgMi0aQtKwM8VhKTRzmRgC0MORkS9QUC5d6P6IaV4hEopTxPcTRFLVLgQsrG3pNolUK5IlD1VdQW1iloApraHfeFhTDGqux1nFn5m9lTPe4OzN8Qe3WFENTMjSP1VRhjZUJatfUKOWJjdqszWeHivJeSBGbxYZEUkxjrOaYdaiwJzbVboHXyylKidKm1B/6jd9eaRDc0DeNHsvM63htZ+dRsVj5TI56hkzvayzXyGK4bkXglQxVwpOfuQvAs+8444sMg5RSSTJlYwtzrdtF3LJqxm87RGmB7ehO+FhYNRfCBdd6EwotWZYeW/6SQJRcCOcsSp+xuyKWRiRzVXlsu0bJfe/KlJMiJpQFm86Sb3n/R9G1xUCm7DlTLuxO+Wyyyzhe8YB7zMMXjKXWVEUdD+sT88u8PB8TOgW+rNj0VwSyZKVcnj66SOzlHbJcNFypu/M+4zBh4OTogUHHRXOP33lxize+4QauVBy9J+PO8ZBoy5TRi4XLg1um3HW4ilmkPhu9FRu91ZkSuxbsxAsu96ecZCHL3OOJvX3TvTcb0Q8yLu423cKrPkIJLkQNNaDwKbRk7KWGQ1qZzurYybEbFf6sFqYpgLrTPcuUw7Jym79VrBpLoKRyiO2i607Ptc2ycZoYNLqKYLhaClO6DUXRzd2yllS1JFf2ucpDpSVuY0gNRuk+blT/c22zqryOa2aMrW0g6D6nXZsqLSlrYRCu5Eyh//Uar0cZ8b/k8ZqSrR/5kR/hgx/8IA8++CDvf//7+cEf/EH29vYIgoDJZMIzzzzDL/zCL/De976Xd7zjHfzoj/7oK7oJfruMkZNwsxgxLzz2wjlVLRi5CYEsWCqP5+ZbjL2Uy+EpAs288vno/nUeHh1xOThlZJfcTMc8O9nmkfERrqi4vRowSUJ2ewvT9WJXhLJooOpWT0swySMOk5jtcMnYMwrNAmNwDcYwOqlcnjvd5I2b9+g5GbMy4F7S48nRvU7X6hduXudtF2+x68/Itc1nZ9vETsHl6NRwoBxjBRFLo1mz7Rlz0zbJ23TNDtppSNmhbax7QlmSKIesZ3M5OsWxNPtZH+1ZXIsNbPGLd6/x4PiEhwbH7Kc9plnAQ4Njhrspv/TJh3nisVs8efEenzvaoufkxE7BQ7tHnKYhW+ES3ylJCwc70Ay9jHlkhE2HToaOLV463ODq1oRRkPBrdy5yffvYyG9gMc0Mgb/QNrezEUdFj3nl8/TRHt9y9Wke8g+47Jzw2Ngo2E90zI18EzByEYl2+cWTB3nr6CaOpXg+2ea0CHmst09ZS/7TyQM81j/koeiQo6LHy6sxj/f32XSX3EmHFFqyF0wZuSs+dnCVN/XvEMuC4yIiqVwuBDMWlc9HP/MQ7378eQQ1v3znCu+4dANHKD5xdJE3jA8YuysmRcSzk23euXOj+w6/9+pzOJbik6d77IYLNt0VLy43cKXiQjDjJI+7e2FVefzKvcu8++JLAHzs4ApPbO4zcFKem29hC822v2RaBNwL+zz46DGFtvnc8RaPbRofvM8db7EZG1Pu29MhgzAlsEsOFj2KuGC7MSzOUpfB5YRl6pGf+vg7CVVhw22fartA+zYiFTBoJlltuh11v0IeO3Apw3MrskmAN8qIL8xJMhcpdWcwHjkVO70FaeVw1x7y2KUDssrmeBnzyOYRgppnj7e5NJwydFNemG5yoVHlPsxiKi14sHdsdN+Od3n7zk0APnrnGm+7cIu+nfH06R4XwgUb3pJ76YBCSa7HJ6Ta4YX5Bk+N7lLWkl+8d403bt7j7b/8Em6pON6J2HgywSoFn57s8OatO5Ra8tGXr/Guqy+jsbpr3rOzThrmenzCsklm3r5zo1M3X5YeTwzuoWuLz8x3uRDMeSg6ZF4F/C+ffCd/+Gt+mdjL+dR8j5GbcDU4YcNd8u+PHuYbtj/LBXfKnXzEcdnjYnjKdeeQrw1eZKU9jlSf57Mr/MyNN/Gmrbv07YyykWkRVs00C9iOliwrj/2yx0tHG1zeOAXg7smAa9snDBsT67qRPwDIS5vANZu80zTkykMHnWnz0TzmyYv3qLTgped3eeuTLxHKgudnm2yGK57c2Gde+rww2eDtF25iW4qXlhvEdsGuP+dCMOPWasSWv2TopFwIZqTKIZYFnqzY9WddB3Ibv+DMEieVDralOo7ZrdWIZeny6OAQT1QcFzEfu32Fr7vyInvBlFzbPHN6gQ0/MXO2NLIwD4+OCe2CeelzYzbiiY19dG0xLYNzsXvopqyE18X1Shtbt6wy9I82Sb0UzdBYPH20x2PjQzYbIdVb6YjnTrd4y9Yt44uI4CiPeWGxycP9o27Td1xE5wSSH44P0a3b++s4vppsfWnjNXG2vu3bvo0f+qEf4oknnvgNn5dlGf/gH/wDXNflu77ru77kg/xyjnWdrbaNtfOyqyXLyuUkN1vz0DZq64dpzEkSMfRTLsYzNt2lERFtJn2pDeI1LYNOSVxaddeZ0j4vECWRbfSl2i7IlfKMLYST4Vllt3tquVrzKqCsRdf10qoRt8rtbfKWVA7bwRJBzbz0ubfsE7mmEyarbFPCkAaGP0piIjen7+YsS5fbp0Me2Tqi72ZN96DTKFQbodBMORylkRFHbJ4zL3yGXoptaaZFwEunYx4cn2BbmluLIZFrEqzTPOB4EXFtPAFgf9VjO1riCsWt+ZDYy9kJjMXRrfmQxzcOcEXFJI947niTx7cPTbLy/AM88cAdQrtkkgesCo+el3G0io01hmt20w9EJwzslP28z9BJ+b29T7Mll/iWMlZMKuZX0mvMqpAr3gkzFfDx6VWuRhNsS/HcchtfllwPj0m1y9One2wHS8ZOwrzy+fTJDk9u3kNaNXeSAdMs4PrgxAhkZjFHq5iLPVNWujMbYFl1VzacZQFZ0aChmYslNJuDFYFTGF5e00ihasHhrIfnlozDpJPpsKzalBsryXbPaBfdPB3h2IqtaEmlBfuzPrGf4zkVd4+GRFFOP8iMzMbtId5G2pTbJLZUFIVNdeITXlhiWbCaBki/wnYUReJgidrIIJQSldqGYN+Q1bEaFfnKAm0hMwuZWtim0kkVggpqtNcQ8O3m/5rOCLouJKL5vKqQ1NrCDUvzeace0YUldQ3JvRh7I8N1KyolkU2na34SsHFpim9XzFOf1cpjZ2NOpQTLzGN3YDo8j1YxZSW5NJxSacHhotdwk0yXom+XSKE5XkXkhTE7l5Ymqxz+xP/r5/lv/9Ev8y++8Y38qf/zH6LWAq9Bz3zXEK7b19a1xcXBzPCmFgMCp+R632hxvTjbMDEknKFqixfmm1zrTejbGZMy5DCNedPoLoEoOCpijvIeD8eHVLXkxmrMW4Y3GMiUmTKixm8LXmJbLnEsTVZLjlTMr2eXeT7ZZtebM6sCXl5tmLhXeNw6GXF1c8Ii94ncnLGXklQOn3r5Im+6fgtbaD5zuM3Dm8eMvRWFtvnMyQ5b0dJYz6Qxy9zjcn9q4uIqZjNcYVualyZjNnsrRl7KsnRZFR4Xewbpe2GywbXRhKGbUtWCaR4Q2qUprxY+i8JjK1h1XdbZmiK+6cD0+dzRFpdGU2KnYF54rAqPrXCJKxWZsskacn6hJKvC40I8p+9kaIxsjLBq9sJZt+k1CJJBpdq471iavp123C0TXyWpdpmXfuNPmRPLvEPm2lJsuw6sx/tV4xwwdFJCUXR/V7Uw2mhFzJ2liSEb4YrtwMTFpDLr0oa37BAwOEtchFWTL0v+xrv/2evK2fo9//z/8kVxtv7D+//OVzlbvEZk66d+6qe+oOf5vs/3fM/3fFEH9HqNf33jDfRHFlf7p2z5C9MRU/ndxGx5UT0n41pvwm64YJoHHKaxsWNpEKtC251MhCnR5Z0xbIlkP+2xKt3O+mPoZWx4pjsmVQ7TImBZurhSETtFJ7cwTQM2I+OvZQvFaRFxezkgdAr2wrlRIS8C7q76XO+fsOUvOcpifv3WHm+6coer/VNuLYZklcOV3tSIDC77nfp5oWxenMS4jimVPHNjjyDOOy7LKncRomYjXBlR04bj5Q6NlEVSGYmI3cicu6xwyJTN0E0ZBQkvHm/wwMaEyCk4qmMOV7HRBSocdGiCxrqg65lMhDmPJ1nIhcGcuLG72Nqaddeu7dYZeylDN+O5003DQwLmxR5Dz+zIF17Cr8jrOJZioXwe8g+47hzyzb1PGoNt7fJCuc0tf8x1/xDXMmWBm9nYJMRWSWiXRLLovBq3o2WnP+QKRezm9GyDys1LnwvxnE2/sRNyTHdo21Y+ChLCnvn5xvGYjf6qk4qwLHDtijunQ7YHCx7fOaDSgpdPx4yihFGQmDKupdkamMTqpeMNfM9IF7xwbwtpaxyn4vDOiI29GZe2T1nmHnef3ab3wIzxxRmVMlIRsV/gSIUOLeZexWoaMNhY0h+vmN/pE1+a0Q8ylpkHn+hTPZYaPS8lcMMCVUnqfR/tGS0sK7dQkUa7FkI1jSAD8xjKMs8pLeRKYu022lSJC7kAD+QnY+Sb58S+4e3NDkPC3SW2VMxOYqI9I7PRyqMUSqK1RXRxRllJJs+PGT14yqXtU4rK5vDOiGhzxe2TEaoSbAyXYMNnb1zgwcsH7A1mTBLT+TsKElaly839TZ64dM8kZ2nE/tRci7d8/BYAT7/1IlvDJSfziIvDGb6sunkf2iWBY+b42Es6+ZVV6dJzzAYldnPcxsEBYCtYdYt+pG1Cu8SzWj6Q5k39252Qb6IcrronPOgc0hMFCoup8vm1/DLPZzv0ZGZM5LMRN1ZjjvIe04Z/BjDNAh7fPcCXFcvCMyVvz5SitrZmhHZhOnEHc06ysNlo2p1G17r5NtDN+ZXjkpd2p3mVKZvbp0Oub57gioppEZg5X1sGRVv1cGVF7JhS/J3FwHRT2hWTPOAkicgLm2Fkjm2W+KRLj8HI3P/78z7D0MgytMnsXjyn7+QcZyFp6XK1f0pVCz764nXeePkuV+NTVG3xuek2e9GcgWv8B5+db5OULrvRorM6en65yfEqYhiknQxFK/wcOwVD1yaVrjHsLgKOs7Cz2Iqcgt1ggW0ZE/tC2xxnEXctI15qznHV6ZvNC4/IKbgYzwgaq69V5ZI10jnTwmc7WHbxZVYGPHe6xSp38arFl31N/M3GV5GtL2180QT5b/iGb+A973kPP/zDP3zu76enp3zrt34rP//zP/8lH9xXclwenpI7PT51uENRXCTwS6TU3S7O1PZt7iVblEqaXfMkZGN3RtqQzW1Lm/ZlYTysZqXPzcmIyDfin3llc6E/52LDMZgWPp944TLXLh1hC80i9/Htko0gwbaM9MDLp+POugPMRLctjSsVQy/l3rLPsvAY+4lBv5TkFz/6BtRmyWC85MELR1RaMC197t0ZcfnKsdlpli6TZUg/MAFE1xZZ7qC06cwbXjjjAGiM7EWSuZ2SdduNlFQOy9rl5uEGj+3td55d4zjhNDWL18GyxyhKu3bv2M/P+ffdnQ2IvIKTWcSFjRmFluaYJxGTICF2CnrNwpQpk8QFbtl1Fm2HSw5WPZ492SLNXB7eblE5wXEWMs19hp4hi9/Jhx1n7ka+yUL5nQDhlr3gon3Kt2/8ImVtM9UhkyrmIy88zB949NcBeLh3hGeV5LXDojJ2PGUtjWp+42V32vA9bkxH7PQW3E0G7C962M11rGrBJA1ZJD7DKCUrbfKpz8xWTOuAPHW4sGXQkHGccDyPuXcyoFq49LeX3Y44dAoyyzFK/lJxoeGDpaXLcGAaGCKnwG5QxKRBw3oPmMQpaGRA2nu3fU5SOGxtzxiH5j4seguS0mVVuCbAvnFF5Jn50aLAAFWUUZQ22coles5m9VBFLWrKyATY2jMdge5EUlwu8ccFrlNht36IoUk6ykqSvVEjaoPmxl7B9mN3cIWiqkWHWIROca7bDIygblo58IC5v6RlXB82HjHnfVW6JIWLFDWxl7BxeWWQ6NLFtVWnf+YIxXCQ8MnPXsHuFTiOYhwnjBYrHn3BaP38fx56A7PEJ5/6HHg9fKdiugqwpcIfnzIKEg5XMc8c7bLbW3QSD7fckUFyhKLQkpXycEWFL0sWlUffydhyF4Y+oI2/4PPLTS5vTtiyFwxFwtf4Nyhrm3014FN53DXWTKqYeeUzr3zK2ogfh3bJNDf+nzvhEmFpIqfgc0dbZnPlVOxEC2yhCG0I3JJpEdBvyv2uVJ3+33QSsRMvsLW5Ziczs4FY5a7xoLQ0hQWxb3hSQtSMopSDZQ9iOE1DxrGRfnBlxdBLefbuLmyD30g/tN3IqhYkmdHFcqRBl7Z7S+gtG1mcgGQedDHMEUYuxZMVUePwce/OiOCBgtgpePDCES9PRzw9uYw8dNh48phlszGeZKGJz/EZ/6u9p/q+Qcz35332BjOGbkZVC05S0zjQa9Tubx6NeWj3qEvKpoXPJw4u4tmmOtF6Pg5c8/zjLCKv7O5z0tLhZH9ANE7oBxmOVB3lwq8rpoUphSslSDNTzr24OWUjXFEnr38ZsW54uq/1NV8dZnzR0g9CCDY2Nnj3u9/NP/yH/5AoMnyjg4MD9vb2UEr9Ju/wWzPWjahl5PHM8QUeGRt7mZvLoeG4BEuSyuUTn36ANz1+w+wGS7fZlRkPu9YEteU+xHbBsnL53L1tHto9YuwlVNrA062wZd/L2PZN8NtP+9w8HfHY1mGjVeMy9oz5c6ocDlNj+TH2EhyhOhG+opF3mCQhh3dG+GPTlVPXFv0wa7zTGoJwI0KalC59LzMm1Ery6TsXeMPFe5110K3lkJGfdqbOrRq7ri32E6NNY4QIrU5hOnYKjtKIUkke6E9whWJaBJzmARt+QlI57C96XB9NunNV1YK+kzMvPQ6WPS72TLLQliB6Ts40DyiV6cqbpWbBGIcJy9zj6LjPxuYCpQWxlzNqjGrvLfumlOgYFOw4C3np5jZuz2gyqUpQZQ67O1Mu96aM3ARPVMwrn8+ebvNfX36ah7wDNuQS3zJlvCPV45PpFT673OGh6Ihc20zKiKFjDMLvZQP20x5XI8NzOS1Mohk7GUllxF77TtbxR6ZFwN1FH8uCrXBpNNm05DCJOZlHPLpz2CUSy9Lls/vb7G0Yc932/lgUHpWSlFoQOCU913zfSRJydDjg4t6EuPnbwaLXIZNKG5XuwDXK2ZM0xBG6W2iO0oh56nOhb+Qynru5y/b2jNApmCQhWeGwN5whhWZ/3mc18xlumM1AmjuUmSH0W3MHarBXTSIUmWSrjiuEq3B8g6ICTE8iokHGdm9hujinA/ymbJqULoeHA65dOsSVinvzPv0gYyswn3lv2WeW+FwaTY1XZeEYdwOhOUkiVonHA1vGdHhZeNy5O+6SSWHVLJqOUkdobKnouTmxbebMQRpz92TAo7uHxE7B2z/yIv/9n/u3vHB5k2//8T/KdtiWehyOkpi6hu1oyaa/6rTi5qWPLytC2xhUV1oyck1t9cZqxG6w4IJvSmyTMmLsmNc+v9ri0fiAp4KbbMgVjlWR1Q4nKub5fIefvfUmHh0d0rczcm1zWoTcWgzZPxhi+yXSbrr9Zj7Xrhyy6ScN4upxkkRshUuEVXOaByxzz5yv4x5bm3NiL++QvkGQmS7MZoNXaMmd6aCjAtxZDNiJF/SdvBNbbg3uXzwds9tbdAlf380ZuuY9Xp6PcaTqGmY66oNVM8lDsspmNzR816puu6410yLkNAu4HE87i5w2hpnE0GWe+3iyYuBl+A0RfVm6HCUx88RYJunaIpsEbF88ZRwmXQLsy7KLsZM8RNcW28HCNA5UHodZTGwbvuizR9tcGZ2yG5i5s5/2m05TI2gb20Un+Pzpu7s8cuGwWxsOVzHDRrS0bTgqlGQ3WjRIn80zdy7w1KW7hHbBYWo4iFdiU5l45miXt+zcRlo1v3ZzzK9+619/XcuI7/7ZP/FFlRE/+l//2FfLiHyJ0g//7t/9O/74H//jvPOd7+Sf//N/zgMPPPBlOqyv/FhWPp4y+lCTPDTdfXbFs5+8gv3UTUK75OGH7/LZw20uj0/xpeFmHC565JVN4JScrgKUFkRuwap0uTcZsDFYNYrvDodJzDz1eWA0oe/mHKURh6uYBwanhHZJP8h49siQfW1Lc5xFTPOAQkuOVjHzeUAcZ8xPQ/qjhAv9eWc/M0sCHnv4jkkwsLg5G+JIhd/uqkqP29Mhi9OQ7Z1Zlzzp2mI8MMjQsnSpG+mIl6ZjknS3Q4mSyuUTz1zjrW98kb6TUmibe6s+Ay+j72RMcrOjbHV8ThriaFtWFFbNQ+PGz28xxJMVO43sg7BMElBo07mz3Vt2tht9L+MkiTheRIxjs1icpqGRMohNh13kFSSFS1HZbIQrel7G8SqiP8wZuKYzyb2muNo0CuxnfYqm01BYNYd5jxcWGzzcP+Kpjbt8fHqVF9xthk6KwJjd/vvbD/H7r36abxx/mg17iWNVBlkoB/yb4yd5IDrhgj/juIhRtcWl8JRUOfz8S4/w5ot3Ot2vsrED8WVFVjp8zc4dggbReGG6ga4t9kYzDla9xsYEAqfi8uYppZZ85nCbnf7CiNYuIq6MT9n0V1Ra8tJszEa44pHxEXu9OU+/eIm3PnSTkZuwGyz49eMLxE7B2DNJymHaY5oHPDY+xBUVx1nM/rLHQ6Nj/EFJUnncmI9460M3cIXh05xaAXvDGY5UzDKj7bS7M6NQkslxD0to3LBEK0GZS5xju+NsUQvKzQrpK2y3okgc8qXHeHPB7s6MVW6EcLeiJXvDGadpQOQUXIjmXO5PuTUfsj2YsLc7I1MOz59ushsveHy8TzWUvDjfYOilPNg3HW+TPOKEiLdcuk3PyTgtQj57Y5c3PXiL2MmZ5CEvHW90hs3HWcTNyQhvWHFchRwvYwZhyuXNU07SiNvzAd/60V8B4Om3XCItHW7Nhzw6PuRimDD2En7t4GLnvlDWRrV/y1+yKH0+euM67776IkN/zrQMkFbNm0e3TTPLYoffM36Od/ee6+6ta94Rz6YX+OFP/QHetfcyQydBI5iWAbMi4KmNuwhLczMZETs5l8JT9oIpL0cbuEKx689RWLyw2GTsJUR2waL0zdzwDRJysDLyMY4wospBnLPMPJLC7bqMjxcRsV/Q9zJcaUqI270li9LDk5URCW1EN2Mn596qzyQL2YvnPDQ+6UqrYz/l7tLofW14Kx4ZHnE36ZNVNsN2o7TqczGesRvMmZcBv/T0Izzx+E36bsZxFvHc4RZhUBB7ObeWQ+PWUBiBzzaeCcuYf9+ajDkJcy4Np108d6SiF2Ts9ea4QjHf8HjpeONMpLhyOE3HnSH5cunT76cdat12eLfxtB9khHbJvAw4SAy3dztcdiX/fpCZhFwqNgYrnj/Y4sLYbCqXqddJ5uSVTV7abPcWTbIZcGsy4uLmtEs+n3/mEo89dZNMOaaUWdqdTdlvRXmudS15ra/56jDjS0K29vf3GQwG/JE/8kf4t//23/KP//E/5vHHH/8dgWz99x/9ZohCkmbnCWcCd63yshG6qzptk9bPsB2t6Oir+Vq1nlit92Grt2X+1oqoWufE9GQjoNc5zK95KLYO8I5QeI3OS9sSXNaSsiHMt8dx5sd45rPYthK3Vj62MN+19V5sbS4qbSyLNFbHMTBt4OY1LbeqaPwPq1p0P9vCSE/YQne+ZG03pieq7jPWhfvaoeqzYytr0VknZcphWbrMsoDDSQ+1cnAHOZuDJbGbYwvd7FCr7jq1n9MSXdc1c8xCoRsDbbt7bF563e4zVzanq5Ant/fpORmL0u8StpFtZChOyghdC6KGV7ZSZtfnNgjHsvRxm3PQcvva3XqmHE6zwEgTNCrTsyyg1IJxo7hdaONl2ZZUKy1YlB6y6XRtycCuXRHYpkMsVzbS0saGqLZYlq7pim20nE4ae5LIMRuEg9M+rmt0fxbTEDcqCLwCrQVSahyhuoApME0fSpl7V2vL+Glm0sjLJxL3VJyz6ylGmjpQWKJG+grXM6Kwwqp/w/cXQlNWkmQe0BsaVLUobHZGcyKn6MoxG60GWqN3Frd+mIWHqkXnFpBWDkVlEzhF1zSiakHPMfdPoSWLhkNjytc2kzTkZ/7Y/8TVOxP+4ge/iZ9/56PUtcXITztvQWNTY6RZ2vspbhDNQhvx4n7DuVlVHsLSbDRIVqJdPrvYwRWqu8eeOdxlFCVETsFxEhmOoJN3964rq64E3N7L7c/tqGrRzQFdi44DpGuLee5zPIspZh4yKtkeLxj4accpWpeu+ULnaq7trhuv9WetGq5Y+7muNFSL9ud1/1Zh6W5etHI6UcOJbT/Da+JIK+zcHVsjobPuZ9jSBNo42MZFT5TnYmarpdjG1Ps9D9v42cZvs3mSzeeeldTPeSKurQO6XhfIFufWijPPxPNrS6ntrhycNz+vr0+hNLw+nWT8lXf969cV2XrHP/3vvihk6z//wb/1VWSLLwHZsiwzuT3P4yd/8if5S3/pL/H7ft/v48/+2T/7ZTu4r+T4hcMHqf2QUcOXmhWmZBXYJWnlcO+kQamaclaSemwOljhSkRYOh3eHOL2CKnOIBilb8RLLqpkkIZZlSLeTJERrwaXhtLOLkJax05mmAceTHrsN8buuLQLHiIZOkpDFPEDYmu3RgrGfdIhVoYzXmKDuAphJckyC1nYOLnOPwDEdVsvcY5l4XN44JXYKlqXLvVmfBzdOjD5OGhmUKFh1+jmVFpymIZ5dEbs5y8Lj8LTHIxcOu06rSgl6fs489RFCMw4TcmVz884mbmRUsfPSNhIA2qKaeuArBuMVPd/w4k5XYffatHTZPxhw7dIRwqq5Ox3wwMakK2HeTEbsbMzxd0pjjdIkdG1S8fJ0ROgawqyoLe6u+oROwaa/Iqscnj/Z5LHNQwZuyqpy+fjdSzy1e68Tgp3nPkM/5VpvQiRz0qGLLRQXvSlhVDQE5DE9mfGQP8OxKhYqINEuA5kQiZyV9rhdjvnpF9/Ku/deYted05MZocjJaod7xZBfPrnCU6O7vGlgeHKq2akulcfNZMxJFuLLikoLbt/e4MrlYypp1LcHbsZpHnD3eMBTu/e4Ep+yLA3fZMtbduXRp4/2eHR81JWKE2USvYvRnGXpcms2NN2PXkmSeHDXR1iQlxbOpsJzjFL3MjsLrq22GkCtLVQl0JUwiVZlPAu1A97UPL+MAVGbjkULVCnIawdpG90vTEXxnP+c2yiY56VNsvARJw7J8QD2MsIw53QVMhem5LnTdMZqLDa9FV5YdQlLK/OQa5ujPG74SBmZcvj43Uts9ZeMPNMdl1SOsdI6GHF97wi38Up8c3qLq3cmaAHW18N7+s8DMKsCPnm6x9du3OSCO8W3ShLtsVA++0Wfj969xh++/qtccibdPTFTIaEo6MmUsrY5KAfczQe8a/QijqVItMsdMeTdF1/qmjEqLZjnfke4X5Y+v3LnMk/u7jNyE2ZFwLPH2zy0cYwvS46ziP15v5P0uLsYkhQOm5FB2+3GIqYXZQw2Tskqh+kq4EI8J7QLJnnIyyfjTi/spdtb7O7MiNyc41WE1oJRZObiIvOYTSLEqYu4kBhBY4tuzhcrlwu7p/h22cXBfpCxyDxsaUrYGovP3dtme7ToYkxe2Qz8tEvIdG1xkhpvya3AIG+fPdoyzTNNLLt1MiIOc+NFqQVp6RB7edfhCEYbqxWALpREY3VcWICssplkIYenPXQl6PVTxmGCFJpVYfTZAPaPBmyOFwyDlLQRe92NFmgsbk+HXSxbFR55Jbtu4qNlzGoWYPslwX+K8L/xiMAtKZXkeBYTBjmDIENpwf6kz4WNWbcWAZ0N0FES40hFtcqBf/2lL4SvYXyVs/WljS8Z2WpdtQH+yT/5J3zgAx8gTdPf9sjW1b///8AdOghRU4NpNc8lwtE4XtXBzEWjoI5VG78xp+p2TYWS5IVDkdmo1MaqBAQKNywI/KLzwwKoVDPJtdm1S9GI+ilhjINz0/ZuCcO/qpWFJWucxrICoCwlVWbjxwXDKCVy86aFWnW7XWh3tlaXmLUoQNuZBGeqxnWzQ23tIwQ1lmUeX18ElRYdkXX9O0hLY1lQ1wYyVlpQVgadAKPybUtlPCQbSx/gnH9aa8tTJg5iaixQ6liBrRHS8H4sYZAQKQ0J15ZGGLUdWpvPVsr800pQN4dvzqcAZSH8Cj8oCLySyDX6PW231XqptU04AVypOmFZt0EDbaG6XWl7Pttddftzu4Ntd8pwhla27gGpMlpoVd3sXhtUwRbqnAVI9z0bq491BFCv7bxbhGMdLbp/6DV0s01W4Awd0bVFpc17VlpQKkmpJUVljLDLSlI1iZaujKF1XQmsXCBzC2du3qfs1yivNnY4jjYG0rZG2BrbNvZPrlOZco8w9jDryGh7XlsEQVB3qOQ6ann/d1v/3m2JT3D2uvYa/Ubnt9KSt/2zl/jAX/glXnhyk7/6ofcRSIP8tCrin+/atqhyiyi3P5tzK84JVGYNcptUTqeG3iK1r3ZP5somKx2WmUuWuujMBlljSd3NLUuAaOaKlCbBat0dzHyAqunmbOcLtUWtQSsBlcBaSixtoYcl0q/wvBKn8XxsfU/budXGhUq9ct7bUncxpa7NxkJpq4shbVxYjzWt2GkbU6CxR7Pqc56B7ZBCY1sap0nQ2tKnbZ1/z0zZJJXDqvCYrgKypYvtG+9RAKUEZW53sdey6i4m257ZgLRNIvd/h7bpQ2kjypwVpmROKqltjQwqXL/Cc8suwVO1if2th6ftnjWPVM2x6FIgPYXtmO+klKAqJDrJuPHH/uLrimy97Wf+1BeFbP3Kt/yNryJbfAnI1ksvvcTm5ua5v33rt34rjz76KL/6q7/6JR/YV3psjFYQ+iYJKo05cG0b1ey8dMmbBb4NKmCRrlxS3PZXhNQIWeP6FTIyBF3LqrskoFCSulH1rmuLSgmqSlImjtElCks8ryQOctxYmeBk6bXPpONUFZVNKh1WSqA/0+PoQZskcgjdEt8u8ezGUFmcwdt+4xtGW4Z4lUUVzkps6z+3C267E8wqh1LbFKVNuvSIP+kxe0PZaSR11dXaBK1WAZ1CGMVxpwZZmydggTb/WbZGOgppa8JBijU0aI/WTRJYCVRhNJ5ULhCZwFlYZFFtfAB9hWWfD/7UdEbiwtHYTdJry/b61JSV5KSIXrHgWMIkAr5X4tsVtjzTuGktj9bP1RmyqJufX+mL1iYGbTl1PVETVk1sF4i1sgTQeXCuD4WAWpvVtLmiDqDatvzuWNuy9VlC9WrXf31UWnQ7//Zn1SRcJtE+W0Qtq8axzSKrtElsVSXQjkQJiUwa/85AQ6gQjkI6JnGWTZJuWXWXALTvbbprzcIr9Po5PUu+2qFrq7vn1hMr22qT1PrctWhLTt3PTaLVloTWzzIWKCF446/cAeDld2zSdzJUbZEqh1XtnUuYKi27BPb+oWtx7pxW9Sv5Nu1cK7VJWLLKpiglRWFTa9GZi7cbDSlMomrHGXVk4orSokMadWmhK4vKkufmRa0EpBK5FNgri7JXo33jOWk5GturcHxTdhXj9nWgtaAobNKVR10JM4UFdHNZWVBaBuF0zxT4pZTn4kJVSnRmE3/aYfmGkmCYYsuGArC2aVyPYevn6v54tZ6Ed8/pNhIWWYMOtjEsLV1jJL/ykS8EiOspgV/iO2YT/Wqxt/WTLZQkK2yS1EclDoga6Ve4boXWAququ9hvWRB4Jb5bNsmo6Ervq8RjoZpzeN8oM5uitqi11T0ubN2V3R1bEfoFMq6pg5Qbr3yLr+j4KrL1pY3XnGzN56YLYzQasVwuX/H4lStXuHLlypd+ZF/h0fdT3PAMfWsnaKllp+NTlDZJ6lItHeRKoocVTlDiuqbU4dtV595+/y67XaTaRUvVFlIKRLPQlJmNShzSUlAFEs+pcJ2q2emZRcbsSDWBKBFuhh1rxEaNuPrKIPP5xnrwWUcr7k+42tEGmHaBVdqck7pJYBxb4QwTrPesGLeLJvXZAtruru8LWuvn+f5x/2vWk47P+71+k0l8/yRff/6rBYD7P3v9u9S1kdhYf04nhIsJnJUWZ5y1teRq/Wdp1a9IxtYXfeAVXJD14aA6Dkr7nVru3/2IV5sMaKvukBo4X055tXtCNYtTd/3bpGsNOWwT1FpZBtlSAkrLIFuZReMTjr0UqMpCuxLtapAG1bJk3SUOQmjKtSRCNojquTlwHxfwfJJr5vAZEli/Ipm9P7E6l9S+SnKsaoGoKx762CEAL75jyyBg1vlEySBbFrT+nVabOMlXnXftNVvXK1ovzQqrxm0S/Nq1IDq7b3+je3b9vn21x15tvJY5Vn+eWHH/+7zanG+/n9ImrtS1hdqyGDTPaU2oV4Xbycusx9T7v8d6onX/PdHOte6YLKOFB4AD+KZzQ29YcOX8tbh/k9HOgUoJ4zVa2pSpTV1KLMd01tq2wnXUufu2rQh8vvVAaZP45aVNUdiUqYOYGsN5Oy4J/AK/Qb8c2fB51+JNe06LqvhNr99Xx2+v8ZqTreFw2PG1Xm20Pom/XcuI7XhqeBcR+awqj1vJkGXh8UB/wthJOmVhXVvMK5/TIuJe0sOTFdvBkoGTEsqyM4lOlMNJHvPc6SYXezMuBEa9eP3xWRlwZzlAY3GtN2HoJA1hvO74OkdZj5dnI64PTs6p1LdliUkRcZD1cIViL5gysBtl4vsI9cLS+FbZcYUikeNgylrt7r4lia60x0p7LHTATAXMqpCqlgYhaHb87YLekjZT5ZKpxth6zfOr1MZPrfUsA7qACIYsm5Quy9wlzV28xizYtZWB7JtA1+4ii8JGK4HtGgjfsuouANbaQgiz2+tKJe13q01psqikeX1T/ri/9FEpU7qta5qFv+5KtlpbpmybN40HDTKzjs4IoTsUs01GbWl25o48KyErLSgqySp3yXPHKLHPbUQmKDdLhGeQgFpZqMTB0uCMcnyvxHWMmW5bgskKm7K0qQpplNgbdMh8j2ZHXFvUlYVIzXNqT5tSXsOrocaU/UqBVVrUFgZ1bB6vLcCqDYBmnb2mLTVZyqAZlrIQGqzKwiot7AxkcsbZyocWKrRQHmhXUNs1tQAta5Q0avKf7zNoFmtLA7r5vBpqp6Z2NJZdm9fVzeOFKWNigfYNUtO+r2XV584TFtiuwnEqfLc6VwrPSocsd7jy6Sn9o58lc2x+xP8G8k+5qMzGOXbQfmNBFJjymt8Ygq9f71KZMnQrIrt+n+hmE9OigloJVGmSaNszZa0O9WuSW60tg5o0ycj993OLmltWjddsBttEslvom5K9bktjzb1c1xZFJSlzGyGNJ6Tvnm382rm5nngEXkHsFfh22UkttEm7iQuqI923OnGth2wbNyI775qR1hFGhehi0MBOGMiUnkiJRI4vSnyrPBfHVC0okWTaYaEDFsonq50uFq4T3hPtMqsC7qZDMm2z4y+6WCwtTallY5ET87nJFtvRkqvx5JxqfK5tpmXI3aRPqSQX49mrrgm3ViPuLAY8PDpmw1u+4vFZaUSy84s2F8IFI3fVKcbr2jiFTMqQl+dj+l7GbjBn6KQ4liJ1FP/h86xtX6nRUk5e62u+Osx4zcnWRz7yke7nuq553/vex4//+I9z8eLFL+uBfaXHSnnYysETFY/0DtGxaCZRwH7W7zp4Ki2YZz5H+0OuXDnqkoxF6Z8rC217C3YvGLJ7WUtOipCi6ZypasGydMkqh7S0eV5vdmrS7a7MFRWhXfDk5j0qLU0waDRs2p1NayptW5rjPO6eYwtN30m7DqLWDLU1S7436/Om3bvs+nOTwDXJ2f3diq3xdqYcXKHOJYTCqglkychJznVMwvnOy3asd9asc1dybXcGrYUynUuZssmVzap0SDK3Uzj3eyuc5hytn6tXKxsAXckA1vk950t8r9j9ro2Wv/Rq6ET3eG294rXdrvpV3rv9zPaY2ue/opTE+ueccakqLbrvpWsLHVgdWlDV4oxz13Bc1t/vfkSxTQjXg2a7+OumfKG1+b/9hzKJW5uY2ZlJsqhNImQpkBnYqflnKZBFgw5OLOqZ6UosIwvlW9QSaoFJ6qSx8tFuk0DJ2vD0hEmOrCYBtpoyynpy2/J32kTmfoRl/R6xLDrUwWpQMWv9mjV/s4XuNgfv+yUjavvcm7Z5yyN3ENSMshT7muIojM9dw/Oo1Xnkcf0eerXy4TlO2to9tI6K/mb36v2lynUeXvu92nGOx8QZ8taW2kotO05YWjuEfkHglIROwdivOnHSQJa4Tcd227nd8RabDu52fL74kGuHTJ+V5tv4MK/8zvZsXvkcrr2/RHeWZmVtEqP9rM/T+3uMopS9aI4vjZ5cq+Re1oJl003cdki7TWf0SbOBXZ/bvjSCs09u3kPXgtMi5ED3u3NVaMmy8FgVptP3OIvIlNOca+Ow4YmK6/Ex1+PjDmmel/65snOmTGPGzZtbpLsOfT8811ntS+Ne8ZaN23T+j8oht2y0/i0QNQVeK8P7iyKE/zYZZVmyv79PkiRsbW0xHo+/pPd7zcnWe97znnO/Syl55zvfyfXr17+kA3m9x2HeQ0pjw5Apm7Jxho8aleqxl3RSBbonyDcOzhFZfVkRWjXaqjtn93ahd4UikEXX8q1ri9KXpKGRAzjOQo6TyNhYaAvPNdo1Yy9l5Cb03QxH6G4XpJrd1Lrru6BufBZNEuEI/apo1KVQ8tTo7rmg2AZDh6oj9LZtyUAnU7FUHvPK73aZsV2g6vOJFtAkVOclLu5P4gptdzvb+zks0Ch4+ynjIOmSozMOh3pVPtT5pMQgaVqdEYkFNZ5d4XPW8GBbuiNMtyWo8+9pvYLzVHVt7Sb5blvb2y5COL+DWy83yldwus4v8u34fCXhLhlAo60z5EADNpoKgQBqq+6Oeb3st55g1e1xNry6c0lVDSYDwhDeNVjaAm1hqQbNArRXn0XQJtnSroUKoCzBqsBqz4kFtQ3aaf7ZNbWk4ftgkCfAKi3QAiSmo1GcIV6q5Qa1HMr7kjDLqrGac94mXi0hvC3vtOfQuu//9VLU/dfjiYav9cm3XaZQJkz+Hz/9n3n74W3+p8ffwb/be+jVS1Bf4D2xvoFoZRDae3ydc/b5Eq2qNolRhUA3ZexM2eSNCXLb+LH+/usNBuffr2moaeZm4Uo2wrPv1I5qTUZiPbloE68u6dLuWYPImtTBegLWxovWl7CNMYEs2fNm5/wJ75dMaOUb0BDLnMvBKbsPGEHez4eSDZ20i5/t/LZri56ddxI4bblZIyi1IFUuC+V03rh5Ybi9vlsapGm0oO+kXdPEOvKVa5tZaTws2/MkrZrWxqflf14IF1x7YnK21jRSGknlMslDVqWxBnIa4r/fSJmUmf/KYPEVHhoL679wna3FYsGHP/xhfvqnf5qPfexjFEXRVesuXbrEe9/7Xr77u7+br/3ar33N7/0liZr+Th7XwmOc2CNRDkdZj1uLIdNVwIObxvG9b2cE0tTFc22zUi4vTsdcH07Y9c+8rHJts6o8lsrnxnxEXcMj4yNiu8CzjJFqrm3S0uX2yijUPzo47EjRYDqglpXLvXTAJ0/2eHLjHmOxImw+P9OmY+1WMmRReFyOp2x7C2KZd7u8pfK4kw756AvX+bqHXuCCP2vKkG2Jz2apPE5URChLNpwFY7miJzN8y5QiXcsQ6jUWRW2z0AFTFXJY9rmdjfjVk0ucrCJ6fs52uKTvZPTtDE9WnYm2J4z+kKxNoG27ttoOvPuTsfb758pmqdwODWwXsUkRMElDksxlEGadTlIbdABCWdBrCMxVo34vLN0lwK0e0iRvgl/jw1hp0aCNDoFTduUO2XQYtahSi6hV2hzn+gLY8orWF1rRlDuzykYKjScrlBYsGz5gWpyVYjzbfGZdmzLsKvEoEwc3KpDSvG9bZtILF3yFE5ama7WRX6h1Q362aqSjsZrSUJtEtYt+Ww6qlYClxJlJartG+TW1bZIoUVnYyyahc2q0C7WosbSFVYIoTfIlc4NkdY0O7SmpwZ03ZeO+dVa2NBkhCKgCg3bV0qK2zWeASbpEYT4DoApqdGP5Y1XG6NqqLMqBQoXKmFk336n9fl1SZtXUuinP1Zbp1hN119RSa8s0qmQS0Sua89Z0xRU1j/2Ksej5V488wcuzEW9e3OXdBzdRWPx/i0d4eTIicMuuXCww/nhKi+5vbUrT8m66hoPalPSS0sVvLJTa+7FF19ouUDN3ZXePts9v70fA2LtIg4wLv+608XRtdYt8i3S3aFZr3pyWLrPEx7EVO71F914tH84VBsVqS2Bw1nnbJlOvNsdN8qEptZEdyWuD4swrn3npc5KFTJOAjWjFg/0TLvmnbDtzho2Eim8V52JRWUuy2lgZHVU9TsoeiXKIG2Po9TiXaJfb2YhfeP5B3v3gi1zwZ/TtvIvXS+VxmPe4tRzSc3Muh1P6dobfkA0T5bJSAc+cXKDnZTzcP+LN4zuviNdHeY/bqyHX4gmxY2Kxri0cockLm+dPN7EsuNo/ZSTLrmwq0Q0iN+DF6ZhHxkcMZdHF8lSZCZFUDvuzPsMoZae37IypBZq5ev0xo//SCfI/8iM/wgc/+EEefPBB3v/+9/ODP/iD7O3tEQQBk8mEZ555hl/4hV/gve99L+94xzv40R/9UR5++OEv+P2/aOmHdvR6PZ5++unfMchW28b6+//NH+NAb7FKPS6PT+m7OaEsOv5RrmyO84jb0yEPbRwzbCxewEyG4yzixZMNNnqrTnSy20Fadad3dePlLR576C6b/uqc2ehhGnO46DEIUwZuZnzChOmIaSHmO4sBi8zjkc2j7vOrWhpV6CxknvkEbsnIS9nyl0QyxxEaVRtT7c/Ntoicgsf6B+fKh+vDERW+VdGTLf+rwrXUOVStDXJTFTKrQspaNi72zbnSDolyu7+3/Id2rCNn60GxTbhaFA7oRPxaocR19KpoWreTymnOl2pKsGc797a0C6+UAWjlEaq25b6yu7+3i1vW7DjdRtcMeAU6tW7Ge65b6r5d3Hr5qNQSpUWDtpwJLrYlmzxzcdwK0SRKSgtUKVGlwPYqo01FA+WvEdSl03aptVyz5lw2jWJgXqQq816oroXPPFBb1KXp8hS5hShMAlRL1kqFVoNY0f1dVBgifPM5Whr0qlGw6IalmudWa891QNvN8bXyHLYpK7YlRkuZBEu7TalxnYfVInA1IE2CKe3zHbE0pcX186KapLUl6Fui7s5p2/Uq7Jo3v3yD//UH/mdmkc+7PvRnKSqHf3rzH/BkesjP7j7O33jk3d31U9pwslrx1PsRsvX7D+5rrtDiFahYO0pluph9uzwniQGtFElxDqVdv//a39dLVi0yaxAs0/FoOFUlrqzOoV6tAHErFtoed9tc0KLj5h43G6f7hZ3bDdVSeTiWMrG1SWbahMhpOFlDmRCKAt8qzqFLRS0pa/PchQrIarsTb14f7efcTkYcpDGPDI7o2RnSqim1YKU8TouQozQiLRz6fsamn9Bzsq7UeJTHfO54i56fc7E36zxfqwaJyiqbWWGcO7Z7C7aDJVFj8ZQqh+Ms4tnn97j6wBFbwQq3OT/teW9Fc08WEZdGU/bC+bnN/LQIef5kk814yaVodm4dSpTLvPA4XMbYUnOpNyMsZvz0//bDr6v0w5P/6P+ODF+b9INKcp75Q//P3xHSD9/2bd/GD/3QD/HEE0/8hs/L85wPfehDuK7Ld33Xd33B7/9lQbZ+I8L8b9dRasFDwxP8jbK76atasqpc9pMeL72wy+6VCdfHJ40XmsdxFXOw6nG6CLm+fczb9m6ZINvswFLlMM0DTtIIKTShU/CGh++QVTa/tn8Rx1ZcG07Y8efs+nPkuCV0m9fOyoAbyxFZ6RA6BQM/ZadxpHcs3aFll/xT6J0FtBa2BqPTFAjFwE7N8zDPk5Z+RWmvrCWhLImlqf8Xtd2hW6/WpeVbJdgJifJMiTEfcJD1+fizV3nnG15k21ugRNN5tc5d6dAsA7G30H6uTEKVKpdl5Z2TVlhPVNpkBcCTRg29TU59WTblizNOFnBO9brVENO1RW4ZTat2QUoaZCurHGOuqy3Ttk3d6fa0C2R7LEnldK366/yntnvojIenzvFx7h+6tqicnFFwxpdpvQ+VFtTeGZm6/ZyWV9USyKtcUmrHcKuUIaqLhvRe+2f6Vm35DXHfcdTmb7WrTAkSzhMtGq4X2jojq6+hWNba39tbps0/269cNQT8WhiUrEuKLDruFqIhkd9/nlqyvnWGXN3PBNGVhSqMnAqlwMoEVm2QudqpDRdM1liiEVOtzTkUYLS/rBrpVlie6QT8PZ95DoBPvOky41HCHzj8NE+mh6ykw//6yJMMvVfyZdZ5feudnqpBQ9t7wLLq7h5Z5+e091bRoJ9KC5aZy0q4RA0RPXDKTu+tVXpvy2bw+e/5dUeGVeVia1Niz5TdiTmvd37enzD6smp8PguTiMkKW59RFoTVZOX3zfmW+3g3H/KfPn2dtzx2gx1/Tt/OCGVBLDMTU2j5o8Ha8YsO1cq1w0wFLJVPopxX8MSkpYllzhP9uzzRP3t9WUtKBK6ouBSc8nB8eE5dvtSSvHZYVi6+LHlo45hM2ZykoUEdnZKdYMmWtyAIy+78tvH6tIj47GSLspJs9xa84eE7VFqwv+pRVJLtaMnQSxm4qVkjQou8Z3xSf/HGNUa9hJ1o0Xk0Xh+fcJoH/MInH+Xag/vshgsiuyCyc7a8BZeiKUnlMS89bp2e6Vt+dXx5xk/91E99Qc/zPI/v+Z7vec3v/5qTrW/5lm8593uWZXzP93xPZ0Tdjp/5mZ95zQfzeo60dKhqxbrQoVNrsGHspxzvLIkaE9W2O3HkWuwEC1ZDg0w9N93iYm/GyE0IREkkcwZOyqa/4m7SZ5KGbIYrdsMFD/ZPcBuuVK5t7qZDbi6GFEpyfTBh5CZsuis23RVlLVhVHvPS5ziNCB0HOzC7TSUMV6HlBOwnPUK7ZCdYIEVNtVaeK2vJtAw4THtcCOdsukt6MjtHkG8JqmUtCckJRdHB+K0lEJx1Lxa1TaI9jqoex9KYZf+BNz99thNrmgxS5TYcp7MdNZgSXmznRA2s3yZaurbOyhdN4tSW/zJlI9QZsgQmSZpUAavC4/BgQF0KLE/hRwW9IOs4Wn5jY7PMjTp1P8g6o9uisrsOtCR1jX2Mo6iUYJoFnfhjljmoxKFWpl5mOQ1vyaqxfYM6yYa8vY6mGGFDFzcygpB1TUfwLktJPje7RMtuanFgSoDagsTGOZUUO+VZuUyb8p+9lKjtAuEqk0igGz0mIDJisJYFKAud2Xj7NrUNZa/RVJI1lJZBszJBk2ujPLNmtnY72jYcrbopE9aieTy1kBk4iUms8tG5dbaTfmi5z1bTZeidmp/LEJQPKjAImqXoPkPkFg0o0CFgnf2PbzoNta9N2VMbuQlnIbAqyHcrRFBhxc31qQSUoumsbL53DSqT2IcBRawgVl3ZFWXh3HN5y3++BcBHHnqMye0e33nr4wD8jd7v4T+8/AheP++EMNtrWlaSYuXgxaZ1H9YaD2o6Hawqs5svC3XVcOJkjQxLfL/sxHrb980LIz8TBgW+U2JZZ0l9VQvmqW9cHjzTLdeWMislWKQ+2cqlziWWoxlvGWueVn+vVZVvy5ftot/Ova4po7ZYVg2iIQvKyjXUicrrSpnrCHPLWQ0aovrl8JTtNz+NwmLbXbBpLxjbK3oixbWqV8QZVQuS2nRJK2WSJoBAFPRl2pX7ylqyUD738gH3kj5jL2HTW3bxTdNSCGwOij7T3Gc3XDBw0q5K0aLox1lEUrpsBiu2/WXHh21j2u1kxIuzMa5UXOlNGTgp296CjQtLCm2zajhWkzRkHCQ80Ddd606DnKXa4bQIubMY4NoVb7t8k6jpPGw3cqlyqbSgt7Nk7KdEdmFkf5qNsrQM0paWDmGjnfh6DsP/fO2v+eow4zUnW4PB4Nzv3/7t3/5lO5jXczwxPCAMRXeTp7WDtIwo4o4/Z+eSIVyeFhEfu3OFrf6SC81E3fXnXA5Oz/kN5o1PYlumip2CWRYY3oSlG2XwxndRGoi+5Rk5Temw7cKZlx73Fn0eHh3zxvFdE7SaWn9eO52fY8/O2BwarbN55XNcRBymMYvc5y1bt9hwVoyChMej/W7CJspjURvSu6otVpWB2KeFz6a/4mo4YceZ05MpnlXiWgrHWi+pGY7GjjNjIBOuuCddp2FWO8ZvzJbdznJdRkJhyJ/rwXDLNce/VB5p0+l5ksf82r1LXBpNSUrDXxj6KdMswG9KH5U253jTT+h5Gaep6eRZpF5nx1GUNn7P8OaGQcrQzTo/trZ0sqw809E50ixLl+NljGzQnyR30dpia7gk2s67hLH1Mkwr55z3nrTMor0qXCzLlHuUXxC6Z1IijlDUtUVWOdhDY0JbNNwuMJsAMChOsuOiCxspNUXiYO+7VANFuVma1OzYQw8qg1YVAhmXCFt3chnCqikdTT3IDV8pl1gCpK0oUgerX4LQ5Llt9K9ETZVLKmm+f72yqe0GFVvY6OCs5pfvVlBZ2AtJuVF18g86VIhG1LT7uZFjUJ5N1VNg19hTm3KkDLK0ktS9yqh1VxZWZO63WgmkV1Fqo+dlexWWNgmU61fGJSAEa1dRawtbWziOogbK3Mb2K7Qt0EvHlCgLgTx2YKM057AU5pzu5sZMW1uE1xe87aWXAXjmXXv8mern2VYrbnl9fv6JB7hsHVMpiW+XRi+v4Qjq2iIJ3HMyElGQIoWRE1j3rgzsEtvS57qNV4XHZBGilCD0CyxRo7Xg4nhK7BRUtcCXFXGzScmUY+7lUDIt/O7eTArTzdtKTmxvzam0YBQkDL2sawgyaL1BdId+yqp0mec+oVNw+3TIU7v32PIWAHiiom+bjDzVLgJN384oa9l1Jq/LNazzuUKZ41tl9zzHqvCFiSsawUqflaXK2qaoDdq0UAEHZZ8byZjjLGLoZozchMjOuzjdliE3nQWPhAdNfHM5KSM+fnSZnpexHSzxZcmeP+NScNo1GgGEsiS0UyI7Z+ikpI2Ez68fX+BCb07fyTtpm5Gb8NSmKU26ouo4bLm20ZbV+T5KqyZ2TKVkVXldmdcVFXv+jCvhBMdSRnan8jpZoaN5zFO797gYzrgaT8z8qS1S7XRrRCBKeuGEPX/GsbW2u3mdxn/pnK12fOQjH+HjH/8473znO3n3u9/N3/t7f48PfvCDpGnKH/yDf5C/9bf+FkEQ/OZvdN94zcnWhz70odf8Ib8dx6dn29y+dZHHLu+z7S+7UmLLx3r5dMx2b8GlaMbXXX6xM0VtdbkOVzHjIKHvmglZacm89Lg5GTGMUq70pjyxca9LpBaVz4085M5swE5v0S38uhbMS48XjzfY7K14aHDMtrfgiYEh6JZasKh8Xsxi5oXXQcu2pahqySwPmBc+sVMwcldcDGadTstSeRwVPcpa0LezBr7Pz8xYm8RHWJrYMYHkuIi5kw65m/TxZcXjgwN23WnHq5D1WVegaylcS1HUkkR7lLW5nTLtsKo8pmXA7dUAVQsux2Y3eJ47prpFIpY5A9vA7bvenEdiEzxb8jyA6L2yi0phseEtoX/WWp5r+8y8uvA5WURkt2PqQdlZHbVE+1YPSNeWuZYDRVo5nK5CsoUH2mLlGo2vuLFHavkyLfm4HWotsNzfKdm21rcdjYFTnOP8tAKysrlflBbGusOtyDPHqPED9lxQbmiEq5AXSoJWU6m1t7m/xBasdcYFZxIQgV903DDPqzoJCNtRnWZX7ShqbWyP6pE23Ym1RbXTCCr6UMWNNbsLNQ0HamiOxaqhHhjUzgKqC83raqh2CvM6CxgVTXehQfbakmHLqVqXfGh1n4Bzkg9dt1/7/ZtYqLFgRGcjVcYFdS5RmY09N/dLXUgqR+N6FW/79E38ouJoHJPv2PzhX/8kAH/7gXeRYRLqoDG7toUmdoqzjr/eq3f83X+PtPeD29yjy8JjlbsUCw8a7bh+kLEZrjq017VMw8ZxHnUG5K3ljDVz8C8t2eit2IkX9J28K68D546lLbe/2jxqE4h3brzcJQktBaCdp15T9mtHrm3uFENuLYdIS3MpmjF0TAITisJ0PVuKUOS4a5zRou1gRnR80P1iyGdmO0yykIcGx3iyIrIL/KjsEr6W+9XGsKTpmJ5XPtKqiWRO3874hr3PdZ2Op0XEftpn6KZd7Cy0zWkRsp/0cKXicjQlkjlXowlXo0lH5r+b9Lk5GXF984S+kyMszUwHTAuf/XmfS8MpYy8hkCXX4gllJEgqj7urPvuzPlfGp/Qd0/FYaJt54TFJQ7ajJZveipG7YsNbUg2MddetZMjN0xEPjCYNz7fAtsy6dJD1+OSNizxw4Zgtjnm9x++GZOvv//2/z/d+7/dy7do1/tyf+3P88A//MB/84Af5ju/4DoQQfPjDH2ZjY4O/8lf+ymt+79+13YirwqPXT7sdSStPYLzKbBxbMcsCXKmIneIceT20S3puzgv3tri6c8LQy/Blyaa/YnNvRaYcDpKYw8UugzBjM1jRdzO2/SXb/pKkcpkWPndnA2yp2O0teGr3XmeaOilDsszhJA25fTLk8uYp28GKcW/Vaa0kVdQF6hbtSZXbJRxlLZgWIZ873uLScErh20ZbrIGtW/h8WgRkym52jkZUz3NLLgZTw0ErA0PSdBcMbNMp1O5SDWFW41sat/GLc5RPph2WyuUwixufsopbyyHPpLv0/JyRlxLaZdfu3rY9t1yqMx0d0RBz604DrOWCFNruvB8PVzGTScx4vKSuLZaph7BqQr9gI1zx2PYhYueArLJZlB6qVXu3TAllWboscp+TWYQQNaNewihKiLyCWeKT5U5HXG8XRj4yov76Kf0gwxGqQzkOTvtIqdnsL3GE6jrJFiufInUYbyzxbNOduEg90oMIMSjo9Yx1SaUEq8SjOvGRowLPL4jjjNIvSV0Pa+5gR8bFoH3+fBag5y5Wr0Q2gphaW5RLFzmz0ZtFJ5qqc4k9tVGRhqhCSI2uJCwl7qmkimt0qEylKxe4M6OQrx2a7KlJ3pruRTuxcKemMzHdNgR52wh1U4WmROidmnJgMYQqrLvuQjh7T1ECFhSDptRZg5UJnLkgG5lyn7CV8e5bNSXWbSMIa8kaXQnEsYsaVNhRaTo5tYUqJfXCQfQLvKDxNhWaQtaoRFL3C8JejmMrlBa89VduAvDRJx7ku2//Mr6u+NV4j38i30j5QkCws6IX5EihySubyUmMkJrRaNV1tJZacjyPUUqwPVzgyqrxApXMUx/r3w/h954SeSbhTUubLHcIhimDMMO1K0olefFwE60tNgYrel5myn6WprJMo8X2YEFvM8e3z8zYj1cRL6Ub6NoiDnIsq+7mxma46rwD3VY/j7pDzhPlGPR1rXy2LgmTd7ItkqRyOM0DFpnHIMiInAJdWxxmMXaj0deS332rPKe1Vda2kbOpHWPSXYUcFT1S7fBQ74hgWHYo/rJyWZQRd4vBGnes7Da/VeMvepxFvHCwyRsv3mPoJue/Q8Ofe3k+JnZzYqcgtAtcoXigN6HQNi/MN7h1POLSxpSNIMGXBn3cC+cM3Yx56fHsyRaVkuwNZgzdjL1d46ZS1YKDtMdxGjFLfLZ7S0Z+yt7evPnOpuFpmvvcONhge2x4WhqzeW9J+MvS5TQNcWxFpmxTpq1F011qENBeP2WZezi8dmTlSx26tjpZl9fymt9J42/+zb/JX//rf50/+Sf/JP/m3/wb3v/+9/PjP/7jfOADHwDg67/+6/mBH/iBLyrZes3diGma8nM/93N88zd/MwA/8AM/QJ6f1Y+llPzFv/gX8f3XXwfkCxltZ8Uf/f/9IXp9s3BPioj91PCPxl5Cz847nlaubRalz7LyGsG78lxX4Z3VAKUFV3qnHRegLSuslMdJHpFUTtNSbSZwoWWn3fLo+OgV6sLLyuUkj3n2eJuHNo7Z8FbdhGuRt0zZXOtNGDurcyJ/88rnKOtxlEadsnGbrCwqj2XpcSGYs+PNGdgmECpEV2I8rUJeXm2wLF2uxROEpTvofeyuuOhNGdtLeiLDsapX7Nqz2mVSRUyquCsz+Gu8g2XlM6+CRr9LdBwsRyiGTtq1V4eyIBRn0hftWCqve99WDwfaIH6WnK3v3lPlGi20WrAsPY6S2Ojo5A6VkozjBN8uGXhZh1qtjzbBa5PUtvzTctHCph0f6BaxtlSxLkFhjtM60+lqpCeUtjp1eKBTB28Nbl/N7siRr+wsbT0G75dDaMn17X3ZzvgWQQOjmN+R8NfkIl5tZ3qOP/8ag+m6/cqrvdJaQ6pa5GrdR3HdKaB9vP1ur/a929fcP1pZhfvFUP/+n/x/8+Tn7vG3/6+/l+/t/SoC+PY3/CE+29tCCsMBlA25fV1+pEU6281Olwx03YCCpHLONU6YxOdsIb0flaxqQVK5zHKfrHKYLENsqQi8EkdotsIlsZNjW5pAnjX6wBla1SZPoptnRr+vnUOxPIvdnfSBdkka+YE2HrVyBO2cNUh52iFN6+bqjqUY20sGjYzD/TGirG2y2uGgHHAnHzIpok7rSteCg8zE4geiE0Z2Qtig4RJNWdtMqoiDvM+9tE/s5PTsMwmcSRlyZzlgK1ix5S/o22cc1VzbTMqIlxZjfFl1yJGwagptc5JHPH+yyWObh+dkFtZdQj472WIjXLEdLM91ji9Ll9Au2fBWRPepzc/KgJuLEVJoLkazc12MWZPgxnZOzzk71lS5LCqPSR6ia4vdYMHQSbGFItc2p1Prde9GfOQffv8X1Y34uf/2r/yO6EYECMOQz3zmM1y9ehUA13V5+umnefzxxwG4efMmDz/88Lmc5wsdrxnZ+omf+An+5b/8l12y9WM/9mM88cQTXQ3z2WefZW9vjz/9p//0az6Y13Mc5zEfu3WR0C252JuxGzT8GS25sRoxSUJ24wWbDVmy52RUWrJSLs/PNjlNAx4ZH3OtN2ksdSxO8phbiyG6tnh4ZNqPLwQzwEysSR5xaz7k2nDClfiURweH3WN3kiGfvHGRp67eYctfsuvP2bs8NSTQ0ueF+QahXbIdLLgen3Tco6MiZj81N/HlcErfyXgkPuDB2HAopmXAJ44ush0tuRjO2HRXCEtzVMQ8M9/jNAt4w2ifbXdBKAqueBMueqfk2uG4jPncfJvQLrkWHRPLnLKWHJQDbuhNpKWNlcYav8u3Cq57K666x2S1w0yF3C7G3EjHvDDf5O2bN9n1Zuz55jPWrYhurMbETkahbfaTHrFTUDTI0GPDAzxRNZwvDYIO7YrleZ+wshbkzeLQomZDJ0VYmoGTshMsuvNeadktjEnlklRuFyjb3a9oRDUdoVBNB2S7eBXdztns9vfzHkoL0tLGlprAKbtFP2x2/0DXjbbuwaj9M0Xx9nnr3YxtEriuWF6oM60FJc7KPa0Pm4A1X7rzCRacEbGFqKnrGml9flLrqyVgZwKev+F0O6f8fva38yXAV3vNelNBRzRvHjdWM3TfTQpzPK23Xvt565217XmHs5JjSwSPlhmPP2/K9+/ZvYVYwc9tPci9rR59MnRt4TZJbqUFS+2eI6VbVm0ab5QgaBC02M3pOzmhXRA3HCBz3hormQYRbUeh5bl7EOBCNEdYNVf7stO+anlLbYJSNmKYLRdzvUux/bxUO7i1ER+ttCStna6T+dZqhMbCFYpl6bIbLnBFxbL0Ce2CC/6s42K1ydVpFfHxk8vsBnOuBhMuuRMGDZJlup9tQynQZzysmQpQtejea6PZLL602uSwcnikf8hbh6cd3cHIOvgcFj0+fbpL4JRcjSYEsuCBaEKqnY7W8eTGPhcaPm2LjE2KiFvJkLR0uNY/IZYFT43uUmnJUrncWo04SSMeHh5xIZhx5fKkO1fPLbZ4+sXLvOn6LcaeKff9VxeWpMphXgY8Pxuy15sz9lbs+Gco1nERc2c5IKscLvemxE7G46MDyubafmqyiycrLsYzNtxVF39S5XCvGHB7PmAcJoy9hN1gYWKTcrm1HDJJQh7dOCIS0994wn11fFEjy7JzfCzP8/A879zvVVW92kt/0/Gaka2v+7qv48/8mT/D+9//fuCVOlsf/vCH+dt/+2/zS7/0S1/UAX2lR5ul/zc//99Q+T0muSmTRY2Yny/Pd+RMi4DjNELXFmPfqLu35qatknKLVLS73bYrp0VB2o6ddTuQVo8L6J5XaPkK1/t1BfVCS5alkUgI7bIJ3uZY2uPodsnN4hzaxbnd26L0meQBrlCMPUM47VrH1/R52qSm5V44jeZOqwXkCyMZEYm842M4VvUKD8astllpj4mKOap6LCvflPiaYJpph/2iz7100KFKQSPwZ9A4H9vSbHnLjovWLhDtgrVeapyVQYcgmHNruqomScgqd9npN4lW6RI0RNa0dBn4qSEia8Es9zth07bBQWORlg7TprQsrDPDXKUFx4uIfOky3FidJU9rCZNl1Z2aeakFq9Qz3Y+2oqwkSgkcW1FUkiJ18IISITRZ6qJLYYjvK0P0lkGFLiTWwsbayA3HqhJYtulkFKcOKlIIz/CvWl9AnUtjqC5BFEbDClFjz2VnnSMTgVCg3BpvYpFv1mjH/N2dQz6qEaWFLFoPRTOvnDkUIyO34Mybbti+ea5/bDoWASMXUYNyzXPt1EK5oEKNKC28Y4t8XCMLU1rMxxqRG4ugqq9AW92xC0X3PYHuu9ZKIGY2etSIvzbnxhI1eumAazhvKrWNv2NUoivBez/+Kf7nv/lh9t8xYvf3KQpL8v43/J+4Iced52B7raLAaNoZfazzFkjr13+58pC2ZrO36u6V1qC+UJKhnxI4Z5pOwqopGumHgZdhC9O4McuCc/dr+/PBvEfkFYzD5JxDQYu4tmh7i3K1c2bdk7DdlKXKoWdn3dxLlduhaxeCGbvuHF+UHVeqVWzfc08Zy2XTxWwWonXPwpb4njQ+rMuGagB0kjSlNr6Fq8qjrEUn59K+V3s+W2S/0JKxl9Jzsg71z7XNsvTPdVGaakTVUTQ+Xwxty6PrCHQbO1p5jtZx4n7Ecj2+t89rS4f3rw1tdaPd2M8Ln0kWIqza0E2cMy7v+vqyKk3zxXawIrRzrCThQ1//j15XZOvhD38/MnxtFSuVZDz37b9zkC0pJZ/73OfY2tqirmsuX77Mf/yP/5EHHngAgIODAx577LEvyvv5NSNbzz//PG984xu7333fR4iznfLb3/52vu/7vu81H8jrPT55fJHRuCawSzb8pEuyWhVxVZ/ZcGSVzXwZELv5mUI5dRO46o5kvV5CmuQhB8seq8zlgY1Jk9icEdtT5XQTDaDvmSRO1xanWcAkCYm8gu1wSdwkf5GtumTsNAtYFF5nLwQmkNyeDnGdigcGp0aSQhY4zU5eUqNsU/46zYJOYycpzER+YHDKrj9ny1120D2YXXGiXfbzATeTEaFdcDk4JdMOiXTxLf+Mx2WZMkWXfDV/H0vTkn2XISdlj+dXW6ZLyJvxgH/Cw8FhZ6TdSlLk2qZvZ125sOSMAN9KS4BJNAslOw0i3zPnY72UeDU6PSfUuI4ctOKt3e/hGVLQ8vimTSnHt6sOKbJqC1WZBHezt8LqL88ttB26ZJ23ioncnM1w1d1HXWK4rlPUHs/w7L2qhlBfqUbLbE1qpzXXrmsL1T+z66GGqpToXGIVwiRIokaPTBejJWvqUYElNLZ1pr5uA+o6yNpCNmXFkjPv57JFt5qyY1mvHcfe2XFpq2b5AI0hNGcWPZYhvze+0DiWQQ/VA3UXlHRtOgzrGmotsBotMa0tyI2JuFUIalkjPIXjV2A1pcZh3ZHpZfOdABia/wQ19oZJlluNqff9018HC8L3CEDxzy89htipedg6Orsma36CubKpawsHugSqTcDbaxp7uTl3TQJlrZVyfbsiqxyk0B3v88z25qz0J8IaOazPKbi3ennV8EwA+OzeOUsYTouQpHIaqxczL9oN2vro2RljZwUYNNgXrQWN7hCmWRXwUrpBphwuBjM2nAVb9qKb20WzsWqTKzOvxLlu5Vaj7yDvMy0CroSnbLhLBnbKyFqBZ45/oXymZch+1ufl2QhVC0LXJJi2pRn5KaGdE4iyk53xtDlvJ0XEzfmQorS5NJziCtWV+lZNd/PIT4ntvHttpYwV0WESs8pdxmFCz83xZUWmbI5TI23UbrgHbtrF8lb24fnDTSK/YCdeENuGF+bLsnHFEM11E+jm+rWyOMezmH6cNr6LtolRzT+T6Bl7uEJJ7iU95tkWq9PXvth/qeN3A0G+rmseeeSRc7+/+c1vPvf7F6sr+pqTrel0eq5eeXR0dO5xrfUXVc98vcfQT9gJDGeiWoPxVbMjOc4ibhyPeePePZ7avIuzpTtD0+PMIF3r3mN+R9oUVBiF5tgzasRtMrRqygOCuis76driUjzrJm+qXGyhcRpivm1plqVHpiI2/RU9O2PopGx5Sw6yHk8/f5k3PXSLHX/BhrdkN5izLH1DvlQuK+UyzQMKLbkUGVuKDTchCYxN0Y35iEfHh/TsvONnHeT9LjFJlcNB1qfvZOx4c946NATiXNucViFL5TFyVg2HyyjP+6LEt8pXaOi0zwE4yHrsp32Wpd/x4DxRUdaCWRlwmMamU86uOqmHWeFzMZoZqyK7oNQmIWqPfX3k2mY/7XO4ium5ObmymSU+Wgt8r2TUeDBO0pDZImBntDByC4U5/z3PlI3muc90FrE9nnddaN1nKJt56lOUNq5zRlhfrXzqez7yUoLjGHJ0VTUcoYaDZVm16TYEstSl1uD6FTUY/S0LpF+hK4G87RupAgHWUlI7NXiG8G41gqDkoks8qAHH6GPJxCjD135t8hxtmd8zYaxwlIWVGYNoe2ZRjGtUXBkvxMoCaWx07KWg7GmEArkS6EhjlQZx0qE2gqbKAqdGFE3S6ho9LyxDqBeJOb7aqRErgYo02q5x5pIy1uZ7KcCuqWWNlUn8Q0E5qLEU4BtxUpELRGnQLauGurIRRw6VV6PCphOysBoleova1eBpk9lVFtjN+Sot6lhRa3COHZ74z/fgKYd+UDIVPn+19x7mxwFFZqOVIOob+YNKie4aamX8Jx2naZIobdTtEOtCRhRl3T3R3iP9ICN01rlVFknp8vLBJsPBir5n/FST0iWvbELXkOgPTnsMesY7VNcWJ0nUNW4MQmOZtSg8+l7GA71Jx2GK7JwN7ywBazdfpRYc5j3urAYM3AxXmvJh3siQbAetTpTudP8yZQjrm96KDWfBVfeEoVwRWeb7nGnxKUTtNER4k2wttM9pGXUuEw+GRxAaDuZLySbz0mfHnxPIskOwADa8JaOthEXl8cJ0k61wydV4QihLSi2YVz7PzrdxhaLvZt38vD6YEDtZV2adlQGfevFiFyvbWLOofCZ52DmA7EYLlq5L7BT029djEdsFt5eDDhHLqcmxuw3S0M14ZOuIWeF36vy2ZZwdbEuT4RikSp+9pu/kXIqmpouxFszLgGdPttiOl2z6qy45BpoNvdlYS0uTTN0vaJ37co6a124s/TtNZusjH/nIV+y9X3OydenSJZ555hkeffTRV338k5/8JJcuXfqSD+wrPS5FM3qu6Mp9BsWQVNogJrbQPLh9TKEk09qgTy3y0bVWy9Z6xuxQ5rlvApay6TUyAS1HY31340uDwFyJTzu4+CSPmBcepZZ4suoI9W1ZwG2Oc1V5XVIXOzlf+8jLZMrmXtrvyo+2pTtoXdeCoZd2HmdAJ6UQOxnXBqYb56Swz7Wt58KgSkMnZdebn2u3bu02DvNet8MubRvVdCu6tWrKBxLVoFESjWMptuScrWDOk/5tpipkomKWyue0ipiXPrZQ7PpzLjZctzagZsph7Jk2t2kZdqVGT1SkypQfwPB35oW5DmM/5Q3jgy64iUHdWf4YEceCvXCOt1V1GmntWFYegppL0Qw9tjozYjCCqrPCZ5mbzkalBIskQNg1jlvheiXietFwiiyKSlAVkroSSL/C80ojQKsEQtQMByucDoXR2IO5QVWVRGmLYpBQKYOosnG22Ovaosxs6kqAr6h91SnF60pgLRxqC5Rfm6SjSWLsvEm0BNS2puoZlXm10ajQW0bGAbvGsmtqD8oeYJkuRxVZWAJjVl2ZBMqqMcmWqFGy1WmoqW3zt1pA7dTUtsYSpvzXJoplpExUFo3QZ40xog4V2fXGJ0hbUAjQ5ntYmYV2zOdalYXyG8QsFxBXiFCdmWyD8Ud0FU6vMjITa8muri0u2FMePjik/kMxFvBTV5/CHStGOqGODGqYFEZ3zbUVSlvkuYPKbBA10ta4UmP7Bep6hdZG5y1JjQ2Q7SmUFCxzDzwYuFm3CQO4PjhpVN1Nx+1eOO8SB0conhjtdzEqU47xQhyVHcEe4HKsKbTNy4uxSRbcrOOlrRPoW8K7KxTXepOOvnApOO1QcLVWro/snMv+KbHMGMtl12EIUCI5UdG5eW7OqSHML7TPrAo5rQxKJayabW+BIxSeKNkUJSNnRa6dTjJmqdyGOH4mnwJwbTDpEhDjUWoaAy5F085TFTS+LBspnqBDIQG+9pGXcWXVIYFVI7oc262Uh8JuzuWydDnJQqR1hjo+Mjzq6CXGguesROiKypQkpdEvO0ojpsLvOh9Du2DQIIotd8v4tUbnKA97/XkTY9yOT+oKhSeMfEQlpXmvbXiO13f8bkC23vOe93zF3vs1J1vve9/7+PN//s/zTd/0Ta/oOEzTlL/wF/4C3/RN3/RlO8Cv1HCEQmPI54dZzHESEblFI0tQ0F8jQBcNCpVWTlO2KzpibOvgnlROJ1449JaE8kzIsn3OaRri2yUbQVuCPENjWm5Bq6TeJmTSqiktzbz0uT0b4NqKsZ90U4a8EAABAABJREFUXAPXyYgdGpjc4zQPcITq9LhEw2WalwF3kwGtnlTYKDxveMuO75BUHodphCsVu2skcsOPCs8RcANZctGfNj5pJogclz3u1UMGdsKWvaAnsqYcYQRZWxsg2f7ffP+l8jnIekR23ulwLZXHs/MdYqfoLD5Ew3vKlU2qHTxMAtkKLKbKYaU8gqDkYtgQmWuJByxKn5sL0zna8zIWpcen7+1Spg67O1O2wmXHj1kWHtuhKQnOS9/w8GRFUpkALDDlZ09WxkDb9lioAF1ZZIWLFxtEMssdipVLb5QQDEuy3EFKjS0VRdmUoBoZiDR3kKJGaYssNaKorfgolUCGpSmhKYF0NLqykPc86qEyaBYG5dKZxJ5K6GlwNeQC7TedaKeSKtJUO4XhMZWWSZQKgXdgU0Vn/CwVaaghuCfIdkySJtMmqRHgzkRnVO3MTYKkXRh+rubUNO4w+gxMH7E6L8WyXyMKg0oVA92o0QtUqLGUhX9gkV4wxtNyJdCBxqos7JVFvlOZY1UWOtCU/QpWEpkII44KiEyY71wIrCMHNTRm1XXrB1nYeL/qs3xLhrBr0lIgpFGWf/Kj+/B2F2sguGv3+Fv2/wZrWXfXxLGVacnPDQHedSosC5Sj8NwSrQWL0xA3KvDciqoW5EvXiMnaNVGYE3t5J4K7Kg3ivB0uCe2i4222MeNGOuo2XZUWHCUx+wdDnKBkc7AkdnNOFsYW7FI8o+cY1C2QJSN3RdWorkcyJ5Blo2RutPeqWnYG8m35XNeC2+mIZeme81Kd1z77WZ9NZ8lYLtmwl4YA32y8qE3Z1nQ0212CdVT1mFVhRyMY2ClhWHQ+hjfS8TmS/3pZX1o1kzykUJLtYEXc8Mja5yxKv/MLFJYREY3t3MhPYDXesxGlloy8tIuV64nSsgyZZGFnq7Ppr7pGJ6DjYrX8TLMWSMDog1W1YF54LHLfoOSOSbhc28TW2C6YN/G47VRcp5rYQrGsTFkzaB5r5XBa/l5SuRykMavCZTNcdVQURyg8+coO26/4+C8c2prP51/wc78Y/tlrJsgfHBzwNV/zNbiuy5/4E3+iq29+9rOf5cd+7MeoqopPfOIT7OzsvOaDeT1GS/b73//bP8JMDnnh1g6X9k7Y8JOOy9DupAol2V/2jChnf9olWS358TCJmSYB/SAjbsyofbvqtLvmpcfd2YBBmDLyUjNxqZvJ7pKUbsfpce2KgZvRd03QXJYet+ZD5kv/nPZLpY1i9Dz3UVrg2kbhuO/mxA3ZPVMO08LnaBWzWPl8zcU7xE6GrgXLyjMImpIdt8SXFUM37YKv0bCy+dThDheHs840te16anecy8rjNAu4EM0ZuQmhLPEsozWUKJd55RPbBSN71Zlch6LAF+U5S6CylkxVxK1ybKQiml1zm4yttEei3U4KoqxlJ++QaJdZFeKLEk+UlM1uvOWJtDo7YHbbbVkV6JCFloeTKQP/953U8NQqt2tkWJaNdpddkCmHSRZ013qdBJuULmnp4DVG1qrjaljMEh/fLQmcqpOecGwj71CU5jgdu9n9VgbJcpsyZFmdWR5VSqCVSRRqbVEkrkGVZA2NBY92apyppBwoY+FjYZ5jmWSJtkzYeCcawlTzHjWQN4iVrE3ykgtTCiwEaNCebgyqLYOS1VZnjycaDS1t12d+iU35r0XXRC5ANO9TWtSeSQ5rZUqTePrsmGUT5RvvQ2xTTkRjWPrtMa8kzsx8Z1FZJsn0dfcebmjEU1Vz7lpkS1g1f/Xv/BPe99QNCAV/7sp7+Zc7j527Dk6DZpWV7KQX0tImKxziNbJ82wWZV7bxMmySpZYgXdWGAzr2U3xZklSuaf138o7HY+KMZt40e7QSEy1K1TbCDL2USBZn3C6rPucb6IkKR1QdatSTGbHMOlmItqTfmkIPpUGO2yaYrDZSDjv2jG173s3VrHZZaY9MO51rRKJdTquIZeV24qOqFqTaJVHGqubeqt9xpVoEveWmpcrlbtLnznTAo1tHTSdw1W2uWj1AMLIdjlRrMU+zLH1emG4AsBUtGboGjWrj1LJ0SSunc2voe1knLF0om6M04vbJkH6ccbk/JW7scNoNVtFwM1vPW6O9qIxThZKc5gGzJGBvMDsnYppVZrO+LDzmqc8wTLvNcuc8ULncmhtR2O1oid/EjvZ6F1pykoXsf2KXq2+7zaafYGcLfvIbfvJ1Jchf/4kf/KII8i9+4H/8HUGQF0J8wXys14Ugv7Ozwy/+4i/yvd/7vXz/938/ba5mWRbf+I3fyN/5O3/nt22itT4cUXEpmrH9yJIXppvcXgy40p+es8MAQ+oNGs+wtvW+9R9c5i6jKGEnXBLbOY5Q5MrmOI+4eTqiH2Q8uX2PgZN23YBpw3sI7ZJL0awzdwVYKpeXF2NsoRl7KW/fuUGwV3bI06LRprocTekNjOJ7q5lzmPeYFgF9N2PDW3I1PMEZqU4YsKoljlWxE80J+w3HogmGR3nc6VwFoug6BR/r7TeJjUnKejIjFHlju2MC7L7fR9eCkZ0Q29lZN1KTlAF4ouw0dwBUY9OxwkPVFon2mKmw09JZaN+USaXhTd3JR0zLkC13QVnL7ljAaHC1iZakRoqy0wtqdX90bXVlji0WlL4kVS6t9leh7U4bZ1V5nal3oY0CtSsUhZYN185nUXgETmkWTy3ou3nXLSqsmn5jVFwo2XVEKS0gBL8RvgQ6knzbmaZqQamMuXXglKSlQ5IZ+5V06Rn7Gr9C5TZQIz1lbGz8Ets2/BBrcCbDIC/W+HBOp+r+rVUL87dCqEqLrvyptNVZF63/DGc6Vu17t+/byjWs/1zXVvf+7WvW9bAqJV7xOa2qvhS6e237/PXRxkatLeqRBZfAbQjo7edrLagqQdnYEqlcAhaVV6EyG0sovs6+BaHgHjH//uI1fIxrQN/PkE1Tit0kVG1ZyrUrPFt1G572WrfyEGcoddU5CPgN9eAkDYka7pbGYll6FFoabk7z3TbcFVdCk4StlIfbJFG6Fk3cUOfKd22y1d7/7fBa/Sx1xvNZKGPx41iKo6KHsDRPRnfMxkL5GLHiEo3gXjki0R7hfZpZkcjpWSkLFax1DJpOwoFMAcjqHM/yqbRkMDxg15sTilYFXpNorzuWC/6Md268TNhofyXKI9UuUwLGXsKWt+w2c+33mZYhunGR2Lsw7eRplspjVhp3jb6bcSWcNPwr0wyzqHxOixAbxchN2AumvHnjdmcwfZjGpqwXzbk0mgKmSztVhgxfNElx1CSFF8Mpszjg5fmY29Mhu/05e6HZhJZasnQ9pNAsMo+hZzZztlV1FJHAKSkbmzHjW2mu2bLyuL0YIK2aN7/7OULbyMcU9Rnl4XUbX0QZkdf6/N/Csc7Xevnll/n+7/9+vvM7v5N3vetdAPzSL/0SP/ETP8Ff/st/+Yt6/9eMbK2PyWTC888/D8BDDz3EeDz+Yt/qdRttlv4N//J76A9EQ4w0nJ2kctlf9ThdhuwO5h3vCuh2pIvS43gRURQ2D+4cv8KKYZYFZKWN71Tdwtpae7TJ2qzwKSqboLH66DrPmlHXxkOtUGaBj9yCyClwpeq8zdpOqFbk0bLqDmmBs84pOOs+ypRNWpkksufknYfXvPRMAmGX3W6xTRxbdeOkcjrEZuwljNyk0+tZKpdC2wSy7FrH22MQVs3AThjIlKFsFegrk4w1gU9adee/WDYdTUdVj3vFEIk+n8RhsVQ+LyWbVLVg012yUh5HWdwJPLaJsq4tXpyNzW5RVswLj76bM3QTKi359GTH7HC9rOkEksSOKb3OS4/b0yFp4jIarpBNS36SuVS5JIpzIq/Asmqmq4CylOxtzHCEYlV4qIbbU1SS2Sog8AtsqUky11y3RuG8qiRl4mBJjR81Iq6JS60s3KjpMj3xwamxowIha7SyUIVJytqSIqcuOlII11jskAvESiJKqHqmHEcN9aCRQ1g44GssR6ELiX/HIdszJHx5aiNTi7LfCLVOBbWAsq+xVwJLQTkwyJYztyh7jRZYaYyruwBr1YaML4yyvLOwKPsG2XJmglpCFWmcucDSUDQ2P85coIKaalhBDf5dh+xiab5bKSEzvCxqsGZOR8C3F8KYVwcaAmMwrQuJWEljCWTX5lwB0lXduXzq+Xv8zPJ/AdfiT134Jv5p8BSWrPHD5nqsXHQucfsFtq06dMyyjEtBXVssE49BlHbXXArTdapri1vHIxxHMYxS452Zu6yWHsLWxJHh+aja4vT/z96fR9uSXfWZ6BdrRR+xu9Of22bezESpVC8hJAGFwAaEjF1WDenBwCUQAhWNhYxtjLFdxmAwBoSrCvsVhgfCAmOwsbElwOACF0aiJGSLUt9nf/t72t3Fjn6teH+siDjnplJCmZYSNOwYI0eeu5uI2HvHWjHXnL/5/WYRQVhybjxj6BRtEOb2jTizwmS07x4fEdoFszLsr+lc2eyvYi4MZ/1492XVg3w3/YRIFhyWMbaluTM8JJb5KdyL6TZUCHbdGZv2sh+r3bjsxqpA38bROlIxcxUwr8N+zJs58wQp4YqaWJY9lLOTb/QZwLbEZlsaT9YmQGmz8FntMGh5ZcLSLEqfZWU0moFd9QFsrUUfrJzu8M1rM1d2jDnLavDaINiVxgZpWXqsStewxqTCk/VtgX2nna21IKtcXLtm0Ganuq513RjdZ145/T1g5GefZOl2Yz5CadPBPHCK2+btrlP81nzIJE7ZiZYm09mWFnNlJCs39l0+/HU/8ZRmtu588/+KeIKZLZ3mPPLaH/m8yGyd3v7sn/2zvO51r+MbvuEbbnv8V37lV/jZn/1Z3va2tz3hfT6hYOvKlStcuHDhM9759evXOXv27BM+qc/l1l04X/Xb344TmZXeab1A9+9Pt+nHida7wObTvbYLqh77/m4ieNzHH2c18dhzPe0X10EcO7F8V344LZ7vUvgnz514/AlOnuvKDJ1WSnDS0t4JYbvjnaZfy8f4r3UTetdGDvSYB1NKUP3+uq1bsZ8+1uNtp19nvptPbdCqeOz3KD7p8dPvV4/ZV/cbd4+f/h1On8dtvzmn92d98vOnj8ft18pjnz99jT3Wh/Hxj/2pr5vHfk+PvfY+k+v5M33ujxtPj/f8Y2nqj33NY/WOn+q94rYb5uP7Ff6Nt76Ne+0p2dTir33jnwfLuu19ksffRz8WTh+Dxz8v+TiPd2Xyx35WedsxHn8c3fb6TyOM+eTXfmZj6fHGY9X6GT7eOO7+7jbdiNvGz2M9FrtjmUXhY9Arp+UK/Zg7YVt1GjPdWD1Tqwu0uvm11uK243U+oJ9unj+NZ7n9O2z6Be0nPW41j7nGHv+3eOxv/Ole239njznX2+abtOB3Xv6zT2mwdcc/+7tPKth69Fv+weddsBWGIR/4wAe45557bnv8/vvv57nPfS5pmj7hfT6hMuILX/hCXvGKV/C6172OF77whY/7mvl8zr/+1/+af/yP/zHf9m3fxl/5K3/lCZ/UU7FltY2DYd2c1lEtC99gF1rGyolGy2SFKmW6BQOng592IniDeyhbmnRndNzto9aG45JWLlLonuHSPZfWTq/hstuVlStPuFqnzwHoIawndX8j4FfawDG7VVtnJtsdo6iN31nQCzbVbdmrVeX2GjD3lCj1tBch0IP+OsPbzttwWfmt12LWi3C7UmeH2PBkzVBmjOy0F9H7VtlnuDowqmoES+1zudzkt/eewf+w8RC+qHoOV1cijGXBQBr7IN3eFE7fBDpeUGdHZFhpugejakwm8dpqxKM3N7i4c0TdCA4XMa5jjJ4HbsHEz3CF6TZalh5e+/t28EMwWp3jNOwzm5WSzFamK8pY74DrtP6ULRJACI3rqD5LWSpJlrvUlcR2FKqWqFwabZUFrGyDbBiZrAorGyuusFu4Z6/najAZMC1OOvoK09EnV+0NshXCW7Vl0AsWLfKhRUrUltFptbKuTuwuKgs0bTcgyBxkZbwQ3UWrNRkapISWxiexsduklzBAU22f7BMLtKuNHku3+rHWf9GqTAdiJ5wHA0FFNkbbJUw2zRIa6Sos6+Q7AKgLSZM4J16QU8+8N6o5U825x5oC8NvLe/jdB+7DdhSBbzLJXTakg5l2iA/dWJSVNCL5Nss1jjIcqfrMxlqY9tq9bhznyqaoT7qVu0zGsvSoaklZ2b2v5qM3N7hj95Bz0bwdR2Yh1OEMbKF6O5uOT6cagSPq3gC6s7hZKp9EebeVGh1LkWuH/+fwLr5k42GeHVxhIPJ+7HVA0s6G63R34UIFfVdzx67rTOMXtc+sDLCFZuKmLYxY9AbxHcC5+15OezV2urVZ6few6S7r1QnTO/2VoOnHYDePdxqqtHEolSlDd9mv0/Nox9vqnuvm4a7cWyibWkksqyFof6vT71+WHrWSDFo+Yvdcdx/IO2um9ty6xW4XCK7arnVHqtvOAUy3c9Lqagdefps+LK/NPJ1kfzJlxCdcFvw8KiOe3s6fP8/P/dzP8cY3vvG2x9/0pjdx/vz5J7XPJ5TZOjo64kd+5Ef4Z//sn+H7Pi94wQs4c+YMvu8znU756Ec/ykc+8hGe//zn8/3f//38uT/3557USX0uty5K/7rf+0b8+KTcZAIS2aedu1IdmOAg7AfsSYDVDf7Tq6nHy1B1dfnTpcTTgMRuK5Xs/fa6154EXCeaMTOh2G37sexT2GbSUn0QeDp71W3d58yV3Qtt/fbzueI0JflkVep0ljV0K1SLtPZOeQOWDOyCyC56YGi3nV4hd4J1YTWEomRkZ4xkykDmt4nl88ZMhB3DR6BJG5eFDki1h2ohq3vViP93eoHDVURR2zxv+zpr7opC2zy03EBYDWM34/pqxMV4ytlghkQzrcOWHWa0E9dWIyotOR/P+vb7bktrh/1V3K+SA6fqOxVzZQSwtjCG1rfmQ2K/YOjnPYQ0sA2+o6htDpLY3LQriXUlQJ/LsF1lsBBHHjIT1Nslblzi2Kq3p+mE3FUlqXIb4Wik1CglkNL8rRuLuvVWtIQ2xzjw0G1XplUKdGCE8lYmjZjdbhC5MEgGT0Ntme7AwDCp7NQyqAWnwaosggOoIlA+rZm0KQ8aU2ojkKeBzj1JueZ1JsBqsGoLS5mgi8YEaMEhLC/QHwPRGLNqYUT02jMBmNVysbRvSqJWAyo2yAiRScPSAkQq0Wsltl+bIBOwXXMjU0qgaom0FUoJdCX48cN/z9fNPgyP1Hz9vX+JDz39LJZlhPFl4mLvuahA04wr3KCiLiXiWkBzIUM6pkNxHGbEbckwq50ekrrIfY5mMRe3j/prpFuA6cZiWgQscr/PDm9FyW1NG6E03XVXkzGOUJyL5r1wfttfMLFTFILr2ZjLyYSz0bwvM901OMQTNcdlxPv2zuLZpnvyZWc/xrYzJxQl0tKEomAoMkKrRCNYNS4zZQCe3ZjUrcZyqXzmKmReB6TaCPsdofGsE43YYzPNhbZZ1R7L2uttiDou4WPnldPolS4jV7eIhbR2eoH8bXPx4/hJdlmvbn4sW2xKx0TsPClP2zV1c3+3oOwwPZ1x98l5fTKIuJMgPN68f7qqcFJZ0LcFlnmLozl9v+kCyG7uP31M3VhkSc2//cpffEozWxff9P1PKrN1+XU//HmX2frt3/5tXvnKV3L33Xfzohe9CIB3v/vdPPDAA/zbf/tvn1Rs86Q0W1mW8Vu/9Vu84x3v4PLly2RZxsbGBs973vN42ctexjOf+cwnfCIAP/3TP81P//RP8+ijjwLwjGc8g7/39/4eL3/5ywHjW/Q93/M9/Kt/9a8oioKXvexlT1iQ3104X/abfxkR+qiWyu0Ihdd1ErbWLIvCJ3Aqhl7eT5C5spnnxu3edJad6LLgtFfcie5KWg2hU+LZZtIvlWRVehzOIxxHsTlMiFqAaZe9qttuwU483TQWYafdarNRy9LjaBmxOUxY99NepL0oPcOAakRrZmzO73Q2C0wgcSMZ4gjNJEh7EF//OUvfYA5aTUU38LvP2XXbdJYWsVMQ2SVBK8jNtMO8DPBlxZq7Im5F6FUj+9b00xmusVy1OhHVt5afLkXkjcOxinlvcpFMudwZHiBpWmPaAY8s1jkfz9j15y200Bhzn9aRxLJoMwMWe+WQZeUzcPIekdEFz4d5xAOP7nD27DGhU5LVDgeLmCJxGYwzRmHWox8OFjFxUDD0ctM5qGUvAk8Kl6xwGYR538G2XAbGKsYxmRjbae2fMgfr0KMRDc24wvGNbqTMHFAWdlgZvVAtjci7C2oLCZ5CuppGg0odkw1ytQlStHWqA7BBtd2JVtl+t102y25oHI1VCQMFPb11MixlIVqrnsbG4Bty66Qt3AIVtGWyzOr5WWB4X40wQZrVoiIMtoJPahFv3JNz6UGk3UvbwEomErTVd0Y2wgSNHftLhkaDpkrRf0cdtl56ijvUEb/7wM8jaVj9i5IX/IO/hZImoLVmjvneNgrcoMLCBLuqlDSVQAY1g0FG4JhrabYKCLySuNXxNY2FIwzodFH4JJnH5jDpr5l5GrBKPBy/ZnOYENgVaeVy/foa99xxizUv6xdYHVizu1Y3XENsL7RNorx+PAqr6a/vQtvczEdcTcbcOTxi21sysk3p45F0k0CWPD++zJpM+u5foEezdIDSlfZY6oCZCvuMFoDdIh0AFrXPcRmRK4eRm/Xj3zT1eL3437Y0vl33WSygD3I6TajGInLKnn3VPTfNQiot2IoShm2n4Gkkj27LhEVtIy1N7BVtdl71mIYbsxHrgxWDUw0tq7Z7GOgxD111ocs41Y3JRB0sYqpKsjFaEblFb+dV1KZioZpP1nudvi9Urc9rXjoM/IKRn/UZrVzZ5jopXCbB7RZORW33c0p3rymTknf8jz/134Otz+F27do1fvqnf5qPfexjADz96U/nO77jO56azNbnevvN3/xNpJTcc889NE3DL/7iL/ITP/ETvO997+MZz3gG3/md38lv/dZv8Qu/8AuMRiO+67u+CyEE73znOz/jY3QXzove+leo3Bjfrnuicyd+XBUurlMzcAtk284/TUKk1AwDUxrTWOSVQ1aagRr7BX5nm6NsjpZRT3d22pVRXjkkuWvKUn7RdzDlbXkvdEtGLQW51PK2kt9jRe6OaAnz7Yp5WXpYVtPCUOs+nZ4ru28771Ll89Z6JmrT44Zd47HITXAZuwW20AbomgcsU59xlDFo6da1FszzgOODAXZQsTZMidr31FpwczYC4PzalKFrJsZF6fVt3eveqre6OMhjLs8nfOH2VXa9ufFeazNXmXL6G4gpE6peIH9UxghL9wFc12IOxm6k09F0lPnTXormezQuAWnl9rq4UkmTedIWRe7CdR95cUUYlH3Zr2ksfKfCc0xg3k2qPRVenGQu1SnBLtDb7ZzuxAOTvSqV7Lv1zPm0psu1QFUmMG268lopTLRjmdJaIxoDAbWa3j7HarNJ5kAATQ887R7ru5xPa0dOv5+2s7ALck6v3B/vsVOP99tjYzar+aTHTz92+rin7X26c+vPqT3WCbjUOjl2+3j//sYyANYOcKrNd/e/zd/KK1cfhgcqfu9jF/m2v/mN2G7daiBPPC2FMDe5LsN4+veTp7PV7W992q6n1ie0+e69dSMoKlNOBPqyZJq5qMsRnM1xvQq79c50per1RKFTMnZz4par9Xheh9JqeigpQCgrghabYhYfgnU36QXyVSNbhIopdwey6jNfuXY4qiL+8OadXBxN2fSTfuweFREPT9fYipPbxvnV4wkAW6MlXltmX5Uex4uQOnNY21wy9My8qBuLZeEzWwUMwpyxn/Wi9aT0yCqHoZ/3YvRSS+Z5gG9XvXdktzjsLLs6+USubJLKNKR0DUa1NmXIjol4Otg5XZrsrNNWlcui8E25sstSK5tl7lFWNoOgwHdawKuSvUvFOMp6/8q8dkjyVtDvVvhtINU5UCglmMRpb1S/KIwrReSVfRMVGJDrqnQJnIqgWvB//7n/31MbbP3ckwy2/pfPz2Drs739qQq2Hm9bW1vjJ37iJ3jVq17F5uYmv/Irv8KrXvUqAD7+8Y/z9Kc/nXe96128+MUv/oz2d5qzpfyw7yB0pcK3q76lv4PgAX25sK+Xt1mjSZD29XQ44TU9Vgh/utQI3Nad2KWXT7+ne/40FqCDpnYZqtOG16d1VWntkLeTuCuNZ2MXIAG9EfbpNHhXvuysOmKnJHYMDLGzL0oqw6oRVsPQLXorC6DXYnQ6jNNAVtWcaKeCFvbXlR0MiNQlUS6eqNnxFkzsVa8bybXDA/kOlRa8dPhxxjLFQfUZrofLTSpt44uKm+WIWRUwdjIKbSNp2HQNmPWB1Ra2UJzzZ1SN5JHVBndGh6zZK1Ltci2fIGgYOjmpcnhgscmalzFq99XR5Luu04MsIisdpsuQwK/YGRradwfGDeyKReGzdzTk4vYRwmqY5YHJkNo1WeVwYzZqGVuKvHSwpfm988KhWjlYjm59CkEriyZxcI8kxXaF5ereYFkeOqjN0vw7ccDTCM/Y/AhbI2xNndsmmxPUNNpC57b5uwGdOCZYay1suoDGnklEbTJXooJyZKCm1UgbgnttsmUIo6nqyoWitHqIqsiFseyxWoK90xidV0uzt2oLdyaowwZ3bqEdw+nSNtRjdRJoeZqmtrC0hYgro5PKJcIzxHyVGYq73dob6VoibIUubGPLE1c02kIeuNSTGuEp7syP+Y9Xf84IvX824Yf+7Mv5xa/94taH0aKpBE5kfDZ1Y1FVksAvqduA/Mx4TuBU5LXNNAtZD1foxuLy3jrb6wuGXk5WO8zSgN3hAt1Y3FoMyXKHySAlcKseoNwJv2PbZKXmVcDlxYTnb14llBWL1n7rnD8lFCWpdvnYcpc7o0McS3EtH1NryT3RPo6ouZFPUBiT6G5M7LrzXsB+yT3oM1oVkpkK+XB2noUKuMe/1S94lto4OxyVMYlyiWXZIycAisYhVU7v3iAs3Y95o81qM0Zt2fD0fJHWLseFCe66+aabMwpls6iMC0Rn2dWV8x4rwzg9r3Xa1VK185Bd3wYS7cp2ZVu66zJitqX7YOy0rqqbix87R5/uPuzm865EePrfpxuUgF4XvMhNwBJ7ZrHblQu78uJt51g55O1nCt2y9fGtUWn+lJcRL/zs33tSwdaVb/uhz4tg63PdAPiEOVtP1aaU4t/8m3/DarXiJS95Ce95z3uoqoqv/Mqv7F9z7733cuHChU8bbBVFcZtXY0eJnRY+rmObtHaU9APMiBvt2+rsQB+gxK1gs24EWe1wYzkkrxzje+bl/crqNqSDhhrDUCpagazSbcrZqU+Cp1OC9i4AKpWk0rJnDoHRdnWagi5o68630zN0OoJpHpDXTt/u3E1c3ft8WRHKE95P59l4NRlzbX/C1tqS3XjBmpdyNpyZlXNbZii13VP0O9Fr1wgQ2jZDx4jkO4I10K+is3aStoViaOdt+aNCN4K8cYisgrFM+eL4foNdaCQPl1vk2mEkU8Yy5fnBo5SNzVIHbNjL/jPMVMj1YsKNYoRuBIvK52w4A4yGbOKuuJyucWxHrJTLQ7MNRn7G2M3NarglU3c6jHnhs7+MSW/FyJXAvbRkFOZsT5aodgUuhdHXJcUJGiSOc/K2aWGRBMzmEZ5fUpY2tq3xXbPCbRyLvHTQyqJeuTi3HKqNGi0arFqAp7AnOdamxmsso/HSFtKvaXYVTergHNq4c8h2BI2UiNpCDWu03dBUxl5H18JkgSoLhW2CmdrC0sJ4DpbGA9FSMHqwYXaPwTZUsdFmqcAETWAE9VYnpG8zRkKb0qFuM3GiAtVAI9r3NJjMXLtZyqIOGxppjiEqoIG1jzbM75Y0wmArtG5Bp6JBF9JEdaVAyzZT11g0lUWNQ1NbyETSCBuhLIJbFuVIUm7UNLs5tjRWRt89e4e5ju9XyJuadzztHtTMNaVLbeEc2lQ7JssnZIPjtDf7Vit37WiM69YUuYsqJa40DQ5xnHMwi5m7Pr5bE7oVqzZoiLySYWD0fAeLmKvXdmichnAnYWuQUHtmTHeeqdfTMb6smZU+8zwgGztEsiRTDhN31eshA1lxvYi4lk+whYGZXvSmjGXa3+h9UTEQGa5VUzY2t+oRc2VgwCOZ8pzwCqqxDM6hMbBSw8yqGDup0YrVPrMqILKL3st03SlZd1a9g8Oi9nsYawdzPekytPBkTdTqOzf9pdEfKZdF5fPIfJ394wFba0s2w8TAOx+j6+oCkW5+K+oTDI5rm7m0y/h3c3eunF783gVJp/VVHeLGaQO6LrC7TXDfliuLqpWGiKZfoNu9tur2xXP3vi5T5TsVgVuxFqb9QhsgbysY3XfU3YvAZE+7ikKXgUtrh/JPQiAPn3Mi/I/+6I/y7/7dv+PjH/84QRDwxV/8xfz4j/94bw94fHzMD/zAD/C7v/u7XLlyhc3NTV7xilfwwz/8w4xGo34/V65c4Tu/8zv5/d//feI45jWveQ0/+qM/im1/6pDnc90A+Kcu2PrQhz7ES17yEvI8J45j3vKWt3Dffffx/ve/H9d1GY/Ht71+e3ubW7dufcr9/eiP/ih//+///U96vG8PPlXqsU4NlKx2bisXdAND6VPt0UITuSWx18I6G8GsCPoWY2GdYBm6/QrLaKCsUyuhSsm+k7Ajjnfv6dzfPWlsXapWMNqVMDqNQReMOUL1QVl3jiM/6z9zUdsk2qxET7/2tIDUFpqRm+PtGpPxTpx6WozaQR67CUlYDbFd9pquUtvsZwP2GRA7JQMnv80nstKyn7DBrJKrSvb2P54wpYyByBnIjLFI2ZLL/vjdKl3QUFnGv/L9ywusuSt23Rn3BHskyufBdIs1b9VruHxRccabM3YyjsuIkZPxpTsPY3erdW2z5q1IKh+35feEdslmsCJZm3J9PsKWGr8NuCstSDKPKrfZWEuYBCnat/rVqNIC36m4sHFsrqvKZSUaylqyyjwc25SIVC1Qhz4MavSdGU4nis9tmkqg6xZeaWv8oERrYQySa4kIaqozygQH2sLKJE1ouvKa2sJyDI29qYxmS8QVupSmq1EYyruljLFzNdDElwWLSxbBISTnTTDkH1jUock6hbcs0jPmWgiuCcpRy9hyoQ4aI6wH6rDBXlk4C+Ot6M4tsh3zvvCKIN0xv6V3DPmmOU581WJxycKdw+pcg3ZNENhYJuvFyjZdhYPSBI+VAFu3htTCZL1Co1XTg5rVqBXbywZdS1AN98mb/IXlR833+fsZB6OYT+zuYEnVs830oIJSUh8EyI0cz6nJK4eqNtCDwK9MmWe4xBaaQtnklXEE2Bwnfckprx1u7I9x/Jo4KLDbG3TpSeqdjLu3D/px080xtqXZ8hM2vMSMj8gwq1LlUGvJrj8nlobDlWsHT9SseSsAznozJrYJfh7MtzkuI547uMLYWvXG8I6lGIocnGMzHluj6JmKWGqfVLsU2mTSq0b2+JJYlhSWTaYMJLk4NZ6XbSYKTEZp7Jo5p9Nk1Y1AK4dUub0VTj8XtxWBgZcz2D3p7suVTVl5t2WRujmwm78cqfqOz26/3b6713ZzY6eB7Ur53Xzptbq7prFISq//u68ydE1KlsZ2S7zmRApQNwLdBsen8RLd3N/R6vFOED9J6d02P3dzc3fM7ry6e8Zp2Onp1z/V21Phjfj2t7+d17/+9bzwhS+krmv+zt/5O3z1V381H/3oR4miiBs3bnDjxg3+0T/6R9x3331cvnyZ7/iO7+DGjRv82q/9GmASNV/7tV/Lzs4Of/iHf8jNmzf5pm/6JhzH4R/+w3/4KY/90Y9+lB/5kR/hq77qq/7YBsA3vvGNT1gk/6eujFiWJVeuXGE+n/Nrv/ZrvOlNb+Ltb38773//+3nta197W5YK4Iu+6Iv4iq/4Cn78x3/8cff3eJmt8+fP95ytbrXTDUo4Ca7kqdVHNxg6g+BO39MNDluerGw6+nXdtoyXtaRuxbXkEu+WTb5bY8eVMS5u28m74yhlNB3lykEemG4oYoVw1G2EbiE1Qp4EdLpbtSmLRovbtDdaWTSlxH/UIb+rxIsLAq8V+Et122ftOum6wK+b1LrsW5fyhhP+y+nuxdPCXluo3lrHfD7D0Cla49huorVbU9nuPc4pAS4YS5FV7XEzG1I3grFrOgkP85C7BkdsusbctrtBdOeVKI9l5fddSl0Hpimv6n7Ve1r7cfL8SYB8erV6mu1zWo9zmgBfaUFeGh89MKUpVUusVg+ktQGToiyoBMOP2iwvadMVaJ0Ix63K2OP0AnFlnSAYckF03QQi1dB4Dzai6WRKxjpHte8RtIgHg23QbmNQDB1ZXnCi8YITJEMnp+oyWtp0FJr/zN/9a5oTKRmc/N3Pt1bbvSib9v/mTc2pz4t16tjdpq3e9sfSlvkMpTGibjp8hAZkg5am9NmfizbgVWdhHsu2G/439Wv8xfwjPHg84e7/72V+/Yuey3d/8/9szq8V31vKaMCsQjB4WLB4mgJfgWwMELWl5jdatOPQvM+WJmN52li8I56f1vV119RpfEt3rXXXIXCb1tJoL032N23RAuZ5EwgMnLzXMOrG6hculZYclAMeSdZY8zKEpQ2awdLsBguitnzZZco6q6tay17v2LkjdOV0YwmkbxvXqs08dY0mHerFzBMnsoju9Z2EIVc2VZvB7+fTtqPTvNbqx1ZR26xylyLx8B9yye+osFpArfmOzZxnCTM3CqtB9I4IAt36i8Iph4FawNI2nbibJW5kNJlSntLetZiWqrSpEwf/pk2xqSCq+yYXt/XPPJ1V6+aJWp3Mp1KaRoEuiDu9mO8+a3e/Afpr6HQ3e7Uq+Y9PsWbr/M/8ACJ4gmXELOfqd/z9J32eBwcHbG1t8fa3v50v+7Ive9zX/Jt/82949atfzWq1wrZt/sN/+A/8+T//57lx40bfPPczP/MzfN/3fR8HBwe4rvu4++m2z1UD4J+6zJbrutx9990AvOAFL+CP/uiP+Mf/+B/z9V//9ZRlyWw2uy27tbe3x87Ozqfcn+d5eJ73SY9P84DYE6bsZytKbQTh3UDpRJ3LVtjo2MZSwZM1tq17cTmYWvzpzFRaOqSZeZ/vVay14sduv+4XqL7rcVW5ZKVjJpPaBHCeW5lVcJQxOJ/3x+km4K7DZlW5TFchZWkT+CVhu3IGEzD5LRG+E7uXWmLfpfsS2TQLOZjFCNGwNkhZD1a3tZ67oj7VueiyqLw+GFmVHuvBqqfQ+9KUG7pOqEXtUzWCSglmZcg0D0wXkNCM3ZRNN7ltdS7R/XuPqoj7V1sIq+FSfMh5/5h77RvGU3G9ILLKnkK/bHw+kZ/BsWrOONOWw2UzUyF71YiRneH4Rlg/r0MeWW1wMx0QO0VPor53tE9kF6xqj8urCWfCBWMnZVH7fHy6bXRqXs7hypjb3jk+7ss9q8pFKRNQLzOf8kqMtZsRhSe/RWc5U5Q22dJDzBz0uCIa5Ti2oqwk2dYIsZUj7Rbb0N0gjjzEuMTxa7QSVFPP4A08jZ5UpLvKmFJf91Gx0SPpSuJfcSjW2669wurNnt2FRR2YgERLE+jYiaCOtcEvFMIYTg8Mf8uZS/OcbQyqG6dB+Q2iEqAbo8NqTPDTOKbbsA+UrDbwaYM7rFbfJUA7GlFbiExQD5UxnE4E1dh0DMpE0LhNm6WykKk5RyyT6cICd2FRjhtzboVAhSbQDG4K0nsqLEehConIHcrnGPPpO5Ipf+HaRwAo3mUyIu9+wQXEqMR9IKC6tzDdhFogHYWqBVkS4m2lBF5FVUtWc5+m/Q2DQYHn1r3VkS0VVS2ZpSHNzQB5NmUcp7i2ySJHbUewbiz205jDWrIRrVgUpmv23skeQztnpTyursZs+8v+2vz4fIuBUzD2MublgN1wyZ3RISM77YXuwtKccWZG32jV5NrhRjVhw0n42rUPsCaSnv6+OuVxOFchD2TbPJxsoBuL89GUdeckI9xlhQUNifI4KGP2yrAvs0/8jLFruh2Fpdk4NRfMqpBcOegGksrlKIvwbbPIM3iWnNAu+7m01CdZ9LR2OMoijpchWlsM45w71o9xNxX6DqvvhO46A2dt808XqNVKkpYOeeHgOIrJKO07vzuNaYfKSWuHZeG3FQ+LvHAQQuO7Rn4xDjOi1mGivkf09wvdWKSVS5J7LFd+P+9HXmkWqU71SU1OVasrK1pdVlWbf4duydA/Ef53Ztjde5PKJa8d6vxPqIz4FG/z+Rzg07rTdIFcVyJ817vexbOe9azbKAUve9nL+M7v/E4+8pGP8LznPe/THjMIAl71qlf12vDP1vZZC7YODw/52Z/9WRzH4Xu/93s/W7tFa01RFLzgBS/AcRx+7/d+j1e+8pWAMb++cuVK7130RDZHKvYWI/LM5cLWcY9lOEojpg9NWLv72IBH44rjNGR2FBOfOSJoO0+Wpcf+csAkMoN34BjLjIMkBuDS1iG2pc1ksTLcmjU/ZegWlEqyLD3SymXg5UwGJuWeVC43ZiMmQcag7e5JKpdbyYDArXq8Q90IVrlLWducG8+IW7PbaREwXYWsRyvWw7Sv8d9YDvGcmomX9Z2KubJZZh47awtGrhncae1wczbk6NaQc+ePWPPTfhK6ejxhEqeci+dmdR1azIqA66shA9fYaMwqM/neSIdcn4551s5NQrsktEumBEyLgHtGB8SypGokN4oRe7lZ7ZwLZkR2QaFt9vIhsyLg6ZM9hNVwOdvgv+SX2PEXXAwOWZOrVsRrUTRGw+VYNQpDjXasutWraI5VjETji4pNe8muO2M6iIynYnzioZgph6oRDJ2CWRlwXIQcZhFKC7biBbbQnBvOe52bLRTr7qoHoubKwZ4oxNmm1711XU+dFqRUEjUUyHO3r3wrT8ILUxyhenRE1bKB5NqiRwkoLVDxCbm4w2JYVoPcWN7WBWedv321/Fg3gtNliKY5IcY/tlPyjysDPHY/j7ed9nbtzulTbY89bt9CT/O4+zlN/e4/770Wk1OfU501hPKmsfjrB29HAO8YXODF7zOlxI+/ZJczWzPYmlG3fpaOVD26oVo3E36PeBku0OdMBkK2LLxOW9l1CYcbFfYdqhdl+7LqwaRVm/VxY9VnjFyhuJkM+fh0m41ghS00Q6doSeoWa+6KP7N9P2Cu13uifSb2qvcbzbWDQrQIlbRfjCgEI5lSNTYH9YCF5SOthlw7HKuIy9kGt/Ihm/4ST9RsB0s+Nt3Glco0yGCy0I+ujMnztr8gkBWxLMGFG6nRyRjPPmPe/qFbu5ydzNgJlyc4mtYSbOTm3DXu5kaXa8mIy0drnF+bnnRGlx6PXN5ifWfBerhiO1qyHqyYlz778wHr4eq2jsNpEVBUNuMgY+zlaLdgXvgcrSLjXRuZUm9SuUyzENvShH7Wa28XpenEjr2C7chIFZalx15lsxanrPtmzCWVy1EaETolA9fYneW1zXEesipcNuKEcGz2eZyGpKXDZpz0c+689JmuQiKvZBKYfdaNYHYUM5ysWAtTY/+VBxw/uMbkrmn/umXpsbcYYFkNG4MVtn27/+VTs3Vp5yf6nhOtdLd9qiTI6U1rzV/9q3+VL/mSL/mU2aTDw0N++Id/mG/7tm/rH7t169Yn4aC6f386ydHnevusBVuvetWr+IZv+Ab+yT/5J3zv934vH/rQh/jlX/5lfuzHfuwz3sff/tt/m5e//OVcuHCB5XLJr/zKr/C2t72N3/md32E0GvGt3/qt/PW//tdZW1tjOBzyhje8gZe85CWfcSfi6S2wKybxseHXlB5H8xFCaMM/ecaNvmQorIbtwZLd4YKitrm5HOIIxdDPOTeemSAnCzlehvhe1aMhitpm1Qg8WXN2NKfWgqMs4mAWszlOGHg5m05C3QiO8pBl7hG6FRfWpujG4jgPDb3YNoLKWgsuzyccXx6ze9chG8GKzWBlBmvhsyx8Bl7OmdGcorZ5dDahVpJxmLEVJb0G4vpyhGfX7ERLnn/mWk9rfvTIrBzGYcYXXLrZB1ldU8DzzlxrxeYeD0w3OD+cMfYy1ry0ZeG4PLg0gdPdk0PuHBxTaUlaG7+xs/EcQcNxEfHx1HgS7gRLzgUzbKHIlMNH5rsM3Zw7oiPuG9zsJ/qqEez4izYYc1hafg9kHFvpbfYmRmFiSsBIWOqADybnCGTFWW+Kb1XEMifXDg+tNvsMXiArQ7wXNY8k68ROyXPWrwOwrH2uJ6MeUgpm9Vopyf7SBNdbgwRHKoMJWQVkiQcWOF6NbbfCai0oCpu6sPGikjgwvmgASeGiW32XLU0JRWlBXroUpckmdtW1qrDRUxdaL0Rdi74c2Vgg/NqUrOYOTVxDKyQ3GRuLpittqhaPIHVbcwNLavN8w21lxceaRzfaOpl3O9F7y7Dq33f67wYjpm//tsRj9nc6qNOPcy5WA6otjUuTTbNs3e+nw2JYiU0zqLGkRue2KWk6hjZ/pz7ia45MwPKf9u/kS9WHubyzxoejM4hlg+sYY+lO27MqXfLKZDdCt6JpDME7yTyKlYvt1XieQUXUShify8KGBoK4YBJlhE75uNdJt3UQ1LPxnOdvXgXgoBiwl8Y8c3LzhBdX+H3GZ8NL2HCWSHTfDJIph2fH1xjLFb5V9mNAWroPyABW2jPmz9qn0A6RXbDjL6jawH3DTfjy7QWpdtkvBixKn+1gyR3RkfH2q30eSdZZFD5bYcKGb7RiuTLYhNAu+dILD7OqXa4nI1aly5nBgrGbseGZxcmi9LmRDNmKEi4MZtwxPG47ng2GxbNrvuDSTdLK5cbcBHPnxjPORgsuDqaktcuNZEhR22xGhjFYuybTf/98E1sqJkHGmXbevZkM8R2zWB0Op+TK5tZqwM2HNli7OGPo5ayFKboxoNmmsQidkgtrU7La4dHZhIFfEDklm2FCqSUHaczhPGJjtGLgGWRFqSTz0se2NEM/Nwy+JCYvHNYGKQPv5J7RZcnHfsbTLt40elplo5Q0PpDPuEGlJYerCK0FozDjwtr0ZLH9J6DZOi0reELvgU9iU/3AD/wAP/iDP/hp3/r617+eD3/4w7zjHe943OcXiwVf+7Vfy3333ffH7utPw/ZZC7ZWqxXf/u3fzs/8zM8A8KxnPYvf+Z3feULB1v7+Pt/0Td/EzZs3GY1GPPvZz+Z3fud3+Kqv+ioA/o//4/9ACMErX/nK26CmT2bbXw2gDnptVFMLLNmwdAJsV+E4qi8D6bbm3mcIlMXRLKbRFsLW2I4yRG8tWOYemXSMl6DVUName6WsZG//cOvmmOlVl/LOHD8q8Vyj2aqVYFH4t63Us9qhrG2KtsTobmXcOhhxc7UOviIc5gSe0YikLZrBshomQdZnBZaVsX7o9ENp6XB/tml0BLUw3VYthmBVupS1xLVbynIbdCWV2/uNxV7BYRaxtxqQVzarlU/TgB8Y8vkj8/W+TNDZZKS12+IppBGMAreyATeaYa9XUY1gXprARrZssK4tumu57mjQhnpfEtlFr1OpG0lSG21XJyj1ZE0gzIr5crZhsgqN7EW2xnQ64EY6uk0zsyi9XvBrW7rPNHbnAeDZNbujBZWWPQMnr0xjRRC3TRNtaRlMhsfzaqKwwLKMDmTZts13mae0dA3dXBvtXtNpTLRltEuOwR2ISdnrhGQbdEDHlzIBiHbbm3p7zZqTwIjirVbccluQAw23W/N0/KrGOuFYNVg9q8q8zjqxEur+z2P+1qYr10zYFr1UtOtW7I5J0x+7Ua1e7dT+LKs5CdROnbp0NLgNBDWiCyxbNET3vfzl63+IpOH3o0ucfbcRh7/zaXdTLD0QDblwEbYh8gthtDXm3AWrwm1/w4bAq/DdirotBXV6HEs0BFHR/56LzCevbVyp2Biset1Nt9mWxvdMsD0rAg7zqL/GPGmC/u6ajJ2y7xo+LiOWtd+CRY1uyrE0711epFB39dd+ZBdGfG+pk66/2iet3V4OcKLBbDg45Z7RNQ6Byap0WdMuezj08hag7PefqWwXbpWS5C2CpqwkH5qdwbIginJ8xwSngWO6NE93fneffVW5FJVporGlolaSRw7X0cq6ba6SouE4DQ2PrNWdbg2W/UK5asXuwmrISodPLDdJFz7kEiuqcbcy8tKmVsZey22rGxp6/l7n4JAUBiCdr1zcR3yK8yUyqDlOQhaZh9t2qwqroWxsmoa+QUZKzXQVcDCL0bWxdhK20ZRlhdOK8DWi1XNWtaSqJHUp0ZWkURZLO8AJanyvQkpNU+Y85dt/RbB19erV2zRbf1xW67u+67v49//+3/MHf/AHnDt37pOeXy6XfM3XfA2DwYC3vOUtOM6J68fOzg7vfve7b3v93t5e/9yf1PZZC7a2t7e5ceMG1qlcf54/sQvi53/+5z/t877v81M/9VP81E/91JM6x9PbbD9G2iG4GuHXCN9MeloJ6lL2YmagZfe0NzwBwlHmRifb+5VuDVGVoGnnUmGfvFflZrUrgxrXrwnWUtQ4w1GSupaUhYOqjNC2g1NKaYTSqj7pRHMDI9x0bEVua9TCJd2PSD2NPyh6CxfV+sL1zJh2wDp+jWubibcsbcqFazQ6a6URhIoGpS1WhUtemXOoakmeO6iFSyMa3GFJ4JcI0fSTguPWhJ2XXGPev8i8PqAQVtN33blSEbiV0Y20ROWyspHSTMDCalAYEGBqufgthwbou5L8tkuwY4stGgunpdt7okZLkxHb9edsOwuEpUm1y7SKqGq/74p8cL7BovAZ+Rlle/PpAsGH9zZYG66IvYJEeSgtGLQQxWkWMk994qCgVoLZrSH+WkbgVUbrkbq4QdV6IVqURz5WZKjSeuohJgXS0VS5MQuULRdLFxLhGs1Sl32yWvG1boOgppI0pUCuBHXckuBbyx00RFcl6dkTjZXyzXVkJ8KgGlrhfB0rRG3h3xLUkekmrAYNKtAtJd68VuYWymvQXnPbRGuvBJYG5TY9Dd48boTrYIT4ddQYnVVhhPyyNDiJOjpldGyBKCyjLfPNcYyA33wGZ2kYXPYK8h2NthtkLsw5NtDYjdFzNSBzQeUbfEN4XbA6r0DAuXzOK2ambPh/Nl/BP/jgvwTgnffd3XYrthq5wka13zsN6NLwvKSjqHMHrAbHr1GV6H9LLNBLB3c976/5MnMIogKlBceZR34cMN5ZmBt35jEKc9O5qg3U06BDapLC43gRcWHTBIM9hkRJHsnXGHo5FwfT1ivQIpAlE2dFKEwZb64CHkk3esipaiwK5fWLjNMYhg7X0gVLnadf16nXjzFlPBtdp+4dM1QjyEqnd7fomoU6/08pGnynwg9qfLcmzV3y4sS7tWkgzTwzB2kLOSzx/QrHVmhtUSvzOikatG5QlUQdu+b63cjBBa0bVrVriP+yQdonHYf6lJWVUoIidWhS21zTI3MssxiW5JnLsl04S9v87kqJHvCra4F0zDh0ghr5rDkDYSDHReZQZB4rC6Rfn8z7bUbWEqaRqYPjWm2Tk6qF0V1pzPXXMvHANF007SLDDqp+f1XqUB37NI4Gdbst0lOyNY9ZnH2m7wGGw+FnJJBvmoY3vOENvOUtb+Ftb3sbd9555ye9ZrFY8LKXvQzP8/iN3/gNfP920f5LXvISfuRHfoT9/X22trYA+I//8T8yHA657777ntj5fxa3JxRs/c2/+Tf5oR/6oU/6cAA/+ZM/yTd/8zezv7/Pr/7qr/J//V//F/fee+9n7UQ/29v584e4kREbHs4jXLdmFJoSYN2YDFWaeQS+sdnpgpR56pPeiInOLXGdup9okqWP49WM4wzXrilr20xGtWQyWfWZkVXpUtQ2w6Dssz+6MROua9estzqp05BT3657n7TylPmr2wUXrW7Ik8YKo+v+6zr/HEvjtQFK1WZZOiPbUJS3eRZ2HYCG1i56invYEqi7VvBUOTiW0XUAfddS997u8Uw5rJRHJA2bp+t4KhqHSgsCWTGQOZ1R9An1uuyPuVQ+hbb7m0rnoTivQ6SlOeceMxBG97bSHlfKDUYy5ZK3T2SVlI0kbxzwQSN68fyzYlMa3auGHJdRnyHwZM1zJjdIldPTt3Vj9V2OcqxRiP67ys4bq47OBqjQNs4p6rO4ZALf0/DHupGodiLqurb63/1UyuZ099ZpiGL3nMk26JNu0OfRZ95Ov98cR/Tvv+3v9vWdPUjfgaVv389jj3v6fJ7M34/dX7edpvB3jSRAn+HsXnP67267bT8vOHn8Wz/2RzgzzQfXtlm/65CnXzfajfxrHV609uht3bX9vmhuO+8OayKtpjdXBgPrNecrbhtnpmNPkWoXeVfTU9yrRt7W+df5iXYuCOGZCoEmUy5VbLpo19xVv3AotMO2M+91iQC+VeFairKRbNhL5irkgnvYlxCXOmCvGhlOnZ32Y6hbhAirYc02JcFUu6TKRM+eqPFb+52l8smUc5sfYjdHnB7jQKuBlP0+OsRL93j33XRjqPNa7OaI7r2d2Xz3+qIxHoLd73V6nBXabin6uu+O7FiAnV6u66zsxlznkZgqk2XrQaSnMtyr0utZV13WLi0dPLdme3ii8UoyD9c2i0lHKmNCnwRUhU08yPsFZ60E8ysjwjMJozDvg76itskLhyDMGPjGUshYO/mUpc1ky9xHNBbzKVzhqd2a5lPrMj/de57I9vrXv55f+ZVf4dd//dcZDAa9xmo0GhEEAYvFgq/+6q8mTVP+xb/4FywWi14Ptrm5iZSSr/7qr+a+++7jG7/xG3njG9/IrVu3+Lt/9+/y+te//o/NqAFUVcW3f/u38/3f//2PG+w92e0JoR9c1+Xq1atsb2/zzd/8zfzTf/pPCcOwf74sS9761rfyoQ99iJ2dHV772tfe9vyfhq1vY/2pv4+I2xJOKZCJJL5ssbyk0aHCchrTpi9Pvp7eGkRbNMrqNSl9qaIWiEzgTgX5uQrp1/2KCMzqxPxnVuTCObWSqiW6tmiWDvgaJzZlIgtTutCNRTH3obLA1Uhf4XrGK68rB2ol0AsXK6qwPbNCNCdmoRYOBAo3qFpbFNOWXteScukhFjZ6VOHGJbZthNplaaNKiTh20cMat82e0Z6T0oIi8RAzGz2qsWyNdBTS1iZDWEh0Kc2q069xHIVotUhaCZMdWDlQWTibOYMoNwR/u7oNCtuVGLsOy9OWHF2wcXrrzF07C6OxlxO3IMXOiiSUJcLSVNruJ/bOa65sA76uFR24LdA9bSD+WLhiknsUpW38CytTMrA9hdPiPRxb4bSfrWnoyfFKi77sW7YlX92iQzo0SNcWL2gMqkSZrqmytI2lT4ci6DKvgBCNKUm22U20ZUrmbYmxs/BpWqsgIbUpRbYWQM2pr/akZb7pX2uJkwm1I6+f3joSvnmf2Z9W4kSn1Zxkgc35mNd059C9tj/H9ppuKlP2RzTm+nJU/1n7sdZ2dW6ohHc8+tN4jeJb7nklWx+Y8mM/8VY+cWmLr/8n32YCzra137HNNWpL3RsQd8iGehVQK4kTmwVR1f4+SgvK0qYuTJZHOhppKzy3JnCr3hfVPVVG7DAKcHLD7x7vUBGuqHuvQ6BFOdRGiK7c2+DASe0xK4zX68jNe6Pm01sXsJ8GdXadex36pfvPAJ6NX+EqdyluheA0iKjq5zTZdsyWpY3KbRplIVyF7Znrr6sSNLVAzG30uMaLi/59YDJI/fyzViJbCYfo5qbERcydfv6xbXViedUYP1EyiRxWPXNEiMb8FisHMSx7RE6XNSsLB5VLY3vlNP281jQWTXvtVIkLuYC47n/PvtJQCTOHCpNNOz2/q8pUMuxjG+016EBj9Rmrk/K7ZTf9vaO30OrGkBI0lYVIJYOHBcnFBhWrnpeHstDTkqvf8/1PKfrh3P/5958U+uHad/3AZ3yepytjp7c3v/nNfPM3fzNve9vb+Iqv+IrHfc0jjzzCHXfcAcDly5f5zu/8Tt72trcRRRGvec1r+LEf+7FPCzU9vY1GI97//vd/VoOtJ5TZOnPmDO9///t52ctexi/90i/xxje+8bZgynVdvu7rvo6v+7qv+6yd4Odqc+IClYa4mxmDzdzYTDzNws9d0qkxW3WC+mSAlqYU6EYGFSGEpigd8qMAy1UMRhmhW2FLMxkcJyGNthhEeV8GU1owT33qWjIZpP3qZ1W4CNEQjQrGZzMDSaxNsCAtk453hEKsGSuLw6XRdkyirF0pGU8uHMXm1pSo9+SyWZUejlSEO2VffsuVzVEaoRuLrUGCtWZu3knhMbs6wj+7YC086YKZewHDqGDsm9ZnW2gWpcet+ZC1jSWjc1lfQsxqh2s319jZmjMJDMG61JKk9HpB65qX9t5ji8rnMDOfZ+xlt2m0OssKg+Fw2L814s4L+wzdnJGTEUqTAVjUPtfTMdvBkjuDw9byJzvxiGsclipgqQywsWok09ocs9KCRe2znw0YujkTNyWSBYva71fAnbl32NKpdWORVC7Lwu9vuEAPVyz3AxM8DjJzU64lRWlT5C7SVti2wndbYfzKo8gdPN8IsKvSkN0bbaGPPbAb8kAhpg7a0RAqaIx2SzgaVUojhLfbgKay0L7Jd4hEUnvalL5LC6sxZs12KnAXNlUMTgIyN5wuOwHtQR2AqA1stIpB+YbPFd2AxSVThrRTiK81pDsGJaEd8xjClCMBnKXRadWhKVPaGYS3GpJzBpBqafCPoIqgsc15OAkUawaeKipTOqxjcBbmPLpzVj6UY1MuxGqoXVNGFYVAR7eXV791+R68RvFe7wxvl5f4h+/+dQD+4J4vYHZ5hKgEelLR1BZ5JhFrRU+md9zWDLy0aR65Az0bE979MGwcUdcncoPAr3Ci3JTRU49yP8A7t6Rp4Dg1c2QXaA+8nKFrdIZJ5XKYh71pst3ahMWyRGFxNZuwKH22giVDO+8zOaJFpUzslEFowL+edWKRtdQB0zrikWyDvWzA2XBG3OIVUuUwrwKS1vh6a2fee5ueWJU1vUXZynOpBis2ghVD58S79bgIjWYqyojb89dYTLOQW/sjdrdnxO3nLJXxNMwKh+3hsh9Hq8plFgQkkcdkYLqwLavhaBWR3ooZn58Tnyv6Tt1V6aIawXq4um0+SyuXSkki96TppDOPBuNd67WViKkVgA8bg1WfieygtKqxGLgF3taJp+NsFSCl7lEOlZJMlyFNA+vDVV9yzWub5crH8WtGZ3Jcu+7RE8t5AJmNv571FZGybk3PRYPrGq2hUoK8ba7xzyU4d5dstL9pmrtkexHuRkY4nHP1v+4W+MS3/wrN1mf88j8m9/PlX/7lf+xrAC5evMhv//ZvP7GDn9pe8YpX8Na3vpW/9tf+2pPex2O3JxRsfc/3fA9/4S/8BV70ohcB8Mu//Mt8yZd8Cc961rMIguCzdlJPxVYXNnJU9l1ftAPGdWqacU5Z2NSlNEA5W/UDxLTgW9TK6IyGO8t+lb7Mvd5MWFgNyIblymdWS6P1cBSeWxH6JaWSJLlrVm+pi9XqC6aNhd2Shx2hySqbw+MY66aP3ikYDDMir0Q1gmm70la1wHVrAq8iKx1WpdtDFZsG9qYD6mMfQsVgnBL7BbFXmNJYm71JS4dV6hHtJji2ASGGTslakBI4FcdJyCO3tpBBzdb6kpGf9Z2TnWnsLDXXwO72DKdthwejv5qtAiyrofBscrsVhVqasZsRO0UbwHg8Op8AsBMt2+DGZKOCUYXYvh2MelSGJJXPXhbjyZpKS5bKxxMVrlXjURG1HYtnnKk5F+2w1AEr7RlKdiMZ2j6xLJlVAUdF3IIjTdfUtcUIy4I0dxmEOUMvZ54HTI8jzu5M+5tUl7VIKpfgUtVDKJsGbNdM1Hlts0x8qpshaazwRqa5wXVqFvOQppQ02mj7gqhERAVl3QJa44KqsHE9A1uslcACbEdR2Rr71Aq7bxIcC6wuG9R28VkYwG3WmCxUVQnwTHa1y9Q2tYVlN+SXmh6IaglNfkn0IvVaC/K7WyF6bfQtdRskdiv5eixuW7VXtia91+g+Oo5YdcYyXYda9GBSk30z59CdU25hvBsdTe20GpgOZKksRJtpEKLB7QyjgYHKefX+ewD42d0vwnE1X/KxBwH4oxdcRExKHK/us4vehikFZysXldmozMZyFYElSGdjoCFVCuvqALFlAmrfrk8ylQJElGMPUkYtXqBbONRaUCibB69tMVlbMfIzFoXPMvWZ+iVNg8GLeJoEl7T2cEXNpfiIsZP2ZuyOVTOQOQOR9SU+1QiqRpI3rvEs1C5L5VO1C5aPznZY91PGruFfrTkpG5OEZ09uoFvI8Eq5lK0dzK3VAIAz8YLtMOlBxWDK1LlyKNrmnyQ3ujLd4ghcu2Z3e0ZaOiwyn3GY4cqa9XCFiMxvdpyH3DwYoTKbaD1lZ23RdvqawMexFdFuQrLyaBoIXaOx8hzzWyWlx618yHIWQiqx13KGrT1WVrlUWiAwzQxZ4XC8iJC2NgR/t0ZamlkasFwEiJsezZmcwTAjcGqKNnjrYKRF5tAoQRVKbFvhOophnKG0YLYKqCpjISVt1Wf+l5kHeKbRQmiG45RmZAT3VW0apVxb4Q3q/v7RaWCFo3BjA7s2v63VZ77FqKQqDCPtKd/+KzRbn2/bPffcww/90A/xzne+kxe84AVEUXTb80/EpqfbnlCw9YY3vIGXvvSl/OZv/ibvfOc7+amf+im+93u/F8uyuPvuu3nOc57Dc5/7XJ7znOfw8pe//AmfzFO5TdZW4GvKqiXBt/5tXcdeHOetkNMiL23K0jb+aE6NEJDlLlVlIHud/U5Z20yXIVXqsLk17zsMZ0lIXUrG46R3gk8Kj0UaEA9yzkzmeLZZSR0kMVnhGBCqWzDyG0ZBzr4/IApMdqlzr19Kn6yymYwzRq2wO6lcDpKYCsl6tCIOSraihPmazzwN2IiTflVdKslRZjJc54ZzwrWqbc322E9iKiVZDw1iYuTm3PJM9mUzTIidlu+jHI7yECk0923u4cuOXeNzdT7GshrODBdsBCuSyuXBh3dw7rqJL1uoIQ1aORyXIbUW3Le21+s+VsrluAh55HCdrdGSkWs+Y93ysCbuinE45Uww47iMePf1C7z43KP4okLSUAqbojnpUuk0Ir5ljLKVNDeoUBSthkUwsHKGdo4vKu4IBU8f7bGofOZVQKklrlCci+bUa+YzXl+ODGwxyPubEcB0GjEYZgyDTpNho5TA8yrcS3lfoipqSbLymfyBz/GXFLixmXyz1EXnNqQtvLAtIeQzF/dIgoByoA1E1NUo0SBSicwt6rEyJHltMllWKfAOJcWaBtuI1S1lIUuLwWVY3tFCTu0GFTTG4zA340HmFt4U8g0QpaG+KxfcJViVyTANLzdMn2aE77I0lj0AdmbRSn9Y+1jD4qKFzKFxoByY18oc6gj8QygmGIE85v+NMF6Lojb7HjwKy4v0gFQVaKgtvGNBsaFoXJPpKttGSXsm+Xr9XmJd8nF7k99JnsX5R445tz+jEoJ3bDwdnTgUSwcqI/gvY4Xwa2xXmSaGzDa/zUXD6fG2Dhld3O87jJUSKGERuG2AnvksFwGb60sqJVm07hSLzEeIhrODOefvfqTlT9mMvRx3rBg5GUMnJxBl3zwylYZbt+kuWbOTPtjq9F5547Ksg74MDiboSrVHonz2igHvvn6BLzxzlTV3ZXRhymFaRiwqr79e56XP9YMJX3BmjzUvZeKmnA3nZMrhVjYgqVzORfNeH1rWxlD5kUe3OH/xkPXxlFJLbiyGNI3F+dGMYWTGQ64c9rIY1QjGTo7fju3QrsjGDtakYSda4krVZ9yXmce5yYzhqDB6qtrhII1prIZJYIyYjZbV7Gt0JmPk5n2msOMabsZJD11Oa4f9JCZw6r7RpVQSx1bMbM25jRlBGxinlcustdJaC9Me+3OchiRLn2iSEHtmDl3ZHnuHQ2xXMYqyfs4/XkQI0TAZpLi2WahnlUOauTSNRRyZuaysbKpK9ovl0C+N60hlG2uortzalk6HwwwpNMWy/sxudJ/FzWpO3CGeyHs+H7ef//mfZzwe8573vIf3vOc9tz1nWdaTCraetF3PPffcw7ve9S6iKOKDH/wg73//+/v/PvzhD7NcLv/4nfwJbF39+c43/6/gmfR+lxGAUxYOXTdJ2+UirIa6FtSpY1g+skGMS2zHBGSq9WXrVjedfU7XhaLaFZJuV8qdJQRAWcv+/V0XYTfITrcDlysHGqOL8PwKry1FaW31A9OymtvAkJ0OoS5t1LHb08g7W5FuVd51HHW6IICisilWLk0lcPcc5NOWrA9WPRKiy+h0nU2r0kPp1n9x6aMTh2AzxXMNwiFyC8Ze3tv96Eb0eqtS2yxKj6LVRTlC9abanabF2Ph0wmLRWu0Yy5+8tnl0usZ6vOJ8PGPkZMTSYCGcU00D3VZoQ+33xYlJ9lL5JMrrRdKzKuCBxSazPDCt7i3eQSlhyhItrFDQ9OykqrXzAXpbJ6UNzyorHKwPDtDPTLCE8UMMA9PZuVgE6FpgezX1yu3LhPXSNdkkuyH6iEv67Bxha+qVg+VopKtQqYOY2TR2g3coyC5WWBYEDztkuwpRCBq7oRnWNJVALiV6rYJCIDKJGtRYlcA9klQDTXBTsLq7MhmqrDWs9jRkEpEJtK8JbkiyHQ2Oxt23qcaaRjaE1yXpefNdhFcl6dlWf3QkKbdqqATBLUF2RiFyY4CtR7XJWjUWBDVNLYgedMh3NHYiKNcVjaORSxsdKHMuiU3jaaMJW9hYtYX2NMFNSXqxBtEwvgy/J36SjWbFX1v/H/mNrXv5uv/4//KjP/9W/uhpF/m67/92wg/6rJ5R9gbW1naOrgRNJbGjkrqwsSqX5v6nAQ3y6R/DHmQG+/LhmObZSwKv6jvwjFm1+cy2pW+7LrprpdP2WVbDwC9wZc2i8Bn7GfcMDxg7J16msSwYyLy95qVxW7A0njiBWnZi8ErbpNrgHeZVwNVkzFESccfkuC+tuaI2C51T46gbQ6Wye6PjDo3iyZrYKfsgqRuznd1OUrnM84C8to1DwkGIiCviQY5nmw7nyC1626Euwwcm4320jFCfGFBuV1iOxovKfl7s7G1cpz7BKtSStHSplaDKbfTMRa6V2G7d61sfO/9ZlkErdFknU9J3jD+o1eAENa5bm3n/lGWbbkxWWGsLaWtcW/XzYrlyoJBYYY0XGBxDX9Xo3B+UQNXSXBu2uSfUlUQnDlYhaOIaO6yw7dazsTaoF6yug/F2gXlnwSakpikyHv6mf/jU2vX85A89Obuev/r3npLz/NO+PWn0wwMPPND//aIXvagvLcIfX3f907BJW1O3YkTHM6sKMAOxrmXPznKdmrKyyRY+/qAg2kho1q2Tdmdt4XsVIjAariJzqIAwLhgEphU8r0xmzLIaRFD3CAe7DcoAVrlNc+xhrRcMBiadrbRlBNeFbVLgfn0ieFaiN1GtlWQ/8WkO2/cPTTeLsBryyjGaMK+i2jjxCzOt5ifeaVnhkKeuaWtv2653Rwu8dQNoPd4MKSqb6SpAa8EkTvHblSCYidG1awK7oqhtFleH3PX0G2z4qek0rN3WqiM0ENlrY8ZnFmzHS4ZOgS8r/KAymbIsZH854MJ42pO3u869Lsi6f7rJheGMC+ExgazIlEPslFxfDbmajLm/3ATgS3cfZtedt5T51i6jcUiVxyPZOrWW3BPtc8495owzJW8cLhcbAOxGM877U/bLAevOCmlpbhUjDsuIDXdFoW2upyNuJsMerLrIfCyMXUey8tgcJ8RuwTwPqKRk8qU3maempBrFJbcORpzZmnH27Nys3htY2z4kKT2mq4A7to5YlR63bo0Z/Jl9nNpmdhSxtTszovzKZvNMQrZpMz+O8e5MoHTID0LEF84RKxddSZywojr08bdT7E2Neu8InmNK4NnNCH8nxdpqqK7FWC+aEyhBfjMiOJOYa/3RGOeOxNxAFi48f4VTS8qFi3zGgqaWVJmDfn4KiUlnmb89UyLfWdEcB7iTDM4ommNj8Ow4NcXDQ5w7EnMuN2KC3RXWi1L0foQ8n+A3FvmtEO+CYSjxgQHWcxemaWQvxN7JqFLHNAacLRGJhxdUvMp6LxuXV9xwB7z77l3sTPE/fMzMW+98+t2Mxin+n1mwujVm9+yUgZdzfTZismY0SMdpiDWE/BOXWACM5mztHrEqTHZi9KU3ma5ClBLsDBckpcfBLCaOCvLCoQHiwGRnVCPYjRecDU2G6LCM8GXF3eEBqhEcVRFb7pJY5szrkFS7PCO8jm9VrLTHtXKNB1Zb2EJxzjdm037bEVg1krkK2a9DPjzbZZYFfabtmVu32PHnBLLqSfD3Tzf5gslBH0DZQhkuYJtF2l8OjAtFkOLLqiW1Oywqj71kwOzGkPVzMwauEbtvR8ueIH84DnnoY2dY2z7uWVpKC0qrZZK1wvt5am7aDRA8c8rZMMWzzVwzy4P++6tyGxVa+FFtiP5OQ1HbaG2ZJqCNvBXUN/huReQaLdgy91guApojD2ujIB4neE5NUdmkykVIjR0ZPa4lGvLcwXVrBkGOFA1ZZbNcBuhjg/cI/KqXknQBXdWKrZUSuE5N5JmALS1d8syh0RZeUOG5FVoLitLIAJyo6PdRlA750iMY5gRRSa1MKbFpLOy2yQLMQq1IDOLC9jRe29n6lG7/DZURu60sSx555BHuuuuuz1hc/6m2z4k34qfqKPjTtHluTRim5KWD71YUpUnnjgamFr9cBgR+iRQNRebASlLYDqFfEroFZW2TZi7jodmHqiU7owX1ULA/H7AZJ2gsru1P2JgkRF7J3tGQu8/s48uaq4sx0tKshSmHacRwM2fnjiWL0uPK8YQzQ3MzOdgfcdeFPVypuDYbc/f6Ib6suLkaMs0CduIly9Lj3NaU85dm1FryscOtHsQ5SwMuTKbEdslhHiKshq0gIVcOH7m5wzN2b1Frwa0PbPO8L36Q2C5YVD4fvrGLN6qZ5wG2VDxt/YBSSx6ZrnHX5oGxF0kHDO2CoZOzqHwePl7nzp1rBLJk9/kLPna0TaFsmsai+NVtwm+4ycApGLgFdzxjSl7bHKRxL8i9vJiwHS151uQm3kZNUrscFANKbfeaka6j8N61ffazuPdyW1Yenqy5b7zHpmusRxYq4DceeCYvufBo79u4687Zdubc4R7wksjcePPG6anaB/WAK/kay8rnTDBDNxb3L7cI7YpNb8mq9k6sV1qrloujKZteQtUYH0hhNeS1zSPVGrNVYMx2W1PqReYTuOYmN02MTiuvbZbCgCP3pwOWmc8gyLGl5urxhNAvkZ7iaBExjlPG6ysOHl4nPGsseg5msSlPRiXzw5hglONvphSFTRC1ZYnUIdw1gdNq4SPvS2lyG11K5HphdCmlRG7lrOY+YCHXC7KlZ7RQZzOK1DHsn6gmSzwD9I0rsqVveGC2Il94SL8Nahee4YYB2dLHjitUbTISdlRTlyZAk+2+G22OmSce0CCHJdnMNKDI9YJs7iNchXVfilr6BIOccDchXfq4sQHqFoWN49dIFK++/n4AfmHz+dxajPCdkhd/+BEAPvDiszjCfKfSU+S1zWw1MYurWnJ5uUZVSdbcmsXNFoQ4PmSahAxDk2laZH7PkTvOQtLcxXVrzg7m+BOTMY7b6/WgMELtQJY4raF0WntczSccFAPS2oEBHFoxN7IxurEY2Smb9pKByHle+Gh/vVZIZipirxpxsxz1/oPvunIHL7v0cTY3lhTa7s2nb6YDBk67+FI2967tM2qzZ6va643VS21zPpry9NEehbK5kk54aLnB+cHM2OJkIWcHc+56xhFla2uU1g7Xf+ES3tfvYVkNSeHxkuffz8jJqBvJf7lxkUtrR/0cMS0CLgxm6NjiE0eb3LNx2M8leR4w8jOUEjx9e4+hk5PUHu//w7tZe9ERttA8eLTRz4H7WYxuLDb8lKR2+djlXc7ccZ1l6dE0Fi+88wr2XYqryZisdJh4GVfyMWcmc3ajBblyePBog62BqcI8dGWbC2tThNUwXa1z1+4Bw4sFt1YD8tpmI1xxnIZoYfEFmwfoxuJj13fYGCUoLTicxpzbmhK5JbfUkI1hgm1p9pcxlgWDKGe2ME4jsVeQlu7JvcVxCLwKKWryzGUwMOXC+TLAcRS+W2HF4LVzx+LgiWWY/vv2xLY0TXnDG97AL/7iLwJw//33c+nSJd7whjdw9uxZ/tbf+ltPeJ9Puoz4+bp1KdG7fulvI4KA6maId2ZlSm2Pxvh3LbClYn4YE44zHFsxP45Y20hwpSKrDBHasmC6DNmeLHCEYpqFBI5p814WPo5UxK0PYkc87xhGvqx7U2lfGq1WruzeBLqzybEtbZzeTzGFTrOJOvJzRzU/jSNYVS6W1eDbNXlt92UBoNdq5LXDyDd+iWntMMsC1kKjiViUHpWWvU6qozx3JPkNP+21FHeOjvFlxawMOMwiNoJVPxF31P3OU/Kh/Q0ubhwzdAtzDCU5H8/wZM2y8klrh6Gb44qaUhvPQVfUDGzjE5fWhuzesccAHl6sE7sFO4GZNC8vJ6xKl3PDeV+ycE+Vdmalz8Eq5hnrt0iVy7a/4A7/CGFpLmcbBLLkDv+QRPm8+RMv5tVf8EfEMufRfIP9YsAzB9eZVhHvPrzIF21cNp9rtdl/r0nlsuGvSGuXD97a5dk7N/vyzE64JKk8ri1HXBjOSCqX/STm0uSYW6sBwjIalr3U3JzPRgsO87C/qSwqj0XhsxMtSSqXpPRY81NmRcCqdFkPV0yzkFoJtgdL9pMYKRpir2BvPiAOCiK35Nr+hO31BVJobhyM2VozgdutoxG7GzOUFtzaH3Fm2wSce0dDtteNdiVJPTZHCVnl9H/ntU1WOEyirG+UGIcZ01WAFA3DIOdgHhOHBYFT3fb3zcMR2+sLhNVwY2/MztbcnMvxkO3JEqUF+8cDzmya89o7GnJmc2aOn3lsj5YkhSlhb8UJy8LnSw8e4R89+B+YS49XvvDVeGHN2kcSfukvv5nct/mqX/urhHHF0Cn6RciGn3J9ZUod22HCrdWA4488jezWNv7GIee/8P3ETsmVxZhzgzmxU3ArNULyNS/rf+vQLjnMI2KnxBaKXDncFR0A9NfMxFlxqxghrKa/1v7F/S/ktU/7z8Qy57AacFAOuBgcohvBo/k6e/mQUJZcW41wpWLs5n3JumtGcaXiynxM5JZcHJimkFvZgKT0uDAwdi8dUyp2SkK7wLE0mXJIlYsvq37sLUqf0K4I7YJaS64mYxyp+rF7+XCNixvH2EKTVU7vehHaRsw+L3xGXs7YzciVwyPzNTbDhNCuWFSG7t51JXbjdF6aIGLdT8mV0UmNA9NokCubeR70Wq3TPDlHqH6uaxqr75ru5sxuPu3mytPzaPeaWgvzXzuXdp8jqdzeCeP0vF22kgGjTTsh8iel14/FtHLJKodJkFJpyd50yDDOTJe2kgSO2c/xYcxobWWcB44iRhsJtZLkDw2x70iwgOJGhLNr/BNVmvPQN/7oU1tG/N9/+MmVEf/6U4Oo+Gxu3/3d38073/lOfvInf5Kv+Zqv4YMf/CCXLl3i13/91/nBH/xB3ve+9z3hff43G2xd+gWj2ZKO6gMWWyrTiVdL8tTF9hShb27oXXlRSN171zWNZR4vJY5fm9VHp68qbQK/xJbapK6Xnllxt7Y+neVEUTqUV2PEbkoYmCxEOg0QriIcmDR9UdmUqYN0FY0WqGMXZzMnDFpQauqhlSBq09Or1INrAZzLjF6sEtieOV7H1Rqsr4h98/556rM6jJjsLnClYlW4qPeN0M9KaLRFdeTjbaX4bmVKqrOA4UaCZ5uJIkkCoigndCsqLZg+sIZ3Puk7gbKlz9rGksCpTElByT54U9pQp33biO/3FgN0Y3FmPMeVinlubC6eedbcxEptc3UxptaC88MZttAcZSFX9taIBzlNY+E6dS+6vZkMmQQpd8ZHhLIiVQ6XkzVip2TLM8FZZBdsOMseopoon+vFGDDQxELZPJhsENslF6NjbEsxqwLmVcDENeXJTLktzFRRKJu6Ebgt52hR+UzzgMAxXYqVkr0ubln41FoQumUvol3lhopte6ovfZSJizcoegFu01j9NdRpO0yGVeC1FjBd6dpuSdymi1b2N0WlhckmdZygVp9itZ19ltX0bDha7SGc6Ei64zZaGCZdh3U79Xz379OvOf28ZTU9rVu0tPzO67BpDDOpO65Spruxo4Q37ZjtP1urW3Scml9+4F/xvNVNfnrrRfzMhRdhWfDqt/xn/sbP/9/8wXPv5n/5/m/sv8ti6eHGZf9d10U7nhuL+f/7PGgsxs//AO7QeJqCKZs70nSg5rURug+dVvSsJXYLx1WNcTcIWvP1aRkycrJel/VQsklSu9wdH7YdtSaA2HKXTE5BRg+rQQ/FnVXGKP1ifNxf048k60yzkO1oaTLVqwFlZX7/ZOlzYfuYiZ+hG4urizG20JwfznBFTVq7PDqbEDh166YguTEzgeD20AThaWV0UlI0fXDU6dPS0uX4cEAwyPsxX1yNGd41w7dr0+m88olj09xT1DaLaUQwyHGdmrx0KPZDnPUcSzRUN0LCC0siz3RtT28OiTZWPQB0kfksj6Keu1UrSV1IhN3yu9q5LwoLk8ldeTTKYjg2OJs086gOfORaiSUMPsUNjbRDaUG69NClJJyYxXaaueibIe75BK+1aapqM4ZVqx0LB0Ur6RBkuduXALtxWeU2tmse6xiFdTu2TpcLi9KmyBz8sOzvRXW7YO+0t0JqdP4noNn6355ksPUU8cA+m9vFixf51V/9VV784hczGAz4wAc+wKVLl3jwwQd5/vOf/0nG2p/J9jkpI34+bKM4wxvUfWnHd41VhNJmQvHD8rabhWUZ+5qwJco3jcXxMsR9d0x9TtOcUXi2MsgDIRkGec9kKSpT2ihXLsEw5/zaFFcqlqXHYhYSXFwwCk9eX5Y2nlexGSdIYTqTGMHhMsJ1FBfP3cAVilnp88i7L7DxnP12lVSx5qeUQ8k1f8zOcMHQLUhrp/cbO7ixxu7dh4z9jFqLtkyomewu2IxM904ZSvZfVBJ7hlmTr5vLZNhS8KdDk7k4H8+MFkTZHBch89LYjsjdjDPjuVn9hZKtMwkjx0z019Mx9x9ssjtaMGpvUN3qfz+LGUcZWeVgC82al3ImnPPcjbo35N3Lh+zvj3jOJUOZed/lc/zFp3+QP7N9PxqLG/mYj8+32GqzXJvrCWPHQCgLbRPKirsHBxyXEYva5974JpfcA9ZkgrQ0Sx3wgeoCW+6SDXvJUvu8b3GBLT/hnD81pacy5o/2L/Bluw/hWIqHVpvEdsE5f0qizA1xTRZUjaTUNpueKSfETk4gK46KmL005mw8Z+gW3H+4yV3jIxaVee/F0ZRZ4ZMUHmcGC/ZWA3SUsR0tmRYBR8uIc2tTloWP0hbjIOMojYj8kpGfMc1Md+jWYMneYsAozPHtiv2lyWyFbsn+bMD60HSo7c8GTAYpUmiOFhGbbVnk1t6Ine05APvHA8bDleGxrTzWhqnppEwC1scJRS0pSodhmLNo9Tjd35bVMAhSjmYxUZzh2YrjRUgUmutr/3jA1pr5vbpjSqE5mMesD1coLZguQ7bGS3Rj9eeYVQ5FZbMRJ70OaHu45J7pIc9b3aS0BP/uzDOQomE9XPHiD5oS4sdevIuwGiZRysTL2AtNRnE7WnJjOSSemEaOT7z3udBYDDf3CcaLFkdScj0ZsR0mrHsJmXKYlSGbXtKbmo8t1RPVY1lwLZ9wVEbcFR3g+TV/cPMuvnj7UdbdhC+I97iWTziuQp4XXGEgcg7rAdeLMc8MrjEQGaoRHDsxD5ebfDzZpdQ2dw8OcIRGNRZDO+dZoxvMwrB1gtAsK48XbF7jjD9D0DCtQ/7o8ALrfsr54YwPPHye88MZEzdly1tyNpyRKYdcORzmEYFXETgVUmjWvIwL8dQYUVc+88Ln5nzI2c0DdoMFtlDM1wP2MyMJyAObK7Xsg7HzoxVrWymerMmUw9VkjO/U7MbmhrUoPRjP+8zUPCjYjc3CL6lc2DULAaUFoZczHOfM/IKbD24wuvMYz6mJnNJkzEqPW/6Qc+MZrlAc5yGOrQicir337XDnF11hvHZIuSu5PJ9QVpK1tUUPk1VasN9AUTiMowxHKiKvZO6a0vnGMGHQViyO0ojZYYwbmUWaZ9fEnnl9rQSubebzLHfh0MO9Jii+KOm7FovaJs3dHtFjWQZybIVGvmJZEHgVVW0W3JFf4sUptRLkPPXdiE8FZ+tPy3ZwcNBb/ZzeVqvVk5ZJ/TcbbFnAwSzGtjXDIGeeBmS5yzA2K07LMkLI+TQkbs2eZ4uQzHL6jI4lGoKvOKApXVY3YzK35jgPkbZmc5gwS43R9ZnxHNUIrhxus3N+YTRb8zG21Fw6e8Ai9zmcx+yuzUlyjygs2B4sSSuXq4cT7t4x+gClBeeHR72+qdaCe178KMvSo9KCoZczLQKmq5A7JsZb7aN725ybzMxNpR4wPL9g3K5wr89GuI7Cs2vmacBcBqSVy/5swDhOsYVmfxVTK8EdY6NluL4c0TRwx2jKovT50GyXzdiUBmzLdPzcu7PHcR5SKJuJl3FjNeQPb1zivgs3EZZh33Sspk9Mt8grm7OjOao1/N2ME3Rj8eB0oy9r7qdxX2J74d2PcjMdUCvJCy5e5Uq6xn+4dR/n16Zs+CsmXsYfPHw3l7YPqZTk1nzI07b20Y3FcR5y9+gQWyjeu3fO3CQbwVJd5KFkkzPBrM8qOJaxM7on2scTFQORM1chv3flHv78nR/BsRSPZuu4rR3J+2fnSGsH36752CNneME9l7EtzccOt9gdLii15OHjdc6M5gzcgqvJmHU/5d7NfT5w8wxnJzNCp+TBow3OjOZsRYm5+Xtmhf7xW9tc2DjmwtqUvWTQd4Q+8NGzbF0yv/ejHznD2t3HCBoeeWiHtbPmmtpbDdmYJNRacO3BLdYuzJgmIWVhMx6lLFK//3tvOkCIhvH6isN5hJANw2HGdGmu7TAo2d8bmYaRKGd/f4QbldhSsX95jXA7Abj97/0Rw8mKonSYH8UM11ZkhcPsKGa8nnCchGhlMV5fcbwMDU4jztk7GuJ6NYMo5+bhCNericOCG/tjJpMVkVdyeW+dKCrw3ZpHHtrh76S/D8Bb3Gcz9wNsNI98aIfnfdgE6P/pvqdxYW1KrQUfv7XN2bUZltXw6GxiSs+N4P6bu2Q3jFYrXZ9yZ2g+x9VkzMjNmZU+Hz3Y5tLaEbqx+M83L/L0jX3qRvCeBy7y9DtvGCNmZfOMyS1KIbmej7kjOOLPnrmff//IM3jlXR9g150R2zmFdnorqu7a+0/zp3MjG3NXfMBA5kzriPfvn+GZm7eYVSEPzjdYa+29PrG/xc5oQeBU3H9zi2eevcmy9njn4SWuHk94xs4tzkYLLi8m2FLxwrsfRWPxgaOzBm4cJn3ZbujnrIcrDhLDr0trh08cbeI7NZth0ptxA+zlAz746FnuOHNI7JRMi4Cmsbh3Z693VhBWw410yEESc3E8ZTtIOCDiZjLk7MAsOB6dTbCl7rl+9+9tsTU2+Iw0dxmFJuP20NVtnnbxJmM/Y3V+gWXBxMtIa4f3v/cS9z3nMndMjnl0usYkShl6eev5aHPPix9lLxkwzwOD4BjOuP9gE0cYE+kHb22ys7bg7HjO3nJAknusRysO5zHjOGV3tGCahSwyn/OjGdvxktnVETvnFkhLc2M2wnNqhkHOqnCZLkMCv6I8DIguLgnuKakyn7xyiGVBVjhUlWQ8LCgrm2ThEw/z1pTaZHAXSYAlGkZhZjKCSczaMO0z40/p9t+QQP4Lv/AL+a3f+i3e8IY3ACc69De96U285CUveVL7fNJlxNe85jV867d+K1/2ZV/2pA78J7WdRj9oa4A8dIiuWSRflPVluKqWbYnGmMY6thEoqjbF79umU3CWhLhuTVVJysxhbd1MyLN5yHBogrbprQHruwtCtyQtzSpm4BbktcP+0YB4YEoP870B4XqKYysW0wgvNiWj1SxgMDEg0iT3KGvJxmCFZTUcLmK0thhFGfNVgBAN6wOjlzI3LwM71drqJ0elLSaBWbFltUNSeMRe0dPtY78kdEoqLTlcRr2hq2OrNvNnyjeha0yX52lguoC8EqUFi9RnZ7QgcoyX4ywPjI7DKamU5OrBGo5ryql55uIH5iadFS5laphYW5sLJoGhzCeV23uTKS24NR/iexWbUdKzcoATE+zKJS3dvmQmhTZp/MxmY31J2ZYAnrV9i4lryjTCahjaee8TOatCHk7W8e2azbbU+EiyjisUd0THZNrhw0e73Dk6whWKK8mYprHYDhOuLMd4smY7TFhUHh975Az3XLyFbiwevr7J+d1jstLh8GjA9uaCShubmEmUsipdFknAOE5JS5fVLGC0nrBKPTyvJvJKktxFiobANQDbWgkCr2K+CMFqCIOSZOkjHUUYlCymIW5Y4TiK1TTAHZhy2XIW9tYp6X6EHFZIR1Ee+XgbmSmRT328cW6yCnsBzm5qWtcLiTcsqCtJvXTxxrl5vBa4YdX/jv3fjYUblhQzH3tgcCnFwkN4CttVVDdC5LYpeRczH2+Sm06towB3LTcmxAuHcGvVW0RFo8yU65cu0SQzYzB1uDe8xW99+BeQNPxPT381H+QMNBZfdu0TvPl7/znHw5CX/8u/QlqbayT2S1aFS1HYxFHB7DAmGmfoq2fIrp3FHi4486L3khQG1eAIzd7BkI31JYFbcfXmGmd3pgR2xQOXd3j6nTcYOgV7aUyhbC4MZuylMZbVcCGemSaT+TrPXL9JJAseTjYoteTO+AiAg8KIsc9HUzbdpPdWXNR+ry9a1R7vuXnOwJal4vBogBPU/RzVlVZDtyRyyp6p1/ms1lpwsIrJC4edkdHtrUqPwClNZltLplnI/oEp+9heTRQWRkPUjlmlBFVps9vyqdLKeBuOfaNHWlUu+8uY2Dfg6FXhkpcOozBDiqbVVhlcRlWbMamUQEjNJMrw230mucsozJFCkxQevm04WZWSTDOjB4QWq2I1VJUps621lkpHy+iT5siNoWkUOVxGuLbq59blNCQaZ6a0nHgMJ62Gaj9mtG3mgWTps7W+7M+vkwCkpcvRzSGTHfO6+SxkMjHzy/FRjBuYMViWdp/RzWuT6+jnqFr25vbdPagrg8bvDlidb1DrFXZQoZKSR7/1h5/aMuJP/IMnV0b83r/7eVdGfMc73sHLX/5yXv3qV/MLv/ALfPu3fzsf/ehH+cM//EPe/va384IXvOAJ7/NJB1uveMUr+O3f/m0uXrzIa1/7Wl7zmtdw9uzZJ7Orp3TrLpwvest3I0K/T+VqbRH4JYFjuojyyqZWgsgzuquOl1PWNlLoXqRZadkb+NZKErTCzFkWYFkQtQBRYTW4QlFqSaUknl3fNgnCiQdb93fdtNocofrj11qgWgGnbRl0RKVNqRKMb58jNK5t9AdZ5RC6pUmRN6L3YMtrYwQt2xR2UdumY66QRHGBEJqqlgwDE4AmuUfgVoza8uPeYkDkmXT3dNUGVH5Jkhn9WBgUJCsfaWvWB2bSOpgOem1XqQxuwmnZNXnhUN0MaTyNe2BTnqkQfo1euHibKdujJdIyE+7Bw+vs3nOAJ2tWpYvGYq0NztLaYVH4CBoit+x1NbqxSEqPpHBZC9P+sQvxlHU3xbYUhba5lhqC/QvHj7LrTBnLFN8ysNeV9rhVj0mUj2Mp5irgY8td6kYwcY0AtmN5HeYxj07XyHKHMCg5O5rjCsW88JnlAVpbLBcBw1HKKMjNTbG9SV07GiNkg1YWQjacncwAmGYh81lovNNKQbBmggwpNZ5bk6YejYbxOO29/gZBTqUl81mI49e9PtFru+5ULbBt3VOyg0GOUgKtzbGrrDU+9xR1IZGuabMvlx6Wo5Cuos5thNPqvhIHOWgD+6WDiCvDFCsktl+jSklTSdxBgdYWdW7jBDV1YYJmJ6jN5xZGa5YuAiyp8YKKuhY976ispaHhNxZVbjMapzhC8fqH/jPffPge3jW8wP+88w1YAsKw4HW//P/w3f/69/kPX/wMvuO1r8FyNZbUjMYpk8BoeY5WEWnmYjWC6gPPBC258ML3EG0ekVUO0yxgMQ8ZDE1gOPYNTFg3FpdnE9LMJfAr7pgcs+GbhZduDKJlWobYlubpg5uMZNYbUF90D4iEwUPkjcNMhdysJnxstUNS+ZwLp3iipm4kR2XIlWTS7tfiOA2JvbK3xOkE3knhobEYejmhXRlrnbZpYhJkFMrm5gObbF46MgutRjBdhSxvDhDDEp3buDccys0aqxCIrZwoNBKCqpbG9UAqQ4g/jNk5MzUWO8sIVQviKCfNPFQlmExWZn5tLCZRhtIWq8LtrXLmeUBWOsS+yd4uMg+71e2tEg/bMwtdz66xLENTd07Nvxqrh8CmpduXPsva7inyAK6tcGXdz6vCapBtA5KwDE6i0kbP2M2rj52ThdX0i7qiuw/ImrJ14dCNxao0xPtxYObJrHKxpeoN1Z228zptkRhuyz+rWj/UtHTNfltSflbZZLmxc/Pb0q6wGhazhg9/3U88pcHWhTc+uWDryt/8/Au2AB566CF+7Md+jA984AMkScLzn/98vu/7vo9nPetZT2p/T7qM+Na3vpWDgwN+6Zd+iV/8xV/kB37gB/jKr/xKvvVbv5W/+Bf/Io7j/PE7+RPcaiWpS4ckCYhbHYnogHjtABsGBZF7YmsDxoqiG6S1Fj0ENJAVtN0rujFE6cgpb+uA6QZl4FR9gNbtV1q699bL2i6+bmB2XTVJaTQ9/URzinF1OrArlG2I5dp8jqA1dl5VLrM8IHJLfLsi6iYaZZvJubvptxP3cRZSKknolmzESX8OR8uIQZgTuSV1I4iDgjR3OXp0wvDcgsGgMFoFW1OXksN5bBg2A9PWnZbOCV8s9bAdQ1+O7puT1w437Qnr2wtGfoa9q/ugdJqFJCuPs1+w3zO+XFsxXQVcySbEQYErzWpwmgQE6ydehrmyWfNTxl7GcR5yLp63mhuXt9+4i8gt2QxWTNyUNXeFwuKwHlI0DiOZMhQZA5EjnSnvqy4ysVd8gX+Lc+4xH8/OcNadEoqCh/ItEuXxxesP8ezRdR5cbfVC/I/Ot7l7dIgaWjww32R3aDQrl4/WuGvjkHnpc7iIuXPriLRy+46mG7MRa3HKdrzEEaoHRR6uIs6vTbGF5sZiyIWtI3y75iiNiL2CwK64tRwwCnK2zy05WMV4do1vV9ycjdgYrHCEYm8xYHN9iWvXHCxi1gap0UbNYjY3Wn+/RcTmxrIPknfOTPsOxM0dw/yqakm8vmCRtZqttQVJbrrOhpMlx0lIHJlV/XQVEAcl/mjFwSxmY32JZcHRLGZ9nJisxCLi3Jkjyto2VPH1GZWWHC0jdkcLCmUbv82NI7LaoU4s/j/TDwLwL888m6ed2SNvyd9/5uOfAOC/POdO7r7rZg/gXQtTktLjOAk5M55zJCLUtV1z4w1T1DBB0DDLA3YGS3YGS1aVyz2jA6TV8MhyjbsGR9wRHbNfDLg72ie2c67ma8Sy4A7/kEI7XHcm3BvcIBQlB/WAVAU8I7jGQOQmA6xD5ipkqQIUFuf8GXvWkGvphIMsYlW63Le+xz3DA1a1x4PzDc4N5z0o1BUKX9YklSlfddY1i8InyQxWpFs4hU7J2S/YZ286oNKSSZByZjRHDxe9jvOoGbJ7dopvV+S1Y6zBWtK50hapcmgai/HWkmXuGTPqWhgRuK2Ix0vy2ubo0QnBzoo4KIxVjm2CjusHE7bWFkSumWP7YMmrGHrGT1aPTKY6qxwCt+p9DCslqbRkVboMffNaW5sAq6wlUpjsXjd3r9quZ1cacXpn7J3XDqWiNwqXWvdzvcDMmx3GRTUC1ZiubNvSCMcsGEst+4W0aLu/V22Wz5UKW7SuF1r0wFQTtNUocdJB7tsVwjEWPklhOHWW1RA4NZ6tKGrJchnQxODZCv67Zutzvt1111383M/93Gdtf5+1bsT3vve9vPnNb+ZNb3oTcRzz6le/mr/8l/8y99xzz2dj95+1rYvSL/7c94MTGed3MB5wUW3+v7Lxdle4tqJuAZ9O+3dZGduVupR4QYUtNWVrRCyshjx1TZllVEBjeF7dezvKe564SM+UeWolKHIHPzDdJ1nhUh4YAbo9l6hzOV5gAosqM0L7zvw2joxBq8Yick/ZACXGGqSc+jjjgnFsVu4dJb4sja+j4yhTanBLYzfUEtI7EnJR2n15qCkFciWRuxm+V7WTmu7LBEoLstKhrCWR35o1rzzqqQ9BjR+XPX0+q1yyyu47N6tK4rc6rk57mBcO+cIzVOmg6t/bNMZOo2i7dE5Tm5226w4M5bmqpLlBeDXjKCNyi5aGbTAcV+ZjLAscaVa9dwyOiWVJoW0KbbPtLRjZGbHMGYicsVzhi4pcO1yt1jmsBtzt7yHQXCk3+HiywxeOHiVRPh9NdnlatIcjai5n6xwUA7b9BY8k69iWZsNPOMxjDtKYzTDhozd2uLR9SGhXTIvABMiW7oGppZJoLTg3nlEqydXjCWfGc9LKZZH6nJ3M+pvi7mhBXjskhctWnJiMXu6xM1yQ1Q43DsZc2DpmVZqS69ZgSVa5HCch64MV89RHa8E4ypin5loyukbfUNKdmqODAaO1FZ6tOJrFxLER/R7dGjHeMsHlbH/A+o4R2M/mUS+knx9HrG8uKSvDqtuaLFlkvin3hDmzVYAQppx0sIhZi1MCp2R/Oeiv1/1l+7hdcWsxJPYLXr3/Xl7/4H/hEX/C//JF/xM3FiMmUca4SnnLX/xp3Frx6l96Le8O7uybVK7NxogW8JvkHhdHM+7//ZeiK4eLz38f7tYRD+9tcO/uHkdZxGaY9L9d3QjujI9YVj6RXXAxOKLSNp9YbXNffJNY5lwt1pnYKy64h2gED+bbbDhLzjtH/bU0UxFL7ZMon3kdsFcMcYQiEBWJcnl0uUapbCplaORnBoseH9OV2WergLKFH7tufYrC3sGXzTwnpfEH9GxF6JyM+0Xmkyx9mkrgDwv8VnbQ3R2y3MVxVFvagsCpCTq5wSImT1zIbOxJThyZRV9WONhSE7hVP0ckeZfRUeSFg7oZoCKF5WrDbXMUjqOQwuiWIrfsx/2qdMkrh6I0c7Dr1j1dHiDJPbLDEHeS95q/2DMZuaw0i/+uwaPRAmmrvutXSpPdldd86lHrerCZEXimQzzPXDzfzPdp5qIKiR+b76+TnHSG81hQpg5W22jVBVTd/aTIHGMH1UKzu/dWtezvJ8XNyNyPZAMrG2RDY4HlaISjsKqUh7/5R57azNaPP8nM1vd9/mW2vumbvomv+Iqv4KUvfSmXLl36rOzzsxJs3bx5k3/+z/85b37zm7l27RqvfOUruX79Om9/+9t54xvf+Fl1zv6v3boL556/+Q8pLzo0boPwa4RtEAnUAndQmAGzdJG+QtqKcuVi2ZogMvqm4ijo/eqa2kIGtbF2KCVObAKfOnWQQY20tbF3wMKPC5QSNI9ENBcyo5NZuVAI3Ikp4TR7PnpSIWyNTswkYQU1TF2aYY0TVqhKIK4G6PMZlgBu+HA2M8bEuY2eelhjcx7OZZ9ip8KyG5rKQq4kIhfUO4U5xsIF2SAHxnakOfJo7MYMdm1BYmOnFvV2hXCUsbnQFnZkOjarzDjX256ZiOvMAdGYVmxl2vgt2WCJxpgG2w2W0NSFDbU4tR8HJ6gQUlMsPRANg5ER869uxQRbK5x2kpZSE/sFGos0dwl9A4sEelPgvDLfXQcRXRUuVSVxHEVVmUBtc5zgSMU8MwHGemR0Fvu/f5a1L79JYFfcmI+YRClnIwOavf94g+du3WBo52Ta4Y9unefe9YO+O+1WNsSXdQuudLmxHBK5ZvW8KHxuHYzYWFsaTWDusbw6xN9dGW1UG0jXuY10tbk+FqZk54VVb1qrlKBaOQhXGTQD4LddUfncB9lg+xX13APXTNB65UBbPrOv+VRnCoNSuOlRrddYtkYeutTj2jR/POySXjDWN8FVh3xbgQXuYWe9Y2EvJfVaDaVA1BYqUsjELD5UrJArCQ3oSGEf29QDBU6Du29TbigQDf4Nm+x8BdoivGKTXSpptMXwow7LZxc0tcA5slG7BY22cG54VGcKI74tBSKqaErBf7r6M9yppnz/1lfzS8EL8Ucmq/Cidz3CL/6jX+Daxpgv/fG/hTOoekutprEMULUtbVY3tmlunAUvR9z7CeyWTp4vPAZrRjtZK8Hh8YCdzTlDL6fWgkXuc2awILRLcuWQK5udYEEsS/aLAR8/2uSFO1cJRMWi9nn//hkuTY5xheL6ash0FXJmNCerHY7ftsvkpbdM5+sqQgjNKDA6pYNZjK6FgdW213Lkmd89Kx2Utog8M546llSlBWnumoWfMEGlUgLfq6hqSbYfEWytsKVmOQ9AW3iDAq0EVeZg+y3XauWCrbG9mkYLdG3o601j0SjztyUbdC1AW0hPIaSmLqT53QKDQqhXrjFcD2t0JbH3HOqwgdhca01pbKSs9cKUDpcOKAsxNNeFvOGjfW2CNMcYp3u3HMpzBZZsaGYuYlLg+DV1JeF6gN42Wb1uzpSOpkodrIUNk5KmLZeLuELXAjF1sLZzM3cf++Bp3KhEVRLrSoB15wrbVmRLH2hwIwPsVZmNHVZGf9hCfS3RGENzu4EGxMzBuWA6zbOVR1MLs+9aUicO3iSHBsqlB7ZGOhpdW+hCYhWC4JYki1MuP0VBTJ+g+PF/gPCfYLCV50/ZeX42t9e97nX8wR/8AQ8++CBnz57lpS99KV/+5V/OS1/60iedQHrSwVZVVfzGb/wGb37zm/nd3/1dnv3sZ/O6172Ov/SX/lL/pb7lLW/hW77lW5hOp0/q5D4XWy/2+5kfRFgh9sym3jE3nSa1sccFYWAmr9XKRyuLIDKro6JwUAsXsZJoX9O4GrSFZes+oHBjI/jOMxfLAq/ldFWV3TKMGurcQR46aLehGZqgSuU2NOBPcqNFaW0kLKCuBVVrgWJJE7DIhfHCayKFtZI0o+rkZrs0FilB3K7qVh5CtgFO5iCOHZrNAmEbXZDObHOD3M6xHWUG/crGEi32wtZI1wQyqmo97GhoatGfE9qCVNIECic2zCi1cMHR+MMCKTVlaVPlNm5oJu8ycWmUhR3WqEKCaBiOjW1HtwKtc4dgYDp0VisPXUiG66v+NZ0WadBSvZepT5XbTCarXleSF0Y35UpF3mZTAr8icA33quNaSUczjlO2WgRG3Qj20pjDRcwkTnGkYuJlPfF63U+5EE57hlKhzYRda8NTmpW+Mf2mIanb0oIwhrudpUpgm3LEYRL3QaLJ1DUUhcn+RaGxf+lW80VhY9uaSZzSNMaapBvFZWnjttlU3bJ8ytKcl/F/syjbz2pZDao2/nBStgsHbRlmkaORtr7Nr637vyXMTQNzGaBribBNIKZr0XuNaiUQdvt3dfKa7r2NNoG4sPVtPqSqFuhKGH2YNMfqWFyyFQ13mWXLaihLmy9PHuLnr/5bFtLlZc/5FuY66L+Lv/ELv8u3/Pq7+I2vfjY//je+hqNlRN3yyLosr+9VZJlL8YFnQuXi3PkozvZBH7RMIpNFy2qHrHQYB1mv1wEYOkVv4j52cyZuit1y1jxR9yy2K+mEozxkN1yisTjIIiP2TkI2hgnbYdJDMm8sh8ySEFUJHL8m8o0etKglq9QjDEr8FoqZZi6+V/V6yOk0+qRxUR77jM8YCHNR2yyOIoSniKK23DYPsP2qz5gXtc1iFkImkcOKOrX7OQ5M9kY6uhfM5wsPKoEclv08x9KG0ATVjTIZHqu9JrBAtlo/VQqa1h+W2kIOKqStTLC056NihQhqo2WsLawDD71mxOKNFmhlrHGE0GSJR6ME/sDMf/nKxbn2/2fvz4Ntya76fvCTmTvnPPO545urXpWqSjUJJAaNBvwzxnhoK2wH2Axut/VzMNjGhjAYzGgbgflhHJjGxmFkaLoVDg8Q7TZu2pZAEhLCEqKQVKqSanqv3nt3vveMeXLOnf3Hzsx7b0lg9KQSP4XYERV13rkn8+TJYe211/oONvlmjrYy0AqNslu0sVQrNUQvRQipOmVSPX8VkIYWVaFjOAWy0NEWJnqmUY5zjFrPTtcrzLqSmCYWVQW2U2sK1jFO0+t4qVdopabmEL/E6GbYdRUxXqnj7tbA+ii2KGY2mqcW8vrUUt6gjqRKI2797z/yuU22fuyf3l2y9T3f93mXbDVjZ2eH97znPbz73e/m3e9+N8888wxbW1vcuXPn097XXWO2tra2kFLy9V//9XzgAx/g8ccf/6TPfMVXfAX9fv9uv+JlHZafkqcuxUaGZlR0ujHmSJV5PUspwa/VOKWzoEjGtKV3qF/XrBLTKIlzxRDbGs/PqKdnp8KpjXnzVWVKe1YBvnl9VvSzkLrS/lpTINC8NFqwfIPravBjDb6rGOgtZgAg7qgKj2pHCfINtY+zwpCNoCYoXELRVRO1MGTbimgoyWWpt+XzqtIo6sqKqCdZTaswtIqyG7VCiI2QZlM6V35pFfpKUNaBWAQFcWKxKhWbzrIKhFDCgaWswdF27Q+JEuA0neKM+J/eTgDNv/PCqIkPqpVxFnzanJOum1A6OnFqsogdLFHWmkklG17IBX/RJl57YZfHxztc849b7a5J7nOUBBzHPkfzgFdsHNK1EsbOiuPEZ5k6+FbKKrM5fGqN7v1KRuP2/hBAJdtTG2c9wqiFNkHiOjlpLphNfHWspvqbblQkocXe3AGtQhyZlE6FdCW6W5ChAjcTC4aZWk3v28RjZfYrUwOOBFJU2BOdvFORiwoR6jiHEG9C6Uok4BzppGOJtCu0TMOa6pRuhTXXSEYVlahwJjqFA5Wo6N/UWNyrzm3/eY3lVfXaCTXSoUQrNJwTjaxXYcQaRVBR+hI91bCOdZI1dQ8ZsY61gDyAIlDbmUu1D73QqBxJCspY+9jkm+TvAvAfzFexNxsinJwyN1gtbL7kQ7cAeMfVh9jZHYKmKhGNqGSeCJKVhRF2IbfAzGA4VVWVUmd16LHq2q05/GCw4mgVsHhmwPpDR/hWyu1ln46trrmuVezFXT5xsE7Pj9nuLFhzQjoi4cHuPrKjMcs9nl+OlIBvsOByZ6ZINlInkkoXbxE7CFHS8ZPWe1NvcDzdsr2flcAyqi1LnawbFVlkEhuqxWWKEoaqvSZ1lUw4XVVlT/N6oVcTY6LEosyVgLNhlapikxjo9aJOtetli3F1LCVIbFuqzWZoFWWlUQUJjDkXHxq2d1VprXlzUeqYgYIAFKWOXht6N6ry7niukrczgrz52Gjb/2WtJG83Ztdd4zQWSh3Z1xCX1Ou8xlgBbSxt9LWMM24djWirPq4+ya2jMRQvKr11CJGVRpxbaLXw6iqz1LXqhuTlKd63qoH0jYgzcEqW6p26fES1A4joKNbtcuEi+zlVobojohbX/ePx8o7BYMBoNGIwGNDv9xFCsLa2dlf7uutk66d+6qf4y3/5L+P8AZluv9/nxo0bd/sVL+uwzRKvF7YPdhM4GuxTWgqlG1UrRDeslKrSyGprBr0OAG1VoTAUeN6U7cOr6SrBaVguaSmIcsU40VFJA6hJv1H1BgWSbx7MUuqUdfLUfMbQJWa9cj6rSJ6VRvsQpw21WKtd6Kv6mOrjbn5Dkyw2SWVj+qzVuAtdr9qEJo3UvzWtYjHzMCyVFGlaRZoLhCEV003qqhrBqTH52URL00p6wxV51yBaOng9Vb1KM3FOjb6x+mkwHw0zs5A6uWnQcVKlZ5QLXDvHsQqiRFUBm5bjfB4ghwr0necGPT/GMCRhapEXRi1boZGlJv2ekhd4/nCMbRXouiR8ZsDwwWMCO6XjpS3jUFYacakS1C13Tt9SlPWr/gRfpKRS3UPb3gLXyJjnLv7jSjBTp2LhK90rT+Rkmwar3EJokqJSjDKV4JYYgWylO9p7tH+KQxHbSiCxSY6LUqe0dezBqiUiGDXQvax0SqkhxyohL7d0hNTailN0ta501fi56oLE4lRdvlhXWjvZFYlWaaryulFRSZ2qguUFoC5cLDdPMT+FIdHr+yq7oD5f1M+cVavEVxdBlHpb3UvrSpZZH5umV/jG6SSvJnbJ5d6MN334BhL4L/e/go5QliYikPgkPLSzA8Azb1xjNFy0z/gqs6jqynOUmKTPKxFD5+Ie48GivRb+aNKCz4Uu2yrW7PEV664S7I1LVbkc2yG2XrAybaKRydiJGFgrisogLs3WDF3XZEveuDXvM3l6THD/tDUs7vkxgZsym/tYZoFhqDa4KUoCW7WcTha+MmHWKpYTDyvI8JyMLBeYVkGvrjBlucCxcrpu0sYNoUtyRwHNG0X+RprG1NMzFeEc6eSsFg7upWXLHtY08F0FqchrzGpVaWRSScWo2KgSucZtYxXZSq3dzUGDMtax7bzGtBpkuXJ/0OtkrVlwNslK63qgVVii+ZxiHGpnPgeKtdjEt2bRCrSs7LJenOalAtobWnUugRSaeqaa5yeu1LPWxOwmButUpNI4t2gt60StqmjxvEArRaPitHKb0GomZJNENgB90yjpuUoU1dQlzkhJdjSJa5nzuR9fQAD57/3e7+Vd73oXTzzxBA8++CBvetOb+J7v+R7e+MY3MhgM7mqfd51s3blzh7e//e38jb/xN869/7a3vY2joyO++7u/+253/TkZ9w5P0FynXeXAKcahkLp60OvVS+Or1aw8G3Yg0FKLz26vKlglslI+W2crWM2qCGgTrWY/Z//9+73/Uo/EJog0r9vqmDRa5kzj2+XWyVQh9ZbZ0yR3RaWT1QKEpqGo9VIzWkufXBo4ltJ6aqQnOn7S/payUoGglHorQ2HoauIvSqFsZaRasTVJl6zV+vvDU70r18opK404F9iixDDKNpmSlUaWCbK5rVqXqY6Wa1S9Ak2XLdBV2WFoxGnNiNUgfLGL9Ep0u2RWea0djW0qSrlrFtg1Cw5AiJI0F/S8mM1HDshLg3nisqp94GxR4Ikcx1BA9hTl47jpLZUhde6yLBzC3GZor+prd/7eAVgkDivdbhNLWWkkqalA22ZJlhvEBz6xBD3XMRca065qrUlHYkQ6ZacEUWHfMVlcytDtkjIWrITCbclSh0pVxmTdujOEJE8E+tSkGmaqrbc0EUsdaYF9pFHakHuV2n+lYU4M8o0cKrCOTIpBWeO5BPHFQrUYU52qo+4tbSmobEmlV9gvmsSXFAbQnBrka2rCNU8EWVeqBG9pICINI4VkTf3GzJFoHfWd2sRCDnJMpzhnIfQtO/8TgHcF9/CR8CJEBnovQ6YGr/+1O+gVfGJ7g2cPrlIuJdNEV9+90Mi7FdKUEAeQuGiiQBsdc7wIcOy8pt+bSq29Zi82Q1VBdGSlo2uSWeYj0egIVXXY9JYkpdna7Kwqi4OkS1SYpIVo2ZRCl2w+ckBWGMxTZfWiaWBqsmVmKjsxpccUp1bb7k3nNnpkQLdmMtf3vKZVqkJV6jVmSoeonvhthaW0eimWVbQV58ZOK86F0hY0i7qyrtEfrmpJEB1dly1IXdTJV1GqhUED9m6GXQPADU1CjbFsEh1Dk20s8eoEuGFnO7V0jWIcF63v6FkxzyYZa6pLVk0WKqTesgObbsLZbT5VHIU/fAw+G79fGttVBUzdF81ovqvZpl2o13NJM7c0FbTmN7z0WJvXQpekds5Tn3SkL/P4Akq2fuzHfoy1tTV+8Ad/kDe/+c3cf//9n/E+7zrZ+rmf+zne/va3f9L7r3zlK/m6r/u6/9MnWx/b30B3XMpcP8Wv1AKezYSd54I8FuhCtsBPmRgYXoFV9+ubB6GpeslSawHLzYTeeMABbdVJCAW8rSooGjajXiGlVvsgSqxGab1esTUMo7wwWi/HpvTeeOU1ZfqyVBMKoEQhM/08gDWpA6KoQKvAUIB2TUP9G1rAf1Vo6E5ZY2vqSlwdZMtSb0HwVW6gzwVykKMZEpkItEqBTktdp0wFmi7BLUgzs2USNucmixWDxzBLZKEzzw0sP2vxXtpNj2Ijw/AUiLWywBjkWLWvWFEY5JmgzHSMIwX0tnspbjdB79fnujQocwOkal2mJy75OMJzFM4sjG2yfQ8Acz1WOj66xDIKknqSHDgxgUgReomtFwQiw9ZqE3FpsSwclrmD0EuG9opMCm4uh6oqYqWEucWN4xFr3ZB+rXt0fNJD15UoqW3lLJcuqxOB2cnQOjlWzXzNcwMZm5hOgdArBdgtNQyzxHgkwkO1EDUhVassNZCpwKjB9boOeWoglyZGL0PfKsgjE6QCIJeBRrUyWV2TiiFmSCh0iIXCvNQt33xLtSerQie+drrMrsyCqqhvvKCoVachvpYr7Ipdkm+VUCqMY7GWQ2qAU1IFOWmtIaYVOriFInCkAvQKsRWjSY18aoNZYQYZXpXylxYfBeCXel+E5WcUQgGyvX7M66ZPAvBbD98D2wlW3frOE0F1Icc1S/JCJ3vysnqeO1PSXNDpKFHiMLKRUmNjsKRjZ4SZzY3jEdfGJwRmxiR1ubXsc0/vpL3W08ynYyas20tsvcBAklYmYaGMngNhEBY2e2G3leIoKx2JoJIa0X6HLNLQ71GSCU3iFB976L7CeFZSx3QLRJCijWs7m1InWrgYRyblWoZRX78Gy1l6OulC4TkNW5KvTKoXfKqrEZZVEMUW2cpCN9WzXuY1sN0p2vim1Qluo2+WFVZLDspCh0oD3SmoSh19ZiK7BZpZtrGn8eFsMHhop3FVE1ULKJ/jQo1hlIWuWOKVRiVBkxrU8aiJPQ2ZRN2EtELMVaW1yV8jytx4DTZVuqw4X5nKUpMyUwK9TUxuYramqXOtfDg54xd6ires6s8rr8+qPXdwmtxlqaCMRBtXq1JDFjqGXWLbeUuCaeakqtJO5yq9Il9kn3JeezmHVrVTw6e1zefjeOKJJ3j3u9/Nu971Ln7yJ38Sy7JakPyf+BN/4q6Sr7tOtvb399na2vqk99fW1tjb27vb3X7ORlWqykwpNWaHHQYbS6TUWEx9huMlQpcspI5eg0HzRNDpxtCF8EYP61qCLQomCx/fS2t1b5swcdhcm1NVGvsHPdxOimvnrOrWVuCkpLlST27aXMWuh7EVU5Ya2cLCGahyf5YJipWFN4hw7Zxl5CCMknG39q477NHpxQyDiKO5stXp+zGZMDi5NcDfVKviqNDp9BWrL44sLDfH6UdtyykMHYRVErgKKJtmSh5C0ysMp1CBIBVoZonvJxh6xWyurFtGPVW1iTMTx8wxtisWsY1vZ21yKLRTvNmap45pmSntn0Z0UVaaUq8uDeaZ0658mzbAPHFJX5nQqcUPk0LgmqqqdLgMcKyCQX/erhj1S6eYDctQGkTtCrQGqjffu+EuEVrJUdpB9jS2rs3JpKCsNEZWRFSaPHF8kS9bv0lPxBxmHQppsGEvcPQcUysJjIRNMaNvRCSVySeSbfayHo/7tygrjVvBGFMrsfWcvazPqwZ36ImIsHBIKxN9LFkUDl2RYGolR1kHXZN0RcJe0sMXKV2RcJB2WeQOW+689eXrmgmzzKWQOn07ZpE5FJVqT+6vOgwdZXl0J+zhmRldK+XGbMhGsERoktvzPmtBqGyRVgH9i+pemcYea3Wr83jlsx6EpLU8yNhbERcmi8RhI1gSFyZJbtJzYpapghZ07IR57SDQc2IOwg5dJ8EVOceRj18rnO8uuoz9FUKXHK0CBm6t/h35bAULklJwFAZc6ilc00HQ4UpvSphbfNWd5+nKlD034NkrIx4J9lr9u66V8PqPPQfA7E/5PHppB8fIGVgRe3GPrpmwYS+4uXeJD8Q+ul7ypte/F9POWbOW5JXRXhNAXWeRMN9QyfiWNSOVJvPC5QF3F0Or+L3VZbasOa9wdnG0nJW0uZ2PCEuHgTBIpMlB2qVjJjzc3SUsbX778CqvGt/BM3JOMg/jWoWr59yJ++haxZq9pKgMDsadc+LIzbPR6MhlpYFYkxSX9LYC0lzHJBOs95fQXxLnylJK0yqWYxtblK3BthxqbbWpZyWKVFJXxhvR4FLqdGoNq0nitb6CxZpaZKa5YJVaBBvzlhXcMIKnS4+y0Ol2Y6pK6exVmYHhKsB6MyyrUG18rSKMbYrMIAiSNmYlqUmRG3gdJTMRxVZryr7aDxhdVtIes5USEB51V6xSizh02FxX3puT0KMolWp7kgmiqYfwM2wno7R0kqmD8At0Q1LuuegXV0r2ptYbs83iXFyPU5N4abO5MUcYJTsHA1wnIXBSVqnFKrLpdVeUlU52x6d3TcmihEsH01GxsqpdDQqpMznu0B2s0PWK6UEHfxjhWAWL0MF2/lhn6+Ucjz32GI899hh/5+/8HQA+/OEP81M/9VN827d9G1JKyrL8tPd518nWpUuXeN/73se1a9fOvf++972P7e3tu93t52xsD+fEWpc0s9i+OMGphT9H/oowtQkTi0GgzFNzabA0bZLUpB/ErD2y06oA9zoxrpnjiJzASimCkDi3OJx0GI5DXDNvMVXN6mYUKDHJXKrVkXFFOdxbokAfVi07iRc9zKsRWSZIEwu0iuxYaXAN/JgLm1Pi3ORk6eM6iu4dZaZqzV2cs1y6lJlOf6RAu2ltZQG0+B7HLNA6MfOpz0pTnmfNf2kuWO0FiGGC60dEoV2rnsd0OjFpZpLkosVrRZGNsAqKTBDtBeBIMKRi84QGsldwJDpUuY5ulQi7RJYaldQRVkFZs5EGHcX8WxUWJ3f6WMPavmVlUfW1ttrnmrliCPoxR/OAxZMj5MWY9dGSnqMqE6XUWZaCReW02LummhDUxIWDuNO2AQqp81SyiWmU9C01Adl6wSPDPVaFTSqFqmYZarKZF26ryzV3XV5h79E3Ir7IvcnCdngyucg097nXOSSSNr+3vMSaFeIZGc9H69xe9Xmot08qLfbiHr/27CNsbiv2rlZjVE7mPlQam6N5W2F76mAD2yzIC0NhevSKyU6P0cUZXTshzi1eWLm4ds7uQZ9OL6brJswSl+ef3WJ4cc6tyYCiMJTv4LzL6tint7Hk9mTQMh+f3V1H5jpuJ+WF/bV6tS453uthBhlCSD5+sI3wlZzCwW4fp6/O297OALubtq/dfkK4sslDC6efsAhditTA8TOev72ObkpcL+PWalir4uc8+cwl/PEKxyp45mAdIUpcO+ejt7cZ9Fe8+UBVrn7Bew1hbnO0H7SG3PKFigs7cwpd4z9eehXTQx+zbg8Pg4iZcHhuPmbndx8DwNo44uOrMVWontP93QGP3XcL05PYRsHvTC9wyZ9x0ZkSlRa/t7zEo8EO15wjPhpdYmCueEPnE3T1hBKNWelxOx/x9GoLu/bPNLWSvhm1tlCpFDwy3FMisplHmDvMMqcFbwtdcrsYnEusZplDmNkt1qdJnEQttix0yTxxOTzpoN9x0e8JWeuFLZsyqW2eqkpjMfOw/YxlrDSqRhdnOKIgLw2ema5TVSCEJM9UVVo3KlUtzQw0U9YsOZMyKBXLsNQh0TEGyr6ryASGWaLX8c8wJJ6rEqTZ3KOqNPxhRJoKiomDvxW2izRZaawSZePVGyhNt/IMIaeJZaYo6QQJy9CBSqN/US12o8zEtpTcxDT08N2UC5tTqkrZmUUHAUY/Zb50FVYtyKhuesh7Q4ZBhNlTenFJbrKyCoRR0nUSTE/F7jgzTzFeurIIiu2cw0mHQX/F1a3jNuHVa4yhJUo8M2bwSMQydZiFLkFHLSKbOWG6cvHtjGsXD9sFo3sxZxErU/eLoxlllPCJl2Vm/APGF1CyVVUVTzzxBO9617t417vexXvf+14WiwWPPvoob3rTm+5qn3edbL3lLW/hO77jO8jznK/8yq8E4J3vfCf/4B/8A77zO7/zbnf7ORthboOhE09c+n5MUpicLHxELWAar2x6nprkG5beWi9UqsiRT9dJyAqD5coBn3Yit2qMkWUrpfmsMFQC4cdkhaG0n2yFTUhys2XwhYmFY+ntBGuZBdnFhCoz6PUjJQXxzgHxG0LyXLCzO6Q3CrEMdbyzgw5mJ0OWutLhCVI8LyUxTKZ7XTQhEd4prXsZO0wOurj9mCxVbaSq0lTAArxaZLV3cU5c61MNhyGGVjGPHNKVheNnpDX4tueplltVaeSiJK2Bu1Iqmr7ZT9r2jdNVrKfG9iMrDeZLZWBr1jiRqoIkM6FOyECj04txzKIFx8aZye1bYwYbSwIvJbm/JHAUKHh33mO528FZj+jXXmuaWbGIHfLCJhVKWbyRWVAWTAV9O6ZrpWSlwSK3OU48slKw7S8YWBEGFZ6uqp27aY9b4YCH+3usWYq5WqLjaxlDI+UKS+41T/h4ts5Sujzi3OZh5zbvXL6SLXPGK907HHW6vG92ndf1n+OKe0whddbdJYU0uLEc8thoh6Nuh4Mo4FIw48Z8xFaw4JXDfaaZh45So352usaDr7hDIDKen424t3/Cvf1jnti7wOPX7mDpJR/Z3+KhjQMeGB7yseNNHto4QKfio/tb3Ds+xlo74qmDDR5YP6SQOh+7eYFXXt1BovHx25s8cGmfODc5CgMevn6HZW5zvPR56PoOcW4S5RZr60ccRQEA18fH7evR+jEvTgZsj5Z0NlNuToes1R6aT93e4sGre+hU7XcKXfL0/gZf9OBNZUB8PObxC+pYnp+OeM3VW1yZTXkgPCbTdZ5+eEQ2N3j1BWU2/fTJBn/pGcVQfPr+La5dmXKhXBIVJlvegpNUGSFvaBk7ix5Q8ZrHfocbRYdrnQlCLxm5K94wehZPz3ghWecvbH6YNbFgUgTckGv81fFv4+sp+0WPLwue4wHrEE+T5GhMSpsTAvLKYM0KWRQOH5pc4nIwZdueY2olYaWwXNPMY3fVxTKKtgrbtRTxY5a6SsFc6q10TOMnqFwuEoXLLEyOVwHJiUtnIyRwUsbDkNDLcCxla3Xn1oj17RmjQPmnZoWg6sXEiYnUALskyUx0FPBcCOXll8Ymw2HYPquxYSKdWpzTLjAuZpAIRG3lJLvKDsowJIarpE+yUlmKacB86qMbkvEwpKw0lisH3ajoXZyjaWohuIrUuTGEktcJQ5fMzkkiC9vN6flxKw+zmrpqQefn+H5Kmgni0EYXamGQLy3cgcKXLhOb+UmA6eVY4xj3NwOyNy2wrYL5zEO7mGCZBXFutr6rja2YMKSK3zUUNCsVptUSCsjeEKQsuyDLBbFukdUMyqr+nUYgMXTBInEwdMlaL2SZ2MS5ieUUrfaWKZSzQ1EYjLrK7iwKbcx+yTKzmRx5L8/E+McDgOFwSBiGPPbYY7zpTW/iLW95C294wxs+I3WFu9bZqqqK7/me7+Gnf/qnyTI1+TiOw3d/93fzAz/wA3d9QC/3aDRD7vl/fK9SkEetkKTUKFNBlWvodtninRwvw6pXWk1lCqiV3y3KXG8xR2ggrLLFYwHtarQsdYpCb/fRaM6g0eKkXorvao5BlhqapnAIFbSYMN2QrSZXngiqGghNXv/fUQKWcLrPBq9ViQrNlC3uBk41vLRER890yk6BZskaJ6BwIsrbTuFtyJTYZLaRY7iq3N5o3lDVOkqZgR7rqndfaZgLjUoDadXnsVsqHR6tavW7NL2qcQ+awngBVW4oXFmNy5CJwNoxSTcL9Ttq4dV8oP7u7giSzRLNVzo8VX6KO6ukEgjUF4JKB+mW7W8HJbZoO3mb+MraILfrKkXqxsy3YZX2rKRtUzpGjmtkqoqhS2wtp0RnUTh8Yr7O0I5xjJxF7vDCZMR6R7Wsw8xu3QDmsVOD9vNWQFPGAnuQKA23yKKMTII1VbEMFw7V3MIYJ6faWAcO2kaCZRVkqUnwfpfll8YtSL7MDMSeTXkhwbSV+GN1bFM5ksqo7w1Am5tUtkRzC3WfxIbC+QHYNWj52FQgeluqvzf3b6WBq/BZxlRQjmtsV1qDhwuNylSiwlUsFLi+VyuX1/ewHhlo41SJ9aYCY8eh2EoxrJK37v1/+Suzj/Kr6SP8ncf+DJadk2UC8ymP/KGIf/5//w/8hd/8CP/yq7+Kf/4NX0XQVRW3xWGA4eU4Xkby3DXk8Ri6c/qPPY1r5sS5SVVBz1UTdC4NvJo5eLjscM/whK6ZkJQmk9Tl3s4JQ2vVYrNyqZNKQVxaJKXZtvnmmUMpdbzaPzUrDRaJo9Tz63usqYDnuUG+PK+tp8cGmkQJx3pKeLbFO5lKR09mBu5tk/iCilnm1DgVDJUa1o5JdkH5joLSP6PUQNQir1L/pGewfTYjA7Go8aWZejsPqlbdXLoSrcZcNXpsuiGRpRL7tA5M8lEBlsIoaWaFYZWnsSVXeD09MqiMisqR555LTSi8ksyUVlaD22pis6ZVyMKAmgDRiE5rxil55veLn40XqNoZ5+K9lFqLH2v+1rQ8Na1CCNkyME99bpW2YpEZ5/ZnmAqL2+DFzsbmLBekianOe4USMTUrjEbupj4Owyyp4pjnvvGtn1OdrWs/cnc6Wzd+4PNPZ+tXf/VXecMb3vBZPea7rmxpmsaP//iP8/3f//08/fTTuK7Lfffdh23bn7WDeznHMIgQvtLFatptjSUNXoHvKyHOVWQTH/qIQYJtq1Jyw4y7tDY553PY4CQco2gZJskZmYiGUZOUgrgwcUXeTtKFVMxFSy+VxEPNgEkKQVHprc5LUekkhSApTLUaMpTmTeSYLOaeSm6CHKNe1QHkqQLe2m6OY+fKS6wGg4Ly5Wo0ueCUbdO0LoBTLbCaffNSZuZZxkzL5tROzXEbHIiuVYouXQqizGyB/WatFwSqSthIMjQTUyF10lLg1u0/Sy/hAcikQVIKHKPAE8rMOSlNwvvVqrJrpThGjqx0FrnNSeTTc2L6VoJlFBTSaNsyQyeib8W4Rq4YhZlHmFtsewu6IkHoJYU0uLkasu6FXHYneEaKrHSWpcMnlhsMrBXXvUP6RkRHT3D0HB3JUrqMzBU9EeHpGWHp8HB3V1XopEVaira9tCiU0XUTvM1tJRmSVzpmfQ+VdSZeSAO5rWHpRX2NlK+bvFdrr2Ve6RTXjPb4G9ZUdp9RMyTV+1xVkgSFPKXaFzWrqrnH2/drRpmuVWTXjPY+OHtPvPR1Iy1yFk/UYIEatlfjJQq0jN7mdSEN9HuVTp2dFfyFZxQf63ffOOKN42cxayYX94JeSd701LPqu9+s8VUPfAKdSgmNXgSDiiR2eMcHvgiAr/jS99EfnbT3cl4ZLX5ulnstfk6OtNbCKZIW88Ljmn3Emlgg0UmkyVI6zEqP56J1npuPecPG83SMBF2TRKXNrXjIJPW40p3gDnIKqa75btQlMDP6VoSpyRqT5zJJPAIrpW+d3oOT1GWeuIy8FV1TyZEkpankKa5LApGp+x6NqLBISqH8Ex9QSVYmDcLcIi5MbKNon7Eot1qJCUecMpbzWuJBu1jh1T6FZ5l1xpkWZsN4Phs/dK2C66f3RHOdTxl8p3Gmuf5nGYBZaZAUp0zLojRUHExN0ppYI6wSzSmQrq6EcROFM+32IjyrFhmt4QeOqONg/Txl0kBoqrrdxN6sNNqY1/yul8ZuoI39arFVtIzCqDBP9Q/r95rKcNP+L0pDtVCnDuYwodOJkVJntbIxQkHpl5QYYEl8P2ndAqLq08cMfcaj0lqC1Ke1zefh+Nqv/dr2dSNgevHixc9on3edbDUjCAJe85rXfKa7+ZyPKLPY7CtD5nBlowuo9AotyBn2QrJSMfoujyeUQ51lZiuhvVLhii505ghdchgFzCOHrpuSSx3XzEl0we3jAcNuxMCN2kSh6cnrWsXAViDk/bBDWen0HFUWX9RSDNPQQ1Ya6zVu4HgRkEYmmlG1xs26VnF42KM3DHHNgszLkM93SS9XlCtV+RBGSbrv0bm4xKnNU6PMRNcFUWLR82IMXbJIHI5uD+hu1TYysd1iJ1Yv9Ohcn+JZOavUYn4YsHVxSik1jk86CFutZosdD//qAqP2D2s0gNJM4DqZ0hDKBdv9OZ6ZEecmi7nLcKjas6ZeYomy1cnyAqX6vsxsjhcBvqvA8c3EnRaCg0UHU5R03YSqCohzs5WecKy8NZWVqLZJY7AdZjZdO2n1dPLaVDYsbMLCJqpNfHWtIixOFxBNpaKodI6yANewMbQKHcnD3V06tY9i46XY0RNMTbJeLTG1gg+G93Cvc8iWqYyrD/Iel+wTUmnyxOIS6/aSdWvJNPf4+GKDoR0xS10so6RrJhzkDkexz8iJ2gAPcBgFVJVGx1a2LhKNvDQopc7AVZ+Ncqut0KSloFO3S2eJS7/GuC1TR92L5anRbyl1VplFYCvD4KwQrXlwmgt8S3nklVLHETlRXl8/M2snSEfkrDIL21SWMavMxhIFtlGwSBx8K2vvQ9/KMI2SMLPxTDW5NMfY3A9v3nsSuyy54Q54j3MNPYJp7CkdKaPknptH9E9iElvwK9uPMUhqAHh9zk4Sj/zmBSpp4A8mHJoGRRpwnPrc3zlsr8GL6ZBXdW+312rLmtEzIiJpc5h1eU3wApvGHEcvyCudpaZW/mWlc497zNpmSCoF08JXkial2U7OR2mHQChMW1jYRLlFmKl7r1mEZTWxJC0EoWYpDbbMbmEL09hjlVuni7PcZFUbGdtmgWuqCu0idlitHC6tTbCFUp3PSkFSCI4XAX0/ZuBGQMZs5ZIXBk5QKJ++QklBLBcuvX6EZyo81v6si65V2FZOXNsBNVp2npsp3bUX+ogLUStVMR4tMfSK47mP52b4dkaUmSyfG+DfowDjSWrS8ROKUmex12Ht0hTXUn6ss9DD99K2pdpxE3VsdzrYF5fKk3XiogmJfdtEfyRWsbE0ODnqMhwvKUqdnUVfVXNrdfft9RkAzx4pEsKg9pNtTKPniYuhSdb9EMcumNcLNEeoGNMkrDvLHpOFx8WRInM0siGLWMFS1r2QjpVye9HH1Eul+G8ZdEYzDF0yS1wKYNQPmWig15ZImi7pezGmXnIUBqxW5yVkPifjCwizJaXkn/yTf8JP/uRPEoYKItLpdPjO7/xOvu/7vg9d1/8Xe/jk8RklW+985zt55zvfyeHhIVKev/hve9vbPpNdv+xj7IfomhIpvDSeUlZKMFPXVNVFy6GsJHvzLnnNHiwSAWjoomQxdxFWLfCnV0Q16PRkv4fVSdGNipNZQFrTjvPCYODHLcB5njnYRkFgpy3WS9cqksrE1Es2azPhrFCsOFOUeMPajicTJLnyB+z0I2StjSMrjfRaiu1nLWtntXCoHPU61YQCyWsVfT8msFOmKw9DrwjsFOvacW0SW7S6N6ZeMn40bM+baZSs3RPiiZyoMHG3cnxTVZRW/TrIi4LYUbYmgV2DYROXZWLR82Mmkcdi4itZB7Mk/OCY6qGQIjOQKxNrmCBLjZsH47Y11BAR0lwwi1z6dZLYcdNWmTlMLZWUuAlpIYhTk1WsfODcWrxyfhRgd5Ul08nCJwstuiPFqDwoFVtOVsoC52p/imMUHCceB1HAyIlISqGqYnrBXtzjOPZ55WAfoZccpF18kQIjjpIOQi+55E65YE8ZGuocjs2Q98zu5+HOjsLtlDYHaZehtcIxcp5ZrnPBm5OWKjFcZA6z1G2TjsMoUCt6U5xj9EXZKf5vlVmkhWDoReyFXaoKfCtjmdhMVy4DP2Z/0mXhpThmwXzpEsY2vpMxX3iEjoUwJIu9DstxrCaz3Q7zcQwaFLd95pdDpb5+6LLYWlEWOkUqcIOUOFTJafNa0yosLyfd8zHXY4WjuRUgLqk2aHLokWwvleHvsUu6pSbE1YnHaGvBKrEoCx1Dq0hywSqy+dp9BQ/+j6NHyKVglSjF9a3egii3ePiDSsj09x66xBwXX+ascoujRcDl4ZQosZnevAJA9+ptZqnbVuwmmc+qtNmJemy6CyaFz+1iiNBLesJkmQ95cnmBxzp3lCl5NeKo6LCTDrgdDyikwZqjFkmrwsYXKYU0+Nh0k7G7YmivWtmIQuqcJB62UXAxmJOUgpuzAbYoccycRaIMupNccPNkTQmXuhlRbJEubHprIVFmEidKv07XJY5VYItCMY1Ti8DO6LoJjqmqUWFmM4tcPEs5K1SVxuGkw9xxyFKzBcLv3Byj+znCLkmfGGA8sCKKLWbHAd3hip4XEyY2wpBcGk1VopPauIGyoSqkzuCVMb6ZIdFY5ZZKMEROz4mJCxNDkzgiZ/ioSm5yadDz4lZsuXPtuDWvjzKLcU89R7OVqxwwTAWYrxzJ8sTH7iUEaysV765V2JXS7KsqTcXKSiMvTIQoCbzahi0XxLmJoVUMgwhH5O2xNDi6rq3wu5k0VJW5NHBETlYKpiu3bQuGoYthluzNu6RzB28QkRtKkPlk4XOy8JUFUaVsrqBCOAULzcU0i/raqWt/z+ZRK3JqaLKtDK8FIQMt5YXPZAK8i/GFJP3wfd/3ffz8z/88P/ZjP8brXvc6AN773vfyQz/0QyRJwj/9p//0097nXSdbP/zDP8yP/MiP8OpXv5qtrS007fOrXPjoYA87MNGRSPRWNb0ZTbUCQFKr9lZa+7ezo6w0Cmmo1s7levtG7LMutctK/yRhvEb8TqLVisdNm+Z84tqIozbtnVNlZHnmbzqZNCiG58v3jNX/Gjp887eGubTmngqKnhX6O9tKbMr9TYm/bXk2dkC52YqiZmdUkgFWmfLtK6VOz4+xRIlr5Yz81WnrYDxtKybGWLZKzo30Qy5VlUWB2w3cWn/M0CS+dSq6qhhIFr6tJpGunbS2RElhskyUMWx26MIGqqVam/EWhYFpFsS6oqmvByGLzOawCEgLVQWMMktJIVQ6i9zF0ku2/QUvrgbszns4ptLC2g4WrNlL+mZMx0iQlc689FhKh91kgG9kzAtVuTxOA24sh9zbPSEqLBapgydyLF2tlKPCZOhELDObo8InsBTBYZE6dO2EpDC5s+q3VcubRyMcO0dWGi/ujbC8nJNZwGEksPspZW5w58TD7qeES4d5ZGL1UrLYJN33MIYZ0dyFlYHez0jmDtnSQBtmyhg3MmCYkR67SkxzkJMeu1iHgmqzIA599FzdR3EoFCZraZD6AoKCcscj90oYZkrPzJRoQc7qZhfZKdGDnMXtLvglIsiZ3Oyj9XKEVXJwZ4Dh5Twmd3jF6phUM/hPnUc4uNnH8ApMu+DFvRG2l/PFTyiLnt9+9BqWUXJn1idwUjZ7CxapA0dDqsJEuBHWaELXTlsh4KLSiTKPReoQiAxZ6ezHHdadsG3v+kbG7WRIiYanq8/0RIzuVcxyl4Oky27YVSKhmcl2b862vwBgkStGsaWX3F70WyP1KLdwhLr3CqlcBLLcIM8FQpTtoiBJTbJDF72rkoKOk7IWhG2ymNXJQJRZrWOEqZeY9eJQagrAHiZ2W7XaXpup1mB1Kv1QdpSbgmmUWK+fnT6vtTxEKXU6btpizzRNtf5WmcUqs1ol9QYGYdYQiUYoemDHbTw6Kw6qYq52Lh5JO2EroI0/XTtp45GuVYjR5CUxU0MOT+3RmtZlG3PPVIWFXrZ/e2ncbeKx0R6j/ORYPlDv61p1Lu43w6jb159q3oDT+eTsfPP7zUfNXBSZBe/hczy+gCpbv/iLv8i//bf/lj//5/98+96jjz7KhQsX+NZv/dbPbbL1r//1v+YXfuEX+MZv/Ma73cUf6fj1O/dhd0xO9rusb83a0nZVaVhWQXzo07swxxYlk4WHaZYETkqUWaymLv4gJoktZKnR7UUUpcFqL8Bai5XydWTSr4NjlFgEbqpaIIlNlgkcOyfNlDl14KetNEOeG8rKohYidYKspavLUkMISVHUQPVKw7plU92/wjAk8dTB7KgKSDFx6F2cI2qavtNX2l3JzS6d61OEIZlMAtZGSyV/cNRlPFriWxlpKVpMQ5ybSthTk8R1e6hjJ6SlUMmRrhiXk4WSJ9B0ie+pal2WizaZWc1d1tbm5KXBLHJVi68wCJ/ro23HlBOb4ZUZplFyOD9tDR5OO6z1Q7aDBcvMVgrdZkpS2x71nZg4N+lYKZeCGZkUhLmlZB2o2Is6+GbG2F3Rt2PozdqgXlQ6i9ThIOziuBlJpCo6Qy9CaLJtY20HC7LSYDdUYMmdZY9LnRnbrtrXftJlfSPENgpWhcV1/4hOjenZT3vYRsEj3m0ec27hBAWRtPh4usWdbMifGj5JOjDZzQZ0jISkL7gRreGLlHV7yaq06YiE/aTLInO43jliUTg8ebzFfcNjjtKAxIm5FpywzB0+erzFI+M9Bd7uulz058wyl0VmczmYKWD+dMjDa/scxgFxYXIpmDFJPY6HPld7U24vVPI2ciJ2lj2sSwVr7oq9sItvpXgi55mjNdUOFjnPHY/Zvj7HMko+/tw29z20C8DHn9vmgevq9c2TIdfHx0SXTHZnPe5fOyIqTG5PBrxyc5+jTZ+sEFzozDnZ8Ehyk0vdGTe7A8beiqEdcXvQxxU53/rC+wH4wPpFHrx2gB+mdK2UvhVzZ9XDqXK+9GM3AJj8iYDXbNziRjjCMQo2nAW/c3CJ6I6Sp1m75ybbwYJNZ8GqsHENJQeyKmxe3b+JoxUsS4cv7b1AR495JtniojXha7ofwdMzEinYL3v8z/A6aSkYWSH3uCvWrBBLL3AMhckqKp1NZ4GsNHbjPreXfQaushW6b+1IaUKlDlFuMXQiLL3kZOWTRJYC8scW/VHctr71tdPEROjKJWKVW6y5NWkit7jUnWHpBbPMJc5NXDNnlqgqaS9IWNo2OhUdK2WZ2dw8HLE+WLaLmrVuSCp1Jh9Zo7oSUe26BNdnSh8wM/Ftda5mJwF+L251Ay1TSVHEicWyNjofdldY4nz7eBorRp1rZq3tjmuqiliY2ep5yiyOTzpsrKlzd3TcYTgKKUqd5XMDnKsLSqmTzBwGG8qSan6nhxiqtnHDRKyA6ukO2WUlEmtYZRtLNY02TiWhdSqQWoujuvXiJVzZ6HqFbRUkqcKJDYOIrDQIYxuvrp7PTvx2H9mRi78VIoySxdxDNyo8L2U58fAHMZ6l9Bnz3GDYjSgrjZNbA9z1ldI61CrGvRWl1Djc6zPaXFCUOrNdA/jll21+/EIfk8mEBx544JPef+CBB5hMJp9ii//1uOtkK8syXvva197t5n/k41JvhuY5aFuKAZiVBkUiuHrhWLXBumFbugU4ngYEToopSvprISNvBV04iXwWC1cxCr1SYVJEyUqv1AOpKW2scAw9L6bjpGiuqrjovmpZholNWuoKlOqrJOdsKTsvDVwrZxa6pLFJtxdRuZqSXXhspdqIicl4e45Zr2SD9ROVwBUC/8pR649oPj5X4HJg7K0opE5SmDh+xtFRj2NdKlajVmFYEmEVWHVZ2xKqSrS/6CpJC6AodIq5TWVUOH0lOtiIJDaMq6oufS8zG4OKza5a4ZdSZ/hoRFKYTE3lveiaOdfG6tiTQrA5VJ/9xME6rpMxcGOWuU1e7/dwFbTGtjtaT4mpGgWL1GmFBKk0HFcFQl2rCJwUz8zwRM66FzJ0IoXRsh1ODrp06r8HVtoKOa7qxA4UXs8TGbPcY5J6HEUBrplx0Z+zbi85yX2eWm5xcz7gnt6Ei96UZekQCQuHgo6e8JC9g6FJ8kqwbU6xtZz/PnmYL+29wJd0X+DFdExeGVx1TtjLeshK53rniOMsYJa6vGbjFsvcIcwtxs6Kp6abSDTuGxxzZ9VTOEAr4QM7l9noLrFFwXtv3MP1zSMu92b8zxevcN/mEb6Z8cTuRe5bO2I7WPDM8RqX+1MyaajXgymF1Hn6YIMro4lqxYUBV+vXt+c+V0cT4sJkGts8cH2XSaQm0Qeu77YT6tXRhNvzPl034epowouzAV034d61Y54+2ODScErHSnnmeI3t3pyOmfLcZMTl3gyAJ3YvcmU0wZE5X1oDVv/r5gPtb5qnDs8crXF9fMzVjx7hrXLCjsV7tq/DVGPLX3Cc+Ohah0uF5IlVgDAzvuiBD3NcBJhayYP+Hgd5F1MreaW3QyJN/uf8Hv7U8ElGImQ/73PFPuYV1h6+nlGiE1UW89KjrDT2ky6/dXCVq70pG86CdXvJonC4s+oR51Zt3RThiYwLnTlhfU/NMwffzD4Jp7U48RltLOjaCd4wPwfSDjObMLHbhCuJlQ7f1PHousm5Z+Cs8rsjCqLcarGM09hld9pj1F2xOVxgGQX9gcKThpny59TvCRl2Ipyx0n8zdAm1eG2UmVy9cAQo4LoVKN/SZeogrYJMr0hmDkeLAaKXIoRiBDZQBl2rCFObJDfJCoMiE5S5DlJDq9nNbkctFH2R07sYt/Ere1yZPGtaRVljW12Rs/5ASJgp4/C8EzNfuphmifXYBC0za4uuisXcw7QLen6szLqNErNmMyeFqchJpTKoF4ZkrR+2xIDcMWofxNp14tjFWFcx1g4yXDunLHUyrySJLcVu7UeMPJUMN0r6AGliMh6ELbbSv57hipy0ENzcGZMFquLaWwtbIWIzs7j92ZgIP51xF23Ez9fK1mOPPcbP/MzP8NM//dPn3v+Zn/kZHnvssbva510nW3/zb/5N3v72t/P93//9d7uLP9Kx7iyxvFQxUIwCyyhY1KD3rpmQSYPjxMcTOf3ehGu9yalSszRqBpBiqVzoqFX9NFHieJvekkwKPvTcZR65tkOwtcMsc3lxMuC+sdJSevLZi1y/Z59NZ0lo1YKRumpPGLpSXD+cd9B1yXonJNdUC/GBS/tYesk0dUlyUwH1NcmLiwGF1Bm5KyQat6YDfDtjzQtZ5RYvfvQCVx7ZwTEKtYrdWaM7WOFZeQ00TSkKpYzcdRNlRJuZbPUWaFrFJFLVhoEfMfJXTGNXOdEvLaxRzKi7wjRKpiuvNR9epA5hYnOxP8OqTVcBxk6Erkkmqcck8tjuLLjUmXF72UdWWsvyiSsTr56ETL1kEnnsTnsYhmz1bWSloYuixajtHfRxg5S+HytAf2RjmCWeldF1klYrCDj1Jat9CftOzPBqxDxxibAYu6t6ApRsugtcI8egIpYmZaWRlCa3F31G3oqhHbPIHTpmgmfkrNlLuuOYbXuu2ktaxX7RZyVt1owlXT3li5wX2Sn6/Lu9N/ANm+/nr6x9gKeTC+xlfe5391lJm/85v4cHgj163ZjfmV3B0kvGzop3/8cv5tV/8UmGdswnJus8ODogKiyOYp9r3RPFcMsdXr19m0XucBz7PHpxl1nqEBcmr7q4w+6qi6mXvHJzn/1VB1MveWB8yO1ln46dcP/4iJ2lao++Yv2Q3WWXvhvT6yW8cDJis7fgUm/GjcmQje6SgRvx/MGYezeOAc69vj3tc204ISpMbk0G3DM6IZMGN45HvGL9kGnqMk9M7h8fEeYWJ7HP9eEJJ7FHLg1eubnPSezx2v0X6cqUfSfgg92LPOrschgFjN0Vl7ZV5e51H1Zolt997DIDP8ETGU+fbHDf4JiOmfDrv6V0Adev3WQ36/Hq/ovomuT3lpf40t4L+HrKM/EmPRHzV9Y+gETnPcsHeF3wDBfEDIOKhbQ5KjsspUtZ6WxZczw9IzATbL3AM3Ki0mSRu4ydiIlWcXvRJxilrYr9hqMWEnFp1sQLxV4+jn3i3OS+q/uqnVeTZixdteAoFfmg78RtCy8vDMpCb7GWB4sOcWizNl60zwbQVqJnK5ey1HHsnO3BHN/M2iSvSWYWlYNvZ9w/PqKQOrvLLkMvYmhHbSvOEgU9W8XLplXrmQocn+aCzf6CPIgUPvLERXYyOt2YnqsqT9OVh65LxkFIVWnszbuYFgyCiEXskGWCTu1sscqUh+jJUZerF47oWCmF1Hnxoxe4/PAuHSvlYNVhlVpcHkxVZTvsMuxGXOrOkJXW3s8DOybrLnj+UOEsbKPgcBkgpc56b1lbdClCVJaaXNw8IjAzFpnNjRc2efi+Ozii4OnDde5dO6Z/ISbMbT564wJffP0WjpGzu+oy8lcM6utUVHorlNw4AThGwT19VSlpGKIXfLUgXuQOnWs7dK2ErBQscpsLniIRTM3OZ2sq/MOPL6A24j/7Z/+Mr/3ar+Ud73gHX/7lXw7A+9//fm7fvs1/+2//7a72edfJVpIk/Jt/8294xzvewaOPPoppmuf+/s//+T+/211/TsYk86kixfJSyuEGnsiVPEAyZOREDO1Y4aHq3n3DguvWD0xUWLUMgZIQ6NU4gsY65bF77ihtnlgJO14azMikgWMUPP6KW5wkHrcWLl074cLalDC1MY1SMX0mXTw3o+cp77xp6CFEyUnkt5gm0yjZWfZaM2qhS1a5pZInJ2UendqmXHlkp16tmTgi595LBy0eo8GHbAwWuEIp3qe6EiDcn3fpegmBnTFdudzeH7I2Wip8RqHjrEXYVk6Y2MSJknLwbcVWaoyonz8as9lfYGhK2XqVqd95vPRxbWXXU9S0bFlpLRvLNEqOVgGumeOZirnUdRNMvWSeuOwedFgbL0lyk+W+j9VJcYOUUUcp9E9jj83hAs/MWKYOz93YZGN7VuPA9JZBt7M34NrFI8aOAummpWjNcpNSEBUmy9Th4LjLo1d2Wo2lo9hnGSq7mp4Vo1NxkgZgh3RF0mJCImmRSJPUMDHNkhyjxXR09YTXDp7npAjoGDE9Q8k/JNIkr1RSOM19TK3G29Ttz9UDGbom8USq2go1wPsoDBg4MYXUef5kxH3jYxY1ILprJ6xqmySgZgVadGrc2zKz1aRbm243cgBJbpLU/n1RbiFFY1is2spZJohzi7IqKOY24UAB5Iu5TTwy289Ehak+J1VSkRTKHzMpFeGjqN+fJ25dcRUsMxunZs+tMos/e/RxAH5t4z7C3ME2S2aRi1Un6M8ej3nFB5Vd2Hseuo9CqnNTlDqeSFmcDJC4aJpk7eqL6vqUFnllcJgE5F117j0jo1dbLy1Lt71WoPA4OQZJZTEpApal02J4NuyaEVfanKQBA0vdU4vcZhk67Dld1lxFhphnLr9z4zIb4wUdO8ET+SnWEhjaqpJ6GPt87OY2F7amSvSydolYVhoHu322Lky5MpoQ5RazyGW9s2TUkZwA85VLtrTpjFb4dsbuQZ/BcMVmb9He/4YuWeY2i8RhzQ9PJQ5ys21JNtjJmydDwo6qLDfYqWnqsj/rYtTyLWVtMK9pFbsnPVwnx3Uy9LWKJLRUJ6EQHBx3cf2UrpuxymwWkYMG2LW0xHZvTlwodnHj8FFInf4lVXk7jpVO4pXa0eM49lnWrL+Grdlsc2OmvEmb+HoYBZRSCbdOlx6irxTg55HLznGfzeFCKfgbBhfWVHX31qKPa+Y8/opbykGkMFVMLw0O4wBP5Dx2zx0WmU2oWa1DhdAkjpWTSVHH/5yxsyIpzRYnCCoBG9oxSWmys+rhmxldM23lWgIzYy/qYhklm/7yDz/ZfbbGF1Cy9aY3vYlnnnmGn/3Zn+Xpp58G4M1vfjPf+q3fetcOOXctavoVX/EVv/9ONY1f//Vfv6sDerlHI9D2Lb/5ZryOqIHp2jlw5tnRgCQboPtZPZizn/lUbvHAOeB7s93ZgPpSR/izjvJnP/OpXOQbHaSzx38WBH/+d5wBdH6KWvBZfZuXHqd8yTmSaO3q99yxSP3cbzj7Xc12wLnkUP8UT+NZbZ6zOl7N+2c1fM4ed0MSaMZL9b5OBQfVsZg1cLYB6DZ2PY0umAL4Fu1EU0r13vHcJ19aWN0MTa+wzYJSakQzF7ubEripav3Uvo9Hq4BVZKMbkqxW435oeFDrdCm8yq1kiFVXRMLCYifqM3ZCTE0yzTysWr+nSeQtQ7U3m2Ae1omPar+aauLTJFktOQK072s106thcca52Z6HOBfYomw97SxTfSbJBJZZKgHdwsC2CspSr1/nSKlTSsWazWrpDau2EwJlqZJmSonbMCRpJk5VuTOBY6nWTpYLHDNH0yAtDFyzaEHRV8sJ/+lD/y904C+9+q+yZ3dbuQlQLfdOHvNf/i8/i5WXfPMvfDO3Lo0ACMyMotK5/buPEu5v0r+ww5VXfYS+pRZUWSnoWTFlpXGcBFzwZgQiIypNMinYsuc4ek5UWtyKhzw12WAyCbBcxebznIw1P2zbzovUIYxtkpmDP4wwdIXJrKTyPzU7GYNOhCWUTp6pqyptVor22jW6Vc292ZyHpgWoveQ5af7ePDNACw5vPnf2mfn9nq0WpP6p4mH9jDTPL9CC21+6TRMLmmM7+2xn9W9ojuelmn5nY9Q5va76XLz0uz5VvDu737Nahy89FnUuyvPfeSYOf6p49qmPU34SCP7s/s4C8F/6Ww3O7+fctmeO39AqykojDXP+1Rt++XMqanrv9/4oxqcpalomCc//6Pd+Xoma3rx5k//xP/4HWZbxpje9iYcffvizst+7rmz9xm/8xmflAP6oxjx3WKUOSWmyF3WwjYKhHaNrkkwKVQ2IXQxdmegKTVWN9uddPCcjsFPsM4Kks8TFNXN6ddWrMYptAmCD/UoL0QLOy0pvsUdJIShLva4KacxChXXp+Kr11dgGhSsb30sJ7KxdzWelYOfOiO44pO/FrQBllFlMjjr0xyF9J27bk6vMYjb36XRiNoJlPcmaHCw65LnBoBPhW8r2ZpXZTJcerpO1WBCAg7CDplX0nfic6Ogidkgyk1Fn1eIbGu0fKTX6fly3MgSzVe2N52WtdU9RquNudHQcq2j9JeeRQ89LFPOuEBxOOlCB6RTKz9HM25aLWZ/vRaqqVKZe4tdU97OTw7kklapmApatoGYTiM8KL97bV9/hGjmunrdCk+lFJTxq6wV9M6YnIhytFoZEq61+Ujw9be/DvhExMkKMTsWJ9Hnf8n5G7pIv7z7PrPR4IV7j/sE+qTT5wPQqG86SvhkxyX3uLLbZ7iw4jAJso2DgxKoKl9hkucB3U0xdkpcGvpXimhm7sx6+k+FZGXd2h1y+cMKaH7K/VG2Jnpu01cuRv+Jg0cG2CsadFYfzDh1X+bjtT7r0OjGBk3Ky8LEtdQ0mk4DhUNHzm9dVpRFGNqPuirQQzJcum8MFWWFwdNTj8oVjFolDmppsdJdEucXRSYdLmxPmsQrum50lf+aFT6ADH+ptc8fsM126bPdVW2WV2ehaxT1PHGPlJQejDvtXevTNhGnichz79LWC8GADgC955HfASTlIOnzJ4Ca2nrOTDrjqHNPvR+zmfcLC4SsHH2OkK6LLYdlhVno84O7yp4ZPEkmbSNrttQVIKsG88JjlyjPTvCyx9aK9R2JpEpeq2nc22WjYxmdZxkkt/wFK7FXXK6SuAXm7eIlzk0VqK3mAuvWla8pfFVTbMM5N4tq4uZIa68MllihIcrN9pixREGUWSSZaCyvPOiMhk1qKQGKX9P0YSxSUUm9xY76d4dTPVloKTpY+ulYx7obnRFNnibLl6jmqtd7EjDix6rhT646lKu6YZslGd4lrqt88T1yOph36vZXSY9NVpWqWuCye79O/PlXHXYuIziKXxXHA+tas3XdWCsIazxn4aSt/kZW1/RrQD1SCHOdCAehr/0nTKNvYLSsNv5ZkyUqjXbA0iaxOxTxziHOzjZOyUvp3i9QhSiw2a8uqotKZJy5ZaSihWiuthYp1JqlLWgrW3BWBUAK2UWZ9ehPeH48/1PiN3/gN/uyf/bPEsaoqCyF429vexjd8wzd8xvu+68rW5+tosvSve+c3IHy7rgydpwI3K4vm/WYldVYOoRkvXf299G9nKcxn/98E2Ob12f1UZ7Yr5anFj1av0hqvrbKuJuTSUHYTtcdfs/ora9VnXauwTKUX0wSL5nuKSj8F0NYVnmb/aamkHOLUJE1NylTl5pqhdHi0MytoWejIVKAvleG0cHOEkK0BbSl1xbBMDZDKAqQqNbRMp7IlZq0f1KjJn/2tQjv9d3P+GqmItDBagHxVaQqwH5voc0E1zLC809ZMWeoUuaHUpk1VVakqKApDyRrEOsYww3YyLLNUlS9DmRA3psBnldSFJvFEjieUPU9z36RSkJQmRa3T0xEJrpFjaiWSOiktHPbjDmFms+6FXHRn9M2obRc2I68MUinOyY80lc680ikqo5UeOTtOpTo+uSLaVCfae4/z1cHms819cdam6ver4DbbfKoKw6eqpDbjbNWg+a6z1/q0eiL5t7/9K1yIF/yLh17Luy/c06p/n93/X/1Xv81f+KUP85t/5jr/5gfe1L4v9JIXPvowLz7zAKP1fV7/Fe9oKwXN/k2txNaLc8fXGEYfph3uhD0CK2XTXdIVauHR0PHDwmJZOGSlQOgljpG3+5KVsu+JCkupip9R4m/OeV4q/aaiVJWrvDBIYotyYoErsTopQpRomrqP8zpxEmbZgq1lpZGnAo7sc8+g1jxHtfG8JYpWU/DstW5iQfPvRjU+yUzSua3slCxloUOlga7ss4RdthVTKfVzz6DslOh20drqAMo+SzY6U2DYBbadtwuuJkadjYPNfdHEAqBdrGal0bp6mHWl8GwMbBZuym2jao/17G9t7r8GonG2cthcq7OyOeeqbWf+f3Yh15zbc/f7p/jb2fmlSbab+6b5XPN+891ZmPHvv+r/+ceVrc/yeP3rX894POZf/at/heM4/KN/9I/4lV/5FXZ3dz/jfX9Goqa/+Zu/yc/93M/x/PPP85/+03/iwoUL/NIv/RLXrl3j9a9//Wd8cC/n+OjxFvFhH02XeG7WBopGYkE31I1fAWWhEoWq1FpKr65V5JmgPLHBKzE8ZZFDhfLDOnSQ/RyMCgrF7tNMta1l1RWpTFBJHavWjSpKQ3kcFjpkOmIiyNdyvEGM52SqSiGVBkuSmZSljm3luHUAbZKoXBrtymcUrPDNrJ2YGjzGMnVIckHHUS2vxmYCVFUuk4oZKDSJ0yvaMntWihbHpGtVbZPT6EKpapDaXgU/ped1aj0DtFR4WWm1PZGyyGgwDU0S0GC5zga6JhnoWClWjbFaZHZr2mpZBa6TI/taW0lrBEEbuYqqUoF6vvDw/YQrwyn9muVUVEpI9OZ0iKmXBLXUgVfbn5iaJJWCSeoRFSZ9O269EGWlM8tdjlOfk8hnHjkEbsqj413WrJCxucRAklQmh1mXrkh40N9lU8wwtIqsUvY5jp6TVQaTQhkZO3pOIs2a9aYm7pNc4VXKSmM/7rZBWFYanshVZbMw1esaCyU02dpHNaK0zTVssCOeyFuMjlVLfzQTVVyY54R/m1ZXXJgITdZVFAurtnnJCoFbn/tcGq3QZVnpraZTUpgEtZJ9VWm4tV6YrBRGpbkHHg/3uRAviHXBb46vssgULswxCopKV/evLnnwAwqv9ZEvvsQsc9tzkuUmOzfuAeDKfc8QGCm2rp6ZnhHV51xgIBmKEEsrSaSJrkmsOgHeGQ54erWNa2SsWwuc2vcyLB1OMo+PT9YJa8zQyFsxtld0zARbV/i6oq5SeCJnaEfYtep8UpptIjaLFXD9Yn/GeHOFuEeSSYNZ5rIz77FaOXQ6MR03QdNoZRQAotxirjtoVxRWqJQaeS4wzYKN7pJuU9mRKkE5236UlYZRyVaXqnnemiovF1VFqKnYN881nFaHm+dabVfU+1H2T5lUMaO5/9q4YRTttkkp2kTU0ssWqtDYni1Sh2nitmxnT6ToVtV+Js7NtnJmW3nbPm+SsihT1j6GoTBURv0bS6kRJjbR1MU8MimGyr9RExJhlZh1K70RfG3id+N9qHw8lb8kpYY+M5GjDMvNlYxPoVNGJkQGxihFWGp/jbyPZlQYZokhaq/GSmvnINss2gVrkpqUhUEQxDjFH2O2Xo7x5JNP8lu/9VtsbW0B8BM/8RP83M/9HCcnJ4xGo89o33edbP3n//yf+cZv/Eb+2l/7azzxxBOkqXqQ5/M5P/qjP3rXiP3P1YhTE6+XnjMBzVITYRW4jgoAWU1DNp0C30sRhloxlZVeC2HqaL0M3ZQ4To5d40sS3aS8EGEaEkuULe6lKHV0vaKqIE6s1nzWMgs8S5WyT6RPnuuIXoq7ETK2s7aFuAgVULfMVUCy3RxDV4HuaBGQ7AQY6zGy0LGcgkGgqMQHYYfpxKcqdaxATX62WRA46prtLbuUtfREWqvlB45iRa5Si8XUpzcMW38xSxR0rJSkEDw/G+Hbqq3aBDWvBoZGucXecQ/Hzeh5CjDeJHaF1DlYdTh8fkTvyqw1Xu47MU4dgMPMZmd3SHe4YqOzVMxAKiaJx/PPjdC8AtvNWe8t2aoBv3FmEiY2SaSSzYPEZHtthm9mpCVMlx4bg0WLkQE4XAU8fzSmLHQ6QYIjFCPTMgry0uDZWY/AyVrdokXmMEk8ilKvExe39XjrWzHXg2Ne2dsnKk2mmceaFeLoOfPCw9Aktp5zwZ5iIOnoMZtizrYRY2kaqwo+no15Lt3m1e4Ncgx++eTVvKZzg8vWMc8kW6SVySu8AyaFz+9OL3EtOOHJ6Rb3947omzF7SZe9sMMFf87v7l7k1Rdu07dinjzZ5Hr/BEsveN8L9/Caq7coKp1nT8a8amMHWWn85jPX+fL7XiApTZ47GfPoxi5ZKfjg81d4zb0vEhYWB2GH+wbHLHKb3UWX+4fHhIXFKre41JmxF6mW5KXOjIM4QFYaW96SZyZjtrsLumbKs9MxG8GSdTfk/c/ew2vufRHLKPjIwTbXR8c4Rs6H97f54q076FrFlzyl5B4+uHmRJw4u8ZqrSrT0udmIh0f7FJXOM58Yc/2ZQwCefs0mr+geMstdnpmv0TnxKXILP1jy+nufYDcfoFcV1+xDImnz24t7+XPD38PTUn4nvsbDzh2+yNnB1yCrKo6kzaJ0eIW3R4lOXhlt8mvqBWtWyP2DIwYbEZ6Rk5aCWe6yE/VbfFJUmISpTWRYbTJZVDq3F33CxGK9EyonB6EIIAdhh2XoYAhJx0vQ9YpOJ6bvKJzZwbTLxmDREmMOTrrIXE3ejpcROCluTRbJpcELkxHh0qGKBFtXThg6USucO4k9Tg67XNieMHQiGnLI/qrTGnPPX+yzfu8JG/4SdAgzi2VmU0qdeeSQxBZb43ltCeWcww6Gqc0qtdjoLnFEoSREokD5umYm80lAd6BA/FWlsYhtNE3FqbwwMAyJb2UEdsYidpitVCzMQgvNkAyGq1YRfxp6zGYeupCUhy7OhZDASVvQfryyiFcWRm227joZfT+m5yWsxhZxYlJEJsIq6QcRwlDHmOcGstQpCgO3rn5LR0MYssUbZoWB9HOEXuE5Kg6muSABpKlMt4Uhsc0Cw1OtzqLUSTKTPBHq2jk5ulmRFQZRZLfG1Y6dU1kFcWox2R++fJPj7zO0LwAF+cViwXg8bv/teR6u6zKfzz/jZOuu24ivetWr+Ht/7+/xTd/0TXQ6HT784Q9zzz338MQTT/A1X/M17O/vf0YH9nKNpiT6uv/3t1O5HkkhWjZWo3RcVDpFbcdg6LL1dzP0U0AoqEqJril15rPl7lLqiDPYiQZHdJatk5VGu7ICVcIu66rVWQPYs2BOUTNpmm0bdfRmZVlVWvu9DZi7GU3ZPJd6uy2cL3M3v6/5jrO/Na/bVE2Z/+y2TbuvlDppISil1iammgZVBZqm6OrN729WwM2QlVJ/L6WGa54aZTe/r0ngGoDw2WMrqroiyac+d2aNeWvajsI4BbIWdSvWFvX1krpq5RQGllkqi6BC2cGMOysso2hbGs190XfiFp8Rpgo71HNiAjNjmdnszno8uHFAYKr7TNSmwbeWfQxdcq0z4YFgn4FYYSCZlD6/O7tCz4rpmzE7cY9J6rHuhESlxUd2ttkaztGpePGpLZyLIfHMxRtEBE7GInJIFjZONyWeOrgDZTWSP9NF3LdUBuszF7er2LPJzKE7Vrik5cTD7SVKI2hl4fVixR6cuLjDWLWIaluePDcoEhMnSClLnTJXSX6W1AD55rUGll2QhDbCyTHNkji0EXaBaZZEJx7OUGH5ormrbJwMSTx36AwjhCz59Y/8WwYy5v92z5t5Z/UAbjdRC5hnO5j3L6gqjTe+8zn+zc/+Es9vj/naf/m36XoJYWIRTTy0W/dQJS69+56jd/UOe5Mej17YxTMyDpOAoR1xwZ0zy13mmcsX9V9kaKwo0ZkWPi/GI56abVBKncudmRIrraswSWny0b0ttvtzOlZKmFvME2Un44iilWOZJSpBcETe3kNZKThe+vhOpvT9cpMsN1rygFlXntLCwNCrFhfU3Ke2KFuiQ4PT0ut2GChTdx1VIWmr23XbqiGIyEojLsyWgdtU2eNcYOhKaPSsK0RTsTbqbRuXiOZZbxKIZgFl1JWZlwLTmxZgcyxnj021/E7jUTPObltWWgs5qF4Sx5pjK2odrrMg82bb5juKupL6+507BTc4hYCc3fZsnG18OZvvbdqVTXsxr6v2TSWy+a3N9o5QuLQ4txBG2c5FzXVbZRaWUPCG1aLkd978Lz6nbcTr3/OjGPan2UZME577sc+fNqKu6/ziL/4ivV6vfe/rv/7r+Rf/4l+wsbHRvndWWf4PO+66svWJT3yCN77xjZ/0fq/XYzab3e1uP2djb9pDTx1kqXOSqZW4plet0bOuV8jKI1tZEBpUtkQzJbqoA0dioEkN3c/RhWwDTZkZyMxAM+sgUOrK+iTXkYMcw1JML02vMM0SU5To+un2WS5YyvqGbnIRTT3ITVXM0JUoXvO6CYOy0loTZk1TSYapn0+OzgaVs0ydZpzFJVjGqY3FS/FrcJ4Z1Py72UcDKm/Gp8InfKpxlv3TgIazpsVQByW3Zp81v0erKnTrNJiWjWxA6KBpFZ6b4ZgFVaVwanlhtNpcjpm37bBmnLX4aI6lOQagtToaO1HbApVo9O0YvXOKuzC0iqEdMXKVaGpUWDhGjq5Ltt0Zr+zs4hkpjpbj6Oo3HRUd3nN8H68e3KInIlJpYns5j3YTcimYFh733n/U+ipe+pIZAIs1h3nqqAmg0vDdlI6VkndWbRs1fFWMbRSK6m9n7cSwMgs6dZXTXC9VlVLqZL4S0y2lTlwnA00i3rT7Ci/FNQvyGltoGSWJXRuBi4LMOU3SY0vZGVlGiW2dYggbcoOhS2I7axl6KyfDEQWvP7nJQMYcmR7PbI5Zl3N8S7kUpK+KCOrF0lffeRKA3/3iy+r32wmemaFJuPGMiyFyXvPK32PDm5OPDfLKYCAiHursEhaO8iS1Zsxtj/cc38cbx8+yJpZsmHMGYsX9/j5RaTOtAfBSGiSlao09srVHIJSV0tjRkMEn4z2HdtS24s5aXo3XV6fs3jOM2Jcya5vKcYPFhDpmFIIkF0SxhSx0ur24NfZ2zbzGpslzz3yzz4a9OLDjuhVbnkvK/qDntBm6fx6n1Dy3L33mm/PwybZl563HGk2ql2JZz5JZGnLQS39PY1WU1edH007tcBQIvpZ8qcVKm7hblMa5eAt18iRKcqnirqzPe4OX0zQV7/WpiTQl+KUSYq00KHQ0s8SwytMktNCRK1MJtgYKOiILnSrX0VIdghLTzTEMiZRaa5RdyfoeMqWCqgAySj7ldXlZxxdAGxHgm7/5mz/pvb/1t/5W+1rTNMqy/KTP/K/GXSdbm5ubPPfcc1y9evXc++9973u555577na3n7OhGZKy0BFWyagf0qk1shapg06FX4sDyn7t81a3p/p+3K5MmwpYKZXXWJMEpKUgTJUBb8OYgVNVYtfM6Vhp21o4WfmEoYPvJ2z2Fq1kwDJ1zrFcmhVXszIrK50s11r2kKKQn67KpkslMGoItb3nZFh1dSzOTNJMUOQGcmZR2RJ/GNF101b4MCsNNE2ZaHtWhm0WZIXANEplfQMsc5usOL2NfCslMDOok6MmYDeBMiqUFpctCgJT4aAa0Pkk9QgzxW4KrJShHeMYiu03TV3y0qDvxHgib1d9J7HH3m9doPvqIzaDJUGtS7NLl1nms762YJUqHFHjxRbmFnvzLpqmMG2OKNrJrrE9STRJ10rxRHZuIrH0koGl8DYlGsvcISotLL2gZ8YEImtB7HllILSSNTskMBICI8HTMwwkkbSZly7T3KcnYkoUUeNh5w5/5upH6dT7PyodTsoAR8uJKpsPR5dx9JyeEXFcdNi05zhawV7W42Nyi3V3idAl296crkjYT3oKM0fF7dLgQjDHNXKmtkfXjMmk4HbYZ8tTGJBZ5rDtzUlKk8M4YN0NKaTBceKx7S9ISpNFZjN2VkSFxTR12XBDpZVVm3TPsprR9ZLXB3HAwI7xRMZx4qvza2TcWfUYOxFCLznU1Xc6Rs5h3CEwM/7C808B8MELF7k+OGaRu+2x74Q9Nt0lEo0v+/ANACZvDBh7K7a9OYdxh8mdTQAevP4UW/6Mi9aEeemRSJPHvFt4WkpSmXT1hG0RYlDxl3q/w61iwHPpJromyStD6Z3pJZftCQ+4qVKQlxZRabMoXcJCYd0a/0RDq9pWcqPdteYsMahIpWCeuySlaHGL6vmwWGSKXdioyoNK9le58gdNYourG8cEZoasNKapyyq1GHYjFpGDb2Vs+wuEXhLmNvthh8XvrDH80gO2g0X77ESFwjiZRknXVWKrmRTsJz5hze4MrJSuqf4mUUK+Ya6MzjVNKdI3cgpnpR6aZ2leV/NA4cs6dXV3mSvVeEsUpLkgyizMWnKkqaaVUmcR26wmHlqqo/czDCFx7BzXUsl5VhpEiWrLVlLFQt9L2wp3LnWyug0KtAD5sxX6pgresMY7dtJKeMwTt8V2joMQT6jzsMxs4txUbh+XTqVHVpnVYg+bRU6jFWboFWK9bEH+SWEyW7mq3Wvl7XnSqVhlFhKNrq3gF8vUYRE5ZKnAtAv63dUfG1G/DENK+b/+0F2Ou0623vKWt/B3/+7f5W1vexuaprG7u8v73/9+vuu7vuvzQlVeGBVON24f2MNlh54XM/ZWCE22q08qJdOw7odsdxYUUleTcd1CalqNpdQ5iXwmN/tY6zGBp6oDB/MO2a6Pvb2i6yk8UFYIXlgE5Klg0F/RdRP6nmrXTGOPFxcuvp/SdRM8oyQrBKvUYjnzMOyCwE8ULTk1iY89KqPCG8RYZkGWC1ahjWFKPPcUpwAqaYpTE8tUODLDkOSmgREoPEhZ6hxNO8hCw/bUyqssFZtnNfHAqOjVtP6dZY9wZVMkAsOSdDpxWxG5s+wxOQmwvJzATRX4uw6KPU+tumWlMUlcpvEIQ5dc7MxZd0LGzqqtZkWFiTQ0AjPhgd4heaWTSVFT5CWBkTPoRVz/mmPyM6B7T2Q8ODjg/v4hmRRtda7Z1hMZYyeikXUopMEsc1ovxI6ZKqshaXBnusZ06nNxY0rPSpBo7MVdNYHFDpeH03rS05lmPs8u1thfdHlg7bClaa8Sm2fzNTJpcH/nENfIKSqDozRgP+6w7c255p4A8MsnX8w194Qr9jGmVjIrPX53eYUNa4GuVTy3WmM/6rBd28/0rQRdk9yYKzxBUgqOwgChSQ7p8NTtLa5fOETXqnZi1bWKT9zc4tol9f7+VOlVaVrF7Vtj0iuCXBrsPL/G6toJpdQ4ujUkuWYS5ybzmcdyvCDOBcuFSzYSxLkgzUyWftziaV76+vCkw7zr4JoFB8dden0lMbLzwhrh5QmGXrF/Y0Ry7xGmXnL7aMi9/UO++HAHgP8yfJCbyyE3bq9z7dIhQpfMEhdbFAwOV1x4cYbU4N2vvI+9RZdC6sxnPY53LwEVxoUTfuv4GpvemN1Vl01vSV6pCsxB1uWV/i475py8MngxHXMjHrXXZT/r8vxyzKa7ZM0OEVpJXJo8s1xHVhrrTtgSRMLC5uNH62x2F61Qrqw09uMOH9i5TNdN2AyWSlC50jiIA+4cDBgMVqz7IV0rbRcmh2lAYKX0rYS+FbPhquev+S6hl4ydENlVVSExlC1GK5MGXSthOIowv0axqZr3BTC0IzbdBWYtkzDPVPIXmBlDO26T9Ki0eGqiWqgDN2qTqTBVLfKGRVhWtXVNZDIchfhWhjBKwtRmuXQpMx3hFAS+8olNC4PDwx6UGsLPyHOjZVZOJz66UD6Cg40lUp7CM4ShYnaWKC/TxpOwsc9ZRTaL3MUPUnRdkuWCOLQhMXDHEa6dk5Y6J3OfMhW4nYSOm+JZCi+2v+iyWtl0uypWBWvTdiH+4sFIWfzUsTwvDU6WPumuj7W9wrVVJXESeuzsrTG8OqNrJ9hOUlfcTbJK4JkZQydi3VOm41Fhtv6QplGyXhver3KLeeQqzJqbth6OBwenba4/Hp8f466Tre/5nu9BSslXfdVXEUURb3zjG7Ftm+/6ru/ib//tv31X+3zrW9/KL//yL/Pxj38c13V57Wtfy4//+I/zile8ov1MkiR853d+J//+3/970jTlq7/6q/nZn/3Zc/3UP8wY+yGTfIQwNC705i1oe545rc7QmhfiiIKkEByuAo4nHa5uHdOzEwZOzCKzuT0Z4NoZm50lV5wplx6dMU8dDpcBwyBiq7NAHx+TSYOTyCfOTLZ7c7YCZay6zGyOwkBp0gQh494K2Z0R5haHyw5lqTPuKt+sorNkkTgcHfVYX59zdTTBWjsiq5WdpdTZ7C7whor1tcxtTkIf387wrRTdUbiBeeywfGJM8PgJa0FILg0moUdVaWyO5q1ac1oIZonL8ukBm48cMXJVFUhWGrPUYbl02dqcse6FLZNvmiil8uv3KiB2UekcJz4vHIzZGs254C9wDLWKiwqLsjoVSFTty7JmJhocx0qrZ9PX8IwMicYk9Xj65jaXLxwzciK14q5ZXs/dWeeBy/sM7Yii1Alzm5uzgapgtdo1Zauj9uwnLnDtvj3GTsS6qya5k9hjJS22/AV9vWRoRywCp524XCNXuDqjIPJNLKM8ZWwBl4Mp1zrKfiOXClvXtVYMrRWz3OMj0222/QX3eMd8UfdFzJ6acB09Z2iEvCn4OH1dVeDySmcmXdaEsnVZli6ekfK6vlrtHucddtMepiaxBmWbPDYMvaEd8eiVHawaU5g2VUFdcvXiUVsZ2R7M6dmqLSGuHNKzEwqp47xil27NFHSv53TMlMxS1UXfzEgsQWArD0nXNChdHVfkiLpi4JtZy0x0RY6xJpXBuVHgbOaYhjpW4/oBHVNNwP4r0pZZqK2f8DUnz2DLkltuj9u9HoGecfXiUcus69fYuNd9VK3zbzwwZtVxuCRnrLtLPvHcFQDWt3bZGh4yMldcsKfInsZSOmyIBR0jBh+6esyaoYRkH7dvMwtcTkqfSRkwFCEP+zvklcFx3uGFSCVslwMl2QGwKm1kBQMr4ssv3GwlOZq2WWBmXB8f44mcwEwwNcmqtMikwSsv7dG1knahd5z4lFJnO1DPS1YK9qMON57d4vL1A9ZctSiMCov9rMNJ5FNVsN1dMLTV8cwyl4/f2uT6xcNWQzApTeVcsTPmwau76lmpmcC7qy6y0tj0l+fYxWcr/WNHeTuCwqodOx43D0fcs3HM2FkhhmpRcxj7ZKVg3QvZ8pZkPYPDKOBw0mXgRvTrik3SnXMS+xx9dA3vwSl9J1bt7b5iqp4sfYpSZxhEmHpJUphMPrSO++iEcQ3+b3Bjy8RirRtysTtvgf/7C4UTuu/SQdsxOIl8Jsc91tbmdJ2kJRgcLwIMQ7LeWXJ1MFEkn3ofslL+rtsXFy154DjyqSqNS8Mp1vi4rXhNQo9hEDF+9Oh0H8sOcWpxaThtk+lFZnNzb8x4uGTdV3NNIXX2wm6rMzewY9bclfq+lU+cG6x3QjbN1R+JN+LL3Ub8bOUAt27d4lu+5Vv4jd/4DYIg4Ju/+Zt561vfihCfkQDDZzQ+Y52tLMt47rnnCMOQhx56iCAI7npff/pP/2m+7uu+jte85jUURcH3fu/38uSTT/LUU0/h+4rq/i3f8i386q/+Kr/wC79Ar9fj27/929F1nfe9731/qO9owH4P/ft/gNNVujZhzfLTaiBng6WSNYPwrPQDperFB92EwElbwGWcmYrFkgiEU2BZRctSaapLpdTJcoMsE5hmieco9kxDp2/YdIACcdfK0mcFUdNSnNOFsY2iFeps8B4N5qoZZ9Wnz2IgGmxS85n2/RrfcVaVuqiDbtNSU0lG0Uo9hLlFXLcIG5xY0zpMS8Eqs1jFNsmRB16BG6St9k/fi+lZSQsgbyYox8hxDSUrYXBef0Y/IzJqaFWrd5RLvbW5AVgVdtv6aBXX6981iT0mJwGaXtHvR3RtZRDeiA4GdkrPSlrvzKL+nSexX7dQ8loW4pTCnkmlTdbgu/pW0v5tkTkIXTEWQbWG1u0lI3OFWZ/LvDIIS4dNa8aGUKrlu/mA56INrnsHmFrJXtbnKAvYtBfMC5ePLza44M1JS8FHj7e41FW2UPPEZcNfMk8d0lIwdlcsM7t9fRz7bbViGisz5aEbsTPrMajb5UdhgG9neGbGSeS3Yr77i24rcnu4VJ+xRMn+pMv6QLUkD6ed1kh8unJZ74StiOVmd0FaCiahx1ZvQZRbrFKLtSBUxuQrl63egh/+8Dt4/exFfunq4/zLzddh6LL9HaAkQI5jnx/8P/4//On/8RS/+Fe+jJ//319Pz0q4NRkSfvBVlIXJpdd8iFff+xQDEbGb9lizQrasGXlltOd2U8zJKoODosd+1icwkrolqPBEh1mHw7TTPjONmn9gZgi9JCtF2zZV94x6RhrJFIXbU5ZZVaXRsZO2gtRIqjQki6YN1dyLs5lHJTWGo5CurYSOm+dZJW9Z/byctr1NTWnWNc9GeQbk3TxDzfNUou7dxqdRtQOb1rpK0GaRsj2qKk1ViiKBNY7peAm+lbUiz7IG6+dSgdPd+vgaKQhVYT6v89bgIE9lJE5t0uA8GaYB1cOpen4DQm9GU+U+q8Af5+anjJ9NrMrqYy5r8gEoNmQjU5JLgzg3iRKLPDcQdUuzIQCUdRuzqBmLWWQiHCVF41p5i5GMc5P51KPKDTDkOekHYdQEiBobpmkVVY1V9by0dWUITyQ3/q//9HMKkL//u+4OIP/M//GHB8h/NnKAsix5/PHH2dzc5Cd+4ifY29vjm77pm3jLW97Cj/7oj376J+CzNO46zfuRH/mRT3rv137t19rXP/ADP/Bp7/Ps9gC/8Au/wPr6Oh/60Id44xvfyHw+5+d//ud5+9vfzld+pTKT/Xf/7t/x4IMP8tu//dt82Zd92R/6u7T6hgZw3IwsE+SxCbEBK52i0MjHOWagcAKNW32RG5SRSfhil1UF1omONCHvScRmTH+0UgzGzCTLBZZZkGQGaWrS68SMO6uWeRfGNlGiJAqKQoltNriqqtLICkEkLVaJRZEbeK5iaRm6VFiBmr2ySB3C1EI2AHJLBWq7rio0wPKyxlAZmmyxFk1wSwrB7qyHMCQjX5lKx4XZ2rq49XctU4fjacDl9Qkdq263lcrA9mzSaOll7Q2mdHZ0r4I+6NuSsbXCNWo8Q6l+v2tk7YRwVlwylYKwtMkrncZ9s0QjLS1SKVjkTqsn1TIXharY7K26aFrFtr9Q4HWtaifpJpGupIbXUSrSdo3dsuo2zPHS59ZiBJVGbxS28hzTlUvPUytiVW1z23MbZyZpoaxoOlbKIreRdZIV50rQcsNZ0jUT0lLwQjjm/atrLCKHK6MJcWHy8GCPNbFkU8yxtBJHyzGQlOgYSDwjRVZdprnHqrSVSbaesyosuo5KWg/jgDUvpG/FZFIJZjYr+0nksekvMev7zNJrZlWtvWToFZZRqAqTcZp4w2kiXpZ6iyMsSqNdHJSZcYqFyYwWZ9iws3R5uq3QVPu9rWoaspX9MPSKQRnxZXO1fv+tzSsKD1WLyxaVjm9meCKHquLVv6d8Dp/9sg1WmTLz1ad9ysLE78y599INloVTX3sdz0gxkOQYvMLb44p1TFdPlNYZOi/Ea3zg+DKuyHnxZMggiBi7K676E2yjYJE7nCReq1TeLHLy0mCZ2crGSBS4lloINTghUUMO5pGj9J0yW0kfnASgVXjdhIEf07WT9ly7Mif1M1Zzp012ipoF17HS1qv1VthnGns8ODqoKypW+0xEhYlVV2obRXvqZCav/z80V9j26XOXV0a7kLnoWjDg3HN7nPmcFd5s26i5RVqKNj7lpUGmG3UsMhVDd9qjH8R0GkxSYZ+LNXlpcLJSVa3t/rz1jdQrteBLCkFZ6ZytFTT3aFoIotxqF666LnHNAtdUi4YGO9so4CepiW5IfCdr70VNU6rwy4VDWSoPxeZ3+k7GqLNS+M/UZrbwsG1F/shygWFIOn5C6WasIpvwxS7pXEfPIRtJKg2qQGkzClO5pDZ6junSRhxYVKKi9CW4CjRv1XZWeVEnsO4pxutzNj4Hla3PRg7w3//7f+epp57iHe94BxsbGzz++OP843/8j/nu7/5ufuiHfgjL+qNR37/rZOtXfuVXzv07z3Nu3LiBEIJ77733rpKtl475XFlxDIdKU+RDH/oQeZ7zJ//kn2w/88ADD3D58mXe//73f1rJ1mNrOxROB0tXK5e4NMlKoQDbWqUUwGva7VmvqkIaLWNHiRGa7co2KiyFeajL7IvcJq0B8aBA6001qWOlSP/UZ6xp7zRB2zGUInmY28hAafIAbcWkAc4mpSCTRauZAypISLQWSL7IbXQqum7S/rasNOrvqFpz7OvjY+C8InLz/0LqrDKbo+MOm+tzNK1iP+xwuNdnvDXH1CUnCx/DkGz152TSYGfV5WTpE01duuMVlqmO+WPFJmkusE2lZ9UQC/Kapt14wjUVhDC3ePFoyJW1SSt0OY09hFFiGwVRbmHpJX0rRqKxE/ZYpA739k/QtYrbYR+dig0vJDBTJqnHceQz9CJ6bsIsclllFllhMAs9NK1ivb9UujsnHtuXJoxdlSQfrgLWuiEDW5nhHkUBR8cdtjdmKsnOTZa7HZz1iGXkUEmNQSfCMXPizCTJTT6QXm4TmGaueHDjQIHCZcCNcERXJEzMAE9X4O3jvMOtWAmtWnrBqrR4cTUgMLPa4Nlk5EaMnIidVa8+bxq3F311v4iCZ6djpfMlCp544VJbXTz8+BrmpRBhSD6xv43wM+6kA/IjB2OUstQd9vbWkYOcWeXDSqB1c+5MxmgVGN2Mvd0B6BWmW3Dr1hoAZpBxa2cEK4ExTHn+uS0lPO4WPPv0BfALNKPi2Q9fwtiKkVJjcrOPuZZQVXD96RBRSZ521vj/feJxnCsLqsrh1u6I4SgkzQVHq4Dru4eMj1akpsEHH7hMx0q5E/aI7yhhQnv7gIOkiydydqIeQzvidjLkeblOLg0uuxNKdEVCkDYHeZcb4QizTk68jZz9VYf9sMPBqtNWZcpSxzHz1pJquvTQ9DoZOPTobC+Vb2al8+LeiLWxgiZs+MouZx65XPanjN2KYytn9/aQnqdkOu7M+iSpST+IWiueyxdOWs2qoada37LS2Ql7SJSW2aa35BOTdWVuHyh5kFnmskgdHJEzTV2K0mDgRlh62T5b26M5A/u04towFatKa1XV48JkETvts2sK1fJPcpPFsY83iBl1VqplrElOIp9VbdO0zGyO93qsb80I7JT1/pKd/QGMFammEdH16wqYJ/JWkqepUDXxICpMhk5cQwhUxViiEQgFNdC1Su2nU4uiNszPusX+0jiqa5JF5ihCgJnSWCU139tgqoBzVbRMGhiOZCNQldw4N7FFQddUv2eR2zj9Au9y1lbFPZG3siHNXNKMho0p7pftb0tKE8socI2cvGa/eiJFiyKe+sNMdJ/N8UfARrybHOD9738/jzzyyLm24ld/9VfzLd/yLXzsYx/jVa961e/7fe95z3t47Wtf+7K0G+96j0888cQnvbdYLPjrf/2v8xf/4l/8jA4KFCvgO77jO3jd617XGkHu7+9jWRb9fv/cZzc2Nn5fXa80TVvB1eYYAd7z1Cuw13Rsu8A2i1Odq1qosgFiNia80cLBuWGTdSvkMMfppPiuwpmscqstEctKeWw14FeJ1uIpQOF4lqFDtevCRoLlqKBVlDppYmLZRQv4jFOT5E6Avpbi+wrEnuWGKuFPLRhkmE6hfOnqMjVAVhiEiY2uV62CfFHp7Kx6zGOHcOUo4VM3Z+DH9JyYrpmekzGQlUbfijH98lx5Ph/pbZtP9yseGh20bRYGTaA+TUivdKYkG6ot0TALm6DS6PXYRoHQSorKYFVYRDWryxMZll6w4Sy5HEwVRiTx2Z33KEodx8rBgU1/SSDSNnBt+QtGblQnrTn3do9rhWqTRe6SFgKrBu6WlQKGp5lgtlRlareTMgk94tDG6maUdbC1jJK+GzOLXT564zLe2ophEPHA5f1WRX/LW7LozzheqWRu7KzaQHmc+OyvOqqKZhQsU4e0ELxqY4fL7gRHz8kDg2nusRP3cfScjhGzaczZFHPud/bIK1VxWEqHNDCx9Zy8MohKu61GXHRn6lpVOivfblliZ/9/uTc7lbWok2xZaWT92Wm1Zk0/VRhf086pjTeTUPP63PvjUxzeWdPiYl1vk8yz7e7sQuMJWFFs6G3r56/sfQhi+OCFCzxy7YXTlveGpjBF9XH+b7/xMQCef3Sda+tTTE1ydLDB7bCDEDn/22Pvp++EmFpJXhmYWklHVy1CUytahfikMtnL++zEfe7vHDKo7ZMSabLhBPzW7jUcs2DgRqSlIM5N1v1QVYuMgnig7s9J5HHtoZN60lVts+7lhGVmc2MyJDryWbs4Zb2jWJRNlcXqZuwf9uokGPJYcBR3cTuqfRSmNoYmlal1IZhpLoHIuBTMzrk3XOtPagV3lVj0LeXLN01clolNkin/zO3enHU35PI1dc4aAkpUWEhdEU18kbXPZloKiuD0ujVV66Q0kWPtHLO4kAab3hJrrVGZl8jR/jk5jPt6R5gvgTs0RBc4lYnISsEit9lLuko8NbLQhSTwE3r1Yk3XKo4Tj8NlByk1AkeJw4JaxCW5IEmVcGgTO90gxTIVAzIMXeSRjXMxxLVrTGlikcYmjqc8IvPCULpxBw7adkxQ+9Yq5jkq8a40wsI6le8oVZLV2DHt1/Zn0dxFn5hYC43kWorXTVoz9qJULHddq9pORiNZEycmeWghbpTAf/iUc97LNT4TNmIz7zbDtm1s2/4Dt73bHGB/f/+TMNzNv/9X+p9f8RVfwd7eHuvr63/g5+5mfFbTt263yw//8A/z5/7cn+Mbv/EbP6N9fdu3fRtPPvkk733vez+j/bz1rW/lh3/4hz/p/SuXjhC+TZRbnMwCOp0YRxTElSBqMFy3XIJXThgGEb6dMXM9xp1IKSTXASPJTQ5WnZqdkrcl6sYQ1hIFPSdWlik146TfjXCGi5Y1tEzUTWfaBfmNgPmFBK9WrA+uLLDMojVCTXVBElt075m1zKAot0gKgUmttVWbWpcSpiuPmeaiaRWBnTH2V4z9VYtNcOqq0ixzmCcui8ih4yq2Y1II0kwgDKnaIVqlLC9ywVZvoSxzjNPV4zx12Jn0GfdCxu6qrtaVLbh9kTskpWgTkLLSiAq7tltR9hmOkbeg96LSCXOnxW9Zesm2t+CiP2uDdF5/Zpa5pxiN+gnPKoNJ6vLsi5s8eG2XTXfBprNA1yRxafHx+TquyLniT7H1glnu8tx8rKp+tQ6XZ+VYomCV2exGjrL0CDJET+k8nSx9dm9vEFyb0/diXKH0p+aRy9hXQqHzzOUgDsgKwcmdPl/8yhuMrBUntk9WGmzYNa6p8JVHn66sUO4kA6LS4ov9m2yKOaZWsJI2H04us5/1uc/ZZy/v8/6Ta3zJ8MV6wgnomzGpFHxsusnFYM5BFNCxUjbcJSepz43ZkAdHB9xaDvDMjLGz4jjxiXKLbX/BC/MhHStl4MS8OB/Qc2KGTsxu2G1xas8ernFhOCMwM16YjBj4Ea7I+fhz29xz7QCAjz+3zf337iErjTuzPvcMT1Ql5XjIfetHRIXJrfmAhzYOmCQu88TlSm/KNHExVpLHZsp65x3j661cRJRbXO5M2Y869O2Ekb3i/g+o7/vIF1/ko5Nt7umecPO5+wG4eu05LDPnXUf38+WjG2yZM55NNsGa8ZhzC19PySvBftHjRrrGnWSA0BXWKSotJDqunjEyV1zpT7GMUl27zOdDH7uGeVkySTwuBnO1WNEq5pFLYKftwutk5RPe6GFfqpmEvZTp0uPosIfbTVpz9VF3RZSZdBy1bddNuN47bq/ni6sBcWFyb/eYrkhUy6602I+7PH1jm/uu7J+pgCtdt7OV8iudKff3jtrnpmkBZlIQ1pUeyyjomsn5an69CJKVjicUuzguTY7jjnJNsOPTxKi25TmOffaPelzZPKFnJ+eq7svM5nAZtM+XrFT7vSh1bEvFulJqLGOHrpe0ptW+lSrR5m54Tk5nf9lpcVh5ofSy0kK0LfCy0nDMgo3OkkLqTAcei4WLbys5G1AY2cxL231EkQ07DuYV9QxrWsWos8LsleRrRpsgC0OeEopqG7SzMhKOyFkVyvC746b4VoZvZeidkGjDYrr0WAsi7DqZXjwzRNtUbeEgiFuC1nLp0utGjEYrGMGy9/mlqXDp0qVz//7BH/xBfuiHfugP3OazlQN8OuPltIr+rNfK5vN5W/q72/Ht3/7t/Nf/+l95z3vew8WLF9v3Nzc3ybKM2Wx2LrM9ODhgc3PzU+7rH/7Df8jf//t/v/33YrHg0qVLzFOXNO+Qx0rhenbYQQsNGGS18KhGdTlmGTosFi4yEegzwWFgUxkVWqGBJUGvAI147kAtilqVGtrCbOUeGnX3Rpk8TkxOIhMSA/wCYRenwncbKTIShMc22v+fvT8PtiXL73qxT66Vc+aeznynuvfWramrR3W3pO4nIaQH0UL4iWck/MDCQt2WwRAKmQCkiIcBhyMQEg+eRIQcAgnCElg8TDgYjEMhG9AEkhCS6G71XFVd0607nnGPOa+10n+szDzndvMsdVVXIVnKiIo6tevsvfPsneuXv/X7fX+fr3Ywke7ex7LBvFCRJJ01Ukep7mGop5sR0jNMxjkHnSXNRdFprSVZx7FK/IpRcI44qDtNzTgukcJWmyahbSsoIwYBcxLUXJl0Goph59nt3ozk6vacaVDaKtYFOOJQ9WgELy+3uZouOQhXXA6WxLIeqmO59pmrmONyxMQvuBGdMnELAtGDTC3baKkijuuUUnvM/JykuwmAZetkOuC4THn5cIftvRW1ltzPJ0M79Gwd47qavdGGe/lkqLbEXo0nrb5kHHXj2o1n4Y/SEE1LAr8fdbfk+uj6GqUFr93bIUgr0qgiCmqe++RjxNfWjCNLO1/mIfFuxp3VlGMvGcxuf/30McBOq/nS8n1ePd3iYLJiGUZsdEAq7Xe+UiGZCkjcio+ub/Brh49xbbzgtWKLUnvcy8ZsKqtDsVNaPoujEdO9Ncs6JKt9VquIT+tLrOcxwajiLIrZFAFN5bIuAzbrkLmTcBg2VIXHyg156I0pliHhuEJKQ70OuN3YMfhq41PkvoUC14L7C9vGdGrBy4c7drdeurygd2kqF1O6vOptobWgPIr5LPvWCkVZ0GRVevx3i08g25ZPB/v8anGdlIpNEVCtA6JaCtUAAQAASURBVFazkLLyWKUFcxnyjo9arMFPPf0Ojlcp9+/v0N6zcSO6+pDXii18ofl/3n4XX7F3l0AoPlFe48V8j7Frb2wbHTCvYx7mIx4ux9zYPrMat+7a7o+2djguEsrGI97NrP9laNuWqyIkvzNifGNhdZRFQPUwJr68IbpuW029TVatJVUniO69IKUwQ6tfYqnqZ1XMqglRnTvDyTrhzsMt9ndWNvnortvtvRUvH+7wxMEx15IFiawG5p5uHTIVsFYBwjHs+hsmbkHceTYCA0fssB6zrCN2wzUzN/+itblSEQ/LMXc3E2KvHpIlHFuJ8oVCeFYGkPoVeWO5Yf21HUqFH2kSr+asjIeYsjdaP5KQlcobYpEygrDj8vXenevKtv0ir+ZgVD0irG+MZFMFHJ2N0Y3oKliK4ywdNmJJUrHMI+tFqwUYoBaIQtLKFhNrxH4FnUauaSSrRQyZC6HGja2OyhOa2nFpjHWoWOUh1f2ENlU4nrFDVcYBAcU6sD/XgtZtcbSD2EiOpz4iVHb9HJTWR9dpWS1iVnOfNtU4vmZ+lrCJAmsDRP7/6xb65hxvoI14586dRwTyv1lV643kAAcHB/zar/3aI693eHg4/L/f7HAc5zf9nddzvO5k64d/+Icf+e+2bXnw4AE/+ZM/yTd90ze9rtds25bv/u7v5l/+y3/JL/zCL3Dz5s1H/v/73vc+PM/jZ3/2Z/nWb/1WwJLsX3vtNT74wQ/+Z1/zf65cubw/Qsx8ZKBwPU0bKlQoMaWLBrzu4leNxGw8qAVmu7Z04UriVAI5rQgCdT49UrsIafA8hbeV4ThQKcm6CGgaieio8eO0RI46/g42EZOOGSZf+oBgWmewcujNgL9w6gYu0OD3zp/XC2MvEuEv7laFYwOj9wWP2+c/OqnUtxeA4XVMZ6CrjGDsl1yJF0Qd0qHQHoX2B82b65wb1obSTlS+tNjm8+0OoatIugpZD1sslUtWB2TVPm2LnQw1giwLMJVksrNhFFpad9s6vKI88trr4K62zRJ0AwRPHNidfF/Sd4VhN95wbbQYKNR1Z4Brd6L9Y+fU+osJaz804EmNLyvc2HQDBh6hb5EFntRI3zB520M2VcCDl3YI9q3HWpFZNtAoKBl3WpVcecP7xLJmN1jzRHpCYTxOq4Q72YxryZwDf8Wev8K0gpMm5bAa8/79OxTaY6MCQtlwJVnxwBmxHWfDxNqVW8uhXXU5XXF1tGTT+ByMLTeuaHz2J2s7AFEGbM9sBaYxkklcoo1NqEcHS9rWPr53aUGtLYl7vGt9KY1x8Mb5MHiS3pgPgl5/lFM2nmUyzTS1tqDc6c2ConEH77pS2Z//24dWkfJLB9fZn6yplcvl6RJ3y37e8cxea5c/fcY4K8kSn+N3j7jlnXB49gRnOIx3ThhPl2xUwNgvef/+HRojGbslj0cnCMeQ64CH9Zg72QzTOtwan/KO6UPbglUBpg2G779HZazqgEUTUeY+UVKTVT75g5St6wu232bbFNoIZNyibtiJ47BrdfWUc8eBtJvyvJgouMIMk4z9Wgar6ZwGBVfS5TC5WGp3MJTeiTN24gxlBJ85Oxhss0zHT4t9ew6O0/J5s8u6DFiepIhAkySWR2W/K0iCmpMyfgRYWmq7JktlLcpi3wJXrQ7qfCPUa6MmXsGN5DwerFVIrvzhGh97hWXqDcbTj8aiizHoYlwyOIx9DxM7jzx+kThvWodZUHB9Mn8kHl6cxO5jb/+5X7TcuRh/+wlx3QqcUYvYsf+v98ddZpG97jt2YRg0BDcWKG2nzo0WeL4apturykXVXdIVakygYe1hlIMc19ak2jg2CWwkYqfC863dmOkstOrTEHNh4votO95AsjUej39L04hfjhzggx/8IH/jb/wNjo6Ohnbgv/23/5bxeMyzzz77m57Dhz/84d80GfwX/+Jf/Kav84XH6062/s7f+TuP/LcQgt3dXb7jO76Dv/yX//Lres3v+q7v4p/8k3/Cv/pX/4rRaDT0VyeTCVEUMZlM+M7v/E7+4l/8i2xtbTEej/nu7/5uPvjBD35J4niAeC/H7ywT+kNGLf6WHvwF+2SnnVofM09qZBcAeoL8Rc+s3nvwop2GcFo8V3d0ZNt3XxaxfT/X2gL1ZyDKFt+zgfaizxjQTTRdSMK695XdRFgfIC76hA1+iJ1mIctCnNsRaqwh7oSZDoRpxSgqiXyrJXKFGSah+kTNl+qLAmLiVshuRHygZmNIZWXtQejRDAbdBcomsjYpTSupLoya98gEsFgJEZSP0KWzVQiZi79bIIX1brP2MIr9ZE04VoSyGSatelTERfp7/3ldxERUxmVNyKaKeflkmyho2E02Q3s2q/3B+qSHyxalh+saAr/pzkVQlD712kf4mnhUMQotid8VhtGVNet5TLq34mqnicoan0/fv0RTuowmBQdjy+9R3U2+v/7GXmlRGo4eNFn9vx+LzmyLrrSJwsgtKbTPIo+4OTvDF5qTMh4qBg8WE0ZRSRpULMuocxNwOD4Zs7uz6kC5Pm5sK3pZHiASex6bLKSNq86AXUJcUTeSsvBxUmvC2wJCtJRVPwVmTXiNFrRhTZYFhJFtc2V5gOta255NFjJKS3TbkuUBB/6Sr1xZ4+mfnT1BUXuPnGOtJTooyWqf3/8fngPgk++5Qu24bDklqztXALh660VGbmlv8o5h37fV3qWKOGlSAmEnHz1Hsx+tabqpzd7D7qJ/5+FmxPNnCV6ouLK14NpkgRoLTvKE0ztTRlfWw6ShNoJ1GZCvA0zp4k8qotDqfrRxqGoPpQSep9GxNXbXRgzXmisMSgkerMcUlcfjO6dsBTkjtyQQ6j+Lc+iPHuugsYyvyriDpdCmgzFrI+zE6aimPo5YK1v9ScNq2PBdtK8KXcXYLwnTOVG3xqzezdqBCdphjYONWbpLfjQCz9EW5OtJNOdJj2kFotvIbZrwkYTJ6r6E1cbVHusipNwEtgLlALnEXUna6wVJUhJ6avBA/cL4N8RMIx6Jm/13q82jtkqDdZqWNOrc29YBC1ftYrv07PXb30PMBbSOKzVh2gzejUN8TlrcbTM8p7dg6r0y+wlfOy1tOw7anH/HbWg1pCo71yG/Vccb0Wz9Vo8vRw7woQ99iGeffZZv//Zv52/9rb/Fw4cP+at/9a/yXd/1Xb9pEgUwGo2Ioug3/b0v9XjdydYrr7zy5TwPAP7e3/t7AHz913/9I4//xE/8BB/+8IcBm+QJIfjWb/3WR4BmX+qRP0yovIjWNzixQrj2ShKiRUi79EzroJtuYbkaKa1XVr9Q+oWsjaBpJE1pWyQ4LY44N2DGNUjfPt8RLX43JtwHg36BWuNSu8h7Q2voKlfC0G/0RFdm7gPGxZ1Ye2HBt61dzD0zJk0LeHuB43SGq44ZfOj6xOgR9s1F/ZO2QdtcCF6WK9UFhPZ8d3hxB3kxATXmnEHTlC7txsNpHFq/ta1Z2dq2bD8L7YBwNa6viUcl7tT6Q0Jnw6Gt3u1wNcJxGIYa+u/EmN4Y3KFpXJqNT/KCR3bVQGxL89LTCHn+Ga7XEevnZsjrGaOkJ/5L8jpCa0HgN0xGBUoL6salrjx0LYEWEdgENptHZHVi27+tg1i6sNWQdaiPqvAwWjCaFCRxRVW73P4Pj1FfreyOt3UIJiVp5284CUrWMsQV2hpYL6e40nA1XSKclkU3SXVYjsmVhysNp6VN6FdF2BlvW3TJMrPWLmXu48h2+DxP5yk4YNYeZ6ULLbRKsNTCXke5y6p0bevbwHIkB8+2LAsxysHUksrzIbdhpY496/vmGowWmEaQNyGFaGnXHo2AItK0jcOq95orJV91fA+3NTzn7vLR4hp9x2Sxie13qh2KyENrwQc+ZePQL77jSU6zhOXyAFUHOH6Nmm44LMeU2iVXI8uPcgyvrrZQWvDYpDOU7nwvN43Pooxs+28Z2juFaPHvBvDUhulWhtaCV+/vIKQhiDpD6USRvTxhPVH2ObUA33qpyrihKSxWRvoaP2gI/IYksonZIrN08NivB33O8XIH9zdSqncUuL7ilZNtXmp3MNrGo7YRkLkkdwXZUxZP43lq4Pn11l3AILbubXAuxq84rAmvNMPvnM5TTKd5GtagcWgNOErg1A6t1+KkDV6ocF09+LT2VmEXN68DB0/Y668HAF+MWRcr9Rfj2FCd74Cqkd+gRxmNlsNgRi+vaVuHsrGbNU/YjerFONm/XzskOI8yB3vfw0fjsE26PFfTFeaH12t9heoGqaq608fWEpQ4N+Q22LUfKrzQGq7338nF+0ejbHV4SOAubMBN595B69j1VbqI0rYgTfU7q7L1Wz2+HDmAlJKf+qmf4s/9uT/HBz/4QZIk4Tu+4zv+s7iq/9zxwz/8w7/9BfJv9PitiNPCMORHfuRH+JEf+ZE39F6XH7cCeeu/FZI9TCFW+GmF6KoVWolh1yQvtJIu7pB6X8K2BSUl7qhmlJ5DB9dZSHMaEk8KZknOyDv37VJGDF58tXLPF2pf0VJWi1UpYROkTvBpq19mWLy9t5cnNd4FSF9fIgc66OE56mFRhV11o2LsV11LQA2TgcJpByii2+1igWG3WhmXyrgDCLE32K27qkAfRC8G1v75F6eNhim0jni/LEKWZylu1JAm559VXntDxUR2iarSEt1IHGEQsh0YRFrZ4Oc4NoGzrV1NuJ0hvsZw0DF3eiZYj2RolLTJ180Ne5P1ADQFBnDroowoaw9XnlcrHWENYv0uITedZYhRgiipYGaDuRCGpnHRuUe6m1m7pG7nHLxjwbQbQljmIUpJRr5NtvyOkn1UpBTK4/Hp2ZA0XE5XXE/mVMblpdU2wmm5Nj53MRhHdrIy8BRbac6mDKiVZDrNOTtN8ZKaZCtjvY4Iwpp0tmGVWwPvwFesNyGmkcRbBWXu423XCNFSzEPcRCE9TX0WIkcN0q9RJyH+XocQOIrwdko7WbcI8LdKdCNRmUu0n2OMQ535xFsFxSZA+prp7oZvet5Wq35p/zphVFOVPtNJ1k2T+Wxtb6xfp655/3OWr/ULzzxF7Dcc3bZC3L0btymNS1543BqfEgjFaZ3w3NEB79q/b5EJ2ZjIbSx4tuPCaSNYbSKiacGk01sWU49a2SqH52qSccnmOEF5VjIQRA3ihq00FFmAiBRJbOOIMdYcXiuB69rNGjBcQ1dmiwH4CZ2foF9z+pUaqSQO9oYfeh0Ys/u9rA4orruMOgBn37JqjfUIlL6FZA4bOm03YtKzlfu2tegKgDBoSMMakdo2rrXh8phsb5hE5YBjuLgRg3Pm2sW13f//Pgb03LoeX+AL9UhlrH9+00pUK2mMGKQL/QRkbWzLdNW1MSdhwbTzL+xbnJvGehJejH09WLXpKuY26WtptaA2drNkWsd+bi24rsG/gLToY3Hg6gFLEV6o+tVasqxD5lnMej7C2y4ZJeWgo1uuI1rj4HadjT5ZgwsdifD8ntKbiTvCMueM0w7w2ORgw2h3NbgzlCv1lhPk34rK1pcrB7h+/To//dM//aW9OW+eXgveQLJ1UXT+mx0/9EM/9Hrf5k07auXSNN5QjYn2soH2DnZh4tmg2AfG3gPMkxq0pFJygDWOo4q90cYiJDraeuAq9tM1alcMFPXD5YjqOGZ61VpFBNKKLFtpxczGOI+Q1SO3GaxwFmVkRZ9GIKMKrQR56VOcRSQ7GaGvyFr7Gp6rkU47GDCn3vlNG6wGZGtacDWak8qOhN9KVipkXseDZmJgcrmK1K0G2Gim/YE07feE9U5vtez86qZhMexkS2WTyqrTmeSlT127BIHFT6R+xciz7UdXGjZFwOI0AS0IJ6UNgp6mrl3K3Mf1tb3RddNE/WcmOxxAoyRl7SGFYRRVjLqJqD4Iw8XWgrAE9MQmm7HbsBtu2PIyUlkNdPe1DjmpU15c7lhNWAfgvEi6tmV/wTQuGHnVMB22qEOOs5SbW2e4l2ywHnsliWs/+3UTsmqsLdB2N8k58QsSWRHJhljUeN1nv+ngnO8a38Vz9DBV9lRyyEmTclSN2A03XB/N2aiAp2dHtn1WR6yCYPg+tq9lw43jysiy0fLGZ2+yHtZIum2rZ42WtHFJ062XaVIM7WwRFwNCw5tkw+94t/KhqumleQfUbRGzdvgdmVp/0t3xxorEa8PXbl4F4Jd2bnBluhzshhiB2hLDpNe7P36HsFIst0J2P5jBPOLheoTjGK49/hLXpsfseJtho/BUYnj/9NXh83vP5DUAGmPhwZVxWYchu1FmfTmxwNf+ewLrSLBqQtg+GaxVxkHJfmx1bpvGZ91x7fo2cp9Q9MlJqV0q5XItXXAlWjCSdvqv6QC+Z03CPMpYdbT/WrnDddXLGEK3GYCgygjWVci6CCz7K2iGhKGvbJ9X4W2VV9US19f4fndNlT75PAZpCNKaye6KcVAOxssnRcI8i6gqD99XA3zZk3rYQPaJz6K0eJXYr9mNskEbuayjR5whRGfIvVHBMMHdTyILxzDzc3b8TXeNO2x0wFE1YlWHXRKnOpSI7l7fbiB1VzESPfOsdsmXEeGouoDV8dGNZG/L/p3WxktSKM8y9y609tKgHmyB5lXEqgxZ3J0gpxXTcc4syTl4ZjXEl0pZDehkt7BVt05T2hiJK/XwuVmtp0tReag+IXTNsLEXsiUelbSp/e6KxsU19t5SneO5fu/4Mh6/LacRP/7xj/Pxj3+cpmkG36IXXngBKSXvfe97h997MzPFN3oMXC3z6Dn2+qvW2N2f79sSfV76nMwjW15Oa5rSHab/nK5KMlR1hB7aa4s8Qv/yjPYDS9Kowr+kWS5iqti1JPJOazCL8o663g6G13cXU7JlRJBa1AD3Q4Inltbc1FWY2KGarIm6kfx+V2daZ6hWDXoExzB2LYDVhA6F9rlfTAGI3XrYNdukrAvqHVzvME95Id+1rJnKZW9rPcAI11VIVlmT6ci1midlrKl2H0Q9qalVZ8PjKpJxPdxE+jFqx7FoieU8IUxqtnY257ozJW3p3jh4gWWL+Z5COna0u5/0zJRPXXiYSiJ8TTgp0K3D0XpE9vIE/7ENYdBQVB5aCbbGOZHXUCvJ6SbBGFupvO3OCF01CNljaT836bTcHJ92u21rA3SWxxy/ssXuzTPGoZ2gqhqfu8WEvXTD1C8ZexUqsryu0FVkjc8r8y224nwYftgKcqZdq9Bat0SsnXD47hK3ZsvL7IQYLZXxbGvI0eTG51415bAcsx+u8BzNiU4xrcOiMxi236eiNnba6+JOu18PPcTSdO3XorEah/7G0+/2lRZDu6bp2rUAjfOo8fmgmek+Vw1D+8dxQLXQtu7wnD+4/Dyh0TwIUp6Pd6B2hgpufx79ZOv7P26rWh9973UWTczRq9cB2L98l73xnNfyLarQ5UqwIBZ1p3fzrFYLh3mTcNYkA9agX/u1kYP9TW0kR2VKpew6OctjpnHnDancwefPfs4hR5uUuHNwAFhVIQ9e3GH35hlbsV3fO15mLaiclsNqxD0ztZN+dcC6Cu160DZJEsKK0SPPUtUP5xZzMEpLysqjfi0leXw5VGTqymO5ChCBxo8afFcjhBk2X7q1dP7Kac/fw2nxPU10sKRtHfLS5/RkhJoJSt+K3GstCX3FOKoGjVl5IQlscjlsyhK/Ytx5bR4XCct8hySoGXWfU1ZPOF6kgy3aJC4Gn1PXMdAlpbVxOalTGiPJlZ0ITb2SvdG6i5GSjfYRjh3SsW4JtgrWV8xNaw29i1E2DB9VyrV4h9sJp55mvokpNwHJpGA33XCQrIfEKVfeoOMrGn/gfI0urfE9ZVmI/24H+TVzpnHxiKb34hpzpSHLQnRj+Yb1OqBtIZ4VHc/RUNfukCCa9ryt2q8fhR1gEEIPyJ639PgvADV9q49/8A/+AbPZ7E157dedbH3zN38zo9GIf/SP/tFwcvP5nI985CP8vt/3+/hLf+kvfdlO8s04To7GuBOP0bhgK+qCZRaRZT6zaYYnrJi1tyHp23wHN1bWIgRb8l9XIfN1TOGeV75klzwVjc/Z2mpnoq89s+P/64itcc7Va4thN3V/NaZu7LRVrjzunM2YxAV7yYZoNmceViR+xU6YUx/IQY9jWofD9YitOOcgWiMcw6qJiN2aLc+CFnPtcSebcX8zJvIatBEUjddxuBx2RpklR3f0+/sbWznbT9eDKW7fivQ9y78ZjewEWQ9v1cbemB+cTpCdZkoI2+50nNaKyjMf9+WI5kYJDrRrD2Q78KqMEmxtWUscZytj/mBMnbg2serG5a29hk/oK9Kga9vUHvN5glEC6Vsie9sI/COP5rKhKH2yTufT7lQUZxHOtqXp91VM3Y3VN40kDOzQROQ1w463r14FjiIS1n+uB2RWxqVKXcT+aygjWTYRi9rSuqed8bPBYdP4AwU7Vx6BVNycWcPqXHksy4iTPGEclFxOVjwWrAmkYqN8Pj2/ROLVzPycPX/FvrtkKnNCp7sOW49jNWYic96b3qZuXV4td9gL1sRRzWmToFpJJBpWylbQHp+cclbF1ttR1pxV9poa+yUPsjGJX7MfbzgtYjxpW2zzMrJWUVJxWiTDFOmijAaPuWUZMeputOsqZBLaClje+EzDYsCPbHfmunnjc5CsB/Dj/+L+8wD88vYNHhsvB+zCVpCTa+tvuRXk1NrlvR+zlanbH9xm18v4zN3LANy49SLvSO7x3vQ2pfGIRc2uu3rk81romEM1YaMD7lRTssbnmemRZVppl7Mm5rXNlFUV4glD5NWMO/1crmy1t3czWFQh0y4pd8dmcIqY+iWj0Rlf8YG7mNYhuNBC66+dTAeUnTA8lAoRFjhVSN56eI4dNqiEi+xuwjsT62SwLgKKswixU5FtAnLp27alduy1f9DSCBdVu+haIFzDeFIwDq2P4cYNKGuXNLTDH0XjDfgPnXnMLq3sJkRL2w7rkm21DEA7OKMGWnBOAtgriZIaV2ry2mPRTegBVucYNJabVYWD4DtNSholB1eJVR0MlkIGhwfrMVKYzojbbhDmVcRnj/fpYZ+R1wznfjldcSlasR+uh++v1B5TP2fsCU7KhDvLKfsjW7WdJTlPfPUJvtCsmoB5EjOLcgQtR1nKMo+4tjVHOC2n6wTfU1wer9hP1oOZ9ekyIYkrnK89oyh9HlYeW6OcyKsH0+yir1wpyfZ0wyjopAl7dt33QNQ+gVXaDi80RjBfJARhwzQphmr0fJ5gaknb9OZlb+HxuyDZ+jN/5s/wzd/8zYNm64//8T/OD//wD38RJPX1HK872frBH/xB/s2/+TePZIGz2Yzv+77v40Mf+tBv+2Rr/2BBMpbDjtqXmq0wt95xRczR6YjR2E6+2ekd043760daA9qrEeNzfdSqCCg6T77RuGBrlNND+zbrkOhzIUdPeRy1E3Barlyac2M6H1qFDzZjmtLltLKG3o9NFlzZfkAkGprWaqXizg4IYCfMyJXP8/M9XKm5FNskadFYoe+99YRaSxtkO05NbzWxrEIrKi5s9WS1iBGeYXuSseqqVW4n3m1bh7pxbQtCS+qjiK3ri64qJ+zOuUteqsalrlzKjd+J3C0Bub5WQ2srU95BR8lWkvokhNgarDZKstmEiEgRhPbmqLQVEhcPE/zdAiUNDxdjdCMt+C+uqSqPpIMSZk6IulYyGpUIYWzL4F5C+PgKb5pTlD7Ht7eQs4rWOKRpSRLUTONiSEazyrfec10rpXZcUCBcO+W4aQOWTcRLix0upSv2wxVRV/2a+dmgO8lVwKbxz0GpwrATWsX3pvFZ1iGzoECEBXcXU25M5riO4WE5ZlGHxG7DtXSBcCxI8k65hQxbxrJkLEpCR1G2LrkJ+Nn52/iG2XP4juKsSbgZnRCLmpWKqIzL2C1oWsELi12+Yucum8ae28zP8aW2LTG/pFTWdqRHcaBB+C2VdoeW88kyYbRn/fsWWcTBxE5Tnnxuh9l7bRLU/yyclkUWsRNlKEdwskzYjTcIp2W+ibmcrmi0xBh4//E9AH5++jgAp0XCpXRlDa/LlFAqJl7BYhlx83OWfP/pr7zM0WvXUMpnPFpwx5P4jr2J/8ryFn9k+zfYk2tCR1Ejua8CTtSYO+UWhfbYCTO2gpx5HXN7M2Pql3bDEhYcrUfsTBc2wSxjJr41j4bOLaFLlErlkno1B9FqmNjtdY+VcTksxzzYjLk1PWHiFcPjmfIHY+Zcebay1dgKRxpUTOOCRkuyymezCXFEi849/FHF9GBFoyTVy2Pk9YwoqGlDh/U1kLIlScpuPQQEHRX93vEM6WlCv0EpydErW0QH2SAkD8KG0jiWLZie61L1IsDfKUj2Mov/aFw75DJtcFqHIvcxSkCL5Wz5tmoV+AohzPmmVUuWdya421bLJ0VL6CqazjhdaWFBwlJzukw4O00ZTztMjhHMEmtJ1Sdlvbn8ndWU24sZt7ZOrZtENw39+eUuSkt24w1v3334SLWo14/tBWuK2GNex7y2nHI6T2lbh6wO2I03vGP/IbWRnBQJ9x7MoLVcseC2z/pxQToqmaY2ISoal6PTEUZJ4nFB6CtGkV0zodsMWA/TOvhSE/m2YtlXlXUrOD2Nmc0ybl06Hu4Lvfh/tF/ZCc214rU3dgv8kg+n++dLfc7vpOML24g//dM/zQ/8wA98WV77dSdbq9WK4+PjL3r8+PiY9Xr9hk7qrTiujZY4UXhetelEnILWeo7N+tabLVf3FZ6LDKu4c7P/QsSATbzkOczTsURw/0DjPX3ebLfC88481bhk2ufW9IQnp8eWi6Qtjf6BGg+Mrf79ezxDf46jrgqjWsFZFbOsQx4uxkyTgmlYWLue5YT1MiJKK5KgHiaJACKvYXLpbAjsve7Icez4/tkqQbqGKKypGxdRC+bzhIWIMQsf3BaRdrydjWd3v93UEg5WKBrXXbXrvJXkSk1wyVbMitKnyTwQLcI15GcRMpPWL7cFZ6umqVzqo4jwICcd58Mk1XScW+p37aEbgRcqyq5VKKRB79QoJYkCS+rWqW0v9rDZVZdwtq01BddakLUhJ61NepPEfmb9sR1ljP2SW9MTcuXzymZ70Kf1gNeRZys/PTOpx2gAqFaQejVjv0R1N+0bszM2jc9xkTALiuGm3mtcZLdNPGzGNK3k1E2ZygzptNSt5B2je3xsc51tL2PfX/Fivot0WlzHtiY/trhGKBWX0xWvbLYplWs5ZestTFe5eHW1hSs1Z3nM4WZE6CoUks+f7gyWVmetQxJXnObW3sj31ADYTZ9YcLgZAQw/S2GFx/fWFnaaxBX3N2PrGBA0fP50h9hveNfqAeOmYiUDPj3dQ21se3FRhaxqO8xSa0lttvnaj7+I1C33rky4vzvj1X/3JAC7N17jfXuvcLva4bRJeMfoHnUreagn6NZhbSIOmwlnyp57Kmu0bCi0h2kFW0FBqV0O11tEbsON2dngt3ctXQxMJ8uPs/+Err2B1kayKUasmwCvE9yDrYDHbsOt6Qmmdbi92eK0SIY4klU+WWbbtY7DMBVdN3Jo1UphmE5sy1mM2wGGWpQ+eqfG0Q7rdYSQNtFpShvaY9/qt9a5vb4n45y89FndGeNMGpxxQ3k3xTEOOC060chIYRrB6jTBSxqCoEFeqhEX2rm+p2kjiwJpGhdHtODZ9zVLn1q2NLFlFZqNx1I5iGlNaxxEbdujYdBQ1h4PizFb42zY1G0qK3bfm1mz9EZLisazMF3lcn89ttXyTcBoUjCOSqahrUh+5uEBB9MVE99qNCd+SW1kFzsFpmXASgjHH2Jqj515bLLgqa3jAdgMkMiaQCgei+e8c+s+qmdcPWuZc71FWY8KEVtWR/bFwwNiqJL394X+PH2hB+2Z2TofMOrtimophwTNdQyNqPkEb/Hxu6Cy9WYerzvZ+qN/9I/ykY98hB/8wR/kq77qqwD41V/9Vb73e7+Xb/mWb/myneCbdez6G5ygGSZeSu1xVsUUjTeYIYP11eo95Xr9UNUJXANXDeyt/oZaKSsQ3Y4ztoJi6K3b/r8/iKljtyaRLboXzwrNRBRI2oGR0/sJ9lM8ykgK7ZFra89jxaYWLLgVFI9wasDSqld5SOm5eK5mHJXsj9aPTNSs6sAKPrMIVxqSoGYrtjvJrPbRrQUtbk8yG9w7fzHv2obAs5Y2TCzIsoeO9q1BXVvQpesajAPFcUw9bnB9NUwMtkqAAC9qbAJWyMGgGMCMFcHYVqDqjW93lammyj3rUwZEidUw6W64wI8ajHGQrm0r6kbiJ41tc5Q+a2OntvphBCEvjMore86y88V0HAuiDb1HNRLrJhi0PVM/57G4HNpEw/dtfBZNxFEx4qyMbaVD6MHDsumsXIQwPLV1QuqVgxXKpglsO1Jablgg7IBCL9hf65CfP3mKP7D7HJe9BaFouOwtuve2bKOVinhhvcvN1Bpyr6qQ61v3EU7LZ+cHduLQVTz/3FVuPXWfcVDy2tmM7VGG72rmv7GD/05bPco/N2PrXcdUSrI8S9jdXVE2HptVyM72mrz2LeA0LllkllEzTQpWeYjWgmmac3I6Ih1ba5rj4zGTrYzIU5x8Yo/wXcf8V3OrwfqPs2toIbl/OOWpq4coI3jphcs8/cxdew02Hh/4+MsA/Pp7bpAtJqzmWziO4dbjn2fm2critfBs+GwyE3C/mfKvD5/lA9uvMnFzYmEF6SsVWs6bkVZTJxXX0sVgKbVpQu5uJmzKgO0ke+T7622vtqOMvWjN1OvJ7OdTdoX2WKmQRR2z6YZE4FyTE3oNJraU8v6a01rQNC5u7++nPDtR2D56zbquhoROP2onEHXne2qTYxu7PFdT5Bb50Rq7htpagtPiX8otH23VtQhlC8quxTa2FbA898GA02NsXGNblGc+/p6t6vRCfDmrBtcAR7SM9jfDFKbSgipqaCqXSrSD0B4gr32kY5hEpTW4Vh7zLEZpQRpWjMPyEU1rOXUpOhP2vireD8z0MTB0Faljk966Q3wIbDUtljVR59faT1UL2uGxPhYDw79NK2wMVr5NfrokyZcKH4vIOasijjcpW3FOcAGS3DO1evlFINX5tGh3j+nF8b0JeOQ1pG7N2CuHOOA5hrp56zVbb8U04n/pw3GcL9KZf7l056872frRH/1Rvud7vodv+7Zvo+m+eNd1+c7v/E7+9t/+21+Wk3szj8pI3C7ROipT7i6m5JuAIGqYpTkHyZrtIPsi24t+N9qLTb8QzBlKxXaUM/YK0q6tpIzkrIm5n43Jat9CMx0zVCuEY2haSd21FXqBdB8UcmXFs3njE0hFpS3BfD/aDDfodRNyWsQ8XI5pgZ1Rxo3Zmd1xa8lZGdsRZakpaw8HOOj8Dd3Y8r2OjsYUD6Y0Ow3T/TWjTie1KkLyTYAXKox2MEuf1tdD6dt0AnajBPTsJqdFdqPuFpEAzk6L/vyIcrdBhgo/bobgWNYe5tUEduy1JKUh3V9bCn/tUj5McGY1QdQMrCBtBFXlkh0lZCS4k4okroaSfmMEWRGgSpf6NKT2DTKyjgGObDFGDoytunbRZwFiYt+j15LUjUuR+2xOYsKZ9bHrxc9FJ56dd9OXW0HOzM+HCcHCeOTKGkGnvi3/9/yysVcRuxU3x6esmohVE+BL27qzvnae1Xt1SXokGwrt07SSWNRM3IJvPfjYIPy+30z55bMneCw+Y89fkxuflbL8rdvZFvMiZl0GfNq5RCAtyiRvfE6zhPHlFQ+WY4wRSGmYZzFSGKKnl5wuUoscubXh5CwlHZWMZznzdWwdEULFydmIqKOQn5ylBJH9Dk/OUsK4xnM1J2cjvFBR1S5F6TGe5bStw/EiRd7aMF/HfPDUNkZ+bnSLeRaTjkpun24hhLHnuBqTdNT1x3/VVtX/3bNP8vnnnwFgdHBIJR02KiSWNQ+rCb82v8nXbL3Irrvmsrfgf3351zlRI5YqIjd+V5GwAuxaS0KpLKusqxyrVrBqAvbiDc/MrOVHrgJWjZ0UlMJ649mWVoB0WpSQw5peN2EnsHcfqXSHbmO1RZuYch4iY9s27687pSVF5tOchMitCs/TIEErByHtxq+uXXThWq5XqHEjMyQvdipOMl/HVmcFiLQhSupHjI2rwqN5GONdypnubmhbbLUMCbGmvROjrxaMZ9YjsOrah83Gxzv2cG9mRGFtJQHSrifAVqJli1HW0qqPm6YbPDJrDy0NeeuzLF3itOp0lIas9jm5P8E78VCXKvb2Vswi2zrcND735lNasK1QLZnGBZfT1SOx7sWTnSHG7ccbYrciBjZNyGGRclbGQywNpGIWnuui+k1s79MayWZY03VXado0PssywpOaG+Mztrx8iPWpZ1vNtZFd1UoNrxOI86Gei/cSsOzAQvscVykPsxHzTUxVeMRpxdXpgq0gR3YVuto8Stf/vePLc7Rt+whBvixL/uyf/bMkSfLI770egrzTvsFZxyzLeOmllwC4devWF53Ub7djtVoxmUz4xv/3nyEZ2+qRhR56QznXl/oR379HyMYdKqBHRoRdK7Hn5Bgu2m40Q8Dup2lC2Rk6K5/TMqbuuDG9WP5wM2Lz2RnxMwvGFxztN3XA3de2uXnjiEk31XOYjTg6mnD18imR2wy+YOsyoG0dpnExCDWz2h+mAi34r7VBo/JJg5rQteL5vPEHijEwAE8rbScG/W6n1v/9/bRZz3+plftFlhc2KWMwhr34mBQtrtSDSN0V5/ywHkjaIwPsY/Y5fenfE7rT1TkDwbrHR7StQ1b5Vjviqkdebzjv7v16+GpP6u/RBP2uu/8srJbDH9qgW7GdRhNOy1kZcZol3No6ZezZ7+isijktEq6NLEAz1z6LKiRvfPLaYy/dELvNI9OCqzqgaPzhOZuOKB/Lmlz7fPQTj/Pud75K7NZcj894LDhlKm018kwlfDa/bCthsuJuOeWTJ5d5duuQ2rj82kvXeeaxh7iO4fZiZqsBvmJxnBJP7WTU8nCETBrLbFICN2qGKqTwNaa2bZTWODiVwBlZuCdK4HiatrB/ixMp2kaCbHGEoV17tIEF+wL2tZTAES3XOOPfv/j30Ti8/4nv5qwck+5afVC+iJjubqhqW6F9t77LT/7RnwDgw/+v/y2/+KvfjFYe7/m6X+Cd114cECbPxvfZcm2SsNAxr1Xb3M63yJXPJz51g/e9++XhMzWtQ+zW1Nrlzno6COIvfi+58h6ZNpwGJbGsUa3gleU225HVfgmnZdWEvHS2TRLUXE5XdgCnCjnL7SCC4zAIvPu1BAztrH5Ax+AMsFBtxCBl6NdlDzLtJ+wi376m0uKR9XBxzfSSBN2BZMFuJC++Xr/Ge8yGK7Xl2nXPubjG687m5z+37vt40aMNBs5Uz6rq4kUg7YRo/1n07MDYs8lhqTw2lU/UMfLsepVDpSjxbQxrjGSRR1Yz21l6ucLQaMmr93bZ21uyn9hpxmUV8sqre+xfWTCLOm2t8uzm8rkp6bNztmOLYak7TZnvKrbDfNDN9nE9dutzuzF9br/VA1t7Tl+pvIGJKJ1zNMi5U8ej955evhK7zRCLai1pspp//U1/n+Vy+VuywXkjR3/PfPv//vuRQfglPVdXJZ/5sf/jW3KeX47jwx/+8G+pkvUTP/ETX/Jrv2GoaZIkvOtd73qjL/OWHyd5wgvzHfa21lwZLdkKciJ5Xv4vtMeijrm3nnB9Mmc7yIhEg3AMhfaZ1zFnVTTsIjfKH/RfF8eGi8Yjb3x0F3y0ttUDrQXreYyf2EXbQzanYUHynppN5XP3wRbOwqOdNDiiJZhUPFyOuaumtEbg+go/qbl7f5u2cXA8A8ZBhpaMfi8L0aXEH9nqQtO1yC6SkqVoOdvEloReSksIb4Gk0xktXMxYgWgJXg1onigIooamkaiTkPAgJ/AbVBlYkezCR1QC4xsc7eBmgnpH4fjm3GqjBXKJt5TUu9awFYBKgHYs1b/fITvQKnu+/ri2INBGwr0INVU4roHCUvvD+y767RlJXNlx8dKnPgvBN/h3ffStYvAeC3w1aLCKxqNu5JC05asI4Wn8QDGvLE3dC+3zwqBhFFa2BbhMhu877W6+PUdp7MGWn3ElWhBunZt2b3TIPTHh146uc2l7OQRbC9a0LcOpb5PkqVeQypLGSO6WMzYqYDdY899+4KNcCRZc8ub4juZYjbhbb/FE8JCngxWPB0e8Wu/y86fP8M7xPa5fOyPX9qaw9+yau8UU4bS8bedoYBXdT8YcrkdcmyysOF4aYq/mzumM3cmGcVBa/VXnOnDvxV2uPnGMJzSvHW2x2+lrlv/mgMmHrMXGxZ8fnEy4/tRDGiO59+IuV544plaSZR5xa/eE//pVu2H77HiPcK9hT8/ZSzbcWU558sZDLserDsvg8t5/bStgd56esa4P0MpjPF7wFdee59PrK7x3epuvGz2Hh2ZtQl6sDohFxVfEt3lXfIe79RY3PnBKZVyOqxGpW3E1nOMJzUaHTPyCxtjqlNVrukOVYhRWPDid8FXXb3MlWpJK2/J6Oj2kNJ6NG01MqV12083gp9gjQjZZyPbEtiKLxmOTBziitRorB/xAUVdW9xQfbKyFknHwPT1ow4rGZZ1ZsbyqXeRLEfXVGmpBPmoYjazWL8sD5GcSysvKtt9DTasd3IULVwprF6QF9crH0Q4EZtDYtNrBqW2lGt/YddgI/GOXZtLZffVrWUBbC/wTF5UYWtkiamFdIXYqothOKla1R/kwxt0p8X1lIbkvRlQ3rHOCWLmYaUfh39jPg1AjQz24bqzLgHnXphbOuQPCcZlSZ75tcXoa3UiWJymI1hL3gWBascxDThcpjjDWcmtScXKWcqTGOEuPdtowmWXsv+dwQOFsGn+YLK8zn/ksH+DFPa1fOi2xZxEdvZ9krrwhPrgXpCapV7MfrolkPVTAT6uE28sZ++mag2g1+Mya1iJ6NirguEi4ezSz2B2z+BLveF+m43dYW/BLPf7hP/yHb9prv6Fk6xd/8Rf5sR/7MV566SX+2T/7Z1y5coWf/Mmf5ObNm3zt137tl+sc35TjXdv3SEaHFmSozv2STNcazLvHbk7PLGOpAyP2I9sGh52ODdMbM/fC2d4vzGD1XRsVUGq3M21VCMdQG5d86g2lZLA7Fk9q26f3K2ZRAZfPPb6ONymNkuzP1sRdEC+VRxb6Q4WnMRZ0KkTLKC5hwjBNCXb6b7O2uxMZ22SjbTvri0ZAYBCBQnq2AtFGja1YiJb22Q2uA00jrT2FBPGfRiyeaBC+tpUO7WBibQO7A83EsS73ykF2Ynmzsjd+da3EMQ7i1MfEZrgZOLK1gXbtWouiqdWf9N6D0tdwNccpPMTCQ6capxEUVxVO6bLY+CBbolHJaH9DngfoqKU1oGqXOLY+cG3rcLaJUbUcblCmlYymuZ2oLF2iLhnenMQEkwpXGhZ5RKMkB1srfKnY1AEv3d9lNssYByWLMuLecsJ2ktnqh1uTSKu7CJyGx+MT9p5ac1Kn3ch/Q64Czqp4GLyIZE2lXR6Ue6zqkBvJGbvBBt0hBE6alBfzPd6e3mNLbohFzSeLx3h+s8/7JreJRc17Jnf47OYSr662uJoubUustte1202GneYJq1XE5d0F+6M1Z2XM2TJlb2vFvIip5yF6lLMoIxYL29qrtQS3ZVWECGEwC59N5FsW3TWD0w0b9D87TotZ+MxHEcYIcNtBBK3uJixGGR+c2wTqF8Z2CvFsmaJbwf5oTaE8fvGlW4zHBdtxxrO//gCAX3nP43zu852x7N4pL+T7vGdyh4ks+Gx5hY8ur/N0eshj/imeo3ioJjyfH5B2oFjhtNxMTqm0yyeXV3CF4Wq0wHU0ax1asGnrDLq8UlvsxPu275BKO/m60SEb5Q9Gy4tuwjfpqsVHecrhyZj9nZXlbAU1x6vUUuE7hlU5D0l3bGWyyHzcQBNctsbgQhiEgNUqIvc1W6l9DWMEeR7QGtBRiww08cxWZxanKWgHXEN9VeFoh9YziLULI4Vz1b5XlXuYWg42U8x9O4wy6rREjt30tMpBrlzMdo26pmDlQSURY9s+VJ09U3O5tolSC6aUyI1EN8J6RNaS5EUPrmt0LalaBzfQtM9ukB35Xl5qcIV9vpIGU7nQCNpAD5VoYBD/p6Ny0IJ5rrbxDgaYcTw5R/g05rz6JZyWvPHt9+Bp9qZrC5a+0mldXTXopkxruYChq5iEBWLPrk+/Ax2XnXNGKDvoczdkZbDv2d8T+nuElZvYe0ivC3MdTepW3JyedVOpdo32+k+wk5NPTY559+w+TSs4Wbz1dj2/GzRbL7/8Mjdv3nxT+KCvO9n65//8n/Pt3/7t/Mk/+Sf5+Mc/TlXZ4LNcLvn+7//+14XKfyuPo2pM69gdkp0kci0Zujsu2sysmpBFHXW0Ylsa7vEJpXaHStEw2dKVfvvJkb792NvyFI076KZ6/ZHn2iSrbwf2VbJ+JNsAu+nGTtJ0N0lr9WJbYkXrDTu93h+wB09qbROw3uexbR3a3CUrXERog1WrBG3XQjC1xKx90hcl2WPGBmDZoiONI89bfE7aUL2rtsa4ottlprUV95YubSURpUA0DsgW02lLiLS12PGMrfIFGioJlcRpHEQl8Jf2M622DW0twDM4nSdYW7jgWd/BVmB3xaMa6VkPPlVZ/75iHdjXDTTiUolpJOLMYz1xWbuRRVJoB/kgYPNYSxhaYX1Z+Xi+Ioxri6bY+ASHHnUpOQ1C3IVEJ4Z7uYdwbTXAaMHpKzNOAoM36syWX5hy/+aGrdQyz3robSCt9YdtJ1uu2laaD9DHdR1wezVjmYdsdzDGT8wvD6TuTePzysk2nqs53U24HC5tcmZcXMfwXHaJSDQcVSMO85SDZE2uPD5/vDuQ35URzCILdF07kfXpKyLy2ufSzsKy2IzD1ZvHFI3HahOxt72mVC5l5bF7dU6l7HW8fWNOWdvf337ylHWXbG0/edpNtkq2b8zZFAGBp9i9OmddhIRBw/7bjljNQ963tMiHXxzfoNaSSzsL1mXAoog6H1HbdqNteed/sr/708++n3wxxXEMN269zL3NBGUk28GGuvss5k1Mrn0L8C0nvLLYYlME3Nw5Je3ApP30oDaC5472mMQlodsMbbHbqxkPD6fcunZI7DYsqmhwQ+iHHnr9lXolxbmWkxc+zdrHXbiYvZrDk7HdaCgBGxedCbKJhloQLAWZG+GnNWF8nkj5QYNCUpYe4m5Ic6niqB5ZZlwjEUsXs9XYa7sWrNcpBNZrktbBjQwiVOhGoHNv8DpUuWeTGNHieO3QLhZAeCzg2KeetJjAgNfi+AbncoHfVeTNuLEerJWEWiDLriLtCUxocAKNN6uQOwYPC+Q0vqZ6V5f4GQfTWK/MVgs7FKOtB2PymiC7bmhTW+FqBdZz0zhUWK9NGoETK7Ks2zR6msBTQ2u/p6+XtUfeVfId6KrXIZ5rpSJ7E4vJuRhj267V2g8QaSM4KqMB0NsoOejFgs5GKZAWKbIw0YBp6CUp/T3h4j2ll5FsVDAkdP29xRW2Fbmo40fuRbY6GgwTiU5bvL4b3xs5fhdMIz755JM8ePDgtxdn6/u+7/v40R/9Uf7Un/pT/NN/+k+Hx7/ma76G7/u+73vDJ/ZmHw83IwLHep71Y/9+t0vqE5i+RHzR1d33FCO/Qgoz3Dx7Hc/i1Jan29xldLBhltid5qoICT1LIxeubVWlo669UAaD6LcxkpcPd0gT6624KQOqV0e0e5Wd6hkVBK4eJsLicWktekof3fnwmQ6h4LoatCCfR7ixshOAtYDCRU4rTKQIXwopH7etx+SzPtkTyhrPihZvVlJ/dYtTS2uO7ECbu1C6sGXHwNvWQTcC1j5tYHDTbgKqtq1Ip4U2VYhQ299rIRpVtnq4CdC1g0Yij3zkldLeKB5GOJdK9FVDMw9wYkUQKpoHMXK/IJgoytKjfRAhr+RgyQx4nkJ1Zq7TgxUA61V3Awuacx+4XavrWK0ikqTCczV6mj8yESWkoa5cXE+zNcpxRhkncUogDZO45DgcMZ3lzKLctsUOZ/hxgwkUcVQzjko2VYD3bM5BaiGIt0+3+OC1V5h650EyFjWxrGl2JQ+rMZ9dHLAbZewGazzHDO2FS9GSVFYYBK6jmbg5X78L98uZ5Xq5OdIxXPIWbE82hE5N2frU3Yh607rcb6a8a3KPWNaUxra6pp69Po+3RjStIBCKQtsqqS8UtbHkbLDj6BePfixedf9fOOeCXTMVX/xYK2DKMN4uLkThZ5tDIqNYBCHjmwVfLW9TG5dKuyRuRWVc3rn1gF1/zfbdDZePlijX4eTgOrwMt66/yJ+49it4HVtLYkhERdn6nKqUB82UVFYdAy3nVnwEwFLFqFYiMGx0wGE55onJycC0O65GHBcJ79m5y+7l5wiF1dzlxh/OfdFEfOb0ErMoZyfKeBjZtm8aVKyikHUQ4UeKpnS5smdblfMiZjmP2d1esypCzJ7g0mRjK63rGNVIpGsGenzs19RvsxDeRkmyTcBkb413oCmbc7/QsvIo5iHTfYve2WysdimMaxrP0I6tVkzfi3EuFYRhQ1W56MMI76BA+ZIycPFmFY4WiMMQZ9viX9o7MfVehz5pHYLUsqOqwsNEwm50SonTrXNVSYzXXSMbD6cStmImrFcpQHsaQGjOAamipb6k8YBqGeAYmyQln/XInq0tEmbu0e5WCNegFwFENrbleUB7GBI8Zv92pSRRWOO5LZvMalgno5qydlmfpEy2MoLWYa0kmyy02sGjgODGmjSsqLV9fG+2ZhoW5I3PpgyYpVaTVytJ6FmvymUZUTYu48jKCOZZTP7iBLNX0RrBdHtD4tdDUtcn9us6sBidCxrVHkVz0Tqu7uJaEtYDmHq9SHmrj98Nla3flpyt559/nq/7uq/7oscnkwmLxeKNnNNbcqyKgFYntC3MRjll41GUHrtTC1t8eDYm6HQC83nCbJbhy4azZUo7dgYPvoNObOk4LbOrObHbWCyAcgdvsmlcIGhZlSFpULGTWGho6lfsRBnLOmRVhozDkr2ZJYdHXkPi15h3bQZrELD9/lx5g0i36bUkQWlFpTjsj9Y02lqyHExWw8hxPFtYDUDjE3k1XIai8fFdhbjaMlLWA9J1zDBpJZyWovZwHAgPLIBPaUHgqUEw6+6bgYHUB4Os8kmCrnpTe4SexWT0Ilc5ythUVrQfXFLknYDf31mwKkN8qYm3FoPebfz2BUXj4zgtB+MV2TRAG4etOGfTtcamQdHp5Hy2o4w63bCpA3aibBC4bkcZqhV4Qg+J0KoK2Ys3w9DBY7M5gpbTImEW2ZZLrSU7cYZwWpLLFdPAttNyBe+9eQdlBJvGZ+xXbBqbsGx1xPTYbXjflTu8tplhEsFusCHXHp+cX2ZRRpwej/mGtz3H+7bvUGgPzzGM3QKUpUz3SVBhPBJZ8aC8RG0kj8cnNK3ktXKLX75zk+985j9wxTtjKgo0Jc9Vl/lUfpX3Jq+yJTOeyy5xKVgykiXPrQ9whTUDPixHXIqWeI7h+c2UpydH1Mblc/N9npoeYVrB5xe7PDk9pjYuR0XC1WRJrn0O85Trozm5snT3nTDjrLKbl50w46RMEE7LVpBzez2zk2Gy5m42YS/KiN2Ka/dscvzp3T0+tzjgbbNDXEfzwmaXd8/ug1A8KCZMvZyrvzIH4JWv2OP5O9Ym7Kuf/ii6dfj1zZO8M77Lk/5DfEezMHCmE/7xC1/J11x7hS0v41Kw5JOrq/hCM/VyMh0QCTslZlqHSDSM3YKVitgN1jwWn7FoIv4fn/8K0qhiGhY8PTkilg3HVcrdbMKTs2OLdTGCxyYLzsoIVxh2tzI2I5/YbXCF4ayMiN2G6fSMRZTjCsNWnHOSJ0zD8yR8O7LX2WE2GsTcR3k6OBocBymTsMB1DKdFMgzYnBQJB5MViVdzWiRs7Z0OlTiA1K84y2Pk2zISvyJvfNrQIdqZUzT+IEjPOwjveHc+VOJH717Z1rqWpEHdwX9dpkkxmCjHMzs92699T2o7mDPJBtF+PxBTKxe5s8KTNmFsW4h8+3ylJeFsOVTxw8cbtnGolUt4uRncOaLds6El6EmNt6/J6oDQbfCkrTYKWrbjbPidWZSTdxPFsduwafzBbDs78C36wWsomvMYuypDIt8y13rXg50kQ3XV4MSvCbu4JxyLz0nfccRWmJMr64k4C2xF+WE2Glqiy1XM1mSDbsVwjzGtQ174HGxZjeLxIiUKG0KvYV2ErLMQ19XU5X8Bu57fO97Q8bqTrYODA1588UVu3LjxyOO/9Eu/xOOPP/5Gz+tNP+KwQXsN4uemmG8siPyGsrKGoZOoZHe64eHhlJ0rJ4wPSu7PJ0ySgscPjik6/svV6YLaSF47m3FpsrKWJlXEPIt54oJRbRpUQzXseJNybbJgGhRDEJwF1lOrVB4HyZpaSx5mI/aSzTCdBjDtrEIaI9kK864cDVFkRZm1I4eplj4BtK3Mhlra3VEP2eynZXxZdIA/y1zq25djtxzaTVtxPvwcdSTqSrkEvhoc7oHhZ9M6g02LaR0S37aYTeuwl9bDpNJOkg2PT7rRa9M6Q4LTdsG/16z5rrJJbvczMEwkqlaw7srsUpjBDNhOCcZ2KklqjvMU31VEfsNhNrJB16s5zEZo45D4NasqpNGSxK9s20x5JH5NoTwaLQndhkUVDolqP13Yts4w+WQnUO1UUlW7KF8QSsWnTw/YS7oJROWxE2e879m7CMdwv5jy8mILKVp24w1Tv2Av3PDR02vMgsJakRiXQCgiWXNcj3hQjPnUK1f4hrc9j2kFD9WUhZNQth4vlXtkKuClypbAfaH45PIKYWcD9MsPH2cS2u//KL/SEbA9fnnzOJFv29n/6cFjhJ6tBv7H124QdUa+9+ZTm4yLlqPlyPomAq+Y7UG0fPHnl9od2/ZcJ2gjCP2G0yyhKH3++/m/B+BfuW+naDw+eXKZorYVm4+Zq51upuHj86t86N99GoD/61f+YZomIEo2uDtrXqr27d9a7mFwGImSsrWg0g9cfZWf+ewzvPPmPfajNROvwHRuDIKW1/IZ8yriWrpg0US8mm1xnKdo4/D49IyZn/EN1z/PK5ttNrWtgOXK4yhLO6uhgHllLYtUayeC29YhdzwK5bGpA2KvtnTwIrEbHWBTB3hSk/g1izIidBsir+Y4T63myKt5uBkhRUviV1TKZd7E+J23Zq1cfFdRKZeNCQbZw7oJhsr7urFVEtexGr3IPxdeh26DbnueUz0kAYlf0c+UJ341nG8Qnk8i90bYfewYBQztsP6aEk5L6lfn8SGw8UEbQdSt91rLYe3XWhJIg+vbypLEkHTaVNM6RL2jhBHDc5QRpH41EOWNVw/yjT6e9BPm/cYnlKrj5JkhptZash3mlNodvtdZWLCo7AZ57Ffkyg47TTvY8FkRD5ZcyzqkaDymacEkKHmwGQ/uEOs64IXjXR7bmrMTZxxnKbFfs32QsSgiNnnA9YNTDA73TyfsTjdIYdgUoW2f+5b3Vi5DRtsZvqeoN1/a/e7LcvwuaCP+tuRs/ek//af583/+z/PjP/7jOI7D/fv3+ZVf+RW+53u+h7/21/7al+Xk3syjqDzGcYP7hw8tKLH2GHXtu740f/Xy6TCee3P3tCPBW2+4yG2GIPrU7nE38usSuQ3BeMWyCgeA6b2TKUeenVqs1z73uvbkpgho25RRbKtSq2XEfTO1lGXXdDullsUixvU1m6Qgq3zydcj2zhpBy7LzIYujerDziKOaqnap5yGj/Y0FCb42wru2wXc1Relh7seYrQb3oY/aq7sxfIkjjX3vysWLGjxPWWuOeYAcd+DRhyHuY3a3WhUeRkn8uEbVEo5D3Ksdk2ce4sgWN6nRjUQcBra0rgXpZ3zWTzfQOqQvuWRP13byqe1GnIxj2waewTSSVjl4qRXkOk5rydRaoJXA9ayAVtUS6WmEaFG1xDT273GkFd3q0iV44FE/ViE9g174ECuCtB5eq0wqO5G4DtndsRWX03nK3vaayKvZqGDYuRfN+dh63VX8El9wvEkZhdYypNAeyyIk8WpOsgRf6s5bMMa0zuBpKZyW6/EpN5MTMhUM3m6pV/K+7TvDdTsYbxsJjuFKvGDrmRyv4zrpVhDKhqmTsTta2ZahTsiNz1X/jHck93i13GGjA947vcNhPWbdhFyL52yUz68fPcZXX77NcZmyaXxujU5ZNhGfn+/wgcdeZVFHnBQJ79x7wKYJuL8e8/jembWaqQP24w2HuW1x9D87TstelPHyYovLoxWpV/HycpudKOMmZzz9GQtO1U/CrLZmzbvhhlfWWzw5PiZ1a+7kM8ay4IOftjDTf7/31VDAVz39MXa9NbGoeVf0GqFokBjK1idTAU0r8RzD73/m852npW3ZuLIZPsvH0wpSyFTAvI4Z+yU3kjMS17a8NzoYvqsXKsuzm4UFvtQcZSk7ScayCJlFBaG0Fd95GXMwXqG0pDGC1G+HalDvF9ooycFkRdH4HJ2O2J7ZO+jxyXhg0GVZgHQNcxlRbXzIXeS0tobGrwVUl5ph8KTVDq0WCE/j+hpjHHQjcX2rCx3ak9JYnVY3GNNsbFu0J8f3aw+cTgvgkHzOZ3PL6qhGz3ts3l5b/ebch60a6WlU5tNqh2BWDutfxg2ur6lzH+FqgshWgOqjCDG161mvPLxZdR5rMs+ei7KaLuFa3Ih75KMOasSZh7icE4XWQL65kxI8tsZzNauHI/xZSeAr8sIf7LiqxqU1DpOkwOBwejIiHlmbrqyysNfptJN9LCNOj0d2KKiRTPfWrKqQdW6HPUplMTjLecw6siy7ppFMRgXLOsR1bKehn0yOvIando8ptcumDpiExQBn9RP9yGb28vaSsvEoG892AITtLPie4tKVM5S2XQNdv/Wcrd8tbcTfdpyttm35/u//fn7gB36APLeViCAI+J7v+R7++l//66/nJd+So2eGfMU/+4s4cThUI/oyd9NZOziOJSL3Oq0+MPcJkHRMx9s6pzr3PfZeENlPCPZH37MvO2Gx6ITx2ljfQVeaYedZa2sZI4TBGEFRevi+IvQVSgvqxkVKcwEKas1qfc/ypKrGfeT5delaW51Yg2xpK0uPdlOb8Oi1R3THpdpuiR44bJ6yQdwogbPy7JThWEEnCBdzn1a0mETbEXEHxLjuyNLSMpXcFsfXNoEqJMkrkvyaofWtTsxpOoG7aHFUpwvz2i7Qnx+tbC3iwcGK4lXHd1LOIN5HO8jKwV84tBLKHQMjhfAsy0mc+JhEg9dCbin1iBZ54tMelHihQjUWzOr6GlVJvFARhZ2FyDrEDxWeq8kLH9fT+N135zicg1s7K6Ki9ImjmjSoUFqyKgLGUUVjBKcvbzG6tkIIQ9243Ng+I3VrVk3A4WbEzekZqVt1QxsBReMNJGlX6KGSciVZEcpmgKD6UlMql0vxiqfiQ/a9JQLD2kS8Wu7wmeUlrqdnKCP52Zee4h1XHhBKxaIOh0rnsoxYFQG+Z2n7PSSz1pbQXdd2f9b7UFrhsOUoOU6L7+pBY9L/3BoH19XD5wQWSwDwLZtP8T/c/v/wXLzDn3j7tw3vWTcS39Psp+vh3N796l3+1of/OZ/de4w//JG/C7Q89Q3/nvccvMKN8ISRKDAIFjrmU5urPMjHhK66UNFoUK3g9nrGLChIvQplJBvlUzTWD7JHcGxUwCuLLfbTNWPP8rZePNnB9xTGCNZ3xmw/foYnLI5gFFa4UrOpAvLCH0Cf/TXRf05SWL2PaiRx1A1glC7pqLTtsdKnKV3cQKNqiXANbmeD4zwM0Tudbmrt2bXcOIhMYnZqhGusAH/lEZ4IHA31tEUHrV0jBitQd1vLO3N7YSWgBagv2MF3a9QxYDy7AXLM+Rp1asHsM4Kzd9uhF5yWtpY4yhpVu75GK2Gnj1tofYPIJI5xMLPGvrcSiJVLK1vacWP/hkaSfM6nuNQSnDoU1xRyZH9fly5tI3ACbScuc4mY1vihGmJdHxcdp6VuXHSHzhBOO8RFv3O/KGuXqvKIo/qR5587gkjqxrX3gE4zZ1qH0D/nXl2clOwnH+HcIeAL7xH9vaOvwvf3lrpLxG0ssdU8W5E3A/PMcbrhrKzhk/+r//Et5Wy96yPfj/S/RM5WXfLJn/idw9n6yEc+8lv6vbeUs+U4Dn/lr/wVvvd7v5cXX3yRzWbDs88+S5q+9cK913PMohw31hTKWjT04751ZwrqdYbTpXLJ6oDEt5NgpXI5zRIc1xrFlo3HMg+ZxCWJX6FbwbIIGYUVUUeJLhuPxK8GfYF02sH0uDECx3GGdkvv15flAaqSjCYFUtp2TVnYVlXTSPRhRDttyB1L8RaiJTuJCLcKkq7VMwRx1/J0gkvZwNtqEztWrrQVs3vbinYbXONQ7kucWmBUNyUUGNrGYfwpj9W7a2Sg0dMGKoHjGlogeOhRB7aa1DYOYtTYKcETHw5K/FFFvS1wAd9XgwdhGDT2b6s8gm7Cp6g9qtpl1BnpboqAJLTtxKwIEMLge5qi8qhzj3RcUitJtfFpb3Q3o42PcA1eoKiNTfzEqMH1NHRrXjcS78aGwLdQziSsCVxlgaspjEP7/o2RXBqvrOlyFXF1uiB1azbKZ1WF7ES2kndSJBwkVqB7XCSMvIrUq9k0PrvxhtSrOCkTps8WHMRrlJF87mRv8M6stexu7iWRrNmRG24mipUK+ez8AGUEU7/kxZMdPnD1Va5HZwSiYalinl/vsxuseXp2yGVvzlRmCFryNmCpY2ZexjftfZrcBHxqfYVvfPJzjN2SlQo7r03Nqg5xpebte4dslM8r1TbTsLAgRuNwMF6xKCPy0mcclhS1h3YEszS31k5GMA7Lwdh8EpWsSmvXM0ty5plt50Z+Q1W7xGHNHzh5EYBfn16z71V5XBqtSN2aRVcl2IpylJF89W+8AsA//IP/DQCPXX6NP3L9P7E29m8Yy5LYqbjszjlwl9xPZjyf73NYjrmZnDBxc0wr8IXiP969wTv2H7Kobcv42dlDxm45OEIIp2U/tS19N9CE2ETxme1jXKF5OLJaqp0wo0xtGyr1aja+zzoM2O2uicM8ZbszHj8pEsZBOVw78yJme2o1hIXyLNcpyViV9vNzpaFSLkrbtmsVKqhdpKshsaJy1UjayqJZvEChhESPgEu1zaE2PkFa41/YJERBQ91IjBEkkUWgZKVPGtkEep2FBL5ttVdKUtYeUdBP6npD4lzXLstdh9DT1JULD0PMTo0TtZhS0nTG1P6ppDpobKwIbDyRvkZX0saUJ7pNkLaaUxwo31Pgupr2WkuInWjEgWBSYLqkw3M1zUSilCTwGxwHVkv/HNdSBJRnEdFWQVEJ6tyzSc/CQ+1bzlhVng8YGOOwWYW4gUYk5SBfEKIdKurWU9ZKBdpOImFaa1rdTyb2YNRxXCIdQ1YHwz0i9Bpq5VLVgu0kG+4pWR2wk26sF6mxGlspzAU3ABfVCpKupbtu/gsQ5H8XtBFfTxL1Wz1eV7LVNA1/6A/9IX70R3+UJ598kmefffbLfV5v+iEcS11OPEv+XXe6qMhrUE7LaZ4QuIpxUNJ6NWd5bHfm3TTVYhWzdkNooS48Tl9NOTkobVWktoGs8Lzz3UpHSa+1HDRJ6yocev6ldjnOUiLP3vhz6SNjQ6MkxSrET2pMLdG+ZmeSYcY5ZeMOQtSy8RhFdmKpaFzK0sMRsDxKcZNuGtEI3NYQ+GoItmlk22ZKSzzXth5KB0YjC9bUrRgWfHHVY89v8F3FprKfly9tcuTstmwHNXUXhGK/tkFlZgW1/VTmKLTBab6OSWJLeF7m0TlgddXZwHia06MxMtCEUc3Z8Qg3avA8TbEJKJwONNo6lizuaZy044YBMtC4nsZo6xOX3MpsCT4LCbqqgxSGNLQJclG5jEKrq8trbzjnZSd2DqRi2YQ8OJ7g7FmfwdN1wjQpOMxGPLy9xZWbJ5yVEbcPt9nfXlFLyfNnu4SuYj9Z8zAfcX8x4Zm9I0rtcW89YRpbbdvH7l/lqd1jxn7Jqgm5vZ6xHeXD1N6VdEmp7Y3ha669gm4dbhdb7PobmlYy9XMOghVl6/LJ/BrPRPe54Z0wFiWjsODVepe//8rv4w9f+Qw34lN+8lf+K775/b+BpLWcqDpg5Ffcezhj8pjV4pSZj5xZa5mHL+4wftpaQ/W7a7BWSiY+b0kJ2mGnb39mqAZUtUvoNYPPqMTwnrllZv3G1oElhWc+asvq3V56sMvTVw65s5ky8iue+fUHaEfwU5d+PwC3br3AP7791fyZm7/IDf+YxKkH0+lP5tdI3ZKDYEVlXCrjMm8SFk08fIbLOmLsV4Sy4bgccczItpi6NuFOmLGqQz52/yo3ts+YxgW3VzOujJakXs1zR3uoqWAalJwWCffWE3aTDY2WfPz2Va7vW+nBJz57nYPrZwC8crLN9ijDcVpOVwmu1ERuY30mjW0x+a5mkUdsp1Yof1bFREHDKCrZOL1hdUtV+qRpiTvJyUofo21LvV8DDhCmFgRcddY+0jUsFzG0ECY1y3WEKjziScFimaArSTItzm2V0pLAU+SlzyQu7KYuD5iNckZhxboM7BTeqGXTTUv7rh140cYh9huybZ+gdYj8ZiDkp0Flxfdfb2NKv9HtB4/WeUjo242YdTmwXYKydofNltZW/yWkYbOJ0EsfOakpSzvoM0sKdFTiOOC7Cp3aFly4azfWZ5sYU0v8tGZxkhKNS4K4Ge4DPbV/f7QcHATWVUjiNoRuw6oMyWqrjysbd2j31Y1LtgkoKw9VS1uR3K1ZGAecCK0ESVyxqQLmRWyHtCLbls4an00VsB1nuMJQdJKWUZ/UNT6R17AVvvXoh98NbcQ383hdyZbneXzyk5/8cp/LW3oEUhMHpbXjcGASlGwan6zxSbya3WTDvIhZVaGtcknDahMN9HfTCKspWNpyvt5pcO9E1AdW/7Q+TaAShHs5YdAwzyzQcXuUUWmX03XCpIPwnZUxqyJkO7E6qEUZMU2KIampPI8otAiD1Tzh4drHjW0g2qxD4o9HFO/PbevzLByoy3rlWbpzC9XDGCKDCqVtJyYaP645OxpBa/VQ2TKibRy8Uc3iNEG4Bj9UzAuPVgvCtKIoPVTpEabVI0bQdeWxOk1IZgVNIzk7SYnHJUpbknM0KWlbh8PjMVFqjWoXpylR1z7JzyLYAiFa6o2PGFcEo4pq49O4EhkqyweKQfra+h3mntVuGYdsGYIWhJPSmlwvApLLK5QQ5Icp0VX7eelSEk0aQldxtBgBEPu2nbMqQmaJxUCcrhP2Jmt8qXn4YIq8bPCkxg9t0hp7NaOoZFUE7I/X3Lh1yOFqxGNbc56+csjtsxme1NyanbJpfF5dzHhm+5hpUPLZw33ee/ku79h+wHGZsqxC3n/lDvczW3Lbj9aDuPdytOSkTohkw9PJIQaHu+VsIExXxuXx6BhCeLnYZebleELznzY3eWx2RixKYhoaT/L1lz7PVf8M6Ri+4Ss+SyQteuK+O+FavCBxK8RjLdNucup23HA1sVNhDy6Nh6nDl9UWl5IVeeDTGMmVZEUeeCzrkP34XLm7H2+s1VKcsxdlbKqAy6MVsVszLyLeL++yV2fUjuTscsRVd8mdeMZOaJOM7emGZ8aHZCpgmYU8+bEj/v3NryB3E6Ig54OPf5z9Zpcr3hm70laSSu1xu96x7CvjMW9i3jOymreXi12aVhDJhtq4vH183wrkyy07vBGseS3fYjuyHpeHxYhN4/P+K3dYVBGzoGB3siFTPp9+eJVn9w/xhebuZsIkLLji1RwXCcs85Okrh5jW4e5iyo1bhzhOy+FqxCiyDK+8sbiW3orr6OGEg0sLK6JfJ4NH4qoILc3fr6kaF6Uk2+PMwosXEWJkr5PqOCbuDJ+XxzHOrMR1DeUyBGlwQ4XwNXXH23JDZV0gcquPUlqia0EwqixVfuPjpzVF5VGsQ4K0YlMGFOsQP67ZlD5F55e6MBHFMsQf1TRKk686zZmveHB/hpc0+L7i5Mx2PfxQsVpazp3rGtaLGEcagqihLm1S6I1qlkcpjtfiRQ3ZJram2WlNnfvkmW0fmtKFQiBmNUQ25slxw/IkZVlK3C0bd7gX0Xab4bzwbSwRMN7KrMazkkRBMySBpXKZhgVBrHi4GjPuvjfhtNxfTCz/zlOcrNIh+Ssrl/X9kQVDh4o6860m9lIN2qE+inAmtiJZlD61tC3NcWp1ZKsqpFIuu4mdiM+6qebehUC1gkmnBSsuWDz93vE743jdmq2/8Bf+AkEQ8Df/5t/8cp/Tm3r0/ef3/fO/wIYpo6i07cDOWmcaFoNJb6Vc0qBC0NIYSd25yieereCcZsng7L6qQrLKZzftRK6dSNqXiqLxKRqXoNP11Np6iZWVNxg1F5Vnb+JhbVuItWQ0Lqgbl6rwSEel9f8zYtBpuZ22oFSuXZSBrdJktc/Ir/CkJm867y6vRhlBrd3BG1G3AumYwXXe6yB8jZadH6EZJqu8btqnL2+3nX5NdtZEF33QeoxD79nWe7P1O9f+514rVylb/QtdRaO7icquEiiFJfI3Rlo6v9Q0nT6oL7lbXzurx+l9xHpxqiX2W51c6Fqj57rTVPR6p94XrydCX/Q9C6UadFLCaUndilz73fvUVldVB4x9K4g/qyKmfokrNGdVjDKCnW7K6bSMuZLYke67mwnTsGDsVZyUMZV2uRRb+OhzD/Z577W7hLLhYTGy4uzYtid7PeCitpOsV+IljZG8tNrGE5q3TQ+5Fp6xJTM8R7PUMZ/LLhHJmj1/bW/mTcJzq/0BjDoKbfvIdy39+t7ZFL+zM+q99LzuOrsIyo26ikReW72TwaGovMEGKat8osAK0cvGJe5G+4vaQ0rDtx59ir92++f52PgSf/bZbxneK6t86tplf7bqmEYu7/70HX7se/4n/nff+lf4mSc+yPUnnucPfOAXkI7hqB5RaJ+3JQ+YyByDw7Eacafc4nOLfRojuTU+xROa0yqh1C5T31YGel3Nw3xE3vg8MTmh1B4fu3OVZy5ZiOmDfITSkuvjOasmYFFGXE2XCKflXjYm8WqmfslJGVucQ2Dbnos6ZNxN4vbXiC+ssbwrDLG0AxeWUm/1Y/31J5yWTRMMjhO5sp6lYZco9lN2qhXDtW1aZ7jme7uY3iqmt47p40XbOsNa6lEojZHDmlNaDh5+tbKDF32LvQc29/qk0FWDN2nvQdpjYJzu++sxMv3r9604r/MCbIxd0301XWC7Aaa179FXQy/GrMZIa97exWttBKOgpNGSdR2Q+DXSMXbDquz11w+ygDXVlsL6qK5X0WBAv15FuL4miSuqTqMYBQ2NsrrFMGjOfV2FoVJy8Gystcu6DNhO7IbheJOSBDXjoKRSLmd5zDQuiNzGgnEbF9/VQ3wtam+wytJGsCgjIs9W0krlMd/ETJMClVV89Fv/zluq2Xr3n3p9mq1P/N9+52i23szjdWu2lFL8+I//OD/zMz/D+973vi9S6//QD/3QGz65N/NwnJad0YZVYXcTvYbq1Xs7TLftQpm/NMN98tSO9+cRnqtJRUXW+CzziHFUYnB4sBqzOkuYbNtqWNW4VJXL8nDE7NKKcWjd7FdFiO8pJlFJVvuDHUefrNRnIXosLNQ0tYsvcNXQdmhbm+xcFEpmlc/qJEH4mrkfEwQ2uXj1eEwyKZjGBbWSnK5nA5DveJNSd5qovPQpVwH+qKbOfISnGY3Ok7x+QmeTBURhg+dqNkVAnXl4kaKZBxBq+3PmWX+31E4f4rS4nkbVLip3kZ2/YGuEhb9qgSOtfgNg45oh0AMEnr1pNI0NcAB54ZPEFb7UPFhM8FzNOCo53qS0rcMsyVlXIWebmMvTJVnjc+fhFtcPTqmN5O58yvYoY+KX3F7O8KVmN97wIBvzcDnm1s4Jizri8w93efLgGNM6vHx2wHbaPWczo9EWvfEgG/PqvR1uXTtiVQfcOZuxN1lzVkU8WI5Jw5rtOOOkjLlzNuP69hmLOuTOfMreaIMvNA/yEcsi5ImtUzbK5yRL+MCNV61R9HrGLCzYDTbM65jaSK7ECzxHk7g1mfL55Mll3rVznz948DyBaGiMS2NcSuExlTnXvFPeG71K2brca7b4bHGFJ6NDno4f8tpsm1eyHbaDDcsm4t5mwqVkxW6UUWqrEVlVIeOgtDT2KmKSlLjC/iw7v7e+FQawFiGjwFZspWiHqazM9YdNSug1zIKCr7ttNVif295jO86G99pP1oRS4UvFvc2EW9MT/sgLn2QRpvzC4+8H4A88+yusdMSz0T3eH79M6CjqVnKmU47ViMa4HPgrrh2cURmPu+WMT55c5vp4zpV4SSIrmlZyL5/iC82t0SlrFXBnM+X6aM4HbrzKC2e77CTZMFX5IB8xCwoCqfjM0T7XZgsit+G1sxlqurQV0TzhznzKpcmKxkh+47VdHu+uo4+++Bg3rpyQeDVHeYrSgoN0zbIOefF0h8e3TlGt4DOvPcb13TNCqfjE0WUOJitGfsVhNrJ0/XTFsrZt7KuzBY2WfPbOJa4dnOEJzUvHO2ylOb6reLiKB1PmovHIS59RZBlxWR4QRzYxLisP74KIHBg2PFp15tC1HNZsv4Yd2TIv3AGcvGwiaB2kp5nPE9pG4CUNTeFCKfFmFU3hIn3DZJzbalnpkSbVMHktPUMcVazXEaaR+ElNvfYJxxVJVLHaRPi+YhoXQwIyimy78/5yQraMGE1zytqz0NZa0m482strQq/BcW0sDb0Sr9sUjsKKWtlN5s6W1eqtNyF6HuDvFhditU3Qkk4mkVU+48jG93kRM38wxhtXnc7OivQfPJiRbWVM44JRWHG6SZgltgK9MQF57jNLcmrlcvzqFlvXrYPD4jRhb8+yyE6zhLL22JusbRKWf2lJz5fjcNoW50uszXypv///z8frrmx9wzd8w//8izoOP/dzP/e6T+rNPPos/Ymf/MuEY4/Qa/B7y5wL9gr9tEg/uq2NsPqp3MesPVrZkmznhB1ryu+qJsCAfNDd83RrbR6qxrXGsa4m8BW+p4aqgXTO3d/BsmT6itPwOt1OslF2UtFxrDWP6PROfaUIGKZZVOeVaIxjR8FrSWtEZyDbIj1jy/O+GqZgtHFwpZ3OrEp/GP/WZz6kephgClK7A29bZ5gyKytbtejbrT0duao8XM/6wfXaN8exAwHAAICVjrVmAYap0H4CtCf597vk/nlgieb9z/1Ovf8ue+uNvirXG4X3n3evI7nIDOsn8Hp7jJ71079Wre2OHs6rTWD5Y/17KCMGl4GeHN0fwmmH4Yk+IVlX4ZBUr8uA3dTydl492ubZyw8tc60J2Apsm6s3qbXVAIdINozdEtVKdOvwWHCG5yiWOqZpJTuubU+eNCMe1uMBzPkbR5d5z959aiP57Mm+TfwanzvzKTe3zlg3AfMs5sbsjLMyZl0GXJksWZQRyzzkynTJugoHyOxxZttFu8mGszymUi77ozX3FhMmcck0LLi3GPPzn/oHbDcFH37yj/HywRYjr+KVsy2uzRakXs1ryylPzE7whebPf+Tf8ungXfyfPvTnGE/nfPMf/hdcCeaY1uFEjfAczUTmNK3LYTNGtRLX0axUSKE9pGOrJ0Fn9m2N5ONh0vCz9w+4tmOBqX1Vuv8u+uRxWUaDCPrid66N9UXtv+P+u+8HbYZrtft3qVz87vG6q+Re/Lnn4PXX28Vrsl/TX/gefczor/m+EvyFa6Mn//cbvIuxoq9Y939b24JuxbDuwKJH2pau4g1141LXLkG3Geqn+bQWKCUGNlajbOXKukf40J0HG4ncqocYE4T1MMQjO/uwYQq2dTDaWgvhgCPsRq23CusHbC7Gir4Sp42DMQKlbVyV0tiuQheHPKltXOkqaP0679d9D4autZ1OrGoXrSSurwg8Gzul0w5VO+CR+0GtXKuDrF3yVQilRIwaotj+vbaCb3C766K/H/TfZb/RLmrPVtjWNS9/+G+8pZWt9/xv/sbrqmz9xj/+K79X2eJ1VLZ6o8af//mffzPO5y07ynmEiNsuAZKE3Q4PIPTtTbRq3MEsNi9tGX82zVAjQV4Ew+P9KLA2grL0kG6XYCwDvLTG8zRNI2nvxpj9CpBsSpcwqVGeQunQijo9u+iMEcN0Td35GfaJkNO32Lpkq58orGr7300jrT+iq6lrF91I0lFpA1bu48dWMFvmPu3Ko53UmI1P7np4XUVK3g+or1sRv174OKPG2mw0glZ23JxlYHe8rqFaBZSyJUxqqw+7lyB2K3QtkMc+7SWrm2juRzT7JY6wr9t61uLHKMHooyHZV+c2qVv6+DvFIJj2QmW5OXmAdDVRWFPWHqqRpInVhfUTW8YIyspiMsCaZruDDZMYLJmqbnCh5w25bteyKN3BY7F9GMJ+aXk7DyLYLwnC5hG2WJ35ONIQjyqaRuJ5ttJWKZezV6f4+4VlfGnBdJyTd1qX0aQgzwMm49waTp9OuLYzZxKUrOqAs03MooyYH454z1OvIZyWTx8e8K6DB4zcitMqpTaS/XDFWoUd/sG2pJ6Ij4hFza8uH+erJy/z/vhlPEdTth5N63LLPySLAj5ZPEbjCf7E4x/lqLaB8Inrx3xyeYWDaM2zk4fcL6aEruLW+IQXFns8MTkhmCk+dXaJq+mSJyYnPHe2x43JHFdoPnrvGl951ZpK//rdx3jflTsIp+WFs13ed+kupfa4u5nwvxx/hu2moHRcvFsNuybDdQzfeOM5zuqERR3xoSvPkRsfP2949wt3+T9/218A4L9+23/g60bPUbY+nqN4NrxH00peqvf5jdU1vnL8CmXr8WK+x7xOUB17bOSWLJsI04oBbPrJh5d4Zu+Id1x5wPNHe4RduyjyasZ+xbIKeflwh4OtFcoI7h3PiOOK9TIiSivisLa8vG5arj6M2LqxsNKCIqQsfMKoJl8HtFrYKs0F5lRVenAY4lwq7GschjgHJdK1gzZe2Jkid8mKI+w1G3TXd63kcHNXSj4yKWgnfQ1l15ryXM16Ew6bnqL00UoSx5XdDOYeYWLbV/VJhJzYJKg9DGm3LVpCbTycRiCnNa0BjkLa3YpS+zgPrBBc+gZzHOBs29ctMx+0QzCu0ErQ1hJvXKEbidPR41staNce9ZZBKYl5JUFfrpCeptn4OMpBpA2mssbZYWw9WOvcJ0yt7dYmC8m6jaNSEmMcPO88bvqewunXu7SSjl7CsCmt3ML3usdrb7Akq2uXMGws+b5xKTMf4dqkU72aoq/mQ4xvNj7BpBq4ZmFoPTZ71I8QBi9SxFsZrjRkRUCjJKO4pDGCdRk8gvMZ7leFPzDSyrMIN6je+E3wSzx+TyD/xo4vubIlpXzTjBrfiqPP0p/6n/57Wj8m8C2fpTca7REMde3SbHxkpPD6G3ftojYe0VZB4DeUHeU6jayuq2zsAo07lEA/hdjvIgOpBrKzwO6CdFf96LUHvV6qd47vqyKmdQZidK9j0cbB73ZFRe0NlSGDM1So+skwbQRNl7jJnttSdb53SkIloAsgTiUQtTWVJbI8G7FyMZMGHIhf8CneVuLIllY7+HEzJIn9SLY2YjB87flkva6kba3erNeHeVIPZr7AQOK+qBWrlUvYtap6KyFPaMpOixJIRaWtnUjid76TVWA1d461SuqxA2VjR/XHYUmtXPLaG3RL6zIg9BR+d7MUwtp35N2OchLbRCor/WHAYZmHRIEV3a8K63UZeIp1GZAXdnKr6vQeeyMrGj9ajhh3tiG9rmMSFqyrkHUZcHW6sK3sIu70ac0wEXtltBw+y0UVcvvhNlf351xP50y9AlfYXXYqS2ZuxpbckIgK6bRkJuBYjYbkaq5iXtlso4zFDxwtRjy5d0yuPG5/8go7z5xQa8lyEXOwuySvPYrSZ5oWrIuAunbZnmRklb1ZjaOSRWb1ZNOkYFWE1LXLbJRzukzwfcUoqvjG117gr9//t3xsfJlv3f9TTDp/ypPndrj+rntWK7UZE/s1X/fRF/jw//hxPvSdfxfHMXzLH/2/c2l0ymVvQSIqdOuQmYAznTJXCRsdDuDXRRNxezPj7uGM6wenVlvXIV3urSe0LWzFOaXybAUuXQ/C9lFYMQpKlmXE6TLh2s6cvPFZ5SF7EwsVPlrbKl4a1szXMXFUMQorqsa2mNLQtk6LynvkeukxI8vcGiPHvrWIMcZhHJWD5dXF6zLuJoGz2uJjQq+xlQ5jr+UvvOazTjvZr42eFN9rswLZ3dQv2HT12qnesqtfW42Rw1q1FX+r3ev1kD0vquex9dxCY2x1WxuLXuhjhnc7pL5aW2bf0rMMP9lCIRGFwATGssAcLP8rMIhuw+mFNo72fqdet0kFBpZVL7PoY2LQ8QfrrmLmd+unVu5Q1Rqq3V3s7WO0aZ1B69rH7F7T2rbOI9ZmPRLC6bSMxghCr8HgsOk26KHfUNUexVmEmzaP3l9yF39UD5tFY5whpgKD761scj793/3tt7Sy9RXf9voqWx//J79X2YLXkWwJIXj48OGQbI1GIz7xiU/8jrDogUehpspPbEuuSzxM5kHj0PotMrEVnL7E2x99ebpRckgutBE0pTuYqRolcGSL6Mxk+7Zav7NxpekWcvtIkAAG4bk25y3E/ujbEH2rrS+X9yLTPjmD8xZm/+1K0Q6JTh+M7ONWQHuxVdCXzJUWVJ0n4/nv2xL7F75u/1oX2xA9qK8v4WstOmZY9xmIdkgkLwIA+6MPWhfdEvrf72GR/WOuOLco6v99ETZ48T363wG+KKntP7u+pdC3h3oQYf+cPhm8qKWzAmBb9u+TxD7J7CG5/TkXtWe1MV3Vy/P0UJk0yr52u7KJJLHGi5vB4SCrfNbLiN2dFb57LngGWG1Cwl9PyN9b8M5r99kP17hCU2hrXRPJmkL7fOrkEl+1f7uDqYa8tN4ePPw+/tJjPHblBOkYTjbpMCV7v2sDAhwvUg62VjhOy/Eq7XQrLYfHY3a2rZj/5HTE/q79nbNNzO7Ymi0/PBvzd4//Jd948nl+ePu/4l+9421oIzjNEnZS6xX32r0d3n7jHsJp+fb/y6/w0tE7+bEP/DH2Lt9FPXGHp7eOmHgFhfYRjiGSDcpIDssRnz/ZQfzyhPIrM8ZpOXznfYL64HDKaFIMAwDrLKTJPQvLbBycsRV2C9cMlZGmkUhpwbqBpwb4cL9xaFtnSDp6wfdFIGWvDRqq092mqF/PvWyhf7y/Bi9eu/212j/Wf+cXr93+b+3X4UU5wcX2YB8/LrZD2/Z8zfXHRVBz//vGOEMidXFN91BleaFt2sfH/r/79e04DO29fq0DBK6FjfbSiouxQLXikdZnDxT+wte92Mq7+Ln1iVAfP/r13P999u99NDZfjMt9bLgYm7W2n6vW3c/GeYR831c8+wTxYpXt4uv2r620oKlcdObh1A54LSJpLPure17gKkxe8bE/9kO/l2z9Djpet0D+d/pxtkgIZy515WJWPu6shKRB3AtRcYOpJephSDWxi8JxWwviqwXug4D2Ro6UhvokRs4q0lEH1nyQ4O1ZEGlduhishq2pfVxf4UoLLJWuIewqYI2SuNIu7LL2bNWmqw41jezI6ZbnJb0uAB8HsFXjR41dnIVLOC0xWqAeRrQjheOZQd/A2gW3RYxqdNHtWKe2lN8+DHGvWRF+OQ9xfIMXqsHGA2kIXwmonypwPU21CHG73VdVeujMI97O7Q1nHRCObBm9zHyEZwnYde7RKoE7sW2/svBxfQ0tNJWLF6pBkNsaB0e0vaqjS7jOg3ZfRWtqF89XSGnYdG0Wt4MTtu2j0FYcbODrXk81EtElfKqRtoXbtVcBwrimKiyrLI6teFa9nCJvZKhGoguX8Y7FDaxPE/yxbWVk91O8nRLfV2SrkCCpu0kvl8VrE7ydDpRauPixbc+6wr5300ja12LMtkKeuXg3N4yiksbIjq2TdzewBM+1Nh+hVB0EtSHTPr98+CRv/5bnGXklj4VnXA8sWR1goRPu1lvkxufWY8d4QuE5mm3Papn+w+EN3rVzn29423NsmnC4sRcdlPWJnROWtQWIXtpeDqL4rTQfkvaDveVQMXG7nw0OW2k+/P6l7SXvftnytQ6vJcRuw3GespNu2Aqtafutt50gnZaPH1/hqz75Cj/4B/4PALz7yU9x7dprg0fkVf+MaYd9WJuI2+EO++Ga5bdE/Opzj/O267dJZE2hPVZNSG0k1bZL4Cp2Imv8G7iKIrYE/lUe0rySorcUzn0XfSPDu8Cuao3DehFRRjYRbk5CRles8LqoPKrMJxmXtjJ+EhJf2qC0pF4FjLbtea5OElsxDxTq5RT3cWujlecBrcEiEGoXo8TQLuuv0d6CxwvUcKN2RDtc467UwyZQiHbQKPUOB1Xp43XV/IvrCaze6uLf6XQJhzGCqvDwAmsLpGprASSFQTd2o+rHDVUl2azCTk7gUK4CwrGNBflpjEwagtD+bdyLkI/ZteS/EFHerCzFHvDSmqZ0aWtBOLMSBHUnwTkocX1FObc3fBkpzNq3la+RsoR8z9ikee3iHhS27bYIcdyWIK2oCw/OfMSurRjqRuCFavgM+ypZvwnvW3pK20p9H6O1Evgdu7DX4RrjWLuiyE7d1g9jgkvZAJSt5xH+TgE4ZC9soS5VSN9YHW1H75dLF7NlAbDu3MNcKRGuoT6JIFKQwmYT0r7y1sPDf6+N+MaOLznZejONGt/KozUOLRBGNbU0NukwDlI5IEB4mnbXkKQVfhdsfakJvQaucF5Sn647/Q9M4oI6LtGtNTTWIzEYvgLDuLXpSs9BhyXY1EEnjFVkXoBunYEsLIUZWglF7A3CTTXOz6sqrsab5GhjEznvUo7raprGRc19WgeEBmpB2wTIxsFpQbzmoaYtjgH1WoLZrhGBtjsxT5HsVUNLINyzPoG6dZimxfBzGlaYqd3lRV6DGGU0WlrR98wS8z2hCbbVADwNOvPcSruDGW5P2b+IrpDCsCpDpLBttHVt9Q3Wl9CjrlwCv6FuXJr7McGVDK0FxSJEBNombF0VT81D/G1Ljc5WIV6oGKcFWREQhA2TuBzOb5ZavVrm6oEYvS4DonceW3/EKoCpNYgtag+xu2YUVjbw7ouh+mNSB99T6FawWkVEBxlpWNEYSYalfzvCtlXcpGaSFPD2wgIuPUter7WFwkphuLeesMkCnjw4Hijkp6WdUjStw1aQ86F3foZlE/EzH38773zmNX6ufor/5vKnuO6fcMU748BbsNYRaxNSty4P6ikbHXAQLPnma5/m89leh7xoyJU/kO6fO9ljJ90MI+uJZw27V0XI5cmSSrvMi4hZVLCq7M1wHJTMi4jIU4yCkvvLCeOo5FZ7wkG1QTsOnx7t8+p8i2d2jnCFJlc+sVuzqC02448nH+W16jqHo20Cr+Sd158jditiUTOVGRLDykTcrnf4qfvvZORX3N+MeWJ6yofe+RnWKuB2NrMDCHVAIBW3pnby83MP9kmTinFYDibcWgvMfsVoXBIedHrN2qepXatfMg5epAYg78bVrI5SvMtLC+F0LGU8CWqW0pCGNb6rWAfW9ijyGxtDgMSvKd9ZUDQWqJuG1eC7KdKW03VCFFhbmGVurcX6CeJiE5CMS5pGUp9EuH1SUnXVm0oSTUscoL4fI69uCHxFWUAYNEReQ1b5Fv3hVwPaZhzaFuZFdELR+PiTNdIxlMojkGpYw2bsWKcM5dIYSdwxodZVOKyjovGIryyGCtMoqhDTDY0Rtgr21Rv8xh2kB1oLCwMNNNXGR5z61iboQUjygoN6sqV1oC0konFAtpi1S3AmMM9keEmFSq1mK/QbkgPL0fNcTRpVtLPzQRdlxOAesi4DPFefx17HGoDX2qI20g4sWoU2drsXsDVg27GiE8mXjQe3LCuxVhbmG2wvz6UT77fxtJc0gNXnlqGPcLC+rsqx2tHWwZ2VQ3LXagfncvZlvR/+lo7fBQT5N/P4kpOtN9Oo8a08grhGq4Sq9AnTmiCwkL9qzxKJvUDZQFW7KG35WqVxWP5/2fvzWFvX/K4P/DzTO6xxj2c+d6j5lmt0GTwQG+MYHDcdQ9tSd9RRt9WOZAFxomAaFBKQA02CRKKAoB1EUGRAaYQ6UuxYTUTTghgnpsrGdlXhoeY7n3umffbea3ynZ+g/fs9a+9xyjHNd5NpO1Std3b3P2mutd73rfX7Pb/gO22pf1QBsl2L+bAoBctrxQFkOnN2fY8cDo7rncTshes3h4UaYZpuK2aShGRwXF2NsGajLnvV6ji08dTnweDER/MakZdlUpP/pAP2tFwzesLqsmR40FM7TdI7teU192NJ3lnRWom9uGQZLfGWEeWYrgNGsEL/TQNrJR8yUGJ32ubvmg6Y7q9l0hq2C8ZHoiIUkGIbaDXk8qRhl/EfrLeNCXvd8PaJwns6PuXww4/odYXidL0fM6pbaDlw0I5wJzMqWzVBwsRlxOlnTDAWXm5obcwlEr54dcTJfU9mBh8spR5MtJ6MN674kBM2z15/IWKqfcfuFhzgdON+OKE59lrywe1Yfx/BwOWVWt9yaL1j3JT5onj0+p/OW+4sZtw4WnI7XvH55wOlkzcG84eF6ilKJG9MVm6HglQfHvPv2IzpvefXREXeuXTBRHfcuDpiOWm7OlzxeT0SscCSWNos3JkxvrIlJ8fjxDFNEyqqnrqSCbl+foCdZj6kRY9vnbok588tvnHB4M3emnkx477P30SQ+de82H7l9j5Nywy/cv8OHb7zB3DW8tD5m4nr+9Y99ihfXx8zLlp85fxfbecmHR69yapYc6C2vDcd8pr3F8+VjIopPr59hbDs+PH2dz2xuAHCjWvKrixvcqFd8x93P83pzSGUG7o4v+eTj27zv6BH10cCvnN/gzmTBs5ML/vnjm7z/5CEAv3p2nQ+dSgfri4sTvvn2yzTB8cznF/LZZgcsqPmOu5/nchjxoJny/vkDLoeaygy8Z/yQ23//kv/2A98BwAff+SucxzHX9YJb9gKjIo/DjM80t/nk4i7zUpTvv+X6y7zRznllc8jzkycAfPrBLT5283Uiip979Vnec/0R77x+xudeucnB7QatA/deP+H5dz0A4MFixtJXoo6uEvYLNfoDS5wN+KBZrWpCrxnPWw5uLDl/fc70xppp3bHcVhgTuTlf0gXLo8WU24ciWPr6o0OeuXZOaT33s1jmjarhbDsmJcXt+YJmcLz2+Ih33XxEHwxvXM65OV9SWs/5VtTk7xxesu5LLmPNc/mcH68nklwUPZfbGqUSR6Mtw2zN2XLCpOw4vL7lbD1BF4mbsyWboeDRaiJYQqN49eyI20eXTIuOB4sZB+OG2vU8Wk05HG+ZlS3rXvwf51WDj5r7yxnTqmMIhs+/couDG7J+m67mdLaWpNJf6UntcJa1G+gGu5e42fYFl49EaJhBUZ40EpOy3VBdDKT3wTzpfbK0M/S2JuBvCLB+eFYK0fCwZnWiKUpPuy6op0JoGLzh/HLC9KCREffrx0xvZEHYVc1KJ0Z1z7pzPHzjgINrK5qu4GE34/Aw2zBdzKgzc/LiQgSg62oQwdSNY3TYyN6xycSjXor50UwU7btO1Px3WLJusMQgeDSAPir6awNlds0IQdOsS0wRqMY9/ertz2K+1tn6yo63jNn6X9Oo8e04dvPn53/sP4RiJO1yIy3k2FkwkSKrs4egGZ5UoBN6IiO/tJZZujrpMFba6OlJSSojVBE6jd4a0nEHCmJrKB84hlkkGaE3qySmrBRR2s4PHN11jyoi5SsF3XMdxWgQE9dHFWkm6s9x7VC1x1V+r2K/A5ymqCiyX1p/UUEZKca9MAbv1YRT8RbUD0vCLEAR0QtLPBiwlRc5CMDkLl7wWgykn8I5xaCJvVRhySvGLzm2NyOmU/i5p5jJe/Sbgmra7a0rusZRjzuUgs2j8R6D4DsZx+3GnfVBi9aR7bJCu8h0Kj5oq/vTvTr2ZlviNwWjQ6mavZfukB8MKSiqUS+MxCc15XFD6TybTbW3IYlRif3RpMeaQJelKqwN+9cqbKDtBKw8HmXvuE1JUXrKYmDblAxbRzWVSndoLK6W6rjbOoqRyIl0vWV4MEIdd+jcPa1GPYWT5LfZFsQ8QlBBNpfS+f14Z6czdvlkjHaRyaRFa5EGGDmxaeqC2IS0g1iFHFTNXjrgoGg5rVYc2i0j0+NUQKtITJohGdroaGLBcqh40ovdzKotSUlEHI/qLcVObHFwbIeCxbZCf2pK974Gm2n3IODe8KSEmRiby02TYOlgNlBlv7oYFX/mtX/M/3Xxi/ztk6/n//nOb2Zc9NIVJdFHw3kzoukcRif+w//yH/Dn3vOnaIqK3/f7/3vuXHuDSg+/5rNsQ8GFH/G4nYqnoo70wXDZ1vSDdBbqYhCZjKjZDoVIe0TFel0RB83scCt+hFlnymj5uTurISqoA7oI1KP+ipm2FQ/OFBXpSYm7sRU7LG/o872QvuweaVclbjQwqju6Xjq047GM2zbbEq0TVTm8ycTbZ7mXssyM21VJPZP7YXNZY8rAeNzig2b7eEx13AgTcVugjOjd7V4LYHsxwo57xpmJ2L4yY/z8Aq1j1rfSjGbt/r1QiTRoTO33azduHPWJJDbNptyLgvaDpV2V2DozqpcFdmEJZWJ0X7N5fkA5ibm6COiMeZPAot4chzKpR+mIby32QYm/3kOvMUtDvC7r0zwWQ3lbBvpNAZ2mOGyFIbqR5E47ibfaCYZ2aC2psejxIJ2kpUVfazE20m8d5csl3d2e5DXlQyv+jiZBr1G9llNVCRUUbqnpbgzoSqARaenE77GM0GpUp1HHnTCdo5K4XiTURPCBce0gKsxhh8vj4n7rIGh0Ht+mIKNdbSOpbXjx+/+TtxWz9bH/428Os/UL/++vYbbgN9HZ+u2aRL3Vw9iIqfxe+yV4Dcrv7V+CN6QIei6MmRg0qTOSKFWRuJVKBAXMPORxVSoTaeTRRph9pvaEd16BI1PIyR0IkN4hjyeIvaG9NaB2Cy3Ja5syYAuPKr34/um4F/mEK/B6zOBNddwIdisnM7pIsLVEk1C32v1Y1MzaPYV8p/PyNIh3rzmW9XuAbNQtwNRwqikGK0E8KvplIdi2bAWi83nuZCwKE5g+0+11vMxcMFUhKoxODFHTdI7RTMZwq1UNDyvSJNC+PKO93qJNRDmRtSgyXitEvdf52W1KZtbTbx3dVkQWdasxnyroboIuEv3a0lUBpcEHRYfgPYiKYWGJIxmnhk+NWL/To4pAs61oTYmpJfnttg5TBFzlRf9HSWXqB8PQyWhZHXdiGNxZiIpmVbIdalSnYRxIg8YuDNxuGVrL8OoE8ufc3J9gDjtGs5btqmK1qBlNO5rO8WQYczDbYlRisa0ZVX3uIDiebMeMi54uWH7xtTsczLbcGK84qTZcL5ccug2llvHtw6Hi//upD/D1L7zMs7MLLquKl58c0faOc0bCYOwKNotqn4wMH1pTGqHoN5cl1UGLcYEwG7Jf5e6+hIHsYQm0l2Lp8g396wB8enKDPhge3zthPG8Zlz0hKcHERM312YLt4pSmqKjjCjtb41Sg1AMxaR71Mx52M87aMQ82Uy6XI26fXALweFMxLuSahKhZbGuUghbHk8UY6wS8vl2V0qWdtbS9o39cY48E+8jDCq61mNkgUiWDJgKbi4kw5VwUqZKg0DaijjuCN2zyeFjuCyGp7O6RobdSOEXF4lxEP5WLLB9NmHzJEt7hCQnSYoQ/kbjSDZJ8K5PYrB2q1+hOMzwsGN0H/VwiVIbl0kEVMbM+A/ql+ADwwbyJaa1yDNitsTgObF6cw/VWZHCEUMq47jgYN/s1usNV+pHGHF/phrn5di9VMwxirxV6Q+wMdjKgZ72Azu96Dk3cE3WKrBG20/m6IsA8RT7JZB/GHcO8RQ8GxsiocONQQRGLRFoW+FmPqwf0JO79Vuuj7Jn6FBjdB40aJVT2Qhw0hBmEzhB6A1FJLE4KMx4I7xzQIWsC1hncnmO5UolwqjER0f9SkA56ie86kepEKiNp44gJkgZVRQiK2FhUGdATYXpHrxmSEg2xMpCiyD0YG/eahgC43wIjar7WqfpKjq9agHzhAjYnATva8p7tp9/MztsdX87U+fLjy4U2gf/Zv3+aOfTr/WxVfMvP2R1fzk768se+/Oen/w2uhA93j+1EFWNSFPbq5xD1fiwZoiLO1F708GkxRJ9ZOl0yYgMSr97X58oVBEdnbNyDVW0RMM+uJEk9krw2JkVyomDdNgUxq1v3SGVIZpGlJImwng6koIi1YnmI/M2g980XdEK7kEUShfmYKo9GgmbzoQGdwcLkyjjtkuwcHJMRLM/e/TdlTGCuRmkleKMTDJpcEGMeOfwo4ecBfVbK80YBVo6gQVWBsHVst26/Oa7PRqhBk1zkSTNDF3Lul+sJq8eHxDKRXOJSJ2EyVZ7BGy67mj4aztrxXhBz6x3LrqKYd3zu8amYmLeO0BvUaGDdlPvvxxSRZVb3BujXBWwNyiXx3cyfm3slfip/41YaZoFhYzN4OWEfad7TPAbgZ82zLC7GmCLStm6vNaeAfuvwr2n+h1vfKPfGtUt+8ewOXyxP9nZMMSn6aNgOMkpKUfHqq6cCmA6KxaDQnSKcDugicNZNiIN0EsNQ0roo2D6V2F6IIbCqAsOyREVgFFBPSrlXyojqNPbCEOok32lrZNNLiqgSVGHfJSeBj0+RM1K6um94qksxyhu3STQfGjBKWIFxevVzslHujaAhKpJLRBuIB5Hljdx51umqQ+9l7fWdo0+F3HfIOWmXmcwuok3CWk96Zi335ImQULw3e0JJ2xTCoM1r2bqnRFpz8rWLi0ZH6jJSFX7PmN7BD3asxt3fPc2s3v1sn/p3eHMchafi628Q/3ax5deLjb/Rz3AlTP0b/d2X//4mBvRTzNFf7/j19pQdK333/J18zo4x6vuvZT2/046v2mSraRyEmhj0HkgN5GBlRO+lk4pJdnl5DAPJxb24oBq0jBW9EhCnS0SbrjafJP+ue4VbKtprEcYe9O411V7bymw1fh6kYla791XQ5NGdi6ggdGBVhL0o5+5IgwEjFZHOHTqSIvQafekIkyBdmczCUzoRvN53Xeg1ZmEIp8KGSb3JG0RCtQZGAZNHrE8Pn6PXch1z5ZU6I7RlhWjnAKoX1fo096inpTT0U9cKGV+q3SYTFcMucRn0/rNjr5Jhla/TLglSrWiGKZOk2q0CmLR/H2UjKXew0qBJXpG8ke9pUJhGUywVbgnNzUSYRNEf8/IdpyKRtAB0lYskncAjTKpOY1ea0RuK9bOJWGT6+aBRHsIowsSjnXTUYpJ9MEVFxDL/Fcvi66JUuipdjX92nVfATqQS38uJ5A2vMAFzI+07BHuhy6yC33rLxaamfXnG7N0X3J4uuFZvuFZvaKeWi67mbDUWu6dq2PtwkhTRK7RNe1HL8oHFeRimCbWB8omiuRWJRcKPI9Wj7D13EkGD8orR65ruOPHR+BqWxAOmvN4d77sEcdBou9vEI5NZyzf+3Gv8t8/+nwF47oMvMp8JFmg9FDzeTnj0mVOq55aiceY8o6MV1lwJ2O46siGq7Iknque77idcMVRt2e9Zqikn66kzzF7ULL7Oy3cyHohHoBWkKCBmtgbTaJKB6IV0o3vN5BXF9pZcD+oIWTaCqGT8vwMbd5pk0/4es2vN6L7Cj6E/TMQ6ktxTYBkFyoV9RyUlSfLlfDX0Gt1qCArKSKpkrey66SnIOaakCdssdWMSyiVZl08XHfkcUyK3a6Af3FW8iRo2BhWUwCJA3jchI7JCSCopKYk59mkJHRkph62DrZF1mnKnqAgkrzGPHWEukAd0wpYek0e2MQp4PDQWszbEgwFTSNzcxb7QGQhaCpUcY3bnk3pz9dmD2o+J2TE7k8QHszZv1vxS6Sp2t4bqvmGY5VijuYrbCbSXmJI0JJskdri4h36oQUOQ7xSdzy9LD1EHtA1XyXkUqMjuOqb+yo3ibTvS7mZ4i8/52gF8FSdb6Y0RTEt0VMw/p7j4uggjsaLZVZ1hsuuyyB0vC0RhFlY2eJPQOakIVdbL2lWvNkFQqEH+LWkJnqZVlPdEXiA66A8ScRygioRaNuGd55jaBXWdJBjkoKAvDbZx6CwiHAtQAYaDSLQa9bAgAf7IozTQa+KBF3ryYETDJfsRsrUSYBSYpZGEIEFsLNV9yzCRz6giDDbhg5y7KgVrEYNsyLsEKg0a5RWMBbugVlaCzSRLaCysdBvq3CkC6UTUEV166VRFhS4CtgiCW+sMpvYok6TFv7WS8OgcKIOS620koIUioIqwD+4x6D0mLSkJpmnQ2Eu7T45VkC6IbRSmhc0ziWQSdmXQPfipvB8RQGFaTRyBqiVxTlHe3594FkdIIM3JNAlMp7BbwzDVRJe1yxL7jVQpWH60R5Fga9EbjQrgC+CagGrDykEZMGWQzlJjsMctm7aGzGjcCfMqnehXBafXF8wqGctOi47x159zUm04cFucjmyD45X1EaXxfPTmPXw0vHh5xNFoi1WRJ82Y+/cOmcw2dIOlHvWkE9A/M8d8dIk1gcX5BFsNVIVncz5iyLT6uLWMj7Yi0DkrmR+t+YY3vgQNfHp+ncnpZq90vjwbc/30guN6g09aiA5PpsS7hrv965i65bhcMzIDQ9TcHC25//UbNkOxTyyXbcWD+8e48c46RroGflOASdhqwG8lWTC1l824M5hpxkcuC+xSEqcwjqjas/yodLRoDDFZ1KDY1Td6ULiV/DJM0x7jGKvI4gMRpXPMUFddp9QbzNaIYHA+dK+xTxSxgFBHNs9Aea6wGwVRS7fSpP3mHWaBVAaSUm/Cx+kiQBmIlai0748uSwto6ZKpmJOLkceMAikogRuMkuBQvZZro5Os8cHAxsgaAxg0plHEMscunWBjpdicCr5INQaigVGGanhDDHofM1Kf40bGO6W1JhYJt1Z01zSUgTCKEpNmSKdwY/GjACRSb1CFQEGiTdBYvJfY5c6t5CjjiPYKd+lIGnRGXsQSfC2JLDZJMmfksyqdc4ocx+NB3BdiemMoLtX+dfrDRH8o36sKkmElhxSYUZEC8h6AaTX0ilgIZpegiFWUpNTsEukkjwdFGhQxShHI1nD4K5rluxLRJXmsueq8vV3H1wDyX9nxVZtshSpiACKcf2xAFTIb383c936AvYZWg1eSuESF6WTBDZk4Y7aK4tIQSuhPggQxJ7iE6DUxAyqJCq2kC5BMQg9S8fvaSgCYSHcgBStg+ioHsiijKFUFGAVigv4wYEcyBvWd2ScT+onDzyJqPKCibPh62gu4fVFIhWYkWNnJgJ1sBd/VG9J4AG+ov1jQvLPHv7sh9pqokKoyagFBmwSFIl6UMB1w9UBK7G01UhEp7hcMN3vUcUfqrIBKx540H4gmUdYDCrHT2RnXxqfHLFExNO4KPP6ZmuZmgElAT3uUBpPBvkNnJXmqJFkOvQGv95sijZEK1SXZaBLEKhLGkWQl2KVB4ceJWAT6/P7aRWLuhPDUVDcFJQr7NaJj1hnInY+wdahBks3Ua2afMazeHRiMfLZU5q6aSdIFqXzGOSmGjUMvHfV9zeaFDld7nIlZNBO2vWCBjIm4WcfshjDlLmxN6TxaJ7ZtwY2DJU4H7qkD6mwj9drZIe+/9UB82qLh3fVD5kZIBu8dTfjM5ia1GfbegZrs1xcN03fcZ5LNk09qMWm/96/2e59AgMO6wZnAA504Hgtj68lmzI3cjXpUTLg2WfOxTvBaD65NedfxGQ83U25Olqzz351Uon11Uq75VPVBAN5x8wt8/bVf5cisAViEEb+8uS0yAkW39zWsi4Fq1nFjviSieHA5Y1T1xLqnGyyH4wbmcLmppTOiNakUZqhSEEpPONL4xjL+TElzUxFnHnfQoXRiaCyxzYlyUMQi0lsRQo1VZPoFw/IFIbqojSG5hMmafWktiTIJdI8UciaRZHpMfwg6W+3EQdMcZ1JKLxIAuEQI0l0lKvR5IfeTljgSJoFY505v0KgyiMF7UoTWoEbCsAb2eNToDeFJSX3f0NwOhMZK4WGiJG6ANhFbBkIpxvLOBTnfxpGCjP3j2snItfSkweDuF/TXBrnPe4Ob9CgV5PpdlKKJRe7mH3ekwyjd9QT+ZkR5RfX5iuZdPemgRyUlZAwjieCwLOXaeUXcFNItnvaSFCoINzvSxqG3mng80B0AJFwteEK/dTItGAUZF7cGqkBMeh9rCUo64l6SQd2BbWB7J0ocyd9FdNKeTkWUPcRKB0y6nI7izGA6CAWEWp5n2jxeLBTKA30uFiuZSuwK/F1nMdrI+cc0ZiMJdKgj8anpwNt27Lqxb/U5XzuAr+Jkq7q+wYyEUktvME6SrRQVvjdEb6TiyHgNqjyu6jVpq+iOgoy0Ok15bmhuSquZXnPwcyWXH/QChPQKNfKYsSz0OGhMGcQ/MUF746oT4djnGkDGJ8U8ZhxLQhMGQ6okEESvJcBERTETiw5fCdajKPx+hLLDpXFw9do7BeadkKG2AsJMLtK9EChLAfV7Jzpb5e71Js2Vivwpe+VrgJSZe/1gibMOE7R0qloNVdyPa10p8hZGR3yhBcTqhJXT+ysmmJy/FoDsbU2JVJ07f7LQZ/uPywKmg1SGmUW5ExmNURHHCn2a9sKxPlyNmPYjh6AJ3uxLsdDJxrrDSplzh59Jx0x1Bn8gXQQUMn5ANi9VBlSdJAkDVh+WjToNBrUx++BjVlIld6ea3snGkKYBTjuaU2Dt6HuDGQ/0UaGNiDICe424i9WI4LUIRQ6W5rLCjgceLabiRwfcGw4IZxXF9S2vXB4C8MhOuOxrjsottZEy/aIf8cmX7/D8zbO9yOjDsxnXT5b0wfDF82uMph0PzmeEzjKeN1yua4b7I9ytbWawGYpxz8uvnwJQTHq+8OoNSPLzF1+6w3sWIsXw36/fzy/fu8mo7vnU4zscHm0oTOCn713j+smS9718zq+evgsTA6sPd/zS+g4ATXCcdyMumhHbbJdlTOTlz97EnLSE3vDS+XXqo4bgNRcPp8JyVYlH51MRkd3p5mVwdNcWxF03e+NQCZoPidxG2jjC6yPiKKIGRf1YSzc6d4ABwjSgK8/qwx56+Y7VTJKN6I2MiOps4F4FvALlNThJyO3SEE6GPC43YJKw8VRC24SxYT8yjvHKNHqnXO+zivnufh68od8InlFbGcGly4Jhzl6stBr3FK5BHQPPwigTZHb2NDu8UGGlEGgGtye27B7bkUBwCVpNKpSQjt7VU2uxmNH6KWP5cYs5jW9Sj985UHROgPc7DFj3QsJl/OZuhK4Q0dH62vrX4JxCFFyoNdlepwykQyhs/n3jGLZO8JlGEhtlIqYK+9iq8ghVz65eOwHcki5pGxU2TwF23b8dBi70GjaWYEW3sHxo6Y4i/TWP6jT1fU1/EqGMhKl031IVUEXcjy13ODkZqUdsHsPGoAlGo6f9XmC3vfS83YeK8t9bfc7XDjm+apOtoXP0mxFpx57bOBl5zT3KiBSBWhg4GKS71GSQs4uEKmEvLP7QY7aa7d0gOCyvMSvF4pskuPNI2Eyu8qIy/HKNekdWnn9SQRVx9bBXJLcZLBtaMVvVJkoVNgiNWQCnYMc9xkYJdiuLvS4bQ3NZYSpPkdmAvjcUmQm2fjymPGixNtBl09Wy6uk7uQUmk3YvcVBWA86GvQ/XTs/LDyZTxTXLtmJUC85l25TEoBmNur11hbVBKOvWQDbTBdkYAZrOicCp88QIq01FSlCWXgJbNqCuykHo7MsaVw8YE/GZ5WMKSVpVPTAMhtAZ6mknLLOmeJNq92ZT0gxiHr3rIjFoVO0xRcZFNRYajT7o5R7YOCgCxbiHUU/YFNAa9KwXrM9FQZr4/djKd0YMdVuDPbf4m70kgxsrlfJhD0FjzhzhpGe4Kbg4/cSRrnVYk8TcFwSQvcn3xaUlnPS4QjoXzbbI3bQIEWLphVywNhSHDXU57FW7i0lHvLmhbxx11TOvW8au51q15nq5ZG4btIqsiwr7fOSsHXFQNGiVOFuMxTPPBLqpxZqAMYbRwZZJ1dFYx+WB+OpRgBuJJ+Qib46TuqOzga6T584nF9x8siKgeOnaHBMEdzaadoyyTptxgevjFeoLc7Dw4YvP8MKNe0xsS0yaha+xSixVCluyaCqGzlLelI7bdlVQzEVPqVGO9LAizqQrHbvc+VgWUAbqqRQHodeYs4Jw6PddyV0iZScDsfZwWZBmnuEkEHd/fzLIum8NaWtRYw9FxN4v8EfyM0o6KoDEmLWFw16SiCx7Yp5pMQqx/Gq1JGogXeQ6wigXBL0hZfcHd9DhfRJTaxcYjyUR36yl6zM92OKDplmVmDLgJj0JSRKiF2eKlNfq0DiqiUi1tJ1jaC3VuEfrxPlyRIqytgFWXbF3arCjXlTTC0+cZexbTpZ2xtkW2G5LtImM6g6fLNumoCjElmexujLG7gfLMFjqqocKutaJJEaRWK9F37Cqe7bbch+/vDd0lxXVkdyzm3UpxJrs4NFkY+hiPDDcH8FxoMySOKHPDE0Fw3kFLmJHg+AcOyOJmI57j1yRhCig1RRHLbpO8MUx8fmGctIz2LiP+cN0wNyvCKNEqga21mK2mqATpjGEKt9gmwzjyAVbWjphLhr5btXCkqbCfvaNw1+WmNmANv1Xsv197fgtOL5qky2/tRStIYwjcSjQnWB2aAqKS0CDr0FdlgyTJOOmoKDRYBJhFNGtprhQNKUCr0UqolPwsCRpGVXhDd3SCAPuWQkIvjfoqYwAY9AiQzHthQ5tI8YF+RuTGB2IOF63LCmmPbYMe0aKsZFw3Em7OUpVGb2hXRsBYRuxzDGPCtQs0F9UhJXBbhTDNNHFCoWMVJcXxb4CbwZDkwRM7ntDb9y+67e8HFHmQLxa1pT1gLWBprF01u4lKYbBUFcDIEr2mJTtc668zUjQdmJ9sQPtd7laNoVY/MTc1UleEiTvImlrZSMD/GUpmmGFyCgMX5zS5BGGubCsNzPBRQEUWVvHa07+R8fZt+ek6eUx4UA6kToDUZVOmOMWa3Nyp2B+vBbdr8sR1aQj1QPdk1qwHsCwLalPs21RVTCail/g1hZ7FlezrAhHcn5h6VAjTzzwe1o+D7N1UuXRX5gSP7olzRRhU4j2UpYVuP7MefZEhGuTNYu2pnnO88zBBZuhICbF13/w8yz7iteWB/zu26/SR8v97ZSjcksfDe+sHnG3eEKlBjaxZG4bXi6Pee/ogSjLDwW/6/hVlr7if9y+k99z6yUWQ82XLk943+FDlkPNyzry/qOHLIeKrXfcqFe8UYuezq3RkgfNlJgUt0ZLjrcytrw/maJH8LsOXuXIbfmp19/Fh47eYGZb/pl5hvdNH/Azw78GFr5h/mk+OPkiY93RJsdr/TGvNYcclA2roeR9x48pTj2/dHaTu7NLZrda7q3nANycLHnVROpiYF41PComdL3jYNzw8PEMpZKoqq9KzDMbChPhF2dyzaNYxHCzle5CJV2asHRQRPkOk9g6MRI5hVHdE6Jiq6RztLepyYkOg6a4tUEB7bpkdCjCxNvmyqbHuyAM1wgqKmJQhEUh+MIbHVQBe79kcBFld/IBBatlIXjSjcZfG1i1FvvIkY48yUbapkRfOLjeEgeRTAgjLySRDDjfNoVoWVUe74VMoHUiqchmIxZjSiUSar+Od0VUigrnfGa0yhq2JtL1ltBriqmYL+9sf2LULFcV2gqGa72uBUYALJsskJ1gtZjuR/im1fShIjlwK0U3rghTYa/6lyaE4wFTi/RK3LFoK39l03Us2og7xqDEUokrdt7txZ9jgGIq31/wmmKaNeKClsIsx2dlEunZhrhyBJc7mFVEP6qECd0pfMxdzKAoLhSd1YI1TWCWV9hftTG4tWB7bWMgOvoDpFufLLHMn2el8SaR/BVR4W07vjZG/IqOtyxq+jv92Am0PfOX/gK6qoRBMhY9G0JOmMpwxRjRV1ICu7b8bgQI7EUCfTD7TTpFRb8qUK34EpZnWT+ryL5dVsC6IGNB4wLaJMJgiP5KRXjo7H7sMXRWBFXHg5icnjvisVTIae0wh51Uc42Drd3bd4RlgZ13aJOydpfC1YO0phcF7ih79W0cdiRqxcNgCIOhHndXvmjZSLVrBatRjaWqHLaOctrJBrIRgced/5lSibL0e082kxOOrnFokyjKAe8N/aLETqSVz+MSda3DOMF4aBepqkEq8MHIeFQnUWfuDK72Inx4ryKcyijR3i8ZTgaUi6hLhz7tsIXfM0/rLFex86G0Ju5Hk0UtbMtu61DnBXEaZAyqQE2HPQNs5+UYoxDUd5uO9xIUd0KNMajM3szdNIV0zdZOxkXTQfAzywI9zx2PrUOXft+V9IORew7xpYuDEVxNZmbtCA+miHsV6p3vZtM6YtB7QVajZbR8a7bkpNwwdS1OCV5l6Ste38xZthWzqmXTlzx49YjTOxcYnVhsKyaViNOumpK+cxgbpAI3MvLRr1eku9n8+bWKeCdbFw2G//vqf+CHHn+cHz98P3/xvb+PlGDVVHsdp8evH3LjmXPcxvLaz30T5dDxfV/3d1l9pESryJAMq6HirBvzcC2AyRDVXhhUG1Hx1jrSdAVDa2Vd9QIYN+NhbxSfgkY7IWGAdHx2WkZ9a4mdxYxktBcXBYwFhxlWTogvE1mHJLCZobsrDHYCwE/Hh5iUkM6yX+fQXtW5aZU19aqIXhnSUU85GkTYsnF55Of34+/SCei86Yo9Q833lvi4JM09ySvcmcPf7AQP+djB7Xa/pmwZKArpIPe9xbmAy/59cdD7NZUelXAqgrzDsqSYd1gb6DtHzB6AIIK2O9xb14kpelFIwrbrkiWgy2Kuu9dICcpKMIVDaylr+e66tkDpuI9Ffuv23eNdrNAmMjQOVKIYDcSgpOsz7/f2XIw8RS2xI1yWEjujQj8pxH9w172uPcVIJgwpqj22bWhz/C0FT7qL1QC+ddBpqGQUXL3h6E6yoGkVcZNeisS8J+xYspLEqv14dLenqAyBiEF+T0Esl5RGmKyZla58JmT1Da/9iT/7toqa/u4/9Bew7q2Jmvqh5ef+uz/zNVFTvoo7W/b6Fl2nq9m/khFNZu3uAyOwZ3jtNtQdPmJPvQaM9vvHAIrjK3FHbsIY9hszXFHOdeX3FYMtPKpgv3nbPBpQChEfnbZ7g1lO2J+DzuKCSoGebt/8QQ+4+oxT9vpEWiU4Zi8gSF4HMSmor/4OQI+b/c/zUXv17yrB7KnrMbl6bz1587Vi3OwfU7Mvy+8PuXq9a28+9y8/9uc7+rLfD1d7PRpORJsrJgVHv5Z9vPvOdglJSoqyEPHV3ePlwQAHb76WO+zJ06KdKYX966V0hRmJWfPLmrQ/l3re7s9ZjYa9oK4CdB5vKpUw9dWIQOtIyma4Wgug2gezF8ntvaGq+31SrI0E8dUbc9J8gM4IZtBIAqJU4miy5aIZ7fXTxraji5bzbiTnWQx86dXr3LhxyfPvfMCirQkBTmdr1l1JjIqDcUNTePrBMD9d0HmLD5rq67Zs8ph6/HXntL2EmPFBz9edia3MiwdH9MGgVeLafCVek8Dz73xAMxR0Py+Yr9/7yi/wK//6dY7CllJ7Nr7kQTNl1VXUbuBsJRY3zoo6ul+XrFrL9NMl4Xdv0SYRg6Ka9HvjZWsEl7TDB+0kCMgj2hg1bhJgIuK7KSlU3e+/w+Ik3zPwa+KBtVfxwBZXo/OnZUqUAmfFnmt/P82fuslO33yv1tVOeV/OXQyl5bx2RQMAxYCaNnuxUHUzj+1VQl+/ev+n8Ug74eLdcTj+stjx1LnEo6fQpJkY9LSm1P46jK6uCQBz9tdO5xggMaZ7c4yZXP08q7urfx8lmD91vgerq/c6uHqOXMen/ALzz3EHNJ9tiMh1i8cZoB4VaXa1JneJ8e58y9EVq1XrdBWrQfCTk7xPTCMc70PS/nuFX6sDZsvh6vXd1Z4Ro0JlgendPqFGQ5bpkCkAE64Epzcdb/vxNemHr+j4qk22YtCE1u47PWHQxJWDSqj10WsBXu9sdQaNbjQpU7b12oh2iobqsaY/ijI2HPQVBRpg8xQQ0mvU2ghDLynS0qFmg4wNM/POTXth5iwd+lD+Tj8o8Qce5SL6oiDWQfA6W6l00tTDoBm9ZNm8SzSyaGV0yWy4YjXZKJYVO92qrBcWu2yJ4QRDtDvH6DWsHPa0kW7PZYUZDRSVp9s6YmspD1oJFC+O8XdatE2E82JvVZF6LdIGGmj0Xn+HqAS7NBbtKZISfMJcdKhEN0vLOdsoVPRWEgcA9aSU61DJdWCUmV55VGJspF+U6Gxv5DtD/emazQekUo+dpXrF0TwzyPh1MKIzNpMRqe8MNjODwmBEId6LXhlJKN0qV9tp7ShOGhmnbkpc6fdVeb8u9lV5uygxK4O+vX1TB3E6awRfs6io5y0+KJoHY6hFb6iYyzn3W5eB5D3LpuJ0tsaqyIPFjNuHlxQngZfOjrl9eMnsTscnX7zL1733NSrr+fnPPsc3vfAiI9vxz89u8aGTN3h1fci7x4/46OhljjPT74Gf8x/+8z/MH//G/x8xaX76/N187Ph1JqblM6ubXDt8A6sDnzq/zXsOHlObnk8/uc27Dh9Q6MBPf/5dfPt7Pw/AT33uPXzbe76IVpHPXlzno90bgHgi/r7bX8BHwy9d3OR7nvkl1qHiS+sT/vUbv8T/y/9fQMO3mn/GO5//IgBPwoRPbp/jje2MF44e8InXn+Nb7r7E1pd84jPv4Bve9zKtt/zKK7d4x//hS6yHgnsXBzx/8oQ+GO5dHHAze27eX4gnYUiai/Nx7oxka64qQGOob8hm3SwqRtmHdLkYYVzAuSAuAfdGhGnAzTrRyt04ikm//26HzlKNejEUP6tRWSMtbRy60ehe4a/3co9nUHyKYia9xxEuJQZpFwitpX7V0dzxwnIMmvEvlzQfbrBlkE7MoxJzZyug8ocV8VCUydkawQV1Gt1kOzGQkXx11RVNXkuX0iTpoGbMECbB2mI2WrBqWhjNutGkSRCsYVIS5zoNg0If9mKy/npFesdmH0N05SlHA31rCVu3jyH+cQ3TQWLUWUmaCCElZQV9ndmcsTdXsWvQsi6zuG+6LERotpK1M/6iY/u84OfU0oqm2ejqOsTDXrp/Z454QyyT4oXYTtnSSwcrga0H6fblmK1UIq7y/mAlzqnWyJSEfL2TYHx1qynONe1pREUwjcYf5jjWaoklTshVemtIJ92bYp6eDhgb9ybjpgiE4WvSD7/Tjq/aMeKHfuA/YfGNsvjsuSVWoo+jW0mW4izrxSwtaS6CeTshwzclAEHDTqxvp1llE/axwx94CXBRoS8c8TCLha4cutWEmRc9GpPQs1ylPqxIpx2mCPjWYR450u2MG3lcwYHgtsKgUfcrwrVe8E6v1/jTAV16QmtRjUEdiNWQfb1iuC2+XKEzkjjWXrRkthY1lU1APSkIYxE+jVmuYScbMfmlkvUHerQVVXNVBglGOTE02f9vaCyg0E40vWjMm5ISksgfqMYwuq9pbmSh1ghxHFC9ZnRPs3kmi5F2Oov8+b1YIDFvChm3kqKSYOeEtp6CiC2ikUQ5gm4MxbkWLbJa2vLVA0N7LQhtu9PoXhOmok2mswZXmmXCRG7j61aTjnq0la5JWgnt3e1GKusCc2EJJwNKR9Jg0EuhtceRJMkq3y+pN4w/79i80GGzvUn1uYr2fUKqSFEskFAIeULlzWXpcEvDcLPH5Q7Z0MqYub6+oSw8XW9plhWzo83ec2886phWksAvm4r1suLkeMVz8wsOiy1aRTa+5NOPbjEue46qLT5pHq6nLC5GHB5JArJcVwzrgvGRdEK2y0rWgZEWbTmRe7lbF+z4tSd+zc+/+leJwNfd+ZMMM5hNpFN7/mTC/HDL9cmK/nLGSx//Ribdlh9yP8qn/k93iUlz0Y94eXHI2ZMpk1nLpOowOrJqy/1nS0mxPB9TjHtGdS/X4OEYNRmu5DVai7tXMswCaiYbO0nht7Jm3LVGZB5aS/XZiva9LaaQ4qv+pZrNe4a9Rp3IfmTfuygyEcoFUswkiEOPHUsHa2hEvFNNB+m4eSm2sAKOVjpJcbEULa8wly6KWVlikUU1e031SO5ZbEI3GneZC72s0YdX8t847NdCGtRe2iYOJkMZ4l5fb6f/pRuRwiAoxq8atrfjfm2oLFdSP9Bsb0ZSHfZrZp+4bZyIce7WfgQ3zpCFJ08lMJ2FtUXPe6I3TH65YP3BXAStpCuqp70Ilm4M6Tjb7aycrJ8iiM2NE6mEMGj5Tm9lYstlQaqDFFGdxT52hFsCqzCPCtLNFuMkeeGyEEstQN2rCNcGbDWIi8LjknQqbOK4LCAoed2lJVZxP0rexfYdkcpeWoEx7MRSc4GI1yI6/VRiuxM4Dr1GLRxpklmoS7vH/epWo1uFPxCpiqNPWh5/YMXrP/Qjb+sY8Rv/9/+P39QY8Wf/P29t3PnTP/3T/Kf/6X/KL/zCL3D//n1+/Md/nD/8h//w/vH1es2//+//+/zET/wET5484fnnn+ff/Xf/Xf7IH/kj+79p25Y/8Sf+BH/v7/09uq7ju77ru/gv/ov/guvXr7+l8/+XeXzVdrbOPzpgnMm+VgJ2VUmRxuEK06eSjGJiDsYqixQuLVHJbJ4MdtQuoua9BNGg8aeCxVGtIekkiVVCEoGxJ46y4nwdZFGeldT3RRdr2Fb0h4FUJFlgayfV2myAoBm2Un2mG92eXh6v9wK6bqRbh06YN0qZ8QP6SUHIAnvKi2K5KiLUgdiajEkKomB8XgrA0yvsWU0oE831RPF6QbTSGq8eW9qTEu1EqDX4imEUhMHss4ZRxq/oR+Vek0Z7CF4Cd3uaMFstWjUKIREUkc3zcQ8cTUYSMFojUhoxA0p3KvCrjIPSCdYaopWu2n7jke9YBUUooTzThELTH0aaO4OIyJqEqqRlrzJIl+utXMcsjGnKABnLkXaSHDvl7F4zBBHOxETSjRaXpURggPmVpMdOzgNAlZ7hYx02KlIUPFnz7h62ln7p0IOiXIu1kJ8YqYCtKJIPo4CyMVsfKenC1WJQvlzWgvewcc/8mk1aMWf2ls4bVucjMRU2ka13FKagNgNj2/GxG6+x9SXLoWQzFKQEk1keYZMkscmjTq0T1cl6z0Ldjd4ARjMhCBgT+d3LVwB4pTzEXe8pVMJkXvhk1pISbIaC9jWZI//+L3yC13/gEJ8MTXBsvcMa6cyuzkdwBHUxUNqAmbS0vRWcoIn06wI/GKwLFKeN4Np2gG4TGW5INyN5jW8tutEUa432MIRa7kcr34XWiRQFRzN8bE3B1fhMVR49zQDxp2JLDJpwI4DX0hnZWTwVksgknSRenLRXz/FaBHcPe+kEZzxYOhU8JEGDjjR3JOkqHlpMD8NY7lnVZZHQhBBCGgODFH/KJfFGDUDuoiSvxEw5rynl1d4PVCnYPJ8ThEFnEVQwnaY9lfaG3hhMq0gG9BsVySbCJIjgZivWWckmhssSvTW4rSL0BQwlkzNoj4FVjfXQXE+Yh4UY2k8S0UXSeYkqInEaSF2W08jyGbGx8nmDaIjpRq6Ve6MgmYSfxH0sVBoxro7SYY85Zg5Z3JbZIAKwvSYdBOg1fl1RXBjcEvRrFZvnZM2lInfTjgQburPoCjMvOoxRYp4/lQJIhJXTXvInJaA3hI2ViUQt6zcliV9pvlNdVYIVJefCE0+Y5i5RUjz5hgF1+fZ3tt6uY7PZ8OEPf5gf+IEf4Hu/93t/zeM//MM/zD/+x/+Y//q//q957rnn+If/8B/yx/7YH+PWrVt8z/d8DwB//I//cf7+3//7/Df/zX/DfD7nh37oh/je7/1efuZnfubt/jj746s22VKDVKXmsBNtmsbBekf7lw6CelKK5YpJuIUhWoiTIElWkGRpp6ocWyvg1gOPrQcBO66FbebKsAek6610tHQjY0g1kio1RkV7kgi1KDzrTsOABJ5S2G6pFx0o5TKjZmtEz+VOBoafWbEHGQeSVrAyhFGS8doAYbJTK86jzl5Go5RREpRGLHHSPGOE7hf0p15Gda1GhVyxKeh7h8/XIo4VdmFI+sr3T1TtxQDaz8LVaLPR0sEKioNPK86/aUC5QGyFGh2ncm31pSUeiAF0smlv+iqK3PIdppDVmOtA8oqDz1suPyQ+eLE3lGeO/nbuGF5q/DTgbwaIoFYix5BI6I28t5/KWHKnrQXCirR5vNNvi321HqKCxqJGHlt6UhTdHbV0mI1muNELQ/KpLtwOjH3VS86JnI1olbE4eNREHvVeC+EhyYjXmqvAjULA/CrRtY4hkwV2gbuetzh7ZV2z2lQMG0fyGjsZuHZjgdGRZVNx/8EBN64vqKxon82KjkIHJrZnZAdO6w1tsDxcT3n8aEYx7XE2MCp6QtJs2mJvkjsMhlFOxLZNgXOBEBXPL84B+ML4WADR3rBYFdTzlueOz6mMR5H47BuSbH3r/Z/nrx9+lGFhab3jwcM543nLtcMVYa653NQsH01QNuLGA0Xh5X1r8eLsOpcV5NkTLcpK8DJtEJlw7SKqCsRaMUyFlecmPcWu84hsdjtsXcqJ5P77i4qA2rscqKwLFXuDe1CQxpGULbKUzsKdWwtOkrghwxiKUY/JBuY7r0+Vx3Rpo7ErcXaIuTDTg6K/00tBsTboXstoDNDnDj8K+zVw8M8dlx8Ucg6t2ZN+lIak0tWacuIRmgaDXhvigYwOdauJLqJmAiA/+oTj/BtkCqC8TAbS0SD2OqusjK/EniwNudDrYTj2JJuIrRaz6hMZb7ozR8jrLrQae2GJ8yBJ4MKSfELVUZKZbS44dnG3ECC5HkQwNJkk1klZuJmNwW6k8AUoXynprvu95lkaNCSx9kpauug6Oz8M80h/mNCdKPiTY/AOuhHrIGNDm7BzmS74TtwtdD2ItVXrSI+sJE6ZQEIuflMVpUi/tGgPfh4gKNylwd9tZZQaFPGygEnYC0f7c2GQq/nbL/3wdo0Rv/u7v5vv/u7v/nUf/6f/9J/y/d///Xz7t387AD/4gz/I3/gbf4Of+7mf43u+53tYLBb8V//Vf8Xf/bt/l+/4ju8A4Md+7Md44YUX+MQnPsE3fdM3vfWT+pdwfNUmW6mQSiX0RoQ/Vxa31HSlRWVLBNdDMtkio0pXGlyZDYiWUZLKfmDRiUSBb53Qlb0irR2Dl0BuV5pYSYCLVcReGlKvCCNZeNUjxeaFQDKCozr4Zcvi/aJ6bhaWcCgBcCeYqYpIe9OjWmnnj+8plu9UpK3BrfM4tBKtn9RpijMZZ9mtLIL2NPv3hTx60MjvWaXaH0rFRiN4D3+jRy8sqYr0dztYS4WppgO+jMw+VbD8cE9SUNwr6G4MxIngydiIXEMcB0l0vSI6oNXEJJV1ca5pSyMdLZtkHDfJ/mU7+5sqCjsnaMoHlv56ZpKiuPxQxl8Fjd4Y/Djt1aHTaSds00FJsjoJMuq93hNHgeJC469LUpgGjboUvZuQkLFrqyg89Kce73KlPShSY4h5lEmnUScd3IjoQZLt6ecs6+ckgR4OB4pxL0bL64Ji0lOXPT4YNhc1xbTH6EjfW+lQKqQzkYVgtc5MTheZTFp80GyejJicbIlR0SwqylknzNWkqJznyWLM8XzDnYNL1n3Juiu4MV1xth1zWLbMypbRycC3HX2BW+6CSg9chhG/uH6WLlruVhcsfM0/fP19vPfoMZfjNZ233J1csvYlL10e8f7rD1kPBduh4NpozaOtZIvvOj7j0XZCTIrfzWsAPDya8PU3Xue19QHlieek2vArZzf4A3c+y/bJAb8Yx8zaNS8893l+6NkFbXS8MRzy05N3s81097PtmOdPnvCgnDIpeyZFx0Uz2n/WFisClGWgW5bU8xatE+uzEdVhy+xgy3pdkaKiqIX1N2BRCdEySmLnUxSeEDX9sqSadVRVLyzH/N0B9JsCc+ZQLjF5WbN6r0dPBnjnBuU1aS3MPZXE8kcN0uXyUcZ55X1HtIXAGFx2sOg0cRJk1K8T5swwnAhD2j5xsi61JAtqEkhmkDXWikuC3hiSEyubyw+RGTeSnJT3HP3tQdaQl3G70giWabB7p4UUpPNVnGu6kyg4qU7Lmu2FUR3HOSnaWOmQn/TymR7kIkfB7JMFy4/IeI+VfH/93Q4VBL/qb+SkoTEQwB96iW86kWpRk6eR4iLl0Wn9MHd7R9KR9+MsKA2ojcY9sfiJwBPG9xSrwhF3sTKvb0A6fgH0wortkE1MP6+4/IB4YRIUZmnEKaIX71rV53Geke6nWWm8E9aiGM4Lpix68V2NLqHWBpTZu4aYrd6PPGMZSQsr8AQNKNGDS1FiVXlpGKJ4xO6U6uG3CAv1FQDkl8vlm/65LEvKsvxNnca3fMu38JM/+ZP8wA/8ALdu3eKnfuqn+PznP89f/st/GYBf+IVfYBgGvvM7v3P/nPe9730888wzfPzjH/9asgW/8aw2pcSP/MiP8Df/5t/k8vKS3/N7fg9//a//dd797ne/5fdSvUYZjdoYzFZjenArCKWVSsaJzx0mymgsM4nkybmVHBQMSv6v8giqz315nWDq9/YNAGrSY7hilDADosZmVmF3BG43EhsNtN+W2E/Ij2GnrLJnqMBeIwdgdU3tW81xLp0GtWtRjxX+SD5HeOr5u44E8CYzbvkH+flpZ/p0GK80oQ7ENofcMm++ZaDYRYH39lS75yQljKL8Wrv1ujpRmN3vNXRTYeYpIJWKkHaXW5EQbI3qNHph0YN8tvpVS6gtoUjiIbc18nwrCdvOMDZlM29l8yalwd8QPIYuEv49A4bMeCo95M30aZNsAPfU+adTGTUqHaWTmGnnMUoXzsx7tr+7Z9fw11Ho4zsfO98Z1r6CpNCl+ECG/NemFtJASjL6CkEzdFem6atlLUKmtWdzWcsYxCT6N8boTtEViYd1TTHvuNzUXKxG1JV0pB6upxQm5BGhmDT/g0fvZzMUOB24M14AcN6N+OWLmxyWDbenC+5tZpRGZAc+e36NwgYmZceLF0cUmdr++bPTvUDp7mel4NZCWGSfdjf57Pk1JmWHj5qXl0fcni74zPIGL/6q2PP8gS98nJ/6Xe/lJ1//MKu+ZOx6+mDog8iJGJV4uJ5ijWC2Hl2KMrzWiYevH2I2BuWhLxNpFGjORlBETO3pt45eub1vZtfIzyZjrbBhv5P1mUmpy8DQWxECDeLbGbJTgXYBbns0sL0GO0fCmCUZVMZiKpVErFRdMaCNC/DeDo00qZ6+12x+jWQj/j0ek8fWPo/B0m68t9EkJOkg5qQJBP+DhCHdKUyv0D0kA/axI7q09+Yjd7jQiVDJKHG3xrt3i1yGAdQIVt+asHt2JXsj+N1nBEjzjiJ/juZbBmxe9xz2V6K9NpJc2L9PmsSr13o6/nDF3N6xv5ujp97ry+KYH8v9qXLMWp2wP/+dU8f++9gt6vnV+m6/DcqnYmt6x4Ddvc9E1rrLv6vRAIdgd76rmVhFzPCDXl955YK4flSROPf7e0yZCIe9sCoTDBOF6gyqEVu44hJU0IRNTshzUhm3BW/38ZV0tu7evfumf/+RH/kR/qP/6D/6TZ3HX/trf40f/MEf5M6dO1hr0VrzN//m3+Tbvu3bAHjw4AFFUXBwcPCm512/fp0HDx78pt7zX8bx2yrZ+o1mtX/pL/0l/upf/av87b/9t3n++ef5s3/2z/Jd3/Vd/Oqv/ipV9daAe+agQ9eiq+UPNEOv6Yoonoa9xj4oSc/0GBvoFuIHWM6yHc2DEeqgp5wMdI0jYalPt2idaJuCcF6I51fWStmxaELvMssI0uOKeDCIgGBn0WcF6lYjrLONE6+/icz+/Va0rVwGq6cnpVRyZRCgaa+JB1Ld6vGAKz3BG8LG4Kb9ngWkioCtRWuHjcWdtASvqX+lovtgI6OOxzXqoKeoB7p1QfKactYJW+i8QueWeXptRDjt9+fP1qKnUs3GtbA6tYnEjUO1mnQwQFKirn0rs20ai94YCcI7cHBmapYvl/TvaHGlp28cykAx6fCDgUcV+p1rtI5iS6PAVZ6wdaTOUMzlfMPW4SZyzXijIl4XvbH4uISjnrIe6DuLfbEmvDN//kVJ0gk7EZBs8UpJdyszPBvB96TTThLHDAi2maEasndhChpWFnXQy+fciqaQLgOhNZQHHXXZ0w8W/9kZ7oUFdTmwaUras5rpjTXOBtresr0YQemx5dU40w+icK1MwlQyngylqM2rQYl9zHSgzElBaC3TeUPlsjdcgmnZ7hOu+5dzbsyXTIuO1lseNFMmrsfqiNOB9VBQGNFIe+NyTuEE63W5rdksKmgs7qjdyxQ8fixA2PG8pfOW2Cmeay4A+KQWT8Pz7Yh+sBxNBITfDYbu4TEAf/CzP8Pf+L99hGZwTIuOZnA8WMy4Nl9J4mU8F80ITcqfSbFa1JgiUB62hGke2W+MCOROB0yWTBhaK2SKrF+nsgaa7wxxVTC6vqYqPIM3rB5MqE4axnXH4A3NLx9i37fMjgoF3WWJrjIYPChhCO5YzNMrYoXZaXn1TxFGFHu8IbV0c8o3HP2zQo4JnYVOY+cdKWrsizX+HQ3lSNwS4qMKfdqJjtvDEm61gkfbOkyVtegWpXgkjob8uQ31QUOKmvj6GH3QY52YmqegRAW9sxQvVvTvEIxeelISRgFdBtJFQdwRaLzGvlEyXBvAip5dqiI6A+J3zOE9ay+P20NvMY8LuN1K0boosEfSeeyWJcpGykkv3osXBfa0ISlN+Us17QcaXOHpH9ekscfVnqGRz1UeCP6tW5TYscdaL5p0O7xrY6R4m3iRQ+k0KpN6fB7V25GMmf3aoVykGGfx4ddHxJM+sxOtMJJPO9Bi66Vt2HekdBFQRcKvHfagz7IsiubxCDX2IlzrNf5xjbuxlSJ7Wcr1z3GLR4Uk1UVkfU1Mu3cEB5OL25iuoA5v25F4Mzjxf+lzgNdee+1NAPnfbFcLJNn6xCc+wU/+5E/y7LPP8tM//dP82//2v82tW7fe1M367Xb8tkq2/kWz2pQSf+Wv/BX+zJ/5M/yhP/SHAPg7f+fvcP36dX7iJ36Cf+Pf+Dfe0nvV9YC3BUonChvosyu9tYFUKPq7YoXihywsB/vkw/QCaG9LMR12G83W1oLR8RpMrpysCFQmFynrgRAiw6Oa6uaGdMfTvzGGyjOatrQm4lcF5rCVLplNe7ovg2Z0shXBzIcV5TOSaGwvRpjjjlHds20KwrbEVV7GVIPGXlpRXO8N7tziD+XfVZTRp/r8mHi3Z/vejrR26NpLcItalJPHAyFb45QuoE/Fb64sPeH5NWEpC6aoB/omB7Yq4yuyeKRZGLgr0hHDRYl6x4baBrrWYWpPdSSK613rsDdF1NMPBv+eLc5E8SvM3YShtUJVn3n6VSHswF4TbcIfivhsXEv3Y1QPdLl7MR9vCZOG9UYshtw7RQsqJsVk0tK94AkPRrjTluq4Yegt458dsfxoR3zPBpNp9Olahz2W7ghbizmQZNwPRthKVdiPCYdSNpqi8KQ8jnI2oKeJ3hu63kmX8dmG0OQOUyfjhG0jVauMEpMQIO6JWGhV54T2omB6Z4VSieXFmHraoqqe9nLG+PqGwRvqsufocMuirSlM4O70kjZYXlse8M7pE7poecSE73ju86yGipNyzTdNvsQNu6BPhjf8If/ly9/KH7r9z9Eq8snlM3zs+DWcCnzi7Dk+enqP+u7AJ89v8+z0AqsiP3fvGb7z/Z8F4Gdee55vuHmPZ1YXOCJba3n+uTM+v7zGN528zJAM/+zsGX7/tc/w+oPbvDxUzNo1HzG/yh/9hgWXccRPLd/HWTfh/YcPeGl9zLVqTak9X0iKieupjOe11QHuODCvGs63I5btiPH1Dc2LM0aHcn81q4rZ4YZR3bF4dY6di5Bn2xQivnp9gDqwvazpsr2ObjV9J/fTMBjisw0W9t/d7FRMswcvumdKJXplSSftlWHz1hEuS/Sspxj1hMIQLiX5cMetKJE/KkXZ/T09dHLvrT7WUh53hKDx5wX2hRUT52l7h9aJ+TsvGLxh2xRM3iOis+umxNYDdTXQ9ZJ463GWDLgsMI2iaUVShJmHlWMYydqKgyF4gys9/j1bNEhyfzPsJSzUpKPN92Y96fDv8PC4wp32xGsBXqsJO0FoL923nfTLblxLVLjn13sR1eK0wdmADxo7FomDtBOHPW1EdqWxhPd2MBj8w0q6053ZxzJ3YemohCF9aQlFxBUi+dJdFpiZZ3S0zTHSMTrdEKOmf3WCur1lNG/YPh5LAlkGgr3q1vnOoK63jEa9EDCWDndHXACai4pi1mNMlKLba3TW5gKxXdv6ktgbinOL7zStkz1De0W3KPfMZKVlrwHgbkOV44c3Bj2OFDYweEOMirLwhMO3X2frK+lszWazfymsyaZp+A/+g/+AH//xH+cP/sE/CMCHPvQhPvWpT/Gf/Wf/Gd/5nd/JjRs36Puey8vLN3W3Hj58yI0bN77ic/jNHr+tkq1/0fHSSy/x4MGDN2Wu8/mcb/zGb+TjH//4r5tsdV1H113dmLvZ8WZVYjZjuNaSSjGfDhtHnEgVTIKYbRzMpJeNftCiDDzr8L2BwaAPAvFaQnVWfMtKYfilV0fEKsnPa0e7FrVju1W060IAkFNPeFjTnnTCiLOR7rLEjESWoX9Uk1xClYFmVQmuwSXaRSUgbpPgXs1yVgi+o4wMr49hJx0xDzBoysOWNM+AboQ5mWpFX2bPPi2YqepzFc31SMqjBLM2RJtIhz3RitUNK0t3ktDZpNu3lnLSU540dKsSZSLl9Q7vNUNboJ7ZYm1kyCOZlMTKJ2wtZm1pjpUwdoIi3B8TTqRblpJi6Cy2CBRzUZmOuXuwM6iOI4XNwapvrSjbX9+Kgnjr8IuS4qhl2xZ0W0eKisEZfBDgecpMQxFJFQsOOwoU5cDyI4ZiNFAVA4M3dDegrmUMhwJvI2Xu5PjBQO0pJyJ+2S1LUoLqQPwsvdf0j2u41ojqfNAMjcWUYW9XAuJPOVQDzbKimPRMT9fEKF2b4t1LxmXPEA1tU1Bca6jcQMwyG13rqEc95s6WzYMJyUaG0tL2jm5dMj3Y8tiOGaLh8tGUL40EqP54PcGqyKKvaIPjxeKUVazok+XV7phVW/Jae0RA8akHt/mGm4K9WjQV99yckR3ohitB1GZZ8bgVzFazrHhwNOUD5w8BeGVyyL3mgEVT8bCTwHv/7IAXj075zIsfAOA7v/CzvPaNh3yhv85lGPH69pCHzYR50fLqxSHNRFT/710ccDpb43Rg0xWsLkdsJgX91pEay2btcHe2KAVtIwbEzgaMShTXZBMfVT2j+ZpN1RPWJaOpmJdv24J+XVDflaRg8GbPSOx7S9g5F2Q1+P6spjhucE68OtvLiqAcxayjHA20eQy28wttZ2IVU5c9gzO0N9Lej7Q1ieVHRJ1dKbH2YpTNmQcriX5QNLlTFzrDchjtBTj9pqAhG9Ff34oTgk5UNzf7pFGbdGU47bX8Xoubw9DZvaJ5ty4wZwXppBfVeK9QT0rCxDNkj9NUyf3rCo9/ZktaFdiqx17PfqXKUk4l/vqtdPJiUmLj86QkTD2pyiSDi4LkFWEi8Ve1hvqhprkVBF8R1V7fTmcSE4B6vqPUiX7j8HNxBeg7C49L0lhGe6vzEebcwclAsy7F8Nsl4nnFUImpfNg64qIQpwiT6C5LISTMe9qmEO2vmWfoLHHQ2IVlCIphJ6xqI+FRjW4V6mQADamxqDISn9+i8/fFJGIrj46KYV2gXMRVAoAf1oXgTqMieItfO8xYOm5hMKQHFcNph/a/BZ2t3wbHMAwMw4DWb2ZjGmOIUe7Jj33sYzjn+Ef/6B/xfd/3fQB87nOf49VXX+Wbv/mb3/Zz3h2/Y5Kt3az1y3UyfqM57F/8i3+RP/fn/tyv+fcUNOpmIwv2sxPi3R5VBsKiQF0aYcS4uB8NEQUv5JVQ4YtHjnA6EJS0zHVj4LRFmUToDP7IYyovQNCtiITaMhDmmtnPjgQ0aqNoOa0caizgTZIh9rnCGQcUScZXrYZrrbRlH1XEgyTt/OuR6sWK/nmPrgKpMaSdiWoRGH2+pP06L7IVvRFqeLaRMAtDmGT5ikHR3JYFXL3h6G54GU1urQTBuQR/vRW6fDESu4vySxX9u+O+mqVxDDYSvaa65+ieTQQrfoaq0zJyTEoAtofy+kGBqj1+FtBLRyoFyxG8JjwpCCcyWoydIdZ+b2nDoEiZlRPXsgm1STB05szBqXTmfBQ5jhQU7aoUIEsSQHuvnWBnTKL+lYrm60DbiH1Q4O8Ghqw2zsOK9jqE0tNvxIx2cFl64VEFh2Ju6xs5LzMV9la3KUidQY0lmfPJEDvL9Jcdqw8KYzEGTffylNYlYVLVoj4egqYbLGkwFC5gdGKIEC4LRrdWkkh0jrBxjI63++6K6hW6tbAxdAsZaXW95WGYEqKmPmi4aEaEjPd7bXkAwOW2pg2W6/UKqwI+GV44ecQvX96QsV9v+cUHd6iLgVExiP7WckToDJt5gdGJYtLzz1+5DUAx6XljMWf+RDbbT3GLh+spo2LgM+fXaXqH0pH/6d7zbF59FoD/3ed+hp/5o+/iF5bPcdGP+MKTE7ROLNuKGBUXTY3RCWcDj5cTUYPPyWp3f4wOvAlDZLSwELdPRrQjx7jsKQvP6qyGaSPn7ALbQZJYPRJlc2UizdmIttOoQRGPB7QV8PP0lwpWH9CEUoDbjDzdZUVfBjFHrz1x5ejXBTbrr/GoorshuLK4dvRZkmToLDysCHcDeLFjsg8KhrsyMq5/pWL7QpftYqyAsF2kWZeC3QoKTJIOnE6ChXp1xPZk2AuRJpMYsgyLvyzBpb0VUWisjLdNIj0Sux9dBMEdLp2sSZ3EpihBOhyESNBK8agGTVg54khYt9U9R//OK2P3FGTsnYKieqmke6fEMN8LVjbOJKFMCycEnYMBFTTlPUd3LdDcDqhekbRgoaZfNKw+lDX3OiPqLEUkecGpMRe4ws7qRleSuLn7Bf4ZETsOjUUvrMRThYhZJ4WqPRS7WCHdJrLGWtqIpIyyolU2+1TB+hsailKwl+lJCSNZu76VotaUnmQVPK4Idbb28Yqjf1rx5BuF1a060acL2aNSKbHuigtDOAjinToYeLEm3OkxNxtia4mv7fTq38YjJvnvrT7nLR7r9ZovfvGL+99feuklPvWpT3F0dMQzzzzD7/29v5c/+Sf/JHVd8+yzz/JP/sk/4e/8nb/Df/6f/+eANGH+rX/r3+KHf/iHOTo6Yjab8e/8O/8O3/zN3/xbBo6H30HJ1m/2+NN/+k/zwz/8w/vfl8sld+/exZQe5xQD0N/uMaXfa90MJ1nks5AkIjQWZSPFtQYS9NuC4VYvWJlBgLJh4lGDIbVKcEgZHG+LwKBlFJScbIbLFzy2kpb5oBL6tRpfh+x1l/b0YnUkHa/QGuLMUxRB2uomYaocBIOmO5afY9DoCKwsef8RxmFvBMdRe9SjkmjFeiLe7MQnzCjpoA3C/IsO8DKCiGMvyZsVYLxcmwz6VOBHAq7VOoNsWyV4k6Do7g4C5F1amHuoPfq8EIZkFWFjMI0mnPTsNCNUUPiNk0TUK9xC082yYrSXxCYedyIe2Tjio4o09eitESZl3oDCPHeg8muJSbcmtgaTBSDTpSVosxcs3d4WZmYIFl0k4mXBtpQlosYBlgWtld9NqxnORXE8TT1qbfFJCfPTyjVHpT2zaidIqrQA8NdfH/YaaawNelAEmwTfZg3tWtNk5qQd96w3JatU7TfX1WVNP8mgf5/tP6zH2cDlNc100lJZz2Jb0Twak2rpOh2crDE60vaOG7MlMQl+6n3Hjym0GDp/09FL3HSXOOVZxZovNNf5+PA8X3/9dV7fHDBxPRPb8fpmzqTsuDlacdlXrPuSa8drHmzEz+XGeMWj7YT39Y8AeHQ0Zl413BkvWPuS9VBw5+Yln37pXYSuYtxt+T2vfpIHv/freb4+45X1u/nwtTfoo+WzT065MV+iVeLBcoY10qm6PJvgRoOovt9aMx+1DFFzuRwxHbdoEt0gukY+aJbbinYtmmjLRc0qJyF23BN6w/LxOLPUlHibAnpQcO6IR4BJrL++FUB2zJppmTWaBi24oCQaU0olSUrWRsRyWyu6UJ0imER7WQnLdpxxoeTNt8iuDjrJPdkYPJkR12jIIsGht+gq7AWWkxex0jAPVxIpCfTWEAoLnTD+ZAMXaRtVBygFT1YuNO1YCQ7Ka0xQV3OgMmDOCkJQMBa/UN1qKZiSgvOCVEe6u4NoSQUtGl1O4kZEYsWeAQOEk0FkcaLCF9LB1yaKm4dDJFqCxCYGjQ6w+lCHdlGkdtaGdK2TtdVZipWmnyspkFfCLt0RFfpTKXx1EaAKRGPRWkgKw0iRttJpTkF0BndK89pI585eWOLdRrChXrN8QWN0Jih5gzrqKUrpSEWd0AuHz0SZNPFiRq3Ajj0X3xpQUVOMephBv3GE1gopRgVihOFE2JTizRvobyPd2SxLE2/9Vtj18JvGbL2V4+d//uf5fb/v9+1/3+3f3//938/f+lt/i7/39/4ef/pP/2n+zX/z3+T8/Jxnn32W//g//o/fJGr6l//yX0Zrzfd93/e9SdT0t/L4HZNs7WatDx8+5ObNm/t/f/jwIR/5yEd+3ef9ehTT28eXMKr3bJYQRZBRHbP3nXvaA3F3aJVQB1cMvqe9uZ4+nvYg3HmQ7f/2SNgsQzAwAn0svn4+6r1w5M7Hy6iIyj5fISnxOjtcic4ToKbANXkMQJ/IucZdRDvlyicQ4GArWk27zzu58ihLSRhG5k6k3n0O/eZzNxPxN/NBi7/bgcgO9IPFzlv0oSSAMRuw7p4bg3w2dWfYMyj1OAtj5s9i6gF9vKMrybno00SBGA6TvSJD1DK6O+r3SczOWFapRFQGogQpnABXQ2cxpUePpfMIoE87dE7O9GTYaw6lqOBai+aK7QRI4IiCQwkjSf7sw4LqMfQH4AdNLCN2LY8z8SibYJVlHIx0+PTS4BpFfxCJo4ByiTCKJJMonhgGZDzjzi1hFPEbi1sYwh1RM3fHDdZcXafqzoJ+sDw+mzE72DKdtFyejynHPdbI2GVoLGppaaeO2ailbR3LouJotKV2nl99fJ1b8wWrdcXC18zNlpGW+9uoRGUHSu05KFpeXBzxjvk5hQm8dHbAvGjpg2HTF2wLR+clrGy9Y9MXPNtcAvDJeIvCBNrgeHV5wDvm55Ta488PAfiOL/0z1i+UXE5GLLqaR+uJgPIXc8ZlT2EC59sRbes4nvcstxVqaRlUktGSTlxsarqHIw6eWTB4w/JyRD3pmN9ZiFl8EuC+D4JLDL0Rh4WcnLuFdKVVq3ELTX8c5LvJcjB6aykuNb5OxJls3EQlThB7iy6D3WrCJAqmc6kpLg3tKfiZvJ50dyOqGPa1C4DKJvQqrx910grRxmvp0uREiaSwY2G1hc6K6Gi989ZT0tWxgTSP2YA9ojPDFSXkADO52rCVAv3hLfZpHbEjiRMx64upZ4WxG4N4IO7IBSkq9NNxJIqXoJnH/XPryqPf3+5f22Rf2pCZfHraXHmK5phWRL2PSU/HKKMTetqgnvJR1dOEuvZUnD59cxw0Rzv2Yn7/p7xU9SihTuSxkDTqcPOmGGx1RF+7ioHOBNTRlZSBPtqdW94zDhPx1q+/L8j1vvJMfdpr8uk9I+TPb3TCHMX986yK+Lrj5f/Zd/hf78j18Ft+zls9vv3bv51/kbHNjRs3+LEf+7F/4WtUVcWP/uiP8qM/+qO/iTP4X+f4HZNsPf/889y4cYN/9I/+0T65Wi6X/OzP/ix/9I/+0bf8es1QkPpCEg4lAcqHK7NXYL/QzFPyCBEEQB7VfjH6oJ9K2vLi1ldG1UqlNxkU7+jOIScgu8dC0GgdMTrlEY8GC4bIEGWjSFoWdj+Y/WuHqPG9FduevAkrxPBW58Txy5MmkbK4ShhjVHgvI9Oo5XOFoIW+juCsUlQizJm7e9oKPiJGJSydLBx5de1k9OWD2FRYEyWgoSnyNfbB7KUrYrCiSZSvW8rVoMwt9F4yARA7Ia/QY7FciYOM/5wLxCQsvCIbu/YKjA0YExkGA9GKkOpgxEtRZ0p1UuitBpcII7EjQbH3WSsfWkItiRFBYRqh4m/vig6RdoG6HhiODCZqilKwZoOOVGOhd3eUmCMx81b3c0obhBZflJ5hKiPawgbaA4dTiaoc2ByV4j5UeNptIeNBm6iOG6piYNsY5ocbjkZbmqGgGA284+QJq77E2cDdmYDjn2zH3J4u0CpxXG+4OVpiVeTu9JJb9SV9MHxw9BrPuHNGumcbCyo98NrokBfG97lnD4ko3jd9wOUwYjMUvGv6mJWveFK23KkvGVm5B+7Ul0x1x+12Iev1tOQ908ccuC0RxfPjM24VF/wPj4WF+N2f/6cM36n5YPU6c7PlS0en3KkvmLmOrXf7czU6cXu64KV4xN0PXghIfnnApOyYFh0PK0nMaidSHNumZFT1dL2jfTSSbs+8pxr1dEkRn98yGwnj0B8bpuVA7w39oaOoBKOjzguS8BWI79tgVCJsC8qJaKM1psTVXnTSiog6idQ7f8yZw78jEAeNeVQQ6iSCoVuLXWm6634v+psSe2se1eSkXaUrS6BDKSqEUSn3e8hEkqKUUX+nXRbKzcD+xN6WKKzEIiiV0tWPffbws/I4CUkC8xoUbGbaxzRrAhgpeGRsLYWXznEsRMUQLCASKF3riIPGV1o8R3tD9AZXi6SEzzCNHaEg5pizw2WmmA2ic6d+LzeRj11M8zmWxiyYu/uLGDQxaEzGy+1iZuFCfg+JPYUJhCTP/fIYHI0kQLs43xsp1vYG1U89trtuT+8Du3hrczEI4PTVNd49vkv+doXz4M1+T9rtGVolrI5Ef1VsvW3H14yov6Ljt1Wy9RvNav+9f+/f4y/8hb/Au9/97r30w61bt96kxfW/9Hh8NsVOhVkTMwtk51O1r6ZycrADMKuM9dlpxaSkROV5p24epWVv15pmKkJ7SSGKx6WYyYJYcyiTK8M8itjpccWdvY7NoycvVhTayuvHLn9lJkqrfymYjKQhIO+le4U/8LTZ0gbFVZIyaMzOJy1k0Hk+r5ATql3CFv1ONQhJCDpNnxAsiFfodYHqIE4EMK96RdrUNLdF+X03jtgZYA/5WhoX8eoK4LrbCGJQe/2j2AvGSnBsiIK9V8TCgFdiFWIhtRqz1tgB/DjRWyRxKiNNllxQTvwRe+8Ahc7dg+SBay3WRtkEWgPXRReKrYWxFwHaTjwRu5uDWAdFYOoJIwUbSxwLzT92lm1r9x2y0FihxatEuynyyCn7GAYNcy/6TqUittLRMoWwv9qLSpK9iRfl+rURkdWtQ19aOBDfvZgUFxdjYmfxhWfZVfuN8OF6ug/ury4OiJkR+bgZ0wfDF89OWMxEMuWz96/zyvyQedXwTxbv43qxZGJbYtKcDRPaYPmJNz5M6x3b3vG4GdP0jvPFhI8HQx8M5w9nfOnkmKaVdfWl6pjT+y02Jbba8unlbV7TB9TFwKKpeGM9QzcF3WZC4Xt+74u/wH/39R/kV5Z3eNjP2HrHxx8+z5PFmJvHCxZ9xePlhHHV8zALpz5YztB5028Gx7YvaHtLdIohanwwDOuCi0GYZsVJQ78q4WHF9sCKpVanWXZW9NKWjr4sMCO//y5ia1AHA8ZEok3ErRN9pAwiJycA/daBz90YkxjWhazdUhItNpZwvDN1FrxRd3OQEfgooaeDjIkHLV6pMwFY6ypgD7O2V2dQNqEqMUn2rd2TLLZbSd6VgtBpdKdRHoqNCAiHcUQnhfIQKlE/V72MPBnLjCgFDVqhi4hC4o82yH3bWAbsfr12w5Xu284Qeseu63tDcWZRVnTsYigwa4UuxYVjaPVen5AyEszVVrTvUAedu2fs45PSwtKOQRN6LeeCJI27eJEyEzsWEhdBoEPeK7FNs5Htzr6pFC/U6HOczEnn03E4pRyz9VMxO8d8pcSwmy5bHyW5n+xa48e5c625+vsi7NfkTqNwpyOmTd4DwlVHb+fHu9ufdvtHbH5n6Wx97fhtlmz9RrPaP/Wn/hSbzYYf/MEf5PLykn/lX/lX+Af/4B+8ZY0tYI8dCBuHriSw+twt2VkjDK3FZHf50IrPmOhkaVEVLwK4ABgwEe0SUUGfFxjtzgoC9NISSy3+aJ0RBXsjPwPECgk+vUZPhmxUK+Dmve7OU1o+6lFJPO6FMr61Ip5XBVJrUNkTjNZQ3be0zwzElRMQ/3wgNJbQaaGAAz6ru4tmhCbaHIiWlpBHI9U9R3cqKsvjL1o27xvwo0B64ojHUm3HtcMfJMxY3gPEQDlm2wk1lWo2XIpMAvkahTKLwAYl/nA50bV11iOKCjvtBAMThGZvTaQb5D2qQhhxOmiqUqx0mo3IYJisxWWy/EbfCSi7LD1DIUrwVTmQSkVfG4rcAetr0WiyJkh1mxRGZwZWbvfvAiJIda8Y0JmhtqtkfZCRZ1kOQjfvLEXp5T1yN7J0fv9Z6lLuvbZ0VNn7r/MGPzeUTr6L9jBfWxMZvEFVCSrPZlmx8SPMaMCvHX5mGNWd6Hl5w8FkK16IfYFSicNxQ4iayg48c3rO+XbEoq25rwNNcFwrV0xMx8R03B5d8sbqGa6N15zUiZcvjqiLgZsnlzxeTqiKgeMbC1bbipP5GoAnqzEfHn8BgBfLI26eLui95WIz4rnDc2JS/PKn3osCvu2lT1Konk+9/xnuNYdcdjWrvqTzhmdOxeqn9Y7DccMQNau2ZFQMGBW5XI+wNlA4z7YpCfdruuutkChspJyLBpNWAqy3NsAhVLnz2Q0Wa4Jc6wND28u1VwqazkE97L+j6KIoy4c3f5dt67Au7L/zlBTWhP29Yk2E+VOF3MEVPCFE6Qzt7p2UpCsdo6avPIWVDbrtHBSB0nma1qEUFKWwCFNU1Icy4m+3BfXhFqPzc0ykdp5+sILtc17GqFHvz3HX1d6B13e+f2nQhIAUPJ0WW50m62hNpZMWLwvUbMAUHr/NmMbxwOCkW7czbPbREY4F41W97GjveAiK8nVHe1u6oWZlBf+qEQeOIuIHLWLRZSQp0eailGSXRxWxDgL6z0rwygn2M5V5zNsa8YK83qEGjX5SkK51Vxp4kb2uXnhSomYSp+LaSUO9zK+BCJcS5HxSEcWRotNXNkJB/HX7nX1StuxSaJQL++RMuodCwCIqTCWWX37Q2NKjVTYvVwlby7nFZYGeC75VLXYS1187fqccv62Srd9oVquU4s//+T/Pn//zf/4rf7O1Rc2gPGwZGotvHMVYbuR+U5AGhZ0MGTBZkTJYMnSCfdFekU5l89VLS5x5dOFJMeHuFYTnGigRQ9WEVDgZiH3tZzUPvzWiLNLSj2BsRDkIuXJCARMxYQ2tJAV4BRc1rlHEIhHXopyuvJJErYgkm8QfEaCKtNcyWLYSxlH9UkF7M4gkRVBibXG934uMijbPzhBVzLcxke44YDaaMA1sng9iTTMoUdvnypRVZcyTsgm1sAQnQrFh7NGPSsLJAGMPK7mG8UASKjY2W4pkP8GFo68juhIZjGFdoEuRhOhz9y1llmEoDSlCaC3Ba6l8sw5POevQNhFfGeGf3eIKT7d1bBYl5XEjOkYfP6T78BbrAqvLGlpDcdRKB2rlKK9vAdi8MUEf9JTVIFIcJOpph/eG8MYId3ct9i5nNXrWk1yQLopKDHlkkgZNt6tydcJ3jq6pcQeCn7l8+QBmA0U9sLwcicDruMcPAjoe190+0ZyPWnQlOKXDccPk+Jx1X/J4OeHGM09QKnG2nFA4z8FYNuLOW7rB8szhBQCvnB/ipoF50RJq2YCfNGPeM3vEu+uHHBj57I/dlHvTA94xOQMEjzVxPTPX0g2Wo9GWiev55eYGs1KSm/P1iI9wH4B7oznPT89ZDhXrPHoE+Gw/IgB/4Auf4Mk3THju8AlDY/nS5QmF9czrlonrWfQVi23Fs0dy3g/XUzpvKa3nZL5m0xV0veP64RJ9tODB5Ywbd54wKTrWfbm/RkolHi8nlE50jDZNyTAYrNOsVrWsicqzuBjD0uGuyXVbLiYoF9Au0mxFBDR5TZdH66GxsnFPu73umjrdyijvtQnx1hZrA82qBBT1tJWE7XG9v7+6h1PUdMBVnu2yBhLlRDT0yk+PiB/ZYGxkdVmL9t1IEq34ygh9R0bTfeOInWEoLK3XhMaK72JvM7NadLd2XSOvhB1LNvmOrRWP1Mw+pteoLosSVwF96Yg2wdQLo/vCwWGPzow6vTGkub/q/qSdArw4PKiVJblEe0PgCGYjBB9lxYKLKJ1ApROxKUhaXBKiTtiHhcjZ1AEaQ3Xf0DwzSOe6F69Zsm+tH0ssVFE6hSCFteoV2oN+uZJxbhVFD3FZyBRiEvYFHlXA5M5Z0Dp3oqTbdP3jmke/S2JuHAX0VlT81VHHTgePiRhRh8agl5Z0HPaetgQrXTadJwyPK9RRhy09w6pAuST7UZL9SJlIkXXHWFvi6O33Rny7APL/Wz1+WyVbb+fhThvKysk8XAm+wLmwp88PncW5gC4jrQLlNS6Pn/okbee9MfBI2DnUUIx6hmeklV1Nerjl6VuLNWnf3Xjyr1nq4qq7MbRWki0l4O3Y6xxwIvjspzbzUCV8qXErR3c9yDgsKlTjUCddZkcagk1ibmsifWlJUVFWAzEp2iJiS4/LeJIBUV9XCkKLaG7l9nYYB9ga9JFHHXfS3WsN5kCA6WErVbOrsy5MEs0nUbDXeJWwpcfaiLEKfyNSlIKV8KUoz7tKpBwGnYi7jlxKJJfEs8xkU9leE7cl5rgTgdONEw2x45xEPB6hJwNlNQgWrjG4a41gaIIiXetxO9xca9G1eCj6TUG4FWHQdJ3FZGPcblEKU2wU6NYl+omDrP+zPa9RncYcdwyDwV8II1LlDU13mRGpjIyMWk2sZVMe1g5VBKq6l47Egxp7S5Sk/WtjzM1271qgTMKOBrqNjKN2xAJjBId3/5Vj3EGHtYEH5zPCZQkjTzEaeHgxxdrIwViAx48uphzNNoyKnsEbLtuaSdExqzsutzU6R8VNX3BYb3Eqj5Z3AHk18MLsAS9tTii0Z+JkhHnWjQlJM7Jyf81H7X6NzUctN56ITc8r5QFn3RirIhPXc9ZNWK2nhPUEnSL/6hd/llf/qGhvOSV4q0erKceTDau+5HJbM6vF4mfdl2zagtPZWjS+luKJOCoGzpYTcQUoAvceHGbx2Y6i8Dy6nDI8qShOGwZvaDsnidGQgfKll+R3UVLOO4KLhNdH2LsbynnL8NoEc3uDLQPtViQ97K4w6XPXx2dLn07RrUtM6QlTTzyvSIctpgyEJyXboRZAu00Mr0yIx4Poaa0dXScbt710dIhFTHMrkjaFWH4VEb92xFpiyHCtRwXpvBb1QHdZoGai3dVGRVwVlKdSaLRPapIT8+4YNOFJKePEiYw6dz6BSos9WdLAXO6pFBWDYr+mY1J4GyiKkK1wNP5AHjc24m0kWIvJjw8AQWOyJli4lOJLujqKuHKiUJ8th8jJjXERbSPDscbUnrIaGGpDO7ZU435vxs4IqlrWf28KbBEwLuDLINIMRUBViaGw1Pcs3dyjXAQUapGlHaqrsaQyMrIEkZdwld93NZ/8a5bCBawJdJ0j1Z4i7w/tWhKtYtSLKHOrJSEzck3DSPBpRU6Y+qRQx14Ei4E40rjSUzoRQ2YsLiCF83gT8NcCqmv+ZWyDb+lQKaHeIgbrrf79/5aPr9pka1iVhFjKfH8pVdGQxT2TEQf5oa3QnSIeyCarXyzp50IJVkBYyNxcNxrdKbx1eGOze7yi3QjlHMQQepsKzNKQikRbFmKC6oU55BcOFTMAFFArMY1WClQAc6/A1yIrMEwSZmX2OIOkIS0LepXQW0OxVfSHErDNRhTv+6KiuFS4MYSqIGyU+DkfRHgyQnUKfZDHZA8qkVFQcn5xWUjXLOPB1Cs1fiYjRXpLPCswW0U8iERn6ChQvXh7hdLtsO0knRiCsLP8ibT4h3WBWhvBOxRRgr+WZCvWUdrlCkyn0INioCQFGL+h2d6JdI9GokFWCNOvWTq55lVkWBcMQyldvyqKsGmSrlJsLX1nUFFGFSwdxbnBzwTn5s4F8xG10M7dWtGVMg4tzw39dY9fO/TWyATUKBnHJjEWN09KwfYdeMGkXJSw1TAJxLVje1nI6NckhrNKfraJsBU5CjVoqlcN3al0/FIlm1t/npm1s0EYlJkwEToxCx9N2zz+KijqnhAVXRZHfBImlLWw9hbbikfnM2zhOZpIsheCoTCBo6rhXnvAZ5Y3eGM94wPHDzgtZTQ4sh2X/QitEn003F/N6AfDvdWckIHKbyzmsi505GgpXZsv2WPur2bcnC6ptGftSzaPBBj/0fuf4bhZ8sfvfi8XjybMipajqqEPVvBnxjMue87XIx5fTCkrYVk+WY3pGkdoLO1IulyF83SNk3HhNLBNtRQw2ZrHHPSCrVrmMcxEOqeq1filo3qkaW9mC5sogrvDg5F0SUxiuD+izybEqER8bUQspNNDUKT7FUojhUqv8X2OEZ0iPKz37NPyvmOYSzLu1oqusOCixJKFwc8DySaKVwv6oyBjfq/ol4UwGY1gxJRKYrC+0Ww3Vs6ziHKeNp9ngOHVCbEUOYHRlyzNLUs04FZafBKHQjrwteBM42UhhVwRYWsYFiPSJIBO+IsKfWYYZsKgHaLaY1P3a37nudhrzGVBGCUYC1wgnJdi6lwkohVbLXotsUYrwkUheDObUN6g3hiTyoSuEvrMEYaaOE64VqE3Jf1BElcPoDmUwqS4MPhRknFeykG1scLuazTDRGKl8hbbKEKVu/NtydPekGFhJTYB4cKxsQmMfJ+sNNtT0fxSraZDJCP0oEgaOi9OHXZpiGXaE4EAUAl/MaZYKDgNRAXDy7V0xWaBPpQMIUuIRNmX2kmQ8WlUxMvfDM/vKzxi/u+tPudrB/BVnGzptYEkYOYwyWq8XoFB2tEawiQQpkCvMa2ivenl5g8ypychScE4EMcCjNwBt1UAM8jPulPYJ5ruJBKm2c6mV9LiTpBcFLVhLxtuslljJZsLkyBpLQkQEItccSZJfggC2k9aEYtIX4jVSP1AkQzEElRS+BEoL8/z04julIDpRwlVJ5ICXCRZJUnn1IvOVm/kepWRVEWGOguhtpr6vqG5HQiThF0Y2GhikdAe/EQ+l+6UEAuMJA1dDoBqI4knMy+fMePOSHn8YCNoBVHhR0Kxt5eSIG1vR9xSE418B9MXDat3CHaDoATvoTKmahwyg0u6DmY0SIK7kYRWNJGgP86jjZUmVomkE8UjSzIwTBOm0SQjQPzp5yzbmzIawct5hTpJIjmNxMNsQLxw8h1OPb6Qjhs7PEejBcMCpJwsqQjFGwX9QaC567ORbcKeW7l3pgOpN5izgng00G0FhFxMMvPuYoRygdG0o+0cy/Mx164vOHjuMU3vWDYVmsR2WXF8umJadBkbZbk+ETr842bM9XrNrGi5e/2Ca8WKUg900fGEEcelUOMftlNmVcvp4YbLriImxazoeJh1tq6PVzzTCRNR3UjMypZCB07LNRHFy/dvAfBdn/sE7dQy/T0dIVr6YHncjKnsQGHCHuh/c75k1Zc8eTxlNJOx2fHhmvr6QDs4Hj2cU4x7JtOW9bIiDYZy3or6+qoU3I5L6CfSvVRFgEYYgWEm331z16N6Jd/BrZ4099CIRh5Vwjxx8j24BFuDP8jdkZXgJuNxljNZOuxKM8wippF1iEvYS8vovmJzW0ZculcMU7lvVNAM80jUYBcGPw1yT1op/naF274ztHWQQdfJJMFURbn3UUiiNSimLxq2txJmqzGdrB3TyBixP/GylveFm5xXcikzezLBpBb8lmo0qUh0NwaJX0GhBmHhxTIRbMKutajNR3mJ/pp04OvXDc3NQKoivohXtmFbwTzFw14So60RLb5c6AwHkgCaVl7TT2VUqDz40a4Qk9hWXBqaG4n+IMf0Qct5BAUBSSwLSWB2RbVXel9cqqAynjaJNtaQr0WU6YYeFCkkooH+JKB6TXmm8SOIZUJvcxJkwJ5bYpXwR1kSJF8rgFQlwszTjhRmZQhVYjjJfxczdhX5PtLO1Tsp8cKVUPi2H1/rbH1lx1dtspUANRLcUvHYMtwYpCpZ5ja6jaK+XEbMYUfwhurFguaZAbL4nfJK8ANRoVfSnfGHXoLoVnBWykvAaU8leNi8GadRJHWa4szQzYSF4i4c/bVsetxeVd5ERXXPsH2P4An0mRNK+CgQei2+hzuLi16LqOYosr2r9h9WRUXSv/bGD+NIchG9ks+qRgLUrL5YCJZCQVw40tzj6gHfGcyDknS7JRWKzisYZVX3TsumVAe4dBI0iiAkgMTeN7F6w9GdBKjjXu09VAk1FkNeszLEQ5F0SL1BrTVmLkB79SSLCxaB/sChLh36Wsv6mobGQhmIJsl3UntRft4a1CyQdMKdWeJoIEUYv+jYvrcTVenWYraG6CJhEkmFfCe9yZvPfBDMXmNRLrK9FaSbFMQPLXRGEqt3bkitE3Pcw5ZQRMKioBz3pKjofUWR7UuGboQuRJTSb4QNp2yiv93LBrj7krwmWTDznphJBNXzS1JSbJ+MmB0JVmz45Tn1++Xf26ZgPttyORia3uFM4HI94vrhktN6w+PxmN5bTusNpRVj54OiYdlXjJ2MZra+4NsOPs9zxWMq5dmkQujxyXDdLZm5li+pE943ecBFNeJJN+FWfcnISsJxx11w0otG3Oxky/Gw5Z2TM24XF7y2OWZxdgLA7//Cz7L4pooPze7xD84+QKEDY9ezGQqu1Wue6DGH9VYkIIaCO7fOuT5a83A74eHFjOJgRdM7dBGYjDrWTUk5GlCqJ/zqDPeBBdXRhsXDKcWow84aNk9GIsY770lNJSMkl3WoSujHAZ2Nv5O32LkXZlhhKY5kVNoPFeWsw5hIs7Xoow7jAt1FBTNPujaQVgVhGjFlIG4dYRbZ3gkiWtqIeXsMmrRwsj7rKELdldCLda8Jpd+L8o4/V9K8IF06d2Hw1wRblbYigqpHnkheyzYChvVHWrST0WMoZNToe4N+rUbXXvBWWRJCF4E0aMxFTkitkHjMWme8VES1mvLM0t3wGYAurZ9kI6o1xEKU4JOXOCgxRdGdKtQsW+1kwowtA0Pj0AuLngg5hAsnunk6irtGp4lTTzAatRAWJzYxzDOrL8e2HRswuZRjb06cFOilwU/ivlOnO02YS5FnLw39oXTtWAg8QVUDScH8VxyLj8p52SeG/iR3lzqNOzcMB4H2NOJWwvxMBulOVZFkI7ox6EYTp7vupJVErwzgNdUblvYdPdoK7s9eWsJpLz6LXd6LFLgHjuEw5FGz+f+39+fhmlXlnTf+WWvt4ZnOWKfmiWKGUAwqIIqAShTjQIK/dDQmjcqriZGYaBxCJ2InxpYYL7WvxLSJcei8r8aOU9SgJpEWo4giyCQCAhZDUXOd8Zn2sNb6/XHvZ59zimKoogah9ve66qrz7HGtPdx7rXv4flHpYRhtVTlbTwrKP1ZG+tMQs7OzjIyMsPaD78VE9ZLTJt6tSUc8ykI8peitkARL09YEPfH+BB2FiyBvOnSmiHcp+ks9OlVEc4iuoJbBVTkbsZQcMTrRuLCYFRcCrb7gdxrINqDF9e7DYjabaExPiayOR2aNkczKTFcTdCAdFdf10P3QK4j+wjkIO9BeA7buMT1pu607mSFaRTZiUbkimtIkK3K8Ede6L6gT6BbUDw0ZyPlc1OdRwpYN83QYKF/kWPgF1BHFNoV3zqUGHRXJr5kMwAZyNXSDctDmi4qmgZeLjrRJ6eK6OSWGcQCv5kO5Y9IP0xH+IDeWyay0HeCb4s3wuYZEo4fEQ+D6kiAcDCqCuqIYgCo8TspLLllPgwEiJ165wEuhQaaJdwSkSyVk6FNN8/6A7rocavJb97UoAmhh60YVla1WCF9NQc3hnRKOpKIAAMAMrqdXSKoxZbXbgOcoKqrxstyQZgGNmni6Ztt1vIdWM8E5Ra8fUYszamFGJ4no7mwyumqWepiRWqnEa0QpM906GyZ2s6G1m9Gwh8Exm9e5tz1BpC2RtnRzmRAIUWnAVE8kROb6Euo8xW/j/9zyT3RNwGue/xukTu5rI8jYsXk1D/z4DNZ0tvK9v3kDX33XaXz91zeyqb2ETbuWMNLo0c9CojAnMpZeFjK9ZZjG0k6pEdnpxtRrks/S7sQoBcOtHhrPXK9GFAqjfpoFpLkpiWCzQipncC0HRJPWibdaFWoMAxF2kHumi/xBW3BTmcjKAKwdlmFw+prGgwGdo3JUJCoI8baQZFnhAeuJOoRvFhO2VEFdQvR4JZVvRRVg0JQE6rwfyKC+yAmyhTdTBcVkpGPwrVzev06hRtC0EsKaCiSEVXeL6/AH71Akz5nqS4gb5UUSCMpB0uDd1MYVygiUA9HBO40qPNMwT99ihXyVom8LaQ5kIKiEL6x410p7U7dlYr5rSD/ibQHpmJDLhtMGbzy2Jt5mnYqNG9jArAlZQRRa3wFzR4GLPNGUIm8ihMRWodN577uZ09h6IZdVeKB8EUkg02ITC74zvCTGY5XY9LjYTsa20r9sPrRa365Jh6QNtZ2KdFTscNCRtudN0czN6x7blPPXt2mSMY83EM0okiXFBDCRaId1XTb//nuYmZk5IALPj4XBN/O8c68kCPat8j/P+/zn9/78kLTzFx1HrGdLWQnj+SLc1J9wYngU2LpCF4MJHyAcNTWPHbIlb1XesOSj4klCa5JABkLKFbIUBbwpXNDF7GsQglS2CO8VxpfCJqlcQouDfXSmZOBWzNRcVPBIaU+uwDYkDOZqMHUK5cCuvwwx3k7c77bhcaFHeemLN8KAHk9q8oZHdww6l3WAVBtaCf3RMxKudApXFyOtXBEWBMntSGV7lSvROAs8GC+eLi+eJpxUcHlVhCTsPPmfskBfpIiUE2PnFKWHRyVSao0utnUFP5CSa2OHctyoDPgUEgJWmbC9q1xhupo88DiPJL5bYZb3Bfu3r0GO5FyVz4jyEC0Q22tZcEWlUpFDo4qqSgZtRO5bd20R0ixCKT7w85xsqdBuuEIPDYT/zFuNz5V45pSElVUxAAdKnh/UYEAg0iS+F5BkSqRcALsslSKBYr+BxEdghLZgQNyIPCLMtWvoISFLHKol1IKM8UaXQDke7o6y0wwRqKK4wCu2zA0z26vRrKWM1HrkXpMWdBdaeZa2JL9r7a5pALbUhunaiNQaZvp1Ov0IHhb9xBfd+QMArtl4Ig93RwmUY8PEbpI8wBT5aEkeMNeulbcmtTKgjKK8JAQOQ0ueG+a6Nang6oVkO4SLy9ZlgpPW84K6Rc1TGxQ8d4OL4XOppB2EtVUgOon4gmvJFWHqniHPivtTfFRxQOjprpUBAomeD/21DT7QRVhI+PtU4KCgS1IGYAHRpUI8p0poZlTfYIuBoMo15OBCeZbk2TZlXpmNxUNK6MmXpzIIGkyIvCptjNdIaCvVZd9xws/lQ+GXU4OQfKaxmZZ3yoj8jtgpJaLOWrRRVSbcfTpXmCJs500RCtOFrbASfsQVz6yW1IOBXR5McADJnQxkMBVPatJRTzYs11d5ubc+UCgrk+DJjcxP/AZ2UMm/ZKmaT5UQ4yID30DapzPJGaPom0rFVulcQVZMrrykRQyqH30Rgh1EDQYeJ+UUYbvI3Rrz8h2JHZ1ji9BspslCW4ZKdTZIP5Hr011l8ZHY635YdCYvUk+QkOYhR0Vq+qRwxA62BgjmjMhxaMmhwSmJ64cyw3Chl/yBYpAkuQwe1TdlfhYOgq4iaIOtQWNGkY4oXABBH2q7oCtqQ5g+ZMMeF0iiJkq0CJWFsCuzK7R41LyioFYoXOKhxyvRMFRWDLfyEO42mEQGhfEkZC1pR9ABNKRDYBIIfJGfpUB3JDE2GXdF8jrkdRkc6J4YO2cKXbjimhA4dL/4YAQenWqCji5yH2RQF0+CCyAbVtjYowo5jrzpRHOuWzBWx+JmV4NB7WBGWVxjX1x/clV4/woD4ylJVYNpg0kUedOXPF1BV5G3vHDvDAxh4MmXSugQpyC25WBGKDYk9EsiM2bReBSiQor8PZXKwDSelHs5uE8Ug850TBJXVX/wjCB9DXzBYebmdRLrVkIVU2FZ+Tl6h2b6ZHnudC4fx4HWYzwp8jA+pAyX6GLm7EekJF/VPX5UPHAGsJmQx2ojQtpz7RpBKBxNA+6wMLAsXzNVenaMdmU1bi8P6Wch/SwgzQLiKGOolhCbnNF6j9G6VDn285DdnabIs2hHLwnpTIqH6wXuPgAeCkfYOjvMUC1hrN5lvN7h5zdvBOBFP/shO8Zb/FvtJKJpSy3MqYXCn1ULMjJnZAA32saNKJLc4JwmCoUGpNOPyDNTegOd1WXfWd0X0lKnSkUCOx3JpCUsEo+d5PsEhXwSgUe3i/ey+Hv0p4rpk4p76pBE8SJ9QIg8BxMUIdyl+CirIryWjokHWRXFMKTirY6mZbKUjDsZjDhk/1jCXd7Ke64CL+kEtqBTiAc5phK2z5e6+bSG4pnXcwFBW953irC66StcUCggBIM8rcKDo5if9BX5kQNvu6/Z+fd0wDTfFjp9FXroiR0AsSMmUYSzYvt6yyT5XHVkIFFSMqQFI34kx9N9eTecochnlShAPiTtdAaSmvwdzhoZnHkIu/IeuBCiKYXpQ94UOxu2IRkHXcg3pkuKfvbkPXe1wq4U7xLGYzpaCgXiwp70VUmOanrFexlKTmowLVEGgMY26E9AXgOdQzQDeV3akbeUJOQnGlXktC6MaHgN2agVT5lFoh9eYdoLrolD0hyKyfBgYnUoUZGaPjkcsYMtNZ6gWkpEyQvRVg8MKgCh8GCUno4igdwjfDBxjh325fpkwpN45meQchZyoH/U4OeCJ08Jq3G5vRroGxb8S4MZzIJwmYJi1rvgQw/YZZ68mKXnxw28PQqr5okTvZLzm+JASnmUVwQLwikKFklhqD3eFKVYROQJLJIAGmh6easJFcRqXs+svpd8scE5FmqCAYv0wQbrFhKK7tm+haSQzmnCBdvnVpeSGYO2DI4z2N8NNCm1VAw5rzAjrpDdmD+2X6NIQVi4F5yj1HdTvpRgMsUgxztVkkWK/InMqvPMYEaTkmZk9oWWwPiSUDKILKpg+HfLJPTpEkPQkGrCPDOldFKWBNQaEk7rtmMpG49y5iYbREMp9Tilnddkuyijn4bkaUCjkbB7uo6zikYrKfQuM0JtaUYpy5tzdPOQ44Z3cmxjB6Omi/Wa7dkI1+0+mvWtKQBu3bmKZc02gXZsysd59kk/B2DtLTMAdIYj4iDnpLHtAPxs83pcFtF0XZ61+afc/bLlXHDUvdwzu5RGkDGXxrSTGIei3YuFiLUdo42n0UjodoW7rNXsi5SO9tTjlF4SkXVCmmM9oTVJAhotCZ/2u5FIxAwnZImU7TunyLuhMLwXA3+thVA3Tw1ae4LIMrtSPBlhTQZ45JqgqG4caH4OuJlUMei0BbGpKTxvwKLnRTQ85d2rK7+IOHcgO7PwmRTJLfeIZ3egGyjHVaVM2OC5rRfvxOO9QwtlYx7vfdwbBrJnCzUMnfbExf572go557xNWQi/aBtV2ia/oO/KF965wfaF8zwvbLZVntSLKkVJY1F4GQe2kwXXcWE/gJIp3nkZwOKLfhT32nnIlw8aqUjXUDrAwZOuZZFtL78jhW3GKjB2/ptS7OwoJnvF9Sl1Mz24CekHDlx9nmLlkKHybD0pHLGDLTcdo9u1chbX3GRon5CVZJzeeNSwkJqu/LeALS+UfA09GxQPu5OZB0UOgFOE01Ktlg0Lm3B9myYdlm1VJjPLbETyDlRazCLrFpUbTEeTj+bgNLXNAf2jiiTpyQjbEBFZP1ckzQ9luNwwfn3E7jMzfO4Z+knE3Ak5NvDoOUmgzEeluq25KaCzxklpeV+kJJIltsz7wiqZ5SEzJtt04v3pSrWgaQgnD7MhalQIDN3OWJLGQ4ftSLtMI8MlgfAM1XNc30ihwFiKd5r6PRH9E8RIqF0xrjkv5Btsj4ROIpbwnJAESq6JNx4zF8gsuJnLYLenUcNFJV8vQDcz+Uj0AoJWUa01GxKN98kVZFsbqCUJUSy8Z24uIiyIS2kH6NEUl2vGfhAz9ayCzXpKXo9cQzinxCM5LFQBZs6QLS0IDPtGRIIB1wuIRhLh/dleI1grCeLu5y0aJ03hvWJu8xCNVW3CwDIz2SKsZ0RRTmfzENGKLmFgae9uYOo5UT0j3dJEL+2D8eT9gPpQQtoNccbRqKekO+tEI13iwNJtxww1+9TDjPZsjRWjswDMTDY56SghGL1vxwTnHXMPqQv44QPr+eVj7yHQlh/vXMsJYzvQyrGr3+LUkYf5WXs5Zw1t4vTag4zrDAc8nDf57q5jeMHonXKdveKXWlsIleXD9/0yZx67CYClbaF9GFnS4ZSJreX2N/34WQCcv/0mAu9onp9w1tAmdictjm9t57aZ1WwY3k2oHLftXsUzlj5E7gz/9+fHceryLUQ652fTy4Q8dXiWO+9fychEn5F6n4d64wzX+6SRYTJp0YxTktzQm21SW9MTFvVMY2oZaTeWaj7tybfXCVd0yTNDOhfRWtKV/LdtDZpr5rCBo9+OGRlvk+WG7pYWQ2vmUGHO7K4W0XAix3moSb68jwkc6UyMGhB0Dp4RD2pnXCaf65mQcFYqEpWTFE87JhWCYzdETD1bmM7ddAStnLCWk3VDdGiJajlpEuB3x4Qru+ChO1XDFLmIeTtE14W81XVCKNriZ0MpTjEOOoEk4RfeXd2TkKJrFNQuiab1c8PcL4k9om+EuHQimX+Pi2R2piLhk6pZ4cyzCj2UStUkwirvMo2aCVFLEhlITUdCY2KEzV2lSnJEE7GJti52SffFy+bq4u2NdkvCu6s5yDTNzZrOOosPPcG02C03ZCFXtO4OmD1ZrsmSH4VMnpNKaLgdyEBuKMP1Aky3IG91ivjnMb01ItdldodSSBQ4dK+oYI48WKGYsLWCF7CniWaRfF/jCWcMyiLVlLqwtRSySX0t6RaFPVl1jWbri3NU6PEzoYRTR3J8rmjdHdLZIPZad4xEWxK3fx++J4FBdem+7lNBcMQOtoichJoKTqbOiTIg8gDFQ85MhK9ZtlxoJbTmpcpEZeLitXUxkEFHS+nuSBH6AlDQX+ZL6gZCTxZLzpbpihFRuSSw2obDxlIWbocs/dW5VEWGQiyqco3eGkt5OqC3SwLy5KkW3THEk5r2UVIlVN+uyVoyeRq9LaC9ztOf8MJ/g1AlDMqiVSrueeLCyoPkpWUK1Q4kOTVXsLOGb0roRO+KZYLTtKjZkNXXeDa/oCiP3llj6EFFe4PDJxFhR2MSyLMYF3n6yxzRphrJUiuGpNCBU6EjX5mUycmE4IpQn/j/9fwgZzKSQZeW6xDvVvSXSS4WQLwrEP3GWHiK0h114UAayfAzEX0dopo5qpWRTcWoRo4eS7GZfGRmn9dDO2Gjd8sS8W7OhSTLHDgYuiOkvd7R3KyYHZLKRJVJOMfEYhCzXkBQy7ETCXZTE7ssgxUpsw+OSEgxEIoGX3DwZEsgnYnRDrJeQJrFmNkAajlJO8bXLRok/8x4IUPNNFYb+iYknDGkKwL5eHUD/Jh4QoLYkllDI0wZn2izeXqUJc0Oo60e1z14NK16worxWR7qjrKr06QZpWjlmE4bNIIMi2Ys6rIpWcrSYJbMzGFRbLMjBNqxJRvF4JlOG2xLR4lVRlDP2JaOAnChfQCAh+IxptMG27MRLIruLuHXeuGPbwDgnrOXsilZyljUxSIEqdOpUEzUgowfbV/HRLPDivFZ7ty9nHYvph6nhNqyu9NkfKJNqC3dLCIoQmyDa9EfDshyQzhj6C8LsbnkQOW5yKR4qyCyuLolnaqhmxlmNqCjhEJDOWjvbKIih9kVMp0Oi+ch8Mxtb0nBRsOSdiLMjhC/QqoTs57QyojUlvCm+UAKS4Y3K9pHacKZgHSJJVmG2KFCzsoXyfizz+tBanC5xoyluFyRTcVSlOEV/V118dCMZMIdNheISHSqITHEOwPSiaIIoGuIHwpIRyQJm55GpwG2ZXE1CVESO9xgQFh4g71xtE8RLimfSVjUjeTQDol3GrF5swE6VQQdhe1p8qZwz0VTmqxfQ8ViM1dfHbH5hQpfczAZS5rGUC7h106EqgsthCps7cAWAbiGTMJIJbSfjhbFM5nQWfQnJFm+daeisxp0V1Hboektd7SPcsTbQrIhx+SpFrNLBn8Dyh+9PcY3ndjaTiAciatzCSDMBthYBlbBXCB6rEZobnxQ2Pwismqbjn5NlR4uW5+3/4NvhIQji1Bi6FFtkQXbcqGEEemGcn2CIgcuV3ROLIhzEy0TVEANKCYOJSrP1pPCEVuNeMJn/xjTiHGucEsrStK5gbt8UaipqAQr17HYtb1wv3IlxQbMb+z94rDSwhAEMC9D4wfu73n5noVufK18ee6Bu3/PUGDpci/2G/RzcMfLcKlnUQhgcPxBv/cMIWjtFvw9CMXJ8Y32ixTvn8jxHi2UMcAgLCLHdHsNcwzOsTBks2cIchBa2du5B+v2xJ5hj4XtHOw3OJ91Gmt1WT0oeolyvQYhRV1cE2dVyU6dZ0b2UYjYMFKBaK2eFzkvZJCk6ktkTdBIXlhR/ap7mnBOy4eoEA9WhYFWgRDEuqYlaOT4bTVY3ieKc/qzMUEjY7jVp5eEWKsZH+rSywLm5uq0Wn3GG12OH9nJmtoURjmm8iY37FrH0nqH4bDHtt4wudOMxz22dqUU7F9u+H8ZT3pcduoluLUwm9XZOjXGlu8+B4Ab//o1uAnHf/nkG5nsNmi3awwN9aiHOZNzDZxTDLf6zLZr5N2Q2nBCmgSwXdpue0EhD5NJqXxRtSpfPuFcyoaceJZTJderbovRB2Xiu9K+EJIvwoDFtQeR0cKDzQ1BoaVoc402vlSeQM1raHooqx6t1ehCx3Phc7LwuZb/55+3R3sG9wwB7i3EvuezODjeY72De75XC9v2eO/no72DZShODb7PapGdGBzDFefe83gL27UwLLnQXu15/D1TAgbtXWiK3cAGLmjvQpstoteF3JhaIDr9GDZ78PciOw+lMd7zOioW2+lBG/WCNi+02SA2ds/rmHcSfvaaqw5pNeIFZ/3JflUjXnvD+6pqRI5gz1Znsk5gQ9EDy4r8ikhmSzbVpQF2mYZCMmOQrzGodvFFVU9ZvZSL5wHj8cWMbCAH4VPx4KA9PimESAMnFWhWiTyP8mWIQGmw/SJvo9BP9E7N0ygsUKFfSLHgi6o/inXeDta5so0YL6GJIuHcFNVRLjVy7kF5OyKVYTM7MrGvAABZQklEQVQJNZoiVGYTg6nlkjuUGrTxmNCK18BKvpH3qlyntMNmBm/1PHdRasRzYIr2e4WJi49ZajChwwQWazVuIJXkRRxch068B0XIMqzn2EzjckNYl1lg1hcpIG1cOZgZ5FEN9BMB0RoD0SjLdVnaLozTRVXUgIIi0ahmLn0t5DyiOMcD/V5EEInwdZoWQtGBVMj1OxFhrWhjKnlX3ivSbkhYz4tKOk0QOHTx9yDfJ7emvL++W4S3Q4fPDaZtYHlfnofZiHBll2CtxSYhUZTTqKX0khCjPc04pTce0O7UGBnqMWUVrWZCq5Ywox2rR2cYjhL6ecBw1GcoSJjLY/Jxw4raLIkLWBrNsSHeQVMnzLk6esLh0CwJ51gSdZnO6oyHHSKdY5xjtJAUGV/RZrzZYXc2hN4+whbg+PTnTHRn+PE56zh+ZCfxWM62/jCBtnLukZjJpEErTJltxDw8PcJIo087iGkvVYyNdJnRdVrL5qiHOZ0kwo4r6nFGmgV0exHBqgxyI1qVo6J76maigmXd4vpFtV0zL9/lILTlBy8I5gfNQST5WllPnj9nIe1G6MgSRJbuXI2wlhMEtrz/4SCJv1MjiHJ5pApdRVNQnri5cF5UuV8UjxQC8ThKHjY/GBQVYsaDooBBfpi1umx72g1LabGsF6ID0fjLi3c6jEVyxmXFe6VEfLocaOZGigwKOpKBLdCBJOL7zKBKChexeSa0eCc5hkE030alRfLGZqZc55zCJsH88fvCpF/aGlcIM1uFywq6GFV47ECufy42qaRosQVtR+D2YgPlhdaBLatPdbmfDJa18bhcBlYmFCoOlxmxm0oql5WRylSf64IGR+yCzwpKHBZQ4hTkyn5hG4sCBBX4eTqMQqZN7q8XbsFiYmUKmh2bFpW+xbfKpQbsYfCReOYHlfuyTwXgCB5siRp7JHp/xYtpuyGqbdBW4UZEVJquETbn5YOcBXFjq4bkV5ndoYgray9xeI/o5GnQ00HBRC8uaTpG2MwLok8PkjPikVJiLTkSrmOgqMoxBbvygL/LdDXZeC60AjMGW5d8LpcY1KyBkUw8GtOFOzoWN7/paLIluSTJT4Uyyx8ZCG1HIgitkdyOglJBT4UiO6Ig3hoIEamG2lZDf6XBp1KmnI/k2CwSA9LKSWZEskgNi1p9uKWOXyHXL7y3LscJPGomlkqhulQG2XaM6WsYz7B5wNBNdaaekYkxv7VFb4MMpIJNNZI1QjQYbQ/J13ohQ50MyZfJh0nNBNglRThnNsSNpaRWQSeQdiUG5kL0WILLDcG2Oq4ok9ddgx/KpT8BwjNkFXo8EVHs2Zh4tI/NDdmmFmZ9RwaU97VQx7TlY7I7Rq/oSq6bVURRTuIDXK5p1FOSLCCZjQhaSTmgMnFOdy5GB556I2Fuuk7UyKjFGbNbh2gs6xAYR/ylUbL/n1QRzsw2WLl0mt5YyMxcnZUjsyQ2YMvOUY5aMsm0qZNaw8rWLFP9Oo0o4+iR3TwQjbGk1mV5bY6HayM0gow1jSm29EZZFs8xHPS5b24DFy6/iyHd57rpY7ls6X9ybJhRU4Y5l7E23M1P+6s5ufYwO/NhHsrGWR/tYlO4jKFuggasVmwY38mJta38tL+aB3ZJFeKLf34jAEsuaDOXx5w6+hCralN8a/uJHDuxk7qp8XBnhJNHtrGZMaJxy+rGDNv7Q+xuNFg/NMXPgyXEJmes1uNBN0pkLKO1nsgCLZkhNjkP7Bxnyfop6mHG1l2jDK2awxhH+IUxkkumya2mu6PJ8Mo5+Xu2xtBoj243JukaGkOJ5PhZTa2ekvZqBI0ecZgz2w/QgSOOctJ2JIMn48h21jBLEpzT9CbrhMMSjs4faKJW9wlqOcl0TXK2hjLcpOSOYSRchQP6wlrvMoPeXMeuEOLLdFtDwsqxxU7G0JS8IqYikmHJoVTTIdmITBDNrhA7XnjOpyJc05KmhnhzSLImI80M9U0h6QZ5n4Z+HDL9TLEhPFzH1qRSUvc1uqdwoaQQ+H4ohMzrUnymUA/VyFelKC3990VFJe0Aq5Ew+0yANcLgXttu6C8XKpV4lyFZmYtgc8fgRnPJ8yoqM11i0NOh2NXAw46ahPqHc3weEO4OJKdqKMd3A6kIHilCb1MRvlFcr24oOWktGWiHk5LC4Qx4W+SrNhy2yMci8PgYqczUvqC30JL6MKgI7RjJs8oUph1KPu+oTAwHIUI/LIOyYDrALsnQgRU7mytoyoR7ILLtGkVV4kyAM76USPLFJBEtxLPu0EsjVgzyTxJHbBjxvK/9HkEzfsxt9+Ymf6IYzI4frXoHwPHYx3y0c+55zEE797b93rZdvP7x2/NYx1i4/yD0+mjbLbwmiyqO9jzXI475KG1ZEF7wfoFbH8oZ7CAUMF8NxPyschAasKqkYBjwLymN0AZYVTJTkxX5GIEvpTeEP8iX63zkCh4kBeF8cq8zst+AfNU2ioKEBUmzyoHKinUFFYmLpaBisJ2rCbFhPKmF6FCJvh0esgkhdA2mAuywFVLKboDXnqAlyclMR+ilffFA/rxOfnRPZu6ZEe+t1TRHe3gP3ek6a9bsJlCOHXMtzlt7H0fXdxHrjLatsak3wQ1b13HSxA66eciW9jATjQ5TvQYb57bxiTu+yJZoiEuf8+uMxz1+unMZ/RtPJ0tjvvD/vYNnbrmTP/32r/LlqdNYNtQm95rNm5fQGO2hFHRma+WsX4cS/hu02YSOfHsdRtOSHV05JX1ODWYyEDUHqwh3BaAgG5JrXtulhW4hLhKVWUB02dNFErbcGx8WVBuJ5M8svG8lWagTKo5BkQmZnpfdyoXTTTjXhMTUh4OBlSq5ubyilJAZPHsDPjW8yHENOL2E60+86/PhK1+GwQYhsMH7MqjGK7EgVLm4+njxb/b4vegQe0lPGEDvcfw9z7G37fZsy0Jo9txu344xsI1P+HyPsvzR2rPnMfcMvz4R7BnifTyk7ZTvveKjhzSM+PxnXrFfYcRv3/T+KozIEezZqlChwsHD0lSITXdErXKZbTfJ0pia6nH6lrvZftIw3ZEYpg5XKytUqPCE4WGfhaWPKFfOY+OIHWxt2rIUXatLTB7Agy7ICRcSQpZVRaGVnJ5cS46TkxwnFUoulCtyeFCFq3ngHbHzLOA+m8/bYpA7FYpsh7daqtmKfCxT5D3YrMiJCmyZczHIt5L8giL3o9hnIKGhjJvP5yqTNiW0MMhxWPi3Doo8sSLnIIhzyWfyENZy4STqB4R1yYNK2hEmtpjAkSeS5xTGOXka4HIlOUq5KfO78Arbl/wLX+Q5YBYXAFB4tXTBeO6yBTlkSYCJc4LQyjmsIq5neCBpx8QtKUVPZmoEzZSgKNXXoSUILUk7AgVRIyu5rEQjTo4V1TO8U5ITVjwHA44el2vINbqglPC7Y9R4QhBJFRpAbUmCtZp0NqK+rIN1mnRXnaGVcyjlmdk+xMhy+Xt6xxDN8S5RaJmdrWMCx1AtZW62TlDLqRUUDsGEyM10puuEayRukG1uopb3yZYqXDskGkmw45pWq08dmNnRYtnGHRjt2Lx5CUcdLdxW9z+8lJOO2oJe57lj02rOPO5+8vWan25fzrPXPADADzev54L19wDw451redkZd+DQ3LR7Db99/A1MZU2OjbexMd7OqFYwBtuWK/7fyXN47tA9WK/4b7f+GleeejXH55MATIzP8tb1/8G1sydxbM3xGU7hee3bCLxj5twau5IWv338Dfz7tpN49sQD6KWbuHbrcTxj6UOEyvEf95/A2UX7frB5PSc//14C5bhjx3KOP/UBHIo771/FhqN2SD8fWsqKVVOo1Z4tD40zvGIOVkC7XSMM5H3OljgpMNleI1xTUHPMxdSX9EVjsi/8XFluyPoBQ8M9styQ9ENGhnukmaEz2WB02RzeK2a3DNPaMCO0HluFvsNoR3eyjh5KiWo5/TnxoodLUnn+JmMYSwtaCJGH0kW+kS7syCCnSmlP2gvRxhNE8o55jzx/3RA8xK2UPDPY2Yh4SY881+SdiHhEqFaSdkxYzzDGkSw8VmbK/Cnn5t+5wfsn+Yt+UQI5VkkVrvK41Egup/KiLxpbTGCFUkVBVM/IEqFLCGLJ67SJISryFgeVu1r7ch8TWvJEPk1l/lRu5vNOnV70d+mp85TX0FtdSoPZQT5aaLFZkf80yFlFrqPNJafMFHlvNjXoQGyo7QdiT00hM2Yl1wq/IBe3qGyVvNnC1g5yuqyalzTKdHGvPTbV6OK+S06rKiXDSmJewA1yvZTH5ZJH6vuHPo5YhRGfHA4D53+FChWe7qj15YOd1E257JaHTgbgvNt/DMDOc1qP3LFChQoVnoY4Yj1bFSpUOHio9aQarl8MtrIs4K7tRwNw3q034SLY/awWdA5bEytUqLAv8CxO0n2i+1QAjuAE+aM++afoRpHs90SS3x8nuVI9yiGeSJLkYyXRP5G782jn3p+27A8W8tw8YSzkpnmMYz7WtZHtFu8jf+w9gX/R+R71fj368ReveORx9uQt2/PcC5P/hVdNLVq/uE2+/L1Ismkhr89ezi3bu/L82izeVy9Iah7w9xjtSykYpSDUFofCKF9yNmnlCYxlrh8zVEtY3mgT6Zx2FvPgzChxYNHKMznXoNVI+J93f43nzdzP/zj6Ar624iRmti2l+9MTGfVT3PKB3+bmU9fy2vddSitOsQvkZKzTWK/QeKzXJWeTc7qUhBnI16iSg2lBUcZAemsQYtrjPio1n3xe3pO93qM97s2iRfMJ6GUS+R73Ym+8UHs/1mLs8/O3x7H2lgj/aAnqez+/f/z3+XHe3b1hv2zEPhz7iW33+Ns81vV5Mrb8sSSJZMG+fYNct8/9r/+LQ5og/4LT3kVgHruobE/kNuH/3vqXVYI8lWerQoUKBwHjuUj17I5ElDqfFkP7jJ0i2XPjGesOT8MqVKiwfxhMUvZ1nwrAETzYim9tiGerKJ9WjpKV25sFTAEFnQoa/GCi7Cn1RP2CrLdy4lF4HfzAeTF4QN38fiw8lttj24EGlZpvi/Kg8mIXveCYC9qy6EXY2yRs4TYLZtiD45del8HxB9fFF+3Q8/1U+Xz7WLC/cnu0D0p9rIWTt4WTxL0u37N9bkFbAnAF36iyYBJph43kf+WkfToDF+1xDYv76c38ecr2mQXX0T/G/fTz/fUGXCC/dSZtcQHYGrjAo5zC9MGkYGOEp0hLO3RW7B/KsXQ+/yy4sLiubkGb9YJ2FJ4VlSt0LsfJ614IO3NFOKfQGWTDXmRCjEenmqCryIbmeduUUwRzinTMQcPiHdS2hKLxOeTwIznKOFzfYOo5cT1jRxKR5gFLG21qQc66kWl2dlts3znM0EiPbj9iPJXB1r3tpfSGQnRb8rNedOsPAfjWcSeRZgHbuzHZXISuWSnamAkI5zTKQrK84JPrGqIpTT7k8dqXVBzhrCZveFwktA2mrwhn5WFKxuevRdBTKCv3xZvCQ+HUome2vP+FPdAF1ZTXsh+qWGaLe1g8ZzoDncoyWwOvPTqXe67zBfdcFffXPvqzNHhn9ly35/2Hxc/xwmdbZ0U/g/nnzKTz7S7bYhe8w4VtW2gDFrXlsd5ZteD6LcwA3tMWLHz/9rQnbsF12dP2MH+99ta+RyXa3MMWPsJG7uW+L2qfZt5GD+z2Qrv2KLb8Ue/noFnukW0pvz3IsRbZqsE3aXDu4lrZ5NCnW1cJ8k8OR+xgq0KFCgcPo7lUwU2aOi4L6M+KhM8L7r6Jdj3i9mNXH87mVahQYV9RaSM+KRyxg63uWouJCt20RKY1Pi5ICB0iEmqVkFMW8gpCcCnTElX81qnChfJAhW1FNuRLFuBo0pCOW3zk0D2DToVtvSQ6bFohKEx0KdlRCkBrmdFTd2DcvJRH5IRAM9NCmpkLi7sPPbqY7bhAhKe9QvqXiShrMiEejpKQsebQicLFHmIrIq8ANSes0LYgibRapGoa4lrznRA1oEHoBFArZHcGkhaBeEJK6aJUo1zR9m7hUqpbYX3vahGANV5Y9QuaDNwCmYtMYxoZKHD9AFPPCaKcLAlwmabWSslzjU0NcUPalRZyPQpIeyFRPUMrT78boQNHGFqSbigUEM0MZxXZXISp5yIbUtB8gJSfK+1EtkRBvZkItUMvZGi4R2Ac7W6MNo56LaXdi6kFllYtoZeFdPsRI0MdUmuYbdeZGO6glGey3aBVS4mDnMl2gyiwRGFOuxejrKZeE6b5tBsSNzKcU/N90R5rNcOtHt4ruv2INSNzhNqyY26IiVab0bjPw3MjLGl0GI+7TCYNcqdZ05xmV79F7jVrG9PM5TFbO8OcOLqdxAXsOr7F0a1dTKZNujbimOZOHuguYW1jiiXhHDN5g1eO3shRQUaMoetzfpoNMX1sg6Vmjgd6E9Rvk2flHc/+Jj98+DQ+w7M4ls0s60wz/cI6rzjpJ4wEXRIXcufcStY3dnNfZykNkzIedfh5e4JGkDEWdbhrejkrm7MMBQkPdUcJlGOi1mZzZ5RAu7Jvu7tNVg/N0LcBm6dHWTY0R+YMO2aGaNRSlPLMdWulpuHCa5l0Q4LYisRRP0IZR6uekGYBaW4Ya/ZIraHTj5hodfFesXu2SavVoxbk7Jxt0aql1MOMdj8mzQ31utBH9JOQoUZCbjVzs3WiekagHUkS4rIBZYsuaVd04AqJG43tBYRDKdp40k6I0p64kZFlojpQa6Q4L32J6xleCU1EVDz7STfERJYgcKIriVC0ZGkg2pKFDJbtBYtkx8p30Mp76x2YjhHy18CJlBVAQ+yG114Y4wuJGl0rpHEyjY6F3oa+QTXz0m6U9qQbiNKFcfL3QLKoIJwlcpAYsVWR2LkBMbCyiniXor9MyH91T6M82Fg8jAAulnahvNjyge0Mvdi8QgQcq6GnCw9voSRRCD+XNlp7UQIx4ENHMB3gIo+rW1SqS5uP8eiuIZxTZC35PuhM2u+NLzxV4vkWm4e0QxcC1ZkSj1ZQfJ+8EhLensYbj1Ppk/8IVjikOGIHWxUqVDg4iFL5QHkFeaj4+dajADh7+08AmH3uvrFQV6hQ4RcAlWfrSeGIHWzpkRQ9VHiI6gtEVr0qK7i8Q4hJPYWki0cbXwqFqlDEqV0motB2tUU5DakQlLolHpUaFGCGUqnISQ2mlRUEdcVMtulKEVezrIf2Cpdr9LgtBZJ9oxApdQoXaPRQVoqsOisEeN5TtoWgEGDNNWrEkkzMr/MT4qnDatSIE9Uaq1CxCL46q9ChRxs5tzIWU3hWvFWYsX6xnUaNJkVVm8IFDq2FqNQVxIhae6hLBZlSoIdEJ84V5I16vKgocwoznMzL+SASFqXKvdUExhEWBJO51QwN9TDa008D6jVLNCReniw3xMMZgZH7U4vF22W0o1VLyiq34YaEulJr8B7qI8JD0M8DjHbUghznFb0sJNSWOMzFo2UN9TBDj3jSXF6hVWMz5F5jnWblyCwAmTOM1nosaXRIbMCQyZlYJh6u1AasGxd9wyQPWDU6Q2QsudMMRQlGz2eW6nG5BgMpj0A78WZYQy3IibQlbRlSaxiOEsYnenTzEOcVx43tJLUBs2mN8biLxjOdNhiNegTasjttUjMZJ45up2cjJpMGa5tTJC5gNqvRChPaNmYk7PFwb4Tt/SFW1mb4Xud47gpmGTVdIpWT+oAH0qV8efaZvBQZVM0FEQ9ky3hw21oAzvrxrQBc+4wTcF7x07lV5F4zEvZo25iayZjNajSDhLXNKbb3h+nZiBNHtzOX19idNllRnyV3hsmkyYr6HA7FbFqjFaSMj3VpZzHOK06c2EHuNbNpzIaJ3XKNnGE47hMZqZzMiypIrTyML5CXaoF1GqMdQcORWoP1mpFajyUNRTeLiIKMo5f1SPKAzBnWjk8JIaozLGnKc5TYgFqQM97o0s9D0W5c0SufqeF6QmAsSSbHqIeF9zUPyK2mPiyen14WoBSMNnvl89qopRjlcCis09Rj2VcpTxTmOKcJA0uz8M5Zpxgd6WKdop+G1Oop4dD8u1RrpGWlp/NK0qyKd9EVpMN6TN5VZxW6lZZSWK6uyvfUFdWjpU2I1LxNKAg7tXEQWWwhYq3HEtH982BGk9IW6mE7b3sL26RyBcOFZyiXtiXLRGjMZwY/JFqqqlinQ4dRQgyqtC9IRwv7GjhUYyBUDbqW4+uFHQ4cqpWK/dOgmvMkqHoiK4lPWd3DKA+pgdjilvQxXmETIxqsq5y0y80TwfpMyzUpviU4IUMdVMqqwqHnrDybqlV8K5xCD4l+q5ve10z1A4BqsPWkcMQOtlxuUDtr+GEZtNiZCEKPiqyIFKcaahZy8KkR4VGHiFWHDh1ZbC8Q1t9mjveQz8QQO0yxjnSedTybi0ScupbL8buBiMhqTzYn7OY6tuS9UEJ2zRxnFX66BrGT/bqhHHM4FRf9rhg/kmFiSz4nTOZBS0JibmeMH8lFtHQ2EiHYWo6zGjsViiC2EU05lIQAfKolXFkXI5+3YwgdKnRknVDCAEOZDP4m40KXTpG2Q7kOrUzCbzMRZlREaZPZGBU4wrqcO+uEBI0MpSDrBXivCGI5X9qXx1EXg7bM6dIomsCRJAG9ToQJHUFg6SURWS+g1kwBz1ynRtoLaQ730cDMXB2tPfVainOa2dk6UZwTRxm5NfTTUD6oRozgbC/GOk0tyrBOs2uuSWAcjSjFes2u2RZRmBMHOXP9mCw3RKHFaEe/X8c5RWAcuZWPrvcQFAoF3iuMcsylMd4rImNppzHdNCQwjmaUMtWLSXLDUC3BOUU/C0vKBV9QIwDM9ENqYUZscqZ6DZTyDMcycHx4boRGKKHJuSRmKqljlAw6u7kcL7EBszomMhZXLN/Vb5I7zXjcYyarc8/UUo4b28nK2iztPOKn08u5cMXdNHTKVx4+ldet/z7rwkkaOiXzmofzMa7dfTwnDG1n09alwJ0kccA1205my+6VAJxz3+2kSwzpiYbrHjyai1ffhkVx9ZZTOGVsKytrs2xlmB/vXMtxYzuJdM7mzgiBdqW+XTcPSa0hc6YcUFqnaasIW2RcxyZnZ69JN4sYivs4r9jRbeG9Yiju08tD+plcQ5CBlVJeaCecphZmOK+Y6tSJA0stzOhnITO9Go1IPrQzWV3oM/A4FP1i0J1bXdJnWK/JrXxYB7QWs72YMLBExtLPA/qdOo1aSqgts72aDLLiDKM9U506RjvCwOKcop1F5SAwDCzdtEaaBDSbCVo72r2YLAkYHunivGJyd4uonhFHOd4rpqaahLUcox1pKu/S4N3Kc0NesKZr7bHFgAQoBgKeNAlRyhPE0p68HaFCVzLZ+1wTtlK806STEaolwtjpbCQqHPUclyvcLtG0RIGbirA1KxPXTOM6Iaqe453CtkOxwdrjupJGoeu5sKh3DLRyYV/vBahMo4dSXG5wkwGMp5iosG+FXbSpRu0OYTwVBvnZCCKxra4f4GY1aqh4JmYisbuhJe8KA/4gNOpmI2jk6NBhu6GEWAc2czqGyGFqVgZjSYhuZWjjyTuiRqJji0sNvqtlgOcVrhOgCsZ71wkgknCtSwLIJJ1DKY/bWRNB7jA5wF/EJ4CqGvFJ4YgdbG34rCNyfdKRENN3KJuRNwJ0rtGZw4XzFT/KZujcY+sGledE9+8k3bAUvCPaPEW6ZkwGS0mCD7RUKYYenCWYy0nHY7yG2o4u2ViNvG6ob2mTjtfJG4awY9GpIxkLCboOneVkQwE685h+Rl43KGdQzuO1RWcabxSQE85lZEMRylviu7aSnLgSrxS1h3aRrhjGBxrT6WPrgeRNKY8LLEE3x9YNNvLUtndJJuq4WBPvTrB1Q9YKiSdTbM2QNUOCrsWkGelIiM49Ksux9RCdioCyixTKRcXV9ajM4OIQ5SCcsWQjMV5B865ddI9bgjeK+pYO6XgdF8fopBiUGIULpVIs6OSkwwHeKBoPdemuqeFCRX1nSjYUkzU1QU/KE7OmZqTvUdaTN4ZQFoZyj40Uygr9wBCgXCTXzkPQd2RNjXLQfLhPd2UNF0I8mZM3DPWawiQek3rymiYOBxWHDj1iqAGth/p0VsfoWBHNeWwEeV1R63l0BumwVMKFXU86pNCuqFIr3rzBFUtyqRQLAT/r6bUU3kA06UiHtLRrRmb0vqnoO0iKykUbKXYpiOYctqWZrkHY8dhQkTcg6ILJPP1RhbYQzXmmxqVdQR+yJmUF3o4IyU8Ebg2WcnsmlVA2hi/1VkpFWwQfnbyEuQ2evCmi2SpXhDOau9wxPN/cBcDm9jh3/edJeBSjyRTLOtN87djT+ej/fCXJOPxjuoJoDvpjcF2yUp6jUK7PbSzFm6K6s6jMDDuQ16R6LGzDTCxVqbXpxX3NZh29CY3pQ7ct1w8PJvXM+vnqu7zjUQ6SEancbG1Omd0Q0bMQtT3hsMIBSVE1GikoCoIJ86LqT0PYk+fMG2jOelwoz0DU8wxPWjorA0ziGX04ob1WQqjxjCUOFfVYobMmQd8RRwobK0zfU9/WJz6qjs6gsbVPZ3VNztVx2FjjNbSsx2sFCPdRw4DOPN6M4g2Mdx3eBOQ1Rdhx6NSTjkaEHUc4l9NbGqEzT2Nzl+6aOsp5otmcvBlIxWIm75OyHtsw6MQRTfbprWqirKdxz266xy0BHRDOpGQjBq/lXfahx6ugrOLTKXgd4iKN6eWgDLamiWYybKTJGyFhx2L6Gcl4RNjOMb2EZEmEThzxri795Q2U1YTtnLwBOpf8Wa8dppcWNs4RbdtFf+0oynviuzaLTdSGcDYlG5LyQWXF+y5V3wZnIOhl2JrBhYpwLseF0q54KsNFmqwZEHQd0WSb3qomOtPEO7v0lzVQzhBNJuRDWt6HDJS3qDzDxSJ7Fm3eRbpmDB9o4nu3kx61FB8oTM/iAoc3UnLojSu+QRoXQNDN8EZjG4Zoqo+LNL044MED/E18PFTViE8OR+xga9OrDGZE460kZquGR6m80MESXS2Xa3ymCYokSTtjoGYJauPkiSR/hq1hnPX4XaJ1ZiJL3g+hmO24LMTPiUtZmwjbV6AdJoqwmYfco2tCQmlTSRIVvUNfJM96lE7L5OwgEi1E2xdNMqUVeb9Iqg2XkvXBZ4qg2QLvsXMBuuVQ2opnTA1mmBrfNeJ58xG2p9Bxjg7BpoCzmJrHO4vLJIQpYUsJhwaRBcSTpRSYwGILjcawJjPTPDEEsczWsr58puJ6kyzNsb2AaMgAKclMjKlbgtiSduTLGjVTnFXkkyHBeB8TQNLOMZEjijOszclTQ1wkOGeZQWsJoXivSHNDFFiMcfSLGXk9zsitptuLqNdEJ27g7erXUvppRneqwfCEhIFmtw3RXNYhLpLW89QwNtoht5p2u87oSIc55Wn3U4z2RPU+NjckWUgQi2fPZeJ9iaKU0Cs6SUQtzKmHGb00JMkDRhs9rNPMzDVZMtQh1Ja5bjFAbHZIkpjJqRZrlk+h8UzODBNHGRPNDt0sYtfuYdYv302gHTs7LZpRymjco5NFKOVpBFn53OuC2DTSltxLGK0VJqQ2YGevydrWNLnX3D25jLOWP4DzmtsnV/Lc5ZvQOHamLU5tPcyMrbMu2s2z65tYakCjeCDXfHjri3jb7DfhOtBLcy5eejtf/PEaXrhbJHpGf73NxRdfy4jpcVt7NS2TEpuc67ZvYOP4VrRy3LB9PSeM76BmMjbNLmFpvUNkhEBVK0+gHKkzEtJaUFffzUO8VzTDlOmkTieNaDXb5E7zwPYlLF8ySytK2NFukaQhK0ZmcSgmt4+xZKyNjxPSThOAZqMLzrB7wT2Z7DaIg5x6JJ6uJAtoxql4NhNpmwozcJokiVBhRhZY+r2aeIpqKdZ3mJ6RxPrIWHZPtwgiS6uekGQBnR1NhlfM0dae6R0RjbEuvSin27ekScDwcA/vodONadRTAuPoJWEZLvce+mlIFIi2apoFOKcIQwnJ9bsRQSTvRZqIPl/cAu97pDvrBOMWbfJC89MvKB7RxCMpYEjnxIaEUZMsy4p33uFdsuidzweahMZhc/H0mkAmVYOwoYT1/CIbY1OxFSYCl+W4xGDqEagc2w3QNY0OxIbgFaaRSehxNsCMpKBa5B2FCj1hbSk2Ew9R0FR4ZwvbKdq3eTrQJJRj2NShC11cm4HPwNTAe4frawg8JoywqUQCglaEsxY/G6KGQnQ4iHhIYYNNDUxFqIkEbYbJ2galIGiOk/elaMCMCN9E3inCqlHh+bIKU3i+fNdA4FGRxqcGN2nhmwfl0/joqMKITwqVNmKFChUOKILCS9kJIu7cdgwAZ94ueVxbzxk5bO2qUKFChcOFI1quR8V1mUloj7NF8mORY+OsRmmHNl5mYUAwUITPDCYoZm+FinwQSNKyzbUkVyrZT+vi+G6QfC/5M94VCZtq8bn9AikSFMXvedmVgRzJYNtBojnIbNEYV9ICeI+0yymsfWS7VNFvpfx8suuC4zmryu28GzDwFReyeGoGsiWDNivmE42NLgoIinwjpTy5NWWeVJZL+XgYSO5QbjVRIF7ELDcY4wiMJS8S2MNArv8gWX7Qz4H0DAwS8T1GD6Rc5vOmBvk0kbHYItcnMoVgcm6IjCUwkhANUAvyIulZUwskZyItkudDY8vk+Cgocs7ygCjI0XgyV/RNy/HzIp8o1EUfvCZQcpysOF9cJOQnNqAezCdLR8YSaUvfBuROMxwlOK+YS2OGogStfJmPVTM5udPkXpd/A2VS/eDv3GkC7crEcYBWkOBQdPOI5TVJ8n+oM8bRrd2Mhl12pi2Ggz6r4yl2ZUM0TMJzGvey1HQweHbYBrcnaznzJ1s48/Zt3H7MUl5591+R5hHf+offZXVzOx/5xoV0bcxEOMfDyRgP90c5urGL6azBz9tLWNucAmB7f5hIW5EEyiVMNmjroO2Dvg2S3Qd969uAQLnyb+cVjSB7xDWbTWMC7aiZnNQZkjygXuRr9fKQ2ORlAYNDEZuczJry3inli9w8Vd7nhffdocpnYvB8DJ6XzEpielx4Yvt5QKideMlyyWWMg5zcSkFGXLwXqTVlkcSgsGPh8y3vneRceb84cd17hTFiDwbvkFJ+0XuYW4O1klwvbZb31eg9t5P8tkE+4UDSaZD7NrgvfoFtAB7TjpT2R4vt29P+lPaz2M4EYl8W2r184Gk3j2/39mZXlS7oLwb2bI9vw0LbrdVi++MWtAsgzwwmkHzDPNcSEVj4DQnF+5hncl1NUPTN6kXfoflzUxQseej3+Plr33dI5XouPOYP90uu51v3faSS66HybFWoUOEAw1j5gLXTBmkeMezaHL37YaaeUz/MLatQocJ+YxBG3Nd/FYAjOGerQoUKBwfGyqx8OpGZ7Gk77xbKiec2DmezKlSo8KSwP4OnarA1wBE72IriHFXLSz4nb1wpZ6WUxxYhPgUQLK5fHYQQgdJ9DUjFU+E2HriTFQu4ZwoX+MK/ndOl67p0cxf7DxToxe0sYU3vNM4Xx/QK74SbBYRLxhf7uVwVYUhdcsxYb3BWKvHcgC/Mq3mOMSd/20zhrUYHVsIRBQ8MCOcNquDgcQvEEj0LBMwQNmbjAeGVUQUzvE8HzPLCCu21p1+UfaMgKf5WuZKyb6uFSboprPykWtilQVidAy/nTIVZWemCl8ch2nhWQabwUcHi3NP4QFiag2mDbTp85AhmAnzgsQ2HmTO4erF8KsA2RTeQrkH3NW48g65BZQo/nOPzgm16KMfnRdsbhfBcXwtTdVD0a9B+5VGzIT7w0LCo4vw0c6HYSDSMSRm9ng5wY5moDbSFMsQ7NX+NuoEwVrcyXKaJHozJNvQlwXZHhF1WsE3PhXL8Aip0+NkQPZIS1XL6nYggzhkb6nLHthWEgWXF8Cy3Tq1i8/YxNq7bwnY1zDVbjueMpQ8TKMu1O4/nkhU3c3S0g2Hd58R4i7QT6PZlcPWMe+4G4L+vfTnjvR65N3x988msG55GK89nbj+TNcunCLXlu5uPIcsNI40e7X5Mrx1Ta6ak/QA3E6GGM3ymy1AOnUDYv6Hsqw4cwc/rpOsSdOhw7VCenUZePmflvq0ctEdPhdiWRUcWpiJ87OTadgJUrvAjudzzXOGHM3nWewYfCTUKuRZlh1oh4NmV+6lCh5otVCECj5oNpFK5YYW+QFE+W6ajycdyVKqJdxp2r8wxXXmepkdkuelo7IgV5Yhc4ery8qtUQSjs5CpXovVnvPA2FSzwgPAKxsXfPSPLjZ9/Tgu1il7R9oXvos9ECaIfy3vprSKNnChuWOGRAiXX2hQlrW4g9EcpEqiK9IJBgvzArqgixJcXoTJVhN8G/Fglz1Vhr2xmhPfQQZYF6MDP27dAlxxdA7vkrSqZ20s7SdEWBjatSNvQ86kZ82HNImRY2G5bcIYtDH8OQp5KewknFh+VQToHxfeGYCC6O180IN8hOcYgBUMbV36TnFcEgUNrR5YdBk6FKkH+SeGIHWxVqFDh4GDg2drZXQLA6Vt/xu4TmsyMNhindzibVqFChf2Fk8nzvu9TAY7gwVZvexOzVLwsthOiIocO5ktudc3KDCkxJWGdSw0YL9p5qQFHWaZL16BGMtl3KsKNp+AUwbaIfKV4FsyOEDuRgfYE22KyJRkqLGa7wR6z3ZqFxIheVqvwRvSi0isy8AqpyOF7MuNUdSmTVnMBfjST9k9F4nGxEG6JyJcJw7LZGpKPWiHP21rDteRvdtbm2zJVEy2wmkN1jajND1kh2csVruFk0tqf9xYNPEfUHHTEE8BIDlYRbA/Jl8t1CR+OyVYL+7zeHmPHc1Ro0dtj8tEc6hY1E4pO2FCGb4fiSRrJ8Zki3haSTljoKaJpQzpm0YlmaJNmboPMqhsPaLprLYSecDIgb1n8sHiOTMfgViT4foDqG1jVBwfDN9XpntUl1J58Wx23PCGMLVm7IDkc7+NmYnzkMKO5lJG3A/ySBAqtRzcqXig9FeIaDjKgF6CaFmJH456I3ol9guU9soLEtramLcSS2+rEqwsm+1116ku7qGFP//5hWsdMEyx1TO4aojnapVVL2TXVIlzWpVVPaPdikiwm3DiD7YcQQHTMHL0dTcLxPqaV0u9ERI0MmxnCKKc22mV6yzCN0S5Lhjo8/LNlLFuxg2XNNndtXc6alTPEOqeTRqxuTLMkFAb8DfVdjJguM1md4+JtnBjO0VIBCW1swUa1uzcKwMZt99B5dch43OWU5sPM2AZbm8OcMryFnou4f2yME0d2kLiA+3cs4cSV22X/6RarV0zRy0L6u+uMrpuhn4RkJiCMxBNXW9nBWk02WSM6Zo40DbBJQLhxhnSmThjntEY7JeHnkqWzdJKI7myd8Q1TQuNx3yi1o2Yx2jO3rUWtuP7Jw02CFT0h0G3H0LAE9Yw8MdTviukekxUapkHh3VXo3aF4IRs5ZjrE1RFKmN0xbiRDL03IuwEq0ZjxROhYrCJc0idvGfRURLCih1sCwz9o0nlmT3ibdsf42OFWJNAJRTdvOEd1DEHbkI/JO9Z4MKC/XN7LwbvgA0+0JSIbcvjIEz0UkazIUPXCoxp6VCsTzdPM4EcyUcHYEeGWC3eg2Vn8PXh3V6ZiM6dD3JAVOzYTLnj3A3SisS2LKuyFrznh7+oG4nWvOfScwRvwjUIL0SkYzoUuJ1cwkuH7Bt02sKR4r7ZF5EvF1gY7QrJVYl/9ZIAfEy+n2yl2TwUOOxfKcRt5aSuJbeGdjErNQ9sOxFMe20KLFrGDvYFHU2xPuDskX5EUNj3CLpNzBlsj8hUp6OJaDIut9TMhNOw8pYNTBI1ctDCtEm8qhT5l6FDGkxTaskJBZPCpRtdFx9K3Q5xqH5TvYoWDhypBvkKFCgcUukiQTwhZ2dnFRHeGqedU+VoVKjylMchZ2dd/FYAjmPrh6D/9HwRhDRuDi4RJWlmF1x5vitSj4l8xaRWW+ExhEmHU9gqCnjDNO+EARBdM4CXXYrGfM0g83st5XLDgPHs8j2ph/pNX6MKx5QxoK+fzpmibE4bmgXd3cEydCsO1K1jPB+zckjsh/6uCgdwHcp7Bsbz2RbsKRXoQz1mRjuIDX7BCq4I9vsiHSot8iYIWXTk5N8j1Ug6iGUiH5RimL9cyHZZzmnJ/YeGGou25Im+5gqVfYfqKvCn5DTpTBG0l9yOQ30OboL0ebOwJ23Ij0lGP1x6dKHSusA2HCz04OZ4PwNWt9KunCTqabFSkQlSiaWzRZC3IG77s26DP0Qx01zhcw4o3c9Zg6w5aeUEEK3lnqpD4wCshPvQQNHKUduT9UDycQzm6KA/3qcFMDnLGRJrE5Vo8p5FDj6TimU0Cogcj0rUpppYLJUamcXMReigVklmvhKjSQzyUoIB+JwKrMPW8pD/Ju5KjFI4lUj7vFWknRIeO0ZEugXZMd+oMNfoMx3208qxpzrCuPsl40CFUOb/yn/dx9JZp3pW9gd131fm7r76PN/3Hb3Gfn8B5xWxSY65bY7QpBJ27p1uSa9bMynL6bCqWezOaikank2uG8dSaKUp5erM1UBAVv7N+gJuLUM2slJSx/YDooYh0XYqJc7n2UxE61bixtLymdAOiSUO6MhPZFOVxWeElHs7LffOu6BSaei5qDJnG9wKIhZDYF3l1pqfJh+X50V1DY7MmHZl/VyR3CIKOImxDd5WTPDGnCKcNLvLkw8JwrnsGlYOtSd6jyhVBR+MCj4s9yimiQisva3lMomg9AHMbwIWyvUnk2XWx5DEGHYWtyW88mJ6W/ix473Qq+Zk2Ks4xK++xrckxo1nIWmJXTKEe48Kib8y/+wvtg9fFby+2FDVvc6DIL1OFDXLzNgkl5xww0pcJtl7O4/W8rdO52CCv5lVA0IXdLK77wIY6I++y8mIvS2Ov/LwNZ/4Yg2PqIi/Oa7me2s5/LwYw6eCYBYO+gbwoyA36ci1d6B/xjUHNn0cVNthr6ZfpiVKBzfr8/M/+26Glflj7JgK9j9QPLuFbD/2vfWrnf/7nf/JXf/VX3HTTTWzdupUvf/nL/Oqv/uqibe68807e9a538Z3vfIc8zzn55JP54he/yLp16wDo9/v80R/9EZ/73OdIkoQXv/jF/O3f/i3Lly/fp/YfSByxYcTBSx70QXXUvJHwCiNSe9hYtjOJvCyD3zqFcK4wLAZULi+5rVPK/OhiAOaRlyTogjOqkDZZMFAZHMOJHIlXkDflf9NXBD3IhuSljYt0l7wBZHJMr8DFYHoy8EuH5tss/zzpsCplUFQu+3szkJ4BFygxCki7TV8MSTYE3ih0IssH7dA9VQ4wvZbty+tVfAxQlANKnRVG03iSMVUOVLKWJ28iCbYBZLErB5oD4ysUVPMDHBcVH4hisQs9yURxQC+DqMlnUK63w/PboiBvzgu+AigNtjnPI6a0xw85smEKLiCPrzk6I75M2vVOiTHUHqegjxhLA8LVM5wQQJEErNBRhmqKURUeM0c4UoSmC4teayWoof48H5FX0IBgyYCfTOOc8AmZsW7JN6a1xzQSGOtQGzzaykMdzKho5A04lloTSXks7xVDE6KnOOCGiozFj8jvAW9UJ4kIRyyjjR5GO3bOtlg2Msfq5iyBtjwwN4ZWjoZJaOgitFLkbKU+4Je2/5ytp46QNQ3JTMD6oSmW1Ts8HA6X7OwrJ2aY7tbxHpqxhISyhohxG+VL3rNweMCJJg9rY9lsKTw+UAjQoyK2PH8NExiXa2OdFv3K1cm8FqLVaO0Ixhx+lcIUvEblfRhWJVccQDha3LciKTqs5VBo+TmrIXCoJbJN4CRJm3pOf6J4DD3yrHl5fjKvSO3gKysPaVaXFAaFbGuH8qKIpiiICRVZSxjhlZWE7v7AcegUtgWTS+S9kgR1Rz4kH+7BZCkb8fOTNYVMDhbAKYWLJeynnILMk4zLtrqo/UjG5MFXVgYALvTF+vlJE05hegN7UNi52eJ3YZPCObGNLhbbGfTEPtqaDIZAjjmYyNrBdl2xGy4QWxbNemwsEy8by+WM5mSAY2tit5Uv7CcQzMj/tibHC+dEZsnWQHlF0JEBUzIqdk7ZBQO7SM6Nk4GWC4uBWzHRHfRPOTDd+XsfTxffimJybnoyEHZR0WbA9CkGufK/StT8eYvBW6kbdShxiHK2Op0Op512Gq9//eu55JJLHrH+vvvu49xzz+Wyyy7jz/7szxgeHuaOO+6gVquV27z1rW/l6quv5vOf/zwjIyNcfvnlXHLJJVx33XX73J4DhSN3sFWhQoWDAuPmw4gn7djEgxeOH+YWVahQ4UnjEFUjvuQlL+ElL3nJo67/kz/5E37lV36FD3zgA+WyY445pvx7ZmaGT3ziE3z2s5/lBS94AQCf+tSnOOmkk/jBD37As5/97H1u04HAkTvY0oMZFKSjxQxrFrJhmWGYvsxCknGZYShXeK6K8Fc6Aq4mYanWg9BZPT9L666UB6y2WzxGNqb03rgQop7MZPJGEWpLC/d3BsmIzGB0VriWA/FG+UhmWMpJu9IR6C8p3PcesgnErT9UeG9yGL1bMX2CeIniKVWE72SfvAYoqG+TPnsNja3QXQF+VM4x8OQpC1m9mN25IoRZeM+iWZk5Zq2Bp0xmamEH5tYrXM3hNTQfVqQjiqAt58sjCAoPWToqs+rGw5r+Mrl2zYc03VUeH3iCWSnXd5EnnFPz7niP0EloVbridaoJJL+59BxmLbANOUfQ1egc8pZH98UT5mOHTjQ6UxKyyxXhnCYbsahcySx72OKdov6gobuuCC/2NDbyYDyqr6lvF4Fg00M8GYHH1jw2kvCQShWmp3FAHnuZAXslHoHA40eKhNpZSYDWwym9zECiMUOZ0H9Mh6iJRMInm+uSkJvoIuSW4HLN8A9rzJwpCftoj4ktNp0vm1dba7C6z2wm+nSjSzp4D7t+toTmUbP0+iHNRsJEsyNeQA+rmrP0bUBzScqG1m46eUzfhrxk5U+ZyesM6T4vaN7DKhNSV+IxSwk5aecm7n3eCEujNseu3Mlts2uomYxTx7ewKVpCPw+YqHVJc9GMG4r77Oo06XRjmo2EqZ+PMnT0NErBzp3D8tyFDnNvnfbRvZIOwEQOmxi5zqFl+IYac2f3hcpkOpZCj9gRbI1I1vbEs70rxo9mmNDRnQsllN3IcbORiHEPSxK2mgnFO5srnPK4SMLZAFldRJcxXpLK+wpyRW2X2AtlobfC4WpOkqFTha/L81B/yEgBh/aYWQkd+sATzhgJc8dewoWhx8cOlWiCrsbVPEG7sC3Fc226mrA9H64C8ZC7yOOVKh1ngzDdIP0hG/LoVLw4/RUOlSsaWxTdVeJlq+9Q9FaINzma1hLCqnlMf2AvFfEUdFYXBTJ9TeshETd3oSKvUwqHBz1JGRhEEQYhwoHtcCEQiMequ0LWN7ZBd2XhEZuR98oriUiko2Ibgx70lnk6q2H0ZzB7jMcHEqJFyzkXesVMKukMA4+VthAkha1dkAqS1ws7bMWjZGtFNKQry9NGsS3yjTCJ/O4vEbdkY4siGxJb3XwY2uuQMG4m0QBb8+Kxs/NerKBDKfw+6HPekt9BT86bDYEPD9SHcB/g2Y/Blvw3Ozu7aHEcx8TxvoUkAZxzXH311bzzne/kxS9+MTfffDMbNmzgiiuuKEONN910E1mWceGFF5b7nXjiiaxbt47rr7/+sA22qgT5ChUqHFBkxcDO5bAq3cnkac3D3KIKFSocTqxdu5aRkZHy3/vf//79Os6OHTtot9tcddVVXHTRRfz7v/87v/Zrv8Yll1zCd77zHQC2bdtGFEWMjo4u2nf58uVs27btyXZlv3HkerYqVKhwUJBlhhiYmJ0mPSvARVroLypUqPDUxZMIIz700EOLEuT3x6sF4tkCuPjii3nrW98KwOmnn873v/99Pvaxj3H++efv13EPBY7YwVY2lmNrRanK4PlZRsl+PSBCH6zLh2FQnpIHRXJpLtUoc0cVmwbiOg+6EtbK65RVfy4skqiLSkblxS08gAvnw4TkhSu5JjRbA+iimiYZK37n4t72plg+WpyjJwncM8f5svomWVIk/Kr5REwUdI6ar7pJRxdcn9FBdcyCl2thdU6R09tb/chtHlHFozwzY5SM+APYPfbrjAx+eOYmBifxEi4YJMyv3KMNgz8L0Vun5nNHF55PF+2QbTymWGf8/HZKecxghxUQMZ8oPXhR3FKoq0cxOGsLIW4g3vMaUDBHL2z+oxxHjXQf0f4SC9Kf9Gh30apBEre+qLNwM5xXi8+9YL+BWDfA8DHTIrJdKAfsmBsSkXXjuH9GHjrrNbs6TRFZzgLu3LWMMLAcPTLJ1nSUibDNb6V30AKWzkzyn884jn/dfRo/nVxOlotocxSKWLf1wsjdTmKs1+S5ppcOobVjuCXFAsPHTJc2fnRJZ74fz3hk3/Xwgj5e1GFkcD2GFrxoE/PXieEFyxds44u/B8zijBXPl1eLl+9x3Rcvm388a3tZD+CWKspPzhLmj71M6J4Gy3V5XnkmTHF875U8117hgXTQ/oWPlV9w3AXL7IJNLJAWjO6gmJsYHEDRmaCsskuGBvsr7BgUBYj0Vw+2KQpUioevrOgG0qXMG4Y986wX/a1IxxfsNza/Kh1DXnAP6aDiOQLbmD/OzHFSoDNIKE9GZZUL5NrpfA8bagEntlYS4yltu/ISAvR63nYXl0XCkQlFYcCgeEf+DjoSqk3GpSjIK8pvhMoBLWkMKLChxzbmbXA2XF4GAJKJ+QcpHdxC5XH9w5Ah7xyPKJ1/QvvA8PDwAamanJiYIAgCTj755EXLTzrpJL73ve8BsGLFCtI0ZXp6epF3a/v27axYseJJt2F/8ZQMI370ox/lqKOOolarcfbZZ3PDDTcc7iZVqFChwCBBfmJ2mvvOWnqYW1OhQoUDgl8AIeooijjzzDO5++67Fy3/2c9+xvr16wF45jOfSRiGXHPNNeX6u+++mwcffJBzzjnngLZnX/CU82z9n//zf3jb297Gxz72Mc4++2w+8pGP8OIXv5i7776bZcuWPeHj/OR1f3DQ+UkqVDgS0XGrABjLM17369/icv2UnNNVqPALi9nZWUb+4MpDe9JDVI3Ybre59957y9+bNm3illtuYXx8nHXr1vGOd7yD3/iN3+C8887j+c9/Pt/85jf52te+xrXXXgvAyMgIl112GW9729sYHx9neHiY3//93+ecc845bMnx8BT0bH3oQx/iDW94A6973es4+eST+djHPkaj0eCTn/zk4W5ahQoVAOMkQWvJmlVQDbQqVHh6wPn9+7ePuPHGGznjjDM444wzAHjb297GGWecwZVXyuDy137t1/jYxz7GBz7wATZu3Mg//MM/8MUvfpFzzz23PMaHP/xhXvayl/HKV76S8847jxUrVvClL33pwFyH/cRTyrOVpik33XQTV1xxRblMa82FF17I9ddffxhbVqFChQHCIht+6caTH2fLChUqVFiMCy64gMcTtnn961/P61//+kddX6vV+OhHP8pHP/rRA928/cZTarC1a9curLWPoNxfvnw5d9111173SZKEJEnK33vyfVSoUOHAIZueIiyS2Jc+7zmHuTUVKlQ4UPDe4fdR63Bft38642nv43//+9+/iN9j7dq1h7tJFSo8bdGbmua27Je4OTmBsV865XA3p0KFCgcKfj9CiEeW9PJj4inl2ZqYmMAYw/bt2xctf6ySziuuuIK3ve1t5e/Z2dlqwFWhwkHC8IYNnPq+7x/uZlSoUOFAw+/J2fFE96kATzHPVhRFPPOZz1xU0umc45prrnnUks44jkuOjwPF9VGhQoUKFSocUXBu//5VAJ5ini2QyoRLL72UZz3rWZx11ll85CMfodPp8LrXve5wN61ChQoVKlR4eqLybD0pPOUGW7/xG7/Bzp07ufLKK9m2bRunn3463/zmNx+RNF+hQoUKFSpUqPCLgKfcYAvg8ssv5/LLLz/czahQoUKFChWOCHjn8KqqRtxfPCUHWxUqVKhQoUKFQ4gqjPikUA22KlSoUKFChQqPDecLpe59QDXYKlENtipUqFChQoUKjw3vgX0MC1aDrRJPKeqHChUqVKhQoUKFpxoqz1aFChUqVKhQ4THhncfvYxjx8TQOjyRUg60KFSpUqFChwmPDO/Y9jFhVIw5QDbYqVKhQoUKFCo+JyrP15HDEDbYGN392dvYwt6RChQoVKlTYdwy+X4dyMJP7ZJ89VTnZQWrNUw9H3GBr9+7dAJUYdYUKFSpUeEpjbm6OkZGRg3qOKIpYsWIF39v29f3af8WKFURRdIBb9dSD8keYn296epqxsTEefPDBg/6QHkrMzs6ydu1aHnrooaed2PbTtW9Vv55aeLr2C56+fXu69st7z9zcHKtWrULrg08q0O/3SdN0v/aNooharXaAW/TUwxHn2Ro8mCMjI0+rl2+A4eHhp2W/4Onbt6pfTy08XfsFT9++PR37dSidBbVarRowPUlUPFsVKlSoUKFChQoHEdVgq0KFChUqVKhQ4SDiiBtsxXHMe97zHuI4PtxNOaB4uvYLnr59q/r11MLTtV/w9O3b07VfFZ56OOIS5CtUqFChQoUKFQ4ljjjPVoUKFSpUqFChwqFENdiqUKFChQoVKlQ4iKgGWxUqVKhQoUKFCgcR1WCrQoUKFSpUqFDhIOJpN9h63/vex3Oe8xwajQajo6NPaB/vPVdeeSUrV66kXq9z4YUXcs899yzaZnJykte85jUMDw8zOjrKZZddRrvdPgg9eHTsaxvuv/9+lFJ7/ff5z3++3G5v6z/3uc8dii4B+3dtL7jggke0+Xd/93cXbfPggw/y0pe+lEajwbJly3jHO95BnucHsyuLsK/9mpyc5Pd///c54YQTqNfrrFu3jre85S3MzMws2u5w3K+PfvSjHHXUUdRqNc4++2xuuOGGx9z+85//PCeeeCK1Wo2NGzfy9a8vlvp4Iu/cocC+9OvjH/84z3ve8xgbG2NsbIwLL7zwEdu/9rWvfcS9ueiiiw52Nx6BfenXpz/96Ue0eU8Cy6fi/dqbjVBK8dKXvrTc5hflflU4AuCfZrjyyiv9hz70If+2t73Nj4yMPKF9rrrqKj8yMuL/5V/+xd96663+Fa94hd+wYYPv9XrlNhdddJE/7bTT/A9+8AP/3e9+1x977LH+1a9+9UHqxd6xr23I89xv3bp10b8/+7M/861Wy8/NzZXbAf5Tn/rUou0W9v1gY3+u7fnnn+/f8IY3LGrzzMxMuT7Pc3/KKaf4Cy+80N98883+61//up+YmPBXXHHFwe5OiX3t1+233+4vueQS/9WvftXfe++9/pprrvHHHXecf+UrX7lou0N9vz73uc/5KIr8Jz/5SX/HHXf4N7zhDX50dNRv3759r9tfd9113hjjP/CBD/if/vSn/k//9E99GIb+9ttvL7d5Iu/cwca+9us3f/M3/Uc/+lF/8803+zvvvNO/9rWv9SMjI37z5s3lNpdeeqm/6KKLFt2bycnJQ9Ul7/2+9+tTn/qUHx4eXtTmbdu2LdrmqXi/du/evahPP/nJT7wxxn/qU58qt/lFuF8Vjgw87QZbA3zqU596QoMt55xfsWKF/6u/+qty2fT0tI/j2P/TP/2T9977n/70px7wP/rRj8ptvvGNb3illH/44YcPeNv3hgPVhtNPP92//vWvX7QM8F/+8pcPVFP3Cfvbr/PPP9//wR/8waOu//rXv+611os+Gv/rf/0vPzw87JMkOSBtfywcqPv1z//8zz6KIp9lWbnsUN+vs846y7/5zW8uf1tr/apVq/z73//+vW7/X/7Lf/EvfelLFy07++yz/e/8zu9475/YO3cosK/92hN5nvuhoSH/v//3/y6XXXrppf7iiy8+0E3dJ+xrvx7PVj5d7teHP/xhPzQ05NvtdrnsF+F+VTgy8LQLI+4rNm3axLZt27jwwgvLZSMjI5x99tlcf/31AFx//fWMjo7yrGc9q9zmwgsvRGvND3/4w0PSzgPRhptuuolbbrmFyy677BHr3vzmNzMxMcFZZ53FJz/5Sfwhol97Mv36zGc+w8TEBKeccgpXXHEF3W530XE3btzI8uXLy2UvfvGLmZ2d5Y477jjwHdkDB+qZmZmZYXh4mCBYLGN6qO5XmqbcdNNNi94PrTUXXnhh+X7sieuvv37R9iDXfrD9E3nnDjb2p197otvtkmUZ4+Pji5Zfe+21LFu2jBNOOIE3velN7N69+4C2/bGwv/1qt9usX7+etWvXcvHFFy96R54u9+sTn/gEr3rVq2g2m4uWH877VeHIwREnRL0ntm3bBrDoozz4PVi3bds2li1btmh9EASMj4+X2xyKdj7ZNnziE5/gpJNO4jnPec6i5X/+53/OC17wAhqNBv/+7//O7/3e79Fut3nLW95ywNr/aNjffv3mb/4m69evZ9WqVdx22228613v4u677+ZLX/pSedy93dPBuoONA3G/du3axXvf+17e+MY3Llp+KO/Xrl27sNbu9Vredddde93n0a79wvdpsOzRtjnY2J9+7Yl3vetdrFq1atEA4KKLLuKSSy5hw4YN3Hffffy3//bfeMlLXsL111+PMeaA9mFv2J9+nXDCCXzyk5/k1FNPZWZmhg9+8IM85znP4Y477mDNmjVPi/t1ww038JOf/IRPfOITi5Yf7vtV4cjBU2Kw9cd//Mf85V/+5WNuc+edd3LiiSceohYdODzRvj1Z9Ho9PvvZz/Lud7/7EesWLjvjjDPodDr81V/91ZP6eB/sfi0cgGzcuJGVK1fywhe+kPvuu49jjjlmv4/7eDhU92t2dpaXvvSlnHzyyfz3//7fF607GPerwr7hqquu4nOf+xzXXnvtomTyV73qVeXfGzdu5NRTT+WYY47h2muv5YUvfOHhaOrj4pxzzuGcc84pfz/nOc/hpJNO4u/+7u9473vfexhbduDwiU98go0bN3LWWWctWv5UvF8Vnpp4Sgy2/uiP/ojXvva1j7nN0UcfvV/HXrFiBQDbt29n5cqV5fLt27dz+umnl9vs2LFj0X55njM5OVnuv794on17sm34whe+QLfb5b/+1//6uNueffbZvPe97yVJkv3WFDtU/Rrg7LPPBuDee+/lmGOOYcWKFY+oVNq+fTvAk7pnh6Jfc3NzXHTRRQwNDfHlL3+ZMAwfc/sDcb8eDRMTExhjyms3wPbt2x+1HytWrHjM7Z/IO3ewsT/9GuCDH/wgV111Fd/61rc49dRTH3Pbo48+momJCe69995D8vF+Mv0aIAxDzjjjDO69917gqX+/Op0On/vc5/jzP//zxz3Pob5fFY4gHO6ksYOFfU2Q/+AHP1gum5mZ2WuC/I033lhu82//9m+HJUF+f9tw/vnnP6Kq7dHwF3/xF35sbGy/27ovOFDX9nvf+54H/K233uq9n0+QX1ip9Hd/93d+eHjY9/v9A9eBR8H+9mtmZsY/+9nP9ueff77vdDpP6FwH+36dddZZ/vLLLy9/W2v96tWrHzNB/mUve9miZeecc84jEuQf6507FNjXfnnv/V/+5V/64eFhf/311z+hczz00ENeKeW/8pWvPOn2PlHsT78WIs9zf8IJJ/i3vvWt3vun9v3yXr4FcRz7Xbt2Pe45Dsf9qnBk4Gk32HrggQf8zTffXFIc3Hzzzf7mm29eRHVwwgkn+C996Uvl76uuusqPjo76r3zlK/62227zF1988V6pH8444wz/wx/+0H/ve9/zxx133GGhfnisNmzevNmfcMIJ/oc//OGi/e655x6vlPLf+MY3HnHMr371q/7jH/+4v/322/0999zj//Zv/9Y3Gg1/5ZVXHvT+DLCv/br33nv9n//5n/sbb7zRb9q0yX/lK1/xRx99tD/vvPPKfQbUDy960Yv8Lbfc4r/5zW/6pUuXHnLqh33p18zMjD/77LP9xo0b/b333ruoHD3Pc+/94blfn/vc53wcx/7Tn/60/+lPf+rf+MY3+tHR0bLS87d/+7f9H//xH5fbX3fddT4IAv/BD37Q33nnnf4973nPXqkfHu+dO9jY135dddVVPooi/4UvfGHRvRnYlrm5Of/2t7/dX3/99X7Tpk3+W9/6ln/GM57hjzvuuEMywN/ffv3Zn/2Z/7d/+zd/3333+Ztuusm/6lWv8rVazd9xxx2L+v5Uu18DnHvuuf43fuM3HrH8F+V+VTgy8LQbbF166aUeeMS/b3/72+U2FDxFAzjn/Lvf/W6/fPlyH8exf+ELX+jvvvvuRcfdvXu3f/WrX+1brZYfHh72r3vd6xYN4A4FHq8NmzZtekRfvff+iiuu8GvXrvXW2kcc8xvf+IY//fTTfavV8s1m05922mn+Yx/72F63PVjY1349+OCD/rzzzvPj4+M+jmN/7LHH+ne84x2LeLa89/7+++/3L3nJS3y9XvcTExP+j/7ojxZRKPyi9evb3/72Xp9dwG/atMl7f/ju11//9V/7devW+SiK/FlnneV/8IMflOvOP/98f+mlly7a/p//+Z/98ccf76Mo8r/0S7/kr7766kXrn8g7dyiwL/1av379Xu/Ne97zHu+9991u17/oRS/yS5cu9WEY+vXr1/s3vOENj+CsOhTYl3794R/+Ybnt8uXL/a/8yq/4H//4x4uO91S8X957f9ddd3nA//u///sjjvWLdL8qPP2hvD9ENf4VKlSoUKFChQpHII54nq0KFSpUqFChQoWDiWqwVaFChQoVKlSocBBRDbYqVKhQoUKFChUOIqrBVoUKFSpUqFChwkFENdiqUKFChQoVKlQ4iKgGWxUqVKhQoUKFCgcR1WCrQoUKFSpUqFDhIKIabFWoUKFChQoVKhxEVIOtChUqVKhQoUKFg4hqsFWhQoWnNN7+9rfzq7/6q4e7GRUqVKjwqKgGWxUqHER87GMfY2hoiDzPy2XtdpswDLngggsWbXvttdeilOK+++47xK08eLjgggv4wz/8w4N6jltuuYXTTz/9oB3/da97HX/6p3960I5foUKFpz+qwVaFCgcRz3/+82m329x4443lsu9+97usWLGCH/7wh/T7/XL5t7/9bdatW8cxxxxzOJr6C400TR913a233nrQBlvWWv71X/+VV7ziFQfl+BUqVDgyUA22KlQ4iDjhhBNYuXIl1157bbns2muv5eKLL2bDhg384Ac/WLT8+c9/PgDf/OY3OffccxkdHWXJkiW87GUvW+Tx+vu//3tWrVqFc27R+S6++GJe//rXA+Cc4/3vfz8bNmygXq9z2mmn8YUvfOEJ7/94xxis/8AHPsCxxx5LHMesW7eO973vfQC89rWv5Tvf+Q7/83/+T5RSKKW4//77SZKEt7zlLSxbtoxarca5557Lj370o0XtuOCCC7j88sv5wz/8QyYmJnjxi1+81+u7efNmdu3aVQ62pqenefnLX865557Ltm3bHv3GAO95z3vYuHEjzWaT5cuX86Y3vYksyxZt8/3vf58wDDnzzDM56aSTyn7s+e9v/uZvHvNcFSpUOMLhK1SocFDxm7/5m/5FL3pR+fvMM8/0n//85/3v/u7v+iuvvNJ773232/VxHPtPf/rT3nvvv/CFL/gvfvGL/p577vE333yzf/nLX+43btzorbXee+8nJyd9FEX+W9/6Vnnc3bt3L1r2F3/xF/7EE0/03/zmN/19993nP/WpT/k4jv211177hPZ/vGN47/073/lOPzY25j/96U/7e++913/3u9/1H//4x7333k9PT/tzzjnHv+ENb/Bbt271W7du9Xme+7e85S1+1apV/utf/7q/4447/KWXXurHxsb87t27y/Oef/75vtVq+Xe84x3+rrvu8nfdddder+3XvvY1Pzo66r33/rbbbvPHHnus/53f+R2fpulj3hPnnH/3u9/tr7vuOn///ff7r3/9637p0qX+b//2bxdt9/a3v92/8Y1v9N57f8cdd3jAX3PNNX7r1q3+/vvv91pr//nPf973+/3HPF+FChWObFSDrQoVDjI+/vGP+2az6bMs87Ozsz4IAr9jxw7/2c9+1p933nnee++vueYaD/gHHnhgr8fYuXOnB/ztt99eLrv44ov961//+vL33/3d3/lVq1Z5a63v9/u+0Wj473//+4uOc9lll/lXv/rVj7u/9/5xjzE7O+vjOC4HV3vD+eef7//gD/6g/N1ut30Yhv4zn/lMuSxNU79q1Sr/gQ98YNF+Z5xxxqMed4D3vve9/vzzz/ef+cxn/NjYmP/7v//7x93n0fDqV796UVu99/64447z//qv/+q99/7//t//64MgKAdWN954owf8tm3b9vucFSpUODJQhRErVDjIuOCCC+h0OvzoRz/iu9/9LscffzxLly7l/PPPL/O2rr32Wo4++mjWrVsHwD333MOrX/1qjj76aIaHhznqqKMAePDBB8vjvuY1r+GLX/wiSZIA8JnPfIZXvepVaK2599576Xa7/PIv/zKtVqv894//+I9lOPKx9gce9xh33nknSZLwwhe+8Alfi/vuu48sy3juc59bLgvDkLPOOos777xz0bbPfOYzH/d4t9xyC7fddhuXX345V199NW94wxueUDseeOAB3vzmN3PKKacwNjZGq9Xin//5n1mzZk25zZ133smWLVvK/t1+++0cf/zxxHEMSK7YsmXLWL58+RM6Z4UKFY5cBIe7ARUqPN1x7LHHsmbNGr797W8zNTXF+eefD8CqVatYu3Yt3//+9/n2t7/NC17wgnKfl7/85axfv56Pf/zjZW7VKaecsihR/OUvfznee66++mrOPPNMvvvd7/LhD38YkIpHgKuvvprVq1cvas9gsPBY+z+RY0xPTx+gK7R3NJvNx93mlltu4ZJLLuGzn/3sXtvz3Oc+lw996EOcffbZXHbZZZxyyin81m/9FmeeeSYveMEL+NCHPsTq1aux1vKsZz2L0047rdz3q1/9Kr/8y79MrVYD4LbbbmPjxo3l+ltvvXXR7woVKlR4NFSDrQoVDgGe//znc+211zI1NcU73vGOcvl5553HN77xDW644Qbe9KY3AbB7927uvvtuPv7xj/O85z0PgO9973uPOGatVuOSSy7hM5/5DPfeey8nnHACz3jGMwA4+eSTieOYBx98sBzc7cv+T+QYS5cupV6vc8011/D//D//z17PEUUR1try9zHHHEMURVx33XWsX78egCzL+NGPfrTPFBFzc3P8/Oc/5/Of/zzPec5zeNWrXsX3v/99fumXfqnc5t3vfjdXXXUVz3ve89Ba89a3vpVPfvKTWGv5p3/6J5RSAPzN3/wNWZYtqmr8yle+whvf+Mby92233baIz+vWW29ddL0qVKhQ4dFQDbYqVDgEeP7zn8+b3/xmsixbNHA5//zzufzyy0nTtKxEHBsbY8mSJfz93/89K1eu5MEHH+SP//iP93rc17zmNbzsZS/jjjvu4Ld+67fK5UNDQ7z97W/nrW99K845zj33XGZmZrjuuusYHh7m0ksvfcz9n+gx3vWud/HOd76TKIp47nOfy86dO7njjju47LLLADjqqKP44Q9/yP3330+r1WJ8fJw3velNvOMd72B8fJx169bxgQ98gG63W+7zRHHrrbdijOHkk0/mjDPO4Cc/+Qkvf/nLueGGG5iYmADgoosu4k/+5E+4+uqr+eY3vwnAkiVLmJ2d5atf/Sonn3wyX/va13j/+9/P6tWrWbp0KQA7duzgxhtv5Ktf/SogVZd33HEHV155ZXn+++67j0suuWSf2lyhQoUjFIc7aaxChSMBmzZt8oA/8cQTFy2///77PeBPOOGERcv/4z/+w5900kk+jmN/6qmn+muvvdYD/stf/vKi7ay1fuXKlR7w991336J1zjn/kY98xJ9wwgk+DEO/dOlS/+IXv9h/5zvfeUL7P5FjWGv9X/zFX/j169f7MAz9unXr/P/4H/+j3P/uu+/2z372s329XveA37Rpk+/1ev73f//3/cTEhI/j2D/3uc/1N9xww6Lz7plYvzf89V//tT/llFPK33me+4suusg/73nP80mSeO+9v+GGG/xRRx3lf+3Xfm1Rn3/nd37HDw0N+WXLlvm3ve1t/vd+7/f8S1/60nKbf/iHf/DPfe5zy98/+9nPHlHA8JKXvMSPjo76733ve4/ZzgoVKlRQ3nt/GMd6FSpUqHBQ8PDDD/Mrv/Ir/Mu//AuvfOUr+cd//EdOOeWUJ7TvK17xCs4991ze+c53HuRWVqhQ4UhAVY1YoUKFpx16vR6//uu/zl//9V+zYcMGrrjiCt773vc+4f3PPfdcXv3qVx/EFlaoUOFIQuXZqlChQoUKFSpUOIioPFsVKlSoUKFChQoHEdVgq0KFChUqVKhQ4SCiGmxVqFChQoUKFSocRFSDrQoVKlSoUKFChYOIarBVoUKFChUqVKhwEFENtipUqFChQoUKFQ4iqsFWhQoVKlSoUKHCQUQ12KpQoUKFChUqVDiIqAZbFSpUqFChQoUKBxHVYKtChQoVKlSoUOEgohpsVahQoUKFChUqHERUg60KFSpUqFChQoWDiP8/PW79FAvQIGwAAAAASUVORK5CYII=",
+      "text/plain": [
+       "<Figure size 700x400 with 2 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "plot_fourier_transforms(res['x'], efreqs, evecs)\n",
+    "\n",
+    "channel_depth = 0.5e-6\n",
+    "channel_width = 0.0e-6\n",
+    "\n",
+    "n_s = density_from_positions(final_x, final_y)\n",
+    "a = mean_electron_spacing(final_x, final_y)\n",
+    "k = np.linspace(0, .25 * np.pi / a, 100)\n",
+    "\n",
+    "f_theory = np.sqrt(n_s * qe ** 2 * k ** 2 * channel_depth / (2 * eps0 * me)) / (2 * np.pi)\n",
+    "plt.plot(k * a / np.pi, f_theory/1e9, '-r', label=\"Theory\")\n",
+    "\n",
+    "plt.title(fr\"Density = {n_s:.2e} m$^{-2}$\")\n",
+    "\n",
+    "for channel_depth in [0.2e-6, 100e-6]:\n",
+    "    F_x = np.tanh(k * channel_depth) + np.tanh(k * channel_width)\n",
+    "    f_theory = np.sqrt(n_s * qe ** 2 * np.sqrt(k ** 2 * F_x) / (2 * eps0 * me)) / (2 * np.pi)\n",
+    "    plt.plot(k * a / np.pi, f_theory / 1e9)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 140,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.legend.Legend at 0x17f471490>"
+      ]
+     },
+     "execution_count": 140,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 500x350 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "trap_curvature = 1 / (2 * np.pi * 1e9) * np.sqrt(2 * qe * voltages['trench'] * quadratic_coefficient / me)\n",
+    "\n",
+    "fig = plt.figure(figsize=(5., 3.5))\n",
+    "plt.hist(efreqs/1e9, bins=200)\n",
+    "plt.axvline(trap_curvature, linestyle='--', color='tab:red', label=\"Potential curvature\")\n",
+    "plt.xlabel(\"Mode frequency (GHz)\")\n",
+    "plt.ylabel(f\"Number of modes\")\n",
+    "\n",
+    "plt.legend(loc=0, frameon=False)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 141,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "5.674192927094494\n"
+     ]
+    }
+   ],
+   "source": [
+    "chain_length = np.max(final_x) - np.min(final_x)\n",
+    "k = np.pi / chain_length\n",
+    "\n",
+    "w_e = 2 * np.max(final_y)\n",
+    "channel_depth = 1e-6\n",
+    "\n",
+    "F_x = 1 #np.tanh(k * (channel_width - w_e)) + np.tanh(k * channel_depth)\n",
+    "\n",
+    "f_theory = np.sqrt(n_s * qe ** 2 * np.sqrt(k ** 2 * F_x) / (2 * eps0 * me)) / (2 * np.pi)\n",
+    "\n",
+    "print(f_theory / 1e9)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 142,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "1.454419114183316\n"
+     ]
+    }
+   ],
+   "source": [
+    "f_theory = np.sqrt(n_s * qe ** 2 * k ** 2 * channel_depth / (2 * eps0 * me)) / (2 * np.pi)\n",
+    "print(f_theory / 1e9)\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "eonhe",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.11.7"
+  },
+  "orig_nbformat": 4
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/examples/99_plasmon_eom.ipynb b/examples/99_plasmon_eom.ipynb
new file mode 100644
index 0000000..cc04be8
--- /dev/null
+++ b/examples/99_plasmon_eom.ipynb
@@ -0,0 +1,888 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 186,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import sympy as sp\n",
+    "from sympy import diff, sin, cos, exp, sqrt, Rational"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 168,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "xij, yij, dxij, dyij, rij, θij = sp.symbols('x_{ij} y_{ij} δx_{ij}, δy_{ij}, r_{ij} θ_{ij}')\n",
+    "me, e, t, eps0, pi = sp.symbols('m_e e t ε_0 π')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "In this notebook we'll use `sympy` to do some of the heavy lifting in determining the equations of motion. The equations of motion are derived in https://journals.aps.org/prx/supplemental/10.1103/PhysRevX.6.011031/supplement.pdf , but some of the math-heavy steps are missing. Those steps are shown in the following two sections."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Linearization of $F_x$ for the EOM in $\\delta x_i$"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "A crucial part of the equations of motion is the electron-electron interaction term. For the perturbation in the coordinate $x_i$ we need to linearize the electron-electron interaction force in the x-direction. This force is given by `F_x` and is also written as Eq. (S15) in the link above.\n",
+    "\n",
+    "We will use the notation $\\delta x_{ij} = \\delta x_i - \\delta x_j$, $\\delta y_{ij} = \\delta y_i - \\delta y_j$ and $r_{ij}^2 = (x_i - x_j)^2 + (y_i - y_j)^2$.\n",
+    "\n",
+    "After setting $x_i \\mapsto x_i + \\delta x_i$ and $y_i \\mapsto y_i + \\delta y_i$ we arrive at the following expression for $(x_i - x_j) / |r_i - r_j|^3$"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 252,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle \\frac{r_{ij} \\cos{\\left(θ_{ij} \\right)} + δx_{ij}}{r_{ij}^{3} \\left(\\left(1 + \\frac{δx_{ij}}{r_{ij} \\cos{\\left(θ_{ij} \\right)}}\\right)^{2} \\cos^{2}{\\left(θ_{ij} \\right)} + \\left(1 + \\frac{δy_{ij}}{r_{ij} \\sin{\\left(θ_{ij} \\right)}}\\right)^{2} \\sin^{2}{\\left(θ_{ij} \\right)}\\right)^{\\frac{3}{2}}}$"
+      ],
+      "text/plain": [
+       "(r_{ij}*cos(θ_{ij}) + δx_{ij})/(r_{ij}**3*((1 + δx_{ij}/(r_{ij}*cos(θ_{ij})))**2*cos(θ_{ij})**2 + (1 + δy_{ij}/(r_{ij}*sin(θ_{ij})))**2*sin(θ_{ij})**2)**(3/2))"
+      ]
+     },
+     "execution_count": 252,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "Fx = (rij * cos(θij) + dxij) / (rij ** 3 * (cos(θij) ** 2 * (1 + dxij/(rij * cos(θij))) ** 2 + sin(θij) ** 2 * (1 + dyij/(rij * sin(θij))) ** 2 ) ** (Rational(3,2)))\n",
+    "Fx"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "To linearize we use the Taylor expansion around the equilibrium coordinates ($\\delta x_i = 0, \\delta y_i =0$)\n",
+    "$$ \n",
+    "F_x \\approx F_x (\\delta x_i = 0, \\delta y_i =0) + \\frac{\\partial F_x}{\\partial \\delta x_i} (\\delta x_i = 0, \\delta y_i =0) \\delta x_i + \\frac{\\partial F_x}{\\partial \\delta y_i} (\\delta x_i = 0, \\delta y_i =0) \\delta y_i\n",
+    "$$\n",
+    "\n",
+    "The first term is simply setting $\\delta x_i = 0, \\delta y_i =0$, which is done with `subs`:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 192,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle \\frac{\\cos{\\left(θ_{ij} \\right)}}{r_{ij}^{2}}$"
+      ],
+      "text/plain": [
+       "cos(θ_{ij})/r_{ij}**2"
+      ]
+     },
+     "execution_count": 192,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "first_term = Fx.subs(dxij, 0).subs(dyij, 0).simplify()\n",
+    "first_term "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "However, note that the first term won't contribute to the EOM for $\\delta x_i$ or $\\delta y_i$. For the last two terms we need to differentiate $F_x$ w.r.t. $\\delta x_i$ and $\\delta y_i$, respectively"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 193,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle \\frac{- \\frac{3 \\cos{\\left(2 θ_{ij} \\right)}}{2} - \\frac{1}{2}}{r_{ij}^{3}}$"
+      ],
+      "text/plain": [
+       "(-3*cos(2*θ_{ij})/2 - 1/2)/r_{ij}**3"
+      ]
+     },
+     "execution_count": 193,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "linear_term_x = diff(Fx, dxij).subs(dxij, 0).subs(dyij, 0).simplify()\n",
+    "linear_term_x = linear_term_x.subs(sin(θij)**2, Rational(1, 2) - Rational(1 ,2) * cos(2*θij))\n",
+    "linear_term_x"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "And differentiating with respect to $\\delta y_{ij}$ gives"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 194,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle - \\frac{3 \\sin{\\left(2 θ_{ij} \\right)}}{2 r_{ij}^{3}}$"
+      ],
+      "text/plain": [
+       "-3*sin(2*θ_{ij})/(2*r_{ij}**3)"
+      ]
+     },
+     "execution_count": 194,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "linear_term_y = diff(Fx, dyij).subs(dxij, 0).subs(dyij, 0).simplify()\n",
+    "linear_term_y"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "To summarize, we've now obtained the electron-electron interaction term $(x_i-x_j) / |r_i - r_j|^3$, which is given by the expression below:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 208,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle \\frac{2 r_{ij} \\cos{\\left(θ_{ij} \\right)} + δx_{ij} \\left(- 3 \\cos{\\left(2 θ_{ij} \\right)} - 1\\right) - 3 δy_{ij} \\sin{\\left(2 θ_{ij} \\right)}}{2 r_{ij}^{3}}$"
+      ],
+      "text/plain": [
+       "(2*r_{ij}*cos(θ_{ij}) + δx_{ij}*(-3*cos(2*θ_{ij}) - 1) - 3*δy_{ij}*sin(2*θ_{ij}))/(2*r_{ij}**3)"
+      ]
+     },
+     "execution_count": 208,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "( first_term + linear_term_x * dxij + linear_term_y * dyij ).factor(dxij)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The first term won't contribute to the equations of motion, but the last two terms proportional to $\\delta x_{ij}$ and $\\delta y_{ij}$ will."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We can start to recognize $k_{ij}^+$ as the term proportional to $\\delta x_{ij}$ and similarly $l_{ij}$ as the term proportional to $\\delta y_{ij}$.\n",
+    "Note that we omitted $e^2 / 4\\pi \\varepsilon_0$ and a factor of $1/2$ from double counting. Taking these prefactors into account will give an exact comparison."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Linearization of $F_y$ for the EOM in $\\delta y_i$"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The equation of motion for the coordinate $y_i$ contains the term $(y_i - y_j) / |r_i - r_j|^3$. We'll follow a similar procedure as above"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 254,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle \\frac{r_{ij} \\sin{\\left(θ_{ij} \\right)} + δy_{ij}}{r_{ij}^{3} \\left(\\left(1 + \\frac{δx_{ij}}{r_{ij} \\cos{\\left(θ_{ij} \\right)}}\\right)^{2} \\cos^{2}{\\left(θ_{ij} \\right)} + \\left(1 + \\frac{δy_{ij}}{r_{ij} \\sin{\\left(θ_{ij} \\right)}}\\right)^{2} \\sin^{2}{\\left(θ_{ij} \\right)}\\right)^{\\frac{3}{2}}}$"
+      ],
+      "text/plain": [
+       "(r_{ij}*sin(θ_{ij}) + δy_{ij})/(r_{ij}**3*((1 + δx_{ij}/(r_{ij}*cos(θ_{ij})))**2*cos(θ_{ij})**2 + (1 + δy_{ij}/(r_{ij}*sin(θ_{ij})))**2*sin(θ_{ij})**2)**(3/2))"
+      ]
+     },
+     "execution_count": 254,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "Fy = (rij * sin(θij) + dyij) / (rij ** 3 * (cos(θij) ** 2 * (1 + dxij/(rij * cos(θij))) ** 2 + sin(θij) ** 2 * (1 + dyij/(rij * sin(θij))) ** 2 ) ** (Rational(3, 2)))\n",
+    "Fy"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "To linearize this term we write \n",
+    "$$ \n",
+    "F_y \\approx F_y (\\delta x_i = 0, \\delta y_i =0) + \\frac{\\partial F_y}{\\partial \\delta x_i} (\\delta x_i = 0, \\delta y_i =0) \\delta x_i + \\frac{\\partial F_y}{\\partial \\delta y_i} (\\delta x_i = 0, \\delta y_i =0) \\delta y_i\n",
+    "$$\n",
+    "\n",
+    "Again, we start with the term that won't contribute to the equations of motion."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 255,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle \\frac{\\sin{\\left(θ_{ij} \\right)}}{r_{ij}^{2}}$"
+      ],
+      "text/plain": [
+       "sin(θ_{ij})/r_{ij}**2"
+      ]
+     },
+     "execution_count": 255,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "first_term = Fy.subs(dxij, 0).subs(dyij, 0).simplify()\n",
+    "first_term "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Here is the term proportional to $\\delta x_{ij}$"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 256,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle - \\frac{3 \\sin{\\left(2 θ_{ij} \\right)}}{2 r_{ij}^{3}}$"
+      ],
+      "text/plain": [
+       "-3*sin(2*θ_{ij})/(2*r_{ij}**3)"
+      ]
+     },
+     "execution_count": 256,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "linear_term_x = diff(Fy, dxij).subs(dxij, 0).subs(dyij, 0).simplify()\n",
+    "linear_term_x"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "and proportional to $\\delta y_{ij}$"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 257,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle \\frac{\\frac{3 \\cos{\\left(2 θ_{ij} \\right)}}{2} - \\frac{1}{2}}{r_{ij}^{3}}$"
+      ],
+      "text/plain": [
+       "(3*cos(2*θ_{ij})/2 - 1/2)/r_{ij}**3"
+      ]
+     },
+     "execution_count": 257,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "linear_term_y = diff(Fy, dyij).subs(dxij, 0).subs(dyij, 0).simplify()\n",
+    "linear_term_y = linear_term_y.subs(sin(θij)**2, Rational(1, 2) - Rational(1, 2) * cos(2*θij))\n",
+    "linear_term_y"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "To summarize: the electron-electron interaction term for the $y$ EOM is given by $(y_i - y_j) / |r_i - r_j|^3$ and the linearized result is"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 215,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle \\frac{\\sin{\\left(θ_{ij} \\right)}}{r_{ij}^{2}} - \\frac{3 δx_{ij} \\sin{\\left(2 θ_{ij} \\right)}}{2 r_{ij}^{3}} + \\frac{δy_{ij} \\left(\\frac{3 \\cos{\\left(2 θ_{ij} \\right)}}{2} - \\frac{1}{2}\\right)}{r_{ij}^{3}}$"
+      ],
+      "text/plain": [
+       "sin(θ_{ij})/r_{ij}**2 - 3*δx_{ij}*sin(2*θ_{ij})/(2*r_{ij}**3) + δy_{ij}*(3*cos(2*θ_{ij})/2 - 1/2)/r_{ij}**3"
+      ]
+     },
+     "execution_count": 215,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "first_term + linear_term_x * dxij + linear_term_y * dyij"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "We can start to recognize $k_{ij}^-$ as the term proportional to $\\delta y_{ij}$ and similarly $l_{ij}$ as the term proportional to $\\delta x_{ij}$.\n",
+    "Note that we omitted $e^2 / 4\\pi \\varepsilon_0$ and a factor of $1/2$ from double counting. Taking these prefactors into account will give an exact comparison."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Including the effects of screening"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "If we include screening, the regular Coulomb potential can be modified to a Yukawa potential\n",
+    "\n",
+    "$$\n",
+    "U = \\frac{e^{-r/\\lambda}}{r}\n",
+    "$$\n",
+    "where $\\lambda$ is the interaction cutoff length. We may repeat the previous sections to obtain the versions of $k_{ij}^\\pm$ and $l_{ij}$ that include screening. These should be compared to Eqs. C.3 and C.4 in https://schusterlab.stanford.edu/static/pdfs/Koolstra_thesis.pdf Let's get started by figuring out the forces in the $x$ and $y$ direction."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Force in the $x$ direction"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Finding the force requires differentiating the potential. Because $r$ appears in the exponent and also in the denominator, it is not as straightforward. By hand, we would apply the chain rule. `sympy` doesn't care and will do it for you:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 259,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle \\frac{x_{ij} \\left(- r_{ij} - λ\\right) e^{- \\frac{r_{ij}}{λ}}}{r_{ij}^{3} λ}$"
+      ],
+      "text/plain": [
+       "x_{ij}*(-r_{ij} - λ)*exp(-r_{ij}/λ)/(r_{ij}**3*λ)"
+      ]
+     },
+     "execution_count": 259,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "rxy = sqrt(xij**2 + yij**2)\n",
+    "lamb = sp.symbols('λ')\n",
+    "xi = sp.symbols('ξ')\n",
+    "\n",
+    "U = 1 / rxy * exp(-rxy / lamb)\n",
+    "Fx = diff(U, xij).simplify().subs(sqrt(xij**2 + yij**2), rij)\n",
+    "Fx"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 260,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle \\frac{\\left(x_{ij} + δx_{ij}\\right) \\left(- r_{ij} \\sqrt{\\left(1 + \\frac{δx_{ij}}{r_{ij} \\cos{\\left(θ_{ij} \\right)}}\\right)^{2} \\cos^{2}{\\left(θ_{ij} \\right)} + \\left(1 + \\frac{δy_{ij}}{r_{ij} \\sin{\\left(θ_{ij} \\right)}}\\right)^{2} \\sin^{2}{\\left(θ_{ij} \\right)}} - λ\\right) e^{- \\frac{r_{ij} \\sqrt{\\left(1 + \\frac{δx_{ij}}{r_{ij} \\cos{\\left(θ_{ij} \\right)}}\\right)^{2} \\cos^{2}{\\left(θ_{ij} \\right)} + \\left(1 + \\frac{δy_{ij}}{r_{ij} \\sin{\\left(θ_{ij} \\right)}}\\right)^{2} \\sin^{2}{\\left(θ_{ij} \\right)}}}{λ}}}{r_{ij}^{3} λ \\left(\\left(1 + \\frac{δx_{ij}}{r_{ij} \\cos{\\left(θ_{ij} \\right)}}\\right)^{2} \\cos^{2}{\\left(θ_{ij} \\right)} + \\left(1 + \\frac{δy_{ij}}{r_{ij} \\sin{\\left(θ_{ij} \\right)}}\\right)^{2} \\sin^{2}{\\left(θ_{ij} \\right)}\\right)^{\\frac{3}{2}}}$"
+      ],
+      "text/plain": [
+       "(x_{ij} + δx_{ij})*(-r_{ij}*sqrt((1 + δx_{ij}/(r_{ij}*cos(θ_{ij})))**2*cos(θ_{ij})**2 + (1 + δy_{ij}/(r_{ij}*sin(θ_{ij})))**2*sin(θ_{ij})**2) - λ)*exp(-r_{ij}*sqrt((1 + δx_{ij}/(r_{ij}*cos(θ_{ij})))**2*cos(θ_{ij})**2 + (1 + δy_{ij}/(r_{ij}*sin(θ_{ij})))**2*sin(θ_{ij})**2)/λ)/(r_{ij}**3*λ*((1 + δx_{ij}/(r_{ij}*cos(θ_{ij})))**2*cos(θ_{ij})**2 + (1 + δy_{ij}/(r_{ij}*sin(θ_{ij})))**2*sin(θ_{ij})**2)**(3/2))"
+      ]
+     },
+     "execution_count": 260,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "linearized_rij = rij * sqrt(cos(θij) ** 2 * (1 + dxij/(rij * cos(θij))) ** 2 + sin(θij) ** 2 * (1 + dyij/(rij * sin(θij))) ** 2 )\n",
+    "linearized_Fx = Fx.subs(xij, xij + dxij).subs(rij, linearized_rij)\n",
+    "linearized_Fx"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The resulting expressions start to grow, but let's not fear yet. Things will look better. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 246,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle - \\frac{\\left(r_{ij} \\sqrt{\\frac{\\left(r_{ij} \\sin{\\left(θ_{ij} \\right)} + δy_{ij}\\right)^{2} + \\left(r_{ij} \\cos{\\left(θ_{ij} \\right)} + δx_{ij}\\right)^{2}}{r_{ij}^{2}}} + λ\\right) \\left(r_{ij} \\cos{\\left(θ_{ij} \\right)} + δx_{ij}\\right) e^{- \\frac{r_{ij} \\sqrt{\\frac{\\left(r_{ij} \\sin{\\left(θ_{ij} \\right)} + δy_{ij}\\right)^{2} + \\left(r_{ij} \\cos{\\left(θ_{ij} \\right)} + δx_{ij}\\right)^{2}}{r_{ij}^{2}}}}{λ}}}{r_{ij}^{3} λ \\left(\\frac{\\left(r_{ij} \\sin{\\left(θ_{ij} \\right)} + δy_{ij}\\right)^{2} + \\left(r_{ij} \\cos{\\left(θ_{ij} \\right)} + δx_{ij}\\right)^{2}}{r_{ij}^{2}}\\right)^{\\frac{3}{2}}}$"
+      ],
+      "text/plain": [
+       "-(r_{ij}*sqrt(((r_{ij}*sin(θ_{ij}) + δy_{ij})**2 + (r_{ij}*cos(θ_{ij}) + δx_{ij})**2)/r_{ij}**2) + λ)*(r_{ij}*cos(θ_{ij}) + δx_{ij})*exp(-r_{ij}*sqrt(((r_{ij}*sin(θ_{ij}) + δy_{ij})**2 + (r_{ij}*cos(θ_{ij}) + δx_{ij})**2)/r_{ij}**2)/λ)/(r_{ij}**3*λ*(((r_{ij}*sin(θ_{ij}) + δy_{ij})**2 + (r_{ij}*cos(θ_{ij}) + δx_{ij})**2)/r_{ij}**2)**(3/2))"
+      ]
+     },
+     "execution_count": 246,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "linearized_Fx = linearized_Fx.subs(xij, rij * cos(θij)).subs(yij, rij * sin(θij)).simplify()\n",
+    "linearized_Fx"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Things will start to look more compact by using the substitution $\\xi = r_{ij} / \\lambda$. The first term in the Taylor expansion of the force is:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 247,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle - \\frac{\\left(ξ + 1\\right) e^{- ξ} \\cos{\\left(θ_{ij} \\right)}}{r_{ij}^{2}}$"
+      ],
+      "text/plain": [
+       "-(ξ + 1)*exp(-ξ)*cos(θ_{ij})/r_{ij}**2"
+      ]
+     },
+     "execution_count": 247,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "first_term = linearized_Fx.subs(dxij, 0).subs(dyij, 0).simplify()\n",
+    "first_term.subs(lamb, rij / xi).simplify()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The term that is proportional to $\\delta x_{ij}$ is found by differentiating w.r.t. $\\delta x_{ij}$:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 248,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle \\frac{\\left(ξ^{2} \\left(\\frac{\\cos{\\left(2 θ_{ij} \\right)}}{2} + \\frac{1}{2}\\right) + ξ \\left(\\frac{3 \\cos{\\left(2 θ_{ij} \\right)}}{2} + \\frac{1}{2}\\right) + \\frac{3 \\cos{\\left(2 θ_{ij} \\right)}}{2} + \\frac{1}{2}\\right) e^{- ξ}}{r_{ij}^{3}}$"
+      ],
+      "text/plain": [
+       "(ξ**2*(cos(2*θ_{ij})/2 + 1/2) + ξ*(3*cos(2*θ_{ij})/2 + 1/2) + 3*cos(2*θ_{ij})/2 + 1/2)*exp(-ξ)/r_{ij}**3"
+      ]
+     },
+     "execution_count": 248,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "linear_term_x = diff(linearized_Fx, dxij).subs(dxij, 0).subs(dyij, 0).simplify()\n",
+    "linear_term_x = linear_term_x.subs(lamb, rij / xi).simplify().subs(cos(θij)**2, Rational(1, 2) + Rational(1, 2) * cos(2*θij))\n",
+    "linear_term_x"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The term that is proportional to $\\delta y_{ij}$ is found by differentiating w.r.t. $\\delta y_{ij}$:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 249,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle \\frac{\\left(ξ^{2} + 3 ξ + 3\\right) e^{- ξ} \\sin{\\left(2 θ_{ij} \\right)}}{2 r_{ij}^{3}}$"
+      ],
+      "text/plain": [
+       "(ξ**2 + 3*ξ + 3)*exp(-ξ)*sin(2*θ_{ij})/(2*r_{ij}**3)"
+      ]
+     },
+     "execution_count": 249,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "linear_term_y = diff(linearized_Fx, dyij).subs(dxij, 0).subs(dyij, 0).simplify()\n",
+    "linear_term_y = linear_term_y.subs(lamb, rij / xi).simplify().subs(cos(θij)**2, Rational(1, 2) + Rational(1, 2) * cos(2*θij))\n",
+    "linear_term_y"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The final result below should be checked with $k_{ij}^+$ and $l_{ij}$ in C.3 and C.4 in https://schusterlab.stanford.edu/static/pdfs/Koolstra_thesis.pdf You can actually see there is a small error in C4!"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 251,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle \\frac{\\left(δx_{ij} \\left(ξ^{2} \\cos{\\left(2 θ_{ij} \\right)} + ξ^{2} + 3 ξ \\cos{\\left(2 θ_{ij} \\right)} + ξ + 3 \\cos{\\left(2 θ_{ij} \\right)} + 1\\right) + δy_{ij} \\left(ξ^{2} \\sin{\\left(2 θ_{ij} \\right)} + 3 ξ \\sin{\\left(2 θ_{ij} \\right)} + 3 \\sin{\\left(2 θ_{ij} \\right)}\\right)\\right) e^{- ξ}}{2 r_{ij}^{3}}$"
+      ],
+      "text/plain": [
+       "(δx_{ij}*(ξ**2*cos(2*θ_{ij}) + ξ**2 + 3*ξ*cos(2*θ_{ij}) + ξ + 3*cos(2*θ_{ij}) + 1) + δy_{ij}*(ξ**2*sin(2*θ_{ij}) + 3*ξ*sin(2*θ_{ij}) + 3*sin(2*θ_{ij})))*exp(-ξ)/(2*r_{ij}**3)"
+      ]
+     },
+     "execution_count": 251,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "(linear_term_x * dxij + linear_term_y * dyij).factor(dxij, dyij)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Force in the $y$-direction"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "You know the drill by know. First differentiate the potential energy (electron-electron interaction) w.r.t. $y_{ij}$ to find $F_y$ that corresponds to the Yukawa potential:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 227,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle \\frac{y_{ij} \\left(- r_{ij} - λ\\right) e^{- \\frac{r_{ij}}{λ}}}{r_{ij}^{3} λ}$"
+      ],
+      "text/plain": [
+       "y_{ij}*(-r_{ij} - λ)*exp(-r_{ij}/λ)/(r_{ij}**3*λ)"
+      ]
+     },
+     "execution_count": 227,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "Fy = diff(U, yij).simplify().subs(sqrt(xij**2 + yij**2), rij)\n",
+    "Fy"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Perturb:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 228,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle \\frac{\\left(y_{ij} + δy_{ij}\\right) \\left(- r_{ij} \\sqrt{\\left(1 + \\frac{δx_{ij}}{r_{ij} \\cos{\\left(θ_{ij} \\right)}}\\right)^{2} \\cos^{2}{\\left(θ_{ij} \\right)} + \\left(1 + \\frac{δy_{ij}}{r_{ij} \\sin{\\left(θ_{ij} \\right)}}\\right)^{2} \\sin^{2}{\\left(θ_{ij} \\right)}} - λ\\right) e^{- \\frac{r_{ij} \\sqrt{\\left(1 + \\frac{δx_{ij}}{r_{ij} \\cos{\\left(θ_{ij} \\right)}}\\right)^{2} \\cos^{2}{\\left(θ_{ij} \\right)} + \\left(1 + \\frac{δy_{ij}}{r_{ij} \\sin{\\left(θ_{ij} \\right)}}\\right)^{2} \\sin^{2}{\\left(θ_{ij} \\right)}}}{λ}}}{r_{ij}^{3} λ \\left(\\left(1 + \\frac{δx_{ij}}{r_{ij} \\cos{\\left(θ_{ij} \\right)}}\\right)^{2} \\cos^{2}{\\left(θ_{ij} \\right)} + \\left(1 + \\frac{δy_{ij}}{r_{ij} \\sin{\\left(θ_{ij} \\right)}}\\right)^{2} \\sin^{2}{\\left(θ_{ij} \\right)}\\right)^{\\frac{3}{2}}}$"
+      ],
+      "text/plain": [
+       "(y_{ij} + δy_{ij})*(-r_{ij}*sqrt((1 + δx_{ij}/(r_{ij}*cos(θ_{ij})))**2*cos(θ_{ij})**2 + (1 + δy_{ij}/(r_{ij}*sin(θ_{ij})))**2*sin(θ_{ij})**2) - λ)*exp(-r_{ij}*sqrt((1 + δx_{ij}/(r_{ij}*cos(θ_{ij})))**2*cos(θ_{ij})**2 + (1 + δy_{ij}/(r_{ij}*sin(θ_{ij})))**2*sin(θ_{ij})**2)/λ)/(r_{ij}**3*λ*((1 + δx_{ij}/(r_{ij}*cos(θ_{ij})))**2*cos(θ_{ij})**2 + (1 + δy_{ij}/(r_{ij}*sin(θ_{ij})))**2*sin(θ_{ij})**2)**(3/2))"
+      ]
+     },
+     "execution_count": 228,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "linearized_Fy = Fy.subs(yij, yij + dyij).subs(rij, linearized_rij)\n",
+    "linearized_Fy"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Group and simplify"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 231,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle - \\frac{\\left(r_{ij} \\sqrt{\\frac{\\left(r_{ij} \\sin{\\left(θ_{ij} \\right)} + δy_{ij}\\right)^{2} + \\left(r_{ij} \\cos{\\left(θ_{ij} \\right)} + δx_{ij}\\right)^{2}}{r_{ij}^{2}}} + λ\\right) \\left(r_{ij} \\sin{\\left(θ_{ij} \\right)} + δy_{ij}\\right) e^{- \\frac{r_{ij} \\sqrt{\\frac{\\left(r_{ij} \\sin{\\left(θ_{ij} \\right)} + δy_{ij}\\right)^{2} + \\left(r_{ij} \\cos{\\left(θ_{ij} \\right)} + δx_{ij}\\right)^{2}}{r_{ij}^{2}}}}{λ}}}{r_{ij}^{3} λ \\left(\\frac{\\left(r_{ij} \\sin{\\left(θ_{ij} \\right)} + δy_{ij}\\right)^{2} + \\left(r_{ij} \\cos{\\left(θ_{ij} \\right)} + δx_{ij}\\right)^{2}}{r_{ij}^{2}}\\right)^{\\frac{3}{2}}}$"
+      ],
+      "text/plain": [
+       "-(r_{ij}*sqrt(((r_{ij}*sin(θ_{ij}) + δy_{ij})**2 + (r_{ij}*cos(θ_{ij}) + δx_{ij})**2)/r_{ij}**2) + λ)*(r_{ij}*sin(θ_{ij}) + δy_{ij})*exp(-r_{ij}*sqrt(((r_{ij}*sin(θ_{ij}) + δy_{ij})**2 + (r_{ij}*cos(θ_{ij}) + δx_{ij})**2)/r_{ij}**2)/λ)/(r_{ij}**3*λ*(((r_{ij}*sin(θ_{ij}) + δy_{ij})**2 + (r_{ij}*cos(θ_{ij}) + δx_{ij})**2)/r_{ij}**2)**(3/2))"
+      ]
+     },
+     "execution_count": 231,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "linearized_Fy = linearized_Fy.subs(xij, rij * cos(θij)).subs(yij, rij * sin(θij)).simplify()\n",
+    "linearized_Fy"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Find the first term in the Taylor series that doesn't affect the EOM:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 232,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle - \\frac{\\left(ξ + 1\\right) e^{- ξ} \\sin{\\left(θ_{ij} \\right)}}{r_{ij}^{2}}$"
+      ],
+      "text/plain": [
+       "-(ξ + 1)*exp(-ξ)*sin(θ_{ij})/r_{ij}**2"
+      ]
+     },
+     "execution_count": 232,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "first_term = linearized_Fy.subs(dxij, 0).subs(dyij, 0).simplify()\n",
+    "first_term.subs(lamb, rij / xi).simplify()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Find the term propoertional to $\\delta x_{ij}$:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 233,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle \\frac{\\left(ξ^{2} + 3 ξ + 3\\right) e^{- ξ} \\sin{\\left(2 θ_{ij} \\right)}}{2 r_{ij}^{3}}$"
+      ],
+      "text/plain": [
+       "(ξ**2 + 3*ξ + 3)*exp(-ξ)*sin(2*θ_{ij})/(2*r_{ij}**3)"
+      ]
+     },
+     "execution_count": 233,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "linear_term_x = diff(linearized_Fy, dxij).subs(dxij, 0).subs(dyij, 0).simplify()\n",
+    "linear_term_x = linear_term_x.subs(lamb, rij / xi).simplify().subs(cos(θij)**2, Rational(1, 2) + Rational(1, 2) * cos(2*θij))\n",
+    "linear_term_x"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Find the term propoertional to $\\delta y_{ij}$ (it is actually rather compact given what we started off with)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 234,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle \\frac{\\left(ξ^{2} \\cdot \\left(\\frac{1}{2} - \\frac{\\cos{\\left(2 θ_{ij} \\right)}}{2}\\right) + ξ \\left(\\frac{1}{2} - \\frac{3 \\cos{\\left(2 θ_{ij} \\right)}}{2}\\right) - \\frac{3 \\cos{\\left(2 θ_{ij} \\right)}}{2} + \\frac{1}{2}\\right) e^{- ξ}}{r_{ij}^{3}}$"
+      ],
+      "text/plain": [
+       "(ξ**2*(1/2 - cos(2*θ_{ij})/2) + ξ*(1/2 - 3*cos(2*θ_{ij})/2) - 3*cos(2*θ_{ij})/2 + 1/2)*exp(-ξ)/r_{ij}**3"
+      ]
+     },
+     "execution_count": 234,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "linear_term_y = diff(linearized_Fy, dyij).subs(dxij, 0).subs(dyij, 0).simplify()\n",
+    "linear_term_y = linear_term_y.subs(lamb, rij / xi).simplify().subs(sin(θij)**2, Rational(1, 2) - Rational(1, 2) * cos(2*θij))\n",
+    "linear_term_y"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "The final result below should be checked with $k_{ij}^+$ and $l_{ij}$ in C.3 and C.4 in https://schusterlab.stanford.edu/static/pdfs/Koolstra_thesis.pdf You can actually see there is a small error in C4!"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 236,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/latex": [
+       "$\\displaystyle \\frac{\\left(δx_{ij} \\left(ξ^{2} \\sin{\\left(2 θ_{ij} \\right)} + 3 ξ \\sin{\\left(2 θ_{ij} \\right)} + 3 \\sin{\\left(2 θ_{ij} \\right)}\\right) + δy_{ij} \\left(- ξ^{2} \\cos{\\left(2 θ_{ij} \\right)} + ξ^{2} - 3 ξ \\cos{\\left(2 θ_{ij} \\right)} + ξ - 3 \\cos{\\left(2 θ_{ij} \\right)} + 1\\right)\\right) e^{- ξ}}{2 r_{ij}^{3}}$"
+      ],
+      "text/plain": [
+       "(δx_{ij}*(ξ**2*sin(2*θ_{ij}) + 3*ξ*sin(2*θ_{ij}) + 3*sin(2*θ_{ij})) + δy_{ij}*(-ξ**2*cos(2*θ_{ij}) + ξ**2 - 3*ξ*cos(2*θ_{ij}) + ξ - 3*cos(2*θ_{ij}) + 1))*exp(-ξ)/(2*r_{ij}**3)"
+      ]
+     },
+     "execution_count": 236,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "(linear_term_x * dxij + linear_term_y * dyij).factor(dxij, dyij)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3 (ipykernel)",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.11.7"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/examples/fem_data/long_channel.txt b/examples/fem_data/long_channel.txt
new file mode 100644
index 0000000..c940f39
--- /dev/null
+++ b/examples/fem_data/long_channel.txt
@@ -0,0 +1,2414 @@
+startDATA gnd 1001 1001	
+	 0.9999944627 0.9999944723 0.9999944819 0.9999944915 0.9999945012 0.9999945108 0.9999945204 0.99999453 0.9999945396 0.9999945493 0.9999945589 0.9999945685 0.9999945781 0.9999945877 0.9999945974 0.999994607 0.9999946166 0.9999946262 0.9999946358 0.9999946454 0.9999946551 0.9999946647 0.9999946743 0.9999946839 0.9999946935 0.9999947032 0.9999947128 0.9999947224 0.999994732 0.9999947416 0.9999947513 0.9999947609 0.9999947705 0.9999947801 0.9999947897 0.9999947994 0.999994809 0.9999948186 0.9999948282 0.9999948378 0.9999948475 0.9999948571 0.9999948667 0.9999948763 0.9999948859 0.9999948956 0.9999949052 0.9999949148 0.9999949244 0.999994934 0.9999949437 0.9999949533 0.9999949629 0.9999949725 0.9999949821 0.9999949918 0.9999950014 0.999995011 0.9999950206 0.9999950302 0.9999950399 0.9999950495 0.9999950591 0.9999950687 0.9999950783 0.9999950879 0.9999950976 0.9999951072 0.9999951168 0.9999951264 0.999995136 0.9999951457 0.9999951553 0.9999951649 0.9999951745 0.9999951841 0.9999951938 0.9999952034 0.999995213 0.9999952226 0.9999952322 0.9999952419 0.9999952515 0.9999952611 0.9999952707 0.9999952803 0.99999529 0.9999952996 0.9999953092 0.9999953188 0.9999953284 0.9999953381 0.9999953477 0.9999953573 0.9999953669 0.9999953765 0.9999953862 0.9999953958 0.9999954054 0.999995415 0.9999954246 0.9999954343 0.9999954439 0.9999954535 0.9999954631 0.9999954727 0.9999954824 0.999995492 0.9999955016 0.9999955112 0.9999955208 0.9999955304 0.9999955401 0.9999955497 0.9999955593 0.9999955689 0.9999955785 0.9999955882 0.9999955978 0.9999956074 0.999995617 0.9999956266 0.9999956363 0.9999956459 0.9999956555 0.9999956651 0.9999956747 0.9999956844 0.999995694 0.9999957036 0.9999957132 0.9999957228 0.9999957325 0.9999957421 0.9999957517 0.9999957613 0.9999957709 0.9999957806 0.9999957902 0.9999957998 0.9999958094 0.999995819 0.9999958287 0.9999958383 0.9999958479 0.9999958575 0.9999958671 0.9999958768 0.9999958864 0.999995896 0.9999959056 0.9999959152 0.9999959249 0.9999959345 0.9999959441 0.9999959537 0.9999959633 0.9999959729 0.9999959826 0.9999959922 0.9999960018 0.9999960114 0.999996021 0.9999960307 0.9999960403 0.9999960499 0.9999960595 0.9999960691 0.9999960788 0.9999960884 0.999996098 0.9999961076 0.9999961172 0.9999961269 0.9999961365 0.9999961461 0.9999961557 0.9999961653 0.999996175 0.9999961846 0.9999961942 0.9999962038 0.9999962134 0.9999962231 0.9999962327 0.9999962423 0.9999962519 0.9999962615 0.9999962628 0.999996258 0.9999962528 0.999996247 0.9999962406 0.9999962338 0.9999962265 0.9999962187 0.9999962104 0.9999962016 0.9999961922 0.9999961824 0.9999961721 0.9999961612 0.9999961499 0.9999961381 0.9999961257 0.9999961128 0.9999960995 0.9999960856 0.9999960713 0.9999960564 0.999996041 0.9999960251 0.9999960088 0.9999959919 0.9999959745 0.9999959566 0.9999959382 0.9999959193 0.9999958999 0.99999588 0.9999958596 0.9999958386 0.9999958172 0.9999957953 0.9999957729 0.9999957499 0.9999957265 0.9999957026 0.9999956781 0.9999956532 0.9999956277 0.9999956017 0.9999955753 0.9999955483 0.9999955209 0.9999954929 0.9999954644 0.9999954354 0.9999954059 0.999995376 0.9999953455 0.9999953145 0.999995283 0.999995251 0.9999952185 0.9999951854 0.9999951519 0.9999951179 0.9999950834 0.9999950484 0.9999950152 0.9999949988 0.9999949823 0.9999949658 0.9999949493 0.9999949329 0.9999949164 0.9999948999 0.9999948834 0.999994867 0.9999948505 0.999994834 0.9999948176 0.9999948011 0.9999947846 0.9999947681 0.9999947517 0.9999947352 0.9999947187 0.9999947022 0.9999946858 0.9999946693 0.9999946528 0.9999946364 0.9999946199 0.9999946034 0.9999945869 0.9999945705 0.999994554 0.9999945375 0.999994521 0.9999945046 0.9999944881 0.9999944716 0.9999944552 0.9999944387 0.9999944222 0.9999944057 0.9999943893 0.9999943728 0.9999943563 0.9999943398 0.9999943234 0.9999943069 0.9999942904 0.999994274 0.9999942575 0.999994241 0.9999942245 0.9999942081 0.9999941916 0.9999941751 0.9999941586 0.9999941422 0.9999941257 0.9999941092 0.9999940927 0.9999940763 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1.514959421e-05 1.514018807e-05 1.513078192e-05 1.512137578e-05 1.511196964e-05 1.510256349e-05 1.509315735e-05 1.50837512e-05 1.507434506e-05 1.506493892e-05 1.505553277e-05 1.504612663e-05 1.503672048e-05 1.502731434e-05 1.50179082e-05 1.500850205e-05 1.499909591e-05 1.498968976e-05 1.498028362e-05 1.497087747e-05 1.496147133e-05 1.495206519e-05 1.494265904e-05 1.49332529e-05 1.492384675e-05 1.491444061e-05 1.490503447e-05 1.489562832e-05 1.488622218e-05 1.487681603e-05 1.486740989e-05 1.485800375e-05 1.48485976e-05 1.483919146e-05 1.482978531e-05 1.482037917e-05 1.481097303e-05 1.480156688e-05 1.479216074e-05 1.478275459e-05 1.477334845e-05 1.476394231e-05 1.475453616e-05 1.474513002e-05 1.473572387e-05 1.472631773e-05 1.471691159e-05 1.470750544e-05 1.46980993e-05 1.468869315e-05 1.467928701e-05 1.466988087e-05 1.466047472e-05 1.465106858e-05 1.464166243e-05 1.463225629e-05 1.462285015e-05 1.4613444e-05 1.460403786e-05 1.459463171e-05 1.458522557e-05 1.457581943e-05 1.456641328e-05 1.455700714e-05 1.454760099e-05 1.453819485e-05 1.452878871e-05 1.451938256e-05 1.450997642e-05 1.450057027e-05 1.449116413e-05 1.448175799e-05 1.447235184e-05 1.44629457e-05 1.445353955e-05 1.444413341e-05 1.443472727e-05 1.442532112e-05 1.441591498e-05 1.440650883e-05 1.439710269e-05 1.438769655e-05 1.43782904e-05 1.436888426e-05 1.435947811e-05 1.435007197e-05 1.434066583e-05 1.433125968e-05 1.432185354e-05 1.431244739e-05 1.430304125e-05 1.429363511e-05 1.428422896e-05 1.427482282e-05 1.426541667e-05 1.425601053e-05 1.424660439e-05 1.423719824e-05 1.42277921e-05 1.421838595e-05 1.420897981e-05 1.419957367e-05 1.419016752e-05 1.418076138e-05 1.417135523e-05 1.416194909e-05 1.415254295e-05 1.41431368e-05 1.413373066e-05 1.412432451e-05 1.411491837e-05 1.410551223e-05 1.409610608e-05 1.408669994e-05 1.407729379e-05 1.406788765e-05 1.405848151e-05 1.404907536e-05 1.403966922e-05 1.403026307e-05 1.402085693e-05 1.401145079e-05 1.400204464e-05 1.39926385e-05 1.398323235e-05 1.397382621e-05 1.396442007e-05
+	
+END
+startXY xlist 1001	
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+	-39.6	-39.52	-39.44	-39.36	-39.28
+	-39.2	-39.12	-39.04	-38.96	-38.88
+	-38.8	-38.72	-38.64	-38.56	-38.48
+	-38.4	-38.32	-38.24	-38.16	-38.08
+	-38	-37.92	-37.84	-37.76	-37.68
+	-37.6	-37.52	-37.44	-37.36	-37.28
+	-37.2	-37.12	-37.04	-36.96	-36.88
+	-36.8	-36.72	-36.64	-36.56	-36.48
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+	-36	-35.92	-35.84	-35.76	-35.68
+	-35.6	-35.52	-35.44	-35.36	-35.28
+	-35.2	-35.12	-35.04	-34.96	-34.88
+	-34.8	-34.72	-34.64	-34.56	-34.48
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+	-34	-33.92	-33.84	-33.76	-33.68
+	-33.6	-33.52	-33.44	-33.36	-33.28
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+	-30	-29.92	-29.84	-29.76	-29.68
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+	-28	-27.92	-27.84	-27.76	-27.68
+	-27.6	-27.52	-27.44	-27.36	-27.28
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+	-26.8	-26.72	-26.64	-26.56	-26.48
+	-26.4	-26.32	-26.24	-26.16	-26.08
+	-26	-25.92	-25.84	-25.76	-25.68
+	-25.6	-25.52	-25.44	-25.36	-25.28
+	-25.2	-25.12	-25.04	-24.96	-24.88
+	-24.8	-24.72	-24.64	-24.56	-24.48
+	-24.4	-24.32	-24.24	-24.16	-24.08
+	-24	-23.92	-23.84	-23.76	-23.68
+	-23.6	-23.52	-23.44	-23.36	-23.28
+	-23.2	-23.12	-23.04	-22.96	-22.88
+	-22.8	-22.72	-22.64	-22.56	-22.48
+	-22.4	-22.32	-22.24	-22.16	-22.08
+	-22	-21.92	-21.84	-21.76	-21.68
+	-21.6	-21.52	-21.44	-21.36	-21.28
+	-21.2	-21.12	-21.04	-20.96	-20.88
+	-20.8	-20.72	-20.64	-20.56	-20.48
+	-20.4	-20.32	-20.24	-20.16	-20.08
+	-20	-19.92	-19.84	-19.76	-19.68
+	-19.6	-19.52	-19.44	-19.36	-19.28
+	-19.2	-19.12	-19.04	-18.96	-18.88
+	-18.8	-18.72	-18.64	-18.56	-18.48
+	-18.4	-18.32	-18.24	-18.16	-18.08
+	-18	-17.92	-17.84	-17.76	-17.68
+	-17.6	-17.52	-17.44	-17.36	-17.28
+	-17.2	-17.12	-17.04	-16.96	-16.88
+	-16.8	-16.72	-16.64	-16.56	-16.48
+	-16.4	-16.32	-16.24	-16.16	-16.08
+	-16	-15.92	-15.84	-15.76	-15.68
+	-15.6	-15.52	-15.44	-15.36	-15.28
+	-15.2	-15.12	-15.04	-14.96	-14.88
+	-14.8	-14.72	-14.64	-14.56	-14.48
+	-14.4	-14.32	-14.24	-14.16	-14.08
+	-14	-13.92	-13.84	-13.76	-13.68
+	-13.6	-13.52	-13.44	-13.36	-13.28
+	-13.2	-13.12	-13.04	-12.96	-12.88
+	-12.8	-12.72	-12.64	-12.56	-12.48
+	-12.4	-12.32	-12.24	-12.16	-12.08
+	-12	-11.92	-11.84	-11.76	-11.68
+	-11.6	-11.52	-11.44	-11.36	-11.28
+	-11.2	-11.12	-11.04	-10.96	-10.88
+	-10.8	-10.72	-10.64	-10.56	-10.48
+	-10.4	-10.32	-10.24	-10.16	-10.08
+	-10	-9.92	-9.84	-9.76	-9.68
+	-9.6	-9.52	-9.44	-9.36	-9.28
+	-9.2	-9.12	-9.04	-8.96	-8.88
+	-8.8	-8.72	-8.64	-8.56	-8.48
+	-8.4	-8.32	-8.24	-8.16	-8.08
+	 -8	-7.92	-7.84	-7.76	-7.68
+	-7.6	-7.52	-7.44	-7.36	-7.28
+	-7.2	-7.12	-7.04	-6.96	-6.88
+	-6.8	-6.72	-6.64	-6.56	-6.48
+	-6.4	-6.32	-6.24	-6.16	-6.08
+	 -6	-5.92	-5.84	-5.76	-5.68
+	-5.6	-5.52	-5.44	-5.36	-5.28
+	-5.2	-5.12	-5.04	-4.96	-4.88
+	-4.8	-4.72	-4.64	-4.56	-4.48
+	-4.4	-4.32	-4.24	-4.16	-4.08
+	 -4	-3.92	-3.84	-3.76	-3.68
+	-3.6	-3.52	-3.44	-3.36	-3.28
+	-3.2	-3.12	-3.04	-2.96	-2.88
+	-2.8	-2.72	-2.64	-2.56	-2.48
+	-2.4	-2.32	-2.24	-2.16	-2.08
+	 -2	-1.92	-1.84	-1.76	-1.68
+	-1.6	-1.52	-1.44	-1.36	-1.28
+	-1.2	-1.12	-1.04	-0.96	-0.88
+	-0.8	-0.72	-0.64	-0.56	-0.48
+	-0.4	-0.32	-0.24	-0.16	-0.08
+	  0	0.08	0.16	0.24	0.32
+	0.4	0.48	0.56	0.64	0.72
+	0.8	0.88	0.96	1.04	1.12
+	1.2	1.28	1.36	1.44	1.52
+	1.6	1.68	1.76	1.84	1.92
+	  2	2.08	2.16	2.24	2.32
+	2.4	2.48	2.56	2.64	2.72
+	2.8	2.88	2.96	3.04	3.12
+	3.2	3.28	3.36	3.44	3.52
+	3.6	3.68	3.76	3.84	3.92
+	  4	4.08	4.16	4.24	4.32
+	4.4	4.48	4.56	4.64	4.72
+	4.8	4.88	4.96	5.04	5.12
+	5.2	5.28	5.36	5.44	5.52
+	5.6	5.68	5.76	5.84	5.92
+	  6	6.08	6.16	6.24	6.32
+	6.4	6.48	6.56	6.64	6.72
+	6.8	6.88	6.96	7.04	7.12
+	7.2	7.28	7.36	7.44	7.52
+	7.6	7.68	7.76	7.84	7.92
+	  8	8.08	8.16	8.24	8.32
+	8.4	8.48	8.56	8.64	8.72
+	8.8	8.88	8.96	9.04	9.12
+	9.2	9.28	9.36	9.44	9.52
+	9.6	9.68	9.76	9.84	9.92
+	 10	10.08	10.16	10.24	10.32
+	10.4	10.48	10.56	10.64	10.72
+	10.8	10.88	10.96	11.04	11.12
+	11.2	11.28	11.36	11.44	11.52
+	11.6	11.68	11.76	11.84	11.92
+	 12	12.08	12.16	12.24	12.32
+	12.4	12.48	12.56	12.64	12.72
+	12.8	12.88	12.96	13.04	13.12
+	13.2	13.28	13.36	13.44	13.52
+	13.6	13.68	13.76	13.84	13.92
+	 14	14.08	14.16	14.24	14.32
+	14.4	14.48	14.56	14.64	14.72
+	14.8	14.88	14.96	15.04	15.12
+	15.2	15.28	15.36	15.44	15.52
+	15.6	15.68	15.76	15.84	15.92
+	 16	16.08	16.16	16.24	16.32
+	16.4	16.48	16.56	16.64	16.72
+	16.8	16.88	16.96	17.04	17.12
+	17.2	17.28	17.36	17.44	17.52
+	17.6	17.68	17.76	17.84	17.92
+	 18	18.08	18.16	18.24	18.32
+	18.4	18.48	18.56	18.64	18.72
+	18.8	18.88	18.96	19.04	19.12
+	19.2	19.28	19.36	19.44	19.52
+	19.6	19.68	19.76	19.84	19.92
+	 20	20.08	20.16	20.24	20.32
+	20.4	20.48	20.56	20.64	20.72
+	20.8	20.88	20.96	21.04	21.12
+	21.2	21.28	21.36	21.44	21.52
+	21.6	21.68	21.76	21.84	21.92
+	 22	22.08	22.16	22.24	22.32
+	22.4	22.48	22.56	22.64	22.72
+	22.8	22.88	22.96	23.04	23.12
+	23.2	23.28	23.36	23.44	23.52
+	23.6	23.68	23.76	23.84	23.92
+	 24	24.08	24.16	24.24	24.32
+	24.4	24.48	24.56	24.64	24.72
+	24.8	24.88	24.96	25.04	25.12
+	25.2	25.28	25.36	25.44	25.52
+	25.6	25.68	25.76	25.84	25.92
+	 26	26.08	26.16	26.24	26.32
+	26.4	26.48	26.56	26.64	26.72
+	26.8	26.88	26.96	27.04	27.12
+	27.2	27.28	27.36	27.44	27.52
+	27.6	27.68	27.76	27.84	27.92
+	 28	28.08	28.16	28.24	28.32
+	28.4	28.48	28.56	28.64	28.72
+	28.8	28.88	28.96	29.04	29.12
+	29.2	29.28	29.36	29.44	29.52
+	29.6	29.68	29.76	29.84	29.92
+	 30	30.08	30.16	30.24	30.32
+	30.4	30.48	30.56	30.64	30.72
+	30.8	30.88	30.96	31.04	31.12
+	31.2	31.28	31.36	31.44	31.52
+	31.6	31.68	31.76	31.84	31.92
+	 32	32.08	32.16	32.24	32.32
+	32.4	32.48	32.56	32.64	32.72
+	32.8	32.88	32.96	33.04	33.12
+	33.2	33.28	33.36	33.44	33.52
+	33.6	33.68	33.76	33.84	33.92
+	 34	34.08	34.16	34.24	34.32
+	34.4	34.48	34.56	34.64	34.72
+	34.8	34.88	34.96	35.04	35.12
+	35.2	35.28	35.36	35.44	35.52
+	35.6	35.68	35.76	35.84	35.92
+	 36	36.08	36.16	36.24	36.32
+	36.4	36.48	36.56	36.64	36.72
+	36.8	36.88	36.96	37.04	37.12
+	37.2	37.28	37.36	37.44	37.52
+	37.6	37.68	37.76	37.84	37.92
+	 38	38.08	38.16	38.24	38.32
+	38.4	38.48	38.56	38.64	38.72
+	38.8	38.88	38.96	39.04	39.12
+	39.2	39.28	39.36	39.44	39.52
+	39.6	39.68	39.76	39.84	39.92
+	 40	
+END
+startXY ylist 1001	
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+	 -7	-6.98	-6.96	-6.94	-6.92
+	-6.9	-6.88	-6.86	-6.84	-6.82
+	-6.8	-6.78	-6.76	-6.74	-6.72
+	-6.7	-6.68	-6.66	-6.64	-6.62
+	-6.6	-6.58	-6.56	-6.54	-6.52
+	-6.5	-6.48	-6.46	-6.44	-6.42
+	-6.4	-6.38	-6.36	-6.34	-6.32
+	-6.3	-6.28	-6.26	-6.24	-6.22
+	-6.2	-6.18	-6.16	-6.14	-6.12
+	-6.1	-6.08	-6.06	-6.04	-6.02
+	 -6	-5.98	-5.96	-5.94	-5.92
+	-5.9	-5.88	-5.86	-5.84	-5.82
+	-5.8	-5.78	-5.76	-5.74	-5.72
+	-5.7	-5.68	-5.66	-5.64	-5.62
+	-5.6	-5.58	-5.56	-5.54	-5.52
+	-5.5	-5.48	-5.46	-5.44	-5.42
+	-5.4	-5.38	-5.36	-5.34	-5.32
+	-5.3	-5.28	-5.26	-5.24	-5.22
+	-5.2	-5.18	-5.16	-5.14	-5.12
+	-5.1	-5.08	-5.06	-5.04	-5.02
+	 -5	-4.98	-4.96	-4.94	-4.92
+	-4.9	-4.88	-4.86	-4.84	-4.82
+	-4.8	-4.78	-4.76	-4.74	-4.72
+	-4.7	-4.68	-4.66	-4.64	-4.62
+	-4.6	-4.58	-4.56	-4.54	-4.52
+	-4.5	-4.48	-4.46	-4.44	-4.42
+	-4.4	-4.38	-4.36	-4.34	-4.32
+	-4.3	-4.28	-4.26	-4.24	-4.22
+	-4.2	-4.18	-4.16	-4.14	-4.12
+	-4.1	-4.08	-4.06	-4.04	-4.02
+	 -4	-3.98	-3.96	-3.94	-3.92
+	-3.9	-3.88	-3.86	-3.84	-3.82
+	-3.8	-3.78	-3.76	-3.74	-3.72
+	-3.7	-3.68	-3.66	-3.64	-3.62
+	-3.6	-3.58	-3.56	-3.54	-3.52
+	-3.5	-3.48	-3.46	-3.44	-3.42
+	-3.4	-3.38	-3.36	-3.34	-3.32
+	-3.3	-3.28	-3.26	-3.24	-3.22
+	-3.2	-3.18	-3.16	-3.14	-3.12
+	-3.1	-3.08	-3.06	-3.04	-3.02
+	 -3	-2.98	-2.96	-2.94	-2.92
+	-2.9	-2.88	-2.86	-2.84	-2.82
+	-2.8	-2.78	-2.76	-2.74	-2.72
+	-2.7	-2.68	-2.66	-2.64	-2.62
+	-2.6	-2.58	-2.56	-2.54	-2.52
+	-2.5	-2.48	-2.46	-2.44	-2.42
+	-2.4	-2.38	-2.36	-2.34	-2.32
+	-2.3	-2.28	-2.26	-2.24	-2.22
+	-2.2	-2.18	-2.16	-2.14	-2.12
+	-2.1	-2.08	-2.06	-2.04	-2.02
+	 -2	-1.98	-1.96	-1.94	-1.92
+	-1.9	-1.88	-1.86	-1.84	-1.82
+	-1.8	-1.78	-1.76	-1.74	-1.72
+	-1.7	-1.68	-1.66	-1.64	-1.62
+	-1.6	-1.58	-1.56	-1.54	-1.52
+	-1.5	-1.48	-1.46	-1.44	-1.42
+	-1.4	-1.38	-1.36	-1.34	-1.32
+	-1.3	-1.28	-1.26	-1.24	-1.22
+	-1.2	-1.18	-1.16	-1.14	-1.12
+	-1.1	-1.08	-1.06	-1.04	-1.02
+	 -1	-0.98	-0.96	-0.94	-0.92
+	-0.9	-0.88	-0.86	-0.84	-0.82
+	-0.8	-0.78	-0.76	-0.74	-0.72
+	-0.7	-0.68	-0.66	-0.64	-0.62
+	-0.6	-0.58	-0.56	-0.54	-0.52
+	-0.5	-0.48	-0.46	-0.44	-0.42
+	-0.4	-0.38	-0.36	-0.34	-0.32
+	-0.3	-0.28	-0.26	-0.24	-0.22
+	-0.2	-0.18	-0.16	-0.14	-0.12
+	-0.1	-0.08	-0.06	-0.04	-0.02
+	  0	0.02	0.04	0.06	0.08
+	0.1	0.12	0.14	0.16	0.18
+	0.2	0.22	0.24	0.26	0.28
+	0.3	0.32	0.34	0.36	0.38
+	0.4	0.42	0.44	0.46	0.48
+	0.5	0.52	0.54	0.56	0.58
+	0.6	0.62	0.64	0.66	0.68
+	0.7	0.72	0.74	0.76	0.78
+	0.8	0.82	0.84	0.86	0.88
+	0.9	0.92	0.94	0.96	0.98
+	  1	1.02	1.04	1.06	1.08
+	1.1	1.12	1.14	1.16	1.18
+	1.2	1.22	1.24	1.26	1.28
+	1.3	1.32	1.34	1.36	1.38
+	1.4	1.42	1.44	1.46	1.48
+	1.5	1.52	1.54	1.56	1.58
+	1.6	1.62	1.64	1.66	1.68
+	1.7	1.72	1.74	1.76	1.78
+	1.8	1.82	1.84	1.86	1.88
+	1.9	1.92	1.94	1.96	1.98
+	  2	2.02	2.04	2.06	2.08
+	2.1	2.12	2.14	2.16	2.18
+	2.2	2.22	2.24	2.26	2.28
+	2.3	2.32	2.34	2.36	2.38
+	2.4	2.42	2.44	2.46	2.48
+	2.5	2.52	2.54	2.56	2.58
+	2.6	2.62	2.64	2.66	2.68
+	2.7	2.72	2.74	2.76	2.78
+	2.8	2.82	2.84	2.86	2.88
+	2.9	2.92	2.94	2.96	2.98
+	  3	3.02	3.04	3.06	3.08
+	3.1	3.12	3.14	3.16	3.18
+	3.2	3.22	3.24	3.26	3.28
+	3.3	3.32	3.34	3.36	3.38
+	3.4	3.42	3.44	3.46	3.48
+	3.5	3.52	3.54	3.56	3.58
+	3.6	3.62	3.64	3.66	3.68
+	3.7	3.72	3.74	3.76	3.78
+	3.8	3.82	3.84	3.86	3.88
+	3.9	3.92	3.94	3.96	3.98
+	  4	4.02	4.04	4.06	4.08
+	4.1	4.12	4.14	4.16	4.18
+	4.2	4.22	4.24	4.26	4.28
+	4.3	4.32	4.34	4.36	4.38
+	4.4	4.42	4.44	4.46	4.48
+	4.5	4.52	4.54	4.56	4.58
+	4.6	4.62	4.64	4.66	4.68
+	4.7	4.72	4.74	4.76	4.78
+	4.8	4.82	4.84	4.86	4.88
+	4.9	4.92	4.94	4.96	4.98
+	  5	5.02	5.04	5.06	5.08
+	5.1	5.12	5.14	5.16	5.18
+	5.2	5.22	5.24	5.26	5.28
+	5.3	5.32	5.34	5.36	5.38
+	5.4	5.42	5.44	5.46	5.48
+	5.5	5.52	5.54	5.56	5.58
+	5.6	5.62	5.64	5.66	5.68
+	5.7	5.72	5.74	5.76	5.78
+	5.8	5.82	5.84	5.86	5.88
+	5.9	5.92	5.94	5.96	5.98
+	  6	6.02	6.04	6.06	6.08
+	6.1	6.12	6.14	6.16	6.18
+	6.2	6.22	6.24	6.26	6.28
+	6.3	6.32	6.34	6.36	6.38
+	6.4	6.42	6.44	6.46	6.48
+	6.5	6.52	6.54	6.56	6.58
+	6.6	6.62	6.64	6.66	6.68
+	6.7	6.72	6.74	6.76	6.78
+	6.8	6.82	6.84	6.86	6.88
+	6.9	6.92	6.94	6.96	6.98
+	  7	7.02	7.04	7.06	7.08
+	7.1	7.12	7.14	7.16	7.18
+	7.2	7.22	7.24	7.26	7.28
+	7.3	7.32	7.34	7.36	7.38
+	7.4	7.42	7.44	7.46	7.48
+	7.5	7.52	7.54	7.56	7.58
+	7.6	7.62	7.64	7.66	7.68
+	7.7	7.72	7.74	7.76	7.78
+	7.8	7.82	7.84	7.86	7.88
+	7.9	7.92	7.94	7.96	7.98
+	  8	8.02	8.04	8.06	8.08
+	8.1	8.12	8.14	8.16	8.18
+	8.2	8.22	8.24	8.26	8.28
+	8.3	8.32	8.34	8.36	8.38
+	8.4	8.42	8.44	8.46	8.48
+	8.5	8.52	8.54	8.56	8.58
+	8.6	8.62	8.64	8.66	8.68
+	8.7	8.72	8.74	8.76	8.78
+	8.8	8.82	8.84	8.86	8.88
+	8.9	8.92	8.94	8.96	8.98
+	  9	9.02	9.04	9.06	9.08
+	9.1	9.12	9.14	9.16	9.18
+	9.2	9.22	9.24	9.26	9.28
+	9.3	9.32	9.34	9.36	9.38
+	9.4	9.42	9.44	9.46	9.48
+	9.5	9.52	9.54	9.56	9.58
+	9.6	9.62	9.64	9.66	9.68
+	9.7	9.72	9.74	9.76	9.78
+	9.8	9.82	9.84	9.86	9.88
+	9.9	9.92	9.94	9.96	9.98
+	 10	
+END
diff --git a/quantum_electron/__init__.py b/quantum_electron/__init__.py
index 3e452af..0280500 100644
--- a/quantum_electron/__init__.py
+++ b/quantum_electron/__init__.py
@@ -1,2 +1,4 @@
 from .electron_counter import FullModel
-from .schrodinger_solver import QuantumAnalysis, PotentialVisualization
\ No newline at end of file
+from .schrodinger_solver import QuantumAnalysis
+from .utils import PotentialVisualization, package_versions
+from ._version import __version__
\ No newline at end of file
diff --git a/quantum_electron/_version.py b/quantum_electron/_version.py
new file mode 100644
index 0000000..0a0f457
--- /dev/null
+++ b/quantum_electron/_version.py
@@ -0,0 +1,5 @@
+# Store the version here so:
+# 1) we don't load dependencies by storing it in __init__.py
+# 2) we can import it in setup.py for the same reason
+# 3) we can import it into your module module
+__version__ = '0.2.0'
\ No newline at end of file
diff --git a/quantum_electron/electron_counter.py b/quantum_electron/electron_counter.py
index 2d1dc7b..14c2ae4 100644
--- a/quantum_electron/electron_counter.py
+++ b/quantum_electron/electron_counter.py
@@ -1,12 +1,13 @@
 import scipy
+import matplotlib
 from matplotlib import pyplot as plt
 from matplotlib import patheffects as pe
 import matplotlib.animation as animation
 import shapely
 from shapely import Polygon
 import numpy as np
-from .utils import find_nearest, xy2r, r2xy
-from .schrodinger_solver import find_minimum_location, make_potential, PotentialVisualization
+from .utils import find_nearest, xy2r, r2xy, find_minimum_location, make_potential
+from .utils import PotentialVisualization
 from .position_solver import PositionSolver, ConvergenceMonitor
 from .eom_solver import EOMSolver
 from scipy.signal import convolve2d
@@ -20,7 +21,7 @@
 
 class FullModel(EOMSolver, PositionSolver, PotentialVisualization):
     def __init__(self, potential_dict: Dict[str, ArrayLike], voltage_dict: Dict[str, float], 
-                 f0: float = 4e9, Z0: float = 50, include_screening : bool = False, screening_length : float = np.inf, 
+                 include_screening : bool = False, screening_length : float = np.inf, 
                  potential_smoothing: float = 5e-4, remove_unbound_electrons : bool = False, remove_bounds : Optional[tuple] = None, 
                  trap_annealing_steps: list = [0.1] * 5, max_x_displacement: float = 0.2e-6, max_y_displacement: float = 0.2e-6) -> None:
         """This class can be used to determine the coordinates of electrons in an electrostatic potential and solve for the in-plane equations of motion.
@@ -42,9 +43,6 @@ def __init__(self, potential_dict: Dict[str, ArrayLike], voltage_dict: Dict[str,
         self.potential_dict = potential_dict
         self.voltage_dict = voltage_dict
 
-        self.f0 = f0
-        self.Z0 = Z0
-
         self.include_screening = include_screening
         self.screening_length = screening_length
         self.potential_smoothing = potential_smoothing
@@ -62,11 +60,12 @@ def __init__(self, potential_dict: Dict[str, ArrayLike], voltage_dict: Dict[str,
 
         potential = make_potential(potential_dict, voltage_dict)
 
+        # Inherit methods from the PositionSolver, EOMSolver and PotentialVisualization classes
         PositionSolver.__init__(self, potential_dict['xlist'] * 1e-6, potential_dict['ylist'] * 1e-6, -potential,
                                 spline_order_x=self.spline_order, spline_order_y=self.spline_order,
                                 smoothing=self.potential_smoothing, include_screening=self.include_screening, screening_length=self.screening_length)
 
-        EOMSolver.__init__(self, self.f0, self.Z0, Ex=self.Ex, Ey=self.Ey, 
+        EOMSolver.__init__(self, Ex=self.Ex, Ey=self.Ey, 
                            Ex_up=self.Ex_up, Ex_down=self.Ex_down, Ey_up=self.Ey_up, Ey_down=self.Ey_down, 
                            curv_xx=self.ddVdx, curv_xy=self.ddVdxdy, curv_yy=self.ddVdy)
 
@@ -308,7 +307,7 @@ def get_dot_area(self, plot: bool=True, barrier_location: tuple=(-1, 0), barrier
             return 0.0
 
     def get_electron_positions(self, n_electrons: int, electron_initial_positions: Optional[ArrayLike] = None, verbose: bool = False,
-                                    suppress_warnings: bool = False) -> dict:
+                               suppress_warnings: bool = False) -> dict:
         """This is the main method to calculate the electron positions in an electrostatic potential. This function can be called with a specific initial condition, 
         which can be useful during voltage sweeps, or with the default initial condition as specified in generate_initial_condition.
         
@@ -328,16 +327,22 @@ def get_electron_positions(self, n_electrons: int, electron_initial_positions: O
         if electron_initial_positions is None:
             electron_initial_positions = self.generate_initial_condition(
                 n_electrons)
+            
+        if (len(electron_initial_positions) // 2 != n_electrons) and (not suppress_warnings):
+            print("WARNING: The initial condition does not match n_electrons. n_electrons is ignored.")
 
         self.CM = self.ConvergenceMonitor(self.Vtotal, self.grad_total, call_every=1, verbose=verbose)
 
-        # NOTE: Need to check about these numbers.
-        gradient_tolerance = 1e-19
-        epsilon = 1e-19
-
+        # Convergence can happen one of two ways
+        # (a) if the gradient self.grad_total(res['x']) < gradient_tolerance
+        # (b) if res['fun'] changes less than the floating point precision from one iteration to the next.
+        gradient_tolerance = 1e-1 # Units are eV/m
+        
+        # For improved performance we use maxls=100. Default is 20, but if starting close to the final solution, sometimes more 
+        # line searches are needed to converge. This is also helpful if the function landscape is very flat.
         trap_minimizer_options = {'method': 'L-BFGS-B',
                                   'jac': self.grad_total,
-                                  'options': {'disp': False, 'gtol': gradient_tolerance, 'eps': epsilon},
+                                  'options': {'disp': False, 'gtol': gradient_tolerance, 'maxls' : 100},
                                   'callback': self.CM.monitor_convergence}
 
         # initial_jacobian = self.grad_total(electron_initial_positions)
@@ -386,7 +391,7 @@ def get_electron_positions(self, n_electrons: int, electron_initial_positions: O
                 break
         
         if res['status'] > 0 and not(no_electrons_left) and not(suppress_warnings):
-            print("WARNING: Initial minimization for Trap did not converge!")
+            print("WARNING: Initial minimization did not converge!")
             print(f"Final L-inf norm of gradient = {np.amax(res['jac']):.2f} eV/m")
             best_res = res
             print("Please check your initial condition, are all electrons confined in the simulation area?")
@@ -395,7 +400,7 @@ def get_electron_positions(self, n_electrons: int, electron_initial_positions: O
             if verbose:
                 print("SUCCESS: Initial minimization for Trap converged!")
                 # This maps the electron positions within the simulation domain
-                print("Perturbing solution %d times at %.2f K. (dx,dy) ~ (%.3f, %.3f) um..."
+                print("Perturbing solution %d times at %.2f K. (dx,dy) ~ (%.3f, %.3f) µm..."
                        % (len(self.trap_annealing_steps), self.trap_annealing_steps[0],
                           np.mean(self.thermal_kick_x(res['x'][::2], res['x'][1::2], self.trap_annealing_steps[0],
                                                       maximum_dx=self.max_x_displacement)) * 1E6,
@@ -424,7 +429,7 @@ def get_electron_positions(self, n_electrons: int, electron_initial_positions: O
         
         return best_res
     
-    def plot_electron_positions(self, res: dict, ax=None, color: str='mediumseagreen') -> None:
+    def plot_electron_positions(self, res: dict, ax=None, color: str='mediumseagreen', marker_size: float=10.0) -> None:
         """Plot electron positions obtained from get_electron_positions
 
         Args:
@@ -435,14 +440,100 @@ def plot_electron_positions(self, res: dict, ax=None, color: str='mediumseagreen
         x, y = r2xy(res['x'])
         
         if ax is None: 
-            plt.plot(x*1e6, y*1e6, 'ok', mfc=color, mew=0.5, ms=10, path_effects=[pe.SimplePatchShadow(), pe.Normal()])
+            plt.plot(x*1e6, y*1e6, 'ok', mfc=color, mew=0.5, ms=marker_size, 
+                     path_effects=[pe.SimplePatchShadow(), pe.Normal()])
         else:
-            ax.plot(x*1e6, y*1e6, 'ok', mfc=color, mew=0.5, ms=10, path_effects=[pe.SimplePatchShadow(), pe.Normal()])
+            ax.plot(x*1e6, y*1e6, 'ok', mfc=color, mew=0.5, ms=marker_size, 
+                    path_effects=[pe.SimplePatchShadow(), pe.Normal()])
+
+    
+    def animate_voltage_sweep(self, list_of_voltages: list, list_of_electron_positions: list, coor: tuple=(0, 0), dxdy: tuple=(2, 2), frame_interval_ms: int=10) -> matplotlib.animation.FuncAnimation:
+        """
+        Animates a voltage sweep by updating the voltage and electron positions over time. 
+        This function only animates the sweep, it does not calculate the electron positions. This needs to be done beforehand.
+
+        Args:
+            list_of_voltages (list): A list of dictionaries representing the voltages at each frame.
+            list_of_electron_positions (list): A list of arrays representing the electron positions at each frame.
+            coor (tuple, optional): The coordinates of the center of the plot. Defaults to (0, 0).
+            dxdy (tuple, optional): The width and height of the plot. Defaults to (2, 2).
+            frame_interval_ms (int, optional): The time interval between frames in milliseconds. Defaults to 10.
+
+        Returns:
+            matplotlib.animation.FuncAnimation: The animation object.
+
+        Raises:
+            AssertionError: If the length of the voltage list is not the same as the list of electron positions.
+        """
+        assert len(list_of_voltages) == len(list_of_electron_positions), "The length of the voltage list must be the same as the list of electron positions."
+        
+        potential = make_potential(self.potential_dict, list_of_voltages[0])
+        zdata = -potential.T
+
+        fig = plt.figure(figsize=(7,4))
+        ax = fig.add_subplot(111)
+        img_data = ax.imshow(zdata, cmap=plt.cm.RdYlBu_r, extent=[coor[0] - dxdy[0]/2, coor[0] + dxdy[0]/2, 
+                                                                  coor[1] - dxdy[1]/2, coor[1] + dxdy[1]/2])
+        
+        final_x, final_y = r2xy(list_of_electron_positions[0])
+        pts_data = ax.plot(final_x*1e6, final_y*1e6, 'ok', mfc='mediumseagreen', mew=0.5, ms=10, 
+                           path_effects=[pe.SimplePatchShadow(), pe.Normal()])
+
+        cbar = plt.colorbar(img_data)
+        tick_locator = matplotlib.ticker.MaxNLocator(nbins=4)
+        cbar.locator = tick_locator
+        cbar.update_ticks()
+        cbar.ax.set_ylabel(r"Potential energy $-eV(x,y)$")
+
+        xmin, xmax = (coor[0] - dxdy[0]/2, coor[0] + dxdy[0]/2)
+        ymin, ymax = (coor[1] - dxdy[1]/2, coor[1] + dxdy[1]/2)
+        
+        ax.set_xlim(xmin, xmax)
+        ax.set_ylim(ymin, ymax)
+
+        text_boxes = list()
+        initial_voltages = list_of_voltages[0]
+        for k, electrode in enumerate(initial_voltages.keys()):
+            text_boxes.append(ax.text(xmin - 0.75, 
+                                      ymax - k * 0.075 * (ymax - ymin), 
+                                      f"{electrode} = {initial_voltages[electrode]:.2f} V", ha='right', va='top'))
+
+        ax.set_aspect('equal')
+        ax.set_xlabel("$x$"+f" ({chr(956)}m)")
+        ax.set_ylabel("$y$"+f" ({chr(956)}m)")
+        plt.locator_params(axis='both', nbins=4)
 
-    def animate_convergence(self, frame_interval_ms: int=10):
+        fig.tight_layout()
+                
+        def update(frame):
+            # Update the voltages and electron positions
+            voltages = list_of_voltages[frame]
+            final_x, final_y = r2xy(list_of_electron_positions[frame])
+            
+            potential = make_potential(self.potential_dict, voltages)
+            zdata = -potential.T
+
+            # Update the color plot
+            img_data.set_data(zdata)
+            
+            # Update the electron positions (green dots)
+            pts_data[0].set_xdata(final_x * 1e6)
+            pts_data[0].set_ydata(final_y * 1e6)
+            
+            # Update the voltages to the left of the image
+            for k, electrode in enumerate(voltages.keys()):
+                text_boxes[k].set_text(f"{electrode} = {voltages[electrode]:.2f} V")
+                
+            return (img_data, pts_data, text_boxes)
+
+        return animation.FuncAnimation(fig=fig, func=update, frames=np.arange(len(list_of_voltages)), interval=frame_interval_ms, repeat=True)
+    
+    def animate_convergence(self, coor: tuple=(0, 0), dxdy: tuple=(2, 2), frame_interval_ms: int=10) -> matplotlib.animation.FuncAnimation:
         """Animate the convergence data stored in the convergence helper class. 
 
         Args:
+            coor (tuple, optional): The coordinates of the center of the plot. Defaults to (0, 0).
+            dxdy (tuple, optional): The width and height of the plot. Defaults to (2, 2).
             frame_interval_ms (int, optional): Interval between frames in milliseconds. Defaults to 10.
 
         Returns:
@@ -452,7 +543,7 @@ def animate_convergence(self, frame_interval_ms: int=10):
         r = self.CM.curr_xk
         
         fig, ax = plt.subplots(1, 1, figsize=(4, 4))
-        self.plot_potential_energy(ax=ax, dxdy=(2, 2), print_voltages=False, plot_contours=False)
+        self.plot_potential_energy(ax=ax, coor=coor, dxdy=dxdy, print_voltages=False, plot_contours=False)
         
         rx, ry = r2xy(r[0, :])
         pts_data = ax.plot(rx*1e6, ry*1e6, 'ok', mfc='mediumseagreen', mew=0.5, ms=10, path_effects=[pe.SimplePatchShadow(), pe.Normal()])
diff --git a/quantum_electron/eom_solver.py b/quantum_electron/eom_solver.py
index 5a2ffd5..89c7f28 100644
--- a/quantum_electron/eom_solver.py
+++ b/quantum_electron/eom_solver.py
@@ -10,22 +10,17 @@
 from IPython import display 
 
 class EOMSolver:
-    def __init__(self, f0: float, Z0: float, Ex: callable, Ey: callable, Ex_up: callable, Ex_down: callable, Ey_up: callable, Ey_down: callable, 
+    def __init__(self, Ex: callable, Ey: callable, Ex_up: callable, Ex_down: callable, Ey_up: callable, Ey_down: callable, 
                  curv_xx: callable, curv_xy: callable, curv_yy: callable) -> None:
         """Class that sets up the equations of motion in matrix form and solves them.
 
         Args:
-            f0 (float): Resonance frequency of the RF-mode that primarily couples to the electron mode.
-            Z0 (float): Impedance of the RF-mode.
             Ex (callable): Electric field in the x-direction. This function is inherited from the FullModel class.
             Ey (callable): Electric field in the y-direction. This function is inherited from the FullModel class.
             curv_xx (callable): Second derivative of the electrostatic potential:  d^2 / dx^2 V. This function is inherited from the PositionSolver class.
             curv_xy (callable): Second derivative of the electrostatic potential:  d^2 / dx dy V. This function is inherited from the PositionSolver class.
             curv_yy (callable): Second derivative of the electrostatic potential:  d^2 / dy^2 V. This function is inherited from the PositionSolver class.
         """
-        self.f0 = f0
-        self.Z0 = Z0
-            
         # Electric field functions for the simple single-mode LC circuit    
         self.Ex = Ex
         self.Ey = Ey
@@ -42,9 +37,18 @@ def __init__(self, f0: float, Z0: float, Ex: callable, Ey: callable, Ex_up: call
     
     def setup_eom_coupled_lc(self, ri: ArrayLike, resonator_dict: Dict) -> tuple[ArrayLike]:
         """
-        Set up the Matrix used for determining the electron motional frequencies.
-        :param electron_positions: Electron positions, in the form [x0, y0, x1, y1, ...]
-        :return: M^(-1) * K
+        Set up the Matrix used for determining the electron motional frequencies and cavity frequency.
+        This function is used for the coupled LC resonator model. The electrons are located in between the plates of the 
+        capacitor Cdot.
+
+        Args:
+            ri (ArrayLike): Electron positions, in the form [x0, y0, x1, y1, ...]
+            resonator_dict (Dict): Dictionary containing the parameters of the resonator. Must have L1, L2, C1, C2, Cdot, mode.
+            Here L1, C1 are the inductance and capacitance of the first resonator, L2, C2 are the inductance and capacitance of the second resonator.
+            Cdot is the coupling capacitance between the two resonators. The mode key sets the f0 parameter and is used in get_cavity_frequency_shift.
+
+        Returns:
+            tuple[ArrayLike]: kinetic matrix K, and mass matrix M
         """
         C1 = resonator_dict['C1']
         C2 = resonator_dict['C2']
@@ -57,9 +61,11 @@ def setup_eom_coupled_lc(self, ri: ArrayLike, resonator_dict: Dict) -> tuple[Arr
         # We first solve the cavity equations without electrons to identify the common and differential modes
         D = C1 * C2 + C1 * Cdot + C2 * Cdot
 
+        # Mass matrix of the cavity only
         M = np.array([[L1, 0], 
                       [0, L2]])
 
+        # Kinetic matrix of the cavity only
         K = np.array([[(C2 + Cdot) / D, Cdot / D], 
                       [Cdot / D, (C1 + Cdot) / D]])
 
@@ -101,14 +107,9 @@ def setup_eom_coupled_lc(self, ri: ArrayLike, resonator_dict: Dict) -> tuple[Arr
         kij_plus = np.zeros((num_electrons, num_electrons))
         kij_minus = np.zeros((num_electrons, num_electrons))
         lij = np.zeros((num_electrons, num_electrons))
-
-        # Xi, Yi = np.meshgrid(xe, ye)
-        # Xj, Yj = Xi.T, Yi.T
-        # XiXj = Xi - Xj
-        # YiYj = Yi - Yj
-        # rij = np.sqrt((XiXj) ** 2 + (YiYj) ** 2)
         
         # Use calculate metrics from eom_solver to take into account periodic boundary conditions
+        # This method is inherited from the PositionSolver class
         XiXj, YiYj, rij = self.calculate_metrics(xe, ye) 
         
         np.fill_diagonal(XiXj, 1E-15)
@@ -142,7 +143,6 @@ def setup_eom_coupled_lc(self, ri: ArrayLike, resonator_dict: Dict) -> tuple[Arr
         np.fill_diagonal(kij_minus, 0)
         np.fill_diagonal(lij, 0)
 
-        # Note: not sure where the factor 2 comes from
         Kij_plus = -kij_plus + np.diag(q_e*self.curv_xx(xe, ye) + np.sum(kij_plus, axis=1))
         Kij_minus = -kij_minus + np.diag(q_e*self.curv_yy(xe, ye) + np.sum(kij_minus, axis=1))
         Lij = -lij + np.diag(q_e*self.curv_xy(xe, ye) + np.sum(lij, axis=1))
@@ -154,14 +154,24 @@ def setup_eom_coupled_lc(self, ri: ArrayLike, resonator_dict: Dict) -> tuple[Arr
 
         return K, M
     
-    def setup_eom(self, ri: ArrayLike, periodic_boundaries=[]) -> tuple[ArrayLike]:
-        """
-        Set up the Matrix used for determining the electron frequency.
-        :param electron_positions: Electron positions, in the form [x0, y0, x1, y1, ...]
-        :return: M^(-1) * K
+    def setup_eom(self, ri: ArrayLike, resonator_dict: Dict) -> tuple[ArrayLike]:
+        """Set up the Matrix used for determining the electron motional frequencies and cavity frequency.
+        This function is used for a simple LC resonator model. The electrons are located in between the 
+        plates of the capacitor C. 
+
+        Args:
+            ri (ArrayLike): Electron positions, in the form [x0, y0, x1, y1, ...]
+            resonator_dict (Dict): Dictionary containing the parameters of the resonator. Must have f0, Z0 as keys.
+            f0 is the frequency of the resonator, and Z0 is the impedance of the resonator.
+
+        Returns:
+            tuple[ArrayLike]: kinetic matrix K, and mass matrix M
         """
+        # Instantiate this for use in get_cavity_frequency_shift
+        self.f0 = resonator_dict['f0']
+
         omega0 = 2 * np.pi * self.f0
-        L = self.Z0 / omega0
+        L = resonator_dict['Z0'] / omega0
         C = 1 / (omega0**2 * L)
         self.num_cavity_modes = 1
 
@@ -188,14 +198,9 @@ def setup_eom(self, ri: ArrayLike, periodic_boundaries=[]) -> tuple[ArrayLike]:
         lij = np.zeros((num_electrons, num_electrons))
 
         # Use calculate metrics from eom_solver to take into account periodic boundary conditions
+        # This method is inherited from the PositionSolver class
         XiXj, YiYj, rij = self.calculate_metrics(xe, ye)        
-        
-        # Xi, Yi = np.meshgrid(xe, ye)
-        # Xj, Yj = Xi.T, Yi.T
-        # XiXj = Xi - Xj
-        # YiYj = Yi - Yj
-        # rij = np.sqrt((XiXj) ** 2 + (YiYj) ** 2)
-        
+              
         # Set Xi - Xi to a finite value to avoid dividing by zero.
         np.fill_diagonal(XiXj, 1E-15)
         tij = np.arctan(YiYj / XiXj)
@@ -209,9 +214,9 @@ def setup_eom(self, ri: ArrayLike, periodic_boundaries=[]) -> tuple[ArrayLike]:
             # print("Coulomb!")
             # Note that an infinite screening length corresponds to the Coulomb case. Usually it should be twice the
             # helium depth
-            kij_plus = 1 / 4. * q_e ** 2 / (4 * np.pi * eps0) * (1 + 3 * np.cos(2 * tij)) / rij ** 3
-            kij_minus = 1 / 4. * q_e ** 2 / (4 * np.pi * eps0) * (1 - 3 * np.cos(2 * tij)) / rij ** 3
-            lij = 1 / 4. * q_e ** 2 / (4 * np.pi * eps0) * 3 * np.sin(2 * tij) / rij ** 3
+            kij_plus = 1 / 2. * q_e ** 2 / (4 * np.pi * eps0) * (1 + 3 * np.cos(2 * tij)) / rij ** 3
+            kij_minus = 1 / 2. * q_e ** 2 / (4 * np.pi * eps0) * (1 - 3 * np.cos(2 * tij)) / rij ** 3
+            lij = 1 / 2. * q_e ** 2 / (4 * np.pi * eps0) * 3 * np.sin(2 * tij) / rij ** 3
         else:
             # print("Yukawa!")
             rij_scaled = rij / self.screening_length
@@ -228,10 +233,9 @@ def setup_eom(self, ri: ArrayLike, periodic_boundaries=[]) -> tuple[ArrayLike]:
         np.fill_diagonal(kij_minus, 0)
         np.fill_diagonal(lij, 0)
 
-        # Note: not sure where the factor 2 comes from
-        Kij_plus = -kij_plus + np.diag(q_e*self.curv_xx(xe, ye) + np.sum(kij_plus, axis=1))
-        Kij_minus = -kij_minus + np.diag(q_e*self.curv_yy(xe, ye) + np.sum(kij_minus, axis=1))
-        Lij = -lij + np.diag(q_e*self.curv_xy(xe, ye) + np.sum(lij, axis=1))
+        Kij_plus = -kij_plus + np.diag(q_e * self.curv_xx(xe, ye) + np.sum(kij_plus, axis=1))
+        Kij_minus = -kij_minus + np.diag(q_e * self.curv_yy(xe, ye) + np.sum(kij_minus, axis=1))
+        Lij = -lij + np.diag(q_e * self.curv_xy(xe, ye) + np.sum(lij, axis=1))
 
         K[1:num_electrons+1,1:num_electrons+1] = Kij_plus
         K[num_electrons+1:2*num_electrons+1, num_electrons+1:2*num_electrons+1] = Kij_minus
@@ -240,7 +244,7 @@ def setup_eom(self, ri: ArrayLike, periodic_boundaries=[]) -> tuple[ArrayLike]:
 
         return K, M
 
-    def solve_eom(self, LHS: ArrayLike, RHS: ArrayLike, sort_by_cavity_participation: bool=True, cavity_mode_index: int=0) -> tuple[ArrayLike]:
+    def solve_eom(self, LHS: ArrayLike, RHS: ArrayLike, filter_nan: bool=False, sort_by_cavity_participation: bool=True, cavity_mode_index: int=0) -> tuple[ArrayLike]:
         """Solves the eigenvalues and eigenvectors for the system of equations constructed with setup_eom()
         The order of eigenvalues, and order of the columns of EVecs is coupled. By default scipy sorts this from low eigenvalue to high eigenvalue, however, 
         by flagging sort_by_cavity_participation, this function will return the eigenvalues and vectors sorted by largest cavity contribution first.
@@ -265,6 +269,11 @@ def solve_eom(self, LHS: ArrayLike, RHS: ArrayLike, sort_by_cavity_participation
             # Only the columns are ordered, the rows (electrons) are not shuffled. Keep the Evals and Evecs order consistent.
             EVecs = EVecs[:, sorted_order]
             EVals = EVals[sorted_order]
+
+        if filter_nan:
+            # Filter out NaNs
+            EVecs = EVecs[:, EVals > 0]
+            EVals = EVals[EVals > 0]
         
         return np.sqrt(EVals) / (2 * np.pi), EVecs
     
@@ -306,7 +315,7 @@ def plot_eigenvector(self, electron_positions: ArrayLike, eigenvector: ArrayLike
             plt.arrow(e_x[e_idx] * 1e6, e_y[e_idx] * 1e6, dx=dxs[e_idx], dy=dys[e_idx], width=width, head_length=1.5*3 *width, head_width=3.5*width, 
                     edgecolor='k', lw=0.4, facecolor=color)
     
-    def animate_eigenvectors(self, fig, axs_list: list, eigenvector_list: List[ArrayLike], electron_positions: ArrayLike, 
+    def animate_eigenvectors(self, fig, axs_list: list, eigenvector_list: List[ArrayLike], electron_positions: ArrayLike, marker_size: float=10, 
                              amplitude: float=0.5e-6, time_points: int=31, frame_interval_ms: int=10):
         """Make a matplotlib animation object for saving as a gif, or for displaying in a notebook.
         For use in displaying only:
@@ -339,7 +348,7 @@ def animate_eigenvectors(self, fig, axs_list: list, eigenvector_list: List[Array
 
         all_points = list()
         for ax in axs_list:
-            pts_data = ax.plot(e_x*1e6, e_y*1e6, 'ok', mfc='mediumseagreen', mew=0.5, ms=10, path_effects=[pe.SimplePatchShadow(), pe.Normal()])
+            pts_data = ax.plot(e_x*1e6, e_y*1e6, 'ok', mfc='mediumseagreen', mew=0.5, ms=marker_size, path_effects=[pe.SimplePatchShadow(), pe.Normal()])
             all_points.append(pts_data)
 
         # Only things in the update function will get updated.
diff --git a/quantum_electron/initial_condition.py b/quantum_electron/initial_condition.py
new file mode 100644
index 0000000..d69f97e
--- /dev/null
+++ b/quantum_electron/initial_condition.py
@@ -0,0 +1,252 @@
+import numpy as np
+from .utils import xy2r, make_potential, find_minimum_location
+from typing import Optional, Dict
+from numpy.typing import ArrayLike
+
+micron = 1e-6
+
+class InitialCondition:
+    """
+    Class to generate initial conditions for a given potential energy landscape.
+
+    Example usage:
+    ic = InitialCondition(potential_dict, voltage_dict)
+    init_cond = ic.make_by_chemical_potential(max_electrons, chemical_potential, min_spacing)
+
+    f = FullModel(potential_dict, voltage_dict)
+    f.get_electron_positions(n_electrons=len(init_cond) // 2, initial_condition=init_cond)
+    """
+
+    def __init__(self, potential_dict: Dict[str, ArrayLike], voltage_dict: Dict[str, ArrayLike]):
+        """Initializes the InitialCondition class.
+
+        Args:
+            potential_dict (Dict[str, ArrayLike]): Dictionary containing at least the keys also present in the voltages dictionary.
+            The 2d-array associated with each key contains the coupling coefficient for the respective electrode in space.
+            voltage_dict (Dict[str, float]): Dictionary with electrode names as keys. The value associated with each key is the voltage
+            applied to each electrode
+        """
+        self.potential_dict = potential_dict
+        self.voltage_dict = voltage_dict
+
+    def make_by_chemical_potential(self, max_electrons: int, chemical_potential: float, min_spacing: float=0.1) -> ArrayLike:
+        """Makes an initial condition for a given chemical potential. The initial condition is a set of random points with a minimum 
+        spacing. The number of points is determined by the chemical potential and the potential energy landscape.
+        The algorithm will try to fill the dot with electrons until it reaches the desired number of electrons: max_electrons.
+        If there is no space for more electrons, the algorithm will return only the electrons that fit and print a warning message. 
+
+        Args:
+            max_electrons (int): The maximum number of electrons that will be attempted to fit into the designated area.
+            chemical_potential (float): The chemical potential for the electrons. This will be used to determine the area to be filled.
+            min_spacing (float, optional): Minimum spacing between electrons. Defaults to 0.1.
+
+        Returns:
+            ArrayLike: array of electron positions in the order np.array([x0, y0, x1, y1, x2, y2, ... , xN, yN])
+        """
+        z = -make_potential(self.potential_dict, self.voltage_dict)
+        dot = (z < chemical_potential) * z
+        bounds, dot_min, dot_max = self._dot_area(dot)
+        points = self._generate_points(max_electrons, bounds, dot, dot_min, dot_max, epsilon=min_spacing) * micron
+        init_condition = xy2r(points[:, 0], points[:, 1])
+
+        return init_condition
+
+    def make_circular(self, n_electrons: int, coor: Optional[tuple]=None, min_spacing: float=0.1) -> ArrayLike:
+        """Generates an array with electron coordinates in a circular pattern.
+
+        Args:
+            n_electrons (int): Number of electrons to be generated.
+            coor (Optional[tuple], optional): Center of the circular pattern. Defaults to None.
+            min_spacing (float, optional): Minimum spacing between electrons. Defaults to 0.1.
+
+        Returns:
+            ArrayLike: array of electron positions in the order np.array([x0, y0, x1, y1, x2, y2, ... , xN, yN])
+        """        
+        if coor is None:
+            coor = find_minimum_location(self.potential_dict, self.voltage_dict)
+
+        radius = min_spacing * micron * n_electrons / (2 * np.pi)
+        # Generate initial guess positions for the electrons in a circle with certain radius.
+        init_trap_x = np.array([coor[0] * 1e-6 + radius * np.cos(2 *
+                            np.pi * n / float(n_electrons)) for n in range(n_electrons)])
+        init_trap_y = np.array([coor[1] * 1e-6 + radius * np.sin(2 *
+                            np.pi * n / float(n_electrons)) for n in range(n_electrons)])
+
+        init_condition = xy2r(np.array(init_trap_x), np.array(init_trap_y))
+
+        return init_condition
+
+    def make_rectangular(self, n_electrons: int, coor: tuple=(0, 0), dxdy: tuple=(2, 2), n_rows: int=2) -> ArrayLike:
+        """Generates an array with electron coordinates in a rectangular pattern.
+
+        Args:
+            n_electrons (int): Number of electrons to be generated.
+            coor (tuple, optional): Center coordinate of the rectangle. Defaults to (0, 0).
+            dxdy (tuple, optional): Width and height of the rectangle. Defaults to (2, 2).
+            n_rows (int, optional): Number of rows. Defaults to 2.
+
+        Returns:
+            ArrayLike: array of electron positions in the order np.array([x0, y0, x1, y1, x2, y2, ... , xN, yN])
+        """
+        xmin = coor[0] - dxdy[0] / 2
+        xmax = coor[0] + dxdy[0] / 2
+
+        ymin = coor[1] - dxdy[1] / 2
+        ymax = coor[1] + dxdy[1] / 2
+
+        init_x = np.tile(np.linspace(xmin, xmax, n_electrons // n_rows), n_rows) * micron
+        init_y = np.repeat(np.linspace(ymin, ymax, n_rows), n_electrons // n_rows) * micron
+        init_condition = xy2r(init_x, init_y)
+
+        return init_condition
+
+    def _no_overlap(self, existing_points: list, additional_point: tuple, epsilon: float) -> bool:
+        """Helper function for make_by_chemical_potential.
+        Checks if a new point overlaps with any of the existing points.
+
+        Args:
+            existing_points (list): List of existing points.
+            additional_point (tuple): New point to be added.
+            epsilon (float): Minimum spacing between electrons.
+
+        Returns:
+            bool: True if there is no overlap, False otherwise.
+        """
+        trial_points = existing_points.copy()
+        trial_points.append(additional_point)
+        x = [p[0] for p in trial_points]
+        y = [p[1] for p in trial_points]
+        X, Y = np.meshgrid(x,y)
+
+        R = np.sqrt((X - X.T)**2 + (Y - Y.T)**2)
+        np.fill_diagonal(R, 100)
+        if np.min(np.min(R, axis=1)) < epsilon:
+            return False
+        else:
+            return True
+
+    def _dot_area(self, dot: ArrayLike) -> tuple:
+        """Helper function for make_by_chemical_potential.
+        Extracts the extent of the dot and the minimum and maximum values of the potential
+
+        Args:
+            dot (ArrayLike): Masked 2d array. The array has zeros outside the dot area.
+
+        Returns:
+            tuple: bounds, np.min(nonzero_dot), np.max(nonzero_dot)
+        """
+        found1 = False
+        found2 = False
+
+        for yi in range(len(dot[0, :])):
+            empty_row = True
+            for xi in dot[:, yi]:
+                if xi>0:
+                    empty_row=False
+
+            if not empty_row and not found1:
+                found1 = True
+                y1 = self.potential_dict['ylist'][yi]
+
+            if empty_row and found1:
+                found2 = True
+                y2 = self.potential_dict['ylist'][yi]
+
+            if found1 and found2:
+                break
+
+        found1 = False
+        found2 = False
+        for xi in range(len(dot[:, 0])):
+            empty_column = True
+            for yi in dot[xi, :]:
+                if yi>0:
+                    empty_column=False
+
+            if not empty_column and not found1:
+                found1 = True
+                x1 = self.potential_dict['xlist'][xi]
+
+            if empty_column and found1:
+                found2 = True
+                x2 = self.potential_dict['xlist'][xi]
+
+            if found1 and found2:
+                break
+
+        bounds = [x1, x2, y1, y2]
+        nonzero_dot = dot[dot != 0]
+        return bounds, np.min(nonzero_dot), np.max(nonzero_dot)
+
+    def _density_function(self, x: ArrayLike, y: ArrayLike, dot: ArrayLike, dot_min: float, dot_max: float) -> float:
+        """Helper function for make_by_chemical_potential.
+
+        Args:
+            x (ArrayLike): 
+            y (ArrayLike): 
+            dot (ArrayLike): Masked 2d array with zeros outside the dot area.
+            dot_min (float): Minimum value of the potential inside the dot area.
+            dot_max (float): Maximum value of the potential inside the dot area.
+
+        Returns:
+            float: 
+        """
+        # Find the minimum and maximum x indices
+        xFloor = np.argmax(self.potential_dict['xlist']>x)-1
+        xCeil = np.argmax(self.potential_dict['xlist']>x)
+
+        # Find the minimum and maximum y indices
+        yFloor = np.argmax(self.potential_dict['ylist']>y)-1
+        yCeil = np.argmax(self.potential_dict['ylist']>y)
+        
+        dx = self.potential_dict['xlist'][xCeil]-self.potential_dict['xlist'][xFloor]
+        dy = self.potential_dict['ylist'][yCeil]-self.potential_dict['ylist'][yFloor]
+
+        value_floor_left = (self.potential_dict['xlist'][xCeil] - x)/dx * dot[xFloor, yFloor] + \
+            (x - self.potential_dict['xlist'][xFloor])/dx * dot[xCeil, yFloor]
+        
+        value_ceil_left = (self.potential_dict['xlist'][xCeil] - x)/dx * dot[xFloor, yCeil] + \
+            (x - self.potential_dict['xlist'][xFloor])/dx * dot[xCeil, yCeil]
+
+        interpolated_value = (self.potential_dict['ylist'][yCeil] - y)/dy * value_floor_left + \
+            (y - self.potential_dict['ylist'][yFloor])/dy * value_ceil_left
+        
+        return (interpolated_value-dot_min)/(dot_max-dot_min)
+
+    def _generate_points(self, max_electrons: int, bounds: list, dot: ArrayLike, dot_min: float, dot_max: float, epsilon: float, verbose: bool=True) -> ArrayLike:
+        """Fills the dot with electrons until it reaches the desired number of electrons.
+        The points are generated randomly and checked for overlap with the existing points.
+        It will retry up to 100 times to add additional points that do not overlap.
+
+        Args:
+            max_electrons (int): Maximum number of electrons to be generated.
+            bounds (list): Boundaries of the dot area.
+            dot (ArrayLike): Masked 2d array. The array has zeros outside the dot area.
+            dot_min (float): Minimum value of the potential inside the dot area.
+            dot_max (float): Maximum value of the potential inside the dot area.
+            epsilon (float): Minimum spacing between electrons.
+            verbose (bool, optional): Prints a warning is not all electrons fit inside the dot. Defaults to True.
+
+        Returns:
+            ArrayLike: 2d array of points, the first column is the x coordinates, the second column the y coordinates.
+        """
+        points = []
+        max_failures = 100
+        failures = 0
+
+        # Tries to add electrons to the dot until it reaches the desired number of electrons
+        while len(points) < max_electrons and failures < max_failures:
+            x = np.random.uniform(bounds[0], bounds[1])
+            y = np.random.uniform(bounds[2], bounds[3])
+            
+            # Add a random point if it is below the chemical potential and does not overlap with any other point
+            if np.random.rand() < self._density_function(x, y, dot, dot_min, dot_max) and self._no_overlap(points, (x, y), epsilon=epsilon):
+                points.append((x, y))
+                failures = 0
+            else:
+                failures += 1
+
+        if (failures == max_failures) and verbose:
+            print(f'WARNING in creating initial condition: could not fit more than {len(points)} electrons.')
+                
+        return np.array(points)
\ No newline at end of file
diff --git a/quantum_electron/position_solver.py b/quantum_electron/position_solver.py
index 5656104..9eeb705 100644
--- a/quantum_electron/position_solver.py
+++ b/quantum_electron/position_solver.py
@@ -228,14 +228,20 @@ def calculate_metrics(self, xi: ArrayLike, yi: ArrayLike) -> tuple:
             # Use shifted y-coordinate only in this case:
             np.copyto(XiXj, XiXj_shifted, where=Rij_shifted < Rij_standard)
 
+        if self.periodic_boundaries == []:
+            Rij = Rij_standard
+
         return XiXj, YiYj, Rij
 
     def V(self, xi: ArrayLike, yi: ArrayLike) -> ArrayLike:
-        """
-        Evaluate the electrostatic potential at coordinates xi, yi
-        :param xi: a 1D array, or float
-        :param yi: a 1D array or float
-        :return: Interpolated value(s) of the data supplied to __init__ at values (xi, yi)
+        """Returns the electrostatic potential at the coordinates xi, yi.
+
+        Args:
+            xi (ArrayLike): a 1D array, or float
+            yi (ArrayLike): a 1D array, or float
+
+        Returns:
+            ArrayLike: Electrostatic energy at coordinates xi, yi in units of electronvolts.
         """
         if 'x' in self.periodic_boundaries:
             xi = self.map_x_into_domain(xi)
@@ -244,13 +250,17 @@ def V(self, xi: ArrayLike, yi: ArrayLike) -> ArrayLike:
         return self.interpolator.ev(xi, yi)
 
     def Velectrostatic(self, xi: ArrayLike, yi: ArrayLike) -> float:
-        """
-        When supplying two arrays of size n to V, it returns an array
+        """When supplying two arrays of size n to V, it returns an array
         of size nxn, according to the meshgrid it has evaluated. We're only interested
         in the sum of the diagonal elements, so we take the sum and this represents
         the sum of the static energy of the n particles in the potential.
-        :param xi: a 1D array, or float
-        :param yi: a 1D array or float
+
+        Args:
+            xi (ArrayLike): a 1D array, or float
+            yi (ArrayLike): a 1D array, or float
+
+        Returns:
+            float: Total electrostatic energy of the system in units of Joules.
         """
         if 'x' in self.periodic_boundaries:
             xi = self.map_x_into_domain(xi)
@@ -259,11 +269,17 @@ def Velectrostatic(self, xi: ArrayLike, yi: ArrayLike) -> float:
         return q_e * np.sum(self.V(xi, yi))
 
     def Vee(self, xi: ArrayLike, yi: ArrayLike, eps: float=1E-15) -> ArrayLike:
-        """
-        Returns the repulsion potential between two electrons separated by a distance sqrt(|xi-xj|**2 + |yi-yj|**2)
-        Note the factor 1/2. in front of the potential energy to avoid overcounting.
-        :param xi: a 1D array, or float
-        :param yi: a 1D array or float
+        """Returns the repulsive potential between two electrons separated by a distance sqrt(|xi-xj|**2 + |yi-yj|**2)
+        Note the factor 1/2. in front of the potential energy to avoid overcounting. This is chosen such that taking the sum
+        np.sum(Vee(xi, yi)) gives the total interaction energy of the system (without double counting).
+
+        Args:
+            xi (ArrayLike): a 1D array, or float
+            yi (ArrayLike): a 1D array, or float
+            eps (float, optional): _description_. Defaults to 1E-15.
+
+        Returns:
+            ArrayLike: 2D array containing the pairwise electron-electron interaction energies in units of Joules.
         """
         
         if len(self.periodic_boundaries) == 0:
@@ -287,28 +303,37 @@ def Vee(self, xi: ArrayLike, yi: ArrayLike, eps: float=1E-15) -> ArrayLike:
             return + 1 / 2. * q_e ** 2 / (4 * np.pi * eps0) * 1 / Rij
 
     def Vtotal(self, r: ArrayLike) -> float:
-        """
-        This can be used as a cost function for the optimizer.
-        Returns the total energy of N electrons
-        r is a 0D array with coordinates of the electrons.
-        The x-coordinates are thus given by the even elements of r: r[::2],
-        whereas the y-coordinates are the odd ones: r[1::2]
-        :param r: r = np.array([x0, y0, x1, y1, x2, y2, ... , xN, yN])
-        :return: Scalar with the total energy of the system.
+        """This function can be used as a cost function for the optimizer.
+        It returns the total energy of N electrons in units of eV. r is a 0D array with coordinates of the electrons.
+        The x-coordinates are thus given by the even elements of r: r[::2], whereas the y-coordinates are the odd ones: r[1::2]
+
+        Args:
+            r (ArrayLike): r = np.array([x0, y0, x1, y1, x2, y2, ... , xN, yN])
+
+        Returns:
+            float: Scalar with the total energy of the system in units of electron volts.
         """
         xi, yi = r[::2], r[1::2]
+
+        # First calculate the electrostatic component, units are Joules
         Vtot = self.Velectrostatic(xi, yi)
+
+        # Add the interaction energy between the particles, units are Joules
         interaction_matrix = self.Vee(xi, yi)
         np.fill_diagonal(interaction_matrix, 0)
         Vtot += np.sum(interaction_matrix)
+        # Return the total energy in units of eV.
         return Vtot / q_e
 
     def dVdx(self, xi: ArrayLike, yi: ArrayLike) -> ArrayLike:
-        """
-        Derivative of the electrostatic potential in the x-direction.
-        :param xi: a 1D array, or float
-        :param yi: a 1D array or float
-        :return:
+        """Calculate the derivative of the electrostatic potential in the x-direction.
+
+        Args:
+            xi (ArrayLike): a 1D array, or float
+            yi (ArrayLike): a 1D array, or float
+
+        Returns:
+            ArrayLike: First derivative of the electrostatic potential in the x-direction.
         """
         if 'x' in self.periodic_boundaries:
             xi = self.map_x_into_domain(xi)
@@ -316,12 +341,16 @@ def dVdx(self, xi: ArrayLike, yi: ArrayLike) -> ArrayLike:
             yi = self.map_y_into_domain(yi)
         return self.interpolator.ev(xi, yi, dx=1, dy=0)
 
-    def ddVdx(self, xi: ArrayLike, yi: ArrayLike):
-        """
-        Second derivative of the electrostatic potential in the x-direction.
-        :param xi: a 1D array, or float
-        :param yi: a 1D array or float
-        :return:
+    def ddVdx(self, xi: ArrayLike, yi: ArrayLike) -> ArrayLike:
+        """Calculate the diagonal element of the Hessian matrix. 
+        This is used as input for the EOMSolver class (curv_xx)
+
+        Args:
+            xi (ArrayLike): a 1D array, or float
+            yi (ArrayLike): a 1D array, or float
+
+        Returns:
+            ArrayLike: Second derivative of the electrostatic potential in the x-direction.
         """
         if 'x' in self.periodic_boundaries:
             xi = self.map_x_into_domain(xi)
@@ -330,11 +359,14 @@ def ddVdx(self, xi: ArrayLike, yi: ArrayLike):
         return self.interpolator.ev(xi, yi, dx=2, dy=0)
 
     def dVdy(self, xi: ArrayLike, yi: ArrayLike) -> ArrayLike:
-        """
-        Derivative of the electrostatic potential in the y-direction
-        :param xi: a 1D array, or float
-        :param yi: a 1D array or float
-        :return:
+        """Calculate the derivative of the electrostatic potential in the y-direction.
+
+        Args:
+            xi (ArrayLike): a 1D array, or float
+            yi (ArrayLike): a 1D array, or float
+
+        Returns:
+            ArrayLike: First derivative of the electrostatic potential in the y-direction.
         """
         if 'x' in self.periodic_boundaries:
             xi = self.map_x_into_domain(xi)
@@ -343,11 +375,15 @@ def dVdy(self, xi: ArrayLike, yi: ArrayLike) -> ArrayLike:
         return self.interpolator.ev(xi, yi, dx=0, dy=1)
 
     def ddVdy(self, xi: ArrayLike, yi: ArrayLike) -> ArrayLike:
-        """
-        Second derivative of the electrostatic potential in the y-direction.
-        :param xi: a 1D array, or float
-        :param yi: a 1D array or float
-        :return:
+        """Calculate the diagonal element of the Hessian matrix. 
+        This is used as input for the EOMSolver class (curv_yy)
+
+        Args:
+            xi (ArrayLike): a 1D array, or float
+            yi (ArrayLike): a 1D array, or float
+
+        Returns:
+            ArrayLike: Second derivative of the electrostatic potential in the y-direction.
         """
         if 'x' in self.periodic_boundaries:
             xi = self.map_x_into_domain(xi)
@@ -356,11 +392,15 @@ def ddVdy(self, xi: ArrayLike, yi: ArrayLike) -> ArrayLike:
         return self.interpolator.ev(xi, yi, dx=0, dy=2)
 
     def ddVdxdy(self, xi: ArrayLike, yi: ArrayLike) -> ArrayLike:
-        """
-        Second derivative of the electrostatic potential in the y-direction.
-        :param xi: a 1D array, or float
-        :param yi: a 1D array or float
-        :return:
+        """Calculate the off-diagonal element of the Hessian matrix. 
+        This is used as input for the EOMSolver class (curv_xy)
+
+        Args:
+            xi (ArrayLike): a 1D array, or float
+            yi (ArrayLike): a 1D array or float
+
+        Returns:
+            ArrayLike: Cross derivative of the electrostatic potential in the x and y directions.
         """
         if 'x' in self.periodic_boundaries:
             xi = self.map_x_into_domain(xi)
@@ -370,12 +410,15 @@ def ddVdxdy(self, xi: ArrayLike, yi: ArrayLike) -> ArrayLike:
         return self.interpolator.ev(xi, yi, dx=1, dy=1)
 
     def grad_Vee(self, xi: ArrayLike, yi: ArrayLike, eps: float=1E-15) -> ArrayLike:
-        """
-        Derivative of the electron-electron interaction term
-        :param xi: a 1D array, or float
-        :param yi: a 1D array or float
-        :param eps: A small but non-zero number to avoid triggering Warning message. Exact value is irrelevant.
-        :return: 1D-array of size(xi) + size(yi)
+        """Derivative of the electron-electron interaction term
+
+        Args:
+            xi (ArrayLike): a 1D array, or float
+            yi (ArrayLike): a 1D array, or float
+            eps (float, optional): A small but non-zero number to avoid triggering Warning message. Exact value is irrelevant. Defaults to 1E-15.
+
+        Returns:
+            ArrayLike: 1D-array of length len(xi) + len(yi)
         """
         if len(self.periodic_boundaries) == 0:
             Xi, Yi = np.meshgrid(xi, yi)
@@ -417,10 +460,14 @@ def grad_Vee(self, xi: ArrayLike, yi: ArrayLike, eps: float=1E-15) -> ArrayLike:
         return gradient
 
     def grad_total(self, r: ArrayLike) -> float:
-        """
-        Total derivative of the cost function. This may be used in the optimizer to converge faster.
-        :param r: r = np.array([x0, y0, x1, y1, x2, y2, ... , xN, yN])
-        :return: 1D array of length len(r), where grad_total = np.array([dV/dx|r0, dV/dy|r0, ...])
+        """Total derivative of the cost function. This function can be supplied as an argument to 
+         the scipy minimizer, which typically helps to converge to the ground state faster.
+
+        Args:
+            r (ArrayLike): r = np.array([x0, y0, x1, y1, x2, y2, ... , xN, yN])
+
+        Returns:
+            float: 1D array of length len(r), where grad_total = np.array([dV/dx|r0, dV/dy|r0, ...])
         """
         xi, yi = r[::2], r[1::2]
         gradient = np.zeros(len(r))
@@ -502,16 +549,21 @@ def parallel_perturb_and_solve(self, cost_function: callable, N_perturbations: i
     def perturb_and_solve(self, cost_function: callable, N_perturbations: int, T: float, solution_data_reference: dict,
                           maximum_dx: Optional[float]=None, maximum_dy: Optional[float]=None, do_print: bool=True, 
                           **minimizer_options) -> dict:
-        """
-        This function is to be run after a minimization by scipy.optimize.minimize has already occured.
-        It takes the output of that function in solution_data_reference and tries to find a lower energy state
-        by perturbing the system N_perturbation times at temperature T. See thermal_kick_x and thermal_kick_y.
-        :param cost_function: A function that takes the electron positions and returns the total energy
-        :param N_perturbations: Integer, number of perturbations to find a new minimum
-        :param T: Temperature to perturb the system at. This is used to convert to a motion.
-        :param solution_data_reference: output of scipy.optimize.minimize
-        :param minimizer_options: Dictionary with optimizer options. See scipy.optimize.minimize
-        :return: output of minimize with the lowest evaluated cost function
+        """This function should only be called after scipy.optimize.minimize has been called.
+        It takes the output of scipy.optimize.minimize in solution_data_reference and tries to find a lower energy state
+        by perturbing the electron positions N_perturbation times at temperature T. See thermal_kick_x and thermal_kick_y.
+
+        Args:
+            cost_function (callable): A function that takes the electron positions and returns the total energy
+            N_perturbations (int): Number of allowed perturbations to find a new minimum
+            T (float): Temperature to perturb the system at. This is used to convert to a motion.
+            solution_data_reference (dict): Output of scipy.optimize.minimize
+            maximum_dx (Optional[float], optional): Maximum perturbation in the x-direction units of meters. Defaults to None.
+            maximum_dy (Optional[float], optional): Maximum perturbation in the y-direction units of meters. . Defaults to None.
+            do_print (bool, optional): Print the status of the trials. Defaults to True.
+
+        Returns:
+            dict: Output of the minimizer with the lowest evaluated cost function.
         """
         electron_initial_positions = solution_data_reference['x']
         best_result = solution_data_reference
@@ -536,23 +588,14 @@ def perturb_and_solve(self, cost_function: callable, N_perturbations: int, T: fl
                     print("\tNew minimum was found after perturbing!")
                 best_result = res
             elif res['status'] == 0 and res['fun'] > best_result['fun']:
-                pass  # No new minimum was found after perturbation, this is quite common.
+                if do_print:
+                    print("\tNo new minimum was found after perturbation.")
+                # No new minimum was found after perturbation, this is quite common.
             elif res['status'] != 0 and res['fun'] < best_result['fun']:
                 if do_print:
                     print("\tThere is a lower state, but minimizer didn't converge!")
             elif res['status'] != 0 and res['fun'] > best_result['fun']:
-                pass
-
-        return best_result
+                if do_print:
+                    print("\tSimulation didn't converge after perturbation.")
 
-    def calculate_mu(self, ri: ArrayLike) -> ArrayLike:
-        electrons_x, electrons_y = r2xy(ri)
-        interactions = self.Vee(electrons_x, electrons_y) / q_e
-        np.fill_diagonal(interactions, 0)
-        mu = list()
-        el = 0
-        for electron_x, electron_y in zip(electrons_x, electrons_y):
-            mu.append(np.sum(interactions[el, :]) + self.Velectrostatic(electron_x, electron_y) / 1.602E-19)
-            el += 1
-
-        return np.array(mu)
\ No newline at end of file
+        return best_result
\ No newline at end of file
diff --git a/quantum_electron/schrodinger_solver.py b/quantum_electron/schrodinger_solver.py
index 28a96fb..b203ee3 100644
--- a/quantum_electron/schrodinger_solver.py
+++ b/quantum_electron/schrodinger_solver.py
@@ -2,11 +2,9 @@
 import numpy as np
 import matplotlib
 from matplotlib import pyplot as plt
-from .utils import construct_symmetric_y
+from .utils import construct_symmetric_y, make_potential, find_minimum_location, PotentialVisualization
 from scipy import sparse
 from scipy.sparse.linalg import eigsh
-from numpy import pi, linspace, cos, sin, ones, transpose, reshape, array, argsort, sort, \
-    meshgrid, amax, amin, dot, sqrt, exp, tanh, sign, argmax
 from numpy.linalg import eig
 from scipy.constants import hbar, m_e, elementary_charge as q_e
 from typing import Dict, List, Optional
@@ -31,7 +29,7 @@ def uv(vec):
         """normalizes a vector
             @param vec vector to normalize
         """
-        return vec / sqrt(dot(vec, vec))
+        return vec / np.sqrt(np.dot(vec, vec))
 
     @staticmethod
     def Dmat(numpts, delta=1):
@@ -39,11 +37,11 @@ def Dmat(numpts, delta=1):
             @param numpts dimension of derivative matrix
             @param delta optional scaling of point spacing
         """
-        a = 0.5 / delta * ones(numpts)
+        a = 0.5 / delta * np.ones(numpts)
         a[0] = 0
         a[-2] = 0
         #b=-2./delta**2*ones(numpts); b[0]=0;b[-1]=0
-        c = -0.5 / delta * ones(numpts)
+        c = -0.5 / delta * np.ones(numpts)
         c[1] = 0
         c[-1] = 0
         return sparse.spdiags([a, c], [-1, 1], numpts, numpts)
@@ -57,15 +55,15 @@ def D2mat(numpts, delta=1, periodic=True, q=0):
             @param q is a quasimomentum between -pi and pi, which is used if periodic=True
         """
 
-        a = 1. / delta ** 2 * ones(numpts)
-        b = -2. / delta ** 2 * ones(numpts)
-        c = 1. / delta ** 2 * ones(numpts)
+        a = 1. / delta ** 2 * np.ones(numpts)
+        b = -2. / delta ** 2 * np.ones(numpts)
+        c = 1. / delta ** 2 * np.ones(numpts)
         #print "delta = %f" % (delta)
         if periodic:
             if q == 0:
                 return sparse.spdiags([c, a, b, c, c], [-numpts + 1, -1, 0, 1, numpts - 1], numpts, numpts)
             else:
-                return sparse.spdiags([exp(-(0. + 1.j) * q) * c, a, b, c, exp((0. + 1.j) * q) * c],
+                return sparse.spdiags([np.exp(-(0. + 1.j) * q) * c, a, b, c, np.exp((0. + 1.j) * q) * c],
                                       [-numpts + 1, -1, 0, 1, numpts - 1], numpts, numpts)
         else:
             return sparse.spdiags([a, b, c], [-1, 0, 1], numpts, numpts)
@@ -83,8 +81,8 @@ def solve(self, sparse_args=None):
             en, ev = eig(Hmat.todense())
         else:
             en, ev = eigsh(Hmat, **self.sparse_args)
-        ev = transpose(array(ev))[argsort(en)]
-        en = sort(en)
+        ev = np.transpose(np.array(ev))[np.argsort(en)]
+        en = np.sort(en)
         self.en = en
         self.ev = ev
         self.solved = True
@@ -107,10 +105,10 @@ def reduced_operator(self, operator, num_levels=-1):
         """
         if not self.solved: self.solve()
         if sparse.issparse(operator):
-            return array([array([dot(psi1, operator.dot(psi2)) for psi2 in self.psis(num_levels)]) for psi1 in
+            return np.array([np.array([np.dot(psi1, operator.dot(psi2)) for psi2 in self.psis(num_levels)]) for psi1 in
                           self.psis(num_levels)])
         else:
-            return array([array([dot(psi1, dot(operator, psi2)) for psi2 in self.psis(num_levels)]) for psi1 in
+            return np.array([np.array([np.dot(psi1, np.dot(operator, psi2)) for psi2 in self.psis(num_levels)]) for psi1 in
                           self.psis(num_levels)])
             
 class Schrodinger2D(Schrodinger):
@@ -151,7 +149,7 @@ def Hamiltonian(self):
     def get_2Dpsis(self, num_levels=-1):
         psis = []
         for psi in self.psis(num_levels):
-            psis.append(reshape(psi, (len(self.y), len(self.x))))
+            psis.append(np.reshape(psi, (len(self.y), len(self.x))))
         return psis
 
     def plot(self, num_levels=10):
@@ -207,113 +205,6 @@ def sparsify(self, num_levels=10):
                             'sigma': np.min(self.U),  # 'sigma' : Find eigenvalues near sigma using shift-invert mode.
                             'maxiter': None}  # Maximum number of Arnoldi update iterations allowed Default: n*10
 
-class PotentialVisualization:
-    def __init__(self, potential_dict: Dict[str, ArrayLike], voltages: Dict[str, float]):
-        self.potential_dict = potential_dict
-        self.voltage_dict = voltages    
-
-    def plot_potential_energy(self, ax=None, coor: Optional[List[float]]=[0,0], dxdy: List[float]=[1, 2], figsize: tuple[float, float]=(7, 4), 
-                              print_voltages: bool=True,  plot_contours: bool=True) -> None:
-        """Plot the potential energy as function of (x,y)
-
-        Args:
-            coor (List[float, float], optional): Center of the solution window (in microns), this should include the potential minimum. Defaults to [0,0].
-            dxdy (List[float, float], optional): width of the solution window for x and y (measured in microns). Defaults to [1, 2].
-            figsize (tuple[float, float], optional): Figure size that gets passed to matplotlib.pyplot.figure. Defaults to (7, 4).
-        """
-
-        potential = make_potential(self.potential_dict, self.voltage_dict)
-        zdata = -potential.T
-
-        if ax is None:
-            fig = plt.figure(figsize=figsize)
-            ax = fig.add_subplot(111)
-            make_colorbar = True
-        else:
-            make_colorbar = False
-            
-        pcm = ax.pcolormesh(self.potential_dict['xlist'], self.potential_dict['ylist'], zdata, cmap=plt.cm.RdYlBu_r)
-        
-        if make_colorbar:
-            cbar = plt.colorbar(pcm)
-            tick_locator = matplotlib.ticker.MaxNLocator(nbins=4)
-            cbar.locator = tick_locator
-            cbar.update_ticks()
-            cbar.ax.set_ylabel(r"Potential energy $-eV(x,y)$")
-        
-        xidx, yidx = np.unravel_index(zdata.argmin(), zdata.shape)
-        ax.plot(self.potential_dict['xlist'][yidx], self.potential_dict['ylist'][xidx], '*', color='white')
-
-        ax.set_xlim(coor[0] - dxdy[0]/2, coor[0] + dxdy[0]/2)
-        ax.set_ylim(coor[1] - dxdy[1]/2, coor[1] + dxdy[1]/2)
-
-        ax.set_aspect('equal')
-        
-        if print_voltages:
-            for k, electrode in enumerate(self.voltage_dict.keys()):
-                xmin, xmax = ax.get_xlim()
-                ymin, ymax = ax.get_ylim()
-
-                ax.text(coor[0] - dxdy[0]/2 - 0.3 * (xmax - xmin), coor[1] + dxdy[1]/2 - k * 0.1 * (ymax - ymin), 
-                        f"{electrode} = {self.voltage_dict[electrode]:.2f} V", ha='right', va='top')
-
-        if plot_contours:
-            contours = [np.round(np.min(zdata), 3) +k*1e-3 for k in range(5)]
-            CS = ax.contour(self.potential_dict['xlist'], self.potential_dict['ylist'], zdata, levels=contours)
-            ax.clabel(CS, CS.levels, inline=True, fontsize=10)
-
-        ax.set_xlabel("$x$"+f" ({chr(956)}m)")
-        ax.set_ylabel("$y$"+f" ({chr(956)}m)")
-        ax.locator_params(axis='both', nbins=4)
-        
-        if ax is None:
-            plt.tight_layout()
-
-def make_potential(potential_dict: Dict[str, ArrayLike], voltages: Dict[str, float]) -> ArrayLike:
-    """Creates a numpy array potential based on an array of coupling coefficient arrays stored in potential_dict. 
-    The returned potential values are positive for a positive voltage applied to the gate. Therefore, to transform
-    the potential into potential energy, multiply with -1.
-
-    Args:
-        potential_dict (Dict[str, ArrayLike]): Dictionary containing at least the keys also present in the voltages dictionary.
-        The 2d-array associated with each key contains the coupling coefficient for the respective electrode in space.
-        voltages (Dict[str, float]): Dictionary with electrode names as keys. The value associated with each key is the voltage
-        applied to each electrode
-
-    Returns:
-        ArrayLike: Inner product of the coupling coefficient arrays and the voltages. 
-    """
-
-    for k, key in enumerate(list(voltages.keys())):
-        if k == 0: 
-            potential = potential_dict[key] * voltages[key] 
-        else:
-            potential += potential_dict[key] * voltages[key]
-    
-    return potential
-
-def find_minimum_location(potential_dict: Dict[str, ArrayLike], voltages: Dict[str, float], return_potential_value: bool=False) -> tuple[float, float]:
-    """Find the coordinates of the minimum energy point for a single electron.
-
-    Args:
-        potential_dict (Dict[str, ArrayLike]): Potential dictionary.
-        voltages (Dict[str, float]): Voltage dictionary.
-        return_potential_value (bool): Returns the value of the potential energy for a single electron at the minimum location.
-
-    Returns:
-        tuple[float, float]: (x_min, y_min, V_min) where the potential energy for a single electron is minimized. Units are in micron, eV.
-    """
-    
-    potential = make_potential(potential_dict, voltages)
-    zdata = -potential.T
-    
-    xidx, yidx = np.unravel_index(zdata.argmin(), zdata.shape)
-    
-    if return_potential_value:
-        return potential_dict['xlist'][yidx], potential_dict['ylist'][xidx], zdata[xidx, yidx]
-    else:
-        return potential_dict['xlist'][yidx], potential_dict['ylist'][xidx]
-
 class QuantumAnalysis(PotentialVisualization): 
     """This class solves the Schrodinger equation for a single electron on helium. Typical workflow: 
     
diff --git a/quantum_electron/utils.py b/quantum_electron/utils.py
index 854a5be..de411d3 100644
--- a/quantum_electron/utils.py
+++ b/quantum_electron/utils.py
@@ -1,12 +1,19 @@
 import numpy as np
 from numpy.typing import ArrayLike
-from typing import Dict
+from typing import Dict, Optional, List
 import pyvista
 from shapely import Polygon
 import shapely.plotting
 from matplotlib import pyplot as plt
 from scipy.constants import elementary_charge as qe, epsilon_0
 from scipy.constants import Boltzmann as kB
+import matplotlib
+import importlib
+
+def package_versions():
+    for module in ['quantum_electron', 'numpy', 'scipy', 'matplotlib']:
+        globals()[module] = importlib.import_module(module)
+        print(globals()[module].__name__, globals()[module].__version__)
 
 def select_outer_electrons(xi: ArrayLike, yi: ArrayLike, plot: bool=True, **kwargs) -> tuple:
     """Select the outermost electrons from a small ensemble of electrons. This is 
@@ -52,7 +59,6 @@ def select_outer_electrons(xi: ArrayLike, yi: ArrayLike, plot: bool=True, **kwar
     else:
         return None, None
         
-    
 def density_from_positions(xi: ArrayLike, yi: ArrayLike) -> float:
     """Electron density estimate calculated from the nearest neighbor distance
 
@@ -70,10 +76,33 @@ def density_from_positions(xi: ArrayLike, yi: ArrayLike) -> float:
     YiYj = Yi - Yj
 
     Rij_standard = np.sqrt((XiXj) ** 2 + (YiYj) ** 2)
-    np.fill_diagonal(Rij_standard, 5e-6)
+    np.fill_diagonal(Rij_standard, np.inf)
+
+    nearest_neighbor_distance = np.min(Rij_standard, axis=1)
+    area = np.pi * np.mean(nearest_neighbor_distance) ** 2 / 4
+    return 1 / area
+
+def mean_electron_spacing(xi: ArrayLike, yi: ArrayLike) -> float:
+    """Mean electron spacing calculated from the nearest neighbor distance
+
+    Args:
+        xi (ArrayLike): electron x-positions np.array([x0, x1, ...])
+        yi (ArrayLike): electron y-positions np.array([y0, y1, ...])
+
+    Returns:
+        float: Mean electron spacing in units of m
+    """
+    Xi, Yi = np.meshgrid(xi, yi)
+    Xj, Yj = Xi.T, Yi.T
+
+    XiXj = Xi - Xj
+    YiYj = Yi - Yj
+
+    Rij_standard = np.sqrt((XiXj) ** 2 + (YiYj) ** 2)
+    np.fill_diagonal(Rij_standard, np.inf)
 
     nearest_neighbor_distance = np.min(Rij_standard, axis=1)
-    return 1 / (np.pi * np.mean(nearest_neighbor_distance) ** 2)
+    return np.mean(nearest_neighbor_distance)
 
 def gamma_parameter(xi: ArrayLike, yi: ArrayLike, T: float) -> float:
     """Ratio of the Coulomb energy to kinetic energy. For bulk electrons on helium 
@@ -137,6 +166,51 @@ def xy2r(x: ArrayLike, y: ArrayLike) -> ArrayLike:
     else:
         raise ValueError("x and y must have the same length!")
     
+def make_potential(potential_dict: Dict[str, ArrayLike], voltages: Dict[str, float]) -> ArrayLike:
+    """Creates a numpy array potential based on an array of coupling coefficient arrays stored in potential_dict. 
+    The returned potential values are positive for a positive voltage applied to the gate. Therefore, to transform
+    the potential into potential energy, multiply with -1.
+
+    Args:
+        potential_dict (Dict[str, ArrayLike]): Dictionary containing at least the keys also present in the voltages dictionary.
+        The 2d-array associated with each key contains the coupling coefficient for the respective electrode in space.
+        voltages (Dict[str, float]): Dictionary with electrode names as keys. The value associated with each key is the voltage
+        applied to each electrode
+
+    Returns:
+        ArrayLike: Inner product of the coupling coefficient arrays and the voltages. 
+    """
+
+    for k, key in enumerate(list(voltages.keys())):
+        if k == 0: 
+            potential = potential_dict[key] * voltages[key] 
+        else:
+            potential += potential_dict[key] * voltages[key]
+    
+    return potential
+
+def find_minimum_location(potential_dict: Dict[str, ArrayLike], voltages: Dict[str, float], return_potential_value: bool=False) -> tuple[float, float]:
+    """Find the coordinates of the minimum energy point for a single electron.
+
+    Args:
+        potential_dict (Dict[str, ArrayLike]): Potential dictionary.
+        voltages (Dict[str, float]): Voltage dictionary.
+        return_potential_value (bool): Returns the value of the potential energy for a single electron at the minimum location.
+
+    Returns:
+        tuple[float, float]: (x_min, y_min, V_min) where the potential energy for a single electron is minimized. Units are in micron, eV.
+    """
+    
+    potential = make_potential(potential_dict, voltages)
+    zdata = -potential.T
+    
+    xidx, yidx = np.unravel_index(zdata.argmin(), zdata.shape)
+    
+    if return_potential_value:
+        return potential_dict['xlist'][yidx], potential_dict['ylist'][xidx], zdata[xidx, yidx]
+    else:
+        return potential_dict['xlist'][yidx], potential_dict['ylist'][xidx]
+
 def crop_potential(x: ArrayLike, y: ArrayLike, U: ArrayLike, xrange: tuple, yrange: tuple) -> tuple:
     """Crops the potential to the boundaries specified by xrange and yrange. 
 
@@ -153,4 +227,66 @@ def crop_potential(x: ArrayLike, y: ArrayLike, U: ArrayLike, xrange: tuple, yran
     xmin_idx, xmax_idx = find_nearest(x, xrange[0]), find_nearest(x, xrange[1])
     ymin_idx, ymax_idx = find_nearest(y, yrange[0]), find_nearest(y, yrange[1])
 
-    return x[xmin_idx:xmax_idx], y[ymin_idx:ymax_idx], U[xmin_idx:xmax_idx, ymin_idx:ymax_idx]
\ No newline at end of file
+    return x[xmin_idx:xmax_idx], y[ymin_idx:ymax_idx], U[xmin_idx:xmax_idx, ymin_idx:ymax_idx]
+
+class PotentialVisualization:
+    def __init__(self, potential_dict: Dict[str, ArrayLike], voltages: Dict[str, float]):
+        self.potential_dict = potential_dict
+        self.voltage_dict = voltages    
+
+    def plot_potential_energy(self, ax=None, coor: Optional[List[float]]=[0,0], dxdy: List[float]=[1, 2], figsize: tuple[float, float]=(7, 4), 
+                              print_voltages: bool=True,  plot_contours: bool=True) -> None:
+        """Plot the potential energy as function of (x,y)
+
+        Args:
+            coor (List[float, float], optional): Center of the solution window (in microns), this should include the potential minimum. Defaults to [0,0].
+            dxdy (List[float, float], optional): width of the solution window for x and y (measured in microns). Defaults to [1, 2].
+            figsize (tuple[float, float], optional): Figure size that gets passed to matplotlib.pyplot.figure. Defaults to (7, 4).
+        """
+
+        potential = make_potential(self.potential_dict, self.voltage_dict)
+        zdata = -potential.T
+
+        if ax is None:
+            fig = plt.figure(figsize=figsize)
+            ax = fig.add_subplot(111)
+            make_colorbar = True
+        else:
+            make_colorbar = False
+            
+        pcm = ax.pcolormesh(self.potential_dict['xlist'], self.potential_dict['ylist'], zdata, cmap=plt.cm.RdYlBu_r)
+        
+        if make_colorbar:
+            cbar = plt.colorbar(pcm)
+            tick_locator = matplotlib.ticker.MaxNLocator(nbins=4)
+            cbar.locator = tick_locator
+            cbar.update_ticks()
+            cbar.ax.set_ylabel(r"Potential energy $-eV(x,y)$")
+        
+        xidx, yidx = np.unravel_index(zdata.argmin(), zdata.shape)
+        ax.plot(self.potential_dict['xlist'][yidx], self.potential_dict['ylist'][xidx], '*', color='white')
+
+        ax.set_xlim(coor[0] - dxdy[0]/2, coor[0] + dxdy[0]/2)
+        ax.set_ylim(coor[1] - dxdy[1]/2, coor[1] + dxdy[1]/2)
+
+        ax.set_aspect('equal')
+        
+        if print_voltages:
+            for k, electrode in enumerate(self.voltage_dict.keys()):
+                xmin, xmax = ax.get_xlim()
+                ymin, ymax = ax.get_ylim()
+
+                ax.text(coor[0] - dxdy[0]/2 - 0.3 * (xmax - xmin), coor[1] + dxdy[1]/2 - k * 0.1 * (ymax - ymin), 
+                        f"{electrode} = {self.voltage_dict[electrode]:.2f} V", ha='right', va='top')
+
+        if plot_contours:
+            contours = [np.round(np.min(zdata), 3) +k*1e-3 for k in range(5)]
+            CS = ax.contour(self.potential_dict['xlist'], self.potential_dict['ylist'], zdata, levels=contours)
+            ax.clabel(CS, CS.levels, inline=True, fontsize=10)
+
+        ax.set_xlabel("$x$"+f" ({chr(956)}m)")
+        ax.set_ylabel("$y$"+f" ({chr(956)}m)")
+        ax.locator_params(axis='both', nbins=4)
+        
+        if ax is None:
+            plt.tight_layout()
\ No newline at end of file
diff --git a/setup.py b/setup.py
index 08c813e..1335b68 100644
--- a/setup.py
+++ b/setup.py
@@ -1,8 +1,10 @@
 from setuptools import setup, find_packages
 
+exec(open('quantum_electron/_version.py').read())
+
 setup(
     name='quantum_electron',
-    version='0.1.0',
+    version=__version__,
     packages=find_packages(include=['quantum_electron']), 
     install_requires=['shapely', 'scikit-image', 'pyvista', 'IPython']
 )
\ No newline at end of file
diff --git a/tests/test_wigner_molecules.py b/tests/test_wigner_molecules.py
new file mode 100644
index 0000000..9ab58bc
--- /dev/null
+++ b/tests/test_wigner_molecules.py
@@ -0,0 +1,87 @@
+import pytest
+from quantum_electron import FullModel
+import numpy as np
+from matplotlib import pyplot as plt
+from scipy.constants import elementary_charge as qe, epsilon_0 as eps0
+
+input_output_pairs = [(1, 0.0000), (2, 0.75000), (3, 1.31037), (4, 1.83545), 
+                      (5, 2.33845), (6, 2.80456), (7, 3.23897), (8, 3.66890), 
+                      (9, 4.08813), (10, 4.48494), (11, 4.86467), (12, 5.23895), 
+                      (13, 5.60114), (14, 5.95899), (15, 6.30758), (16, 6.64990), 
+                      (17, 6.98291), (18, 7.30814)]#, (19, 7.63197), (20, 7.94961), 
+                    #   (21, 8.26588), (22, 8.57418), (23, 8.87765), (24, 9.17590), (25, 9.47273), 
+                    #   (26, 9.76273)]
+
+@pytest.mark.parametrize("n, expected", input_output_pairs)
+def test_molecule_energies(n: int, expected: float):
+    """Tests the energy of a Wigner molecule with n electrons in a parabolic confinement.
+    The values of the energies per particle are taken from the paper by Bedanov and Peeters, Phys. Rev. B 49 (1994).
+
+    Args:
+        n (int): Number of electrons in the Wigner molecule.
+        expected (float): Expected energy per particle in units of E0 = (alpha * qe ** 4 / (4 * np.pi * eps0) ** 2) ** (1/3).
+    """
+    # Note that the units of x and y are implicitly assumed as microns
+    x = np.linspace(-3, 3, 401)
+    y = np.linspace(-3, 3, 401)
+
+    micron = 1e-6
+
+    X, Y = np.meshgrid(x, y)
+    X *= micron
+    Y *= micron
+
+    parabolic_confinement = - (X ** 2 + Y ** 2) / micron ** 2
+
+    potential_dict = {"dot" : parabolic_confinement, 
+                      "xlist" : x, 
+                      "ylist" : y}
+
+    # Let's apply these voltages to the corresponding electrodes in potential_dict
+    voltages = {"dot" : 1.0}
+    
+    alpha = 1 / (micron) ** 2 * voltages['dot'] * qe
+    E0 = (alpha * qe ** 4 / (4 * np.pi * eps0) ** 2) ** (1/3)
+
+    fm = FullModel(potential_dict=potential_dict, voltage_dict=voltages, trap_annealing_steps=[20]*10, potential_smoothing=1e-7)
+            
+    res = fm.get_electron_positions(n_electrons=n, electron_initial_positions=None)
+    E_N = res['fun'] * qe / (n * E0)
+
+    # We'll allow an uncertainty of +/- 1e-5 in the energy.
+    # Note that the precision is taken from the table, where the energies are given to 5 decimal places for molecules up to N = 26.
+    # Molecules of size N > 26 have energies given to 4 decimal places, so we will not test them here.
+    assert -2e-5 < (E_N - expected) < 2e-5
+
+def test_interpolation():
+    """Tests the interpolation of the potential using the FullModel class. 
+    We construct a parabolic potential and compare it to the analytical potential.
+    For an analytic function without discontinuities, the potential should be very close to the analytical potential.
+    """
+    
+    def analytical_potential(x, y):
+        return (x ** 2 + y ** 2) / micron ** 2
+    
+    x = np.linspace(-3, 3, 401)
+    y = np.linspace(-3, 3, 401)
+
+    micron = 1e-6
+
+    X, Y = np.meshgrid(x, y)
+    X *= micron
+    Y *= micron
+
+    parabolic_confinement = -analytical_potential(X, Y)
+
+    potential_dict = {"dot" : parabolic_confinement, 
+                      "xlist" : x, 
+                      "ylist" : y}
+
+    # Let's apply these voltages to the corresponding electrodes in potential_dict
+    voltages = {"dot" : 1.0}
+    
+    fm = FullModel(potential_dict=potential_dict, voltage_dict=voltages)
+    difference = fm.V(X, Y) - analytical_potential(X, Y)
+
+    assert np.amax(difference) < 1e-5
+    
\ No newline at end of file