diff --git a/README.md b/README.md
index cdd9353..831a0f3 100644
--- a/README.md
+++ b/README.md
@@ -1,4 +1,13 @@
 Hidden Markov Models
 ====================
 
-Speech recognition coursework focusing on training and  analysing hidden markov models
\ No newline at end of file
+Speech recognition coursework focusing on training and  analysing hidden markov models.
+
+![PDFs with observations marked](report/res/pdfs-w-obs.png)
+Probability density functions with provided observations marked
+
+![Occupation likelihoods](report/res/occupation-line.png)
+Occupation likelihoods for each state through time
+
+![Training iterations](report/res/iterated-pdfs.png)
+Output Gaussian functions through 5 iterations of Baum-Welch training
\ No newline at end of file
diff --git a/markov.ipynb b/markov.ipynb
index 86da7d9..a8fd9fd 100644
--- a/markov.ipynb
+++ b/markov.ipynb
@@ -10,7 +10,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython3",
-   "version": "3.8.6-final"
+   "version": "3.8.4-final"
   },
   "orig_nbformat": 2,
   "kernelspec": {
@@ -24,13 +24,15 @@
  "cells": [
   {
    "cell_type": "code",
-   "execution_count": 1,
+   "execution_count": 38,
    "metadata": {},
    "outputs": [],
    "source": [
     "#IMPORTS AND COMMON VARIABLES\n",
+    "import matplotlib\n",
+    "import matplotlib.cm as cm\n",
     "import matplotlib.pyplot as plt\n",
-    "from matplotlib import cm\n",
+    "from matplotlib.pyplot import savefig\n",
     "import numpy as np\n",
     "from math import sqrt\n",
     "\n",
@@ -39,7 +41,10 @@
     "from markov import MarkovModel\n",
     "from markovlog import LogMarkovModel\n",
     "\n",
-    "x = np.linspace(-4, 8, 120) # x values for figures\n",
+    "fig_dpi = 200\n",
+    "fig_export = False\n",
+    "\n",
+    "x = np.linspace(-4, 8, 300) # x values for figures\n",
     "x_label = \"Observation Space\"\n",
     "y_label = \"Probability Density\""
    ]
@@ -60,9 +65,9 @@
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tcM5tS+GYfptI02P4n1B3ykQyWZDcH+89p6XLwEQ7yKD/dXG6dEHje+XEiFVHJthH5Pv5Y865R9MVXDqEuqMeG7Hq+865XUnu8lO8ltLg5fi5KRzm1865lUlufyDi+hFxbo98fa1P9PklIoVFYzaJiAQo9AXna2b2FbwxFo4n/g8BnfF+eT3LzJ4lya/w7RX6QnM0MAyvtVWXmJj2j7h+KNGts9p6zL1o+lV0vnNuTkv3cc7tNLO3gJPwxoI4kKZWV+11uZmdEbFchNd6YxTQO2L9DuDCFr5IP5noy1CEL0Vcf8E5tzrZxs65FWb2H7yWZuC1CGtpZrOWxogJb3N4xD6TMrO98b7A7Ys3hlZHvEJVWLiAFh7ra0YLu3yzpRYZzrn/mtn7NI13dRzNW9rkgknAjXitCr5qZj2dcxvibBdZRHg4hSKsH2ILM7EtJ4bjjUkG8Ipz7vOWduicW2lmH+G1hjrQzLq30HIkadHNObfVzJbgFe4Nbzyw/8ZsthyvQNLDzM5yzj3WUpx+cs6tMrPn8Ma/K8crGtwdu52ZHY73+gJv4oSn/IoxYJ84595rYZvI1rEDYm80szK8bq1hf2h/WGkX+V78QbwWv5Gcc9vN7BGaWpQeR/RYSvG0VMT+CG9Ms45ALzPr6pzbGnH7OryWrOV4r98vOufeaGGfIpLnVGwSEckCzrkXgBfMrDfeP74j8b70H4ZX7Ik0HphhZiNi/tlrFzOrwGstdAZN3TFaktLU4imIHJS1Y2ig7FREdvWqJH3FptNT2GYJXneLWS1s924Lt0P0QOFvprA9eAPXhotNX0i2IbAuWRfJCG9FXD/UzCzeL9RmNgIvV0YRXVxKJpVceavlTRq3Cz9nhyXbMFs559aa2TN4Y3WV4bXmifqia2blRLfyyYYudNC8uBQ7mHzk67miFa/n3UJ/Dagg+cD7sYWjeCInIYjXsulxvC6xAI+Y2VnAY8BrqRTIfPIXmt6PLiZOsYnoguTfnXM742zTHg865yakeZ/pkI4cOBSvQALejwcz2xlTJrT18yFcbGrp82Gzc255sg2cc87MNuIVm8B7LrdG3L4r9H52Nt73y1fN7DG8sdCmuzgTCIhI/lOxSUQkizjn1uL9wvgEQGispqPxZqy6gKb37WHATUR3KWozMzsMb9yh1o7B1NJYEKnqG3F9H6JnZEtVOsePitWA94/1Krzi0b+AZ2LHYEpgbQrbRLaWWpZiTEsjrrdUyPksxX1GbleGd36jCglmdhFe0SPVIlNYKrnSljh7J9wq+/0Fr9gEXsEgtlXFV2nK6/dTaMXhl+4xy7EtsiJfzweHLq3V0us5lfFyIl+fpXFuvxGvuH80Xj5/NXTBzBbhtcR7BZiczsJ+K72I957QH/hCaBbQD8I3mllHortJZUtB0g/pyIHI8caWp9AKNQiZ/nxIdeyplp7LK/B+JBuC12Lz/NClwczm4b2eXgL+HR6vUETym8ZsEhHJYs65Oufc6865i4HRRHdf+Vboi0a7hLoR/JOmL3dr8b6EHYfXWqgzUOScM+ec4RW+wtL1ORL75bUt0vkDynHhxxu6FDvndnPOHeCcOy80uGkqhSbwuh60JLL1WrNBaROI3K6lQk7cgVpb2Gez/ZrZULzuGOFC0zzgcryudH2AjpHPG02DPkNqudKWONNV8AzCq3gt5AAOCXWHipRtA4OH7R+zHNvtM+Ov53SMCRMaAHo03gyLS2NuHgJchDdG3Wozuy0d77etFeqie3/Eqtjxvf6Hpud7VgvjWOWbdIwLFPn+kY3jdkHmPx/SMr5SqPv3cLz/HyIHLy8CDsKbVfNpYJWZXWtmxc33IiL5RMUmEZEc4Zx7E/h1xKpy4g/U2Vr/Q9PYOiuAQ5xzP3fOTXXOVTnndsR8scvEl/vIf4yfjSn0pHqZlIG4/BL5JadziveJ3K6lVhed2rDPePv9X5qKAC8CX3DO3eWcm+Wc+zxO953W5kpb4gyqxUm7hV5XcQcKN7N9aBrLq5qmgfmzwVER1+tpmvErLPL1fFcbX89TM/4o8Lr/OOd+izd206F4rUUfxXsvDOuEV5B6LYiCE97gzPWh698Ida8My9aCZFsE8b0k8v0jtst6tsj050PaOG92yZ8D/fBaDF4DPEPTgOXg/bB1M/BPM2ttC1kRySEqNomI5JbYab73SsM+I6ddv9M5t6qF7fun4ZixIn8F3TMD+892kV3t9k7xPgMirq9LtFFIZYr7jNyuhuZfUiJz5WctzIgErc+VVB97ZJwtPfZsN5Gm7innRhQzLqSpBdmTLQyW7bfIwfPnOOdix2zKudez88xxzv3BOXeOc64Cb6ybyNnMjqJtXXzbG9sK4IXQYg+auvoNwmuZBV6B7xG/Y2tBZOvPVFqepqNFXGtF5mplqOt6tsn050PaOefqnXMznXO/dc59laYJNp6N2Ow0vB+7RCRPqdgkIpJbYluOxBv3oLVN4iPHV0llwNVjW96k1TFEDsp6qJml+uttvoicXWhkiveJ3K6lsXx6h76YtiRyYOcP4nRVSjlXzKw7rR+r5+gUt4uMMxvGMWpzNxTn3BqavoB1x5vivgiYELHZ/bH3C4qZjcWb+TEs3jTxka/nkbnaesE5975zLjxGWdj4tu6uneH8JeJ6uDXTRTQVJJ8IcFypRCKLkL1S2P6gTAWSxAc0fa52IrrVXlukpUtajEx/PmScc67BOfc63mD3L0Xc1NbXk4jkABWbRERyyyExy/EGVI4sSMUbxDNWQ8T1pN2YQmPKpNJ1r1UxOOc+ARaEFjvQfFySfPdqxPWvmNkeCbcEzKwvcFKC+ydyfiu3eS3O7SnnCnAJqeVfpC+Guo8lZGbDiJ5daWorj5EJrX3NxYotJIylqfXWIufctLYGlk5m1ovowst64M9xNn0D2BS6XkHTrIm5KrI1Rp+EWyXX3hz5NxCeMexLZjaY6IJkNnahWxpx/dBkG4a6BvqeJ6GBqiPf677fzl229zzHE/n+fpiZJS3im1knvFnh4t0/UKEfMCZHrGrr60lEcoCKTSIiATGzK83sy63YvhPw04hVa/B+lY0VOdVzvxR2/UnE9YS/MoaO/5dEt7czBoBbI67faGYp/8ptZjnRVSeJKcCnoetlwJ2JNgy1EvkDTV9klgAvp3CMK5MVcsxsAk2FREf81jSp5soQ4JcpxNTsrsDvE7WECQ0oe1fEqtedcx+14Tjp1pZ8j/QSTed/NHBDxG1Z0aopVNx4legujD9yzjUbVDn0Bf7OiFV3m1nKz4uZZfwLqJmVmVmqY/REPubP23jITTQVa3ubWasKEc65eryxm8B7nfydppaGC5xzb7QxrkyKbOF2ipklmxXt/2h51rRMuSPi+tlmdnbCLVvW3veCZkLvcdMjVv2xhfy5EQj/YLEFeDgdcSRjZl3NrEOKm6fj9SQiOUDFJhGR4BwJvGRms8zsu8m+YJnZUcA0orsZ3BqaqSjW3Ijrp6XwD2Dkr4zfNLOrYmeJCX3RnILXoiSV2XA+pWlmsf5mlkprqL/T9AtsV+B1M7s0Ufxm1s3MvmFmU2k+ZXxOCZ3HayNWnWNmf439MmxmXfHGkPlaxOofJciDSLvwntOXzOwLsTea2YV4s8yF3e+cWxxnP5G5coeZjYuzr+PxWht1JfWZkyLjPBWYFHqskfvtgTcmTXjQbAf8pJX7z5TI19zYUBfClIV+7Q8XlQzvvQGgDpjU7ujawcwOMLPf4xW2I1tU3OGceyD+vQC4HW+2QvC+dM82s6+HugjGO87uZvZtM3sPb1DhTNsLWG5mvzWz4Yk2MrMTiC7+/bstBwsV4BaFFkvxuhO11v00FayOilmfjWbRNNtiF+CR0Ou4kZl1MrPf4J3zeN3CM8459zLwRMSqv5vZL0I/sEQxsyIzO87Mnk7wOo98LzgjjV1If0LTIPGj8AbXjmoBa2YdzOxm4IqI1TfEKwhnwOHAUjO7PjRraTNmVmxmZwE/iFjdpteTiOSGbBwET0Sk0AwPXf5kZkvwvqCtw/ui2Ruv+0Fsi5SnSVxg+Tfe7FUdQ/ddECrIbKJpPIkpzrkpAM65KWY2HW8sJgN+C3wv9KVvM94U4COBYrwZmn4P3JbsATnn6s3sGeDc0KqpZvYfvG5/4X+YNzjnfh1znzPxWnkcBnQD7gFuM7O3Qseuxxsgdz/gAJo+x/6ZLJ5c4Jx73MyOpWkA4kuAs8zsNbxWbHvgDdAdWYC60zn3VAq7fwvYgDew8Gwzexuv22IZ3vhHAyO2XQBcnWA/d4bi6g30BP4TypP5eLn1BWBYaNsX8X61TqX7XtjNwOXABcBXzezV0D72xCsyRY7ldXNoDJBs8A5eF6dKvCLGR2Y2Be91HH7NzXLOPZZkHw8A1xP9v9lzoTGdMulyM4sc8LsE2A1vjJ3DaD7WTjXwY+CPyXbqnNtmZuPxWt3tg3cOHwfWhfJvNd77TU9gKN77TLgQ5Ve3n92Aq4CrzGwD3tg4K/C6Qu2BV1yLfG18jPf+11b/pKl16j9CrQkXEzGQtnMu0WsP59zy0PvoVyJW7wL+1o6YMsY558zsJ3jnHeDLwKdm9grea2NPvM+d3YCVwJ+AmwIIFbz3tf54hd5ivALjj8zsDbzXtuEVTYfT9JqIV0h6Cm/WWANOBj40szeJnmzhUefc7NYE55x708yuBX4TWnUq8Fno82E53uficUS/Xp8Gftea47TTXngtWn9pZqvxCtSr8f6X6YNXkIoc928G8cd8E5F84ZzTRRdddNElgAvwLbxuSa4Vlx3Az4GSFvb9HbxfwBPt5/qY7fsA77Zw7Hl4XwonRKyblCSG/sCqJPtbmuB+HfHGgaltxXPykzScj8h9jmnnvqa2dV/Az/C+7CZ7zNUtPWZgTMT2U/GKd5Nb2O/bwJ4t7HcE3uxIyfbzNN5g15Mi1k1IsL+obfAKmyuT7LsOuLE1jz2Vc97ecwmcgtcyI1HcCV8rEft4OuY+J7c3r1PI9VQvW/G60e7XymP1xCs2JHs/irxsBL7Z1vOV6rnDKxy09DqLvLyW6LVB6u+J3fGKuQmPk8JjOi3mPk9kKEcmpfKYUtzXL1p4bj/CK1K3+Dym+lxHbD8gYvulLWzbMZTjdSnkQzXQNcF+ft3CfSekmqdx9n0x3o9AyfZfh/fDQHE6npeI+yyNuM+AmNuOIvXPbIfXkizu86eLLrrkz0Utm0REAuKc+yvwVzM7EG+clqOB/fGKNN3xfhndivfL4Id4X3aecM5tTGHf95jZf4FL8f4J7Ic3oHPcJv3OuTVmNhLv192z8Wab6oTXqmQh8BjwD+fcDjM7Mt4+4uxzmZkdgjfg6lhgX7yuVUk/e5xz1cBlZnYrcB5ei5Z98X6xLcL7R/sTYA7wCvAf13zq9ZzlnLvRzB7COxfj8FqF7IbXMu0TvBZD9znn4g0On2y/W0ItTc4AvonXaqNPaL8fAv8A/uZa6JLnnHsrNEj3/+L9uh5u+bEKr2D5d+fcZIC29CBx3i/4hwDfxmuJNQCvNddKvBYvdzvnAp9dKZZz7rlQd6zvAcfgTVHehQSvuQSeoql7VRXwn3TGmKJqvNfYFmAZ3jmdBbzk2jDbmXNuA3Bm6H3uHLxC4D54r+cGvPxbjDdj1suh48TOupl2zrkVoQHPv4TXLelwYDBeq70OeO+9y/Ae+2PO62rV3mNuDnUp/i5eq5cD8F7brRm/6QW8omZZaDkbBwaP4pz7PzN7Ca/71Ci8VmNb8M77o3jddrel2N06Y0KfPd82szvwWlcej/f+0xOvBdkqvPfKl/ByIu7rwTn3UzN7HbgQL6/60PKECqnGeL+Z/Qvvx6qT8D4be+Ll63K819ADzrn56TheK+KaGerW92W897/DgEF4r/NivPO9BO8Hjb87597xMz4RCYY554KOQURERKTgmdlEmmYYu9E59/MAw5EsZGajaZqBcRkwsKUCsYiISBA0QLiIiIhIwEIDon89tNhA08xjIpEujrj+gApNIiKSrVRsEhEREQnexTQNgP6ic+7TIIOR7GNme9JUkKwjB7rQiYhI4VKxSURERCRAZjYAb2D4sN8FFIpkKTMrxpsJrzy06nHn3MoAQxIREUlKYzaJiIiI+MzM7gxd7Ys3WHR4AOFXnXPHBxKUZBUzOxc4Em+g+VF4g0GDN0D4Qc65RUHFJiIi0hIVm0RERER8Zmbx/gH7HDhaXegEwMwm4c0cGet7zrm7fQ5HRESkVdSNTkRERCQ49cBKvAHBh6vQJAlsxZuF7lQVmkREJBeoZZOIiIiIiIiIiKSNWjaJiIiIiIiIiEjaqNgkIiIiIiIiIiJpo2KTiIiIiIiIiIikjYpNIiIiIiIiIiKSNio2iYiIiIiIiIhI2qjYJCIiIiIiIiIiaaNik4iIiIiIiIiIpE1J0AFI5plZGXBQaHEtUB9gOCIiIiIiIiKSPYqB3qHr/3XO1bR3hyo2FYaDgFlBByEiIiIiIiIiWe0IYHZ7d6JudCIiIiIiIiIikjZq2VQY1oavvPPOO+y1115BxtIqO3fu5O233wbg6KOPpry8POCIJN8p58Rvyjnxm3JOgqC8E78p58RvuZxzq1at4sgjjwwvrk22bapUbCoMjWM07bXXXlRUVAQZS6tUV1fTtWtXAPr160fHjh0DjkjynXJO/KacE78p5yQIyjvxm3JO/JZHOZeWMZ7VjU5ERERERERERNJGxSYREREREREREUkbFZtERERERERERCRtVGwSEREREREREZG0UbFJRERERERERETSRsUmERERERERERFJm5KgAxBJprS0lOHDhzdeF8k05Zz4TTknflPOSRCUd+I35Zz4TTkXzZxzQccgGWZmFcBygOXLl1NRURFwRCIiIiIiIiKSDaqqqqisrAwvVjrnqtq7T3WjExERERERERGRtFE3OslqDQ0N1NTUAFBWVkZRkeqjklnKOfGbck78ppyTICjvxG/KOfGbci6aik2S1WpqapgyZQoAY8eOpWPHjgFHJPlOOSd+U86J35RzEgTlnWTKrl272LZtG9u3b2fXrl00NDQA3hf/tWvXAtC7d++C/+IvmRdkzhUXF1NeXk63bt3o3LkzZubbsRNRsUlERERERERyinOOdevWsW7duoS3h4ua9fX1jUUokUwJMufq6uqoqalh8+bNdOzYkb333jvwAquKTSIiIiIiIpJTVq1axebNm6PWmRnFxcVRywAlJfraK/4IKufq6+sJT/5WXV3NZ599Rv/+/QNt4aRXnYiIiIiIiOSMnTt3RhWaevXqRbdu3SgrK2v8ct3Q0MCWLVsA6NatW+CtPCT/BZlzDQ0NbNu2jdWrV1NfX091dTXbt2+nS5cuvsUQS684ERERERERyRmbNm1qvL7HHnuwxx57UF5enhXj1IgEoaioiG7durHnnns2rtu6dWuAEanYJCIiIiIiIjlkx44djdd322234AIRyTJdunRpLLpWV1cHGouKTSIiIiIiIpIz6uvrAW9cnMgxmkQKXVFRUeNrIvw6CSyWQI8uIiIiIiIiIiJ5xcIjlkv+MrMKYDnA8uXLqaioCDii1DU0NFBTUwNAWVmZBvaTjFPOid+Uc+I35ZwEQXkn6bRo0SLq6uooKSlhyJAhcbdxzjXOzmVmGs9JMi5bci6V10esqqoqKisrw4uVzrmq9sah2egkqxUVFdGxY8egw5ACopwTvynnxG/KOQmC8k78pgKT+E05F00/KYiIiIiIiIiISNqoZZNktbq6OtasWQNAnz59KClRykpmKefEb8o58ZtyToKgvBO/Oeeora0FoLS0VC1OJOOUc9H0Li9Zrba2ltmzZwMwduxY/WMiGaecE78p58Rvyjnx065d8OijMH06rFpVQ48eOxk1qjcnnAADBwYdneQz5xw7duwAoFu3bgX/xV8yTzkXTf9diIiIiIhIWlVXw/33w223wfLl4H3t8KpL//iHt80PfgA33wydOwcVpYi0xvbt23nooYd49tlnmTNnDuvXr8c5R7du3RgwYAAHHXQQI0aM4MQTT4wcbFoibNu2jffee4933nmHd955h1mzZrF06VIA+vfv33g9H6jYJCIiIiIiafPf/8Kpp8KyZcm3+8Mf4N//hkmT4Itf9CU0EWmjt956i7PPPpvPPvus2W3r1q1j3bp1zJ49m4kTJ9KnTx9Wr17dbLsxY8Ywbdo0Ro8ezdSpUzMe84ABA1i2bBnf/OY3mTRpUsaPl4pTTz3Vl8eeDVRsEhERERGRtPj4Y/jyl+Hzz1PbfvFiGDUK/vxnuPTSzMYmIm3z8ccfM27cOLZu3QrA+PHjOeOMM9h3333p0KED69atY86cObz00ku89tprAUeb3Zxzjdd79uzJ8OHDefPNN9m2bVuAUWWGik0iIiIiItJuy5YlLjSNGFFPp05VbNxYzvz5e7BzZ9NYJs7B974H++4Lxx3nY8AikpLrrruusdA0ceJEJkyY0GybE044gauvvpq1a9fy+OOP+xxh7jj33HO59NJLOeKIIxg8eDDgtcBSsUlERERERCTG6tVw/PHh8ZmaDB8Ot98ORxyxiylTPgBgwIBxfOc75bz9dtN29fXw9a/D7NkwYIBvYYtIC+rr63n++ecBGD58eNxCU6TevXvzve99z4fIctO3v/3toEPwTVHQAYiIiIiISO5yDs4/H5YsiV4/fDi88goce2z0+n33dbz+Olx5ZfT69evhq1+F0GROIpIF1q5dS3V1NUBjS5zWmjBhAmbGtGnTAJg2bRpmFnUZEFNl3r59O4899hiXXHIJhx56KN27d6e0tJTevXszevRofvvb3yZsDTRmzBjMjGWhgeMefPDBZscbM2ZM3PuuXr2a6667juHDh9OzZ0/KysqorKzkzDPP5OWXX27T4y9UatkkWc3MKC8vb7wukmnKOfGbck78ppyTdHvkEYj9DnbggfCf/0C3bt5ybN4VF8NvfgOLFsHkyU33++ADuOwyePBBf2KX/Kb3uPbr0KFD4/UFCxb4dtyTTz65sTgVad26dUyfPp3p06dz991388ILL7D//vun5Zj/+Mc/uPTSS9m+fXvU+qqqKp544gmeeOIJLr74Yu655x5KSuKXUpRzTSxygCrJT2ZWASwHWL58ORUVFQFHJCIiIiL5YONG2H//6HGa+vWDWbNgr71avv+WLXDUUfDRR9HrZ8yAY45Jb6ySPxYtWkRdXR0lJSUMGTIk6HDyXnhWN4BbbrmFa665hqKi1DtJrVixgo0bN3LhhRcye/Zshg8fzsSJE6O26dChA/vuu2/j8jHHHMOWLVsYP348w4cPp2/fvjjnWLZsGU8//TSPP/44DQ0N7LfffnzwwQeNxWyATz/9lO3btzNu3DhWrlzJaaedxo033hh1vM6dO7PPPvs0Lj/++OOcffbZOOcYOHAg3//+9xk6dCi9e/dm6dKl3H///bzwwgsAXHHFFdxxxx2pP4EtCD+//fv3Z+nSpe3eX1teH1VVVVRWVoYXK51zVe2NQ8WmAqBik4iIiIhkwmWXwT33RK97+mk4/fTU97FwIRx5pFd4CjvySHj7bVAjAYknpS/TDQ1e38xC0qsXtKIIlKrbb7+dq6++unF5wIABjB8/npEjR3LkkUdGFW2SGTNmDNOmTWP06NFMnTo16baLFi1KWih5+eWXGTduHA0NDdx3331cfPHFzbYJF3G++c1vMmnSpIT7WrduHYMHD2bz5s1cdNFF3HvvvXFbLl133XX8+te/pqioiPnz57PffvslfQypytdik7rRiYiIiIhIq739Ntx7b/S6U0+F005r3X722w9uvBF++MOmde+8A48/Dmed1f44pUCtXw977BF0FP76/HPo3Tvtu73iiiuYP38+DzzwAABLly7lrrvu4q677gKgT58+jBkzhm984xuccsopaelK1lKR5Mtf/jLjx4/nmWee4ZlnnolbbErVn//8ZzZv3ky/fv24++67E3aRu+GGG3jwwQdZsWIFf/vb37jpppvafMxCoAHCJavV1tYyd+5c5s6dS21tbdDhSAFQzonflHPiN+WcpINz8IMfeH/DOnWCP/whfmuklvLu0ksh9rvltddCTU2aA5eC0dDQEHQIeaOoqIj777+fKVOmcOKJJzYrxqxZs4bHHnuM8ePHc+SRR7IkdraANFi7di2LFi1qfB+ZO3cuvUOFtTlz5rRr388++ywAp5xyCmVlZQm3KykpYcSIEQC89dZbzW5vaGigurqa6upq5R9q2SRZrq6urvHNatCgQZSWlgYckeQ75Zz4TTknflPOSTq88grMnh297pe/hP7942/fUt516AC33gpf+1rTuqVL4Y9/hKuuSmPgItJmJ5xwAieccAJbtmzhjTfeYNasWcyePZvp06ezefNmAGbPns2oUaN499132SuVgduSeOONN7jrrrt4+eWX2bBhQ8Lt1q1b1+Zj1NfX88EHHwBw7733cm9sc80EVq9eHXd9TahCnqxoVSjUsklERERERFrl1lujlwcNgiuuaN8+Tz+9+aDgN94Ioe+wIpIlunXrxkknncQvfvELnn32WdasWcMDDzxAjx49AFi1ahU///nP23WM66+/nmOOOYbHH388aaEJoLq6us3H2bBhA3V1da2+344dO9p8zEKhlk0iIiIiIpKy996Dl1+OXnfNNdDeRnJm8NvfwtFHN63btAkmToT//d/27VsKUK9ebF60CICuXbu2ava0nNWrVyCHLSsr48ILL6Rv376ceOKJADz11FP85S9/adPz/sorr3DDDTcAMHDgQK6++mqOOeYY9t57bzp37tzYje8Xv/gFv/rVr9oVe319feP1Sy65hMsvvzyl+3Xo0KFdxy0EKjaJiIiIiEjKfvOb6OU99oBvfjM9+z7qKK8r3VNPNa3705+8wcMLoVYgaVRUhNt9d+96t25KIB+MGzeOyspKli9fzsaNG1m/fn3juEqt8de//hWAHj168PbbbyfcR0stnlLRs2fPxuvOOQ488MB271M8esWJiIiIiEhKPv3UmyUu0uWXQ3l5+o4R27Bg8WL4z3/St38RyZy+ffs2Xo+dlS7VWermzZsHwHHHHZe0WDU7duC4GKkcr0OHDgwbNgzwxoiS9FGxSUREREREUnLHHRA5yVLnznDZZek9xqhRcPDB0etCM6yLSBbbsWMH8+fPB7xxnXrFdOsrD1Wla1qYZjI8htL27dsTbvP+++8zc+bMpPtJ9Xjjx48H4KOPPuLFF19Muq2kTsUmERERERFp0aZNcP/90eu+/W0IjQmcNmbwgx9Er3vxRVi4ML3HEZGWbdu2jaOOOornnnuOhshKc4yGhgZ+8IMfsHXrVsAr4MS2LArPTvfJJ5/gnEu4ryFDhgDw+uuvs3jx4ma3r127lvPPP7/F2MPHC8+Emcjll19Oly5dALjwwgsbW1Yl8vzzz/Phhx+2ePxCpzGbJKsVFxc3NsUsLi4OOBopBMo58ZtyTvymnJO2euwxiJz0qaQk9RnoWpt3554LP/4xRA7J8qc/qYWTtE5pe0etFwDeeecdTj31VPr168fpp5/OiBEj6N+/P127dmXTpk28//77PPDAA/z3v/8FoHv37nEH7h45ciQTJ07k888/58orr+S8886je/fugHeu+vfvD8AFF1zA5MmT2b59O6NHj+baa6/l8MMPB+DNN9/kjjvuYPXq1YwYMYK33norYdwjR47ktddeY9asWdxyyy2cdNJJdO7cGYCOHTvSr18/APr06cODDz7IGWecwapVqxg+fDgTJkzgpJNOoqKigtraWqqqqnjnnXd48skn+eSTT5g8eTIHxzbBpOWcW7x4Ma+//nrUum3btjX+nTRpUtRtJ554InvuuWfSfWYrS1ZRlPxgZhXAcoDly5dTUVERcEQiIiIikmtGjoTI73Vf+xr885+ZO96Pfwy33da03LUrrFjh/ZXCtmjRIurq6igpKWlsBSOZsXPnTvbZZx9Wr16d0vZDhgzhkUceaSwORdq2bRuHHHIIn3zySbPb+vfvz9KlSxuXL7roIiZOnBj3GMXFxdx+++1s3Lixcda6eHWNFStWcPDBB8cdSHz06NFMnTo1at3kyZOZMGFCiwOPFxUV8fLLL3Pccccl3S6eSZMmceGFF6a8/WuvvcaYMWNadYy2vD6qqqqorKwML1Y656paddA41I1ORERERESS+vjj6EITpG8GukS++93oCcS2boVHH83sMUUkWnl5OStWrOCNN97ghhtu4KSTTmLgwIF07tyZ4uJiunXrxv77789ZZ53Fww8/zNy5c+MWmgC6dOnCm2++yeWXX84BBxxAp06dEh73gQce4KGHHmLUqFF07dqVsrIy+vfvz/nnn9+4j5b069ePd955h4svvpjBgwc3juGUyKmnnsqnn37Kb3/7W770pS/Rp08fSktL6dixI/vssw+nnHIKd9xxB0uXLm1ToanQqGVTAVDLJhERERFpj5/9DG66qWm5d2+vlVGmeymdfjr8619Ny8cdB6++mtljSvZTyyaRxLKlZZPGbJKsVlNT0zjLwFFHHUVZWVnAEUm+U86J35Rz4jflnLRWQwM89FD0unPPbV2hqa15d/750cWmqVNh5UqImF1dJK6GhobG2cw6d+5MUZE69UhmKeeiqdgkWa2hoYGNGzc2XhfJNOWc+E05J35TzklrTZ0Kn30Wva61Xejamndf+Yo3RlNogiuc8wYqT3Vgcils9fX1QYcgBUY516SwS20iIiIiIpLUgw9GLx90EBx6qD/H7tjRG4g80sMP+3NsERFpOxWbREREREQkrq1b4ckno9d985tg5l8M55wTvTx7Nixa5N/xRUSk9VRsEhERERGRuJ5/HnbsaFouLoZvfMPfGI4/3huQPNIjj/gbg4iItI6KTSIiIiIiEtczz0Qvf/nLsOee/sZQUgJnnhm97uGHvfGbREQkO6nYJCIiIiIizdTUwAsvRK+LHT/JL+eeG728cCF88EEgoYiISApUbBIRERERkWZefbVpFjjwxmkaPz6YWEaMgP79o9c9/ngwsYiISMtKgg5AJJmSkhKGDRvWeF0k05Rz4jflnPhNOSepiu1CN2JE27vQtTfvzOCss+C225rWPfcc3Hxz2+KRwlBeXh50CFJglHNN9B+GZLXS0lIGDx4cdBhSQJRz4jflnPhNOSepaGiAf/0ret3pp7d9f+nIu/Hjo4tNc+fC0qUwYEC7dit5qqioSF/8xVfKuWjqRiciIiIiIlFmzoQ1a6LXtafYlA5HHw29ekWve+65YGIREZHkVGwSEREREZEosV3ohg2DIUMCCaVRcTF85SvR61RsEhHJTupGJ1mturqaKVOmADB27Fg6duwYcESS75Rz4jflnPhNOSctcQ6efjp6XXtbNaUr7049FR56qGn5tddg2zbo0qV98Un+aWhoYMuWLQB069aNoiK1s5DMUs5FK+xHLyIiIiIiURYsgEWLotcF3YUubOxYiBxffNcueOml4OIREZH4VGwSEREREZFGsV3TKirg8MODiSVW9+5w7LHR69SVTkQk+6jYJCIiIiIijUK93RqdeiqYBRNLPKeeGr38/PPe7HkiIpI9VGwSEREREREAduyAGTOi140bF0wsiZxySvTymjUwe3YwsYiISHwqNomIiIiICADTp3vjIIUVF8NxxwUXTzyDB8P++0evmzw5mFhERCQ+FZtERERERARo3oVuxAjo1i2YWJKJbd0UG7eIiARLxSYREREREQGaF23Gjg0mjpaceGL08uzZsGlTIKGIiEgcJS1vIhKcDh06MGrUqMbrIpmmnBO/KefEb8o5SWTFCpg3L3rdCSekZ9/pzruRI6GsDGpqvOWGBpg2DU47rd27ljxhZnTp0qXxurTf9u3beeihh3j22WeZM2cO69evxzlHt27dGDBgAAcddBAjRozgxBNPpLKyMuhwfZdKzi1dupTJkyczdepUPvzwQ1asWEFDQwO77747w4cP5+yzz+aMM86gpCT3SzXmnAs6BskwM6sAlgMsX76cioqKgCMSERERkWwzaRJceGHT8m67wdq1kK3feY4/Hl59tWn5+9+HP/whuHjEP4sWLaKuro6SkhKGDBkSdDgF4a233uLss8/ms88+a3HbPn36sHr16mbrx4wZw7Rp0xg9ejRTp07NQJTRBgwYwLJly/jmN7/JpEmTMn68lvz85z/npptuoqUazBFHHMGTTz7J3nvv3abjtOX1UVVVFVkgrHTOVbXp4BGy9KNDRERERET8FNuF7vjjs7fQBM2LTa+8ElwsIvns448/Zty4cWzduhWA8ePHc8YZZ7DvvvvSoUMH1q1bx5w5c3jppZd47bXXAo42e61atQrnHJ07d+arX/0qxx9/PEOGDKG8vJwFCxZw1113MWvWLGbNmsWXv/xl3nvvvcaWUrkoiz8+RKC+vp7NmzcD0L17d4qLiwOOSPKdck78ppwTvynnJJ6GBnjppeh16RyvKRN5d/zxcN11TcsLFsDKldC3b7t3LXnAOUd9fT0AxcXF6krXDtddd11joWnixIlMmDCh2TYnnHACV199NWvXruXxxx/3OcLs0FLO9erVi1tvvZXLLruMrl27Rt12+OGHc84553Duuefy+OOPs2jRIu644w5+8Ytf+BZ/ummAcMlqu3btYsaMGcyYMYNdkfPwimSIck78ppwTvynnJJ4PPoB166LXpWu8JshM3h1+OHTvHr0usqWTFDbnHNu2bWPbtm0tdluSxOrr63n++ecBGD58eNxCU6TevXvzve99z4fIsk9LOXfrrbfyox/9qFmhKay4uJi77767cVy7J598MqPxZpqKTSIiIiIiBS62C92QIbDPPsHEkqqSEhgzJnqdutKJpNfatWuprq4GYPDgwW3ax4QJEzAzpk2bBsC0adMws6jLgAEDou6zfft2HnvsMS655BIOPfRQunfvTmlpKb1792b06NH89re/Zdu2bXGPN2bMGMyMZcuWAfDggw82O96Y2DePkNWrV3PdddcxfPhwevbsSVlZGZWVlZx55pm8/PLLbXr8rdGrVy8OPvhgAJYsWZLx42WSutGJiIiIiBS42LF609mqKZOOPx7+9a+m5VdeAedAPaZE0iNy9sgFCxb4dtyTTz65sTgVad26dUyfPp3p06dz991388ILL7D//vun5Zj/+Mc/uPTSS9m+fXvU+qqqKp544gmeeOIJLr74Yu65556MzhZXE5pmM9e7uavYJCIiIiJSwOrq4I03otcdd1wwsbTW8cdHLy9fDosXey2zRKT9evbsSf/+/Vm2bBlz5szh1ltv5ZprrqGoKPVOUjfddBNXX301F154IbNnz2b48OFMnDgxapvIohZAXV0dBx10EOPHj2f48OH07dsX5xzLli3j6aef5vHHH+fTTz/l9NNP54MPPqC8vLzxvhMnTmT79u2MGzeOlStXctppp3HjjTdG7b9z585Ry48//jjnn38+zjkGDhzI97//fYYOHUrv3r1ZunQp999/Py+88AL3338/3bp144477kj58bfG559/3ljUO+CAAzJyDL+o2CQiIiIiUsDefx9ie6Mce2wwsbTWAQfAXnvBqlVN615+WcUm8Qa9X7fOa+JWUwOtqI3krF69MvM4f/CDH3D11VcDcO2113LPPfcwfvx4Ro4cyZFHHsk+LfS57devH/369Wss8HTu3JkDDzww6X0mTpzIkDgv5KOOOoozzzyTiy++mHHjxrFw4UL+8Y9/cPHFFzduE46ntLQUgN122y3p8datW8e3v/1tnHNcdNFF3HvvvVEtl77whS/wta99jeuuu45f//rX/P73v+fSSy9lv/32S/oY2uI3v/kNdXV1AJx55plp37+fVGwSERERESlgsT1V9t8f9tgjmFhaywy+9CX4xz+a1r3yClx2WXAxSXZYvx6GDOne8oZ55PPPoXfv9O/3iiuuYP78+TzwwAMALF26lLvuuou77roLgD59+jBmzBi+8Y1vcMopp6Rl5r94haZIX/7ylxk/fjzPPPMMzzzzTFSxqbX+/Oc/s3nzZvr168fdd9+dsIvcDTfcwIMPPsiKFSv429/+xk033dTmY8Yzc+ZM7rzzTgAqKiq4LMffyAqgvisiIiIiIolMnx69PHp0MHG0VWxXumnTvHGbRCQ9ioqKuP/++5kyZQonnnhis2LMmjVreOyxxxg/fjxHHnlkRga2Xrt2LYsWLWLu3LmNl96hytqcOXPate9nn30WgFNOOYWysrKE25WUlDBixAgA3nrrrXYdM9aaNWs444wzqKurw8x48MEH6dSpU1qP4Te1bBIRERERKVD19TBjRvS6XOlCFxY7qdS6dbBwoddCS0TS54QTTuCEE05gy5YtvPHGG8yaNYvZs2czffp0Nm/eDMDs2bMZNWoU7777LnvttVe7jvfGG29w11138fLLL7Nhw4aE261bt67Nx6ivr+eDDz4A4N577+Xee+9N6X6rV69u8zFjbd26lZNPPpmqqioAbrnlFr70pS+lbf9BUbFJslrHjh057bTTgg5DCohyTvymnBO/Keck0ty5sGlT9LpMFJsymXcDBkC/frBiRdO6119XsanQtWYAa2mdbt26cdJJJ3HSSScB3uxpDz/8MFdddRUbN25k1apV/PznP+e+++5r8zGuv/56brjhhpS2ra6ubvNxNmzY0DhGUmvs2LGj2bqioiJ22223Vu1n586dnHbaabz77rsAXH311fzoRz9qdTzZSMUmEREREZECFduFbuBAqKgIJpa2MoNjjoHHHmta9/rrcMklwcUkwevVyxvDqJD06hXMccvKyrjwwgvp27cvJ554IgBPPfUUf/nLX9pU9HvllVcaC00DBw7k6quv5phjjmHvvfemc+fOjd34fvGLX/CrX/2qXbHX19c3Xr/kkku4/PLLU7pf7Ox5bVFXV8eZZ57Ja6+91nj83/zmN+3eb7ZQsUlEREREpEDFDg6ea13owmKLTbFdA6XwFBVlZrBsSWzcuHFUVlayfPlyNm7cyPr16xvHVWqNv/71rwD06NGDt99+O+E+knWtS1XPnj0brzvnWpwlL10aGho4//zzmTx5MgBnnXVWyl34coXaFkpWq62tZfHixSxevJja2tqgw5ECoJwTvynnxG/KOQlzzr/BwTOdd6NGRS9/8gmsXJn2w0gOaWhoYOfOnezcuZOGhoagwykYffv2bbweOytdqrPUzZs3D4DjjjsuabFq9uzZSfeTyvE6dOjAsGHDAG+MqPZoTc5deumlPProowCceuqp/P3vf8+7rp/59Wgk79TV1TFv3jzmzZvXpr60Iq2lnBO/KefEb8o5CfvoI1i7Nnpdplo2ZTrvDjwQunWLXvf662k/jOSY8Bd/8ceOHTuYP38+4I3r1CumX195eTngjfGUTPg9Yvv27Qm3ef/995k5c2bS/aR6vPHjxwPw0Ucf8eKLLybdtiWp5NyVV17ZOJ7V8ccfzxNPPNFshr98oGITYGb9zex2M/vIzLab2QYzm2Vm15hZu+YbNLMJZuZSvExI00MSEREREUkqtlVTRQXss08wsbRXcTF88YvR61RsEmm/bdu2cdRRR/Hcc88lba3T0NDAD37wA7Zu3Qp4BZzYlkXh2ek++eQTnHMJ9zVkyBAAXn/9dRYvXtzs9rVr13L++ee3GHv4eEuWLEm63eWXX06XLl0AuPDCCxtbViXy/PPP8+GHH7Z4/Hiuv/56fve73wEwcuRI/vWvf1FWVtamfWW7/CuftZKZnQr8HYj8LaQTMDx0ucTMTnbONc9yEREREZEcFVtsOvZYb7DtXHXMMfDvfzcta9wmkfR45513OPXUU+nXrx+nn346I0aMoH///nTt2pVNmzbx/vvv88ADD/Df//4XgO7du8cduHvkyJFMnDiRzz//nCuvvJLzzjuP7t27A1BaWkr//v0BuOCCC5g8eTLbt29n9OjRXHvttRx++OEAvPnmm9xxxx2sXr2aESNG8NZbbyWMe+TIkbz22mvMmjWLW265hZNOOonOnTsD3gyZ/fr1A6BPnz48+OCDnHHGGaxatYrhw4czYcIETjrpJCoqKqitraWqqop33nmHJ598kk8++YTJkydz8MEHt+p5/MMf/tA48Hm/fv247bbb+PTTT5PeZ7/99qO0tLRVx8kWBV1sMrPDgMeAjsA24GbgtdDy2cC3gH2B581suHNuazsPOQ5I1nu8qp37FxERERFJSezwJLk6OHjYMcdEL3/4IWzeDKHvsiLSBiUlJey5556sXr2aFStW8Kc//Yk//elPCbcfMmQIjzzyCAMGDGh229lnn83NN9/MJ598wp133smdd97ZeFv//v1ZunQpAGeccQYXXnghEydOZOXKlfzwhz+M2k9xcTG/+93v2LhxY9Ji02WXXcaf//xnNmzYwE9+8hN+8pOfNN42evRopk6d2rj8ta99jX/9619MmDCBDRs2cM8993DPPffE3W9RUVFj0ao1/vnPfzZeX7FiBcfEvmnF8emnn8Z9LnNBoXej+z1eYakOGOuc+7Vz7i3n3KvOuW8DPwptty9wVRqO97Fzbm6Sy6Y0HENEREREJKlVq2DZsuh1I0cGE0u6HHkkRM5G3tAASb6HikgKysvLWbFiBW+88QY33HADJ510EgMHDqRz584UFxfTrVs39t9/f8466ywefvhh5s6d29gKKVaXLl148803ufzyyznggAPo1CnxiDUPPPAADz30EKNGjaJr166UlZXRv39/zj///MZ9tKRfv3688847XHzxxQwePLhxDKdETj31VD799FN++9vf8qUvfYk+ffpQWlpKx44d2WeffTjllFO44447WLp0Kccdd1yLxy90BduyycyOBMLzVtzvnIv3UXQ7cCFwAHC5md3knNO0LSIiIiKS02KLMF27wtChwcSSLuXlMHw4vPlm07rXX4cTTwwuJpF8UFRUxMiRIxmZhop0nz59olo0JXPeeedx3nnnJbz9+uuv5/rrr0+6j0GDBjUOxp2Kbt26cdVVV3HVVeloaxItsiVVISjklk2nR1yfGG8D51wD8LfQ4m6AypciIiIikvNii01HHeUNsp3rYnulaNwmEZFgFHKxKfxRtB14N8l20yKufzHhVpIRRUVF9OjRgx49elBUVMjpKn5RzonflHPiN+WcQPNi04gRmT2eX3k3alT08jvvwK5dGTucZLni4mKK86GKKjlDOdekYLvR4XWNA1jsnKtLst1Hce7TVhPNbD9gd2ALsBh4Gfizc25FO/edl8rKyjg210erlJyinBO/KefEb8o52bULZs+OXpfpYpNfeRfby2fnTm+g8OHDM35oyTJFRUV07do16DCkgCjnohVkscnMyvEKPtDCDHDOuY1mth3oDFS289BjIq73Cl2OAq4ys/91zt3blp2aWUULm+wZvlJdXU11dXXcjTp06NBYha2vr2dXCz8DdezYsfF6bW0tdXWJa3ZFRUWUlZU1Lu/atYv6+vqE25eUlERN8bhz506ccwm3Ly0tpaTES+eGhgZqamqSxl5WVtb4q1pdXR21tYmH4jKzqMHkWnqsxcXFdIgYnbKmpoaGhoaE28c+1kTnJ0znKT6dJ50n0HlKRucpPp0nnScovPP0wQfFxD7EQw6pJt5dc+08dewIQ4aUsWhRU+upmTPh0ENz7zzp9dRc7HkKHyOZyJZ0LW3b2u3NDDMDwDmX9HnJdCyt3b61sRfSY83l2MPbhrdP9l4T7/WUTgVZbAIiy43bUtg+XGzq0sbjfQI8BbwFLA+tGwj8D3AGUA7cY2bOOfeXNux/ecubeKZPn87uu+8e97ZRo0bRs2dPADZv3syMFjq5n3baaY3Xly1bxrx58xJu26NHj6hfs+bMmcPKlSsTbj9o0CAOPPDAxuVp06axc+fOhNsPHz6cfv36Ad6H/ZQpU5LGPnbs2MYP5TVr1jA79ue9COXl5YwbN65xeeHChSxZsiTh9n379uWII45oXJ45cyYbN25MuP2wYcMYPHhw43JLses8xafzpPMEOk/J6DzFp/Ok8wSFd57eeqtn1LqKiq3MmvVq3O1z8Tz16/cFFi1q+o347bfh9NNz7zzp9dRc7HlqaGhgy5YtCbcvLS2NmqJ++/btSQtr5eXlUV++k+0bvNnVwoW1+vp6tm1L/tVyt912a7y+a9eupM9jcXFxVCuZ6urqpIW4srKyqKLj1q1bkxYmOnXq1Fgwdc61+Fi7devWWMiora1lx44dCbc1M7p37964XFNTk7ToqPOU3vMU1tLrL/b1lG6F2lE/snyXSi/u8CujY9Kt4nsaGOycu8Y595Rzblbo8phz7kxgPBDOxt+Z2Z6Jd1V4du3axaxZs1r8NUdEJNetXr1a73Xii/Bna0v/bEv+ih2vab/9NgQTSIbsu2900WfmzIACkcDV1dWxffv2lFqbiLRXQ0ND0laFhcZaaoaVj8ysN/B5aPEx59zZLWy/BtgDmOucOygD8fwM+FVo8WfOuZtaef9UutHNAvj444+pqIi/eTY2162urm6sxh577LEJm/kVWvP3bDtPYdnUrLqt52nnzp1Mnz4diM45nafE9HqKL9XzFJlzkb/u6jw1yYbzlCj2XDxPqX626jwlluuvp4EDi/nss6Z1f/zjLi66KP7zma7zFO/zNVPn6b33jGOOic7r1avr6NYtt86TXk/Nhc/TokWLqKuro6SkhEGDBsXdtqGhobGo3q1bN4qKigLv4pTr3bMK5bG2NZbIlnZdunRJOBlCps/T4sWLqauro7i4mMrKxCMBRb7vVVVVRW5b6ZxLOtxQKgq1G93WiOupdI0Lt+nL1E+AfwH+DzBgNNCqYlNLiRDZb7Njx45RH0aJFBcXp7RdWGlpadSHUEsiP5xTVV5enlJMRUVFrYq9pKSk8QMxFa19rJEf5qloTezZdp5a0+c3F85TspzTeYpPr6fEdJ4S03mKL9PnCVL/bAWdp0Ry7fW0ciVRhSaA0aM7kMpDTtd5SpR36TpPRx4J5eXe4OBh771Xwkkn5c55iqTXU8vHyMS2rd0+sigQdCyt3b61sRfSY23r7JlFRUUp3TfT56k1r790K8hudM65ncD60GLSVkFm1oOmYlPKYyO1Mp7PI+Lpl4ljiIiIiIjEdqHr1g2GDg0mlkwpLYXDD49ep650IiL+KshiU8j80N/BZpasfL5/xPUFGYyn8PozioiIiIivYotNRx0FbfzhPqsddVT0sopNIiL+ysOPlpS9HvrbGTg8yXajI66/kYlAQmNIhaeISzwVhIiIiIhIO8QWm0aMCCaOTDv66OjlmTOhAIeqFREJTCEXm56JuH5hvA3MrAi4ILS4CXgtQ7F8G2+8JoBpGTqGiIiIiBSw2lp4773odflabIpt2bRxIyxaFEwskn6Rg6cX4oRXIok45xoH/G/reFPpUrDFJufcO8CM0OLFZhbvo/Yq4IDQ9d8756KmRjCzMWbmQpdJsXc2swFmdliyOMzsFOAXocVqYGIrHoaIiIiISErmzYseNBu8wbTzUWUl7LVX9Lq33w4mFkm/8KDmzjl27NgRcDQi2aOmpqaxANuWSbnSqVBnowu7HK9rXEdgipn9Gq/1UkfgbLwWRwAfA7e3Yf8DgNfM7C1gMjAH+Dx020DgjNAl3KrpaufcijYcJ29FTmfa2pkpRNpCOSd+U86J35RzhWvWrOjlgQOhZ09/ju133pl5rZueeaZp3cyZcMEFCe8iOaRbt25s3epNML5hwwY6deoUd5au1s4SKNJeQefcli1bGq937tw5yZaZV9D/YTjn3jezs4C/A92AX8fZ7GPgZOfc1nYcakToksgO4Arn3F/acYy8VFpayoEHHhh0GFJAlHPiN+Wc+E05V7hii01HHOHfsYPIu6OPbl5skvzQpUsXzAznHNu2baOqqoqePXtGFZ2KiooCnfZdCk+QOVdfX8+mTZtYv35947ouXboEEktYQRebAJxzk83sYLxWTicDFcAuYDHwBPBH51xb22a+C5yHV2gaDuyFNxB4CbARmAe8AtznnPs80U5ERERERNpr9uzoZT+LTUGIHbdpzhzYsQM6dQomHkmfoqIi+vXrx4oVKxoLTtu2bcPMGsdzEikUkeM0hfXu3TvwbnSmAdXyn5lVAMsBli9fTkVFRcARiYiIiIifdu6Erl2hrq5p3dSpMHp0wrvkvG3boHt3aGhoWvfmm/k7KHoh2rp1a2PBSUQ83bt3Z6+99orbtTSRqqoqKisrw4uVzrmq9sZR8C2bJLvt3LmTadO8CfpGjx5NeXl5wBFJvlPOid+Uc+I35Vxh+uCD6EKTGXzhC/4dP4i869IFDjjAGxg9bPZsFZvySdeuXdl3333Ztm0bW7ZsYdeuXY0tPBoaGtiwYQMAPXv2DHxmLsl/QeZccXExnTp1Yrfddsuaz3UVmySrOefYGZo2Rb9YiB+Uc+I35Zz4TTlXmGK70B1wgNfSyS9B5d3w4dHFpnff9e3Q4pOioiK6detGt27dotZXV1fz0UcfAXDooYdq/CbJOOVcNJV3RURERETyXOzg4MOHBxOH3w4/PHo5tugmIiKZoWKTiIiIiEieC3ImuiDFFtUWLIDt24OJRUSkkKjYJCIiIiKSx7ZuhVDPjkaFUmw65BCInJysocEbv0pERDJLxSYRERERkTz23nsQOUxSSYlXhCkEnTrB0KHR6zRuk4hI5qnYJCIiIiKSx2K70B10EGTJZEW+iO1Kp3GbREQyT8UmEREREZE8FltcKZQudGGxg4SrZZOISOaVBB2ASDKlpaUMD/0cVVpaGnA0UgiUc+I35Zz4TTlXeLJhcPAg8y7eIOHbtkGXLr6GIT7Te534TTkXzVxkB27JS2ZWASwHWL58ORUVFQFHJCIiIiJ+2LABevWKXvf++3DooYGEE4jqaujaFerrm9bNmAHHHBNcTCIi2aSqqorKysrwYqVzrqq9+1Q3OhERERGRPPX++9HLZWUwbFgwsQSlY0c48MDodRq3SUQks1RskqzW0NBAdXU11dXVNDQ0BB2OFADlnPhNOSd+U84Vlthi00EHQRC9O4LOu9iudBq3Kf8FnXNSeJRz0VRskqxWU1PDlClTmDJlCjU1NUGHIwVAOSd+U86J35RzheW996KXv/CFYOIIOu9iBwlXy6b8F3TOSeFRzkVTsUlEREREJE/Ftmw67LBg4ghabMumhQth69ZgYhERKQQqNomIiIiI5KFt27yiSqSgWjYF7aCDoCRiHm7nmhfiREQkfVRsEhERERHJQx9+6BVVwoqLvaJLISovbz5IuIpNIiKZo2KTiIiIiEgeih2v6YADvJnZClVsF0IVm0REMkfFJhERERGRPBRbbCrU8ZrCVGwSEfGPik0iIiIiInkotphSqOM1hR16aPTy/PmgCaNERDJDxSYRERERkTxTUwNz50avK/SWTYccEr1cVwfz5gUTi4hIvjMXOWqg5CUzqwCWAyxfvpyKioqAI0pdQ0MDNaGfnMrKyigqUn1UMks5J35TzonflHOF4b334PDDo9dt2gTduwcSTtbk3ZAhsHhx0/J998HFFwcSimRYtuScFI5czrmqqioqKyvDi5XOuar27rOk5U1EglNUVETHQh7JUnynnBO/KefEb8q5whA7XtOgQcEVmiB78u7QQ6OLTR98EFQkkmnZknNSOJRz0XKn1CYiIiIiIinReE3xaZBwERF/qGWTZLW6ujrWrFkDQJ8+fSgpUcpKZinnxG/KOfGbcq4wZNtMdNmSd7HPw5w50NAAOdTbRVKULTknhUM5F01vq5LVamtrmT17NrNnz6a2tjbocKQAKOfEb8o58ZtyLv/V13tFlEhBt2zKlryLnZFu2zZYsiSQUCTDsiXnpHAo56Kp2CQiIiIikkcWLoTq6uh1QbdsyhZ77QV9+kSvU1c6EZH0U7FJRERERCSPxA563bcv7LFHIKFkpdjWTSo2iYikn4pNIiIiIiJ5JLYLXWxxpdDFtvLSjHQiIumnYpOIiIiISB6JLTYdckgwcWQrzUgnIpJ5KjaJiIiIiOQRFZuSi23ptWYNrFoVSCgiInlLxSYRERERkTzx+eewenX0OhWbog0eDJ07R69TVzoRkfRSsUmymplRXl5OeXk5ZhZ0OFIAlHPiN+Wc+E05l99iWzV17AhDhgQTS6RsyruiouYFOHWlyz/ZlHNSGJRz0cw5F3QMkmFmVgEsB1i+fDkVFRUBRyQiIiIimfDb38I11zQtH3EEvPNOcPFkq+99D+6+u2n5rLPg0UeDi0dEJEhVVVVUVlaGFyudc1Xt3adaNomIiIiI5AmN15Sagw+OXv7ww2DiEBHJVyo2iYiIiIjkCRWbUhP7vCxcCDt3BhOLiEg+Kgk6AJFkamtrWbhwIQD77bcfpaWlAUck+U45J35TzonflHP5q6YGFiyIXpctxaZsy7sDD4xebmiAefPg8MODiUfSL9tyTvKfci6aWjZJVqurq2PJkiUsWbKEurq6oMORAqCcE78p58Rvyrn8tWABxJ7S2O5iQcm2vOvSBQYNil6nrnT5JdtyTvKfci6aik0iIiIiInkgtgvdgAHQvXsgoeSE2FZfsc+fiIi0nYpNIiIiIiJ5ILZYcuihgYSRMzRIuIhI5qjYJCIiIiKSBzQ4eOvEKzY5F0wsIiL5RsUmEREREZEc55yKTa0V+/ysXw8rVwYTi4hIvlGxSUREREQkx61c6RVLIqnYlNyAAd5A4ZHUlU5EJD1UbBIRERERyXGxrZq6dvWKKZJYUZHGbRIRyZSSoAMQSaa4uJi+ffs2XhfJNOWc+E05J35TzuWn//43evngg71iSrbI1rw7+GB4882mZc1Ilz+yNeckfynnoqnYJFmtQ4cOHHHEEUGHIQVEOSd+U86J35Rz+Sm22HTQQcHEkUi25p1aNuWvbM05yV/KuWhZ9HuHiIiIiIi0xdy50csHHhhMHLkmdlyrjz6CnTuDiUVEJJ+o2CQiIiIiksNqa2HBguh12dayKVvFFuXq65s/lyIi0nrqRidZraamhpkzZwJw1FFHUVZWFnBEku+Uc+I35Zz4TTmXfxYvhl27otdlW8umbM27bt1gn33g00+b1n34IRx2WHAxSXpka85J/lLORVOxSbJaQ0MDGzdubLwukmnKOfGbck78ppzLP7HjNfXtCz17BhNLItmcd4ccEl1s0iDh+SGbc07yk3IumrrRiYiIiIjkMI3X1D6xg4THPp8iItJ6KjaJiIiIiOSwbJ+JLtvFFudUbBIRaT8Vm0REREREcphaNrVP7PO1ahWsXx9MLCIi+ULFJhERERGRHLV9OyxZEr1OLZtaZ/Bg6NAhet28ecHEIiKSL1RsEhERERHJUQsWgHNNy2ZwwAHBxZOLSkth//2j16krnYhI+6jYJCIiIiKSo2LHaxo0CDp1CiaWXKZxm0RE0qsk6ABEkikpKWHYsGGN10UyTTknflPOid+Uc/kltiiSrV3osj3vVGzKP9mec5J/lHPR9AxIVistLWXw4MFBhyEFRDknflPOid+Uc/kltmVTtg4Onu15F6/Y5JzXLVFyU7bnnOQf5Vw0daMTEREREclRudKyKdvFFps2bvRmpRMRkbZRsUlEREREJAetX9+8IJKtLZuyXf/+0Llz9Dp1pRMRaTt1o5OsVl1dzZQpUwAYO3YsHTt2DDgiyXfKOfGbck78ppzLH7HFkA4dYMiQYGJpSbbnXVERDBsG77zTtG7uXBg7NriYpH2yPeck/yjnoqllk4iIiIhIDootNh1wAGhM2rbTIOEiIumjYpOIiIiISA6KHRxc4zW1j4pNIiLpo2KTiIiIiEgOii2GaLym9okt1s2bBw0NwcQiIpLrVGwSEREREckxzmkmunSLLdbt2AFLlwYSiohIzlOxSUREREQkx1RVwebN0evUsql9+vSBXr2i16krnYhI26jYJCIiIiKSY2LHa+rWDSorg4klX5hp3CYRkXRRsUlEREREJMfEG6/JLJhY8omKTSIi6aHJUSWrdejQgVGjRjVeF8k05Zz4TTknflPO5YfYlk3Z3oUuV/JOxab8kSs5J/lDORdNxSbJasXFxfTs2TPoMKSAKOfEb8o58ZtyLj/k2uDguZJ3scWmjz6C2looLQ0mHmm7XMk5yR/KuWi+dKMzs+F+HEdEREREJN/V1cGCBdHrsr1lU64YNix6ubYWPv44mFhERHKZX2M2vWNmc8zscjPr1fLmIp76+no2bNjAhg0bqK+vDzocKQDKOfGbck78ppzLfYsXQ01N9LpsLzblSt716AH9+kWvU1e63JQrOSf5QzkXzc8Bwg8E7gBWmNkTZvYVMw1jKMnt2rWLGTNmMGPGDHbt2hV0OFIAlHPiN+Wc+E05l/tix2vac0/YffdgYklVLuWdxm3KD7mUc5IflHPR/Co2XQ58ABjQAfgaMBlYbmY3mdlgn+IQEREREclpuTZeU65RsUlEpP18KTY55/7gnDscOBT4A7ABr/DUF7gWWGhm083sm2bWyY+YRERERERyUa7NRJdrVGwSEWk/P7vR4Zz70Dl3OV6R6QzgeaABr/D0ReABYJWZ/dXMRvoZm4iIiIhILlDLpsyKLTYtWQI7dgQTi4hIrvK12BTmnKt1zj3lnDsVqAR+AizEKzp1BS4CZpjZAjO7xsz6BBGniIiIiEg22bHDGyA8klo2pdcBB0DkyLLONZ/9T0REkguk2BTJObfaOXerc24oXuum+4BteIWn/YBb8MZ2esbMTsxEDGbW38xuN7OPzGy7mW0ws1mhQldGuvWZWScz+8TMXOiyNBPHEREREZH8sWCBV/wIM4OhQ4OLJx917gwDB0avU1c6EZHWCbzYFKMDUAYUA+GPUQNKgFOB583sXTM7Ml0HNLNTgQ+BK/GKW52AHsBw4Dbg/QwNYP5/wD4Z2K+IiIiI5KnYosfAgV5xRNJL4zaJiLRP4MUmM9vbzH5uZouBV4Hz8Ao+Dvg3cC7wa2AFXuHpMGC6mR2VhmMfBjwGdMNrTXUdMBI4HvhraLN98YpcXdt7vJjj/i+wE9iarv2KiIiISH6LHRxc4zVlhopNIiLtYy6yHa5fBzUrA/4HuBA4Dq+IFO4ZvQxvoPAHnHMrIu5ThFeIugPoCbzknBvXzjimA6OAOuBY59xbMbdfg9e6CeAG59z17TleaJ/FwEzgcOAXwMVAf2CZc25Ae/ef4JgVwHKA5cuXU1FRkYnDiIiIiEiGnXQS/Oc/TcvXXQc33hhcPPnq0UfhnHOalisqYPny4OIREcmkqqoqKisrw4uVzrmq9u7T15ZNZnaUmd0DrAYeAr4UiqEWeAIYBwx0zv0qstAE4JxrcM79DbgitOrwdsZyJF6hCeD+2EJTyO1AeDjAy82stD3HDO8HL/aFwK1p2J+IiIiIFIh586KXNTh4ZsQ+r1VVsGlTIKGIiOQkX4pNZvYjM5sHvAl8C+iO15JpAXAV0M85d5Zz7iXXclOrWaG/PdoZ1ukR1yfG28A51wD8LbS4G14rrDYzs/54YzUBfMc5t6s9+xMRERGRwrFlS/PWNRocPDP23RdKSqLXxRb6REQksZKWN0mLW/DGYDJgO/A4cF+C1kQtqU1TTMeE/m4H3k2y3bSI618EprTjmHcDnYGHnHNT27GfglFbW8uyZcsA6N+/P6Wl6WhcJpKYck78ppwTvynnctdHH0UvFxXBfvsFE0tr5VredejgPbeRBaa5c+GLXwwuJmmdXMs5yX3KuWh+FZsAZgP3AY8457a1dSfOuSWkp0XWAaG/i51zdUm2i/xYPyDhVi0ws7OBrwAb8VpzSQrq6uqYF/qU79evX8G/YCXzlHPiN+Wc+E05l7tiW9YMHgxlZcHE0lq5mHcHHti82CS5IxdzTnKbci6aX8WmQ5xz/215M3+YWTmwe2gx6cBXzrmNZrYdr0VSZbJtkxyvB3BnaPFa59zatuwnyf5bGvF7z/CV6upqqqur427UoUMHiouLAaivr2fXruS9/Dp27Nh4vba2lrq6xDW7oqIiyiL+G9q1axf19fUJty8pKWn24ty5c2fC7UtLSykJtXVuaGigpqYmaexlZWUUFXk1y7q6OmprEzeYMzPKy8sbl1t6rMXFxXTo0KFxuaamhoaGhoTbxz7WROcnLJvP086dO0nWEzYXzlNknkVe13lKTK+n+FI9T4ne23SemmTDeUoUey6fp3D8ieg8JRbU6+nDD0uApse133711NY25MR5ivf5mu3nyWs11hTfhx/WU13tPV9638ue85ToscZ7f9N5apIt5wny6/UUlujzNZvPU7r5VWzabGZ7Ayucc4lfIRFCs89VADjnPktzPF0jrqfSyipcbOrSxuP9BugDvAX8tY37SCbluTGmT5/O7rvvHve2UaNG0bNnTwA2b97MjBkzku7rtNNOa7y+bNmyxipuPD169ODYY49tXJ4zZw4rV65MuP2gQYM4MGZkxunTpyfcfvjw4fTr1w/w3pymTEne23Hs2LGNbyJr1qxh9uzZCbctLy9n3LimiQ8XLlzIkiVLEm7ft29fjjjiiMblmTNnsnHjxoTbDxs2jMGDBzcutxR7Np+nadOmJf3ikmvnKTLndJ4SC/o8Rcrl8xRL56lJNp2nfHo9QfLPVp2nxIJ6Pc2YcRQRvyFSVraEZcuKcu48hfMu289Tbe124KjGdR98UNd4TL3vZc95SvZ6iqXz1CSbzlM+vZ7CEn2+ZvN5Sje/ZqNbCnwCtKZX+T4R90u3yPJdKoN0h8uHHZNuFYeZHQtcBNThDQre0gDoIiIiIiLNLF/eNWq5snJLQJEUhr333hq1vGVLGZs3d0iwtYiIRDI/ah9m1oA3QPhBzrn5Kd5nELAIcM654jTH0xv4PLT4mHPu7Ba2XwPsAcx1zh3UiuOUAXPwimy3O+eujrPNUqA/sMw5NyDVfcfsI5VudLMAPv74Yyoq4m+ejc1Aq6urG6u3xx57bMJmfmoGmpia68aXrBtd+JeIyJzTeUpMr6f4WtONLpxzkb9G6Tw1yYbzlCj2XDxPqX626jwlFsTrads22GOP6N8933prJ4cfXpwT5yne52u2n6eamjp2372cmhprXP/iizWMGtWg970sOk/JutHFfr7qPDXJlvME+fN/RCqfr9l6nqqqqqisbBw1qNI5l3S4oVT4OUB4a4Xf1RNnWdtF/kyRSte4zqG/rR3Y/Dq8QtNy4JetvG/KWkoEs6YPyI4dO0a9eBIpLi5Oabuw0tLSVg2AFjtmRCrKy8tTiqmoqKhVsZeUlDS+gFPR2scarw9vMq2JPdvOU2v6/ObCeUqWczpP8en1lJjOU2I6T/Fl+jxB6p+toPOUiF+vp9heHEVFcMgh5cTuKhfOU6K8y8bztP/+MGdO0/olS8oYO7b59nrfiy9bX0+p0nmKT+epZal+vmbTeUq3bC427RX6uzXpVm3gnNtpZuuBXoTGhUokNLh3uNiU8thIIT8O/X0ZODWy6BMhvO/OoRnrAD53zr3aymOJiIiISJ6aH9M3YOBAaMV3DmmjoUOji02x50FEROLzu9jUYp89MysFBuG1CgJYmKFY5gOjgMFmVuKcS9Q2bv+I6wtaeYxw+fnC0CWZ3YFHQtenASo24VVve/To0XhdJNOUc+I35Zz4TTmXm2JbNg0dGkwcbZWreRf7PCcZJ1iyTK7mnOQu5Vy0jBSbzCxeZ1ID5iZo3ZOIA55MS1DNvY5XbOoMHA7MTLDd6Ijrb2QoFkmgrKws7uj+IpminBO/KefEb8q53BTboibXik25mnexz7NaNuWOXM05yV3KuWiZKrdZzCXR+pYuTwB3ZijGZyKux211ZGZFwAWhxU3Aa605gHPOWroAy0KbL4tYP6ZVj0RERERE8lquF5tyVezzvGYNrF8fTCwiIrkkU93obohZ/iVeK6V7aJoFLh4H7ARWAW8655ZkJjxwzr1jZjPwWjddbGYPOufeitnsKuCA0PXfO+eihnI3szE0FaAedM5NyFS8IiIiIlKYduyATz+NXjdsWDCxFJrBg6G0FCIndFqwAI45JriYRERyQUaKTc65qGKTmYVnYvuTcy6bGp9ejtc1riMwxcx+jVc86gicDXw7tN3HwO2BRFjgdu3axZzQqIyHHHJIm2axE2kN5Zz4TTknflPO5Z6PPoLImbHNYP/9E2+fjXI170pKYL/9YO7cpnXz56vYlAtyNeckdynnovk1atWFwEVAlU/HS4lz7n3gLGAL0AX4NfAW3uDckYWmk51zaZ8VT1pWX1/PypUrWblyJfX18YYCE0kv5Zz4TTknflPO5Z7YLnQDBkCnToGE0ma5nHcatyk35XLOSW5SzkXzZTY659yDfhynLZxzk83sYLxWTicDFcAuYDHemFF/dM7tCDBEERERESlgGq8pWCo2iYi0ni/FpmznnFsGXBm6tOZ+U4keAL0txx7QnvuLiIiISH6bNy96WeM1+Su22BR7PkREpLm0FpvMrHGeP+fc9Hjr2yJyXyIiIiIihUQtm4IV+3yvXAmbNsFuuwURjYhIbkh3y6apeDPKuZh9h9e3Rey+REREREQKQnU1fPJJ9DoVm/w1ZIg3UHhdXdO6BQtgxIjgYhIRyXaZGCDciN+1zNpxEREREREpOB9/DA0N0esOOCCYWApVhw5ewSmSxm0SEUku3S2GjmvlehERERERSSB2fKD+/aFLl2BiKWRDh3qtmcJUbBIRSS6txSbn3LTWrBdpSUlJCYMGDWq8LpJpyjnxm3JO/Kacyy35Ml5Trufd0KHwz382LavYlP1yPeck9yjnoukZkKxWWlrKgQceGHQYUkCUc+I35Zz4TTmXW/Kl2JTreRf7vKvYlP1yPeck9yjnomVizCYREREREUmD2KLGsGHBxFHoYotNn30GW7cGE4uISC7ImmKTmZ1qZg+Z2b/N7G4z+0LQMYmIiIiIBKWmBhYvjl6Xqy2bct2++0JRzDenyDGcREQkmi/d6MzsOOAxYCdwsHNuU8ztvwJ+GnO3S8zsYufcQ37EKNlp586dTJvmDfk1evRoysvLA45I8p1yTvymnBO/Kedyx8cfQ3199LpcnYku1/OuvBwGDYJFi5rWzZ8PRx4ZXEySXK7nnOQe5Vw0v1o2fQXYHZgVp9B0MF6hyUKXTaG/JcC9ZjbApxglCznn2LlzJzt37sQ5F3Q4UgCUc+I35Zz4TTmXO2K70FVUQLduwcTSXvmQdxq3KbfkQ85JblHORfOr2HQM4ICX49x2GV5xaSNwuHOuF3AksAEoA77jU4wiIiIiIllj3rzoZY3XFKzY51/FJhGRxPwqNu0V+jsvzm2n4BWi/uicex/AOTcb+CNeEerLvkQoIiIiIpJF8mUmunyhlk0iIqnzq9jUO/R3U+RKMxsE9AstPh1znxmhv4MyF5aIiIiISHZSsSm7xD7/S5fC9u2BhCIikvX8KjZZ6G/3mPWjQn83O+c+iLltfehvp0wFJSIiIiKSjXbtih6MGtSNLmj77QdmTcvOwUcfBRePiEg286vYtDr0N3b+jHGhv2/EuU/n0N+NGYlIRERERCRLLVoEdXXR63J1Jrp80akT7LNP9Dp1pRMRic+vYtPbeK2bLjOzTgBmNhA4DW+8ppfi3Gff0N/VcW4TEREREclbsUWMvn1ht90CCUUiaNwmEZHUlPh0nPuAs4GDgblm9h5wLFAO7AAejnOfY0N/P/YlQslKpaWlDB8+vPG6SKYp58Rvyjnxm3IuN+TbeE35kndDh8JzzzUtq9iUvfIl5yR3KOei+VJscs69ama/By4HBgD9aRrH6Rrn3LrI7c2snKZWT9P9iFGyU0lJCf369Wt5Q5E0Uc6J35Rz4jflXG6YFzOHc66P15QveRd7HlRsyl75knOSO5Rz0fxq2YRz7gozewX4OrAnsAr4m3Pu1Tibjwe2AJuByX7FKCIiIiKSDfKtZVO+iD0Pn3wC1dXQsWMw8YiIZCvfik0AzrnngOdS2O5x4PHMRyTZrqGhgZqaGgDKysooKvJrmDEpVMo58ZtyTvymnMt+tbXwccxAErlebMqXvNt//+jlhgbvXB1ySDDxSGL5knOSO5Rz0Qr70UvWq6mpYcqUKUyZMqXxhSuSSco58ZtyTvymnMt+S5Z4BadIuV5sype869IF+vePXhfb5VGyQ77knOQO5Vw0FZtERERERLJIbPFizz2hZ89gYpHmNCOdiEjLfO1GF2ZmXYF9gK5AcUvbO+c0SLiIiIiIFASN15Tdhg6Ff/+7aVnFJhGR5nwtNpnZt4DvAgfRNBtdSxwBFcVERERERPymYlN2U8smEZGW+VLEMbNi4J/AqeFVfhxXRERERCTXxHajGzYsmDgkvthi0+LFUFMDZWXBxCMiko38ajH0HWB86PoaYCLwLrABaPApBhERERGRrFZXBwsXRq9Ty6bsEns+6uth0SI48MBg4hERyUZ+FZsuCP2dD4xyzm306bgiIiIiIjnjk09g167odSo2ZZdu3aCiAqqqmtbNn69ik4hIJL9mozsAb+ylX6nQJCIiIiISX+z4P717w+67BxOLJBZbAIzt+igiUuj8Hnh7YcubiDQpKytj7NixjddFMk05J35TzonflHPZLV/Ha8q3vBs6FKZMaVrWIOHZJ99yTrKfci6aX8WmRcChQE+fjid5oqioiI4dOwYdhhQQ5Zz4TTknflPOZbd8nYku3/JOM9Jlv3zLOcl+yrlofnWjexRvBrpTfDqeiIiIiEjOyddiU76JPS8ffwy1tcHEIiKSjfwqNt0FzAEuM7NRPh1T8kBdXR0rVqxgxYoV1NXVBR2OFADlnPhNOSd+U85lr/p6+Oij6HX50o0u3/IutthUVweLFwcTi8SXbzkn2U85F82XYpNzrgYYB7wLvGRmt5nZoWZW7sfxJXfV1tYye/ZsZs+eTa1+LhIfKOfEb8o58ZtyLnt9+ins3Bm9Ll9aNuVb3vXoAXvtFb1OXemyS77lnGQ/5Vw0X4pNZlYPrAJGAB2Aq/AKT9vNrL6Fi0qCIiIiIpL3YosVvXp5s9FJdtK4TSIiifnVjc4iLrHLqVxERERERPJavPGaTP8JZ63YYlPsTIIiIoXMr9nobvDpOCIiIiIiOSm2WJEv4zXlK7VsEhFJzJdik3NOxSYRERERkSQ0E11uiT0/Cxd6A4WX+PVzvohIFvOrG52IiIiIiCTQ0AALFkSvU7Epu8Wen1274JNPgolFRCTbqNgkIiIiIhKwZcugujp6nYpN2W333ZsP4K6udCIinkAaeZrZILyZ6fYEOgF3O+fWBRGLZDczo7y8vPG6SKYp58Rvyjnxm3IuO8WO17TbbrDnnoGEkhH5mndDh8K0aU3L8+fD6acHFo5EyNeck+ylnItmzjn/Dmb2BeBO4IsxNx3knJsfsd33gF8Cm4Ghzrla34LMQ2ZWASwHWL58ORUVFQFHJCIiIiKRbrsNfvzjpuUvfhFefz24eCQ13/se3H130/I3vgF//3tw8YiItEVVVRWVlZXhxUrnXFV79+lbNzozOwV4A6/QZBGXeP4GdAQGAqf4EqCIiIiISEA0OHhu0ox0IiLx+VJsMrO9gEeAMmA+cBLQNdH2zrmtwLOhxZMyHqCIiIiISIBUbMpNsedpwQKorw8mFhGRbOLXmE1XAJ2BZcAo59wmaLEf41TgHODwDMcmWay2tpaFCxcCsN9++1FaWhpwRJLvlHPiN+Wc+E05l32cy/9iU77mXex52rkTli6FQYMCCUci5GvOSfZSzkXzqxvdiYADbg8XmlLwUejvPhmJSHJCXV0dS5YsYcmSJdTV1QUdjhQA5Zz4TTknflPOZZ/ly2H79uh1+VZsyte822MP6Nkzel3sYO8SjHzNOcleyrlofhWb+of+vtOK+2wJ/e2S5lhERERERLJGbKumbt2gX79gYpHWMYvflU5EpND5VWwKd9drzfG6h/5uS3MsIiIiIiJZI7YlzNChXhFDckNssUktm0RE/Cs2rQ79HdiK+xwZ+vtZmmMREREREcka+T5eU74bNix6WTPSiYj4V2yaARjw9VQ2NrMOwKV44zxNzVxYIiIiIiLBUrEpt8XrRtfQEEwsIiLZwq9i06TQ3/FmdkKyDUOFpr8Bg/CKTX/NbGgiIiIiIsEohJno8l3s+dqxAz5T3wwRKXC+FJucc1OBx/BaN002s1vN7MiITQaY2UgzuwaYh9cCygH3OOfU61lERERE8tLKlbBlS/Q6FZtyy157wW67Ra/TuE0iUuhKWt4kbSYAXYGvAFeHLi502+SI7cLDIT4FXO5XcJKdiouL6du3b+N1kUxTzonflHOtVFcHK1bA0qWwebPXV6W+HkpLvW98/fpBnz6g5zIh5Vx2iW3V1KUL7L13MLFkUj7nXXhGujffbFo3fz6cfHJwMUl+55xkJ+VcNN+KTc65GuAUM/sW8CO8bnLxVAG/ds7d41dskr06dOjAEUccEXQYUkCUc+I35VwSzsGiRTB9OsyY4X2T+/RTr7iUTEkJHHIIHH20dzn+eK8QJYByLtvEFpsOOCA/Z6LL97yLV2ySYOV7zkn2Uc5F87NlEwDOub8CfzWzocBwYA+gGFgPvA+855xzSXYhIiIi+WzJEnjkEXj4YW+k3daqq4N33/Uuf/qT9839mGPg61/3Lnvumf6YRdootruVutDlJs1IJyISzfdiU5hzbj6gt2ERERHxWjG9+CLcdhu89lr69z1jhne58ko4+2y46io49ND0HkekDTQ4eH6IPW/z53tvPfnYSk1EJBWBFZtEUlFTU8PMmTMBOOqooygrKws4Isl3yjnxW8HnnHPwxBPw61/DnDmp369zZ9hjD29spuJib/qnVau8Vk3J1NXB3//uXb70JbjpJq+rXQEp+JzLIoU0E12+513sedu2DZYvz8/xt3JFvuecZB/lXDRfi01mtgcwBOiBN1j4FmAD8LFzbr2fsUhuaGhoYOPGjY3XRTJNOSd+K+icmzULLr8c3nor+XZ77QXHHgujRsGRR8I++0CvXs2bDDQ0wOefe13vZs709vvaa7B1a/z9vvoqjBgBZ50FN9/s7bcAFHTOZZk1ayB0Khrla7Ep3/OuXz/o1i16ZsH581VsClK+55xkH+VctIwXm8ysD3AFcDpeoSnRdgvxZqD7vXNubabjEhERkYCsX+91Y3vwwcTb7L47nHkmnHsujByZWl+UoiJvPKY994TjjvPW7dwJU6bA44/DP//pLcd67DF4+mn46U+9S2lp2x6XSCvFtmrq2BEGDAgkFGmn8Ix0b7/dtG7ePDjxxOBiEhEJUlEmd25m3wE+Ba7BKzRZkst+wE+ApWZ2cSbjEhERkYA8/zwceGDiQtN++8F990FVlTe49xe/2L5BT8rLYfx4r9vc8uXwq19Bnz7Nt9u1C66/3ms51ZrufCLtEG8muqKM/ncumRRv3CYRkUKVsY8zM7se+BNQhldMcngDgv8d+D1wE3AX8DCwIHS7AR2Bv5jZdZmKTURERHy2bRt861twyimwenXz2wcPhief9L6dXXwxZGKcg913h5/9DJYtg9tvh912a77NBx/A8OFetzo1gZcMK5TxmgqFik0iIk0yUmwyszHAz/CKR/XAb4D+zrkDnXMXOOeucM793Dn3v86585xzw4ABwO1AXeh+15vZMZmIT0RERHz08cdw1FFei6VYXbt6M9DNnQv/8z/+NOsoK/NmpVu82Bszqrg4+va6Oq873WmnNR9QRySN5s2LXlaxKbcNGxa9HJ6RTkSkEGXqP7pbQ/veDhznnPuxc25Fsjs456qcc9cAXwJ2hO5/W4biExERET88+ywccUT8n/i/8hX46CO45prMtGRqSa9ecOed3iArsd8SAZ57Dg4/HN5/3/fQpDCoZVN+iT1/W7bAiqTfgERE8lfai01mdhhwBF63uO87595ozf2dc68D38dr3XSUmR2c7hhFREQkw5yDG2/0WgdFTs8E0KUL/PWvXjGnb99g4os0fDi8+67Xmim2ZdWnn3rjRk2eHExskrfWroV166LXqdiU2yorvbe3SOpKJyKFKhOz0Z0U+vuJcy7JNDNJPYjXDW8f4GTgw3QEJrmnpKSEYaFfm0tKMj55oohyTnyXlzlXXw/f+x7ce2/z2w4+GJ56CgYN8j+uZMrK4Kab4EtfgnPO8SoBYdXVcPrp8Mc/wmWXBRZiuuRlzuWg2CJEWRkMHBhMLH4ohLwz8wZ5nzWrad38+TB2bHAxFbJCyDnJLsq5aJl4BobjtWp6pq07cM45M3sauAqvlZQUqNLSUgYPHhx0GFJAlHPit7zLuepqr1jzr381v+2cc7wWTZ07+x9Xqo4/Ht57D848E956q2l9QwN897ve4OI339y+GfIClnc5l6Nii0377998+LB8Uih5N2xYdLEpdlwu8U+h5JxkD+VctEyM2RRuAPx2O/czM2Z/IiIiks22boVx45oXmszgt7+Ff/wjuwtNYRUVMHUqTJjQ/LZbb/VabWmmOmknjdeUnzQjnYiIJxPFpt1Cf9e0cz/heZF3S7aRiIiIZIGtW+Gkk2DGjOj1ZWXw+ONw1VW51RqoQwd44AH45S+b3/bnP8Oll6rgJO2iYlN+ilds0ox0IlKIMtGNrnvo76Z27mdzzP6kAFVXVzNlyhQAxo4dS8eOHQOOSPKdck78lhc5t2WLV2h6883o9d27e7PRHXtsMHG1lxlcfz3svTd8+9veWFRh990HdXXe3xzr+5QXOZcHYrtX5XuxqVDyLnZiy02bYPVq2GuvQMIpaIWSc5I9lHPRMtGyKTx3cXt/7gvfv0M79yMiIiKZsm1b/EJT795eK6dcLTRFuugiePRRiB3sc9IkbxwnNVuQVlq/HtbE9AHI92JTodh7b+jUKXqdxm0SkUKUiWKTiIiIFIJdu+CMM5oXmvbYA157DQ46KJi4MuGMM+DJJ6G0NHr9X/4CP/1pMDFJzlqwIHq5tDT7JmiUtikq8maki6Rxm0SkEGVyPr69zGxbO+7fN22RiIiISHo1NMCFF8KLL0av32MPePXV5n1J8sFpp8HTT8PXvuYV2sJuuQV69YKrrw4uNskpscWH/fZrXseU3DV0KLz7btOyik0iUogyWWyaksF9i4iISFCcgyuugIcfjl7fs2f+FprCTj7Z61J3xhnRA4Rfc43XdfCb3wwuNskZGhw8v8W+BaobnYgUokx1o7M0XURERCTb3Hkn3HVX9LpOneCFF/K70BT21a/CX//afP23vgVTp/oejuQeFZvyW+z5nDdPQ7uJSOHJRMumBzOwTxEREckGzz0HV10Vva6kBJ56Co46KpiYgnDRRbBxY3TXudpar4vd22/DvvsGF5tkPRWb8lvs+dy4ET7/HPr0CSYeEZEgpL3Y5Jy7MN37FBERkSzw4YdwzjnNf6J/8EEYNy6YmIJ01VWwahXcfnvTuo0bva52b7/tjeMkEmPTJlixInqdik35ZcAA6NgRqqub1s2fr2KTiBQWc2rTiZn1B34InAxUAjXAEuBx4E/OuR3t2PcBwPHAEcBBwB7A7kA9sAaYBTwMPOsydDLMrAJYDrB8+XIqKioycZiMqK+vZ/PmzQB0796d4uLigCOSfKecE7/lTM6tWQNHHgmffRa9/sYb4brrgokpG9TXe+M3PfNM9PoxY+Cll7xWX1kmZ3IuT731Fowc2bRcXAw7dkCHDsHF5IdCy7svfAHef79p+Q9/gO9/P7h4ClGh5ZwEL5dzrqqqisrKyvBipXOuqr37zL7/gHxmZqcCfwe6RazuBAwPXS4xs5Odc4vbeIjrgG8kuG2f0OVMYJqZ/Y9zbn0bj5OXiouL6dmzZ9BhSAFRzonfciLnamvhzDObF5rOOw9++tNgYsoWxcXw97/DscfCe+81rZ86FX784+hWT1kiJ3Iuj8V2oRsyJP8LTVB4eTd0aHSxSTPS+a/Qck6Cp5yLlqkBwnOCmR0GPIZXaNqGVxgaidcSKTzy577A82bWtY2HqQNmAncAFwIn4RWxTgB+AMwNbTcamGxmBX1OREQkC/3kJzB9evS6kSPhvvvANJ8HnTvD5MnQr1/0+jvugEceCSYmyVqxRYdCGFO/EMWeVxWbRKTQFHrLpt8DHfEKQmOdc29F3PaqmS0CbsMrOF0FXN+GY1zinKtLcNvLZvZnvO56XwNGAKcAz7bhOHkpl5siSm5Szonfsj7nnniieeucykp4+mkoKwsmpmzUt683SPqoUbBrV9P6iy/2vnUefHBwscXI+pzLc4U6OHih5V28GenEX4WWcxI85Vy0gm1FY2ZHAqNCi/fHFJrCbgcWhK5fbmalrT1OkkJT+PZ64DcRq0Yl2rYQ7dq1ixkzZjBjxgx2Rf7zLpIhyjnxW1bn3IIFcGHMvB8dOsA//wl77BFMTNnsyCPhT3+KXldd7c1Qt2VLMDHFkdU5VwAKtdhUaHkXe17XrYO1a4OJpVAVWs5J8JRz0Qq22AScHnF9YrwNnHMNwN9Ci7sBx2Uolq0R18szdAwREZHU7dgBX/86bN8evf6Pf4QjjggmplxwySXw7W9Hr1uyBC69tPksflJwtm5tPvRZoRSbCs3Agc0bf6ornYgUkkIuNh0T+rsdeDfJdtMirn8xQ7GcHXH9owwdQ0REJHVXXNG838dFF3nFFEnurru8Vk6RHn0U7r8/mHgkayxYEL1cVAT77htMLJJZxcWw//7R61RsEpFCUsjFpgNCfxe30NUtsvhzQMKtWsnMdjezEWZ2P97A5ADrgH+k6xgiIiJt8sQT8Je/RK875BCvVZMGBG9ZWRk89hjstlv0+h/8AObOjXsXKQyxxYZBg6BcbdrzlsZtEpFCVpADhJtZObB7aLEq2bbOuY1mth3oDFS287hT8Wadi2cd8FXn3KY27LeihU32DF+prq6muro67kYdOnRoHMSsvr6+xX6mHTt2bLxeW1tLXV3iml1RURFlEW2Jd+3aRX19fcLtS0pKKC2NHiJr586dCbcvLS2lpMRL54aGBmpqapLGXlZWRlGRV2utq6ujtrY24bZmRnnEf4ItPdbi4mI6RMxhXFNTQ0NDQ8LtYx9rovMTls3naefOnbgk3URy4TxF5lnkdZ2nxPR6ii/V85TovS2o82TLllH2rW8RWVJynTtT8+CDOPDGIIpRCOcpUewJz1OfPhTdfTdl555LxMY0nHkmNa+/DhExRvLz9RSOP5GCOE8hfr3vxRab9t+/nurq6OcpX19P8T5fs/U8QXo+n4YMKQGaHl/k+c/W8xRPrp6neO9v+fJ6SiX2XDlPkF/ve2GJPl+z+TylW0EWm4CuEde3pbB9uNjUJTPhcBfwK+fcujbef3mqG06fPp3dd9897m2jRo2iZ8+eAGzevJkZM2Yk3ddpp53WeH3ZsmXMS/JzTY8ePTj22GMbl+fMmcPKlSsTbj9o0CAOPPDAZrEnMnz4cPqFppyuqalhypQpSWMfO3Zs45vImjVrmD17dsJty8vLGTduXOPywoULWbJkScLt+/btyxER45nMnDmTjRs3Jtx+2LBhDB48uHG5pdiz+TxNmzYt6ReXXDtPkTmn85RY0OcpUi6fp1hBnCerr+eL111HeWgmlbAVP/kJ7y5dCkuXxt13IZ2nVr2eOnXi+AkT6DJpUuOqogULWHXBBfz3W9+Kexc/X0+Q/LO1YM4T/r3vxRabysqWMGVKdN+6Qng9hfMuW88TpOfzadeuvYCmLrWR5z8XzlNYLp+nWPn4egrL5fOUT+97YYk+X7P5PKVboXajiyzfpTJMfLh8GP9nyNRdCBwEHAwcC1wJLAK+D0w0sz7t3L+IiEibDX76aXp9FDN04De+wabx44MJKA9s/tnP4NBDo9YNfP55er//fjABSaBii02VlVvjbyh5Ifb8rlkD69cHFIyIiM8sWZOttB3EbC5wP/B351zgk36aWW/g89DiY865s1vYfg2wBzDXOXdQmmMpB54ATsFroTTSOZe0a1+cfaTSjW4WwMcff0xFRfzNs7EZaHV1dWP19thjj03YzE/NQBNTc934knWjC/8SEZlzOk+J6fUUX2u60YVzLvLXKL/Pk82ZQ9mxx2KR6wcNgvffp7a8vODPU6LYUzpPixfDYYdBxC+Xbq+92DlrFoR+aQ3z4/WU6mdrwZ2nDL/vbd8OXbtGT0r45ps7OfTQ6Ljy9fUU7/M1G89TWDo+n+rqoFevcmprmzomT58Oo0Zl73mKJ1fPU7zP13x5PaUSe66cJ8if971UPl+z9TxVVVVRWdk4alBla2sScffvU7GpAXBAHfAcMBF4wTmXOIMyG085EM7I551zp7Sw/Ta8bnRvO+dGZCCe3YFlQCfgEefcuS3cpbX7ryDU1W758uUJi00iIlKgdu6E4cOjR68tKoLXX4cRaf/YK0x//KM3QHikM8/0ZqnToOsF4b334PDDm5bNYNs26NQpuJgk8w46KHpegHvugUsvDS4eEZF4MlFs8qsb3fuA4Y2QdzrwL2C5md1sZr5P+Oqc2wmEG7EmrbyYWQ+8QhO0YmykVsazDngjtHiamZUm215ERCStfvaz5tMkXXutCk3p9N3vwtix0esef9ybtU4KQuxLbJ99VGgqBMOGRS/HdqUUEclXvhSbnHOHA4cAv8cr8hiwF/AjYIGZvW5mF5pZ5yS7SbfwW/1gM0s2UPr+EdcXJNyq/cLdCzvRNFOeiIhIZr35JtxxR/S6Qw+FX/4ykHDyVlERTJwIPXpEr//+9+Hzz+PfR/JKbJEhtggh+Wno0OjlJOMMi4jkFd8GCHfO/dc5dwXQF/gfvO509XiFpxHAfcAqM7vfzI7xIaTXQ387A4cn2W50xPU3Em7Vfv0irqcyQ15BqK2tZfHixSxevDhpf1ORdFHOid8CzbmdO+Gii6IHkenQAR56yPsr6dW3L/z5z9Hr1q/3Ck4+0vtcMGKLTbFFiHxXqHkXe57Vssk/hZpzEhzlXDTfZ6NzztU55552zo0HKoFrgYV4RacuwARgmpktNLMfm9leGQrlmYjrF8bbwMyKgAtCi5uA1zIRSGhMpXBfhWXOOU1NElJXV8e8efOYN29e0oHZRNJFOSd+CzTn/u//YOHC6HW/+hVETMkraXbmmfC1r0Wve+IJ+Oc/fQtB73PBKPRiU6HmXWwLtlWrIMmM7pJGhZpzEhzlXDTfi02RnHNrnHO3OeeG0tS6aSte4WkI8GtgmZlNNrPTQ8WfdB37HWBGaPFiM4s3MMVVwAGh6793zkWVJ81sjJm50GVS7J3NbF8z+1KyOMysO/AwEP4J+W+teBgiIiJt8+67cNtt0euGD4crrwwmnkJhBnff3WwWOr77XVi3LpiYJOOqq+GTT6LXFVqxqVANHgwlMQN2LMjkwBwiIlki0GJTJOfcTOfct4FvAKvxZq8DKAG+AvwT+MzMfmhmxWk67OV4s9KVAFPM7CdmdrSZHWdm9wLh/8I/Bm5vw/77Aq+Y2Qdmdr2ZnWpmR5jZYWZ2kpndCHwEjAptPxe4pX0PSUREpAW1tV73ucgplEtL4YEHmn8rkvTr0wfuuit63eefw1VXBROPZNzHH0PsLN777x9/W8kvpaWwb8x0SBq3SUQKQVb8R2lme+N1n/smMCC8Gm9Mp1eAoXizxvUFfgecb2ZjnXPtaoTqnHvfzM4C/g50w2tJFetj4OR2dm07JHRJ5nngQufcjnYcR0REpGV33gkffhi97mc/8+boFn+ce643E93kyU3r/vY3uOACOP744OKSjIjtQte/P3TpEkws4r+hQ6NzQOM2iUghCKxlk5mVm9k3zOxl4BPgl8A+eEWmT4DrgL2dcycC/YGTgKmh278Q2r7dnHOTgYPxilgfAzvwxmeaDfwYOMw5t7iNu38DGAf8Bm+8p0XAFqAO2AC8C/wJOMY5d4pzbm2iHYmIiKTFZ5/B9ddHrzvoILj22kDCKVhmcM890K1b9PrvfMfrcyV5JbYli7rQFZbYcZtUbBKRQuB7yyYzOxpvQO4z8VoTgVdAqgGeAu5zzkUNxO2cc8CLwItm9kfgu8B44H/TEZNzbhlwZejSmvtNxYs90e21wJTQRUREJHiXXw47IhrRmsFf/6rZ54LQty/cfDN873tN6xYvhptughtvDC4uSTsVmwpb7PlWNzoRKQS+tGwys73M7EdmNh+vtc8lQHe8Qs1cvLGT+jrnvhFbaIrj/tDfyowFLCIiko+eew6eeSZ63be/DUcdFUg4gteSaUTMHCW33gpz5wYTj2RE7OnUhI+FJbbYtGIFbN4cTCwiIn7xq2XTZ3iFrXAroK3Ao3itmGa1cl9bQn+zZnBzyZyioiJ69OjReF0k05Rz4jffcm7HDvjBD6LX9e7ttayR4BQVwV/+AocdBuFpkuvqvNZOU6d6Lc/Sfki9z/lpxw5YsiR6XSEWmwo57/bdF4qLo+dkWLAAjj46uJgKQSHnnARDORfNvB5qGT6IWXj+jbeA+4DH2joQtpl1Af4HwDn3YHoizG9mVgEsB1i+fDkVFRUBRyQiIr677jr4dcw8GA8+6A1ILcGLd34efhjOOSeYeCRt3nsPDj+8adkMtm6Fzp2Di0n8d8AB8NFHTcv33+9NCioikg2qqqqorGzsPFbpnKtq7z79Krf9DhjmnPuic25ie2Zcc85tc849qEKTiIhIij76CH7zm+h1xx4L558fTDzS3M9+BgMGRK+7+mrYti2QcCR9YrvQDRyoQlMh0rhNIlJofCk2Oeeucs4t8ONYIiIiEsE5+O53oba2aV1JCdx9d0a6aEkbdewIv/td9LqVKzVQeB7QeE0CmpFORAqPXwOEv2pmr5hZ/1bcp2/4fpmMTbLbrl27mDVrFrNmzWLXrl1BhyMFQDknfst4zj38MLwWM/fGVVc1/+YjwTvtNBg3LnrdHXfAwoVpPYze5/ylYpOn0PMutmWT5gDIvELPOfGfci6aX93oxoQurWk03DHiflKg6uvrWblyJStXrqQ+clRFkQxRzonfMppzmzZ5haVI/fvDz3+e3uNIepjB738PpaVN62pr4fLLvRZqaaL3OX+p2OQp9LyLre9XVWlGukwr9JwT/ynnommIdBERkXx1ww2wZk30urvu0oAx2Wy//eCKK6LXvfgiPPtsMPFIu2zeDMuXR69To8LCtN9+Xg/mSBq3SUTyWTYXm8L/Ce8MNAoREZFctHAh/PGP0etOPRXGjw8mHkndz34GfftGr/vf/4Xq6kDCkbaLHZenpMQrOkjh6dCh+bn/73+DiUVExA/ZXGw6KfS33VPuiYiIFJyrr4a6uqblsjKvi5Zkv65dm88euHRp83WS9WK70O27r1d0kMIU24VS4zaJSD4raXmT1jOzBxLcdKOZbWrh7mXAIOAIwAHT0hiaiIhI/nvpJXjuueh1V14J++wTTDzSeuecA/fcAzNmNK27+Wa44AIYMCCwsKR1NF6TRDrwQHjssaZlFZtEJJ9lpNgETMArFEUy4LQU7x+ei3kDcHOaYhIREcl/dXVeYSlSnz7wk58EE4+0jZnXDfKww6ChwVu3c6d3bp96KtjYJGUqNkmk2PP/3/96Y/+bxd9eRCSXZaob3WcxF/CKT6vi3BZ5WQYsBF4DbgIOds59mqEYRURE8s/99zf/hnvTTV7XLMktBx8M3/1u9Lqnn4bp04OJR1pNxSaJdNBB0cvr18PnnwcTi4hIpmWkZZNzbkDkspmFfpJjrHNufvN7iMRXUlLCoEGDGq+LZJpyTvyW1pzbvBl+/vPodYceChMmtG+/Epz/+z949FFYt65p3dVXw9tvQ1HbfjPU+5w/1q5tXkj4f/buO06q6v7/+OuzhV1AUBCwLQpiBUtUsMTee40aTaw/o4nG3nuLYvlakxh7iS12Y+xojIIdLCgooKi4C4oNEGT7nN8fZ5aZOzvbZ+6d8n4+mMfMPXPm3s9yz7TPnFLMK9Gp3fmRzL17B+f6//hj3/lUMk9tTsKmNhdkzqWOdsvCQcxexfdsOsI5NyvrB5QAM6sCqgGqq6upqqqKOCIREcmKM89sPYn0K6/AtttGE49kxk03wfHHB8sefNDP6yQ569VXg0+9igr45RcoLY0sJMkBY8bApEmJ7euv94tNiohEqaamhqFDh7ZsDnXO9XihtlBWo3PObeOc21aJJhERkSyZORNuuCFYts8+SjQVgmOO8cuYJTvnHD+Hk+Ss1CF0I0cq0SRakU5EikcoySYRERHJsjPPhMbGxHZ5eeteTpKfysvhqquCZbNm+QnEJWdpviZJR8kmESkWGkgoOa2uro7XXnsNgK233prKysqII5JCpzYnYctIm3vttdYrlJ14Iqy2WgYilJyw996w5ZYwYUKi7LLL4MgjYdllu7Qrvc6FQ8mmILU7L7UdTJ3qF5zs5hRs0g61OQmb2lxQRpNNZvZF/KZzzo1IU94dgX1JcXHOURcfJhDG/GIianMSth63uVgMTjstWDZoEJx/fgaik5xhBtdcA5tskihbsMAnnK6/vku70utc9jmnZFMqtTsvdUW6RYt8R8Xhw6OJp5CpzUnY1OaCMt2zaVj8OvV/dhjdp7MkIiLSlkcfhffeC5Zdeikss0wk4UgWbbwxHHSQX52uxU03wZ//rF5sOWb2bJ8LTFbsySbxVlgBBgyAefMSZVOmKNkkIoUn08mmf3axXERERLqroQHOOy9YtvbacPTR0cQj2Td2rB8y2dDgtxsb/WThjz4abVwSMHVqcLtfP0gs8iPFzMwnHpNHxE6ZAnvuGV1MIiLZkNFkk3PuyK6Ui4iISA/ccYdfhS7Z2LFQpikZC9bw4X4+rmuuSZQ99hi8+Sb8+tfRxSUBqUPoRo3ySQYRSJ9sEhEpNJqKTkREJB8tWuSHyyXbbDM/kbQUtnPP9eNwkp1+up8oSHKC5muS9mhFOhEpBko2iYiI5KMbboC5c4NlV16p7hPFYMAAuPDCYNlbb8GTT0YTj7SiZJO0J7U9TJvmR8SKiBQSJZtERETyzfffw9VXB8t23x222iqaeCR8xx0HI1IW673gAmhujiYeWSIWaz1nk5JNkiy1PTQ0wGefRROLiEi2ZHRSBzNbOZP7a+Gc+zob+5XcV15ezujRo5fcFsk2tTkJW7fa3NixsHBhYtsMrrgiC9FJzurVCy67DA4+OFH2ySfwwANw2GHtPlSvc9n15ZdQWxssU7JJ7S7ZwIGw4oowZ06ibMoUGDkyupgKkdqchE1tLshcBsf3m1k2fk5zzjnNdNoDZlYFVANUV1dTVVUVcUQiItJts2bBGmskViMDOPRQuPfe6GKSaMRisOGGMHlyomzYMJg+3SejJBL/+U9w6rRBg+C77zTCVYJ23hnGjUtsX3BB62n4RETCUlNTw9DEsqlDnXM1Pd1npofRWZYuIiIiAn6unuREU69e+oZSrEpK4PLLg2VffQW33x5JOOJpJTrpDE0SLiKFLtM9ho7M8P6kyMViMerr6wGoqKigpETTjEl2qc1J2LrU5j7+GO67L1h27LG+N4sUp912g803hzfeSJT95S9wxBHQt2/ah+h1Lrs0OXh6andBSjZln9qchE1tLiijySbn3D8zuT+R+vp6xsX7GO+000707t074oik0KnNSdi61ObOOSe4vH2/fnDeeVmOUHJay3xdyZPDz50Lf/sbnH122ofodS67lGxKT+0uaN11g9uffw6LF0OfPtHEU4jU5iRsanNBxZ1qExERyRdvvAHPPhssO+MMGDw4mngkd2y5JeyyS7Dsqqtg3rxo4ilijY1+GftkSjZJOmuvHRxe6Rx8+ml08YiIZJqSTSIiIvnggguC20OGwCmnRBOL5J7UuZvmz4drrokklGL22Wc+4ZRs1KhoYpHc1rcvrLpqsExD6USkkCjZJCIikuv+9z9/SXbeebDUUtHEI7lnww3hgAOCZTfcAN9+G0k4xSo1WbDSSjBgQDSxSO7TvE0iUsgyOmeTmR3Wcts5d2+68u5I3peIiEhRca51r6aqKjjmmGjikdz1l7/A449DLOa3Fy+GsWPhr3+NNq4iMnVqcFu9mqQ966wDTz2V2FaySUQKSaZXo7sHcPHLvWnKuyN1XyIiIsVj3LjgSmMA558PlZXRxCO5a801/Sp0d92VKLvlFjj1VK1YGBJNDi5dkdo+Pv44mjhERLIhG8PoLH5pq7w7FxERkeLjnE8sJRs2DI48MpJwJA9cdBH06pXYbmyESy+NLp4io2STdEXqinSzZ2tefxEpHJlONg2PX1Zto7w7l9R9iYiIFIenn4ZJk4JlF14YTCaIJFt5ZTj22GDZvff6ddUlqxYv9hOEJ1OySdqz+upQXh4sSx2KKSKSr8y57o5uk3xhZlVANUB1dTVVVVURR9R5sViM+vp6ACoqKigp0Zz2kl1qcxK2NttcLOYnfZ48OVF59dXhk0+gLNOj4KWgzJ0Lw4dDbW2i7PDD4Z57AL3OZcvEibDxxontkhJYuBD69IkuplyidpfeuusGe8TdfDP86U/RxVNI1OYkbPnc5mpqahg6dGjL5lDnXE1P95k/f70UpZKSEnr37k3v3r3z6skq+UttTsLWZpt74olgogng4ouVaJKOLbccHH98sOy++5Z0u9HrXHakPl1XX12JpmRqd+lpRbrsUZuTsKnNBel/QEREJNc0N/u5d5KNHAm//W008Uj+OeMM6Ns3sR2Lae6mLPvoo+D2eutFE4fkF00SLiKFKpKfR81sQ2AHYF1gYLz4J2AK8LJz7r0o4pLc09TUxNy5cwFYbrnlKNMv+pJlanMStrRt7qGH/HC5ZJdcAqWlEUQoeWnwYN+76aqrEmUPPgjnn0/TiBF6ncuC1J5N668fTRy5Su+v6aXr2eQcmJZI6jG1OQmb2lxQqD2bzGxDM3sbmAhcAfwO2CV++R0wFnjXzN4xs9Fhxia5qbGxkUmTJjFp0iQaGxujDkeKgNqchK1Vm2tq8omlZOuvD/vtF02Akr9OPx2WWiqxHe/dpNe5zHNOPZs6onaXXuqKdD/9BN98E00shUZtTsKmNhcUWrLJzPYH3gTGABa/NAJz45fGpPIxwBtmdkBY8YmIiOSE++9vvaTVpZf62YZFumLQIDjxxGDZv/6FffppNPEUsJoamD8/WKaeTdIZw4YFR7xC68SliEg+CuWTq5mtCdwH9AKagZvxCaW+zrkVnXMrAn2B0fH7moBy4F4zWyuMGEVERCLX1ASXXRYsGzMG9twzmngk/512GvTrl9h2jrIrrogungKVOoRu6aUhsaiPSNtKSlr3bkptTyIi+Sisn0nPAiqAOmAn59yfnXPvOeeaWyo455qdc+875/4M7Biv2ws4M6QYRUREIlX60EMwc2aw8NJLNXmHdN/AgXDyyYGi0scfp9+sWdHEU6DSDaHT01Y6K7UXnJJNIlIIwko27QA44Abn3KsdVXbOvQbcgB9St0NWIxMREckB1txMWfJkzgAbbww77xxNQFI4TjnFd7WJM+dY8+GHIwyo8GhycOkJJZtEpBCFlWwaHL9+rguPeTblsSIiIgWravx4SlJ7NV10kbpHSM8NGNCqd9NKb75J/6++iiScQqTJwaUnUpNN06dDXV00sYiIZEpYyabv49ddedmsj1//kOFYREREcoo1N7PGo48GC0ePhl13jSYgKTwnnwzLLBMoWvOhhyIJpdDU1sKMGcEy9WySrkids6m5GT75JJpYREQyJaxk0xvx6zFdeMzG8evXMxyL5BEzo7KyksrKSky/7ksI1OYkbGbGsLffZqk5c4J3qFeTZNIyy8CppwaKVnz7bUqmTo0mngIydSrEYoltMxg1Krp4cpXeX9vWrx+MGBEs01C6nlObk7CpzQWZcy77BzEbg084zQU2dM5930H9IcB7wBBgS+fcu1kPsoCZWRVQDVBdXU1VVVXEEYmIyBLNzTByZLBrxEYbwcSJSjZJZv38s19nfd68RNlvfwvq4dQjd90FRx2V2F599dY9nUQ6st9+8OSTie2TToIbbogsHBEpMjU1NQxNLKM61DlX09N9htKzyTk3EfgjPnn0jpntY2atjm1mJWa2N/AWfq6mY5VoEhGRgvbQQ62/mapXk2RD//7+G2yyRx6BTz+NJp4CocnBJRM0SbiIFJqyTO7MzO7qoMonwPrA48A8M/sA+A6/Ut1ywK+AgfG6k4EtzGxz59xRafYlIiKS35qb4S9/CZZtuCHssUc08UjhO/FEuO4638sJwDkYOxbuuy/auPKYJgeXTEiXbHJOvzuISP7KaLIJOAKfOGqPAwyfVNou5T5LqrN+/AKgZFORamxsZPr06QCsueaalJeXRxyRFDq1OQnVI4/4ZYeSXXihvl1I9gwYQPNxx1F65ZWJsgcf9L3pVlsturjylHNKNnWW3l/bl5psmjcPamogMapFukptTsKmNheU6WTT13ScbBLptKamJmbGlwIfMWJE0T9hJfvU5iQ0aXo1xdZbj5K99oooICkWDccdR/kNN1DWsrZ6LAZXXAF33hltYHlo9mz46adgmYbRpaf31/YNG+ZHurZ0OgTfu0nJpu5Tm5Owqc0FZTTZ5Jwblsn9iYiIFKzHHms1V07jOedQoV5Nkm2DBvHlrruyevJsxPfeCxdc4L/xSqel9mrq3x9WWSWaWCS/mfleca8nrcM9ebJGVYtI/gplgnARERFJEou16tW0YNgwYnvuGVFAUmw+33tvmnr1ShQ0NUHy0DrplHRD6JQvlu7SJOEiUkiUbBIREQnbU0/B1KmBoukHHggleluWcDQsswyzdt45WHjXXVBdHU1AeSo1GaD5mqQnlGwSkUKiT7UiIiJhcg4uuyxQ9PPKK/PNpptGFJAUq8/33RdXUZEoaGyEq6+OLqA8pMnBJZNSk02ffQa//BJNLCIiPRVZssnMSs1skJkNNbOV27tEFaOIiEjGvfACvP9+oGjG/vurV5OErm7gQJqPOCJYePvt8M03kcSTb+rqWi8mqcnBpSfWWSf4VuAcTJkSXTwiIj0R6ifbeHLpEjObDNQBc4GvgC/buXwRZowiIiJZ41zrFehWW43Zm28eUUBS7JpOOw2SV8upr4drrokuoDzyySd+UckWZj5ZINJdffrA6qsHyzSUTkTyVUZXo2uPmf0aeAIYDGjqROmU0tJSVlxxxSW3RbJNbU6y6tVX4a23AkWxM89kxfja1mpzEobk17mSVVaBI47wPZpa3HILnHUWDBkSTYB5InUI3YgRsNRS0cSSD/T+2jnrrx/sMadkU/epzUnY1OaCzDmX/YOYLQtMA5YFFgF3APOBiwEH/AEYCIwG9gIqgTeAOwGcc//MepAFzMyqgGqA6upqqqqqIo5IRKRIbb89vPJKYnuVVfykHMk9S0TC9uWXvjtFcjeds87S6nQdOOUUuOGGxPZ++8Hjj0cWjhSIsWPhvPMS21tsARMmRBePiBSHmpoahsZ//ASGOudqerrPsIbRHY9PNNUDmznnTgWWvB075+52zl3rnDsYWA0YD2wOjFSiSURECsKbbwYTTQBnn61Ek0Rv+HA49NBg2U03wY8/RhNPntDk4JINqfN+ffSRH4EtIpJvwko27YrvwXSXc25qexWdc98AuwEzgdPNbLsQ4hMREcmuyy8Pbq+4oh++JJILzj03ODPxokVw443RxZPjnGs9vEmTg0smpLajn3+Gr76KJBQRkR4JK9m0Wvz65aSyJTl6MwsMaHTO1QLX4+d2+lPWo5OcVV9fz/jx4xk/fjz19fVRhyNFQG1OsuK99+C554JlZ5wBlZVqcxK6tG1u9dXhoIOCFW+8EebPDz2+fPDNN607fqlnU/v0Wtc5K60EAwcGyzRvU/eozUnY1OaCwko29Y9fz0oqq0u63S/NYybFrzfJSkSSF2KxGPPmzWPevHnEYrGow5EioDYnWZHaq2nwYDj6aEBtTsLXZps77zy/pFqLn3+Gv/0t/ADzQOoQun79YNiwSELJG3qt6xyz1r2blGzqHrU5CZvaXFBYyaZF8evk1e9+Sro9LM1jKuPXWgpFRETy15Qp8OSTwbJTT4W+faOJR6QtI0fC/vsHy66/HhYujCaeHJb65X/ddYOjEEV6QskmESkEYb0tfh6/XrmlwDk3H/g2vrltmsdsEb/+JXthiYiIZNnYscHtZZaB446LJBSRDp1/fnB73jz4xz+iiSWHaXJwySYlm0SkEISVbHonfj0mpfwF/LxMZ5rZ6i2FZrYpcAZ+XqeJoUQoIiKSaTNmwMMPB8tOOgn6909fXyRq660He+8dLLvuOli8OJp4clRqskmTg0smpbanL77wo1pFRPJJWMmmF/FJpf1Syq8DmvBD5aaa2UQz+wSYACwTr6OlUEREJD9deSUkj9lfaik48cTo4hHpjNTeTd99B3fcEU0sOai+HqZNC5apZ5Nk0siRUFoaLPv442hiERHprjCTTfcCb5vZ8JZC59wU4FigGT+f00bAWkDLy+vFzrkXQopRREQkc776Cu67L1j25z+3XmZIJNeMHg277BIsu/pqn2URPvkEmpqCZeuuG00sUpgqKmCttYJlGkonIvkmlGSTc67ROXeEc+5Q59yXKffdCawLXAU8gx9a9zdgY+fcX8KIT0REJOOuvjr4jbR3bz8xuEg+SO3dNHs2/POf0cSSYz74ILi96qp+NTqRTNK8TSKS78o6rpJ9zrnpwDlRxyG5p6ysjFGjRi25LZJtanOSEXPmwJ13BsuOOQaGtF5gVW1OwtapNrf55rDNNvDqq4myK66AI4+E8vKsx5jLUpNNG2wQTRz5Rq91XbP++vDgg4ltJZu6Tm1OwqY2F6T/Aclp5eXlrLbaalGHIUVEbU4y4pproKEhsd2rF5x+etqqanMStk63ufPOCyabvvoK/vUvOOywbIWWF5Rs6h691nVNas+mjz+G5ubWczlJ29TmJGxqc0FhzdmUlpmVmdng+EWJLxERyX/ffw+33BIsO/JIqKqKJh6R7tp+e9hkk2DZFVf4b7xFKhZr3cNkww2jiUUKW2qyafFimDkzmlhERLoj9GSTmY00s7/GV52rA76NX+rM7FMz+5uZrRN2XCIiIhlx/fVQW5vYLi2Fs86KLh6R7jJrPXfTtGnwxBPRxJMDPv8cFi0Klqlnk2TD8su3HnmtoXQikk9CSzaZWYmZXQtMBv6MX3WuBLD4pQRYEzgO+MDMrjezUOIzs1XM7Fozm2Zmv5jZT2Y20czOMLM+Pdx3HzPbz8xuju9znpk1mtmPZvaWmV1sZstn6m8pNLW1tTz11FM89dRT1CZ/eRPJErU56ZH58+Gmm4Jlv/89DB+etjqozUn4utTmdt+9dReLyy4D57IXYA5LHUK3/PL+Ih3Ta13XpT71PvwwkjDyltqchE1tLijMnk0PAicDpfjk0lTgbuDK+OVuYEr8vlLgROBf2Q7KzPYEPgJOxSe7+gADgNHA1fjEV7cGXprZesBc4HHgT/F9LoOfK2sgsClwETDdzH7boz9ERESi9/e/w88/J7bN4Nxzo4tHpKfS9W766CN45plo4omY5muSMKUO0UxtfyIiuSysnkMHAQfGNycDmzjn1nXOHeWcOzd+Oco5tx6wCfABPum0f/yx2YprA+BhoD+wCDgP+DWwPXB7vNoawLNm1p1FbfsDS8Vvv4FfcW9HYENgZ+BWIBav94CZ7dq9v0RERCK3aJEfQpfsgANgzTWjiUckU/bbD9ZeO1hWpL2b3n8/uK1kk2RTavt6772ifNqJSJ4Kq2fTMfHrGcAWzrmJbVWM37cVMB2fcPpjFuO6EegNNAE7OefGOufecs694pw7BjgzXm8N4LRu7D8GPAKMcs5t4Zy70jn3snPuA+fcOOfcn4D9AIfvzfU3M7Me/1UiIhK+W2+Fn34KlqlXkxSCkhI455xg2bvvwssvRxNPRJxTzyYJV2rPpu++g2++iSYWEZGuCivZtD4+oXKVc+6XjirH61yV9NiMM7ONgS3jm3c6595KU+1a4NP47ZPMrLwrx3DOvemc+61z7pN26jwFtMy0OQLQxxYRkXxTVwfXXBMs22OP1hNuiOSrgw9uPffY5ZdHE0tEZs+GH34IlinZJNk0YgT0Sxlbkdq7TkQkV4WVbOoVv/6oC49pqdulBE8X7JN0++50FZxzMeDe+OYywLZZiuV/SbdHZOkYIiKSLXfdBd9+Gyw777xoYhHJhrKy1r2bXnsNJkyIJp4IpPZq6t+/3bn/RXqspKR1QlPzNolIvggr2TQrfr10Fx7TP+WxmbZF/PoX4L126r2WdHvzLMVSkXS7OUvHEBGRbGhshKuvDpZtvz1sumk08Yhky2GHQVVVsKyIejelfsn/1a98MkAkm1KTTerZJCL5Iqy3yMfx8y/9pguP2R8/9O7JrEQELTNdfu6ca2qn3rQ0j8m0rZNuf9pmLRERyT0PPACzUn4XUa8mKUQVFXDmmcGyF1+EiW1OxVlQNF+TRCF13iYlm0QkX5gLYUkDM1sa33toFeD3zrlHOqi/P/AvfK+mjZxzCzIcTyVQG9981jm3Rwf1FwF9gbedc5tlOJb18f83pcDH8RX5urqPqg6qLA9MBJgxYwZVqb9KxvXq1YvS0lIAmpubaWhoaHenvXv3XnK7sbGRpqa2c3YlJSVUVCQ6cDU0NNDc3HYnrrKyMsrLy2lubmbBggU0NDSw1FJLLYkvVXl5OWVlZQDEYjHq6+vbjb2iooKS+M+RTU1NNDY2tlnXzKisrFyy3dHfWlpaSq9evZZs19fXE4vF2qzf8re2qK2tbbMu5OZ5alFXV0d7ryn5cJ6am5tZuHAhAP369Vvyf63z1Laifj7V11Ox4YaUfPbZkvLmTTah4ZVXKCkt7dR5amlzpaWlLLvsskvi0XlK0PMpve6ep86+t6Y9T7W1VK69Nvbdd0vKm/fYg4ZHHin487TWWhV8/XXid9p77oHDD9fzKVl75ynd+2shPJ9aZOs8TZkC664bvK+6upZllw2W5dvzKVm2zlNzczO//PIL5eXlLL300pSWlhbM86kzsefLeYLCed1rbm7mhx9+IBaLBb5HtBd7rpynmpoahg4d2nLXUOdcTbsH6oSynu6gM5xzC8xsB+Bh4F9m9jvgHnwC5Dt8D6blgDHA4cBewCTgwEwnmuKSp9pb1In6v+CTTUtlMggzqwDuwCeaALr7U3h1ZyuOHz+eQYMGpb1vyy23ZODAgQAsWLCACR3Mw7D33nsvuT1r1iymTp3aZt0BAwaw1VZbLdmePHkyc+bMabP+iBEjWGeddSgtLWXgwIG8+OKL1NXVtVl/9OjRrLTSSoB/cRo3bly7se+0005LXkTmzp3LpEmT2qxbWVnJzjvvvGR7+vTpzJw5s836K664ImPGjFmy/c477zBv3rw2648aNYrVVlttyXZHsefieWrx2muv6TzF6TylV2jnad6ttzImKdEE8O6OO/LdSy916zwNGTJkybbOU4KeT+l19zy1vLeOHz++W+dptV12YdS99y4pL33mGd667TZ+deihBXueFi4s5+uvdwuUtfRs0vMpIerzlKoQXvfWWgsqKx11dYkFq++66wPWX//7QH2dp/T0fNJ5gvDOU2lpKV9//XXenqdMy+gwOjNrbusCzARG44fT7YkfWvc1UAfUx28/jk80WbzuF2bW3hC37qpMut1+WtNrSR/2brdW1/0d/3cC/NM593SG9y8iItniHGs89ligaP6qq/LdRhtFFJBIOL7adVcalgr+/rbG449HFE04vvgiOO1oRYVj7WxNriCSpKwMRo4M9maZObMr0+CKiEQjo8PozKztvm7d55xz6ft3d5OZDcb3qAJ42Dl3UAf15wJDgCnOuXXbq9uFGM4BxsY3JwLbOud+6ea+NIxO3UDbpO666WkYXX6fp7aEeZ6annySsv32C9xf/8ADxPbdF+j8edIwOj2fkuX8MLqW+8aOpfyyy5ZsOzNiU6ZQOnIkUHjn6frryzjvvMT+NtrIMWmS72mi51OChtFl5zz96U8xbr010Udg//2buPfe4N+ST8+nVBpGl16xnCconNc9DaNL2X+Gk00XZWxnSZxzl2Ryf1HP2WRmfwRuiW9OA7Z0zv3Q0/22c7wq4kPtqqur20w25aLa2tolXQWTuwSKZIvanHSKc361uXffTZStvTZMmdLl5anU5iRsGWlz8+bBKqtAPHkAwBFHwN13ZybIHHPQQfDww4ntY46BW2+NLp58pNe67rv9dt/mWqy+OsyYEV08+UJtTsKWz20u5+dsynRSKFucc3Vm9iOwLNBu5sXMBuATTdCFuZHa2d/BwD/im7OAHbOZaBIRkSz473+DiSaAc87ROuhSPAYMgOOPhyuuSJTddx9cdBEMGxZZWNny3nvBbY2WlTClrkj32Wfw88/Qv3808YiIdEYxfyr+JH69mpm1l3RbK+n2pz05oJntBdyL/3//Btg+ExlDEREJ2eWXB7eHD4eDD44mFpGonHIKJP9q29wMV10VXTxZMn8+fP55sGz06LRVRbJinXX83E3JJk+OJhYRkc4q5mTT6/HrvkB7v09tnXT7je4ezMy2Bx7B9yb7Ed+jqe0p+UVEJDe98Qa8+mqw7OyzW38TECl0gwfDH/8YLLvrLpg9O5p4suT994PbvXr5L/8iYamogFGjgmWp7VJEJNdEkmwys3Iz28TMjjKzM+KXo+Jl5R3vISP+nXT7yHQVzKwEOCy+OR/4X3cOZGa/Bp4CKoAFwM7OubbXTxQRkdyV2qtppZXg8MOjiUUkaqef7rMvLRoa4Npro4snC1KH0K27bvBPFglD6lC61HYpIpJrQk02mVkfM7sCP4TsTeA24Mr45bZ42TdmNtbM+mQzFufcu8CE+OZRZpZu4u/TgJaFbW90zgWmcjezbczMxS/3pDuOmf0KeBbfg+oXYHfnnN4eRETy0fvvw/PPB8tOP93/7CxSjFZaCf7f/wuW3XILfP99NPFkQeqXeg2hkyikzhOmZJOI5LrQkk1mtjLwIXAmMBCwNi4DgbOAD+KrqGXTSfhV6cqAcWZ2jpltambbmtmtwNXxejOALv9MZ2YjgBeBZeJF5wMLzGyddi5DevxXiYhIdowdG9wePBiOPjqaWERyxVlnQfLyzrW1cP310cWTYZMmBbc1ObhEITXJ+emnsGhRNLGIiHRGKMmm+NC454HV8AmlafiE0jb4CbjXit8+Ez9xtwGrA893MHl3jzjnPgB+C/wMLAWMBd4CXgFaFhidge+NtDDtTtq3JZCcPLoe+LiDy3HdOI6IiGTbJ5/A448Hy045Bfr2TV9fpFgMGwaHHhos+/vfYd68SMLJpPnzYWbKDJtKNkkU1lsvODWgc/DBB9HFIyLSEXPOZf8gZscCNwEOn9C52DnX3EbdEuBifC8gB/zZOXdLluNbBd/LaXegCmgAPgceBf7unFvcxuO2ITGP0z+dc0ek3H8EcHcXw7nEOXdxFx/TrngPsWqA6upqqqqy3WFMRKQAHXoo3H9/YnvppWHWLH8tUuymT4e11/bfgFtccglceGF0MWXAK6/A9tsntnv1goULNWeTRGODDeDDDxPb113nf/MQEempmpoahg4d2rI51DlX09N9hjWM7gB84ujfzrkL2ko0ATjnYs65C4En8T2cDsh2cM65Wc65U51zazrn+jrnBjjnxjjnrm4r0RR/3KvOOYtfjkhz/z1J93f2cnE2/1YREemGmTPhX/8Klp1wghJNIi3WXBMOPDBYdsMNPjOTx1LnxVlvPSWaJDqpQ+lSh3iKiOSSsJJNLQvE3tWFx9wZv143w7GIiIh0zVVXQXPS7yR9+8JJJ0UXj0guOvfc4Pa8eX6y8Dym+ZoklyjZJCL5JKxkU8tPv3O68Jhv4tf9MxyL5JHGxkY+//xzPv/8cxobGzt+gEgPqc1JKzU1cM89wbI//QkGDcrI7tXmJGxZa3PrrQd77x0su+YaP2F4nkrt2aRkU/fpta7nUpNNM2b4ecUkPbU5CZvaXFBYyaaf4tfDu/CYlro/tVtLClpTUxNTp05l6tSpNDU1RR2OFAG1OWnlmmsg+QNDRQWcdlrGdq82J2HLaps777zg9nffwR13ZPYYIdHk4Jml17qeW2ed1sM4338/mljygdqchE1tLiisZNP7+PmX/tyFxxyHn+dJ6yyIiEg0vvsObrstWHbUUbDCCtHEI5LrxoyBnXcOll19NdTXRxNPD6R+ie/Vy3/ZF4lKRYXvQJhMQ+lEJFeFlWxqmVV1GzO7y8zaXCfazPqY2R3AdvGiB7MenYiISDrXXx8cAlRWBmeeGV08IvkgtXdTTQ3ce280sfSAJgeXXKR5m0QkX4SVbHoAeBPfu+lwYKaZ/dXMfm9mO5rZDvHbfwW+AI6MP+4N59wDIcUoIiKSMG8e3HRTsOyQQ2CVVaKJRyRfbLklbLVVsOzKKyHPhhS8+25wW0PoJBeMGRPcVrJJRHJVKMkm55wD9gTexiechuCH1N0LvAC8GL/95/h9BrwF7J1ufyIiIln3978Hl203g3POiS4ekXxy/vnB7S++gIceiiaWbkpNNm28cTRxiCRL7dn05Zfw44/RxCIi0p6wejbhnJsHbAGcAHyKTyilu3wKHA9sGX+MiIhIuBYtghtuCJYdeCCssUYk4YjknR12aJ2dufxyiMWiiaeL5s6Fr78OlinZJLlg5EiorAyWpQ75FBHJBaElmwCcczHn3E3OuVHASsDOwMHxy87ASs65Uc65fzjn8uPTiIiIFJ5bboGfUhZDPffcaGIRyUdmrXs3TZsGTzwRTTxdNHFicLtvX1h77WhiEUlWVgYbbBAs01A6EclFZWEcxMzuit983jn3KIBz7hvgmzCOL/mrpKSEAQMGLLktkm1qc0JtLVx7bbBsr71aLwGUIWpzErbQ2twee8D668PkyYmyyy6D3/zGJ6NyWOoQutGjobQ0mlgKhV7rMmf0aHjrrcR2anJUPLU5CZvaXJD56ZSyfBCz5vjN3ZxzL2b9gBJgZlVANUB1dTVVVVURRyQiksP++lc46aRg2TvvaAyNSHc88gj89rfBsqef9omoHLbLLvBi0ifWM86Aq6+OLh6RZPfeC4cfnthecUWYPTu6eEQk/9XU1DB06NCWzaHOuZqe7jOsdNv38eu5IR1PRESk6+rq4KqrgmU77qhEk0h3/eY3sOaawbLLLoMQfuzsLuda9xRJXQFMJEqpb0lz5ijZJCK5J6xk0yfxa60XLSIiuevOO/2n9mQXXRRNLCKFoLS09Xxn77wD//1vNPF0whdftJ6yTflmySVrrAFLLx0se+edaGIREWlLWMmm+/ErzR3eUUWRZA0NDUycOJGJEyfS0NAQdThSBNTmilh9PVx5ZbBsu+1g882zeli1OQlb6G3u4INh+PBg2eWXZ/+43ZQ6X9OQIbDyytHEUkj0Wpc5JSWtE6BKNrWmNidhU5sLCivZdDfwX2BvM7vYLMdnhZSc0dzczJw5c5gzZw7Nzc0dP0Ckh9Tmitjdd0NNyvD0EHo1qc1J2EJvc+XlcPbZwbJXX4XXX8/+sbshNdm08cY5P595XtBrXWZtsklwW8mm1tTmJGxqc0GhrEYHbAlcAwwGLgB+a2YPAx8B84B2z4RzbnzWIxQRkeLV0ABXXBEs23pr2GqraOIRKTSHHw6XXhqcWObyy+H556OLqQ3pkk0iuSa1XU6aBM3NWjVRRHJHWMmmV4HkmSDXwCedOsMRXpwiIlKM/vlP+PrrYNmFF0YTi0ghqqjwS7qdfHKi7IUX/Dfk0aMjCytVYyO8/36wTJODSy5K7dn0yy/wySew7rrRxCMikiqsYXTg52zq7kVERCQ7Ghth7Nhg2RZbwLbbRhOPSKE6+mgYPDhYlmNzN02Z4helTKZkk+SiIUNg2LBgmYbSiUguCavHkD6xi4hIbrrvPvjqq2DZhRdqkhaRTOvTB047LTh/07//DR9/nDPdMSZODG6PGAHLLhtNLCId2WST4NvXO+/AH/4QWTgiIgGhJJucc6+FcRwREZEuaWpq3bNis81ghx2iiUek0B17LFx1Fcyblyi74gp48MHoYkqi+Zokn2y8MTz8cGI7tf2KiEQpzGF0IiIiueWBB+CLL4Jl6tUkkj39+8NJJwXLHn4YZsyIJp4Ub70V3NYQOsllqfM2TZkCixZFE4uISKqs9mwys92BXYBVgFJgDn6y8Eecc43ZPLYUhrKyMkaMGLHktki2qc0VkXS9mjbeGHbeOdQw1OYkbJG3uRNOgGuvhYUL/XYs5udNu+ee8GNJMn++n2A52WabRRJKQYq83RWgDTeEsjL/dgb+qfTee34xVVGbk/CpzQWZc67jWl3dqdlywL+BtjoffwXs45z7OOMHl1bMrAqoBqiurqaqqiriiEREcsD998OhhwbLnnkGdt89mnhEisnZZ/vhdC1KS2HaNFhttchCevFF2GWXxHavXvDzz34hPZFctdFGwRUUr7oKzjwzunhEJD/V1NQwdOjQls2hzrmanu4z48PozKwU+A+wCW2vLjcceNHMBmX6+CIiIh1qbobLLguWbbQR7LZbNPGIFJvTTvMThrdoboa//CW6eIC33w5ub7SREk2S+1KH0mneJhHJFdmYs+lAYAzggM+Bo4B1gbWAA4CWt/LlgNOycHwREZH2PfIITJ8eLNNcTSLhGTwYjj8+WHb//fDZZ9HEQ+v5mjbdNJo4RLoidRL71KSpiEhUspVsAj9UbmPn3N3OuanOuRnOuceBLYHX8D2cDsjC8aWA1NXV8eKLL/Liiy9SV1cXdThSBNTmikAs1roHxa9+BXvuGUk4anMStpxpc6efDn37JrbTPTdDEou1/pKu+ZoyK2faXYFJTYrOng3V1dHEkmvU5iRsanNB2Ug2bYDv1XStc25+6p3OuWbgovjmcDPrl4UYpEA456irq6Ouro5szC8mkkptrgg89hh8+mmwLMJeTWpzEracaXPpejc98EAkK9NNmwYLFgTLlGzKrJxpdwVmjTVg4MBg2ZtvRhNLrlGbk7CpzQVlI9k0OH49qZ06yfdp3iYREQlHup4T664Le+8dTTwixS5Hejel9mqqqvIXkVxXUtI6Mapkk4jkgmwkm3rHrxe1VcE5tzhpszILMYiIiLT25JMwZUqw7MIL/ad1EQnfoEFwwgnBsgcfbD2nWpalztekXk2ST5RsEpFclAufrjUbq4iIZF8sBhddFCwbNQr22y+aeETEO+00WGqpxHYs1nq1yCzT5OCSz3796+D2hx/C4sVpq4qIhCYXkk0iIiLZ98gjMHVqsOyCC9SrSSRqEfduWrAAPvkkWKaeTZJPxoyB0tLEdlMTTGpvQhMRkRCUZXHfx5nZd5mo55y7NEMxiYhIMWpqgosvDpatsw4coEVRRXLCaafB3/4Gi+KzMLTM3XT//Vk/9LvvQvI8rr16wYYbZv2wIhmz1FKw/vrw/vuJsjffhK22ii4mEZFsJpuO7eD+lrf1juoBKNkkIiLd969/te4lcckl6tUkkiuWXRZOPBHGjk2U/etfcP75sNZaWT106hC6DTeEioqsHlIk437969bJJhGRKGUr2ZTJeZi0ZmARKy8vZ/To0Utui2Sb2lwBamz0iaVkG2wA++4bTTwp1OYkbDnb5k491fduWrjQb8dicOmlfkhdFmly8HDkbLsrEJttBn//e2L7zTd9jz0r4tlx1eYkbGpzQeZcZnM5ZrZ1RncIOOdey/Q+i4mZVQHVANXV1VRpLV8RKSZ33gl/+EOw7OmnYY89oolHRNp2/vlw+eWJbTP46CM/7DULmpt9p6oFCxJlDz8MBx6YlcOJZM1XX8Hw4cGy6dNhjTUiCUdE8kxNTQ1Dhw5t2RzqnKvp6T4z3rNJiSEREckZDQ1+3pdkG28Mu+8eTTwi0r6W3k0//+y3nfOrSD7+eFYON3VqMNEEsPnmWTmUSFatsgqssAJ8802i7M03lWwSkehosgrJabFYjNraWmpra4nFYlGHI0VAba7A3HUXzJoVLLv00pwaV6A2J2HL6TY3cKBPOCV74gl4772sHO7114Pbw4fDSitl5VBFL6fbXQEw8/M2JUsdIlps1OYkbGpzQUo2SU6rr69n3LhxjBs3jvr6+qjDkSKgNldA6urgssuCZZtvDjvtFE08bVCbk7DlfJs75RSfdEp2wQVZOVRqsmmLLbJyGCEP2l0BSJ1vrNgnCVebk7CpzQUp2SQiIoXp9tth9uxgWY71ahKRNPr3h7POCpY9/zy88UZGD+McTJgQLNtyy4weQiRUqT2bpk6FefOiiUVERMkmEREpPIsXB5dQB9hmG9huu0jCEZEu+vOfYbnlgmXnn+8zRBny9ddQkzL9qXo2ST7bcEOoqEhsO6feTSISHSWbRESk8Nx8M3z7bbDs0kujiUVEuq5vXzjvvGDZq6/CK69k7BCpQ+iWXRbWWitjuxcJXUUFbLJJsGz8+GhiERFRsklERArLwoVw5ZXBsh131PgYkXxzzDGQWIbZO++8jPVuSk02bb65RtlK/kt9q0sdKioiEhYlm0REpLBcdx388EOwTL2aRPJPRUXricHfeQeefTYju9fk4FKIttoquD1xoh9ZLiISNiWbRESkcHz/PVxzTbBsr71g002jiUdEeuaII2DEiGDZBRdAD5eUnjcPpkwJlinZJIVgs82gJOkbXlOTz9GKiIRNySYRESkcV1wBixYlts3g8suji0dEeqa8HC6+OFj24Yfw+OM92m3qwnaVlbDRRj3apUhO6NfPTxSeTEPpRCQK5jK4qofkJjOrAqoBqqurqaqqijiizovFYtTX1wNQUVFBSYnyo5JdanN5rLoaVl8d4ucPgEMOgfvuiy6mTlCbk7DlXZtrbob11oNPPkmUrbWW75pUWtqtXZ59Nlx1VWJ76639/OOSPXnX7vLYqafC9dcntrffHl5+Obp4oqI2J2HL5zZXU1PD0MQ8iUOdczXt1e+M/PnrpSiVlJTQu3dvevfunVdPVslfanN57JJLgomm8nJfluPU5iRsedfmSktbz7s2bRrce2+3d6n5msKXd+0uj6VOEv7WW9DYGE0sUVKbk7CpzQXpf0BERPLf9Olw993BsmOOgVVXjSYeEcms/fZrPTbowguhtrbLu6qt9ZMmJ1OySQpJantevBjefz+aWESkeCnZJDmtqamJ2bNnM3v2bJqamqIOR4qA2lyeSp0wuE8fOP/86OLpArU5CVtetjkzGDs2WFZTAzfd1OVdvf02NDQktktK/KTKkl152e7y1ODBsPbawbJinLdJbU7CpjYXpGST5LTGxkYmTZrEpEmTaCzG/r8SOrW5PPT++/Doo8Gyk06C5ZePJp4uUpuTsOVtm9tpJ9huu2DZ2LEwf36XdpM6N9OGG8LSS/coMumEvG13eSp1KF0xJpvU5iRsanNBSjaJiEh+O/fc4PYyy8AZZ0QSiohkkRlceWWwbN684EzfnZCabNpmmx5FJZKTttoquD1hQrADsIhItinZJCIi+evVV+HFF4NlZ50FAwZEEo6IZNmYMXDAAcGyG26A2bM79fDaWj+MLpmSTVKIUns2zZsHU6dGE4uIFCclm0REJD8517pX0worwIknRhOPiITjssv8CnUt6uo6vfJkuvmaNDm4FKKVV4ZVVgmW/e9/0cQiIsVJySYREclPTz7p13NOdsEFfnJwESlca6wBf/hDsOzOO2HatA4fqvmapJhsu21wW8kmEQmTkk0iIpJ/Ghvh7LODZauuCkcdFU08IhKuiy4KJpZjMTjvvA4fpvmapJikzqf/6qvQ3BxJKCJShJRsEhGR/HPrrfDZZ8GyK66AXr2iiUdEwrXCCnDyycGyJ55oPSFTEs3XJMUmtWfT/PkweXIkoYhIEVKySXKamVFZWUllZSVmFnU4UgTU5vLAggWt52fZZJPWkwbnCbU5CVvBtLkzz4SBA4NlZ53l53NLQ/M1Ratg2l0eqaqC1VcPlhXTUDq1OQmb2lyQuTbekKVwmFkVUA1QXV1NVVVVxBGJiPTAuef6XkzJJkzQt0aRYnTddXDaacGyZ56B3XdvVfWii+DSSxPbo0fDxIlZjk8kYn/8I9x2W2J7t93g2Weji0dEclNNTQ1Dhw5t2RzqnKvp6T7Vs0lERPJHdTVcf32wbJ99lGgSKVbHHQeJD8feGWdAU1OrqpqvSYpR6rxN48f7aQ9FRLJNySYREckfF1zglzlvUVoKV14ZXTwiEq3KSvjLX4Jln34Kt98eKNJ8TVKsUtv5okXw3nuRhCIiRUbJJslpjY2NTJkyhSlTptCon2EkBGpzOWzyZLj33mDZH/8Ia64ZTTwZojYnYSu4NnfoobDBBsGyiy7y87vFvf665muKWsG1uzyx3HIwcmSwrFjmbVKbk7CpzQUp2SQ5rampiZkzZzJz5kya0nSJF8k0tbkcdsYZwYl/+/XzXyjznNqchK3g2lxJCVx7bbDs++8Dc7u9/HLw7jFjYOmlQ4hNlii4dpdHUofSFUuySW1OwqY2F6Rkk4iI5L4XX4SXXgqWnXUWDBkSTTwiklu23Rb22itYdv318NVXQOtk0447hhOWSC7Ydtvg9uuvQ319NLGISPFQsklERHJbc7Pv1ZRspZXglFOiiUdEctPVV0NZWWK7oQHOOYcffoAPPghW3WGHcEMTidLWW0PyKuy1tfDOO9HFIyLFQckmERHJbXffDR9/HCz7y1+gT59o4hGR3LTmmn51umQPPcQrt8wIjMDt0wc22yzc0ESitOyysP76wbLU3n4iIpmmZJOIiOSuBQvgvPOCZeuuC4cdFk08IpLbLrwQllkmUPTS3z4NbG+9NfTqFWJMIjkgdejouHHRxCEixUPJJhERyV2XXQbffRcsu/ZaKC2NJh4RyW3LLgsXXLBk0wEvfRfs0qEhdFKMdtopuD1xIvz0UzSxiEhxULJJRERy04wZcOONwbK99tLMviLSvj//GUaMAGAmI5jFsMDdegmRYrTFFlBZmdiOxeCVV6KLR0QKX1nHVUSiU1payoorrrjktki2qc3lkNNOg8bGxHZ5eevlzQuA2pyEreDbXEWFnyz8N7/hZYLdmJZbDtZZJ6K4ilzBt7scV1nph5C++GKi7KWXYP/9o4sp29TmJGxqc0HmkmdMlIJkZlVANUB1dTVVVVURRyQi0oEXXoBddw2WnXkmXHVVNPGISH5xDrbemv0nnMjjJL5N/36/Wu5/vHeEgYlE57rr/O84LVZZBb78MrhSnYgUp5qaGoYOHdqyOdQ5V9PTfWoYnYiI5JbGRjjllGDZcsu1nihcRKQtZjRffS2vsF2geIdv74soIJHopc7bNGsWfP55NLGISOFTsklERHLLzTfDtGnBsiuugP79o4lHRPLSeyVjmMfAQNkOb14Kb7wRUUQi0Ro1ClZYIVimVelEJFuUbJKcVl9fz/jx4xk/fjz19fVRhyNFQG0uYj/8ABddFCzbaCM4/PBo4gmB2pyErVja3PPPB7fX4lOqmA3HHw/NzdEEVcSKpd3lMrPWvZsKOdmkNidhU5sLUrJJclosFmPevHnMmzePWCwWdThSBNTmInbhhTB/frDsxhuhpHDfrtTmJGzF0uZSk027Ei/48EO4/fbQ4yl2xdLucl1qsumVV4JrcRQStTkJm9pcUOF+ehcRkfzy0Udw663BsoMPhs03jyYeEclb338P774bLFuSbAI/B9yPP4YblEgO2CG4QCOLFsHbb0cTi4gUNiWbADNbxcyuNbNpZvaLmf1kZhPN7Awz69PDfZeY2UgzO8LM/hHfb72Zufhlm8z8FSIiecw5OOEESP4VqHdvrT4nIt0ybpx/WWnRp7KZrRifKPjpJzj//PADE4nYkCGwwQbBshdeiCYWESlsRZ9sMrM9gY+AU4E1gT7AAGA0cDXwgZmt1oNDHApMBe4Gjo3vt1dPYhYRKTj33QfjxwfLzj4bEkuwioh0WuoQuu13LKVi/72ChbfeCh98EF5QIjkidSjds89GE4eIFLaiTjaZ2QbAw0B/YBFwHvBrYHugZTD/GsCzZtavu4dJut0IvA983M19iYgUnnnz4PTTg2XDhrUuExHphObm1j01dtsNuPZa32OyRUuPyuQuUCJFYPfdg9uTJ0N1dTSxiEjhKupkE3Aj0BtoAnZyzo11zr3lnHvFOXcMcGa83hrAad08xifAicBmQH/n3EbAEz2MW0SkcJx3np9gJdnf/gZ9ejSKWUSK1KRJradj2nVXYOWV4dxzg3e88QY88EBosYnkgs02gwEDgmXPPRdNLCJSuIo22WRmGwNbxjfvdM69labatcCn8dsnmVl5V4/jnHvXOfc359zbzrm6boYrIlKY3n0XbrklWLbPPrDHHpGEIyL5L/VL88iRsMoq8Y3TT4dVVw1WOOMMWLAglNhEckFZGeyyS7BMQ+lEJNPKog4gQvsk3b47XQXnXMzM7gWuAJYBtgXGZT0yWaKsrIxRo0YtuS2SbWpzIWpuhmOPTZnFtw/ceGN0MUVAbU7CVuhtLnW+pl13TdqorITrr4e9906Uffut72H597+HEl+xKvR2l2923x3+9a/E9ssvQ21tcKRpvlObk7CpzQUV8//AFvHrX4D32qn3WtLtzVGyKVTl5eWstlpP5mcX6Rq1uRDdcgu8/36w7KKL/FCXIqI2J2Er5Db33Xd+GF2y3XZLqbTnnj4DlZyV+sc/4NBDYZNNsh5jsSrkdpePdtkFSkoSi8DW1sKrr6YkZ/Oc2pyETW0uqGiH0QFrx68/d841tVNvWprHiIhIT7T0JEg2ciScfHIk4YhIYXjhhWBnyaWWgi22SKlkBjfd1Hqy8GOOgcbGUOIUidqyy8KmmwbLNJRORDKpKHs2mVklMCi+WdNeXefcPDP7BegL5OQa3GZW1UGV5Vtu1NbWUltbm7ZSr169KC0tBaC5uZmGhoZ2d9o76UNaY2MjTU1t5+xKSkqoqKhYst3Q0EBzc3Ob9cvKyigvT0yRVVdXh2tntZjy8vIlXRVjsRj19fXtxl5RUUFJic+1NjU10djOh0szo7Kycsl2R39raWkpvXr1WrJdX19PrOVnozRS/9a2zk8Lnaf0dJ7y7DylmSOl/vrriTU3+59X43Se9HwCnae26Dy1Pk9PPtkLKF2yvf320KtXmvO0/PKUnXsu5RdckCj76CO48UZip56q85REz6f0CuE87bEHvPlmovzpp2NcfXU9ZsH6Ok9t0/MpPZ2n/DxPmVaUySagX9LtRZ2o35JsWio74fRYpxcrHT9+PIMGDUp735ZbbsnAgQMBWLBgARMmTGh3X3snzXcwa9Yspk6d2mbdAQMGsNVWWy3Znjx5MnPmzGmz/ogRI1hnnXWora1l3LiORy6OHj2alVZaCfAvTh09ZqeddlryIjJ37lwmpfa5T1JZWcnOO++8ZHv69OnMnDmzzforrrgiY8aMWbL9zjvvMG/evDbrjxo1KtDdsqPYc/E8tXjttdeoq2t7Hnydp7YV1XmqqID77w+UV2+zDe/X1kLKsYrpPEHw/zLy86TnU1o593zqxnnq7Htrvp2nhoYSXnghOAao5RDpzpOtvTZbr7IKS8+alSi86CIa9tiDcdOntxu7nk/pFePzqUU+nqfddw8u0Pj11yXceedbrLzywkD9fD5PqcfIx/PUQs+nhFw9T515f83l85RpxTqMLjl9135a02tJHxbQlHkiIuGzhgY/KXiShr59mXrEEdEEJCIF46OPBlNXl/gdtaSk/YUtXVkZk489FpfcjWPxYspPPjk4Fk+kQK27LlSljI+YNGm5aIIRkYJj7XXZKlRmNhj4Lr75sHPuoA7qzwWGAFOcc+tm4PgXAxfFN7d1zr3aw/11ZhjdRIAZM2ZQlfquEpeL3QuTs8NbbbVVm9381A20bcXaDbS756muro7x48cDwTan89S2rpyn8ksuoeyqqwJlDTfcQPMxx6StXwzPp+Q2l/xrVCE8n9qSj+eprdjz8Tx19r01387Tn/9czt13J5JNW2wBLT9et3eeyk86ibLbbw+U1T/wALF9920zHj2f0mvvPKV7fy2E51OLfD1Pf/oT3Hpr4r5NN23mlVeCx8rX85Tu/TVfzxMUx/tTi3w9T515f83V81RTU8PQoUtmDRrqnGt3uqHOKNZhdMl9QzszNK5v/LozQ+5C11FDsKRf7Hr37h148rSltLS0U/ValJeXB540HUl+MemsysrKTsVUUlLSpdjLysq6tDRlV//W5DeJzuhK7Ll2nroy5jcfzlN7bU7nKb12z9OHH8K11wbLxoyh1/HHQ2lp2oek0vMpvXx4PrVH5ym9bJ8n6Px7K+T2eYrF4LnngnWSRkG0f56uvhqeftovXBBXcfrpfm34pZfuMBY9n9rW1vOprXaXz8+nfD1Pe+0VTDa9/XYp8+f3ZoUV2n6MzlN6en9qWzGdpxadfX/NpfOUaUU5jM45Vwf8GN9st1eQmQ0gkWzq9NxIIiKSpKkJjjrKX7coK4M77+x0oklEpC3vvANz5wbLkpNN7VpmGbjxxmDZN9+0XjFTpABtvz306xcse+qpaGIRkcJSlMmmuE/i16uZWXvpvrWSbn+axXhERArXddfB++8Hy849108YISLSQ6lfjtdeG1ZfvQs7OOAA2DU4uTj/+Ae89VaPYxPJZRUVsNtuwbInn4wmFhEpLMWcbHo9ft0X2Kidelsn3X4je+GIiBSoGTPgoouCZSNHBpfAERHpgdRkU6d7NbUwg5tuguThCc7BkUdCB3OBiOS7/fYLbr/yCsyfH0koIlJAijnZ9O+k20emq2BmJcBh8c35wP+yG5KISIGJxeDooyF5SVczP3yui+PxRUTSmT4dpk0Llu2zTzd2NHw4XHJJ651feGF3QxPJC7vuGnxLbmqCZ56JLh4RKQzFOkE4zrl3zWwCsCVwlJn90zmX2lf6NGDt+O0bnXOBqdzNbBsSCah/OueOyF7ExalXr15sueWWS26LZJvaXIbddhvEV4JZ4uSTYdNNIwknF6nNSdgKrc2l9mpaYQUYM6abOzvlFHjsMXj33UTZtdf6rh+bbdbtGKXw2l0h6dcPdtgBnn02Ufbkk3DIIdHFlAlqcxI2tbmgok02xZ2EHxrXGxhnZmPxyaPewEFAy1rcM4Br0+6hE8zsiJSiXyXd3sXMhiVtf+6cex0B/GoBAwcOjDoMKSJqcxlUXQ1nnhksGz4c/vKXaOLJUWpzErZCa3OPPRbc3nNPKOlu3/2yMrj7bthgA2hZGts5OOIIv6JmF1YBkqBCa3eFZr/9gsmmF17wI0jzucmrzUnY1OaCijrZ5Jz7wMx+C9wP9AfGpqk2A9jdObewB4e6u537zkrZ/ieJ+aRERPKTc3DssbAw5aXz9tuhb9/0jxER6aIvv4SJE4Nlv/lND3c6cqQfTnfOOYmyGTPgggvgmmt6uHOR3NSSpI3F/PbixTBuXDfmPxMRiSvmOZsAcM49DawHXI9PLC3Gz880CZ8I2sA593lkARa55uZmfvrpJ3766Seam5ujDkeKgNpchtxzT/AnUoCjjvJrLEuA2pyErZDa3KOPBreXXRa23TYDOz79dNh442DZddfBm29mYOfFqZDaXSEaPBjio3+WeOKJaGLJFLU5CZvaXFDRJ5sAnHOznHOnOufWdM71dc4NcM6Ncc5d7Zxb3M7jXnXOWfxyRDv1rAuXNvdTjBoaGpgwYQITJkygoaU7u0gWqc1lwJdfwkknBctWWEE9AtqgNidhK6Q298gjwe399oPy8gzsuGU4XfKcG1qdrkcKqd0Vqn33DW4/9RTU10cTSyaozUnY1OaClGwSEZHMaW6Gww9vPXzulltgmWUiCUlECtMXX8B77wXLDjwwgwcYORIuvTRY1jKcTqQApQ5BXbAAXnwxmlhEJP8p2SQiIplz7bUwYUKw7KijYK+9oolHRApW6hC6QYNgm20yfJDTTtNwOikaVVWth9I99FA0sYhI/lOySUREMmPyZDj//GDZ8OFw/fXRxCMiBS11CN1vfuNHv2VUWZmfg66iIlHmHBx6KPz8c4YPJhK9gw4Kbj/1FPzySzSxiEh+U7JJRER6rq4ODjkEGhsTZWZw773Qr190cYlIQZo5E95/P1h2wAFZOtjaa/vV6ZJ98QWccEKWDigSnf3396vStVi8GJ55Jrp4RCR/KdkkIiI9d8EFMGVKsOyss2CLLaKJR0QKWuoQusGDYeuts3jA006DX/86WHbvvRpjJAVnyJDWC8eqmYtIdyjZJCIiPfPqq36upmTrr9+6J4CISAY4Bw88ECzLyhC6ZGVl/qD9+wfL//QnmDUriwcWCV/qULrnnvOThYuIdIWSTSIi0n0LFvjV55xLlPXqBfffH1wyXEQkQyZPbt2R8re/DeHAw4bBzTcHyxYs8EOIm5pCCEAkHPvtB+Xlie2GBvj3vyMLR0TylLnkLwhSkMysCqgGqK6upqqqKuKIRKQgOAcHHwwPPxwsv+YaP+RERCQLTjvNLwjXYuWV4csvg/PMZNWhh/qEerJLL/XDiUUKxN57w3/+k9jeeWd44YXo4hGR7KqpqWHo0KEtm0OdczU93ad6NomISPfcdlvrRNM228App0QSjogUvqYmePDBYNnvfx9iogngppv8SpvJLrkE3norxCBEsit1KN3LL8M330QTi4jkJyWbRESk6yZPhpNOCpYts4xfIjzUb30iUkz++1/49ttg2aGHhhxE//5+/qbS0kRZc7PPev38c8jBiGTHnntC376J7ebm1nOliYi0R98IJKc1Njby+eef8/nnn9OYvKS6SJaozXXCwoVw4IFQXx8sv/tuWGWVaGLKY2pzErZ8bnP33Rfc3mgjWHvtCALZbDO48MJg2ZdfwnHHBeewkyXyud0Vo6WWggMOCJbdc09+NW+1OQmb2lyQkk2S05qampg6dSpTp06lSZNvSgjU5jrgHBx7LMyYESw/6STYZ59IQsp3anMStnxtcwsXwpNPBssOOyyaWAA491zYfPNg2QMPwO23RxNPjsvXdlfMjjgiuD11Krz3XiShdIvanIRNbS5IySYREem8u+5q3Y9+9Gi4+upo4hGRovHEE7B4cWK7tLT1vDKhKivzE4X37x8sP+EEmDQpmphEMmjLLVtPT3bPPZGEIiJ5SMkmERHpnI8/huOPD5b17+8nCe/VK5qYRKRo3HtvcHuXXWDIkGhiWWLYMJ+ET9bQAPvvDz/9FElIIplSUgKHHx4se/DB1qPoRUTSUbJJREQ6tmiRn6epri5YftddsOqq0cQkIkVj5kx45ZVgWegTg7flN7+BU08Nls2aBYccArFYNDGJZEjqUNV58+Dpp6OJRUTyi5JNIiLSPufgT3+CadOC5ccf779kiYhk2Z13BrcHDIC99oomlrSuvBK22CJY9vzzMHZsNPGIZMjw4bDNNsEyDaUTkc5QsklERNp3/fWt52nacEO45ppo4hGRotLY2Hqk2mGHQe/e0cSTVnm5H1K83HLB8gsvhJdeiiYmkQxJnSj8hRdg9uxIQhGRPKJkk4iItO2ll+CMM4Jl/fr5L1UVFdHEJCJF5emnYe7cYNnRR0cTS7tWXBEeeshPdNPCOTj4YKiuji4ukR76zW+gb9/EdnMz3HFHdPGISH5QsklyWklJCQMGDGDAgAGUlKi5SvapzSWZORN++9vWc47cdx+stlo0MRUgtTkJW761udtuC25vvjmMGhVNLB3aZpvWQ+d+/BEOOKDoZ1XOt3YnCUstBb//fbDs9tsh11d2V5uTsKnNBZlzLuoYJMvMrAqoBqiurqaqqiriiEQk5y1aBJttBlOmBMsvucQPCxERCcGXX8KIEb6DUIt77mm9QlZOcQ723ReeeipYfthhPnizSMIS6YkPPvAj6JM98YRv6iKS/2pqahg6dGjL5lDnXE1P96l0m4iIBMVi/ptcaqJp333h/POjiUlEitKddwYTTUsv7TsJ5TQzn1QaMSJYfu+9cPXVkYQk0lMbbACbbBIsu/nmaGIRkfygZJOIiARdfrn/uTLZqFHwz38G5yIREcmihobWE4Mfeij06RNNPF2yzDL+dTR5ohuAc86Bf/87iohEeuzYY4PbL70En38eTSwikvv0rUFyWkNDAxMnTmTixIk0NDREHY4UgaJvc0891XqY3IABvrxfv2hiKnBF3+YkdPnS5h57DL75Jlh2zDHRxNIt660HDz4YHDbnnJ/85sMPIwsrKvnS7qRtBx7oPxIku/XWaGLpDLU5CZvaXJCSTZLTmpubmTNnDnPmzKG5uTnqcKQIFHWb+/BDOOSQYFlJiV95LnU4iGRMUbc5iUQ+tDnn4IYbgmWbbw7rrhtJON23115w5ZXBssWLYc894dtvo4kpIvnQ7qR9vXvDkUcGy+66C+rqoomnI2pzEja1uSAlm0REBL7+GnbbzU8Mnuzqq2HHHaOJSUSK1ttvw8SJwbKTT44klJ474ww44ohgWU0N7L031NZGEpJId/3xj8Htn36CBx6IJhYRyW1KNomIFLt582DXXVuPVznkEDj11GhiEpGiduONwe2VV4Z99okklJ4zg1tugS22CJa/+y78v/8XnAFdJMetsQbssEOw7Lrr1IxFpDUlm0REill9vV9l7pNPguVbbw133KElukUkdNXVfr6mZCecAGVl0cSTERUVfsLw4cOD5Q89pFU+Je+k/g71ySfwwgvRxCIiuUvJJhGRYhWL+aEdr70WLB85Ep580n85EhEJ2U03QfJUF336wFFHRRdPxgweDE8/3XqxhbFjW3flEslhu+ziPyoku+aaaGIRkdylZJOISLE6+2z/q3qyFVaA555rvdyMiEgIfvkFbrstWHbEEQX0kjRqlF90oSTlI/jJJ2viG8kbZq17N73ySlEusigi7VCySUSkGP397/B//xcsW2opn2haZZVoYhKRonfbbX4auWQnnhhNLFmz665+DqdURxyhsUiSN37/exgyJFh27bXRxCIiuSmfR79LESgrK2NEfMn1sryerEHyRVG0uUceaf3trawMHn8cfvWrSEIqZkXR5iSn5Gqbq69vPRRn991hzTWjiSerjj4afvgBzj03UdbUBL/5Dfz3v7DpptHFliW52u6keyor4fjj4cILE2UPPQRXXAFVVdHFlUxtTsKmNhdkTksHFDwzqwKqAaqrq6nKlXcAEQnfU0/5LzPJE6IA3H1366W5RURCdNttrZdVf/NN2GyzaOLJOuf8WKQbbgiWDxwIEya0nhRHJMf88INfKbK2NlF24omagkwkH9XU1DB06NCWzaHOuZqe7lPD6EREisXzz8MBB7RONF16qRJNIhKppia46qpg2TbbFHCiCfzEN9de68cjJfvpJ9h5Z/j662jiEumkQYPgyCODZbfdBt98E008IpJblGwSESkGr7wC++0HjY3B8hNO0LLbIhK5hx6CL74Ilp13XjSxhKqkxPcs3XXXYHlNDWy3nb8WyWFnngnl5Yntujq4+uro4hGR3KFkk+S0uro6XnzxRV588UXq6uqiDkeKQEG2uddfhz339J8Akx19tO/rbhZNXAIUaJuTnJZrbS4W8/O8JNt4Y9h++2jiCV15OTz6aOt5mmbO9N27qqsjCSvTcq3dSWasskrrztG33ALffhtJOAFqcxI2tbkgJZskpznnqKuro66uDs0vJmEouDb37ruw226weHGw/NBD/adBJZoiV3BtTnJerrW5xx6DTz4Jlp13XpG9PPXtC88+23qepgJKOOVau5PMOfdcv85Ii7q61gveRkFtTsKmNhekZJOISKH64AM/78fChcHyAw6Au+7ywzdERCLU2Nh6JO+668Iee0QTT6QGDvQr0a29drD8iy98wklzOEmOGjYMDj88WHbzzTB3biThiEiO0DcNEZFC9OabsO22MH9+sHyvveCBB4I/QYqIROTuu+Gzz4JlF19cxLnw5ZeH//2v7YTTrFmRhCXSkXPPhdLSxHZtbevhsSJSXIr1rVxEpHC99BLsuCMsWBAs33lneOSR4EyeIiIRqa2FSy4Jlo0ZA/vuG008OWO55XzCKXVI3ZdfKuEkOWvVVeGww4Jl//iHHwkqIsVJySYRkULy5JN+/EnqHE3bbQdPPAEVFdHEJSKS4u9/hzlzgmVXXllkczW1Zbnl/Cqio0YFy7/6CrbaCqZPjyQskfZceCH06pXYbmz0PZ5EpDgp2SQiUijuvdfPx9TQECzfYw945hno0yeauEREUsyf33qIzY47+ry4xLUknNZZJ1j+9dew+ebwzjvRxCXShmHD4IQTgmWPPKKmKlKslGwSESkEf/+7n52zuTlYfvDBvkdT797RxCUiksZf/gLz5gXLxo6NJpacNmRI+oTTjz/6zNxzz0UTl0gbzj0XllkmWHbmmaCFuUSKj2lJvsJnZlVANUB1dTVVVVURR9R5TU1NzI0vZbHccstRpkmNJcvyrs0557+1XXRR6/v++Ee46abgjJ2Sc/KuzUnei7rNffoprLceNDUlyvbfHx59NNQw8ssPP8Buu8HEicHy0lK4887WS4HloKjbnYTnmmvgjDOCZU895dcoCZPanIQtn9tcTU0NQ4cObdkc6pyr6ek+lWwqAvmcbBKRdtTXwzHH+OFzqc48U5OfiEjOcQ522glefjlR1qsXTJ0Kq60WXVx5YdEin5V78cXW9115pX/d12u+5IC6OlhrreBc9quuClOmqKO1SK7KRrJJw+hERPLRDz/4CU7SJZouv1yJJhHJSf/+dzDRBHDaaUo0dcpSS8HTT8Ohh7a+7+yz4ZRTWg+lFolAZaX/KJLsiy/8RxMRKR7q2VQE8rlnUywWo76+HoCKigpKSpQflezKizY3fTrsvnvr9YTN4G9/gz//OZq4pFvyos1JQYmqzdXWwsiRfkG1FiutBNOm+TyKdFIs5pNL//d/re/bbTd48EFYeunw4+qAXuuKSyzmF058441EWa9evnfT6quHFYPanIQrn9ucejZJ0amvr2fcuHGMGzduyRNXJJtyvs298gpsumnrRFPfvn5CBCWa8k7OtzkpOFG1ubFjg4km8HO7KNHURSUlcPXVcN11re977jnYZBP/o0SO0WtdcSkpgZtvDk4b2dAAxx8f3mThanMSNrW5ICWbRETyxR13wM47+zXDk620Erz+Ouy5ZyRhiYh0ZPLk1kNottoKfvvbaOIpCKecAg88AOXlwfLp02HjjbVSnURu3XXh5JODZePGaTEAkWKhZJOISK6rrYU//AGOPjq4fBPARhvBu+/Cr34VSWgiIh1pbIQjjwy+fJWV+VG/mlquh373Oz8J1uDBwfKff4Y99oCrrtKa8xKpiy7yv4klO/FEP/WkiBQ2JZtERHLZZ5/BZpv5pa1T7bcfvPYarLhi+HGJiHTSNdfABx8Ey84+G9ZbL5p4Cs5WW8HEia1/dHDO/0f/7nfwyy+RhCbSrx/ccEOwbO5cjfoXKQZKNomI5KrHH/c9lyZPbn3fWWf5fuh9+4Yfl4hIJ02bBpdcEiwbORLOPz+aeArWKqv4mZjTjUt86CEYMwY++ij8uESA3/ym9Uj/Rx6Bhx+OJh4RCYeSTSIiuaahwc/Fsf/+sHBh8L6+ff0cHVde6WffFBHJUQ0NcMghkDxHakkJ3HUXVFREF1fB6tMH/vUv//6QOj7x00/9PE433aRhdRI6M7jtNhg4MFh+3HHwzTfRxCQi2advKiIiueTLL2HrrVv3OQffHWDiRD8kQkQkx51zDrz3XrDslFP8YmmSJWa+5+szz0D//sH76uv9UmD77AM//hhJeFK8ll/er06X7Kef/JSUsVg0MYlIdinZJCKSC5zzP/utuy68/Xbr+w891E8Evvba4ccmItJFzz0H110XLFtzTbj00mjiKTq77eZ/nNhgg9b3/ec/sP768OqroYclxe3AA/0l2XPPwf/9XzTxiEh2mVNX2oJnZlVANUB1dTVVVVURR9R5sViM+nj/+4qKCko0bEiyLJI2N3u2/2nvhRda31dR4Zds+sMftGxTgdLrnIQt221uzhyfy0hebaqiAt55x5dLiOrr4dxzW2f+wL+nnHkmXHwxVFZmPRS91gn414V11vGThLcoLYVXXvFz3WeS2pyELZ/bXE1NDUOHDm3ZHOqcq+npPvPnr5eiVFJSQu/evendu3dePVklf4Xa5pzz8y+ts076RNOqq8Kbb8LRRyvRVMD0Oidhy2aba2iAgw5qvaz5tdcq0RSJigr/n//sszB4cPA+5+Cqq/yJef31rIei1zoBGDTIf/RJ/ljT3OxfN5ITUJmgNidhU5sL0v+AiEgUvvvOTwB+yCEwf37r+48+Gj78EDbcMOzIRES6xTk44QSYMCFYvs8+fiJgidBuu/mVTXfYofV9M2bAllv6+ZxSF6UQyYLtt/cd6pJ9841PODU2RhKSiGSBkk2S05qampg9ezazZ8+mqakp6nCkCGS9zTU3+9WA1lgDnnii9f0rrOB/gb7tNujXL/PHl5yj1zkJW7ba3E03+ZeuZEOHwp13qnNmTlhhBXjxRb9aXXl56/tvuglGjfKT6GSBXusk2fnnw047BctefdUnpjM1y4vanIRNbS5IySbJaY2NjUyaNIlJkybRqJ86JARZbXNvvw1jxvhfjxcsaH3/734HU6b4X6ClaOh1TsKWjTb33//CyScHy3r3hn//u/Vy5xKhkhK/Wt177/n3o1TV1bD77vD73/v5BDNIr3WSrKQE7r8fVlopWH7HHZmbMFxtTsKmNhekZJOISLb98IMfFrfZZvDBB63vHzQIHn3UT2Kgb2Uikmc+/BD228933Ex2zz0aCZyz1l0X3nrLz+fUu3fr+x980PfA/ctfoLY2/PikKAweDE8+2boJnnUWPP54NDGJSOYo2SQiki2NjXDzzX697zvuSF/n97/3vZn23z/c2EREMuCzz2DnneHnn4PlF1zQeolzyTGlpXDqqfDxx7Dddq3vX7wYLrwQ1loLHn44c2ObRJKMGQP33de6/JBD4H//Cz8eEckcJZtERDItFvMfzEeO9JMP/PRT6zojR/pPUfffD8stF36MIiI9NHs27LijX+8g2X77tZ78V3LYiBHw8sv+R5Gll259/9df+5mbt9rKD78TybDf/MYvjJisrg723BPeeCOamESk55RsEhHJFOdg3Dj/M91BB8Hnn7eu07evn4zgww9hm23CjlBEJCPmzPELm82aFSzfZhs/IlgrPucZMzjqKL8y3dFHp5/R/fXXYfRoOOAA3yNXJIPOOMM3vWS//OKnsZw0KZqYRKRn9FFARCQT3n3Xr+W7887w/vvp6xx4IEybBqefnn4lIBGRPPDVV7Dllv7lLNlGG8FTT0FlZSRhSSYMGeKXFHz/fdh66/R1HnsM1lvP/6jy6afhxicFywz+8Y/Wswr8/LNfte7tt6OJS0S6T8kmEZHucs4vwbTjjrDJJm1PLrDxxvDKK35oXVVVuDGKiGTQjBl+NNUXXwTL11wTnn8e+vePJi7JsF/9yr+nPfYYDBvW+n7n/HvaqFF+7sHp08OOUApQWZnvGbnnnsHyefP873kvvhhNXCLSPUo2SU4zMyorK6msrMTSdekWybBOtbnmZr9MysYb+3EkL7+cvt5aa8ETT/if47bdNntBS17T65yErbtt7u23fY+m6upg+eqrw0sv+ZWlpICY+cl0Pv0Uxo5NP5+Tc37lupEj/fC6t95qZ3d6rZOO9eoFjzzif8dLtngx7LEH/Otfnd+X2pyETW0uyJxWlih4ZlYFVANUV1dTpZ4VIt1TW+t/cvu///M/77elqgouuQQOO8z/TCcikuceegiOOALq64Pl66zjE03LLx9JWBKm+fPhhhvg+utbLz+YbNNN4ZRT/Ezxeg+Ublq82Oc6X3ih9X2XXgrnnae54UQyqaamhqFDh7ZsDnXO1fR0n3qKioh0ZMYMOO00WGklP3tlW4mm5ZZLJKL+3//Th2wRyXuxmF9Z7uCDWyeaNtoIXn1ViaaiscwyvjF89RWcfz7065e+3ttvw29/61e5u/Zan6QS6aI+ffwccL/7Xev7LrzQd6RbuDD8uESk89SzqQioZ5NINzQ2wn/+Azff7Odlas+qq8KZZ8Lhh2tmXBEpGHPnwqGH+p5LqXbYwU/nk25klRSJH3+E666Dv/4VFi1qu15lpZ/1+aij/KTjGloiXRCL+Y5yf/1r6/tGjYJHH4W11w4/LpFCk42eTUo2FYF8TjY1NjYyPT7p5Jprrkm5VvCSLGt8/33m33QTyzz9NOXff99+5V/9Cs4+2/fzVi8m6Sa9zknYOtPmXnrJJ5rmzm39+OOO86Op1FQFgAUL4I47fDbg66/brVo/dCjz992XgaecQnm6icdF0nDO5zXPPNMnn5JVVsI11/jXpdQ8pt5fJWz53OY0jE6KTlNTEzNnzmTmzJk0NTVFHY4UqupquPpqWG89yjfaiMF33dV+omnHHf0kAu+/74cKKNEkPaDXOQlbe23u55/hz3/2S42nJppKSuBvf4ObblKiSZIsvbQfaj5zpl+hbuON26xaUV3Ncn/9K2UjRsCuu8I99/ilxkTaYeab2AsvwIABwfvq6uD442H33WHOnOB9en+VsKnNBSnZJCLFac4cuOUW2GYbWGUVOOss+PjjtusPHAinnw6ffQbjxsHOO2sogIgUlGef9cNS/vGP1vetuKIfUXz88eHHJXmirAwOPNDP2fTGG35SnTZ+jLFYzGcOjjzSz3e4xx5w772+l5RIG3bcESZNgnXXbX3f88/7RYD/+lfQd3yR3KBkk4gUB+dgyhS4/HL/q+tKK8Gxx8Jrr/n72rLZZv4D8OzZfvLv1VYLL2YRkRBMmwZ77um/79ek6TS/++4webLPzYt0yAx+/Wu/fv3s2X6MU3uT6jQ2+kzn4YfDkCG+Md56q+91LJJi1VXhnXfghBNa37dwIZx0kv+Y9/rr4ccmIkFKNolI4Vq40H+APflknyRad12/gs7Eie0+rHbZZflsn32oe+cdePNNP3GJJv4WkQIzb14Fp5xSzjrrwDPPtL6/Tx8/N9PTT8OgQaGHJ4VgyBA//mnqVOr/9z9m7bADTe29nzY0+Mb4pz/ByivDeuv5uRHHj/dJKRGgd2/fg+n559OvhvnBB7DllrD//r2YNauNVRNFJOs00YiIFI7GRv9z18sv+8s773S+L/XSS8P++1O///6MW7wYSkupStdPW0Qkz9XUwG23rctLL61CY2Np2jo77AC33QbDh4ccnBQmM2KbbMKHxx/Px0cdxU51dfT69799tqChoe3Hffyxv1x1lX+f3npr38Vum218Iqo0ffuV4rDLLr55nHkm3H136/ufe66U55/fli22mM1yyxmbbhp+jCLFTMkmEclf8+f7uSHefNNf3n4bfvml849femnYbTe/mtzuu0NlJbHaWj8nk4hIgZk4Ef7+d3jooUoaGlZNW2fIEP+9/vDDNS2dZEdz79407703HHGEn6Pp6af9kLsXX2w/8bRgAfznP/4C/j18q618AmqLLfwKsRUVYfwJkkMGDYK77vLN6dhj4ZNPgvc7Z0yYUMVmm/npNk85xc/9VKLxPSJZp2QTYGarACcCuwNDgXpgJvAIcJNzbnGGjrMrcAwwBhgMfA9MBG5zzj2fiWOIFKz6ej/n0vvv+9kh33jDf6Job76ldFZeGfbeG/bay39I7dUrO/GKiOSA+fPh0Uf9yvTvvttS2jqLVFkJp57qRyz106gTCcvSS8Mhh/jL/Pl+CN1zz/nJwztapa4lUfX00367vNwnnDbe2F822QRWX11ZhSKx1VZ++Nwtt8Bll0G6RYVffNFfhg+Ho4/2SfUVVww/VpFiYa6rX9QKjJntCdwP9G+jygxgd+fc5z04RglwG3BUO9XuAP7onIt19zjtHL8KqAaorq6mqqoq04fImoaGBiZPngzA+uuvTy8lBorD99/7RNLkyf6Tw/vv++3uLC9SXu4nKt1hBz/77frrt/tzvdqchE1tTjJt0SL/Xf3hh/338Pr6tuuWlzsOP9w4/3y/MKdItnTpta6pyQ+Ff+45f/nww+4dtF8/P9wu+bLuusqoFriFC+Haa+Haax2LFrX9mc/Mj8g8+GDYbz9YdtnwYpTClM+f6Wpqahg6dGjL5lDnXJolQ7qmqJNNZrYB8AbQG1gEXAH8L759EHB0vOoMYLRzbmE3j3MFcHZ88wPganzPqRHAmcAG8fuucM6d251jdHD8vE02SQFravIrzXz+uV8K6ZNPEpcffujZvn/1K9h+e59g2nJL6Ns3IyGLiOQi52DmTHjpJb8mwssvt59gAj/a6A9/8HOdrLxyOHGKdNucOfC//8Grr/rL593+DdgbPhzWWgvWXDN4WWEFjR8tID/9BP/4h59MPF1Pp2QlJX4B4j32gF139TlJdYqTYqJkU4aZ2XhgS6AJ2Mo591bK/WfgE0MAlzjnLu7GMdYApuKHLE6KH6c26f4+wGvA6Hgca/ekF1UbMSjZJOGLxWDuXJ9QqqmBr7/234Y+/9xff/ll93oqpaqogNGjfe+lzTf314MH93y/IiI5KhbzOfo33/Qjiv/3P5g1q3OPHToUjjsOjjpKL5WSx2bPhtde85cJE/wTIhPfafr1g1VX9d38hg1rfT1woJJReai2Fv75T7j5Zvjoo849Ztll/XRgW2/tP2auv75+u5TCpmRTBpnZxsA78c1bnXN/SlOnBJgCrA3MB4Y457q07qqZ/QM4Nr65mXPu7TR1NgVaEl3/cM79uSvH6EQMSjZJ5sRi/qei77+H777zl2++SSSVWq5nz85MMinV6qvDBhv4uRh+/Wt/WxOCikiBmj8/sSDXRx8lbi/sQl/rXr38r/WHHebXQijTjJ1SaBYsgPfe80Pv3n3XX3/zTeaP07evTzytvDIsv3zbl/79lZTKQc755nHrrX4uu0WLOv/YkhLfGW6jjfxlww19Z7jBg3WqpTAo2ZRBZjYWOCe+ualz7p026p2NH14HsLNzrtPLVJmZATXAisA059za7dSdBqwJzMaf3IydmHxONtXX1/POO/7UbLLJJlQoqZA5sRj8/LOfgHP+/MQleXvevERSqeX6hx/8Y7OtVy//rr7BBv6y4Yb+Z6X+bU2vlhlqcxI2tbniVl/vvxN/9ZW/fPll4vYXX/jcfXeUlcG22/rFNg84wHfISBxTbU7CF3q7mz3bz/340UeJy7Rp0Nyc3eMC9O4Nyy3nu8cMHJi4Tr0su6yfJL1fv8RF2eCMaa/N1db66cAeesgPP66tbWsv7evfH1ZbLXhZeWU/InPFFf3pVTKqeOTz+2s2kk3F/Gq2Rfz6F+C9duq9lnR7c6Ara6IPxyeaUvfT1nHWBFYChgFfduE4BSsWizEvvhpJLIwER9SamqCuzn/7aLl0dvuXX/xl0aLOXf/yS2a6nPdUv36+t9KoUTByJKy9tr8ePjySD1xF1+Ykcmpz+a+pyfc0+vln38Hi55/T3/7pJz+6+LvvEtcLFmQujuWX91PV7bor7LYbLLNM+npqcxKF0NvdSiv5y267Jcrq6vzckJ9+CtOnJy4zZnQ/25BObW0ia9xVlZXB5FO6S+/evl7ypbNllZX+81V5ue+uU8CZkPbaXO/ePhn/m9/40/Xqq34xxOef90n/zvr5Z7+Ozfvvp7+/d+9E4mnIEJ9jHDAgeL3MMr7TXN++sNRSidt9+kBpaff+domG3l+DijnZ1NLL6HPnXHtjfaaleUxnjWxjP505TtEnm2KNzdx18GvMnTsfnKPmzlcoLSn1CRLnAAeO4HYsnjxxsSVF6e9vp8y5+F1pjtFyiTVDc8z38Ik1+30klblYap2kuqllzc3x6yZ/7DRLUneFf3wZsEz80tXH9vTYKUpK/c86yyzjf8EbNAgGLQuDBvvbffuCWSLv9SXdav09yZslP7axsYzp00cAMG1aGeXl4R077Mfr2Llx7MbGMj7/fA0A3n+//TZXSH93mMdubvYJoZbr5NttXbfcbmz0309bLi05/uRLNkYMd8bKK/vRxJttBttt53P2Bfy9UaTnKit9T+kNNwyWx2K+G+GMGX4CtK++Cl7X1ITTqxsSLywdzWidKeXlieRTd65LStq+lJa2f39Hl9JS/6LW8sKWfJ2uLOW6rLGRNWbOxAFlH37oe82nqdvbjF2BXYcZHAuz5i/NqzOH8urMoUyqWZ5P5g4k5ro3W3htre+l+sUX3Xo4leVN9O3VSN9eTVSWN1FeGqO8NEav0hjlpc30KotRXhKjV1lzUnnMl5fGKDGXuJS03KbL5YZr9f5iFnxzbvX2Y4bhUotSHtP+/Z05TtrHtOw3fmfqPrKlqamZb7/14zPnPv42x9y7bSjHzVVFmWwys0pgUHyz3e5hzrl5ZvYL0BcY2l7dNJLHq3XUDa066XaXjhMfJtee5Vtu1NbWUtvGLze9evWiNJ4+b25upqGhod2d9u7de8ntxsZGmtr5tF1SUhLoRtjQ0EBzO92Yy8rKsEbH8U/t0m4MkgdiwLz4JS9SqOXAOlEHIUWlnK7/liHFpLzcseaajnXWibHOOo5Ro2Kss06MqiqjsrJySb2O3otLS0tbLcNcV1fXZv2ysjLKk7KfbX1+aJFrnyOSY6+rq6O9GQrKy8spi/emjcVi1HewnF9FRQUl8aWqmpqaaGxse0pPs56dp/r6+nZ/Ic+X85Tc1lpu59R5GjKEyqSlGQN/a2MjNmcONmsW9vXX2DffUPLdd5R+/z18+y18+y3u22+xn39uN56c1NjoL5ns2ZUjuvvuugpwePwCsJjeTGZ93mMj3mdD3mMjprEWDWR/iFRdYxl1jWX8+EvWDyUZ1o+fOfTW1s+rnHrdS3l/yrSiTDYB/ZJud2ZquJZk01JZPE7yS0hXj1PdcRVv/PjxDBo0KO19W265JQPjkzosWLCACRMmtLuvvffee8ntWbNmMXXq1DbrDhgwgK222mrJ9uTJk5kzZ06b9UeMGMFaI9Zs9/giIiKForKyiSFDFjNqVF9GjChl+HDo1+9HFi+ezEorLaK8PPhBdOpUmDmzkp133nlJ2fTp05k5c2abx1hxxRUZM2ZMoGz8+PFt1h81ahSrrbbaku1x49qfSSDXPkess07ih4PXXnut3cTa6NGjWWmllQCf3Onob91pp52WJGHmzp3LpEmT2qxbWdmz8/TOO+8sGZaRTj6ep5Z2l5fnacgQGDKk1XmaMH48P3/7LRXz51Mxbx4V8+fTa9EiyhctotfChSxXXs7STU1+PO1PP7F49mx6LVxIWTt/r+SGPtSyGW+zGYl1npopoZqhfM5qgctMRjCHFfmJZSOMWHJFuteoXH7dy7RiTTYlp+/a/znHa0kf9m63Vs+Ok5yi7OpxClNJ97qrioiIRMXM0bt3E336NNKnTxNDhlQwaFAF/ftD375NLFo0k2WWqWfppesD10st1YhZ8EPi7Nl1TJrUhWXnRCRSzRUVLF5uORYvt1yr+0pGjWLppKTgS089FX9QM2V1dZTV1gYu6w0f7n+1XriQxXPnUv3pp0vuK2lspLShgdKGhiW3B/bps2QIXtOiRcQWL6Y0fp9kXikxhjGLYcxiB/7b6v46KviW5ZnDisxhRb5hBX5gEPMYwE8MXHL9EwNZwNL8Ql9+oS8Off+RwlGUq9GZ2WDgu/jmw865gzqoPxcYAkxxzq3bheOcAVwd39zVOfdCO3V3BZ6Lb57unLu2C8fpzDC6iQAzZsxoczW6XOv+XkIpWw+ZSlNjE86gvKw8PkjXkgbrWvyfJe6DJaN/l4zhTa4PWIklF/r6rfaZtGklS267RGGaC2AlWIn5Y8TnInJG+voYVuLr+0kaS4i1xLdkzHrSuHR8LBbfds7hXOuu9cljl0tKEjMLOhdrt5smGKWliTc5322/7fpmlvi/AWKx5nbnCwnWd62GBbQeC578t3YUO0vab+fq25Iupi31wdHcnJjYb8CAAUv+P9L9re0pKQmep/aGQJi1jj0Wa///PTX29v7WkpLWsbvgUPY263cm9uDf2lHsiTZp5ttYe7Gn/q0dxZ5av63XmZbHduU8QeI8dS724POvpX5q3LFYMz/88CMAQ4YMCbwOtx9758+Tr19CSUnnzhME22RbsSdiavs8pcadrn577wfpY+/oPCV+S4vFYpSWxigt9dN/lJUFr8vLoaKibEkZNFFS4pLqucC8un36lLDUUmVLts3q6dXLsdRSLp5QCv5WkovDs2pra5f8MrrVVlu12YU+X4ZndSb2XBqmUMzD6Fp6NLW0O52ntmXsPDkHDQ0+EVVbizU0YM3NVJSU+OFzTU00Ll5MrKFhyXbgurmZ0uZm30MhPuSusbYW19iINTXF5zINzkdaauZTJrEYrrmZpsbGJfdZSl1iMUoBi+8n1tRErGU+05ZLy9/h/OygpS0vsvH3PpdSp+V2cyzGj/G5r4YMHkxpSQnNqftMeZyZUWK2ZLu5uTlYL+W6xMx/Z3Cuc58jkt8r449p4RzUxXrxS6w3vzRX8ktzb2pdH3871pu6WCmNsTIaYmU0ujIaXJnfduU0uDKaXDmNrpzGWCkNroyGWCkOI+ZKiKW5dpTEb7eU02bdmCsJvI87F5xtKfVZ65wtqe/iX6BcW3Wxlm9oifsD9S2lPkse0XK/S9rrkvoupb4lduDa+X4DLPls2Jn6/ito4rNkc/y516/S8Z/Zo1rVz9XXPa1GlznJPxN2Zsha3/h1Z4bcdfc4fZNud+k4HTWE5CdL7969A29GbSktLe1UvRbl5eWBJ01HUueMaMtLGGYpkwAAJCJJREFUc1Zb8oE4+ddeaWFAV5ap6OqvJV2t35VYci12X7+2toFx494COmpz+fy3FkvsXa0fzd/q29y7QGqby/3Y25bN81RC1+Lpav2ufjTq/JwdJSUlXXofKysrW/IBszO6+l4Mvgt9Z2PqSuy58jmiRVfmpMi189TVpbPz4Ty11e50ntLr8Xnq06f9+p3ec9frWxfrd+cVvi0NtbW8m/I9Itc/RSxF1+dTkdyR/GNOZ7+75tLrXqYVZbLJOVdnZj8CyxKcxLsVMxtAIhHU6bmR4pKTQB31PkqeFLyrxylYZWVljBo1asltkWxTm5Owqc1J2NTmJApqdxI2tTkJm9pcUDH/D3wCbAmsZmZlzrm2+smulXT7024cI91+Mn2cglVeXh6Y9FIk29TmJGxqcxI2tTmJgtqdhE1tTsKmNhdUzDOQvR6/7gts1E69rZNuv9HFY3wJtCzBsXV7FYGWpTtmA1918TgiIiIiIiIiIjmhmJNN/066fWS6CuZnXj0svjkf+F9XDuD8TF/xpSZYy8w2beM4m5Lo2fSUK8ZZ20VERERERESkIBRtssk59y4wIb55lJltlqbaacDa8ds3OucCU7mb2TZm5uKXe9o41A1Ay3IpfzOzwIxe8e2/xTeb4vUlrra2lqeeeoqnnnqqw1U7RDJBbU7CpjYnYVObkyio3UnY1OYkbGpzQUWbbIo7CajFz101zszOMbNNzWxbM7sVuDpebwZwbXcO4JybAfxffHM08IaZ/dbMRpvZb/FD80bH7/8/59xn3f1jRERERERERESiVswThOOc+yCe8Lkf6A+MTVNtBrC7c25hDw51HjAE+H/ABsBDaercCZzfg2OIiIiIiIiIiESu2Hs24Zx7GlgPuB6fWFqMn59pEnAWsIFz7vMeHiPmnDsK2B0/h9McoCF+/RSwm3PuD865WE+OIyIiIiIiIiIStaLu2dTCOTcLODV+6crjXgWsC/WfA57rUnAiIiIiIiIiInmk6Hs2iYiIiIiIiIhI5ijZJCIiIiIiIiIiGaNkk4iIiIiIiIiIZIw556KOQbLMzKqAaoDq6mqqqqoijqjzmpubWbBgAQBLL700paWlEUckhU5tTsKmNidhU5uTKKjdSdjU5iRs+dzmampqGDp0aMvmUOdcTU/3qQnCJaeVlpYycODAqMOQIqI2J2FTm5Owqc1JFNTuJGxqcxI2tbkgDaMTEREREREREZGMUc8myWn53BVR8pPanIRNbU7CpjYnUVC7k7CpzUnY1OaC1LNJclpDQwMTJkxgwoQJNDQ0RB2OFAG1OQmb2pyETW1OoqB2J2FTm5Owqc0FKdkkIiIiIiIiIiIZo2STiIiIiIiIiIhkjJJNIiIiIiIiIiKSMUo2iYiIiIiIiIhIxijZJCIiIiIiIiIiGVMWdQASiiVrLn7zzTdRxtFltbW1/PDDDwDU1NTQu3fviCOSQqc2J2FTm5Owqc1JFNTuJGxqcxK2fG5zKXmC0rbqdYU55zKxH8lhZjYamBh1HCIiIiIiIiKS08Y45yb1dCcaRiciIiIiIiIiIhmjnk1FwMwqgHXjm98DzRGG01XLk+iVNQb4NsJYpDiozUnY1OYkbGpzEgW1Owmb2pyELZ/bXCkwOH77Y+dcfU93qDmbikC8ofS4G1wUzCx581vnXE1UsUhxUJuTsKnNSdjU5iQKancSNrU5CVsBtLlZmdyZhtGJiIiIiIiIiEjGKNkkIiIiIiIiIiIZo2STiIiIiIiIiIhkjJJNIiIiIiIiIiKSMUo2iYiIiIiIiIhIxijZJCIiIiIiIiIiGaNkk4iIiIiIiIiIZIw556KOQURERERERERECoR6NomIiIiIiIiISMYo2SQiIiIiIiIiIhmjZJOIiIiIiIiIiGSMkk0iIiIiIiIiIpIxSjaJiIiIiIiIiEjGKNkkIiIiIiIiIiIZo2STiIiIiIiIiIhkjJJNIiIiIiIiIiKSMUo2iYiIiIiIiIhIxijZJCIiIiIiIiIiGaNkkxQkM9vVzFzS5eKoY5LCYGbDzOwEM3vczD4zs8VmVmdmNWb2bzM7yMzKoo5T8oOZrWJm15rZNDP7xcx+MrOJZnaGmfWJOj4pHGY22swuNLNx8derejNbZGYzzOxuM9si6hilOJjZVSmf0baJOiYpTGa2spldYmaTzOz7+Oe1ajObYGaXmtk6UccohcHMepnZH8zsRTP7Juk9dnr8PfbXUccYBXPORR2DSEaZWV9gKrBKUvElzrmLo4lICoWZ/QU4D7AOqk4E9nfOfZ39qCRfmdmewP1A/zaqzAB2d859Hl5UUojMbDywZSeq3gsc7ZxryHJIUqTM7Ff498jkH2W2dc69GklAUrDM7ATgCqBvO9VudM6dHE5EUqjMbBXgWWBUB1X/BpzkiigBo1/fpRD9BZ9o+g4YEnEsUlhWwCeafgGeBP4LfAbUAWsDJwJj4peXzWxD59yiiGKVHGZmGwAPA72BRfgPxP+Lbx8EHA2sATxrZqOdcwujilUKworx6znAo8AE4GugFNgMOA1YCTgMKAd+F0GMUuDMrAS4Df/9Q5/RJGvM7Hz89wHwP9zcjk9yLgCWBTYA9gVikQQoBcPMygkmmj4CrgOmA/2ALfDvsX2BE/Dvw1eGH2k01LNJCoqZbQS8AzQBx+PfXEA9myQDzOwq4Efg5nRf/s2sFHgQODBedJFz7tIQQ5Q8kdTTpAnYyjn3Vsr9ZwBXxzf1+iU9YmbP4HstPe6ca05z/yDgDXyCE2Br59z4EEOUImBmJwPXA9PwP9icE79LPZskY8xse+Dl+Oa9wB+cc41t1O2lnpzSE2a2P/5HHIC3gC1T32fj30/fwv+YMx8Y7JxrCjPOqGjOJikY8S/6t+N/qR0LaOiJZJRz7izn3NVt9TKJv7kcB7R8cNk/tOAkb5jZxiSGNN2ZmmiKuxb4NH77pPgvZyLd4pzbwzn3SLpEU/z+H/C/vLbQa5dklJmtTKKnyZ9IvE+KZEy899zN8c3JwFFtJZoAlGiSDEiei+mKdO+zzrn3gGfim8vgR0MUBSWbpJCcgu8WOwO4KuJYpEg5537Ed6EFGBFlLJKz9km6fXe6Cs65GP4XWfAfTLbNbkgi/C/ptl67JNNuApYC/umcey3qYKRg7QSsHr99VbH0HpFI9Uq6/UU79Wa28ZiCpmSTFAQzGwZcEt881jlXH2E4IhXx67S9CKTotaz69QvwXjv1kr+QbZ69cESAxOsW6LVLMsjMDgT2AH4CTo84HClsB8SvHYmeJJjZQDNb3cwGRhOWFLDpSbdXbadey484Dj/fa1FQskkKxc1AH+AB59wrUQcjxcvMhpDoHvtpe3WlaLW0j887+NV1WprHiGTL1km39dolGWFmywA3xjfPig/ZFMmWTePXXznnFprZ78zsY/x8mzOAH+NL0Z9uZhVt70ak0/4F/By/fVZ8WpeA+KIwu8c3H3TO/Zxap1Ap2SR5z8x+B+yCn3Dt1GijEeEMEit9PhJlIJJ7zKwSGBTfrGmvrnNuHr73E8DQbMYlxS0+z8nZSUV67ZJMuRpYHj8B/Z0RxyIFLP46tlZ88wczuxF4AFgnpeoawP8Br8SToSLdFk+gHwosxvdCn2hmh5nZpma2g5ldhO+p3gt4n+D8iAVPySbJa/HusNfHN89xzn0XZTxS3MxsE+Dk+GYNiUkqRVr0S7q9qBP1W5JNS2UhFpEWpwAbx28/EZ/MVKRHzGxL4A/4VTf/5LQEtmTX0iS+264LnAh8AxwCDMSPgNgaeDte59fAXSHHKAXIOfcfYCPgDuBXwD/xq8+9BFyMT0SdjF+pbm4kQUZEySbJd9cAQ4B3gNsijkWKmJktBzyG79XkgMOdc4ujjUpyUGXS7c6sgtMy/1zvLMQigpltDVwZ3/wOODbCcKRAmFkv/OcyA653zk2JOCQpfH2Tblfiv+Bv65x7wDk3zzlX65wbD2yHX6kOYN/4D4Ui3RZ/vTsM2Bv/mpdqOXzSc4cw48oFSjZJ1pmZy8DliDT73QY4Ej+R6Z/iqzeJZK3NtXO8fsCzQFW86GzNHSZtqEu63ZnVSFrmlKjNQixS5MxsFPAkPkleBxygHsKSIefihzR9TWIBF5FsqkvZvsM5Nz21knOuFjgvqei3WY1KCpqZ9QVeBs7B96C7Gj/PZgW+t91OwOvAaODfZlZUU74o2SR5KT6p363xzb865z6MMBwpYvE5eJ7Cd58FuMY5d3WEIUluW5h0uzND41p+qe3MkDuRTjOz4cA4YAD+R5uD4r/6i/SIma2F/+IFcIJz7pf26otkyMKU7XHt1P0vfngnwJjshCNF4mJgy/jto5xzZznnpjnnGpxzPzvnXgK2Bf6H7/X0f2a2fkSxhq6s4yoiPZaJVZS+SdneDz/BXyPwiZkdlOYxI5Nur5NU5x3n3JcZiElyVzbaXCtmVoafSHfbeNEdzrkzMnBsKVDOuToz+xFYlkRPuLTMbACJZFN1tmOT4mFmK+J/iV0RP+z3/znnnoo2Kikgp+B7bn4B9GnjM1rypM3bmdny8dtPKzkl3eGcqzez74HB8aI23zfj78U/4CevH9xWPZH2mJkB/y++OcM598909ZxzTWZ2Ab6HUwlwBP51suAp2SRZ55yb1nGtLmsZWlIO3N6J+r+JX8APvVOyqYBlqc0FxFc9uQ/YM170MPDHbB9XCsIn+F/BVjOzMudcUxv11kq6raXoJSPMbBB+0tJV40UnOOfujTAkKTwtn9FWxS8L3pELkm4PJ7EwgkhXTQW2id9utQR9ipb723oPFunIcvihcwAfdFA3eeGNtdqsVWA0jE5EpHtuBVp+rX0aOETzhkknvR6/7kti+GU6WyfdfiN74UixMLOlgRdJ9Pw92zl3U4QhiYhkUvJQ4FXbqmRm/YFB8c3ZWY1ICllyorKjTjzlbTyuoCnZJHnJOXePc87au5AY2gRwSdJ990QUthQIM7sOv5wz+HH/B7TTO0Uk1b+Tbh+ZrkK859xh8c35+LH+It1mZn3wCxlsGC+63Dl3VYQhSYFyzh3Ric9oyZOGb5t031cRhS2F4fGk2/u2U29fEquGTcheOFLgfgJ+jt/eLD69RluSf0AsmhE2SjaJiHSBmV1MYpz1m8Dezrn6th8hEuSce5fEh9ujzGyzNNVOIzH32I3OucZQgpOCFF+W+Ulg83jRjc658yMMSUQk45xzHwHPxzcPNrPtU+vE5we7LL7ZANwdUnhSYOIjGp6Nb65IcJXDJeJzcCb/uPNMlkPLGZqzSUSkk8zsBOCi+OZs4ExguJ8fsE3TlSiQNE7CD43rDYwzs7H43ku98cMzj4nXmwFcG0mEUkj+hV9+GeAV4E4zW6ed+g3OuRnZD0tEJONOBjYDlgGeMbMbgOeAWmBj/EqJLQt0XOCc0zA66YlLgb2BPsDFZrYR8E/8AgmVwKb4NrlyvP5/nXPtrZRYUMw5F3UMIllhZtuQGHpyiXPu4siCkYJgZq8S7AbbGcM1LEDSMbM9gfuB/m1UmQHs7pz7PLyopBCZWVc/7M1yzg3LRiwisKSXcMuPN9s6516NLhopNGa2BfAYfgLndBx+KPEFbdwv0mlmtgP+R51BHVR9BdjfOTcv+1HlBvVsEhERiYBz7mkzWw/fy2l3/C+tDcDnwKPA351ziyMMUUREJO845143s1HACcA++FUOewHfAK8Cf3POdbR6mEinOOdeNrO1gKOAXYFR+J51TcC3wETgQeA/rsh6+qhnk4iIiIiIiIiIZIwmCBcRERERERERkYxRsklERERERERERDJGySYREREREREREckYJZtERERERERERCRjlGwSEREREREREZGMUbJJREREREREREQyRskmERERERERERHJGCWbREREREREREQkY5RsEhERERERERGRjFGySUREREREREREMkbJJhERERERERERyRglm0REREREREREJGOUbBIRERERERERkYxRsklERERERERERDJGySYREREREREREckYJZtERERERERERCRjlGwSERGRjDGzV83MmdmrUcci6ekciYiISLaVRR2AiIiIRM/MlgYOAXYHRgJDgEZgLjAR+A/wmHOuObIgRdpgZlXAH4DtgbWAZYAm4EfgC+ADYALwknNuQURhioiIFA0lm0RERIqcmR0NXAEsm3JXb6A/sDrwO+ATM/ujc+71kEOUDpjZPcDhwCzn3LBoowlXvP3eAPRJuasMWCl+2RI4EXgYOCjM+ERERIqRkk0iIiJFzMyuAU6LbzYBD+F7Mc0CegFr4hNN2+F7PL1sZoc45x6LIFzJAOfcNlHHkClmdjBwW3yzDrgbeBGoAQxYERgN7AFsEEWMIiIixUjJJhERkSJlZseRSDTVAHs65z5MqfY6cKeZ/Q7/Rb4CuN/MPk9TVyQ0ZlYKXBffXAhs4Zz7KE3V/wAXmtnawLphxSciIlLMlGwSEREpQma2CnBtfPMXYHvn3Iy26jvnHjQzA+7HJ5zuM7P1nHMu+9GKpLUJsHz89q1tJJqWcM59Cnya9ahEREREq9GJiIgUqZOByvjtS9tLNLVwzj0AvBDfXAc/NKldZrammd1mZl+aWZ2ZfWNmj5jZph08rtTMjjCzF83sWzNrMLMFZvaZmf3XzM41s5Ed7GMfM3vUzL6OH3u+mU0ys4vMbEA7j7snvlrbV/HtFczsKjObamYL4/dtY2Z3xW/Xmlm/TvxfTI/XfzelvMTMtjOza8zsDTP7wcwa4/F+GC9fuY19XmxmDj9fE8Aq8WMELimP6dRqdGa2hZndZ2ZfJf3/fWBml5nZ4HYet03SsbeJlx0YP2/fx/+/ppvZ1WY2sKP/t3Yk/5983t2dmNmwpHiPiJcdYGYvm9l38XinmdkVZrZMB/tax8zOj7fbGjOrN7NF8Xb7z47afcq+NjezO+L/Vz/HnwM1ZvaMmf25vVjMbDUzu97MPo4/b2rN7It42x7d2RhERES6zTmniy666KKLLroU0QU/l82PgAMWA0t34bE7xx/ngCfS3P9q/L5XgV2BRUn1ky/NwMltHGMpYHwbj0u+PNbG4wcA/+3gsXOBTdt4/D3xOl8BmwLfp3n8NviVz1q2D+/g/210Ut2TUu67uBN/6y/Avmn225nHurbOURuxlgB/72Cf84Ed23j8Nkn1tgPua2c/nwHLd7Md75e0nxt68HwYlrSfI4A724l3NrBWJ/7u9i5XdBBPb+DBTuzn4jYefzrQ0M7jYvgEc+SvRbrooosuuhTuRcPoREREis8ooKVHyQTXtaXgXwZq8V+It2in3or4L8xNwLn4BAfAtsBZ+FXurjezr5xz/0557MX41cMAngEeAL7GTwA9BD/R8x74L84BZlYRj3FDfELrQeA54EugHNgKODW+n+fMbAPn3Kw2/oalgMfxPcAuB17CJ+fWBb7BJ0rmxP/W3wP/bOf/43fx62b8JOzJyuL7exJ4C/gi/rcOBX4NHBeP5UEz29D54WAt/gE8BlwG7B2PZ+d24uiMK4E/x29/CVwFvA/0BfYCjgeWBp4xs42dc5Pb2ddf4n/Dv4F78RPPLxff/+7AasD1wMHdiPODpNt/NLP/OOde6cZ+kh0HjAHejcf1Gb6tHAEciD/XL5rZOs65hSmPLcMnBZ8FXgGmAT/HHz8KvxreKsDZZjbDOXd36sHNrAR4CtgxXvQZ/hxPwre9FfD/nwemC97MzgCujm9+BNwc38d8/GT/xwObAReY2Q/Oub927r9FRESki6LOdumiiy666KKLLuFe8ImRTvWyaOPxbyU9fsWU+15Num8+sHaax48CFsTr1ADlKfd/Hb/v0Q7iGJim7PL4Y+cBG7XxuFXwSRkHPJDm/nuS/oaFwPrtxHBtvF4TsFwbdUrwPWIc8GKa+4el/h+k3F8V/39ywH1t1GmJ+atOnL+Wc/RqmvvWxSfEHPAxsEyaOrsk1Xknzf3bEOxJc16aOoZfNc4BjcDgbrblp1OO9S5wCb5X3aBO7mNYyj6eBcrS1Lsgqc7Vae4flO7/K+n+XsC4lvMElKapc2LSMZ4AKtppUyullI0k0aPpYsDaeFxLT7OFwIDu/L/roosuuuiiS0cXzdkkIiJSfAYl3f62G4+fm3R72Xbq/cUFe+EA4Jybik8KAayE75GTrGXS5wntBeGc+yl528yWItEj5wLn3HttPG4WvscNwAFm1redw1zt2u+580D8uhQ4qI062+J7xCTXT47nK+dcY1sHcM7VAP8X39zLzKydeHrqWBJzev7BOTc/TTwvAHfFNzc2szHt7O89YGyafTgSK8mV4XvbdMeRwMSk7THAhfjebN/H5zv6m5lt2Mn91QNHO+ea0tx3OTAlfvsoM+uVfKdz7od0/19J9zcAZ8Q3VwF+lXx/vFdTy/01wGHOufo29hVzzs1OKT4N33tvEnBJ/P+41eOAE/B/51LA/m3FKyIi0hNKNomIiBSf5MmsF3Xj8cmP6d9GHUf7w8ruJjEMboeU+76JX//WzPp0Ia6t8cO7wA8ta8/4+HU5sFE79Volh5I5597HD5eCxFC5VC3ltfihcu0ys/5mNtzMRsUnnF4HP4QK/P/38I720QMt52Kqc+6ddurdnuYx6TyYLukRl5wMXLUzwaVyzv0AbA4cgx/ql2oN/NCx9+KTnbeXWAQY55yb08axYiTa9ED8UM02mVmFma1sZiOTzmNyonD9lIf8Ct+LDeB251xXn5t7xq8fb+f/nHhC7OP4ZneTfCIiIu1SsklERKT4JM81s1Q3Hp/8mJ/bqPNlPBGQlnPue/xQIvBDt5K1fKH/NfClmf3dzPZtbwW0uORVtr5Jtypb0upsU5LqLk96i5xzX3RwTEgkpDY2s9WS74jPIbVffPM/rvU8Py31Von3wPkKP8Twi3iMH8cvtyVVH9R6Dz0Xj3X1+GZ7iSbw8yW19MZap51609q5L7lnWoer+bXFOdfonLvdObcRvqfcQcA1+J5xyT3GDgH+Y2al7exuYjv3gR+m1yK13WJmfc3sHDObjJ+/aRYwlcR5TJ5nKvU8bpB0u91efWmOuwrQ8vy4or22H2//Lc+Vttq+iIhIjyjZJCIiUnySk0Dd+bK5XNLtH9uo810n9tMyHG9gSvlf8MO0HH5y5T/j56/5zsymmNklZrYcrQ3pxDHTaav31PxOPv7BpNu/T7lvd2CZ+O20vaTMbFfgE3wPnFU6cbzenYyrqwYk3W73/MWH/bWc+9Tzl2xxW3fEewq1aC8B1GnOuTnOuYedc2c457bCt+8r8CuwgV8dr73JyDtqt8lDSAN/t5kNwyeUxgLr0fHflHoek5NP39A1mW77IiIiPaLV6ERERIrPR0m3N2izVhrxXiHrxTe/b2vIEWlWiuuseCLjKDO7Fp8Y2A7fE6MXfnLxUcCpZnaIc+6ppIcmf7nfkGCvlvbUtFHe3Ml4vzCzt/BDkn6Hn6C6RcsQuh+BF1Ifa2aD8MmqPvjhidfgJ86eCSyIz/ODmW0H/LflYZ2Jq4e6ff5ySXxer3Pj81ydHS8+ALi/rYf04HD34Yc4Ovww0YeAT4HvgQbnnIvPy9TSrjJ5HpPb/qXAo5183C8ZjEFERGQJJZtERESKzxT8EKaBwFZmtrRzbkEnH7sDid4Q7Q31SdfzqK06P6W70zn3CX4FsAvMrBLYAp+8OQw/lO9fZjbCOdfSCyS5l9X38Ym1w/IAPtm0hpmNds5NMrP++J5N4FfWS5f82p9Ez6d9nXMvt7H/9noPZcq8pNvtnj8zKyMxOXza85djbieRbFqtnXodtdvk+5f83Wa2Fr59Aox1zp3fxuPbO4/JPQ5XoP0hiKmS236jc25KmzVFRERCoGF0IiIiRSY+efC98c3ewNFdePgJSbfvaafecDNrc6W6+PxLw/5/e3cfY0dVxnH8+5SoVYyk/IGpEkIkKrgaMCb1DRVU1mCsqEgtQmPRxvoSXmJASYziHwpRo0VLtZSGGhMxEGuoiiHlJWhSg8hLm2IUQQGBNFEEhRbbBfv4xzmXe7m9M3dbpqthv59kszN758zM3dn94/7ynOfU3bEfjDNzZ2Zen5kfp79i1wuB9w0cNtgP563jztmxq4DeCma9aqaTgbl1u6nR+ET9/khL0ATP7Ec1yrOuRKorn91dd9845vDXU5qrwzSe3/+BwQq8tt9V28p6w68Pvu+Jge0rW8a3PcfBBudvH3Mfw/5C6fUFM/+3L0nSHgybJEmanb5DWf4c4ILhxtajRMRi+pU6dwK/aDucUoHUZCn9aURtIcsoNwxsD/a5uZ5+j6Cz6tSpGVEbnm+su4vrdKle6HQ/sKlhaK/KfG4ds4e6It+SMbews35/wfTuuFHvWUxExIKW45aNGDOj9vL5DoY8bU3fJyNifsP15gAfq7uP8sxwaHC2QNuKd59qeW0L8EDdXhYR027en5n/AX5Zdycj4qjpjpUkaX8wbJIkaRbKzPvoVwi9GLghIoaXYn9aRCyiv0rcFLCkbXn16ksR8eoR5zoK+GLd3QZsGHjt4IhYOCZImBzYvre3UZd0v6TuvgVY0RTg1Gu9NCKWNb2+D3rVS/MpQdPxdf+Klt9Vr5LoRcCiEfd4ALAWeNmYa/emEh4SEfu8shvwffrNtNfUqYDD9zQJfKLu3pKZ41Zw219OjIirIqK171hEHAx8d+BHG5qOpYR1lzasWHc+/RXoLq+VYD13D2wvbbiPTwMnNV24Nkz/Zt09FPhhRDy/4VxzImL4b+IiSj+oOcBPIuLQpmtFxAERcVrbMZIkPRv2bJIkaZbKzJURcQRwNnAYcGtE/Bj4GaUa53nAkZTg5F112C7g9MzcPOb091CWYr85Ir4O3FR/fhzlQ/tBdf/MXhPs6iX1+vdFxE+B39Z7eYoS4iykX1XzEHtWV30ZeAdlGtjZwHERcRmwmdIMeR5lytO7gRMpq4etHfNepmtDvcaBwEr6TZubptBBmX53ISXkWBcRxwDXUaZETVCmLb6BUhnVNj3qN/X7HGB1RKxkoAdQZt4znTeQmVtrY/bzgKOB2+vzu6O+r4XAWfW9TQHLp3Pe/WQOpdn3KRGxBbgG+B0leJuirNB2LPBJ+qu13UY/NB3lVsp73BQRKygh0iGUiqbF9ZgHKSsmDrqDUu33WmB5RMyjNAzfRgmOTqf05xr3HFfV658AfBDYGhHfq/f1BGV1vTdRGudfAXylN7A+u3OBFcBrgDsjYg1wI2UVvbmUqatvrvcynxKezWRvM0nSLGHYJEnSLJaZ50TEH4GvUZoXL6F5ytYfgOWZ2dYYvOch4BxKmHLRiNd3A5/PzPUN4w8HPtdy/m3ASZm5ffCHmbkrIk6g9JP6ECUwuWTP4U97rOW1vZKZOyLiauA0+k2/t2Tm71vGPFgrXtZSwoAv1K9BV1IaXLdNV7sRuJkSRHyU/hS+nr2ZcnY+JVj6DHAEsGbEMf8CFk0jdNyfHqUf7h1dv9pcB5yamU+1HLOKElYupawmN2wb8J7hhvp1pbkllOcwj1KlNlyptpUSjjWt4Ehm7o6ID1ACsQ8DrwIubrnf4fEXR8SOOuYgSmh4XsPhU/SnX0qS1Cmn0UmSNMtl5mpKqHAmcC2lb8xOYDvwZ8qH7lOB100zaOqd9xpKr5x1lOqkKeBvwHrg2Mz81ohh9wMLKBUbG4G7gH9SKpseBn5N+fB8ZGbe1nDdxzPzZOBtlBDnLuDxeo5HKNUvq4D3UipIujRcxdRW1QRAZq6j3OvVwN+BJymhxrXARzJzMWV6VNs5dlOmF36V0vtnO/vYNDwzd2fmZylNqn8E/JVS0fYYpULsQuCVmbmx8SQzIDM3Uarn3g98G/gVJcjZRf9Z3w5cChyfmZOZ+Y+G0w2e9wxKWHcTZZW3XcCfgG8AE3WVxFHjNgPHAKspf8dP1nu4BTgXWDCwcmLb9Z/IzFOAd1Kqo+4F/k35/3kA+DmlomzU/w+ZeRnwCuACSiXVw5Tfx476PtZTeke9fLoVb5Ik7a0Y325BkiRJem6KiMPp9/46IzN/8L+7G0mSnhusbJIkSZIkSVJnDJskSZIkSZLUGcMmSZIkSZIkdcawSZIkSZIkSZ0xbJIkSZIkSVJnXI1OkiRJkiRJnbGySZIkSZIkSZ0xbJIkSZIkSVJnDJskSZIkSZLUGcMmSZIkSZIkdcawSZIkSZIkSZ0xbJIkSZIkSVJnDJskSZIkSZLUGcMmSZIkSZIkdcawSZIkSZIkSZ0xbJIkSZIkSVJnDJskSZIkSZLUGcMmSZIkSZIkdcawSZIkSZIkSZ0xbJIkSZIkSVJnDJskSZIkSZLUGcMmSZIkSZIkdcawSZIkSZIkSZ0xbJIkSZIkSVJnDJskSZIkSZLUmf8CzaBdYlYMdxAAAAAASUVORK5CYII=\n"
      },
      "metadata": {
       "needs_background": "light"
@@ -83,6 +88,11 @@
     "plt.ylabel(y_label)\n",
     "plt.grid(linestyle=\"--\")\n",
     "\n",
+    "fig = matplotlib.pyplot.gcf()\n",
+    "fig.set_dpi(fig_dpi)\n",
+    "fig.set_tight_layout(True)\n",
+    "if fig_export:\n",
+    "    savefig(\"report/res/pdfs.png\")\n",
     "plt.show()"
    ]
   },
@@ -103,26 +113,27 @@
      "output_type": "stream",
      "name": "stdout",
      "text": [
-      "3.8 -> State 1: 0.02185157424475792, State 2: 0.5471239427774459\n4.2 -> State 1: 0.009496655019831194, State 2: 0.5471239427774459\n3.4 -> State 1: 0.04499247209432338, State 2: 0.3947074079064296\n-0.4 -> State 1: 0.16833223796171576, State 2: 1.500652790137751e-09\n1.9 -> State 1: 0.2509478601290037, State 2: 0.006331212017054291\n3.0 -> State 1: 0.08289761566062391, State 2: 0.2054255182126689\n1.6 -> State 1: 0.2933877723035829, State 2: 0.001596702666402633\n1.9 -> State 1: 0.2509478601290037, State 2: 0.006331212017054291\n5.0 -> State 1: 0.0012852324969092556, State 2: 0.2054255182126689\n"
+      "3.8 -> State 1: 0.02185157424475792, State 2: {gaussian(obs, state2.mean, state2.std_dev)}\n4.2 -> State 1: 0.009496655019831194, State 2: {gaussian(obs, state2.mean, state2.std_dev)}\n3.4 -> State 1: 0.04499247209432338, State 2: {gaussian(obs, state2.mean, state2.std_dev)}\n-0.4 -> State 1: 0.16833223796171576, State 2: {gaussian(obs, state2.mean, state2.std_dev)}\n1.9 -> State 1: 0.2509478601290037, State 2: {gaussian(obs, state2.mean, state2.std_dev)}\n3.0 -> State 1: 0.08289761566062391, State 2: {gaussian(obs, state2.mean, state2.std_dev)}\n1.6 -> State 1: 0.2933877723035829, State 2: {gaussian(obs, state2.mean, state2.std_dev)}\n1.9 -> State 1: 0.2509478601290037, State 2: {gaussian(obs, state2.mean, state2.std_dev)}\n5.0 -> State 1: 0.0012852324969092556, State 2: {gaussian(obs, state2.mean, state2.std_dev)}\n"
      ]
     }
    ],
    "source": [
     "for obs in observations:\n",
-    "    print(f'{obs} -> State 1: {gaussian(obs, state1.mean, state1.std_dev)}, State 2: {gaussian(obs, state2.mean, state2.std_dev)}')"
+    "    print(f'{obs} -> State 1: {gaussian(obs, state1.mean, state1.std_dev)},', \n",
+    "                    'State 2: {gaussian(obs, state2.mean, state2.std_dev)}')"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 4,
+   "execution_count": 29,
    "metadata": {},
    "outputs": [
     {
      "output_type": "display_data",
      "data": {
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\n"
      },
      "metadata": {
       "needs_background": "light"
@@ -141,7 +152,7 @@
     "\n",
     "plt.xlabel(x_label)\n",
     "plt.ylabel(y_label)\n",
-    "plt.grid(linestyle=\"--\")\n",
+    "plt.grid(linestyle=\"--\", axis='y')\n",
     "\n",
     "state1_pd = [gaussian(i, state1.mean, state1.std_dev) for i in observations]\n",
     "state2_pd = [gaussian(i, state2.mean, state2.std_dev) for i in observations]\n",
@@ -155,9 +166,15 @@
     "    \"marker\": 'x'\n",
     "}\n",
     "\n",
+    "[plt.axvline(x=i, ls='--', lw=1.0, c=(0,0,0), alpha=0.4) for i in observations]\n",
     "plt.scatter(observations, state1_pd, color=(0.5, 0, 0), **config)\n",
     "plt.scatter(observations, state2_pd, color=(0, 0, 0.5), **config)\n",
     "\n",
+    "fig = matplotlib.pyplot.gcf()\n",
+    "fig.set_dpi(fig_dpi)\n",
+    "fig.set_tight_layout(True)\n",
+    "if fig_export:\n",
+    "    savefig(\"report/res/pdfs-w-obs.png\")\n",
     "plt.show()"
    ]
   },
@@ -192,7 +209,9 @@
     }
    ],
    "source": [
-    "model = MarkovModel(states=[state1, state2], observations=observations, state_transitions=state_transition)\n",
+    "model = MarkovModel(states=[state1, state2], \n",
+    "                    observations=observations, \n",
+    "                    state_transitions=state_transition)\n",
     "model.populate_forward()\n",
     "\n",
     "print(model.forward)\n",
@@ -201,6 +220,52 @@
     "model.calculate_p_obs_forward()\n"
    ]
   },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {},
+   "outputs": [
+    {
+     "output_type": "display_data",
+     "data": {
+      "text/plain": "<Figure size 1200x800 with 1 Axes>",
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\n"
+     },
+     "metadata": {
+      "needs_background": "light"
+     }
+    }
+   ],
+   "source": [
+    "model = MarkovModel(states=[state1, state2], \n",
+    "                    observations=observations, \n",
+    "                    state_transitions=state_transition).populate()\n",
+    "\n",
+    "state_x = np.arange(1, 10)\n",
+    "\n",
+    "from numpy import log as ln\n",
+    "\n",
+    "plt.plot(state_x, [ln(i) for i in model.forward[0, :]], c='r', label=\"State 1\")\n",
+    "plt.plot(state_x, [ln(i) for i in model.forward[1, :]], c='b', label=\"State 2\")\n",
+    "\n",
+    "plt.ylim(top=0)\n",
+    "\n",
+    "plt.legend()\n",
+    "plt.title(\"Forward Log-Likelihoods Over Time\")\n",
+    "\n",
+    "plt.xlabel(\"Observation (t)\")\n",
+    "plt.ylabel(\"Log Likelihood\")\n",
+    "plt.grid(linestyle=\"--\")\n",
+    "\n",
+    "fig = matplotlib.pyplot.gcf()\n",
+    "fig.set_dpi(fig_dpi)\n",
+    "fig.set_tight_layout(True)\n",
+    "if fig_export:\n",
+    "    savefig(\"report/res/forward-logline.png\")\n",
+    "plt.show()"
+   ]
+  },
   {
    "source": [
     "# Backward Procedure (4)"
@@ -210,7 +275,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 6,
+   "execution_count": 7,
    "metadata": {},
    "outputs": [
     {
@@ -228,11 +293,13 @@
       ]
      },
      "metadata": {},
-     "execution_count": 6
+     "execution_count": 7
     }
    ],
    "source": [
-    "model = MarkovModel(states=[state1, state2], observations=observations, state_transitions=state_transition)\n",
+    "model = MarkovModel(states=[state1, state2], \n",
+    "                    observations=observations, \n",
+    "                    state_transitions=state_transition)\n",
     "model.populate_backward()\n",
     "\n",
     "print(model.backward)\n",
@@ -241,6 +308,52 @@
     "model.calculate_p_obs_backward()\n"
    ]
   },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [
+    {
+     "output_type": "display_data",
+     "data": {
+      "text/plain": "<Figure size 1200x800 with 1 Axes>",
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\n"
+     },
+     "metadata": {
+      "needs_background": "light"
+     }
+    }
+   ],
+   "source": [
+    "model = MarkovModel(states=[state1, state2], \n",
+    "                    observations=observations, \n",
+    "                    state_transitions=state_transition).populate()\n",
+    "\n",
+    "state_x = np.arange(1, 10)\n",
+    "\n",
+    "from numpy import log as ln\n",
+    "\n",
+    "plt.plot(state_x, [ln(i) for i in model.backward[0, :]], c='r', label=\"State 1\")\n",
+    "plt.plot(state_x, [ln(i) for i in model.backward[1, :]], c='b', label=\"State 2\")\n",
+    "\n",
+    "plt.ylim(top=0)\n",
+    "\n",
+    "plt.legend()\n",
+    "plt.title(\"Backward Log-Likelihoods Over Time\")\n",
+    "\n",
+    "plt.xlabel(\"Observation (t)\")\n",
+    "plt.ylabel(\"Log Likelihood\")\n",
+    "plt.grid(linestyle=\"--\")\n",
+    "\n",
+    "fig = matplotlib.pyplot.gcf()\n",
+    "fig.set_dpi(fig_dpi)\n",
+    "fig.set_tight_layout(True)\n",
+    "if fig_export:\n",
+    "    savefig(\"report/res/backward-logline.png\")\n",
+    "plt.show()"
+   ]
+  },
   {
    "source": [
     "# Compare Forward/Backward Final"
@@ -250,7 +363,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 7,
+   "execution_count": 9,
    "metadata": {},
    "outputs": [
     {
@@ -262,7 +375,9 @@
     }
    ],
    "source": [
-    "model = MarkovModel(states=[state1, state2], observations=observations, state_transitions=state_transition)\n",
+    "model = MarkovModel(states=[state1, state2], \n",
+    "                    observations=observations, \n",
+    "                    state_transitions=state_transition)\n",
     "model.populate_forward()\n",
     "model.populate_backward()\n",
     "\n",
@@ -281,7 +396,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 8,
+   "execution_count": 10,
    "metadata": {},
    "outputs": [
     {
@@ -293,12 +408,109 @@
     }
    ],
    "source": [
-    "model = MarkovModel(states=[state1, state2], observations=observations, state_transitions=state_transition).populate()\n",
+    "model = MarkovModel(states=[state1, state2], \n",
+    "                    observations=observations, \n",
+    "                    state_transitions=state_transition).populate()\n",
     "\n",
     "occupation = model.occupation\n",
     "print(model.occupation)"
    ]
   },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {},
+   "outputs": [
+    {
+     "output_type": "display_data",
+     "data": {
+      "text/plain": "<Figure size 1200x1200 with 1 Axes>",
+      "image/svg+xml": "<?xml version=\"1.0\" encoding=\"utf-8\" standalone=\"no\"?>\r\n<!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\"\r\n  \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\r\n<!-- Created with matplotlib (https://matplotlib.org/) -->\r\n<svg height=\"424.8pt\" version=\"1.1\" viewBox=\"0 0 416.703013 424.8\" width=\"416.703013pt\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\">\r\n <metadata>\r\n  <rdf:RDF xmlns:cc=\"http://creativecommons.org/ns#\" xmlns:dc=\"http://purl.org/dc/elements/1.1/\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\">\r\n   <cc:Work>\r\n    <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\r\n    <dc:date>2021-01-01T16:45:50.688461</dc:date>\r\n    <dc:format>image/svg+xml</dc:format>\r\n    <dc:creator>\r\n     <cc:Agent>\r\n      <dc:title>Matplotlib v3.3.3, https://matplotlib.org/</dc:title>\r\n     </cc:Agent>\r\n    </dc:creator>\r\n   </cc:Work>\r\n  </rdf:RDF>\r\n 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\n"
+     },
+     "metadata": {
+      "needs_background": "light"
+     }
+    }
+   ],
+   "source": [
+    "model = MarkovModel(states=[state1, state2], \n",
+    "                    observations=observations, \n",
+    "                    state_transitions=state_transition).populate()\n",
+    "\n",
+    "fig = plt.figure(figsize=(6,6), dpi=fig_dpi, tight_layout=True)\n",
+    "ax = fig.add_subplot(1, 1, 1, projection=\"3d\", xmargin=0, ymargin=0)\n",
+    "\n",
+    "y_width = 0.3\n",
+    "\n",
+    "X = np.arange(1, 10) - 0.5\n",
+    "Y = np.arange(1, 3) - 0.5*y_width\n",
+    "X, Y = np.meshgrid(X, Y)\n",
+    "Z = np.zeros(model.forward.size)\n",
+    "\n",
+    "dx = np.ones(model.forward.size)\n",
+    "dy = y_width * np.ones(model.forward.size)\n",
+    "\n",
+    "colours = [*[(1.0, 0.1, 0.1) for i in range(9)], *[(0.2, 0.2, 1.0) for i in range(9)]]\n",
+    "ax.bar3d(X.flatten(), Y.flatten(), Z, \n",
+    "         dx, dy, model.occupation.flatten(), \n",
+    "         color=colours, shade=True)\n",
+    "\n",
+    "ax.set_yticks([1, 2])\n",
+    "ax.set_zlim(top=1.0)\n",
+    "\n",
+    "ax.set_title(\"Occupation Likelihoods Over Time\")\n",
+    "ax.set_xlabel(\"Observation\")\n",
+    "ax.set_ylabel(\"State\")\n",
+    "ax.set_zlabel(\"Occupation Likelihood\")\n",
+    "ax.view_init(35, -72)\n",
+    "if fig_export:\n",
+    "    savefig(\"report/res/occupation-bars.png\")\n",
+    "fig.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "metadata": {},
+   "outputs": [
+    {
+     "output_type": "display_data",
+     "data": {
+      "text/plain": "<Figure size 1200x800 with 1 Axes>",
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\n"
+     },
+     "metadata": {
+      "needs_background": "light"
+     }
+    }
+   ],
+   "source": [
+    "model = MarkovModel(states=[state1, state2], \n",
+    "                    observations=observations, \n",
+    "                    state_transitions=state_transition).populate()\n",
+    "\n",
+    "state_x = np.arange(1, 10)\n",
+    "\n",
+    "plt.plot(state_x, model.occupation[0, :], c='r', label=\"State 1\")\n",
+    "plt.plot(state_x, model.occupation[1, :], c='b', label=\"State 2\")\n",
+    "\n",
+    "plt.legend()\n",
+    "plt.title(\"Occupation Likelihoods Over Time\")\n",
+    "\n",
+    "plt.xlabel(\"Observation (t)\")\n",
+    "plt.ylabel(\"Occupation Likelihood\")\n",
+    "plt.grid(linestyle=\"--\")\n",
+    "\n",
+    "fig = matplotlib.pyplot.gcf()\n",
+    "fig.set_dpi(fig_dpi)\n",
+    "fig.set_tight_layout(True)\n",
+    "if fig_export:\n",
+    "    savefig(\"report/res/occupation-line.png\")\n",
+    "plt.show()"
+   ]
+  },
   {
    "source": [
     "# Re-estimate Mean & Variance (6)"
@@ -308,7 +520,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 9,
+   "execution_count": 13,
    "metadata": {},
    "outputs": [
     {
@@ -320,7 +532,9 @@
     }
    ],
    "source": [
-    "model = MarkovModel(states=[state1, state2], observations=observations, state_transitions=state_transition).populate()\n",
+    "model = MarkovModel(states=[state1, state2], \n",
+    "                    observations=observations, \n",
+    "                    state_transitions=state_transition).populate()\n",
     "\n",
     "print(\"mean: \", [state1.mean, state2.mean])\n",
     "print(\"variance: \", [state1.variance, state2.variance])\n",
@@ -340,15 +554,15 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 10,
+   "execution_count": 14,
    "metadata": {},
    "outputs": [
     {
      "output_type": "display_data",
      "data": {
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WL17MkUceycSJE3n44Yf5+ONuY8S5TkqVCKZNmxZvE1zDavEfia5DFf7zHzj2WJg+fe/pk48/HgoL4YEH4Mwz42Rgd/Tw5g7ePeTS09M56qijOOqoo5gwYQIPP/wwF1100V7brF69mttvv5133nmH/Px8Lrrooi77+Ksqxx9/PE888USPx8zNzXVTQgcpVSKoqamJtwmuYbX4j0TXsXQprF4N06fvqyU9HS66CF56Cerq4mNfpHgxjmDZsmWsWLGi4/v777/PgQceCJiHdaBdYseOHfTr14/99tuP+vp6XnzxxY59grc7/PDDeeONN1i5ciUAO3fuZPny5THRAinmCLZu3RpvE1zDavEfia7jP/8xn9Ond63l4otNo/HDD8fYsChpa2tzPc3GxkYuvPBCxo0bx6GHHsrixYu5/vrrAbjssss46aSTOProoykrK2PSpEkcfPDBnHfeeRx55JEdaQRvN3jwYB566CHOPfdcDj30UCorK1naRTetZ599lsLCQubPn8+XvvQlTjzxRHcEqWpCLZMnT9ZImTVrVsT7+g2rxX8kuo6jjlKdMMH8352WqVNVy8piZlK3LF68OOxtd+zY4aElsSVcLV2dH2ChdvNcTakSQXl5ebxNcA2rxX8kso7t22HePPjSl8z37rQccwwsWgQ7dsTQuCjxYhxBvPBKS0o5gi1btsTbBNewWvxHIut4+WVobf3cEXSn5YgjTPXQ22/H0LgoaW1tjbcJruGVlpRyBGvWrIm3Ca5htfiPRNbxwguQnw+HH26+d6elogJE4M03Y2dbtOzevTveJriGV1o8dQQicpKILBORlSLyi262+ZqILBaRWhF53Et7LBbLvqiaAHMnngihIjbn5cGECYnlCCyh8WwcgYikA3cDxwN1wDsiMkNVFwdtUwJcBRypqltFZIhX9gCMGjXKy+RjitXiPxJVx9q1UF8PweFretJyxBHw+OOmiigtAeoU+vhuKHTkeKXFy2w8DFipqqtUdTfwJHB6p22+CdytqlsBVHWDh/Z4NhgjHlgt/iNRdQSmHghuH+5JyxFHmMbiLgbI+hKvoo/GA6+0eDmyeASwNuh7HVDRaZsxACLyBpAOXK+q/+2ckIhcBlwGMHz4cGbPng2Yt5bc3NyOwS8FBQWUlpYyd+5cwMzmU1VVRXV1NTt27KCxsZGjjjqK+vp61q41ppWUlJCVlcWHH34IwJAhQxgzZgzz5s0DICsri8rKShYuXNgRBKqiooK6ujrWrVsHwNixY0lPT+8YOj5s2DCKi4uZP38+ADk5OVRUVLBgwQKampoAqKysZPXq1axfvx6AcePG0dbWxrJly8zJGzGCwsLCjtC2/fv3Z8qUKcyfP5+WlhYaGxs56aSTWL58ORs2GP85fvx4WlpaOga6jBw5kqFDh3aEq83Ly6O8vJx58+Z1NDpNnTqV2tpaNm/eDJgImg0NDR2TZBcVFTFw4MCOiUry8/MpKytjzpw5qCoiwrRp06ipqenoe15eXs6WLVs66plD5VNjYyOnnHJKRz4BTJkyJeHyqbGxkWHDhu2VTwBVVVW+zqenn4a0tAPJz69j69b+1NTU0NjYyIEHHtjl/ZSX9yEwngcfXMYNN4yISz7l5eXR2NjYEd+pX79+tLS0dJyv7OxsVJWWlhba2trIzs6mT58+7Ny5E4C0tDT69eu3Vxr9+/enubm5yzQAMjMzyczM7BjUdfvtt/PUU08hIqSlpXHnnXdy9NFHc9ttt3HhhRfSt29fcnJyaGtr66jb79OnDxkZGezatYu7776bSy+9lEGDBu0VGC83N5ddu3Z1jH/o27cvra2t7N69m1/+8pe8/PLL9OnTh6KiIu655x4KCgrIycnZJ0hd5/upR7rrVxrtApwJ3B/0/QLgj522eR54BsgEijGOY0BP6dpxBAarxX8kqo7p01XHj9/7t560tLerDhmieuGFnprVI/EeR/Dmm2/q4Ycfrs3NzaqqunHjRl23bp2qqh544IG6cePGkGmEu10wzzzzjO7Zs0dVVa+88kq98soru9zOT+MI1gEjg74XOr8FUwfMUNU9qroaWA6UeGVQQUGBV0nHHKvFfySqjurqvauFoGctIqZ6KFEajL2oTolXGOoTTjihY97iww8/nDqX4n2IehQ6V0QyMA/2YzEO4B3gPFWtDdrmJOBcVb1QRAYB7wETVXVzd+lOmTJFI52Zp729nbREaN0KA6vFfySijs8+g+HD4a674IorPv89lJbbboMrr4QNG2Dw4BgY2oklS5ZwyCGHACGjUAMK9C4ybIgo1DQ2NlJVVcWuXbv2CkMNpppu4cKFHWGot2zZslcY6t///vcceuihe223adMmvvKVr/Diiy92hKFuaWnZJwy1OtV8AKeeeipnn302559//j72BZ+fACLyrqp2WUfk2VWrqq3A5cBLwBLgH6paKyI3ishpzmYvAZtFZDEwC/hZT04gWgJ1ncmA1eI/ElFHVw3FEFpLZaX5dKrtfY0XsYbiFYY6UEq4+eabycjI4Otf/7orejwNQ62qLwAvdPrt2qD/Ffixs1gslhhTXW2qeno7y2Zg+0WL4LTTet7Wa0JEoaahocmTHl3xCEMN8NBDD/H8888zc+ZM1+bASKxybJRkhBotk0BYLf4jEXVUV8OYMdD5ORlKS24uHHigmcYyFYlXGOpXXnmFW2+9lRkzZrgadyjxrtwoqKqqCr1RgmC1+I9E1FFdDUGRkTsIR8v48eD0EvU1XpQGGhsb+f73v8+2bdvIyMjgoIMO4r777gM+Dy89fPhwZs2a1RGGeuTIkV2GoQ5sFwhDHeiuetNNNzFmzJi9jnvllVfS0tLC8ccfDxgHcu+990YvqLvuRH5douk++u6770a8r9+wWvxHounYuFEVVG+7bd914Wi58krVPn1Ud+/2wLgQ9Kb7aGNjo4eWxJZwtfip+6jv2JFIsXNDYLX4j0TTEWgonjx533XhaBk/HnbvBqc2w7e0t7fH2wTX8EpLSjkCi8XyOQFHMHFiZPuXlprPVG0nSCZSyhGEHGadQFgt/iPRdCxebCakz8/fd104Wg45xPQ4ilc7gYY5BirVJqYJ97wEk1KOoL6+Pt4muIbV4j8STcfSpXDwwV2vC0dLTg6MHh2fEkF2djabN28O66G3Z8+eGFgUG0JpUVU2b95MdnZ2r9JNqV5Da9euZfTo0fE2wxWsFv+RSDpUjSO48MKu14erZfz4+DiCwsJC6urq2LhxY8htm5ube/1g9CvhaMnOzqawsLBX6aaUI7BYLIbPPoOGhu5LBOFSWgr//je0tIATdicmZGZmUlxcHNa2s2fPZtKkSR5bFBu80pJSVUMlJZ7Fs4s5Vov/SCQdS5eaz+4cQbhaxo+HtjboYuyTb0ikfAmFV1pSyhFkxfKVxWOsFv+RSDpCOYJwtQR6Dvl5YFki5UsovNKSUo7gQz9frb3EavEfiaRj6VLo399EHu2KcLWMHWvmOfZzF9JEypdQeKUlpRyBxWIxBHoMRRuzrE8fKCnxd4nAEpqUcgRDhgyJtwmuYbX4j0TS0VPXUeidlnj1HAqXRMqXUHilJaUcQecATomM1eI/EkVHYyOsXduzI+iNlrFjYfVq8Gt3/UTJl3DwSktKOYLABNrJgNXiPxJFR6CHT0+OoDdaSkpMz6HVq6M0zCMSJV/CwSstKeUILBZL6B5DveWgg8xnUHh+S4KRUo7AdiPzJ8miJVF0LF0KaWmfP8C7ojdaAl3b/eoIEiVfwsErLZ5NXu8V0Uxeb7FY4Gtfg/fec+/BrWoC133963D33e6kaXGfuExe70eSyYFYLf4jUXSE6jEEvdMiYkoFfp2XIFHyJRy80pJSjqCxsTHeJriG1eI/EkFHIBxEKEfQWy0lJf6tGkqEfAkXr7R46ghE5CQRWSYiK0XkF12sv0hENorI+85yqZf2WCypztq1JkCc270QS0rg44/NjGWWxMMzRyAi6cDdwMnAOOBcERnXxaZ/V9WJznK/V/YAVFRUeJl8TLFa/Eci6AhU3/TUUAy911JSAu3tsGpVhIZ5SCLkS7h4pcXLEsFhwEpVXaWqu4EngdM9PF5I6urq4nl4V7Fa/Eci6PjoI/MZaqqB3mrxcxfSRMiXcPFKi5fzEYwA1gZ9rwO6cmdfFZGpwHLgR6q6tvMGInIZcBnA8OHDmT17NgCjRo0iNzeXmpoaAAoKCigtLWXu3LkAZGRkUFVVRXV1NTt27KCxsZH999+f+vp61q41hykpKSErK6sjmNOQIUMYM2ZMx8CNrKwsKisrWbhwYUf9XEVFBXV1daxbtw6AsWPHkp6ezuLFiwEYNmwYxcXFzJ8/H4CcnBwqKipYsGABTU1NAFRWVrJ69WrWr18PwLhx42hra2PZsmXm5I0YQWFhIQsWLACgf//+TJkyhfnz59PS0kJjYyPFxcUsX76cDRs2ADB+/HhaWlpY4dyNI0eOZOjQoR0NTHl5eZSXlzNv3jxaW1sBmDp1KrW1tWzevBmAsrIyGhoaWOW82hUVFTFw4ECqnQlu8/PzKSsrY86cOagqIsK0adOoqalh69atAJSXl7NlyxbWrFkTVj41NjZSUlLSkU9gpkpMtHxqbGxk+/bte+UTQFVVlW/yaf78DWRmDmLlyrkMGNB9PjU2NtLc3Nzj/RScT/X1nwFVLFy4ncrKPb7Kp8Bxerqf/JZP3d1PjY2NZGVl9eq5F8inHlFVTxbgTOD+oO8XAH/stE0BkOX8/y3gtVDpTp48WSNl1qxZEe/rN6wW/5EIOr7yFdWDDw69XSRa8vNVv/3t3tvkNYmQL+ESjRZgoXbzXPWyamgdMDLoe6HzW7AT2qyqLc7X+4HJHtrD2LFjvUw+plgt/iMRdKxcGbpaCCLT4teeQ4mQL+HilRYvHcE7QImIFItIH+AcYEbwBiKyf9DX04AlHtpDenq6l8nHFKvFf/hdh6ppIwjHEUSixa9jCfyeL73BKy2eOQJVbQUuB17CPOD/oaq1InKjiJzmbHaFiNSKSA1wBXCRV/YAHXWOyYDV4j/8rmPDBti5M3SPIYhMS0kJfPIJNDdHYJyH+D1feoNXWjydvF5VXwBe6PTbtUH/XwVc5aUNFovFEHhbD6dEEAklJabUsWoVjOuqo7jFt6TUyOJhw4bF2wTXsFr8h991hNt1FCLT4tcupH7Pl97glZaUcgTFxcXxNsE1rBb/4XcdH31koo4WFYXeNhItfo1C6vd86Q1eaUkpRxDoh5wMWC3+w+86PvoIRo6EcCIZR6IlP98sfpugxu/50hu80hLSEYjIb0Wk1JOjWyyWmBFu19FoGDXKn2EmLD0TTolgCXCfiCwQkW+LyH5eG+UVOTk58TbBNawW/+F3HeF2HYXItfjREfg9X3qDV1rCnphGRMYCFwPnAm8Af1HVWZ5Y1QN2YhqLpfds3w4DBsAtt8CVV3p3nF/8An73O9i1C5Ko+35SEPXENE4k0YOdZRNQA/xYRJ50zcoYEIgzkgxYLf7Dzzp602MIItcyapQJRf3ppxHt7gl+zpfe4pWWkOMIROR3wCnAa8CvVfVtZ9UtIrLME6s8IhCgKhmwWvyHn3X01hFEqmXUKPO5apVpmPYDfs6X3uKVlnBKBB8AE1X1W0FOIMBhHthksVhcpreOIFKCHYElcQjHEZyvqjuDfxCRmQCqut0TqzyisrIy3ia4htXiP/ys46OPYPBgyM0Nb/tItYwcadoG/OQI/JwvvcUrLd06AhHJFpGBwCARyReRgc5ShJlrIOFY7bcOzlFgtfgPP+tYtap3pYFItWRmwgEH+MsR+DlfeotXWnoqEXwLeBfTQFzt/P8u8BzwR0+s8ZjApBXJgNXiP/ysY9Uq6M2g1Gi0+K0LqZ/zpbd4paVbR6Cqd6lqMfBTVS0OWspUNSEdgcWSiuzZYyatD9Tfe43fHIElNN32GhKRY1T1NWCdiHyl83pVfdpTyzxgXBKFRLRa/IdfdaxdC21tvSsRRKNl1CgT8rqxEfr3jzgZ1/BrvkSCV1p66j46DdNl9NQu1imQcI6gra0t3ia4htXiP/yqI1Ct3JsSQTRaAsdZvRomTIg4Gdfwa75Egldaeqoaus75vLiL5RueWOMxgQnHkwGrxX/4VUfAEfSmRBCNFr91IfVrvkSCV1rCCTr3AxHJE8P9IlItIid4Yo3FYnGdVasgIwMKC2NzPL85AktowhlH8A1V3QGcABQAFwC/8dQqjxgxIiF7vXaJ1eI//Kpj9WrTpTOjF/MRRqMlPx/2288/jsCv+RIJXmkJxxGI8zkdeERVa4N+SygKY/VKFAOsFv/hVx2rVvW+x1A0WkT81XPIr/kSCV5pCccRvCsiL2McwUsikgu0e2KNx9jgU/4kWbT4Vcfq1b1rH4DotfjJEfg1XyLBKy3hOIJLgF8AX1DVXUAfTDhqi8XicxobYePG2I0hCDBqlHFA7Qn5yph6hKw1VNV2EakHxolIL2oZ/Ud/P3RqdgmrxX/4UUckPYYgei2jRkFLC3z2GcS7it6P+RIpXmkJJwz1LcDZwGIg0IlVgblh7HsScBeQDtyvql02MovIV4GnMKUOz2admTKlyzkZEhKrxX/4UUegeqa3JYJotQQcz+rV8XcEfsyXSPFKSzhVQ18GxqrqdFU91VlOC7WTM5nN3cDJwDjgXBHZZ1ic0+bwA8Dzijw7ibU/SRYtftQRaYkgWi2B4/mhncCP+RIpcZu8HlgFZEaQ9mHASlVdpaq7gSeB07vY7lfALUBzBMfoFS0tLV4fImZYLf7DjzpWrTKhpwsKerdftFoOPND0HvJD4E8/5kukeKUlnDr/XcD7zhwEHVao6hUh9hsBrA36XgdUBG8gIuXASFX9j4j8rLuEROQy4DKA4cOHM3v2bABGjRpFbm4uNTU1ABQUFFBaWsrcuabWKiMjg6qqKqqrq9mxYweNjY00NjZSX1/P2rXGtJKSErKysvjwww8BGDJkCGPGjGHevHkAZGVlUVlZycKFC2lsbASgoqKCuro61q1bB8DYsWNJT09n8eLFAAwbNozi4uIO752Tk0NFRQULFizomGGosrKS1atXd0QTHDduHG1tbR0jB0eMGEFhYWFHL4H+/fszZcoU5s+fT0tLC42NjbS2trJ8+XI2bNgAwPjx42lpaWHFihUAjBw5kqFDhxKY4zkvL4/y8nLmzZtHa2srAFOnTqW2tpbNmzcDUFZWRkNDA6ucV7mioiIGDhxIdXU1APn5+ZSVlTFnzhxUFRFh2rRp1NTUsHXrVgDKy8vZsmULa9asCSufAuc1kE9gisCJlk+NjY0sXLhwr3wCqKqqils+LVy4mcGDs5g7991e5VNjYyOLFi3q8X4KlU+DBh3Oe+8109raP6751NjYyIoVK3q8n+KdT+HeT42NjXzyySe9eu4F8qknQk5eLyIXdvW7qj4cYr8zgZNU9VLn+wVAhape7nxPw8QyukhV14jIbEyk0x7bCKKZvL61tZWM3oyq8TFWi//wo47SUhgzBp55pnf7uaFl6lTzOTdka6K3+DFfIiUaLVFNXu888P8BvKWqDweWMI67DgietbTQ+S1ALjAemC0ia4DDgRki4lnLzvLly71KOuZYLf7DbzpUIxtDAO5oCXQhjTd+y5do8EpLOLGGTgXeB/7rfJ8oIjPCSPsdoEREikWkD3AO0LGfqm5X1UGqWqSqRcBbwGle9hoKFPmSAavFf/hNR309NDVFNobADS3FxbBunelGGk/8li/R4JWWcBqLr8c0/G4DUNX3gZCXlqq2ApcDLwFLgH+oaq2I3CgiIXsdWSyW6Ii0x5BbFBebUsnHH8fn+JbwCaeyaY+qbhfZK7xQWOMFVfUF4IVOv13bzbZHhZNmNIwfP97rQ8QMq8V/+E1HpGMIwB0twfMSjBkTdXIR47d8iQavtITjCGpF5DwgXURKgCuANz2xxmNsNzJ/kixa/KYj4AiKinq/rxta/DKWwG/5Eg1eaQmnauj7QCmm6+gTwA7gh55Y4zGBbmDJgNXiP/ymY/VqGD4ccnJ6v68bWvbfH7Ky4t9g7Ld8iQavtIQTa2gXcLWzWCyWBGHVqvi1DwCkpZnSSLxLBJbQ9FgiEJELnRnJdjrLQhH5n1gZ5zYjR44MvVGCYLX4D7/piGQeggBuaSkujn+JwG/5Eg1eaem2ROAMJPsh8GOgGjMZTTlwm4ioqv7NE4s8ZOjQofE2wTWsFv/hJx27d0NdXeSOwC0txcUQ7+kA/JQv0eKVlp5KBN8BzlDVWU6f/22q+hrwVeB7nljjMZGOSPYjVov/8JOOjz82XTcjrRpyS8uoUbB1K2zb5kpyEeGnfIkWr7T05AjyVHVN5x+d3/I8scZisbhCNF1H3SQ4HLXFv/TkCJoiXOdb8vKSx39ZLf7DTzoCD95IHYFbWvzgCPyUL9HilZaeeg0dIiIfdPG7EMbIYj9SXl4ebxNcw2rxH37SsWqV6bq5//6R7e+WloAjimfPIT/lS7R4paWnEsEhwKldLKdgJppJOAKhcJMBq8V/+EnHqlWm62ZaOCOFusAtLQMGmCWejsBP+RItXmnptkSgqkkXISQQMzwZsFr8h590rF4dXfuAm1pGj46vI/BTvkSLV1oifF+wWCx+Jt6DyYIZNQo++ijeVlh6IuTENH4jmolp2tvbSYu0rOwzrBb/4RcdW7fCwIFw++3wk59EloabWq66ytjS3Azp6a4k2Sv8ki9uEI2WqCamEZFTndnEEp7a2tp4m+AaVov/8IuOaHsMgbtaRo2C1lZYuzb0tl7gl3xxA6+0hPOAPxtYISK3isjBnlgRIwLziCYDVov/8IuOQH18NFVDbmoZPdp8xqudwC/54gZeaQlnqsrzgUnAR8BDIjJfRC4TkVxPLLJYLFER7wlpOhMomdh2Av8SVpWPqu4AngKeBPYHzgCqReT7HtrmOmVlZfE2wTWsFv/hFx2rVkFBAey3X+RpuKll5EjIzIxficAv+eIGXmkJp43gdBF5BpgNZAKHqerJQBkQYVNUfGhoaIi3Ca5htfgPv+hwo8eQm1rS082YhniVCPySL27glZZwSgRfAX6nqhNU9TZV3QAd8xRc4olVHrEqiQKjWy3+wy86Pvro83r5SHFbSzy7kPolX9zAKy3hOIL1qjo3+AcRuQVAVWd6YpXFYomIPXtgzRo46KB4W7I38R5UZumZcBzB8V38drLbhsSCokgmb/UpVov/8IOOTz6BtrboHYHbWkaNMqGot2xxNdmw8EO+uIVXWrp1BCLyHRFZBBwsIh8ELauBroLRdZXGSSKyTERWisgvulj/bRFZJCLvi8g8EfE0htHAgQO9TD6mWC3+ww86Vq40n9FWDbmtJZ5dSP2QL27hlZaeSgSPY4LMPcfeQecmO11Ke0RE0oG7MaWHccC5XTzoH3faHiYCtwJ39FpBL6iurvYy+ZhitfgPP+gI1MNHWyJwW0s8u5D6IV/cwistPTkCdSah+R7QELQgIuG4pcOAlaq6SlV3Y7qent7pADuCvvYDEivehcXiM1auhL59YdiweFuyN3Ysgb/paT6CxzEhp9/FPKAlaJ0Sek6CEUDwoPI6oKLzRiLyPcy8yH2AY7pKSEQuAy4DGD58OLNnzwZg1KhR5ObmUlNTA0BBQQGlpaXMnWvatjMyMqiqqqK6upodO3bQ1NREY2Mj9fX1rHXGu5eUlJCVlcWHH34IwJAhQxgzZkxHuNesrCwqKytZuHAhjY2NAFRUVFBXV8e6desAGDt2LOnp6SxevBiAYcOGUVxczPz58wHIycmhoqKCBQsW0NRk5vSprKxk9erVrF+/HoBx48bR1tbGsmXLzMkbMYLCwkIWOBO+9u/fnylTpjB//nxaWlpoamqitbWV5cuXs2HDBgDGjx9PS0sLK1asAMxE10OHDu2Y3i4vL4/y8nLmzZvXEcVw6tSp1NbWdoxYLCsro6GhoaN3QlFREQMHDux4E8nPz6esrIw5c+agqogI06ZNo6amhq1btwImZvqWLVtYs2ZNWPnU3NwM0JFPAFOmTEm4fGpqamLhwoV75RNAVVVVzPJpwYLdDBuWzQcffBRVPjU1NbFo0aIe76fe5NPChfPIzz+Ct97aCgyNaT41NTWxYsWKHu+nWOdTpPdTU1MTn3zySa+ee4F86gnPgs6JyJnASap6qfP9AqBCVS/vZvvzgBNV9cKe0o0m6JzF0muamsxr7Jo1ZlRUv35QWAgHHggiIXePNaWlMGYMPPNMvC3ZlyOOMJPlzJoVb0tSk4iCzolIeU9LGMddB4wM+l7o/NYdTwJfDiPdiJkzZ46XyccUq8VDVqyAm2+GsjLz4J8wAU49FU46Cb74RTNaa+RIOOccmDHDdNMh/jra243PcqPrqBdaRo2KT2NxvPPFTbzS0lPV0G97WKd0U40TxDtAiYgUYxzAOcB5wRuISImqrnC+fglYgYckWsjtnrBaPGDRIrjmGvNwBzjySLjuOhg71jz829qgsdFUxM+bB6+9Bn//uxk2+4MfmNfxOPLpp9DS4o4j8CJPRo+Gxx83NmZluZ58t/jm+nIBr7T0NEPZ0dEkrKqtInI58BKQDjygqrUiciOwUFVnAJeLyHHAHmAr0GO1ULSID4vykWK1uMjWrfCjH8Ejj0BeHtxwA1x8sXnr74oTToDvftfEVn7uOfjDH+BHP2LKAQfAAw/AscfG1n4Ht7qOgjd5Mno0qJqgeAfHMI5x3K8vF/FKS7dtBCJyjKq+JiJf6Wq9qj7tiUUhsG0EFleZORMuugjWr4cf/xh+/nMzq0tveeEFuOIKUzdz2WVw112Qne26uT1x//3wzW+aB60fx1DNn2/aCWbMMDVtltgS6cQ005zP7iawTzgCrezJgNUSJapw/fVw3HGmHWD+fLjllsicAMD06Xzw+ONw5ZVw331QVWUamGPIRx+Z9uzuCjK9wYs8GTPGfK7wtAJ4X+y9Epqeqoaucz4v9uTIcSDQHSsZsFqioKUFLr0UHn0ULrwQ7rnHdL6Pki27dhlncsQRJt3Jk01JoWKfXtOesHKlacpwYzpIL/KkoADy82PvCOy9EppwwlAXiMjvRaRaRN4VkbtEpMATaywWr2loML1/Hn0UbroJHnzQFSewF6efDgsXwoABpr1gZmxiM65c6U77gJeUlMDy5fG2wtKZcILOPQlsBL4KnOn8/3cvjfKK8vJwer0mBlZLBOzcCV/6Erz+Ovztb3D11a6OBdhLx0EHmZ5FxcUwffrnPZE8QtW9rqPgXZ6MGRP7EoG9V0ITjiPYX1V/paqrneUmYKgn1njMlniEPvQIq6WX7NoFp5wCb7wBjz0G54cMl9Vr9tGx//4wZ44Zj3DWWZ6WDDZuNIUdtxyBV3lSUmImsd+1y5Pku8TeK6EJxxG8LCLniEias3wN0yU04VgT48Y7L7FaekFrq3kQz51rSgJnn+3JYbrUMXAg/Pe/5lX4y1+Gd97x5NiBGD5uVQ15lSeBBuNYxhyy90poehpZ3CAiO4BvYuIO7XaWJ3Hi/lgsvkcVLr/cNNr+6U9w3nmh93GbgQPhpZdg8GA4+WRP6kYC9e5+m5CmMyUl5jPW1UOWnunWEahqrqrmOZ9pqprhLGmqmhdLI91iVCAEYhJgtYTJbbfBn/8Mv/iF6d/vIT3qGD4cXnnF/H/qqWaWFhdZtgwyMj6P8hktXuVJwBHEssHY3iuhCadqCBHJF5HDRGRqYPHEGo/Jzc2NtwmuYbWEwb//bQaInXOOiR3kMSF1jB4NTz9t6kXOOcdUWbnEsmUm+cxMd9LzKk/y8mDo0NiWCOy9Eppwuo9eCszFtAvc4Hxe74k1HmMHlvgTT7SsWGEahCdPNl1E08J654mKsHRMnWqqqF56yQw+c4mlS01IJLfw8vqKdRdSe6+EJpy74wfAF4CPnfhDk4BtnlhjsbhBYyOccYZ5Pf7Xv2Ie6iEkl14K3/8+/O53xr4oaWszYwhiGb8nGuLRhdTSM+E4gmZVbQYQkSxVXQq4+O4ROwoKkmccnNXSDaqmLWDJEnjySTNvQIzolY7bbzcjjr/xjc+jxUXImjWwe7e7JQIvr6+SEqivhx07Qm/rBvZeCU04jqBORAYAzwKviMhzwMeeWOMxpXEOE+wmVks3PPggPPEE3HijiSMUQ3qlo08f+Mc/TAvvmWeaCXAixJkszVVH4OX1FeuYQ/ZeCU1IR6CqZ6jqNlW9Hvhf4K94PIGMVwSmcksGrJYuWLLEVLkcc4zpJRRjeq3jgAPMuIaaGtOoHSFLl5pPNx2Bl9dXrLuQ2nslNOH2GioXkSuAQ4E6ZzJ6i8U/NDebnjh9+5qHqxuR12LB9OlmLoQ//MGMdYiAZctMQLdBg1y2zSMCg95szCH/EE6voWuBh4ECYBDwoIhc47VhXpCR0dOEbImF1dKJq6+GDz6Ahx82ffbjQMQ6fv1rOPRQMxlOfX2vd1+2zN3SAHh7ffXta0Jlx8oR2HslNCEnrxeRZUBZUINxDvC+qsalwdhOTGPZh1mzTHXQd78Ld98db2sio7YWpkwx0Ur//e9eBcPbf38zYPmBBzy0z2VOOAG2bDFBWi2xIdKJaQJ8CgT3v8ui50nofUt1dXW8TXANq8Vh+3YT+7+kBG691T2jIiAqHaWlZi6D//ynV0/07dvN5Gpulwi8vr7GjTNNOu3tnh4GsPdKOHRbzhCRP2Amqd8O1IrIK87344G3PbHGY3bEqr9aDLBaHH7wAzNr+xtvmJnG4kjUeXL55fDss6bN4Ljjwur6Gugx5PYYAq+vr9JSE4H0449NpG4vsfdKaHqqcAoU2t4Fngn6fbYnllgsveX5502bwDXXxGwWME9JSzOlgQkTzPiCV14JOSLai66jsWDcOPO5eLH3jsASBqoacgH6AOOdJTOcfbxaJk+erJHS0NAQ8b5+I+W1bN2qOny46oQJqi0trtsUCa7lyX33qYLq3XeH3PTqq1XT090/BV5fX1u2GIm33urpYVTV3isBgIXazXM1nF5DRwErgLuBe4DliRp0rj6CHhl+JeW1/PjHpofNgw+awVk+wLU8ufRS05r685+bupMeWLrURBx1+xR4fX3l55tG7tpaTw8D2HslHMJpLP4tcIKqTlPVqcCJwO/CSVxEThKRZSKyUkT2GeEjIj8WkcUi8oGIzBQRT+MBrF271svkY0pKa/nvf40D+PnPTVA5n+BanojAffeZ/y+7zITN6AYvuo5CbK6vceNM1ZDXpPS9EibhOIJMVV0W+KKqy4GQwW5FJB1TijgZGAecKyLjOm32HjBFVQ8FngLi2+3D4n8aGuBb34JDDoFrr423Nd5x4IHwm9/Ayy+bdpAu2LPHOIJEjaAQcAQherBbYkA4juBdEblfRI5ylr/weUNyTxwGrFTVVWpGIj8JnB68garOUtXA7KVvAYW9Mb63lATGticBKavll780k97+9a+QleWdURHgep585zvwxS+aXkTr1++zetky4wwmTHD3sBCb66u0FHbuNNnpJSl7r/SCcIapfRv4HnCF8/11TFtBKEYAwVlcB/TUteMS4MWuVojIZTjTYw4fPpzZs2cDZrae3NzcjhjdBQUFlJaWdsTjyMjIoKqqiurqanbs2EFrayv77bcf9fX1HUWskpISsrKy+PDDDwEYMmQIY8aMYd68eQBkZWVRWVnJwoULaWxsBKCiooK6ujrWrTPDKcaOHUt6ejqLnXLusGHDKC4uZv78+QDk5ORQUVHBggULaHKCi1VWVrJ69WrWOzf4uHHjaGtrY5nTDWTEiBEUFhayYMECAPr378+UKVOYP38+LS0ttLa2MnToUJYvX86GDRsAGD9+PC0tLaxwgriMHDmSoUOHEhiAl5eXR3l5OfPmzaPVmRRl6tSp1NbWsnnzZgDKyspoaGhg1apVABQVFTFw4MCO/sv5+fmUlZUxZ84cVBURYdq0adTU1LB161YAysvL2bJlS8f8qqHySVUZMWJERz4BTJkyZZ986ldTw3533826M85gx377Maa11Vf51NraymeffbZXPgFUVVVFlk9vvknmN7/JFy65BLn8cj687rq98mnWrDZgEM3N77BmzWBX86m1tZUtW7b0eD91l0/h3k8tLenAJKqrW2hp+cSzfGptbWXXrl093k9R5VMM76fW1lba2tp69dwL5FOPdNeKbBqZSQeW9rRND/ueCdwf9P0C4I/dbHs+pkSQFSrdaHoNzZo1K+J9/UbKaWluVj3kENUDD1T1aS8Qz/Lk1782XWyeeWavn6+6SjUjw5tOU7G4vjZtMrJuv93b46TcvdINRNprSFXbgGUickDP7qRL1gEjg74X0sWIZBE5DrgaOE1VWyI4jiUV+L//M0NR770X+vePtzWx5ac/NbGIvvc9M5TYYdEiM5DMJ52mek1BgZm2MhYNxpaeCaeNIB8zsnimiMwILGHs9w5QIiLFItIHOAfYaz8RmQT8GeMENvTW+N4yZMgQrw8RM1JKy+LFJjDb178OJ50UG6MiwLM8ycyE++837QRB4bU/+MCb9gGI3fU1bpz3XUhT6l6JkHCCzk3r6ndVnRMycZHpwJ2YKqYHVPVmEbkRU0SZISKvAhOAz5xdPlHV03pKM5qgc62trUkTiTBltLS3mwbTZctMiWDw4Nga1ws8z5Mf/9hMb/n662yfUMWAAcY/XnWV+4eK1fV1+eXwyCOmoNOLOHu9ImXulRBEFHRORLJF5IfAWcDBwBuqOiewhHNgVX1BVceo6mhVvdn57VpVneH8f5yqDlXVic7SoxOIlkCDVTKQMlruvRfefBPuuMPXTgBikCc33mi6lX7zm3xYbaYE8apEEKvrq7TU9Ahe52EYy5S5V6Kgp6qhh4EpwCLMWIDfemKBxdId69aZqpDjjoMLLoi3NfGnf3/4059g6VIW/fZlwDtHECsCYyAWLYqvHalOT45gnKqer6p/xvQA+mKMbPKMLJ/1O4+GlNBy+eXQ2mpKBV7VG7hITPLk5JPh3HNZ9OJa8vq3cUAk3TjCIFbXV1mZ+XzvPe+OkRL3SpR020YgItWqWt7d93hhJ6ZJEZ5+Gr76VROj/8or422Nv9iwgakjVtKe059528aHjFDqdw46CCZOhKeeirclyU2kE9OUicgOZ2kADg38LyIJGeA7mRxIUmvZts2UBiZONA2kCUKs8kQHD2FRn8lMaHjj85hELhPL66u8HLycOyap7xWX6NYRqGq6quY5S66qZgT9n+eJNR4TGHGaDCS1ll/8wkQW/ctfIIF6e8QqT9atg227spgwdo8JvOdBS2ssr6/ycli9GpyBtK6T1PeKSyR2mdKSfMydC3/+s4mvE2pYfIrywQfmc8J1X4Hdu03pKYEjt02aZD7ffz+uZqQ0KeUIKpJhFiuHpNTS3Azf/KaZsuqGG+JrVATEKk+cEDNMOLnQnKdnn4V//cvVY8Ty+go4Aq8ajJPyXnGZlHIEdXV18TbBNZJSy69+BcuXmxJBnOcfjoRY5cnbb0NJCQwYgGlDKS83pYItW1w7RiyvryFDoLDQu3aCpLxXXCalHME6L0etxJik0/Lee6aH0IUXwvHHx9ukiIhVnrz9Nhx2mPMlI8OE5N60CX7yE9eOEevra9Ik70oESXeveEBKOQKLP5HWVjNZ++DBZgSxpVvWrYNPPw1yBGB6V115JTz0kJnIJgEpLzfTbu7cGW9LUpOUcgRjvZjTL04kk5ZJM2ealsJ77oGBA+NtTsTEIk/eecd87uUIwMzWdvDBpo2loSHq48T6+po0yYSVCjSEu0ky3SteaUkpR5Cenh5vE1wjabQsXkzuHXfAWWfBGWfE25qoiEWevP22qQ2aOLHTiuxseOABM92XCwPwYn19lTtDVb2oHkqaewXvtKSUI1icRIHPk0JLaytceCF7cnLgD3+ItzVRE4s8efttMzVBdnYXKysrTbfbe++F116L6jixvr4KC2HQIG8ajJPiXnHwSktKOQKLz7j1Vli4kBU//KGZocTSI+3tpmpon2qhYH71K9Ol6JJLXKkiihUiplSQRIOAE4qUcgTDhg2LtwmukfBaFi2C66+Hr32N9HPOibc1ruB1nqxYATt2hHAEffuaRuNPPomqF1E8rq8jjjCXRdAkbK6Q8PdKEF5pSSlHUFxcHG8TXCOhtezeDf/zP5CfD3ffndhagvBax9tvm88eHQGYJ+pPf2pCdLz4YkTHikeeVFWZUo8zR71rJMv1Bd5pSSlHMN/tKyyOJLSW664zvYT+8hcYNCixtQThtY633zbj7A4+OIyNb7wRxo83VUQRDDSLR54cfjikp4Pbc68ky/UF3mlJKUdg8QHz5pmBY5deCqd5OiFd0vH22yb8UlgdR7KyzByQmzbBt76VELGI+vUz7QSvvx5vS1KPlHIEOTk58TbBNRJSy44dZqax4uK9Bo4lpJYu8FJHU5MpRIWsFgpm0iTTePzUU6bdoBfEK0+++EXj8Fpa3EszWa4v8E5LyMnr/YadmCZBUTVO4IknzCvfEUfE26KEYuZMM2Pnf/4D06f3Yse2NrPjO+8YT3LQQV6Z6ArPPANf+Qq88Ya9RNwm0olpko4FCxbE2wTXSDgtjzwCjz1megp1usMTTks3eKlj5kwzkOyLvZ0wNj3dnPvMTDjvPNNQHwbxypOqKvPpZjtBslxf4J0WTx2BiJwkIstEZKWI/KKL9VNFpFpEWkXkTC9tAWhqavL6EDEjobQsXw7f+x5Mmwa//OU+qxNKSw94qWPmTFMtlJsbwc4jR8L995tSwVVXhbVLvPJk8GAYO9ZdR5As1xd4p8UzRyAi6cDdwMnAOOBcERnXabNPgIuAx72ywxJnmprg7LNN4+Wjj4bZ0mkJZvt2M9Dq2GOjSOSrXzXO+I474N//ds02L6iqMo6gvT3elqQOXpYIDgNWquoqVd0NPAmcHryBqq5R1Q+AmGR5ZWVlLA4TExJGy/e/b+qmH37YxBHogoTREgKvdMyZYx6KxxwTZUK332665Vx4IXz8cY+bxjNPvvhFM23lkiXupJcs1xd4p8XLCWFHAGuDvtcBEU2vIyKXAZcBDB8+nNmzZwMwatQocnNzqXGmbCooKKC0tJS5c+cCkJGRQVVVFdXV1ezYsYPm5maqqqqor69n7VpjWklJCVlZWXz44YcADBkyhDFjxjDPKZtmZWVRWVnJwoULO+YLraiooK6uriM2+NixY0lPT++IAzJs2DCKi4s7+vzm5ORQUVHBggULOop2lZWVrF69mvXr1wMwbtw42traWLZsmTl5I0ZQWFjYUSfYv39/pkyZwvz582lpaaG5uZnjjjuO5cuXs2HDBgDGjx9PS0sLK1asAGDkyJEMHTq0Y8LrvLw8ysvLmTdvHq2trQBMnTqV2tpaNm/eDEBZWRkNDQ2sWrUKgKKiIgYOHEi1EwQmPz+fsrIy5syZg6oiIkybNo2amhq2OpPOlpeXs2XLFpr/9CcO/utf2f6979F+5JHUOPnWOZ92797NCSec0JFPAFOmTEm4fGpubmbQoEF75RNAVVVVVPn0yCMHkZMzgtzcWmbP3hRVPi254QZKzjmHXSeeCHPnsmXXLtasWbPP/dTc3MyIESN6vJ+8yqeDDx4HDOHee1fw1a+uizqfmpubGT16dI/3kxv55PX9tGbNGpqbmxk3blyvnnuBfOoRVfVkAc4E7g/6fgHwx262fQg4M5x0J0+erJEya9asiPf1G77XUl2tmp2teswxqq2tPW7qey1h4pWO8eNVjz/exQSfe04VVC++WLW9vctN4p0nBx+sesIJ7qQVby1uEo0WYKF281z1smpoHTAy6Huh85sl2amvh9NPN+Ekn3jCtgtEQX09fPihC9VCwZx2Gvzv/8KDD5ppQX3IKafA7NkJFTcvofHSEbwDlIhIsYj0Ac4BZnh4vJCMG9e5rTpx8a2W3btNw+SmTfDcc2ZC2hD4Vksv8ULHrFnmM6qG4q647jo4+WTThuNU2QUT7zw55RRzKb36avRpxVuLm3ilxTNHoKqtwOXAS8AS4B+qWisiN4rIaQAi8gURqQPOAv4sIrVe2QPQ1tbmZfIxxZdaVOG73zWjgR588PPZRkLgSy0R4IWOF180sfkmTXI54fR0ePxxM8DsK18xoU2DiHeeHHEEDBjgTgeneGtxE6+0eDqOQFVfUNUxqjpaVW92frtWVWc4/7+jqoWq2k9VC1S11Et7Ag18yYAvtfzmN2Yi9auvNl1Gw8SXWiLAbR0tLaZQdfrpZjCZ6wwYAM8/D2lp5hU8KDhdvPMkMxNOOsmMpI62G2m8tbiJV1pSamSxxUMee8wMFjvvPBP50hI1r75qxhCcdZaHBxk9Gp59FtasMR7HR4OvTjkFNmywk9XEgpRyBCNGjIi3Ca7hKy0zZ8LFF8NRR5l5c9N6d1n5SksUuK3jn/80L+3HHedqsvtSVWXCULzxBpxzDrS2+iJPTjrJXErPPx9dOn7Q4hZeaUkpR1DYzYCmRMQ3WubPN2+SY8eaiGFZWb1OwjdaosRNHbt3mxf100+HPn1cS7Z7zj4bfv97mDEDvvUtCn3w8CwoMG0FM6LsYpIs1xd4pyWlHIENPuUy771nep7svz+88op5fY0AX2hxATd1vPJKDKqFOnP55XDNNfDAA2w+/3xfzGFw5plQU2OmsIyUZLm+IEGDzlmSmJoaOOEEyMszldlJNC+sH/jnP2G//eD442N84BtvhB//mMJnnoEf/SjuzuDrXzcNx3/9a1zNSHpSyhH0798/3ia4Rly1vPMOHH00ZGeb9oEDD4wquWTJF7d0BPcWikm1UDAicPvt1J9zDtx1l3EGcYz+NmgQnHEG/O1vkU9WkyzXF3iopbshx35dogkxYXGBefNU8/JUi4tVV62KtzVJySOPmAgQL70URyPa21V/+ENjyEUXqe7ZEzdTXnrJmPHkk3EzISkgTiEmfIedxDpKnn7adGEZNgzmzjVTTrpAsuSLGzpU4Xe/g0MOiUO1UBDz33rLhKy+4QYzzeVZZ8Wta+lxx8EBB0RePZQs1xfYyetdocXNiVDjTMy1/P73puVu4kQTLN7F3gvJki9u6Hj9ddMG/8MfmlqaeNHS0mIMuPZa+MMfTF3V0UeDE90zlqSlmd7Jr74aMnp2lyTL9QXeaUkpR2CJgJYW+Na34Ac/MJXWM2eaaaQsnnDnnabb5AUXxNuSIC6/3JQGFy0y06Q54Y9jycUXm88//jHmh04Nuqsz8usSTRvBnjjWc7pNTLSsW6daWWkqaK+6KmQ46UhJlnyJVsdHH6mKqF59tUsGRUGXWqqrVUeMUM3JUX3ooZjbdP755tCfftq7/ZLl+lKNTgu2jcCwfPnyeJvgGp5r+c9/TDXQBx+Yvoy//rVn4aSTJV+i1XHHHSam0He/65JBUdCllkmT4N134fDD4aKL4NJLYdeumNl0/fWwZw/cfHPv9kuW6wu805JSjiAw81Ay4JmWXbtMaOJTToHhw+Htt03bgIckS75Eo2PRIrj3XrjkEnPa4023WoYONaPdrrnGtN5OnGhGl8eA0aPN+bnvPhMaKVyS5foC77SklCOwhGDmTJgwwVTE/uhHsGABJFEsd7+iaqrhBwyAm26KtzVhkJ4Ov/oVvPaaaUOqqoKf/xx27vT80P/7v6bx+IYbPD9UatFdnZFfl2jaCDZu3Bjxvn7DVS3r1qn+z/+YtoCSEtUYT+2XLPkSqY5HHzWn/r77XDYoCsLWsn276iWXGAEHHKD6zDPdTn/pFj/5iWlLmT07vO2T5fpSjU4Lto3AYLuRdWLnTvNmV1ICTz4JV11leoQcdVT0afeCZMmXSHRs3Qo//anpjHPJJR4YFSFha8nLg/vvhzlzzP9nnGEGQHgYO/r66818OuefD84c8T2SLNcX2O6jrrCi0yxMiUxUWnbuhNtvNwPCrr3WBI5bvNg0COfkuGdkmCRLvvRWx549ZpzW5s1wzz29jt7tKb3Ok6lTobrahKWoqYEvfAG+9jV4/33Xbevf37y31Neb9moNEQ4pWa4v8E6Ljy49i+d89pmpZC0qgp/9zDT0vfEGPPWUaYmzxIxAu8DMmfCXv8DkyfG2yAUyM+GKK+Cjj8x19t//mp5G06eb0WAuxiwqLzcT4j37LPz2t64lm7p0V2fk1yWaNoKVK1dGvK/fCFtLa6vqCy+onnWWamamqVw9/XQTM8gnJEu+hKujvV31N7/5fHiGH3ElT7ZuVb35ZtXBgz9vf/rtb1U/+yz6tFW1rU31q181Sd96a/fbJcv1pRqdFnpoI4j7g723SzSOoKGhIeJ9/UaPWlpbTUva5Zer7r+/yeaCAhNEzIc3RbLkSzg6WlpUL7vMZMnZZ5uHmR9xNU+amlT/9jfVI44wwtPSVE84QfX++1Xr66NKevducx5B9brrum6nTpbrSzU6LdYROMyKcW8YL9lLS3u76urVqg8+qHrOOaoDB5qszc5W/fKXVf/1L/ME8inJki+hdHz0kWpVlXo9UNsVPMuTxYtVr7nGRK8FU0KtrDRP8blzI7pOW1tNgFRQPe64fYPiJsv1pRqdlp4cQUaca6YskbB5MwPee8/MC7BwIbz5JtTVmXXDhsGpp5p62enTTcuaJa5s2mTGB9xzj6lGf+IJMzVwSnLIIaan2o03mlHrzz1nJiX+1a/M4IDsbNNgUllpPidONL3aehjVnp5uxrZVVMCVV8L48fCLX8C3v23DYoWLp45ARE4C7gLSgftV9Ted1mcBjwCTgc3A2aq6xit78vLyvEraXdraYONGWLsWPvkEVq+GFSvMsmQJrF/PxMC2RUVmYtepU80yfnx8w1ZGQMLkSwiCdWzbZhqCH3vMROtobTXdQ6+/3h8jh0PheZ6IQFmZWa691vSjnT3bRLZ9800T7Xb3brNtdjaMGQMHH2z6jY4aZXq8FRaapW9f0tLMg/9LXzKN8Ndea0JRnH02HHroSCZNMjO+JTpe5YuYEoMHCYukA8uB44E64B3gXFVdHLTNd4FDVfXbInIOcIaqnt1TulOmTNGFHvZR7jWqpjfEnj1m2b3bjLYMLE1NZtm1y3Tb3LkTGhpgxw4zKe3WrWbZuNG8OtbXw4YNxhkEU1Bg3ozGjjWjf8ePN10n7CtPzFE12dnQYLp+btoEn35qOsusXGkKakuWmO2GDTNv/5ddZl6GLWGye7c5ie+/b+JvLF1qljVr9r038vJM6IuhQ819UlDAkvax/HHxMTxScyiNLX1IT2tn4qgGSkc3M65kDwceoOw/XBg6PJ0BgzPZryCD7NxMpE+mKbYl2MtUOIjIu6o6pct1HjqCSuB6VT3R+X4VgKr+X9A2LznbzBeRDGA9MFh7MCpSR/DARXO5/bGhSHBnbe34E+I33Xtdx6cL5y49HdLSISMd0jPMZ0YGZGRCZgZk9oE+mWabIHbt2knfvv2iP74P8EJLT1kTvK4ja4M+A769vd08c9razBt9wMc3N3ef/vDhpjajstJEXvjiFz2L1ecp8+bNo6qqKt5m7Etrqykpr1ljqkPXrjVzJAReoDZvNsu2bbBrF7vJ5C0O5yVO5B2+QC2lfMqILpMW2smmmSxayGQPmewhQ9pIo500UQQlDUXEZL4ISMezQjp+D06x47991u179HC45LT3+fE/I4v91ZMj8LJqaASwNuh7HVDR3Taq2ioi24ECYFPwRiJyGXAZwPDhw5k9ezYAo0aNIjc3lxonPnpBQQGlpaXMnTsXgIyMDKqqqqiurqaxtZ5RA9rJys6iva2d1rZWADIzMiFN2LN7D4iQnp5ORmYmLS0tqDk22TnZtLTspl0VRMjKyaa1rZ3W1lY0TcjKyoY0odlJIyOrD32yc2hs2oWmpZGWkUnugAFs37mTNgFNzyB/yBB2NjfT3NIMmCKfqtLQ0ABATk4mOTl92bJlc4eW/PyBbN68mfb2NlpbWxk2LIeGhkZaOtLYj/b2dhobA2n0JTs7m61btzhpZJKfn8+mTZtQNX26Bw0azI4dO9i924xY3G+/AbS2trJzZyMAffv2o0+fPmzbttWcr8w+DBgwgI0bN2I8ojB48GC2bdvGnj2mKD9gQD67d+9m1y4Te6Zfv/5kZGSwffs2APr0ySIvL49NmzYC0Nrayv7792Pr1q20tu4BID9/IM3NzTQ1meiW/fvnkpaWxo4d2wHIysomN7c/mzaZSyUtLZ2CggK2bt1Ca2urcz0MpKmpiV27mpzzk4uIsH37DkQgOzub/v37sXlz4BynUVAwiC1bNqFq0hg2bDBNTQ20tOwiM7OdYcPy6dOnnV27NpCT00ZRUS5jxgykvr6G3NxNFBUNYcqUKcyfP5+WlhZefx2qqqpYvnx5R8Cw8ePH09LS0jE4aOTIkQwdOpTAC05eXh7l5eXMmzevQ8vUqVOpra3tsLWsrIyGhgZWrVoFQFFREQMHDqS6uto5f/mUlZUxZ84cVBURYdq0adTU1LB1q8nL8vJytmzZwhonglvw/dTY2MiiRYu6vZ927NgBwJQpU6ivr2ftWnOrl5SUkJWVxYcffgjAkCFDGDNmDPPmzXPyLYvKykoWLlxIY6O5xioqKqirq2PdunUAjB07lvT0dBYvXuzkwTCKi4s7ZufKycmh4uijWbBgAU0jRwJQWVnJ6tWrWe9MnDNu3DjamptZ9d577Nm4kcuGDePa/n1YUv13dm1TdjTkkZFVzKLFm9jemM7Opkyy+g5m27ZmGne109qeRkZGX1pbleaW3bS3CxnpmUhaBi3NzZhHQRpZWX1obmrueDHIzspi9549tDullj59Mmlr0458zMjIIC0tjT1OtZekpdHHed4E7qesrCz27N5NuzPuIrNPH9rb22lrbSU9p5lPPvkk7OdecD71SHetyNEuwJmYdoHA9wuAP3ba5kOgMOj7R8CgntK1vYYMVov/SBYdqlaLX/Gq11DKVA0BtLe3k+ancfxRYLX4j2TRAVaLX4lGS09VQ16enXeAEhEpFpE+wDnAjE7bzAAudP4/E3itJycQLbW1tV4lHXOsFv+RLDrAavErXmnxrI1ATZ3/5cBLmO6jD6hqrYjciCmizAD+CvxNRFYCWzDOwjM2hxOqMEGwWvxHsugAq8WveKXF03EEqvoC8EKn364N+r8ZOMtLGywWi8XSM8lRcRYmZWVl8TbBNawW/5EsOsBq8SteaUkpRxDompkMWC3+I1l0gNXiV7zSklKOINDnOhmwWvxHsugAq8WveKUlpRyBxWKxWPbFs3EEXiEiG4GPI9x9EJ1GLScwVov/SBYdYLX4lWi0HKiqXQYnSzhHEA0isrC7ARWJhtXiP5JFB1gtfsUrLbZqyGKxWFIc6wgsFoslxUk1R3BfvA1wEavFfySLDrBa/IonWlKqjcBisVgs+5JqJQKLxWKxdMI6AovFYklxUtYRiMhPRERFZFC8bYkUEblNRJaKyAci8oyIDIi3Tb1BRE4SkWUislJEfhFveyJFREaKyCwRWSwitSLyg3jbFC0iki4i74nI8/G2JVJEZICIPOXcI0ucOVISEhH5kXNtfSgiT4hItpvpp6QjEJGRwAnAJ/G2JUpeAcar6qHAcuCqONsTNiKSDtwNnAyMA84VkXHxtSpiWoGfqOo44HDgewmsJcAPgCXxNiJK7gL+q6oHA2UkqB4RGQFcAUxR1fGYsP6uhuxPSUcA/A64kn1mqU8sVPVlDUyuC28BhfG0p5ccBqxU1VWquht4Ejg9zjZFhKp+pqrVzv8NmAdO1zOkJwAiUgh8Cbg/3rZEiojsB0zFzHmCqu5W1W1xNSo6MoAcZybHvsCnbiaeco5ARE4H1qlqTbxtcZlvAC/G24heMAJYG/S9jgR+eAYQkSJgErAgzqZEw52YF6X2ONsRDcXARuBBp4rrfhHpF2+jIkFV1wG3Y2owPgO2q+rLbh4jKR2BiLzq1KV1Xk4HfglcGyoNvxBCS2CbqzHVE4/Fz1KLiPQH/gX8UFV3xNueSBCRU4ANqvpuvG2JkgygHPiTqk4CdgIJ2Q4lIvmY0nIxMBzoJyLnu3kMT2coixeqelxXv4vIBMzJrBERMFUp1SJymKquj6GJYdOdlgAichFwCnCsl/M9e8A6YGTQ90Lnt4RERDIxTuAxVX063vZEwZHAaSIyHcgG8kTkUVV19cETA+qAOlUNlMyeIkEdAXAcsFpVNwKIyNPAEcCjbh0gKUsE3aGqi1R1iKoWqWoR5mIp96sTCIWInIQpwp+mqrvibU8veQcoEZFiEemDafyaEWebIkLMW8VfgSWqeke87YkGVb1KVQud++Mc4LUEdAI49/RaERnr/HQssDiOJkXDJ8DhItLXudaOxeWG76QsEaQQfwSygFecEs5bqvrt+JoUHqraKiKXAy9hekE8oKq1cTYrUo4ELgAWicj7zm+/dObstsSP7wOPOS8aq4CL42xPRKjqAhF5CqjGVAG/h8uhJmyICYvFYklxUqpqyGKxWCz7Yh2BxWKxpDjWEVgsFkuKYx2BxWKxpDjWEVgsFkuKYx2BxXeISKGIPCciK0TkIxG5y+kCiIhcJCJ/9IGNXw4OLCciN4pIj4P/wky3r4g8JiKLnBHk85wRyxaLZ1hHYPEVzoCZp4FnVbUEGAP0B2728JiRjKf5MiZqKgCqeq2qvuqCOT8A6lV1ghNp8hJgjwvpWizdYh2BxW8cAzSr6oMAqtoG/Aj4hoj0dbYZKSKznRLDdQAi0k9E/iMiNc6b9NnO75NFZI6IvCsiL4nI/s7vs0XkThFZCFwtIh+LSFpQWmtFJFNEviki7zjp/st5Yz8COA24TUTeF5HRIvKQiJzp7H+sE+hskYg8ICJZzu9rROQGEal21h3chf79CQq1oarLVLVFRIrExNV/TExs/acC50NErnVs/FBE7nOcKSJykBOrqsY55mjn9585238gIje4mHeWBMU6AovfKAX2CnjmBHD7BDjI+ekw4KvAocBZIjIFOAn4VFXLnDfp/zrxf/4AnKmqk4EH2Ltk0UdVp6jqDcD7wDTn91OAl1R1D/C0qn5BVQPx7C9R1Tcx4TB+pqoTVfW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      },
      "metadata": {
       "needs_background": "light"
@@ -356,7 +570,9 @@
     }
    ],
    "source": [
-    "model = MarkovModel(states=[state1, state2], observations=observations, state_transitions=state_transition).populate()\n",
+    "model = MarkovModel(states=[state1, state2], \n",
+    "                    observations=observations, \n",
+    "                    state_transitions=state_transition).populate()\n",
     "\n",
     "new_mean = model.reestimated_mean()\n",
     "new_var = model.reestimated_variance()\n",
@@ -375,6 +591,8 @@
     "plt.ylabel(y_label)\n",
     "plt.grid(linestyle=\"--\")\n",
     "\n",
+    "fig = matplotlib.pyplot.gcf()\n",
+    "fig.set_dpi(fig_dpi)\n",
     "plt.show()"
    ]
   },
@@ -387,15 +605,15 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 11,
+   "execution_count": 15,
    "metadata": {},
    "outputs": [
     {
      "output_type": "display_data",
      "data": {
-      "text/plain": "<Figure size 432x288 with 1 Axes>",
-      "image/svg+xml": "<?xml version=\"1.0\" encoding=\"utf-8\" standalone=\"no\"?>\n<!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\"\n  \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\n<!-- Created with matplotlib (https://matplotlib.org/) -->\n<svg height=\"277.314375pt\" version=\"1.1\" viewBox=\"0 0 385.78125 277.314375\" width=\"385.78125pt\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\">\n <metadata>\n  <rdf:RDF xmlns:cc=\"http://creativecommons.org/ns#\" xmlns:dc=\"http://purl.org/dc/elements/1.1/\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\">\n   <cc:Work>\n    <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\n    <dc:date>2020-12-31T19:28:13.377484</dc:date>\n    <dc:format>image/svg+xml</dc:format>\n    <dc:creator>\n     <cc:Agent>\n      <dc:title>Matplotlib v3.3.3, https://matplotlib.org/</dc:title>\n     </cc:Agent>\n    </dc:creator>\n   </cc:Work>\n  </rdf:RDF>\n </metadata>\n <defs>\n  <style 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      },
      "metadata": {
       "needs_background": "light"
@@ -403,7 +621,9 @@
     }
    ],
    "source": [
-    "model = MarkovModel(states=[state1, state2], observations=observations, state_transitions=state_transition).populate()\n",
+    "model = MarkovModel(states=[state1, state2], \n",
+    "                    observations=observations, \n",
+    "                    state_transitions=state_transition).populate()\n",
     "\n",
     "new_mean = model.reestimated_mean()\n",
     "new_var = model.reestimated_variance()\n",
@@ -432,6 +652,11 @@
     "plt.ylabel(y_label)\n",
     "plt.grid(linestyle=\"--\")\n",
     "\n",
+    "fig = matplotlib.pyplot.gcf()\n",
+    "fig.set_dpi(fig_dpi)\n",
+    "fig.set_tight_layout(True)\n",
+    "if fig_export:\n",
+    "    savefig(\"report/res/re-est-pdfs.png\")\n",
     "plt.show()"
    ]
   },
@@ -444,7 +669,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 12,
+   "execution_count": 39,
    "metadata": {},
    "outputs": [
     {
@@ -457,9 +682,9 @@
     {
      "output_type": "display_data",
      "data": {
-      "text/plain": "<Figure size 432x288 with 1 Axes>",
-      "image/svg+xml": "<?xml version=\"1.0\" encoding=\"utf-8\" standalone=\"no\"?>\n<!DOCTYPE svg PUBLIC \"-//W3C//DTD SVG 1.1//EN\"\n  \"http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd\">\n<!-- Created with matplotlib (https://matplotlib.org/) -->\n<svg height=\"277.314375pt\" version=\"1.1\" viewBox=\"0 0 385.78125 277.314375\" width=\"385.78125pt\" xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\">\n <metadata>\n  <rdf:RDF xmlns:cc=\"http://creativecommons.org/ns#\" xmlns:dc=\"http://purl.org/dc/elements/1.1/\" xmlns:rdf=\"http://www.w3.org/1999/02/22-rdf-syntax-ns#\">\n   <cc:Work>\n    <dc:type rdf:resource=\"http://purl.org/dc/dcmitype/StillImage\"/>\n    <dc:date>2020-12-31T19:28:13.795456</dc:date>\n    <dc:format>image/svg+xml</dc:format>\n    <dc:creator>\n     <cc:Agent>\n      <dc:title>Matplotlib v3.3.3, https://matplotlib.org/</dc:title>\n     </cc:Agent>\n    </dc:creator>\n   </cc:Work>\n  </rdf:RDF>\n </metadata>\n <defs>\n  <style 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\n"
      },
      "metadata": {
       "needs_background": "light"
@@ -475,8 +700,12 @@
     "plt.plot(x, [gaussian(i, mean[0], sqrt(var[0])) for i in x], '--', c='r', linewidth=1.0)\n",
     "plt.plot(x, [gaussian(i, mean[1], sqrt(var[1])) for i in x], '--', c='b', linewidth=1.0)\n",
     "\n",
+    "label1=None\n",
+    "label2=None\n",
+    "\n",
     "for i in range(iterations):\n",
-    "    model = MarkovModel(states=[State(mean[0], var[0], state1.entry, state1.exit), State(mean[1], var[1], state2.entry, state2.exit)], \n",
+    "    model = MarkovModel(states=[State(mean[0], var[0], state1.entry, state1.exit), \n",
+    "                                State(mean[1], var[1], state2.entry, state2.exit)], \n",
     "                        observations=observations, \n",
     "                        state_transitions=state_transition)\n",
     "    model.populate()\n",
@@ -496,16 +725,24 @@
     "    if i == iterations - 1:\n",
     "        style = '-'\n",
     "        linewidth = 2.0\n",
+    "        label1='State 1'\n",
+    "        label2='State 2'\n",
     "\n",
-    "    plt.plot(x, state_1_y, style, c='r', linewidth=linewidth)\n",
-    "    plt.plot(x, state_2_y, style, c='b', linewidth=linewidth)\n",
+    "    plt.plot(x, state_1_y, style, c='r', label=label1, linewidth=linewidth)\n",
+    "    plt.plot(x, state_2_y, style, c='b', label=label2, linewidth=linewidth)\n",
     "\n",
     "plt.title(\"Probability Density Function Iterations\")\n",
     "\n",
     "plt.xlabel(x_label)\n",
     "plt.ylabel(y_label)\n",
     "plt.grid(linestyle=\"--\")\n",
+    "plt.legend()\n",
     "\n",
+    "fig = matplotlib.pyplot.gcf()\n",
+    "fig.set_dpi(fig_dpi)\n",
+    "fig.set_tight_layout(True)\n",
+    "if fig_export or True:\n",
+    "    savefig(\"report/res/iterated-pdfs.png\")\n",
     "plt.show()\n"
    ]
   },
@@ -518,7 +755,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 13,
+   "execution_count": 17,
    "metadata": {},
    "outputs": [
     {
@@ -537,22 +774,17 @@
       ]
      },
      "metadata": {},
-     "execution_count": 13
+     "execution_count": 17
     }
    ],
    "source": [
-    "model = MarkovModel(states=[state1, state2], observations=observations, state_transitions=state_transition).populate()\n",
+    "model = MarkovModel(states=[state1, state2], \n",
+    "                    observations=observations, \n",
+    "                    state_transitions=state_transition).populate()\n",
     "\n",
     "print(a_matrix)\n",
     "model.reestimated_state_transitions()"
    ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
   }
  ]
 }
\ No newline at end of file
diff --git a/markov.py b/markov.py
index d32d7a1..1f70584 100644
--- a/markov.py
+++ b/markov.py
@@ -7,10 +7,10 @@ class MarkovModel:
 
     def __init__(self, states: list, observations: list = list(), state_transitions: list = list()):
         self.observations = observations
-        self.state_transitions = state_transitions # use state number not state index, is padded by entry and exit probs
+        self.state_transitions = state_transitions
+        # ^ use state number not state index, is padded by entry and exit probs
 
-        self.states = states # number of states
-        # self.timesteps = list()
+        self.states = states
 
         self.forward = np.zeros((len(states), len(observations)))
         self.p_obs_forward = 0
@@ -54,16 +54,21 @@ class MarkovModel:
     
     def populate_forward(self):
         """Populate forward likelihoods for all states/times"""
+        
+        for t, observation in enumerate(self.observations):
+            # iterate through observations (time)
+            
+            for state_index, state in enumerate(self.states):
+                # both states at each step
 
-        for t, observation in enumerate(self.observations): # iterate through observations (time)
-            for state_index, state in enumerate(self.states): # both states at each step
-
-                state_number = state_index + 1 # for easier reading (arrays 0-indexed, numbers start at 1)
+                state_number = state_index + 1 
+                # ^ for easier reading (arrays 0-indexed, _number 1-indexed)
 
                 if t == 0: # calcualte initial, 0 = first row = initial
                     self.forward[state_index, t] = self.state_transitions[0, state_number] * gaussian(observation, state.mean, state.std_dev)
                 else:
-                    # each state for each time has two paths leading to it, the same state (this) and the other state (other)
+                    # each state for each time has two paths leading to it, 
+                    # the same state (this) and the other state (other)
 
                     other_index = self.get_other_state_index(state_index)
                     other_number = other_index + 1 # for 1 indexing
@@ -81,7 +86,8 @@ class MarkovModel:
 
         sum = 0
         for state_index, final_likelihood in enumerate(self.forward[:, -1]):       
-            sum += final_likelihood * self.state_transitions[state_index + 1, -1] # get exit prob from state transitions
+            sum += final_likelihood * self.state_transitions[state_index + 1, -1]
+            # get exit prob from state transitions ^
 
         self.p_obs_forward = sum
         return sum
@@ -92,13 +98,16 @@ class MarkovModel:
         # initialise with exit probabilities
         self.backward[:, -1] = self.state_transitions[1:len(self.states) + 1, -1]
 
-        # below iterator skips first observation (will be used when finalising P(O|model)) then reverses list [::-1]
-        for t, observation in list(enumerate(self.observations[1:]))[::-1]: # iterate backwards through observations (time)
+        # below iterator skips first observation 
+        # (will be used when finalising P(O|model))
+        # iterate backwards through observations (time) [::-1] <- reverses list
+        for t, observation in list(enumerate(self.observations[1:]))[::-1]:
             
             # print(t, observation)
             for state_index in range(len(self.states)):
 
-                state_number = state_index + 1 # for easier reading (arrays 0-indexed, numbers start at 1)
+                state_number = state_index + 1 
+                # ^ for easier reading (arrays 0-indexed, _number 1-indexed)
 
                 other_index = self.get_other_state_index(state_index)
                 other_number = other_index + 1 # for 1 indexing
@@ -123,7 +132,9 @@ class MarkovModel:
         for state_index, initial_likelihood in enumerate(self.backward[:, 0]):
 
             pi = self.state_transitions[0, state_index + 1]
-            b = gaussian(self.observations[0], self.states[state_index].mean, self.states[state_index].std_dev)
+            b = gaussian(self.observations[0], 
+                         self.states[state_index].mean, 
+                         self.states[state_index].std_dev)
             beta = initial_likelihood
 
             sum +=  pi * b * beta
@@ -134,7 +145,9 @@ class MarkovModel:
     def populate_occupation(self):
         """Populate occupation likelihoods for all states/times"""
 
-        for t in range(len(self.observations)): # iterate through observations (time)
+        for t in range(len(self.observations)): 
+            # iterate through observations (time)
+            
             for state_index in range(len(self.states)):
                 
                 forward_backward = self.forward[state_index, t] * self.backward[state_index, t]
@@ -152,7 +165,9 @@ class MarkovModel:
 
         forward = self.forward[from_index, t - 1]
         transition = self.state_transitions[from_index + 1, to_index + 1]
-        emission = gaussian(self.observations[t], self.states[to_index].mean, self.states[to_index].std_dev)
+        emission = gaussian(self.observations[t], 
+                            self.states[to_index].mean, 
+                            self.states[to_index].std_dev)
         backward = self.backward[to_index, t]
 
         return (forward * transition * emission * backward) / self.observation_likelihood
@@ -173,8 +188,10 @@ class MarkovModel:
             for to_index in range(length):
 
                 # numerator iterates from t = 1 (when 0 indexing, 2 in the notes)
-                transition_sum = sum(self.transition_likelihood(from_index, to_index, t) for t in range(1, len(self.observations)))
-                occupation_sum = sum(self.occupation[from_index, t] for t in range(0, len(self.observations)))
+                transition_sum = sum(self.transition_likelihood(from_index, to_index, t) 
+                                     for t in range(1, len(self.observations)))
+                occupation_sum = sum(self.occupation[from_index, t] 
+                                     for t in range(0, len(self.observations)))
 
                 new_transitions[from_index, to_index] = transition_sum / occupation_sum
 
@@ -185,7 +202,8 @@ class MarkovModel:
         
         numerator = 0 # sum over observations( occupation * observation )
         denominator = 0 # sum over observations( occupation )
-        for t, observation in enumerate(self.observations): # iterate through observations (time)
+        for t, observation in enumerate(self.observations): 
+            # iterate through observations (time)
 
             occupation_likelihood = self.occupation[state_index, t]
 
@@ -204,7 +222,8 @@ class MarkovModel:
         
         numerator = 0 # sum over observations( occupation * (observation - mean)^2 )
         denominator = 0 # sum over observations( occupation )
-        for t, observation in enumerate(self.observations): # iterate through observations (time)
+        for t, observation in enumerate(self.observations): 
+            # iterate through observations (time)
 
             occupation_likelihood = self.occupation[state_index, t]
 
diff --git a/notebook.py b/notebook.py
index 57b5d1c..1fcce14 100644
--- a/notebook.py
+++ b/notebook.py
@@ -1,7 +1,11 @@
+# To add a new cell, type '# %%'
+# To add a new markdown cell, type '# %% [markdown]'
 # %%
 #IMPORTS AND COMMON VARIABLES
+import matplotlib
+import matplotlib.cm as cm
 import matplotlib.pyplot as plt
-from matplotlib import cm
+from matplotlib.pyplot import savefig
 import numpy as np
 from math import sqrt
 
@@ -10,7 +14,10 @@ from maths import gaussian
 from markov import MarkovModel
 from markovlog import LogMarkovModel
 
-x = np.linspace(-4, 8, 120) # x values for figures
+fig_dpi = 200
+fig_export = False
+
+x = np.linspace(-4, 8, 300) # x values for figures
 x_label = "Observation Space"
 y_label = "Probability Density"
 
@@ -32,6 +39,11 @@ plt.xlabel(x_label)
 plt.ylabel(y_label)
 plt.grid(linestyle="--")
 
+fig = matplotlib.pyplot.gcf()
+fig.set_dpi(fig_dpi)
+fig.set_tight_layout(True)
+if fig_export:
+    savefig("report/res/pdfs.png")
 plt.show()
 
 # %% [markdown]
@@ -40,7 +52,8 @@ plt.show()
 
 # %%
 for obs in observations:
-    print(f'{obs} -> State 1: {gaussian(obs, state1.mean, state1.std_dev)}, State 2: {gaussian(obs, state2.mean, state2.std_dev)}')
+    print(f'{obs} -> State 1: {gaussian(obs, state1.mean, state1.std_dev)},', 
+                    'State 2: {gaussian(obs, state2.mean, state2.std_dev)}')
 
 
 # %%
@@ -55,7 +68,7 @@ plt.title("State Probability Density Functions With Observations")
 
 plt.xlabel(x_label)
 plt.ylabel(y_label)
-plt.grid(linestyle="--")
+plt.grid(linestyle="--", axis='y')
 
 state1_pd = [gaussian(i, state1.mean, state1.std_dev) for i in observations]
 state2_pd = [gaussian(i, state2.mean, state2.std_dev) for i in observations]
@@ -69,16 +82,24 @@ config = {
     "marker": 'x'
 }
 
+[plt.axvline(x=i, ls='--', lw=1.0, c=(0,0,0), alpha=0.4) for i in observations]
 plt.scatter(observations, state1_pd, color=(0.5, 0, 0), **config)
 plt.scatter(observations, state2_pd, color=(0, 0, 0.5), **config)
 
+fig = matplotlib.pyplot.gcf()
+fig.set_dpi(fig_dpi)
+fig.set_tight_layout(True)
+if fig_export:
+    savefig("report/res/pdfs-w-obs.png")
 plt.show()
 
 # %% [markdown]
 # # Forward Procedure (3)
 
 # %%
-model = MarkovModel(states=[state1, state2], observations=observations, state_transitions=state_transition)
+model = MarkovModel(states=[state1, state2], 
+                    observations=observations, 
+                    state_transitions=state_transition)
 model.populate_forward()
 
 print(model.forward)
@@ -86,11 +107,42 @@ print(model.forward)
 forward = model.forward
 model.calculate_p_obs_forward()
 
+
+# %%
+model = MarkovModel(states=[state1, state2], 
+                    observations=observations, 
+                    state_transitions=state_transition).populate()
+
+state_x = np.arange(1, 10)
+
+from numpy import log as ln
+
+plt.plot(state_x, [ln(i) for i in model.forward[0, :]], c='r', label="State 1")
+plt.plot(state_x, [ln(i) for i in model.forward[1, :]], c='b', label="State 2")
+
+plt.ylim(top=0)
+
+plt.legend()
+plt.title("Forward Log-Likelihoods Over Time")
+
+plt.xlabel("Observation (t)")
+plt.ylabel("Log Likelihood")
+plt.grid(linestyle="--")
+
+fig = matplotlib.pyplot.gcf()
+fig.set_dpi(fig_dpi)
+fig.set_tight_layout(True)
+if fig_export:
+    savefig("report/res/forward-logline.png")
+plt.show()
+
 # %% [markdown]
 # # Backward Procedure (4)
 
 # %%
-model = MarkovModel(states=[state1, state2], observations=observations, state_transitions=state_transition)
+model = MarkovModel(states=[state1, state2], 
+                    observations=observations, 
+                    state_transitions=state_transition)
 model.populate_backward()
 
 print(model.backward)
@@ -98,11 +150,42 @@ print(model.backward)
 backward = model.backward
 model.calculate_p_obs_backward()
 
+
+# %%
+model = MarkovModel(states=[state1, state2], 
+                    observations=observations, 
+                    state_transitions=state_transition).populate()
+
+state_x = np.arange(1, 10)
+
+from numpy import log as ln
+
+plt.plot(state_x, [ln(i) for i in model.backward[0, :]], c='r', label="State 1")
+plt.plot(state_x, [ln(i) for i in model.backward[1, :]], c='b', label="State 2")
+
+plt.ylim(top=0)
+
+plt.legend()
+plt.title("Backward Log-Likelihoods Over Time")
+
+plt.xlabel("Observation (t)")
+plt.ylabel("Log Likelihood")
+plt.grid(linestyle="--")
+
+fig = matplotlib.pyplot.gcf()
+fig.set_dpi(fig_dpi)
+fig.set_tight_layout(True)
+if fig_export:
+    savefig("report/res/backward-logline.png")
+plt.show()
+
 # %% [markdown]
 # # Compare Forward/Backward Final
 
 # %%
-model = MarkovModel(states=[state1, state2], observations=observations, state_transitions=state_transition)
+model = MarkovModel(states=[state1, state2], 
+                    observations=observations, 
+                    state_transitions=state_transition)
 model.populate_forward()
 model.populate_backward()
 
@@ -115,16 +198,81 @@ print("diff: ", model.p_obs_forward - model.p_obs_backward)
 # # Occupation Likelihoods (5)
 
 # %%
-model = MarkovModel(states=[state1, state2], observations=observations, state_transitions=state_transition).populate()
+model = MarkovModel(states=[state1, state2], 
+                    observations=observations, 
+                    state_transitions=state_transition).populate()
 
 occupation = model.occupation
 print(model.occupation)
 
+
+# %%
+model = MarkovModel(states=[state1, state2], 
+                    observations=observations, 
+                    state_transitions=state_transition).populate()
+
+fig = plt.figure(figsize=(6,6), dpi=fig_dpi, tight_layout=True)
+ax = fig.add_subplot(1, 1, 1, projection="3d", xmargin=0, ymargin=0)
+
+y_width = 0.3
+
+X = np.arange(1, 10) - 0.5
+Y = np.arange(1, 3) - 0.5*y_width
+X, Y = np.meshgrid(X, Y)
+Z = np.zeros(model.forward.size)
+
+dx = np.ones(model.forward.size)
+dy = y_width * np.ones(model.forward.size)
+
+colours = [*[(1.0, 0.1, 0.1) for i in range(9)], *[(0.2, 0.2, 1.0) for i in range(9)]]
+ax.bar3d(X.flatten(), Y.flatten(), Z, 
+         dx, dy, model.occupation.flatten(), 
+         color=colours, shade=True)
+
+ax.set_yticks([1, 2])
+ax.set_zlim(top=1.0)
+
+ax.set_title("Occupation Likelihoods Over Time")
+ax.set_xlabel("Observation")
+ax.set_ylabel("State")
+ax.set_zlabel("Occupation Likelihood")
+ax.view_init(35, -72)
+if fig_export:
+    savefig("report/res/occupation-bars.png")
+fig.show()
+
+
+# %%
+model = MarkovModel(states=[state1, state2], 
+                    observations=observations, 
+                    state_transitions=state_transition).populate()
+
+state_x = np.arange(1, 10)
+
+plt.plot(state_x, model.occupation[0, :], c='r', label="State 1")
+plt.plot(state_x, model.occupation[1, :], c='b', label="State 2")
+
+plt.legend()
+plt.title("Occupation Likelihoods Over Time")
+
+plt.xlabel("Observation (t)")
+plt.ylabel("Occupation Likelihood")
+plt.grid(linestyle="--")
+
+fig = matplotlib.pyplot.gcf()
+fig.set_dpi(fig_dpi)
+fig.set_tight_layout(True)
+if fig_export:
+    savefig("report/res/occupation-line.png")
+plt.show()
+
 # %% [markdown]
 # # Re-estimate Mean & Variance (6)
 
 # %%
-model = MarkovModel(states=[state1, state2], observations=observations, state_transitions=state_transition).populate()
+model = MarkovModel(states=[state1, state2], 
+                    observations=observations, 
+                    state_transitions=state_transition).populate()
 
 print("mean: ", [state1.mean, state2.mean])
 print("variance: ", [state1.variance, state2.variance])
@@ -138,7 +286,9 @@ print("variance: ", model.reestimated_variance())
 # ===================
 
 # %%
-model = MarkovModel(states=[state1, state2], observations=observations, state_transitions=state_transition).populate()
+model = MarkovModel(states=[state1, state2], 
+                    observations=observations, 
+                    state_transitions=state_transition).populate()
 
 new_mean = model.reestimated_mean()
 new_var = model.reestimated_variance()
@@ -157,13 +307,17 @@ plt.xlabel(x_label)
 plt.ylabel(y_label)
 plt.grid(linestyle="--")
 
+fig = matplotlib.pyplot.gcf()
+fig.set_dpi(fig_dpi)
 plt.show()
 
 # %% [markdown]
 # # Compare PDFs (7)
 
 # %%
-model = MarkovModel(states=[state1, state2], observations=observations, state_transitions=state_transition).populate()
+model = MarkovModel(states=[state1, state2], 
+                    observations=observations, 
+                    state_transitions=state_transition).populate()
 
 new_mean = model.reestimated_mean()
 new_var = model.reestimated_variance()
@@ -192,6 +346,11 @@ plt.xlabel(x_label)
 plt.ylabel(y_label)
 plt.grid(linestyle="--")
 
+fig = matplotlib.pyplot.gcf()
+fig.set_dpi(fig_dpi)
+fig.set_tight_layout(True)
+if fig_export:
+    savefig("report/res/re-est-pdfs.png")
 plt.show()
 
 # %% [markdown]
@@ -206,8 +365,12 @@ var = [state1.variance, state2.variance]
 plt.plot(x, [gaussian(i, mean[0], sqrt(var[0])) for i in x], '--', c='r', linewidth=1.0)
 plt.plot(x, [gaussian(i, mean[1], sqrt(var[1])) for i in x], '--', c='b', linewidth=1.0)
 
+label1=None
+label2=None
+
 for i in range(iterations):
-    model = MarkovModel(states=[State(mean[0], var[0], state1.entry, state1.exit), State(mean[1], var[1], state2.entry, state2.exit)], 
+    model = MarkovModel(states=[State(mean[0], var[0], state1.entry, state1.exit), 
+                                State(mean[1], var[1], state2.entry, state2.exit)], 
                         observations=observations, 
                         state_transitions=state_transition)
     model.populate()
@@ -227,29 +390,35 @@ for i in range(iterations):
     if i == iterations - 1:
         style = '-'
         linewidth = 2.0
+        label1='State 1'
+        label2='State 2'
 
-    plt.plot(x, state_1_y, style, c='r', linewidth=linewidth)
-    plt.plot(x, state_2_y, style, c='b', linewidth=linewidth)
+    plt.plot(x, state_1_y, style, c='r', label=label1, linewidth=linewidth)
+    plt.plot(x, state_2_y, style, c='b', label=label2, linewidth=linewidth)
 
 plt.title("Probability Density Function Iterations")
 
 plt.xlabel(x_label)
 plt.ylabel(y_label)
 plt.grid(linestyle="--")
+plt.legend()
 
+fig = matplotlib.pyplot.gcf()
+fig.set_dpi(fig_dpi)
+fig.set_tight_layout(True)
+if fig_export or True:
+    savefig("report/res/iterated-pdfs.png")
 plt.show()
 
 # %% [markdown]
 # # Baum-Welch State Transition Re-estimations
 
 # %%
-model = MarkovModel(states=[state1, state2], observations=observations, state_transitions=state_transition).populate()
+model = MarkovModel(states=[state1, state2], 
+                    observations=observations, 
+                    state_transitions=state_transition).populate()
 
 print(a_matrix)
 model.reestimated_state_transitions()
 
 
-# %%
-
-
-
diff --git a/report/references.bib b/report/references.bib
index bc89d4a..e254534 100644
--- a/report/references.bib
+++ b/report/references.bib
@@ -1,3 +1,4 @@
+% Encoding: UTF-8
 @misc{towards-data-science-markov-intro,
 	author = {Rocca, Joseph},
 	howpublished = {Online},
@@ -9,3 +10,42 @@
 	year = {2019}
 }
 
+@Article{numpy,
+  author    = {Charles R. Harris and K. Jarrod Millman and St{'{e}}fan J. van der Walt and Ralf Gommers and Pauli Virtanen and David Cournapeau and Eric Wieser and Julian Taylor and Sebastian Berg and Nathaniel J. Smith and Robert Kern and Matti Picus and Stephan Hoyer and Marten H. van Kerkwijk and Matthew Brett and Allan Haldane and Jaime Fern{'{a}}ndez del R{'{\i}}o and Mark Wiebe and Pearu Peterson and Pierre G{'{e}}rard-Marchant and Kevin Sheppard and Tyler Reddy and Warren Weckesser and Hameer Abbasi and Christoph Gohlke and Travis E. Oliphant},
+  journal   = {Nature},
+  title     = {Array programming with {NumPy}},
+  year      = {2020},
+  month     = sep,
+  number    = {7825},
+  pages     = {357--362},
+  volume    = {585},
+  doi       = {10.1038/s41586-020-2649-2},
+  publisher = {Springer Science and Business Media {LLC}},
+  url       = {https://doi.org/10.1038/s41586-020-2649-2},
+  urldate   = {2021-1-1},
+}
+
+@Misc{python,
+  author       = {Van Rossum, Guido and others},
+  howpublished = {Online},
+  title        = {Python 3 Documentation},
+  year         = {2008},
+  url          = {https://docs.python.org/3/},
+  urldate      = {2021-1-1},
+}
+
+@InProceedings{jupyter,
+  author    = {Thomas Kluyver and Benjamin Ragan-Kelley and Fernando P{\'e}rez and Brian Granger and Matthias Bussonnier and Jonathan Frederic and Kyle Kelley and Jessica Hamrick and Jason Grout and Sylvain Corlay and Paul Ivanov and Dami{\'a}n Avila and Safia Abdalla and Carol Willing and Jupyter development team},
+  booktitle = {Positioning and Power in Academic Publishing: Players, Agents and Agendas},
+  title     = {Jupyter Notebooks - a publishing format for reproducible computational workflows},
+  year      = {2016},
+  address   = {Netherlands},
+  editor    = {Fernando Loizides and Birgit Scmidt},
+  pages     = {87--90},
+  publisher = {IOS Press},
+  abstract  = {It is increasingly necessary for researchers in all fields to write computer code, and in order to reproduce research results, it is important that this code is published. We present Jupyter notebooks, a document format for publishing code, results and explanations in a form that is both readable and executable. We discuss various tools and use cases for notebook documents.},
+  url       = {https://eprints.soton.ac.uk/403913/},
+  urldate   = {2021-1-1},
+}
+
+@Comment{jabref-meta: databaseType:bibtex;}
diff --git a/report/report.lyx b/report/report.lyx
index ed13517..8407d98 100644
--- a/report/report.lyx
+++ b/report/report.lyx
@@ -10,6 +10,7 @@
 \let\endchangemargin=\endlist 
 \pagenumbering{roman}
 
+\usepackage{pxfonts}
 \usepackage{color}
 
 \definecolor{commentgreen}{RGB}{0,94,11}
@@ -21,7 +22,6 @@
 customHeadersFooters
 minimalistic
 todonotes
-figs-within-sections
 \end_modules
 \maintain_unincluded_children false
 \language english
@@ -105,7 +105,7 @@ figs-within-sections
 \papercolumns 1
 \papersides 1
 \paperpagestyle fancy
-\listings_params "language=Python,breaklines=true,frame=tb,otherkeywords={self},emph={State},emphstyle={\ttb\color{darkred}},basicstyle={\ttfamily},commentstyle={\color{commentgreen}\itshape},keywordstyle={\color{darkblue}},emphstyle={\color{red}},stringstyle={\color{red}}"
+\listings_params "language=Python,breaklines=true,frame=tb,otherkeywords={self},emph={State},emphstyle={\ttb\color{darkred}},basicstyle={\ttfamily},commentstyle={\bfseries\color{commentgreen}\itshape},keywordstyle={\color{darkblue}},emphstyle={\color{red}},stringstyle={\color{red}}"
 \bullet 1 0 9 -1
 \bullet 2 0 24 -1
 \tracking_changes false
@@ -418,7 +418,7 @@ noprefix "false"
 \end_layout
 
 \begin_layout Standard
-As previously mentioned, the states are described 1D continuous probability
+As previously mentioned, the states are described by 1D continuous probability
  density functions (PDF) of a Gaussian profile.
  Each has an associated mean and variance as seen below,
 \end_layout
@@ -557,7 +557,27 @@ Finally, a set of observations from the above model are provided below,
 
 \begin_layout Standard
 These are used as the basis for training the model using the Baum-Welch
- equations.
+ equations
+\begin_inset Flex TODO Note (Margin)
+status open
+
+\begin_layout Plain Layout
+Expectation-maximisation
+\end_layout
+
+\end_inset
+
+
+\begin_inset Flex TODO Note (Margin)
+status open
+
+\begin_layout Plain Layout
+Cite
+\end_layout
+
+\end_inset
+
+.
 \end_layout
 
 \begin_layout Section
@@ -611,6 +631,53 @@ name "fig:State-topology"
 
 \end_layout
 
+\begin_layout Standard
+The work was completed using Python
+\begin_inset CommandInset citation
+LatexCommand cite
+key "python"
+literal "false"
+
+\end_inset
+
+ and the Jupyter notebook
+\begin_inset CommandInset citation
+LatexCommand cite
+key "jupyter"
+literal "false"
+
+\end_inset
+
+.
+ Apart from the standard library, NumPy
+\begin_inset CommandInset citation
+LatexCommand cite
+key "numpy"
+literal "false"
+
+\end_inset
+
+ was used for a n-dimensional array implementation.
+\end_layout
+
+\begin_layout Standard
+An implementation of the Gaussian function was written in order to derive
+ output probability densities for each state given an observation, see listing
+ 
+\begin_inset CommandInset ref
+LatexCommand ref
+reference "maths-listing"
+plural "false"
+caps "false"
+noprefix "false"
+
+\end_inset
+
+.
+ This was used to plot each of the PDFs and throughout the likelihood calculatio
+ns.
+\end_layout
+
 \begin_layout Section
 Results
 \end_layout
@@ -619,6 +686,21 @@ Results
 Output Probability Density Functions
 \end_layout
 
+\begin_layout Standard
+The Gaussian probability functions described by the initial parameters can
+ be seen in figure 
+\begin_inset CommandInset ref
+LatexCommand ref
+reference "fig:PDFs"
+plural "false"
+caps "false"
+noprefix "false"
+
+\end_inset
+
+.
+\end_layout
+
 \begin_layout Standard
 \begin_inset Float figure
 wide false
@@ -630,7 +712,8 @@ status open
 \align center
 \begin_inset Graphics
 	filename res/pdfs.png
-	width 50col%
+	lyxscale 50
+	width 70col%
 
 \end_inset
 
@@ -669,6 +752,33 @@ name "fig:PDFs"
 Observation Probability Densities
 \end_layout
 
+\begin_layout Standard
+The output probability densities for each observation in each state can
+ be seen in table 
+\begin_inset CommandInset ref
+LatexCommand ref
+reference "tab:obs-prob-dens"
+plural "false"
+caps "false"
+noprefix "false"
+
+\end_inset
+
+.
+ These observations can be seen overlaid on the original PDFs in figure
+ 
+\begin_inset CommandInset ref
+LatexCommand ref
+reference "fig:PDFs-w-obs"
+plural "false"
+caps "false"
+noprefix "false"
+
+\end_inset
+
+.
+\end_layout
+
 \begin_layout Standard
 \begin_inset Float table
 wide false
@@ -1161,7 +1271,8 @@ status open
 \align center
 \begin_inset Graphics
 	filename res/pdfs-w-obs.png
-	width 50col%
+	lyxscale 50
+	width 70col%
 
 \end_inset
 
@@ -1206,6 +1317,50 @@ name "fig:PDFs-w-obs"
 Forward Procedure and Likelihoods
 \end_layout
 
+\begin_layout Standard
+The forward likelihoods calculated as part of the forward procedure can
+ be seen in figure 
+\begin_inset CommandInset ref
+LatexCommand ref
+reference "tab:Forward-likelihoods"
+plural "false"
+caps "false"
+noprefix "false"
+
+\end_inset
+
+.
+ The natural logarithm of these results can be seen graphically in figure
+ 
+\begin_inset CommandInset ref
+LatexCommand ref
+reference "fig:forward-log-like"
+plural "false"
+caps "false"
+noprefix "false"
+
+\end_inset
+
+.
+ The log-likelihoods were used here as subsequent values can decrease by
+ orders of magnitude making it hard to display, as a monotonic function,
+ the relationship between values remains relevant when presenting the log
+ of each value
+\begin_inset Flex TODO Note (Margin)
+status open
+
+\begin_layout Plain Layout
+Reword?
+\end_layout
+
+\end_inset
+
+.
+ For state 1, the forward likelihood generally decreases over time, this
+ pattern is not followed by state 2.
+ State 2 begins decreasing before rapidly decreasing and increasing.
+\end_layout
+
 \begin_layout Standard
 \begin_inset Float table
 wide false
@@ -1620,7 +1775,41 @@ name "tab:Forward-likelihoods"
 
 \end_layout
 
+\end_inset
+
+
+\end_layout
+
+\begin_layout Standard
+\begin_inset Float figure
+wide false
+sideways false
+status open
+
 \begin_layout Plain Layout
+\noindent
+\align center
+\begin_inset Graphics
+	filename res/forward-logline.png
+	lyxscale 50
+	width 50col%
+
+\end_inset
+
+
+\end_layout
+
+\begin_layout Plain Layout
+\begin_inset Caption Standard
+
+\begin_layout Plain Layout
+Forward log-likelihood for each state over all observations
+\begin_inset CommandInset label
+LatexCommand label
+name "fig:forward-log-like"
+
+\end_inset
+
 
 \end_layout
 
@@ -1629,10 +1818,76 @@ name "tab:Forward-likelihoods"
 
 \end_layout
 
+\end_inset
+
+
+\end_layout
+
+\begin_layout Standard
+Using the forward procedure, the observation likelihood, 
+\begin_inset Formula $P\left(\mathcal{O}|\lambda\right)$
+\end_inset
+
+, was calculated as follows
+\end_layout
+
+\begin_layout Standard
+\begin_inset Formula 
+\begin{equation}
+P\left(\mathcal{O}|\lambda\right)=\eta_{1}\alpha_{9}\left(1\right)+\eta_{2}\alpha_{9}\left(2\right)\label{eq:forward-symbolic}
+\end{equation}
+
+\end_inset
+
+
+\end_layout
+
+\begin_layout Standard
+\begin_inset Formula 
+\begin{equation}
+P\left(\mathcal{O}|\lambda\right)=\left(0.02\cdot5.63\times10^{-10}\right)+\left(0.03\cdot6.02\times10^{-9}\right)=1.92\times10^{-10}\label{eq:forward}
+\end{equation}
+
+\end_inset
+
+to 2 decimal places.
+\end_layout
+
 \begin_layout Subsection
 Backward Procedure and Likelihoods
 \end_layout
 
+\begin_layout Standard
+The backward likelihoods were calculated as part of the backwards procedure
+ and can be seen in table 
+\begin_inset CommandInset ref
+LatexCommand ref
+reference "tab:Backward-likelihoods"
+plural "false"
+caps "false"
+noprefix "false"
+
+\end_inset
+
+, the log-likelihoods can be seen in figure 
+\begin_inset CommandInset ref
+LatexCommand ref
+reference "fig:backward-log-like"
+plural "false"
+caps "false"
+noprefix "false"
+
+\end_inset
+
+.
+ Reading backwards in time (from bottom to top), for both states the backwards
+ likelihood can be seen to decrease to a minimum at 
+\begin_inset Formula $t=1$
+\end_inset
+
+.
+\end_layout
+
 \begin_layout Standard
 \begin_inset Float table
 wide false
@@ -2055,14 +2310,130 @@ name "tab:Backward-likelihoods"
 
 \end_layout
 
-\begin_layout Subsection
-Observations Likelihood
+\begin_layout Standard
+\begin_inset Float figure
+wide false
+sideways false
+status open
+
+\begin_layout Plain Layout
+\noindent
+\align center
+\begin_inset Graphics
+	filename res/backward-logline.png
+	lyxscale 50
+	width 50col%
+
+\end_inset
+
+
+\end_layout
+
+\begin_layout Plain Layout
+\begin_inset Caption Standard
+
+\begin_layout Plain Layout
+Backward log-likelihood for each state over all observations
+\begin_inset CommandInset label
+LatexCommand label
+name "fig:backward-log-like"
+
+\end_inset
+
+
+\end_layout
+
+\end_inset
+
+
+\end_layout
+
+\end_inset
+
+
+\end_layout
+
+\begin_layout Standard
+Finalising the backward procedure can also produce 
+\begin_inset Formula $P\left(\mathcal{O}|\lambda\right)$
+\end_inset
+
+, 
+\end_layout
+
+\begin_layout Standard
+\begin_inset Formula 
+\begin{equation}
+P\left(\mathcal{O}|\lambda\right)=\pi_{1}b_{1}\left(o_{1}\right)\beta_{1}\left(1\right)+\pi_{2}b_{2}\left(o_{1}\right)\beta_{1}\left(2\right)\label{eq:backward-symbolic}
+\end{equation}
+
+\end_inset
+
+
+\end_layout
+
+\begin_layout Standard
+\begin_inset Formula 
+\begin{equation}
+P\left(\mathcal{O}|\lambda\right)=\left(0.44\cdot0.022\cdot6.58\times10^{-11}\right)+\left(0.56\cdot0.55\cdot6.25\times10^{-10}\right)=1.92\times10^{-10}\label{eq:backward}
+\end{equation}
+
+\end_inset
+
+to 2 decimal places.
+ Looking back to equation 
+\begin_inset CommandInset ref
+LatexCommand ref
+reference "eq:forward"
+plural "false"
+caps "false"
+noprefix "false"
+
+\end_inset
+
+, these can be seen to be the same, as expected
+\begin_inset Flex TODO Note (Margin)
+status open
+
+\begin_layout Plain Layout
+Maybe move to discussion?
+\end_layout
+
+\end_inset
+
+.
 \end_layout
 
 \begin_layout Subsection
 Occupation Likelihoods
 \end_layout
 
+\begin_layout Standard
+The above forward and backward likelihoods were used to calculate the occupation
+ likelihoods of each state at each time step, the results can be seen in
+ table 
+\begin_inset CommandInset ref
+LatexCommand ref
+reference "tab:Occupation-likelihoods"
+plural "false"
+caps "false"
+noprefix "false"
+
+\end_inset
+
+ and are presented graphically in figure 
+\begin_inset CommandInset ref
+LatexCommand ref
+reference "fig:occupation-likelihood-bars"
+plural "false"
+caps "false"
+noprefix "false"
+
+\end_inset
+
+.
+\end_layout
+
 \begin_layout Standard
 \begin_inset Float table
 wide false
@@ -2438,6 +2809,49 @@ name "tab:Occupation-likelihoods"
 \end_inset
 
 
+\end_layout
+
+\begin_layout Standard
+\begin_inset Float figure
+wide false
+sideways false
+status open
+
+\begin_layout Plain Layout
+\noindent
+\align center
+\begin_inset Graphics
+	filename res/occupation-line.png
+	lyxscale 50
+	width 70col%
+
+\end_inset
+
+
+\end_layout
+
+\begin_layout Plain Layout
+\begin_inset Caption Standard
+
+\begin_layout Plain Layout
+Occupation likelihoods for each state for each observation
+\begin_inset CommandInset label
+LatexCommand label
+name "fig:occupation-likelihood-bars"
+
+\end_inset
+
+
+\end_layout
+
+\end_inset
+
+
+\end_layout
+
+\end_inset
+
+
 \end_layout
 
 \begin_layout Subsection
@@ -2448,6 +2862,266 @@ Baum-Welch Re-estimations
 Output Parameters
 \end_layout
 
+\begin_layout Standard
+Following one iteration of Baum-Welch training, the output Gaussian parameters
+ were estimated as follows (2 d.p.),
+\end_layout
+
+\begin_layout Standard
+\noindent
+\align center
+\begin_inset Tabular
+<lyxtabular version="3" rows="3" columns="3">
+<features tabularvalignment="middle">
+<column alignment="center" valignment="top">
+<column alignment="center" valignment="top">
+<column alignment="center" valignment="top">
+<row>
+<cell alignment="center" valignment="top" topline="true" bottomline="true" leftline="true" rightline="true" usebox="none">
+\begin_inset Text
+
+\begin_layout Plain Layout
+State, 
+\begin_inset Formula $i$
+\end_inset
+
+
+\end_layout
+
+\end_inset
+</cell>
+<cell alignment="center" valignment="top" topline="true" bottomline="true" leftline="true" usebox="none">
+\begin_inset Text
+
+\begin_layout Plain Layout
+1
+\end_layout
+
+\end_inset
+</cell>
+<cell alignment="center" valignment="top" topline="true" bottomline="true" leftline="true" rightline="true" usebox="none">
+\begin_inset Text
+
+\begin_layout Plain Layout
+2
+\end_layout
+
+\end_inset
+</cell>
+</row>
+<row>
+<cell alignment="center" valignment="top" topline="true" leftline="true" rightline="true" usebox="none">
+\begin_inset Text
+
+\begin_layout Plain Layout
+Mean, 
+\begin_inset Formula $\mu_{i}$
+\end_inset
+
+
+\end_layout
+
+\end_inset
+</cell>
+<cell alignment="center" valignment="top" topline="true" leftline="true" usebox="none">
+\begin_inset Text
+
+\begin_layout Plain Layout
+1.67
+\end_layout
+
+\end_inset
+</cell>
+<cell alignment="center" valignment="top" topline="true" leftline="true" rightline="true" usebox="none">
+\begin_inset Text
+
+\begin_layout Plain Layout
+4.09
+\end_layout
+
+\end_inset
+</cell>
+</row>
+<row>
+<cell alignment="center" valignment="top" topline="true" bottomline="true" leftline="true" rightline="true" usebox="none">
+\begin_inset Text
+
+\begin_layout Plain Layout
+Variance, 
+\begin_inset Formula $\varSigma_{i}$
+\end_inset
+
+
+\end_layout
+
+\end_inset
+</cell>
+<cell alignment="center" valignment="top" topline="true" bottomline="true" leftline="true" usebox="none">
+\begin_inset Text
+
+\begin_layout Plain Layout
+1.85
+\end_layout
+
+\end_inset
+</cell>
+<cell alignment="center" valignment="top" topline="true" bottomline="true" leftline="true" rightline="true" usebox="none">
+\begin_inset Text
+
+\begin_layout Plain Layout
+0.37
+\end_layout
+
+\end_inset
+</cell>
+</row>
+</lyxtabular>
+
+\end_inset
+
+
+\end_layout
+
+\begin_layout Standard
+This represents the following deltas from the original parameters (2 s.f.),
+\end_layout
+
+\begin_layout Standard
+\noindent
+\align center
+\begin_inset Tabular
+<lyxtabular version="3" rows="3" columns="3">
+<features tabularvalignment="middle">
+<column alignment="center" valignment="top">
+<column alignment="center" valignment="top">
+<column alignment="center" valignment="top">
+<row>
+<cell alignment="center" valignment="top" topline="true" bottomline="true" leftline="true" rightline="true" usebox="none">
+\begin_inset Text
+
+\begin_layout Plain Layout
+State, 
+\begin_inset Formula $i$
+\end_inset
+
+
+\end_layout
+
+\end_inset
+</cell>
+<cell alignment="center" valignment="top" topline="true" bottomline="true" leftline="true" usebox="none">
+\begin_inset Text
+
+\begin_layout Plain Layout
+1
+\end_layout
+
+\end_inset
+</cell>
+<cell alignment="center" valignment="top" topline="true" bottomline="true" leftline="true" rightline="true" usebox="none">
+\begin_inset Text
+
+\begin_layout Plain Layout
+2
+\end_layout
+
+\end_inset
+</cell>
+</row>
+<row>
+<cell alignment="center" valignment="top" topline="true" leftline="true" rightline="true" usebox="none">
+\begin_inset Text
+
+\begin_layout Plain Layout
+Mean, 
+\begin_inset Formula $\mu_{i}$
+\end_inset
+
+
+\end_layout
+
+\end_inset
+</cell>
+<cell alignment="center" valignment="top" topline="true" leftline="true" usebox="none">
+\begin_inset Text
+
+\begin_layout Plain Layout
++0.67
+\end_layout
+
+\end_inset
+</cell>
+<cell alignment="center" valignment="top" topline="true" leftline="true" rightline="true" usebox="none">
+\begin_inset Text
+
+\begin_layout Plain Layout
++0.089
+\end_layout
+
+\end_inset
+</cell>
+</row>
+<row>
+<cell alignment="center" valignment="top" topline="true" bottomline="true" leftline="true" rightline="true" usebox="none">
+\begin_inset Text
+
+\begin_layout Plain Layout
+Variance, 
+\begin_inset Formula $\varSigma_{i}$
+\end_inset
+
+
+\end_layout
+
+\end_inset
+</cell>
+<cell alignment="center" valignment="top" topline="true" bottomline="true" leftline="true" usebox="none">
+\begin_inset Text
+
+\begin_layout Plain Layout
++0.41
+\end_layout
+
+\end_inset
+</cell>
+<cell alignment="center" valignment="top" topline="true" bottomline="true" leftline="true" rightline="true" usebox="none">
+\begin_inset Text
+
+\begin_layout Plain Layout
+-0.11
+\end_layout
+
+\end_inset
+</cell>
+</row>
+</lyxtabular>
+
+\end_inset
+
+
+\end_layout
+
+\begin_layout Standard
+Displayed graphically, these two sets of Gaussian functions can be seen
+ in figure 
+\begin_inset CommandInset ref
+LatexCommand ref
+reference "fig:Re-estimated-PDFs"
+plural "false"
+caps "false"
+noprefix "false"
+
+\end_inset
+
+.
+ Compared to the original function, increasing the standard deviation has
+ widened and shortened the new function for state 1.
+ The slight increase in mean has also shifted the function to the right.
+ For state 2, the new function has a tighter, taller distribution as a result
+ of the decreased variance; the mean has, again, been slightly shifted to
+ the right.
+\end_layout
+
 \begin_layout Standard
 \begin_inset Float figure
 wide false
@@ -2459,7 +3133,8 @@ status open
 \align center
 \begin_inset Graphics
 	filename res/re-est-pdfs.png
-	width 50col%
+	lyxscale 50
+	width 70col%
 
 \end_inset
 
@@ -2490,10 +3165,6 @@ name "fig:Re-estimated-PDFs"
 
 \end_layout
 
-\begin_layout Subsubsection
-State Transitions
-\end_layout
-
 \begin_layout Section
 Discussion
 \end_layout
@@ -2526,13 +3197,6 @@ options "bibtotoc"
 \end_inset
 
 
-\end_layout
-
-\begin_layout Standard
-\begin_inset Newpage newpage
-\end_inset
-
-
 \end_layout
 
 \begin_layout Section
@@ -2567,11 +3231,7 @@ lstparams "caption={Maths utility file with definition for a gaussian},label={ma
 \end_layout
 
 \begin_layout Standard
-\begin_inset CommandInset include
-LatexCommand lstinputlisting
-filename "../markov.py"
-lstparams "caption={Markov model object defining forward and backward procedure, occupation likelihoods, Baum-Welch equations},label={markov-listing}"
-
+\begin_inset Newpage newpage
 \end_inset
 
 
@@ -2580,8 +3240,8 @@ lstparams "caption={Markov model object defining forward and backward procedure,
 \begin_layout Standard
 \begin_inset CommandInset include
 LatexCommand lstinputlisting
-filename "../markovlog.py"
-lstparams "caption={Child Markov model re-implementing calculations using log probability and likelihood},label={log-markov-listing}"
+filename "../markov.py"
+lstparams "caption={Markov model object defining forward and backward procedure, occupation likelihoods, Baum-Welch equations},label={markov-listing}"
 
 \end_inset
 
@@ -2599,14 +3259,97 @@ lstparams "caption={Child Markov model re-implementing calculations using log pr
 The development of the model behind this report was completed using Jupyter
  Notebook.
  The used notebook can be seen formatted in plain text below, the relevant
- mark scheme elements are referenced in brackets.
+ mark scheme elements are referenced in brackets (
+\begin_inset listings
+inline true
+status open
+
+\begin_layout Plain Layout
+\noindent
+
+%%
+\end_layout
+
+\end_inset
+
+ = cell delimiter).
 \end_layout
 
 \begin_layout Standard
 \begin_inset CommandInset include
 LatexCommand lstinputlisting
 filename "../notebook.py"
-lstparams "caption={Plain output of Jupyter Notebook used for development and debugging},label={notebook-listing}"
+lstparams "commentstyle={\\large\\bfseries\\color{commentgreen}},caption={Plain output of Jupyter Notebook used for development and debugging},label={notebook-listing}"
+
+\end_inset
+
+
+\end_layout
+
+\begin_layout Standard
+\begin_inset Newpage newpage
+\end_inset
+
+
+\end_layout
+
+\begin_layout Section
+Extensions
+\end_layout
+
+\begin_layout Standard
+A few extra calculations were done with the model, figure 
+\begin_inset CommandInset ref
+LatexCommand ref
+reference "fig:5-training-iterations"
+plural "false"
+caps "false"
+noprefix "false"
+
+\end_inset
+
+ shows how the output probability density functions move during 5 iterations
+ of training.
+\end_layout
+
+\begin_layout Standard
+\begin_inset Float figure
+placement h
+wide false
+sideways false
+status open
+
+\begin_layout Plain Layout
+\noindent
+\align center
+\begin_inset Graphics
+	filename res/iterated-pdfs.png
+	lyxscale 50
+	width 70col%
+
+\end_inset
+
+
+\end_layout
+
+\begin_layout Plain Layout
+\begin_inset Caption Standard
+
+\begin_layout Plain Layout
+5 iterations of training completed using the Baum-Welch equations
+\begin_inset CommandInset label
+LatexCommand label
+name "fig:5-training-iterations"
+
+\end_inset
+
+
+\end_layout
+
+\end_inset
+
+
+\end_layout
 
 \end_inset
 
diff --git a/report/res/backward-logline.png b/report/res/backward-logline.png
new file mode 100644
index 0000000..d88fa22
Binary files /dev/null and b/report/res/backward-logline.png differ
diff --git a/report/res/forward-logline.png b/report/res/forward-logline.png
new file mode 100644
index 0000000..2d566f4
Binary files /dev/null and b/report/res/forward-logline.png differ
diff --git a/report/res/iterated-pdfs.png b/report/res/iterated-pdfs.png
new file mode 100644
index 0000000..d3a0ea5
Binary files /dev/null and b/report/res/iterated-pdfs.png differ
diff --git a/report/res/occupation-bars.png b/report/res/occupation-bars.png
new file mode 100644
index 0000000..44105bf
Binary files /dev/null and b/report/res/occupation-bars.png differ
diff --git a/report/res/occupation-line.png b/report/res/occupation-line.png
new file mode 100644
index 0000000..46dbde5
Binary files /dev/null and b/report/res/occupation-line.png differ
diff --git a/report/res/pdfs-w-obs.png b/report/res/pdfs-w-obs.png
index 75bda57..8615414 100644
Binary files a/report/res/pdfs-w-obs.png and b/report/res/pdfs-w-obs.png differ
diff --git a/report/res/pdfs.png b/report/res/pdfs.png
index 372bda6..30cc561 100644
Binary files a/report/res/pdfs.png and b/report/res/pdfs.png differ
diff --git a/report/res/re-est-pdfs.png b/report/res/re-est-pdfs.png
index 31309e7..a2551c9 100644
Binary files a/report/res/re-est-pdfs.png and b/report/res/re-est-pdfs.png differ
diff --git a/scratchpad.ipynb b/scratchpad.ipynb
index 6a845c2..c719093 100644
--- a/scratchpad.ipynb
+++ b/scratchpad.ipynb
@@ -320,13 +320,6 @@
     "\n",
     "model.baum_welch_state_transitions()"
    ]
-  },
-  {
-   "cell_type": "code",
-   "execution_count": null,
-   "metadata": {},
-   "outputs": [],
-   "source": []
   }
  ],
  "metadata": {