{ "cells": [ { "attachments": {}, "cell_type": "markdown", "id": "531e3b0a", "metadata": {}, "source": [ "# WEDAP Demo\n", "\n", "---\n", "**WEDAP** : **W**eighted **E**nsemble **D**ata **A**nalysis and **P**lotting (pronounced we-dap)\n", "

\n", " \"wedap\n", "

\n", "\n", "Here, we will go through many examples of how to use the Python API or the command line for various types of plots using `wedap` and `mdap`. \n", "\n", "Note that the CLI will tend to format and label more things for you, while the API starts as more of a \"blank slate\" format wise since the options can be more easily adjusted." ] }, { "cell_type": "markdown", "id": "ec0ca409-945e-4939-9954-ca9c9e9da227", "metadata": {}, "source": [ "Before using the `wedap` API, make sure to import the following:" ] }, { "cell_type": "code", "execution_count": 1, "id": "d05d1d84", "metadata": {}, "outputs": [], "source": [ "import wedap\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "code", "execution_count": 2, "id": "6020c897", "metadata": {}, "outputs": [], "source": [ "# optionally apply default wedap matplotlib style sheet\n", "plt.style.use(\"default.mplstyle\")" ] }, { "attachments": {}, "cell_type": "markdown", "id": "ef3b1701", "metadata": {}, "source": [ "## Basic WEDAP usages with WESTPA H5 data\n", "\n", "---\n", "Note that if the command line can generate the example plot, the shell command will be shown before the Python code. Also note that the command line arguments will all use a hyphen to separate multi-word arguments while in Python these will be represented by underscores, e.g. `--data-type` or `--p-units` as command line arguments will be equivalently in Python `data_type` or `p_units`.\n", "\n", "\n", "Running `wedap -h` or `wedap --help` on the command line is very useful for a summary of the command options, along with some basic usage examples.\n", "

\n", " \"CLI\n", "

\n", "\n", "To use the GUI, simply run `wedap` in the command line with no arguments and the popup should look something this:\n", "

\n", " \"GUI\"\n", "

\n", "Reading through the GUI options and their associated descriptions can also be useful to find out more about them." ] }, { "attachments": {}, "cell_type": "markdown", "id": "0a9fb509", "metadata": {}, "source": [ "We note that wedap is compatible with multiple HDF5 data files passed into the `-W` or `-h5` flag, which corresponds to passing a list instead of a string into the `h5` argument in Python. For simplicity we only use a single file for our examples." ] }, { "attachments": {}, "cell_type": "markdown", "id": "891da989", "metadata": {}, "source": [ "### Example 1: Evolution Plot" ] }, { "attachments": {}, "cell_type": "markdown", "id": "398c31aa", "metadata": {}, "source": [ "This is a classic plot of the evolution of a WE simulation, plotting the probability distribution on the X axis as you progress through each iteration of the WE simulation on the Y axis. The colorbar is showing the probability values of each bin in the histogram. The probability values are derived from the raw data count values of the multiple segments in each WE iteration in the west.h5 file, weighted by each segment weight. This weighted histogram is normalized and shown on an inverted natural log scale: $-\\ln(\\frac{P(x)}{P(max)})$" ] }, { "attachments": {}, "cell_type": "markdown", "id": "0d7e0bf9", "metadata": {}, "source": [ "```\n", "$ wedap -W p53.h5 --data-type evolution --xlabel \"Heavy Atom RMSD ($\\AA$)\"\n", "```" ] }, { "cell_type": "code", "execution_count": 3, "id": "01dc607d", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "7ae8a787998b415fbbf1b8444ac0c2fc", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Evolution: 0%| | 0/19 [00:00" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "wedap.H5_Plot(h5=\"p53.h5\", data_type=\"evolution\").plot()\n", "plt.xlabel(\"Heavy Atom RMSD ($\\AA$)\")\n", "plt.ylabel(\"WE Iteration\")" ] }, { "attachments": {}, "cell_type": "markdown", "id": "7f299d11", "metadata": {}, "source": [ "We could also just directly place the plot formatting arguments into `wedap.H5_Plot()`, we can also plot the other dimension of the progress coordinate by setting `Xindex=1`." ] }, { "attachments": {}, "cell_type": "markdown", "id": "5a262b47-a793-4b29-926b-accdf50a8fa1", "metadata": {}, "source": [ "```\n", "$ wedap -W p53.h5 --data-type evolution -X pcoord -Xi 1 --xlabel \"End-to-end Distance ($\\AA$)\"\n", "```" ] }, { "cell_type": "code", "execution_count": 4, "id": "510eff90", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "513b1314553e42ba917fa49b4c870298", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Evolution: 0%| | 0/19 [00:00,\n", " )" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "wedap.H5_Plot(h5=\"p53.h5\", data_type=\"evolution\", Xname=\"pcoord\", Xindex=1,\n", " xlabel=\"End-to-end Distance ($\\AA$)\", ylabel=\"WE Iteration\").plot()" ] }, { "attachments": {}, "cell_type": "markdown", "id": "261e1edb", "metadata": {}, "source": [ "Alternatively we can use the mpl object-based interface, this offers more flexibility when making more complex plots, examples of which will be demonstrated later along in this notebook." ] }, { "cell_type": "code", "execution_count": 5, "id": "3959a175", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "cc64fdbdf6934367abcb172ee2f9cb4a", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Evolution: 0%| | 0/19 [00:00" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# instantiate the wedap H5_Plot class\n", "wedap_obj = wedap.H5_Plot(h5=\"p53.h5\", data_type=\"evolution\")\n", "# run the main plotting method\n", "wedap_obj.plot()\n", "# call the mpl axes object (ax) from wedap class object and format\n", "wedap_obj.ax.set_xlabel(\"Heavy Atom RMSD ($\\AA$)\")\n", "wedap_obj.ax.set_ylabel(\"WE Iteration\")\n", "# the fig object can also be called\n", "wedap_obj.fig.suptitle(\"Evolution Plot\", x=0.45, y=1.02)" ] }, { "attachments": {}, "cell_type": "markdown", "id": "cbcfbdb2", "metadata": {}, "source": [ "We can break the process down further to access the data being passed:" ] }, { "cell_type": "code", "execution_count": 6, "id": "6f9e6fa3", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "42926df839af43b4b06d382046052213", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Evolution: 0%| | 0/19 [00:00" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# run the wedap H5_Pdist class main method\n", "X, Y, Z = wedap.H5_Pdist(h5=\"p53.h5\", data_type=\"evolution\").pdist()\n", "\n", "# pass datasets to H5_Plot\n", "wedap_obj = wedap.H5_Plot(X, Y, Z)\n", "wedap_obj.plot()\n", "\n", "# call the mpl axes object (ax) from wedap class object and format\n", "wedap_obj.ax.set_xlabel(\"Heavy Atom RMSD ($\\AA$)\")\n", "wedap_obj.ax.set_ylabel(\"WE Iteration\")\n", "# the fig object can also be called\n", "wedap_obj.fig.suptitle(\"Evolution Plot\", x=0.45, y=1.02)" ] }, { "attachments": {}, "cell_type": "markdown", "id": "f9713446", "metadata": {}, "source": [ "### Example 2: 1D Probability Distribution" ] }, { "attachments": {}, "cell_type": "markdown", "id": "864c231f", "metadata": {}, "source": [ "You can also make simple 1D plots for a single iteration `--data-type instant` || `data_type='instant'` or for the average of a range of iterations `--data-type average` || `data_type='average'`. Here we show the average probability distribution for the entire range of WE iterations in the input `west.h5` file." ] }, { "attachments": {}, "cell_type": "markdown", "id": "fa47ede8", "metadata": {}, "source": [ "```\n", "$ wedap -W p53.h5 -dt average --plot-mode line --xlabel \"Heavy Atom RMSD ($\\AA$)\"\n", "```" ] }, { "cell_type": "code", "execution_count": 7, "id": "d4096cb9", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "2199a90a71fa421f9f047b7d07cbca3d", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Average 1D: 0%| | 0/19 [00:00" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "wedap.H5_Plot(h5=\"p53.h5\", data_type=\"average\", plot_mode=\"line\").plot()\n", "plt.xlabel(\"Heavy Atom RMSD ($\\AA$)\")" ] }, { "attachments": {}, "cell_type": "markdown", "id": "7d22b696", "metadata": {}, "source": [ "### Example 3: 2D Probability Distribution" ] }, { "attachments": {}, "cell_type": "markdown", "id": "20ca64d2", "metadata": {}, "source": [ "We can also make probability distributions using two datasets, first we can try this with just our two dimensional progress coordinates. Note that you can set the progress coordinate or any aux dataset index using `Xindex`, `Yindex`, and `Zindex`. This can be useful for multi-dimensional progress coordinates, but also for multi-dimensional auxiliary data." ] }, { "attachments": {}, "cell_type": "markdown", "id": "e8356268", "metadata": {}, "source": [ "```\n", "$ wedap -W p53.h5 --xlabel \"Heavy Atom RMSD ($\\AA$)\" -dt average \\\n", " -y pcoord -yi 1 --ylabel \"End-to-end Distance ($\\AA$)\"\n", "```" ] }, { "cell_type": "code", "execution_count": 8, "id": "7d540f94", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "5b65aebe535c4fd7975c9ca64a4b71ea", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Average 2D: 0%| | 0/19 [00:00" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "wedap.H5_Plot(h5=\"p53.h5\", data_type=\"average\", Xindex=0, Yname=\"pcoord\", Yindex=1).plot()\n", "plt.xlabel(\"Heavy Atom RMSD ($\\AA$)\")\n", "plt.ylabel(\"End-to-end Distance ($\\AA$)\")" ] }, { "attachments": {}, "cell_type": "markdown", "id": "4f6afdab", "metadata": {}, "source": [ "Now we can try it with one progress coordinate and an auxiliary dataset saved during the WE simulation (or it could have been calculated post-simulation (e.g. using `w_crawl`)):" ] }, { "attachments": {}, "cell_type": "markdown", "id": "d1024de8", "metadata": {}, "source": [ "```\n", "$ wedap -W p53.h5 --xlabel \"End-to-end Distance ($\\AA$)\" -xi 1 -dt average \\\n", " -y dihedral_11 --ylabel \"Dihedral 11 ($\\degree$)\"\n", "```" ] }, { "cell_type": "code", "execution_count": 9, "id": "7d69fe06", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "30342dbbefed4c5f807b45a68667ab35", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Average 2D: 0%| | 0/19 [00:00" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "wedap.H5_Plot(h5=\"p53.h5\", data_type=\"average\", Xindex=1, Yname=\"dihedral_11\").plot()\n", "plt.xlabel(\"End-to-end Distance ($\\AA$)\")\n", "plt.ylabel(\"Dihedral 11 ($\\degree$)\")" ] }, { "attachments": {}, "cell_type": "markdown", "id": "f30d82ba", "metadata": {}, "source": [ "### Example 4: 3D Scatter Plot" ] }, { "attachments": {}, "cell_type": "markdown", "id": "3667027f", "metadata": {}, "source": [ "What if you don't want to show the probability axis? Well, you can also just show how three different datasets are related in a 3D scatter plot. Here we can put two different aux datasets on the X and Y axes and we can set the colorbar to show the progress coordinate values in comparison:" ] }, { "attachments": {}, "cell_type": "markdown", "id": "09f3c82c", "metadata": {}, "source": [ "```\n", "$ wedap -W p53.h5 --xlabel \"Dihedral 11 ($\\degree$)\" -x dihedral_11 -dt average -y dihedral_12 --ylabel \"Dihedral 12 ($\\degree$)\" -z pcoord --cbar-label \"Heavy Atom RMSD ($\\AA$)\" -pm scatter3d\n", "```" ] }, { "cell_type": "code", "execution_count": 10, "id": "a15a82c4", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "8ebce380407b4051a77787136e0c9212", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Data 3D: 0%| | 0/19 [00:00,\n", " )" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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eHnIhE7t3PuLYmg37Wbh8N7J88jkAi8prWbk5C69PIrlF5FkJRhVF4adpG/jow2U4HKdnjqxKpVKdaREREXz00Uekp6czZswYFEVh69atjcdra2tP6/XVgFSlOs812Fz8mpaF3d68wdWHKzfQ+fl3+XBFWuNte/YV8/T/5vK/95fwy+qMk6rP7fFx47Pf88T78/l4xrpmbevJyMwo5pOPVzBz+iYWzNt+1tqhUqn81EVNzat169bMmTOHVatW0aNHj8bb7777biZMmEB6evppua46ZK9Sneeeem4mu/cU0qNbEm/+d2Kz1Tt7+x68kszs7RncM6QfABazAVEUkGWF4MCTm1eqoDTur+yTmia03ltUztQ1OxjZrQ0XtE06WvFmExMbTGCQCbvNTes2Maf1Wqp/vmJHNc/tnkakMYjnO12NTlQ/dpubjHiKifGPLFNZWXlCZSMiTmwq0sqVK9m9ezcNDQ2EhYXRu3dvRo0ahcFgOKm2ng0DBgxg06ZNTJs2jaeffprc3FxmzZrF7NmzGT9+PM899xzt2jXfrnjqK0OlOs+5XB4AnE5vs9b72IgBTEnbzo39ujXelpwQxrfv/x9Ol5c2LaJOqj6jXseXz13L3rwyhvRq3eTYKzNXsiO3mBXpB/j15bubpf3HEhJi4Ycf78Xj8RF4kkG16vzzc+l20uvyoQ6uSuxPl5Dks92kc46kCEjKyS9QOlqZ9u3bn1DZY+35/kdTpkw54raYmBi+/PJLRo4ceUJ1nG0TJ05k3LhxvP/++7zyyivU1NQwffp0Zs6cyVVXXcX333/fLNdR+6tVqvPcy89fyYP3DefFf19xxDFJlpmxaTdL07NOut7hHVrx3a1XMbxDqya3J8aFnnQweohN8dK5fRwGfdPv0j1S4wDonhLHppwCMorLjyiblpPPM3OXklly5LGTZTTq1GBUdUIGR3Yi3hRG95BU2gTGnu3mqM6QLl268O6775Kenk59fT1lZWX88ssvXHDBBZSUlDBmzBhWrVp1tpt5wvR6PQ8//DDZ2dk88MAD6HQ6JEli2rRpzXYNQTnRMF91zqioqCAysuk+3+Xl5Sc8BKH6Z/pu8w62FxTzr0EXkBAShCAcv0dh1uZ0/j1jKQA/3HsNnROiT3czj7BiXzYPzlxEYlAQ2cVVGLQaljz0f0QFNd2NqbLezpaDRTw0bSGCAHPuu4FWUeGNx/u99jE1Didd4qP58dZrzvTdUKnOeWfis+Vo1/h8YycCw3QnXVd9lZdb++w+pXacauikKApXXHEFc+fOpUuXLuzYseOU6jnb8vLyeOKJJ5gxY0az5SxVe0hVqvNApc3Oi0tWsmDPPq767xTG3/wxpeV1xy0X+tuuRxpRIND41+c8KYrCt5NX8J+HfqCsuPaEyizdl43L5yOrrAoAt0/C4fEccV54oAWPJP12HfD+YZ5p9wR/71SPxLi/cA9UKtXfjayIp/xzpgmCwAsvvADAzp07KSgoOONtaA7JyclMmzaNtLS04598gtQ5pCrVCWjwOvjPnqkICPy7w7UEnMVdkP6MR3ZzoGEHieY2WHXBjbcHm010iI4ko7QcudxDZbWb3RlFREcG/Wl9g9qlMuP+63B5vDzy+QI0gsDke8YRGnBqyeiL8quY8tVq6lobsH2/lNcenXDcMv/Xtzul9Q30SIgl3GgmNjiQlIijp3sa3aUtBq2GIJOR9rFNe1Hev3o0FTY7kQGWU2q7SqU692VkZBAeHn78E/+C3y8EKiwsJCEh4bRe75C0tDT69evXrHX26tWr8fcNGzbQt2/fU65LDUhVqhOQVpnJxqp9AGyo2suw6G7HKXF2zC36iF21awjVR/Ngm8mNt2tFkRm3XkutzcHkz1ahKNC/z9F3D/mjdnGRzNu4h6ziShQR1mXkMbrPiU38/6PImGCU/mHURkjM8RbyuN1BmMUf3C5fu5fS8jrGX9Ydg+Hw8FuryHC+uv7KJvWU1TTw1BeLCQ+08OKkEeh1/rcyQRAY0bHpgqdDRFEgKtB61GMqleqfSzrFxPhHKxMeHn7ap69VVVU1/h4QEHBar/V7/fv3Z9CgQTz55JMMGzas2epdunQpr7zyCmvXrv1Lw/dqQKpSAZUuOw6fh0RryFGPdw9tSbI5EgSB7iEtznDrTkxDvZOc7CIIA5985JC2KAiEBlh4+qFLT7ruAR1T0Vu1OH0+lu/NPuWAVK/XcssNA3luyQoirRYsej0AefmVvPDG/MZ2XjOuN+BfVHWgtorUoFB0v9tmb/GmvWzPKgJgwsDO9GxzZnoYVCrV34/EKa6yPwNbhx7NoYVAgYGBtGnT5oxee/Xq1axevZrWrVtz7bXXMnHiRFq1anX8gn+QlZXFtGnTmDZtGnv37kVRlBNal/Bn1IBUdd4rcdQzbNHHOCUvn190NYNjj+w5DDcEMaXfo2ehdSfu+89Ws3qukdCeCbz05IPNWnewxUSQ1Yiz1oYky8cv8Ceu6d6FfsmJhFssGH/r2QwMNGEy6nC6vMRE+6cRFNXW8/ya5SwtzmZQQjJfXzq+sY5BXVowc81uwgLNtE9qumLf5nLj8UmN819VKpXqTNqxYwf5+fmMGjUKrfZwmCXLMl999RVPPfUUAPfffz863ckvxvqrFEVh3759PP/88zz//PO0a9eOvn370qtXL7p160ZERAShoaEEBARQX19PdXU1FRUV7Nixg82bN7NhwwYyMzMb62ouakCqOu9Vuuw4JX8OzoO2GlySh+d2TaPB5+I/nScSbgg8yy08MbEJoUgOLb49CUQHNP/CnS/vmMCGrHyGdz75b9N/lBzatCc6NNjCtE9uo8HmJjE+lNK6Bi5992vcPglNiMD+mqqm5aNDGT6oLWv355FVXkWXRH+C+tKaBq54dQour5cv7plA91R1AZNKda5rzsT4zSEvL48rrriCkJAQunfvTlRUFLW1taSnp5Ofnw/ANddcw3PPPXdarn8s7dq1IzMzs7En81AwmZGRQWZmJl999dUJ1fP7IPT3df3VJPlqQKo673UKjeH13qMpd9m4pkU3ttVks6bCv63litLdXJXU/yy38MSMuao3nbsnER4ViNGoP+o5ZfU2dheXclHLZAzak3v5J4YHkxge3AwtPbqQYAshwf4FRza3B7fPv2K+f3Qijw67qMm5DS43k1duBGDKum28mXgp2XtLePHV2diD/dMVskoq1YBUpToPyKe4DejpWmXfpUsXHnjgAbZs2cLevXtZt24diqIQFRXF+PHjmTRpEqNGjTot1/4zu3bt4sMPP+SVV16hvLy8yRD7yfR0/rFceHg4zzzzDPfcc89fap8akKpUwLiUzo2/dwpKon1gPPU+J/0j2p7FVp285JbHTjgvKwrjv5xKeYOdq7t34j+XXtzk+MaiQu5ZMo+OEVF8cdkVaMQzmxJFURS+X7iFooo67hzfnw+vHUNJfQMTenRCr9U0Oddq0HNplzasyzrImG7+b+Vzp6ZRsrWYwAQjYyb15/JeHc5o+1UqlQogJSWFt99++2w34wgajYb777+fW2+9lcmTJ/PBBx9w8OBBgJOa/3koeI2Pj+e+++7j7rvvxmL569lL1IBUpfoDq87I533uBoQmL1L5txeh+Bcnbp9N3t96Hd1HWQm58MA+qpxOVufnUWxrICHwz1NCnayaOgc7Mwvp0zUZ01F6cA/kV/LBtLUAhAdbuOWKw+lJfl27j7o6ByMv6YJGIyIIAq9f3bSHYeDITqxfmUnnFvE8Mm4g4hkOqFUq1dkhIyCfwgKlUylzLjCbzTz88MM8+OCD/PLLL0ybNo0VK1ZQWFh43LIxMTEMGjSIiRMnMmrUKDQazXHLnCg1IFWp/qDGncuCgnvQiRYuT/wUkzaEotp6rvr8BxQUfrrlGuJDmjdYOxNEQeCHSRPZWlDEyHZHzgO9vmMX9lSU0yUqmviA5p83e+9zP5JXWMXgvq156ZExRxy3VdoQfQqyRqBFTBjg330pP7eS5/49E/B/ix91adcjyu4u3c8G3WYibkxh6c5SDAu+5+refZm1MAddiIaSEAeTOvSke6S6daNKda7x72V/CmmfTmFl/rlEFEVGjhzJyJEjAcjNzSUtLY3i4mLKy8upra0lODiY8PBwYmNj6du3Ly1bnli6wFOhBqQq1R8UO7bilhtwyw1UufcTr+3DjsISquwOALYXFDdLQCorCov37yfMbKbvGUqMnBIWQkrY0VNbtQ4LZ+b4k99Ss7ChjgeWLyLWGsAbgy9Bf4xvzB6vv1fW7WnaO7v6l3QKD1YiCALW/fUgQJhOz6YDBdz66UyMOi0BRhFZ66MsoAafLKEVD19DkmRe3vMOgsWHM9xKRFsTpbG7eC9/Jenb2uBz6qjs5SO3voYFl9900vdPpVKpzgcpKSmkpKScteurAalK9QctAodT5kxHrwkgxtwdgCFtUrmyWwcUBYa2bZ5viDP37OGJX34BYNGNN9LmBHYHKXeVUeYqpUNQJ0Th7zEkPWd/JltK/TlBx6d0YPHHG1EUhaefG0tAwOEdrd5//io27TzIoD6He2eLCqp45cnpAFx104VcPKozoeEBtO+ayLS0nciKgsPj5YX/jOHt+ul86voZd7aHO1uNaKxDlhWkei1ai48wJYi2rUOppAgEBVGjYArSI2t9DIw7e2+0KpXq9GnOxPiqs0cNSFXnBZvXxS+lO+gakkKq9dgLfwCMmkCGxD7f5DaTTsfLY4Y3a5sOrXLXCMIxexV/z+Fz8J+Mf+OR3VwRN55LYkaf9DWXFe3ngbQ59I1M4rOLrkIQBOw2F4/fPYWS4lom/t9FTLi2H5IsM2vpDnQaDZcP7fynE96Hp7Tkx727ibZYsWc3sHljNgAb1h9g2IhOANS7XLy3cxMRFjOXWY2NZQMCTVgDjNgaXLRoE80t9x/ePeTKPp2otjkJtZoY1L0lr67y96w2+JyN50iSTFFJLf9u9xBp2elcPWwwVouBzTWbiDREEvVqAka9FrvPS5Dh8HWBIxI57y2pwKjTkhx+9B5klUr19yQrAvIpDL+fShnV6aMGpKrzwpt757KkZDtWrZElg59F8zfoXRzdpg3hZjMhJhMpIccPghRkJMUflH28eQOtL+xPi9Cj7+l+LIsLMnFKXlaWHKDW4yTEYCZ9Rz5ZmSUAfPr+MgYP68Da7Tm8+e0qAHw2D+PH9jpmna1Dw1l73W0A1FTbSEmNQJYVuvdIbjznpz3pTEvfDcCsn7Yztlt7Hr5xCIFBZr6a8y/q6xzEJzXtITbqtNw38oLGvz/pfSd76goYEXN429ZX3lzEslUZDOzfmv88Pbbx9n5hFyDLMg21DrQmA0F/CPg/Xb+Zt1et48Ze3Xhy2EB+3Z/H7V/PRiMKzLn/BlpEhp3wY6pSqVSqv+7sfyqrVGeARWsAwKTR4/P6mDU1jVU/7z6t16z11OCSXMc8LggCFyQm0u4E9022aK2MCLqVjH0J7MkOYU1e3hHnFNir2VNbdMw6bm3Tl74RSTzYcSAhBv9ORl16JNOiTTSKAOFxAeSSjdtjB0UBRaGyqKZJHaXFNTx8y5e89vRMfF6pybGQUCuffX07X0y5g7Dww3s094iNxaDRYFA0uGs8zFy2szF1SGCw+Yhg9GjaBMYxLqEvFq2BVYU59PvpI9bvyQFg67Y8nI6m26U+f/OnTOz8FFPfWXJEXfPS9yLJCnN3+3cbqf5tfrAkK9Q73X/aDp8sN2ZcUKlUZ5/825D9yf6crsT4qlOj9pCqzgv/anMZ/cPb0Towll/m7uCTN/1BSlxiGK3aNf/K6x012/go+12s2gBe7PgqFu1fz9EGcElyb37NqqPW7GJ026Y5UoscNVy+8gO8ssSbPa9ieOyReTjbhUTx/ZDrm9xmNOn56Ls7qK6y8VXF17yT8xEpyUnc2LsX6dkllDjdTFu9nbyaWiYN7sX3X//K5qIyNDklXJZRTPsu/gVZBw5WsHzjfkYNaE9CdNMe324xsWy/62627inkk8pfGd6vbeNwuSwriOLJDZ39mLWTEkcDld0gfp6Ep8bFkrnbuOKavo3n7N5wAICd67O49oGRTco/NvQiPlu/mau7+/PPXtqlLV5JxmLQExFo4eavZpASFsIzlw1uko81vaqUq3+ZSpDByIJRNxNqVLcnVanONlkRTynJ/elKjK86NWpAqjov6EQt/SLaABAR5V8hr9drCQw+HFDMzczk56ws7urTh05Rfz7P9I9kRUb4Xd7SQqd/ezibr4F6b90xA1JZVpi+bDsen8Q1I3qg1fz5G6RBq+WNSy454navJPHIzIV4g/w9llVu20m1HyA0zIqr3N876JSc3HTbIEZe/z5yUSWzSvzBXVFxDbtX7UUK1CNZwRJ6eNHSY2/OoaSins27D/L5i9c2qXtfRQWfbt7C8FYtmfLyDYB/Dudns9L4au5Grr+0J/dc3XQ3pmOpcjkYkdiGrNoq+rdIZM+CHTiRSGgZwes/rSQi2MpNw3py16fD2b4hg6vGjDuijgEtkhnQIrnxb40ocmXPjgC8s2wdG3MK2JhTwISenWgfG9l43oayfOw+D3afh321FfSLTjqhNqtUv1fhsrGiZC+DolsTZfpnbE38dyYhIJ1CTtFTKaM6fdSAVHXe6TugDZ/NuBeTWd8YnCqKwuNLfsYry9g9Hr4ZP/6E69tZk88dG74hxhTE9xfegUmjpzYnhjixB4NadCLGdOwe2A2783jz+1UARARbGXnBqe0FnF9dy46sCoQgC4peRhNvhlNYVH5Pi1vZVL2VrsGdMOn1tG0ZTeaBUiIsZirsDkIEPRqHD2+AjvjoYEyhNr7LeYJAXTRxMR0pqagnPir4iHpfWbWGXw8eZNG+/ez5133cu2YeywoOkLLFglensHBDBndfdSFZBZVEhloJtpqOqKOwqo5XF67i57r9eIIkvhgynqHxLXEvGIzPJzEzLZ0fVu4AoEUqrA2bDJeCO74/ihLLK98uIyOvjOcmjaB1QtNpEmsO5LG9sJgbendjaNsWTN+ym8TQYFpENJ2jO75FJzJqygkzmukVeWZSdanOLpfkZXHxTloHRNMhOL5Z6vzXxp/YXl1A26CtzB5yR7PUqVL906kBqeq8lJjSNCARBIHBqSksPZDN4NTU45bfWV3A3RunkmwNp294Ei7JTaGzhG9yV9PJ15rXZq0HoOd1MfAnna0xEYHotBpkWSbht0BOlhXcXh8mg+6E709KWCiXdmrDwt37UET/Xu8nyitL3Jr2JfvrS3mn13UMjx7SeOyT/12H0+VBp9dQ3eAk3GpmpikIo0nP6Am92FT9HVWePKo8eTx679XYywfRKtnfo5hVUUmo2UyYxcwFiQmsz8qje0I0e7JLWZq+D28AlFrteAM0FAouvlq8icnT1xESYGLu67cecf/fWbCWVTtz0KPB01niQG0lQ+NbYjDqMKCjQ1I0GlEg0GykprQafksVW+ts4ICtktlr/HOGZ6/ZxaPXDGF3VjFJMSFo9BrunDYHSVGodjh5YdRQ1j1x51Efq2CDibf6X3bCj63qn++zrJV8lbMGraBh2cVPEKg78svSyTJq/B+9Js2Jv8ZVx6YO2Z8b1IBUdc4otTUQZjKjO8WtzD4aMwaPJDWmY/ozy0v2UutxsqO6gHvbDmJp2VYqPDVMyV3B/VERCAbwaSA6JOBP60mJDWPeW7ciywoRIVa8PokbXviO3JJq/nfXZQzuceSOStXuBn6tyKRfeFsijP7hPlEUeGPCKMb16EBBTR1XdD3xfdxLnXXsqPFPMVhVmkmf8MMBuSgKWMz+BWGH7svVNx8eWm8TMJjshrUEaKOJtbRB28K/Jejc3Zk8OncJAQY9y+75P/oGxxGRIZC3t5jb5/9ABFoCBgdQWVGLN1KDT5YpqKwDoM7mwunysG5LNkaDjgt7tiCvoobkKH9vpWxUiNFbsW52scOZS9de/q7gtTN2ELy9nmsndeGTh9diaZtC4gXR3FK6E6thLxd0TSb7YBWX9G3HV7PS+HxmGmHBFn565/+IDLBSUt/A6tX7mCoFce3onif8+KnObWat/zltELXNlp3jvT5Xs6Eil97hyc1S34mSFJnshnJSrBHoxObb8vFskzi14Xfp+KeoziA1IFWdE77ato0XV6+iXUQE86+7/pT2mxcE4YSCUYDLE7oyO3cXGkVHqjmKu1oP48X06ShuPU+vWIEmQkRWFNaX5fPeol/ZW1zBuzePoW/rxCPqCgs6PL+0ut5BdlEVAJszDzKwezKi0LQX5cmd35Jed5DWAbF81fdfTY5dkHrycxrjzSHc0nIAmXXFXJPS9/gFfifEkMB1KZ8dcXthrT+4bHB7aHC7Ka6o869MlxQEAVAguTQAauqodruJviSExeY9DL+8DZe2aM/OzCKee2chAHfcMZBXl69FJ4p8dsc4WiWE8+MHq5nyw0o0GpEfVzxGQKCJtSsyEHyweU0Wxr4GClqY0AuhSEoDtW4XMRcHMPbKDnSOiWXJqgx/++wuBEVgwZ03cMvzU8nPq+arsjQ1ID0H5duq+CRrDX3DUxmd0OWEy01qMYD2QXEkWcMbs3UcoigKy0v2oxNFBkYf+eXxWKw6AxfHtj3+ic3s2R2zWFC0k/4Rrfioz41n/Poq1Z9RA1LVOWFnWSkA+ysrcft8mHSndyispN5OQbEMuJmfvZdbO/fkgrC2XPj554APfssKZHd52JZbDMDKPdlHBKTb8ot4eu5S+qYk8OylQ4gKDeChawaRmVdCh76fMz/ncXpE/pf4AH9S/udXL2drTTEGC+jFY798FUXB6fZiNuqPe18EQeD+tsOOe97JmNSnBzqNhsTgIGYv2onT5eWuqy7EajHw+Y/rqG1wIZpE9o1UEAWRWk0FuKEh3sWykjy25xUh6UHrgTq3f/qBV5aZ/MYSvvnsDgzB/sBA0Ars2ZFP3wFtuP/xS/ll4U6uuuECnqqbhs+tYDPV8n/JvckRSvk6P42v89NYMuwe7pp4IfFRwXRsHYPJ6H+uTBrVh49/+JVxw048WFH9c3y0bxULi3Yxv2AnQ2LaHhFcHosoiPSLOHqwubJ0P/ds+BGAKRfdSJ+I5OZq7mmRa6to8v9zhXKKQ/aKOmT/t6IGpKpzwqP9LyTQYOCChMTTHowCdIqIpm1oBLUuJ4MS/UPGQQYzt0R25ptVWzDUwUMPDGNct47o7AL7iyq45sKuR9Tz45bd5FbWkFtZw32D+xFqMXPNsO4U1xWyueppANIOzmNCR39AuiT7ANXOIJIiDbw+aNIx2/fQ+3NZuzOHB64awPUjeuKVpGNOZfh1bx555dWM79cZo+7E3xJ2bMrh3f/MpVu/lrQckEpybBjtW0QDYNbruP2CXqzZms3Xv25F0YBWEXjyisF8/b8b2JZRiD1MYsnKfGRR4bI27cm1VzIwvBVPrFoOwJgrW1MSepCfXRsIdYvIOU4k/74ALDKX4QkUwS7z3n8X0HdAGwYO68DAYf6pCiP3duXb3LUMi+7E+i2lZDqKIdw/Zy9AZyDAaOTay5r2go68qD0jL2p/wvdf9c/SMzyJhUW76BAc22xzN4XfDROvKs382wekL3W9krmF2xkZ2+lsN6VZSYqIdArB5amUUZ0+akCqOifEBQbynyFDj7h9Q2EBBq2WbtExzXq9IIORJeNvPuL2FGswAQUKGo3IoORU3l65js+3b+W2C3qSHHHkbkxXdu/IloNF9ElJIMhkZM7ODCx6PV3iolm0qRdJkWXEmg7n0Hxp8MX8d+VqKjIbmBWVyc0DehxRp6IobNhzEID16XnsraxkweZMHrp8ABMv6IKCguG3BUPF1fXc/dlsFMDu9nLHsD7Hve+KojBz1S7mz9xMaVENuSt34crYj1YjMvf925tMQahw2vFZ/B/akqzwwey1FNbWs3J3Nhf0SsVQ4X8LGmZuy+j+7XH7fPwQs4fc6hratglmVf4GAMRAC/EpETz8f/7APMRsoiBBi36vl14XtDyijfe1HcndbYYzZ/MeduzJwGeCsck9eOiiiwg3Wpuc6/R5WVGQTffIOGIsfz7nV/XPNT6pJ8NjO2DRGhCbaS5ot7B4DDofigLiPyC2SQ2I5MF2I852M1R/UwcPHmTTpk1UVFRQX19PUFAQERER9O7dm8TEI6ebNTc1ID0DbDYbnTt3Jjc3F4CCggLi44+ePsTj8fD2228zdepUDhw4gF6vp0uXLtx7772MP4lURCpYkZvDLQtmAzD3quvoHBV92q85ZmQXoiODiIwIIDI8gCWZWQAsyczikaFN82zOTN/D5I2buHVIL67p0pn5u/fyxJyfAZj6f1dz/0UvkV9Vy7AOh4cLL05pwYvfL0NyyMzcnH7UgFQQBF64ZSQrt2Vx0yW9mfTRTyjA4i17mf3aKnxeifc+vZmU1EgW5W5HSXUSonVwMLOUD7Yv4obbBxEUfOyE76++toCfl+7GGaknIiWIVqmRbCkpR6MR0YoiXp+ErCj8sHMXny3fALJ//oLoUfAWOPhm2RYQBLy7shG9CjobvDZ1BVOmbmBQ2yRqC214693ESGF0sMSTVVSOVKwnR9/A66vWM7VTEm8MH8Fdu+uoCnPQ+/Kj9/bMXL6TN6avQqdXCNIauLtnf6JMgVRUNLBg/jZ69kqlU6cEnl7/CzMP7CHGEkDaVXc22d9edW45kRXyn2etZvL+lUxqcSH3tr34T88N1pv5pO+NZNQVc1VS7+ZqpuokyQjIp7Co6VTKnGu8Xi+fffYZ77zzDtnZ2cc8r2XLljzwwAPceuut6E7TKKQakJ4Bjz76KHlH2ebxjxwOB8OGDWP9+vUEBwczcuRIbDYbK1asYPXq1Tz88MO88cYbp7/B5wivfHgNpaTIAORX1fLNum0MaJPCwDYnl6izzuXCI0tEmC1sr8xl1bIMEvURjLm8O7rf0rgIgkCfHofrfXbkEL7fspPrevnnJZbWNnDf53Mx63XkG2zkN9Tx3vo0runSmWCTEQBRELAa9LSODKdD3JE5ox65dAA/pO3kloGHh5w9bh/Z2WW0bBWNTqeha7s4FuTuZ96+vTwzYShLtu2jd2Q0U+bmAbAvs4SU1Ei+2LENu8eITxHZuGE3YraMNcDIzXcNOeK6AA31TpbP34UW0Nd4Se4Yz113DaO23kF8VDBOycelL36NS/Lhcnkx1AnoBBB8IFmguoMWU7mM1qRjWLuWzFm8A7fNi0vnZneKh51FtehsAqICGQfKKPrBiSPKijlAh+WADZe9EofdzRuTl5FZWoVkFnlk6iLet45le14xV/XtTJDZiN3p4fXvV/ofTwWSnHoK62qRUfjmg5WsXbuP6dM3MX/Bw/hk/3Pj0P8Pyaovo8HronvYkQvFPt+bxrt71nBrm778q+PAE3n6qP4h5hVux6dIzC3cftyAFKBfREv6RTTtpVcUCbd7LVptS7Ta5sldqjo2dcj+1Ozbt4+xY8eyf//+xq2cjyUrK4t7772X999/nzlz5tC6detmb48akJ5mS5cu5eOPP+bee+/lgw8++NNzn3rqKdavX0+nTp1YsWIF4eH+/b23bt3KoEGDePPNNxk0aBCXXabmQTwRw1Nb8tllYzFptXSLjuVgeQ23fTWLwvp6Zm5NZ+tz9zbZFvLPFNbXM3Lq17h8Pp4b3o8Pc+dBCLgdGt79eRkzhtxLpPHIHVcGtkphYKvDAerqPTnsK/IvKLi4Z0tsB+2M7eDfQeqilsnMvP1aDBotb8xdzc68Et648VL6t0luUufobu0Y3a1pAv1nn57Ols25XDSwDc/950o+W7GJlRuz8Fpg+p3X8v7tY/H5JNwlDjweH4OGtmdjfiGdwiOpdRaSZK3C7ozApPfQtuOxP0CtAUYuHNiGdb/uxxuoZUNlBRtenMrEYd14uGsqqzNzqHW4UFAIMOrx1vkXVnVoEcVKWyEALhS0dpmf1u+mZ3IMm9PzcYeBz+zvrWgfGEa3xATG9ejATwu34rNosIc5sKQ4qNngZuq0NFZu3I8YJiABUSEB3PbJDHRFHraty+bZ+y4lIsBCnw6JbNqTjzXbRl6gnZt/nI1eo+G22HaN96WuwYlxuZ2wOB+JMVoq3XYijFZybZVMWPMRsqLwWvcJbC+swi1JPN57ACatjh9zd+CUvEzL2a4GpOeYB9uNYErOOiYmH3/6CvinsLh9+9FpotGI/uS3DQ1vY2t4C0EIJCp6G6KobjGr+nvZsWMHgwYNoqGhAUVRTmhkSFEU9u7dS+/evVmzZg2dO3du1jY169eD0tJStm3bxpIlS5g2bRpLlixh69atlJSUNOdl/jHq6+u55ZZbSElJ4X//+9+fnltTU8PkyZMBmDx5cmMwCtCjRw8ef/xxAF5++eXT1+BzjCAIXJzSgv4J/h6u16avpKS8HoC20RFHTQ31/OrldPj4Pabt2dXk9sL6OuxeL5KikFdXffiAHupkJ/vr/av8ax0u3F7fMds0pGMLuiTH0Ld1Ivl7q1DKfGxcm9N4vENMFEFGA+v2HcTm9vDLzqwTuq+lJXW//b8WgBU/Z2KqgvAGPanh/vydWq2GW+8awt3/Gk6Z084NU6ezMrOch7oP4TJ5FFdO7EH7/7anIN5+zOsIgsBzL49n4fLHka2Hv88WlPmve0HrJG4e2IOJ/bqw5In/4/orelGZ4mWtqZhBrVMIMZkapyB0axHL/x66nJTBMdjiQaMRaGEN4t1JY3lq3GBaJkVy35UD0Eigb2VDailTN1rhGymL2q4aAmqhZaWB0IMeTCVeAgp97F+eyyVPf8rdX8/l/Yev5Ot/XUkLnYWIjv6NEDySxNjxPQlrEUqxz8Wzr81lfe4BnFFeMl2lLCzwJ88vr633p6kCtpQW8smuzXy9ZxsLcvYB8GinwXQNjeOJLkfOW1b9sw2ObsdXF9zKiBNc+FNl+5qs0qHsLxmCLDsBUBT7b/93A/KflFY1B1kRTvnnfFRdXc24ceOor/d/Hp7oNCVB8G+PXV9fz5VXXkldXV2ztusv9ZDW19czZ86cxiHl/Pz8Y56bkJDAwIEDGTJkCFdccQWBgef+/r0PPPAAhYWFLFu2DIvl6HuZH7Jo0SI8Hg+JiYn079//iOPXXnst//73v9mwYQPFxcXExh57O8rzkU+S+WbFFhQFbh7a86h7wndIjmZd5kE6Rkcy5farEASBKbu28+WObdzfux/j2rbnxz3puCQfMzP3MLHD4W9/feLi+fdFg6hzubira28urE6iptbBpro8chpsrCzIx12j4f5p8wmxmFh4z00E/TYE/3sRQVa+/ddEAJ7+ZCF5xVUkJAUgKXJj0u2IQCsTundg84ECxvU4sVXfL7x8JatWZjJ0mH8/9kCzkQa7mxEdW2ExHJn6Sa/R+Od7yjIhVjPj/68XT2yez8K8DBaWZDAsri1GQcfMbem0iAilb2rTCe37skq594r+pGUcJD4ymKtHdEOSZXQaDY9cNgBJkimvrOPbvJ24jBJIEkKAwMaH7kRWFL6K/ZUVOct5aWUR71x7I4uyDhBi0zF95haW/JzOiBEdcXq9XNSlBR9OW4uvRI+Q4qKhwkqtrwGs4DLIVFfbKdCCLVlAaWEkLMOLrBPYVVCKIAi075rEV0se5r9LVrN30zYEBd6Yv4aSQC9KjYDJYuCyrp2ZWZeOMVzPRVEtkRWFrJ3V6FdbUAwKVZ0l9OVaMEOXcP885OHxbRkef+bzSKr+fjw+/9oAn1yBrLgQMREQ8ChabUt0uk6IovU4Naj+KhkR6RT61+Tm7ZP7x/j3v/9NXl5ek0D090P2gYGBBAQE0NDQ0Bi0QtPANScnhxdeeIG33nqr2dp1SgHpjh07ePvtt5kxYwYulwvguPMP8vPz+e677/juu++46667GD9+PA888ADdu3c/lSb87S1cuJCvvvqK22+/nSFDjj4f7/e2b98OQM+eR0/InZqaSmhoKNXV1ezYseOYAWlFxfHzy1VWVh73nH+aVenZvLdgHQCJEcEM73bk/Ja7RvVjbL+ORAZZGwPW9zZtoMrpYPKWjYxr256nLxrIrL0Z3N+7X5OygiDwf10PLyAaHNURoiCiJIIbV0xjc2kZBcH1SIpCpc1BSV3DUQPS3/vPbZcQ3MfD/Kr1PLStind7+LertNtcrP90K5JP5tn1PzBt9v3sqSvnrmXz6BAWyecjxqH9w1SDpOQIbpp0eDvUL5+9hlnb0mmZGIHH5+O2L2eRV1HDBzdeTqeEaGICA5h/yw0U1tThtfuosTnpE5HErLydxBuD2ZZbxI68Ej5btwVBgCX3T8Lh89I6MpzPpq/j4+WbQIBBF7Rim72cqW9/Q1K7CObedD1aUeSZR39k3b5cqkfpwQdGg5ZJnf2v9bd3r+aHmmUkta9mH+UccBzgxi7dePjlmWQ4q9mzIo03DmzEK8CXV1/BXeMvZNriXxFMDVT5/G9ZrYJDaZdqYsuufGxJIGv9Ka2ShicRIZi4+g8ptkZ1asWy3ftwlTpZtScHRJh4RRcevGIAFrOBJxiD3evh8gVTKLbX82rnkQTXW3DUu1iszUIEZAliLef+F2nVyYkMfBCNGIRJ3xWtxp9JQxTNWCzXnXKdtR4HHtl31GlAKtVfUVtby5QpU44IRgcNGsT999/PwIEDCQk5nBGmqqqKlStX8v7777N27drGXlJFUfjyyy/5z3/+g9XaPF+6Tiog3bVrF8888wwLFy5svBOHnOj8AwCXy8X333/P999/z6WXXspLL73U7HMRzqaamhpuu+02EhISeP3110+ozKEV+H+WWiE+Pp7q6urGc48mMjLy5Bp7jkiKCEGv1aAokPLbFpN/JAgCsaFN3+Dv6N6LL3Zs5ZZu/mDz+k5dub5T18bjS2ZvJWNHPtfdMZio2OAj6mwRGIZZq8Ph87BPyeXqXl1ICQ3Frqvj7s0zGRnTjTHxR85Fy7dvZFXJf1G0QUAEexsKGo+JogiSjOD24ZBkamrsLMjbR4XTzqrCXAob6kgOOjKF1O8dqK/mla2/wlZ4cfBQtuQWAfDArIUYQ/VMHj0aT4OH+7+Yi1dRaB0SypzHb8LsMnL/tAXcvXU+oWUKSgToRQ13zZhHVkUVt13Qk/yDZcg6AckESw4cAMDYAKVp5TRMdBNiMpG5pwi9XSGyXEOdUeKKgJZ8tXYr+1Iq2FVairzHihxeg6IIPD19PaWu1YhOCYL9gaXkBfTwzke/0FkfylPPhLAwfyNZm6JRFCjYX80tw4eQll2AzgP926ZQaXdSkF7O5ggvJSsaiNabWbFuL716pzJx1k9IPgWz2wMGf0L0FvHhrNqwn+/mbuL6y3uT2DmCA3X+XbKy5WouCA7ll/osBK8ZRaelW0IMC0u28WbmIi6P78HTnS7/038D1flBqwkhKujhky5XVf8e9Y65RAY/h8U4oPH2YkctV655H7fk5ZO+k+gVdnKLL89Hpzr8fj4O2c+cORO73d4YVAqCwJtvvsmDDz541PPDwsIYP34848eP5/XXX+fxxx9vjPcaGhqYOXMmN910U7O07YQD0jvvvJMvvvgCWZYbA8tjdfcey9HOX7hwIYsXL+bWW29tnEP5T3fvvfdSUlLC4sWLT3hqQkNDA8CfDu0f+hby+y50lV+r2HB+eeE2AEKsx0/tcsht3XtyW/ej90rX1dh554W5gD9IfOC5wwGIoih8Mj+N/QWVXNO9LT9WbKJGcXHdgE60Dozirs2T2VWbx976gqMGpFl1P+OUagjS1TAmbgT9w7sys/BjGrzVjE+4hw4to9izPR+tRiJXt4r+SUZ2VsTQMTyKpMDgk3hkIC4kkAm9OrKzsJTd7gqUCliclcXetHy8ov91WG1zABBsMCEgIIsKZakKggQ3BrTkx1r/PNecymqemTSMnHemc9DV4J8eJ4DOrtC5ZSwhJv9j/8yL41i7MpOV+w6ir3OwtGU29QEyK7Ny6RoUgafBQO7cVGQRPGYvgk/BpxcxIiL5ZPQ1Cm1DQqhJK+JXpZw+E1oTE1zLpIs2M2NOd3w+He/9vJ4rRnXDajBw++i+yJJCz5feRzYIbHWW86+Xf6KuwsH0NTuQE/1JzH3BIkE1IhazgZSoUB7973TKWomkr1rGhzFjmdS6JyXueq5t3ZVH+xdQ2t6I1uaj3QKJD+6+hMeyf8SnyCwq3tkkIM2treH6+dMJ1BuYdvnVBBn/vHf8j+ZmZfL4yp8ZntKS94apixbPdYoiUVn3KqBQXf9xk4C01FWLU/IA/h2V1ID0+Pxpn05lyP78C0jT0tIAGoPRu++++5jB6B89+uij5Obm8vHHHzfGc+vXrz/zAemnn37a2IBDkfWhoDIhIYE+ffrQrVs3IiIiCAsLIzAwkLq6OqqrqykvL2f79u1s3LiRwsLCxjoP1SdJEp9++ulZD0gfe+wx5s2bd9LlPv/8cy688EIAZs2axdSpU5k0aRIjR448TklVczqZQPSPvLKbJSVT0Ahahkdfj1bUYQ0wktwqioMHyujYo2nqn4LyWj5bsBGAK0M7cXnbriRaQmkV4O+hHhHTjb31hYyMOTJPaF5NDdsKk4kJTaFVYD/6RF5LRu0O3t2+i6AgBxrlZTr3HMGe7fm0u9rD0rKvAZg84l2ijckndH96xcfz/VUTcHq82J0ebh3SmzCLmbvmzaPC4eCSVq3orA1l5ZSDaESBK3q34+UpS7nz8gv44Zar+SXnAJ9s34Kigz2RduyKl36RCTw7YggxQQEsePEWHvh8HjklVTxy+QB0XoGeXQ4/RkEJgThbmxnXqSc7txwko6CYeouCoUamIL0Y4jRoy9yExQZT6fLi1MpoPPD4pQN4aeFKMEOc0YoxJpiAIBMDWl9OX91FGDUBdPDl8fSsXyizuvhpjX/xWYPs4YkrB/PkiIG8v3MzdbgpURxogqFe78RUrCAFaxjgi6ZHqyjyCiq577O5KHhRtEZcWrj7izm0i45g+iPXM/2nTRwoKIcwQAFPhZOi/Gruaj2Uzw6s4rK4rk0e71X5uRQ11FMEbC8vady960TNz9qLy+djftZeXh8yEoNGTYByLhMEDcHWSTQ45hFsvbbJsW4hSTzR4TLqvA4uj+92llqoOldlZR1eKKvVannuuedOqvzzzz/P559/jiT50yru37+/2dp20u96h6Lq/v37M3HiRMaNG0dMzInvglNSUsKsWbOYNm0a69evP6Ge1TOluLiYffv2nXQ5m80G+Odm3nXXXcTGxp70RN+AAP8OMXb7sVc4H7rO+bAg7ExLr0tjQ9ViAJIs7egQ1BeNVsOH0+7CaXdjDWwa7EaHBtAuKZKc4mqGdmlFn/ZJ7Kuq5IFfFjEkOZWxbfoyNr7vUa91W9pHuA21KIWtWTX2Nt5es55VWVlklrRCFGW6Xr6dUSM6MmBYB+zh2cwozkQnGDBrTnwXIY8k8fXObWzNKaKuwU2o2cS6f93O11de2XhOYrdgfk6+jXW7c3llyjIAdFoNt17Wl7v69GZBxj5KahvYUFKILCjUyi5iggLYn1HE9sxCXpg4jDc+XcbbHyzl+YcuQ/+7bUef/ekX0gvKiAi08NyFF1LxYSlSpg0B8BoEYrKdOOudiJ3N6EUvUpwWQ6yRKq8TRP8X1W2r9uGKtSDpvDy2eR7Vgo0Xu4/m8p4deG9TGgX2BmRBQdEIfLtlJ5W2BoJKBW5q25F3d26mIUmD77eXioJM4kIn+10F7DblUdPRhDdQIGarF0+QBp2gwSOKVDc4kCSZTz5ejl4D/QZE0t0aQdxdQXTukYQoivQOb3HE431ZyzasOJhNkMFI39iEE/53OuTu7n2od7sYntJKDUbPE1EhLxEV8tIRtwuCcMIpp1R+kiIgncLw+6mU+acrLi5u7Azs1atXk4w+JyIyMpJevXo19rQWFRU1W9tO6p3ParVy5513ct999x1zp6HjiYmJ4Z577uGee+6hsLCQ9957j08++aQx2DqbDi26OlW//vor5eXlxMfHM3bs2GOeN2HCBAwGAzfffDM333wzAMnJyQB/mqngUO/yoXOPpry8/LjtrKyspH17dc/u34s3tcQgmhEFgRhTCi63h1eWzyIgxMiDfUYfcb5ep+Xbp679bctA/4v79bS1LM/LYeGB/Vzaqk2ThUd7CssoqW1gSPsWSHr/lw69xcOmgkI+TNsIEmhEGbPFh7B1AHf+712SW0fx0ez7iTS/j0G0IPnMoAOn5EZExKDRUVfvxGIxHJFVYGdJMb8cOIAgKwhWBZfsbXJcURQkWeG6/06lut5OgEmP0+VlzopdzFy5gy+euIaugVFUFdnQKAIuJFICAyktquHWR7/BFm9i8rJNCAdsCAj857nZjB3WmYjeUQgBGtrFRZJeUEab6HBeeW42kqwQFGz252x0eHj0zYkU55TzzrR16ILB0rsCn0/LnoYQ+unDydxRgKHcizdAwhMnsKJ2D1qNxM1ff8ONEX24r2U3nl+0DK9BiyCKIChsTt+D2LMO3e4AwIIgg1YU8ckyigj6SBP9k5L5uTCPkGwFj1WhapgVlwIOvYDZqUHWQrXDyfARnVizZh+3XdCXIUM7HPf5E24yc3+fvoQZzRi1Jx9Qdo+OZdrYicw8uIN5+bsZndBR3TFKpTpBMqc4h/Q8HLKvrj6ctrBVq1Z/cuaxtW7dujEg/X19f9UJv3O++OKL3HPPPQQHBzfbxePj43nttdd4+umnj5s0/p+ksLCwydSEP9qwwb8/96BBgxpvO5RtYMuWLUctk5OT0/gP363bsYdxIiIijnlMdWwRxnieav8VAFpRx0s/zWRF6DawQ2p2JFe2uuCIMv7Vhof/vjAhieV5OfSNi8fuq8estaATdRTX1HPNBz8gKQpPXz6YV7reyIyDG7gpdTDRujDCzCZsHjfteldiV2zs3KnFEyKQV12F3eUmVB/H9T/OYEthMXcM6MQy53L0oo6JzhG8++M6WgWEMeXtSezbXchb/55Ju26JrIixobODlOhBqjNQp/Hw6JL5vH7JaP67Zwa/lG7n/taj8fh8IAgM6d2ai9olc/uqefgC4ItdW3nlyhEs25PFK98uQ+MTqPT65y5LBn/w6/B4sSqAALWVNr6YsZaDkgkEeLLnAD5rfwU/LN6GJjkAV7kTuw4+/+j/iI/1L8j6KqcEb6gWRatQvS0aFAFPNzeTH7uWK6/7gNp4LQgC1/TtyuKApchI+HS1fDVzA70MVjoEhZDps2Pv5kYOlGlQvARFSHhD6pAyTMhamd4tYknWBWN2CDx2+xAMBh37H/iCgrpqtC6QbApKiP/+uJEor7ez62AJjz1+GY89fuJzOefm7eGhtHloBZEVo+8k3hp80s/BJUUZPLNtPgARRgv9IlNPug6VSqX6M06ns/H3U43ngoKCGn93OBx/tUmNTjggffrpp5vton8UFBR0Wus/U8aOHfunUxAO9XgcbS/7UaNGodfryc/PZ926dUfkIp06dSoAffv2VXOQ/gmXz8eyvAN0iYwm4SQX/2jFw/vzRhtDwQeIkGg5sSD/5i7dGd+uIz8eXMDDux7Aqgnh9S6v+Q8KgKLQIJbSMbg/fcNvxitLzM/ey3vjLyXCYOSe3S+DAJbeJnJDLWidWnq99THxERaqrEUYgvUszd+NJ8yLW/YypWwzZRdBpaOK2gYHH8xeTU51DfnzKim4MgI0IAi/PR8VWLbkAAtbp7O4cCtoYF7WRr5+9EZ25ZQwtFtLVm05gEYS8KHgMPsIMBqoqXFiNysoCFSHefh31gImPtCDDQdzOBBeiLLdgLBMg2QQcQWDvlLAG6zw1sK1GOpEdPUKGg0YdQIut4+MzCJCwixYDHrkQAMIAsiC/+EBekW1xGDUMfKGXkyZu5Ghfdowsl9bFm5YgxLqQPCIyDqBHWVVPH7zZbw4dxUNFn/icbtHi9Un4CwzcX3bzpQbHQwNSmDq7GV01ySguVRkxfYDTLq6P1u35REfH4zWqmfW3r2EBBrZtCYbjRd8RQ7wp3NFkmV2FpXSMiKUwD9ZqGTzuQHwKTIu6dgbI/yZcIN/QaNGEAgx/HneYpVKdZiiiMinsA2och5uHer1Hh4tO9VRmN+X+319f5U6WelvIiQkhLvuuot3332Xu+++mxUrVhAWFgbAtm3bePXVV4HT+8XgXPBK2iqmpO8g2GBky813H5Gv80TdMnoQ7XbFERpuoV1s3FHPcXq8PP/jUrySxPNXDyPQZMSq17OocAMhAWCTanBIdmJDgvnx3mtZWbmY7b7vWff9Ktq7B2PoYOGdzDREQeC22J6U7Y/AGOwirkM7ENKQnYCiUG0pxBzpxBThIG+PlmR9BF1iYyiJ1LK3pBC9Wcv/FqxmpVyJMiyYG30JdL+yC2llK7FE5rNiTSoleyUEUeGpbfPQN5gwCR6SXFGkDg0jNSaM2ct38epXywhBoNf4Vjzc9yIAWseFgwKyAQ5aSylucLORLOL0wfjSDdhaepFyzSCAJwj09QJam4Lo9QeYskmgfXwEXbr75ylNzcnkwRVLeXr0YDYVFIGsoPFCQI7MRT1SuKmfP+PBsp0HUIJlNh7MZdGbWUi6YGRTIJYSCWuRnYCUYA7INl5/eAw3L/0RRQDKNRTVR2KuEbiqTwe+nbaW/8YvwtPHTXbGfla/+hVlxQ3ofAIDLOGs+G4z+kFR5Cp2WgQHE57pX9kcaDkceL62fC1fbdxGYkgQS++edMw38GtadMOk0RFlDqBl0MnNyTqkd0QyH/SaSFZtJUmWo6cuU6lUR5IQkE5h+P1UyvzTSZLU+D42Y8YMduzYcdJ1HPgt3R+ALDffTmRqQPo38sorr7Bp0ybS0tJo1aoVQ4YMwW63s3z5crxeLw899JC6j/1xHNruUUE54QVziqJQ5Kwg0hiCXtRR3eBgf2EFKS3DmV+yCXeNm64hRw6f/pqZx6Lt/kVwF7VL4Yo+/m61TgEDSKtZRs/QDgTpggFoFxfJLknAm6PlwKIIDpBOx4Z4CAKtINI5IYqpaRaCPJHcPKEvIQFWvG6Zt2esR6rVQZQTya1B9mrIyZM5KOUhCHBnl/6Yi/VMmb8FE+AJF7j9qVGEWy3sFt6g3ldBu85llKb3QlAElGINvnwLDUC7kYc3DzAZ/b3DGlHgiQsGEBfkb3fvVgk8c9kglu/LZrUzG8UuE2rWUbFUQVDM+Eok0AqEG4yUO+xIFg0aWQBFAQW690li7cGDbHCXc2XX9mxdXYQCrNt/kC27cwnOqsMbG4TglVizOYsLnplMqs4CNfn0nJgPssL6ed2Q9YAi4g5QCC93UtA3gI/XbMJQ60Eb5oFaEU2DAV0D/Hj3RH78dh0ztEVQZkFvkpEaLBT6GhAsoKuHkqIaACrcTtBDTlUt1kQDHZKi6Hfh4celrME/t73K7kBWFDTHCEg1osiVqX8tl7LL5+Vfqxfg8Hkpdzh4vs/Ff6k+lep8oeYhPXmKolBUVHTKi5IOZVtqTmpA+jdiNptZtWoVb731Ft9//z2LFi1Cr9fTr18/7r33XiZMmHC2m/i393S/QfSMjqNrVAw6jeaY583M2c2S/L3c27E/6fZdfLFnGY6cGG7o2J+5S3dRZrfRZjgU60v5KX8tvwx+EVmRWFQyC42g5ZKYsXRLiSUhLAiPT6JXy8Mrq5/oNhyPNJRAvQlFUZhbtJ4yVy3jE0ZjFYP5LLKIinIH/doms+5AGUE6AxekJpP21F3Y5Bq2NqxhTEpPQvVhbFxXwMYDBVTVGfAYRKKi9NSYa1AE/zB6n9h4Cqv8OWwFQcHYrYb5e3cxqWc/NHXtkQxryT8QgyKKeM0Q7A6gAf8QS4fWh6d+jLigLZGhVvaVV/Leqg1c07szXZNjGTzlY8qEBsQ6DT6TBl+tCV+ZCVnjRvSBV6MhJNZEeymY+n02DMUenn1wNDOX7WLsxZ15aec6FBTwwbz9+/jf+BGs2ZfLHYN6s9Cu5+dlv6Cpc1HTLxx3qAFQOOCxQWAQ+5d2JSyoHkUnI3hFFJ2CtsGHO1hDsEZPGR58Pgm0oBVkjL2qkW0apq3bzhyhGH7r/dDtMKA4wBug0MkSyr+uGUCE1cz0ZVtwpGgxePTs2l3Iflslnf+Q3uvfIwZj83qQkCltsBEXdPoyXAiCgF7U4MCrrrRXqVSn3V8JKE/HostTftcrKCigqKiImJgYkpKSjl9AdUL/+Hq9nieeeIInnnjiDLTo3GPS6Rjb+s8zCCiKwhNpi/zz/Xw+2sQ6qc8PwlYl8v7qNKRQGaGVm0LsIAvEWcIQEdhSs5Gfy/yLThLNyXQO7sGip/+vSd15tgpuWv8hIDCl/z14ZDfv7JsNgEVjZFTUMIa/rWdrbiHvrE3DWy9RoXWwvaiYFXuy2dWwhajW+9lUlcZT7Z/n0zuupKyugVvnziGrppqACKhxKegFDf3llkz/cTetu4Xh6+RAH+5GCJCoNdQCMDT6Km54X0GRQbGAooWaBi+Tbx1LWICJzzdsoWb1Ol4bdwlRAVa6t0vglh9m4/ZJLE7L4LWrL6HU/NtCJsEHLh0gkBIUzK6QMgzhToxBAu+Nmsijb8xFMmtQQoxcPKA9Fw9oz67SUsq32pH1oKsFY53CrupS2qVEsv7XA3TqnELkQ5cw5+ftFMbrET0g+kDWAqIGFKgtC0BAQJQVcPuwJxjwRhmZde9V1Lvd3P6/abjbaxAD3YhmCdEsMStrJ17FP+welOdCiZFRXALBaU4qXQ3MKlvLax/dxE/bcqgudzA0xYwzug65wsLGvKaLEd2Sj1UH8wD4YvNWnr148DGfV3UuFy+sXkmw0ciTFw740y9Eh7y4cxEz8rbxWKfhXJfam4VjJpFZU87AODUZukp1ouRTnEN6KmXOFX/HLB4nHZCmp6dz2223sWnTpsbbevbsyeeff06nTp2atXEq1ekgCALDElqxJH8/Fye04pKkVGwVS1hcXUmfpARW1OdiDXIia2RENHzS6x6qPTbmFWYgoEEv6og2xmHzOpmWv4JUayxDovyZD/Y3lOD4bZeVffXF9A5LJUBrxuZz8uPG/byQu4sbe3Tluw07ECQQgTFd2lFZZ2fm9j2AiRrisEVY8bSR0Iki/3tjEQ3pZQwd24Ll2QcIjjehM/jYsLAIwSuSVVmBr5cHUSPTNySVG1r5F8S1ig5HVw+KoGBMbKCuxooiw4N7v0H26XHl6sGlYXH6fq7o0p5f9+XRIiKMjJJyRLfC4tV7aBkeTLa2lsASDe4UMGsEbukXy1qLll0xawFIy91BlcuJCOis/reUbVtzeXHGUnzhsn8nJ4MXt0HD11u3AxC6S0brhJtu7E9+mAZTmQ+fUcBS7MXe2oSkKERF6iit9iB6QG+TCU33UNlJg2wUufm96QSLBtp1imdjfQlej4guwItSL6KJdCL5NJiDwNnehUYrQ50Hd4mBgh4GaoQ6am1OREkg2OzEoz9AUEcIrosnPLIlTyz/hQntO9AjJo5wi4W2EeFkVVViCZU50FBGy4Cooz6v5uzNZM7eTAAGJ6dy0Ql8UZ9zcCceWWJ+/m6uS+1NnDWQOKuaZ1jl/+LskNxYtCe369f5yL9Tk5r26UT9nfK//95JBaT79+/noosuor6+nu7duzNw4EDWrFnD5s2bGThwIBs2bKB169bHr0ilOss+vOgKvLKM/rderP8NvJb/DfQfW3Ewm2k5Gzio5HBZXA9MWgPf561leWkuohDNKx1vQq8EMy1/GT/krwCgQ1AyZo2efmGtuCHFvyBoUGR79BotP/Z/ilq3k8HvfwPAzpJSZBFECQKNBp4ZNohKm4MAgx6vJFFYF0KhDeZlZdLBEMGmnEI0GthaVoKCDo3TCZY6xPhAlFwzLp+Mkm0hxBrKLV0uIdzoD2jMRj0PXz2QyVsXEt2nlEi3hsKMSGqrjfjcOvSBAkmmIC5ITmDMg5/hcnjxxmlQdOANEPjZXkCgbGDqyIns7VHNs9uWYUfivf2zENLNiL/th7F7dxGCDxCgdVIkPlnmtW+XUp5ThaGDnri4clIHFFNWEcyePSkYNVp8Ri/2aIGPVmyAUA32WBljhYSpykdpCzcK4KvxgUaLZFII3uRClEBfL+E0CdRb6mhQBC6KTmZfQwUNdQqOHaFIZglfrIfwEAfVkgGDV/AP6deBI1KLFCZRqZW44YdpyFs9BKVa0CRqkBSJF8eP4cU1OzmQUc36wnzW3HQreo2GeTdfz+S9y/nw1418uXELi6+5jcTgIxcd1WMHQQFBwWg8sZ6XpzqPZHb+Du5qO+D4J6vOK0/s+pQt1fu4u+XlXJkw8Gw3R3WOONmdmc6kkwpIn3nmGerq6hg1ahTz5s1DFEUURWHMmDEsXLiQp59+munTp5+utqpUf5nPJ7Fs635SY8NpnXD0dE5DklowJKnpbjw9w1owJXc1Zk8Qt3//C0atlqdGdwUgRBdAjq2QlzK+xKo1MdrXm2FtL0L/2zxAs9aIWWvkrTGX8GvuQW7r25Nfcw8iSTITunTEajQQaDIyNDiRRRn7EUL8i2Rah4bz2sfLkQwiGrOGZy4exJL8HCrD9lHkAUP3Bu647ELyG97k+7UDKKhu4OUVq0iOD2FQYgqXt2pHh5YxOFbrUWTI3RKP22FAFyHgQyLOFERYrshP87fitnsRAK1DgWD8i5IEgXqXm3pBooUpFKOoQRFdBBqd1OQF4/vYhCbOi9xtH6Lsn4/aOSaa11etZFtsHTqdnrZhJVw8bCuSIiCICkV5EdRWWxEjNCD9bgGaCPYEkboykbahxTzQeSn7ymL4cNmliJJCQ4oBZ4IGtw50ohdPlIje4iEtYiGRSLh/TcBjFZGtMopGwNhgoIWxFrtXg7s0jIB5Lnw6ibpuGpAhhzpMPgFLRTCvd34ZGYkoYxQ9Yio5UFNN9+gYnpz5MxtzC7hnSF/K3S585f7dumbvyuRfA5qmZQOIDw5EiHIiIBBuNp/Q8/HK5G5cmaxuD6lqSlZkttf4t3jcUr1fDUiPQz7FnZrOx0VN50xAunTpUgRB4MEHH0T8LZ2OIAg88MADLFy4kGXLlp2WRqpUf4Xb5UXUCOh0Wr5ctIlP56Wh02pY8sbtBFlNx68A6BqSwvKhzzF95x6e3bMCh9dLqiGZ/yTeyepNeWwOOICMTL3PznLjHFbMXsHnt71DiTuXZaXf0SagJ50S++KzOokOsnBjz8NByPbSYu5cPZNq2Yk2RIu1UOTa9u2559tp2L0etGjp1TGRMT07cEG7ZN7apJDnqyLQ6GJ6xVyGRdtpE19ERn4CLsHH7P17WLwlg/53JNAxMYoJ3XuyS3sA5bc33/7BiRTWFmEL2E9hpIm8NdUMvSyGrOoS+qd0JyjQTG51LbVOF1FaM88/PwdvuAYhUoMpQMsNPe/CcouFZ1+aQ8KgUoLaVBGRo8dgS6XMUs5KZT3t+9kINzoIdfmT4GsEBbEoifpqKwICTqOColHABu1SI9lqL0PwCNS3NXNtaCbhRhvhSVnMkOuwFwUhoEGsB51ZwBOmQXEIuB0aymU3IXH1eFt6cJlFBEBTqsW1R8QlRxHQswpXvZ7i8T5MGgOCSwJFweAVefPe0bRPisRR5SHbbsMXZeLu3r1YU5vFFlselbvcyKLA0wuXsuDOG/h5YwE2t5eLUg/P7zy0lTLA2KROhBrMlO6t4v375zDyiu4MH6MGm+cru3snNQ3vgNxAVOg76LQnvruhKIg80e461lemc03S0NPXyHOEf5X9qcwhPf8C0r+zkwpIfT5/wme9Xt/k9kN/N2eCVJXqr3J6vDw0eTa532VgtRr5+Me70fz2RUoUhMYtP49n/o4M5mzN4K6BfRjeogVbcopoFx9Jj7hYxjzzJaUVDcRmWBl780DWFv9MiM5BvUWPosDq8ukcsO0gq2EHq4t2U+t1sqI0g3HJXbgwoh0aQeQ/q1ZQITegqzEAAj6NwqyV6SAI+FrISEleXr3Pv33prT/OYU9ZOSGttegsMhKwMzeZVrHFFFXGcGWXDrz3XTnB+xWu2vUB1zwfz+Njr2N2kYPIgTtoKfdgfPteTNz8H3QiENLAkNiO7ApbjRCpMC2vDsfWMNySBMD18e2Q9SD5JECD02ZgbXYlt3VPJiDITE1mCFG9aug3wsvUeXXkHSwhsAWEGFyIAugCdWxY24oaxYJ5ayytegaQa6/F7fTvEOUOBnFNBZGSm5qO/i8Hm3O70SKulCxHFHVOE4d2RVUE/LsrOcAXBPgEqvLCcNv1uLRa0CgoCmhr8SdBBWqLg6gP9KHU6qgze0DQgCBg3Och5uYgFizdzXtr0rDHigQY9NwxrAclLv9CLoNJDz4BGdhSUMy6++/AJ0nM3bmXzdkFLK09wM6aUj4aPIZhSa0QBIGBMS255+FlHMgsIS+7XA1Iz1MNro1klU8gQPR/ZtY7phMW+OBJ1TEkqlvj3HSV6nxwUgFpv379WL58Od988w0XXXRR4+1TpkwB/IubVKq/iw05+WzZkkOoT6Gh1snB7HJuHtWLFnFhJEeHEmA+/mKB0gYbD/78M6JOIitzK7r9ArXrQnAkOdhaV0iOtg4zIkkRYVyXeCk/7E4nozSSUS2LWJOVS/uovuyr30KrgO6s/m0C/a8VmWyq3cX9rS9lQvwFVK4ohb4iBEtoqhXCQmspCgpBdINRgqGxrdH/tj96TpV/+1h3qQWNRcJWL7N5WyL9OqZyXcdIjC4tl0e3YfX+ffjsIr8U/MrPz5TjsUt0+78+5OFlb0AFBlGHBy9RuhCGdGrHL6/mIWgVPENsIP62171J5tu8DGivBREEI3gFmZlbMli8M4vPXrichlI7b98/h7zeOjwJ4HGaEMp9FDoiuTDZhDM9js35dbjjJbRd6tHmuPCZQLQIWCQdsk8hM8SJIOswVXhxhAlkbgnjzbnX4IuUCc3yUdZHh2KSER0aFBk0Tg2CLCFrBBAUnG4dokdE1kgE1PpI6FuBqCj4ygPI3+vvoRUkCE3zIIXqCHK7uPaGFazaN59pey/DY9EgeMAl+pj58DKMo0VcYRDTxoyh2ER1nR19g38axZK9WTw73z8S5An1IVkVfj54gGFJh/eEHj66K/k5FYy4XA0mziU5thK+yllCr7C2jInr96fn+uR6JAR8ioBeE4LVOOIMtfL8pOYhPTecVED60ksvsWbNGr766ivq6+sZNGgQq1evZvr06Wg0mr/13ATVuWl1Ti4PL1hCv6QE3htzaZNUFtM37sYRq8figLG9O9K1VwoaUWRQt5bHrXdPXQ576nPoaumIIIDB6kE0e5EAbaSbrKpKsovqIRl8VoFOF4cxYPGrVDfoAT17awzMXjiPX5+4k+c7DuT1rWspKF1PckgYPmMpEv65kwBhhaD/RqL/Awo1/Xey72A0EaKEx6mjr7knb40Z09iuBy7ox2fT1yDUyThTvQjFibSLC6WspJ41WXkAXBrfEneAiKQXKN0aTVFfBRSRzMx0LMWwalEmLeJS0PvsPHj1ZXy/ZxMoAopXoKHMwntXjeDeefPwBil4A2UMJVoEBCI0Fga1S+WnrbuxGRxcs/tbzMUQrAPl0GYdioAtOwiXO5gZqxWMVQ1YETFG2HHZTQheEYML5FovjgDBn2YgTIfGDa5wGX2Ug6BdIlqbiM6lQeyjJ6DSjuw04ooCnwlkHShaDYY6CXOMDU1rJ8LPJoyLtYT+qwRNmI/6BiP73UFYnDIau3+7UXtLM+YCLwkXltMysRSApPhsyrLaoHOBsUymPkAHkhdBEckvaaBVmYh2r4t3di9ncMdUZu/d3fjvZimQiGgbwk3tu1HQUEdCgH9/58uv6cvl1/T9C89q1d/RlNxf+LUynXWV6QyP7oFRoz/mucGmi0kNex9B0BJiuuRvmWLnXKKusj89vvrqK77++mt2796N0+kkNDSUHj16cO211zJx4sRmv95JBaS9e/dmwYIFTJo0iRkzZjBjxgwAwsPD+fDDDxk8+Ng5+lSq02Fexl5qXS4W78ui1uUixHR4TujWg8VIRhCGhDHplovRaI/MC1ngKKPYWUmv0HaIgn9s2C15eGLnh9g8cGlcOdOvn8iukmIO6NKxud1069uVXLGB7KytBGkMvH7ZJfxQuwpF48GkFwjVGMnLiiGoUwNv7F7E2t01GIJFFFmktE7i7dSrWJebzU+rClhqnstrH9xAwYEKOvQLZ07Zt3hjveyzV2EM8LA8Yy+yMhrxtw+0FH0QcjWAEW++gVeuHcwvywuZtTkTrPhzwYeIBMYHEBVsZZvkA50AAog6CdGrQdZCusuGqdzH5OJP2BssQJdAFBFiPVGUZtTSKyme9bUFiD4w1IDPDNdf1IWyknokvYRo9qGI4IgH1wAjkk7EWCyjcQj4AgARJC3+VedAkMVFgzMQwhV0tYAogqwgamW0PgkJPaYaEFO9uLpqMK/VYQ8XsQkCYrAVIiV8OgGdHUQvyG6F4APAAQtKLRgytGjcCorb/zh5PBqEeg3OaNDXSigGDbIo4A7VsrcwjtyySDSCQlVNWxRkvBbwmsDi02Eol5FdOmQ0ZBvthIvQNjWK2676kKJQN+6LTQQJBqIlC48OHMw9K+dxsKGWF/sN48Z23VAUhU8nryAvr4L7HxxJg8ufwL99q5jT8yJQnRF9w9uxtmI33UJaohc0uLz5GLTxCL+9b9Q6V5JTeT9WfR9aRX5GmGXMcWpUqc68yspK7r777sa/TSYTX3/9dZMvTYqiMGHCBGbPnt34N0BJSQkLFy5k4cKFfP7558yZMwer1dpsbTvpPKQXX3wxOTk5pKWlUVRURGRkJP3798doVHOlqc68m3t0I6+mlguSEpsEowAvXTmMu1bMJ0+u55V1q3l1aNNhszqvjbu3vo5H9tE3BLoGiVwS/zw60UKtLYiiOi0zbKU8fHk0XWNjgB4AFNTU8r9Pv0EraNHUyTyRtpAbx3WBELioVXuyihxkh+6lwFfMirrNVFRHYPUY6BQSRaBi4LUXllMXoVDfWkD0eXgpexeuWi+mH7vy6U0Psi88nyd2fIHDBYYEF6+n/8zjnUYC0LVNHC0Twqlx2ujRqRu3r5uNWWMERYPWLnBBr2TmZu9HEybw4z038OSy6Wyw5QIglRlwhWvQOSVatyihJCwEyeIhBJnydjo8B63YyuxMnr4OQ7AWS4qEUZLBrSVca6Rvl3iezFmENU9CMWrwJSpcFJ3MOl0VbsHLJcO2UJYeQda2ZDxJXsRYD31G7UUAtmw/PKTtDQUQMSturr1kNSaNl1WTu1C7IxhDUCiFSXXUa0XEOg36GgVREvD5RIj2IoT5ELUKmhAvvjoD2jIdwk4DisONUufmwOYEDMUuamwW0AooOggOMNGnQwqljmrqGmwUFml4a844kBW6R0cgm8qQf3v7Er0KugItBAvY4/xD/VeM787NF3Xnxp/fJrBW4UZ3J6ZE5rLXXsdjKxZRrfPnnc2sLgdg6tYtvOXcgs6oEPD1ahZtzUIB3nl2Ar06q5uI/FONjOnNkKju6AQNOVWPUGmfRah5NK0i3gOgzLaAl7MvoMQdxNvdd9InouvZbfB5RB2yP3FbtmxhxowZjQHoTTfddEQP/jvvvMOsWbMa//5jsAqwcuVKbrvtNn744Ydma9sp7dSk0+kYMEDNm6c6+zrFRDPzhmuOemxwuxZEbLRQarcRbrYccVxWFKTfxpprvSUUOSvIt2+mdeBQ4g2JFFFMvceHAk0GdjLLKnALEghgMylYEaivqeerEbfz/NoV/JCxG1OAi5BoAU+dFq1TIDSkjvR6FwBhqSJilYIx1oVs9JLu8nBRq1xWzA7hQHkVneNSWTDwRUYv/4ByVzU/5W1tDEhDAs18//KNrNifzYc71+FDoUHrRG8wI7g1bE7fjxKsRUDku5kbSJ9fTrfLohh+YQdy9npJ6heCs2IyHTsvw+428sSCawgIc2IrCsbn1KJ3+++jXqwipJMLUZCgfR2GrDiuWv4lcgAoqWZAwJwv0ruHldEX1LJvRyiauEo2/9gFIchH0MByBAG2ZLQkoN5MjU1CY/CgqRHxhmlQtBCsc2L9LZgzDHFSFB6PplZGrrMSkq0g+MD5W2Yu2SQjtrEjGGRAQSOCr4sEK63UtzTgteiQzFY0dgFPRQBmgwY7/hX1yj4bsxJ3YvaCt9aIxqigrQPBp7BOKIMAEF3+vLD1KaBoBIaHJaMz6GgbH8kNg7qzqiSHu14bgyPPxpirenNgm8yMrHTkXQ20cRjof2dP7uzUG4DPd29BU6VHBpQ4I8pWQFGoqbH/hWe66u9AL/o/Mm2eXQDYPbsbj8naK8lzLgRgfVWJGpCeQepOTSdu+3b/5iSHMoRcc03Tz0+v18t///vfY04zOXS7oij89NNPPPLII/To0aNZ2qZumKw650iKh4yq15FkN2+NuorXd6/EFNpwxHkh+gDe6fYA2Q251Lp/QCOEkmD2v7AUQxEhVgfJgdbf5gz6X4SV7nq2+HZhDnfhrNLTMq4Ua6TCjSPGUWprIM4aiABEi9G81Goot3wzCxBISswlJ7cNCAJBYRZK9XZwA0aQXVoq88MJE63UOpys2J9NramcCm8JGlHHsMgO9PpsMhcmJvHW8Esoa7Bx1/R5KECLlDhqFDuK3obTbUJr9eILEfApElv3FIAikLfAQeeOCVw7KhmAzSXBeD2g13kI3CJSExiKRi8iaCEyqJagSyqpUYwIaNAIgFGmIbACRTKA5reHQgFnqEBtxAc0OBVsIRaqV8bSutNB9ubFc+i9bEibTszYXoAp3kbnTtlU5oVQujbWn3c01EhOTTgmrZd9OfGIPkAQ0EgyWn/sjtcq47UIeMNkjIe+FngEFL0CRTq8OgUx0YHkMYAsIlkVtB6FwUoMB71ODuZWUdZXAVFElv1fPiQtBBUoeIN/eyIIYKwBt1XBG+0/Z6khh61X38ftn81myqZ1eFNrcYshbLjxXlySlzcuuoSw5XYWZ+3hwCVa3Bm5PNztQgACrSZKcYIAV1/Sgx6J8Xz4+hLefGk+MaEBdOqU0CzPc9XZ0zLsLcptPxFhvbLxtrbB/bgppZ4DDWVcldjnT8vPLFjJ/OJfuSllFIMjj/5hXmOfTYNrDVGB92PQpeD0eTBqdOp8VNVfciggBf9w/aBBg5ocX7JkCZWVlQiCcMwdnX7/HJw6daoakKrOL0WOaqbk/Erf8JYMjv7zveorHOvIq/8RgINuL8UyfJdXzHUpFxGsszA/cy8GrZYRrVvROiCR1gGJeKQLySwtR8Q/H6ZDSByl7t0UuyUmpb3Pl33vRRREPtr/M4tLtmKJh1ZJkdzXYSLdQpOZtiOH17bPQFIU/jd4OFe26UBmdQURrSpoH1+MyeQi3FFLeEYCVVk2zKKAzWhC0OuRBJncaAWPsZrbp8zGp4dRg8PRaSUMWoXaGokqp4O5+zLoY43l4/QtyBoFJLipbS/e3r4eZ5iCW1RQQvzf+DWywFWjuvPm/xbijnVwe9q3PKUbzch2nfhmWyvEkJ7kOcPx6DVE2/XU231IKCQMqmOHL9Q/B9QhkiDU4dJoMIY5YI+OSo0JSQa9C3wRcuNj7rMobF3cFmOJh9COgZSmKXgDRBbUFCBZZCJjajHoJCLjaykXY5FliO5ajmTUYENDSJgNV6UJ0avgDgF7NGi9CpZSH16LEW+tgKfCRGBsHRHh9eTkRVITZMWQJGEMceBxg1SvRwzwIkdJLJIO4KkxYooS0bpFJBTcGgWNoCAgUNlDQQj2oK/QYCjRkOw2IHcKYLejAgCPLHHH89+TLlRz+ZVpmMwedmS04NZ137G9uoDHOg7jieeuxLkwkO+z95BfV0dRQz2pQSGYV7sRwzyM6dyBlhHhuMNdOBz+nuC9mSVNAtKcoirmrtnN8D5t6JCqzjH9p7AYOpGk74Bb9jTeJggC97cdeULlp+b/gs3n5Kf85UcNSGXZSX7VA4CMorhZUXsdb+xZyojY9rzV66pmuhfnDuUUh+yV83DIPjfXP4VLEAQ6d+6MTqdrcvznn38+okybNm2YMmUKkZGRvPDCC03mnG7cuLHZ2qYGpKp/hPf2/sLS0nRmFWzho5630D4kBov26KtcgwztMWjCkRUPnUIuxnBwDdFKGFbRxM/7s3ho4WIAvrt6An0T/cHBo7MXsyQzi/6pibw1dhT3JF+F26dleVk6WbYS7t78CTm2SiocXswGAIViqZxnt8yhhSaeNel2pAD/t8l/b53PGxlLGJfYjXohmD1eCcUDWosPWevDGyrjSpHpEZFMQWEd2jb5CAEOTLFO7Ovj0Jq9bHPvQiPCA63G0EJrJDt/GzkmM89kLIF6PWjggpQEwgMtVNY6ABOiEZQaC6GFXnR2yA+s4dIeLfm6yy7Q+3hy1zymr9vL9vwaNMkdEOoFwkICmDikBzvyS/ilOA+9w8EN7fewsrINhbYQ7PMTsVyZjxgoY+1dS90uC8FbvBjLZdre0Za5eypoGVbOhqxUdCkGWnVJZLOzHI1Zg7vCBCjoTS6KPVYCHQ48ZSZcISB5oSQ9nNi4akRBQV4FeisgCsheqL3AizFHg6HU4N9BygWeIIE2XYvQayUM4W7SslviUQQC5gRgnFCP1+RFcWpAryCgINhlPIECA8rCoFU5B9x1lNQYQQbRIKMJ80KolzHBXchJcLCuKt+fv1QU0NaKZNZU4+7lw2DyBx1Go4vtNUUAbKnKZ1KrCyjYU43eCd1jY2gVGkZdnZPyjGqigYhA/9tr+w5x3HLrQKqr7Yy6tEuT5+oLXywhI7eMZZv3s/Ct25vt9aL66xRFYXXFboJ1FrqGNN25TZK9TDtwGUahnIiAJxgQffVJ1X1VwlDmF//KuPhBTW4vcpQjIxNvisKs74rDsw2LoS+rSvcDsLos6y/dp3OVusr+xFVXVzf+3qpVqyOO//rrr03+FgSBd955h169egHw6aefsmjRIioqKlAUhQMHDjRb2044IE1LS6Nfvz/PvfZXbNiwgb591VQpqqPrFJzA0tJ0LBoT1635hvZBMcy5+DbcXh+bqnMpddYxNrEbOlGDSRvFsMSleCWJF+aupObXYOq8Ph7zLKFbon+LSwGwGg4HtIW1/mToOZU1DHrlM0RBYPIdlyEoGmQJVlTtBMCilQnX2nGgw+41oBjc5IoH0BsicDk06KLdaM1ebC6Zqds2cWOPNMxmO4sqOlKQFYUvqApXnIhL0rPZk8OXl1/DI5mfYAE8Xg0PDrsQ0exkSuV8RGR25/9Ej+SZfHmpj0fTR7O5LKXxLbSq3EagXo9GEFCANgGhlG6qROMViI60YuqyH2MniaCNZmrDHLi9WlbLBZAgELDfQnJYGFnWWl7duA5vgIDeIDOk5w4Aegfkkbchni79UtgvFIAMshdsAQq6IA2iR0OrMjNj+0/i3+/OJXa/D1eIi5wutfiMMnKQTHBoNYJWprYwAJfTwI6cOEIXSpjFBmrbB+CQLGxc2AEdPpQgfyIsFAGtwYe2TERTq0XWCYiyjCLJeMJFqustRIfWU+20gAZ8oQrONv5tTjU+ULK1KMEyvlAFwQOCInCwZQ4jW2+jHTBX6k5ZaTBCgH8TDwX4wZxOB4//i4mhVkR0aEEBd7iMBy2LMzoTaa0noyIWya1hUPt4Wu0O4JJ//Yf8oQGIokDJgRpcbi+LM7Noe0VrYu06rrvuAv9zTRC49rff/6hVQgQZuWW0OsY2tqqz5+fSrbyS4R9p+arPQ7SwHu7BrnbtJ0afB0CFYz5w9IC0wF5NmMGK+Q9fnq9OvBiA9ZW76RCUSqwpnGxbAQ9ufx2vDAJWLgifwONtv0anCeGRDkV8kfUrI+M6NP8dVZ1XampqGns3AwMDmxxzuVzs2bOnyZB8UFAQw4cPb/xbq9UycODAxm3i6+rqmq1tJxyQ9u/fn0GDBvHkk08ybNiwZmvA0qVLeeWVV1i7dm3jTlAq1R9dn9qf4bGdeHLzfIobcihx1vHmj6uZumwbUqoLqYMLj+zjulT/lxpB0DBjRzozMjIgFBBhTv5efi7OZub112DS6mgdEd5Y/1vjRjFvdyZmUctbC38lIriW0vrlrFjupMrjJqK7AUWQuDAmE6PWR+G+MDJ/jUce4cLnEpFcGjqERJIvl+D1+ZCrdMTrqkkKKQMg1t3A/tpkWrbIJzSqluVZ7UkMlni/cAV2QYvLIeJzaPkpaxcvjx1E3bIoYiLLiO61DVHwvy5amT3sQodLlEESyCmrYUNBAcsm3cyPG3exfeNBqtzgCRAptDtYlHWAwJgGgstjcdji8Ig+tHYFWafgjoQsTy0+vQwG/zC/JIns2ptCm5RCbDm9MWtMLNBlIB3wB2uC3keIXoep3Im+AX7I2EOgLR9rgYSggLFapszugUAFX6WeMosRcz6IPgFR8ad5cke5cUXrkUygq5BRvHq8kg7BJ+Pr6kBrkhGDfOi2BqHoBEITaugycD/le8PIWpFKVm4qB4LdePRaiFQI2KeFJDdoQLTIOAM0yF49xjIX+LSgCEi/6wXpHRJHmS+UnbsKsHhAaBCoHe5DkGWiDlhwOrwYg7Q4HD5kwFQkUy6HUFwdAhJoXBoSSyNYOG8nPqPQOL+4rt7Jv99bwOKqgwA8MLI/UdFBx31eP3XTMK4f2ZP4yOC/+ApRNTfdbwuYBAS0ggZFkfHJteg0oYSb2qKIvfBI2fSIuPOo5X/M28TLuxcQYwpi/uB/odcc/ritcNfyZe4CAEINgdzXagJ1XhsKCj5Zg09xs7xsOw+3mYAO6BQSxzu9T64X9nyirrI/cTabrfH3+vr6Jse2bt2KJEmN80cFQaBfv35HzFuOiDj8BfrQ3PzmcFJD9qtXr2b16tW0bt26MTHq0bp8jycrK4tp06Yxbdo09u7d22Q/aJXqWCKNgbzcYzQzD+5gUHQrnnzNP/SuKdMjdXARom+6kj4qwD8fVKfR0LV9KOsKyoiyWOgcHX3E8y0pNJj7BvYjt6qG99evYeJlK1nriqR9eytrMjtQ6RDRiTIGERxuLSWeJHypErKiBS0M7hbD5IuvZeqOWczYvYm9ZVYqrVEcLI8nOVygoqYFJoOHhKhKJEXDQz1DsW0K56edu/B20mJyGnDlaqgvruS+xVNxuqzk5sdQ3tXK21suRqsoLK5LwVcioJVEUBTcMTJv7VzP6uI8theWQoBCoqhwaFab5NUgI+JoMOKwSigOBdErIHoFUBS8BgUpWEZwK4guEcksMzu9H8paGZ1LQOOWMfg0OMN9KD4N6GRshnrCKv1vG8YSLyXhdrSdDARne3BEa3GFQsQeECSBK+5ZRtuLSvhk7TAy7LEIErhi/fmVBElB1gtovKCIIFkFPB49migbQqEW3AKKCNZIG7YGM5VbI9C4BcxlAkK+hiCvBmcYKIj4ZD2yRUJxCsiKf2tQX71/AZYiKJTWBjN7azfCXRrKowrQWvNxx4bi9WoJzgQ5X0+Gpwq9Q0BEwO70giAgIBIeEEBRcA0aBR5rMQyb28ueWQdwiyAGG7kuuR3zN2eiq5DRtRAJNhupc7poGxt5Qs9pURRIjgk91ZeE6i/Kt1eTXlPEkJi2GDVN59INiexCcDcLATozSZZI9pXfQL1rLXFBjxIbdA9DE787oj5Jkaj12AgzBFHt2MF/UlewrT6WOsd8Qkzd0Wr9ab9CdAG0CUgk21ZEr9D2+KQy2v0/e+cdJ1lVre1nn1g5dM7TPT05D8PAkHMOKoqCWVBRzFfFz3TVe71erzmjiAoKCggICorkNAOTc+oJnWN1dVcOJ+3vjxoGkIyDovTjT349VSfsqjrhPWuv9S5/mnd3nM2jiY1MlAUn1y/Dr5lP237GLmIo2jPG+lrnX0GQXnHFFXzzm98E4L//+7/5whe+8A/b91MJh8OkUimklOzYseNp7917773PWP7ZZsaz2SeLhIPBZzrYvFxecg6plJLdu3fz5S9/mS9/+cvMnTuXFStWsHz5cpYuXUptbS1VVVWEw2EymQwTExMkEgk2bdrE2rVrefzxx9m5c+fBbU0xxUuhIRDhQ3MrlmP/720nc/NDWzhxRQcd0+MsjLc8bdlTZnfyp8vewV/HVnPzyAM0d5j85sRLDopRT0q6Rsdpq4oRMHR+c9sarvztI2iNDuuz0xiy4qhBeP9hR/KniQ0kJrPc9/gSfLN1+oZMVNMm5KWQAh7oGqDniN1sdG+gY64goGcYnljKeXO/yc97v0LbrB0U3RayE7UM/jrKI8dNUPKPs2z+CC2taZb738H1ow/ivjFHYTJAajxIfbVGYuJMNgxIEmYWMyFQSgqeQWUK/cDn3DI0cvAzZ3UPY9zCaZNkbIOxO+ejN0C4IcFEXxzVUgmaGjXCz34yIED6JNL1UHSXohQExwQoAscnqW13GOoNIjyBqzr4qyyKKzyMXRrF2QIr7lGuVijX+cAAJV8Ro8FgkVNnbAfg9M7NbNnbSGAIPAM8FdDBDgG4CEtg1QqUvIpEgbSJllWwg7BnXwt79rUSK5YQtodS9ph4S5nqB4toDRJvjx8jLSiUVfJNGmZa4ung+ipRXy9kE+jIUXQ0uhFMi+VJZfzYB4KXmQ6BVATSB17URRMeJb9KXAmQS5RJj1nM6qjl2NZ2SiM5ehJZNhbGCWuCN5yxlLu79mFLj6oqP1/48FmgCoqWTU34uS/SUkp+sW49/ak0nzj2aGJ/4587xT8G23O56KGfk7aL1PtC/GTF25gTfXJaXgjBsqpKwEVKSba0BoBU8X4aIu9HETr3Dm/nm9v/wnktS/jQ7FP41Kbv0ZXt5T0d53NR3TqE1csJsV5ymUcYyUZobtyMED40ReX7Sz+Bh4eQZfpGDsfzJqF0LCPlOAHVz7s6Tn/aeNcn9/Ohtb8krPu56diPETcPnSH5FK8sq1at4tvf/vbzVq7/o2hpaSGVSgGwYcMG7r33Xk499VQmJye5+uqrnxGseTaLz/7+/oN/19fXH7KxvWhBOnfuXHbu3Pk0DyqAHTt2sHPnTn71q1+9qO089cd46rbmzp37ogc9xRQARy9o5+gF7c+7zKy6GtYV/AgBwaBHxHwy4vCNvz7ENas30tSicdSyWvZtqzz1hSd9JEc7IT7BtEALHzvsWK7+0joCw0HypiRtlUBIAtOzaKqCPRrj7Glz6c6nuWuwkuO1vL2HUGQ7l/y5nyPmOSgCzNYiW/bUYEQ18nUuAIWYimpY6NF+rEUulmdCxKV2+hiG18kfu1KgwxkzAqzuK+EbBy8AtU0mw0aactrE9CxIqBgZhfrjxzFrSuzd2cTA1mbMDJCEUBxOXlLN7tIeEiN+BtN5wuMKnfO62bxnOkpWwYjY1FoBzKjCeKqAogsWR1oZ9iYBaCyHObVhDn88bi35eQIRsZCDldw4aUrCs1MUt0aIz5qgqinD+v522iJJHto1H1QoV0Fsp6RYWznvXRMU6aD4VMwxFSXs4huGmfUD9Ok1JLMhKj5TkK7WqU2XyS+SSFVghXyoGYEZzqPs00guiaB4Ehl38WwVteBhx8CNSCgL1HuiqC4UjrVQYh7YgAAjAV6jRCtJ2k4aQWgOIztrmJhQIQIyLTmqr5FN9LJLG8BRdeyOILkOOOL0mfxkdAtEVZZE6whWqt0Imgb5ksUta7Yxv6WOZdOf/qC0KzHO1x98GIDaYJAPH/1k7vwv16/nzq4urjj2WI5snbKHeqV5og3sWCnLr/ev4mtL3/isywkh6Kz5Ib2TX2OitIkdYx9kQf3V3NjzKDF1N9ftn+QDs05if24AgF2ZHs6rPpWi9VdQ68HtB1wk8mACiRACFRVPOnheZRq18UBe+8xQ5zPGsCM9iCs9UlaeweLklCB9Ch4vM0L6DyhqKhQKvPvd76axsZHly5dz2223veL7fD6OPPJItm7delAcn3322cyfP5+BgQGSyeTTBGk4HH5GhNTzPNatW3dwuc7OZx6rL5cXLUi3bNnCj3/8Y772ta8xNjb2rM79L4a/Xa+mpoYvfOELfOhDH3rR25hiiufC8lxu7dlIUyDKkuomNkzu5uym5bSHGmjx13D3yGoeGFvPpdPP467NlcrVTN0Idw8P03ZMkTfPB9c9l1/3Pw57G3nrsaeiKQpvPGIhd23ezbtWLOZHfatR6ouofhcXaI35eHDtTnYNGHAgwFK0DXyGzfBElOTEbCzfKBNlP4FmG+fNJdqKVfRNOrgZlWIkwp6xBsYn+ojEC0gJvv3TyHtlRBX48hrzamey9fBHsPcGwI3zg/Nezwce+DleWxH/hmqGcTHjJVoWV3JWS1mTvq0HCrgUSTyu844Fy/jYT0YJ9RqUajzqW2xqanKomxWQAidlMkGJ0IhLuRmkIvjLhiRBXTBThFkQb2MZbdz8wD40S6ALG3+HhdZUxhe1KA/5CaY8jrtwM3t3N3PDAyfgrAszMkfH9AOeJN0EaksZMWqilQR2UMfIg2aBGDU4ZslWOmaMsMTS+OWtpyNsAIntU0jMNBAK0OPhpTWkFDQuHqMQ1YEIIKhpTpHcVo1/0CUvFLyQQinnJ+we8JEdjeAWPPSsiqdCdo6HDNlYgLQc1DKUU08+tOh5h+G+McY6npJrJSrFUD2TkyhC4EqPPdVJjrrup3z7pLM5urmNH/11Fdc9shFNUXjoK5cR8T/Zya4pEqY+FGQ8XzjQAayC63n878MP40nJlWvWTAnSVxhdUbnu2Ev4zIab6c8nOaNpwfMuHw+czr6J/0UiSBS2ctfgFs6r+j0LgtuZdOegKSqfnXcJ6yZ2cEHLyZj+Wgz/65DSwyjdgaEvQhHPjIYrSoSm2lsoW5tpD17MnHqbmB55xnJvaF3OWClNnS/C/GjLM95/LfNqnrL/7Gc/y549e7jzzju56aabXvH9vRBve9vbuPrqq4GKHnMch82bNz9tmaea5v+tLdSjjz5KLpc7qOUWLlx4yMb2ogWpqqp89KMf5b3vfS9XXnklP/rRj+jtrSTwv5T8zyfEa0tLCx/5yEe4/PLLD2kOwhSvba7ft4b/23oPACuadQYKYyyMtfPdpR9DSsll6/6Eh8fPd9+B54XQGvPISqt32oN9dE7bw6rUQgKRLNgqR3e2A/DV807jq+dVivlOT87i6t0Pcu/OLhSfy+79JaSnMprO0WTU4ZoW67si1Ncn6ZgxzKpEFc3hTt45ayG/7n4QgMWNdfTun2DH5DTatOn8ZHg3eFHSqQDKpEZ7cQBlZxRzoYYUcP3Gdej1Hvr8HOldIW7YshLltgAKUJings+lEBaUCz40s0x6LIwVk5SqIB5T2Z1V+dAdDxBNByjj4M+qTBZM/ONR/LNSlLdE8RQFAeTqQLEVQGCHJFkVdg5Msiuf5MaBzajTbMy1fkDHn/MQMyrRHS1skzcDPLx/Bv2Pd4ACslVihyRCqWzviLY9bBANeAkT4QEuFGoglAMnADmvIgaLJQNFcaGgYcUAA4ykIDMLQKVqdo7AOKw4fBfR0/Lc8JuTKHsaalURX0JSmKYhhCDcLVAbylghE6I2dqcNKoQygrQpKwmsRTBCZWpjeYSAQn2Kod4aPAXK1ZK7w2lq16roLQGOmz6dcc2lMRJme24Uu7pErCpPX6qSQHHjrq0c3dxGMKjj+TxCqg9De/plNurzcf/7LsVyXcJPidhnymUumDePu/bs4Q3znt9rd4q/n67MKO989Gp8qsGfTvkYdb5nisCnUrb3o3l7MYXKo+Nxbhu/hS91VHxra40CACuqF7KieiElayuZ/COEA+eiKH6CgQufd9s+czk+s2KrU/XsbnaEdB+fnHfuS/yUrw0kLy/a+UpPnj/44IP88Ic/5J3vfCdnn332q0KQnnDCCZx11ln85S9/QQjxnPotEAjw+c9//hmv//rXvwZ4WtHToeIl55AGAgE++clP8olPfIK7776bG264gfvvv5+BgYEXXLexsZETTzyRiy66iLPPPhtVVV/WoKeY4rmoNisPNz5FoTeXRKIyVEgBlQenc5uO5t6RdaxfWaRY9tCay7gIXE8wM5SlPnAavdvzCFOC59EcfeZN6q7EY6zKbMAaq0PaCj6tjK0I8paf/EiZQEgFPCZTIV43ewcXt6/m1p7D+NZDgsaqel4/p513TT+JY/z9DJdHuLv3AQQRJCqG53HG/I0kSwH2xOPUKDnSmTDhYp7COh++ziLh6WM84B9GtoapPyWBrLEoF+IIVbAjX4Wz38RKhDECAgdJZszFLvmxNAe3WeGNc+eSFCUe7O6he28joblppO6QM3RQJcIFcwzcIAd7popmByXskS8EiNk2cloJBk1cn4KzK4zeWMIeDCBcwfaBVuRiBxSoKpYJZ1Vyrq8ShRUqzdkcvV4QoUiMjMDISLRJB1mj8fjKeXT3NJBMRREpFVVC+cBlwtFBOBUNaaUV5s/pIVaVx/MgNOwhRw2y7SEiGYdyRMOqAasO9EQATQPHFEhH4BVUSlkLAjoIEFKijJh40xVUzcO1VXAE9VtLjC6vqINExEMdM9hdTtHjZFFHBaonELaJE7AIRfNEvXrePm8xGavEtYVV2EtLnNA8txLV/RtMTcN8ilC9Y8du/uOPf6YtHmPNBz7wtPemeGXYNNGH4+V5feN97Evsprr5B6hK4DmXV5UIuhJAlXn2FWqJGwo/HDiOj0xLcUrbkwUqjpukd/RcwMZyeqiJ/seLGs/O9BD7swlOb1qArqhcte8PrJ/cyUdmvoUF0UM3LTrF8zM+Pv6ilntqpfmzkcvluOSSS6ivr+d73/veIRjZoeO6667jzDPPZO3atcAzZ64Nw+A3v/kNLS1Pj8SPjY3xu9/97uB0v6Zpz+j09Pfwsq96iqJw5plncuaZlc4U3d3dPPbYYwwNDTE2NkYqlSIWi1FTU0NTUxMrVqxgxowZh2zgU0zxbJzftoj2UDU+VeUjG75P2bOZF5nOjT0P4R+p4qxpJ7GoehkfGrwNoXkIR0FqHi1+galm6S/uodNn0Fm7i43pFnZnBlhY3Q5UTtSJUpHxUpqSo6HNzbCITua0jDNWXsfDjy/CkCH+67SjuHVXN/1sZl7VMAAnNvZjFUz2j9fyuoZj2dU9wVevvZf6WUlKCZO5s0fpW13P8Z291Idj3DnYihuAumiSgk+h6FOoHSzTctogW1LNlSr5s3N0TBsmUQjj5FV06YEQVEVDqIEwA4UsBCq2NUpZQaou4foUdTMgnqnlwe4e7BE/RcVFGC6+hI4Z0wjtdchLj7IQ+GoKSEPyxhVrCBg292xdQKK7Go7JYW8Hb8iPnTWwbBW1oOL6QOowrWqckFFmUvqIhYp0PzANiSAUKLFlsA0vKJCmxIlJQnvBqtZwogIQDI3WIGyJUAXSAz0L0vCwax0aHtVAgBX0syYxny1WM+nhGKJZEi85lHuCpFZUppikW8kQLFdDpBfSQYHcFwQFrNpKbETgoUVL2KrJpg3TCBXKTLgxCEGuySDW5ZBpV3B1Fdcv6XEO5BmbJoVcxc/A2eGnYVuJT3zmGJY3ttCfnyRtV3qf/q57I6Dy1RVnALB1coBtqUFe17qEwFMqqDcMDiGB3skUqWLpoEPEFK8cZzcvJFX4I4uD3eB1kyreT3WwEoHcmx3kqzt+Q2eoic/NezuqUNDUGmY1PkLOGqEzu5Hk5Br8iqRef4RE7he0VFUqqIVQEUJFShshXlw1/KSV5+2PXoUjXQaLk7yt40j+MPggAH8aemRKkL4Ah3LKft6LnJ14oVTFT33qU3R3d/OHP/yBeDz+ksf2ShKPx1m1ahVXXXUVN954I1u3biWXy1FbW8vJJ5/MFVdcwYIFz0xhueWWW5g+ffrBfx922GHP8DL9ezhkj+EdHR10dHQcqs1NMcXLZlFVMwC/PPKTbEnt5xs7b+KBsc2UtoXRflfNXV9/H687Yh59vgE62lt534xT2Z/9Pj1ZieOW6Jj2KE9M5gRMnW/u/jojxWGsiaU8MNDPudMNLKdyo6lr8HH3hjJ1jVVMmzXMR5ofpjP0vzS0vo19KZct2WbqlCz3Pj6bZYv287rORcyMV3Pb2jXMnNtNz/o2pKNQThs4R5V5/J5O7k0YuFUSUypsS7QhDUk258NyLVq6dWbVJFg71EZL7QSm4jJSiOA5KkVb4I74mSgKFk3T0LtAei6aIpnVNMzO8SYm02HuLPyF17V1Mn/5PvYN1mHMLAIgH9MJrnH47y9fwOWr/0zesQlFwJeEgFExkq+tSjG2vwrv4TB0WiiOh2/AT7FGYsUqBvWN2TwXzNsAwPZMA325anThUtc5Rm8+jqUoCAlSVr5mq8GD/JOzJbbfQ1EEelHihl3iDTkmDAMvrVOolfhHBbZfwfVJ0qNRXFOAKchVa1h+cTCqqzgC15EYaUmhFlxTqUQ1XfBcD6mCCNhU/VEnuURDTCgE10gmzqpswAkKhKugOCpOiMryB+5BV7/+9ZQdl98+tJ6t924nP1/yX+N34h/WOblxDt894gKueOwOrLLHqn0DfMN9hA8sP5x3r/wllufSl5/gMwvOOviZP3DUcmzXZVFjw5QY/QcR0n28a9ZlbB+5G1AImYcdfO/ukbX0F8boL4wxNzyL+dE25kab0NU64v46Gvx7YBJsWSlTKlrbDq6rKjHa6+/GcvYT9J2C5xVJF+/EbyzCp8/Ck2U8L42mPmkNpiBQhcCRoAmFgOrjzIYVrJvcxRkNUw1jXohXWw7p3Xffzc9+9jMuuugiXv/6178i+/h7UVWVD37wg3zwgx980eu81OVfKlPzQlP829IcqCGo+fGpBkXXwj8ng1RVbl+znT9u24L/uAl2j0B9IMql0z9Nve8wHtgusPw3EQj0siT6BpBldmd3AdAjt1LbAjudEs1hjZLUebx3F4lciOE90/EMl87FCdbnWlmZcUGBzZlWnH4f2cfr2OF5zDpjkN2ZXpLVv+K09jHuntTp6WomLw28vTp20EUg0FMONSGPIVdBOqAWBbm4ySMPLyTa6iMfzNGXNBgeqCVqFnB2RZECEALF77JP9hIVAZK2hgt0J2rxUPBshUxXjF1Vj9PUDnlPJyl9WDkdLW9jnWjxnk234HkKiiHJT/jQhx0e7J9JYzhN0a9THchT2FiNN6aSbtYgBsFhhWKdQHgQ7gPXE6iKxJEarqVSN32SxtlJAKL1WbaunoGWE3g+F7vaA0Oi2BrSlai2QOgCR5VMWz5CvCpPbUFjzwMdSA2KNRVLqkg/lOKQa6/83kZNmcCyLHZeJ7M/ihQSLa+glgWyykELeMi8jqsK3ADoBYk66WNyUSVSbkcU3DoXhIueUfCNSwoNEqkBDqCBAnz/7HPYMzxObzLFVy88k08VbFbW7QC1xM+6Hubkxjmc0zqfOZEGvvv4Kv68aw8/HV/L0a2t+FUDyysS0Z9e3FIXCvHfZ576DzkvpqiwOrmVrek9vL7pLqrN2NOmLU9vWM6aiV0YwuS/t9yBKlTuOOkTNAViALy17TxaA400GTli1BAPXoyUHraX4bb+PQQ0k3OaT0MIwXDq/0jmrkYRQWY3raF75Exst4+mqu8TC74JgKgR4KbjL6cnn+SomnbuGf4OM4NlPtB5BaY6VWPxr0Q6nebSSy+ltraWH/7wh//s4fxLMSVIp3hVcvfOPXz61r9wZEcrP7v49S+7cULMCHLtiiv48LrvMaGkiS4uEQsEkCUFr6CiByRL4x2ULI1M+nC+e89NxEKzOOPELNszf+a2bvACGqrwCGgmWbdMwfFRPGBHpEVyMFi5YUgh+Na2Uzi1cwcKHo6n0KnNYsOqHAJQPMnayZ2s7roKX1xj5cR06k4YIenzkU1Xgy2wwwo4Hl6bw4Cr0VibwDQdSlkfE3YVZb8gkS+jSI2CX4M8pHNBfAiEBE+V2HGJXQ7gr8oj6gQlyyDmy+Ps18FSkBPVlBb1omguib44adPELelQL1nYMMq06Cibky0YURtKAt8GHxNuEMUBVZH4ZuYprKzG1QEEKOAZAj0vcA1Jwh/k+vtPIKIXKUz6EU0FXJ+gQYIiJLXxHB1LBxjdV006ogECEfGQaUCrTNMLDzwByZ4YoWCJiYkIpQYoAaG9knKdhH6BbwJQPaQEfa4FGhhRG6+thPQUvBwIXUObXUAV4I7IymcVoBRUkAJPAy9qoeRUnAvTRMaC2Ikgjt+jdoNHcqGL5wNHqLgCPnffnylXzAzY2DfENe+7kJ92VXFTz3oual9+8NjrjFbzvsXLuW/PfjRVARVuPelyenJJDq+e9jLPjCkOBUW3zNd2XI2HR9bO84nZ73ja+zPCzVxz5P/jxp7VrB67A3ngf09gqgan1j/RDvZ0pJT0Jt5CobyStcMruCuxgEZ/lGXV0xDiidusgudlsN0+AArljQgRxdTa8BmzaQ/V0h6qZW92JdvTfwWgNbCUhfGzmOL5eTVFSD/+8Y8zMDDAjTfeSE1NzQuvMMVBpgTpFK8qHM9jZXcvf9yyk7Lj8vCeHrLlMhFfxTYn75T47x1XU3It/t/sd1Pri6Eqz1I18hS+svZ6Mt4kqjR49/SzOLtpNpmhNFd94y/4PMlP37qWVZN3oiqCoK4zvXmUWLBIjCKPD+xkpjufXsYQwuOE2mXctm8/hi+HoblQVAkMueglSbFOofqwDOsn2+hf3QJS8LkLTmOw4UFGjFFCHSpZyyC1XpI+rA3N9ADJomX7GXg4jmqBpytIVWBX1B5Cl6h+j6C/QDrrxx0O4PcLMuaBm6MEpQye6qEqLkZKYDe7LOro46yW7ZRdlau2HYfnk/iljTLqY868BrbccwTpUrnSqrCuMsvdFJ/k/GWVqXZ0j53FRjAlapNJcmMtTk2AaGOWib4ohRngqSp67olxCFQLhCPIT1Px8kHSXoBwnyDst3FmlNk+Ws+CqpFKJb3P48Mn3c29fXNYnejEmABHkRWh6Ek8oeCGITsRZO+jbdgITjp8G7NqR7hHLGG0p5ZMh0RxwR8soWk22uPg6AoF1Yc25EMtQGjIBtUlPx0wQNoKalag50B1JU7Ew6m3QQMv6BKsK6EHHCZ2+wmMUfktIuqB9ILKZ7Um7EqiLND7p26+693N+95xIu+bcTz+AxYp3/rFffzp/q189J0nsGhWFWsT/Xxy9e2svuDJau5iyeK/fvBncoUyX/n4uVTFpiJhrxSPJfbhV3WWVLUBYCg6Tf5aBoqjdISan3O9C6ctp8YM0+CP0hx4vjxAl0J5NQALQkPcO76IuFEpkKqPXkHAWIbfmIehtdJU9T2K1maEUk3P+CUIDOY2P46uVopkGnxzCGt1ONKiJbjo0HwB/+YcSkG6Y8eOv0tI/uEPf0DTNH7yk5/wk5/85Gnv7dpVmW37xS9+wb333ktDQwM33HDDy97XvxtTgnSKVxXff3gVP1u1lrBpcGRHK8d1TjsoRgG2pPawObUHgIt/9hP8w/Vc/8W3Ew8/e7ebTcPDbBwcI1IP0vHQEzX8x/138OC2fciFQZYds4t81RhsmIUrJWcsnMl929JMa0lQFD4S/dUU4iVKYRMp4TeJbiQKajlM20CU42qnc//u7ZSqFUQE7vr9CgJRG7SKSL5+z1omF/YSjhcYcQXFbA2iXgXVq0xrC4++dJxQLE9xJFxRhi6oGQWpS5I9MRpmJ7FdBcunsmxpH6GqFNPU49i+z8+m3kHcFhvbA7XLRE87REWJmFLJCzVVl3DeoYAGKqiWZPPOAYIrDOweiR0HJBhl8CxwPAVN8UiNhvFyJjKrkmwqYfhdMqMhsmNBPKkSaM2hRWwy/WH0UZUnEjcdf0UkepXAJ1a4YgdllxUyuSDrN8zBFQrHnb6ZU+J7OCW+h2sfPpYH+xfje90oSJgYiTAxUvEVdf1gT+ioUZsTOncDcNSsLu7cXodjgtQEhZwfoZi401XUPQ5OQKW6SyJciTnhodqS8iofoOLLKXgquIHK7+MiUUwXz1XRpEdhKMjkjmoISlIzwAnqOMHKdxQYEhhZ8BQNOwh1a4tolmTLpl5WpH9G3O/jrve+i5jPx50PbcN2XO56eCdyWUVo1xvhpx2bG7f38/CavQA88FgXbzxr6d99/kzxTB4c2c1H1vwWgN8d934WxJtRhcL3D/sME1aaBt9ziw9FKJzS+MJFLkJoNFf/gGzxHo4Jv41Tps+hJRg/sA2DaODJKGcseCGx4IWMZX4KgMTjyb5rENKruXTGbw5s99lFlpQumeJ9aGo9AWP+U6KwU/y91NTUvGAF/QvhOA4PPfTQc77f09NDT08P06b942dKDrW70RNepoeCqaN4ilcVBatSPGO7HpecvpBHE1105xJ0hCoXiEWxGSyITGcolaKr2yRTzLF3cJzlcyom4rtGEvzn7fewuKWRj596DBffcBOWG8UrBXjrwsV88vo/V9pGhsEQKqG5RQKyQGdLmmn+JdyU3oxbrXHz1hV857izGAlvZHqnj7X2wwgp6R6twZUqsqAiFo2TENUMnQJaunKSFx2YMz/DtIYeunobeDyfo1rzMADpHbi5SEHULBHQbTKWyd6xBvSMAh7oBQ8v5OIVdSiCpyoMj8awpEZAU2lqTlP2bHYO9LB5bxyz2oVopaLbbfJIx3woiTBrR+fjzjLJpfzkx2OYiycrfTsBtSxI6Clkkw5WJaI3sxTDnvC4Zc8yjLDNwPZGpK5WpilDJYKNGdSUQj7jxxcvUjW70r1JqpAtxRBJSaHJQwgwJhTQAUVg1XhMmgbp4SChvI06oiI1WPPoHO5eMcSRLftYnWmn4GqEcBGGpJQ3kIaHUlDRChXRabk6m7unMad1gLKtARJ0CbLysaRa8VB1fRpquSKKQeAaCsJzUTMqZqGyjGOCG6h06VEsUEZ0iDqIhEppnw/qwDMreadSk2BXviOlKFGLkkhvgZqWMF1Hg57UaFwQxcsWSRaKDGey/L5/DenDMmh7DIYiRYbuShMOmcyf//QWe61t1XS01WDbDkcdNlUQ+krhyifFnveUaXdD0Z9XjD4XtjuJpkQRf+PnFQ28jmjgdS96O7Xh96KrTZh6B7r69GPjhVKUxrO/oHfyf8hLA1Nt4vDmO9GU124xnJQC+TIipC9nnRfiibacz8a73/1urr322n9qL/t/duvS52NKkE7xquKTJx7LrNoaFjU18N5NPyPvlOnNj3PVivcAENT8fHPJx8jkS3x7/4PEwwGWznxyyu23qzezdXCUrYOjvPXIxYRNg2ShyMUzj+O9C5ZzY6ibBCWEA3W1ES5u/QBrJ9dzzmkrGEpp3LV+FwTALbrc/IOHSe4cp/FtNSjzQAioEmWSozEoKowVPPpi3bi6XjmRpKR5H+gXDgFQ35CiMFHNxN4qiskSnluJjHpplQZtAiHAr9qUcgZeScXMgFpWkDlB9WFjDPdVc+5hG2ielmDLRDNBzcbceRb3dY9hOwLhSLychwIVUwCpVAYpwXEV1uycjadJ/J0ZRE7g+SROVGK3lfFMCROCGpGlYJtkurJYloJI1aGeNkmp1kPLKXgaqCmTCS9K0AMUSdExccoqmuliZXQ020Ott3HDOqjgBjxCRRvLNsFTKHSHCLUU0TNKpXGiA6WSj+/+9SxCI5UWouUY+LdH0EsSM2hRHcyT3l1NvsXDDUuEA/f0zmX+tH7mzhhk/KxtWDUK0hPs3NpGdjKIkZEoJfBUKMYBAfmZOqERHZVKIZRWkig2CMVCdJbxjZnYozqMG3h+l+wSh8gmDxwPa1kW6QmK/SFkXkMqgtD+HEbBI7szxRtOXcGt23axoXuYYN5lxaxW5tbVcsPwSpxOG7vDZs9WHbUGQkmVkxY/aXuXKpR401W/JRMs8503n01TfewfcXq95vCkR9FL8/7Zyzmyah6L4n9fh6PB9K/YP/k/RMzDWdTwO8BjcOIjlKxtNFf/mJTbwjX7H+KweAdnNC1+3m0JoREPnv+Sx+C4kxSsjbhUmk2U3WGKdh9h87XbTMFDvCxj/H9E69BXIy+3JuNvOdTidkqQTvGqImDovGVppRXZvGgTa5PdLIg9M8crEvTxlUsqHrg7xxKkikVWtLWyLz+JFJJ42M+0qjh/ftc72ZucYHZdDQFT5+7PXMJHbrqDVfv6GMpkkbk2/tD3IDnnT1wy/WQunrGYsXyOczpb+M1Dj7P0k1vp7BzFy53L2uQYZsBCK4FnCVyh4Ksq4USAkkNsAzhpKCWmo4RGGB6sIhoqkWkXOJaK0MvYu6PULRlmeE81sboco8kwit9B1rrIyUragSo95nf2U9wepaNzBID2WJLd2QYeynbjOAciISoEQjaRYIbcmJ+kF0BGLNwJHakAqkSLl/HKAvMPUYQrSHdIrFYXpGCGb5zMPfUYiqSkOSgI7LxOYl816CpSB7UMCAU5FkDda1GXtRg5ymR4UwO6Z6OGHS477y/UV2e4edty1o5MRxoSK+giBysT+Z5QkF0+bFy8iMQOVC6IZt7Dl6rkaVpRKKyP4/lAeJLaBUNAgVDcYjQZxWp0sJM6V/3+TJoaxslLk/q6JGN74zh7QviEJDDsoZXB1UGZkScRCiGFQCYqRVLZJokXdaHNIuizUDSJV2dj74gjkLhVHmZGxz/igSKxywLhl+g+mxKC3FzwgiaND5TwojrjqTwSSalO4hmCbT0j/PCOlXzgpJN4oKeHsR4LKQQIj7Oqmzn98NkHj99ELkemVAage3zyFTiTpgB4OLGVb+/+PQBH1c581mWydolHxnaxrKqDen/0ObdVdm0mCvdgCIdseQMSB9vpI1O4HYB0/iau6l/MnUMbuK1/LcfUzSak+Z5zey+X/uTlZEuPEFQbCOqHETIXETLmHvL9TPHvzXOJyUMlVl8OU4J0ilctVx7xLsZKWRqf5ybRMznJ6399Ha6UfOecs8hhYcXAHzNRFEFNMMjnH7+bv963h/9YeiwfXXI0Hz/5GDYPjBAJqny971vknUqRyR9WbebdMw9jT0MPP+97BOMdfuZ39jE2GuOx6z0ct565NSEWHqOhlkMMqgkGtBTZtIHVJJnUQJVlxn0ZSuUAos4hvT+OqpVRQg7KlgBqQGVscwNSQH5rDNWRBA/PMHf6MC3zU2TGQnTd2UlqLEjdvDF272mlrjXJzkIDGTdAqC3HpKPBuAlCUMybOH1x0iUf1FbyeKRqo/stfK5LIevHGgiAW7n4KI4EV+CO+tnjBqj2gVYSFc9Nr1IUREEhXtLIWxbV9RmqWspM5DWMlSGECy3rHMbaBVazimkL6qoqfd7n2Al27ZuOWuVgz3SwB8DTJZ4Gdl7gtoLMgVrpsogdUki3Szy94g2amSnRSpVp0KypccZlj6EbLo+umcf2oWaUkiRRZZLIt6FPSDwTcARSSIRXsYOK9kuUMjh7grAE0CDTDqpVyRsVrgopcKocjAfCKAUFY34J2eggsxp6RiWxSCA1gbc3itBcPFtBHjDSLzRqjBwTQbXgke4+3BB4PgBBosblF/espT4W5s0dR/Lt8Udo0A3mpgNYS4I8vr+PFdPb+NXqDXz93odYMr2R49vbedfRT/pfTnHoGMiPkygWK4V/QhDTw8+63Je33MyDYztpDVRx2wmffNZlBgsTvHvV9/j6zJUEFBefvphc4fcE/a8jEngdJWsb0eCbWRgrcOfQBjpDdfjV5+gB+hx4XoZ84XcYxnJM4/mOCQUhwNSqmFl/1Uvax78r8mUWNb0SU/b/KjzRbQnANE0aGhr+ySOaEqRTvIrRFPWg799zYbku7oGTalP/MCP9aebX1vLt854sIlg53AvAw4PdXL7oSNrjMe7/6CX8uPda7h0xCeklzD3TiJh72R19mO5sHZYXpmzY3LdjHuq4hutoCGB7Og/3eFSfvY0vLHwXH115K1ApwFYdheC8DKrm4Vdsyq6OxKXcHwEpOWFGOw/29wIC3bUx05XKn9pRi3mHDRNQLUKhIqsXT6cxBi3ThxmxYgznA+Rtg6Kr4jkCS1MQcRctpWIbHqWyiRf0EBKEC8LvYqkqZaGCo6NOKzIZEmgTgqJnIgdMUAVSwMQSFyfm4esXGOMqxXpAQjJcsVCqm5MkFCwT9gR7l/jI+IOVVFQPlJzAUuDmdSvoqB5ly73ziUwISjEPZ8TASIMdAT0HS4/bQ2tzkrWPzmRkIo5SEuhpSa5Dx6g0P0KpND5CAhOZMJruAhAMFRFlBemzARU8SVV1hvZ5Fe8lO2uQ7opTjknsUCWvtFQnCZUc7KCLIhWcFhd3uBJZlpaCNeTHLFTyfvWywPW7eLqkEPWQ/SDlE3mjGvV6gOFsDmlK1JKCawBK5UYWyIDiuQSqfYg8OIrLzKYa6varLL5N4ZQTO+ha7HD7zt38dc8+1n3xQ9zbtRcJ7BhLcON7LnrpJ8a/MKvH93Fb/wbePO0Illa9cgUdt/Q9xn9t/jOOp7IoPptvHX4BzYFnzxcVB6ZtxVOmb6WUrJ/ciqHoLIrNZXdmmKxjHRQ9jr2W8ck12E4fLdVPVlJf0AYn1M8jqgdQn61n7POQyvwP+fyvAZPmxh0oz9HGtK3mJ2RLDxIyjwEqaQk70n3UqZsR7kbi4cvQ1MaXtO9/dV5NOaTPxzXXXMM111zzD93n8/GEKLUsi5aWFi6//HLe9KY3oesvrsPYoWZKkE7xL82smhque8uFJAsF7tqwm0yuTCZXpjXyZFT1u8efw637ttHj7uL02/+L4l/jCCGYe36IcaditRN9MEvb23IH1qgUVgkhSYQDjPXUYlU5iJKCcBWEJ9CkzjW716P4PPxqiVLWR3BQ4iSjiOVZsrZJqLpE1Zw8w4lmLEvn/swepKmDB7HaLNZoDOFCY+c4ZU+jq7+Bx7pmI1GwHI1p/iQTdghDOGzqaSZaX8CTCkbEplwy8NklYoU8Xr3LgB1HOgqBooVX52FZGiKvVjw9HYHV5CGjHuz3oeRUojU5ikKnYCqVCFJHiTPm7ua+uxaTnqeB4iF0j1TGz/7uRjTVIRvy4wUO3LytSlRSIlE1l+baJInYGHsTJm5aQxnWEJpAmQRPk9TXpvAcQWpjDW6joBw9IOKLB6bYbYkTkAR9Rey0SSHl55Htc6hvnmRPrhZpSETWwMhJzEmBjBl4lU6pWIqCHZCUqyWj7ZVf0Bcroeoe/nuCiKKKPaOMW1XGzesokyqerlGqkigOUGMjLfBQUIoSmdcOiE7QC5ApFfFpKsuW5qmrS/NQuo6SqxIwdJqGXHrrFUq2w/LpLXz7necSD/n57A8epJgs8ec/bODML5/Efbv20VEbRxGCT598HD9duYZz5j05hf9a4Uub/8BIKU1XZoRbTvjIK7afPdnhg2IjUco9pxgF+PKiN3JqYgHLqp4sLFs7sZlv7v4ZAJ+ZcznH1c3lovYTUMTtKKTRDxRH7c/lqf6bCZxqM4yUklXjWzEVg2VVz/ydpbQo53+NJ+KsL7TRGZpGUKkGQFEiz1s1rypRYk8pnvrl/r/y+967+MHMm1GExPVSNFR97/m/oClesxx11FE89thjQEWQPjFFv2rVKlatWsXHP/5xLr30Ui677LJ/uAvAlCCd4l+eFW2VCvsGf4jBVIaT53TiN558wjutbSZ1EY0PrXsMd9Ik2j5GKFhge38MGsHb5yPTYLBrSzP3d8+hKpKjcUYSRUgmB8IUh0OVMyUMgYhFeEaSyZxGf74HLB0H8MoK5biHb22Qwv4g5TPzVDXkKOd1bEVBU0DLg5eFYh34IjZHvncdE0UfW0Ya2bs/zsD4gUocYMfu6cyqHebo2F7WjbWhDPtQ6vIYPgfTzDJPGeHU43bRnavi0fQMWpKQWV2FVg+u7qIpLupDUQSCXJsf/C5qt4Iv41Fulbj7/cw9eT+buqbjhqDg+ojNT+HXPHIFEHU2wucxkKjGzVd6rntRDzNTablpxTyUkgAhOHvBBgKGjfqGnYzs9zN7xjhDG+vpHagHG9yIy/qtnbTUJlGiNk6wsj07JtGKlZxRKwhaUaFU9CEUBc+Eru3tdG1tRy1JNP+BlAMJiicoZAPs7m7EqLUQM4q4iQjCEeBI1IKCkw4imgpgVaJUoiBQLQ3lQOGXLEnKURCKIP6gj/CAS77WRc9Aod4h36aj5QUKlYhtMFBk8ZJHADgsMJN7R5tpyAX52Scu4l0/+z2DmSxSQKZcJh7y8+a3H006VeDE0+Zz4alH8bolc2mKRRBCsKS5kZ+++cVXY/87cWTNdG4f2MiRNdNfeOG/g/fNOA3b80iXXd4384TnXTak+zjzbwqQNOXJW+MXtl7Nx2ZdzMfnnMW+4e9QdjIMW0F+MXAsVyx6PwApK8uXtn8fx3P5yoKPsjvbz39t/yUA313yMeZFn+6iYBV+RynzFQD+MHQcCbeRXxz+NUzzOHRtJkK8+On+8XIaW6qM2WEajAymPv9Fr/vvwqvJGP/VzsqVK9myZQs//vGP+e1vf0s+nz8oSqWUJBIJ/u///o9vfOMbnHHGGVx++eWcc845/5CxCflq9gCY4hUhkUhQV1f3tNfGxsb+bu+1VzOu9PjZ3r8wkE6y7r97cDM65mFZRmeYODvCaCWItKQp1Qom02FaZo4QSHgk+yJMyvCBRzfBgukq63MllKIKtqhYDhkSL2oRGFUIdGkgBKVqSWBJhuJYkEKdjSgLIqt9CFegtmeJ+kukxyOoSzLYQcl4MgoI4sUymUwI4UC8c4JgdZFyXie1owa9ukRwWhZDcTm3fgvN/jSWq3JV73EEPYu+vlpAoiNxExrNMkd+T5RUi4rrE+B5EHBxmh2EAq1ehoGBWpx4xRbnWH0/ux+aiRWSlI4uIAwPJ60jJ00UKTFHKpX6VfPGefuCx+gdr+HGzUdzxpxNHNPRxV07FyOrJP6gTbmokcv66B+uJWcZROJFsqMB1IyCXl2mPOnDEA522ofms0nXKfgGBUIqFaslAQhJ0FeikA+glsBusHADksAuFamp+BanMJtLOHmN9PpaXEOi5cCqqlxcVc0mUJNDmdBxihpuRsfxVabpXUPiaZL4NpfgkIvqSMZn6+Q6FbScQEFU8m5ViRSg2RLhkxx92E5GEjH6t1RRjZ8vfvI87hzYRptdx/WPbmWyWOKdRy1hZibIkSs6aWurfsaxWC7bfOGKm0iMpvnK19/MtPYavnrzfdy7ZS9ffNMpnLJoxjPW+XdBSknGLhI1nn06+tXEuuRWvrjtahypcGbDkXxyzkU4boJc6UEy5RSl4tXURC5B19rZmd7F/+6r+OSe23giQS3Mr7or3Zbe2HIMq5LreWvbuZxcOx8hdIbTdxMqfgxHanxu4ARKVPOL5V9HV176VGnazvPnoTUsjjYzM+RH11oP6ffwUvhH3FuebR+H3fBR9NhLP6bsVIENF/3gaa/9u98Ln0o2m+Xaa6/lpz/9KTt27AB4mjh94u+2tjYuu+yygy1RXymmBOlrkNeiIAVwPY8Trr0a86YElBTCC21mXLqdh39yONJW8YdL6Isz9A/Xo1qShlUW3vwSra8bouwKBlLV4HcY761CTByIGqoSz5QYTTnaqiaZuKkVpKAclRRrQYRdvNpKCkBko4E6oVHoLGP2VtY3O3P4l06SGIgRcS0Om93Nxm3TGSlEUKI2kXCedCGE4bOoKpZI4aOmJUuVnmOuOsb+chV7rVqsgo60FZyyRjltcGRNN4ofVMNmw4NzcCJQjkq8kKQqlMXw2VjrQuRtH25MICzQigIlUoKijrE8jRBQ7AswvWmMnd0tIAS+YTj3tNUc094FwH/dfQGZkg95wM+0sWEcWyrUVKfYuX8aUioEwgU6Zo6QnvQzsqYRVQKKQFE8OhcM4vkdJpwgZ9Vv44yaHdy66Qj+8sDhKLVlZI1HrhAEKVFDJbxJEzUHRgacKOgBG5nRcAwBtkAvCsoxiQx6hCIFvPYyQgi8XX6yUYE6ZiJtgRsCBBjCQhsyUQse2U4P4aiIA6kEnqgULClliWoJUASa4mC7Gi0PZtCKMPpZBUtxWRRtZtODlZQPN+jRepdFXU2YG2768DOOw+1bB/j4B68F4F3vPZ63vONoDvt05aZ4/NwOfvy+179Sp8AUB7hreC3f3X0zJ9Yt4bPzLn7O5e4bXc+29H4ubjuVOt+TnZp6Rk6jbG9HiACOrDSh+NXoUewqNmColQe8d097C7PCHXxt54/JODmafTEuq7sORQS4KzGLGcEe9hbPZEXzm+nwKxRSlyCERr/yNaaFFtARquSBSinZN/FlsuWtzKr5X4LGqzfVY0qQ/uvy0EMP8ZOf/ITbbrsN27afVvQEFaGq6zpvfvOb+fWvf/2KjOGlZV0/hQceeIBLL72U5cuXs2DBAs455xx+9KMfkclknne9T3ziE6iqiqqqaNpUxsAUfx+FosW3fnI33//5fVj283eLcKVkolSk/ziTlrNa+PAnKn3HO44YwPBbzF7ezYnLt/HV1y3md297M296zwrix0QIhMsUdAM15uBZOmLSBAGxkMElK5Zx2bGHcWx7N4vqhznhomGmt1SRa694fpJTUQoQ8RdpPX2YY87uoKxruLoE3cM3LUfcKDJ/xgAzZgyhSijujhLcr+LlNJLJGE5RxyoYeA+GCd4doNQVIJUJ0KfF0YMS3ZNomkswXiLakENGXNaOdLBlvIXVW+ZghVXMqhJC9wj5SixuH2BuwyhVkSLSJ6DKQiCwQwJH6AjlKcUduqxYSB14UrYisK63k2QuxKY97RSGggQjRfA5KIrHyGSUsYk4XV2tRAIFljfs493zH6HTm8C6pZ5Yn4tTb2FX24QjWbJlne7uBqqrc5xUv5uor8j5C9djxQRe0oddfDJi5OZNBAKrTpDrFLiGoOyYKHmBRKCWJVKR+FKSo07azoJ5fTRtdWF1AHtCR+Q0hH3gklexcMRxNJyYi6fbhHaVKwkTouJlqroCrQieIfCPOuBJLKkhBbgHisJ8ucr4ZFZBrXMoNdg4IY9SHCLRZ+8eNmtOI8efNIfZc5s45bQF6KrK5WesYGZjDe84Yari/h/B/aMbsTyHe0fW4z3FOP9vOaV+GR+bdeFBMWq5No7nHigcaiIaeMvBZSesSvHhE8yOtDE70sbFbefQ7K/n7LpqwMX1shxfvZkmX5qZwW0cU7OMIHtwvVEcd5A/9V3FB9Z9j5xdEbq705sYzl5PztrCcPa3zxij5xXpHf8A3Yl34LgTh+gb+tfiiSn7l/P/KSqccMIJ3HjjjfT19fGVr3yF5uaK3eITeaZPFD/dfPPNr9gYXrIidF2X973vfVx7beUJ/wkFvXPnTu666y6+8pWv8Itf/ILzz39uw9+poOwUh4oHVu7mj3/dDMBhi9o47sgnvQY9z6NrxxBuHXx08/XEjABXnfc6to2O8eZ5C/jGd+5kS8M0XNfgHZcG8Eenc2TVh2jW5mCYGkqdzU3r7kQv+ajzZdGEixb2mFSqwBP4dMm2sf0kq/YQ99diDo2x9+owxcZJZAMIG5r8YZaVJblCgi3lKPWtN3Nak2SDM5dcJkgkUiCo20gJvRNxenoCuLaKALQxFcUv8ExJyLMpmkHwCZT1MYYTYbTlHg1VGU5s3s3afR1kpYHrKHhSYJouwbYs5dGKD6Jrq7imgltSkLKiL0tCQ0wvoPgl3rgJCriohNozeHt8WFJFHTMYXddMfEaefMmHoSuMTEb41sozEL0+Zh3Rw9ZSI/hs5tYP0ru/kVxOw7VUAkmXL5xR8Wh8rH8mq8uCwlwXp0oyKzbI22evxnJUrvzjGeRGAtylzuekUBd/2HpEpZuWAKMEtqg0VpQ+gfOEraN6oA+AKynWCnxJcCIKEonwuwig5/4WskNhhAC7VYBTER4CwAJ08FSP8jSX0J4iXoNECaqQVhHlSqtVIQXmhIN/0sEJe3i6AarH5BEqIq+x/LEq9u0dYvPFI8gGFyWj4xV1Ss0K//ufb37WY1bXVb7432982msfPOMoPnjGUQf//ddde/jsHXdzwowOvvO6s/6p3oD/jryj/TQsz+GEukUoT6mG96TH13deyc7MHj4+61KWVS08+N6e7AAf3/Aj/KrBz5Z/is6mNwEQDV1MMnMlp8XXEdM20VxzFaZWz6xwJW/0zMbjObPxeFy3wIZEjlojTq68hoK9kRUNlwMQ8p9F2P8A+/IJtuabUISgWPwt2cw2Pr5B4/z6JuaE89QGz3vGZ8mVHyFTvAOAdPFOqkPveMW+t1crkkqR5MtZb4qnU19fz/ve9z4cx+HrX//6wbagfxsxfSV4yYL005/+9LPaFjwx0GQyyQUXXMC3v/1tPvaxj/3dA5xiiudj/uwmggETkNy2cjvpYpm6eIjli6Zx9Q/u4ZbrHkM/28fCczcQUUo42lI+sOxYAHbKSXZTqb797u0WbshEEfdTtf4eRI2BsjyH0gRdiXrmhkY4vLGPh/tnEF80jmcLRrdWU64ZIaCWGbVgbM9cxKREmyxx8rEzWLd2gEkvz51NHqpTQ+ucUQrCDxIOO34XO/a3MZEIY2guqs/BMVXyuo5wJSBAEyiuQCkIyhNB9AP914XnYYclvekq9qZqaQ8nGdnXgCNVRBGq/IKibiElhGamyXVHaIgnyeYaKKf9bFw5C013KY0GUfxFvIADARdKKvgd1KiF2O7HdjVCIyCkgr0jiNrpEl40RjllUNgVQyoqo0NVUAUgSbt+wo0ZSvsMZFlj9tJ+LFfFUF2k36VYJzHHBPl2iGsVM1JDc4nLMqNdVdwzPp+H/3QkgyfroIMWK7Ns8W4GVzUyNlBNdoaCf6zy1bgxhwtPX0U4UOKPdx1JdrxS6iwQmAMam26ZQzGgQ6tAKYNWkjiaPHidUsogPVCkhpuTZOdrUKsg/DZCd6FXB1sipOTIPpOBoTICFcsvKdWqeNJPfF+J7vwYwgKExCuryJyB4gjyjYJQ+OWbot+xfRc5y+LOHbv5n7NPI2D8c2xY/l1Rhcbh8QWcXLf0aa/nnAIbU9sAeCy5gU5zH+PZq6iJXMb2dDUlz6LkWXTnh6kyfORLq/AZCwgHTmFZ+A9oaiPTooue1bLp9uFHuL5vhCPCOzg6vA6JRthcUhmPEqap5krqqlw+799Oux/y6TMAOL92AT/vP45Pz27Cp7Xy9Z1X05Xt4VOz38O8aCf7i7WsyR7FkZFBwr7jX9kvbop/ax544AGuvPJKbr/99ufsT+/zHfpmD0/wkgTp7t27+cEPfvCCT+ue5/Ef//EflMtlrrjiir9rgFNM8Xy0t1bznS++kcs/9Rsef2Q3jz+2D8/0+H+Xn8HocIpiJ4imJO6EyQ3rVrCqdhVHvfdIPrfl13DsGL69GnZBx45JcDwcn2TkOIGWdzD6NYQdIa/rbHKb2ZZvJGSWUXSJIiSm65GbDOCLl0BKyvEA8WqHWHWQNXv6EFIgEAgHZFRipwV6xMGWGnEzT27STz4ZItlXRc2ykUrYsqxUtn3iOEG/S74rgl3U8YRe6SsPeNOLBH0u2QNemYOTVXhO5W8n4JIMeaiOgtajEfUVSSsx0qUQkaKNptmcO28jvYlaNgzPJN6aJpX24e92CfYIinM8lJkecnkG5dEqrBAYWUmoM4s63aY2lCMaKbJxfxjHUoloZXJlDWG6qFrFAkozXY5dvIPD2vezJjcNv+HQm6+lUCdYdvg++rvr2bhtNkYB3D4/431V0G5RngxizxSEkmVcDN5x7ErOmLOZ/ngN/3n1OzCxERggoVnP0lCdBqBj7iC7EiZkfAgJSMhHdBT3QHL+gf8qJaViwk/FZkqqlb+1cQ3paei7FKTm4TWW0AsOVlwgpcqGGS5ffMNp/GDzOrJKGWRF+Lqmgis9UnMC+LdYFI52wAU8kH4FTVdf9nF96YrDGcvlOWnm9CkxeohxPJfL1/6ckmuzNzvClxc9GcmO6CHe3Hou29NdnNt0CiPpN2K7g4ykvs5pDQ/QnR8mpPlZGpvByOQXmcxfi6Y2MbNxDYHGo1BEFEUJUHDK+FUDIQRd2W5+03M7tqzc4MtuxXhXSoc/D27gje1PdqLTFJUT6hbhyRL9uel05bIc3/RWFtZsx+d9k20jv2R18kg8FB5MrKEl0MDntv0GVzYjzLezWPvH2vS8WvB4eW1AnztZ47VDOp3mmmuu4ac//SldXZXagCce3J8aFZ0xYwYf+MAHeM973vOKjeUlCdJf/epXeJ53cJDPFsJ9ar7BZz/7WcLhMB/84AcP6aCnmOKp3PC7x1AKHmYBCidYZJe4fH7sVt5+7rEw6ZFRBTuGWgBBX0JjU3Ivq5OVithgMETKlKB5qEKiKOBmdJSAS7xQIFmqVL9oZXC3RknrHrLORjoCGVZwSj76tzcipCDg5ghFJP0TNtWvSyCLGuWkgTlpkNkfoLgoSEiOMi04SRGDkK9EnhBSgYhSoIiP6oXDNHTk2OGvONQHW3OUe4LkFYHRUmDWtCHG7m8itS+C//gMdtrA6PHjNlqIoiRXpVQiiCqMJOMonoLwO4SnZfEXCxwT2MeJs3bALEjHNLo3TcMravgHJALwTUgEEjNaJDIvwch4NSVDktCjmEmLGTP2UBfI0XL6JL/fdAT7/CGCeRc1UDGxlxKieoGLllR87rYkWlnbNZst/dNAUSgLlYXLutnd1czKfXNBSGqOn6CzYYR0IspIXZTicBhzUlATqNy4q6MZkBI3bsOEjlqE9J4oO3a2EYoW2DTaTnRJFm+lgXQEhSZJrCmHtATZRBA35iFdDeEKhFMxzkfxKvmkukDNuYiIABSkK2DEJDgqEa6gXA1lRbIjkGMkaAECYYNwIN2p49Uo2GEbs7mMr9fEcyuRVxVRsYDyP3se6QuxpLmRG9/12jLN/0dR6doUZMRNUW0+s3vTha3ncGFrxeZmzH0HicwPqQ69HVMUeUdTjpBvMZ4cx3K6AfC8HCAPmtFf172S7+z8C8fVzeb7h7+Dm/v/yrbMHgBUwjya6iRZDtKfj/Pm6XVIKfn5/u/TldvJe9ovZ350MeXCHfi8AQpOM9/unuRLM3USOUAWOKPhKHZnBzmz4VgMRcOvmuScIjHj2TtRvRb4VzHGfzWxbt06rrzySm688UaKxeLTROgTGk5RFM4//3w++MEPcuqpp77iY3pJgvTRRx992r+llJx//vmccMIJuK7L7bffzsqVK5/2gT7ykY9QW1vLm970pkM68CmmeILjjp/D44/tpWNxDRtX7AXLhwRu2L+ST624G1VxuTl1FLI5QU2sxJLq6Zxav4S+QoLJVJi0qPSLR63kF6qGQ2t8HC+gU5rUwJYEHI+sJ6CsYmcE1fEMOc3ByQXQAxZOwSAyKLHHDFRAKQmUuEVTQ5Lt983EbbLxRS2251vYPdnE/OohbFvBNyPN++c+SGdkjBv7j6DLrmdh8wDh7ipypo4Wt9GiKTJb6nGFYPhPLRTn21TLMZQEDO8PIxD4RJngYSlyw/VApQ2o6oLquDiKx0gujIPCvnI1pwKJUohCycQuVIow8g0SqYFUTFpGJcct3UX9tCx9iWp+v7aS21h2dHp2NxCZ10vWNTBrSrieQnHcJLImzPCiEGoejHGFkaUx6uIpakMZdMcjkwmiSI/BbIxkb5zkaBR8ML1qjNNmb2LvQBPruloBiaeDa0p+8cgp7C7WsW2gjfIRBbxEAC8i8KIucSPDzj0tTKtNYHSrpLU4mlSRqqRuWpILjlmDlHDzvUcxUm+CZyG6/XiKgmJBcEig2FBs9FDDDtq8Iu6IiZXx4WoKiSWS+sdcPF2AJ/jt41vABwgJcRukJD4WZtBXBlvDLRjIBgc5VEm3cDyJ41biL7br0p2YZHptHMdy8fmNSoGA52CqU9HPfzTf33E/PWmLC9uP4fJZZzzvsnWRD1MX+TCul2Zg4jNkinegKnGEdJEyTch3JnWxKxBCoZi/BsfeytZkGwCPJfbieR4nV9excRI8x8FzUyytOpyF0Tdwnq+OkxvmknOybEqvY7Ls57LVN3JM7UYuqb2OauFwdKSPq8fGaYl9Fr8+m5C5jGXGwqeN8arD/x8jpSTzIh3P9hFeE0y1Dn3x/PKXv+TKK69kw4YNwDOjoVJKmpqaeO9738v73/9+mpqa/mFje0mCtKur62nR0R/84Ad86EMfOvj+pz71Ka699louu+yyg7YBnufxjne8g+rqak466aRD/gGmeG3wvTWr+NWWjXx6xbG8fcHTTaxPPW0Bp5w6n82pbj60rgs/FrnxAA1eFl2tRO5CZYf+7jDR+AwKrkNQxtiyZYjMWJJ4m4llFDH8BRxPARXC4RLTIiMMpKuYGR8hY/kwawqoPpfW5gnO69jMdY8fh1MIYujQYudxQyBDDuUo6CGJISVtgQmqj9vCXbsWkk378Bk2uaSfe3Yuwcn6CJVzzD16GIDZyhi77UZ6EzUkigE8SyHiL+KUNKSlkp8IEz1vEL8BJUeQWF+Lz7WxWyAUsmkMZxktRHDzOk35PDOPGWbPxlaG3Ag2lenjtal29q+txQtKXFNB6h6UFVRPgFWpLo90pPEsBXwQDhQJDkL98lEGhmrYum862/a146/L428vAZAmSLpDouguVp1AFuDK/cdy4ez11PiLHL1oJ6tWL0C4Ck5/gL6YghIBJQvHzNxNfShL7awuHtyyEFVzqalNMaLHGVL93NK1DM/RUfMCxYJZ0wcI+Qr0Fqr48NF3EQsUmNMywG/uPBU7BFYUGsQTnbbADNpApWBLqgcm71WJE1LQCxKpQhmDQreBr6EA6SePq8w0FU8XqI5HMCLIZyTBEbCWOigNArvbRYmAp0uE52HGyvhmldG6G/nWOeehaIK0VeIzv/0Lj+zuoTGrYDyU4BNfu4CrwmvZnRnl24e/idOa5j3rMe9JyWSpSLX/1e/Z+UrRnR1n88QApzfPI6C9tN7wz8UtfRuxPJfVid4X1d5zIvtzEqkvIUUVAIoI4nqDCCBhRVk1mOINzf3k0p8H4MPTLgJ1OSfXz6Oc/Srz3Kv5cnMzA14KXfFoixzL9vHrqRKPMZb9Kg2RN/CG+uXc1LcfR0rm6D/HlT0MODr3TC7iM/PehqZEqA+/+1nHV21GqTajz/reFFP8Le9973ufNrv91L9POeUULr/8cs4//3xU9eWnHL1cXpIgTaefvFovWLDgaWL0Cd71rndRX1/P61//+oOitFwu84Y3vIEHH3zw7x7wFK9NrtmykXS5xHXbNj1DkG7aN8TnrvkLHa1VXHPRx9EUldSEy8/+sop8ooojZ1dzU0HFCowyWt/Df6y7hg19CayCH7O9hBe3mVPuoDCZRGWUbINH2dMY1QIct2AnDf4MybyfXXWNKAqkyz5uvfYYZFvlhHVyOpmuiq9o7OhxyjWQvrce3VLYVB/Fd+QYndNGGL+7iUJORUhJAIdsI+QyAf60dRkz6oa5Z3I2o5NhhpUw0lMPdB2ywVJRDJf6eAq1CJrPIe7LMxKqIjNDxZjUyWYDJLJhOo0J9ow007F0mLImqJ0zztD6GKRUTm7aQWvVJLdOLMaVaiXfUYJUD4gqG9x6m+5UFWMjUVp8aXYPN1I9fZJEfwR5wCVOSoGVM9FkCcWTeLaC9IMTA5BMmz/Cfx1+KynXz75yHduyTeg1JewRE3tXAGWBhSh7SCHZ3N1BQ3ySbb1tKHhU9xQpdsUxWyVWk4ssKhjpSnFXS12C9590DwA3bz8cxztgcl9WsSLgGZV2pvsGG3noXg9ZUBgbrEGd5oIt0MYUhCIrLgNAMQqODq6v0j61OBpALQoMbDTDwY4HQPXwLZoETRJaE0CxfPgKUWaUq9mqDmOkBUiPiG3g1lQEeu3+EuGIwZG//zG6qtI4UplKHXfLNHiSR9btZMdhlYeQVYl9zylI3/qnm3h8qJ/PHHkcH1x65KE5kf7JFJwyP+i6E1PR+fCss9CV574F2Z7LWx76BVm7xKbJAb685NxDMobPLDiDG7vXcunMY1/cmEuPIJBoMokC+LR2qqu+x1BuNe9eM0zZuwPbPYVzQp247n7qQifxf0vPpWT3kJtYiwFUqaOMHMj5Xj/+EIv9f0EVkv7JK4nrPpaIb7B4msb3Rj7E/HDlO9G0Gt408yo6Qg2H5HP/OyPly6yyfw2X2T/VAN80TS644AJmz57N1q1b2bp160va1n/+538ekjG9JEGqqiqO4yCEYNmyZc+53JlnnslvfvMbLr744oPR1Ewmw1lnncURRxzxdw96itceVxx1HL/ZtonLFh/Ofbv3EfBU8AQr5rXxfzfdz+hIhtGRDDfXx4ioJpectpyfXlZJE9k5McbS+VsZLOxGNV32FXsgG8HLGNhFFT2eYmt5CKPbx+ntwySDOrsm6nFNhb6iyZZUM4GSTXIyilldRJZNJqNBdEoQtHn9ktWsHDmMYs5HJqRQDCm4M4o4gwESjS4zTI/SgA4FrRKpcyXZeo1wpkDo/CQbvEbuH5xBwTVQgh6M6bhBQAqsXWECbXkOW9FFsz/FZCLM3Lp+/KpD55Hj/G7NMSAk0bkTuKZgEh+uKtiZaMTzS4K+MvFFCRgxeP/8hwEwdZufbjwNygKCEmFB0Q+a4qDkVUIZhz41Su94FSKloWz1U2zX8VeXaGxNMdRTixzXya2O89ZzH+C+waWUszqJrInnl7SFJlEVSbVS4Nq7FrK/JYwTdyh5Jp4OnqIh610WRruJDtv8+qvn4aiCYMQlY4Sw6gTl9hLooPsslDGVmuZJFh6+96BlVXttgp91nUCHSLJ+7WycA63KTdUiWp1jW3cjzXaOcGOeMSuCcCptSo0CFDptSmg4/orZPRLwQAgPJSyZu7SXQMBm7+ZmUqNBCokARrSM0gA1RoS+co51+0eQdVQ8S02on5PA6grhjBqMDwu2J0ZxpIfjeLznjGWMjeSJjTr8JbqH33tjLBPTaWjyc8mMY571ePekZMPIEABrhgf+bQTpvSNbuH1gDQCHV3VyXN2zi3GoFI5pByKYujh00ZrzWhdxXuuip73mSRvLncSnPWm4/shYF7f0reWtbe+k2edQLj+ABhTKD1OrfIFY6BLgO4BD3IwRr7sfKQsoSoSy08+O4ZMBB9uby3UjddT54pwR/yM+7QHuHDuM5dG91MUuJVf4/YHP6/DFuUtR9beQzt9KOHA2Pr0iRqWUpCY/Qqn8APHY9/D5Tztk38e/A1M5pC+dp9b/WJbFDTfc8LK39U8RpNFolLGxMeCFvUQvvPBCkskkl19++cGc0tHRUe64445/iJ/VFP9evHX+It46fxHvvu4WHuvuQylBYAy++cFzOWFJJ7v3JxABwQ33bUJICPh03nPqcvalk5x9+7VI1UEoUfy+MjXxPLGGDImkD62qRCFtUsqaVO/yWBuaTj7mMlEMMV7wCIeLuAWNgUQMCioNIo+6P4qXdXDnWlQHM6zy2tHPH6dKLRPyWWwfb8CJeZg1KapDeVTPIdCQg7ANtkIhouAGBPqSHAiBUCDgL1HIGMiCipLSwJIELRV1n461J0BqrmSiKk5PbyMLm/sQAlpiKeY2DeDFNfIFBVtTyNh+/E15HEvg1ywUAYFQmWJcMF4MUe3LETJLqJMaINGDZWKzJkiMRFAPdI8q742w7Nh++kdqGA3EmThKoiQ93n3Cw1QF8+xobeb+7vnk8wb3rV3CaF8VkT4qBlotJYbmx7ht8+GUVY0t3dOQe1XyLaAqAoREqpJpoXE+seQeWAK/T8O63bNQyhqq6XJYey/dVowRNYCDSuNhI7RFU3imwurcdHbvbuC0xTt5c3QNdz9+GGWffqDNp6B++gSRqgJ2TmOkP0y4JgtJkBqgCpxmC6aVcMdCPFGUWwkUSITPxbYMtmzrYOmS/fg7cqQLfqyciZ3T8Y2qTIxOwjQd4R7YpgDVArE2hFJQGY/5cI+BPb0TfHTR0QQ0g7fNX4pyIBpxy/d7YTzPUJfFdee/8zmPd0UIfnjaudzTs5fzW+dw9d1rOOOwWbTWxF6hM+wfw8JYGyHNh65ozI40P++ymqLw+5Pex/bJYU5smPm8y75c0naOPw48RKPyY1yvhzlVn2VatOLj+T9b/8hIKU13bpzbT/wt6dzvGEl9CUOfgal14lf83H7Sx5go55kfe8JEPAKA5xWASlX9llIrX1zyTb6x7RaK7l1U6QXe2HEWn9suKA6O8v0FRyC8vyCFQdxYgqbWUhv9BFCpxAcFKfMUi7cCUCjePCVIpzik/D167FB6JL8kQdre3s7o6ChCCLZv3/6Cy3/gAx8gmUzyxS9+8WmFTlMmz1O8XAqWVfnjQOqXJyUfOOso3nriUgYm0rzv+zdTKFrMaKxBSo9dqdV4Uj7RaIhGs5qQmcD0uyw/I8KW1CQjQxHKjqT0hiy+uIUpQRRdZgZ9pMkSrCkQDRbp3VOPM2SQHnLREWgFiR71kChIIZGaoGxrFCcMvL4QrpBMXzGJqkEwYjP9DfvpGqtlRrnA/uE6vAP1LLIsCI252EMCOaTTfPgQE24AYXpkB6pQy4KhRJxSJR2Wx7bP5vjFO8iWTfYk6/Bv9+FWuRC2UWaUK9/LhiBeK3gdJRyp4qu2+L/eM3h7/Wquuv80WhcPEq4uopccZEDBHywxOtmAl9UY1/ykHphJqU4AAhcNPzbBQJm0F6CpcZJmPUGEAufWbmX7pnYe6KvMfBRtna1OIwndh6Z5mMuz5DbHMCcUXAMUB0RZwfLreFKgCMlE1ECKij58/ZGPc/JRmyk6Oh9Z+VZUQ6JEPPKeRrBgsGegkb1bW0mUYhRRUbeaaA0FnCpBba5MtCpPaiBMbiSCgiDfG6Zp4RipnTGE1MnHBE4yhNA8DMfDcVSkpqCEbVS/h2WBlArD6TBp10+8OsPoZBXSVqiqDVAYzaKWQAqJ53lITQFXMJKLYkVAuBWz/t9t3czuM//jGcfvf553Mtc/vpkLD1/wgsf6GR0zOaNjJhf876/ZN5Lk3s17uOHTb3u5p86rgo5QPX858YtAxeLohWgOxGgOxP7u/UopSWS+SzJ/K3WRy6kOvRWAa7r/zN0jj/Dhll4UAX25xymLU/jx3t/hN/sJuiYn188FKgb40dDT24x60qbWF8BybTwkPrWS56pq7fxx4mRsd5LW8OG4hf9DReHL+88lrhX5wKzj2JG5CYDHc+dyfsPtqGoDmvpky8pCeQ0DiYvR1Eba6+8iFP445dL9hILvo1S6n3zulwSD75oSp0xFSF8Oh0KHHerA4ksSpHPnzmX16tVIKdmwYQPDw8M0NjY+7zqf//znGR8f5/vf//5BUTrFFC+XH114Hvfu3ked5sen6hyzoB2AkUyOi66+EYKSj55xDL9/dAtjPMY+8RvOnxvHtk5kxC6QE/vxqQ4gaAxE+NKCT/K5v9zDXcWdWK6GDwvXVjistp+aWJGBXJSy1DFMGzVeZrzsIxSysRWB7RNEhYNPdcgXDRJ2gIJtosqKJ56UgkLOQJgOmuoxngxTTvopTCsQiU8SH7b5UPt9DKXj/HzV6UhpAoLc/jBDtUFkQUF0QHjcJtMEnikJqCX2haIM7FsOOphVFuUqAyE1yKgo3RKRUQlvgDlyktOPf4xdxQbuSc8naJTZMtRGfWwSX01FuMYiBQqeScgUzD5nEyPlCJu6puEzShzR2Y90oH9/DepTvZAFqIrk8FgvTYEUjUdtYsOf5pN1fKRnV+bUn7hOSSkg4kJdCTWpQUoHBYadGP+55vVEo3m6y03UtOUJ2TbVdZXWw8IDQ9jEYkU03SPj+Ri+pplUXQCEoJw3Mbeo6Ls0fCb0X6AwagQJT+QZ3V0LiEr7T0uS6gqTrxNEhiWuqx64Bqmo4yo+S+JJF+34LOWcSZU/Q2YwSsYXZuGMXgYS9Ygi4MFYuYhoUFEcSbhDY0wrIUoSv23j+v0IKkX4ogBOc5FTb/0FaavEb898CzNjlZyCFdPbWDG97SUd83XRIPtGktRFQy/zrHl18WKE6KEmV/gdo+nv4CEYSX37oCBt8tdQcAxuGj6c6YEEAXM+wwOfZV8pjKrC8Q2NfGzu6c+6zc2pPVyx+ceoQkEXBq70+PLMegYLXZTVZWQpYosgx/qvIpkb5cLaJh6eOAWh1tMSiHFa9RCnV29kXmwuPvOtz9h+ofQIUhaxnf1Yzn4ikSsgUvH1Hh05BtftxnG6pgQpvOw2oK/V1qGv1hnqlyRIjzjiCK655pqDkc4f//jHfPWrX33B9b773e+STCa57rrrpgTpFH8XdeEQbz188TNe70lOYruVEOIvtz5KsVAmtarMgmOg1p/l1jUZSmWonmMyXoIldSEu67yEkBbgB+edzxfuMLh50y4m+oPYnkJKVHHiKVvI9ocpBBVyng4a+OZmkQuArIrpdwlqNgiBgWQy70cYklB9vpIiIKDkF1h2kGJeIzkZYW54mELKoCx1TuzYTGtVktaqJL8//EjG+qpQ0irjqTAiDNIHUod8ncDze1TVZlGbvYonp6ogAF11sQ0PISVSEcya1cfAWC1yh59FR+8hFCizzN/LPYPzOa1jJ/MjQ5wxaws/3XUS1bU5Ws0J7njkCN543GMETIu4nmeT1UFdbRZN85goBdjvVSN0j+GxGLFIgc3bpkOrxD1wMS9aBgW/Sr7RrZzfmkciGWG+Mkoya1KemcNRVGTYRX/coNDkgQJDhSqSVpBAvMTMw/tYXtWNpno8unMuDzy2FL0QRCuruGdlKfUHyNebhKanyPeH8RodnM4y4kETd6cPvVdHRmF8czXSO5AX6nrk2wDFQE9AdjpIA3BlpWmBC6IkCKYUrM1BKPpR/QVQYEYgSac2wZBXj0ABxUWqEjsGCI9iMAe2hgx4ECnjlnWEo1bm//0eQlHYm04CcG/vPn74p1XsSCVwg4KPHXUUr58790Uf89977+vY0T/C/Lap4paXi+uOYAiPslSoDj3p7/qmlpPoSif50+AGduaaeHPTAA9PNqMKl7aQwsVtZz/nNvdlR7FdBVSPgm1huRq/6l7H9mIz0MWieICoARY2LjoDRZdl0bl8YdE5fHnrz7m45lEazCyF3Dch+kxBGg1ejCjcgio8dPH0Knqf/1zyuR/Rby/nrn0reWvHCvR/gtCf4l+PL33pS//sITwnL0mQPtW26QlB+rGPfYza2trnWavCr371K1Kp1MEc0immeDn0JCa59uH1nDhvOifMnX7w9VPmdPLJ045lVaKLLb7taAKGy7WEs+dRyOYo5CoX69RIiJxSzf4RwdrdN9IQ8bNkrJq7Vu+ANgWnpCJ1gS0FK3d1Yu+KITUJLUVqGzO4B+yTAqrNyXU7Wdk7Cy3qUCwYNMZSlFwDoUjUJgtFSMpljWzSj+q3CccKfG/ZzWxP1/PZzefz2HXzWXLJAL1eNb2pGmSji2xx8O/WCQwB1Rba9CK+cAlpCDxPkBoOI3wu/kgZv+MQK3rUHjWERFAoa1hCZ/rsMZwZCg/n2vGlimzsm87wzkZ6q6qYHxkiWQyxed80Wvfm6K+uITURoWxpBEyL1FgI11Lp6mmkXFZpqR1HwcN1BTdsOorYVgXXJ1jaup1Bp4rBsTh1ao73/b8/sXL1PKZpCYarA6ztmsX4o624hkAssGFmGZlWcQwPNQ2evyIIZdIkH9dxK770SARdw80MODEwBGFfgRmbCmwYr8fxKbh7w3i6iuKrPHzkFkiMIzJU+V0m9lSRdX3ggepJrEZ5MLXDKHsUY5XfTk+Bb6ySImBmJHYACpYfBcgXfcg6l3MOX4euehgBi1/ffzJ6tuIKACp4Cuq4hi/pUe50KU/4ESqIMtRsKXDq5csY7yowGMtRXR2gw4jzox2rKFZLcOBHqx9/VkE6mS+yfv8gR89qI2A+aXHkMzQO62w5tCfSa4xI+IMIEULXZxDwnXzwdSEEH551DiEtQGe4gfHcHUAZV6p8fu57WBR7Zu6qlB4jxSxf3fgwRTfK+2Yv5faB9diuzd583YFjTnJ555foCNWwdXAJACNWkAFrDR/Z+Di2CzclDuOyplU0Rio5q447Sab4F0K+4zG0FhRvDF0OgAS7eAuq/mQKSDT6WfbZb+aSx64F/kpY93FB23MXGv+7M1Vl/+L5txGks2fP5p3vfOfT7J/uvvtu3va2F85rUlWVm266iUsvvZShoaGXPtJ/Qbq7u/nOd77DX//6VwYGBtA0jaamJo466ii++MUvMn369GesY1kW3/3ud/ntb3/L3r17MQyDxYsX8+EPf3iquQDwid/ewZ7BcW5du42NX/sYiiJ4vL+blX37uezIY9m9bS9itPLANCxSDI0Ivj739ax67AGgMqUKFTHSm06RYpBEdDP+aBS7bJKvclE8BdsPmWyIoC5wpUSaHtmcn3DeIuC3sW2DO/9wFJmAAapAD5YJxotUioIFTtJgaKQSWbRtHdW0OWPmVr7z4Fk8pjeSw8fOJSbf/sSFpE6UMMPGVgUir4EAAxfZlCdUV8T2VAQgXYFVMghVZXE9QUNtBkVAwdKYnAwxMhLHaB0lhIWqeAxrUa7eeQLjvTXEQxnuSCxkQ6qNkf116BmN0WAI/Bq+9gx/7Z9PwLPo768DrZJH2T9aw0hXDV6ti9AFXrXLxDEuWkJly9pOWjpHCTUVWRruRwhYumAfi6r6AehONZDs8CGH/Gh7TXwDEJmRoT9uIC0FJSMJjFYiijIDa4pz2ON2UBPOMrK5HmrBcFy++N6bCPtL3Ld7Adc9fDJKTqDHbLxBk9C0LMJSWDSjj+FSlKI/BKMmjl/iPnHACFBLEgISpQhIMCdAswWuDtkGiRsAFPAc8CIOntDYPdLE/KYB9peq8Tdk8RKRypR82sUJArZO2S/xJiq70bLgaWAdEeX2B3ajjldM8f/v82fSWhtjWXszu3NJLNPjXUuf7J/+eG/l+1oxrZVLf3YzXcPjnDy/k/+86CSu717N8uoODo9PQ1EUNPWFPTOneHYU4Scafv+zvhc1AnxsTqUzk+XOQ4rfUutvZ1FVRYz+eWgltw4+wEVtp3N0JMtY8lJ6rCMouvMBqDPrObVhIX8c3MCySA9Lo4M0ht/AnGg7ZdemNvotxvL3sb1Qj64OVnYqFAbdOPuU79NgVvrPD0x8nGzpPgQqASVCU831qPoyHKcPzffMaflafxxD0bA9h2Z/FCk9xIvwVf13ZCqH9N+DlyRIAa655pqXvTOfz8f111//stf/V+J3v/sdl1xyCaVSiYULF3LeeedRLBbZt28f11xzDW984xufIUgLhQKnnXYaq1atIhaLceaZZ5LL5bj//vt56KGH+OQnP8m3vvWtf9In+ucwWe5hvLyHjtDxaIrJcCkHgNQFQkgmShne9Zs/ID3BPV27+MmbLuSxxDak4uB6LnV6LTEfVOZwBfU1GTwvwCJlBv2+rQSD5UrB02mT5PtqcB0NM17AzlRaPhaqbYx4gbJjUi7pFDMh/LsEdkSBIJiTEjfmUtsyQZVZIFXyYaGRKEVwXQ1NqxRhmbrNmq5Z5IbC2A0WRD3wBMa5WcqJeiyjUpGL7qKWFY4/YQvzFvWwJtXO9mwjunCImg7jdhWlSR++qiK2q2JqLpmCn8nBMP5xwbCswknr6HVlpIAV7Xuon7+eXX3NrLFaGbRiBP0FChMaJVPAiB8lARNtGgOWCX6IhnPksgHMWAlvIETT7EmG8wemDBXAcCgN+tk/1sbMU7rZorQQz5cY7q9hwbEDpGw/RkMZTszQvH+CwZFqTj91PdU1WbqGGrhn50L8WQfFVvEMQJFoEwYZoZNNBfAjMFMgQ6BqFWEXqCpgUkZkDUTeQClIAjMnWDKjn+mRJLODIwT1bVQvz/G9lWcxmK+m2khTbZRRdMneYhPCA3/SITcN/Anwgi5KERxTQUgP6QNR7UJO5dYNK7ijN4cas/HGdaQqUV2BioSIjZN8SkvQAw85uqqQLdtggF+pPPxccd2fue2Kd/Hry97M/2y/nntHN+CGZwDwWE8f77zhFgB+fdEbKdkHep3bDt/ZcQ9/GtjMNXtX4rsvTsT0ccMX3k48/No1yX+lsb0yG1OPckrzcbQFZx18/fq+u5iwMvyu926WzswBZdqNR/jaksu5c2QnDyXv5pzGUxkp3cmc6CgR33zmVH+YomNxxr3fZdIq4Neq+OmKt/KlzT+i3p8g4caYEWrlmt57uW1oNb864n+w3HFcKVBxQI4zmf0B/sC76J/4CL6JTzOj/g6EePKWXW8kueXwHQh1BiHnTUyOekRr/oT6Gu1nP8W/Pi9ZkE7xwtx33328/e1vp66ujptuuonjjjvuae/39PRgmuYz1vvc5z7HqlWrWLhwIffffz81NZVCiPXr13PiiSfy7W9/mxNPPJFzzz00BtGvdmyvxB96P4AtiyyKv4Wj6i7nk2cdx/cfXsWlRy7m0cE3MVboRyhvQXoqw+k0V92yFppthAAjDdMmmph9+HQ6W67HrfUIxovYeY8ZvgAJ165oCQklVAL1BUqTPhTdxfSX0FVJUdFwpIaCh2er4BwwE6bS+901JJZfQQiBhoflaniqQlVdhmLSR3vOYHgE/EeVUCMu/pAHWyN4LRZKtcXwUA2KJfC7No4p8Jk2vmaN2fP7URXJgvAgs4PDGK7LH/YdRqAph1dUcUb87C2paKokX9bRDYmZVLEVnWRfLW7Qo1NLMPOCBADGmIqxI4DT6pEth/CeomusmIeZE7TOHkWVEqfLxKktYeVMfPESs6MjTDOSrO2bjjppYCgOeAKrRrIx0cLW/c1EVxuUqxQ27+3g9NevZUVNL3uzNSjLJb231GP6Kt2TfJpNqDXFkrpBatw8paSfNTtmUpgMoTig5gXxE0YJGBa92Thf2PR6ZkTG2DbWTMkzUKISaULJ0pnY0kjT3FTlQ5QFcxsrMy+Ht++n0G1y4tzdrLxlKQVNh2jFDb9ZTSLaCuxWW1FjDjLk4A0GOFjmnzHRjErPetuv4PaGEHkdNyJxDAct5CBTGmrWww1L1IIAxaVZizFYyCHNihC1AgLVhf7RFJ/8+R/5yOuOZU1yFwCrkzt59/Rntqz8xfvfyMquXk5ZMIObB9cCEMZPtuRQLuXZN5Tk8NlTgvTlcs/QTvpyE7yt8wh8z9Ky9f6xW3hg7FYUVD4/72qCWqWhwZtaTubmgfu5oOVEIqEmHHcQ01jKaYEjuLr/Vpyywn9uvAtJG23qEDcMhnH3/ScXNYXJ2QAqRUeyKtHFG1v248lxosYKBqxG9ub7kEDZ7idnbQUEGgoSiAQvZrJ4FyAp2dtwvTQ9hRxxI0q1GSOdvRLXfgjdfhipVCKjjrXuNSlIpyKk/xz6+vr4xje+wY9+9KNDsr0pQXqIcV2X9773vXiexy233MLRRx/9jGXa29uf8drk5CRXXnklAFdeeeVBMQqwbNkyPvOZz/DFL36R//mf/3nNCFKBAFHpovPEVNSFixZw4aIFFOx+Hhzowq/D5ScnuebhENpggLv2daGPR9HbymTHgzxSGOS+PfvZm2hgenwIp6RSH8qzVz7ICaEjGXdSPN43QFVNAV04pOKAAL9ro5gexWJlCl1oHiHPJtxWhumS0YE4UhHMW9hLWWpEaguMba7BMlTMtiIxtchIJE6P5RHcb6BolTCaYnh4QQWtvowyoSFTBgKIOg5GW4FSSWMy4+PRvTM5ee5OYnqRgFqJsrbHxhmYiIMOl0x/hLu756FX2+wr1OO4CtqSFOgKztYwwb1QGo8yuqCKYF2R3l3/n73zjresKu/3s3Y/vdze5t7pvVd67yCo2CtJLNhj7MYYTdQYNTGJRk2i/pQiNkSQLmWAgWGGGab3uXPn9np623X9/jjDIAICKoo6z4f7Ge6+e5+99jq7fPda7/t929EKKkVHQxqynjnOsZJFjiDUZpMM1ysNTbaYOAdDKEgWnnyIs7vqQmoyiHDE7iCmVSmOaziNAQjw4oJyl8SOB9AoMfT6SJ8qfXb8Yh5iSuO2u1bTMX2CQwMtNC8fpyeWoduYRGmBeKrMz+48BSsPmi0Z3N2CFwlAhTwmQ8UU+piK2xUgHOqjtB5EVR8ZhV35NjbfPxeWaiSbCjw8OAfPUbn19nWoukCtgG5KEuEKH377jehqwP9TzuD+IwvQjhqESgrVZsAA4UFQM1EiDqKooExo2E3H+kkRiEkLJAQtPkGTCwG03gRjczJ4CQOkYGWyiXh7GOFLNu/o5/4dvUQsk49e8lruGt3Cq7vOAOCknml8/7WvPP7/AFeurdcp/5vZp3F22zxiWHwju5FULMTy2U/17RzLFUlHw+jaiWSWZ+KRif30VcZ5eedaRqtF3vdo3WbJlwFvn3saI9Up/m7b19AVja8ufx+mUh/11hUD9VeM+F/eeRYv73wyf6Kl8RqgHhZ0YevJbJzcyygCieRHIyvR9YBvzr6d2aEczbOm8bGDZzEvZvGy1jj3jB1zt9ANLul6NcuS85gXn8H9Y3cS9Q0iqkPUPImelnpbdX02XlBlV8ng1gM3MlS6n3XRYS7u+TLh0PkUKz9F1ZdhGHMQSAzroj9I377UkByfqHjB253ghXPgwAG+8IUvcP311+N53p+uIH3sscfYs2fP8d/f/OZnN4f+U+SWW26hr6+PU0899RnF6LNx22234TgO06ZN45RTnl695fWvfz2f+tSn2LhxI8PDw7S3t/8+m/2SRFNMXtn9P0zZh+mOPrUvQ1ons5Pv59M3T3BwNE5sp4PjetCsMc3p4rKeRXz+0HoCPL546H7iDQaDfR2kZ4/QEirhC5fJKZs7Njl0zPVRFUnUdMnbdV9RISXJSJmKZ6CqPrKo4esCq6H+QInJIvlShD25VsThECgCtQyKBPYJKssmaegqICWUy3Ey+RC6HeBMmChAkNch7eKHg7pZPhqBo1GyTWxFZ9dUF2cE+0BRGMqlQMCu8U7QYEXDUbpapriicRsAP82FqE0ThC0XKWHsqElot8CXKuu/vgY3LCi3Q9fiJOXYCBVpkGgqU3Y1guEQaqBQnQjjdWVRhaRYDOOmBDIk6Z9sRHaCLxXmpUa58sKt7Mu083gwg3IphVQkOj5Md5Blg6Id5qbtK5nbNsSeShtuD5hHodofYZsSJt5Q5lzzIGHHxtZ0QqrLRCGOFxWUIpJYn096n6ChOc+qs/bjxwKWt/Tz49LJPFKdhq/XRyC1qmD+zFFmxyYBODI/y3e3nElwzFbKNQXSqmfbh+I2Liaq4qMeCyI2NBc8iXIs2c2ckngxEIFAOBDfq1HpFAT16F0AlJJSz853faReDyVAAb0qKc8Gdbw+ynp4/yTvuno1e/LDLCg2s+/oBKcs7GFZfCaTgwrx4MmM6SXNLXzqq7/gWucR/vmDl5GK10dAhRDMjNWrBn36zU+3Hbr2/q186ab1zG5r5EcffiOKcmKk51cZreb4u8e/i6RervTlnScR0QzKnnPc13Rb7iATdg6AXfkjnN50OR2hmTSabVjqbx6JLrpVvrb/l7RYbVx70mvYmx/hH7ffxOHyIEJA/NhLZJtV40fLt+HJvVQLXyNTWcgBu4e5yQsYLf6IVcmTCetpmoKvEFUrbCjO4GUN70BKyUOTm7ADB9t/Ff87+GNgG//YuZkWvUQ1/0FSreuZ3nHkLzZu9AS/HwYGBhgZGSGZTNLT04NhGM+67vbt2/n85z/PjTfeWPdh/j37yv/BBel1113Hf/7nfx7//c9NkN55550AnH766Xiex89//nM2bNhAtVqlp6eHyy+/nHnz5j1tu8cffxyAVatWPePnzpgxg3Q6TSaTYdu2bc8qSCcmJp6zjZOTk8/3cP7oJIxOess1PrvrB1zavpbVDXMByDpltueWsHXwIaTv4iYDrEnJ36xZxsVnL+Gz/3sHLY0W/VaRrGOjRVyIQtYLoVQCWq0CW48eRQ1HyI0lMc0sZV8lFrUJfEG2N86Er9DUWKTiGGRdC014+K6CogXYbn3KLyipqJpyrPxkgB8LEBJkyqsnwSAR02s4pQhODYSikirZmI0lylMhasn6xaxUdKqlCDIAofrkqhG+9eiZNJlleodbcKWG8CUi5tN+zKvzCXQZYB9LeJG+wIlqDJ0lMTwfLaeBp+KZAUer48iUBFdS8EIgQAmDawTowmP+6CTZHWl6MVHTEi8EQ4U09+1ayLbhbv76zPvIuGEqhk7TsgxDvWFUU2LFHRRFEsnX0MMe5ckQ2wZ6IOWDLvEs8NpcOmZmuax1OxdP30Eg4a+/+w5CgUsmG4M2aIrkWXdaL7uPTuP1l97FjPQ4mgxQhOT1J6/n0MaX4xR0SnYIdMH4aBI5EzypUA1p6ItK1B5JIwKBZoMfrttmpdpy+NuaqUxE+cpPLyc+o8jGwdmo1WN9hkQEYOZA8QW+LlGkglKW1DrqvqKoErUkUCSImuT02Xso6gZmtgfzvNlU3BHKNQdjUkEqPv+665cIIZkWbqcWkRzMZLjxB3t46OBRhID7Pvw2WuJRNu/sZ+O2PgAe3HyIl53z1JKWz8bugTEAesemsD2PkPH0Kei/ZEKaQUg1qfg2TWaCtBnh9vPeS9apMCdeF/qnNi7h0ak96EJjVXouilCI6U0cLOxgaTSGYa5ECJWR0k1kqhvoSV5NRK/H/f+0/zF+OXwvJd9kdeMMFie7+Miii/ivfdezInU/D1SncXpoHaZ+F0rwGIaox7DHVJtD5Sa2jH8aOzrC0XyC07oeIabmQcKqRBNNkXPYld/P1w59F4ArOy9DEyqmYqBqs4HHsYx6QtUJMVrnxJT9C+faa6/lM5/5DL29vceX6brOm970Jj7zmc88RWP09vbysY99jJ/+tB7z/mL5mP5RpuyfOJg/R/unHTt2AKBpGmvWrDkuNJ/gE5/4BB/4wAf48pe//JTjP3LkCADTpj27aXZnZyeZTOb4us9Ec3Pzs/7txeTFrMD17/t+Sn9lgr35fn506t8D8P4t3+ZQaYR5q5uwBttwGz12Zie4qzaI9ojB3t4xSrYPs0Aokifu266jEIvVWBwfYqCzgRgu5ydX8YGFF/APt36fLVMj+P0G/hxJc1MZQ/dRCZjSo7S05NEUSXksTCRk43gavqEgdA9NSvxW8Kc5ICWeUFADiRJIqnkLVOp2RJWA5EmTiERAsTdJPR7Ap6Erh+1qxHMOfbVmAgFTuTjFQhqhBcSbSgSTOtW8zo5aO0bBIS/DCCFQYh7FUgzH11G2RgmlXOwuH98MUI6CMqyilQUBGsakimyU2C3HYmHVALWk8tqTHmFlVx9yDRy58WX06w0oJUm0D4763ZTaIvxk32qMlMO0RI5EpEaiqULJsXBclZDh0NRRBkDUFCaPpLHGHaLxCqOLXZrbMsxoHWeiWjd3Hy/HkVHJaDFF1LCJbIN3fvBu2pqzrFh2gCkRZib1UvMgyMowi9b2EfiCzXfPwy/oTOST3L5+NclXZDirZx8PT8xlKlmhlosQaPJY38JwfyMiCloVjgy0Utba69n3lovv6WgtVcSIibSPnSQS7DjYDQKpc3y63msAdULihwT3bV6CiYdXMdCrQwglYOlpAXmvSq88tm8pmTo2RXvThp1U7HpsMwrcsm0vf3P6apYv6GT+zBYcx2fdsunP+5p47yWnEA9brJ3ddUKMPgMJPcwPT/07xmt5pJR8+LGfUPJs/nn55cfXielh/nHRXx3/3Q0c/mXvP3B1+iFsp0wQfitG/BPsnfw4ECCly/T4q6k621kRtTllwQ/JuFHCfjNT5emsTF/OhxbM4tGJO/AAM3IZOvtxnT4CCfsqTfxodDkOKvaxMm0BZl1URr7EQyNfZVetmX9ozhHXoyj1yHUWxmfzvbVnoQsNQ1HwvENo2nOXUv1x/wNszRzkbbMuZkb0Nxew+ZPnxJz9C+LLX/4yH/3oR4Gn17T/zne+w/r163nggQdobW3lxz/+MX/9139NuVx+mnb7o1ZqOsFzMzVVN8P+whe+QDwe59prr+WCCy6gVqtxww038MlPfpJ/+7d/o7GxkY9//OPHtysWiwBEIpFn/exotP4wLxQKz7rOH4P/fvBRvrb+Ea5at4IPn3v67/3zT2pcQH//etY1PundGFCfMu1OJ/iP81/L6//1Ghq218h2ZllvHUQo0FqJUBQwXi4SaPULyB+IMtpnsqVHUDM0ahNhfjl+hPu+/l9MLtCQoRipkzKkBdRsDV3zqU1aNJRdIsJm4lAzleEoMuoStAVggheThAOXqv+kMPA8hUCFymgYfyyEkXLwUy5EoCQ1YjjEmwqo813yExEGx+sxw84ugZwh6sLFVZFApLtAuLmK7IbyQJLxUpyN6gxaw0U0VaJGfdQS2I6GldOIz8wyZei0x4pEljmMTrRD3oCyguoJrAmYCnn4EdBdMGIOR8daWNnVhy017JiGmhX4FrgtPs6Igl6AkWqCsFUlYVap1gyKBQtM8EcsdCTaEh+BpCFapGxEaYgVGcg2oiCYHGig0JDnQLGJgaMJSoGJQ13tuc2CfKNCVrVoA3JOmEfdHiaCGLP9CTQ/4KbDK0nMLCGErL9gAGbFZ3R6kg/Mu5lUpMLs5eNc37GW4QPNlCZD6CEHWdTxhIrTHKAEErWioJUBD4SvEmjgOjpauw1FjaCm4EbBTmsgJSIIkMesvBAQaBInJVBc0A9DrQcUB9KdJZzGMUJAPB+nNBwm9oDKopYYyqwYm3f0A6CYEFiwqL0FgEQsxLe/8MYXfE20p+N8/JVnPfeKf4ZIKbl1eBMlr8qVXac9a+WnRjPO93vv48cDj+D5gopjctvgLt40cx0VZx+qEsfUfnWmSSCEQkKtv0Q47gGGJ15HWrPIeGUS5lKOTrwW8InrC3GBtF5iqvSfTJagI7aDOApdofloBCRq3yDvPICU4JImokdoMKtMeRp3Ti7gYKWVf1ryz1S8MbZmbmAqsBh3fEZr48yPz+Hfl38GL/DoDD9VTOr6kzNsU3aBzZl9nNSwgITxZCWvklfl6wdvBiCih/j7hU833j/BXyb9/f186lOfOj6I9OsDSVJKDh8+zAc+8AHe+9738oY3vAHPq+cFPNOgUzKZ/L217YQg/RU+8pGPcPPNN7/g7f7v//6PU089FXjyjcF1Xa6//nrOP//J+K8PfehDBEHARz/6Ub7whS/wvve97zcK0D8Vbt65F19Kbt657/cmSLNOFl3RiWpRrp59GW+Zfj5h7Ulngv9Y+ddsmjrIKU11kereP04k75FN1+idsPF1hQlp89ml5/P5O+6HhE1u3EWtqpRQ2btlBmaziu0G1JCwQkHGPbRSvQISQDjkIgKJbgakFkzhORpR3aZCFKUqwAXFFugTGhVDB1+iTfhoYQ9RU6lkIvjtNma6RnJGniCAyUKEaLhGyPexGzVUIyDWVKZwJEJTJE97t82eWgtSFUgRoBl1U3oA31MIXIVS1aJm60TababGYhQVE9WU+I5KqQPKwykso0TXtFy9b+ZnyG1pZH73Ufbsn46vCAID4maZ2JIqQsDW0U4O3tTOzOnDZMZTdW/vAAJN4M+w0fZb2GMGlUCwfbgbvVfHKikEPTY+gpjtEOxQSS8voTUHGJpP3w9nwExAB+kr7BpvIypc8sdS/DvmjTLR20jgCXxV5dsPnUNHOE9voZEzTtlFxo/xcDnO1L40Tak8w/vTDI004uVNRADlRgMQjBeSJCMVsr6FEGCFbOxuSShpIx1BdVsKxRYE0QC9ICGoxwhLqRBYAmnreI5Ay2r15aZAqIAUWMMKUkiqHQFqg0OQlpCz0AoBetFF+CrzU2km9lcJVlAXrSiktglChxUuvGAeF758Oa/74nVM5EucuqSb2e2NrJs1jYpX4zO7v0vFs/n0oqtoNJ9ajecEz8z2XC9f3vdjAGJ6iEva1z7rukcr9fAkXRW0WDFObZ5FtnInhybfgcBkcfu9mFo9WUxXdD4x/7OMlc5khj5CIShRKf4PKrC69QZQFzOR+wo/mZqNqrTztq4V7Mv+koQ+hUAyUboWiU23sZSUvxO/5mMJBU1KpsjRouc4M2Xw04nlvH3WeaxOr6Ql3MauzPfxgqO0mTAjfjlzj9mCtVr1gjP7MzeQq/yQ2en3kA6f85Tj+8i2L9FXKTMv4vG11f9xXDBEVIsVqVnsze/ntLQkkC6K+HMeSf/tpuzhxZnVeylz3XXXYdv2s85oPlGJ86c//Sn79+/H87xnFK1tbW387d/+Le985zt/b217QYL07LPPfu6VnoNDhw79zp/xYjE8PMz+/ftf8HalUun4/8didauQnp6ep4jRJ7j66qv56Ec/SrFYZNOmTcerXz2xXblcfs79xOPxF9zGF5OPnXc63924ldetfH7xb89GxXbQNZVD5QN8af+XMBSDzy36HA1mw1PEKNRHPy5uf7IyyeKl0/ixe5jCfMCXpHfCK9Yt5GXLFzAQPcIN/Q/S3eIwsamVVLpITNRQtB52TdZjPpWSghF1saYXWddwiMOVZly0Y1OsTxRmh545g+Qdk3IhRMjxCLImii+QgUTRApAKlUIEYVW4cN0WJr0Iu8L1ko+KAslwlYZoDV31GN2bwmy0yecjRI0aV615EFWRWI8v5vHDMwlSPnJcp3Ykhp21CCoKiqoibR8r7lI4kqBatrCbQOZVImUPVyq48QDPtajZGobuYSdBrinR6BVZe+4u7uhdhIwExFPVY5UCBIoIGCmnGDyYQhN1j9TwsE9xumBETyDmQeOoS745wGx1Ie2g3BtHDoQIUjAgm0g85GDMHCTZUKZUNUl0FZD9cQJdop6axcrDVC1KXndoiuS5oHs3k00xbutdTptRJpINuHjVYwxONfDgrrnMaBvnsplbCZ/t4EtBrhrmv2+7EjMa4MQg0OvT4t+/70w+9sqfMtuaYP2ET2l/DGVu3TEATeKbIBVQVR8zD05MASHwNQlBvZqTb4Ci1Uc7zXEfu1VBGj4CDSEF1jgEXX49w7/goZkW46fXp/h7elrw+136b1DxZtqEx8Hco/L6N67jVa9fB8DN/3AVF33ve9yWPYzWd5judIqGDo+t2QMAbJjcyeUdpz7rtXHLzn0MZHK89aSVhP/Cp+gbzQS6ouEFPu2hht+47kfnv5ybhjZxetMCFiXr4VBjxVEAJDZ+kAc6+Oqeu/ne4Ud477yz+avZrwNAOHvIVW5FVzuJGCv5xOO388jEBTTG6xUWttnn0RI7HcN+ByoSoTbh+mNUnF1UCGgSEl/4SKDKfJSgj0PVaVzQ1swVnedjKPXkkc7wag7k0oT1Ds7puArlV+JChypZejP/REKvsmfiM5za/VRBSlAAVGQwiZRVhHgyKe7fVryT3SOXUnF/xtHM40xv+PP1sD5Rqen5c//99z/l92eadhdC4Ps+O3bseIoYlVIya9YsPvzhD/OWt7zlNyZA/Ta8IEF6//33/17iBJ9Q4C81rr32Wq699trf6TNmzJjBli1bnrEKE9SFZ1NTExMTE4yMjBxf/oQVVH9//7N+9uDg4FPWfSbGx8efs42Tk5MsWLDgOdd7vpw5ewZnzn7m432+bNx3lPd84yaaElHe+/ZOJBI7sJlypmgwf/NDB+DvP3clN3zp36nPxcKX33cZi7sgwKG/Uk/0coTKeRdtZv9kK4Gj0Nq6mZUDc9i2KwyoJLvzKKpkX6ad5nCeSRnD9VVcXTI2EkfRfFxfwdFUlizuZVVPH335NPc+vJhwuIpywCTocHBzKmvmHGRmapKZTDKUS1EpmiiKpCudBwGFWohaxaS2PkF1mk84Yh9/VzcbKzgFF6lBKlIi8DUqYyEUVRI0OohWj5pQWKZNMiuV5xfODNSQpDCSBE8ifPAClc17ZxBXq4S7aqiWi3Rctu6ci1n0kWlJZSxEJF3FHzIoVUPIlANljfhBn+hQgBJAtUXDiUukCvHdPpVV9amb9liG9159I9lylC+tfxluUpKNq5zKJK1BjlhbFdEtGNrbxMBgI2+Zu4GKrrNh73z27JrGpRdvY2ZkipmRKXY5nYw7MVZ2HyEerrEgPMT9Dy5j59HZvHz25uPfca4WodQpUG3wIxIv7iN8hVRDnrBZz2pOV2xkTcc/qNC0KE8hH8a2bGzfICgbyO4KTCgEar2wghQKSB9R0/AioEmBGiik9zlMLVZx4j5aRUWqCrKmQChADbu4UzohpYZvqFw0dx6rvngW7/3c9WztHqQwHbRel9699eu7VnXoOzzO4UIWgMCET/7oTlZMb2Px2hlUPJuTGhY+67l9eGKKD994OwCKovDO09a8gCvrz4/OcCM3nPwJnMCjLZT+jeu2h9O8a/aFT1nWFH0dINHVFsJG/T5408A2POnz84Ft/NXs+otByFjAvPZHf2VLwZQdoV1WSRhVpqvrWdzyWaaK/0zNO0BT7N3UvF4Ojb8F8DlYizMjlMVH4+7CVfxiZCcA/9B1Pn/z6FdZkZ7F++e8HLv4EVabjxOy2tCVJwsuHMxtpGLv4dFsN2c3HqAknupnDfC5Ja/ngeGvs7bhZBTl6c4Arl9/Hjje2HN16wn+Qti/f/9xDSaE4Oqrr+ZDH/oQ7e3tDA4O8sUvfpH/+7//e5pO6+7u5gtf+AKvec1rXrR8kd9qyv53FZN/jslMT7By5Up+/OMfP2smu+/75HI54MmYUIAVK1YAdVusZ6K3t5dMpl6ncPmvlB78dZqamn6bZv/RefzwMJ4fMJIp0MNirmivEdWizI4+d/A+gKII/nr+Sq7btZ23nrwSGfoF1+29nc7UHN7R8ylwMkj1EbYPd3Ig0wZIGhuLjFHAi5gICW5Bx0w55IIQmUKYpFOlKCOkGwqURcDooQb8WSWsjgpdjfVY4fZoDjXkkropVLcjSjt0njFFTVEJJJQ8kyIGxb1pcDWUeQpqk41EIT4nTzXp0J7KMzkV5ScHl9OcLrK30IZUBNOiU/zVqQ8S+Ar/7yfnMSUjGHEbh3rM3MPFbjZkLGLxInnVZHaQY9X8o5RaJXccWoIrNZycSSjp4HkKt+1fQXJ3QFMBahkordQp9EbqNdq7PMAHVcFssRFZlVqTJDA1MOvxurl2DUXUDe6XhwZIx0uk4yW65wzRqzTQpJZYM+tw/fuoBvR7DcgmD33cY1yJ8lhmOs3deU5p302DWcGXgrJnMlaJ4UmVveU2Gs0SE9k49oSJF1P57zsuprtpnHx/jANeM15YIJWAapdfD+t0AvZNdHDX1mWYpsumvbPRqpLF3QNctGwzfiD4xq3nYwuzPjvXFyZUlUgktekBXqBAoCJViReReGmfWNZDZi1iB6HU7dc9UX2BUhCYEQcrJKlEFYIGjyCj8pMdOxBph8MTExz7avATktzqMB++806K1xymb8cwJ792Fo+QQTs2oTKUKXLN8vc+57mdCoeImQZF22F6Q+r5XVB/5jSYv/0s0df3Pch3DvVz9dzpvP1YQaaPLrqQHx7ZzFWznm659wR/v+Ri9ufGeFnilyxNHAVHMFpcju2X6Ex8ElUJY2jtzGv9GTum7ucLB3o5I3WIXruBAXsrUS1ER6iZRyZ3018Zp78yzlunn0/g1+8lfvDkM+OOoYeY5r2ehOpyadur6fM/yxVd9fu+DMog6gmNTWYnV874Copav+873gDl2gbi4YtQlQRzmq8hX72Hhsgrfuv++lPgRJb98+cJHQGwYMECvv71rx//febMmXzrW99iw4YN7Nu377hWO+mkk7j99tuPz+S+WPxWgvTPWVD+rrzyla/k4x//OPv27WNwcJDOzs6n/P3+++/HdV2EEE+xeLr44osxDIP+/n42bNjwNC/S66+/HoB169b9WXqQvub0pYznS0xrSjK/o40F4vLn3uhXuPvAIW4ZPMSbT1nFX61cwev++l4q2TM4810H+fqm79JwXh9xPUKrmecAbSi+YF9vO25I4MeOxf3aCrVdCcpN4Hkak7k0alnDnOsTSVXxbO2YLRNs6e1hbtMovVMteDUDNxQweSqocYsuv8S+iXZ2TLajKFAsh6DHRTuqUJoIEwkHqBEfAWhhD98CNR1QUCxGDzRSy4Qg4ZOyyigCFC2geeEYajwMAnKDUaq2gW8bSCR5rS62+mIJRh9bzVvOu5cvnvQT7uubxza/HTek4hVV5Nwa8lA9kSjbpeNUDGSyLuw0D6QKIc/l1a9azy+Ki8ntauR1qx9GGD43HliBd16Aokq0PoVHdyxgzvkTTJWiDGTT0ABTpRiHxlpojedRCxANbI7sa0PEfLaPd2GEPCzNB83ncKmJRqNIyTYR4yqDxQZCs23uGltAaWsarQi+HjBQbmQkm0I2esiczqzWYYRls7vciTTqlZ3UHNycW1OPDQ1ABwyrPpKrCImMStQxeTypSWoCGQQYAyrEQQTgRgAVpK/iuuB01RNwjYKC8CV6USB7HGx0bFPSmKoyno3g5U3uzh9h49B+/BaDxITGZLLGxCKd2yaOwAR06i5hoKsf3vnBV9I/mWW8WOa8xc/vZSsdCXPX+/6KYs1mWjr5lL/d0PcIX913O6+ctoYPL/jLKJjxu/LzXxkNffucepGCizoWc1HH4t+43cFiH3vz49wsF9ATqZCOXMT+qXqmskBjWvIdAISNJaxtXczHxW6uOfoL+u1xVBHw6mnL2DB1J1lb0mS0c1J6OpnM69DcEXor04inPkTLsX1NOjl61Pp9qcUKs6qx/qyoFr9GpfgvGNYlmJGryE9dCRikmm7Hr93F0fw38GSeUu2XdDX+H2FjLmFj7u+/E19qSFH/+W22+wvjibDAX9cgTyCEYPXq1ezdu/f471/60pdedDEKJ0ZIf+/MmjWLN77xjVxzzTW87W1v44YbbiCRqCcrHD16lPe+tz4icuWVVz5FWKZSKa6++mr+4z/+g3e9613ce++9NDTUp6q3bt3KF7/4RQA++clP/oGP6A9DOhbm068/77fe/vubH2coX+Cbjz5K2Rxl/yskahXUkYsoyARywQABAABJREFUNhxkqliP43xbzwOsavT5r7uWMkkjaqwGev187qyUiYssD3n1JAdpBlAG11OZOJpErSrUtiUxZxZRW6rss1vI5uKk4hUmzzCxGwE0smWL3Egc2eigKT51w0+Q3VUilCntT6DHHFxf4IxFsFMRWpaNEzUcRnIadhDGKsK4kuSXtSW4nsaewQ5aVtZHUkK6gzmkMnPhfgYKaYYLaaQVoI3W43n2TrViNpdobc7ij7Tj+wrhuENIOmRXJGmxxsjWGnCwANB1n+ZYkYjnMKtngoqhQk3SFs/Rls4BMNfLcNhIICWIiERoAV+86xUEAgJDopVsUlWXnxw+mbUL9nPSooOMT0bIO2G0muRozMMKHHTfR7cl090sc1sn8XVBetWdvO+x13FwqA2zV0d1VGS7RIQdQuMa3uoKIhoQNLgMTSVYMqOPGbVxpnY34BZ0omaF7hUjHNjbgTduYidg5+4unNk1IoqDowusKUHrmjFGlEZsoaPnFawMGEXwQmCU676lxDw8U8Wrdw2hUYFaVhA+yFELkbRpDJUo70+iTyh4bfXzLLkbxlaD2RTFr7rIZIA2KdB1jZWnzSQ5L+C1r1rH3BltLJ3ehiIEIe35x4KmwiFS4dDTlt86/Diu9LllaOsJQfprDFey/HJ0J2e3LKQz8mTYz4cXXcgPeh9leizN2b/8Z948/XTeOvO5kzGrfobWaJ4DtWb+d+QdbMkMc27jKl7W+hghvYeMnSfvlpge7UAIwdmti4jpg3zj0I9pNFtoMiCpFrm66UEsITCFRtH1iasKy2LD3DF1K64ISAU/JRw0s8n7BxbHq4S0l3HOXf9KWyjJf827BwDHvp/6XIUEbJzKj/DK/4uUPgCC329s30udEzGkz59ftWhMpZ55xuXXlz8xg/ti84IEaUNDw/Hh3gULFnDrrbe+4B1+9rOf5bvf/e4L3u5Pif/6r/9i9+7d3HHHHcyaNYt169ZRq9XYuHEjpVKJpUuX8s1vfvNp233+859n06ZNPPLII8yePZuzzz6bcrnMPffcg+u6fPCDH/yzLRu6d2qcD95/GwsamvnSGRehvMCXlresXsFQociC+XBTZjOoYfwobKiU0eMmdjUgGavSYhV4eE9Qr0mvgV+w0BSJmSoxtKmLIWDxyYP0JyJEEw4ZPcZQIYFSkZgeCFRMxUcI0C2fhFrD2ZBCnekhlPrU9tRgCqWkEWvK090yxXRlkpv6l+NJhQktRGh+BbcqYFcUUHCzIaK6gyJgZtcItf4QZqzGhBlifGw6Wl7FKKjkt6dIzczREi/QccYRtu+ZRfZAmrAPXiQglC5jhAQHnGYuTG6llQJHc41smJpJvLGKdAVz5w7T0FRAO+qyZ0cPtRCkUmXCcRsJ3L1zCWxTkbpPSAYMjDUiCDg80IZTkSgxmzeu2UhEdzh8pIWf71yFpgf0NGQxptVIqSXmhwcBybREhki0whmz91H1DDbft4B91RY6uiZZfuHDQL1wQH/xWByggEARdctWDZywTmNDkQvn7SLnWTxwaC4126AQsoiFasglU4w92I47EuLo7d1E1+UYUXWiRYd4L8wLjXFW8wHOiR3gP4ZfhtlSxR8EHOqWVvGAREuRcsnCqZqYtYCgqqEXBF4n9TKlFag1S6QGXkjBqChkehvwqhaxMQ9Dt4k/LvCTEjcVcFnDIr6//nFips4/XXwBD+/u44cPbgfgB9/t43VnLOGGya3oisrPLngzM+INv9ML+rvnnM//HbqPl3WufO6V/8L4uy3f51BpjNuGHueG095/fPkF7Qu5oH0hL1//b+TdKlvGf8gVzQeIR17/jHGYT7C6YRXvmT+CIhR+dGgrFzXsww6msazlh9w4nONH/Z/lLS0bKMQCEuZ8OtJf4mDxAWbHRlhtPcoMvsuAupAN+elclOrHQKICtUCl4ofZkA9T9T/JqcleFhrw+aMf4M2zP8J/77+XCbvEhF1iTLmaDqsFI3QZw5n3o8sARe1Aty7AK3+bZtVExD5JPPLqP0APn+AvBdM0n3ul3wMvSJCuXbuW2267DYCDBw/S2tr6ghv6UssQfzFIJBJs2LCBf//3f+eGG27g3nvvBWDu3Lm85jWv4X3vex+h0NNHO8LhMPfffz//9m//xnXXXcdtt92GYRicdNJJvOc97+FVr3rVH/pQ/mD86MAu9mYm2JuZ4F3L1jEz+ZuTFX6dc+fM5Nw5M/n0zq8T9R08X6Wp1M7BqRxS11HyCs0LBf965xVUhyLoAdhtHlogiaRriKiNZRrYjs5iXWFhu8mjmTKp1jyWbZARMaxaDUWDRKxCcTKEnTPRcgrlBS52Rz3OEAmidMxN3dapSoMzWg9w79EF2JZKIlrFkwJH03EbPKZZU4RaK1iqS1S1mR0ewxlo4PDRBvyVARgKUgcpJM54iIZFQ4STNvuzrUyMptCPmbBHIjVSyzP072xFlAxGiwmSoTIH+tvxhuMoYwEiHNCwoggIcl64XovelPhSEFZtMvkovqOgAsJVKeuCG7asQXigKgpiUmJGbAy1Ph0eTOictHIv4yMpSuNR2rqLvLF1I5oSsD/Twn1HFnDe9N3M6RghCASbmmZyweydvG7pIwQScr7FjskuvnrfxSjJABGANCRKTuI0eoQiHl3d48TMGnGrRmI0IFPTqNoaluFRrWmo5QDVUZCo1O5LY3YKbCNEoc2nbbwCzZCOFnHnVhl6rA0KOioS1Q0ozIGCjBHOCIKlFYQZkL5ZR8sqGFkNz5Q4aQU3WT/HFEUQaAKvaEAg0aqSqqMzcjJ4CR/FVrjl0X3YNR+n5nPq3B5+tqcuRqUmQQgeHemnpnjUfI9zf/BdTmubzvcvv/K3vm7WNc5iXeOs33r7P1dGqzkOl+qJPL/+cuv4Uzj+FO+YfQ4/Pnor7+36HhP5n7GnMM6D+QVc1rGSBYkuoD6aVHG2Yait6FobV3bVYzFXiC9hcATJQ4xO/IjBzFJKzjyajQLIIvnaCErm3ZzS9Cm8cZsevR5bfXHDHjSZomhcwe7SJh7PNnFLZhW3n/X3ZIf+i8PVRk5N9jJYSzIv6jI8/k66jLksS3XSbMWZlToHTTnm3qJ9m6rzCJIU7eYa1JaNgIGivrB7558FJ4zxfyt+8pOfsG3btqct/3U3pN/ksCSE4J577vm9tOe3FqSe57Fly5YXVK/9LwnLsvj4xz/+FPP754NhGHzsYx/jYx/72IvUspcmF03v4O6+/SxsbKMjEmPr4DBzmxuJvEBbidaQRUOoTFu4yozqKQzK/bhSIlSfPf0aURHD7ywRlEws06Nz4Rgh1UFXJLlLSziPNfHDoTZaY2MoEQVT8TGtKuWxMOoRwZrX7mbD5HRECAi7lPIR3FSAEHVbIWNE4AgJIsCXUHJM/vnAxZRyEZLT82hagCqhggGdDuGmIooiiak1TknVH1ra7Co5NJSSJDACjK4K2iyHd859AITk5r4VZHpTCF/ghSHZmic2O48ioGXOBMWRON/5n4sJTUGlUbDy5ENcue5hCpUQt40sRo0GTE7GUWwFcFnYMYyqSFJGlfzhBFVCBGZA0OSDD5rpoYZ9ggmNwFP4+cASOotFBu+aRvXSGuVDSYKyhjziINsBJAvjI6xa3c/th+tWYJlaGCekcMqcfUA9v2jMjfHLzUtJhEvYrSAEaGWVi16xjaqustdpp4JOfzYNOY1yPsKSkw9jai4H8ilK5TC1GQL9gEStCRCC4FhSkZ2Cn914GisnDrBJdpHPptGljxqAqvsE8lgrJBCAa6tQ0REOqB4IGeDGlbopvi/rqxoB6mELa1QQGvOoNSqUZgAqKDUNrawwJko0xyOE0gZXXH8dVrOLvaqMasHFYjmPjQyTcKLIRo+C6/Ngfx8Pjxzl5Lbu3/USOsGvUHSrx7XGxe1PJoG6fo5HBi/Al0WWNv4L5619N30j3yOQRb58qMZw7VG2Znr54akfBCBTuo7B7MdRRISi9Z+0h+fQE+khoidw3fqUr654vKFtC+1mAUMEgEQBDLWd1sgS3jz9K1SqF3N44mN0aqPolNhQuh8IsAyLt7etp1KK8a/LrmLD5FpCyUYawxrvSHwQ6W1hiXYX/157LbsKCjf0dfHGGadge4MU3BHswKRm5/jfrZ8h7+l8bsm7aHrmOgF/1tSn7H+bpKYXoTF/IkgpGRoaYmho6DnXW79+/bP+7Y9Wy37t2roB8RMN2Lhx4wlBeoLfmax9hF3Fq7lqpc9lXd/gs3fdx0+272ZRWws3XvXsFUb2F/q5pu9OTmlazEVtdb/HN3a/Bt1J8D8/28fe2k4+cu5ZfHPzY2TKEsdSqIYrhMIusmxSCTTKBRMr4jHU24CiBpg9FRbFRxnVYqiBRBXgB4JYe4nSRIKHts7H63QxlXqsVlNrjqm9SVhsowQwf9UwUoHBqQRVzaTkWri2ihlxqI1b6E0V/LyGXQkjXcFAtZHpPeMc6m/DHrGgItg2NQ0aAASm7hBNV1gUHmJutD7i02bkOeB3YBoeRtglPT9DMWcifY18JkRjT45aYCLRcGbYNHfXrV/i4Sq2otJ760zskIZQQM8qyECAIsnbFrVmHzfp1IP9BaCBatSPdVHLICNqjEk7xiQxzCtsjLiHtTqLO2EyUY3xud2XMDc2yttnPASA52h847EzsHWFjrZJyorJmBfDljpVYZJuK7C45zBbMt30lRu4YMFOzunaA0BxLMSgnWbbaBe2ohJrKZJurKeoN/g1XGGgqCXsBoE2pCGOWghf0NM4yjtffQfjQym+9dNLyE1X6+EAOjS15SjtS4KUBK7EboLqNImUKlgBEysFjY8JbEvBN+o2rVpJ4MeAqg5VSaS7hKNapFNRMtTbYxkaEomvSDLUqOTryy9rmoPocjmlZRZjG2uMFuvL9aCMHlGRWsCezBgrmtqxXkBM6a8yVKxXbuuI/fnPPj1fZsfb+Jdlr2PcLnDltCeN872ghC/rVfG+c/h7GIbN3865H9cbYnHmMMMj21iY6GSsWkAgCIK6ZZwvK/yg/zs06zXeO+dzNDReT622nk0TP6OFe4iqHksTUWbHFmJXbwZUGlP/dHy/IetsHq+ksMJZDlW7aE7MZbL6IMsTbXQqD1Au7aepYR2vmla3nOoESvmTsL0t7Kk0UfF9QGHDxGNc1rWA8cxH8YMhdGESaOu4uvmbDNhJHp1cxyUdZyDEX6AqPcEL5vnmAz2bV+nvmxckSNesWUN395Nv8kePHn3BO5w1axZnnHHGC97uBH9avJA3p5I7SiDrIfpFd5jhfP2BMZTLc9+uw5yxYAaK8vTP+l7f7WzO7GNzZh/nt65BFQoxPcp5TedwTcsOWuaOccP4zWSraQQCY0LFbYRTGmaytXWQmuIyMppmbngZ+wfqZtmvvvB+MrUoR/uaCTVXyOYsRESCClbER51VAaniewLVgeYZOfQmh6HxBspVg/FcAsOXVEbiyA4b6QqU7VEUJSC+corq3jha1CbwNJCQy0aZiJaZGkkyNNmK2lDDb/DgWFlNhMDQfHorjWTsMBLBjoFuJIKgq0I8VCXfH2fGvFHCio1lSnZn2sjMEThRD73B5/7JuQRFnaGxJo44TegpF8dR8E2FQBpseXwm0USNvK+jHrWgOwABYdvB2G9gFTWKqzyWrBuktRpj52QbGT9KgCSQAikEWrNDaLdBbiLNY7kGjJYwLTMnuGX/SioNAqXBYziIs3u4k4ReJRmqMpWJs2BWP4YesCw1QN+OVhaePHjs/IHDj7dRLEdx5zkIJGVTZXI8jhFyyDsWCgHCFtTGY5CoImJ1v9QLl20lblaJz6iRmJUnX00jNcBWGA9ihKVEKuBHIYhQ72dZTzxzU5LCNAPfDLBbJLgSo3jMqFwIGuZOMnP2KE7eZM/NMwkJFc8EVwQEsQDhqVQCD80B3VTpbLK4d3iI/aUhpu1swiLAiGpE2qEsSyw1FvDlhx7iq1s2ctvL38y0WPJ5XTM5u8o3t29k+ECGW8t9APz8FW9kUVPLb97wL4hz2p6eNR/SO1nc/HV+1n8DD2bDeHITl6euJWau4B8WfZp3zD6fbK3Kxb/8Mhe0HOCi1m7mJT/NtkKWudYdXJzYQ2byIozG6wmHL2dDaYozrc0ktCyN6l50/SKc2s2oajdCPFmF79GJXXRaR6kCnVaVhU3/ghQh7NqdTGUfAMCu3YZlncqUPc4Nfe/DlxEeGPkrOs29fKz7TmKaTUoNKIz+NzEtii8C0OfRonnUatBh5Jnw3sbB0WnMar0DRfxh4v5eEpyYsn/BvBSTy1+QIE0mkxw5cuR32uG73/1u3v3ud/9On3GClza37NrHx26+k9NnTee/X3XZM574h0Ym2dY3wkXL59IZWctJTe/Hly7TY2fyhUurXLPpca795Rbe992b+cTLz+J1py4DoOq4PHZgkKUz2ji5cTEbxw9yUvMC1F+pbtLdlGL1sgb2V7OoDXnUUgo/LBCBIDFpIpMSVZRpaKvhe4I9vUWQaRDwwOQsBippQgkH3fIJC4dyxURUFHThoWgBrqshXJjVMoYXKPg6tHZkmRyLYYRceve044cD5KSGYgtCrkKAij0SomfmEMITjI7FMQyPtpmTdUFXldTaa7gxUBQX03HxJizcvMH4QBJRVvjYjjeAI5AqCAX8wSijdpSW1hyDu5v5wLpbmbFsirv75/N/5TOImx6FgkVJVbjz6ArceL2P2tqmKOZVqNXDIbyMxaRnEomWCR8AhEAgaZmbRZ1KENRUqgmXw/lGeuIZQr6HXTWwbTCnLKz2euWa+CMCvaRgz3LYOKMZrCbUORWWaFn2+414rsIdg4uwp0yMvSEQgpVr97BkdS9toTzXXfptSopKFY1dk+0U+uJENytUagFeh6RW0Niem048UWbJkl6CQOGxg/X4ScMPKIUlr1j9KOd076Uc6Ix6cfKVCJpdf+4oKDiJADG/SGtzkd4DHaiVAKlKAlVCAPqUSrU1qFdkirpoEzqKC5RBRnzG+5rxawbds0awUwrSECjBsUpQtkrIVCm7Hon9AXolIHpmfdRTFQpvunwd99y2n9dduJq1a3vIliu85p+vJ1QRlHoc9mcmn7cg/er2h/h/+7aAB3W1DUOlwglB+jxoCp/LutYZbCvdzLLoEJ77OMO1nYwGl7MkvZxdmVGWpwf5ZNcjwCM43qs4p+Nf6TQy4OxB4jI0+Qamt27ljMZZlPMmUoInmtBCbyZlXYiqdj5llHL92DBmMI13NB8CxvDL36IW5ChVbuH68dVYwubtqboFz57M/zDH2I6U8DCn82iuh7d2PIoQEgGE1AApSzSoOsmGb4HwyRXj1LwhorX7sb2DeP4kxrGSqH8JnPAhfWG8FAsTwYla9id4Ebhr30HcIODeA4exPR9Lf/I0+8Xu/Txw+AjrNx6iWnXZ3T/Kp19zHgtTTyZ2tMVjvGnlMq67cysSSfArF8+nvncH92w7xLyuZs6/Yg5HxhrQaj7+ooBaxeG2nz5G59xGFL+b8ckxSsMxzJygqtUr5IQ1lcd6h7DqVQRRFIk5r4I5o0ruwRRD1SQAjqcSBFAp6UQjVar3NxMECkIJ8G0LbMEYccJpG1ML8HxQPMlUNYxMu/WASF8h0MBuDFCrKnbJYOf4bFqmTYCQaPg8oaP9Rg//2JRt4Kq4Y/V6l4qUOBUDEXcJoj7UBGpJhbYqMmegZQWVLfUkhu3xWYxNS/Kf2y5EiABhSKSr4tkq6ArCAWlAKl0i54TgiIHUQdgSLeGwan4v07qz9EQn2VHq5FGvG7nag/VR3AmFzVoPj01MQ1QUuqdNIiUM7m3C6YvRMCOLeEOWwj1pjPkO0qo/PBU1YEb3BDOYYM9IC3v2TAcJcppNbJvKvp/OYsayIbpDFWKWTVTC/917Jj8bXYrq69hLBWLUonUsz4VXrafqGDw8MIvT4ocYc+Ps07qItOYoxxWiHTZr2nsB0KTkmu2nUvANZEiiV491dADlTASvI0/ztCmqVYNiIYRX1qAEvl5PPgJIKTYFXUMgUDyJX6vHlE5OxJnIxZApQcIswtEI5bBCSFHRd3tEPXBUQWJWnNcvWMvKnmmkzQgzY8285szVx8/lrFujXDlWYUqDla1tz/samxGvf+eKI+nYr3DVW8/gvJ4TyU3PlyXJGfz3qg9Qrm1kcOpuvnD4PPprP2VB4j4WpWIsSCzEk/eiCUmm/ENiiU/Smvgw9/Q+wNJYL4H0OTyyjDgtzI2O4UsYcHOEq7+kPfZKAKT0sb0hTK2L9qjODUfn8ar0AGnNBm0Wtdz70IAlkRH+ffhU3m3VvZebjHYGaiCE5JOzB9heeyuK+AEScPwoGRmQ1Mp4OAxMvIoZ7RtoSn0R1xuG/JcIGYv+osToCV4Yn/70p//YTXhWTgjSE/zeeecpayjZDmfOnv4UMWp7Hh/6+e0EUmJZKlQh9Cx1udtSca5/3+sYyRY4e9GTD9pi1QagXLPZMVUvzXi4MMX9wx/n8IY41z1Uw38ICucqVI40ojgCQ0iCUD0mcjJwEIqBlgk4ffpsHusfgtZx3JxOZYlPR7xE3jXR/ICJvjSxVJHM3iaCVoVQzaU2EQMURNhj3I3RrTgI6nkvZUUnNKoQWIBSN8ZTRYDq1EdKohGbWsUihMPS0Cjj1QiVIxGkrSD7w2hNHoGpEHgKQQAKEqUq8SPyyTd5tT43JRXw4z5eRGBMCrSyym3jC0kp9XhCKRUiVo1y1aqPoikCEUjCSoXDB9rRpYcdDWhL5Zi1boBCLkIxb3HSnIP4KKxKeyyT/Vzbfxp5A+i3EDkfP+lhpurfgRCgGmCkahjhepypPL1MrqYTVEBTfUzHo1w2yE3F2D/UQXJ6Fkv1KO5MUm5XsDKS+x5dyqxpw1TNEFQ17tmxFFUaCCmQSKQBXScP0hLNUZMGLw+2Mjs0xvJwP3uMHl636CF2Oa38dGwl33v8dC6du5X11Zns8NsQKRdlsl5AQDbVMIYtVE9heFMXJ523nRE1DutbKagqfqj+grJ2xn48FCppjZ25KH5LFVWArBoIFyQCiUC4UKxFSDk2uh9C5D2EBEeV1BoUBpwSd2zbz6tPXvqM53hHY4ILL5zBbfv3UO2usb8wwklNz09UvnneStY2T2PqSJ75r2kjlYo890YneBqWuYZY+i4y3jeBGkfKo5TlYd7ScyV2+P2MFr8CajeKEuHW4Y18vf9Ulsd6eFfHBnTFqceYquCjoChpUlY9XtX2Xa7Z/wHSygaWN17G2S3v56bBO/jw0TO5qnUfK6zt1GQIP3B5tLSIV3edjabU7xPbc30s0EuoSGJ6issa2nC8z+L7Y3xkr2SgOsUHO+5lYWSUsj9x/Fh0rZ1U5NUo4ukOLn/2nJiyf96cEKQn+ItiYVsL333DK5+23FBVFre1sH14lHeeuZaFDU2cPPfZs4sXdrWwsOupU5Cff+tF3L31IKcu6kEJKSRMi6R+HxPVe9k5bSalV8ysZ1x6EJ+dwx4NU1b1uiWTQj1cUAJ+jJlyFr/cMAlqB+4cm5aZWTqSWbRqjL59bfi+SnYsiYICusSrKQit/tnawgK6BplMGMuTjNaieJ6Gmi7TqgU4roqNTiJVwtQVKtkIQdij7aRheswxPj3jHmq+xpu2vpbq7a2oEYlWVamaCmiiPk0sBUEIks0FAhNsWycRryK6YCobJkCrPwwXVwiHbWQZRisJWlqnmJceIVeOUMyb1JwQEkkyXcAxVeyshuPqWI5Pc0MBRYFkuky5rOJItS62BOgiIDXhMBYHRQT4jsSLghAKU5kIr+14nP+ttNf7uwmkL3jr7IfojGa5tm8tu7IdtDXnOVxpRI1Kps0YB70urP3ZJTJKmuj0PLlqiHs2LWF9bRHhoYDwgjJuUwXXUBChAFTJ6TN306wVGS0m0GIBhcCiJA3OnLOb7sQU3Uzxs12r2T/Uwb7BTuTMKhiSmHQ4+dRdZPJxtox2ovjHhH0AvdvbqTYohKJV3D6Lcgcs7jnKBYt2AHBL7zKiWo2gL4xAIFpqeK6CGnUJXBU8FSkg22ghZH3KXymCUoPkIYdAFXzjFw+zqKMVA4WbfrmdhTNaWbm4m+bGetUTWVSRDS5tfpoV6ReWaT833QTpP81SwS8Vvrzvuzw89TinNC+m3ephe34DtpQsTsyjOXIOyehr0NQ01dpDrLG+xY+NHnaVZuBbpxAX9zHmzmVTYQOTtRALI3lsbxhL1Hio/ztcMximUV9DT+ha2vUW3tLxMJ4s06JnKJYPUgsCJIL3zJxPY+Ky421SlGkYwkcBbKWJfeNvRleaWN75MJ9ZPMk9Y1s56CYZyN/H9OTreCJSNl+5i77JvwZgTusdhIyFf/gO/aMhjv38Ntud4KXCCUF6gj8YQghueMtrKNTsZ6w68wSu57Ozf5T5nc3HR1BLtsO7b7qFnF8iMc1m9+BhPr3kCv5x1fl877GDfPnnV1DzdPT5RYQaYCoBSkQiukpUgzjmhFJ3+FEkmheQNzy+vOlhrFSAmvAQUmB79RGKiFoDty5gAwXoqkEA1gaBdW4BChqO5uOi4exK4IZ9mhbkKVcsgpxFvjeGanq0rhtmKJ/ELxqQMQnXbMwOmwNOM1LC5rFpFB9uwHR8SufWQAF1UkcWdYyKxA2BrnlYB1S8lS6qbqMdKydoehJ9MqBt3hTChXJgkD2axDcUPn3hT2gIlemrNVDWVzBe9Ogyc/hxsH0d1ICKbVAJqfQfasZr9CnYFkEoYNKNoUjJloGZVMomE+tbiTW4NF44xLAWRbN1VF3iOwq3T8yjbfY4lusRsWxiVFmUHgbgjTMf5Vt9pyGFim7WCwaEVRc70PAChSASEG8q0jS3Xmijsk+jWrZ45UkPs3h+P4dLjdwwuOb4OfGE92nVMxgqJFk1rY9d2XZ2FqYxtzrM1uEe8mMx8JW6ODxooYcdlq09yKyWUega5bAewU9XqRyM4Xs6Q5UmUusrFLottKokcRAohglWQIDC4GQCu2whY/WKTrgKqishY4ApQQHhc3yKv6M1zP55eRoeC6AoKHVDUC3z6evvIpqH/UfGuVFuIyJVfvDNt9HYEOXgkQzKaAytIYb5qt8uy/4Evz295QEAct4k/zTnHUhZ9/gUQrA5s5Ptub2sTS+nln8/SXWK/5y7m3ToTFz9VGp+iib3qxyUDVyc2k1IcRnNfoK4muOscIFa5zQmgzKW4pApfAFfNgGCot+AaV7K9aMTTDkFzpAL6XD2cFLjPBShkA4t5r+HruJlrSuZI3+AjsSXZSQ+06Ot/E30YqS8iIr/QSJahKr9GLnS/yLUJ19o5LEk0ROc4E+JE4L0BH9QVEX5jWIU4OPX3s7d2w6yalYn335PvRjAowMDbDjaj95UxcxX2ZHvJ22GWZjs4JptIYrVeiyedyAOgSDa6iAbS7ijFtaQhpZSiERLjKgmQVkSPwzF6QJtWQF7VxrKUDQCes26vUooXqMyFobEsTkdBYKEJO8Z1CwDJgSRWoBtqzTPzaJZHqZZomAamEkHJ2cymY/hSA2SAUopQNM9ZCCRUnLhA2+jxSzScvEo7uYw+WNlPGOBg3pUw2n2UFM2TtairJoYeQ9XUdGiElUJEEcsGswqVqT+4MluSaKUNLwEWGp9mSF8ap5OT2OGiOXgS5io6oiQRzzhQCDIF+JM7JyJ0DwiXSW+fehU8n0RxIRJqOxTXq7RFM1RDQtEWRIAddkeMKNUwHM1ytMlvlApYXEw28y0xBRl36S0N0k5GyY2J08kXsOMugSOQs6rW14ZyRoAMgCKApB0zpykEIRpC+fRA5c3t25iVmKc+8fnkIzV2FFuY1+plQcOzSLrhFnb0MueUit39S9GOhoCkCoEuoBOhyE3wYJgmFwhgid0ZCrAWpqnujNF6LCN1CRGEaotEsP1WXDpIUa8FJt2zGZ0rAU0EAa4YYma0xFaXXyawsMKVQgKKl7eQAQKuVKeSLugmtYod0hqLQIC2H9wgrO6e+AIeJZgcJpkS/8QFzTM5Z/edAE/e2QXl61Z8Hu5vv7UGa3meXjiIGe1zidlvLhhCL70WZKYT0wb4h0z6zHsTyRgOn6VA2PvIa3U+Pbhc+jWW7k4NUWIAKd6E1PFO/nX0ZN4S/MkC60JdEwSigtqGImDoMCCRAujfg4YJGKewpLYK7hz+GH+6XCUVqvKq6bt5Jz4JAeKg3zj0AqunnUZL+9cQT7/Qd7YMEqtdi9hMcA0PYTVcAO2sxchNCxjEUIIIlq9fyZyf4/t7kCIFD2N/4uixAiby17UvnvJcWLK/s+CE4L0BC85xrJ126exXPH4sjVdnazqbCfrF/GMKcKaxrV9da/LVy4+k+9O5QinJZWQDVMGr287lVs276MUFPDm1rAdlYRWAddE+BKaXJSQfswYuV7tSNgKigRXKqghDzQBZQ18gRmvcdFZK/jpxNa6IjMklaEwQQIcS6JRHyizPQMj5KGFbUoH4tDiQgDClwQxH6dokM3GCFcCrMUONjpitkNL2MYLVBILarBgiqHNbXhjFs15h9cv38a0ueO8Z/MlFHOQShVx2nyyYxGscgGhBASOIDBBeIL/fPRCFs08wu5CO0MTKagpRDoylHpjRMswlQIZKNRqGpEleWKKpFowEEIyNpZGsSRnXLIHTQ3YfriLoyMNiJ1JtFgNLwyOK1kYHmHl/Ho1j4f6Z+NH6qOmX7nvUlav2k8t0ClUw5C1KG9QkLOLlKVELUu65mcpuSZDE2mcgTBBRcVJQDJeQApBSilhCJe1mVHWLq27enQZOb5+4yVo6SrarBpZNwJlwSvmP46uBlw+5zG+tuVlOC0+HoJoQ4U3LtxAIAQ3bF5HoTdJaHEBVfdwywZqRuCmVMrtOoqQVHokId0jlLDxUQlFnCeUN8IHqyjxTAmqQFMC5i3r49D6boKqAVJSaxSUmyRBuH4+KXWtjepCMmLxsbecy8ilBV7z4x+BENw3fJRTFk5n/ehRTls7kyU9zz+h6c+Zqzd9jyOlCe4c3sW31r31Rd3Xw5M7uG1kAwDjdpaHJg5w18g23jvnUpbHxjkrfhCAuDFISB5l0muiNXo+XvUH7Ci1MOnEsH2N7dVFnBPbBkDN20+vLJGwLiHn3E4YSWvqm6QilyCEoDaUxJMbCGSIDi1Hl56nK5lnTngYIe9i11CNnpBDRPg0aFUAhFApV25lsvRfCGB6862EfkVwRqyzsd0dREPnkAhf+KL22UuWE4L0z4ITgvQELzn+5c0Xc9uWfZyz5MkEj5hpcsPrX3P89wfH9vGe+29AN+BNi1bw8TXnsvjGL0IAtNvEujUusefy7fGHIRqgyIDM1hTTZmU49+ydTPhR7h2di1fROB5HZAvGiwkA4lYZI2zjFEyMEpiNHj8a205I98GXKCWFsiZIdeSxR8J4gUOgCGplHZUAahqUNJSiikAQ7ioRaq+gqwF+r0khUIgdjRFK15g6Gie5IIth+uQrBoWJOLWkT6Ia4BQMfrBhOe9bdDuzGkc5NNlCpaSj6h7eTJfBUgTNFIgFDk1OiTarQO94E3duX4Gh26QMm6nHGyjfn6aaUFFViTnpkOkUGIaPqtXvyFbCQUoQSoCleuhafZo90VBmeCpNV8c405JTbDvUQ1kaZJwoQQC+rzK6t5Fg0qI6FWLuKQPkiIICyYYStZxEjzowz0Yh4PSmg6TMGrrwGCrGuPv+NVRUHau9RCpZ4GgpxcqWfgBM1eeRoZnMaB4niEo+/aYb2FdpY8P+eYzsa0KdVNhszWbNogNkSxEMJ8Arq6ghmJEeJxWqP9BbnCrFIEWpN4Ya9fDKOrQJVFvDDUmkWe+DqmOw8bYZRBbW2L27B6FBJFxl9ekHGCvF6X2wB6WqEPiSgQen4XR4OCWdQABCEhwr8SokmFOC+CGf7330Dcyd2cr+/nH2Hx3ngjmzefDAEY7efZQviPv5wf5dKEKw8e3voDH87HXUf5WHDx5ltFDiZcvmo6l19wBfBnxp1x2MVgv8/ZJLaLRiv9W198fGOJbYY6pPfTRVPYfP7rgZJ/D59NKXEdd/98QdS9FREAgh6LCa+NjjPyBA8sP+B1m77BUoSjtBkGd5aj6TxV8CJVTrPP750EzuGhtkSXyEabqgSennJ1OLWRcbZnpoApAUa7eROlY8o1b9CSJ6KQDvm38OJzfPoq80xY8HjvDR6fcQEEFVfAxRQh57OVbULoRIk/MmcGSR4cp3aTbq70iBLD/lOBoSHyEZvYpK+XqqlZsJhV/2O/fNCU7wx+CEID3BS46OhgRvO3/tb1xndMSjejiBowjUs3WEELxl9mr+Z/8jKErAtw7fiV9RYdJCxHxSbpS8JRkfbMReqHFgsh3XU1CtADNZwc6FnuJJVzqaIN5ZpOAotMyYIpSwSToahUmL18zZDErAj9afhiMFpVoEPxNCHBN3lcMW+IJAC9BcpW4bdFgHRaWWUjEiNm7FwM/pHB5oImhwKR5uoqkxjzB9ar5OLFwlfnKZoKKwyhtm2DS4ZN4Ovn3HmdRaFbpCk7Qm8+wfaSPZUKbkmEhHoaG1yMHxVqSvYHsWbkGgRiTlkIZiQyhcZdqCEeJOiL5yijYjR7uZZ89EKwXHJBorowzptIg8gQq7xtrRYzVeOXsruhLQQIXbJxYySoz/t+kU7CkLVQMt0Ej0FGianSdjh/ECldioj722iK8HZIpRXtG5lQ4rR0VagKTFKBJrKFI+1IRfE4zkE2y2p3N58w4UJFWpkw/CSEWh28piS43p1iQ9Sx5kj9XNrRvXsH1oBicv2ceaWYfJXxbi5v6VaGmH3slmDo62oORUMo9FaDhvHDXuMjWcJLRfx9PrMZ7WpECdUih3+SBht94NBwWa7qNXA2bOGOOxgenka2GUDp9wn4JWFZRPqxHYGr4HwqGeiCbBF5IZ8Sj6hGT1ijYWzmmn5ni8/V9/hOP5nLdsNo13lRinRGpuEoC4aRLSnt+tuHc8w99890ag7sn7hpOWAbAzO8R1Rx4FYGGynbfNOf35X3C/A1JKnMDDVH8/8a/fXPtWtk71se7X3AYeGj/IrUP1ZLNTm2fz8mkrfud9PTy1CVN1EAhaQmle230ad41u44rOdbiEaG6pe3/6QZ6KswNFiRA2T6UUjNAVyvI3XZto1SqgVWgyZ1EJ/QOReJ5Dk//MTCOPc2w/mmLhuvs4kvkaUf9xFqseA/JsfL2Dre7/8cruU3HGrsD1DgEKrfH30Jb4AP1jb6IKGAKG7QYUNUoqfCFh86SnHUulcgPF4hfr+9Pnoutzf+OxB0GZau1WTGMNmtbzO/flHx15rLjFb7PdCV4yKM+9yglO8NKj5tWTXAIp8YL6aN6Hl5zD3RdezaXd8/BkgIy6zI008a0Fr+Nds+oPaFVXuPmuM+nf3AFFjZDqcubpO3jjK5N85ryLCQ1bKH0mMmcwOZzCNSA4lpmtyYAPLb6TUxsPcf+mpZA1iCZrxLvzCC84Xhi5q2WKT5x7B52pLGbMJj5sE98kqDzSwPjBRiqeiauBk5ZgBJDyCZKSbDlCc7KM6tQz3AFEKGBArY/aFisWcrqDGXE5e+Y+1rX1MX3aBJbu0xCu0B2foli28HwFQYCIu4jmGk5U4qs+UgZ0zB0n3VZkVvc4M8OTnN++lxWN/fzd4rv5xxW3YuGT7CjRFcnSbWVpS+UQlqTm1QWH0x9CK1Ifid4dRWZNSkEIt83nsos2kKmGadbzKPeGqboG8VjtWFyeoNks0qLnSSt5BkfS3LhlDbVtSSLjgtDG+ujgUC3Fl3dcwJduuZR5a/qZ1jwJgCcVxvNRWpUC7Uaekxbux2ys0NkyfnyAW7d81PYqStjHTwX89JGTufW+ddgNFlaDg3RVgr4IdkxBq4ISgFYVqFUwxxWMjHI8QckalaSNPFZH9ZjVVv37t6YCQlNARkPmdBQbRCDq3qqiXvO+p62Bfe0lrucwE5UyqiIIW/UiBOmmCOm1zTRMS/B355/OLW94I3e/5a1EDON5nfemrqEfGxWNWU9W4pkVa2J6tJGoZnJy88zndxH9jkgpecfG/8e62/+Jmwa2/l4+M2VEOKdtIRHtqVWGlqWn0RFO0WTFWN04/feyr0WJOQgBca2D7xx6kDf0nMXPT/8kvtzNP+1+Iz8e+E+E0NDUBjqbrscwz2C8+B0+OP9kzmvqZcI3yfo6o16IHAUOFr+Br53JNWNrMRVBWAgi+hKS8Y8yOX4Zce9GNHkE2xsmEdxNW+gAlplHU+M0RupZ9qbWSVvibxFCo73hM4RppOB10JNYx7insL9wF6OVR592LNqvJDRlpt6OlP5vPPZs/u/JZN/P2MQlz7nunwKSJ+rZv8CfP3bDT/AUToyQnuBPktevWIIdeDw2NsTRUo5pqSQAPbEGPrjgfAYHJyjtK3PxglmcNr8HTVVZf6iPDX29KL4KCDRXsjA9glPSuWVzgVkd3+C1J41w/cbVeFEXK+riFHRGcjFSmiBhVGmyipQ9g/GpFGp3DWFKIqZDY6JI3542qGoMes2cfUof1lqfr42tRu8L41sWTlRBuAGBDmZWsHrBEXamWxjLpPBVgU7A/i09hFMVyqNRgqqGU9UZ8ExSoQKPjM1ET/h4gYLt6WDYRBWbql+vFLN/pA2JoFQzQQj0kI9f1kAV+HGwsgIR8pAScpNRMoca8Bcq6IqPptQFcHs4z+Nj09g4PANLuOwbaCfWajPiJsgGHgf6uzAHIkQqAZorqM6QKCGXmlT4xZGlzEmO8rKWHWSvPMSOTBehlM2WbBfChp7wJCHFI1cJc9O9p+Ibkni1bqAvqxprEn2EIw49sQy3Hl6DHwgKhNg00s3uYjtvbtjEdCtDIOGa0dVUIip3DS6hs3EKU3e4d3IevqujWh5R30FkfQJFw60a1PrCZCZjENTdEyotAarhwjSJ32+hVuvZ+b5Zr18vW238BS4gmNs5yuCWJooTMVThowiJNxgCXUGVksAAXXXwizpSgQcLezHaJNRUilWb/p1jnJ1qZcllM/lB7152GUVmrkozc+YLr6rUkYrz8/e/mUy5woruJ83Po7rFz896DxKJIv4w4wy1wGXTVC8S2DB+gCu6fvdRy2ejyYpx+zl/+4K3c3yPu4f3MT/ZyoxY41P+dk7LqSyIL+Cy+/6dx6fWU/RqxA2V9WNb6YxobM7s4uGJaziteS4XNEsGsp8EYGPpRrJEaApUbi7OYcgNUfV1FKliCoMPzP8klcoECeUwocTH6Mt+lpAs10PSAygT0GmO8DpjnHSy7gkZ84+gqhJdlACPQuVuXH+IaZ2b6BEmU7XdjAw+gip07CDJf+y9i5OaZrGmcQYAofDLqFRvwq7dge8fQsoSQiSetV/E8Uf/MS+8E5zgJcAJQXqClxRPlDT79XKjtutRsh0aovWRNFVRuG/kCBsG+3lw5Ci73/4+AMYni9z4i22M31BgeK3Jl3Y/xg+HD3LPO/+KI9ksvqYSAJrpED0MeSfF9olmgojDliPTCSUrKB02phng2ipySsHSPAwrIFcLM5JtZk3TAHPmDXBgqAPVFihmwFRvipDuUivozEhPEDNs9lYaMFQP98IylSGfWiaOl5IoVYgegdKcCFMHW9HiHm2LJhh6rKveB6qF0VIh2BtGH1NIdVZ5cPcCQnPqsWNKSeFnvziJlo4MA26ScHMFxRY09+QAqI0oVGomogxKSYDhQ0lFccHzFcYzcQ5u6gFgfd8cjJqkw8giCxp7+7tRNYW75ULSZRsZlUQtGykUir7JzPOO0DppsUQOMzqcZnO4g2zEAimxQxrTEnUbp0S4QoeeoehZxHAQqRJT5TjTkxMMDTejOhJNC1BPLcCURmrKoz2RJ2bVyNZCLEgP8ct7l1NzDCZmKQgBA0ESgIFimp/vWIVXMPAUwf8+dg5z1/bT0F5C6VWZ2NZA47IB3FCUkqayoGeAy1Zs5vEj07lr+0pA4iYl+CqhXvBCEtV2cRoUxLEynKH9GuVZBrmqRW0wxHgQR8ZVPF/Bbw9ACFQJwggg7aA7EhkYEAgCT4ARoEZd/vquH2L+sETF9ZgYyhE/PQVA1Hx+I6LPRE9jip7G1NOWCyEQf0BxEVINPrX4ch6eOMjbZ5/1B9vvC+Gre+7jOwcfIawZPHzJ32H9WmhB2ojRaMYYtwtENYPr+u4FBK2hhVTdRh7L7Oeh8QNccO5fIYQFskbON8n6EeLGKpYkl/GRfXupuvViCZ/Z/UO+suxKgsjXkdJm/9T7yNuHaFDq0s8WT8o/VfiY5LH9HMg8hgApJynm/5HB4vePreXTEHs7DdZCLp9+OwKNT2z7BXeP7Oa6I4/w8IV/f9xQP5H4LCUlhWGehKI8uxgFSCY/i2WdgaEvQ/yBXmBeVE4kNf1ZcEKQnuCPwpaBIW7avodXr1jM4vZWALKVKq/+zg3kqzWufcurmNNcH9GoOC6X/uf3GM0Uef2apXz8ZWeiKgrLW9rYMNjPoqYWPvDTW9nUf5SO1nGO7LcIekIItT7qN5wvckvvXtYs6GDgsTxSF9QMFadBZ6rSQbi1RHp2kSCAB3IzCDyFiGkjhCQdLiPD9buWYfqc0nwUS/W4sOMA/dE4qiqRriASrzJxuAkhwWu3uXTT68jJEKoS0JHMk0mHsfwaJUwCCxade4jPnX4Lm+ZM45N3voLcWJxQY5lqNoQMeXgVDUX1MZeVKagmbsFAKziYMZv54VEebZ5BwW1Gibm0J6roqv9ExAB+oIAAP2vROCOLFvWwd0SRnkX+8TRZ3UROr5AIKjQ2lRACDo03cXjrNCJTKtUuj2ntk0TnVKnZGqOjSXZlO+jsmiJkepzUfZC5oTGY38vW+zvoasvi+go1qbE+M4eJfAw3ZzJr9jBbct34qooArh1fg9ILo0cbEFJgdZTR2mxkq808d5hkqIaUsNAYZe3ZjzLlhHnn999GMOYiml1+1L+SBx5ewmQ5SRBAQ7xM1TY4KXaYt3Tcx9byNK6tnAFCkBuK43oqXgLWzd9PMlrhjIV7uHP7ctxEgNTrysBvlOhln8DTMUcFbjjAzPhkFit4YzH6HA03b+KFBQQBZAReWiCFxNE8CASRYR11VKA0SKQu6dKTDMkpfE9wtFwgOtMEdILGCF959SVsOjLADRu3s/af/psvvfoiTp/7wqagb92+j3+/cwOvWbuYt52x5rk3eBF5ZfcqXtm96o/aht+E+LV/fx1T1fnJ6e9jwi7SFkqwKbOX4eoUfzXjzfSVMmzN/owLW8NoIkZr5AoK5Wu5LC3w1Vk49rVUqreyPLySveVmMl4EP8izefBsJC6tkfOpuvsxFDjspjCEx4FKG21GjrnWBELAjvG3UaGdczu+gWM/iMRhb2EPKWEisdHVtl9paxKAnmj9vtgVSaP+ipjUtE6Sqa88r35RRIhw6NIX2p0vXV6CMaTXXXcdd955J9u3b2dkZIRsNks4HGbu3Lm8/OUv573vfS/RaPRF2/+fIicE6Qn+KHzoZ7cznC+ybWiUW97xJgD2jo7Tn8kB8HBv/3FBmilXGMkW0Wz44YPbmdPcwKtPXsoVM+fz4427yA5V2JatG7IbtkskIihmTay8RMwr0WQ08N71t9TjHmP1eD9RE4hjb9Vmsi5cFaVeP1oqIHYYpHYo6CWwX1tGTfioiuRjvRfRYhbpn0whdUCFqtTQhEAG9YeDY5sQ8XBLGq4PE6UIC2KjHB7pRKuBsBXmnzrETwaW8tWDZ0KrJDgYwWmVmI1VnLyJoylUG8BvtcHzUVQbr6BTzRhsctMQkuCD7klMvR4DZmd1pCfR+nR0wPYlaqQea6smPZxeQT4Xo7zUAVTGvRhVVydsuDghgbuiRnk0jOYLZLreJ5ruI6YEE/kGtO0mTZeMstdrY5Y1zmQtiqr7NIXrI7eZmkXJMbn70FJa23Ic6UujWgFCB6+sMp5L4OsC2emjjUjcKQO7ycPxdTbWumnzMgxOpJjePs6EF0IKgdZYw+6NICdMfBRGywpSh3ld/Vx06laqtk6Hmyeu1Tgleoj/di4gMAIyowlAoFUlDx2eTypUZtuRGSiBQtyxKfomAo1qzKNRONRKGooPZlHB6XIgImhpzOL6Kn7FRChgTsCxxGkC0wcdkAFaQcUsC4TqU+qRDBdd1jYt4v7cAVRFoghBICVnnbuQsKGztLONdx34OQD/9tBd/Nt4P++bcyVntyx/XtfO/3toC8O5Av9z/6Y/uiB9qfP+hWezONXBvGTL00ZHnyCqW0T1ug/w99a9n335PeTLn2N5uJmPzzMJgp9wU99tLA1bqECIAeLWGRyx62LmwoZxXt+0hZ3lNubFdNKiTNZX8KQkkCBR+OHw5fRXPdpjWf6mZf3xfWsiwPHzSCVNzvxrjuZvYH1Zcn7rZ1mRWI71DNWW3j3nHC5sX0xHOPW0maS/VISs//w2271YfOMb3+Dhhx9m/vz5rFixgnQ6zdjYGI888gibN2/mO9/5DuvXr6e9vf3Fa8SfGM9bkD7wwAMvSgNOP/0Pkw16gpcWyzvbGc7vZ3nnkyMAq7s7ec3KxeSrNV62ZP7x5Z2pBH973il87RcbkBIix5I5Huo9SrZUJSurzEqlmPInaOuaYjwcI9lkk0+pJFM1hndokD5mKok49p9EuCCkgJwg3l7hyFATnlAJHAV9n4I5JvGn2wSOghpIhCIpKSZVz0AkJVelHmHfgWlsGp9BplFFa6wwLZTlPctvZ6SW4ieHV6MqPsLwmSBKdE4BeuPUSmHuKc7ErBxrkgZ+VBKYUMWoC8JjzQ18gV00SXfkEQKKIxECRwHfQ426uBmdzHiUztYpOtsz9O1uw+qtTwfrMRdZE3iBgmhw6XztUUplA68co1o1kFJlS383qVQZN1AJXAXhKwQCRvenURZNIBGEO2rkRuPkjuoUvhEjd5HLprEeSpkwpu7RJrNIWbfPiZouZc0llKjXu58XGUFzJPf9YBX2KSpqwiHIa1S6ArAN9JqH0CUFaXHNj8+lZ+EQl05/nKI0OVpKUTI1rrjgESzXR9EkfQNtPLJnFqlICYCQ6XLn0YVEzRoPb1mAOiywGyRKVaCqPmbMZu9wB72Pd+JHQEiJHDQR3fUasmtSfbzizEe5v28+68fngSpxLGiIVEjG67ZR3mMxIkfqpvuB6+ObCm5c4KUCNNNHrqjhrY+QXwCBIfDxef/qk9h73xEK8TKtp8T49MLLOGnONABSkRBXn7WWR3sHGGh8HM1zuGPk0ectSK86dRX/ftdDvGbNkhd62f3FYSgqF3Y+WXRASslQ4XtU3MP0pP4WQ00/Zf2HJvbykW3XoIkU/zD9Z4zY82mxQIgq/3hwHv84O0GTXkNTp5HzG7FEiajSh6X6rIqPoEqIKD6mUHDNVUxW7gLgPXO72TD5I04K9eJIjWJg0Rq9gCZlEbPNhRhCQa99nVmmxCXKrNhZWEYHMsjiFv4FobahRd+HEApCCLrDGpPla5HWqYSNOX/QPj3B8+MrX/kKs2fPJp1+6jk2NTXFFVdcwUMPPcTf/d3f8YMf/OCP1MKXHs9bkJ555pm/97cxIQTesWzpE/xl8ZWXX8SHzzmN1viTUxa6qvLZS859xvXffuYa5jQ0cGQsw4VL6zfgyxbN4559h9l8cJCBw1k+eNmZvPzUv0EEIT786C+4e/Ag1ak4PbU0R47kiPT5VHokWpuJNX2K/P440hMUJuNEBhzWtsXZdrhKR+cw018/xSP3LyLTHENRa0xmDEJlmEmWYKZD4Knct3kpm4fq9jRN1hSTVZWLV24lrHlUx0OMrJ+GIgKalo/gt9TjIPWwTXJVFhGCcSeMCCSiKtBaa7i+iam7xF0oVMNoIQdn3ALrydd4xQNF9VASDmrIR3qSlKjQbJQwNJ9Fs/upjFV5fG8P6YLNGusQg26CQaMeUxYKuViBh13RkY7AzmrkC1G8mgFVEAmHjngO5+EEF52xG00LuCm7HCkDVMujfeUIwgoxNRnHrmlojS4jpTiG7iGAYs4iZ2mkHJWUVaHVKqBaASe/aRuLOwe4Z2geW6ZmYRkV3EoIf8Qi1ZLj3Ol7ySZiDDkJptwozUaRHUe7Wd7az2nTDgCQ88N0d06w0Wpho9OF3CMppDTcsMLmQjfb9VZcS0U4YCd8lq86ghVxGeptJDPSjJ6X6CVAgHoQfBMuOXsrbbE8l8/fwvqg/l3qvSGcRg8Zq+JWNRxDQ41JTDvAXm7DSBi9rGGmymhJG5FVmVoqQBHgQaB7vPXeH8JkBbqhoFY4ee5T69S/99yTeS/wlV1h7h/dz5Vdzz8G8+Klc7l46W+29TnBM1N1ezmc/TwAuppieuqD5J0K1xz+BSujtyJJIrDwpIqnzGZB6u+4fei7HCjpDNdSpMUBNO8IQekoj1amE1cqnBYdoiRNDHUmU94kZnAErJfRFLkMN8gRN5bjKZ3cN3krmysziCoVdtXOYwWn8fKO1Wyf+BzV8g2ERApPZji55V2I4BFGxv6TsD4Hw74HANU8E2EsA+DI1CfIVu9CU9Ks7Nryx+rOlw4vwRjStWuf2bqwoaGBz3/+85x++uncddddL14Dfku2b9/O+vXrOXLkCMVikeCYi82zIYTg29/+9u9l3y94yv6JpJMTnOCF4gU+H3r8u/SVx/jC0jczP9H1vLcdz5b46Nd/gecHRFSDV5+1lIZImH+74iIu/fx3qeLRkoyRNOrJHtNj9bfSabEUt3zsKl7xD/+PYSXL2hlNPB7uRQ3ZxOZkKexNgVSo5g3KzQdpmmHiaBr7M204rRLpSwJLYpo+IizpJcb0vUWOVlpwiiYoEkP3mB6bIpQX3LllJdH5Lo88Wp9qU1ptvDhkhmMIHWpVnbhZQlUlqWSFiUIMLe2gKAGa79fF0uwKqnDpHKsxuacJeU6+bj3lCoQtSM3K4TkK9ohFaJvFgQUd7BvtYHbrCErI5eMXP8j2oQ6WrjzAnOnDzGGY/954Fn6Dii0UXFfBlwrL2wc4EKRxPQV5UMdtdpEGoMPfvvouQrFJfKmQtkqETh4kkqoyUIhTcCy0IKAhnsN9IIF3Xg09GVComIxWEogaTIzHuHzhNgzhc8/UXF7VXfcxPb3tILsr7XhSpbVpnOEDLSxLDtHRkKWjIcvuO0/h2vEzEFmNqZ1pVp++hwXLJpHAY14HQ3aCplSR4WyKR/pnYell3jvjHtpDBeY0jvC50itgJIQIVAyz/rIbFg5ZH/SojT3Dxx+2UGv1JJRfHlzClUs2cu/RBUgfsBVETsOeSHBkMopSVBBS4Kc9qjMrqFvCeBaAJLRZxbRUgkmd4ipoi0Youg4FzSXv1wg31sMqUgMxqo5LyHjqlPFktcw3Ht+HJwMebZ5iTcPveIGd4DkxtVZMtQPbHyVu1l0Brut7kMnyNSSideuqT877PJqwODnRTCS6gPmxc7j56NdxA5VI6AxktQ8jdDmnNM6m4heY1XgWh8cupuplULULCaV/wgMTu4iXL0bKAnPSnyLrptic7WCWNUGXobEnn2Nb7nYM/xqmaw8Toz4an0h9n3D4PIZH1+H7Rxl3B9CkpFFvwdKejDXWlNSxf5N/2A58qfISjCH9TWjHfIdN03yONf9wHD58mKuuuooNGzY8722klH9cQfr7GiU9IWz/8uivTLA5Uy/Hd8/YjhckSP0gIDh2zrjek755TYkoX/ubK1CEYOWsTvqmsnz7kS3kMmXe1rKWD5x9Kg4e3/jgy7mxdwMP1Q4h8z6WUuOSnsPsjrSxb6iTRGcWJ6yADcWqybgbRTZB4PgIW0H8yn0jtztJ56pJjhQ7aInnufr82zkzOoq7UuOqm9/Af113OWZREErZaMtyuEKhUS0wMNSMbriUqwZSuuTy9en31lGXfFLHVhUwApoaC/RMeVx48k7S55e47d7VbE62olcEiblTlH0D3fAJhSpULrYJBpIAHOpvJzkjw1XbXoVcBUZbjSAQZDIxgoeTFAKNasrH7vEJhR0ygUGAgtCgtW2c0VqUGiaBobCkZ4Bhvx43oOo+kWgVEOhagLQhiAZUHAPzkhzZfIixahQnUBECpC5Z3DxIVzQHQNyr0VduoCuSQVMlL+vcwY39y1jZ3cf86Di793Yzq32EfDmMExNMHmkBW8FdKFm56jDiWGZysRbiyvROllijfHDwSta0H+IVczYxUkpACPprDbRPn2Sk3IRdDHFoQzeJVJlMbwKlo0bRNgnrZfxWj1rNRFF9HipP56FfzkZYHlrYIzgaRiAQAtRJlcAAxQnAVlAfioCqoPmAL7AtE1lSaWmL0rDToSURYqtfQMxTIQA75aEFkoFqnp89uJONjxxmsFaAJRavWryYC6fP/v/svXfcHWWZ//++p59+znOe3tN7AkkgIbTQqyIiiohr3cWu66q4ftef7i72gqsr6q6KXVFEQTpCgARISO+9Pb2fXqbevz9OCLKAogREyfv1yut5nnNm5twzmZnzmeu+rs+Fpih4foCpqvy5VF0PSz9eBvDnoCoRTm6/l0DaaEqtm1VbKM3KgSacBhVHxji//SxGh0+lUPDxg1E0/XRmR4cQaNxfSLByfAntoSwnpkK8qu0tSOliatOouPt4IruHm/pv5EBhjH+ZlEcRUPH6WZfRiapV3t74GEJAgzbO/wydjidLjPtRuvQKgYQHh/4/5jREmAjaiQe9lGXtocowLiKmJPD8IYqln1MfOpmw1kA6+pZjdmycyp3YxW9jRt6OEb78mG33b42xsbHntVxDQ8NftP1CocCnP/1pAF796pdHV62hoSFOP/10hoeH/6ra7M+6mx0Xkcd5ISREjGjPJGzF5sIlz+5ZWLQd/nvF4zTEIrx92SJKrouhqrSk43z/ujcwMJbn3MXTAHjiQC//dMttlKsODQWDhnlJMtkKQ7lirVhpEyiiyK3lNWg5jcSkLAJBVEnz6tguXte0GbdB4f3ma6lKnVLepDgeYtw0kFKpGaILkIGKaytgBsi8Qn6SxqkzDjB9Uh9z6vq5e98CnohMR2Q0egt10CEJ7fGYesJBdtppTMuj7Bkkqg6hhiIjg3UEUkEi0cuQK4Wp2iZ62iEVL/KG7rU0zCjgSQUpFGbOO8zWO7pou6RWuEVZUrENWqdmOJhPEys4BDmd0BCUoyGkWXto3DLWwTsmr+NT+y7C9zUCHdyUQEOiJHxGgyinJPazp9qEOdmhmyp9/WmGSjE2lpppMEcp+ybpdIWyZ5B3TJQgQMHHMxT0hI1QwEq4KEVJezJLRWrkixY7Mq0M1e/HkSqT4hMsMw6z36ujIgxi0uHUhv00hYpUGqs8sXomP/nVOTSeO0h0UhEpBNmDSRCCHflmWlMZspUwhlN7EJlijeEVNU49cRch3aUlkuNTd7yW85ZtZVZyELdLZ/wQ6LrNSH+cllmjHN7fCghUW+A4Ri0f1FPQ7ACv0UEUBF5vBM0+ciLqgkCRSFXiWwK96lNtUZCqRK2A4oBvgFOv440WCZcDcsUx/G6BsGviUpYN3JCPkdH4TO9dxLdaTMwDOwObVg7xuulzuOtVb+NwIcOZrZP/rGvpxpVr+K+HHuM182fzhcsu+LPWfaWjCANFPGW79er2Rdzbv5wP7JjEpxdcgi2jKEojQTCIpnaSjFyMoTZz9+ABft2zis6IZMIZYM3ID9k6fA8rM518uKsXS5GEZZVHh32kTHLz0Kl8ZMaJTEq+jdaYxtrRlU/2XWB2eJgPdQzSlriYjZnvUy0rgKSKxz19n6AQWEwyGplqjNVSffRu9oy+B8VegSqzVI70tFGDQRrqvnxMjks1/wUC/yCV/Gf/9gTpMZyynz179jNffLZVn6ceuu+++/jZz35GEARHi5oKhQIXXnghX/jCF/6c0b5ofOYzn2FoaKhmHfdnBB2PtSZ83oL0LW85dk9ix3llcue2PRzqr01NDY86TI0//f1sqcKvN27nB4/Xps6ssMan1zxIygpx71VvZd7kFuZNrhVBff+htdxw+yNUmhQwBfmsw/DQCCIABYHiQ0TTuOXAWgpahOSRRn5BIIkHIQr5mp+pHWj4gcDOG4zvbMD3FZSGKkqdh+JLdFyMsEsyWqZ/OIVwVJxA44F9c2npHueeRxbgJIA8tKs5ABQ1YOmVm7inOJ3yYAihSIQZEKlAJFomnA9RtEN0hLN85txbOFBK8919Z6DFPBZEe2i28gCMuWEKnskjv1mIGDMIXIGiS3L5MG11WRQlIKJV6RiBsUMppJAEZQ8lr1GVKrvdFm5qWMSFJ6+jbfIQt649Bb/OQwm5AAhF8NjQFOJ1VWKidnxMw8UbNbhh43L0Ops2I088ZiMkNISKNIWL7OkT9PsJKjkTM+biuBrTm4aJGlX6Skmi9TZVR+fGBy/gtAU72VtM86PRU6kfcZm34ADpVIGGUIn9mTqqtsXkcw9z+GADpYJBJOZgVzWcMChSctfqRezZ00YvCVJtecqKwbZKM9GWCr/rO4FXiU2s3jyLk1oP8s6m1QB8fOg1FGZp2LZCtaBzuL9mQK+ZLobrI9VaV6XwkETRoGyrRNqL2K5EHwxjxwEVAlPi1vuoBYE0qVlFBRCEjvxTQK1K7JSOF4W5iXpOJsRt9NQsuIoaGD6y3iVI+DiTPULjOk6D5JyuyeiqyuR4HZPjTy96AKi4Lv9x14MEUvL/XXz2Mzo5PbB7PwAP7T3wF12Lx3kKIQQ3Lr2G/nIPX9r9SX43LPjnyf+BITdiht6A6w+zpxjlS7s2AhEazKlEtH28NrmdsLIB6c3hxsPLmBcZYEp4nDqtyJgb5ZK29zCjrmaJpSnwka7N+B7kPJMhL8zmvMqpTRqe0Y8lfPr9OAYOFUWjz03SYRSpoIGEqjdGpnw3MeEQ+gO9EFR+jQw+jVBeuH2QEbmaauEGzMg1L3hbLzkvwxzSJ9mxYwc//OEPn/ba1VdfzVe/+lUSiT/uF/tScddddz1NiP61go/PW5DedNNNL+Y4jvMKYOmkDhIhi7hlMqul8Wnvff/hdXzl7pXMbGtAVQRxy2SwWsANAkbzJV777Z8ypb6OG696NYam8ei+wwgP9KxER/C60+fz40NbCTyJZap847JX8eAvHuWXTpa6zhylgzGGD6SIthUxQhke2rycQ16K/sEmegcSVNIKoslBOApx10Ud9akzmtipFrBtlUrFxPd0UCWxtiLJuiK5bATH18F3QZEM5WL4kQCJ4Lf7FqPWV9DiLkFwxJZkdpXRapx4vIjueVwzfRVJrUKbkkePewgBmSBKMTBxPJXN5U4KQYhyg0rQqzG0sZ6g3cXfHGW8TdAxb4jWaJ74heMYdgZtBM5v3s2vHl7GQLEOqUrCoTIx3WFZywF+V3cCntCRvkCIAAG8a9oadlYb2V5qRFUkvoTWpgzJ9jyjlSg5x2KkJ0HVVVkwpY+EWubslp08sXoWEw8140Ulcp7D7FMHOKXpAHuyjfzPI+dRiqlYSZeKpZKrhiHlMT4RZutoB22xUeaog/i7Q9hTVcKqQ3fXCFtHWsk/noJRAzNUE42qrVFptGg3cxzOxvi6eyatySyqJ9ky0cH2Q51YvTpnTN8BQCCpOQhEQWoSvamKOxSqWS8JQHrMKw/SM9hAaEke0WJT7UlSGbUIDTr4agi9CNVuFzdUswhTnSN286qP4qhI7cj3mADUAFGtdbuZnEqw6RtPkFweIzNJR0hBuD+EX/WJo9J5dorvnfFmwrqBpvxxM/IVew5w6+baPi2b3MVlf+A6AfCJC87kpsc38Jr/8/px/nKGqv340gMkmdyHgTK5yqNU3W2E1ZlE1FOpBj7XTv0n5iU66B1cgJQ27dFxZqf6maxlUQR8bNL9rMpOol3bz+6xNhKMY+jTMIIcUVUlLnxKwmZpagOa+k4m6QGagITRiK3NpEW5hEXBEE55EzYCU0kx5C3H5mFMJU9r8r1ESj9E87YTUZt5Wj7RC8CKvgsr+q5jsq3jPMWHPvQhPvShD+G6Lj09Pdx2221cf/313HPPPfzmN795WTgNDQzUZt+ezAl91atexete9zqam5sxnmdb42PB8QSk47xkTG+sZ81Haje8/zstsPZALwD7h8ZZ+YlrCekaTuCTcar09GdZu7ePwVyBXcNjzGiqZ5M9QqlbcFqynS9fdhEN6RivG57Hq3/wM4q4vPXuWxGNHnVVl2SkgjnNoznURG+1QiVwKDZM0F/sxkp7vLvlJL4y+AQiJJEhHy1waOrKMp6rwngdUiqYoTKeq2FGbKxkhcy+BLYpasIkp6EZLl7FApVauoDh4PfV/EhlGAJD4tg6humTy0WJNFZYmZtKV2iC9RPd5IdihNJlbF9jV6GZVWNT6UjVIq6lroBhIZFqnOgToBVVyhMGuyomrfOHKFoW0hLIGHzrOxcQmBqEQQSwzWmhvlpgW7YFbNDCfi3iUjCYnR7mMb+LtFVmjjPC/RMz6AyP8d4ZD1EODG7pX0ybmuURexqKFrB+oJ13T3uYVKxC83k5fvD4ZQRCgVlVWhNZANr0HI6nAZJovMKoH6cxVsSvCopOiHIDFAOLLfl2yppFeL9HfF4VU/WJGxW8KQ6tJ+bIb64jNxRDr3fpWDAIgDHq4MZq542zKY5eL9Fq7k88vGcmBdeiUDA5NNKMWFBCq3MxWyrIrIr0dCgrfOwNt9MQK3DboRPYRM2GKZaqMnEoRfvvRihPG2P8NRa6IvHHLXAUrKHaFHygu8iQjzosqDQpCB+EAmJenqb9TcyXMTYBdY8WufCcU+kdzXPCjBYWTG7lzOmT/qQI/UNOaG+hIRomkLCw45k+hYs62ljU0fYsax7nL+WE1ElcYr8OgUAPDuH6ZYKg5rHr+Xv53fJf4kudOrMWjWxrvo+tYz/GUn+MBIq+QVxzaA1leZW1laKjoXgOuuJQroLjNxHRJbqAiHAx9SpDuf+g4YgZZtKcSbzuWwAE/hgZ92tUgwK2dQWH81ezs9RCNPLvtMvDjNibSSsBjj9IvLoKQ5+DJ8IYSghF/Pn5yH/zvIwjpE+i6zpTpkzhwx/+MKeeeiqnnHIK11xzDbt37yYUCr10A3kW0uk0g4ODCCE4/fTTue222/4q4zguSI/zkvJc+Sn/cvEZpCJhls+aTF2kdnGG0PnMmedxaDzDvxTvoiOVYFZzA1XPo+TWppgnd9cTDRl8/2v3EU+HaYlE6A0KAEhXwUGhf3cj9lCE8aYy8ckQBAoFoRPYKrat8d1dWxBdgA8gMSK1bSfCZYbzMQzVJxQEpJpHMcMe2bEwE6UIviHBlMSiJZqiBUYHk+TsEFbIpn3qKH1rWwmyOjLpghDYFR0RCBxDpTwRx+sP8fnhRhxdYvsKE0NpBtUUOys1ATLhhJGewlA2hbAk+riConuAClaAJzUO9LYwZdIQCGo97pskoUGJTHroS3L0BXXc1LuMpFaFuoDArYlFdUKhu32UU5IH2FDqZGV1MoriMz0+jK4EJJQqSl6wVutESvCkAqrKwVI9KaOX3kqKahPIbO2OfvvQApYkDrLzt1OJVCXWtAzhsA0SpA9ixCRAQ3EhrNdSBqqGTm8hybyCTTpW4LWdG9hbbmJmYoSgQ3DvLSeRGUvglDT0kEelqGPbOtXeMIV6DVQQlk8QSFRfYX3fJNxGD2tBGa+ooqZcmo0sJ83ezrr90+gbaSQRqpm/pmUZN6+hxnzKBQvhSRQ7QMloqHvCqEUVIxzghSUSiZCQGPMJpKSUMpCGRHEEot5GsQVBzuPH966maXoTy69tY0X0N2T9EDf9vpP//pflfHLblzizYQkXtiz/o9fHQCnPlXf/FIBf/dPVtETix83PX0S8wEURCopQUYXGhS213Mn9uTl8bevXGXE6+NycDC2x00kYKUquzac3/Y6QpvPh2ecR6Kezuvg49VqBh9xmlqXSNHI7AKZQ6KkmiIXGUIWkThthxA3zo9GFLIjtZ1Z4GFVtYtw3EN4usqXNLDySvaGo9dQ1r0HKCjvHPklYdVkU72FIQMiYjSbEkXxUh4nxNyGAR8pdSH0xb+z+r7+PdqB/Dsewyn7Hjh3U19cfg0E9N0uWLGH27Nls376ddevWcfrpp7+on/enOO200/jlL3+JEIKZM2f+1cZxXJAe52XB1KY0n339sxdndKdT/Pqf3nT0b11V+cmVV7JlaIgr587l7l+u55c3rWTwIoP8HA0lr2IGOmfPnETzzoCfTxwCQGZDCPKUqwZBoNSejl2oxl2MooocMUFIehtUpCWJhG3aGicYOZBmIh9D1XymLeihXLXwoxJcQIX2pgzhkEso4bBteweeBmO5KPE5E8QMm4MjddTHy6gywCwG9A42IRIebTNGUBTIj4eZOBQl3F7CiDk4jorQJEXPoDwRBhSkIXHiAYmCTdDo4YfAGzOpRjR27WshFK9Stk3mnt2LPR5mcHcDnqPjZcGuqpiGJGS52K6BkKD1qVxx4QaSZoWEWub2jQvREg7rD02mK1MgPxFl5IF2lChwfgUpFFr0DDGvyh0757Nl3TQ6zurDaqzSW0gwbCe4bfgESvMMZkYPs7xzN5vzHRy4rwuxI0RoeZF82McRkKsa6DZkbROvHnIFk7PbdgLQX6yJVYQk3FhiYjTOzlWTKSYFXd2jCN/HyemIsEQiCAIVGQXKEj0vMduK6GGPnG6SzYZ59/yH6IpOMK/7MDc+chFfX3UR3bFRNkx0Mr4tjRtX8fWaM8CBtzWgFyRq8UjBSFUQGFDukCg2aI5GNFaGiEQqJr4p8Qsmnm2SHIOS59M3nONRWWL/tibqmvN0t8S4f/xB9hUPcbjU/ycF6RPDvfSXajnEa0f6uWzyyyPH7G+Z+wd2cKA4ypsnLyWsPTW93VfexY8O/hthLc61U/6LkBY7+t7j42OszqSAIlnlHcwK1zxq7+rfxq8O13w/l9ZPZmnDiWzLnYck4F2d78BUdHb0r8LzRzGFxwcPvIZ3dq3i1GgPZRlQ8DT2Vhs4r+N9TEoohI2F7Bn/f4za+4noT/l+VZ0daGoDmtpAV/Ja9oz24Is459Y3EDHnMKVlHZXS9yhU7kfxdwPQpBXQeIhC/ovE4h9FvBIjpceA+vr6v7iC/s8hEokAMDIy8qJ/1p/iox/9KLfeeiu+73PfffdRqVT+KlHbYypIi8UiK1asYMOGDYyNjVEul/9ocuyx9K86zt8fh0cyNCQihM1n5rAsbmtjcVsbRdsmaDYRiqA4Q61VxYcCnAnJ1v/ax/73FWgo2RQH03zh3MvYZ3+HL2xJgDwiOvQAX9GgZgGKkAJt3CSo19CiFUzVP1oZGwSCgZEk5XIIFNCEjeeaFHJhwqEc+aKFDIFHrVCqYJuENZdExKa1riYyeocbUapqTQi3GoTjDtWsifAFsqSRt2pfIiHXwUgGKMkKxVEFUVTp7Bgm2VxCD3wO9jRiuxrpcJmGSJ76SA7haHzuhAdRCXhd3ZXkbItQEeKdRey8wYm5cQiNsGcsTd+sBLurTSwxD7Ez14K0VZgwyA1FuWPzcrxYQGWmh9GvQE6FpOT1XRtptvJMqR+lNZEnmqxQrxV5wJ/J7nwTnq/g+SqXdG2hOVygQS/ynZ0zwBaod4cwT3WJWS6O1KkqAjXiAxoHM2luG5jPeDVCuWLQeLCCWzIZP1QHukqrMcHZMw6yv1CP2uSTPKuMubqJzEgcofpo08rIrA5FDVlWEJEA05W4CA4U6umKTlBWDC45Yx22o/HDB8/AMTSUDoj0KcikRHEVfDVAxDwCRyAC8HUIhARVIHXwdZWMZWFrOsa4xI+AH64VPC27ZjbfHVhDPLBYtdYHN8XEQJLusMo5TcvoqfSzvOEUAFzfR1UUlGeJfJ7bMZVLumsRinM6phzbC+oVSF8pw4fX3QzUrOPeM/OpBgSHS9vxpEPeHWPM6aNDm8Vg9suMF3/EKcmPsrxpBgkjzKK67qPrzE2YRDQdSzWYmWjGVC3eMuk9SOlRcjaj6zNojlxIofR9dDwubtzH2sIkTokeBgQpI88Z0V00e58icF6HME9levrzNEUvJ2acwEBpL5tG7qVV+SKWGmZay+NEzRNIGSnGqqvYOXwpLdH3scVu4+S6d9AQeQejE+8G6TFJ7iSqlLFL38Ayl2FYf/3cxJeKl2Pr0D/G2NgYmzdvBmD69L9+p61FixZxww038IEPfIDDhw9z5plncv3117N8+fK/zRzSr371q1x//fXkcrnntfyxNlQ9zt8XP3tkI1/49UO0pGL87t/ehq4dyeOTkkf2HaQjlWRyOsVrv/czDk1kueY/z+Qd0+r5+f7NjAxWsMfGaX1HH0VTJWwqRFL9tMR7uPF6g4Sioy3JUTU0YqEKoyMWBKAGAIIAaFFyXNi0lb3FBgbCdfiVABQI6TYVzUFVfeqbMvTsb6W/v57h3iSBFGhJn0ADBx1V+vRvaUaPOQTpTG38Ri3ZSdEkhza2Em4tYpcttFSVKa0DbKnWXARCYxLPUjEsn7r2PNWqglHnUgkMbBmQSBeZVTdIR2SCSLIEqsLE7kbiqsMD410UFBMlJNFitfQDLeRhRquMhEKEE2WCviQ/HzmJ32XmkzmYYv6kHnIhA3eSSnG8gdAJWeKtZQ5NTWMXQohxSW85RbOVp7+aYnLjMB1GbZ/mhPvZvacNRk1idS6HS3U0hwtERRXv5AoF3eKa1tWUh0PcNzwVvdVGq0hivwqh1isEVkC1S8dUfWZ39FEqG2y+o5nGaRkmdtRz4bnrSMVKTLKHOeA0MFBNoGyy0Cb5MKWK1uhAo0PRjtPWWEA1A/R9Ycw+nd/tPoUt1mRmXdxLi5VH03ywglq1vAFOPODoE4cPYkJDhDw8T8GZZoMBap+ONaiieIKKqSE18GICawQqbZKpdWkOyQyBAlmlitBMNLeWqrCgtYWzmpZxVtMyADYPD3HVrTeTDoW586o3k7Csp533Ud3km2de9qJeW68EBit9hNUIMd0irlvk3Sodkae7GSxMnc+43UdUr6M9NAPXO0S+8A2E9PDtn/P1k+962vIVewPh0qu4eb5CQ8PviFpP2YQcznya0eJPCOkzaYldT53yYxRgUdgmV25gVWYKZ6b2YQrJq+p34EsYz19PpXwrmtpOwfpPSv4WHhn6Fxxf5a6RZbyneyW+LKGSQvi1HHtBgF75KlsyJ3CwtIv3TP00WfPfeHzkO5wfWnukha+Fqk990Y/xy4qXWQ7pjh072LhxI1dccQXW/7nG9+zZw7XXXott2yxdupR58+a9OIP4M3nve9+Lruu8613vYv369Vx00UUoikJDQ8Mz9uEPEUKwf//+YzKGYyJI/+3f/o3Pfe5zx31Kj3PMODA0AcBwtkjFcXHJYKoJfrxmK5+7/2EMVeWB97+dkUKt6GDcrvK6GQt43YwFAHzpoe+xLbyfsm1RdEwCV/DWf9+MbTRSbVII2yZ1zfmaPY/p4UUksijQszpBxGVR5yEAWiiQtIpUQwam7vLa7vUsOGGAQMKN/WfhdoyTG47iDYbQkHxi7u/5bP5UpA/xu8IoOchOtzgw2gkxG9nlEiQ8Ak9D8aCYiyIRuGrA++c+xCfvuoLcaIxAU6nUuehWGc8VVPfFKU72iDVUKLgG46MJ9rittFhZZoohwlGHCSXK93Yu5OFcB+gSKQUFxyQ0IiEQZKbWnnQNI8CIOIwMx8mVwd0Xo6lrHNdXQQXzhAJvPXUlmhJw54G5rClMQ/qCn21cxoPNs8iVLM5o2keqrYylOmzNtBHDwTkQwppfoCgsmpQcwoI53X2EDIezF2wFYOAHdbQZYxxyUvRG4+STJnYdaBmLpnQtihwOOShRH5nwmf6avQxVY6RiJXTFY050gJhTpeeSBtTdMdycjmysIksqagCqWWtzp6Q96BVUkypDB5KMPhxiyqQJBvc0omZMRINEGmA3gpYJkKbAD0msjIJWBj8s4UhgQKi1fFHfAKlICEDPCxbFGrnhra+hri7KG37yc6goKFWFLuL0UMCPSKqe87Tz+r+eeIyq59FfyLNnYoyTWttftGvolcrm7Dq+e+AGdGHwyTlf5s5zPsiEXWJy7OnTsCEtxqvbP3j070zui+jCQROQjv/jM7ZrV+/DFBKEj1v5FVgnHH3P8fprP/0h3vrEKk6NLub01CFmRzeQ0vfyUGESw840miOXEvW+ho+PhkALdkOwm89vFzTH65keB0P1Qemio/7tGFrt/Giv+wLa+D+iBBO4KCjCp8Gs5ZrfP3wrh8tZ0nSxLDmVVPLfUdVnFsId56VjZGSEa665hmuvvZYTTzyR9vZ2HMehp6eHDRs2EAQBs2bN4uabb/5rD/Uot912Gx//+McRQhzVcr7vMzQ09EfXO5Y57i9YkO7du5fPf/7zwJ83sOPi9ZWNlJJMpUpd+NnzVN590SnEQiYLulsYcO7hsb4vk9C7sL33A+DLACEEP7zmCh490MPrT5wLwGD+Tg5lPsYZU09kdLyLiTwgbIQmkQJUT9Smd56cq5EgIz7oAj8pESVJwiqjBj5uVuG2rQuxGxRcVSBUhcd7p7JyZDqNRh5b0UjUlbHwiKoT6M0VPjlwNmoRNMtHzdWiurPCA7zjjfdQck3+feslBN6R3C5NouseXslEIvjJhqX800kP8as1p+BPs5GVKPVWiZxvkWmQ9GeTJDSVsGFTlbVtDOeTzBJDVD2NTD7Kd9eciRfxUWaV0IwAH4WhcpjmFSp7zjSp684yFli1qGCPRSEwMHSf3TvbsForCAFXTNmEKmrCTquAPqYQClyMgko5CLNgdh892Xo+ue1VKAIIoDudY/hSga/D3nIj23Mt4CjsX9FFbHYWb56g6ht0XdzDgnQ/J0r4t3wHtl1LnRjd2YAzUyGoh+x4hMj8PGVPY/9D7WxIdmOFXT627E7q1BKHzRTU+6hOleneOItb9rJ1tIO1Yhq5oTALjH62ZtJkZgKeYGKJAcLAGlSYGEuiINEK4KZrY1cCBVEVaJUAtQjSEJgjCtLUCUIBVo+GIiR+1EfPKVQbAxJjsCczwKG9IwTzFMa9KuQN1Cpk903gnqCh52DF5gN889ZVXPvqU9A0FRRqRVJCMCmafNo5fyib4RfbtnLBlKmc2HJcUPylZJxapx1XOpS9Em3hNEkj/EfXGbdzrMoKTjDB1BeQCF9G1Xe5+fBqWkMpzmuZSzR8FdXitwGPSPhyDhbH+PzWu5ibauWqro8QMRcSM89gaPNt/LQ4l1FXZW4szIJEL1emd1Ovukj5v8Qb7qNQ/DarczbTtQfwA8H+coodlTS95RmUPZMvL34vsVDNBaKvtJKCc5i2+jtZO/TPIMK8vutjdERq7YmXps9mpDqAGn4/TQ1v+iN7eZyXijlz5vCZz3yGlStXsmvXLjZu3IjrutTV1XHOOefw2te+lre97W0vm9ahmzZt4qqrrsJxag/Qz1fL/dWM8Z+LH/zgBwRBcHQH/lTO6J9a5jh/Hwzni/xgzQaWdndw5rRJz3j/X267mzu27+YdSxdx3TnPzHVKx8K895Jl/Ovt97Ll0f2cuzgK8R7edPIsWhNJutNJGqIRGqIRFrTVprl/sG0948X/4pSWCr7/GHetmUXES+LExvAqGu2NGoMjEn1C0tTaznBfL35FhYoGSR+lpCAUMKdUuD23gG51lAOkYUwCAtsx2JDtQrUCttNGazhLJOrwvqlrOe/kg3x26zK2DE1BsRUUx6PjlF6iZQ99SZY6vUydXmZqeJQNZhzhC0LpEuQMPGq5TPuy9fgtAYfKKdKFLOl4CcvwsIwiQ+NJAkVQtE1KjoUSDlBsF6o6a9dNpdrqgwV6yEcrqVAAL6LgVnWkqtYiwFtC9BZMLMMmklGJbhaoV49QKJm0d46x6XA3nZFxFs06zI09p2KoPpvGu5nSMoLZVkSaClFZJRRyCYVyHLqnlcokD8v32L+zk/D8HI6hMTEe5asT52MMC3w9Qrbd5bo9lxNRXLpCEyygn/GJONE1OuqyMnVTM5TzFlVdxZAur568kQN2PXvKLYxEw6DC/EmHmRSpCY2YX6VJybNnIsWZ524nYtksNg+wt7+F13c+wYyWQRZ1H+SLj1wGvkQfUsCQuI5KtCtHPhdB833M7R5+0iKwaqJYGBIm21AFfZ+FtkfBSYFvSITuU42rKDaE+xSq5+VxA6gIhwcO7OdALgMauI0OhSaf8D4VtVzb7nfvfQK1KnnX1afzxs65PLZ6P9aY5Bf3buR9Vz5VXfuvv7+fNf19/HrHdtb+07uP8RX5yuHU+nMIpCRppGgLdz6vdW7rX8FvBhTCyqv56on/jhAKvzj0KF/ffS8AU2IfYHK0m8aWLUhZJV/8LttHdrNxvIXHRvdzsLyLi1sv59zEAj46p8pntv6ONblunsh18Z7QJSyw/heAAJO1E4N0uytYYgRUAUUt8U+dq/lddgEJpcwp9fsZyb2FtugKim4/jwx+BABfupzT+etnjH1p+myWps8+Ngfvb5Ra/v9ftt6LQUNDA5/4xCdepK0fez7/+c9j2/Zf3dHjBQvSxx57DHgqJ/SDH/wgvb293HrrrUBNhN59992sXr2aL37xi1QqFS688EKuu+66F/rRx3kZ8+UHV3L71l386ImNrP/Ye5/Rc3v1oVpO1OMHe55zG3uGx7h96y5AYWjwfK6YsYCokeBV856qPP7Ow0+wuW+Qj114Br/as42ScwIt0QwHnXrMxjJqNUqhJ45UJOm5GSY37ufhgzNQ9RTZCQvdcpk8uZ+mUB51W4h1VtvRO9tw9cjnSEiaRbyyjlM0CRocLN3FtGFwSysH5wyhpA8yW+YR1ZqZutscsCVVh1MwaZJhthVaKJVNdky0ISwfaSu4ZRPLdmlMZ+hoHWXsQII1Y52EZhYo7oywbOF+At0n51q8a9pBVmYmcdBJIwW4noZSUZEVhVB9maqo5fgkIiXypRhiZwyv3cWzBCCpXzxC+1gFcUqe/g0tFNfXozbZNHePg4TMUIxLpmzmss5NVIXC+U07uPHAWTSoRZbP28ZjI1PAlJR8AyMXUByMUNY03EDgCJ2QLilvThF0VAmaXKRU8D0VJSEJGQHpcJWGUAnX1/n6Hedxdcdavvrx7/H73EyecLohAbPsCd7ftYJcYJK2iuwYayc+I0M0UNm+o4Oxjghpo0RJM7B1nWnze9i8v5OTZu1nX7GRymgYbXYtsqsqAfi11p9qFfQhnRI6blQidQXQqN9ZRrhVRi+O4UUUhOXjDegIJIEqkW5ApVEDAa4I8KMBfgy0ggC/lvv6E/chosNtCB+kBFFQUX2JVhAEKghfopclQVA7p/ozWexJAU47jIznn3a+T0unWdPfx+TUMzs3Hef5oys6ZzdddPRvKW2q5Z+jqJ2Y1rMLt/nJadw+sIKU2U69WTv+beEUAGHVIKHXIqyKEqdUWUm28A1mhuAnCwQ/HDiZQFUYLj3Mgf5/43QzxJfmXIAQdyAISEW+Rnvid4wVf88ndu5hqvW/fLKtlmpUdHU8oeAIhZNjh3hLw25ygWCUmsespkTQRBhPlglrTS/aMTvOK5tVq1b9bXVqei527959NOdg2rRp3HDDDfzzP//z05Y5//zzOf/88znzzDM5++yzuffee5kyZQrf+MY3XujHH+dlyozGBmAXXXVJDO2Z9iNfevWF/HbbTq5ZdMJzbmNqY5rTJndxcDzDO096FZNjT+/uNJQr8LUHHgWgMR7lYyedwf9babNuMMtWP0TBsyhoOZIzYW4wi6bGtWwYb6GIyXZ3mNapWYQa0KpneGfno+SnWGz6+TWMDsaJ6B4Vz0IrCTTLw86GEI4GvorvSkquTs9YGKVq8N31S3nziet57YJtfG3TaRRtEy8KnmeBIhg9lOZXuZPZYzehWD6q9JBZC0WA7YeojESJWA7pBRkC22FkIMFp0/ezZNYeAOrdMg46PxtdiKrXbhTVrIpwA+qnTLCg9TAip/DQjjlkChbCoqaOCIg2VBAKHNpbz6E2F2NDI9MaR5CXCKaFRrm68XE25tr5Xf8JPLJlPtPOGWFq6xCyolAp65R1jcezk/AVkDst8sMhitMqjG5uwu+UaCWJsAWJHRLNt+k6+xBG0mH7SDMFI44bkwQlHcdUIVTrH3/RnK0snLofRcAZ1h76xuvYvLeTD5/yKyzVw1JceifqKedN6ltrnrKVqMVn9l5Ms5VDN2vHINAFW8odrLx5Lj4gHJXfTcxjumhg30QTUpNIHWyhoBUCvMkO5DUoCVTXx5irkqkmEAWBHwGqKpoH5TaPUjrAGPkDL0c1QNZcWnC6fFQdpAcPDw5haP0kZSOlqo+v+ogJEy9aezBRCpJER4y9E+N8/GM/Rz87Uev0pMGJJzw9evfp5WfzpnkL6E4mj742Vi1ysDDBovqOZ63KP86fplL6PqX89QDUNa5C1Z45Y7O4bg6/OOWL6IqOesTDc+PYAE16Ax+bewFJrUrV3olpLMbQZiEII6mluLy2eSv3FM/nhEgRy68Qx+XU0K/Y5ug0qGV091pMfsWEuIBx7xD5UiP3ZjsxhIdhjKArFsNBA6fF+zCEoEGFhvQPALDUJK/quoWqP0HKnPaSHbO/OY6hD+krkUymVqAqpcQ0Tb72ta9xwQUX0Nzc/EcLmo41L1iQPllVL4Rg8eLFf3TZM888k+XLl7NixQpuvPFGLrzwQi655JIXOoTjvAx5xymLOH/mVBpj0Wf9Ij11chenTu76o9swVJXvvem1z/l+fTTC/PZmdg6Ocub0SZzZMYmVb3w7B0dWsGJwH98+fAbFAFzFxwpUNu7sorVrhH2yEc2VKFotmtYeyRLXbFQ/oF4tMbw9RXLhED2FhprXZV5n5kk9CEWyZ2dLrRORAk4qwMxJfB3O+M21nNl8kIWtfTxycApKBYKwJCRd3jjtCZZ27eGf17wRGxURgHAUYh058v21KGyhaqL5Bpbu05gu0DuUIpBQdXXevf4qyr5BWPPQ4i664hN2A/S4TzRZZX+5iWWyF1cakATVC/BbHXThI0cMjKpkStcQxbyJ8vMQedlA+TUu58/dQZeZQ4sHfLd1CUa6yM/uPYspU/vZf6gZ1TSxQg5Bh0Bo4Izp5NMaCUNBxn1Eg4tqS5q3AAUFPeVhpWo5SJ3xCayWMdZrXVQdgz1DTYyNxgkGDOad00NV6hj4rC91EQSC6p44e6a2ML+ll2LV5OZvnkPhAhW/ECUVLqHW28Qsm3wmQuJggHZCmYJq4FQ1xIIiCyN9dBWLPD4xie1mG7lqCKlLhCfQc4LqjGotzaGiImTAaRdtwwx5rP7FfBRXrzVFUMCLe2hZDQJBYFHLMVUDlJICQc1pgXSAlALbruV/BYFLWzlA5AQVRSOIAA4ojkTqgiG7xODhIna7gzcoCB92iY3DhVc+3e5FEYIZf2DIbfseF9/7P0zYZf557pm8d/Zf1zz75UggAx4Z3UBUC7G4bs6zLqMoR46pCCFE5FmXkdJF+rtRlJmAwVA5z037HgMEd/VtYrK8HiPIELLOJpb6NmUMNFkGBDE14P/N+RZbx2+k6DxCQql9sceFjS4k4FEo/Zy66ib+3+TZTChXUfZP4KGxu3m1OYyCpNPoJRS+kkpwB2NMob38C4KJnyCiHyAUfTchLf2s4z7OEV5mVfZ/a3R3d7Nz506EEFx++eVce+21f5VxvGBBGgTB0d/r6mpTHbquP22ZQqFALFYzHZ4+fTorVqwA4Fvf+tZxQfp3ihCCzrrks74npeQTv7yXzT2DfP4NFzK/s+Uv+gxNVfjFP15FICXqkbaMjneAqvMIp6Thgs7T+eQjk8kOORzun2Ao20QpMwmjUgIEBSOC0VihXZvADwSjdpTY/HH2j0eJKCq+CbU+oB6KWrtzyUgAtoBAEmig53zcTgVfatw/MI1U1iY8CMRsirqOYyg0JLNUKhanRg+wds1sKpqKFxGUMxGaZw1TzlmMH45hNZSxEg6lwQiDPUn+/feXYys6jlCJ1JfQjQAQhAyPRHOeidEIggBL8Tip5RArDsxivBhGDXuUFYGLiqtDd9MoqbYcKaD3hBb6psVwrBhf2XEO/9PxU246uAQlHFBBozpNku/rItBUNM1n+om9qHrAeCnCoa4I7XXjjD3YjD3JAwl+SJBrlkih4Rsakb44keYKr69bR2dnhnX93Xxlz3mYuoePghNVuH98FgcqDeQrJkUnRHYgQanZ438OL2Xurumse2QG9skO0oSSY+IECnWRCqoqseodvFviTOrNsnl2DCcZ8M6Oxzi/ficegujeMt/bfRqBKUCTCF/BaQwQmoI2qKGM1ErnPU/BcU3aTu2lb6ABL2thxDxkn0kAuHFAAaH4aGEXMW4R3iMJLA85K0BWBKICMgzKUIT99S5qOECraLWoiy4xxgLSuskEHlITuHW1BzMjE9CxRqKqf9y43A18Cq4NwHi1/BddI3/vPDy6nq/u/hEAXznhI0yPPfMh1wpfiapNQ1EaUNTGZ7wP0Df+PgqVO4haZ1Mxv8hbH/sOMUtiySiXd85Bc/NEFBWch/HslQRBAaEcedBWagVo/XaMDfk5JKXDBckdaIrEkaCp0xkq3EGDVmGaso9ow8eJG2dwfvNFrOr/ENO0lTRGKtjuz7ghM4NSUOGT9T/HUH284jfwRJJQ5I1IaSPLvwRtKop5yotzQI/ziuSKK67g+utrswh/6r70YvKCBWkqlWJ4eBjgaIXWkx0InmTz5s2cdtppAPT21nIHpZRs2LDhhX78cf4GGcwWuH1DrTPPrWu3Py9BurtvlM/98kFOnNLKBy97KlIkhED9gwjseKGBx3bPoy01QlkuZtWBnSiuwCpJ/JCKbM2Q8soUhqPYukKlHOFbh87igbU5xvMp+ut1UCRj/XUQAZC4gcpwJooZ8lANnxA2VUdHKQoUX2A6HlVDR1V8cgkVq7MIikA9bCI0yVcnLsUY0TEzAaovqI9UGQ6Z2HmD/q2tpNI5rrlgFYVyiFs3LSKwwKhz8MLgV0FXXITy1KO8rni4gU62FCW3I0KsqcD1hXMoeGHq2vMk24qUbJ2e0TQYUChaNEhwA5Xq5Q5u3gfb4XAmyaU/+gBBwiXSVaJa0Wsem00eyrCKYbloRu2Bs1g00RWP8Yk41LmEdRdrjUapBYpKGDNceyA4+GgniaWjGLN9AMI4JEcl+uwqQoP25DiDQykOuk1QVIgPBpx4wR7GD+q8a8EjhHSXeKzEoYlmtookVWmgBJKSoxPVXUzN5YpPPsQ5yT1UA5VfDS7g0sYdAIy4MYx6G2WbQCnXpvCE6SPCLq6nExQVFIBAsvNwC3qbS05aVJsEZkuRhkSJSkOIwpp69EKAcF3k0ioCQTCq4XZ4SCGJrzDwTAMpoJqQSBkgEgF+WkImQC0qiABUX5ARLkIR3PrRt3DfyB42jw1yXkMbp3xkKobx7Lff23ft4huPP85bTjyRny6/hs0TA7xu0gnP8+p6fhzMT7Bq4BCXdM+kzvrjFegvZ8JqbTpRIDCV5zbw1o0T/uh2HO/Q0Z87q/3YgQfA9QvPpOh8kUNyFnOVXQhhoRuz6Kz/KYOZD+LLAq3JTwIwN7mUjdkVjActXLd3Ch/qepA6w+NQcBGp4Huo1O5Vawau4MTmb5GrPk5IbMGTCpoIcPwiXeYgg06CW/NtXJU4iKSCnf9sTZCWvkNQ/DqgIBpWItRnzyktFL9DoXgTifh1RMKX/3kH9G+V4xHSF8RHP/pRfvSjH9HT08Ptt9/O7t27mTFjxks+jmMiSIeGhhBCMD4+DkBbWy0h+8kk2euuu47//u//ZvPmzdx7771Hc04nJiZe6Mcf52+QlmSMyxbNZnPPIK89ee4z3s/Ye+gvrWJS7BIieu2m+4uHN7HpwACbDgxw2Slz2DQwxEldbbSlnipwenxsB7/d+wT3rjiHoKwx+5Q8bn1NUFktNqXAwgoXaa7Lk+7O0j+aoIxBEAi29nchEISHAtw5LgKBMaYgTJ/3nn0Pj+e72VNsoj5VRBFQKhgU+lJ4EUHLfQGBapM9OaAwWyJ0SRCA3lTFGbFQjtg/+YagkoCKoROalQUp8IZN2uvHiYRtBseSBFEAiV/v4Ssq6XSeqGkzsK0ev8PBrSo010sS9SV8f5yB/jSKCqVSiIqqocdrrTdDukvcKFPtDzMajSDyKUK6SypaxfbLZKoRqKrMmXWQpuYxVuyah3Q0iPooGR0QlPMWPXsbMUyPiq7iawJfQGhaFWOtSWinjtXrM3Kqj+sKvISH5kvkljRf3fxali3exv66FE0nDzOeiTIv2ctlLZtxfJXr77mcyrBFQRM8tHYudVPHj4rutuljdOkjdOTT3Dcyi0vrthA2HW4eWMxIbxJNEZAEU/gsbTiI46sIIRn1ozSGCqgtFYy1MUQgSM3JkuzMseuRDhQXtLIkNA5Kpwq4eDWJinfERksYAU6Smpj1FRKHFAqt4C8oEfi1mZ/iNAWrVyCQmA1lKikFbUjBq6ggFfwI6DlwEgKpAgJe+18/otwQoJoqV196Ii0dz124dOOaNezPTPDl1atY/0/vYWF9x7Mu980n1vA/69fxwSWn8PaFC//kdfeHXHXvzxmuFHlk8CD/e9YVf9a6LyeWpOfxpQUfJqSadEX+spkWgPb0N8mVf008dBlt6mQOFEexVJ328DBrR3aRAVrjn6UrdhFDDnxrXw8z41/jTd3Ln9pGeBr/Ovv7APSUxlGQrJn4EaXir5kSKVKSEEbBl1UO5O5lX+4xGg0Y8GL0FOsxrdpDXL2RZl3B55LYAWLqHxSYiNSRnyEQz20XlMvfgJQ5CoVvvmIE6d9ap6aXG5lMhu9973tcddVVjI+Ps2TJEt71rndx3nnn0dHR8SfzSDs7n5+bxZ/iBQvStrY2du6sRbueFKRz5jyVyyOlZPXq1UfzS5+sxodaz9jj/H1y57bd/GzdZt65bDFnTZ/8tPeEEM/Ztx5gxcCHqPrjjFQ2cnZbrfDt/IXTeWDzXk6Y3MrXH3qcu7ftoTEW4eGP/hMA9+zZwxf7bkISMPvMFhr6pnDn4E5IgUCSTpnYOY2JfIQ2I8pokKXqa5iej9MfRjQ4qH6AsV+nYVQlf4qPF3Lpah2ix6sjoQoyfSlCXaMoeq01JcKmqFtIAYoPjq6heg6FYgQUiSE9lO4yyrhKUNVQOssEY3ECTaAqgAAt5TCaiXHPugX0HW5CjQQoaRcj6qCrPqoSUBiKIPMhvN0mqiMw2kYBiPgek/QxMkKllIuhGh4D/SmmTR5kWdMBYg02P6suJVOOUrItEqaDECB88F2VtFXmqsU1lwyqKivvWYiQGqddsZ43Na3jQKGB/+k7hbFqBEmA59bUVdUQOAsDIpsh3FnkA0tWs7PYxB1D81kydQ8Jo8pj+6bwqD2FhCyhKRLP0VGGVGipGX9b0qcqFIQPRqqKZklu6juVBr3AnPggKSrYQyHmlEa5aG4tAuqiclP5VG7asowTu/cTIMg5IT5xx9UsXrCb07r30ldOIj3laMSkMhQi1xtHcVXcpMBNgJmF0p4o8V4FUzWR9RIpTDLjCuWJMFIJ8C2BmRcoWyKEe30K55RRgoDAVQgAOxEQ7c4Tay/hegoT2TrEiIoflQgEM9L1nL94Et96aC1SA8fz8TTwfI/7D+zj9K7u5zz/33riiXxq3f1ktRIfeewubjjt0mdd7iebN1OwbX6yZdOfLUgjugGVWmeolxuO73H/4A5mJVqeYWb/bMyMP7NI6c/F1KfSmHjK+eXDs2pV+luzq8n7McKqysrRG9mSvYP7xqawOeuwYmQr5zQvoNlKPWN7nZFazuetfT1MUWsV9YGE7V4cnwgbxof5df903tBS4oTwGGsqDSxKvZGOiM3MxOVUgoDf77uCixJ7ORycTh0gwteg6rNBbUEoyefcl3jsfRRLNxHRZ5IfmI4ReRtW4l9f8DF6WXM8QvqC6O7uPqrLhBDk83m+9KUv8aUvfelPriuEwPO8YzKOFyxIFy1axO9//3sAtm6tdWNZsmQJ6XSaiYmJp7n+A0f/FkJw9tmvbO+0v2c+e+9DjJXKZMqVZwjS5+KJw3387+q1nHtinIlylc172+kwxpjWUM8ps7p45IvvAeBjt9wNcDRvdLhQ5P2/uYPG2SpGJODsSXNJJtq4fWvtQUn6grp8Jz+47GJ+8fv1/OzO9ZROjxKKODi7o3i6wE/UqlpSC/KIST6tisXQPgNrqo+iSSxRIBkpMNxfx6zkALkdEayTcrjVKvZsD7+sUnYTdFLksLBQoi6+gDozz2kz9+Gj8sjQVKRjIqPBEQM8iczrNDeNsnagG0MVzLRGuGTWWh4uTuWw04BEQVMCJCA8gdQkvetaiTUWKG9JUYoK7KKgsXuCjtYMXlHlzW2PMSRqkeP69hwTIybZQghLc5idGqa+qcCqUohiUadQsYiFqgxnk6BKhKMw1x4halVZHDrIL4ZOZMKKAAqqFuC7CiBRqwLn/DKnLd7Osva9LGMvB+06rmp+AlVIAgdWHJ6JUvGolnWyQ3Ge0CcTzxTJexZ2xkLHI4j4BEkP3xOMOjGG1Th7S02kt0DvgUaMKSVcqaAgsQOdIFDoFwk+uOlKpieGeWJoMkXF4sE1J7Jmy3QqwsAYURCBQAooT4Txw+CFa/cg4UsqdQIvqRKeZ5PeVGa0L0klYVDKGWh5n2h9GWcwBJ6CFw6QpkRIkCUV31dRmj0CQyDiPoGsWUyJrEZqX4AdV5jRleRtrz+ZnbkB6u+ACUtiJwRqBRZPaWNCFLjkru/yxaWXMqeu+RnXwVXz53PjvsfpKWbZmRl5zuvlo6eexvc3ruddi09+XtfXH3LLhW9i09ggy1r+eGHhX4Nv7n6Qm/avIqTqrDj/OsLaS9dL+/+yIbuF9cU2plnD1BuSrHuYOdYoWziRxYkACu8ga59MIn7d02xzhquH+c7ez5I0wozyRlbl7mR2tIcWLc+Y76HpD3Jta5wTYyOkdJt3t6/l3A1zeM+Mc5hfF8FQ4dTun7Gt1M+idG0WSQgBxqI/OeZ47H01UTpyAZIqbvkXf/+C9DgvmCd1mhDiGbrtpeIFC9I/jHxOTEywfv16Fi1axIc+9CE++clPHt25/4tpmnz84x9/oR9/nJcply+YzQ9Wb+A1C2Y/73W+8OAjbB0cZuvQKbTEomwfyvP4vt/wyPtrbfyeONjHR351F/PamvjylRexuKvWVi9qGqRCYYZ2NmCGJJ/fsIPvvGYaVzTP5eHMAbrMOiYGy3zqlt/TVjWJllyq1KbH9Poq/ngIH4mu+tjdPtG6KoG0CVpSDJdi9FRqEZBIzCEcc9m/txVrbgEw0EM+QQiqZROtpDCkJxGOPNoefaw/zb1jcV69YC1dkXE2NkQRQlDJGTQFVS7tWs0lszZzW90JfG/dcq5atpLOxARdyTE+ve/VKEJiuC5Sr3X4Me0SQUlghG2663rZo6cZ82PErWptf6IeU8LDDBdjPJKZhl2oTb8rakDE9QjptSfZtFliUKnjq/ddQkjzqJYM3nDxCiacKKMpgx4vQRBAbzEJpgQhsPYYaEM6lU4XOzAYVgJ2F5oJpCDnWPi7wog5tZuY7SiokYDxaoRgXCdySGBNc9leasMSLiLko4xo6N1lKlKh4uqUDsZYPmM7TZUy9x8+iVKdQt5J8OkHr2RS4xCb+9rR6z38OAzYKQZG6kCR6IqHljOpOFGECr4qQa81M1BNF9fQUKSgOTzOrM5+9ivtjAwn0WMuzkkKzmoDIwcEYOYVmIggopLqaSVsFZhQ8AZMfLN2u1QmwGgoE5hQsC0qgxaBK/AsUF2oU0O8Z1XNhzm5vIq+K4qDTso3+cx553Lund8B4Bf7N/GfdRc+67XwzTMv4zcHtnPl1Ofuc/3a2bN57eznf339IXVWmLPbp/xF677YPOnKIRAvmnH5c7Ev+xOE/QBtyfdgmSexvOFc+iu9TA/PJOz/kpTqMKGqvKY9wzUNYZzq47jO40Sj/0AlSLAxu435iVl8d+/d3HKoCUt1uKxxMwtiReKKgyYkjWqFznAJPZJBAHag8/vxqUgEvx/cQMH/LrMTp3Fx67toDj37LKJTuZdK6X+wIm/DDD17BN2Mfwyn8N/okVdA96bjEdIXzP/Vac/HJP9l16nprLPOepqf6JMFTR//+MfZuHHjUYP8PyQUCvGTn/yE2X/hzfQ4L38+cu7pfOTcP8+m5rwZU9nWP8z0dBsVzwXyDBeKDOTytCbi3LFlJ6OFEg/uOsAnLz2bpngUgIhhcP8/vZV/ufNuVhw8CMAnHr6TLrORTK9HoTqCkLViKiXs4swIM0ceZntfC+mWHOmOHOPZCNXAIIdFWNoIwLckWSdC2KpiaAG+hDqjSH99gnBI0mbluKZxHZv3TeLmkZMJz8yimgFGUUfNCqbGsmzUG6gk4JeHFtFCDrUiCMKg9Zhks1FOW1rzGnUVgRp22ZZrpTMxwZbxdiZyIcKaQ8qt5YWa9RXKURUtD+XfJ+k5ZKCGBNacALfPoORLImWHW7eejt5c5br591Ft1flN7wncOTqXQT9GXb6E76ic3HSQ5pmb6R+u44H182gwS/zo0XO4dPY68nW1dq4BAj3k4/oqVhaUXp0g6hGdUkAzfJAB63OdfGPwLFAUQnMr/GL4ZKK+w7rfz0LM9JBRSXQoYNqivQx6UZaGDnB1y3rWat18Y9u5GF0lop5COOwQnj7Oe2bXHDg8T+F3+XloUY/DvWkOjdehdlYRqkRVAzxHqfWa9wXqhIYmfCzhUHIs1KJEmgIEeOkAVA+yGssW7iYWq1BXV+Dun55C5q42CASGJ6nOqyByKp6lo7qgOAJRUZCxgCAuUTyJrGl+TCdAmEfcRSQEo2FQBaWWWk5a9+xmtNxhPBnghiDVksW8P8HSWa10x+u4sGMGW8cHeU33M/Onn2Reupl56WdGT18JvGfGWcxOtDI93kzoJYyO5p2DVPP/ySS9ijuxErN5G12RyXxi1n8C4JRn4HsHMCPv4hwlhm0/zJh9D4ZxIqrSxFd3fYNtud1MinRgyWnAAB/ofJilycOEAFcKPKmQirwep/ILPAk5N8Sn953LOfV7WF7XT3edT9HPs27ibs5rej1VZz1hYxlB6UakuwEt/mkUfQal/PUE/kHKXs9zClLdOgfdOuclO35/TY7nkB4b/tpdNF+wIK2rq+O9733vM15XVZVbbrmFu+66i9tuu42enh4Mw2DRokW84x3vOFr4dJzjPElLNAYS1hzs5U0nLWBz/xASqB7JT7nqpAXsGBjhxM7Wo2L0SRKWxbLOTh4a3gMCRl2PwMuADAAFCQS6xJO1zjs7RtvwpUpmKEFLbLRWTV4FEKgiwHU0pBQQgDhykZqax4n1vfSM1iEEvKZhK0tTPSSn2fx0ZCFH6mMI4fKZGY/zQLmdLZV6AkBXfSb6UsS3GaALJOBG4Sv3vorE5Czr/Q5CzVV+c3Ahtx9aSMXXuaBlO5G8x13j87h49jpOm7uLzeNt/Gz3EmSpVoSjOQHCkChrYxTy9RSAofp2goty3LdpBp32GK+fv45sEOaJfCeDvWmUepfpoWE2THRw0E6jx10GxlKgwV2HFtAcHqToGgwUkpRcExGAHYXkmWNkCxHi0Vp0OXBrO1xwQ4RNFxfBgJ1CSoielsNdG8PrjXDWRWuZNbcHx1epl7V8ugUtvRjZMs7OGJGpNfN7RyhUHJ2Q4TLWaKAZNdcOvaFC0BvGH7JQ6hyCrIbea4IeEEmVaT33EEm9xKl1+3hw2xzWj3fhVXRM3SGIBaBLXCHpGa1jTqyf4X1J6hJjqJMk+YEY9nAYrU/HCSs1835TYE2AHDUI3ACQKKMmVrqCsBXoquDtDFNu8PGrGiIQaLJmBYaAu9bsYXpdmAMdE6AIRoiTBk5fPBVFCG48/W+3iOilQFc0zmt9dk/Rv4SSV+UD675PxinxtUVvpTPy7HmpIa0BRUSAKtUABvKDzEjU8lOllHj6EnK+oJD9Cl2Jd2NZy2lv3XN0/T+M535g5kX0FvPMjg6jA6oAVUhGg3aorMQSzQg1TIj9fGHW7WjAJWIXbuwH3D9SZHb8VHpH30zV3UTcPJ0G/wkA/NIPUJKfwwxfSaVwA0b4SgCq9ip8f5Bw6LUIUbs32O5ehrP/Qcg8iYb4B47Z8TzO3x9nnHHGX71tKBwDQfqnuPjii7n44otf7I85zt8BDdGa/YyqCF5/4jzmtDTRHI8yOV2rSJ7d2sgt73769NPK/Xv56HfuwjBUxqTLpPok+/U8UiqMUubVC6dz57Y9oIBqKVzQ2sGBzFayQcBQMYlalGjVEFHFpTiiISsqo4UUpbIFUkWqPmXVp04rMzc5yNZ8G+mGIqPZKI+NTObM5H5uOXAiUghKGYvu1lG0MYPv9c3m/HM2cnbI5VDQQEj3GMrUk28xSYZLGFNLVDMhdh5uQ7HSqE018aXFXao5E1zB/VvnoRdUYr0B3ctruYTT4yOoIzr5eT6pXJWgy+OcafvZfODI1K6QMMlGCdXyTvu9FMNqgsWthynbJn1qEk33cSsKA+UEkxPjiHnj7FzXSckJ4bU79BXStFLC2mcS36qTX+4iLcGEZaKGbRxbRRMBM9JDWIpLTyHOm4pbaYtP8OM9pzDeroEmiCzKURgIUTpix+MFCr9Zv5jq9G3cfXA+g3tbiAwpeAMhrEkFqruifGTHm0jMyzJoJwBJ4CjoO0JIUzJ74T5QYHxzHWNdFqGtJubCAooqyQdh7ECnuXOCpFmH9tM4uVkqciwEQlJ/qMpAd5xDjzYwkqtjxsI++lbWqtcDK8ALgRcW4ILu+lTaAzxNoGRVkjuh0AWer6F1lgmGLYKSgSiBVy9JVuCH/3AFK1fu5dtbNjGhlZmo+OipANdScSoaJ107iV9Yj1M+WOFNk06j7DnPmhvpBz73Dj1B0oiyrP65p+uP8/zZketje65mN7hydBdveg5BqitRjMQt/OfOT7C7Us85rduZkZiEG/j8z863Mz28BkM8GRmXTK//Dxz3ANnST4iFLuGfp7+TTdntzE/MZNXIIVaP9lGqnsunZg2gyQ24UkHKQYp+QB4FU+kgZZyMIiLoajPCeRyl+mXeOelHqGoL+wa/CYAnHYRxBtLdSFU0s230P9HQ6TSW4doPYVeXMjr+htqwgjLR6FsAGC98h2L1QYrVB0lFrkJ7Dg/WvwuOd2p6QTz00EN/7SEAx0CQvv3tbz/6uxCCb3zjG4TDf7u+dsf567Fsche/u/bNWJpGJWPz86+vpKOtjpM/2Y6uP7tZ77ceXYldCrBLNS/IoUyF1582j5t3bwfg8R2Hmd3awLaxEURJcmCszNsWX8kn7r4PFUm4rUo+KxibqMMYr9n62JUoMh4glVrupB+ojOcijJAgZ1ogBAYB9++eywO7ZhMogCppSuVpiJdgYQlnSOekWB9np/fzhf5zGPNjaBGXcr1CrM4j3Fgl3Fgl52l4EyaxZJGyqSFKOmpWIzAUgjDIiqR0ss0dmTksUw+wNduKCniuiX1yEWEEPHRgBm977wNk+pKs1VuxA51iwcTLGwT9CtXZGobqMexGGXTiKHbAjSffjNnvsZearVZyegZvwsMWtVvCjscnEd+k4XZKnAA030NVAxxXx0EQzvnsdFvQTI8uNcelczcBMLSvgZ8/dhLGyXnaRI76f+zlgZXz2TnSRLZepxI32LiiG8WQGCWJFBLHUwmignK7pFIXIZdTMMMuAhAlBW1yiUjRJ2zVUhf6ExB9UEOfV8TPK1TrVCxc9ow0sdluQ5YFiuGjF7RaS1AhWPSWnQwrUUYmDMjBxHgERfcJXAWJgv+kybkKngCtoGEg0AoSfXGGYChBkDfwswaKK5EqnNTeyOb0XhKNYd74o1swXUFoPKCaVvBRCN0bZvrZbaxXR/jd7kPIdJWN+x/ht6t7WOcc5qoZJ/C5pU/1XAe4d+gJbtjzSwBuXPRhpsWe3fLpOM+f+ckuzm6aS8YpcV7z/D+67KRYN+Hwa4gHQ1zcWquP6CmNocgDQK0WUQIxs/awMDTxESrOavKlW9AT36A3/xmkv4x6oyYKdxTbqeinc7hUSyVqVEroQgV8DEXgOLXIZzj2XtygFz8At/oggXUpQ1yIpeWZlv4QutZE39DZDGb/i14vQVJxaDVrXRI95zFqX+UeQnnKAzwWOp9c6VZC5kJU5e+809PxHNK/C16wIP3hD3949PclS5YcF6PHeUFMb6wl8X/njkcYyhYYKBQ43DfO1EnP/nR/+ZJ57Nq3gnjU5OTuGZw+oxuStxJvfIw7985npDfNbRf9A5f/z4/JR4qMpXfzxYcP05BsQI0VSHWPIQSM2yGCvIoIBIrhkm7LUyyG8KRKwqhgqj7VqIbp+ORzISqHIyg6BIpCLFGCgoLnC4IAXE9jy2AXD9XP4KLOrewbaKS+vkhx1EKPVygIg1QAga9gRwS66mASEGge1f0xFKFCvQRfEkpW8ZscBiopfnV4EQKJaKxCwaAuUmLCtZBNHr+emI8b0kmoFYoFE2dvhGouzMKOA6gZ+Naes6k6BtS7JCoOn7v5CuYu201/MY4iJFk3hJVyiewNKFXCWHsUvC4XZ2ZA4Ok4nkpDMkPW19BUn2hXGZAYis84IfZV6mlV86zfPQV/IITYrJB7r0O+ZBJ3fA5XmzAaiqiKT+eiAc5p3UXMq3Lzr8+kd4GBLTTcaO3boZy3UPIquhMQnlqb4s9vj5DJhAh0GB1O0XLOOG1Taj7GY9UQedditTOJaNFmWmWCna8TBLaK/oSGokhCuosW+CS78kgrYLgvRbwgCGUDstMVzFFwE+Ab1DxIazVRaBEPW2qIeIDvCIRam5qPqC7V1irN4RzZ3QoSg6ou6XJU+jQfGRZETy5QqNsOxQakBHwBAxabGUaJaTzQtxd4uiBNGrVUFE2oRLTQMb66XpmYqs5nT3h+hT2qUPj/5l31tNcmRRsocA2j1d9xWWI7PhBWagnFhj6DirMaQ5/OgcK9uEGRg4X7uHrKddxxznvQFZW2cITdag+F8p0k1Ho6G26i6h1kvLKJseJ3aVBAql0o+gkowkI3z2PX4Fk0yCHWlrpIxt7C1GgTfpAhIhxUFKrUo+gzELKAFb6a5tBr8YMxTOOpDk6x0PnMbN//spiKPc5xng/HJId0fHwcIcTT/EePc5wXwtJTp/CV0fV4QvKq237OFy64gFfPmvmM5a6ccRKXf3ohqqjlM15183c5+8T7SYfg5OYBhovz+ecf3EZRFIh0FNAjHnJ2kYm9Gi3NY5Q8HQuPtpZx8qkwzqEwXsnEHgvh1UnAR2pgmLXonKoFZPYkCfUaWIpEXZwj3FjG6QtTKNexaXcaN1KbCbr/4Exu2bSY6Qt7GbXjdC4coVAyOdDTzK59beiqg69p+CGYMMza9HTSRevTkIHAD0vseoWQ6SMdgecpoIESCxCxKuNDMbR0rbVkzgmjaZLBcoJCfwKjIHj/hXexpPUAn1t/MYVCFCEk1hqDghrlCbuevavrGO9QkAJCIZuQ7+FM1YmIHFUnirqwjClA9oO5TSffVI+YXEbRA2QteAyAj8rnDp9HphzCXmjASRW0LT5Rs6bqfF2SWidxMwax5RlaEzkWRGpTqKcv3sbPvJqVTahfRdoqwhEoroG0PPzOCkKRTKkf4bKu9QxnkuzKT6XcWpvuDiQEUkFRJAoB716wgqju8MjYNO4cmIdUIPBVxvJxNF3gSJWKYxCgkp0NkQGBpnn4pkZ4AJwoOI0CzwC9KImekKFvrB4sIOqTSBfR8HEMlV25PlrKFgxoKIqHRCN2aT1l0U8gJCJaJVWfZ7bmc+2Mt7OnPMQt47sZL1VI+2FO17qf5ssMsKx+Hjcu+jARLUTrc1RYH+fYkXcr6ELl1p4NHCyO8t4ZZ5Myn95pUBEKH5t7LYF3CfbouSjYSKU2s9CU+gyp2FsxtEmEqnsouUM0GXUQjFEfCvODg59FEzpvm/QJQnX/il/6Hr3j17GvvJ+SDBDCJBJ/FdVMzQO1q+keFDWFJmsPW0mtSkKvuXy0NNxMubqCKaFL0NUmFPFUi24V0Jn+jP17pYjR40VNx5Z77rmH3/72t6xdu5aRkVq6WGNjIyeddBKvec1ruPDCZ3cHeaG8YEE6a9YsVq1aBYDv+y94QMc5DoAe0/GOdO6xfZ/bd+48KkgnimXe/f3f4jge33jrq2mvT9aW8zw2DhSpT3cyoznPxkOdHM4P0HHIJlQKkTADyrPA77OwQi6KVhNMPbtbsCI2ZqpKORzCDzk4dm0KDCA7HCNTTVHXlMUpWjhhFdFpowoQYR/XVSnnItAQkJxawHUEfkJymBj2YILQRAFFF+i6j6m7WKaNzOoQ6AhTQVd8tKSP7SlUEwFGuITlQR4TH5WIAwvi/Qw5CYQmGSjGwRMsb99Dd/Moqw9NZmPvJKizqWYsXrdwDSY+/7vhTL607Xw0zUON2MTsAEeEAUGgSYbySdgtaZ8/iBlzcTwFx6nZRHlTHQSgCFAIKJ9po9gg8grSCshXTM4J7ePc1h3ck5vFvmIDQqX2zQhMpHXcA3UomkT1A/Q8WDt0WCroKaUYcaKk9RK5coTwZo0pS/uInVth37YWso068rCF32tSfCANdZI3XXkPFcWgNZ3BnJllpBLB3tmBklNQVcm8efux6l1MtfZ/plbAGQrhpyRd9SMk6muR1kN70hT6k6hAoAeU2yAVLRCsS6F6EFgQHNkPPWdjqi6m5WBXdcyISzRRewDwiwrBRITyxgTVeK2ezeuosmXfCHJ67bzNu00c6q+jJWwxP9HMnv1jnNHdDRJu37iTuzJ7eNtJi5jb9vRq+uPT9C8N68YPcu2aHxDRTLJ2BRAkjBDvn3kuQ5Ucb3/8uyhC8P1T3kmjFUfR2iF9J7/q+Q96Jn7AWydNoj08DVOvtVhsCM3lpIhOufJThkYfZL9yPVsnRoiZNvtL25ljFqH4BTqAfhGhIBVUJDIoYEsFgwAZ2ODtpr3hp4yX7mdZw9XUmTXxq2vTiEVaUZXoc+/UK5XjU/bHhN7eXt7whjewZs0a4OlV9/39/WzatIn//d//ZcmSJdx88810dBzbe9ULFqTXXHPNUUG6YsUKfN9HVZ893+84x3m+zG5s5HPnnsedu3dTsh3eteQp8+/V+3rZeXAYrQRv/I+fcOfn3kk8YjGYKfCxZafzRO8kHt9Z4rAYImGUqVZqbc9Stk3m1+2Q8Fkwu4mAMfaPZqnmLLyKSl1DGS9Wi4r6fsCU8Agpo8KakRmAYCIbQ1RqVfpuh48SdXFQ8fo04ltt/H+oYqVsLAmDfSlkoKBEfAZ3NyGlJDq9SKFqEK0vo9f7qGWFoYMNBGhUq5AMVZgYimObPi3zhygOp/F9DTejszvfyuRptQ5NZlayd187bbNqndFawzmeGA5jj4WIpYq0pTMATGkYYbvbiKsraMLnpGl72KxPwlMUtCJkSgkUPWChOkr7DpvBeoM1qQbKIyHUIQMZ92s5bSmJlAJh+UxuHaX/oTZcX+UucxGrBqeQ0UOENRvN8tDLAUpVoDsBmf3J2rR3yScWo1YhbwoUT+NQpZF+12PLQBeJXki/rlZpXzcjS76com72GEqDxuGRBqLCocXIMRpEOVRIk3NDKBYUD0XRx2rdkS5o3EbaKrEl286efW2sKk3BaKkS1NkM98aZLgU+Cl7p6YVEakXiHkrUIs8uGBUf3xIYYy7dTYMIDZo22ogDHpnTBDINIgB3XwSvqjHaJlF80MpAq4NlaPzPWa9nsFLk4aG93Nu/m4ztcfXXf86YboOAaU1ppKjloe4pjTGXl87eaeNoP5/d8CDntk/j2jlLX7LPfTmyLduPLwPyboW0ESXjlFmQqn3Brhs/yEAlC8CGiUNc2FrLPR3zPPZW8gDsK26iPTztadsUR75Sbx+dxA8HVvGPTVnOT/VyIH8HpfQFGDUjBgqBztzINEzzdA7nbkBHx1cUlOIX8L1NoC1je9mgS1lHnVWLfO4ffTv56gO0Jf8fTfFrX/wDdJxXFD09PSxZsoSRkZFnNDOCmjh98vXVq1ezZMkSVq9efczahsIxEKTvfOc7+fGPf8yjjz5KT08P73//+/nv//5vlCNddI5znL+UN8ybxxvmPVVpvOXQIL9ctZmzF0ylIxFnqJSnXHUZy5UYKZZ47Q0/xg8k4YqCFwSYaSiZIZacuw0tr7AjVIe0HcTiIttknpsXvp+v3v44Dzj7sXWVfD6MogQEgSCQCme17aEpkieOgxOoODpHet5Lyk9OlwUC1Q+IDEoqG1Tk2eCMGbiFmggWvsROKgg1IDdaRzxVQgjwUPEEtTkjCVZzlWLWJLAkssGlN1uHMAMM4eDYKk5Vp0MWkIbk9Ok7uT4T585dC5hWP8KG/k4i7XncfSG0oRC909PoIY9+L0EyXmK8GmFR8yFmNQxS0XS251qp7guj2QFtU4dJbFO47YETUZQA8Zoc1V0pCPlcvGw99ZEi9/bPZN9YEx4q42YINa9ijEKiFDCaCkNSUnJMyESwejQEglRojPRJhzhcSaNuCpFrV+lcMsZlbRvYVWrm5r0LMcIeeSVOfUFhbHUaY3aJUTtKWzxP3LAhCdVAR+zWuOnbF9Jw5hC/ycxH8YCqwBgX6LpLXXuGlFmLgCZDZYacFH6gohAgdImXN9ixtouGmRMURyOoDvi6RJqAF4CngRA4FkTCNsn9Nn1zk+wQnYQeEaiuQJlbRppQ2B5FnVUlsKj5khqi1mKhySEa0vnVW96GpgTcePhHqMLkHTNOYl6qnk+tf6jW/USH+V3NbDMGQUCVY9Ny7/ny7R2rWTfax7rRPt46czGm+qIbrbxsuaJzMcPVHI1WnKu7lmIHHnGjlre7vGkm5zbPRgjB6Y0zjq7TFprKKelXkXNHWZQ69xnbTCU+j4LKjnIahSpva96FIkB3b2XD8Aqiig8SmrUkzcGj9BTW0efVoeMyVR/Fd7egCnDcbeRtlfX2NmYm34AiVArVlQBkK/dTcvdgad20xN/3ipmW/1Mcn35/YVx11VUMDw8/ZzOjP3xNSsnQ0BBXX3310YDkseAF341WrVrFddddx3ve8x76+vr4zne+w4oVK7j66quZP38+yWTyj14wZ5xxxgsdwnFeAewcHuVff3EPfYNZ1uzp5daP/wPfv2sN7Q0JJrem2XR4AP/I01vY1MlXbEKjgsULu3i0ZGN7Gv64jtFZIQxIIXm87zBGSiOVHsESPkOjCbyqfmT+VeGRg9OZnxhA5BROmb+fbfs6sXvjKKpHtDlPsRxCGdPQZhSYOC1EMG4hb01gJyWiHqQuUVMOQaAhpYJmOpRLBorqIwNBsRgimiyhlFSaY3lkOuDwwUZE0kNKcKsqih8g9kUBgRsN86+nP8QVq68kGzbJTETYN9qCZnjUxYosrMvSPSnLrStPwGv0WXziPkadGHrFZUG6H1P1mZfoZ3umFZnVaAnyLE/uxmuvfQlrps+oZiHjkkiqQkeyFmnttjLslS0AFG2Ld5+8hp/dXIuuJdeqTJwU4JkC4QuQEk3zed1lj2GaHo+NTObh8gzMHYJXNW5mafIgJycO8vD+6VQ9C9Ny8bQQ/Q+2Map7pNvzuIGCH4AvFarjJkZGZWd9I/u2pRAzJRGqiD0moqQw99w9nDxzLxvGJhHyXHaVW3A0hXC0jF3V8Q+GiR300R4Os+maMEZBQ4VabikCP6QitSOdgTwolSLkW8IgQCLwTag2gLRMjM4ywpcYCpiTCpSzLhyu5Rs6pmQa7Ty09hDfvPdR9CkQmTbKBzraOVzeT9c5BymPW/zrkjdzZtc8zuufwmilxBVTntsc/8XgVd2zeXTwIGe3TXtFi1GAmG5x3ZxLjv5t8lROZlS3+PKiNz5jHUWoXNz6lLPM3vwwPznwOOe0zOKMphlsGvlXpnIbb29IEdHeyp3ZeZwe20kgCjSoOcb9ELbUWBwaQUXQorpsAXwMDBEw4JVpCi2j5JW5ILKZQqBSKX6fcPSddNd/jWz5HoSIMVr6OQDJ0DmEjVqDGT/IUCjehGksImSd+SIdtZcpx6fsXxD33Xcfq1evfobofDb+sLXo448/zn333cf5559/TMbxgu9Iy5cvP7oTTw5y9+7dfPrTn/6T6woh8LyXNkJwnJcvtl8kkD4hLfG01zf3D3LlTb8AwNBh0dQ2YmGTAaPCtx9dz4TyO96+7Fr+682volCxOWf2VG69fyMLprZy4txOVu3azzt/fht+HTh5k1BdlXCmnrG4wyOHD9E6rxa1zA7E8HJ6ze5Jl+zd1cGOIw0cfn/XbAwvgECS3CbQ1iRwZwnKTWC5Km6TRA6CVARShbBRRemqggR/PEwqVEbqATk3Qoee5bTmfdy2cRGZ3jQgGNufpmvRAFfPfYyfD52MEGBoPtKr3TOViMeKYhf33f5WnFStC5ERtxGeIBKvklbLfP2q36IICO0oEGsaoiOSZUuhjV/tWcaWcBuzk4OM2xEi+wSVAYWr3vQQDa1ZxGRJfjzM440txBscgo4SEz0xNmdaaTCLbBlvRfc8hCmZrYxw2uKNBBWbWx9agiwYJDao5KYKjJwClkeMIppeyyfXZIDnaVAv2H6ok2Wd+9hfasDJm4S3hpCmA6qCAMKDMCESaC0Bblit7cvkEqVigvRZNXEcL1tkKmGEB0Gjy6y2fkKaixKS/O+3Xw1Ay2sPorqSsOkQOizR9pv4Ohj7NNSqjx9SQfqASi1gVbvxSkugSFCrEK64GDGXMmGQYI6oBHEVVQ1QV8cRLS7qVI9Zk9LsKQ1RDgVse3SEPTKL4wUoh1Oce+o0TkxOoy2UYnX9Bhrb0pzaOQshBGf9ldp2Xto1i0u7Zv1VPvvlThCU6Ru9Gs8fob3hRxj61D+5zhe3382asQPcM7CVNRd/kkPVPjqNgC5zgs8uOB9feQ9PjPyUBu+zGGoY1fo36vQOIuYwduELCOs85lhtNFknUil+BtvdTVk7iWjwIAQQU3xk4T/xtUZS4ctIhS8lX32MsdKv0dUmTO2pHL5s7gsUSj8ENDpbt6Mo8RfxaB3n74lf/vKXR3+XUmJZFu9617u45JJLjuaJ9vb2cuedd/Kd73yHarX6tHVfNoIUeM58g1cyd911F9/61rdYu3Yt4+PjWJbF9OnTufzyy/ngBz9ILBZ71vUcx+GGG27gZz/7Gfv27cMwDBYsWMD73vc+Xve6173Ee/HSkXeH+cmBd+JJhyu7bqAl9FRb2aLtHP39+jdfwGXza1+od+7YhS/h3t3jvHr2Vzl37ueA2rmnNpvc23eQaVObmNHSRDKnUXA8ZNLHWZdAbcvx36vWEA0ZFHMWetTF92tpJsIHpazgRwKebL4ihcBVFKa391PYUIsWmllJqRnKGZNYR4WKHQJqD2WObaFNSPS4g4bPD0/+Of914HR+PzSd90x7iIjukJpf5svDl6HaEK4vUSgbJBIVFoT7WDs+Cd9V0A2HIOaTnJVFqoJWt8y+sUY0y6V5tYe+S6f+8ix7aaI4Tyeuu5QHI3R31KawrapPfizOhsxMRubGyEoLy44zMY1aW0wUUOCQkSBSX8EXAqkqqKM6j/dOJVAgHSlyYfcOqiWDj066H4DGzgmqRRPNgcgIuHUefkIipldobRlm5cRUYo7NQ5tno2gCvaTw8PYFbNw/hbIlsPpDKGUoTgMqYGUlLfVZhvY2kBcR6idlQYBieXglDb+qoJgBIdNhNBfFblPQcFizfQanztvBjnXdSECLO2hVSRCAcEDZ6aKUJCNLIwS6RnxPmWifT3myoLJMMDWUwenQGMimqJRDBIFEGhLFkiiqR0g4iAM6mi0IBi2cmETkVNQxnc5IhFve9Wa+/LU7uOXRLVTSKrb0sZISv9tFL7dhqDrt4Ra+esKnXryL5zjHhKqzmcoRX9BC5W7S+vv/5DqL092sGTvACXW1PLrF8S7K1TVIYiREipH816kXq+lo/DVhYw5T/6AyXg9fDoDlbKXi7EIPv56B7McZKfwX3amvElR+ieI+ceQ7NTi6XtxaxsL2LQihH+3KBKBp3QCoSgNCmC/0cPxtcTxC+oJ4/PHHjwYUDcPgwQcfZOnSp+eYT58+nXPOOYfXv/71nHnmmXiedzRKeqw4JoL0T+UbPBt/z4L1uuuu44tf/CIAixcvZvny5UxMTPDoo4/yyU9+kh/96EesXLmSpqamp61XLpc577zzeOyxx0gmk1x44YUUi0UefPBBHn74Yf7lX/6FL3/5y3+NXXrRyTkDuLICwJh94GmCdNmkTj565mlsPNDPvMbGo+fWG06Yxcbee3jbwlXsGH4jTUe8n3cOjfKZux8C4PGxXfzgyjfR2pBg7+gEQWBghB1mLehh2yOTKeqS4mAd3dNGqevKku/xKdghhK2jlhRE0kHmDXBBtNvs0xM0XZIhfliSmW5gCo06o4gioXJkvDLpE6gqqhGgarW+6p/ecCHvn7mS+3tn0lOsY1ZqiHEljFsncaVk1A4Trij8xF1KJO8iC4Jw2SNIKjh1QEWBaG1qPFyVuAMRxE4b6YK6W2fKpX288/AFaEMKh70Uaw9FOLGuj2GRIJYsUFVVRvza1L89qYAshbjl0ELeMHUdO/vaCOY6RIWgWDIZ3p8ktlVHbDWwUwGdb+6tRWwNl//97dnsrbYwmovXqtFlLQc2krQZlRHiK1T6T/VwIgrltXVoQMjzCDyJodvQ5BLeZKIN+KhuQHiry9BSKCqSAb+e6NwyMhowMJ4iYtqoBzQUFwbu6aR97iBBDKgKNMNHVzwOF6Ls+c05xA5CSPgUkoJtY63IQBBPl7D/GVI3BnhzfIgEjCZDqLvL5CMRGkdz9O5vRwpwu3x8U+KbR2Z7yia2bWBpDuEiSB2EL5C6Q7gvh50KMbgfvCDg9EsX8NN9e1BsiRWzMRZmGCgm+ea+x/nHBcuI6a8wcfA3imUuJBq6FM8fIn5ELPr+MIqSQohndtUCuHb6cl7XtZiUUfPfjqkhchKqlNg7uJSKFAQIDoxcw6zWB492S3LcnRRKPyNknc++kbcRVTxU8yJqDUgNdGMxgT4dVY6jAqp5NgCun2fL+BfRlRhz0x9G8JQgjUevJWSegaq1veIE6XHbpxfG4OAgUNNtF1544TPE6B+ydOlSLrroIm6//fanrXssOOYR0lc6Gzdu5Itf/CK6rnPnnXdy3nnnHX1vdHSU8847j82bN/OpT32Kb3/7209b9xOf+ASPPfYY8+bN48EHH6S+vuZDuH79epYvX85XvvIVli9fzqWXXvqS7tNLQXt4Aac1/BN2UGRW/Knw/2ixxG+37+QnD6wnm62Qn6jwk3+u5XZde+oyrvn+fm58rIVvvvFtR9dpScSIWQaFqs2A0ccn19zCxYtn8807HuX0k2KMt6xmLB+hqgmCVAVFk+RGwkxvHyLcXSVla/zjmY8yVEnwvb2nYRctpOEh9JpNlNlRwppZJRhrRsWjKzrG1uE2Pn3hrTSZRW4Zmc3dexagx9yakLNc1g138r6eq1CSAV/adDFpo4DjqRiRCkhBEEjEEZurTDnKlO9WOePqnfzMmIewA+aFBimYBjtGWxBpFzlh4i6pMn04yzWXreIGlgDgNEjUqMOQn+TWA43M7+gnOTlLOlphtBQm54Qw4h6hmMuB4Sb+85HLUTWPaZOHsCyXQtmkmgBnuUPgqwglYNtoCx2JDPaDCbJ76yh21G4b4aiH5wK6pGHpGNXbQ4TcAAu/li8rJcq0MkHaQz+okpqUQ8QD7NYK2k0Juj90ECXsU9ncRTaioVQU9IiLEXYpVkxmxIe45rLVjOdjfO2nl5OgzHlNe1hd7WJbuQ3D8HFDCr4bkNc0knsCggDI6mghjyfrKgvLNdQuGxUwVJd4R4aB/jDDE2FiaoAXEjji/2fvvQP0KMv978899elle2/JpickBEIJoXdFuooKKB4QxSPqsbef/bzHo9gVsaGAIiCo9BJ6T0jvdXvfZ59ept3vH08SwCQUEzyI+/knuzv3zNwzmXLNVb6XXnaGGw5SBYoqMmpDTiAViWJ55JoEka15fH02xojNf33mbEYGU9x9xzLcoEpg2CWQk1SFUgzlIrQZfkIvaQ/6h6UreHLdTjqPLBCqtnlvy7sIaJONRN4sKMKkseo6POkxXsoRKN1EKvlpVG0KNTUPI17i3XwpEWWAROJ/MM1jiEe/hIdJMfsrwMMQEWyZw5NJCsVHCAfLLT5Hxv8Tx1lPvnAfbRoEFA1LbqC+/mmEMEjl72Yw+RVUJcb0+ud2ea8K9GXupi97FwB1vrlU6mEU4yiE0BBCYBiz9jnHSSZ5JXK53J6fm5qaXnV8465Utr9f90A5YIP00ksvPRjzeMvw8MMPA3DKKae8zBgFqK6u5jOf+Qzvfe9793JzT0xM8POf/xyAn//853uMUYCFCxfy2c9+li9/+ct861vfeksapEIoLKx8515//+J9D/Lw9p3oAQUjCZ31L56XmnCI+z925a71BZbtsHbbIDPba7n+A+dz2TM/Qgu51GgV/Mdpi/jAKYehKgpfX1bPb7aug7jENMuhsJJQ6TRHuHX0UM6rX0FTeIKm8AR/e+Fw+j2Iun5Oq3+KjOtjccU2/nfFmXgBARKcJ01apmc4vmk7ACdqJt3FCrYlasu96QsGCEEmpoALUgrSQRMzYiMKEjQJaYVc0o+iSOzBIF3nOIzXTkcL2dSE8wwEAqSyQfLZcvW+EvWIVmX51pW3UfA0qndm6fViWJ6Kk1eRGpTyBlv6q4kGytqZMV+Bkq0hhVLOQXU8vKIkUFdixAoSkCXCsSKa36XPrQBXovkdZtcM49Mcxmdp5FfGUYseIDAT4MwvEezMYmKD7uI/PEVFRxJPCibmpsuV7IAX8ZBJFcIeyqiC/e4MWqScP145bYJaTZLI+shviCJm22getIXKXbSqohmqTxwgILJsFDUsm2hnanCEL3TeR1ehkm+Pvh1GNdKdEjuiIhxQhnUcxw+aR96n43NyoEpCWZehZAVeUJINqeQrBMIR6DkPIcBrtMCQuBMaRlpgDGtIQ1CoFRSjUIpVYIym0JokT/5+BT9b18vAWRJ7huCE5nY+984zsQMJhjJDLGo4co83v1Cy+e6tjwGwoZCi+YQ+2gKtnFJ34sG9kd6ibEj288kX/kh7qIYfHf5edOWNkxa86rk/8vjwVq6dt5kpBrjODqTMIkR8n+PTmR9SKN5DoXgPwcD5VMW+iqI14XpJxnJLsZ0NeBj4jMPIJj/F5qzD+mSRY2Ng6HPwyxFwN2Oo9Wi7ckIddwgA10sjZQGr+ByZxGVE1AYMJYgiAoRzX8XyRlGDH8SIfOkNOx+TvPWJRqOMj5dlBNevX/+q4186JhqNvsLI18cBG6S//e1vD8Y83jL4fL7XNO6lBieUc04ty6KlpYXFixfvNf4973kPX/7yl3n22WcZGBigoaHhoMz3zU5VsFzF3FYZ5yeXvI32moqXLV/e38+ta9dz0SFzueX2F1i6bCvzpjbwqy+/m2sXXUVPKsFZM8uVzOoul9m9a3tAAdNvoUsXTwVF9bhh0xHEAi4bMjOYF+5jIFFJX64SqUPQ72NGYIR5lX28kGmmbeoY6QE/23rqWRHpgH6P3+xYRGsgwQ82H8doKYw+Lim6OiCpkFn+Y+6T7MhXcO/oTDSfRAjQdRc7pVOj5ChOmIwXI2guiBgUFA1FeuSkge46xIJ50skA50xfiQTu65rNt9adQDGikNICGI5L3jawEwbZnA+9JMnafgppPxiSXM7kIy2P0u1WogjJLQ8fj5FWkaqKjArUXYEOXXPBleAJxLiCaC0vcGIwPkehLppAG1OpPj5JdyHOItlPoQT9JycxzTy6UjbyjbBNwLM5pWYrhR1hHn9+GsULi4h6SanLZGe4kmCoWFY1AEKKjXhEJ2lFkdOLjOTD7MxUsblQS1YzWVesRWTLBt4JVVuoNbPUmlmaRnL0Kn5sv1Ju++lJFEvg9fvxNEmpycEcVag38vhbiowkYvhHJIWQQPHKObSipoQ0XPRRDbvaQRtRkNOLuMMCZUzD3VUEBWDXBchrsHpzP8VGhVJj+fys1VI01EZx3DBtkY6XXac+Q2PJ3Hae2dBNXYeLTzGZFi5rWG4dHeOrDzzM/IZ6PnX8MQdFxidbLPGp2+7F9Tz+94IziQVe23Ppzcr9A+sYLKQYLKToyo7SGXnjtFtXJcpdxL68sYn/nnUqh9ScjaLs2xgF8PlOIl/4K6axCCFCgI3ijSKQtFR8jcHM9TjqEqzi3ZTyN9OmwB2Fw7EETHWXMyP+GWr0EMJ8sTK+OnI1qlKBz5iFplaRyz4FOOD2cErjoyhqM6WRw8qDvdRrOi4pJb/b+QADhXGu7DyLCmPfdQz/kkzmkB4Qra2tjI2NAfD4449zww03cPHFF+9z7O9+9zsef/zxPTmnra2tB20e/966H28AJ598Mpqm8eCDD/LQQw9x8skvatWNjo7uyS390IdeLmy8cuVKoJxzui86OjqoqKggkUiwatWq/Rqko6OjrzrH3RfevwJfO/VE3jF7BrNrawibe+dF/dc999GfTrN6aJDWVFm+aCSbYeXoAPPq61nwktACwFAuw2ApC0LBX1XC2xHAsTXSFV5Z/scJ0hmdw/97Koad8CORqGGbxI4MPxo4nlmZIY6PdzHTN0qvP8oOXy1eUUHxFH65djFaSuAfVvDFPeTMPKKoIR2VhC9ATMsxXy3xpDaFnG1gag7zgv08nplGfUOCghsmpfgQcZuacI6+ZJyAv0DAsHBtleRoiKOmbKMtXv6SnW4N8WS2hWY7iaF5uI5Cz2AFwhAIn41d0vAnNIpNLn0jFbAtwMPJ+XzkmPt5YOM8PEeFoEDJKQg8MhsjBKWLNeCjoqhSOK6AbsHakXqiviJ9w3HktBJDUR0xA/KKj0Auw/TKIX40uBh/fZGcaxKySmRdg1zJpIo8/9H8PN2xGH+tmUrQt6uivVaydaSWYKFARC/gEx5jO6MUj9JQW/M0htLMrBmhgMlEKkguZ1DYHKRu4Sh1sRRPjk/hEHWQnqEahsarICIwTQstXiIzEUQzHGRGxz/mYszOofhdgr4MtqFRFZ1A1V1yT4VJt4HUBE5Wxz9gotoCvcvA84HoUVBxcRocfGmBGrAJbFWwG1wSrSpml01jR5LsQJxsTGd4rMBlP7iFNV2DfPuSMzht4Yv6lUIIfnjVOWVxaSSe9NCU8uP39y+s4vmefp7v6ed9C+dTHzlwQ+GJbV08tmUnAI9s3s65C/612zqf03Ioy8d30h6upiNcc9C373guT45soT1Uw3cPu4BPLPsTY3aAr249hPvbzn3FdYOB8wj43wYYCCHI5R8glfkxAFXaTH7aV81g8XE+1FDBAl3HQuWcmhWkpQ9PQl/69+TZRDR0BZWxLyOlJGttJWgege5sYFPyLh4b2chJ4UNpDJ2Gqk1BCIFZ+Sc8axmq/5Xnt5tt2X5+1/UAAA3+St7fcdoBnbNJ3josWbKEF154YY+R+f73v5/f/e53e1XZ33PPPTz88MN7xgkhWLJkyUGbx6RBepCZPn06P/7xj/nP//xPTjnlFA4//HA6OjqYmJjgySefJBqN8stf/pJ3vvPl4emdO8svj1fqetDU1EQikdgzdl/U1Bz8h/X/JbqqcmTLvtuTuZ5HdEIlMQrTp1TS0BihYUqcR/WdnHvv7/nAjIVc2DAPRQimN1Tz0MAWnuvv23PVZ5N+jGGT4nQHhEDg8b4Z89iQ28yFTWuYOXuEa9cejeOvwi6ALAku6NjAkdE+bE/h7X/9MJqqIj2JZ6poKQVzvNzJxxhXUFUbW9WQbtnj1ZWp4ozG9dSsdbjq2HuYHh0l7+g8OTqV1aNNBAsu3zn5ZpqMCb637HSSyRhKABrayp1hehOVLNs0hbbQOIrwGChEkUCi6COmlRjPBFEVCequ6nnToXraOKrh0b+lGgfBM93TWK7U01CZgLgDSR1Z66CpwPQiuXtiaH4XdVEKw1Bw6xVsV2c4q2NIFz1m4ew6gZam4q+zeaaniQZfksGRKIpqMxIOkpAhhCLp2tLAe4cvYSTmIxQpYgiHVCZAPmsCEt1zeUfrGiJmkbsSC9mW9uOMmyS1IGtCDQyUoniuAF0S3w52KUKuRmE8Uc3netvx4i727AIio1EzcwShQiBSJPNkDQ31YzTMGWNjKE7J09mxqYGmmaMIQ6L0qQhFoDserqOhWApWBPzj4OpQqhQYY3782zxEZwHj3Anyf4gTfecEWoWDMx6hedEw8UiBeCLB83fM5iPnHc3P/lJOxXliw86XGaS7EUIgECjixcYhp0/v5J4NW5jXUEdNKLjXOv8Ii9qamVZTheN5HD3l4Hkw/pnszI4yXsqysKKN9lA1Ny258g3b16+2Pc7PtzyMXzV46ORP87X57+B325/mnc21bBm5jMrgOVQG37Hf9V9aRGToMxEiiCcdbu5/jrFSHkM4LNBvxRAeRVqQohsfKqaxgLDcgXQd0rmb8ZuHMz7xacadNI2qQkDx8LlVDFuN/Cmh8cX6q/bsR9FnoeivPWe00V9Fo7+KkWKS+fFXl7T6V2KyqOnAeP/7388PfvAD4EX5zkceeYRHHnlkr7G7DdGXrnuweM0G6de//vWDttOX8pWvfOUN2e7/JVdeeSUdHR1cfPHFLFu2jGXLlu1Z9va3v32fXtBMptw6MRjc/wspFCr3ME6n0wd5xv+arO8epq87iY5ge/cQ9xa2oSigNpdDxutGhvnL335H9YIRQnGTNWM+pCdQNA0JCJ8kUKtRLLh4AUlkzEePs46EvYH/PqTcFSVQWWD5+k9x3icW8ck1P2bQKXuvnu1uZ7xVAzx8A4JAj0O+RcUKgZ6DGVN7CYUKPGG1YOoW1Y7FOW2r0BWPeXW9LMu10OBLs3T9bFTDRQqItaRo95W9n2FpYedN9AGBbAUhIBAvMtBVyc33LsHXpyPjNuLwNBnpZzAVpcJXoK1+FNWR9E3ECRtFauoy6MKh2KHQ01OH0MAftRmRYdT5aZQNJrKqrClnCIfgGcMopkRTPUq2yng+iOwxCWAx64ie8nkdqMfyVCq0PEbeJVSRZ+O6WaitJXKGhk+WjS0dD6fCYqjKR0gvcWh9HwBrejoojWk0HjFIULOI+sr7bwpP0F1sxHOgMBGnp6KAUMBFoBRgokVHmCpmUxqjycLfZZJpcCCiIEPOrqIwgZdUUXSLt535LKoqCQ7W8XjfdNxRP329LQTyFvmAwD+qYI4pJKZL1AIIT6KmbUrRcjN7uevpWJpjky36UQ5xUXblvfoMhwpfNZIeGgJ1fPPkEzEwieoGUsBFx84HoODYfPKpu8jaFt9f/Haq/Hvf34vbW3nhkx85aPcFQGUowF8/uu+Q278CA/kkFzz2Exzp8c3553FW04I3dH+el0cTLq50kcAZjXM5o3EuG4bOJVVcyUj+CcziTA6L11HK34SqH4JuHrXPben6FJrr1/CFNZ8i4QzR6K/l6MoT0MXjAFjKNLYVSigIKvS3YyndVMqbKHkJxpNfADlGhQIuZSM3pDcQN+qZHztp33O3t+GWHkHzn41Q9++QCGg+fn/kZ3Gkh6G8xXxRkyH7A2LevHm8+93v5uabb36Z8P2+eKnu/EUXXcS8efMO2jxe81X51a9+9Q1pUfZmMkg/85nP7JEyeD386le/4phjjtnz+5e+9CW+9a1vcfrpp/ONb3yDmTNnMjIywk033cQ3vvEN7rzzTv7yl78cNDHZfyduW7WOJ3d089Fjj6SxJoIMO1BUcBsKRIpJNN0jk4nz0cOOJpyXjLRvIlhXQFLAp1VRtHX8lXkcV0UdUfj6/JP4wl8fIlPrkXPhsWeLBCorGWypoEafYKtVwaP9q7D1BIHKIn+dmMkTY21EQzlU4eJKlVIcrIhCvCBJ1VsE/UU+dNQjzDVzPDLexnO9LdyzbTr3bZjHUe3beNvcFfx45Sk8vnoOZxyxHHWDxFUF/bkYd47Ood0/TpcvAhKKJZ2u/krMoI1uuuhpBeF64ApI6NQaad7Z8gKrRpu5p28exk6VE49ZS7R5I8mMj825Wo6u387CgMa1PSdTQEfZ7UGVgqwVpD2Z4bD5WzEUl8eHXxRsl4BjKYi0ih4pF/1AWf4on/URqi3QlakiYQVpUbOYVSl6snFUJEK6BMIWWjTL0GgExXzx4Vbpy/L2w1aiVxdZk27k0cFOKrUcL6wve22qalN8+LAH8ftKXD9+JCPFCP57fNQcMUxCBrB2zUMLWjSk8vTWB/FrDm5RYGsqSoNFyXLJ2yZhtUhON8hkgog4qF0KxaIPreTgziwhSgqKq6J4KiBQHUmwzyLtMzFdF/vELIUKAZ6G6HDJPhPnqIUdrN8MyTqdTWGYonew9Df3MT5fx4tBsFelUChr5z4z1M29PZsBuKdnE5dMX7jXNT04nOLbP7iHutoon/3oaWjaG1ew86+C5Tm4svxhmXOsVxl9YORKaznM/18smGMQi95IWH8x3zbiO5VsaSWrMo0MpJ5hjraDUu7XgEqkbhWKEtszNltaxnj2NqpC7yFoHsL8isU8OnI/l1YnmRpci+q/Bc/ZwUhW55jgvejCY0Xuu9ycncbl1eVUahsdn9qEq0xHD16MqULAWMx/1ob2OXfXTVAcOwMFB7e0FF/lza94rIpQMF7inX/LMGmQHjDXXXcdW7ZsYcWKFfttH7obKSULFy7kF7/4xUGdw+v+TDqYEk9vth68AwMDbN68+XWvl81m9/x800038a1vfYt58+Zx5513omnlU9ze3s6XvvQlNE3j85//PFdeeSVbt25FVcsvn91C+a8kobB7P5HIv2cHjoJt88W7H2T3JfiD897GBz8wn4cGNzBUSGP7PVxbYpdKvL1tJr/d/iOClTmkB54H/sf9+EoKFYdW4qgKF9cfwunHzOHH21eQHRsHDTIpjWyqiuBp9/L9LTexbHyE/rif5b7N+BUXpSjYubKRioVj5R7mNgivXLWu1aTwCmEmsmF+u2kRX5j3ONUyx+PPd2K1wG1j8zlvTjlX+PB4N9etP5Ff//l02mtHOHbxWpalW3lwfBZZ28TLaOCBG/NIFwNQhIBaxNBsxLQcVrOBNDzOiazlsGgPh0V7eOLx+SRHK9g8o45D67pZunoeU1oHEKLs0Yt6FsWiTqHPj6+iRLEviKtJehMVTB8L4CFIJgIoPhfVFdh5jcDzAayQJDfhY0dHJbatMpEL4IuUWD/WgKp4WLrKwiXdmJqLqdqMZSKotocW9HBcgesIRkci9KWK6A0Wlx/6CHNig5Q8laBpc92mxZRsHX9RYs6bYFbjdubVlQtLZg0Nk1pay6GHbeHIkzaSLxr8+IFTyVVozD6vC7/fxtdtsWlDO3a8QGRqChTQa0vcsnMBcaPAuB1AKB6KpeDpYEfBnJbHa7YBCG/RSWcUtLyg7dQ+UsUA1sY6PHQmklG0TA416BB8wEDdrPFo7wSZKDAMzkI/60qjiA4/elpgxT0OX9TKvCnlHO9DqxuZGa8ha5c4vmHf3Znuf2Q9q9f3sXp9H+ecPp/ZM/49ChZfibZQFdcd+QGGi2nObPzHPDDDxXEGi6PMi057WYrE35O1VtNf9PG97adQ6bufG5Z0EtHL+ehNsQ9z+3AtT6Q286mZRyDUPABCie4J0+9+Jy7t+RJ/G67hiNjXOarpat7Z/G7Or6nHmfggbh56LZe2yi9RmzwWDRcQlHbJUGjBLxCRLxAPXYzfOOQ1H2Ox9CSutFCEguuV/pHTNMkkQDkC+8QTT/Dxj3+c3/72t/vtoqlpGpdddhnf//738fv9B3UOr9sgPVhG5JtRu/TGG2/kxhtvPKBtXH/99QBceOGFe4zRl/Ke97yHz3/+8+zcuZMdO3bQ2VmutG1rawOgp6dnv9vu6+t72dh9MTIy8qpzHBsbY9asfz29Op+msbC5kRd6+1ncXs6L+88Zp7C4ehqXPfNLNBW8rIrabfDnbetIFerYMJLHP+7yrcPO4FvZh9BKsC1XlrDf0pJmtJBjY24URYVaX4hEusCSjjaaw3WMZjrYMQLgMZALQS5EJOtQ7I0xHPUhTAWEQGoe/n5BYTgIjVAVTzM4UsPH7j+H7lwNpueC4jFYiPDoYCedkRHuH55RbivqqXz8mPt4TrbiN1yajAxr7qzBVhWs1lLZE0o5QUqLOIj4rj73CoDCQ5vnckTLdjaP1lNK63gxyaruFl7Y1AYpP6lEGFOzSQ7HGM+EESZYro7T5ccDvICkIHTuXz8PEbMRYRclIfDVlsDn4XVY5GSAQKBAVSxLumQSUwUlzwAEclcrq/FSkELRxLUF/YNVKCUQ+RKeooAnkYqCCHtYQiOtlD1QBakzmI5QcnUoCOwjiggBa/ta2BSrJaiXeDLbTmmOixItG4+G7lB0TVxHoBrl9qSKCnhQGjdxQzq2pSFqPFxUEgTQTElAs3Fj4Ha4MKyhNTjs1vWPNGUprQ5w6jErmNPZTclV+f7gOag5kKqCvTOM5zj4N5Qf0MqwhYzpuAGJLKmc2N7EI8oYeBBQNX7wgbPRVZWfLH+WjeMj/Oq4C2gM7/8jcskRU7nrgTXUVkeY2l59EO+Yf20WVXW8+qD9kHMKfGzFtyl6JS5tO5vzmk7Z79iq4Ll0W1tJOZDKZtmQHOTI6vK+PekxO2bTHIwyN9qAqX4IzTgCRW1BCD95J80vtn+WnJNm7dgstuaCrMs4DPA9cm6KRbGFWIRwZY57Rp/jCG5mZ87Br9RweHgWx7V8lyOz38T0HiQa+19UtdzdQ0qXUuGvKGoVhnnsfufu8x3HqHYoqkwRj//0Hz5f/+pM5pAeHPx+P7/4xS/44he/yJ133smyZcv2FEpXV1dz+OGHc9ZZZ71ircuB8LoM0tdiRL5a7sGb0RA9mOw2KPfnxXypZlcikdjz86GHHgrA8uXL97nejh079oxfsGD/+VTV1W/dF5oQgpsuvpCC7RAwXhSpnl/RTGMgxmAxidAlWlqwpL6NbyzfAWaGgi2ojUVJzhD4RkApgmfCkU1N6Kog3GBjSZvMWokhJU9qaznv4SE+PPUEHu7djvBAeqAlFALLDL76nptRIg6f2vR20m4QPSWIbQWvTtI4rY+g30ZKGMiECay0KTYLzJiFdAT/b8XbAYERKWK25nGHfbiqoFMbYXOhlkJviOBOhaHFgKuBlFTEJ7CktkceScqykSqlYJNSzQfXXsKh4QHu+PCveTLRwu93ziMxEKWoSEqOzoqudkJ62QjXSgIMUMddQk15lNYSxYxJfjCIqpdDpK4hcDMaPs2CNR7Mhantg8R9eSJGgXTJRGQlXspAJEH3XDKH+NH8HnLXJCWU9U4BfULgG1Com52nWw/z2y1Hc/voIna4MUpDAZAKMmhDwAVDUtgS4JrMaYyHfHTUjxOtTPLU9g5Gn43Rl6jEzev4q3JsTVYTNkoM7Kwtv5BsAbbEGzTwVWQJR8u6q3nLxM2o0FICIfBiHlZJRzctokaRiFlChCcolVTuvXcRKJJSxMWvQWhQ4KgqWl4h1aHhU8GWEtWW2IrAl/Dx4OgQM07sIb2jim+dcRk+TWdD/xDfff5JAKKmj68sPhGfvu/H7ZT2Gm77zRtXsPPviCtdbFn+gMi7xVccqypB3tf5abbk/kKFGWRh5Ysv2778Vh4e/hMAlUYdx9ach2a8+PwdKOwgYZU1QzUtDQSp8ZejXKrMMJq/Hyv0c37b9V1sBHmnGwsNy9PQQh8jwFaKpb9SBIzC0YRC/wFAMf8nsqlPAxCvXoqmz9jP3KPU1dzx+k/QW43JkP1BpaWlhauuuurVBx5kXrNB+mp6o9/97ndZv349UkoOP/xwTj/99D2K/319fdx///08/3y5L29zczNf+cpX9oSr30o0NjayZcsWnnvuuX0uf/bZZ/f8/FJP55lnnolhGPT09PDUU0/tpUX6hz/8ASi37fp30SDdF0KIlxmjUM6Luv7oK/jZut+TGdnB7LNOY0lTG9sfHQMB02uqWNzaxl2XXMzXr3+Ajd3D6DH4/7b/ma+tdbHUcsgd08UVCozqbJOjNIciqI6GzIEzoRPaIjm0YSvzppbDySd17+DewXnUJEwKzTlCixJoxos9px1XxQ27CN+uqIIqwedijEKoqYgXEjgxj69tP50F/n629dWiPBgvNw+0HHxVRRoqJ6itTLPl6VYyWT9qfZ6qtjQSwciOKMfP2EQoVGBJaQSkYH5siG+zBKZDlTaKz2+T3FRBX8S/255FZg30qRkCbVkChg3RPBkKjHZX4U0pIDUoDgSY1zlI+OIizy+dQWnIB7EcxYSJutGHVgfedpPwTg/N0nELIdxal3zKJJADxQI5riNNh9B2FVVKeFuJXKkSgpDZHMNucvA1p1GkJJ4t0tVTi2pDaNjGnGPR7s+VVQMALwgbi5XQ4dHAIMXeAMWUQdHQkF75/CqKS643hs+z8akumipRhc3ghhqiGyVuxqDU4qEOmBRqHAoBDdMn2flQE3qgxJM7qpC7tGrNuIsTkUQnwJMSOyjINKukfEBLHm2nD62gUFQEoJBKh5i7pIvt2ha09UW+8sE/4DsrgF2h8qdl63hqQw/3XX4pfv3FazdtFdmWHmN+ZSPKmyx96V+diB7iv+d9gu7cAMfXHP6q46t8IX525Pv2/rvZQESrIO9maA3O3Gt5W3A2C+InsmriUToiCS5qW8JhFceTcRKUsl+kJ7+RoDGPq6ZdiytdfIqk4HQT1Vup9C8CL4WqTUF6ScyX6JAKZXfxm/pv1wZ0kn8+l1122Z6fTz31VN797ne/4vj+/n6Gh4f3/L7boXagvGaD9JU6Mn3iE59g/fr1CCG49tprufzyy/ca87WvfY1f//rXXH755fT29vL444/vCW+/lbjgggt45JFH+OMf/8hZZ531sv/YHTt2cPXVVwNw0kknvayXfTwe58Mf/jA//OEP+chHPsLDDz9MZWU5fLNixQr+53/+B4AvfvGL/8Sj+ddBVxK0Rf8AUSjl4njyKD51yLHc2bWRSMHPgv/9KRceO5324yKMLM0y7JtAlRbSB8E10NlRz+LDZ/Hzx5Yjcjrza5pY3XcP88Qg6/KNIASlSoe1O5vZ2F+HGvB4dts0ZEHDOLJAXs/g6WVXquPASD6MJxRKEWhWogwUJpC6h0AQ2Am+mSqqUmBmZIgtpWqet9twqwXuESVcP+imw+HTdyIEuJ7AaM6hb9TR4iUMrWz0VlZkaahMAvCLF45g40gzjbUjsEvGMrM+TiavYMck9RVjhGtLbF3XAgjMytKecDtSEm7II81xRrwgCKjyT2DUWpRQqKjMMrClkonxIOrTIXRPkJovsZpcYjsloGAkFJKH2aRrgVIR84UAakqgp0G1JPHjh1ida8TQXDxLxRsxMMMeXkzgCoHuCcxBDScsCJ6UwF9lk8kYuJtMpB9KG0MYS8rqEsWMQUlXsHSJmZbEn1bwTItku44rBHlHxcrYaH6HzEiAMzvWMKMqwZ8fOZIhK4Rq2Aifh6JIrGy5ZahVNAgcM0Z+WSXCBTOpQgrUo8ZRkzrFoRCeqYCEiG2DHiCfh2pfgISTZqLgZ/nWejbV3UlFqQKn6NJwT56Zlx/CA6kuBtIZkoXiHoPUk5J3PPgr+nJJrphxNJ+ZN9mx6WAzPdzG9HDb617PlS4CgW2vo1S4l493fgGhNmIoLxqGUjpMZH6JEDrnNl7F4qqz2TnxC7LF79KTuJ1FjX9jU74cJVOVKJXmi06EM5p/9eLO1Apqa5/Yaw4+/9koSh2KEkfV2l/3Mfy7MRmyPzCuv/76PemYsVjsVQ3S7373u/zoRz8Cyk6i/eWbvl4OWPth6dKl/PCHP0QIwXHHHbdPY3Q3H/zgB7npppt49NFHueGGGzjnnHM455xzDnQKbyquuOIK7r33Xu666y4uuugivvWtbzFz5kxGR0d59tlnKRaLNDU1cd111+217re//W2ef/55nnnmGTo7OznxxBPJ5XIsXboU27b55Cc/+ZZsG3oweGTdMEXTwGdY/HVtCq+wnOtufhbFgommfk6bv5ankhvZmq1FNBiILp1muxrfuEPzzjCLzljA/1vxMMauWyKZWsvZtTdz9hnwwfsuZNVIE1Nm17J50XY+NngW9b4UR3TM577NW+ixS+D4cC2F/6h4jiW127lrbBY/33kMUgqGegoIGaCxdoT+QhQjo+ApDt/uvJNaM8Pdw7P4w/ARCAvsJrdczV4oh+aFkAxnQuT9CoERD31FBOt9Dk5IMoqfnmyMoGaxNVv+uJlIhLly3mMk8kE2bpvKZq0Wq86lN13B7OZ+2mf1s627nnpfgmPqdmAIh5WJJlZMtCF0D2NMIis80pU6OUtHKQoyXWHkDBs0D4nEiXs4QYhu1rA1CVOKKMdkyJXKXh3VdJm6pAtF9+h7oAUrrzOiRvCkzbxgP6GSw+omjZHBGKGGBG5RpW99Nc6utu6+aLk4wzA8MstjSFdBNTxKCQNN89AdG725iPAU1AkVxREojkBLS0KNaSqmj9OrRRnJhajOWXziuIfK8wo6rPQaSZsqy4vNICBbMvH5JZG6NOOmD/fIAqotcdM6vl6NkqehFaAimaVhUYaSo9PYOMLTip/r3/1u7t+4jZvWr8bKh0jmQ7RX9OPz+9FPjjJSyGNaKpcetoBZtdV7BO97EklW9Q8yXiyHdofykzJubxZGikN8Z/P/QxEqV1U9ifRGKZaeo77m9peNyxTuZjT1DQB0rZUa38lsd55C4pKytlK0e+ms/jWZ0jLC5qLXvH8pHXYmf0V37gXqQmcwM3bEQT2+tyyTIft/Om9E+uUBG6Q//vGP9/w8c+beIY2/Z+bMmTz66KMA/OIXv3jLGaSapvG3v/2NG264gRtuuIFVq1axadMmfD4fM2bM4KyzzuITn/gE8fjeregCgQCPPvoo11xzDTfddBP33HMPhmFw1FFH8dGPfpQLL7zw/+CI3vwMp7J86U9PYxpnoIYtkiJEV3gcZZdazOWLn2Rex2be7mp8cMXFuEV499Hz+PRxS/jGsqVULgiytjSKa3p40/M4aZ2KwIt5Z2rQIhQ2OOfQafx0zVZCVVlM3SMqFZyouyfcms4E+MG6k1hSu52AYiPyCuaASsyXI1EIs6i2i78OziW9QOClTfyKxfOjbfx09ckgJPF4Gp8CJU/DQ/BsVwsB0yGRD2BoDj7FRLYKtAeqycyRUGXz0JZZaH4HgYevZHPS0atQNMn7O55ljTLIV+45v3wQUpIeCDOR8RPwbALSIaCVC4Wc/C6vnavsqpbycFSFHYkKJrZVEZpSIq0bNLSPM/hOQcbyEfQsjEET3fCoOm2AsN/CzNp0TVQRUkuE6svVyKG2NONbK3B7/DRVTnBc9VaoBgN4/oXpdI1HkIqANlCyEuFA3WiOc+Yt4/HRTu4/PE7geR9aBnJbI1ieIDJ7EN20sRyFoWAYb6ZFRbGEWWnytQtvxqc63DxwGI+NTiMpfSQKAWK+PKNaAEeFbf2NaLbK7Fl9VDTlYbok1R1mZKwJJyhwkBCVOAlJqT9EUfWQHT6aK/poiCdYOjQdV0ieH+pmZkecEzNtPNK7Ey3vUXwoyAmzFnJzoAsKMJrM4jxRYP34dhZ+ro6G+hgX/uqPpApFTjl0BrOnVnFh+/w3/iaZZA9SSh4f+iKD+edZXPsVmkMvFg3tyG0h75Y/FCyq0RlF3+WhdDyH7dl1NAY6UJQGJAoClecnEnx3239xXk0zbeYgKhLbncCnNxPzn/C65jaQuZne1DUoSEgvZaz4baIVv0E39q00UHAL5J0cleaLrailOw5KxZtOxWaStw6W9cZIsR2wQbo7LxRg+/btrzp+9xgp5Z52mW81hBBccsklXHLJJa97XcMw+NznPsfnPve5N2Bmb02iAR8NsTADyQynTpnNR44/ClGU3PvIBoQjqDE6gc1EzFYuqjialWInbS0Gf9q2kq7EXdyTquc9nc2c3TaLQ6sb+dvWDTzVrfCfz78NQ7V5Nt0CRp6fdT1AKQhuMoCzU+WuoU3IFgg5JeJmge3FWoQLN+84kz8P16FoHqLa4oOHPkTMs7h5cD7ehIpdK6Hg43PrzsGwvXLoXAp8zwahTyd26gQTFTrpMT8Fu/wVWswaWO0qSNAzCmJCQE7F1iTBziK+GXmOCHbzdKEDRqFSz7LSbaE0p4hqCxCC/NIQpU4TYwK2JjpoDU6ArdCzs466hgyF/iDpLj/SLhJrTWG6DqcteJpENsQ9XXMZmYhQcsuPjJKhED11gqiex2+UDVu/4uD0+0gqJslAFsPxSA9EEBKqOsYhIik6GobqsPXZVjJjYczOPBXRHJm0D2sghNQEZ05dTWMwydnmKu4ZmItnCIQmCZoFipkAcpfSiOcJLNsktdCmsCZEzJ/DVMqho7BawrOgpKt8fO151IzbOM0OvUOVaM0WQdeiJZ5AEWC5Chv0EI6//BzTEwpqAfS0gnQUpB8+e84JfOohGylAVVx0BL9znycfKOHLqzx43n/wsXN/jGN7bEh084Ovns3SVVuZUhnna/97FwCPPruV95z7Yj5jtRrmypkvzxWf5ODjSY/l4920BSup8UewvRw92YcB6Mo8+DKDdEZ4AYfFj8Wv6rTWno90uzD0ctvVvw78jmfGHyCuVzEzfAijmSm8MzpCE99ginkY69I202vKyg8e5Re2lJJc6gs41nJCse+h7cewBBgrjXB7/1841C9p10r4FA/XG6RUvHOfBmnBLXDn9lOp04eIBd9Pq3cbqhSoTKD43oYZ/8lBO4f/Ekx6O/9prF69+g3Z7gEbpBMTE0D5xnvooYf485//zPnnn7/PsbfffjsPPvjgnmr7VCp1oLufZBJ8usZdn3o/6UKR6khZQDpftDh5Wie25XDyoVfhKVfi2g0c2dTHPaVHuK6ri6ta57Mi0YKHwrOD67juyE2ovi/y6CY/hFyeT08l8qCLv9NjeqyKaTUh7h9chxpwsec4BIcSZOp9nFOxnvdPf5aEFeD/+9s7uO13s3H8HpySwggU+eHmEzDvCxEYcwjXQ6bNRtU8+gsxnJSJ4kmCowK6TAQCa1sQMc8iHCmSTfvxXAWhuKhZkIpEqyohDA9rxIdeUiltjdB0aDetsXGWF1rxpOB/nz6DUgwUS+AFACTJRRoiDXoBvLTJY3cfSUZROeTkTUTieQrBFCt2RvFrRbKKzoKabmZXlqXGNm5qpn9DBVNm9ZMImHi7anN0xaM/GyNslBjbEqX+UUmpUmF7Twt6UUF4AqHaZIf8hNryLJ2YiZqBgf4qhPSoimYIBG0CPouRZ8IQcnhk0xxqIk/xZKKD8ICHJxVsXVJZlWUw4yexsgp/U5aE30RKgYrEqLFIpEL8sfsIKsMZHn5yPmI4DIrAnl5ivEpgP1qFu8gqP/QcQaFgYJoOG19oYcwMgwQlD5E1WjmHsMLB80tka5Hv33Y3lUem8XIqlb119CYstMpyLm9JePzXg/fw4W++g1VLt/LODx5LZ2MVnY1VWLbDcUdO5XFngD8UNnF4ooNb/+Mi1g4Mc8K0Dv66YSPVwSBHtx6YjMpEscA3li+lxh/i0wuORVXeguLn/yDXbXmCH296hJjuZ+lpn8Snhjik4goG8s8yM37RnnH9+Qne+djPKbo2b2ueQ6neIPwSQ7Cwy3Na9Aq40uOk8E6iqg9wObvSpeC/ihmxLKrwEfWVu/F53iCl/A3l9fI3EjK+s995bs1sYEvBpE6pYbbRAwiE2oYv8K59js9YA8z0l9tIm9ZfkcoYArWsJGHtu6j2rcpkDunr46VFTH/PAw88sN/lruuycePGl/W9N82DV3R3wAZpY2MjO3fuRAiB53m8853v5NRTT+W00057WZX9Aw88wP333/+yPqj/ztXikxwcbNule6SXu7LfxpU2l/n+P8aLgm/f/SCr1pQ1WZ/f3McRM6Zz2vd/QqI1TSQqQYGQ0s5HZqzg7l6XD099El328fTyr7DsmTNQGgxKwMQCiddgs1YOcXXdhRiKwu3bNpIvmPjrbRTp8Uj3dI6u2Ula10kvcDCSeYz1PhJdIbRoCWWnj8CYg5GTyJRNTpMIpXwfSLt8C+aqbHxzHNSEwCuqGKGyp68jUkXfdoVMMYtWKPd0N1ty5V6iKlgDQVxD0re9ir+tjZNMxBGqh2OrOEWPmuc8kodKpFRxXYHiQL5RYExIlDGJVu+QTAcIx/Jsv3UqoZTAykQQLUl25qs4LN5N2vaRdXzoEwqZbVE6j+hlIBmjoWaCkFFCcST9wxWMJyPUy3I/eC0DnuniBD0SR3ig+lFSERriKVKpEOlGgdqRJ+azUIUk7xrIzgLUuizT6nn+N+9FiTqEnrfJ15SYmKaSKVQRbsmhrAzgDETwFriYUYuIv4QyTaIlSnTLSnpylbjjPkCA6uFv2SV51VEga/mxh32ovSZPmJUotVmUbpPqxeP0jlciVcryWh60zRxiq1JB3jbxGm18/SbehghDlAirGvajDspsA5FXWa+NsWJeii9/76KXXZ+GrtG+qJHbHtmBPVbgD+vW8M0TTqYqGOQv69fzlYfKnrp73n8J06qr+Ee5Zdsabt+xHoATm6awqLb5dW9jwsrxg40P0BCIccXU498yId+kVf7/zzolHM8FVWde5WXMq3z5S3dbZoSMU07V+VvvSpoCca7ofLHY7LzGy2gLTmNqaDYVRg07B68j6SUIqC2c1P4/CHXv95mi1GH4zsKxXsD0X/CK8zwkdjgb0qvxxDyE9giK8BOs/O3LukG9lGpfB33qqeC+QEP0M2jWXwAfihJGC5z32k/QJP92vLSIaTe7c0I3btzIxo0b97vu7nG716+vrz9o8zpgg/SMM87gpz/96cv6nz7wwAM88MADe43dbYzu/vfMM8880N1P8m+MlJIrP3kDqcAG5lxclqDYkV3Dj9Z384I3gKGFqPAHmdFSQ75gMdqexVAlI9urQUi+tmEp1eFOJsIp0o6PnGXwyOZ2gv0SxweeX0HEPTyv7G26u2cjx9bP4KbiNgDsGoGb8DHaa/KtR87D+I+yTqzhc0hVCYx+FdfVkSWVYi1o/TajbwPPU/BcgdKtgb98c/sGdXJSwZteJFywERMqxFyunnsCP1ixnJ6GEZTONPb2AJ4UKAIMX4litYYMedgTBsPjPnAVpFM2Vv1pBS3lQU7D8wt0W+DtcgnYLRbWfAdfSmLFYftoFY6jIgDD80DYDBaj/GT7cXhSIRXTUCtyjCkKY5vayWOSLflp8U8w+kItSSWAMECKsoKWG/I45PJ1RMwid6ybj0QgHMngpkrGx+KoNTat7aNE/CVsR6HvmQaydQKSAt1x0Q8vouowMUVhZvXOcltRD7KKjnZaDtHlQxOSisrcrs5dAn1YktkWI9BeoHHGID0bGrAcFWu9D73eImUbyIJGW2yEFCFG0nFEJkhlfZri+jDRFKgpBSsIHYf2UjFtgvzauvL5yhvow8YuXQJBJmZhN3koGRU8gRdxmRHfu4/4L//0JD9cvgwdgV/XOHv6DNb2DPGBn92CCCrgA1UIjANsF3pkXQt+TSdu+umM/mOG7a3dz/PXvhUALKmZxqxo4wHN6c3CiXUz+N225yhJycpEH0tqp+5z3OLqqVzScTS39jyP7VlMj7z8RRvQQhxTdToAlr0RTQ4yIYHgefj2YYwCCKEQrvj5a5pnQAvywY6rd/322VcdL4Tg0IbfvOQvr2zwvqWZLGr6h9hXYdLr0ZsXQrBkyZKDNp8DNkg///nPc8MNN5DJZIBXF8bfTTgcnsyTnORVGcikMVSNqkBgr2Wu69HdM44r4sjeDmbNqmVD8m5mV2xhzJpC/UVtXHvU+9DUskH5nx0ahdKz/HzwJJACW1foSaYJl0yuWXYBavMw7hQPM+Xg6zOorA9wbOtcnnG3U3QdTgqsI9H9Q05vr2f9RAO9oxV4OmRaBCFbYK8O0DAjzuYhBXSBmlWQ/YKFx3RzUXsfz40dw5/6i1h46AMaVQmTgbDESII0BULx8AsbpcnjjLoFXDx7Cd954UmsdgsZcPGkwN+aw92mkQr7UUsg4+WcteCwRbGgYPlMpADX52EWBIl5CqVWG5BUBzPkxvzYPUHcaTYIcPwulqfhjRmUVEFhpkuxVjBLK1BUDDTpsnVDM0JzUaqdcsPDDARDOUYGIjirK3AN0EISB0hOBSMpcZdkqQqUC5vm1/eysqudzPoKmueNkNCihDuTe4T+vYKKOqYjqlykDsIFVyqouDhSZdNwHVOn9zOaCJMrGEgPpCYR9ovXgrAkxRoJST9toWFWrZ2KY2g4PslIPo6bcJGqQMu4BHWHbakoKCA9QWlrEFRBcKA8IV9diYZZo3gIWkITDA5UYI4ooHg4PomnQX7KLpmTuAsFwVSzggs75wJw7Z+e5OZ7XuCy847k9398BqVFxTMF3zj9FA5vaOKmJ1dSclxkyuHLpxzPUVNbaNtHkePr4ZCqela/62pUIf7hcP3CinYMRaXSDNMcqDyg+byZUIWyq5kE2K6733GaovKp2afzkeknkHMsqn3h/W9TqUVV4nheEtOY/apz8GSJTO4WdG0KAd/Rr/8gJnllJg3Sf4jdNtlLbbbXExnx+Xx8+tOfPmjzOWCDtKGhgTvuuIN3vOMd5HK5PZ7S/SGlJBAI8Oc//5nGxrfGF/gkbwzPDfRx0V9uwVBU7r/oUlqjsZctd5Gc8cHDyPRl+dChxxCrUvjx5neCgA9MbeDclvehvqSH9QXTh0hmV2EoLiOFD7AhabNtLEGyWECqDr6sTjBYIh/1iAQNRtvGWKG7zCxU0v3sKHMP/SlKFUTSabSAR89o+aUtNA/3+AIO0OVNIA4xKG0LYaQg1ya5et5dxM0CsINbnryYSllAK7j4qlVCO208VaCmXRrP7iMcLzA+EmLpD3bw1Alj7IiM4wuW0BFIwBrw4d+scc7pqzl6zmYeG+rEKal8fMlj3L9zFj956G0IQBqQj7kY42rZZYnAHy4Ri+Tp0gXKkIpb4+LzlQ0rqXvop6QwQi7uWAgcyLsamaE4QgqwVZhQwJDIXgM3rKFGbHInFnHSBm7RQClKnEqX2NwkyajOmtF6fKpNXyaGKj2Eo9LROkBVdYptbgWjhRCZTVEym6MIKQh0wXvPf4TWinH+sGERW4brkVEXW1EZHo0Q2i4w1wZwYi6JNhWtADk3THhKErsrhBZ2sBpthjZX4Trl/3e1CHYQpNx1HaiwcWczoIAJeloS7Cnbxv6qLIWij5pZw2wZqaUimKNeGOTr00hDRzdtin0hilIj7vqYUIpQKjdVCFsGK7f0MautjjsfXUvJdrj3iQ2cfsJsHn92C/95+Um8fWFZheScw2bTPZokFvBx8aIFKMrBCY0bB9hoZGFlG4+f+kU0oaApb52mJQurWvjV4vdieQ4n1E171fEBzSSgvXJenKpW0FL3PJ7Moam1rzgWYCLxEWTxPrLA7aVLObPp41QYL/eoF+xeyF2HbsxHC7y8DkNKSSb5CRxrBeH4D9Ff0i1qkkn+EfbnOHytHtIlS5bwP//zP8ye/eofZK+VAzZIAU444QReeOEFPvzhD/PII4+86tif/exnTJ8+/WDsepK3MDuTCTwpKboOA9nMXgbpNY8+xW/XrcCva3y24lT8qs5JtVfSk1/DsTUXv8wYBYiFPojlbOe9847mb/1TuLH/YfBDR2WcnfY4haLJVFFHV3eOsfYMnufQVRhkhzJEy4IUY1aAaiPPY+NTGH1sJqHZeRxLA08iduUdAqSEidfhYQYt5LjBqmQTJ9RuZUWxgeK0IvpWFUcK0r0WhSbQ8grkNMxQuTLXCNnkhCSdzmM2lhAFgRQCmVMRvX7cjGRWQ7nYaFZkkJ/d+g761jZTPWWYuqP60XWX/p5K8p5OwLKosnI4cZeKUJ6RRBgZc4lrJQYnoqQ0A3dMR9tuoB9b1sP0B4vszFZi+BzckIsyKsvFPT1+iHuEFiQByJeMcpqmauEO6UgBUadAvC1NarySsXyQadVjTKsfZXtSo+BUsPxvs2k8pRenpFDoC5Hv8hHankO4HsEGiylV5b7JcyNDJJ+tYaxdxYt5KMuDWGlBoVEgPA2EwAmBulNlQNSi2ILASlAqiyR7YqgBgWeCcKCzbQCjJs/aRCMiqZZTE1SJOebiH3FRKBtfbYf0M+OIndy0/gjUkstQdwXeoB8hPZSCil6RI7BZww8cF2+hTxZZ3TdIqKiwzTfK+zfdwuKmZj723uO57cGVXHzWIo49bCpfvLqcmlS0HD72wzvYYY1y2dmHc9Hsw950eZo+VX/1Qf+CHFM75TWNe3R4HXcPLOPdrUtYWLHv0P5uFCWEQui1TcDZghACU8Lm7HriY/fztoaL9yzuye1g8+AlHBPsxy7ciGouRqh1e5Z7bj+lwq0AFPM3Txqkf8dkUdPr46V2mpSSE088cc+z6Pzzz99v21BVVQmFQkyZMoVweP8RhH+Ug2KQAkybNo2lS5eyfv167r33XlatWsX4+DgAlZWVzJ8/n9NPP505c+YcrF1O8hbnvOmzSRQKhE2TIxua9lq+OxSvKQpiV3bfwsqzWVh59l5jB1MZvn1vN1OqP8/VJx5NdOhu5lX0smasiWjRQFMUNEXhi4tO5+bsahobwqz397AmvZ1CUecLC+8lYuTYlI9z/9h0Dj10GJGtRPfZ5Mf82KZLKadhKC7YAhQo5kHELb627gx+sO04svhAhaaIx8hmg/zcsiFUjHsIT7BtUx3xyizZ9TG4JIcoGniOQOY0vC0hhKWAK8nMVvjzyiNZ3LiFp3qnY7saW5O19GBQ488CEIrmCWUV5pzZj6Z5jOYCjKytYOb8HhozQQq6Tmt0BNtR2fxcGyVdI7Q+ABEbqiWG30VXHULxEqaTQQ84bI9WoxcVDon1EVRLPNw3HSkUNJ+L0ZpCLUBNLINEUK9mKXYFEDVlB60hPQqAHDUZ+M0U8m0CqQp8GYm/v0C+LYix0eHB5w6hpXmU5aNtGMemqH46irvUj5CCbD0gBFKFQCRHpCbLuF1Rrio2QGrgaCrBrEsprKC4AuHC9I5ebtu5sGw8x1wCKZsCKpkOyHQqxFcp6Hl4sncGYxsWULloBws7tnP7mmNAFUhXRRFQnPDRPH+UTFeE6NxRzp57BgurGrn0J39iXe8wUpUMjqU57ZiZnHbM3prMm3tGWDbQTXFJjm9svYdQxOQdLfuXAZrkn893N97OhJ1jpJjid0d9/KBs0/FclhcvYYb2W7aUYiAizIws3LNcSomV/jxzfX2AwBY1+P6ukElRGzH952NbK/Zbdf9vzWTI/nVx3HHH7fW33TmhTU1N+1z+z+CgGaS7mT179kF14U7y74uhqnxk4f47lXz82KOZ31DP9JoqfPorX8p/eH4V92/ehtwGq52tPDo6yPktg7SM5Hj6GR0zKqDS4bO/u4tffeBddDZVMZhIc9Y1v0KN2PTMrKTen2HAjhJxS6wcqUUWolw6ez63bV3HRMIHFUXUqEv9nwWlatCzBt4FWQpFQd4xUXWX6VXDtHcmyJemMGGX21QiBHZI4EwEKU4ECKU1bJGgYLsIQ0CliwzmMUdUSkk/HpIt440sqTyT7s0rUVSJKIKdV8nqBooLE6kwTlbDkwMAWHmDeF2GgM/G8DKs+tsMKjpSlGoETknDdBT0QpwJmcdfl8JDwVBdGgMpLu18GiHg1oGFjPRFubDhBQCclUGejjRDpPw20OMOerCcAmDELJSoRTpr4gz4SKyLUVGbpmQaCFeilnxlQ1KXJOfHcSIq6bk6RcPliadn0HjYIJrmIQ5LMzFazh8uxQSaI/FX5zGnppjI+ahpmWCgpwpN8ZixqIeAz2ZFpInwqEs2U24osCVbgygpSMNDH9bQB3QMy8PwpZm9qIeVW2ZjmwqmdNimF2mxPFxHQbUkriZQLIm/I0OwOUswkqL5tD6eGm7nF/f8kfNaZ/GVc07gh7c9TnU0xIzFgr/2P8hZDSehCAXHc/jbwN1IJGe2nsnRc9p5mHUAk/3rDyJSSp4e3U6DP0Z7+B9XKziudi5/6XuW42sPnuPk7v5VfG19N3Aivznycr7e3vJyz7jME5VPggJ9cg4dtX9BCN/LtiGEIBL/0UGb0ySTvJSXtoZftOi1dxY72Bx0g3SSSf5Z6KrKKdNfDKv9dO0z/G7TCj694FgunDqXomPz3eefxFA1jm5v5tply0HAM6NDADw31s5COYoVFbjtDl61w6CX4P4VG+lsWkK6UKJYEDh+g2uWn8qMGX2MWCESI1GKqoZ0HbyiRH22QLWEqe+oY4XWDVUuoR4Nd5ZHc80QFhpD43HCfp32WAIhQNSXEDskAoFaUpAKqMWyx3RmZx3VlY3cuaEP0VCAoItQJSXHIG6aCCE4Yc4UPnnGcTz00AZyyXKrTe92H0pKUDq3BulkEI7CinXthCJFRqwAAcOiMpth4O4G1K0Gqa3VLLp0JZWxIqt72hipdKiuyjK3tpeMZTI6EkUJSHa/OxUkedXAclUM1SU3EMZcFaA03UKpsxA+gS9sUSwZdPVU45gQfUzH16tSISTpfIhiXTnnUimA4oIdEpgFQb7NxagtUij40CpL5Ab8hGoK5LeGEQK0jIcaVwnMTBFrTaEIyJd07DEfZkIgDY1Nq9o4/rRVGPkSbfMH0XIKaVMlWQgSSLo4hoI2ouIaoCAoFnykFIPDL1yFVdJZ9dfZIKB3bR12UUctgZoHr7WEMTWPjULS81O8bQrrmlRCFXke6l9B6pYh+l7oJ3Gixq2VLlIKsodK3tt+KiuTq7mj/04AGv0N/PSD57N24kiSVoFjavYOIyetFB6SCiP2Bt45bz3+sPN5vr32XgxF5cFTPkGVb+9Qesm1sTyHsO7f73Y+PfNcPjH9HQc1h7bOHwVAEyoVZnCvNA2hBHHMSxkqPMHUik+hKvuf3yT7ZjJkf2D89re//YfX3bx580FLwXxDDNJVq1bxzDPPMDQ0RDab5dhjj+Xss/cOo04yycHkZ+ueJmc7/GbjMi6cOpe7tm/mV2vK3rwFp9dzUmcHD2/bwbkN8xnwevGVMizdNodSFaAoKIDhafhr/Mz53o85uXMKzXVRtjkpkiNRNqdUHKHgNrnouJD085tnVlA5x0/9sMEVC47nintuJdmgEqi2ufYDv6HKzHHtyNEM6lG+teADbNi5heufepzeiB+iDkpG4eMn3k1rbJwfPvx2dqaqeJIeTnyoDmEIpC3AAy9hgK0yUSxhTkimHRZHFYJTT57NHX9egZTgG3ToPyuIriQ5qXaANSvqKGxXSJ+gYfpKlFyVzcMttIaTDBDBDBc5d+EyNpeqWb65Gq0kSO/wY0UMQnGbgW1BMjg8o55J/wt5NiRrKSRNvpo4j6ohi9FgEK9W4lYCAYWw6lDyNBTNozQQwAmChYdJubCoWC13FVgBmoenKSglgWgvoUgNt6DhDJZfxtkKSfEFFdc1kXEwfC6xEQ+OL5K3DUwcvBEDa1SnHHcTiIJgzf/OpniUwuaMgqiyicgSvoBDzbwx+lbUY8cUbClxDIl/zGD1ylZqG9LEKFJtZpgYClOqdRlKR8B1sKuhdsoYUoAjVbxNfpYcvohNmacJxMqalX2tSZKegqGreLsKAm5cuYkLmk9EKUYY31FNRWOGJn+5iHNufN/FnL35Ab6w9pt40uMbcz5PR6j1jbhN3pIU3V1tcKWHI/eupE/bed739DUk7RzXLPggh1XuPz/0YBd0HVE1lduPvRpT1an3x/Y5Znn6KWwvSyF1J0cHTtnnGCklntuHojYixD+mpPCWZTJk/09laGiIP/7xj9x0002sWrUKx3EOynYPqkH6xz/+ka9+9ats27btZX+XUnLWWWdxxBFH7MkrPemkk/jlL395MHc/yb8pL6zv4drbHqOmMsFwlcmxzUEA5lbX4td0NEVhRkUVFx/fTrFlLbHIGF+b9n6+/Iv7UHNboVKipk2uOeUsjmlq5xN33EvRcbhrw2Yq1zioHSqKJyilw8jOPJ4rccd86FLBCFpks4JMhyAS83F87QyW7eilLjhGra+cz1lDllTJ4FdLH+NrJ5zL0LMez2T72FQcp65jkGPbtgCw5JA1bOoqa7qt3t5PdGaEdCgLQlBb78ct+ZgoZMgusvje+GNsezDJbSvWoJxQQAZctDEVTxN8av69LKrdSVdbNV989nxUs1xt5bqguAU+9b47SL4tyLZiFabPZll/x64yc4nt13l+2QzOPGU55779GSxHZcCJMRasQ67yQbXE2RJhoLOArLFB2iAlAki6PiKybKTpjQXc8QCqJfB0sMNQvQ6K1Q6leoksQX5OCRyB2ODDTAqcnMBRJEiwggK7UsNzbJwihLfbqBnwVABBek0cqSlk/CazjtqJus1g5MFa8g0qDgrJTJT6yCiOT8HAxUsL1LiFTPiQAlAFhRrBjEwVA+s1EgWD1pn9hCaq8W9NoxQgdXSJuNRZ0NyPlLCtp5Yt420sOW0qfWtSPO0uQ9qSnW0l3A6NYxtnE8qNs3JwgG3DDg/u3Mr/PPQI4z3VxJPzaDr2lVVFRkqjOLL8YB8ujkwapK+DS6YcRZUZojVUuccj+VIGCxOMW2VpwvXpnlc0SN8I2kLVSFnE8yZQlL0lvvxaDbaVJqDtX2Q8m/oMxfwfMH1nEam49o2c7iST7EU2m+X222/nxhtv5JFHHsHzvJc1OjoYHBSDVErJFVdcwW9+85u9JAN2T1ZRFI499li+//3vA3DDDTfwne98h/gB6u9NMskvbnmKdVtGULQYR1+9npNaTgNgekU1L1z6YRQh8Gk6315+HYPFMQYKY9z32ADp9QZBVeeTC/pZPLtEW30UVfVzSssUntrYjZaH6ooI+ro0hXM88r0qiqagZgSup2AjiZtF1GdV0rrDx+pv4ZH3fxzbdTnsv67hv//8NmYv6OKvg/MwhwSb7u3hyj9fz2i+QKFaxWfo5EYaeG7qFBqiCZb2zAJLgRJkpulIz0YOmSghm0TWJYCHU+WCCrmky809ayECWoWLUMCrdQknczQYZckaXXXxBgyUWgvPE8iSgr/B4sbhI7io5nmefHAuc2q/yWMbn8ELuSgZBVFU8HyCR549gnOXrKE/IzFrS/SubURzFJRUuUmUlVGhxkbaAtHtQ1bYFA0oBjWUUYGyWqO1bpxpH+olIG3W/HImFkHMUag+u48t2xuQOqBLnLBEyyi0VY9R1Zrk2RUzMXSHcLBAOufDkTr2iI6/S+LdFcA7IYedVinofqQBgaBF7bFjZB2TIacspaOaFvmNQcSAj3yDTa5SIgZMQoMFtFiRscbyc6dbyyOz5cryRDqMMpFBRUP1PLRRSdJvMtoTI1RVoGA3csWSw/nr8xt4cPlOhKyg7pFxkh8REIT6aJSrZi/h43+5h/rOEF9Yeyf5SgvV1YjtQ0f371kQm8slre/ClS6LKg99A+6Uty66onJ2y/z9Lp8WbuCqzjMZKiY5r+mof97EduF5GSZGjsfzhnmi8BGu67H42PSzOLOhXNx0XOP1pK1tVJj7z121rXLTAtteCYDj9JLP/wm/73R049+8WHjSQ/qG4Lou9957LzfeeCN33nknxWLZ4fBapKH+EQ6KQfrlL3+ZX//618DLRVX/ftLvfOc7+f73v48QAtu2ue+++7joope32ptkktfLqYtnsHH7ECcd08n7Z15AW7B9z7KAbuz5eZE+l+27inxSPYAnCYUSnDG33Gu6kA0Rin6DCxbNoWvHGN0TSSIzE/T7xugeqSDTr+ImVdRYAXZFBX2WhyMFwgLdKV/v2bxFqN/lcWM6T3Z1km9QqcwoKPkC/dE82nFF/H6XMWFSo1bz+2UXk67spaohTV1qgpGeShBl3QDpCMSEgRW2sZJgqAaFUhHh7OoZpAjMnTqlGgdXFQS7BTVHfJeG+Ea+8bdBzCEQD0SwApLaU4dRdcnGQgNfWnEJnzjiffxoy9OI6iKVnsNETwwpBEJK7GCRv65rxWgvEB0s4vgkQmfPvLyMilgdQtiCalWnsDJPsU5neE0AJyAgIGmasZOiMCgKg/ojh+geqEWps2iunmDzYB2kd21LgOv3CLZlCGkWzVUjiLCNGbQJaDY7RkJkWiE0bKNIifqXIJW94OssMVFnsOGpKSTbR8g1eciusrdWqyqhrzQI9jjIHigsUgn0l6heXvaS5d5TpKCZOAVBxZxxyGtE2lKMjtdipwyCAxYT8z2UjMuyNVPxBFjVHuu9AXxj5ZCuKEo0w+T4LQ2856NLWNLYgaoo/OWy91JyHY7621YATp7dyXcXv3pXOkUonFF/0mu+7m/pvY+NqR18sOM8mgJ1r77CvzFCCN7T9torh4cKKZ4b284JdTOJvELO6WvFc4fxvHLu+mjucTLOIfyt77k9BqnqTRDMfg0rX4MR/yFC7K2DGo79gGL+JnyBckem5MQnsKynyeduoq5+5QHP8V8ZwYvZQK93vTcC27Z5/PHHue+++3j00UfZunUruVyOyspKFi1axIc+9CHe9ra3vUF7P3CefvppbrrpJm699dY9Ue19iecfbMP0gA3Sbdu28Z3vfGcvQ3RfbtxFixYRj8dJJpNAWQtr0iCd5EC54NQFnH/K/L2uuZFClo88dgd+Tefnx53L7Hwn8nvLyE2VWHUGIUXjfcefiqo9hutsI+MtYjw9QWskzofOOYrjfvRLrKc9WmZI1PAoVZGpJLMlRJ+PgCsw6nI4qLgtFkqthdNUJOcUufAnN5FqUynUqSAV3AqH4SoXPRbGddK0LR4EwErE2ZH3sEb8tEfzGKZLdU2GiXVxhCdw4x5ezEIJeSgC0Bw820TmdaQnaNUjpKwhTMNFJnQyislwm8tlzzzGtaFz2NJ/B9EpSRpP6CeXM9m+swZzagJPCgpKgKe2bmat2g0G5LM6rqGCBDOcJ9yZQZaj50woflygcGQJNImx1cT1S7R0uUApFU3RekKCaGWBjcvbEN0adkiwbbSWmXW96LisW91MsV1Q25xldU8TM6cM0D1RQdHTscMSK6uw9ck2ttkKmA6xQBpCNlZeR7gCN+oSOjWB9EmKt1SADgFRIunoFBWdDcVqcBR0fwm1qQQKpDsl4R3layG2SaFYYVCK5FEtB70mj9NrIk0PYjahSIF0IoCdKhsCEwtAyQs8S+CGFKSQKCWVVQ93ExySHNocx9qe5LIfnEisUyGimVyx7LtUmhG+PvcyfKrBX0/5IBuSw5xQ37lP0fqnhnby0afuYH5lA7869p2vq8NSwkpxU/ddAFT2x/ho53te930zyf65/Nnf0JtP8NDQen58+MWvvgJQdPrYPHoVhlrNtKqfoCovVsqragPgBwrMj8/gmXwDl7SfuGe5W7wLaa9EArncLQwVX6A6eD5R/4ttGXVjLrrx/724Ta0FrKdRtb0l8f7teJN5SB977DFOOaWcC1xXV8cxxxxDMBhkw4YN3Hnnndx5551cccUVXHvttW8aLeLNmzdz44038oc//IGuri7glTs47V6mHmBDjpdywAbpL37xCxzH2dMyNBwO8+53v3uf+aFCCObNm8djjz2GEIK1a9ce6O4nmQTY+2bZMZbgvTfcwpidw661eWqwm8QfrREAAKY6SURBVIa6MFMXT2eZPkrRs2idGuHYzk4+9JGz8FepvHDEDnLOJq49+WwWVDbguOUbznE04kYFJ1R2siE3xtPFfuwgZOwAKV2iTJM4nkFFQvBkVw8jVg4noICUSG3XDS2hL1YgYHpIWQ57O56CzCmAILs5Sse8Hch+ne5xhUKDIKIICiMCxwfoIEwPy2+huPDuykN5fEUX86b08vSOGeVdRBzQIKmV+N9nliILLoFZOYQCoXAJp2CStwwGB+O4rsr9pS5EVCCCLhG/TYEInpDIl9hFxTE/pQkfMiKQwfKxWA0uIq1hTStiBi3wuwypBnMbu5gWGOSwuh08tnoOj9mdLH90OkKVOM0KJccksyHI3EXbKKFTknpZcUCR1Dg58rMVpF+i9Gq4Izqj/VVkMn78eYEMQ7Jdo7VhlK3/qYGnEEuXMIWHM25CyQApkApcN/dmLn32EmSVoFAt0YsSK6QgkfRcGMVTBT6KqEWoiCvMjg9i+B02PttKSit7bUObFPwjHv2n7PJEeyAV8CU8zLTHyNYJfn/rB/jGtk8xtslgc7IWRXhEzCE2prtZEO+kORSnObT/lKS7ezaStos8PrSDkWKW+kDkNV/vUT3MnEgnm7NdHFE59zWvN8lrY3dhky5e+8t2PHc3OWstOSBrrSTqezE1QFIEyo0vZkfiXN989cvWVX2n4uZvQajVbE//gZy9iXTxGQ5tem6/+4vFvkMweDG6PuO1H9gk/xQUReH888/n6quv3qvX+5/+9Cfe+973ct1117F48WIuueSS/6NZvrw4aeXKspf91dqISinx+XyccsopnHvuuZx11lkHbT4HbJAuXbp0jzGq6zpPPvkkc+fO5Ze//OU+D6atrY3HHnsMKSU7d+480N1PMsk+eWjzNhLZAgoK0/01HFnbwkXfvJHBRAa1tdxhqNoMcP1vHqc7VmR8nsB1yi+frvQExzS18o2zT2b94Aj/dfxilj3fxWceupN0u4o/puELa0w4JYQDjucBgonhAB999A7URokc0dA0h1JMgIRqGWCUAkVHp3s4jlgWwU2bTAn4GG0bo8WX4NPT70fMgK/mfSxPtWFVZTGRqM+H8CpcvBYPVXOQCP7QtRqqFd7V2MWq3jYaIwm29ddh17hoJQV9djmnYGxdFV7YJeH5ERGb4dUVEBTgAz3soYYdvLTK2EgcAwU761IqBZgoamAr2EUN/4ikVCvxigoKEp/PYb5Zx5bHRykebYMfPE9wX99M/l/HnVT4M5y8ZAXrBypRd0TJLK/Ea7fABqRgdEOMSEWJuFogmQzg69bI6kFEc74cevNLAuEi46MhnIig1G6Bo7B4+jbqIyl8SZu1yUayIQ0rpeHaKkrQwbN0wjU5bFXlS3Pu509dhzJcU4/T6iAmXNRxFW9XMwVn2IchBLleG/2EciFRMFT2rOJJAp6GFxIYiXLHp7k1tbzrmEPo9/q5668r8fsMvrv2aR7snUptNAWAJxXmRKcyK/LyYqSsZfGpe+/Fcl2uOeMMYv5yCPjSaYexIzPOoVVN1PlfX9cTVSh8a97VB72oYJIyvzryMl5IdLG4uvM1r1MROI2R3O0YajUhY/7LlilKBdHKP+LYa/EF3rfXuorWga/mYQDCif8mZ28iYh7FfQM/ZKCwkTMaPkm9/+VtT4XQMCY7NgFvPtmnE088kRNPPHGfy971rnfx4IMP8utf/5rf//73/3SDdH/FSbvZnyd0t50nhGB0dJRgMHjQ53bABml3dzdQnuxpp53G3Lmv/LUeCr2oD5dKpQ5095NMsk/eNnsGS7fsIGOVmB+pBwmdjdUMJjKcWTeVkWCRdddvoC8tSV2g4oYgKDSunH0kZ7ZP46hbf0Ym6Za9bj64tHUebrhszBQVl/OPnsINy9fjqNAUCdOXyGIOAXM8HEciYx7SMvifI0/kqIY2qv1BHuzZyh0vPMuWW4xyrmYUxuomMKbmCfpTe/Q+Y1iYooQes5ES8vMs8EsM1aUyXEBKmFACWGmTG7cdzgVzn+XZ8XaWzAzw3LICsq7EmEyiLbaxRlSqA7MZKXSh+1y0vImTAl9CUOjMICpAhiRWQiAsF1Wl3A0p60NVC1QfPo4oCeaHxtj8RAelMT+y0qbryAHefsR87s2vYGJMwwtb6H6X+8Znc2b1OpZl2gBwSyr5WiCjEqjLopoO3t8ipGyF/LkWkYY8To3A8nQW+nuZER9mZsMI33jkHGxXQwY8UAFHUhUs539WWEXkej+pKQ4i7KEqFv6sQs2sYVRNct3y45gaH6EQUAmeNkbxhRhyXMc3WMBMuhSrVFQLrJifkq6x7pEpvPu0RqqDDQx3bUN4knnzmnm2pw8jBRWxAFcecQSnzOrEnT6bJUdPo7YpynH3/RKpaejZZo6pjHNk21Te0370nmtwolgg79isGRjiwe3bAXhw+3Yu3NWtbnqshptPem3h4P0xaYy+MVSaIU6tf32FQn69jQUN9+93uWEuxjAXv+p2Wis+T0P0SvKuxe3b3g/A6ol79zJIJ3kJb7KQ/auxYEH5Q6K3t/efvu+amhpKpbJ29f4M0Zf+/bDDDsN13T0eVOANMUbhIBik2Wx2z89NTa+ey7I7QRYmH6aTHDwmCgV+8NTTdFRUcOmhC2iMRfj8acdxwU1/ZMvacVrjMb53+Vn0jiZxfEt5evCH+E+fwtpbpjM3GWegweWSzgXMtarZMZ4gY1sgyx7TkuvQ3lrFLZ+7hOuXreDIjhY6WyI8lF5GSPPhjJhIfxYvBMcZHTw81Ate2Xh9uH87U4OVrFrXzwnzp9JbGmOzuwyQWH4wDBddwpZ0Hf9z19kcNztGsXOUBcGtrB5rQI6Y+FMGhaYSilqWbxICVN1DVxU6tNn8Nunj5GmbUZUn6PRXsF3EGfcAVWX1R77K86Pbufh3dyAtlcpYGmd1GNUGuSpAMSLJ6gbEPI5qbGJN9xB2HqpCAZwpQyiaBE1S8ikY0mWi3cKu8rAmPD77gZO454HnCEgLL6fiaoJHR6axdHgmquKiT6gUhgOgA5qCl9SYHQ6TvWSQsZ4AvlBZO1JVJXgQE0XeVbeSwUyUXC6IChhJAYMGdk2Je584hPb6MXY83o4MK+haCdsBmTSRlkdhwKQwHqJ3JMhqMQXV5+AL2NgpEyNgoUsdPacRHEzjvAMSw35AUEz6WVl8il6zkqFjWpiqxEkWLUpRgWIL0kMFPvuTu/iB0Ljlmss57PAOfvTw0xhdJooJ6e1F1owM89nrXgxdDeUynHTHL8k7Nj9ecjadlZXYrsvi1n1LOeWcIvcNPc30cCtzoq+t7/okb16ktCgW7kLTp6Prr79zoa7GiSgeMyPHMVDYxNzYvrVJJzn4jI2NvaZx1dXV//A+tm4tFzzW1+9f5uuNolgsvszbuZuXekKPOuooLrjgAs4//3xaWlr4xCc+8TKD9I3igA3SeDzO6Ogo8KK39JVYvXr1npMxKfk0ycHitytWcOPq1QAsbm1hamUlrfEYNcEgE8UiCxsb0VSF9roK7uv5Mz69xGEndXFY81Wcc9IhBIMm3/zxvXz20SdprIvylY+exJbxMWZH6zhv+iwAptZX8c13nLpnn0tP/jLpfIm3/eX3AJiVOpcvOIKnl/VRrAa96PLg4GYeXtuFyApOX7WFY1pboEolp3tYVSAxCChZlC3VDJqSO8UEO51axCjoowp2UsO2PLycRi6rUanl8DSYFpvg9nO+xDObe1i+bDubh2tJSD9CSHy4SNUjP2rw6Vvv4eGhTVC2ZZG6JDUVjAQEix4L9E4elT0gYM2WPoq1DmgqQ7kc2rY4lXPH8KSgJxendfogfV4zCChYCkdf+0NyTQIw8DwFdaVJaEiQOT5PIGxj1BaxAxJ7ZxgtaGNMybGZHC2hDMqEQakngB6x8ZIaNU0p+onxo/UnsLyvHYREuCB2GfamKyg8EWLCcTDnZhibGkAVAk3xsEZNWg7voljSyAyUc0UVW+KLObs6Lim4u/JfEYLcewTthwwT6C0ysq2CXLXLWC7E8EQUKWCrTLK1ykFWQdPWAPl8OaTfazp8+nd387OrzmfTUPmlJYvgGynP8S93ruSqK8phuqF8hpxTNrhHS1nue0lrvpdStB22jY/zWOYJ7hp8Ak2o3HzUtwlqvn2On+TNx3hpiIQ1xJTQvHK7WHeQwbGLkfYGDGFQU79yn9qjr4YQCmc1fe4NmPFblIPk7Zw1a9Zr290/WGE+NDTE9ddfD8D555//D23jYPDSSnlFUViyZAnnn38+559/Pg0NDf8nczpgg7StrY2RkREAHnroIbZv386UKfv+wr/rrrvYuHEjQgiEEEybNhmCmOTgsKC+HkUIaoJBanelhcT9fh790H/guB4BQ98zdnbF5axP/JrO6guZMmMRUkpsz6VQKBcdFIsOl808bL/72tE9yq9vfppFC9r4/Yo1ZMbztM0OM+gf5QP33Yy/pBFaBc7CPEk0XMODkMrTI5tY89AGhKaQn2PgGQJvlxD86QsPoRC+n+XJskyVNCQyYxDKRpk6Jcwzag8gifpM8iJHncxyxf/eSsK08Dw/oz4HLeCi6R6aXs4f9Y9I/ja0GbOmQKw1h502yYz58DRBsQbUqWme7OtFdQVSERSlwLfRxPULXD84RYOQa5ESfqQl6P1bC8FOyHVIoutUPJ8DTYAUWJaOqJUEe1Uij/kwzs+V56DauD4bUdr9JS4p5gxG+ysAiGlFIoEcfU/Xk9RqWRcS0JpHmZdG9KuIEROpClTXoVbJcPLXViAUuHvjPPqIIAsqiuYys3kIJ6Oy+lE/+XlFFFdidhaQHmTuriUX1hCNAjsgCYYl0oNwbYbN6SqkZrJieyvt6SxJG1raJdvz5dkWpEPxkAJSgLbdx85MOc3oM6cu4an1O3GLLvkGlWCPw613LOfBPy2n+tI2JsIuV89bjKoKLpp2CACO5/Lx525h88QYPzr6AmbG6rn05ttY0T/IYVPiUAtBzY9+kDsFTfLGUXCy/HjLJ7BliTPqL+WY6rOZyPyCor0BAA1BOTH5RTynF8/ZgmoehxCT3bsPBm+2HNL94TgO73vf+0ilUsydO5cPfehD/9wJ/B27vaTnn38+V111Fccee+z/6XwO+G449thjef755/doix5//PF86UtfetmY/v5+/vu//5tvfvObL3MV/3312SST/KOc0NHBsg9fydhwBrfgwi4ZP0NV95LcaQ6dRHOorPcopeTyp2/gubGdfOmct3HYvFYWzmt52fjhTBa/rhHxlb1Wv731GR57biuPP7+VwOwoqiUQJRc8FavaoRR1ia0QmE8HCC60yTdZeKM+/LKAmvCjAmbSI+9XsPMmzYn5XL9jHbrbwKxZafLhPF5WY3wiSIESO15wMGp1hObRHwMIsmxHHLYP4ukSpUOhOBQgWGcR8kzsirL3zlcDuZ1QHPahqR6mppFNGyg+DyNWxEr7UH0uZkMBz1IobQkjEKgFUAseiivof7AV3XOxGh20swtomw3ij6sUa1TUrILvBYFtCJQKUAsCx5CYaUFpwIcatSntCKOkdEBQWhElHssQ7rAICJWC7YDPoyddiTQp97hXnXIBlyfQ623C8RJjXZXYjoYbybC7Y6JqSay1AdygSvPssr6jFnYpLfSQdR6uC1JCKW0gEQhXIV8n8FSo0F1QBMM9MaQrQIOqfIBbPvAx8rbNN3d8glA6CBJ61jXj1JcN/NlTe1gS9HjnkV8nOr0KWemhIKiuCxHM2aSHM6Q8i1W5HshBZ0Ul/33cix71Takh7t7ajZSCTz11N3e/7T/oTZYNXMUKcs38j1Pvq8JQXvx4muTNjYuDu6u7Vskri4b7zaNIZn+NptRQVfV7FOXFzlFSFimMnQkyje5/L3r4Ywh1UkP234Urr7ySpUuXUllZyW233YZhGK++0hvESz28t912G7fddhu1tbWce+65XHDBBRx//PH/9LTKAzZIP/CBD/C9730PKLuA+/v7+chHPgK8eMC7D/alOQuKovD+97//QHc/ySR7WLWsm69++68EAgZ/+M2HiMVevTtOzinxaE8PnqfzyOgWrj29rOe4NTnOk/1dNGgRrr71LoKGwT0fvhSfrnHEgnYee2YrC+Y088mrTuHpTd38Yf0apJIsb1SX6P3lB41puRSyOsITFJsEWo2DoyoUapTyvSBhWdcgmi3wpMLA9nr++rF38tG//ZKE9BAulFJF5scbGZUW6bxDySyRw8Se5+CXGrG0TiovUfJ+6vxBNvgyKKrHmR1zuWddF3a9w4RPw7MVdL9LuEfBmBBM+E3UtgIAiuHha8mg1Qm8Xh/BFQpjhyt4hsDKKQQ68ig+D3eBx0Q8BgooRah0bdSEiT6qYQUkVlSgZVzs5WGCR08Qa08ysa4Sz1HRRlTSSoCEVYNoTVBzk8HQ4gpQBLLSw250EKqHuesZEXIc5LogPiysWRY7/VEe+s0C3FOKbNXjFGNlQ7c/Fad6eYH8qJ9c2I8hC2hrNbIjYdI1PqiFjqKfwZoUeBrRSJbt45WkA36iSp5Ql+AEMZUr77iDjblxooEGfHUF/NsV9HEFv6MjTJv6qhEG9T4Kop2skybSHIVskK+ffyr+gMlHPncj5qjGHH8VvV6Wt0+Z/rJrrTNcg66oWK5Hw66e5r+88Bwe2LKdC+bNpjmyd8vLSd7chLQYV0z9FiPFXg6Jlb1LIf9pTGnYjBAm4u9lo6QH0kZBQSvehizeCVX3Iia1RA+Mf4Gipquvvppf//rXxONxHnzwwf/zCPG+8keHhoa49tprufbaa6mqqtpjnB6sXvWvxgEbpDNnzuTSSy/l+uuv3xOK//vcipcmy+7+97LLLqOjo+NAdz/JJHvoH0wCkM9bpDKFVzRIS26O5YmbKdphHLvskcpmFFzPQ1UU3n33Hxkr5pkRrsaTkoxd4ruPPcEdGzdy9qyZPHTz1eiaihCC1po40Uo///tEkaw/T3KkhD4lQLS1xHBLgYVGD+aYguuewM4ZI0xYTrnQBxCWRDgCRVWo9gf44NGHoeUNhjM2x52+ho+3PMrIcJQv/OC9TNQHcNYEcUIB3JCLZ0AOB2/UA0WQ8Vu8UJ0CS8cwHO7t6uY9J8zn2uyzIMBnKJx22EwuPHMWS1duwy7Y3PvcRrxpMKWyjp74TlAkUnVxN0XQcwLHhdZwlNRQCbs1h5U2kKLc4aS6JUllfRrNM+i6v4Gyej/YdTrHt4TZUFfuilVoyFEaN/E3FMl75QP3gmCHLExXpaToNFSN0S2iSE/AqIZqQa6rEtcAtbGAGnYh7DKlfjpPdPehJPwITSA18EYMtvc3IebbmJ5GOGGhLiww9PSLlaDF5hJOVQEBmLSRtcrFmErYYd7p3Tz0B52hqIlwJEW/H7J+qARxXInYgyaXndVCj76Bbb01JM6rJBLMUH1I2TP7tW/cznmXLiZToZKpUPnNMaewYOrefetNTWfpOVewYqSfU5rLvdRn19Uyu672H7vgJzlo5JwiG1K9zIu1Yaqvz0PdHJhGc+DlxoWi7PvZI5QAvqrbkblfQ/FOoAQyQTn3ZZJ/lIMZst+wYQNVVVUHPqmX8F//9V/86Ec/IhaL8cADD+ypsv+/4OMf/zh/+tOfGBwsN2jZbbftZre9Njo6yi9/+cs9mvL7su0ONgclgeWnP/0pGzdu5Lnnntvr4P4eKSVHHnkkP/jBDw7GrieZZA/nn70QpKS+PkZrc+VeyzNWiVu2rqZJjxKLP8/y8T8CsKjmLJ4fKvLs2n4+4dxDUTiYavnW6KyqZEQbpSAtViTLEh1PdXVj6BqpfJFPXH8nnpR8/9Kz+PPU9/CjFx7j5q2bGDEsDp9dj1fcyTc770aZJtk50kzL8Vdy3apneLC7Cx86FeMKIqTx1YtO5fC2JlzX4wtf/TP5mUVmBIdRhKSuLsncdpMnHRfT56A1exSQqAUTLwUBRyMbcMupahqAwClqRIWfU44NsmV9gb6Jar5+xNkcUdeC50l+/pdn2NQzgmMq5PM+XjCT+JwAAc1CXRvA8QuELdBt+M4lZ1IRDNCdSfKXZevYWBxis0gh1PLDSVEluZjEl3XpPLyHbW6c++0sTUU/OBb6BoE+J49XUtG2+cAVFEPQck4vsel5chM+1t89jWAQpOliDOigKjh+j9w0h9CQgpSgCY/tzatpALrvDqMUBZ4OoqSQjxjIMY2qUBpjmgUIInVZ5JYKhAMTThGqwFAEs+sb2dyzHp9qM6tyGM8V2KiYowpCCrA93FYbLaMgcqDmBLdds5PZ3+9g7aoKPE8hnVForShgbfOjFCRvO3wm2wfHwZFMb6omkcqTzZdoqX95MUtzKEpzaNIT+mbj6hd+ycZ0HyfUzOWbh+ytE3owUfVZyOj/B/pcUCoR+rw3dH+TvD6qqqoOqIL+7/nMZz7DNddcQzQa5YEHHuCww/Zfn/DP4JprruF73/seDz/8MDfddBO333476XQa2L9xunvZbr72ta9x3nnnvarM5+vloBikfr+fRx99lE996lNcd9112La9751pGpdffjnf+9738Pkmq0gnObj4fDrvffdR+13+nVWP8Oc716FlVd53hh+zReBTw1xz9Ls49Sd/wvZc7urajASObmrmv485jSJZagevZV60nx2599ITm805s8tVmE9t6mLZ9j4Anti0kz8WH2NjagBzigZb46QHTJY0HwrcDkjmT2mmMlrFQ89sIRMvUh+ppG3aNqKiikNbyvIfazb08eyqLsy+IEuzizCmCbp6almzASKAcmKWMduH8IHhOqg7dLJtDtFqH+mdBeSEghf38BTBd086le/ddw2D6TAfOPSP7Bi4lf+fvfsOj6JaHzj+ne3JpveeAAm9Q+i9KCCg0gQUAXvhKna8P732cu1ee8WCiApIUUCk9xZCDwRCeu/JJpttM78/VoIxoYWEUM7nefYhzMyZOTu72X1zyntKct7h++VHOZrhzIyhVVTwVzopW5WBXl7tSUpPplhtBwVc9Vq+2xDHnwdO0Kt9JJP6d2TFseNoJBWFSd645xoxHVbhYgDviHLUXjasBRrQQNYxN7xblaIZY6KZtoDkCj/sZTpsxXrck6y4TnOOuTPrVDhiqlCnGZBMGmS17JwVL6nQ5akxu0jIFQq+7pVIEsgOcCAhyaCuBIerCmwKYe2y0XvYsFeqUallXNzNWPKt6PQGVKVuGLDg7pVNkjkfoyoMJVlF0h5XbCYdQSpvkhwVoAK3XBkpQYMs6UBRUHmZ8Ax0Z4xxGMdDd5KU7iCsfR4hIeX0Vd9Ev6mtCfR1p/xEKfsOpfNcTiVxqdlUVtl47eExDI49/+TqQtMotTlnsZXYKs67jNlezvq8b/HSBtLbb8IFjbeTJC0YZ1xoNYUzuUy77OfMmcObb76Jp6cnf/75J7GxsY17wfMkSRJDhw5l6NChfPzxxyxfvpwffviBlStXVsdvZwtOX3zxRV588UVatGjBhAkTePXVVxukXg02xU+v1/PBBx8wZ84cli1bxs6dO6vTQQUEBBAbG8uYMWMIDw9vqEsKwgXx1LmgNjtnxSQk+vC/wfPRqVzRq40svGMKyYXFfLB/K4k5xRSSS6/gUCZt/g+PRp0AYLBHCp27PFl9vl4tI2gXHogsK/RpFckCZ9YpJCtUWRysP5HK+iSYef8S3HQluBqGARCo8qBMqSL5UClVOgMt+h7hp/gtbDmax/byY3i2c8XlhIZYn1g++NMfdZWCBzISIB/2x6BY0fjJ6DO12FwVLJ4yedZKVN4S7mlqKr1lotx9mPvDVlL2ReHiXUm7G5yB8yebPuNQbhsio3IIdgun3OLLoaJcAlzdMaVVkC7nMGVEF348nIC10oxBUZGUU4RDI7M5JYWNmSno1SqssoKv1QXTRpAUCaMW8iKNhNsd+OorKCpxAwWkv5ZOdXetIuiwjb16HRjAmK6myqbBppY5XuoP4VbUnjasSUbskgaNyVlOV6DgVmmlogrKQg1kVHohH3PDotaAO6hsDhSHhPcJB/ZOGlKz/VCVaIhsnk2Ju5aKWBtPRw/jN30S67PK0FcF0zyggEKzDY1Zi6bQHQnIl83ozRDQPYeIVrnkbYkgK1EPkoQlViEtqICX1ywnoKOW+3sGcKTC+dnm6ioTHubMGFBQ5BwGkF9korLK+aGemVvSOG9moUG91WUm2wuOMjSw8zmP/T1zH3uLkunoXc6h0lUANHPrQrBLdIPVx2xLIrPkbdwNvQh0b7qlJa8Y9eyyb8yA9JlnnuG///1vdTf95RKM/pPBYGDixIlMnDiR4uJifvrpJ+bPn8/WrVtrzPv5e5qoU06cOMF///vfyy8gPSU0NJT777+f+++/v6FPLQgX5ZGO/fG/xUhKajHTB3THXXu6O7VtUACRPl48vmwlGoeKzPwylm88gMmisKk4moysCBIL2jEucguOFCvD+7Smefh+Pr59M4rKH9nxFv/rdh9fx+/jh3UHkXQKEhIqJFJLg+kRcfrDKCOpCn2+CxqLRKGkxa9NPhn6cnaqD6KKdFAVamf1S89QXFnF4fx8ysqr6BwdQBV2Rndrw+o1hyjGxl4y0ZjBJcOOOViDyqpi1vUDGN+jHc8c+IH9+elI6DCXGUgp9UVWSRRkt6FtxxT6DDiEteogc38ZgkPWkJFTjuICxUolH2zYjjlYD+5QrrLTq7ULJ9Os2Cr0aExg8rehGKC4RMboIaE1Q6UvyOVq4lfGUNlMAiQktYw6wR+ruooDpS2pRIN7joK6QqKklYrklEBCvQtx1ViptOvxDykmK9cFKkFRKxgzHUg6B6oyF/SSHVVrExaVGh9LFXatGruspkOvJBJ/b4bGCgX7fZG9NEgWFckHw7E0s6INsvFGwhaCW3gBEOLij4ctHDdHHloXM3KkncocI1YfC4ZUDREtc9HqHPj4mMlSvJyDZT2crcVSazOF9koKbEEM9BrOoo8O8vmuLZhzJG6/cyCv/984Pvp9C2szUmnVLJjro1ow4brOl/ItLlwgWZG5d+c37CtO479dJuFv8Djr8eW2Kv6zfyEKUGKNws+gxqjxwkvXsDPls0s/oti8gmLzCnyNN6JRiWEeV5Jly5bxyiuvABAdHc1HH31U53F+fn689dZbl7JqZ+Xt7c19993HfffdR1paGj/88APz58/n8OHDwNlbTRuCSIImXDPUKhXTY7vDGf5QlZDQqdSYHXZ6+EXz7Tc7sMre7G17HfvdHEAVH57YhN82iUXL4vjh/U/QqKqQFTADfuogwr16U9riIGqTgsohISsK039ayJS+HclNLWPXthTUkozDHQw6DW1j/DC7prJb9TttgyM4UmmitWcwOq2GQE83bmvTgVc+/4N1FPHxM5N49rnFmCos9O3Zgond27BywU7C98MDc8dhUcOoNi1RSRLJ5XnIA8wYDrtjSlTz7He3YXeXCC7VEtnaOdknJSMA2f5XpsRKBYerhCIpKOq/Zi0pYJUdbMhOoEJxB1eQNA7QK6CSUJUrOLTgmi9jjZawuwHNrRgMDmylWtRZBnJs0CKynNJIiZIyT6QwK/6/a0GRyCvyxlago3Ofk9gcaiQUsox21Pla9EUOXMYWoqTrcWz3xNyrCu1fc00qNFoGj4lHpVVQFEjWRGHxUKEtgkpfBcndhqZ5BSpZhdWsprjCgWa3iakdO9DNJ5zXF23ANcSMd+8CHHYV2VuDUfkbKIkwk74kAi+pBNN2HT5+dlL7OfCz+TDdsxsFbpkkKqncHDaYlppwFhzMBGxk5ZVRVFJBRJgPu4tyMdvs7MvK4Yv7xmPQiRROl5sVWXvYVpDAjGbD8NN7srswGYD1uUcZEnT2pOiuGh3R7kEcL8+hX0Bnbgi5FbWkQd3Aqbo8XQZSWLkEN10X1JJ7g577qnSZddkXFRVV/7xnzx727NlT53GRkZGXVUD6dxERETz99NM8/fTT7N+/n3nz5rFgwQIyMzOBxllpUwSkgvAXV52WpXffxrG8AobENOer8i0s/G0vt7TrS3FBHBmWMgxeFhx+WijTcLzAizYBOaglUCsS67N1LDp2GFTgcFPQFCjIWgmbi4OvD8U5l8e0qdBXSuhKQXJY6DLel802KxLQxS+M/wsdSguP07Oug/09sBolHDqJvSmZ+Pm6YaqwEBjgycP3D2NM33aUV1iIbR9d8y/XfT7YDIUoFi0VHewoARYo0pOpgqxD/kTndeOZwROJ27WHYksVaruEulRBI4NnpoVyPRjd3MmOMFHq0KKRHMioaenpR3JSMYqk4GXSoFersXnaCEqXsEe4UGDIQZLAtcqBVZZAUlDrHKfT3yhQHi7hnmQnuJkvmTmQG+CLh08FKb+HIrsaUDkkbJ5aHIoKbccKDIFmrK5azHYtqkoIDC4hp9idhMxQ7FUaJLUG/CUcrhL6IlCizUhq0KhlHElG1FYJ28kKdpr2st9tO/osL5R0I+XuNnJy/TAq8EDPfuwvyGZmp4588eIKegwIwnhjEP89spksq42jlWW8O3xq9f3NNOcy46PurP0qnRXbEziSmc93H95Bx4hgVh88jtGgRa8RH6+XG7vs4PUjvyCj4FAcvNZpBrNbX8+ewpPMaN7vnOXVkoof+t6PyW7BS3futHL15Wu8EW/X65HQiyW2z8dlFpDOmDHjqkpr2alTJzp16sQbb7zBhg0bmDdvHosXL6a0tLRBryMpDdjmum/fPjZt2kRycjLl5eXIsnz2i0sSX331VUNdXjhP+fn5BAQE1NiWl5fXoDMLrzZLdh7khV1LMOp19NG0YUXaSa7v4MITvd5DQWbGzhs4Vh5IpORNdooJh1HBaJOwmaBNtD97rTkE6d1oXujBfksBFslBRIoayw0yVRTgqVWoylYR4C9za+vrcDniSU5BKbtPZLKrLA8F6NkqgnfuHE1yagFtWgbjcMjcNu4DiosqmHnvIKZOP/2F+uS3v7Mq/hhuRj3FHQtBp0ClCvm4G7IetJVwXfAh2ncr4JPU9lQkeaLNUaPoZfxiiinf5XwvmKJtWAJAckBrkx+pBaWggLpCQYWEgoy+VGL5W3eRaS3n6R3Lyc8tQLfFQWWgG/piBUOlBX23CsorXCiVXXA/YcF/VwlqvZrSEDdsXmoqwtXILmpGtmjF7vRMKorNuGhLce8kUWSxIbs7MCSFkO5eBQ4JvWJDNjlXP9BU2UFWI6skdCUKipsNe7cqZJsKD9cqxpR15c8NR+g56yCmDDcOfeNsBavsZqPSZkCSoTLSOeazQ7kPD0R3p/+AVlRpZYbO/4KKSiseGXri//swAA7Fwe07n8Zkr8QzK4iUH/SEBnvx46d3Y3fI7EpOp2WQH35uRoTLi6IoPBb/FbuLjvNY65u5KaxXU1fpoilyMbbyd1FpWqAx1r1E7aVyKb5b6rpG+2kvonVxu+Bz2cwmDn3/nxrbxHfh+bFarSxfvpz58+ezaNGiBjlng/wJf/z4cWbOnMn27dvPu8ypwbIiIL26ZJeWo9dq8HF1aeqq1JvVbmfV0eO0DvCnZYAfVoedeZZ1qFtYebT1KIpzFMYP7cyKjET+l/I6W0sOk1mhARTKyyzO1Y6sChXNqlAKdYT4e/FW3xsIcfNg94l0Zi5dAkiohmootBYCBlxNvvgHHmFfbgT78nfht1nBJU+hrI0K2VWik18I943qhdFVT/s2zhyXliob5WXOxPYF+eXV9T8Ql8LJg+lYA2BA2+b8nleOzc+CVKJBWwpBvm546copa2Pn+4JohgUdZU1Vf8p9HFhVoHPToLg6kBwSdk8ZUKHIkJJXgkGrwWJ1oFL+yjnqA7d260SgjztfrN5CmpIHnlDa3Q1kCbMfBOzWUnbQG7O/CsVHhamFAd84CcUm4xrgRrnJTEWk86NoTVwCr40byfsf/UmR0ZUCgwZtObgrGga0CGe1LRNrmQ27XcFqUECR0Ns0mP96u1l9JHTlGkZnx7Az9DgdgsJYlV9IQRcdIOEeUY5fpzz0bjZUoVUc2BeNVqtGkrRUyDayE4p5a+kKNq89wmvvTuWd2Bt4e/lmbhrWDoCMvBK+WLYdR2vn3/GxHZsz2acD3TpFAqBRq+gTHVnn+8qhOFD/M1G6cElJksTbXe7EKtsvKN/ompzl7C/dw82hU2nu1urcBRqJopgBQ41WU3vF1zgqv8cBqPT9UGnqXrr7analLB16NdHpdIwfP57x48c32DkvOiDNzs5mwIAB5OXlNXrSVOHytu1kKnf8sBgXjZYVD0wn2LNpxz4dLyxEURRa/i3JcZXdzux1v1NQWcn/hjmDxH/6YMsOPt22G71GzbaH7qXYVk5SQhkWFx3vx20m94iCxluFycUKgNHXit7dwozwWLwd7vxxIJUjUlZ1N1KalMe8lF3M6TCMSqsVTaWMIV8iq3mRc7lMycH09h1ZlZrirIAMpTFazKE2KmKcvQydYsIJ/0dOy/XFifR9qSPN0j258UbnwNgKUxVzHvwOh13GK1rLb45jSKV65AJnQNayuSfvTbqJvRkneSbNGcTuLoykItOC1R9QVHTxa0P5jbn4qoPQmHTsWpeMSeVAF6HC1abBnmzD5g5ICv5BWo5UZHHDQ/8jM7AC2uJctlWtgCyBDA6jGtc8O3Y3CSsgG1RUdfLCotdiMygornoU2QGuCnYvmZ9X7kHX1Y1irQlFAlmtoM6y8Wv6cSx+atztoKpQYXCvQmVS0yEwgtTKUvIqK1HUzuENv+dmYFa54ZPnQpZcABo18QmDcItPxz22mLA2zlnyecvCyI5y4d/RA1n0yx5KCysobK+w3a+EcouFYR1jGNbRmbZJlhW+XLqDFdsSUMf78/ozQ+gb2Alta2dgoygK5WYLHq61U9otzfyK7YUrGRZ4C8MCJ17we1loOJIkXVAwapNtLM1aAMCa3N+5p4kC0qrKXykveQiNtjNefkuR/lpHV6XtjHPptEAkVcBZz3HVusy67IX6ueiA9JVXXiE3N/ecCfH/SQSvV5/kwmIUBSptNnLLTU0akO7Pzmb8j87E9z9Nnky3kBAA9uZmsSr5OAC/JR3jnk61ZzipkFBUUIWDJ1esorMuAHOBC1UhMmkmKzqVBg/0mBQrkqzgLbmirzIyd0MiBvcqprTpxuG4PIyVOm7qGsOCnD0cTcri0Io0ctwcqBQFtV2FJkGHtoODVr7epJ6oIGFHEF6eFmSdkSrZQbfm4WxS0pAk+Hj3brYkp7N06q0AHCvN4Yk9zm6SJ3tdh5u7gY9+3cov6/fhqlWBXSYk2Jv0CjsWuwPVX00I+si9uOgmcnPXbmyuPMH640fJyQ9AbmlFp4CSYiCGEL7elYUtzDnZI9DsAF+JYg+FYtmCrlSNNQTcvCuo8rBwoKqAEosX/nu1qGQwu6hR21R4G1ywpZrB5kxZ5Z7mwK6TQKWiJNAFyQFqGygaULwcSFqFijYQtz8Xi02LogWQ0FQ6U6W6lamw+EFgBxNlbiaq/lru6tDmdCjR0j7QlxPZ+RhTzOQOcTaZptnK4a9GSVshhKvbc2jfCdw9zZhOuKHRuDG8XXNGd29HqIcnRwpyefvwTsqp4o+kE0xo2w5FUXjyv0vYuS+ZPrfJtBiVjC65E/0Du6JWqarfN8/O+4PfdiUwY1h3Zt/Yv8Z76mCps/foYMk2EZBeYbQqLbHe/ThYGkd3nz5NVg+rZQMgY7ftRVHKkCQvANSGoRgC40ByQZL0TVa/piQpClI9Yor6lBEaz0UHpCtWrGjUNADClWNCl/aUmi34Gl3oFNqwaVAuVHFVVfUfvyVmc/X2TgFBdA8MoaCqkuFRtfMGrjiRyHdH9qFIzrRNB3Jy6RUdgvTXUr5uWh0fThmLo0rm4W+WgQIh+JOgFAJgrdSx60QWkk1FhdXOL2uOQDM1Oj1kxRVRHi6hdLbikLQE+7qxfPR96LQaFu06xGKO4OZnwBpcRkdtIIVPHKK5GxSPC6BUK5OYmU+V1c7CTQf4eNUWtP3U2HAQ5upsOf15w35MVVbKWrqAWua6Ie0Y1j6GRdsOUhi0FodbDrJV7ZxVL0nMDh/GgedTMLVxUBINSKCoJPYmZYHD2bqJCsYN786GxCSOYCLSzYviqkqssgO12gGAWiujsin49fTFXa3n+L5cbAaYPLgdX+bH4dCqUMkK7moNaqszOMUho62QUdQyxbHO66AAMkgWDTpFQqkARZExlACShKHAhl+hhEWxoOnuAKsWRQZsKiQgIyEfVxuoDWp6HdUROKk563cexGjVYTdAeX45+9VVlDqM7PuzC989NBnPmTq+SFnIQz98z8F4E2pJwsuqoGhhr0sye1aeYNatA9gedxKtp4WykCP4AAN7GmoEowDbj6Y6/01IrRWQ3hR6F7uL1tLPb0x93s5CE7u92YWnMXTINhZnvE2xNYfx4U/iqw+5qDq4uj8EShVafW9UKq8a+6R//F8QrkQXHZBmZTnXqz41JrRv377MmDGD4OBgDAYDarUYM3Wt0Gs0PDCgZ1NXA4CBUVG8O3IksqIwpHnz6u1GrY6FN02ts0yOqZwH/1iOAkg6aOflz7NDBxMbFkp0iB+lWgvdw0MJdHW2/E7r15Xj2QUkheZQWVoJaDCkS2RYTchGB5JVhVWSINdAQIkrjqpSXHPB5imjxFaQK1WwMvsAN0Z0ZVxsOyo9K3jz6J9YbDJ7HRl08HdBzqzA74SE1RvUlTJF5RUs3nyAqnIHvrt8+frfk4hycw5J+Ne4vny+ZyfZruWQraZrizA6NQuhU7MQ0ks7M//wMgaG9yHQ21n/qCg/3nl7CgWFJl47soZUrGBTY6qyMCAyiu3JadwxoDOlajNHsivp4B1AqiMXOQbcD2npYo0hozAJi8UVs5eGZG0Oeo0dSWVEXy5h8Uml+4h8kta64sjXkdxJxu6qYEyx45OnprWLD2NGd+IPcyrrEk6iLZZwLQCHFsz+4O9uxNumoSAhD4dOwuyqRtGAfbcrXooFVboarc2FfqM6k3G8gITcDBSgSi2TdawIs2xF16cUda6Oqv0elPWxUybZ0SZrcZTIZJkrefa3eVSEpFBc7gd44JBldJXOrFcHLJuozHHjjy3+zL5jCItW7cGc5YJLkIX2np1qvX9euu16lu08wpSBnWvta+/Zi/aeV/4EGuH85VQlk1C2DYCDJRsYFFj358750mha4OHzWUNU7eojuuyvChcdkHp5eVWvyNS+fXvWrl2LTqe76IoJwsWQJImxbdpcUBlXrQ4PvYFSSxXdQ0L5+IYx+P81U7pf+2a1jn/ypkE4FJlOS18ArRaNj5WgOC+yA6qQ3WUkRUbK06BSJKYO7krnO0PYn5qNZ4SKl48uAeC51evoNK4ZKdY8Xj+6EofDmVQ+QO3F7E9uwrNCxbIdCSzaeRhvvYEgbw8evLEvc1ftZvLgztXB6MGiLN4oWU1BkB0FMPhKPHJ8AXMDb6eDVyi3f7mc7DITxkFl9Ir623Nu5kqeWwFyVTmGPMBo5f5O1/Hiqg1I2NkhLUKR7Hi4B3OyIh+b1gZe8MSNgyk8UciOwjxkFwlXxcz13feiUcvgNwxvc2t2qRaiqBR8WlWRUu6P3agGJOweElUWFZ9/dCcAX96yCaNBQtZKWF1AkiU8HFp+emgK81fuYdHRQpp1zCQlN5CqKj22QC0Bw/LxMmvZs7oNBepSDkVnUaaxoanUE2J2IbeTFZOpGJU3qFUOgiUDJyTnmF+PaBOts9vQOsiPEwtsBPqp8G9vRnPEg2KdgqwGQ6AFz85FuEdXcDA5n9xSEzqNjpOfxeBq1NFuQe2AtE+bKPq0iaq1Xbg2BRqa0cKtKyXWXDq5WLGWPo/W7QEk9TU6zrMRSdRzUlOD10S4GBcdkHbt2pVVq1YhSRL9+vUTwahwxfLQ61l/60zyKito7Xt+aT/UkopgnQcF2mJiHFFkFRVj87ACGgKMRj6cchPhnp7EJ2cx86uFtA8LZN7AW8gtreSD7dtwlKt45Yc/SUzJRBoAapXCSGNXluw9zsyjy9h8/1083uk6hvdtQ5mHjRuWzuVEdjFeagMmm7W6HltydmCXS0ByBUWFHRvIMnsKU2njEUxhhXOt7pwyEwXlFby7agvhfp58WLSBKocdF50FlyA7UokKXTn8e9QgFh3ZiUWThAT0jPBiWNAAfs85CMUSH/66DYe/CrvR2W3tYXU4g1EgaV8iyccqaX5DANbgfMqTPLEbtSgqBckOhlyJacO7sTTuCF8k/YryQC7u292RN3hgN0BlkA6z2cbmI8l8szWe7r2S6T76MMlzh+NQQCX9ratcgT8qj4AGlHBQoyJD73yuHDbiarLhluzKh69N4j+p80ky5RLmbuC7iZNxKA4ioiE7zpd7R/TE9bZADp3I4oSjjPjMbBwHwrh7WCv+t/wkAMM7RhPm48HwQWdPni4IABqVllujnkeRi6nK7YYDBbCh83ylqasmCJeliw5I7777blatcq7nm5CQcNEVEoSm5OPiio/LuRNeF5vNfLZjN14GA+90vhVPo55QN0+eTFnEar+DqO02RrdoS2xYGACbE1NwKAr703Mor7JwV8felBbLKIrCb1/HgQKxJ6MZNaoDJSVW4AQqSUIlSWjUKjq1D2fQos/JqCoFIxRaLby6cB3DO8Wwdc+fRHs+x2ddKllb/CJ3t7mJ70/uJM9czoTIrhi0Gr6ePo49qVnc0r0D323ey5K4Iygo0M05OLbKpkO2q/H6w8Db5j/5z+xRfDt5BqvzmpNvKWRC2Cj0Kj1HN2SzNvEkKApKmQN8JLSKhOqYkQOLW+EumcnfHoBOZ6dkvxtlm9ywWlV4eKhxPWxHVWZHVqnp3DKMF5atRdOlALUE+tZmzBs8kOwQFehFC39fEhOysXhDuaeGzHIvKkyuSJKEDYX87/0pNrnjaVRTlqHBHmFHcUi4Vmqp8AHUEKP2IX9HCVqjhkBfD173ncqfuXH0D+gAQNyRVKocRQT2qeCk7SS/Lj8CQECIc0iDlyOK22Nu4UDH3ziSnsu4wR3p1cqZ0mnX3mR27k1mwphuBAde/LKOsqLw7O9rOJKTx+tjr6dVgN+5CwlXBskNSR2B4khFpW2PoljBshY0bZA0UQ1yCUWxgGJFUl2jqzqJLvurQoMkxp80aRILFy5EkiQ+//xz7rzzzoaom9BIrtXE+Cm5RRzPLGBQpxZo/za2WVHsOBxZqNXh550p4tV1G/l6117nGufAvKkT6BERxqbcE/yWsY8CSxn/6XQjzf7qUk8pKOb91VvpFhXKbX261DjXvGW7WLcrkUOhJgqqKrmtYyeCFVdOJuVzY/8OxMaE88BLP7PLkUl5SxksEoZMNZ2MgfT0CuLXlftwcanitZe/oHXoYoz6bmet+7bjqdzz1WIki0JASSG5N2iwSmp0+eCzwjk7XWVxMG5UFx56+PrqcompeUx7dh6yCoJCPcnOKnXOkHco2LwlDAV2gjIcmPVqlF7luA4uwU3jSsaSCMosVpAVDIUKqODV2WPZdSyV1Xu3oetkwuVkAHkJCna9CkVRMBTasHqoKGmtA0khpiSPNCUQlQ1UVhsDFH+6DYzhg3W7cEjgcHEue1reQkaNjO9hBZuiweopExHoTcn+MkL8Pfn29Wn8fiyR4gIT3366FQDPvjpmXz+Yx778E4D2Pr7E9mjO6I6taRnoR3GlmdEff0epuYqvpo2jW3go1096D5vNwYDeMbz89E113me77KDQWk6gweuc76fkwmKu/+QbAG6P7cwz1w8+ZxnhyqEoFpCLkdRByOVvQMWXzkA1YBuSVDtN2AWdWy7Cmj8C5BK0Pt+j0jfdOP6mSozf+ZYX0BrqkRi/ysS+n56rse1a+C68XJ13C+mmTZvOuO+uu+5i7969nDx5knvuuYfPPvuMqVOnEhkZia+v71nPO2DAgPOvrSCcQbmtCqvDga+h7tVxKqusTH19PmarjTE92lJSXMF1PVozuk9bCgtvw2rZhNF4L55ez9VZHsAuy+zKzqCNrz9tApwfWKfC13KLlcWp+/n33mWoJYk/rptFuPF03tAoP2/enTqak7mFPLtgNS1D/Mg/VsTJtAKevP86po6JpesnHwNQaqli/W+HKdXaWZ6VRPuQQHJScjE6VPhbXJHbZDBh3HaKK2NQHZ781xV0hHq/iKuu6znvVZ+YSB5o24W5f+xCF68QfMRG6JQwUlbnocgyKo0KyaZw4kRejXLNQn3p2jqMlKwiZo3szX8+XoliB6ltJeUeOiqaSfhlyaxa/hQfHFzAuvLtVNqrqDJVgkaNugoUlXN8r6+bK4+MH8i2P45RvNiVEle4b9oAlmw4QFFeHsWt9ch6NboyGVktYTUFoveQcKgVJoa15PHHRpNbbOKj1btwaBWQJCQkVDawuamwKwqG3iWoNRIlx/XIskJGbgkfbt3Ox4f3oDXBqa+05CIrKVnleB+1gASFHkU8+n+3Y7M5OFlQxIGMnOohDwczc+gRGUZUuC/HT+YR06zu8YCKonD3ro85WpbJAzEjmNZs0FlfkwhvT4a2bM6RnHzGtG99ztdQuLJIkh7Uf2UeUU6tYHj2lQzPl2JPA7nAeUbbviYNSAXhYpx3QDpo0KBzth5JkoSiKOzZs4e4uLhznlOSJOx2+/lWQRDqlF1Zyqg/P6XKYeO7AbcT6xdR53HKX/0ze46mkZdfTtyxDEb3aYvNehAAm23fWa/z6o6NfH0wjlA3DzZPvZse4aHsSsskq6yMPlHhzN7zC+DsfnUop79sjmTkkpxXzMmEXObF7cfsakFTbMaRrUcq1BKzah8P3zGEBZMmsTklhffWb8MaLqOSZSSrmmO5+bw36wbm/b6bhMQcpo7fRX/vJPBOwuL9ED9slajQati4tyOThpyu769r9vPNL9u5fmBbHpjq/MPPLsv8sv8Q2igjDjcNVX46grQGnh81hmOt8igrM4NezUdfruN4eSklZZV4eTiHMFjtDhILCigzVXEoNQeHrwSxJTg8ZewlWhRZQjfcn3JTFfe2H0dkTiDNjWE86LKaKuwoyPQJDqV79+Z0jAlBpZJ4/f/G8cRHy0jTVPLWhm3cd6uZHFUcSYnBHNgbjaZMRu9hpeAmM1SqYK0X0aOb8fv+I7y+/E90ZTJaGcJjA6hQ2zlRVIB7Krg7ZDQtTABok9ypQsstY7sRbykGNdg8YdjEdiw+loBbiB5Xo57CjmqMGTK9WoVz731zSUjLJT9WjwLc3KUtbnodt3TriCRJfPrmbeQVlBES5FXne8WhyJwoz3G+/qXpZ31fAahVKj6ZdOM5jxPOn6LYMZk+AkXBzX0WktQgCxPWi6zYKbMcwl3XCpX7o6BtD9o2Z20dtVYuQrYdRe/+4FnTOknaTqjdn0Bx5KB2ndIItb8CiC77i/Ldd98xYcIEXF3PPVytMV3wb+i5evhPBaUiH6lwqWRUllJhd07wSSzNqzMgdTXo+OGpqRzPLKCgyMR7P29kaDfnCjw+vl9gNv+G0TijzvPnV5VzqCSdvEpngFNqqUJRFEI9PdmVuZNfDh7iz6QTJHqcQKWCXn7NiHJz9gwUmSq59X8LsDtkdOUyChL6HmWove3IIRbMG/3o2DEcgNZ+/tjsMlb7FgAUFwWtj5lOkYFY/WU2haej10ik7AhjwLhEzHI4ksMVmwcQXsXbS/6gMr+SmZP7UmG18uLqdSg6B/MW7iK8gy+f7N+BUgknCssA6B8cQFqGg5tmDiSqZRBRLZ0tOPOW7sJqVGM1W8jKK60OSD9YsZVclQUlCNblJlPY0YbeTQMOMLhYsJQYyDlUwsLf4rj71v6MCxvKN59voKLSAq5qNGaFY/tPMnFCZ5Zv24/VCiq1isgoX1JznC2Q+fJxUIF/eDGObAv6Ijuy31/BvauMSnEQ2yqMaU9/h2QFu05Ca1YY16ktC5KO4HZIQl+hMOPe3vys+g2trKHkiB0qFII93endPYbDBXm08fUjYUU6HrkOOlq8WGA8TGWoCnuoluV5qXiU2tGpT39f9YgK4+bO7arfE1qtmtB/rJz1dxqVmlc73cqOwkSmRvY/43FC46mq+oPysv8CoNG2wMWl6XLAJhQ8R5ZpMZ76TvQIWQAuo896vGxPp6rkEed/JDUGjzlnPFaSJDRuF54n9Woilg69ODNmzGDWrFmMHz+eadOmMWTIkHMXagQXHJCezxi78zlGBKxCQ+nuG86/O15HibWS8VG10/Gc0jzIl+ZBzkBx8tAu1YnN9fo+6PV1r8CiKAoztn9GtrmE6wM78UzvQfQKCa8um1nqDO5yTSZubN+JLbnHmRHdu7q8SpJQSxJ2oGNMKIWppbi56zlJBu6KkTtG9GZg19MJ+jsEBTKoRRTbTqTipnbgHg13d+zDh3t3I7somJsp5KYM4+MtQzG6eXNHWwPqyErsLa1YYuDosRw+iN/OyoREyv0VQEKSZf6z7U+KXavAABpJh05Sk51YgMMu8/uOeMIGutHTtxUalZqbhncir8iEv48bbVo4g9TEhCyO7E/HoQPUEtnmStSKCkWvRmuwEZGjwXDAg0JTBR1ah+KQZQ7k5HDgWAZVgWpQKUiKjC1EYdbJH0EGw2pXHOjAoaCVFHz93Ti6tA/FVSWYuheihFjR7lARUxbO/pMZOCo1BAZ6k1BcQIi/J2mZxQS09WDW4H6s2ZxA8eECOnWLYPqYHnSMCEa9zZV2kUH80fsA5iorg/u3xt3dwObb7wJg5sbvkBRQ69T0DQ/lcEEeNosDrVZFRZia1nme3N6jA1VqheO7szjq4Ufr5oHn/b7sH9CW/gFiRn5T0WiiAd1fP8c0aV3M9kwAquzZ53W8pPJGUvmjyPmoteI9JDS+iooKvvvuO7777jvCwsK4/fbbmTZtGi1btrxkdTjvSU2qf6xK0iAXlyQcDkeDn1c4u2t1UlN9KIrC8LWvU2St4LrgDrze5ZYa+7PKylh06DBDW7SgbWDd4wlP5haRXlhCv9ZRqFUqHIrMyfJcwlx8eeL5xRxJzOaOW/sypG8rQvydM7bNNhsL9h4k1MOdPSczKFJXsqYkkXCrJ8ezSnD8NXr1lZHD2JF9mLX2w7g6dLzT7jYmr12IZJXQWVRoQiuQXB1E2IJJMBejLZOYEtKVyAhvlEwrezYc5/ioRCzYmNlsGHe2uK7O53DjxHdJCVZAJWE1QpdmwexLcX65qisUVA6JntHhvHPnGNyMev67aROf795DiNEdv1KJoy2yQK0wwb8TS4riAdBudgWTDoebA7dcuGVELN+vcQ71aT3kBAkufnwYPI1efWKY+s58DqflIqvB4gMT2rUl3OiB3kPHB1t3IKdU4VoAwd7uvPHazTy1YjlJO4txk/Wsf/t+tBo1q9cfZn9WDjPH9sLP3ci0r38m/mgGbv4u7Hjifp5bs5bv4/ahsUk80D2Wh6/vhyRJTHzoSzJzS2kW5stzc0bzyNKVRPv58PbYkWhUKr7fEc+e1ExmD+1LM78zt5oKl54sFwOgUjXO66IoCsWlr2CzHcHH+1W0Z5g1b7ZnkV2+BH/XIbjrz2+MsCJXoCilqNQXt8LTpdRUk5q6TKj/pKb4hWJSk0qlqu7dPuVUw2KPHj2YMWMGt9xyC15eXo1aj/NuIZ0+fXpj1kMQLkuSJPF173uIK0pmWFD7WvtVNjAlVpChKqoRkJrtVt45ugKNpGJ265E0D/Sp3qeWVMR4BFNYXMH+IxkAfPLDJr5YuoPF792Jr6eRL7bv4cPNO5DsoPprmPX8u2/BoTgY/8ePaEs0aCQV7m5aXhk2nhnlfYkw+rIp7iQakwqQaOntQ7rRhF2B5mHulH1jRsm3sST8AOUtQKNSseb525m5522QIbuklBKTGaOLjtSCEpr7+6BSOT+U9MFGUFUA8OHk0bQOC+TGD76jymZHrZJQHAo7E9MprarCzagnq6wcgBJrFR/fPY5JG78EwNPLwmR9Jjt3eRPi25aqLg626ZJQVBqG92nFuqP7qJQL8QsqxrEpkndzdzO3eyRzJg/gi03b+TMxA2RYHO9M0eTr7YrJakUdoMK1QMbb28j9238mVVuEqoOKgGPuqFQShxMyeeqnVVQFqFj+4QlmTehFiZsZqweE+3gBkGwuRnZXiPTw4aHr+lZ/ILdpEURmbiltooP49eAREvMLSMwv4P4+PQh0c+OVlRsAcNFpef3m01kJhKbXWIHoKXb7ScpMHwFQbpqLj9cLdR7nogmhufcDF3RuSWVEou5JmkJNosu+YdS1DPyuXbvYtWsXs2fPZvTo0UyfPp2RI0c2yiqc5x2Qzp07t8EvLghXggijLxHG2tkikrMKeeP7dcQlpLNk4wH6dGqGm4segDU5h1icvhuAWN8WDAk6Pf5wd04GPx89yOQ2Hbnntv6s3HCIk4UlyDY7Fqsz+gz4a4Uog16DLMu4G/SEe3vibXShjZc/x9WFxPh58eCuxXQ4GsyPw28jt6ScnzbvB0kCFZzIKGJ2tyGkyvnc2aIv0/O/Q6VIGAoVyls4P3gO7s2EL424NVOxuDCNdW7fEDM4nzIlh2h5GC+NHQfAZ6/cxtsLN9A8zI8Ybx8CPYz898brCfHzZG3ccb5YvQudRsWoF77mjmGxPDtsMK39/YkwevDWd1voFRZDl7bB6DVz0WqyGNqrmPvavcpXyTvYdjiJKtnO6J+/wyhJdO2eQ/zWlpS76Ygz5fLF5t1sN+wg1SeffgOiGWKM5ZXf1+NQFFpHleNe4IGfxYNE1yxiezajUptIKkV0Dwvn/QnjUatUeHq4gNb5nCvsNp7cvhIAtVGNw+YcoxqX4+xWPV5ayKa0VAZFOVfnev5fN3DflP4E+3twNK+AtcdPEu3rQ4DWhbgNibQPCiAhN5/+0VEN96YTrggaTTg6XTdstgRcDOKPEeHK9Prrr7Nw4UL27NlTve2fwanFYmHx4sUsXrwYf39/pk6dyu23307nzp0brB4NkodUuLJci132f6Ql8siW3+gXHMVng26u8ctWUmVm8i8/U2axMG/8RJp7n7tVpayiipGPfY7FYkelQItQX+a9NK16bGlqRQEztn2KWqXi+z4PEOziVV2293efkVNaTjN/L9ZNvgub3cFvGw8TFuhFbHvnhCxFUdidnkGYpwcHDmfy8id/0KZZIJ88NxmN2pmrs+u8dynVVKG2qPDK86Cq2IqmTMGuU7AbQWWB58cPY2KvjgB8tXAbS//cT0laGRZ/eHDqYEwny1m4yBk4l0Xp0Pta6Dr5EADm7GZ8ecPLNZ73rDk/cuBIBq06hrC7NA8vo4HVL91NekEp9328iLzSCqICvFn6zAwA3ly8gXkb41FQ6Dc+jD1Fxxgcvg/LJiNDmz+MZxsfZu7+EVmW8FBbCHetJG1nIN5mHVkBNmICsni8v8wvJW7sK7XSwhLIW11nUKlT+DbpDeyuiagVNUqWig2/t0eTrqUoSofeR83Sh2YS7O1RXfejKbmsOpJIvw7NuWOr8/XW5miIdvHjs8k3sjL9OK9t34Qkw4/jbqFXWPhZ3wP/99A89mw7QWS0Px/Ouxed5ux/31fZ7MyYv5C0klI+n3QT7YPPfzyqIFwJmqrLvuu45+vdZb938fM1tl3t34Vnk5aWxsKFC1m4cCE7d+6sbiU99X1ZV5d+u3btmDFjBrfeeiuBgRf3mdZ0eTAE4RJ6dvdKKu02Vqcfp8xqwVN/Ot3K/pwcEgsLAdicmnJeAWl1JgkV3Hp9Nx4c1686GAWINPrx59CnAeeM61MqrFaKc8xoZDVmyc72Qyn0bh/FzUM71jj/xuyT3LP9Z3xdDOgsDioibRw6nk1puRlfLyOSJDHKtS2Lkg7gY3ej0GZB0kGApytBnm7079oCuywzttvpCRF3TujDoC4tuPu+uWiywRsdoV3DuN5kZu3mo2gcdqL8fPDXhFNgzea2DjfUet4nU/MBKMgrBz1UWmw4ZIUWwb48O3kYi7YeZMrAztXHD+/SkpV7jxER5sWa/GMAbPijM/5r1CQM3Ev2RhPDO8YQX5lIWMdcdBoHnz56C1KRH7O++JUnJqzAVW/mvvBYXlzQmfwtBfwn7Hs+//Uh+jk6siEvkaxMd0ry3WkTlc+RtGA0Fc5VpCbe+wWTRnXjoRmDAGgdFUjrKOcH5uZx95NeUsqh1Bx2xqVw03PfMKJ7K5ZOuBVZUegSfO5xe9Uf1kjnDEYBkgoL2ZvpHHe7JjFJBKSC0EBEl33DiIiI4NFHH+XRRx8lMzOTRYsWsXDhQrZt24YsO3uS/hmcHjp0iCeeeIKnn36aiRMn8vzzzxMdHX3Ga5xNvRLjh4WF0bx581rb60MkxhcuhSqpEkkFUR6eNYJRgF5h4Yxt1ZoySxU3tGx1XufzdHPh22emkpxdxJCu0Wg0tcfT/D0Q/TudWo1ZtlOWVsmDH//Kouem0+xvY0wB9hSk41AUSuxlqHQKSjeY1CUWX6/TY8peuvl6yn+ysfroCXRqFVP6dGL24L646rQ1zrU3M4vVx48zuVNHWrQI5H/v3kZRSQWPrPyDSrWdqW068N67U7k78XOOSqUMM47k2Q4D6syW8er/3czmHccZMawde9Ny6BAVhIveeb0+baLo2yaqRmDeuVkI616+l2xzHq8dkEksKaZYsnF8kIyuqgJJVrAXOVj2wD28ePhNSoqtvPPWLh6ZdB13tO+Mm6YlMvvZHC+RkaPCxVXNjn5VzPjtJz4feQuGnLbcs30dINFMp0dSVeBaIOPh40qJUsWqTYeJbObLb9uOMKZfO8b2d44D9tQZ8Aww0D4gkJ9/d06ySkjPo1NQMAAl5WYSknPo1iYcnbbuj8mnX5nA7q3H6RzbrM79/9Q6wJ9bOrcnpbiU8Z3anbuAIAhCEwkNDeWhhx7ioYceIicnh8WLF/P666+TkZGBJEk1AlNFUbDZbPz4448sXryYzz77jGnTpl3wNeuVGP/hhx/mnXfeqbX9QonE+MKl8lGfifyZdZTp0bVXMdFrNLw3ctQFnzMm3J+Y8Avr2jHqdPw641a+/HMny3MSsLnAy4vX8dX9E2ocN6NlLAVVFSSX53CwPB17lYZW3YNrHKNSSYT7Omfle7oYeHLYADTq2tkw7lm8hJKqKn6LS+CHKZNo3z6M+77+lTJ3ByCxMz+L2ZH9sZ9wgAJFVhOSJHEyvQAPNwO+XkZ2HU8n0NMNo1pNuJuRjORCtiw5gPdoFW0jAjlakM/EhQtw1Wr5bfI0/I3OwFlRFF6IW8my9B2E+xZxX8zNPLn7ALIBLBoF3xSFk2lpHB5QTM4vrUnNLUbRVfH0m0uhys7K+E60iunPumMSip+Eo7kFn865pCi5bMjsQEapHWTnmNnWYWHsjjuGBNw1qS+/rtlPYkYBr3z9J4oaDiZn8+mxvbwx+nraB51unXzljpEs236EMb3aVtd55vPzyc4s5oah7Xn27hF1vpbuHi4MGdmxzn11UatUvDRq+HkfLwjCeRKJ8RtNcXExv/zyC1999RWZmZnVs/FPxX3/HGtaVVXFzJkzad68OX379r2ga11Ql/3fK1HXvqvJihUr2LVrF3FxccTFxZGd7exqS09PJyws7KxlrVYr7777LvPnz+fEiRPodDo6derErFmzmDBhwlnL/vLLL3z00Ufs378fq9VKdHQ0t956K4888gharfasZYUz6x8UTVuvEL46spsu/iEMD790eQkLTZX8sucgvVpE0Dk8mBa+Prx6ywgS0vJJyi3E36P2TFoXjYLGZR3B2nL6+d2MWvFhTIva6WIeGdqP3s0jaRnoW2cwCtDcx4e9WVmUZlfw+YKtvPLoGI5m5iHJCmgl7ujTFXetgc963sWRkgxuDO/Ouu3HeHXez+i1Gm65YThv/7YZrVpFwL4KHOU29GEelFotpH9SiK3SRoJrOSabFZPNypGCPAYana2GyeVFfHd8H2BAX+5GdkkR+mIFsz94lDrra3XR8OHCzSQqJRAogVXBaJEI7J+Fd49CsrKM6I+1wcvVhetuaM7yqk0ggbuLRLuwQDQOcNXo+PeEocTHxOBuNNCrSzN+2LYfq5cKVZWCVq3C5CZTWFDIz/sP1QhI20QE0iaiZvd52fEijOV29q49DmcISAVBuDxIsvNRn3JC3f7880+++uorli5ditXqXHjmVAz4z257jUaD3W6vDlZlWebNN99s3ID0bC2hF9pKerkHsFOnTqW0tPSCy1VWVjJ8+HC2bduGl5cXI0aMwGQysW7dOjZu3Mhjjz3GW2+9VWfZ2bNn8/7776PRaBgyZAhubm6sW7eOp556iuXLl7N69WpcXFwu9qlds97bv4Xvj8UjAfG3PISXvvHu5XtHf2dZRhyPtr6BDdty+f3gMT7ftItd//cgq3PjmJu8mgnj+xBY3IMBnVrUKp9hTqfA6lxLvk0IDAuse31qjVpFv+jIM9Yj4VAGL8cO4MX5a0hKz6fdIGcr6xtTRvHUx8uwplTyZ8F+xnXvQGfvSDp7O891rPQI7e46gqLA7uNhVAYoaCsdVEXqUB21kdNGjUmlx1Cg4r1Xf0Ny13LT4x3xMbrSJyyCjXkr+C39J6Q9EbQNiiDZUsy0Fv2IKorCmJuOMReemjmYHfEn6RgVRJy1gPjCEkBBXSFREqBmWHc/lu7wo7zMiNFhozTVRmlVM8KLm5FysJCdKVnMvmMoG5+5F71Ww8FjWTz76UrUGgkXDw3mvz6SIiJ8WPjCdB5ZuoID6VmMbH728U2SJBHh40laeSEeOt05XmlBEISrQ1paGnPnzuWbb74hLS0NoMbEpr8Hoi4uLkyePJlZs2bRrFkz3nrrLV599dXqoHTbtm0XfP0GaSG93IPL+hg3bhwxMTF07dqVrl271prVdyb//ve/2bZtGx06dGDdunX4+fkBEBcXx6BBg3j77bcZNGgQo0fXXDpuyZIlvP/++7i5ubFx40a6du0KQEFBAUOGDGHLli08++yzZwxmhXOL8XS+FsFGD1w0jdvavChtJxbZzo8p22hldHYF+7sbUUkS81PXk1tVwrfH/4SXXIkf0YEnn625jrmpzB2lrAXBXjp6+farVx22b07kuSd/QqWSePuzGcz54Dc+/mETzcN86dW5Ge1UXhysqsDVpfa96Nk9hKPpzgxS+ytLkF3AO7yE8OuzsBVHkbtHBgUKLWZ87Q40FjWvDboOg8F5rs35f2BXW7DFnKTHklbc0rElhn06Xlq3Bpsebh3cmZuHdqLyaAHznl2Gtbkr0vWuzg89GfQ6LXe3u4cf1/0AgOymRt1Mz7fH9iMpEHzYyOacJGbfMRQfN+fSptn5zlWz8lvZsQTa0JZK/CuyFzf1bY/FYeeklEeGtpD/e3I+n742g5atg8nKLsHDwwU3o55ym5m7tn5BQYWJJ/41mrxDpQwc1KZe914Q6kuxp4DKG0nl2dRVubJcfWHIJfPTTz/x9ddfs3bt2lpLv/+zNbR58+bcf//93HHHHXj/bQLwyy+/zNatW9m4cSMARUVFF1yPeiXG79GjR53bryZff/31BZcpLi7mk08+AeCTTz6pDkYBunXrxlNPPcWzzz7LK6+8UisgffXVVwGYM2dOdTAK4Ofnx8cff0z//v358MMPefbZZ/H0FB9U5yO5qJhis5muoc4Z07e37kr/kCgCXNzQqy88wUReuYn/bdtGj9BwxrY/e6Ayq9UI5p/cxu6T5cTZDvDJ7TfSPTwUlUpiauRgvkn+E/sOFeXYOXQgvVb5dzdtZ0e6Jzq1mue7uF9wXQEqKy0AyLJCTl4pBSUVWN0knv9lDROsXcjrqeaWYX2YMSC2VllPWwskuxY0VoID8sgu9aVlsxzcjGZkl+O8N/U/bD2azO6du7AC0+4YUB2MAowKvoUf4uZSuMiFMG8933+5EVO0irIWeuwONV8fP8CYvI7kZpXgcNHikPUEr7czdVRX2o5oQasAP4LdPPjfzWP4futeRvaJYU1WEhllKWisEoqkMKhPzSXtxgxsh9li49W0zViwYndRGNGzNZGB3uzNz+RgaS64QkmYzInEbFKzi3n5zd/w9HDh1pu6U+hr4oQ9F1TwybaNLP3Xv+p13wWhvmTzr8ilT4Dkjdp/HZKqfr/71xoxy/7iTJkypcZKTf8cFypJEiNHjmTWrFmMGDHijD3ibdu2rQ5I69NQedGJ8UXC/NNWrFiB1WolIiKizrETU6dO5dlnn2XHjh1kZWUREuIMlDIzM9m9e3f1Mf/Ur18/wsPDSU9PZ8WKFUyZMqVxn8hVIKO0lFFff4dNlnln9EjGtnWOv2zm4XOOkmd22/pvSXcU8MuOPfSJisDP7cyrqNwS2YfiIjX7j28C7IT5eeBu0GOyVWF1qHir871UeFWxQrWX62/oXKv8kJjm7MzIYHhM7e788zV4eHskwM3dQGzvaG4vLOazTbvJKTPxzu6tmGU7pdYqHnB1tsDmlJbz3c54ejUL59eNB0nV+BHRIZuZXbvw46ibWZW5ktV5i1DJLfk2dS8vDxvOrP49KcwvJ6ZNzTRJXX360HV4HxxDZPbuOskfhxIoulkGyQwpBhwlWo5m53Pn4yPIrTCz81gWKlnF4cJi+qAnxNOZP7Qky0TClgwStmSg2BU8vMHiK1HcRmLZmv3cO6Vf9Sx4jUbN1FHd8Dps5LHfVhAmeVBIBXO27mF8dAfGNWvP3qQ0RrWOZOj1HfhuwXYAygor+PzT9SgaBc9pbpTZq4i2B9X7vgtCfSn2k3/9UAxKGSAC0vOiKM5HfcoJ1f7ZGurt7c0dd9zB/fffX51Z6Wx0FznESeQhbUDx8c70Md27d69zf/PmzfHx8aGoqIh9+/ZVB6Snyvn4+NCsWd0pZLp37056ejrx8fFnDUjz8/PPWc+CgoJzHnOlq7Lbsf2VN63MYmmQcxbhXA5T7w4eBv1Zj/3w83V8tzMeY5DEtIHdiPF2tpa/dng5K7P2460zsmboHNq0C61ddt923tq/mSm9O/FavzOv/pJiKiChNIshQW3Qq2t3u6+MO0qZ3s6Ani2QJIm7x/XhYH4exzLyaR8Zyu8px7mp1emW3rfXbGH5waN8tyOeJ/v1Y92ScLxKe3HdQzdjsTsYHHgdLYw9GL74ayCZHxL28XSPQfj4uVNUaMJisREccroLJ7ewnLte/BFFUXj8xZt5LPlXACQbdA8N5fp2Meg0Gl55eyrLf9/Hl1vi2Hkyk7SvVvLb63cBzvRLACigdSjoswCVgsVXRali4+CRTLp1co57tcsOXk/4jNTKLJbcdycx7lH0/eUTss3lrExKZMnIaTTrf7pnYsqEnqgkCbvFzs8/bEcnafh00J2UVFTRNkYEpMKlpzLeg4wGSdsSSV37s0EQGtOpQLRLly7MmjWLKVOmYDAYzlHqtFmzZnHTTTfV+/oiIG1AycnJgDO57JmEhYVRVFRUfez5lgsPD69x7Jmc71jXq120ry/fTBpHTrmJm9o1zDjA93tN5OekvUyL7nHWROiKorBweRxyoBqXXAl98enZ7xkVRTjk07/4O/cm890v2xk9vCMjhzhzZP6efAwFWJWSeMaA1OKwMXXLp1TYLUxr3ofH246ssX//ySz+79tVABh0Wm7u0x6NWsXHD4yrPua9f4wJbxnoBwch0seL2wZ15aZe7XAz6EktKmHcl/NRUPhxxi109g/mREkhwyKck4Oys4q5e+qn2Kx2Xn//Nrr8lZdzf2ImeUUmAFSVar7ufRv3f7kYpUBFm+Z+1fdQo1Zx89iuJJQVsWjTQTq2ON3aOvW6bmyOT6LCbCUvqQhFAZcCBY1FxlfR0b716WMzzDnElRwG4JfM5TwQcSdF6SbwA1ORhecWr+G7eydVH+9m1HPn7f0BuH54e1xd9QQEnF7ZSRAuNUnljtr94aauxhVHdNlfPK1Wy8SJE3nwwQfp1atXvc7RokULWrSof69egwWkqamp7Nq1i/z8fMrKyvD09MTf358ePXqcNdC6mpSXO1vQjMYzd+W6uTmXNysrK7vocsLZ9Yuqe/b5+0dXkVCayQsdJxDocv7jcfsGtKBvwLl/2SRJ4o4pffll3T5atg9hxijnGE1FUThUkgVIuCpG3ly3mUMrkkhOKiA5vbA6IH2m52A+P7iLSS07Yq5aS1HRv9Ab+uHr/VmNAPJseS283V3RqlXYHDKBXnUvqffPcUB39e3OdW1iCPRwQ6WS8HB1/mWckJtPxV9pP07kF7J0rDPhsd3u4OjhTMyVVqwWZz7hzIyi6oC0f5cWjOjThty0Isqyy7muV2u+mjKZAynZTOjToVZ9WvXzYUCLMO7v0Kv6fsWZ/mTiPTA8cArL/zjCj3/spfegGO4b3gtXFx0l5ip+PZjAgOgoAty80avs2BUJV7XMgdKTuKaoUOerQII2fc6cMzYq6tpcKlAQrgoiD+lFeeWVV7jrrruafMnUiwpIbTYbX3zxBe+99x5JSUlnPC46OprZs2dz1113NXouzSeffJJly5ZdcLkvv/ySfv3qN5tZaDp7MjJ5cc16hkQ3Z3a/Puc8/mBxGt8lbwZgzr4FzO19LwAL1sYTfzyTWeP6ER7gddH1un1qH26fWrM+kiQxJqwzv2ceICnJTGJRHINah6NNK2bUX8EoQN+QSPqGOIPpwqL3kZVizOblKF5vIEnOuunVWub3u5+jZVkMDqzdAhzh78Wy52ZSZbXTLOjc42Ydssy/1/9Jckkxbw4bQaSnV/W+oa1acGfvbijAda1Pp0x655XlrFl1kA6dI3jk6dGUl5m5fnTn6v0uBi0T+3fg/qd/YFdhLj/sOcTCl6bTPbp2Ht9Sq5ln9zl/b131WsZ4dmXB/rVoWjhbed01nkwcNYaJo7rVKPfowt/ZmZJBMz9vVs6awb9ipnG0/Aijg8eikVyJuKEKU7HMc71voX9Uy1rXFQRBuNbZbDbMZnNTV6P+AemxY8e46aabSExMPOdsquPHjzNr1iw++OADlixZQsuWjffFkJWVxbFjxy64nMlkuuhru7s7B6BXVFSc8zoeHqe7ButbToC5e/ZyJC+fI3n53NMjttaymf8UYPBEwvmHcTM351+DxeWVvLlgAwBGFz3/md54q+k83+lmHm89ius++YYCKhnXryMj7j7zYglubvdgt6dgMAxEpfKqsS/SzZdIN98zlg328SAlt4gfNsYzomsrfN1dz3js0cJ8fj5yCICfjxziid79+GPdYUpKKxk3uitPDju9xO+Bg+msWn2QE8nO8cq52SWMHNulzvO6exhwuKlBJZFRUkZWYRlR/wiQ331nJX/8eZCQez3JppRYvyhe/GUt2eX5DAzXotU5CHWJqj7eZnOwds0hIiL8cPnr9Xb96w/dvn796Ot3+g/LX0f8GwVQS3UvGiAIwpVPdNlfnOeff54XX3yRAQMGMHPmTMaPH4+r65m/LxpLvQLSffv2MWjQIMrLy8+6etPfKYrC0aNH6dGjB5s2baJjx/Nfcu9CzJs3j3nz5jXKuc8lKioKoDqhbF0yMjJqHPv3n9PTa6f/OeXUvr+Xq0teXt4561lQUEDbtm3PedyVYFz7tuzOyGRQ82bnDEYBAl08+XXAo6RWFNAvwLluvYfRQLtmQSSk5tKrbeMPL3HT61nzwB2UVVkI8qi7O/0Uva4zgQEr6n2tuz9eRF6pie3HUvnwnpuosFiZ+sVP5JSW8/XM8bQLca5QFO3tS4+QMFJLixnZIoYjx7J49V3ndQ0GLTeO7IysyOwrOcJ/P11D3nELYaHe3HbnAPoNqr2CFEBSWgH3/2cBnu6utIr0pmubcCIDvWsd98cfB7HZHHTYEMziN+7DQ+dCYutSvt1Sgl/ONB4Z2Ruj5vQfYj/O38a3czejVqv4+od7mdi1A90i6p4AopJUmGwW0kwl2ArsLN14iDH929Gl1dlXWxME4QoiZtlfNFmW2bhxIxs3buTBBx9kwoQJTJ8+nYEDB16yOlxwQFpUVMS4ceMoKyurkbn/XE4dV1ZWxvjx49mzZ89Vl0/zVP7QPXv21Ln/5MmT1cliu3Q53aJ06ufCwkKSk5PrnGl/6px/z1Fal6YeA3KpDY1uwa5ZFzaIOtzoS7jxdMuiWqXi26cnY7U70GsvzTw/V532vALoi+Xhoiev1FQ9HjQxt4DEXGeWhc2JKdUBqV6j4afxt1SXy1ZK0es0WKx2ggKcv6e/Za3l+9TFSJNVSG+F0rVLJLffdeYPq30JGZgqLVAJGhcXMlwqkBUF9T8+Mx58cBhr1h5m+vQBeOicq2c9ecNAHhzWG6O+dhoRFxfnNo1GhYergaFBZ379HbLMDSu+Js1UQkiuG7YDNvYeTWfJW3ed897Vda6SMjO+Xmce6y0IgnAl+nseUpPJxLfffsu3335LZGQk06dP5/bbbz9jFqCGcsH9WM8++ywpKSm1Eqeeeri7uxMSEoK7u3uN7X938uRJXnjhhYuv/WVm1KhR6HQ60tLS2Lp1a6398+fPB6BXr17VKZ/AOfM+Nja2xjF/t2XLFtLT09Hr9YwaNaqRan9tkyTpooPRRUcP0/qT93hkdf1bNBva3Icm8fG9N/PcLcMA6BAaxNQenRjcqjmtgv0Z9r+veWTh78j/+B0NDvRk/ud388Nnd9Gzm/NDyCbbAFBpJL78fCaz/3Vdnde02R0s2ngANy89Iwa0pXnHAI7Yi1h4+DCJhYUUl1Tw829xpGYUAjBmbFfef38aXbrUnIT292C03FRV/TkyfkIP/vvWFL78+m5Wbz3KddM/4Mufav++AdgVmZxK56RBN39nqq6urevXOjrrhZ8Zc++nfPfrznqVFwShkSinu+0v5CEmNdV0qpHxVHCqKAopKSm8+OKLxMTEMGjQIL799tuzDi+8qOsrF5BOv6SkhPDwcCorK6u3KYrCoEGDeOihhxg4cGCNpaQKCwtZv349H3zwAZs3b66RdNXDw4OMjIzq2eOXu1N1T09PJyzszF9op9aj79ixI+vWrcPX19kSt3fvXgYOHIjJZGL58uV1Lh16880311o6tLCwkMGDB3Pw4EEee+yxBlk6ND8/v1Z6qLy8vGuudbWhzVi2mI1pyUjA8QceQa1qmnGLsqzw7/8t58DxLF58YBTd20XU2n8yv4hXtq1lU2kS6hINa6ffTbi3V43jHHYHKrWq+r1vlx1sK9xDqEsQzY0RfDlvC6kZhdx2cw/efGEpapXEfz+4jT/3n+C/P65HAZ6YMoiISB+eWPMHoUZ33E8oFOSbKMwqw9/HjSVf3nfO5/PB1+v5eXkcNwxtz5xZI2rsm/botySlF2D3V2Nw1/H85OGs2HKEiEBvZk3oj0olsSM3le25qdwa3RWVVcLX0/W8e3b+fs8GT3sfm91Bny7NeGvOuHMXEoRrzKX4bqnrGj2v+w86/YXHElaLiZ2rX6yx7Vr8Lpw3bx4///wzq1evxvpXRpV/Njr+fZurqyvjx49n+vTpDB48uMHqcUFNQosWLaKioqI6epYkibfffptHHnmkzuN9fX2ZMGECEyZM4M033+Spp56qfkLl5eUsWrTosl169KWXXuL333+vtX3s2LHVqxF07dqVjz/+uMb+V199lV27drF9+3ZiYmIYMmQIFRUVrF27FpvNxqOPPlorGAW46aabeOihh/jf//5Hr169GDp0KEajkbVr11JSUkLfvn156aWXGufJCudlWdp+1uUc5d6WA2jjFVxr/79ie1JltzGiRUyTBaMAhaUVbNhzAoA/th2tFZC++tt65u/Yj9TWDgYFdZBMmJcnL+xaw+/JRxlobM4IfRjvPr2Y6DbBvD33LtQaNRqVmgH+PQE4mZrP9wt3AGCvspOe4hwGsC8uBR8f52B4SQNvLNxAVKA32/5zDx//vIVvT+wCQK1SqLBYKS6txNvTFUVRyC0xEejlVuOD0GKzs3Wfc/Wa3ftSKSgy4eqiw/Wvbvs7b+nDZwu3kFBVgrXSwrcrd3PkRA4A1/dqTauIAHoFRtIr8K/W13qO01epJF5+ZDRb4k4yZXS3cxcQBEG4Qtx2223cdtttlJaW8uuvv/LTTz+xdu1a7HZnOr9/BqcVFRV8//33fP/990RGRnLy5MkGqccFBaTbt2+vrpAkSTzwwANnDEb/6YknniA5OZlPP/20+slt27btsg1Ik5KS2LmzdtfcqVWVgDpXMHB1dWXDhg288847/PDDD6xYsQKdTkfv3r2ZNWsWEydOPOM133//ffr27ctHH33Etm3bsNlstGjRgjlz5vDII49c9LJcQv05FJn/i1+KQ5Gpctj5tPettY7pFhzKgnHOcZiFFZXoNGrc9Wdf0akx+HkZmTyiK/uPZTJheOda+xNznMGjrliLNkTF9JbdMdmszD0aB8Di/MNk5uZitzk4eiCDkuJKfP1rLmEYGuRF80g/MnNKGDuqM/aiSrQaNT16R2N0MzDv/zz5z9xVnMgvorDY2b0zpEcMK7cewc/DlaPHczDZbcx5cwmfvTyVl39cw+KthxjZvRWvznQOS6m02Lj5v9+SrS6nZ7dQ+rWKYtwdn+Dh7sIPH92Jp4cLg3rGYHKxM3fLLirCT6BBi0u6llB/TyLqmEB1Mdq2DqFn52boNOoGPa8gCBdHzLJvGJ6ensyYMYMZM2ZQVFTEokWLWLBgARs3bkT+a+XDfy4vmpqa2mDXv6CA9Pjx46cLajQ899xzF3Sx559/ni+//BKHwwFAYmLiBZW/lL755hu++eabepXV6XTMmTOHOXPmXHDZSZMmMWnSpHMfKFxSaklF34AWbM49zoDAmLMeG5eRydQFv2DQaFl5xzRCLnGqLkmSmH3boBrbFEVh+6ZE1GqJF8cN5+ddB7mufTSdI06PZZ7coiO/HDuIpkTFdQPakVquo22niFrBKIBer2Xu+zOQZYVtx1L5U1OIh6sBCzJGoE1kIJ75Mi65dgyy84OrdVQgy9+/h7zCcm568HMUIMVSzgert7HvZBYA+5Ozq69RXFFJdrFz/GfrjqFIFgkFKC03U1BkwtPDhYziUh5f7MxV6mFQ42iexP9eeZBO3i3q7JZ3OGTmfbWR0hIzdz44FKOx9h8MuWUmvti+m+7hoYxo60xRtyT+ME//upooXy+WPni7CEoF4XIiK85HfcoJdfLx8eHuu+/m7rvvJjc3l4ULF/LTTz+xZcuWGuNMG9IFBaRZWVnVH/KxsbH4+fld0MUCAgKIjY2tbmnNzMy8oPKC0JQ+6TWVKocNF83ZW6qP5RfgkBUqrFbSSkoveUBal11bj/P8Ez8B8MbH03hy1IBax7zedyT/120IxRVmIny9YHiPs55TkiTUaonErHxnoFhZRX5pBT5uzn7xaZP78NXcTYwe1alGuQBfd+a+chvvr9jCxow0Pl27k3duGcXOhDTG9mpLQaEJm91BaKAn/5k0jONZBcwc0h29Sk2l2UJIoBctovxRFIUv31yFGgWHTkJjd8BxHYZQFySfuseIHtqXxg9fOxdGCI/05eZbetY65v2N21i07zDzdu9jd/NI3A169mU4hwGkFJZgsljw0Vz6HH2CIAhNoaioiLy8PHJzcxv1OhcUkJ5KWQQQE3P2VqIzadmyZXVA+vfzCcLlTpKkcwajAOPatyPHZMLTYKBn+OWR71KnP51iSqc786+9u0GPu+HChhlM7tcZU5WVEB8PWoX643DI5OWVMaBfSwb2b1VnmVYtApk+qgc7vs4k0NudE6Zi7hnTC0uZlVvu+Ry7w8EHr05hQu+aS4zed/vpNFMWi43tqxMI0UBEh1BS15tRcCExLJ93ftrM4O4xTBlRc7xneJQfXt5GKisstO1Q92vTPjiQRfsOE+XjXZ14/4GBPZGAzuHB+BhFMCoIlxWxdGiDS0pK4qeffmLBggUcPnz4klzzggLSvy8t5eXlVa8L/j336N9n6wvCleCJpav44+hxXhw1lJs61L24gEGr4dH+fS9xzc6uS2wz3vtyJiq1itbt6k4iX19Gg46HR59eHenJp34iPj6VSZN6cN+9Q85YrmeLcHa9OIuhH37F/zZuZ2dKOg936oHN7hzSk51bSse2Zw7oDQYdd8waxs4tidz90HCyc8twcdGxcOdh9idmcSAxiwnDOqP9W/e6j68bPyybjcMhYzDUnQd2avdODGnZHB9XFzR/TU4L8HDjuTFDL+i+CIJwaUjUcwxpg9fkypaens5PP/3ETz/9xN69ewFqdMv/Pff8qe3dujXcJM8LCkhtNluNitXH38v9/XyCcLmzyzLLDiegKPD74WNnDEgvV207hlf//Oe6w+TkljHx5u5nDMzOR3FxBXv3pdIztjlubs5JfsePO7t1jh3NPmM5h93B8p93YfR2JcDNjZwyE4EebnTtGMHjD1xHVZWNoQPanPP6t8zoxy0znMFwm78aU8tUDvYcSWNgt+gawSjA8cwCknOLiPbzYc5rv+Lt6cr1Izuw/Ugqd97Qk9YRznQyQR61x81eqHU5R3gvYTVjw7twV/SlW+1EEAThQnzwwQcsWLCAHTucmVP+GYSecmp7UFAQt912GzNmzGjQVR8vKCB1OBzVlVu4cCH79u274AueOHGi+udTs7YE4UqgUan4v+GD+OPoce7re/bxlZezkyn5vPKmM6WZRqNiysTa4yjP10NP/0hyThE9W0fw9uuTAXjh+ZvZtPkYN9145lXFFv68gxcO7cChl3i+/wCeHNafjqFBSJLE2Os7oSgK99/5JUnJ+Uy/tS+3nWVFqH+6vndrru9deznTEpOZW9+cj9XuYGB4BFm5pWTmlrK3KB9ZUbDaHLz/0E0XfA/O5PuT20irLOSzxPUiIBWExiSWDr0oDz/8cI1JSnUFoXq9nhtvvJHp06dz/fXXo2qE1Ib1WppGURQyMzPrPSmpMWZnCcKlcHtsF26P7XLuAy9jXp6uuLroqDRbCQupf2qkKqudBKUcOVBLUmVZ9fYuXSJrrbr0TzajCoeL8wNtVcF6yuPL0RW24Ktnp2B00VFQaCIxvRA0Kpb9Fn9BAWldFEUh4WRO9f/Dm/mSlVlMgI87Km8d2w+l0LdDwy6LNzmqJ5nmYsaGXdnvF0G43Im0Tw2jrkC0Z8+ezJgxg8mTJzf6cu/1XivxYgLK+nb3C4Jw8Xy8jcz/+h5MlZaLCkgVFHQ6DVVWO717RV9Q2VvH9iJDMRNfuQ/3ZvvwjnGw8yN3krMKad8iGB9vI5FhPqRnFjN+Yt2t0b9uP8TB1BzuHdGLvaWZ/Gfnn4xt1oZnY2uP9fx942Fe+ewP9AY1T981jKSSYo64lnPMYmL9HXdj1OsxnGWyV31cH9KB60M6nPtAQagnRS7HVvE1Km0bNIa6l/IVhPN1Kq4LDQ1l2rRpzJgxg5YtW16y69frE1gElIJwZfPycsXLq/6zxW12B0fScvni8Ymk5hQztOu5s26kFBaTW26iR2QYkiQx56YhbCuQ+SVjF5R7M2FwN9o0CwRArVZx3yPXYbHa6d+tRa1zFZZV8PyPfwJQVlTBIbcc8qng64Q4/q/7EFT/+IwqNTknZDqqHPSIDqf8uHP8ulGvY+Xx40T7+dIrIhxBuJLYTB9hq/gEkFAF7EClDmrqKjUNMcv+ohkMBm6++WamT5/OsGHDmiTOu+CAVHS1C4Lwn3l/sHLPMTpGBfHd41POeuzHy7fx3Zo4Kl0dWFwVXrphGJO6OlsO+/gNo5NXL1zUrqik02OS9h/LZPbriwB4/ZGxDIytGfB6uBqICvAmNa+Yvb/EY9NZ8ZvkT+fwSNacTOK6FjVbbCeN6IqrQUdooBehgV5MC+hCx/AgNqam8PzadUjA2rvvIKKe2UMEoSlImr+Gxqi8kaQLX8v9aiEpClI9YpP6lLkaffHFF0yaNAl394ufzHkxLiggvdCVmQRBuHh2h4xG3fADyC9GfqlzOdD8sopzHrtoy0EsNjtSBeAK5RZLjf1GTe0vUp1WjSIBCui0tT+mtBo1C5+eRlFxBbOuewtTmY1ulSEsS0hhXUIKv0+dRht/fwC2Hkzm9e/X0q9jMzbFJzF/ZRwvPjiKzpEhJJYWOs+nVqPXNGyXvSA0Nq3rFNTabkjqACTVtRuQIv/1qE85gTvvvLOpqwCIgFQQLmufrdrBJyu2M3lAZ+ZMGHxeZay2oxQW3Y9WG4Ov98dIUsMHWi/fPoIVuxMY2KF2d/o/PTKuPz9v3E+/Ls3x9XdjbIfaM+D/KS47m/JwFe2DA+jdue7JRlq1mkA/Dz5Z8RiZyflk+8ksW5GJVqXGTXd6AYNFG/aTXVjGwjX7Udud27bGn2Rkv7ZM7NCeKG9vAtyMBLpdw1/owhVLpb10Y/yEq5/JZGL9+vXs3buXgoICKisrz9ozLkkSX331VYNcWzQJCMJlbHX8cRRgdXzieQeklZULsduPYrcfxeY+G5224fOlBnm7c8d155f6anTPtozueWF1WBl3FICE3PwzthCfPJaNj587fkGe+AV50glYPuU2PPR6wv82G3Ti4M6czCqid9tI9h/OQFEgtl0E4Pww7XGZrKYlCEL9XG5d9seOHWP16tXExcURFxdHQkICDoeDl156iWeeeaZRrtkQ3nnnHV5++WVKS0vP63hFUURAKgjXiifGDeD79XsZ1/v8Z2u7uo7DXPUHWk0MWk39Wk+2Z6fx+OYV9A6O4M1+Ixt1gHt8Tjavbd3IsGYtuKdrLGlZRZzclonOR2JsbLs6g9GVi/bw/gtLMLob+HblY7h5uADQLiCg1rG920ex5LU7Gq3+giA0sctsUtMnn3zC+++/3zgnbyTPPPMMr732WpPOE7q8BqYJglBDr1aRfHTfzQztdP5plXTatgQHbsbP9+t6d9f/cvwgmRVlLDxxiCKL+dwFLsKncbvYnZXJ61s3YbHbQQXmIBUOPXQIrT1r2Gy1selECnaDigpTFeZKa6PWTxAE4UK0b9+exx9/nB9++IGEhASmTZvW1FU6q+PHj/P6668Dp5cHPZ9HQxMtpIJwDVIUBavdgb6OCUMAt7bqzIGCHPqGROKjd2nUuoyOacXmtBSGNGuOTq0mqayEKm8JkLB51/7Qe23JBpYXpGMc4s97I4fjH9S4yZoFQbjMKdRzpaYGrwkAd911V43/N8aqRg3pm2++QZblWuvU1+V8jqkvEZAKwjXooa+WsenISZ4eN4TJ/TrV2t8tMJQ14y7NzMsxLVszpuXpiU4dQ4OI8Pak0mqjV/OIWsef+iDUGbT07N+q1n6bw8GMuQtJyM7jgylj6Rt99lWjBEG4somVmi7Otm3bgNNjQh9++GHS09NZvHgx4AxCV65cyY4dO3jjjTcwm82MGDGCp556qkHrIQJSQbjGOGSZLQnJKApsOnyyzoC0KfkaXVn90JnHfD5982B6xoTTJjSAn7fux91Fz8iurVGpnH+555WZ2JuWBcC6o0kiIBUE4bwVFBSc13H+f6WVuxocO3asekn3mJgY3n33XR555JEax1x33XVcd911DBw4kCFDhvDHH3/QokULPvjggwarhwhIBeEao1apeGHydaw/mMTdw89vpvzlxFWnZXTXNtzzyUJ2HE1HwjmudEKfjgCEeHlw38CeHMrM4bZeYh15QbjqKUo9u+xrl2nb9vwyglxNiwSdmlUvSRLdu3c/67EDBw5k0KBBrF+/no8//pgRI0Zwww03NEg9REAqCNegsbFtGRt7fh+8Dllmf3IWLYL88DQaGrlm56/YdHqylUalrv5ZkiQeHtqnKaokCEITkBSQ6pHkXnTZO8ny6Zvn4+MDgFarrXFMeXl59UpOLVu2ZP369YAzo0BDBaSX90hbQRCa3LtLNzPzf78w+a0fkOXL5xP8/Ttv5NaBnXluyjBuvMA8p4IgCIKTt7d39c9WqzNridForHHM/v37q39OT08HnK3Ee/fubbB6iBZSQRDOyCHLLN18CID8UhOyoqCi8XKSXogQHw+eGnd+iwX8XUWVlV83HqB1ZCDdW4c3Qs0EQbikGrDL/lrk7e1NTk4OkiRRWOhcTjk0NBQ4Pav+qaee4sMPP2T//v388ccf1WNOi4qKGqweIiAVBOGMLFY71hIrao1Cn3bhdSapv5Icyyvg3z+vIikhD51NYvU79+Hl1rhprQRBaGQNmBj/yJEj+Pn5XWyNriihoaEkJCQAVAek7dq1q96vKAo7duyoHl96ajY+0KD3SgSkgiCckatBx6v330BcQjq33xDb1NW5aE//tppDpflIAeBbpD9jHlZBEK5Nfn5+V9UM+vPRrVs31qxZA8DBgwcB6NmzJ76+vhQVFVW3hp5y6v+SJDFkyJAGq8eV3dwhCEKjGxrbkidvH0qQr0dTV+WitQ9yLi3aLSKUn1+cjotee44SgiBc7k6tZV+fh0CNls+ioiLi4uJQqVTMnj27OhCta4UmvV7PnDlzGqweonlAEIRrxgsjh3JX7+6EenqgvsxXTxEE4TyJMaQXZfDgwTXyiZ6a0DRnzhzi4+OrE+T/nYuLC/PmzTvvNFnnQwSkgiBclJMFRTy97A9a+Pny0uhhDR7oKYpCYlYBAZ5ueF/keE9Jkojw9mqYigmCINRh7969PPDAA9X/T0pKAuCzzz7jt99+q97+66+/EhwcfMnr908+Pj48+OCDtbar1WoWLlzIihUrWLp0KWlpaeh0Orp168add95ZPfGpoYiAVBCEi7Jo32H2ZeSwLyOH6T270iqwYScE/LT1AK8uWoeX0cCqZ+/EVa9r0PP/k8liIa24lDaB/jW6pwRBuEzJfz3qU64RlJWVsXPnzlrbMzIyyMjIqP6/xWJpnAo0sFGjRjFq1KhGv44ISAXhClNptvK/L9aiVqt46K4h6Jt4HOTIti357dBRmvv50MzP+9wFLlBWkXMVkdLKKsxW2xkD0uy8UsxVNppH1D8gdsgyN375A+klpfyrfy/+NaB3vc8lCMKlUd/xoI01hnTQoEFX1UpOl4oISAXhCrNpeyIr1jhzg8Z2jmJQ31ZNWp/2IYFsnH13o53/nut64uFqoFWoP77uxlr7LVY7+UUmbn1kLna7zJtzbqZPt+b1upZdlsktNwGQXlJ6UfUWBEG4Uu3bt4/t27eTk5ODyWRiwIAB3HjjjY16TRGQCsIVpkObUDw9XFCrJNq0bPrxR43NzaDH39uNJ35cwZiubfi/m06nGfnqp618/ct2+veIxm539r8VFJvqfS29RsPXU8axMzWdqd06XXTdBUG4BMSkpgbz448/8vzzz3PixIka2xVFYcyYMfTs2bM6V+nQoUP54osvGuzaIiAVhCtMaLA3S79zDkBXqa6NMY5Ldh/GVGXllx0HawSkm3Y5PzQPHcvipUdHU1JmZtTg9hd1rR6RYfSIDLuocwiCcAmJgPSiKYrCPffcw9dff11ruMGpsfQqlYoBAwbw7rvvAvD999/zxhtv1Fh69GKIvCeCcAVSqaRrJhgFuGdoD9qFBfLY6P41tj9y5xAG9IjmqfuuY0jvVoy7vvMVv5qUIAgXSOH0xKYLeYh4tNqzzz7LV199VZ3w/p85R0+ZNGkS4AxSbTYbq1atarA6iBZSQRAue71jIukdE1lre+e24XRuK9ajFwRBqK8TJ07wxhtv1AhA/7486N/16NEDb29vSkpKAFi/fj1TpkxpkHqIpgRBuAbIssKeY+nkl9Z/fKUgCMLlSKzUdHE+++wz7HY74AxE3dzcuPvuu+vMFCBJEh07dqzed2qp0YYgAlJBuAZ8tXIn97y7kFte/B6Lzd7U1REEQWg4p8aQ1uchsHbt2ur16bVaLVu2bOGzzz4DqLOVNCoqCnAGr8nJyQ1WDxGQCsI1oMRkBqDCYsPuaKRs0IIgCMIVJzU1FXAGn9dffz0dOnQ46/Fubm7VP5eWNlx6PDGGVBCuAQ/c2JfwAG/aRQViNDTuSkeCIAiXlJhlf1FMptNDucLCzp1h5FTaJ6i7BbW+REAqCNcAo0HH5MGdm7oagiAIDU8EpBfF29ub/Px84HRr6dns37+/uou/oVI+geiyFwRBEARBuGZFRUWhKAqKorBmzRqSkpLOeOxvv/1GQkIC4GwdbdmyZYPVQwSkgiDUi8Viw1xlbepqCIJwratPDtJTD4EBAwYAp3OLDho0qHpS0ymZmZm89tpr3HLLLdWtowD9+/evdb76EgGpIAgXLCunhBvv+JQxMz4mKTX/jMctWXeAWx6fy8rNRy5h7QRBuJZISn1TPzV1zS8PM2fOrB4LKkkSmZmZPPDAAwDVLacLFy7kmWeewWw2V5dTqVTMmDGjweohAlJBEC7YybQCKiotWCx2EpNyz3jcl4u3kZpdxFe/br+EtRMEQRDOV5s2bZg+fXp1q+ffW0BPORWY/j1wveOOO2jevHmD1UMEpIIgXLBeXZsxbXxPJt/YnSH9Wp/xuCkju+Pj6crkkd0uYe0EQbimiDykF+2jjz6iZ8+eNYLSuh7gDE579uzJe++916B1ELPsBUG4YBqNmntuO/fYoVtv6M6tN3S/BDUSBOGaJSvOR33KCQC4uLiwYcMGHn/8cT7//HNsNludx2k0Gu6++27efvttDAZDg9ZBBKSCIAiCIAjXOL1ezwcffMCcOXNYtmwZO3furE4HFRAQQGxsLGPGjCE8PLxRri8CUkEQBEEQrlwiD2mDCg0N5f777+f++++/pNcVAakgCIIgCFew+o4HFQHp5URMahIEQRAEQRCalGghFQRBEAThyiW67M/bHXfc0aDnkySJr776qkHOJQJSQRAEQRCuXLJCvbLcX4Oz7L/55pvq9E0X61Re0oYKSEWX/VmsWLGC559/njFjxhASElKdhysjI+OMZUpLS/nll1+48847adu2La6urhgMBpo3b84dd9zBwYMHz3pNWZb57LPP6NmzJ+7u7ri7u9OzZ08+//zzWolqBUEQBEEQLtSpRPcX82hoooX0LKZOnUppaekFlXnzzTd55ZVXAGjZsiUjR47E4XAQFxfH3LlzmTdvHl988QXTp0+vVdbhcDBp0iQWL16Mq6srQ4cOBWDNmjXce++9rFmzhgULFqBSib8jBEEQBAEARXY+6lPuGtUQraQNHZSKgPQsxo0bR0xMDF27dqVr164EBAScs4zRaOTRRx/lvvvuIyYmpnq7zWbjqaee4t133+Wee+6hb9++REdH1yj7wQcfsHjxYkJDQ9m8eTPNmjUDIDk5mX79+vHLL78wYMAAZs2a1bBPVBAEQRCuVGIM6QW5XHtbJeVyrdll6NRfFOnp6YSFhV1weVmWadOmDYmJibz00ks888wzNfaFhoaSk5PDvHnzuPXWW2uUnTdvHtOmTSMkJIT09PSLaiXNz8+vFVzn5eXh7+9f73MKwuUoO9fZwxEc6NnENRGEq9+l+G6p6xpDQu5Gp3a94HNZHZWsy/qixrar/btw5syZZ92/a9cuEhISAGfMc/vtt5/znHPnzm2QuokW0ktIpVLRsWNHEhMTSU9Pr7Fv+/bt5OTkoNfrGT9+fK2y48eP58477yQrK4udO3fSu3fvS1VtQbgiHTuRw71PzAPgszdvo1V0UBPXSBAEoWmdK3h85JFHqgPS8zm+IYmA9BI7fvw4AMHBwTW2x8fHA9CuXbs614d1cXGhXbt2xMfHEx8ff8aA9NQyX2dTUFBwodUWhCtOXkE58l+zaPMKy0VAKghXK9Flf1UQAekltGrVKvbv348kSYwbN67GvuTkZAAiIiLOWD48PJz4+PjqY+tyPuNcBeFa0LdHNI/eNwwJib6x0ecuIAjClUmhngFpg9dEuAgiIL1EsrKyuPPOOwG4++676dixY4395eXlgHNS1Jm4ubkBUFZW1ki1FISrh0olcdPILk1dDUEQBOE8XJUB6ZNPPsmyZcsuuNyXX35Jv379Grw+ZWVljB49mqysLHr06MH777/f4NcQBEEQhGuS6LK/KlyVAWlWVhbHjh274HImk6nB62IymRg5ciTx8fF06dKFVatW1TlG1N3dHYCKiopz1s/Dw6PB6ykIgiAIVyRFBlnkIb3SXZUB6bx585g3b15TV4OKigpuuOEGtm3bRseOHfnzzz/x9vau89ioqCgA0tLSzni+UzPzTx1bl7y8vHPWq6CggLZt257zOEEQBEEQhEvhqgxILweVlZXccMMNbNq0iY4dO7J27Vp8fX3PeHzXrl0BOHz4MFVVVbVaUc1mM4cPH65xbF2u5vxpgiAIglCL6LI/b0OGDDnr/hMnTlzQ8ZIksXbt2ouuF4iAtFGYzWZGjx7Nxo0bq4NRPz+/s5bp3bs3QUFB5OTksGjRolqJ8RctWoTVaiUkJISePXs2ZvUFQRAE4cohAtLztmHDhvNeNlRRFDZu3HjW/Q2xBOkpYlH0BlZVVcXYsWNZv379eQej4Eya/9RTTwHw1FNP1UjtlJyczJw5cwB4+umnxVr2giAIgiDUm6IoZ3ycz3GNQbSQnsVLL73E77//Xmv72LFj0el0gLP7/OOPP67e9+9//5s1a9YAzpyijz/+eJ3n7tevH3fddVeNbf/617/YtGkTv/76K+3bt2fYsGEArFmzhsrKSiZMmMADDzzQIM9NEARBEK4KskK9korK114L6SkN2bLZUERAehZJSUns3Lmz1vZTqyoBtcZ6FhUVVf/822+/nfX8/wxI1Wo1Cxcu5IsvvuDLL7+sHpfRrl077rzzTu65557L8k0kCFeyMlMVRaUVRIWeeYy3IAiXL0WRUeoxY74+Za4GjdXCebEk5XKtmdBo8vPza63olJeXJyZECdecCrOVCQ9/SUm5mX/fcx1jBndo6ioJwhXrUny31HWNwd63oVO5XPC5rLKZ9cU1M/Jc7d+FL7zwQoOf87nnnmuQ84gWUkEQrlkVZgul5WYA0nNKmrYygiDUj+iyP28NFTw2BhGQCoJwzQrwcef1x27keGo+k0eeOZ2aIAiXMTHL/qogAlJBEK5pA7pHM6B7dFNXQxAE4ZomAlJBEARBEK5csgLUY4LSNdhlfzkTAakgCIIgCFcu0WV/VRABqSAIgiAIVyxFkVFkkfbpSieW/BEEQRAEQRCalGghFQRBEAThyqXUM+2T6LK/rIiAVBAEQRCEK5esgCQC0iud6LIXBEEQBEFoYL/88guDBg3C29sbo9FIp06deOONN7DZbE1dtcuSCEgFQRAEQbhyKXL9H41k9uzZTJo0ia1bt9KjRw9GjBhBWloaTz31FEOGDMFsNjfata9UIiAVBEEQBOGKpchKvR+NYcmSJbz//vu4ubmxc+dO/vjjDxYtWsTx48fp0KEDW7Zs4dlnn22Ua1/JREAqCIIgCILQQF599VUA5syZQ9eup5ck9vPz4+OPPwbgww8/pLS0tEnqd7kSAakgCIIgCFeuy6jLPjMzk927dwMwderUWvv79etHeHg4FouFFStWNPj1r2Rilv01SK4jgXBBQUET1EQQBEG4WtT1PVLX901Ds8oWlHqkfbJhrbXtfL8L/f3969weHx8PgI+PD82aNavzmO7du5Oenk58fDxTpkw5z9pe/URAeg0qKiqqta1t27ZNUBNBEAThalZUVERgYGCjXmO7sqrBznW+34XKGVJGJScnAxAREXHGsuHh4TWOFZxEl70gCIIgCEIDKC8vB8BoNJ7xGDc3NwDKysouSZ2uFCIgFQRBEARBEJqUCEgFQRAEQRAagLu7OwAVFRVnPMZkMgHg4eFxSep0pRBjSK9BMTExHDlypMY2Hx8fVKor/++TgoKCWmOAjhw5gp+fXxPV6PIl7tX5Effp/Il7df6uxnsly3KtOQoxMTENeg1fX1/y8vIa9JxwejLTxX4XRkVFAZCenn7GY07tO3Ws4CQC0muQRqOhTZs2TV2NS8bPz++MMyKFmsS9Oj/iPp0/ca/O39Vwrxp7ApNKpWqUe9RQ5+zSpQsAhYWFJCcn1znTfs+ePQA1cpQKosteEARBEAShQYSFhREbGwvA/Pnza+3fsmUL6enp6PV6Ro0adamrd1kTAakgCIIgCEID+fe//w3A66+/zt69e6u3FxYW8sADDwAwa9YsPD09m6R+lysRkAqCIAiCIDSQm266iYceegiTyUSvXr0YOXIkEyZMIDo6moMHD9K3b19eeumlpq7mZUcEpIIgCIIgCA3o/fff56effqJ3795s27aNFStWEBYWxuuvv866detwcXFp6ipedsSkJkEQBEEQhAY2adIkJk2a1NTVuGKIFlJBEARBEAShSYmAVBAEQRAEQWhSIiAVBEEQBEEQmpSkKIrS1JUQBEEQBEEQrl2ihVQQBEEQBEFoUiIgFQRBEARBEJqUCEgFQRAEQRCEJiUCUkEQBEEQBKFJiYBUuOKsWLGC559/njFjxhASEoIkSUiSREZGxlnLRUVFVR9b16NXr15nLf/LL78waNAgvL29MRqNdOrUiTfeeAObzdaQT69B1fdeAVitVv773//SqVMnjEYj3t7eDBo0iIULF56z7JV4r87kbO8ZSZKYPHnyGcvKssxnn31Gz549cXd3x93dnZ49e/L5559zNc4nvZpe94sxY8aMc75vqqqq6iwbFxfHxIkTCQwMxGAw0KxZM/71r3+Rl5d3iZ+FIFxaYpa9cMXx8vKitLS01vb09HTCwsLOWC4qKorU1FTGjx+Pm5tbrf0tWrTg2WefrbPs7Nmzef/999FoNAwZMgQ3NzfWrVtHSUkJ/fr1Y/Xq1ZflUnD1vVeVlZUMHz6cbdu24eXlxZAhQzCZTKxbtw673c5jjz3GW2+9VWfZK/VenYkkSQBMnz69zv09e/bk/vvvr7Xd4XAwadIkFi9ejKurK0OHDgVgzZo1mM1mJk6cyIIFC1Cpro52gavtdb8YM2bM4Ntvv6Vv375ER0fXecwXX3yBVqutsW3hwoVMmTIFu91ObGwszZo1Y8+ePZw8eZLAwEC2bNlyxvMJwhVPEYQrzMyZM5VXX31VWbVqlZKXl6cACqCkp6eftVxkZKQCKMnJyRd0vV9//VUBFDc3NyUuLq56e35+vtKhQwcFUB577LH6PJVGV9979fDDDyuA0qFDByU/P796+549exQ3NzcFUJYvX16r3JV8r87k1D27UO+++64CKKGhocrJkyert588eVIJCQlRAOWDDz5oyKo2mavxdb8Y06dPVwBl7ty5510mMzNTcXV1VQDls88+q95ut9uV2267TQGU2NhYRZblRqixIDQ9EZAKV7zGDkhjY2MVQHn55Zdr7du8ebMCKHq9XikpKbmg8zaF87lXRUVFik6nUwBly5Yttfa/9NJLCqD06tWr1r6r6V6dUp+A1OFwKEFBQQqgzJs3r9b+77//XgGUkJAQxeFwNFRVm8zV+LpfjPoEpE888YQCKMOGDau1r7y8XPH09FQAZdWqVQ1YU0G4fFwdfUWC0EgyMzPZvXs3AFOnTq21v1+/foSHh2OxWFixYsWlrl6jWLFiBVarlYiICPr27Vtr/6n7sGPHDrKysqq3X4v36ky2b99OTk4Oer2e8ePH19o/fvx4dDodWVlZ7Ny5swlq2HDE694wfv31V6Due+jm5sbYsWMBWLx48SWtlyBcKpqmroAgXGpz586lqKgIu91OSEgIAwcOZMCAAXUeGx8fD4CPjw/NmjWr85ju3buTnp5OfHw8U6ZMabR6XyqnnnP37t3r3N+8eXN8fHwoKipi3759hISE1Ch3td6rd955hxMnTiBJEhEREQwfPpyuXbvWeeype9GuXTsMBkOt/S4uLrRr1474+Hji4+Pp3bt3o9a9MV3tr/vFWL9+PQcPHqS8vBxfX1969OjBqFGj0Ov1NY4rLy/nxIkTwJl/77p37873339ffb8F4WojAlLhmvPiiy/W2hYbG8v8+fNrTRhITk4GICIi4oznCw8Pr3Hsle58nnNYWBhFRUU1nvPVfq8ee+yxGv+fM2cOI0aM4JtvviEwMLDGvvO9F/Hx8Vfkvfi7q/11vxjfffddrW3BwcF8/fXXjBgxonpbSkpK9c9nuo/X6j0Urh2iy164Ztxwww3Mnz+fEydOYDabSU5O5rvvviMiIoLdu3czaNCgWqlVysvLATAajWc876kZ+2VlZY1X+Uuovs/5ar1XU6dOZcmSJaSkpGA2m0lMTOTDDz/E19eXVatWMXz48FopfK7We1GXa+m5nq9OnTrx/vvvc+jQIcrKysjNzWX16tX06dOH7Oxsxo4dy4YNG6qPP3UP4cz38Vq7h8K1R7SQCpfMk08+ybJlyy643Jdffkm/fv0u+vofffRRjf9HRUURFRXFDTfcQLdu3UhJSeHVV1/lvffeu+hrXaymvldXg4a6hz/88EON/TExMcTExDBq1Ci6dOnCwYMH+fTTT5k9e/bFVlm4SjzyyCM1/u/u7s7w4cMZNmwYN998M0uXLmX27Nns27evaSooCJchEZAKl0xWVhbHjh274HImk6kRanOaj48Ps2fPZvbs2SxfvrxGQOru7g5ARUXFOevn4eHRYHVqyntV3+fcVPfqTBr7HjZr1oyZM2fy3nvvsXz58hoB6eV2LxrTtfRcL5YkSbzwwgssXbqU/fv3k56eTnh4ePU9BOd99PT0rFVW3EPhaie67IVLZt68eSjOVGMX9Pj7WKvG0qZNG4BaKxhFRUUBzkTyZ3Jq36ljG0JT3qtTzyMtLe2Mx5y6T39/zk11r87kUtzDc71vznYPL+W9aEyX2+t+uTv1noHT75vIyMjqbWd6z4h7KFztREAqCEBhYSFAjZYKgC5dulTvP9Nkgj179gCcccb1lebU8zj1vP7p5MmTFBUVAafvz99/vpbu1ZneN6ee3+HDh+tcItJsNnP48OEax16prsXX/WKces/A6feNh4dH9YTKM/3eiXsoXO1EQCoIwIIFCwDo0aNHje1hYWHExsYCMH/+/FrltmzZQnp6Onq9nlGjRjV+RS+BUaNGodPpSEtLY+vWrbX2n7oPvXr1qk75BNfevZJlmZ9//hmo/b7p3bs3QUFBWCwWFi1aVKvsokWLsFqthISE0LNnz0tS38Zyrb3uF+vUZ42HhwetWrWq3n7zzTcDdd9Dk8nE8uXLARg3btwlqKUgNIFGTLovCJcE57H60JIlS5Q9e/bU2l5WVla9TCag/Pnnn7WOOdOyiAUFBVfcsojnc68U5fTSoR07dlQKCgqqt8fFxdVr6dAr8V4piqLMmzdPOXr0aK3tubm5yuTJkxVA0Wq1ypEjR2odc7alQ0NDQ6+JpUOv1Nf9YsTHxytLly5VbDZbje0Oh0P58ssvFYPBoPx/e/ce1fP9xwH8Wb7dpOhCC0Url4wpjZh0lzCa6wiTE4067pdjdA7za20dHJqQW+ZwNrMY5hYmYSJmONLkThlzyS1Lq96/P3b6nj4+328332+fL3s+zvme0+f1fV+/fTmvPpf3G4CIjY2VvF9x69DVq1er4yUlJWLUqFHcOpTeekxI6Y2zYMEC4e3trX6VJ1menp7q2IQJEyR1yhMsZ2dn0bdvXzFixAgREBAgbGxsBAChUqnE0qVLtfY5adIkdfIRGhoqBg0aJBo1aiQAiO7du4sXL17oe9q1UpvPSgghCgsLRbdu3QQAYWNjIwYNGiRCQ0OFiYmJACCmTZumtc839bPSJCwsTAAQrVq1EmFhYSI8PFz4+Piok/L69euLLVu2aKxbUlIiBgwYoC7Xv39/0b9/f3XSMXjw4Ldi29Byb9Pv/XWUJ+c2NjYiKChIhIeHiz59+ghnZ2f1v7/hw4fLElYhhNiyZYuoV6+eACC8vb3FJ598It59910BQDg4OIjLly8rMCOiusGElN445ftEV/by8/OT1ElPTxeRkZHC09NTODg4CBMTE2FpaSnc3d3F+PHjxfnz56vs94cffhC+vr7C2tpaWFhYiPbt24uvv/5avHz5Uk8zfX21+azKvXz5Unz11Veiffv2wsLCQjRs2FD4+vpqTcAqehM/K022bdsmRo4cKdq3by/s7e2FSqUSVlZWwsPDQ0yfPl1y5lOT0tJSkZycLD744ANhaWkpLC0tRefOnUVycvJbeabrbfm9v45r166JKVOmCB8fH9GsWTNhbm4uzMzMhLOzsxg8eLDYvXt3pfVPnz4tBg4cKBo3bixMTU1FixYtRExMjLh7924dzYBIGUZCCKGjq/9ERERERDXGh5qIiIiISFFMSImIiIhIUUxIiYiIiEhRTEiJiIiISFFMSImIiIhIUUxIiYiIiEhRTEiJiIiISFFMSImIiIhIUUxIiYiIiEhRTEiJiIiISFFMSImIiIhIUUxIiYiIiEhRTEiJiIiISFFMSImIiIhIUUxIiYiIiEhRTEiJ3hIREREwMjKSvA4fPlzjMobu22+/lc1h/vz5Sg9L5m34rPWhpKQE7733nuRz+fXXX3XWflxcnKTtqKgonbVNRPrDhJSoDs2fP1+WpBgZGUGlUsHCwgK2trZwc3ODr68vIiMjsXbtWhQUFCg9bDIABQUFSEtLw4IFC9C3b1/Y29vLvkf+/v513lZNrVixAhcvXlQf+/r6onv37lrLZ2VlISQkBA0aNECjRo0wZMgQXLp0SWv5mJgYWFlZqY/XrVuHs2fP6mTsRKQ/KqUHQERAaWkpSktLUVRUhIKCAly9ehVHjx5FSkoKpkyZgk8//RT/+9//YGdnp/RQSSGdOnXCjRs3DK6tmigsLMSXX34piX3++edayx88eBB9+/ZFcXGxOpaamooDBw7gyJEjeP/992V1bGxsMH78eCxcuBAAUFZWhtjYWOzatUtHsyAifWBCSmTgCgsLsXLlSuzduxfbtm2Dp6enxnIhISFo1KiRJNa8efM6GCHVBSGEQbZVE8nJyfjrr7/Ux61bt0ZoaKjGssXFxRgzZgyKi4sRERGBiIgIFBcXY8mSJdi7dy/GjRuHkydPaqw7ceJELFq0SD3P3bt348yZM+jUqZPuJ0VEOsGElEhhzZo1w+DBgyGEwOPHj3H58mWcOnUKJSUlknI3btyAn58fTp48CXd3d1k74eHhCA8Pr6thk4JUKhVatWqFnJwcg2qrMqWlpVi2bJkkNnz4cK3lMzMzkZeXh4EDB2L9+vXqeGBgILy9vZGVlYWbN2+iRYsWsrpOTk748MMPJfemLlmyBBs3btTBTIhIH3gPKZHC3NzcsHTpUiQmJmLDhg04fvw48vPzER0dLSv77NkzfPzxx3j58qUCIyUl9evXDwsXLsTRo0fx9OlT7NmzxyDaqq79+/fj5s2bklhlCWl+fj4AICAgQBKvV68e/Pz8JGU0GTZsmOQ4NTUVjx8/rsmQiagOMSElMkBNmjTB8uXLsXjxYtl7ubm5WLNmjSz+uk91//TTT+jduzccHBxgZmYGFxcXxMTE4M6dO9Wqf/HiRcycORPe3t5wcHCAqakpbG1t4enpiRkzZuDy5cvVaic/Px8TJ06Eq6srzM3N4ejoiLCwMBw8eLDac9H2WZSWlmL16tXo0aMH7O3tYWxsjIiICHW9hw8fIjU1FbNnz0bPnj3Rrl07ODo6wtzcHPXr14ejoyP8/f0xZ84c5ObmVns8urBs2TLMmDEDPj4+sLCwMJi2qmvz5s2SY3d3d7Rp00Zr+SZNmgAAMjIyJPGysjIcPXoUAODo6Ki1/sCBAyXHRUVF2L59e02GTER1SRBRnZk3b54AIHn5+flVWsff319Wx9XVVVZu9OjRsnLp6elVltm3b58YMmSILF7+cnBwEH/88YfW8RUWFooxY8YIIyMjrW0AECqVSsyZM0eUlpZqbevQoUPC2tpaaxuTJ08W69evl8XnzZtX5Tx37twpfHx8ZPHRo0er6y1btqzSOVR8GRsbizlz5midS3V+H6/j+vXrNf4u1UVb2jRv3lzS/pgxYyot/+LFC2Fvby8AiMjISJGRkSEOHDggPvroIwFAeHl5Vdmnk5OTpM9Ro0bpajpEpGM8Q0pk4CZNmiSLXb16FdevX9dJ+9HR0fjxxx+1vn/v3j2MGTNG43tFRUUICgrC+vXrq3xQpqSkBPHx8Rg3bpzG93Nzc9GvXz88ffpUaxuJiYlYtGhRpf1oEx0djWPHjtWqriZlZWWIj4+v9Xj+S65du4a8vDxJrHPnzpXWsbCwwPLly2FsbIx169bBz88PPXv2xK5du2BtbY21a9dW2a+3t7fk+NWzrURkOPhQE5GBK79f7lVZWVlwcXF57favXbum7sfd3R3Hjh3DhQsXJGUyMzM1PqU8c+ZMnDhxQhJTqVQIDg5GixYtkJeXh7S0NMkDWikpKQgMDMSIESMk9SZMmIDCwkJJzMjICMHBwXB1dUVOTg4yMjKQnZ1dq3mWJ0TOzs4ICAhAvXr1kJ2dDSMjI1lZW1tbdOjQAXZ2drCzs4OpqSkePXqE06dPy249iIuLQ1RUFKytrWs1rv+CzMxMWUzbahEVDR06FHZ2dvjiiy9w+vRpmJiYICgoCPHx8Wjbtm2V9T09PZGamqo+vnXrFu7cuYOmTZvWbAJEpHdMSIkMnK2tLaytrWVnDu/fv6+zPlatWqXe0aaoqAjBwcGy3XOOHDkiSUjz8vKwatUqSZmmTZsiPT0drVu3VsfOnTuHHj164NmzZ+rY/PnzMXz4cBgb/3uR5sKFCzh06JBsXJs3b8bQoUPVx6tXr8Znn31W63lGRUUhKSkJJiYm6tjz58/VPwcGBiIrKwteXl7qsVUkhMDUqVORmJiojj158gTp6ekICwur9bjedpruQ27cuHG16gYFBSEoKKhW/WrqgwkpkWFiQkr0BrCyspIlpJVd2q4JLy8vyfaK5ubmiIiIkCWkr94isHPnTvzzzz+SWGxsrCQZBYCOHTti2LBhkgexrly5grNnz6oT3L1798rGFRISIklGgX8TyrVr1+LUqVM1mOG/WrdujeXLl0Olkv6316BBA/XP7dq1A/DvEkXHjx9HdnY28vPzUVhYqJ7r7du3ZW2fOXOGCWklKq49Ws7W1lbv/WraSELTWIhIeUxIid4AFc8ulmvYsKFO2ta0dqmmp5dfHYOmRcmjo6M1LlelSWZmpjoh1bS1Y69evTTWCw0NrVVCGh4eLktGX1VSUoKEhAQsWbIEDx8+rHbbDx48qPF4/ks0LbdUcXtPfdF0GwWXfiIyTExIiQzcgwcPNJ4Nre4lz6poWljc3NxcFisrK5Mcv+4tA3fv3lX/rCn507bLVG13n9K0zeSrhg0bhq1bt9a47RcvXtRmSP8Zr+4gBvx7hl/fZ0mfPHlSrbEQkfL4lD2RgdO2lmiXLl100r6my5r16tXTSduVqXjvZl2oKhHZvXt3rZJRQLmtON8U9vb2stijR4/03q+mPnT1hxwR6RbPkBIZuG+++UYWc3NzQ8uWLet+MBWUL1xe0eDBg9GsWbNq1ff19VX/rCkpfnWZoKriVdH0NH1FO3bskMW6du2KhIQEdOzYUX2LRFpamtb910kzTQ8R3b9/H25ubnrtV9P9onygicgwMSElMmDl2zu+avLkyQqMRqpz587YsGGDJObh4YG5c+dWWbe0tFRyFtbDwwPfffedpMz+/fsxbdo0Wd20tLRajrhyt27dksWSkpLg5eUliWm6d5Yq17VrV1ns7Nmz6Natm177/f333yXHTk5O1f6DiYjqFi/ZExmge/fuITo6GrNmzZK917p1a62Ly9elfv36yR4SiouLw88//6yxfFlZGU6cOIHp06fLFizXdMYxLS1Ndgl93bp1yMrKes2Ra2ZqaiqLnTt3TnKckZGBhIQEvfT/NmvVqpXsQbnaPJhWU6/+8aBtTV8iUh7PkBIp7MqVK5gyZQqEEHjy5Alyc3Nx6tQpyWLy5aysrLB9+3aYmZkpMFIpZ2dnjBs3DitXrlTHioqK0L9/f7i7u6Njx46ws7PD8+fPcePGDZw/fx4FBQUA5A9SdejQAQEBAUhPT5fEhwwZgp49e6oXxtd2P60ueHl5yZLpqKgobN26FU5OTsjNzcXhw4cVu180KSkJV65cUR9retCt/LtUUXh4uOx+Y122VV3+/v74/vvv1cevbqiga3fu3JHd3hEYGKjXPomo9piQEiksPz9fstC6Ni4uLti6dSvc3d3rYFTVs3jxYpw5c0Z2JionJwc5OTk1amvFihXw8vKSPLEuhMD+/fsl5ZycnDSuBfq6IiMjkZCQgL///lsdKy0txZ49eyTlevXqpbfbBiqTmppa5daXmr5LHh4esiRSl21V17BhwyQJaU5ODi5duoQ2bdrUqr2qbNu2TXJsZmaGAQMG6KUvInp9vGRPZOCsrKwwadIk/Pbbb9XabrEuWVhY4JdffsHYsWM17mykiYmJicYzVW3btsWOHTsqXZ9y5MiRmDdvXq3HW5nmzZtj06ZNlZ59njBhAmbPnq2X/t92ffr0kS3ZtXnzZr3192rbgwYN4pJPRAaMCSmRATA2NoaZmRlsbGzg6uoKX19fjB07FikpKcjLy0NiYiJsbGyUHqZGlpaWWLNmDS5duoS5c+fC19cX77zzDszMzGBqaorGjRujS5cuiIyMxKZNm/Dnn38iJSVFY1vBwcHIzs5GdHQ0WrZsqa4fEhKC1NRUbNy4Ua9LUg0cOBCnT5/GiBEj4OjoCBMTEzg4OKB3797YsWMHVqxYobe+33YqlQoTJ06UxPSVkN6+fRvHjx+XxKZOnaqXvohIN4wEF9AjIqI68Pz5c7i4uEh2ttq3b5/WXblqa9asWVi4cKH6uE+fPti9e7dO+yAi3eIZUiIiqhMNGjRAbGysJBYfH6/TPh4/fozk5GT1sbGxMeLi4nTaBxHpHhNSIiKqMzExMZIH844cOSK7vP46kpKS8OzZM/VxZGSkwd17TURyvGRPRERERIriGVIiIiIiUhQTUiIiIiJSFBNSIiIiIlIUE1IiIiIiUhQTUiIiIiJSFBNSIiIiIlIUE1IiIiIiUhQTUiIiIiJSFBNSIiIiIlIUE1IiIiIiUhQTUiIiIiJSFBNSIiIiIlLU/wGNVYdV5LS9AQAAAABJRU5ErkJggg==", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "wedap.H5_Plot(h5=\"p53.h5\", data_type=\"average\", plot_mode=\"scatter3d\", \n", " Xname=\"dihedral_11\", Yname=\"dihedral_12\", Zname=\"pcoord\",\n", " cbar_label=\"Heavy Atom RMSD ($\\AA$)\",\n", " xlabel=\"Dihedral 11 ($\\degree$)\", ylabel=\"Dihedral 12 ($\\degree$)\").plot()" ] }, { "attachments": {}, "cell_type": "markdown", "id": "4fdb76c6", "metadata": {}, "source": [ "### Example 5: Joint Plot with Multiple Extra Features" ] }, { "attachments": {}, "cell_type": "markdown", "id": "4f5eebdc", "metadata": {}, "source": [ "Here, I want to demonstrate some of the additional features available by making a more complicated joint plot. This is using a contour plot instead of a histogram, as set by `--plot-mode contour` || `plot_mode='contour'`, there is also custom colormapping (`--cmap`), probability units (`--p-units`), iteration ranges (`--first-iter`, `--last-iter`), probability limits (`--pmin`, `--pmax`), plot style (`--style`), data smoothing (`--smoothing-level`), and plot limits (`--xlim`, `--ylim`).\n", "\n", "\n", "Available `--plot-mode` || `plot_mode` options:\n", "* `line` -- plot 1D lines.\n", "* `hist` -- plot histogram (default).\n", "* `hist_l` -- plot histogram and contour lines.\n", "* `contour` -- plot contour levels and lines.\n", "* `contour_f` -- plot contour levels only.\n", "* `contour_l` -- plot contour lines only.\n", "* `scatter3d` -- plot 3 datasets in a scatter plot." ] }, { "attachments": {}, "cell_type": "markdown", "id": "88533ebd", "metadata": {}, "source": [ "```\n", "$ wedap -W p53.h5 --xlabel \"Heavy Atom RMSD ($\\AA$)\" -xi 0 -dt average -y dihedral_11 --ylabel \"Dihedral 11 ($\\degree$)\" --joint-plot -pm contour_f --cmap gnuplot_r --style ggplot --p-units kcal --first-iter 3 --last-iter 15 --pmin 1 --pmax 10 --smoothing-level 1 --xlim -1 7 --ylim -180 180\n", "```" ] }, { "cell_type": "code", "execution_count": 11, "id": "fac65425", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "ae845f30e2b44b21b435117cdab3f3bb", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Average 2D: 0%| | 0/13 [00:00" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# if there is alot of plotting choices, it can be easier to just put it all into a dictionary\n", "plot_options = {\"h5\" : \"p53.h5\",\n", " \"data_type\" : \"average\", \n", " \"plot_mode\" : \"contour_f\", \n", " \"Xname\" : \"pcoord\", \n", " \"Yname\" : \"dihedral_11\", \n", " \"cmap\" : \"gnuplot_r\",\n", " \"jointplot\" : True, \n", " \"p_units\" : \"kcal\",\n", " \"first_iter\" : 3, \n", " \"last_iter\" : 15, \n", " \"p_min\" : 0.1, \n", " \"p_max\" : 10,\n", " \"smoothing_level\" :1,\n", " # the input plot_options kwarg dict is also parsed for matplotlib formatting keywords\n", " \"xlabel\" : \"Heavy Atom RMSD ($\\AA$)\",\n", " \"ylabel\" : \"Dihedral 11 ($\\degree$)\",\n", " \"xlim\" : (-1, 7),\n", " \"ylim\" : (-180, 180),\n", " }\n", "plt.style.use(\"ggplot\")\n", "wedap.H5_Plot(**plot_options).plot()\n", "\n", "# save the resulting figure\n", "plt.tight_layout()\n", "plt.savefig(\"wedap_jp.pdf\")" ] }, { "cell_type": "code", "execution_count": 12, "id": "3e4a5f3f", "metadata": {}, "outputs": [], "source": [ "# change style back to wedap default\n", "import matplotlib as mpl\n", "mpl.rcParams.update(mpl.rcParamsDefault)\n", "plt.style.use(\"default.mplstyle\")" ] }, { "attachments": {}, "cell_type": "markdown", "id": "670973e8", "metadata": {}, "source": [ "## MDAP: plotting directly from standard MD data\n", "\n", "---\n", "**MDAP** : **M**olecular dynamics **D**ata **A**nalysis and **P**lotting (pronounced em-dap)\n", "\n", "Similarly to `wedap`, running `mdap -h` or `mdap --help` on the command line is very useful for a summary of the command options, along with some basic usage examples. To use the GUI, simply run `mdap` in the command line with no arguments." ] }, { "attachments": {}, "cell_type": "markdown", "id": "a1a3cf1d", "metadata": {}, "source": [ "The input data from standard MD simulations must be in >=2 column format:\n", "use hash symbols (#) at top of data file to indicate comments (skipped lines)\n", "\n", "```\n", "COL1:Frame | COL2:Data | COL3:Data...\n", "```\n", "\n", "This data can be output from anywhere, but just as long as it's formatted as a text, numpy binary (`.npy`), or pickle (`.pkl`) file, it can be read into `mdap`." ] }, { "cell_type": "code", "execution_count": 13, "id": "9e730d06", "metadata": {}, "outputs": [], "source": [ "import mdap\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "code", "execution_count": 14, "id": "e051b373", "metadata": {}, "outputs": [], "source": [ "# optionally apply default wedap matplotlib style sheet\n", "plt.style.use(\"default.mplstyle\")" ] }, { "attachments": {}, "cell_type": "markdown", "id": "06a6ce53-2ac3-49e8-93c3-c3fef3633e6c", "metadata": {}, "source": [ "### Example 1: 1D Timeseries" ] }, { "attachments": {}, "cell_type": "markdown", "id": "63feb63d-44a1-4af8-b14b-29846e4c2944", "metadata": {}, "source": [ "The first plotting example shows a standard 1D timeseries plot for any input dataset, where the dataset or quantity of interest on the Y axis varies over time on the X axis. The `--timescale` flag is optional to convert the frame numbers to a specific timescale depending on the time interval that the data was saved." ] }, { "attachments": {}, "cell_type": "markdown", "id": "3f404b63-c0fa-4c69-a2c4-d76dde6867ef", "metadata": {}, "source": [ "```\n", "$ mdap -x rms_bb_xtal.dat --ylabel \"RMSD to XTAL ($\\AA$)\" --plot-mode line --data-type time --timescale 10e4 --xlabel \"Time (µs)\"\n", "```" ] }, { "cell_type": "code", "execution_count": 15, "id": "8a3865e1-85f3-4d78-bbff-d8f91eb83f28", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "mdap.MD_Plot(plot_mode=\"line\", data_type=\"time\", Xname=[\"rms_bb_xtal.dat\"], \n", " timescale=10e4, xlabel=\"Time (µs)\", ylabel=\"RMSD to XTAL ($\\AA$)\").plot()\n", "plt.show()" ] }, { "attachments": {}, "cell_type": "markdown", "id": "3f97560f", "metadata": {}, "source": [ "### Example 2: 1D Probability Distribution" ] }, { "attachments": {}, "cell_type": "markdown", "id": "b7b1a510", "metadata": {}, "source": [ "We can make the same 1D line plot of the probability from any input data file. Note that if you have multiple replicates that you want to plot together, you can just include more data files after the X axis data input flag (`-X or --Xname file1.txt file2.txt ...` and in Python you can input a list of file names into `mdap.MD_Pdist(Xname=[])`). Here, I am including just one file for the examples." ] }, { "attachments": {}, "cell_type": "markdown", "id": "1fb24468", "metadata": {}, "source": [ "```\n", "$ mdap -x rms_bb_xtal.dat --xlabel \"RMSD to XTAL ($\\AA$)\" -pm line\n", "```" ] }, { "cell_type": "code", "execution_count": 16, "id": "c71dcc28", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "mdap.MD_Plot(plot_mode=\"line\", Xname=[\"rms_bb_xtal.dat\"], data_type=\"pdist\").plot()\n", "plt.xlabel(\"RMSD to XTAL ($\\AA$)\")\n", "plt.show()" ] }, { "attachments": {}, "cell_type": "markdown", "id": "2bba0809", "metadata": {}, "source": [ "### Example 3: 2D Probability Distribution" ] }, { "attachments": {}, "cell_type": "markdown", "id": "765354a4-8c7b-4812-b95e-1a3003b30123", "metadata": {}, "source": [ "Again, if we include another dataset for the Y axis, a 2D probability distribution can be plotted." ] }, { "attachments": {}, "cell_type": "markdown", "id": "7f8618b4", "metadata": {}, "source": [ "```\n", "$ mdap -x rms_bb_xtal.dat -y rms_bb_nmr.dat --xlabel \"RMSD to XTAL ($\\AA$)\" --ylabel \"RMSD to NMR ($\\AA$)\"\n", "```" ] }, { "cell_type": "code", "execution_count": 17, "id": "495f3fc8", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "mdap.MD_Plot(Xname=[\"rms_bb_xtal.dat\"], Yname=[\"rms_bb_nmr.dat\"], data_type=\"pdist\").plot()\n", "plt.xlabel(\"RMSD to XTAL ($\\AA$)\")\n", "plt.ylabel(\"RMSD to NMR ($\\AA$)\")\n", "plt.show()" ] }, { "attachments": {}, "cell_type": "markdown", "id": "16851486", "metadata": {}, "source": [ "### Example 4: 3D Scatter Plot" ] }, { "attachments": {}, "cell_type": "markdown", "id": "4dd83ed1", "metadata": {}, "source": [ "Next, a scatter plot using 3 input datasets and notice how we can use a numpy binary file as input (`.npy`):" ] }, { "attachments": {}, "cell_type": "markdown", "id": "d14cd0d8", "metadata": {}, "source": [ "```\n", "$ mdap -x rms_bb_xtal.dat -y rms_bb_nmr.dat --xlabel \"RMSD to XTAL ($\\AA$)\" --ylabel \"RMSD to NMR ($\\AA$)\" -z c_angle.npy --cbar-label \"Helix Angle ($\\degree$)\" -pm scatter3d\n", "```" ] }, { "cell_type": "code", "execution_count": 18, "id": "6ace8f3e", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "mdap.MD_Plot(Xname=[\"rms_bb_xtal.dat\"], Yname=[\"rms_bb_nmr.dat\"], Zname=[\"c_angle.npy\"], \n", " data_type=\"pdist\", cbar_label=\"Helix Angle ($\\degree$)\", plot_mode=\"scatter3d\").plot()\n", "plt.xlabel(\"RMSD to XTAL ($\\AA$)\")\n", "plt.ylabel(\"RMSD to NMR ($\\AA$)\")\n", "plt.show()" ] }, { "attachments": {}, "cell_type": "markdown", "id": "ad850662", "metadata": {}, "source": [ "### Example 5: Joint Plot with Extra Features" ] }, { "attachments": {}, "cell_type": "markdown", "id": "cd0f0296", "metadata": {}, "source": [ "For the last example in the `mdap` set, we can again demonsrate a variety of extra features, many of which are the same as with `wedap`. Something that is unique with `mdap` is that you can set `--Xinterval` || `MD_Plot.Xinterval` to apply to X Y or Z data (changing X to Y or Z in the arguments). This can adjust the size of your datasets if there is a mismatch (e.g. if you saved one dataset every 10 frames and the other every single frame). We can also see here that the `--contour-interval` or `-ci` argument was used, which sets the interval of each contour level. The Y axis data is also being indexed to position 2, so if the input dataset has multiple columns they can all be accessed like this. Finally we set the `--style` argument to `None`, which sets everything back to the matplotlib plotting defaults." ] }, { "attachments": {}, "cell_type": "markdown", "id": "e91a7937", "metadata": {}, "source": [ "```\n", "$ mdap -x rms_bb_xtal.dat -y o_angle12.dat --xlabel \"RMSD to XTAL ($\\AA$)\" --ylabel \"Dimer Angle 2 ($\\degree$)\" --Yindex 2 --Xinterval 10 -pm contour --color k --style None --p-units kT --contour-interval 0.5 --smoothing-level 2 --cmap gnuplot_r -jp --xlim 2 8 --ylim 20 60 --pmin 0.5\n", "```" ] }, { "cell_type": "code", "execution_count": 19, "id": "cc0c3c97", "metadata": {}, "outputs": [], "source": [ "# change to mpl default plotting settings\n", "import matplotlib as mpl\n", "mpl.rcParams.update(mpl.rcParamsDefault)" ] }, { "cell_type": "code", "execution_count": 20, "id": "085e9dd8", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/darian/github/wedap/wedap/h5_plot.py:288: UserWarning: With 'contour' plot_type, p_max should be set. Otherwise max Z is used.\n", " warn(\"With 'contour' plot_type, p_max should be set. Otherwise max Z is used.\")\n" ] }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plot = mdap.MD_Plot(Xname=[\"rms_bb_xtal.dat\"], Yname=[\"o_angle12.dat\"], Yindex=2, color=\"k\", p_min=0.5,\n", " contour_interval=0.5, smoothing_level=2, cmap=\"gnuplot_r\", jointplot=True,\n", " data_type=\"pdist\", Xinterval=10, plot_mode=\"contour\", p_units=\"kT\",\n", " xlabel=\"RMSD to XTAL ($\\AA$)\", ylabel=\"Dimer Angle 2 ($\\degree$)\", xlim=(2, 8), ylim=(20, 60))\n", "plot.plot()\n", "\n", "# save the resulting figure\n", "plt.tight_layout()\n", "plt.savefig(\"mdap_jp.pdf\")\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 21, "id": "613a8833", "metadata": {}, "outputs": [], "source": [ "# optionally apply default wedap matplotlib style sheet\n", "plt.style.use(\"default.mplstyle\")" ] }, { "attachments": {}, "cell_type": "markdown", "id": "ad642859", "metadata": {}, "source": [ "## Advanced wedap examples\n", "\n", "---\n", "\n", "### Example 1: Multi-panel Probability Distributions" ] }, { "attachments": {}, "cell_type": "markdown", "id": "630c636d", "metadata": {}, "source": [ "Here, we can make a plot showcasing multiple aux datasets and how they relate to the progress coordinate." ] }, { "cell_type": "code", "execution_count": 22, "id": "c8912e08", "metadata": {}, "outputs": [ { "data": { "image/png": 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ff7zR9h81ahS6dOlirrGPpk2bVnoXBCEAgCAhhASDwbvuuisIoEr/XX311cHi4mLneS+55BJTviLX3rBhQ5XK7d69O9ijR49Kf4aXX35ZnGfLli3B5OTkkPUSEhJCtunll182ZWbNmlXu99G/f/+Q1+7Vq1fIzzFr1qyQZSpDVZ6PSy65xJxn7dq1wWbNmlX4HJMmTapymwkhpD5gv/qyOA/7VTc11a+67klF/gt13wghpKHAfvVlcR72q25qol+tap86bNiwKrebHN5wHwYhpMp069YNb7/9Nv797387M9PXB8nJyfj+++8xevToCtdJSUlB69atxbFWrVrh888/L0tm4+L888/HjTfeWOW2lscbb7yBZs2aHfDvl19+OSZMmFAr164LOnbsiFmzZqFHjx7llgsPD8eUKVPw4IMP1lHLCCGk/mC/yn6VEEJIzcF+lf0qIQcDdM4TQsrF6/UiKioKTZo0Qbdu3TBq1Cj87W9/w9dff40VK1bgvPPOq+8mGho1aoQPP/wQCxYswPjx4zFgwAA0atQIPp8P0dHRaNWqFYYPH46///3vmDFjBrZv344TTjjBnGfw4MFYuXIlxo8fjw4dOiAiIgKNGjXCiSeeiPfffx9vvPEGwsLCauUzdO3aFYsWLcL111+P1NRUhIeHo3HjxhgxYgTeeecdvPDCC7Vy3bqke/fuWLJkCV566SWcdtppaNWqFSIiIpCUlIRevXphwoQJWLp0Ke666676biohhNQY7FfZrxJCCKk52K+yXyXkYMcTDAaD9d0IQgghhBBCCCGEEEIIIeRwgpHzhBBCCCGEEEIIIYQQQkgdQ+c8IYQQQgghhBBCCCGEEFLH0DlPCCGEEEIIIYQQQgghhNQxdM4TQgghhBBCCCGEEEIIIXUMnfOEEEIIIYQQQgghhBBCSB1D5zwhhBBCCCGEEEIIIYQQUsfQOU8IIYQQQgghhBBCCCGE1DF0zhNCCCGEEEIIIYQQQgghdQyd84QQQgghhBBCCCGEEEJIHUPnPCGEEEIIIYQQQgghhBBSx/jquwGkbvH7/VizZo04lpKSAq+X6zSEEEIaPoFAALt37xbHOnfuDJ+vfoY07FcJIYQczLBfJYQQQmqOqvSrdM4fZqxZswY9evSo72YQQgghNcaKFSvQvXv3erk2+1VCCCGHGuxXCSGEkJojVL/K5WdCCCGEEEIIIYQQQgghpI6hc54QQgghhBBCCCGEEEIIqWPonCeEEEIIIYQQQgghhBBC6pga15wvLCxEZmYmkpKSEBUVVdOnJ9UkJSXFHFuxYgUaN25cD60hhBBCKkdGRobRonX1bXUF+1VCCCGV4V+rzxX2dV3eNWWWbjlS2L1bL6619rBfJYQQQmqOqvSr1XLO//HHH5g1axZmz56Nn3/+Gdu2bUNeXl7Z32NiYtCyZUsMGTIEw4YNw/HHH4/U1NTqXJJUE1eW+8aNG6NJkyb10BpCCCGk+rj6tvq8NvtVQgg5PPh1U1th92u7KWSdm0rWCjvJ0V8kF4QJu677FParhBBCSM0Rql+ttHO+uLgYb7zxBp5//nnMnTu37HgwGDRl8/LysGbNGqxduxavvfYaAOCoo47ClVdeiQsuuACRkZGVvTwhhBBCCCGEEEIIIYQQctBTYed8UVER/vWvf+GRRx5Beno6AOmQ93g8B6y7f7l58+Zh3rx5uO2223Drrbfi2muvpfwNIYQQQgghhJCDCh0pryPpXWWSWm4Wdua2No46m82xyqLPq69LCCGEkIZBhfarvf322+jSpQtuueUWpKWllTnbPR5P2X/BYPCA/+1fDtjrrE9PT8ctt9yCLl264J133qm9T0gIIYQQQgghhBBCCCGENDAqFDl//vnnlzng93ew76Nx48bo27cvmjRpgkaNGiEhIQFZWVnYvXs30tLSsHjxYmRkZJSV3/8cW7Zswfnnn4/zzjuvJj8XIYQQQgghhBBCCCGEENJgqbTmfDAYRHR0NE499VSMGTMGgwcPRvv27UPWW79+PebOnYsPP/wQn3/+OQoKCsoc/oQQQgghhBByuNPx8ceFvW7ChJB1Orz5QLl/X3/+P6rVJlJxKpIQ9rGVJwn7791Dy828tPoYYV/WZU7IOpSxIYQQQg4OKuycDwaDGDhwIG688UaceeaZiIuLq9SFOnTogA4dOmDcuHHIzc3Fxx9/jH/+85+YP39+pRtNCCGEEEIIIYQQQgghhBzMVEhzfuTIkZg5cybmzp2LCy64oNKOeU1cXBwuvPBCzJ07F19//TVGjBhRrfMRQgghhBBCCCGEEEIIIQcTFYqc//rrr2utASNHjsTIkSNr7fyEEEIIIYQQ0tDQEjZAaBmbIV9NchxNqHZb9Hl/HvVQtc/ZkPh1U1tzTEvQ6DKLC20dTWpEurAX5HcwZbyegLD/3v1LYT+y4hRTJy6sUNgZJSnC1jI3ADAm7g9hU9aGEEIIOTioUOQ8IYQQQgghhBBCCCGEEEJqDjrnCSGEEEIIIYQQQgghhJA6psIJYQkhhBBCCCGEWDq8+YCw15//j1o5z/Y/Gpk6G6+8pVLndLH+/ENLxmb2xi7CHpa66QAl/0dOIErYHSPSTJnpWX2FvSA3VdgJPilHAwBFATnl1pI04Z4YU2dTkfyeL0j+Rdib/UmmjmbZ5tbC7tVmS8g6hBBCCKl7quSc37BhA9LS0tCmTRu0bNmypttECCGEEEIIIYQQQgghhBzSVErW5pdffkHfvn3RqVMnDB06FG3atMHw4cOxevXq2mofIYQQQgghhBBCCCGEEHLIUeHI+YULF2LEiBEoLCyEx+NBSkoKdu3ahe+//x7Dhg3D/Pnz0bp169AnIoQQQgghhJBDiKrI2HhK7THfuujyK0XaSl3ue0LYq++4udptO9iJ90p5GS1zAwDZSsamlZKkmZ3XzdQ5P/lnYX+b113YzXxZps7nu3oLO8/fUdheT8DUCQRlDN1ru4cIOyas2NQpDEjpnhHRGaYMIYQQQhoeFY6cv/nmm1FYWIihQ4di8+bNSE9Px/Lly9GpUyekpaVhypQptdhMQgghhBBCCCGEEEIIIeTQoUKR85mZmZgzZw48Hg9efPHFMp35Hj164JFHHsGYMWPw2Wef1WpDCSGEEEIIIaQhMuSrScL+eVToBKuBVjZ5aJiKnB/85W2qRKKpU9SiRNip0x6WBUpsPJY3VtZpyNH1NrlraEnVfm1DJ4B9Z+1AYS8ubCvPEb3R1Pk0+0hhlwTDhP1brs3HFhUm73V6UZywG0XmmTqto/YIe01eU2HHOiLnxyXOF/ZPRSnCPtXUIIQQQkhDoEKR89nZ2WX/bt68ufhbixYtAOx14BNCCCGEEEIIIYQQQgghJDQVcs63bNkS8fHxAIBnnnlG/O0///kPAKBr16413DRCCCGEEEIIIYQQQggh5NCkQrI2Pp8PV199NR599FHccccd+OGHH9CrVy/89NNP+Omnn+DxeHDttdfWdlsPGi699FK88sor5ZYpKChAVFSUOb5w4UI89NBD+P7775GVlYUWLVrgT3/6EyZPnoymTZs6zkQIIYQQQgipKaoiUaPLdL33CVMmZdBOYXu3hh7bZxdEygNFYaaMt1DGW3kaFQm7aYvMkOetymeuLaoiYxPqHKXwmDLp/lbC3lIsZWBmZ9rgs3CvTMi7NV/KDPkcyV0bR+UKO84nv5+sYpsE2KeyBUd4/cJuH5Nu6uxSCW5jPVb6hhBCCCENjwo55wHgvvvuw2+//YbPP/8cX3zxBb788ksEg0EAwFVXXYWrrrqq1hp5sHL00UejU6dOzr+FhdmB9fvvv49x48bB7/dj4MCBaN++PRYsWICnn34a7733HubMmXPA8xFCCCGEEEIIIYQQQgg5eKiwcz48PByffvop3n//fXz88cdIT09H69atcd5552HUqFG12caDliuuuAKXXnpphcpu27YNl1xyCfx+P5577rmyxY7S0lJceumleP3113H++edj7ty58Hhs5AchhBBCCCGEEEIIIYSQg4cKO+f3MXbsWIwdO7Y22nJY8+STTyI/Px8nnHCC2IUQFhaGf//735g+fTrmz5+Pr776CieddFI9tpQQQgghhJBDl6pIunR8/HFhr5s8wZTpeo+UugnGBk0ZX560A0EVlFNsU4Z5/KpMupQ3+eX8f5g6qdMeFnZiTKEpUxdo+RkA2FQi5WVeWzNY2D0jt1XgzPIerChsZUpc3+1bYb+3rr+w5wc7mDrr8poIO84npWMyi61saZhHfs/FSmLH67HPQUFphLAjlaxNIGifg80ljYR9Xqf5wl62ubWp06vNFnOMEEIIIXVLhRLCktrno48+AgCcf/755m9xcXE444wzAAAffvhhnbaLEEIIIYQQQgghhBBCSM1T6ch5UnFmzZqFZcuWIScnB40aNcJRRx2FU089FZGRMgFTTk4O1q5dCwAYMGCA81wDBgzAa6+9hkWLFh3weunpNjGQJiMjoxKfgBBCCDl8Yb9KCCGE1BzsVwkhhBALnfO1yKuvvmqOtWjRAi+99BJOPvnksmMbN24s+3fbtm2d52rTpg0AYMOGDQe8XtOmTavYUkIIIYRo2K8SQg7EkK8mCduX10zYWuYGAJoOThN25g/NTBl/rLS9vyZIu3uBqRPIlhIo0c2kNk6HJ21bgvENI4fVsNTVla7jksLJC8p7sL5Ivr9d0jFPrJR507JKpexLtt9K1MSESRkbn7dU2LuLok2dP3KTzTFxTl+JORYfLmWG9HW6R201dXb4k4Sdua2NsF0SNpnb2iBrV6k5XluwXyWEEEIsFZK1eeuttxAM2gFNTRAMBvHWW2/Vyrnriz59+mDq1KlYvnw5srOzsXPnTnz11VcYOnQotm/fjjPOOAPfffddWfmcnJyyf8fGxjrOuFfaBgCys7Nrte2EEEIIIYQQQgghhBBCap8KOecvuOACdO3aFc8//zyKi4tDV6gAxcXFeP7559GlSxdceOGFNXLOhsLNN9+MG2+8ET179kR8fDyaNm2KE088EXPmzMGZZ56JkpIS3HTTTfXdTEIIIYQQQgghhBBCCCH1RIVlbdatW4err74aEydOxOjRozFu3DiMHDkSXm/Fc8oGAgF88803ePvtt/HRRx8hKysLwWAQHk/D2FZZ23g8Htx999345JNPsGTJEmzevBlt2rRBfHx8WZm8vDwkJiaaurm5uQCAhIQE8zdCCCGEEEJI3ZG+RMpzrJ18s7A7PWqlZHSdCMfGZK+KgyrpJSVqfGvsLtvSaHmigjRZxttUSqQAQGyMvNC2zSm2MXWAS6JGo6VvlhW2NmXyAzKnV2EgXNjhXr+p08wndySvypcyQ/5gmKkTHSYlaH7Pkt9ps+hcUycAOdfV0jgZRfY7LQnIa+f5pWzPysJWpk7biMprtSe13IyS8HQAlJshhBBC6otKac4Hg0FkZWXhlVdewSuvvIL4+HgMGDAAAwcORN++fdGkSROkpKQgPj4e2dnZ2L17N9LT07F48WLMnz8fCxYsKJNwqS2ZnIZO9+7dy/69ZcsWtGnTBu3atSs7tmnTJvTq1cvU27x5MwAgNTX1gOdOS0s74N/2kZGRgR49elSixYQQQsjhCftVQgghpOZgv0oIIYRYKuScP+GEEzBz5syyCPd9jvXs7GzMmjULs2bNqtDF9nfIezyeMvuEE06oVKMPZnbt2lX2730R8wkJCejUqRPWrl2LBQsWOJ3zCxYsAAD069fvgOdu0qRJDbeWEEIIOXxhv0oIIYTUHOxXCSGEEEuFnPNfffUV/vvf/+KOO+7A8uXLAUBI0VQkCt7j8QjnfjAYRI8ePfDAAw/gjDPOqErbD0refvttAHsd8l27di07Pnr0aDz66KN488038Ze//EXUyc3NxfTp0wEAY8aMqbvGEkIIIYQQcpgx5KtJIcusveUhYae+Km1vq4Cp490aJWyPVVpBMFwd2KAkTxxqoFp9xVskC0U2lVIsALDirCnC7vHxFFOmLtCSNYCVupm8bLSwT4jfYurs8EtZ0FKVWm1bSZKps6JASsP0jdsk7DWFzU2dVdlS/iU+vEjYGYUxpk5KVIGws0vkcxDjs99PsZK1ifVJKRwt2wMAsd4ic2x/Mre1MceSWm4utw4hhBBCap8KC8afccYZWLp0Kd577z0cc8wxZQ72fZrxof7bv/ygQYPwzjvvYNmyZYecY37x4sX473//C79fjrYDgQBefPFF/OMf/wAA3HjjjQgP/9+g6qabbkJMTAxmzpyJ559/vux4aWkprr32WmRmZmLgwIEYNWpU3XwQQgghhBBCCCGEEEIIIbVGpTTnAeDss8/G2Wefjd9//x1vv/02vv32W8ybNw/FxcUHrBMeHo7+/fvj+OOPx5///GenbMuhwsaNGzF69GgkJyejX79+aNasGTIzM7F8+XJs2rQ3GmPcuHG46667RL2WLVti2rRpGDduHK666iq8+OKLSE1Nxfz587F+/Xo0a9YMb7755mGTPJcQQgghhJD64OdRD4Us0+HNB4S98eJ/CLvj4zYhrI5wdwQ/m2PeUmmH2dyuKE6Uu5g9Kmi/IEcmSwVspHxijOPEdcBrawabYxd1ltH0wypwnudWyVJJYfnCbubLMnX0sd8LWgq7NGjnXS2iZRLZglL5heU5IvSLS+UXHxUmg7h8+ksGkBwh2x+jEtHmltrvdIdfXjup5SJhuyLnCSGEEFL/VNo5v49u3bphypQpmDJlCoqKirBw4UJs27YNaWlpyMzMRFJSEho3boyWLVuif//+iI6Orsl2N1j69OmDm266CQsWLMDvv/+OH3/8EcFgEM2aNcPYsWPxl7/8Baeeeqqz7jnnnIMOHTrggQcewA8//IBFixahRYsWuO666zB58mQ0a9asjj8NIYQQQgghhBBCCCGEkNqgys75/YmMjMTQoUNr4lQHPe3bt8cTTzxR5fr9+/fHBx98UIMtIoQQQgghhBBCCCGEENLQqBHnPCGEEEIIIYQcLkTFSEnPHneo4JwURyWpPuOUtSmNloWi0qS0SmGTirZwv8uW2DRjebtk4tL8HXGVP3ENcFHnX8wxnRDWlTRWU6I0g3aVys+ztSjZ1Lml8Xxhf5vZXdhNInJNHa/SDNpdJO9ju/g9pk64kq3pErNT2DmlMkEsAAyJWyPs5QVSkibOoW90ZNQfwl61Wcr0dG2zzdQhhBBCSP1T4YSwhBBCCCGEEEIIIYQQQgipGeicJ4QQQgghhBBCCCGEEELqGMraEEIIIYQQQsgB6PTufeZYkyQpK5KWnCDsdRMmmDod/+9xYftjg6aML1/K2OR28csCpfLvAAB1KBgt64T5pBQLYGV5EmOsTEpdoCVsqlrn+m5S+uaJlaOErWVvACCp5WZpp/1Z2C0iskyd9GIplxMRJiVrskusRE2zqGxhFyo9oyhviamzpqi5sLWcTpTH1hnabr2wtawNIYQQQhomjJwnhBBCCCGEEEIIIYQQQuoYOucJIYQQQgghhBBCCCGEkDqGsjaEEEIIIYQQcgAiIvzm2M+jHhL2EEyS9lfS3ktTYXna5JsSpX/ECDssS8qxeByyNoE2BfIcBXKK16x5pqMtEv156pNhqasr/fenfx8h7MY+eW9v7v6VqfPgilOFfVHKcmG/tnuoqVMckPe2dXSmsP/Z742QbbswYY2wN5daeaPfi5sJu1vETmHvLpXPiYuubbaFLEMIIYSQ+oeR84QQQgghhBBCCCGEEEJIHUPnPCGEEEIIIYQQQgghhBBSx1DWhhBCCCGEEEL+P1aSJsqU6fjY4/KAR0rWrPvbBHteJX2TtrypKVPapEQeKJSyNoixEjstGmcLOxiU0jfpmXGmTpOkXHOsoTJ7YxdhbypJMWWu7/aLsF9bM7jccwBAh4hEYfdru0nYiwuPMXV2R8YKOxCUsW7fbuxq6mwv7insn4rkdZcXtDF1JvaYYY7tj+vzEEIIIeTghJHzhBBCCCGEEEIIIYQQQkgdUyuR8/n5+di5cydyc3PRuHFjtGjRojYuQwghhBBCCCG1yoqzpoQs404AK8nKVxH4Ng8oPOGBcov4omzk/PZtycKOTiwUtitKXrdFt7+uEsSGSv5a0TKa7SXynvSMtMlRh3Uq/7yXdZljjk1eNlrYzcKzhL3Dn2Tq3NJ4vrCf3N1P2IlhMqEvANy8+M/CPjFRJqsdGmnrEEIIIeTgpMac89nZ2Xjqqafw/vvvY/ny5QgG9w4lx48fj8ceewwPPvggSktLAQB9+vTBmWeeWVOXJoQQQgghhBBCCCGEEEIOKmrEOT9r1iyMGzcO6enpZU55APB49uoder1e/PLLL/j8888BAC1btsQZZ5xR9ndCCCGEEEIIIYQQQggh5HCi2s75H374ASeffDJKSv6XvMjj8QgnPQBcfPHF+OyzzwAA27Ztww8//IDjjjuuupcnhBBCCCGEkBpDS7p0evc+U6YqCVUToouEne4o07xJluPo/8jMizbH/AVSoqYkRiaRdUnUdP/o7pBlGgpVSX46KEbaOtmrC53MdUTqKlPm3l4fVbotT/8+QthTjvik0ufQvLl2kDl2frXPSgghhJD6oFoJYQsLCzFu3DiUlJTA4/GU/efi5JNPRnh4eNnfv/766+pcmhBCCCGEEEIIIYQQQgg5aKmWc/6ll17Ctm3byhzuwWAQUVFRJmoeAOLj49G9e/eyv82fP9+UIYQQQgghhBBCCCGEEEIOB6olazN9+nQAe53yHo8Hd911F26//XZEREQ4I+i7deuGpUuXIhgMYvXq1dW5NCGEEEIIIYTUOi4JGy0D0/Hxx4Xd9ZcnTJ2UwTKAKSLTzpdCnRc2Bgqe5lIup3Fini2kSIwpDFmmvtAyNsNSqz9vfGn1MebYZV3mCFvL2FSkjua5VcPMseu7za5IEyvFqTHbavychBBCCKkfquWcX7p0aZm+fO/evXHXXXeVWz4lJaXs3xkZGdW5NCGEEEIIIYQQQgghhBBy0FItWZtdu3YB2JsAduDAgSHLFxcXl/27sLDhRmsQQgghhBBCCCGEEEIIIbVJtSLno6OjUVJSAgDIywu9ffKPP/4o+3dCQkJ1Lk0IIYQQQgghDYJ1EyaELNPx/6RETWT/LFOm+0d3C9vTOkzYa8+9I2SdrPyokG355aQHQ5apL6oiY6OlcDSXdan8OUNJ2Lj4a1crYZO5rY2wk1purvR5rdRP5c9BCCGEkIZJtSLnmzVrBmCv5vzs2bPh9/sPWHbbtm2YPXt2mRZ9y5Ytq3NpQgghhBBCCCGEEEIIIeSgpVrO+aOOOqosGez27dtx+eWXIzs725TbunUrxowZA7/fX1Z+0KBB1bk0IYQQQgghhBBCCCGEEHLQUi1ZmzPPPBOvv/46gL3R86+//jree++9Mtvj8eDll1/GU089VWYHg0EAwOjRo6vZdEIIIYQQQgipWYZ8NUnYP496qEbOu+5vUvpGX8eFvnand+8zZdaee1f1GnYIUBUpnLqiKjI2mob8+QghhBBSPaoVOT9mzBh07doVAMoc7/sneg0Gg8jKykIgEChzyns8HvTs2ROnnnpqdS5NCCGEEEIIIYQQQgghhBy0VMs57/F48NZbbyEqKqrM3vff/mX2/RcMBhEVFVUWbU8IIYQQQgghhBBCCCGEHI5US9YGAI488kjMnDkTY8aMwc6dOwHAOOj3Rc03a9YMH374IXr37l3dyxJCCCGEEEJIjVMRGZuOjz8u7HUTJhygZPWuo2mcmGeODf7ytnLr/HLSg5W+Dqk9Zm/sImxK1hBCCCGHN9WKnN/HkCFDsHbtWjz00EMYOHBgWZT8Pp35AQMG4IEHHsCaNWswZMiQmrgkIYQQQgghhBBCCCGEEHLQUu3I+X3ExsZi4sSJmDhxIgKBAHbt2gUAaNSoEbzeGlkDIIQQQgghhJB6p+kRaZWu0+PjKSHLrDir/DKuKHgdOc9I+arx66a2wu7XdlOtXIeR8oQQQgjZnxpzzu+P1+tFkyZNauPUhBBCCCGEEEIIIYQQQshBD0PaCSGEEEIIIYQQQgghhJA6pkKR899//32tXPy4446rlfMSQgghhBBCSG1RlWSuoSRrAGDIV5MqfR3K2NQMtSVjQwghhBBSHhVyzg8fPhwej6dGL+zxeOD3+2v0nIQQQgghhBBCCCGEEELIwUClNOeDwWBttYMQQgghhBBCCCGEEEIIOWyolHO+pqLn6eQnhBBCCCGEEElV5HKqQlXkcwghhBBCSM1TYec8HeqEEEIIIYQQQgghhBBCSM1QIef8JZdcUtvtIIQQQgghhBBCCCGEEEIOGyrknH/55Zdrux2EEEIIIYQQckigZWOAiknHdHz8cWGvmzChxtpU2bYQQgghhJDax1vfDSCEEEIIIYQQQgghhBBCDjfonG+AvPfeexg+fDiSk5MRGxuLPn364JFHHkFJSUl9N40QQgghhBBCCCGEEEJIDVDhhLCkbrjpppswdepU+Hw+jBgxAnFxcfj2229x6623Yvr06fjqq68QHR1d380khBBCCCGEHICKyMa4pG/WTaDcDCGEEELI4US1nPOXXXZZlepFRkaiSZMm6NOnD0444QQkJiZWpxmHDB9//DGmTp2KuLg4zJ49G/369QMAZGRkYMSIEZgzZw4mT56Mxx57rJ5bSgghhBBCCCGEEEIIIaQ6VMs5P23aNHg8nmo1IDo6GjfffDPuuusu+HyHdyD/Aw88AACYNGlSmWMeABo3boxnnnkGxx57LJ5++mlMnjyZCxqEEEIIIYQcxDApKyGEEEIIqRHN+WAwWOX/8vPz8cADD+C0005DcXFxTTTnoGTr1q2YP38+AOD88883fz/mmGPQpk0bFBUV4fPPP6/r5hFCCCGEEEIIIYQQQgipQWokVL260fPBYBAzZ87E7bffjkcffbQmmnTQsWjRIgBASkoK2rdv7ywzYMAAbN68GYsWLcK4cePM39PT00NeJyMjo3oNJYQQQg4T2K8SQgghNQf7VUIIIcRSbed8MBgE8D8H/T5bc6C/ezweeDweBINBTJ06FRMmTECLFi2q26yDjg0bNgAA2rZte8Aybdq0EWU1TZs2rfmGEUIIIYcp7FcJITWJTgDrkrWpSBlCDlbYrxJCCCGWasnazJo1C59//jnat29fJlMzbNgw/POf/8THH3+MTz75BE8//TSOP/74Mqd8z549MWPGDLzyyisYPXq0cNaXlpbi1Vdfrd4nOkjJyckBAMTGxh6wTFxcHAAgOzu7TtpECCGEEEIIIYQQQgghpHaoVuT8sGHDcOqpp2LDhg3wer14++23MXbsWFPu2muvxYcffohzzjkHK1aswIsvvoh3330XF110ER5++GHcdtttZZH1c+bMwa233lqdZhFCCCGEEEIIIYQQQgghDZpqOedfffVVfPHFF/B4PDjxxBOdjvl9jBkzBqNGjcKXX36JDz74AG+//Tb+/Oc/45ZbbsHUqVOxc+dOBINBLF++vDpNOmiJj48HAOTl5R2wTG5uLgAgISGhTtpECCGEEELIoUSHJx83x9bfNKFOrl0RiRrK2BBCCCGEHF5Uyzn/8ssvl/27Q4cOIcvvX+b555/Hn//8Z3i9XhxzzDF4//33AQC7d++uTpMOWlJTUwEAmzdvPmCZfX/bV1aTlpYW8joZGRno0aNHpdtHCCGEHG6wXyWEEEJqDvarhBBCiKVazvnly5eXydEsWrQoZPlly5YB2JsUdt+/AaBZs2Zl/y4qKqpOkw5a+vbtCwDYtWsXNmzYgPbt25syCxYsAAD069fPeY4mTZrUXgMJIYSQwwz2q4QQQkjNwX6VEEIIsVTLOb9PgiUYDGLu3Lm49957cdttt8Hns6d96qmnMGfOHHg8HgSDQSHfUlxcXPbvlJSU6jTpoKV169YYOHAg5s+fjzfffBO33367+PucOXOwefNmREZG4tRTT62nVhJCCCGEEHLwUlcSNoQQQgghhFSEajnnU1NTsWrVqjKH+5QpU/Dcc8/htNNOQ5s2bRAdHY2tW7di5syZ+O233wDsdeTvq7uPP/74AwDg8XjQtGnT6jTpoOYf//gHRo8ejYceeginnHJKWYT8rl27cO211wIArr/+eiQmJtZnMwkhhBBCCCGEEEIIIYRUk2o550ePHo0HH3wQHo+nzEG/bds2vPDCC6LcPof8vjIejwdjxowBAJSWlmL+/Pll8jidO3euTpMOas466yzceOONeOqppzB48GCMHDkSsbGx+Oabb5CZmYmjjz4a9957b303kxBCCCGEEEIIIYQQQkg1qZZz/tZbb8Urr7yC7du3A0CZg32fM35/9v0NAFq1aoWJEycCAGbOnIk9e/aUlRk+fHh1mnTQM3XqVBx99NH417/+hZ9++gklJSXo2LEjJk2ahJtvvhkRERH13URCCCGEEEIOG1Kfe8wc2/jXv9dDSwghhBBCyKFGtZzzCQkJ+Oqrr3DiiSdi+/btZQ74/R3x+xMMBtGyZUt8+eWXiI+PBwDMmzcPw4YNKyuzL6L+cObcc8/FueeeW9/NIIQQQgghhBBCCCGEEFJLVMs5DwA9evTA8uXLMWnSJLz22msoLCx0louKisLFF1+MBx98EMnJyWXHJ0+ejMmTJ1e3GYQQQgghhBBS4zBKnhBCCCGE1BbVds4DQHJyMp577jk89NBD+Pbbb7F48WLs2rULANC4cWMceeSROP7444VTnhBCCCGEEEIIIYQQQgg5XKkR5/w+kpOTcfbZZ+Pss8+uydMSQgghhBBCCCGEEEIIIYcUNeqcJ4QQQgghhBzeTFxyjjn2SJ/36qElhBBCCCGENGy89d0AQgghhBBCCCGEEEIIIeRwo0ac8ytXrsRNN92Efv36ITk5GT6fD2FhYeX+5/MxaJ8QQgghhBBCCCGEEELI4Um1PeRPPfUUbrnlFvj9fgSDwZpoEyGEEEIIIeQgpSISNlN/P0HY47vNrK3mEEIIIYQQ0mCplnP+66+/xk033SSOeTyekPXoxCeEEEIIIYQQQgghhBByOFMt5/wTTzwBoGIOeUIIIYQQQgghhBBCCCGE7KVazvl58+YJx3wwGERYWBiSk5MRFRWFsLCwajeQEEIIIYQQcmhREzI2HZ583Bxbf9OEap+XEEIIIYSQuqJazvm8vDwAe53yXq8XTz31FK688kpERETUSOMIIYQQQgghhBBCCCGEkEORajnnW7RogT/++AMejwdnnXUWrrvuuppqFyGEEEIIIYQQQgg5COg9/U5zbOnp99RDSwgh5OCiWs75E088Ec8//zw8Hg8aNWpUU20ihBBCCCGEkHIZe/zP5tjEJecI+5E+79VVcwgh5LCGjnhCCKka3upUvvnmm8skbL788ksUFRXVSKMIIYQQQgghhBBCCCGEkEOZajnnu3XrhieeeALBYBCbN2/GGWecgRUrVtRU2wghhBBCCCGEEEIIIYSQQ5JqydpcdtllAIAmTZogPT0dM2fORK9evdCrVy+0a9euXKkbj8eDF198sTqXJ4QQQgghhBwCaDkaILQkzfuzhphj62+aUGNtIoQQQgghpLaplnN+2rRp8Hg8APY624PBIABg6dKlWLZs2QHrBYNBOucJIYQQQgghhBBCCCGEHLZUyzm/j31O+X2O+mAwWHaMEEIIIYSQ6nDUpY8Le960hhsdfcyYx8yxOR/+vR5aYpn6+wnm2PhuMyt9nuNHPSzsWV/dWuU27ePdXwaZY4/0Kb8Oo+QJIYQQQsjBTo045/c55Q9ka+i4J4QQQgghhBBCCCGEEHI4U23nPB3thBBCCCGEEEIIIYQQQkjlqJZzftasWTXVDkIIIYQQchhwUv+7hP3lwrtD1mlIMjZDvpok7J9HPSTshiJhAwBTlp8p7SMqL2HjoiZkbDQb/1oz963Dk4+HLqTQ8jipz0lpoppqGyGEHEpc++uFwn6m3+v11BICAM+tGibsv3adXU8tIYRUlmo554cNGxa6ECGEEEIIIYQQQgg5ZKgrZ/yw0x4xx2Z/NlHYXT+8R9irxtxZq21qiNSVM/6dtQOFfV6n+XVy3YZEp0eeMMfWTry5HlpSd9y+dIyw7+/9YT215NCkRjTnq0J2djYSEhLq6/KEEEIIIYQQQgghpAGjHfEuKuKMP3PO9cL+5Jinq9ymw5nD0RmvOdQd8S7ojK9d6tQ5X1JSgk8//RRvvPEGZsyYgby8vLq8PCGEEEIIqWcqImPTkNEyNg2ZKUd8Ut9NqFG03Mz4474yZcYenyjs92cNEXYgOhDyOpSxIYSQhsPAv1i5svkvV17u7mB2xmvJGoCyNbXF5GWjzbF7e31UDy0hhxN14pz//vvv8frrr+ODDz5AZmYmgsEgPB5PXVyaEEIIIYQQQgghhByEuBzxoaLgB11kHfpzX2s4+WsqS1Uc8Y+sOMUcm9hjRrl1uAhARzypH2rNOb98+XK8/vrreOutt7BlyxYAQDAYrK3LEUIIIYQQQgghhJD9GP3jdebYR0f/q9rnvWLBpcJ+YcC0ap/TxYDLraN9wYvlR8HXliP+uDMfFfb3n9xSK9epCIMv+D9h//LG34QdyhHvoiE54j9c11fYYzouqpHztntR5jD44/LQskmE1DY16pzfunUr3nzzTbzxxhtYtmwZAOmQ3xctTyc9IYQQQsjBz1GX2gnz/sybZifHuo6rTE3U0Qz+8jZz7JeTHqz0eRoKPW63ychW3C81UKf+foKwx3ebaepUpExNoK+jWZCVao71S9gk7I1/lTI2HZ70mjrrb5LPxiN9QrdNy+VoKiJz88TKUcK+ubuV3KkKrshHjXbA1FZbCCHVo8+N8r295Kna0a0+8Tt53q+HV94R33uC7WOOuXChsF8YUDcJYRe82HAi3uvTGa/RzviDHd3fTexRM854DZ3xFWPK8jOlfYhJJTY0qu2cz87OxnvvvYc33ngD33//PYLBoNMhTwghhBBCCCGEEHI4UlvOeM3Xw61jvbI0OX2zOfZMv+o7411O/6WPN9zkmlrvXkvs3L50jKkz94YBwp45+x8137CDnC7v32uOrR5b+Uj/uqLHx1OEveKsKc5yhxJ0xtctVXLO75/Y9fPPP0dRUREAd5T8Pvb9rVevXhg9ejRGj7ZJFgghhBBCCCGEEEJI3XHtrxcKu2viAQpWEr3zbWkVdr5VhNqS2NHO+GPGyJ1Wcz780FZSyjC11bajLlG7Cl+p/L1N/ZeUxtl4nY3Gd+nQ709SWL45dvfy04Stndmrx04O2baKyM/0vlku9ix9Qi701FRy18PBGU/ql0o553ViVyC0Q97j8ZT9f82aNejQoUP1W00IIbVM+9el1MGGC60cAiGEEElF5GZ0mYpI1lTkvD0/mSLs386UtkvCZvyiccKem5Yaso6eCCb8USrs7HZhpo5/WJawU16NE/acD0PLphw/6mFhr/jq1pB1tESNa5LaLrIo5HlC0eFJ+R32P2qNKfPeUNkWLXPTIkreI8DKsejruOhyn/x+/HFSTlPL3rioiIyNpiLSMVXZIl4VzWDK2BBCCCGEHDxU2Dnfrl07Z2LXA0XIN2vWDHFxcVi3bl3Z3+iYJ4QQQgghhBBCCGk4VEWyxmrbW8kavbg+7NRHTJnZn8uIaB1pvu4f3U2dbVfLheVVY6YJu/tHd5s6K0ffJeyRwx8Q9jffhZaf0Yvp+hyu81QkUn7AFXLxecELoReSw0qqn8vRFSmv0UlidST9eZ3mmzrndZK2ruNKPKs15/+4PPTitI6U17ii5AfOkN/P/FPsd0hIXeMJVjA7q9frFVHw+7PvFK1atcKYMWNw9tln49hjj8WECRMwderUvRfyeFBaWmrOS+qW9PR0NG3aVBxLS0tDkyZN6qlFhBBCSMVpaP1YXbTnlB5yEjFjxaE9iXAlma1KAlhN/xm3m2PRzycLO3hNesjzRN0v9/qn940WdqPfik2dkjgZTV+VSPlZKlLelWC1uc9Gn++PawKtr6PR1wWASUvHCvuh3u8Le/CF9jvM7CznD7/fVX7yWgDYXNRI2O//MlDYrgj3qkTOh4rIr0i0fU3R4SkpMXD6sQuE/dnXR5k6ayc2XL1m0vA5HPvV+mLwBfL3XZGEnsNOf1TYs6c3nISkfT6V0iSR7yebMhXpv7t8IPXHY6JkP1pQFG7qrBpzp7DfXDtI2Od3mhvyuhVBa8rf39shY1MHdHrU9lNrb5H3VieK10niAaDrvbJMaZTsI/0x1j2oHfgVcbTXBlrmBqhactfAji7C9jZfLWztvAcq5sB/afUxwr6sy5xKt60hU1/f+8FIVfqxSmvO73PM73PIt2vXDmPGjMHYsWMxZMiQyp6OEEIIIYQQQggh5JCmIs54TUWc8ad0nSTsGaseCllHa8xXJHJeLy4seUMl9fxTyFM4WX12+frjzkVklYe1Ks74UMleAeCHydLHdRzkYkluS+tS8+VLB3dVtOC1o33t/aHPUZwUOu7Wl6uPyIXzcSf/YOo8t+q/wtZOWa1bD1QsIj8UVYmk13R+yO7mWDNptaPk/6hqJP2h5ozXVMQZ31AWsw5GqpQQdl/0/LnnnouHHnoI7dq1q+l2EUIIIYQQQgghhBy2VCRyPpQzXjviAWDDGBXBuVGaI2dZZ3D8ldL5O/xk6TTPGZ9t6iw85f5y2wZYJ3nc1pKQdTRnzrle2J8c87QpM+gi5Yx/LbTD++r/kzvDXr70DGH3nfKrvU78enWk8s75mJ2hHe16sWRtBRZ/EjYHhH3pXdLxPu1u+fkA4Oc3yz9vTTjiXVQl50qnR6QzfvWl/3aUqvxuMx1tP37bQFPmn/3eqPR5Oz4un8l1E+pup97+/H3JeebYY33eqfR56IyvOpV2zu+vgvPuu+/i3XffxYABAzB27FiMHTsW7du3r9EGElJVhpxvV3BDdSykYuhkqQATphJCSG3RUGRsjh77mDn24/vly7O46sRtyBF2xn1+YTdeZoenx4yR53HJwmg5nEaX/SHsgU13mzq/JkjZlBivlGDcuK2xqRNxQqS8zlE7hT3rCesk6fbhPebY/pzz0zXmmNffVtj68/nPHWzqXNLhF2HHeqUm76ghKsoRwAWvyOSheYFIVcLK2mgZm/5XysnwwtdDTy61lMwNJ3lNGS1jc+yRvwv7orlXOM7cU1ge6YdwStiEkq3p8ISjzs21M4Fef2P5Y9XUqFGOo9LR8MRKWYYJYt28sPpYYV/RxUaMElLfVEXG5sgb5Du5/Z8TTZkZG2UZHX3/zarQCbi7fSfP8bvDEa+j3rdfbZOQd708Tdh5t7cU9szZVmakxx3y2k2WqIBRqTACAIjdYWXn9kc7+AEg/alzhV3aXkaa//K4ddLODQwQ9j+D0i9REZ+E1pzX73UAyDjy5HLPoWVIAGB397OE/ch0mah83Zuh+7YeH08R9oqzppgy9SWBomXe3ln7pilj3dChuStdji2GJKytwlks9eWM1wnqH+sTOkF9Rfh2Y1dhj0hdFbJO5rY2wk5qublW6jR0qixrA/zPUT9//nwsWLAAkyZNwpFHHolzzjkHY8eOPdApCKkT6IivPQ41R7xr4KKhphohhBBCCCGkoTH6x+uEvfif/wpZp/cE6dxeqqLvdVQ2YGV5up8oHZRDz7V1dlwqF729frsQm1sSIexvlDP++G/tvD58cIywZ99nF5/NdVrJ62hn/IrtzU2dNe/Kax91iVy0SFqdZ+qcPW2msDep/ClPrPzS1PngDul839NJ5qr57WHXIqt22EtH75biFFMjzvgwPaaMJvUZGSBx28hZqsQUU8d17cqiZW3e+pddoNjdr/xdFn9cbnPtaOmVnjFbhe2SSHIllq0JaiNyvsNUR0DBeHneKUdIZ7y+J0DVouAr4ozXhHKsa4f/3usc/M54TYWd82eddRZmzJiBoqK9K50ej0foz+9z1C9atAiLFy/G7bffjujo6LIksoQQQgghhBBCCCEHO1ctuETY/xnwSo2cV+/+rkjA2UdHl++M1454AOh4tnSs68j54iesq+ikvncJe0+fjsIubGUdvSO6SH3vNXf1MGWibpU76EaMlAsFgRjrNE9UPv5h/5bJQn158pwAkJwlo/YLJsiEjW1V8nYAOOpT6ei8abKU+nA5cm9e/Juwl43vLWzXToA3E+R1tPyMC70rSgec3dvLEVx2w2hVJrTTeeO1crfi5GU/hqyTWRITskwo/vXTCGFfd51doNDSN6nPyYUEnSgYAO5tuqfSbWn3gpSXuus4G2leFc157YyviaSyF490BRXWfIS+K8AxVEDjqs0tzbGubbYJe/6mVGGPSN1Y6bYdjFTYOf/hhx8iKysL7733Ht58803Mnj27zOmuo+n3Hc/Pzxd/e+WVV3DGGWcgOdlm8SaENFy0jM2hFjnPqHhCyMHMid9Z7cyvh9uJeChO+/5GYX923FPCLomz0W4aHVEGR50vF94t7FM6yEnfpifCTZ2k16Q9ftE4UyZvtIys8f5HbnFfc4bS1wWQGC4dCWk5ccJu/ZEdKqf1l3b4v2RE3DlxVqLmmh5rzLH9WfJtF3PMq+Y8EZnSTv63lSn44ha57frs5lILt/szK0ydedkdhH1k/CZhuxLxzfpKSt2MvP4nYXeTXzEAoLC5kgy6SX7vF821bdv4V1nGJS+jGXu6bMvH04cKe/Ud9vfS6WGVeO9WWebhM1w6suVPdF9ZM9Qc+zGrs7BdzryakKTRdVxtuaTzT+bY4QZlbMiBGP6NlU77bqR0+unfr3bWu8poXNHpoQKZj/rCOna9r8l+KPnXDFngFOmEBoB173cSditIibZfT73P1DnuOemgjE6TDvCSGNt/R3hlmfAcG+mcf38reUD5yDePs3XaTZOFEu6UkbTFAetoj1DSdRlPpsrLltigUp3M9c217yjbOn//O1MKp6ybLc8xcriVK5z/nf1e96fnJDuuu+IS6Zh+4ZWzZIG/WOfph6/LMt9slM/gT+/YxaCuSppv1ZjQDv3pv/QV9qc/yesEouV3AQBPDH9LHvDIsZ5Lg16PB31ZRwn7z3GVd8S7kshefYbcLbCpuJEpUxPURFLZ/NIIc0zL2OjIeVeU/BULLhX2CwOmCbu2fCgD226slfM2dCola5OYmIgrrrgCV1xxBbZu3Yo33ngDb775JpYuXQpARtPvY1/yWAC47LLL4PP5MGzYMIwdOxZXXXVVDX0MQkhtcqg54ytCfenkEUIIIYQQQuqP0n82swdHll9n5X1H2IMfl1/H4xAY0JHyOqJ9niv5a/nS4+YcALD1NPkZS1Niha0dcwAQ9MgF4K0XS8d74izrnH+m3+vCTr3Str9Pe+lYz3xA5lxZf751XA97Q0bKL9nQWtgbL7KfWcvYhMqbA9hcLTsH/VnY8Zusk7kFZNR7/6ukszcx3AYuDD1POq8vuUcmav3tITsXPfYsef9jkuUD5Zq/Zl0ipWIqknS1aEf5UfB6gRsANt4q722P22WZFffbRYAet8vn57oL5ELzIyu0nA7ww7NyQbvkKLmQo7XiAbtbQC9gr5lkF/EnL/te2Hc3+c2UaSjEhNncCtoZH8pZD1hnfE2go+SB0PrxFYm2rwpayqe+k9lWWnN+H61atcLEiRMxceJE/Pbbb3jttdfw9ttvY9OmvdE2+xzy+0vfAEBJSQlmzpyJb7755pB0zuvFCc15552Ht99+2/m3QCCA559/Hi+99BJWrNgbPdSjRw9cfvnluPLKK0OemxBCCCGEEEIIIVUn7IadoQspUv7+hzl27Fky0jy7rXS/RFdgej9DOeP7fDrZlEn8T4KwAzemCzsmJd7UaTVDJmFFQDp2V99rnZo/fCKT02ot+PClSaaOSQx/mnVMF/xdRvZH+fOFPfwU6YgHAH+sPE+f9nLX14nH2OS0MWpdYNhp8rxFSTbavqSX3FGXuEE6xANh9kvUSeuPOVveg4ImdhFDn+epl88S9l8dazI/fCy/j5sX/7lcGwC6ReebY/vT6RHraB9/upbPmS7stbfaRYD2T8vFhvgC+X25Fn/GX7xB2BUJjpv4nLS7T5btjx9SaOpMXialfV6dd5aw719q8xcU7ZEO/Nf8R5sy4Zny2reN+cCU0UR55WKCSyapsrz6jd0xMeUIbVc/AWxVdOpdUjibimRS5bY5Okiy+o54F/XtjNd4gjUsCP/DDz/g9ddfx/vvv489e/ZuITlQNH1pqV1lPNjZ91kvucRuawOAQYMG4Zpr7Hbn0tJSnHvuufjwww8RExODkSP3Ls3PnDkTBQUFOOecc/D222/D6w29pbw80tPT0bSp7PzS0tLQpInd6k3IPqqifUgIIbVBQ+vH6qM91/56obB/eKO/KZPwhxxjBdWkz7VtuSYYfrKUQMlvbiegUCPPRpdLh0b2UzKCBqiYpM68aXLb+DFj5GQ4/UI7IY36XjosgiPl9mfvl1aKMeJP0umRUxAp7ISPrBMkfmOBsLeMlFFozebZLfulN0tZgowfW8gCjhF8QN3uVrNt9FQoLnj6U2G/dfWppkx2qvzMp02QE+i3Pxhu6qj5Jxovkw6ObpOXmzoz5/QR9h2nyonU7wXqnsDK2Pjj5I0KRFgd35tHfCHspz8+TdiRu0wV5HZSMj1KgqfnJ1NMHc+PUoqoOMme16u+suIU2V5vof0tXHe6jHysiBROTcjn1BX3LD9D2DuKE0wZHZ37wupjhe2SsNGRg60jdoeso6nIdRo67FetjI2WsHGhHe/aUQpYx7SO1O5zo3WELnlKRu0OO11eJ2atfE4BIOqFbGG3iM4S9oZxMqocALY/LjuMhOfk7+r7/9rPox3euW2jhL1rjO1nU5VyT9ARcOjLlPWCPvmeW3WrjOoHgA7Py3e7t1i+K3M62Ghv3RfrsZG32PqnSiOtw35/CppGmmNHTlok7LnPynFajlTdAwA0nyf7xKC6TR6HBH1+U9m2K2+RDteX75HvTsDu1th+jDwQlW4/r6e3fL78flkmuMF+P7ec+bGwtaPd5aT9bo+UJ0wMl9/Xz6/1M3WWPCl/L1ob3rU95fJBUjrm1c+PF/a4U2SUPGAj5b3NV5syWg5HO+drQrKmpvj7Eim9dE7SPFNmULsN5tj+6IS9gN2J8eUGmWPipPZWwrChRbDXBFXpx6ocOX8gjj32WBx77LF4+umn8fnnn+ONN97Ap59+isLCvStWh0v097Rp0ypV/p///Cc+/PBDtGrVCj/88APat28PANiwYQOOOeYYvPfeezjuuONw/fXXhzgTaYhUJNt9Q2bHqZWf3NcVWrPvmxB6fYQQQgghhBCyj4o442sC7YzXjnjAMW9MUAtynVJMncK7k6S9Vi4iFzxvk6M2P086+QOdpU51j4+nmDqBCbItjd+Qjs+2T9nFwx3/kElYE1+yi2vB5tLJH7lbzj0bp+SYOv7YJGHnTJQO5Njn5TkB64zfNCpa2O0+zzN1fDmy/aWx8j7F7JR/B4C5/5bO+PgtcnU6abX9PvJaSSd/idoZkLLCLnwEfLLOfx47S9gL37DP13FnSud17B/SJXjjZR+bOg/OlE7+04fIfDb/PMfmZemt0rL8VaWM2VJsn+OmkfJ7Hpbwu7CPu946xNu9KO9t1Ha56LRqsr0HXR6QZSaf856wv8uUiwQA0P0/MsB2wnl2cWHVpduFfU9Gd1OmslQk6WqHqfLmrh9vc+J8u1F+psf6rKp0W/Q5Jvaw59DtXZ4ncw+k+qxEzf29ZWS8duh/nd3L1DkxYZmwXU7/g43qhWGXQ3h4OM4880y8++672LlzJ1544QWMGDHisHHOV4ZAIICHH94bafbwww+XOeYBoH379mV/e/DBBxEIhM7aTQghhBBCCCGEEEIIIaRhU+OyNqHYvn073nzzTbz55ptYuHBhXV66TtAa+xXhxx9/xDHHHIPIyEhkZmYiKkqu8hYUFCApKQnFxcX46aefMGTIkCq3r6FtW6xrdCSCjl6vyNbChsQJw2TUeHZ7GyGgt/lXBa3HN/uzidU+JyGEVIWG1o81hPZomRsXWvrm2AtCj8GW3XuksIsSbUxHdJqM/ipoKiOwPA4Fw6Tlcru9RwUe7O5rpWTCiuS4KjLTnrjwJilJE3hTfgcROTbAIag+UnieLBOIsEElWe3lZwyocySttxFxEVnyWPqEAlNG0/RRGRGX10r28dnt7Pdx+vk/CntldnNhx/jsTriMQrkdvW/yFmF/+8/Q406fknT12+EIctvIe1mcKL/T/ketMXUWzuss7K79pATSql+tNkBUhrxOYWN5nfBs+51q6RstJxCIsc9O1A65rf/3u+R48S/z/2LqNIqQkY///WywKaNZ/Y/Q49AOT8nx7fobQ+/O1FvaH+vzTsg6dcX9v/1J2Lf3lFJLVy+8yNRpEyV//83C5XumPuVmKpJ4rz5pCP1YQ25PRTmlg00uuu1PrYQdSrIGADx++T4qTAlTtn33L/6nPG/3j+4WdkS47ZdaXi6l09Y9IyNaO96Wa+oEw5XwgpKfCURbKbv0flLqbcgVdvyx+GEZXRu5R7Y3YpcjajxSXisQJe+TlrkBgIBPvtw9Smc/EG4lXa54TiYP/c/1UoIj6HX0KbHyPGFFsi2uRMD+KHkvdT+U0cd+741+k+fVY6Uz7v3G1Hnxd9mnBwPyQud1lVHxAPDaD1Jf/baRUnNeR9YDwAMnvSvs+16W+vcr7rd925HXS1/MCVf+Iuz3FlgZx6uHfCfsZ38eLuzIJLuzwbNC5hEIU0X+frHVir/7e/ke3/Cn502ZI345X9hF6+UukXUTrF+my/3yM5dGq/GIQ1XJFRm/P7rPAUL3Ozr6viLXqYisTUXQCV9rItlrRdByOhcn/2LKVLUtDULWJhQtWrTA3/72N/ztbwePpEdVePzxx7F27Vp4PB60bdsWJ554Ivr1sxpZALBo0V5Nsp49exrHPABER0ejZ8+eWLRoERYtWnRA53x6errz+P5kZGSELHMoE0pKJmmDHbhotP46YDXYe9yhspHfVzsO/pmzpYSLdqLXFJvGSSfIiUPvM2W+/umOWrl2TaClb8597kthVyTZTEOmx+3qeXMMdipCTei9db1HtqUo1Q6INl48qdLnJaQ+YL9KCCGE1Bx10a9WRT/+lFQ5dp6x0QZsabTmfPd37WfLva+ZsLVmuy/cOlzzWkrZlOT5MnFrcUuZuwIAjh8l87009Um5lph1Vqd+6/ldhN3mabnK2upNmxR3+ZO9hV2qfPFxW23+lMZLpWN9xe29TZnMvvI+lPSV50l90jr9fdszhe1vkSRsLWEDAOHpUramNFnq0vvybftfO32EPEeyLOMtscECzafI5LSbJst7nd/Mfp6oDOmH2NNVlmn6q71ObkvpuY1Jk8769x8+0dRpnC+dv/4oeZ8+jz7O1Nn4H/n7aP+0rBOzzT7HOaUq4LSHfL60Ix4Azrv2a2E/P3OkLOBYKH/vKfkZ45Lk38+/yOrHv7xWnlfn63nkrbNNHeUzx7TspqaMf4X8bSb1le+ywA75HADA6tulVE9VFnNfWn2MqmO17UPlmXE54l2SOvszsYf1oVw09wphvzboBWHrZLwAcG8v6QDXbT0m1soZzcqVkkFXJdm8RZqklpuF3dC07evcOX+4oBcfJk2ahJNPPhnTpk1Ds2ayk96wYW+ihbZt2x7wfG3atMGiRYvKyrrQKzOEEEIIqTr10a+e0sPmzZixQi4wntL9Nvn3lTIRous8rYNycr98rUy0CQDt/iG1I3/4SDo4jrrURtUEw8uXKyw4N9McS14iJ1e5nZKEHbPTLpTrCLht19kI8NSJclib115OZGO22sg7f7x0ghQlyRlasdb6BdB4qZxg5jdX+rNbrGZtIFK2rckT0aaMZtMoObFt+5Vsf0SWndwvPFkm080vkW2LeNQm2z3m/2SkUIuITGHrqHgASFPBa6mfy+8jr4W8rotApPxOl39hJ61elWNuzc+pwo6wXynyW8vvPWq7dF7oSbiLyD0qujLDhq4F1Ee8ebGMCmwXbXdHTJsvow99FZiJdXpYOjAirPQywiMrr1TaKkJGmutI26u6yV0YQNWSxupkrnce8d9y/763zKfllnm2vzyHq4yOlNeJW11laouGFilfn9RFv1oV/fiCF8tP+gmETgA77perTB1dRu/SbrrQ9he9b14q7P8MeEXYrmj7mPnKR5CsHPj59n3U6k3l8FIvpK1j7S62XzZKB97gC+W4wJfvCHRT0elhBY4o/jnS4R02Q9r+RJt0tbSpjEouTpQv5cjdtvPK7SY/U+wmef8Lm9q+OUJFxpdGyfuU097WyXqqp7ATsuQuhCRH26B2ETbLlp8nv4UN4tTOeJ0oPq+5HaNFqt1j2R100nQb1n/a9zcK2xNQu9aOkjuVAGDqq2cJO1EVueaGj02dDUUyqjhhtezbxlxtncF3XiH7A+30f/VD5eAHEK7WYEaNlslQP17oDqrdHx1JDwAx6mu9rqNsb7cXpW49AEw5b5C0j5gb8tqaEhVe74qcLwnI3QIdnlQ69TdZ5/y6Qvm+fqTPe6aMRjvjNff2+sgce2+dHFTe3F3urtEa9EDoCP2JS84xxx6xcvcNCjrna5jzzz8f5557Lo488kg0a9YMmzdvxldffYW77roLX3zxBU488UTMmzdPRMjn5OwdZcfG2izX+4iL2/tjys7OPmCZww2XBM3+NFppI3bzm8oZmY6knz3dZqXX6Ch5FwkbZEd50oAppsyXC+yx6lJbcjMbLpSOIIRWUGhQ2CSx0q5IopWKEGrQ7iJU1Lv+u6tMVSPlNaFWj1Nffcgc01Hwq+6UbRk4gwl6CSGEEEJI/aAj6QHrwNe2qw4gA+z0uB/oDM2wYrmrOS5GOhv9cXa1cNPlMmDvlBzZlqIhLUwdXw+58BqxSUbKl7ZubOqE7ZaO6aw+0jGauFgu6gNWIjZ2m10oN21LV/4LRw7ConbSaV4SJ/0i+TdkmjrpGdI53/0u1d4ou0gcq6LcgxHSHRa1wy6WeArlYoInQTrJk5bbOgWtpJSPXyWRdUX1l8RLB6uWtdESPAAQmSnbFlAyQ41W2kjznNbyM0fv1JJzpgq2fNBe2GFSMQ/h39lKfrVmUThCriw/sugkUydsvawUUPEECzNtMGunR6WTOTpSfh6fVWeCT7mJPv/yKGFHOR7romby2fFlhV7Qu6yLjGB/rOcUU6awIhEDCu27ePgL6Yx3RcFrh/2IY+QioN5BDwCP9JG+garI4ek6naN2mDL9oneFPE9lOTlxaehCCp3wFgBGpFY+cW5VoXP+/zNx4kT89782CiMUL7zwAo455n/bSN54Q2aq7ty5Mzp37oxTTz0Vffv2xbJly/Dss8/ipptuqm6TDym0oz1hk+xoXE7OqmjBh3Lo1xSh5HOqSm3I5Rx/0sPm2MaLZEdunPMOjh0tB7U64lJLywAup3nl0ed1nbP96w8KW3+eijji+14r7/2iZ+y9r4gzvrLUlOO9KuiFgfB4G7WiafeinIR4whMOUJLUBXP/kIPpQe0OvPuKEEIIIeRgx2i/W2nokLii74dDnnfPJ+XryVcEVxR8h5flWO3HaTKqNPJUK5+T8bl0rMc1kt7TqGu3mjph58qtR4m/qLBfx9ae4jjp/I0vkg7LsDxHcFxnuTDgiq735UhvaG43GeXb2DG1TlFhyqWN5ZwjLNdGp2tnfFiGdBiXNpZOdQDwZstdB2G75WcubmHnOuF58jP6MuU5PPn2PoU3kp85r41coAgrsLI2BU2kY7dU7WaMzLJ1klfJa2e3lwsHAcfCQfZAeS89u+ScsGS4DSAtXi0d9sEN8vM9etZrps6YPy8S9pE3yLnomhkdTZ0E5dfNbS3teJmqBgCQ1UUudAw/XjpyZ84/wtSJbCJ/L7cc/7Up88TL0sHd8f/kwsG6v00xdTo+rp6fP0mJGu3gB6zv4uEv5HVceVk258ndDgNTHDdGoXcDvTU4tDNeO/kfUw5+V1DkqxlyV+GvBbLMX7uuCHldLZdzb6/KO9Xr0hHvgs75/8+2bduwalXlv4zcXMdSnIP27dvjL3/5C5588klMnz5dOOfj4/d2Anl5dtVVXychgY4uQggh5GDguDPtpPv7T8pfxPM/Y7een/idnPD7SuVE6uix1okQ1VROghLulxPzGUfLRUsXuv3RJTZqSyeATVkoZ0mB3+2iXkmKrKOTpUZut5O8ncep5K5z7Hk9BTIax6MCxgIRNsrJHyvbErdeXrsk2SE/E5T3IWGlrFPU3O6EDM+Wjgct0xOIsLIkTZT8T0FT+Zn9MbZO2P0ysjNKJRYsibd1vp8kcxmF58j93p7W9ntvM1NO+Hd3k23TOsQAUJygpQ1kWwpaWidCWL4sM/RoOUH78We71TluvfyedfTe6jusA637ZOkAOG2slPp5/5eBps6wviuF/dEiuQ0+bqW9CYNGy7nGwgwr5ROeIx0jOqhOJ7gFAHjlMZ0g1sX6G7VETfl6tICVvlk5+i5ht3/aXnfD9eUHP2mZG9d5/jK83FM40TI2MzJ6mTJbimUk4cocGZH8zpBnQ55XU5+JZ8leCpQzPvpy+24Z/mL5jvbgiVL2CQCS/y0lHhIiZN/lCgLTAWe6vytNse+JVRPke60xlHN4npU3KWwqzxs7Tzr4g1/asUUwQl07Xzoft10kNZ0BIGGTupdK8iWrR5Kpk7hS6pmUxtiI9rBd0qeS/JvSRVfa8ACMhIuJ0C+x+vFeFbVfmizHSh6Hfry5T6obDSt0SPko/EmyI/I5dg/oMUp2W3mhZgusQz9qp/zO/AmyL07vY5+VOKUPH71LjjWKEu1YybdZnsffVjrri1c5wu3VR0xaJQ8syk81VR5Vuf08SbKtsdts/1eqNPN96lHf08vuHojZLM/73bdS6jHK4ZbzZ8uFmy+bWwd+QS958TsGfC7sl1bbXerrJkjn+5TloYMGxy8ap47IMcqz/e3CR+p/5Jj+s6ueErYrif3PS+QY5dvmMrJ8QX4HU2ePv5E5tj+uoEjtsF+eJ1dYpq+3eSqWF8oyx8evE7ZOMgsAr+4ZLGxqzjdQXn/9dbz+utVsrUm6d9/bwW3ZskUcT01NBQBs2rRJVylj8+bNoqyLtDS79UyTkZGBHj3sRKY2cW8LlCx5SjoWKhLhrp0RgQj5YnbJz+iIhqsWXCJsrelXUeoqAWxtnNdbZAchGy6sfES7jpSvLY47Q3YsZ/xbv+Bt23WkvE7qWxGpIh0pryPpAeDq8R8LuyIR+aEi412yNgUt5CAjentordmKyOXkd5XOo4333xryvJo/LpfSSjqSHgD6z7hd2AtPub/cv7vKkIrBSPnq0VD7VUIIIeRgpDb61ZAJYDdW4CRWltpw7IsqAewdMgFhReaROlI+eruN7i6Nli6aZvevF/bu663TqShJOlRj45XTOcKRB0RpnAcLVULYt9aYKvn9U+UBtVitHfEAEFDR6r4N200Zf0f5mXyb5O4Ab6xjobxUOV21Mz7SLuIH1cJAcSPpdI5eY3clBBIdCwP7/92x8F+cLK8TvU060T1ZNsAz0Ehep8lS6Yz3x1jXnbeofFmbxsutQ3/TKNm2ZlJuHfGbrTNbnzdmh7xv2Z1sHU3mSPl8ff5Pm3i29AIpx5S/JEXYsVvsooZegI/apf9u58lF8rQIs7fJcPTx8vc+f5vN4XNx7/L14h/8wCaajTqnfM15newVAJLDpQNcy9jopKwAsPEqqQXfYaqMtg9EyTwJANC12xZzbH8GxKw3x7QW/LW/Sj3kZJ9NFnRcvPzdbSmWX1Bh0C5i3tZDLnxkqu/jzRwrUdM2Uj4c5/18tbA7xdr+qS4d+HTO1yG7du19GPZFyu+jX7+9kTa//fYbCgsLhR49ABQUFOC3334TZV00adLkgH+rT7okyh+ba+CiNfuWVEAe5Mf3q+8MrsggSjuDM3rbn00op/nI422E4jezQkvFaE7qLyOUCpvJ6LzSKNv57O4hBwxNFsmBy2yHDMwJw5QEjRp4rbsqtDNYO8QrIjej6fCCXR3/3pwn9LOiv8NLH/1UlbDO+Z63Sud1kYpUW/uM1XKbvExmg+/4mNrK9ndbJxTaEQ9YZ3xVpG9qSi6ny/3yPq2+vfrn3ZVut5SSmoEyN5WjofarhBBCyMFIbfSrVUkAq9EBW5tHJ5ky2aNThb3qbhU5Oz30dXw5NppbE54lnZh7Lpf3rLSxdbSnfC2jRtNO7yTsph9ZhYDME6VGfuJXskzQbyPCY1bIHWpFHeRuAt9Wqx3tTVC7yaKto923JUMeiAotpRmIlT4Tb0Bvl7NzKK+SuonKl4FJwWh7b0vj1M6wKDm3jtxus3SH75BR/LqtwXjr8I9Ilw77ouZyPqR34AFAcZJsm5YMcjn0Gy+Wc1q1GRMlsXaeX9BK3suonbJM5C5bJ0JtZCjdKj9zoc03jPAZ0imbUCjbWpRknfNhan2rWAlNRNj1IpSoMuGqrQUtrA/i502pss6COFPmw++HCzugbn+4Y1fhfdNkMvnz75N/d8naaLSefEdHKssrFlwq7NOPkysSBfpBANApRjqrP886UtguzXkdBf/FD6H18PX7d3uB/IJcSWQ1P6gHalORjeB/qPf7soyS4HE54nUEftc220K2parQOV9HBAIBvPvuuwCAo46SCSeGDBmC5s2bY8eOHfjggw9wwQUXiL9/8MEHKC4uRsuWLTFokFxZI4QQQkjD4vSLnkZEpB20uzilzXhhF/VrbcrErpHb62eslguoWvYGAHxXyUH2rkdShT0sYCV3UiZtFHZxvNT2jNplJ+qx26WjIa+THBy7NFKjV+2UBzxK3qSrnOwDQPwmeZ1guJ2gZfeWDozotNChUNHrM+UBNb8M320jfAKRSuM1Xt5rl56uTv7mLZETXV+2ddjE5stjfnWduI024lJT2FROhiN328m9t1Bep6ixdJzEbnFEdkbJKUTiOnmO3FZ2Bhq7UJ1DFclJtdGHXUdKh9P8z2VkV4xVaoBHPXJqboku99mdYzFKweLTj+XWZ0dgJBa+Lx1z8coPFHTEMUR45bOhdW4BYP7rcnt9oZpfxmy1z/6ll30p7H9/LhPtXXOq/DsAPLFSHvvP71LzNcU31NRZOfonc6yy3P/bn4R9e08dMAH8ZbjcebjHL59jl57us/2lPI6Wn2kUYXUKthUmCTsx3PFAKaoiW6PbQumbuuWUVNtH7nlOBcN9dqSwl2y2dU5pdYOwt51tJR00w06VO0ijcpW2ensbkBKVIcv4VJCUx++IUlbO7KZfqR358XZMkjR7ozygneYOB7mOIo/coJzqhY5+N1FeOxjrkKXLUr/PLOUtTUmy51UUdpTa9pHbrESeJyNT2gny/pc0d+jHK6e5T+0EcEnh+JvK8wTCZYcQsdM69ItalS9fXJwSesFC77rwOuQIo9NlP5TTRnbGkVn2+UpYI9t/ybUyOvrFl04xdUqOtfd/f4rX22dfqd3BWyL7u6TVDnnFRkpnP1P+Pejov/PaqjGYktDz5dp+tni7fPYDKaYITjtRbkOY2vctYXd5/15TJyxMtkVHylfEOf/qN9IhPma4jeD/do6UhukzUI6vYnx2fJgfUONOtRKiNekB4KhE9Zyqr8yVeLZdtLy2DqB9ZY0dj+hEujtLUoW9LtcuBE/9/QRh3997prC/3GB3bJ3UXjrjdftrMrKezvka5I033sCAAQPQtavcQpGWlobx48dj8eLFCA8Pxw03yI7d6/Xi1ltvxc0334xbb70VQ4cORfv2e6MbN2zYgEmTJgEAbrvtNni9oSOWaxOdPHTWl6FlL6oiFRMqQSwAZLdVOrHb5Yvtx/dCS5Xo67gS+Xz/XxmZrbPUA6FlbVxR8r2n3yns+FelVlvMNjtB0N/+7M8nmjIaLeEy+zNZx5UQdtZsGZ0+7DQ5sNxwob2u3qbZHuUnYT3Qsf0Z8fJD5phOAJvXSnYArmS8JSp50XNPniXsV9NtxE28yvT+28Ohn6fWEXIrXlUi5StCdIgdwS7JGs3o8+zE8PV5Unc4apv8ja260/4+QiWYD8u23czCy6VEzcAZ8nnbeLFNHkxC40qwo6WVGClPCCGEkIONM7+/CxFJMRWKktdzrKUb7bhY79r+5eOby/07AGBgW2EmnylzuTg155Xsql78dASrmsjsnFvl4mejS630SuYIuZgevVPW8eVZx5t28nszZIhxMMoO8r27yne4upzoHrUAjALHwnK00kZXCwMBh069R2m9mwj2rY4JU3PlsFNtCd+kFhsABFXkf6HKKxORaRckwnLkeX3qHpQ0s45pX5b8jrTkTli+Iy+LkqfNb6F2E5Q4dg+o04QXSO9peL6tk9dKzqVffFk64/P62O80bo5cbNCR9IW97XWSVsrrlCo/726rvGISvpaodahSK7uPxr/K32WmUkBxKK/A41fa9g5d+hmfyyDcGTPkO2HSWLtQ/tB7SupGfUatFQ8AG6+S/qlbT/5E2C5p3Q9nyR39JzeWMj0PzpYL5wAQ0Vf+xgpVVEWx3hoAYGuxDNLp2V/OPRN1UgAA6wvkwtol8y6X54izOQ2uSpLtvztNBhhEhdmgl+3FSebY/pzUPnTi2dqUuaFzvgZ57733cOGFF6Jz587o0aMHYmNjsWnTJixevBi5ubmIiYnBtGnTyrTn9+eGG27A999/j48++ghHHHEETjhh76rOzJkzkZ+fj7Fjx+Laa6+t649kqIgzPhSndLByND+sL3+g5RrsaGd827/JrXjaWQwARQnyhb/E4cjV6BXBX974T8g6mhOPsXrZS+fcIw+cXunTVghvsexwO74tHZ/rvqy8vryLyJ3yRbvhQjkwPmnAFFPnywXymF74iIh1LHVDHtPOeC1hAwBQznkdEXDx/XYfaii9eNcizV/kRzbO0opo0Gs2XG+f0VDOd50EEQB+e1A71q2j/X6Va6XdC457qfA3lwPSrvfItq2/0y5QpL4qF128mTIssPvP9vOtvKf6cjkdH1cyQxNqZ/GkvqjK80UIIYQQ0tD55Li70aRJE+N4B4CUGOlJa3mBlFY5JcWOIcNelPMJ7YzXevIAsG5iN3ngfrWtxeaHROtJUrd902MywWLyD5tNnfw+Mjlt/EPS21jYxzqq4t+bL+ywNmoXXpF1IAebKF2REhUM53BuB9s0F7Znh3JmB21ks9byCGZanRGP1pTPk85er8uhH6ekYXT0fZhjHllcvqxQYZdm5ljEbnnt6GVSh9vcRwDBcHntQLS8B7491vvrKZZe86gC+Z2VJlg5oECkvE6MymFQEudw96lktHq3WYlDoz1FJegtTJHnSFhgPeBRu2SdnSPk85W4xC7+qE1SRham8RJTBXnqK9O+34BjAaxQRduXtJT32vuH3aXgy1P3zTHf1hI7enHh4Xes5nxprLxPOlL+Mps33vgYHv7iTGXLOS8AnHzcr8JeUyh/y5cOtRH6izKljrvXI9sa5wu9Q7V7gpTCevarE02ZX8+Vc/9fi+WDUOLa/qCIVDsTL2xqd/p9kSWdHe+t6y/sczqqLZ4OGDl/kHDJJZcgPj4eixcvxo8//ojMzExER0ejU6dOGDlyJK677rqyiHhNWFgY3n//fTz//PN44YUX8M033wAAevbsicsvvxxXXXUVPI6s3oQQQghpWEx/7Xo0adIEx51pF7hO7iUTHntilISIkrBxMfQ8uTgYe03oNsWuVBPoPDsx/OM1qVELFX0Us9PORMKUhIsvV0Xrbc80dfKPaCHs6I2yTPR6uQsJgHEaBBKtoGZpgpwFhWfIiXpJY1unpIk85stRE7RtNoouTCfac0yYNZ4CeV8Calt/QUvbtti18lnwx8oZpjffRkKWxskJcuQe9XkcdTJ7ScdC4ioZfagleQAg6NURZPLZiEi0E6kwFSxQrBbgU36zz9eaIhkNGtAyvQ4VkjD1ETO7yutGpdrIz9Ld1tm1P8UpNmIxco9sv5ax0ZN0AFj0gQyJ0xN3ACjoo35D6dKB4XU8bs98PUrY1yoZm2c/lTI3gJULWP0P6cDs7pR4lVvLddK2K4531ZFBBs/Pk0kAb3dEQm4rkt+Hdgi0jLTOPS11M0AFpraMyjR1/iiQ7X954MvC/nqDDaj6Olt6YLtES8eDS7KGMjbVZ1/k/NLTQ0fOD/+o8nnJflD5zlyR83HrpbxBxgjpuGq60IbSrs2VDv3EdPliKO5oncEx82SSxUBLKfVW2NpK1IS1U8kpS+U7K+hwzpukpDpBrKOOt0C9YAPKGV9k+5jATtmPenX0OgDkqjGJdvI7zhsskB2AJ0m+N4KJjhxWymnu2S37g6jVSnYPQFDJ8kArGWyR7wAA8MYoffVuctwT4ZAm0jsZSpqoRZkU68wOz5Xfc3GCdO+59OMjM9Wzobrr3Ba2jt4pnddDfh8pP1sP+J7uyoG/TJ7ElUQ2ZamSl1FR/a4d2+Hq0YnIVjsBHBHu+c1k28IyZPsjHEPxgsHyRO8Nfs6U+fPzKvCru/yNeZe4frvyvFo//tWZdmf0+ptkQNb/vS+d2677NHOGdESfdMoCYb8/1yaeHdJbLi52ipW7dpZn2+TUPrXINPvHXsLu3FdJbgF4crfMq7mnRP5+sv128ed7NQ7oHysj9GflWImajlFywTHKI8dbb661EuI5auvF/b1rLxiOzvkaZPTo0Rg9enSV63u9Xvz1r3/FX//61xpsVcNj259amWPDv5GDqNJ/yoGKK0GsjqbfXSR/xDpKHgAKGpUvC+SK0G/5nnq72QTzhlPa3iTsrzc9acqc3FM6aHJ6qAQoi+3gQOv8FafIGdrOo2zH2HqrHLgc2VZ+AC1ZAwDhOllRvLwHOjEtAJQmyhfXiUfLbCb+RnY22e8aeb/jcmQn7fHb6ItQUj5hhQ7nkTo26yu5A2TAFdbx8FeZ0BzdP7pb2N7WVhdw6qtnldu2v9oNFOh9s7wHOmLAlbg1Wu1m1Su4wUEqBN5Bt7vss17QVn7v0Zvl966T5AJAsIv8TRW1kedI/bedRG28ZpKw+8+Qv4U9AZvApSZoyJHyHabKCAdXspyGgluPL/Q2QEIIIYSQqrAvcr4iRF8unUMzHLI2oyLOF/YpLeV4u+Q56wxanycXMpu+Kq+T1t8usjb/WTp/tSa4zyGJknOMXJQMK5DzmJj5DonCUlmmYIDUw4/83u4E0M5s+OXn8WipGQDwKU+ukrEJOhJ0eFUEe3B3pikT7KAidPeoRdQo62j3ZCkZG5XA1uOItg8mla/r7krUGlQBkoFWcp4S5oiC9zeR7Y1Mkw5YHVkP2EV73x7Z/rg99vOUKF9AxG457w9rZL/DoJr2hqvF9fB86y/R2vWl66XPodiRZskfI+v4o+SF49eHlmveOVS2LXaTvW8Jf8gy+jpatgcAwgplmYhMFXDgCAiPWiB/3xfHXGrKlCTIa+lPWNDcLvRvPHuysM2c8CY7J9Rzf3+scqw7Ynr1Z54+v6+qY++TlrFJV1+0SzomWh3Tsjarvre5OnzHyu+wTaxcHcktsc/x/WoxfeKSc4Q9MuE3U0fza0GqsAfFrDNlzu9kk2nXFhVyznfoEDrZSWXxeDxYt85+eNKw0ZI0MxxyNE6Nvv1IvsE6nbUzPuty2dm6JGqSStX2qsek07/3XTbJ1tInpNNSJ+lZ4nD8njJDHjuli5X22Xqa3BbUrLXUzdKRkgDgyZGddNwG+fLL62EHoFFpslPWTubjR1n9+K9+li/8kbPkC/6P8+yLuNOLKrHKLnndwpa2B47eJAdRXyyxCU80oXIYnDAstPa4fhH78o8MWafvtXKQHunotNv/U0amThr1rSxg/ZOGl+6TK98uTfC/XCUHYjd3/0rYnR62E4qrb/5C2P/54GRhO6Tc0G6XfNZj/XZJPXK7PKa1AR19NsJ3yTp6i5/eJghYWZuIWNnhBsMcF1J0v1Pel5qQvalPGpIzXjvfteOdjnhCCCGEEEIIIaRmqJBzfuPGjfB4PAi6NMSqCCVaCCGEEHIo8/0ndtdXVdAyNolL5Rbx/EfkdmkA8AVlmYKOMtKrKEVukweAwVdJrcUN58ntqv6mNuIsLFcuwAXVdu9Ail3MjcyQC76eXLWiWGp3QKFERuJ4822kmrcoSbZFybGEb8s0dYLRMvpLa74iwbEtXo2HvZkqIi7SIXCqwqeC4fJA1A67qqrbH7ldrpgGI+wwPixDliluF3onUvx6R+az/XF8HXqxtqCZXGSN3WYXZrcPkRF+MWlaw9ZG0UUphaMSpWzgkoXxKKWGuD/kfQxusRI2RTKmwmxpT8iy0XrZ3WWUprdAtj9xlf08Kq7EqYWbsFQueuvP6PrMU//0irD/KJYfaPVFz5o63Z8vXw9r5Wi7S/KVNVIup3WE/IKmfGn1dF+YJd9fVx7/vbCv/dUG08xYIoNpTuotI+B2FNt3kZa6mZctg8sKSm1Qgk5md+2vFwq7aYQV+22qIxcUL6w+tty/A1YOaMoRnxygJKkIJnjMESmvCWspA8OCKgo7/N9WrqHdTtl3he2Qu5Ejsm1g1Y4h8llttFK+G8M3ZJo68Vo7PahewnE2Qh+5sk70H/K8gVIbsVu6aas5tj/eWBtFHkqz3eOIItd9pifR/n49W1TwXoT6vcY49Lx0X1uo+h2X72q70tFX59XR6wDgzVX696G+HwC+nUp6S98Dx30MJjvGG/v/3RFt78uX5ylsLj9Pbks7TojbrnILqNuUuN5KCGUcIe911C5TxJCwVo3B8lQkfYz1B2YMlp8nYYUKHLOKZshuJ/vauC1KCschzafl7wLq0cnqHNrvGbY8xRwL+pR8X46Sy2lqx3pdPpABjQG1Y0XL3ADAW7NkwN+tp8g+ZHtJkqnz+mfDhd21m8ydsGaRTHgNAM2iZH+X51e7OxzC+1o+5+hRso8vPNrK2sT45Pe+IlMGvg5tYncLZW6Tu212l4wU9s95nU2dVbnyvT+hpQyKHNh2o6lTFW5fOgZ5u0Pr8WsqJWtTUw71mnTyk9qlIpHyGq3Zpzk5+Qpz7Is98rxaXqbrXYtNnf8MkBMRXWflfTYrT4ySaymNlC/zESNlRC8AfLvGyr5oetwhr+3boybqO5QOCQCobXWlSks2eqsVSPOUyIGVvm7RZXbgpQm7LUnYXYvsIKpQad9GFqlOXOsLAvBkOwTd9mPkcBsFP+s7mYy2/esPCrtNokMwTfFIn/fkdXz2OsEw+T3HpMn7NOKuH02d15fIbOvT7j5D2D+/GTqZ8EuQ29LyA3bA9/zrMtv9zUr6Zu2tNiL8qEvk/fepnE+RDp08zxp5L0sc4z9dT+VVcernBqKUzvAeea9L91jPQyBBJQSKkQOVdMf3nvqsfEdsvKfyeqKkYjAynhBCCCENES2FCgDfqfnpKaly7NzmfUceE690pJf0lVIycYulvjwAFHSTDqPvfpbj/FFD7K7hlFXSCxi5xu4gN9fpItsWkSXP4V1jk8h6opTsg9qh7W2iViABIwNTuktOBDyuRQAlFRPM19k3HVrqWvom0y5weXzKLaX04l1zaZ2zJ6h06V3tN94s5d9y3lt9HpXgFq45sMpNE1ByOd4i65z3KD3/4tZJwvblOPLMqISweqE/ysrhGwe+r0DOi4sSrYswWiV39UfL+6ZiIwAAievks5DVQc4RC5taf0LKQpVjRX3kyGz7fOm25TeR98TveIyL1Tw4MlPacZtcuXak7dJ1L4lXWvbb9DzYzotLI2T7YzrJ38e0n6wWfOc+8jnVzvhXv7G79XsOlbksdKLWNbDO+Q25MsBDO/D1ogAAZBwrb/iOAunzigu3z3F6gawTUNpLGQ7dpH/skJ/xlmbS0f5Mhr0HsT55be2Mn77eSgOf3kEuLsz9Q+YQHdTOLhzc3/tDpKenYypsIFR5UHOelKElRgBgVgWc8Rrt0M/tLVeoItTgB7CO9cZLZcficrQPiZGROI3SZSfX6cGVps7cV48UdpPF0jEdvsV6NbVT2ZdlV8HCj00Sto4cRGub7Ac58tozZ//DllGcOFTquDdaLgdVsZ/YwcGwN6QkUPoJsjdqNs++ICNVsiKPWlCLcUR5IEo6no8dLZ+dmFx7HU3H53UnbQcuo466Rx5Qq+G+QuVRBnDim78I++kFMmPZt3cfbeq0UMnufnpXOuO1VjwAXHf1x8IuaHyWsJ/6xiZke+gvbwr7CKWstPwR65wvTFGf2SFjo9HJfnyOwJbs7vJ+x66Xo46AY1wfmSGfdS0vk/ofh8xVvmxM+h8q8iDSDryuH/a1OiLfM1rmBgCKk+Tz1JA15+sKLa2UGmEnO/XlnNf6icDewQ0hhBBCCAB8N9LOTUNFzmtnPQBsO0PKoSZtkPOHDQ/aKPguV5evPRy2xSYQh9InD6po9IJ2didPzKI/5AEV0BVsaR0+QRV5HnTordtKcrwdlqzaEmZ3/wSTlJNMRex7IhzbgVREe7DEETVerBzraWou4AruVM55j04a69DMD2bLHRJ6UcCTnGSvoxYxtO3vZPPpeQvL32HgioLX8+2ITXJRqaSVzHmwt07558hrYz3T0WoHSF5reR+1vjxgZUvzlWtDR6u72hadrss4An9VkaDyVhbH2To+/airIpGZtm0xagNFRm+1U9ER6OZVX6nPsSYTrnbu6UULvdgAAOdfJBOMvvXhcFkn0bZ/zWq5s2fdEpUQ2vFz6Z0od8p89Lbc5RVoZ4M8m0bJD9TxuF+F/WmadWa/1UnO3SZuGyHsnYU2QrB9gtyKoXe1pTiy+m4ukL+Hh3ZIP8tFTX4ydZYVyvuk58XnxdsvXkfo/zdroLRrcP5aYec8o90JIYQQQqqHyUGyXS6QlPSSERkAkLhN7uPN7iVXyhJ+taFRWs4krFjOrBLWqBkEgFV/6ynsiBI5e/H9oWYzAKAcDYEUORHUO74AIGy3GmRrJ4JrQq22bnuiHVvcs+VnCraQ98Cz2xGtl6dWKtVCs2kbAOgIP+WMKE20bfNtlt+zT+9Ic4yzgyofB0pVlGOMdYJ4ouWiatAnJ5yeYruA7dEBBSry0etY9A76VB01GS6Js1OMpLXyWQiEqyR7Pjvp9qtboBejXQvNOiJOT6hdMj0xKki2UPnlYhzRh7Fr5WeMUY6HAoeiUHh++TYA5MvgXLO47prc3zDnAnlAfcbFR9iAlVGnLRC2a4FUc39vOdl9Zc1QYW+4PvSuwk6PyGdn0DC7IOzLlPf261+kAyAQY98rQ3usFXa8yujXIsrqIWwvlM7IfnHSKTo9rY+pkxAu3wkpEfJ99qekxabOiiLpvEt2eXVIuZz5/V2ISIpxOudD7eyuiMzNyYmXCbvrYutAKvhQBpPo3GUOERgUNpP9Qazq/2JWSGkcAMYZH4iS73qvloABEGwlHfbeTNXHu+TWclQZHRHukpjbJNvrURHiQX1OAJ4w+SIPuGTpdJ+urm0i6wHTfn1er2ssoZPGankZl1JEuLq2aptvk2OHvOrTA3o84hhblDSX37svS8npFNi+OExJ7hS1kOeI3mGvU5ysJGp2y3tQHO+412qIEqMeW1f/rYOdtYM/QuXzBYCsY2QnH/urfC4S0u0zuauX7CQjMuXfXUFsBY1lexNl94E8q2pl+tWcXvb7iEiR9ztqjrwJBUPtuz+3VD6neue6i0uHzhG2jq73FtjFn/emS2d8sXbGO5LL+dV2gUbKSb4n3L71/pMpg2pn/ij70V79ZQQ/AGzIlr+PxEh5HzcH7cKUPyA/Y66y1xfbRcwitd2hCNL+odBeZ3ZOd2E/1ucdU0ZTq7I2Acf2JHLooZNxVpmA/KFnt5WPWePl9o2jI9hz28iXVEEju3Ift10+l3oiuPkCq8Gb1EVeO3yzEkzz2OtEKKdIbk8bSdHyCzlrC8TrBJf2BYk4WUZHhHsL7ewrTA0YwgrVJDzS7q+K/kO2v+1G+eJ1adZ6s2UvFohzOEEUhW2ThB2RKTt6f5wdFOpdCd+o3QN/mf8XU2fdveVnYi2Js9/hl5fLzqh1c/mZw3PtJK8oWZYZdLHcurr0VRuFffQ58pk8806pq/rJS8eZOud1mi/sx3fI63T7UO0UAOCNkRMGvbpfZPsVjD7vB9mW160matRW+fzoReol99vIoyNvkBOegTPkdxi11f5eSlQEgD9B3rc5o+wkqk0rx+QlBA0lUr4+I8L11ru/drVb7xoKjJInhBBCiItPjrsbTZo0QVfHuLhFolx4jb5S/t3lvD+lzXhhexqpXZyO6G7fPbJMaZTSl+6sVtYAROyR87nSRtJZ53EtfiqpkjCt4+5zzCu3qsXzxurzaPkZwMiUaokaLRsDAB69gK207M3f4ZCbccyLXcfkORyOLr+qo9oSzHIsyGuHvda2d91bXWePWuhzyOcEo+R5daCC9hUAQPg65U9QDn3tiAesMz48U36H/nhHkhLlgy1VOXAcPloj4eJVCVRyW1vnfORuFRygXIoxencEgOBP8pkLz5fXKY2y8/yk1fI8pREqz4zjK9UL+9oZ74qc1/Pr+N+tD6U0Wv6+S9QCRelW68xO6C6/s1su/EDYD3xkc7noPCXTfpI71W892crNPDxDaderL7q70qAHgJ+XSt12bx9ZJ63Ays08+8uJwu5/1BphL5llc7l0H7ZO2Lkl0m/k89pnpbhUfrFHJsn2z9rTzdTRDv32sXK308pCuwsm0lP+LpiaxBNkSPxhRXp6Opo2latIaWlpaNLEOtBcVEWDXmsDBp+0Ei97rpJLp4NbyMgVrS8PAAMvk07MmHSll5bgeHn/JjvTQJR8qea2s51rZKYcNBWm2Bfxz2/JSKFTOindfb0dDgD8yiGsBhSBllZDRG+B04O1QIztgAvaKM07FakW97vtfTyqbUE1UPG4Bnhq4OJPkp1PcSPbttMe/lbYX10tV31L4uxig9evBgOtZJm4rfYFGqYGvjsGy7Yl/GFf+BHZ8h4UNJbf+y67i8smvlEDigwbgIUWP8trZ7eV9zqno23bdSOlptrLr54sbK2JBwB57eU9SFhhn+Pc9vJakbvliRI22O4iu52S2FGDneWPWod+x/+Tv13d3tgtjuhJ9dOkZE3F0Nv1/tpVbp2srYUDvQUwqaXV8Kwq1e3Hapry2nPid/b5L3rCFY7zP2JXOCKw1MKs1iH1Ftv3hC9d9qs62r7DLb+bOmunyuiQxOWyfyhNcCzUqsm9t0Albk1zaP0mqMG8nui6hqauqDmNuk/BFDlpdUXOBzLltb06UZ0rQEVFFwYT1W6BHEc4dKTqA7WjwfX5dES7ui9FbW0ysog0tWVfRehrhwHgcBqoiHyX8whqPBJQC/3+RLsgn5Uq74HWjtX9OwCkH6n0dJVqRESOrVOsNF915Lyrj8zsLtvSaIks5NLT1f1dqfrIrqj4sGIdXR96i76SXkVeG/uZwzrKCFLPErmIf/bZcoEeAD77j1ykLxpZfqJTABjceqOwO8XI95VOEAsAl3SW0fZ/X3KesNfl2vHu4kUymauOlPfmWW/LgP4y9HHeSrk4fVpfm3g2p0SOXeNVVLyeyAPAH3nSQzOkkVz0Pjp2talzYnu5c0H3vfW9OH0w9at6LgrY+agpE7BBOLlHyr44dpb8jra9rhI6AUh8Uf6ufPnyvdH8HulgAoBdN8rzlMbId2XEWrstp1TNAT1qjujNtwFcJrpe7cor6mX1pCOXq7GZkrVxJUf1rJZzdC1j44qKN2VybXS9N17eW08j5Ql1RJoH1c43szCg59oAgnoxQTvedZQ8YMcWiWqBxaEfrwPmPFlqZ1+idWp6svVOPnXfHN+H3sWmNehdjnZdRke9FyfZ955OquorkM9+bktbRwWEG4e3r8g2rjBJXid2h5Jecox3CxorjfkoeQ7dDgCIUjr1WjLWNU7wK796QTv7vcdslN+73iTl0r/XY4kcFUwKv2OckCs/84WnfmdPrHj98+HytEmhQ/QHHiGj3BfOs0lWNUcPKV8eNa3QPvte9aC2ickUdqRjO8GWgiRhxyg9eVf/3TtBOvC/z+gkbN2fA3ZnQ0Ui54Gq9avUnCeEEEIIIYQQQkiDpEzWpgKBYVunSi/a0tNttL3RoVeO6SZP2MXoiBXScZPfL1XYK96UC9wA0KJILVhpFbEmLh1xFdGuo8qzHc7t3cp5pRaEIxYo3Q7AyOcgV8nC7M60dZpLZ1Ngi9IEc8jCGGe8Y6d6aaa8lk87zV1yM4qg0rZ3SuGogDkdka8XQgAAMfJ50olbnfJ3WlNeLRR4MjJtHfWZg+ozlyQ5FktK1CK3cl4HIhx5A5SjPSJTfp6wEkcAV0u5UFDQSEnJOBbK8+LKd5KHOSTaipQcnG6/t9h+Hr2gHZkl2+LJtNfJaVX+Ir6O8geAUvVK8OZb52+Yzo+sFu21gx8ARo2eJ+wvph9V7jkAoCRFPsevzpTBWL48x+8wVt4X7XiPC7fP8Za8JGH3PUq+R7KL7TP548/lqxz07G8d4Fo+Z3WWdGBrmRsA6BAnozV2F8uVD1+Y/RLX5svzNo+WAS0xDt3AXY5ktLUFnfOkXGoiUr5Loly5X59lByF60HTsWXJrzrBSR1JJlYk7ZrFcCYto45DTSJK9gkdF/CX8nmnqZB6RJOzs9rZTOKXVDfKAzh6fZUXVtr0qIzZaXiwHN950q40ZTFaZ61UEnDfPvrhiF2XKA/E6BNmxVUdvc1Rb7/SgEQDy2ycJO2atHIy6Bgc6Ul6jBwsA4Nsjl6Aj9jiWwxVZXeRLtdFv8jPrQQpgI+WjdslOMHG1jT489UYpY/PB21LGxqV5t2OwvC9rb5GThb7XWomXpz2jhJ2gAjCPv0h28gAQFyYLfbzWytqkLJNtWfgf2ZY+N9m2JK6Xz0JWJ3kvu95r65SmyDqNOshn5W+nzzR17n31z8KOyJTXeWm1fZYu6zLHHKsuOhIdsNHodXWdbzd2FXaJY99mfJjVTN2f4+Jt9HSoaPuKtK0ikfINLXKQEEIIIQ2TfbI2vaffaf6m55EuZ7ym4EU5ZtI7u6M32Z0k+QPlbgxfro7mtHMDvRNJRy17HTIqnmK9U0SO4f2pdhe6d7HcseFppjTOXbvAlDPe6LHHW6dUcIeUz/Eqx3Ugx855tWSNxyED45yP7o9jF7p2vuuksjpKHgA8Kk+Oc3ecRiXONRJBcdbj6vGHOK9uBxw725Rz3pdj58X+WOW59aoddo2sZ1fv+PDH2+dWY/Ti81TkebKdS0eon5CWsSlMsb6BeCW/W9BERdLvtPc1p7Xa6Zaoo++t3yI6Q90nFbHvSqgarj6Pt8SxyKTX9NR5wh06+9++Lp3xw8YtFvYP/z3ScR21qzBN736w1/EWyzLzl3WUBRzbLPQute79Nwo7ISK0rnrHI+WcMMfh0NfOeZ964LTMDQDsKJSLizr6Pt9v66TGSknrbtFSNjcnYP1KxyfKnQB6/v1NtszXBVR9TlujsjbLli3Dr7/+ioyMDOTn54dMInvnnbZzJbVLedsrjj/pYVM+ao1je/1+VMRZrzX9giqrOwDTMWrdv/yedhCiyWwvO+jmP9tBVVFj+caM3CHboiVgAMCjtlnHLPrDlClNlRqDYVvlDz+QZu+jp5t8Ie4+MknYiWvstsCwHOl81yv3wWj7EipoJyNBojfLXqGglf3M0RvlwoBOmJfb1+pxxS2XgzXdFr3dEgAy+krHYeOlalu2I5FgQUvHgC4Evjw1yNXndURj6G3kmV1UQqcddpBYmCw7sEHjFwr7mw8GmDp+1YlHqTQI/c+327DnfSA1dWLSVNIhx2LDwuelo73/ldZprrfalSg7zNH/6gUHrdkX5ggmKWqs2pusZDB220Ficld5Y/7WWTrwz+80115I0fFxKadTn1I4j6w4RdhZ6kGoSqdeEae51qDPDNjIsEGR8h1Rk5I01WVfgp2px38ujjfU7fcm+auD/A5Jwo5dY6XG8juqRW2l9elKKOdvJSfmvp1qwdfRFxd3k9vvIzapiD89QQUQjFcRZYXy96z1dQEgbIf6jGqiG3REoWntW61hCwAeHQXokmDTaOkYva1/ve3zPSoi0dNSjVFybf8N5TRAglo4c8nfKSkALX9XmmIX33S+Gt2PunLTmCSx6v4HGqn7CqA0Rp4noKIE93Szk69olcjNV6R0YsNt36X1ZfPVRF3nRgFsEroS+ZUiwsY+mL5K76Audcn2qubqPlI7LwCHjI1jqlSivtb8tvI7jNpmnXnFyfJEvlx5HX+8vZBe5NbJd//yp29MnXfW9xP2eR1+FfbtPT81ddo//X/m2P4c2dcmh1v2o9xqXtJYvleO6Sk1bAEgs0i+I2J8sk5msZ1066i5fKVNpDVtXSRFyPfMsORVpkxeQD5AacXyN1Xfi9MHk6xNRTilvRzfbXrSvsPajlc5xZTMTdxCq7+s9ciL28v2eErt7yzoVVHKv8vzBlrbpIX+ePkcRiyT/ZC/s5XcCVsuJXVK1dwtTEu2AUYqTUeeI8w6H73aYa+lUB19WYXOqxLCakc7HJr0eqzgbS6/j8B2mzhXn8ebosZXjsUSHWTnSVKdiqv/1pH/6jMHdzh8AypPgMlPEMrhD6CwuV58sM9keI58N+a0U3PcbXZ8VRop269lZSNybdv80eUnfS+0ynyI26b6MrWQoOfagJWLy2+mfnMOh7hHuQKK1FcadCkNqsfYFdEepYbNBUq1TS9YAEB2J9n+O06V/cFjK04wdQr/cPye97/ObjueKmxZfgLYrl23mjrt4+T8+4v5UqO3Z49Nps7AFPm+mrlDOrMLSuw4NF45+bXdM7Hyueey9aAGQHP1BfyWI9/7FzaTMnwA8EuuHI9UtL+uN1mbDz/8EJMmTcK6dVZnrTzonCeEEEIIIYQQQkgoXMFks768VR5QTuc2F1sHElQgWNgN0pEbmGQ9h/mtpOPTq3xdMUusc2vbWe2E3XKNcg5nORZzY5XzKtLhBVQEO0tNeV9apiygHeSwUe5B5cgNa93CXihHBlKFOgcAeLWjWi+KOzBR+w4teJMktkQ6yb3JSfbEOnhULwJ4HNIxKso9kCLb5vwOVVsQUElXXZ8nUh4Ly5ILfwHH4npQ5c+LTFfBDo6FkLzW0hmv873o/HQAkNdC7SjfowLfHDljtHxRqWp+vGP9y69uf2Zv+XtJWuN4vtS1tYM8arddOMhOVbr76ro6AS5gE8tqPXkAKFRrPTqAQMvnAEB4jrzf93wnE7duvErlMnTQ+SEZdHfz+R+bMk++fpawddBB+/4qQhDAuhy5upDaWebISIiwwTRvfjJc2H4lpzNkiMzvAQBbc+XqiI6Un7/L5sxIUlI3MUonKbvEOucL1ENYrHTpZ+dYabJBcVLKZ9Vm6dDv2kZJe1WDajvnn3nmGdxww15Jj8oE4XsqoBtG6hZXlHyoyPiTk68wxwrfTxJ2tEqcZiLbAOR3l5HnmZ1kncbL7Q/fH+srt8yX8+8ydUaMfEjYJSqSPmqHjbIL2y5fVH9c3smUaTdNaWepZHfeAoe0xC4ZsdHoJzXA0IMFAEWdZXRe5Bo5kPQ4Bl7+LknygIqiK2hiXwMxK9V51O81Isv2LIEklRBPRe99Nc8uxo06Sm47zegn71Ozb22SpPC48geoEWlWhzHzSBlBWqg0+5LW2Xud3VZeR0fKuxLsFCfI+7TwYRlh5pXjcwBAIEmfSJ5j0as286zK/YOSGKVJ6Hjc+v1Vdtp7etuBSvJyeWKdR8UVOagT4BW3VJJBjiAPT6E6sdLs04nfACD/Zzk4OP+UhhMpryPWH/5CDqrWj7fXTQzLL9d28djKk4T99+5fCtslr6MTs+pu/6T25SftqShfbpD6gjV1Xs39vT9Eeno6psJGmhFCCCHk0CY4sfxd3QAArxxXfpH1kimiNed3ZicJO3Wn3cUWoyKXvemyTDDbhug2XqbmsFpqxbHDy5ejtMcTVSLazfYelLSX4yKPkkItTbDjJs/cZcIOayHn426Hfvn68d5ohwNZJ2F1OedTkmSddOUodEjUaEmdYKG+13YSoqPTTaS8o04wRu2W07vNXCinuL+ZdD6GOZKzB7VGfkBeR/stAIfUjZqzFyfZeXPcJjnnKEqRn8/r2AHiV3PN8HydQNWhca4Tzapk7VrmBgCKmsv7ph3tOhEtAAQi9C4wfV37vGmZnkh1nWLHXFpr5ruSu+qk9WqTlJlbA3bXXcLv8jnoMFXOZ12snyTnml0dyl7HnrlE2N9/KaPgF2fYHTk7NjYyx/bH3zH0Qlv3fhvlOfPtzW0ULZ/JHXmyTJxDPiegti/+s42cF0/aPtzUyVOrP/l++Tt0JagvUQtr5/RdaMrUFNWStdm6dSs6d+6MwsLCSjnbg8EgPB4PSl0JN0itUtntFSbbvdq2NWPTkyHrlKpEMZ4Ix1Jk11RhFjbTehr2+YpZJs9b0lb+mLyFDp05JZ8TVIMDryPbutacT/41w5TRiXnMSn4ze389OpmP3hLn0PnTaG06T6Z1TBti1bZBxwApGCE7Ba9aSAg0UXu/AHg3yYUCveUyv6VdvYxOk/fJt0e+mP3JVo8vTA1C9HeqJRUAoDBVLmP71Ha+0li7QFGqNPK1/n1RY+up3jJC9rgtZ8u25bSxPXLJ8fLe+mbLe+vS1iuOU8+tihjQW+0BoKCpGlQ5tvjpCCCv2iaoBz+Alb4xmezb2+8jcot8brWDvzTGfmZviUoqFC3LbLxGvasaONqhvyRPOtHHpsw3dUakyq3y2iH+fU43U0dvvbtg7pXCvrjpj6ZOTTjWa8tZf7DJ2rjQUjel8fKdHPa7lVHZ+hd5P5vPle9K31obrRdoobZ3qwmzb52tY6LZdLSea6wXJd+FQbV66Mm1jgd/SxWxmCnLlK6U2rmAnYS78GodWz3Jdm1XV1v/PUpuJqgdEXBE9Kl7AIfkjunjdaCCM6GcGi/pc+jIPFdb1HmDjgAJj5IlKGkuy/h2OySQmsv7FJ4hv0N/ku3zde6Z4nj5fbgm3bu7ynsQlam2vBfYaUxRorqO+sguubXo3fI8xbHyWdfb5gGgRCe709K/Lv+NOo0r6Zw+VqyGXAFHaJVre/3+lHSyv0PvZvXuUUPXwla2/75wwC/C7hJtgyg0c3M6CLtVZKawX/1wpKmjIxRLo3Rkp/0+UnvKecH6jTKg5S9H2f5uXZ58Txarmxvjsw6BjEL5+9cOgqbRdoD18sCXzbHqMn9Tqjk2sO3GKp3rkJO10fNXBzoATQec5Q2TUgwAEJElf9QRa6TUQkEv69yK/k0+l0WdpQM88jdHVL+SoClNlP1fWI5Dsi1TyjVoJ3qwlw0uC9sg2x9QcnfeVjZyXieADRTItoTFW8dbQPVDWoMeAAIqKC1M9cVa2g6wUrke5eB3LXwEVb/pUVI4WqZnb+PUS1n3xZGO6CUtHWhkbhz3QC8CqOu45sUlifLlH56tpEILbEdUGiPfc6VRKv+Cw9Huj1WSTnGh+0jtnC9R/aqWdgWsXGq+egRjHUPXiFylH6+C5cIdEnM6yE7XybM/ZSvv6vCiFjaXz0/cepU41yGrl6/WxIqayOdtw/V/M3W0w/7ikTJA6513hps6RlY2Wrb12mO+NXWe+UH2z94CpQ3vSDzbfZhUU0nLl31myzir7aM15kNp0ANAdonjd7cfI5vYvGqzM7oIu3eifKBKdcZuAKMTpTP+qR1SZuiNQc87r1/nsjbTpk0Tjvny/Pwej6dSkfWEEEIIIYQQQgghhBBCyKFKtZzz33//PYD/RcKfffbZyMrKwsyZexP1eTwe/Pvf/8Yvv/yCV199FQAwatQo/PnPf65ms0mdoVZsnclcFVunylXdVtfJFaP8PjaZqNboi0kPHam97QypPdX8J5XEtMAh6qUWw7x5WqvO1kn+SX1mV6I3jYrW86RZDa+g0vvw6Ag5R1tMBF9rtdTqqKMj70qTVPSFTswHIBihtkI2l1GOgSi72u9VSfT0lkt/R6vpEpYnoyT8KTLq0bXaX5Iil9l9+fIze8Jt28Kz5Pdc2FTJGaU7kg9GyvP44+R97HGnTdSa8aGUscltqTKp77YLlDkqoUuy+opdCfLUYjJKVUS7jiAAgNjtSn/zqrWmzKYXVAI2FeGQ64giiFcBPyUqoDRiu90po6MLg2FKKzDNrlrnqwj82PXyvFrCBgDuPeMdYVckaayOaHdJxYTihl8vEHaCDgMB0FYt9j/T7/WQ59XJXE9qL+W0pOiNmxuby0S6g9ptMGVciWX3Z01hc3PssT7yXtdkpPz+UNaGEEIIIfujI+V1VLwrkj5UdL0rIWxgT6awc07qJeyYzXaOWNhdhv5G7lAR7c2tjILGo9UGHLru2UfLMWLCCqXTsdUxFy1W80adIFZLy8DquHubSNmL0q02cWNYGzmBCKRZWR6v2vXl0RIvjp3eHnXt4C45p3Xu1tf3MkfN83WUPGCj3vWc3VVH7zRUSWVdeQS8ys8SUPPvMMe82ES5q+9QR8kDVoc+rFi2v6CxbZtJ4K522Yc5XBB6d1lklmybThgL2Cj3JLWRUu+qAqyWvaYo0SW5I21dwrXDXO9QK2psv/f41WoXgmrvOeO/NnWa+WQk+aOvny3sIyZKaVoAgHWnCc477ztz7N03hwu7VOUreParE02dQYPkF6Aj2v0B+7tctqCDObY/Ox1zuD4DZbR9Qrj0zWhteMAmlu2WJFUcvtwpdx0DQMsYea/X5sm2jEixevgfZA4Qto6U13NVoOpJ3qvlnF+xYkVZRHzr1q3x1ltv4ZZbbilzzgPAVVddhauuugonnXQSxo0bh6+++grHH388Jk6cWJ1Lkzqi4GX5iERfKR2wroFNSzVw0dninRvT1Va2oNoS7smy21+StPSN6oz8jRySKKpT82hNtSjbGZXGyQ7Z0ScYZ3xgu9zmG9bUIWujtrP528oyvm3Wae5RW/aDW9R2YpXcaO/FVQecqQaOju173kzVI6lBiOseBFViG38LuZ04ZqfttT2F8vvI7yQd1fGrHfpialt8Yaz8fmI22v1ipWorZORu+XwVNLf76rSOe6RKfLPqtiNMnZR4WaY0Up5jVw/bgd168sfCfnbVWcJ2bYvXznmdXEb/HQByW8q2rH27sykTpgY3eut/jGP3uh7cJK6Tv6kdx9sPEJarpAyy1dY1x27duDWycb89KLVCXc75ijjjNVVxxk9ZLjXmG6nXyJQjPjF1Ji45R9ja8T7u4xtMnfXjpSNdDwaOjLVyKIvz5KLYtqLhwh7kyIMQ6h64BiGhylR1kFLVeg2Z/A5Jwo79SQ5I4di63fpTOeAM1WcCDhkbtX1db5sHgIIOsg8Jz5W/X98a66wIxsn2erLURFfLrADwbc+U51DSPr5GVuOyVI0DtIYtAHijlWybkpgLOmRTPKEkaRxbz/VCuUfXcUjHoEhN/bSWb57jxRfvHHH8j4jQSQJ1DhyPdhAA8KfK/jo8TSX4czhFtIyNToZSlGxny1G71IJ8MzW2cGyL1xNmvWjsK3QkhyuRx8Jz1Vlc0m+N5EHd95Y6tvl71dfuy1eSO3YIA7/y8eS0teeNtMM/eV7HoxJQ44DCJrItsfMd+gHq0nn95Ymjo2z/HeeTAwMtWTPjp772OqFItr/LsHzlAEhUiR7z7W9j428ySRti5TtiT0loaay0AjnOTomyz36MT97swlI5EAp3bL//eoNMMndie+sAqCwuCRstdaPL6PEK4B6jHHRomRFFMMM6mT2NVT4qnTPtYvsD3n2u1GhOXCd/D/mt7TMW+4d8n/qT5G8xvY/9bTZZLOdq2gEboZO9AojbIK9T2EbO2SMXWllWIxWj76Ojn/Vvl+MRX3Pp3ApzzEW1M970uwA8UUpnv3GS/PvWNFMnqMYF+jstbWz74rCtamFAO8krIkunF0dc6hCq7zUScwlWsFyP27w58hksaWLr5LWW9y1+g3x2tOwNAHiUHGp2W3ndlN9tJ7O7u5pLZynfhyOYLHaHfH60LGv0LnvfdP42Pcd19fn62jpITY8bXOg+3yU5V6raovspwC5SaOWV956yDvDrJ3wg7JX3yDlu13scznl1G179Zli5fweAcDX+cC10aBZ/beW99qffqNB92bCjZW4LVx+5vUD+VrflSzsl0j6T7RPke31Psfx9JDh06vXiQqNIOZ5fmJNq6vytmVxQqak5rotqOef37Nk7evR4PBgyZAh8eoVzP8477zw8+eSTmDt3Lv7xj3/g6KOPxtFHH12dyxNCCCGEEEIIIeQwwBUY5sqBtj9FQ2xOnqiVcsG69J8yFHX7GOvXaPG+3HVadITMFxQ/f7Opk3GijIJIWiWdpy0/2mjqZA9S512dKexgimMBWEVqR86XbfU4IrVNAlW1GO1JtPrxPh0opvOlOBZKdAJY50585fD26LUExwKpR2m9B9TCgVcFDAJAUN0nvUDhureebNneYLJyvDsi5z16d77eVe/IG6Bdvf7G8l5HbLMBaFo7Pajy9IW5cvCp4MTYnbLOni52wSjhD+l1zuglHfrhjq/U69d5WZQGvSO9XtxWpT2uo+sdfvaIXFVHBcd5HGt3xWrDil5sd6Ej5125XoIqLsGjnPUFDrnxBz6SkfKX3Sr/XpLgWJCIkd9r9Gb5vgo4dhO4ziPqRNvn+Iij1ssyrsR2Cq1DP/tHucNIR8kD1mnuVQ+2TtwKAM2j5O8hu0Q+t66ofq/ara8TxDZRznoA6NpG5tkYWVr+gkV1qJZzvmQ/CY19wvbaQZ+Xl4fY2L0vlt69e2Pu3LkIBoN46qmn6JxvIJz5/V2ISHJHk0SdIx/6gvfkKvx3I+W2QQA4JVWu9oWpCLLi9vat5MuSHXuJiirQHQ0A+HRnozp+vSoM2A7ZJFPLthFlYXtCJMgDTGSBN072NkFHQhq9Xc8kAUywg4NgrMpK31h+H57NKroSsFGYKlqhtLXdThmWriIUVVQ8HNIxnjz5HYanq5dbY7vaH1TbqcJz1Xfq+N716njsUvnC3HO01V6J3yjvv85cH5Flo/q9RfIzhhU5ltAVYSoqM7ud7EiibdAHnnvyLHkOFTlY0MTeg+gMlfhGbdfzn2nD7mI/UElxi+zvQ0f2N/pNfp5Iu4EFWe1lHb2F0bfHsZ2yhXxW/Cg/oSRgk791v1NGEdx7sZRV2YvMXK+j69dNkH8HgJ6fTBH2b2dOMWU0+Uqn55E+74Wss7lAfh+D+mh5GbsTQEfXH6eijTcW23dr20gZVbClUF7XJWGTGiGjirREjT5nTXH2T9eaY93i5HaNQzGSnhBCCCEVQ0vWAMDJKTLZ/Re7pexA1CrH1k81D4tbLOcTMV84IrWVMzisQM1bHBHUOnFmTqocuyXmJ5k6kXvUTm+/moO4koErR3Swg1xs8Ox07MjW80q1GzmorwvAszvTHBM4dpsZ57XHIVGj5qtaQsibYBcKgs3kmNYDOaf17HJk39QLBWlqFaCd2oEDWMd6lprjOmSGEKt8GQnyXnuKXVujVcJONR/yN7b3wK9kawLKAR7umOPqhZzwPJXE1JETt1TtItJyqa4obJ0QNkztagtTyksAkNdSfT8hdosDgCegpX10O2wdvUNNB3MXOtSmCloof0+RfY6j0mVbCtXUzOdQRw6qOe5Lq4+Rbd0tnfcA4EmVqyH+dOkTWn279McBQKeH5dy5/SCpTbtusVwUBICFy+TuuIgM+UX3H2kj59sdLc+bUyTfK+kF1ie0bbmUTO14pF3o1KzPlV9Sp3g5f92SL98PABBQqzuNI+RvubQCiw/9IkJLXN++dAzydju2T4agWs755ORkpKfvvQmB///S3eeI38eqVavQr99eHeZdu/ZO6IPBIH7++efqXJrUIJ8cd/cBswafkiSjE6LGZsq/x99k6uita5veklmR2z5glybz20hntlc5KMNzHfrrusOKlY7Q4iS7whaRpbbF5qkyTe1WPE9GprADGY6eROFNUS8DHVUAINBOvoS8+eq+7HIMopSmvCdHvUBc2eL1woAeYMQ66ugtfZlKz19tPQRg9PiKm8kBhGu1v0SVidyl7pOWHQIQsyFT2Hm95SAqeZ5doChulVT+dfSiDYBAuNqinyKfFSOJBOvA96jBTUy6HeTq1f7MjvK17BqEhKmvR2vZBz+0nZGONCiKtwOKeLU+VNBIlnFFCESpn4Py/SJ2i723uT75rERmVEByoLW8meNO+kHYD/7b5jKZ3Mo6uPdHD34A4JyOcktsRZz1FXHGa4YnrxL235ecJ+z14+1iQ4epUGXs4oLm2l8vFHYLFWWwKFfm7gCAnZFygPfrilOF3ckRVVCVLX66zgdDDz3H+yndbzPHYvTiU2P5o3EtTpU0kX2knrDBI2VJACBqifxB5wyVA+y4b2xeABMrpSfUjh2SpVqSZrdaxXP0f3oC6tFbg5vYvjhMRc2ZaD0AgXw5YPbqCL88x4Baae4GlWMh6Mrloh0wraWmsMfRfxuHhb63Likc3X/rc0Q5QqOU5JHp3xwSNb4dmapt6vNF23GC3n6vc9FE77Tfj87dYvKnRNq2JWxU2+ITZJkdQ0wVxG8of1u8K6JMT5jDHAvYmuwO8jpxm5UjwrGorx0AyatNERSpbf1KSQbF1j9jykRkqohFh6pNYVM11l4rC4UfmWnqTPt9sLAv7jpP2EMH/m7qzJ1tdV9l2+x9Kmms9fqkGZ5jn5Wi5rJOt47S2bp0j3W6NY6SX7zeBu9yIjSKKn9i3iXWOoKXFMq+dscaeR+LdLglgC3F8j14WsISYbtkbfSxD9dJmaHTEkJoJh0E9J5+pzm2VDnjjQb9RisLcfxJDws77g4p2+a/yJHbRs2hfJuURIrDOZ+wWb7DIjLlcxqItYNrLcNamqAkVtMc0TIKr3bGayk1AIHd5T8Png7WWaflZrBJSebpgC44tN8d90kHsnlbqvxGjvZ78pV0nZqvQunjA7CR/coZ78l1jC2ayvPonHUubf5gIzmW1n1mmEsKRxGxS75rSl3PSpGSVFXjgkBkBbRLVFMi9lhfTaHSodf9t6vPLFL9tXbOu/ygRgtezaW1Jr3rPFr6Jqe1Q5pPRfqXKteGS9bGlx36Xur2h6ufqjPaXjVPa84XJdvPfHGnRfKATBuHDlMd0fbJ8mYe3VhGxa+JsX3k0X3kIKVVVKawf8uS418AaB4tg121098VOR/ZR75/tUO/cxPrrN+cJ+dPGUVyrhTjs89xghosbcyT8/6Rjexiw/T1vYX9Q47svx9xrOf9ntscRS65yhBU2zmflpYGj8dT5nhv1mzvBNHz/ycDd999N6ZNm4bFixfj888/L9OoT0tzhJASQgghhBBCCCGEKFJi7OKIdsYHtm0v9+8AoMOMSv4kvXWe5EQYtGNXJwbVOuMAotKkMygsVzp28zrY6+jcWKV6t7VehAXgiZfXLuwsF+115DMAxP4qHV42n4ojulstcuucJDqnGgAEVB1vkuPe6oXjUh1t7/DkqoUAT4xSAnDpx+sF90y1W7yNWhSAjXIPRqqALcfn0a5Rb4EKBIiwbjhvpnwGS1rI8xYnW89uQO0yL41Si7uumASVz6ZEacFH7bbPij9aBWyp5kdmO5IUq/gfvW7pdTjAtaNa7xbP6mifg4T1SkNf7eoOtzFFhkIVExKZacsEGsnrxGy3bclLlR8qersOprHnDVfBlgWtde4HW+nVmWrnsyoSlWbr6F0Wu4odukKKH5fIINtLh84R9pof5K5uABh+0mJh9+wvd4e3js40dZYVSid/O7WQ7HckhA0lhdM+xubZiFH6Rd1j5SJ+vmP15PQOS4X97twrTBnNi6nTkRFfis9ClpRUyznfvHlzrFq1N/ovI2Pvh+/e/X8Jb4LBID799FM0bty4zN7ntE9KSqrOpUkNsk/WxiVRowchuuN36b95W8ofV+p4+eMq3WEXZuJ2yMj9gp5yCcoVSeiPlY+vL0d2enHz5ZYaACjqJrf4lSr5HN9m+yPWkYIeRwI2j87irjt+/XcAXi1BowcdrkRvoQaFYfY+GVTb9Oo/ABud0EJ+P661fk+BfNlF/K4SBzoGa74sFUWnE8o1txFLmvBsFYGSYMPDAhFKokYloi2Jt/daD1yi0+Q9KUpxDJBUstpGK1QEVh8bfegtVlEFFdgBpZO7JvwhBwL5TRzb7DLVVkJHRJ+OeiiJlefRWoEAkKXyymrFE5eeYCBCXts7QI6ailfaQW7MJvk7fGvL8cK+/IovTJ2XXz1Z2DpB3mVd5AADsMnSKiJroyPAw70yMsGVbO3hL+R13jrrn8KevGy0qbN+/EfCfmXNUGE392WaOk0j5BcUqUJIW0fYnUCdI+XoWcvlnNNxoakzS0Xo1xS1mXSnLpix8kFz7KSoC4TtUcnTdOJvAAhfqmSPVGSzTnwKAEHVd8X/LM9RNEAOuAEgPFNFrukdXcWO9/h29QwpjVpX/+3ZKV8UAR3t5kruV05eo33oSPmATibvOEdQyQN4VX9d6pC786mE5zr63pkcTu9sU1H+cGnwBkN8z8k2hNqj+2+f2gkQayP0S2Nkf+bbo9riGFr4dsn3tr+xfNkXNLfjnthN8rw6Ut6VzDyvufzOonbL/iNhrSsirvxkcK6Jut4NpyXawnPtdxqnArl09J4rCZ3+jK7oPL/yL5WqRyfCETSrdWxLklQ/qxMSw+rCFrWVv3fv/CRTp6it/L1sLZJl3hgkI5gBoOtXMmr5iJFrhL1kjk1Q7y2RbesyQO4EWp1ps5l78+SzXlwq7aRIxy4eRZaK1msTl2nKZBbJcWarGPn+WpJto40HJG4U9kWdfwnZllDo5K8u2qhpgiva/lBAS91oidXCznaHeNQalaRUO+Md0jGlKrHszmsGCTtpg60Ts0i+KPL6yecjZot99xc1ls+Yt1j+nnMH2Gcseofsv6M2qH5281ZTB6ovC+q+d6faGQA7Dzaa7Tn2BevR81UXOtG96t9cGu3wq7BqNccNNLfaJB6d5HaLnI9rxzsAeLNUBHsj2d+F5dq26Uh5X5p8TxS1t4nvfcrRrvuH8Bz7fGl/iHbO62cHcPQhroUPhZaoKVW67jmt7fhQ764uSla7yxxfqdacL2gsO82EDbYv1lKtMWozR0FTV/+nrqv6812D7K7JiDT5nbrmuHocoJRPEeVQBi1OUgeUM37jNXZxsdtdsl8tTpH3oNix/rV2onwvdrlf7ShqYp+vY/vInd6rcuU7wx9nv4/usfILWJPt0AhSNIuR7w2tbb81336gOBUZr3eHu5LA53plH7++QLbN79Bnytwm37dtowcKW89VAeD+3ptREp4OwLEDqxyq5Zzv27cvZs+eDQD4/fe92xiHDh2KuLg45OXllUXJ72Of7fF4qDffgChP1kYn2DHbBB26f3qbYHi2/OGsedBuv+92u3TY66z04Qvsvl9fZ7Uc+7tyXujJM4DI1fJlEVBadf429uWh5XKiNroE0mSn7Vf6dWGx9uWgdf60FrzZzg4Y/XgzANIOAgCelCR5QG9Xz3TM8pSuvkcPOnQ0A2Dbr50TWvseQEmyPBaxSd7bKId0jKdIfkYt96AlCQAgPEc5mFTz/TEOiZe18r7ktZcOjVJHVvqYndIpUqIGTNHp9vOE58tjaf1lWyIdj5t2LGSlyjptT9to6qS/KieypRH2M0fvkjemKEkll8qy7W82v3wnSEEjx4BIbQv0Z8gO1+dQkdCDmyvPkc547YgHgN8elIMQK2NjZWFcjvT9ueHXC8yxf/aTDmPt4HdpqZ92rBxAvLJL9okxYfYmaImaPurdpLXhAeB7NWBoEZ4p7Ay/de79WpAq7Jaqjoszk38VdkWc6hVxtB9sznhCCCGE1B7OYDKFf7OMhvR0tnNCBOWYN6i01Et7K50IAMV9pJOm+dly0chzg/XW7Rkmx98J69XCrGMxN2qbWhT2aKemDRAqbCrnVNFK7iTQrzsMS9T8ukdHedk91tFuNNqVs1snaQUcC8s+hzyIDmwzsnoVqKPmgN48x4KcupfBVtJ5pqPXAcDfRM4Bw7T0jUsuTi1gl7RSub/03BRAQQvpGzDyMq7oODVXjsiR903LtAIwUdZhevGnpXURxm1TgW0qCtvlqA5TtylSBYrpxK0AkNdcRb2rn8tuh0paVLoKdFO3LdzGWJhFcL+Ki4ldbxdp8jupBSRHRHvyIiUrpH+qjnWQ/Fbla9m7ZFi9fU+QBzbKZ9Qli9t9snLot5HfaeQO+73nHyE/QG6J+kCOZ/LbDJkw9Y+lKtn2HpsfsPMJUmInNVY6QLYUJJk6iRHSP5WiVlwKvfY7TPHJ3+XAJOk/nJEjJWwAYKd6x20rkn6LlpGO3BZVpFrO+YED964aBINBbN++HStWrECPHj1w5ZVX4oknnoDH4ymLlN8fr9eLv//drgARQgghhJD/x955h1lVXe//vXV6haH3XkQ6ooAiNjDGKGqsMZoYY4xfxRI1KnaNGhODPcau0Rh7VxAVRVDpSK9DL8MUps+9d+79/cFPwrvWZu7MMDADrs/z8DzsM2efs+9pe++113qXYRiGYRi14cQj76LylGrO2yMdxwAor2vpzORbuEpVSRaOVZvfZAN+mwLhKAagohl7SCcWsPE6KPNgAQg+yu61kUvYcuh3eGqXCTmWWKKIMJdRbgDQgY1mUWkQdzl9ycSswts+5pCSkRHmUYdGu1wY8EoDuCtnjJC1ieawAdxb7ooqFEZ+YauSecoAQKhlIJwtEuk6IteDW9kiHNjusBALvDki70ch3+fyjjryTXrGh1NE5Hexvoc7u4gcBmKXxELthBcSucoCFXxRvI6Ax4rmfG2TxG2XGvQAUC2ipoQdFP4KR0SasMGWthELFgW6TmVXfk6TlwnHREdS3LQfeB9p4AeAMn6llJNdcXd94ASRZLWqJV/Muz/SntmS40dyTpLPvumv9llxMzuldXtA5+KQpAf4GYxE+TmQEXgAsHguS92MP/Y7Kq8udTjDiuMWCK93lxSO3Gd7mN+PJK/+FpVH+fv73A5e+Di/mc6L+n5pPyo/1PYztU9D4YnFapGNYi9s3rwZDz30v5t6zjnnYPDgwSgrK8Pxxx+P777bdSN+NNDHYjF4vV784x//wBVXXLGPTTfqQ15eHlq04BXio0bfgmDQrTn1xac3UNk5uBEkLpeCYjIJmv4oSW8FTzPuXMsP08kmpPRUcQfuoNu8nasbJ7y3IyIszb/ekQtBLjClOr7EIow8KrwKvFIDDwBk+KQIv4+5BkTS+1ys1LsS+3hbinCaMuER4JLPEZ7zanCWor3gZVLAUDPu+JUXCPQgI3l1EZUjzbW8g38nD9bCmXwef5ljqVgONsU9jSbodcrKFnxcmcCpKit+iGZUeNcnFDrCEYXXfkk7kRDWMTiQIXMyhD+S6FiWl6H0juN6I+I4SSKCxZGExzUY2xOZ2A4AqoSuX2SAyJS+Tt/36jRucNIGmTFIn1sm/Rt7Cieu65+ik8u4pG7qSpdJnIj23GP1MdeU88AkS2R+d7VtURl7GrQX8aLHpOhEfB8UD6ByfpivbapDR+mMzNlUXhbi7+83UssIQOdkDn0ujfD705Ae8K5+bPv27XuNANvfuNpzxEm3IpiQiuQ1RXHre4qEZ5qrj4lHLSKgqrqy52DCap08u7IHT+4TtokwU1e4dyUPfqNCIsUlneYpEZNs4WlXvSZXn0f2o44oKSUxJ5O9ynB2OKLYZGi9qy+W8jgymatDCgcp4rsmDQSOZHcxIXXjEZJBLsMJ5O+RRgOHVEMsSU5K+Vsvw/MBwCPk4aQhqLSLNiJ4ROSev0x4djoiuoo78nGlLEywRPdLMoKrVDhpZS2LP/Upa8vHcIWilwhlFantm7FaGzhkZGjI0UfK8a0cB4R1F6nkD6pEcvZQe/18pf7A752Y1yKcods//hjuR9/8ehjv4Li0Mnmr1CqO+XWlkSMXU3nmZ4fxMRxOtG2GsLe0lJhzydrkV/D7EhWDiYHZQqIROoFceYTfj2HZ7E0NAFki++CKMv7WPjXkBVUnnmxNfSRqZGQfsCti8GDoV39sj2suKiVqpMG4sreeR8o5rpLC6enQHhffMF85n8e3iL0/ASA8mMdM3kp+LsMZDplMMX8IlPJ5pOEX0H1vJI3f78AOhxe80D33bhSR7K4+RsyhlN66Q2YPIiFsbKejjxTfxmh3jlJQMnuAmt+p35Pn8GgVY6NYMl+nSIaWZPOVC0nYrTz+rm6v3xP5rfcVs5HTpTkfzhYR8rWQm9lwPP+e1jPEs1Kk72F1ouMDugdVWY6kvqI7KOou5WZ0fyHnkbVJzi7njTKZeepG3V8U9eA6QkYcpaN1NET6FO5II+I8Ef0YQNh18X/nv6f2eey5U6nsF+toLrmZ6v5CJnADty1QrJ8DmcA2miDGV6W6TkjI1ngr+DnoN1h/v36Y04XKFx43jcphR2f86hds8F5zFS8KyEhwQM9HN1Vmclsdg4vjszlifHYJLwpUO4wDUi5HJogNO2RtZNvu6ve22sdFffrVffKcb9OmDf7617+q7SkpKfj666/xz3/+E++99x7Wr1+PYDCIwYMH449//CMGDx68L6c1Gph3/nslcnJycPj7t6q/jZ7KEQ4exB+kbXqEJ4+tzmDPg4qTB6o6qd9xhxtpzda7xC8WqTqhoziuqcVsoWXaVmu5+TaKUDxhnJf6dgAQTeWvn2t13L9KdP5i8BZ1aMmqo4iBi7M7loYGMfj0urLSuwZJe+IyBBWK3yPX8ByJiHziNweFbl64mT5P8jo2KJV3zaRy4nbtGVLVkjushK0ieVFIGx4q2/Nxg4X8IY759NWWoYTyvksPAgDIXMH3ubQ9/+bK5vqTu5Vlw5EiUiW4Bi7SSCA1/KTxHgBStvGgyRVKKAdRUsYmnKzr7Ogvng2ZOsExLpYTc99Cfg9DMhEOgKSNXCn1KJ6IXd19qqoz8b2zqfzJB2xEmDTxVd04gZzISlkYALj/Y96n96BcKrsM0/9cfozatidbwplqW1hYpWYVdaLyDkdMaQeRBGBZCU82Hz/qZVXnxoVnUvm+w9+gcqu1Oqb0PztYd/W5oc+pfSQHu568YRiGYRiNj9Kcb3cllZXjGLTDWbA5W80SlwgLH4CPN0yq8Rjbf80elgDQfBHPObYP4XlMs6WOhVmPmGPIaVgLPd6LJrBRSf7mil56sSFpuVikl05gDs125fAkvfhdBmUxj1SL4o59pOe8cmQAtKRqLYzZsRRh1RSL9gV9ddukc1JKFh8jUKTvoU/o1Edy2MZQ1UzL/yTs4OPEhCSNy6je9XWeSxd352dDLo4CwPZBbNDPXsbXwOXkJRfGA8InxFVHLjKJFCVKZhaAMpBII7RLLjVRmHdCwpzjWa5XtENiMVrOt11z6Sqh6/7gRz/XbRnOE9/qGfxdceWZqV7L7btwLBvAX31rtKoTyazZ0O5ywpNI5zE5ZwSAH6JsnJfGeGmIdx337JlSnlp/vwKJ3ODiEN/4zKC2Ca2tYrukdFprHdBOq98U82JpnkiKOzhNL65f0etzKl+/4Cwq35Sjc8hkttFOdrVhn4zzNR7Y78cf//hH/PGPf9xfpzAMwzAMwzAMwzAM4yeA9Hh3IT2ZfS5JF0GomciDJXOZARjXinMIJYj8YG2WZ+oDi2ilYCf27vRVaCtaVQabaHZ2Zcth2gZH2KqUZ+nE1yBpjb4GsXQ2CnoK2aNdeuMDgG9DzVEKymDuOA/W6YUPj0jo7qkUbtaO3GWxIBsKo4ncXp/DAU16pwc3FlE5baO+th4RWSzLMoEvACRE2ApbnRw/4ndnD6E5Xywla7ShPSoczMpzeJ9Ior6HzRfzbyxvLgy7DgOyjFKTOdOq0nXbpIFYGtpdEWmlx/EiTMrnbDx1aalXiJQSwSIuh7XvpXIUK2/LP9rj0JNHDi8Y+dbp++6ZycZ4FS1wlPZaSxIG/JcmswOXy2Cbe+mfqNzpKXaYDqPm6AgAeP39UVQefdJ8tU/PwWysLnRp+Qhe/ZwN9oOHcRL4ObN0BPYRR3D0d8sk/ha5PPR3inCHrdW84uKKKJ8cEVF44kV05WKTPND/dSqf/o22d7/dJu5hnOyTcX7MmDG7/+/z+fDuu+8i2SXfYRwULPz5nWrbuA4TqPzxeh4QXTr716pO9A5+6LdKPb4LOeszAEB2yLM5TMUrZG4AIJjPK9Ie0QnKAQYAIF1kV9/JgyqPIwmrb6vQ/euuk1hIfT0ZWh8r1zp5MjmO6gJcg5sK0d7WQrKm2OFVIAdNcnAjJIUAADKJrPSkd7RNHscr9AR9OTqSoXAIDxwzlvEyfEk3HRafvEV4vQfidz6BYr7WMslvoEiHOktv+pDw/A+W6pFLOF1q0cWXhWk+R+4jQjQdX+mQGJzJjPMyNA8AKrO4jtTwA4BEscBcmRW//WlrRfihGHiVt3Yk9RWDNakf2Kx9kaoTWsbeO6Uz+dn5y5RzVB3p6P/D365W+9SV3/ecprZtCbPnvEwq6+q0cxI6UTmvir9NKuEOgMwgP6f90jdRWUrWAEBYPEAdRYIdlwd/QYjb9qnwlJ9SrD3DpP7er767hMpHZOhQSSCTShfPuljtIT3wb144HmUFcaKBmgDvv3QFcnJycPQvdHShlLrZ/hTf+xbXOnQhhDZubAffR4+UIgMA0S8lLGEvjqrDOGQcABJXsKddLFMMUh1RRjIZmUckoVMSNoCSsZHRWN5Uh1dgKfdvLokafwb/JikL46ojiYm2eByJ3iBkbWKFRVwnVb+LsWLu32TSvJhj/KFkbCpEX+Uac0vPQZnA3eVZKHZR8kWOOlEhmRAVRpKUdTpiMJTNdVyh85LMlXw/ijuLftbhrZeyhe9zoJTvoZS9AYBgKT/HSULl0CUlk7miZkm5qkz97Mjk5kn58WV5qsXtcMnJKSkcsU/KUj1uk56CMnmfJ6rb/8E7w6m89jbuVzs++4CqI20pRw3jCfOsqToaa/rXfbmt6eIhdXwmN8/m2XDPI9m4KjVtASAniZ/TNkLXdmGhnmG3SeF3eUeFiOh03KB5xR2oPDCdwySfXsFGEgDoGODBXKaPvxFvrdaRyOO7zlPb9iRe0nvDMAzDMBqHfTLOf/XVV/hRsv6YY44xw/xBzrguOknvx+v/QeWTEs+nsreN1vBLKuLQlaivB5XVZBNae67wgiFUzlyhJ63eCiE7IrTbYvnaQ8CTzcZejwrF0wN3OZmX2dcBaC37LWzg8GXrxQWlWSsm8zGhWw8AMRlKKPdxaMlKXd6YMJp7W4vlZkBr30p9fJdBP42NKXLqG2qrrcFZ87gtMb/Qr1vi8PIQRgNPhZj2OYxH1clcx1/Cz470ogCAaqF9W53E19Ffro3z/lKhSy90JJO3OnT/xHMbTpUeEC4jApel0SB5m561Sg+BVMdjLBMeycm+DGkEoMIP25+SS+X1H3ZSVaTmfLWwGeTn6UUZsZ6iEuy4vCIqc+qdUmWvyFA2AOiaWERlrTm/RdXJEzGXfdJ4n/KoNrZWiZt4RApLhhVH9XP8320s5SO1ccul1Qda+1Ya57PkahB0+J5/ExvaA474yvrI2Nxz+FvIy8vDJLSIv7NhGIZhGIc8cg4b7s4OHOF0LekiSfievTurRuhFo+73sPPYypt5H1+lHuuUteVBbtYSHoBX5eixW1KelA8VuVwc68zJP7DDxrrzeUGo42ta4gHreexZ3ZPrOCMOhKMbSsSYUOZ+AeCpEvNTOa+E9vQPbiqispSFAQD/drnoLbTtHQvLgTwxARKypYlb9Bi3sC/PS7IW8j5eR16WsPCmjyTzpErKpwKAUhURUj8BORkCUNZGRlUIZw7HvLi0Nc8nkvJ5TusL6TluKI3bL6VOHcqaan5X3o1/c9I2PdfJepcntduHcVuyf9CT0UQRzCHnmdKTHgCCQpYnJhwxyntrR6DEFeJddfg6lHXlZ116uLvotIVlue49gT2zb/mAZVoB7SkvZW2kNjwAPD9DS9DsSZn0HgBwWsv5VP6ysCeVzx/ztaojdd2l89gvj52h6sh8Z49uPa7GtgJAiUgMUFXNz/W0sl6qzpWt2ZlsbgUnD2rjkMKRc/+oMH68PYITkO8L+2Scz8nJwbZt2+DxeNCjR4/4FQzDMAzDMAzDMAzDMGrJab98GMFgaq1kbVSyV4cDWsW/uOz5LRt/XTr1S+/m6PCU7zka3BXFlrleGKtFJByy26o6nrCIBhe20oRt2mktmsUG5AyRoDPSUhvEvZlsNPMVi/AZ2VZA5T8rGcYRa6krHIsAMomsIx9aII8N3pVdOOI6cY3WQCnvwVG1/nJhmM7SCwXSSB7Yyb8nUKivbcJOPm5la75uyblFqk40kZ+npI0i+s8R+S2vfzhH5MZzOEn5QmzAL2vFx013SCClrRe/R+REq05wtK2Sn6fKLN5HRk4DWgs+MJ/fD6n7DgDFXfhZSd7E5Z9f+aWq89Yzo6mcUMR/d9ic9WKCMLQn5Opos8pWfN28ofg5DpQRvdwR8Z/M97BShLW5ZIYk3ipuiztKiiO9pbF+5szeqsY3yWzjPX/4TCqfmqGjtWSy8rNnXkblsoi+tg+UjqNyoo/fS79rRVLQP50dxRaX6si3TSLxQbOAXoyLx4P92Rgvc6gB9c+jtk/G+f79+2Py5MkAgLKyuv8wo2nw42Anf1L8yAdvC17V3uSok/EMe2L7/k8km7nY4c0qPMKzX5nD53UkOg31YnkZXyV3PlXH8AAKAJI2imVSmS3e6/jIymSoxQ65HOEF7+/AbYs55GaqpQyMkJ+R0jgA1IDIExAeAlGHx7QI6/e1EZ7yMuQdQDSbBxTezaJ3zdC9aSyBr4GUFQpudVw38XvCrXipO7hBD/Ai2Twg8gpveympsKtxXKxow89t4hbXIJc7DhmuHijW160yh+u0mCUGmi31PZXyOJGIGHk5POf9FcKTQnx+S9vpOjJEv9zheJy6WQy8mnNbfNrxXw0U13zZicoel+qCuB8yMbrHp6+tHGgdfzmvuk9+WmTWhZYVemUVJy09r9t3qo5MALu0hKODXIODrol8cQcPZe+r3Aot6ZQmssNLfb7jRy5Qdb78dACV772YvSIeK+SkPYDW0uuSypObNlLLCHoQNSqLPc7KHaPcexafQuVzmrOMTW5IJxOXkjrrq/R1OtiTxH71rvaYOeFLloFocb6YODmiy9Y9wN46HS4R73i6I3RE9lVin0iSniDEevK99kqJGlcwSgp/92QSNNfkPprHerPOZOYCKQPjc0nHFAkvOvGbpfzMrvaJ6y/6fKcUTkwYTmQknIw+g0PqJsjvkcfh4RcT4wRPc/GOOBLUqwg6v9Q7cUQICl3hkDBoeCP6myy9D72VwqvOEZEmPfiStnOnUtFCewWG0kUy8M38+6SBAACqRcLzyuz4E+jS9Jr3SXAlNxe/x1fFz45MhgcAmWu4/SXt9FTMKxwq5S2rcngoyuAkn3gNK1volzehUFynPjwWqq50tK2Mr7f89v9sQKaqkywGDx+8zdI4Ucc4wV8m2pYlkt+V6fsebs7n6ZaWp/aRVIj+bEUJD478Xv3sZwT4OqUG+X3f6rA49UzhudB1vT+l8ksr+ZoAWsbmw+L+ah+JNBHMWt+pVsc4GOTi6sKJR95F5ckiYayLceC+OSYlPQH4K7iP7DCFn7mnhjyt6hzzczbOTXufxwXDz/+bqhPzc3/n/SM/P9V3OeRehcE+fWmx2kcSyhHzoWIxH3L1f2Jb2jyxiBFzWBKFJFuoj5bVC25yfGT3xCH9VtCT+4y2U8QxHP2qL537psrm/A3w73Qk6BXf+oQCbkt5V30/kpfz3DnULpPKpW21gTJ1o4j0Fsb6qiz98Y+I/k5qw5fn6G9lWWuuk7JZ9F0OuThp9Jda6r1/xnMfANj8aFcqV8lwa4epI1kEGw/61UIqv/v4aFWn7Tm5VJZzUSnZBgBHnzGXyt/8exCVyzvoZz+YJxYkkh396jbuN0//xTdUbh7Q9pBHvz6eynd+yXNRJOl3KrkFT/7LwWPMHvc8pOpEA6N5g0gq64oEkJ7/Xf7B0eGverQ3/pmj2dP8tSM5EkBGmO+qw0b/LZW8mBhxaM4PyMjl4wZ5Pi77WUCPWWRkt8tzXkraLt/ARv9TM/S7XF8Z1n0yzv/mN7/ZbZyfMmUKysvLTdrmIOSd/16JnJwcldkeACCTUAsjukunvm/0diovPo4HRMf25sz2ABBJYq+B1Pk8cY/mZKo6gXyhJStC2ZIX6WQzkIlhhBSLa6IbE5141KVxPofDHH0teXDv8qTwBcUkVE7upcEADgOAnLHJhQQAPqnXL49RpvWAvUJzVx1XyusA8BQJj4DmmVSudiQVigrpmIDII6CMCgAC27lTk2FooVbaSOUN84fXVyF03YP6PKUiTLCiOfdYaat1OOLOLsLrZoeQz3Ek8qkSBgFpqE7eru+pXxgApAa9DNUDgJBwmJHGbkDr4yYW8nmk5A4AiIgyZayXXhOA1rtXHgG5erRWyc4x+PA/bIxf/IjWk+93LQ9MpCdCl1fuVXXWnMeeBtJQ3T1FrHIAuP9jHkQdM+IHKndM0mHBPxTzN+/uU3gVfmG5nrhIfrX6NCovnttZ7SPDGmXynLXl2mjeMZkN+CVRvh+pfj3KHZSUS2UpsTOrRLft6SHPq20S6Y1wsBvrDcMwDMOoOz/OV489Sc8j5ahR5oAa1/6quMev7MMGl4RvtbE4/wqee3r+zJ6mI9P1IsB0YYw/+lQ21n/7nl7EH3PcfXzed7ltKS1dC6ZCaqVSzFMczlhBx/ou4fKcFxKwsSThzNRcL5wHtvC1DC53zNGFU1riUrbSRlsIrRIA7T7hBThpRPeEdfursvnZyD+M58VeR4IRKWUq555ehwxMVUcx/xa7JO3Q8/yqbDH3zOG2FvTVNyycwnO1Vt/yibwOGdPyljzZ3NlV5P5a4nBAyxZzdmFjXvGmTvKZFBRe/SJIxHe4fscCn/MkcfZrh3PbzmD5JgBYsYXtLkniN8v8KgDwzatsjFdSODscC//d2U4RDOp7+Nte7Dz2+KcnUVnO91z4Svncq6+5Ru0jPfJrI58jnaKmF/E9e+kIvbj44FJu/5FHsvTVzG+1t71EOseNH91J7dNCGC9Wl/H8VOZZA4DpBdz+xGYOL0LBVmGE6J/K+V++LmHZHgAYtZnn5M8Vsg3ixuba2a++Mqz7ZJz/5S9/iddffx1vvvkm8vLycP755+OFF15AerojRsUwDMMwDMMwDMMwDKMeuGRtpME+cSUbbT/eMCnucftfyQ4dCz59Vu2j5HGibKEMD9AyCtJzXjrhnDRtgqpT0ZKNQQseZgcUeUwAqGrH9pfEtewYEk3X0Uzl7dlJLXWxkFXpw4Y4APCGhLRHGXuHxhzet7FEYR1N1BI7ZV0zqRwsYkObT+YYAxATjmwx4YC2/Sg+JqAdgtp9xvfQlQNAep8niqio/N7apNZuchGVZZSCC3+ZuLbVbNxO2eTwthcJ0LcO47bkzNcLFGnr+SKUtRKLDa5IafHcFh3D0QOxfN02lVRcPBueb/VzIHOIlffi5yvypZaBGn4KO0nOWsm5IFwOaZIE4TBddZRe1fAt4/dl4tn/Ufvc/fw5VI52cOQDFATz+J6tuJnfd2mIB7Q8TjwNegAIFpxG5WV3aMc2SZqXvwn/PoL1wG5O0pIuGyt5YWqFjyOOTkhnJzYAWCC030/L4ciGd/J4MQUAzm/J3vY5PodKg+CwlI1UHpqYS2X5e11Ir36Zdw2ov+e8JxZzuNrWkhdffBHhcBh33HEHNm7cCI/Hg6ysLPziF7/A4YcfjszMTGeY7o9ceOGF9T21UU/y8vLQogWv4Bz5xh8QzExGQbnuNLKTeYXwS+EFP3qq1vCT+8gksrmv6BWpVk/zanmwiFf7o4n6A1PciTuB5jN5IFadoTtX3yahVycSucKhgSfD06s76yS43mXreIN87p1h8fzqyfD7akdCWClJE93KXrzeZtqrICZ+k5LCCeseWMoHICAGHQ7vCwQcy9J7EtXXoLoVf7x924p4h0Td0UcT2YsgJnTxqh1Jefyl2st9T0q66DDBpO3C6z2Nr0FFc/1Mpm3gOp5q6XmuB29FXXlbcp4ILXQsoeazEwESdvDzlujI3xQs5eM65N6UZEWgTHg8tHS42IhNMurMNcCTnhNyH5f8m7wOFa34Gcxcptt25f+9SeW/vnyGPrBgxKksJyO9u6XXAaDlWAoj/C2tcCRdbSM0EhYV84SubXKRqhMSF6EsIhKEOTRHZFKeclFnYKYeUEjv+mShseBKVntUGoezzi/jQZbL4/3GhWdS+b7D31D7uHD1Y9u3b0dOjo4COBDUtT1j+91M5fIumVROWalDKmMbRZyvmIA6ZdBkPySSuEVT9EdAJk8LNROebJv1wLdaHMe/tYiPmepIDlcu+toSEXnlSG4u+zKvQ9YmKiTkvOI3uyRqYqKP9yaJcYFL7k5eWxE16pLP8UjpnnIRKSYj+QDEdvDH3JMizuOQQPIIT8fqDK7jK9D3MCp0hyOp4tvi8Ar0CKkbmdA9FtDf5EhyzT5BldmOyWQJn0cmskss1G0ra83nlv2S3zHUC5TW3PdWZTgk5uLMu1w6sVIVLGGn/m5XZQq5HKHmEHHYeORxpYHD1RdLfOL3RPQrhjvPfYXKlTHu327/RPezsVR+Jk/uzzIFH84XgxoHUsamW7+Nap8Va3h8PqRXLpVlfwgAQSFVFxHhfy5vPWl4WF3MY4DDs7RX8JDUtVRu5ecxwJRiLcVZFOYbnRPkd9fVrz69YhSV+ydyH1+TrM2Dx7AEwMHUr8bD5W3vEVKg+b25L5MGcUAb50Od+N4HV2qd+s2nd6Jy9nIeU7kWG445+QG1bU8Ke+pxZco24TEttMjTvlyh6niEQ2U0Q0iHlmopmViSkGSr4N8Tk5HhAOCXRlr9LnpC0tDOdfIH6zlu3hg+d/cn+RgrL9N9Tq8H+D2qbMvXwF+hxwml7cQ4R8iLeiP6O56Yx0a+qIjSLukQX+q0qAvXycjVbZOyq/LaFnXT13rZ7fxsd7ufF6baTtMdRpnoe4tErs3Udfo8crogFb8qOjhsEFV835M38DVYcq9+Ly+d/Wsqf/PGACqX9dWddcoSEfEhhn6nn8ZyNADw30VsIA6s1ram285lg/19j7GxfuFDuv193rldbduT8i16fOgNiXFOEj8btfGkl/IyN4zVOvVS0uX11YOp3MGvjQ5HdOT+7s5Fp1L51sPeU3V+9d0lVG6ewON5KSELABtD/E2Q88gHlrCOPQB0DLJ9bV45z1flnBcArsxmXX2XMd5FffqxffKcv+iii3Yb3z0eD2KxGAoKCvD888/Xqr4Z55sG7x59B3JycpyG9qTfcXlcZAL/3bG2M87HH52qD3mw3OUindCldDBrtLuM8ZL0XLFSL2RtvCX6Q1zdlgdRMtwtlqFnPL4dHGYTdUw4fUK2JrKdFwq8CQ7jhDR4CyO5z6HrjjIeJHmEESEq9GkBwJudyfvs5N/jzdSr1jK0UGoFxkr0arI0DsVasQ6JK1u8t1wswkite4cRwSsGHWXC6yNQrDv6cDp3wNUJfA+TtsVf2QyKhEEJBfrjLY3vUaHpXJWpn+vk7TwQ84nDhtIcWelFGgcxX1NGdQCoEJq78jwAkFgg9O+TuI4M+QO0NmBYyoY7ln+lkUDKuFfm6EoZvbjz90/lE6nEPgAeelIYCcQ+S+/UAySpOa/Kh/EgBdCDm4FDV1F53vfdVJ0RR7KXR+sknqhLQzwAfD6dDRhSl15O3AFg4U4hGRbgZ11K/QA6tDBfWHnGZrBhBQCml/Ki66oyHoxIfT4AuO9wNmBcPOtitY9cxAAOPW1cwzAMwzBqhyu568e10JSXfD7lRipLA/64DhP0edb/g8pjM37DOzicpPqct5TKrw5/Km7bpn10PZWlsV7OHQBgZxeeL7Q9nuUaYqu1c1lYaCVLaZyoY17s3cYOBLFMHlzLBWEACKUL6dnV2qAn64UzuW1y3g8AzR7g+WhUSOx0eV5VUY5T0hhf3ko7LiQU8T7KgO+Y6xT24oWOpAKuk5ivnRACpTxBalHE93TbEG1PWPRXnsv0fvsOKid/qu0JI87iPAcpbfg8Rd313EDOs7KW8I8uYRsnACA9VywQbeByaYE+j1wUll7vv/7+t6rOzCkDqHzWeV9TuTaSmNJA/tb7I9Q+0Ry+Z75+eo5y14tsjF8qjPGXz71A1Vly2stUVpI1f9DfvHiyNi5ve7nPmqtYLqfTU3rxZ30Ve8aflsl2PJn81cVJaewpL6VyAOCKVrx4+HrRMCrnVmmDtkzMKvE6PCQGJPCC+9ndZtV4DEDPYTPj1qg/+2Sc/5Efne9/NNTXxhm/Jo96wzAMwzAMwzAMwzCMH6mPIT5xufZol05pid8X8XkKtf7yuE5saPMIY3xld21AKg3X7FBw5Hk6IezMV66lctImdr7wV2oD+Lf//jOVR57B18nXWhuqkjayM8Yni++psa0AcNJQNv56d7CBMtrc4eUrDOLVWQ6jv5DHSSwRSVe76YWP8la8LXkrex4Fihye/yJ3nDTWyzIATPuQF0vGDriVyi7JmozVfO6iHuxQJyOVACAaZPuYX+RIq3YESSrmsjHe5bzU/7eLqPz1l/2oHCzSdrol9/CzP/hS9rZ36bpXi99T2lZE83bSCxS+Er4/LU5gY+rst3WU0Yq/cNt6iMd48qabVJ1Z4zjvWGQROytGE/RzkNmW35eyH/QzudLh+LUnn3yl5Vl6fsDXMvdWkYTVkSMNqFmxQErl1Be5sCEjyM92JHeVHvhpPnbYciVqlRRHWcu+yJU5XiDbVqg8BoE3ivn6rxKOYc8NfU7VaemL7zTcUOyTrI3X662XkT0Wi8Hj8aDaJfVh7FfqGl4hvRMqWGYKSb913EMRJhjuxMf2ztQ6UxIpq1LwSx2GKUOZkzZxiLjHlbRU6NV5ZOZ3Z+IbkbCzVGtuVAtvdH9H1gqMFemVVY+S1BGuzLUJpRfSBjFHJnspqaPkDxwfHOkZ72khsnE6roFsS7gLS/AENuiIicoevE/CNj5uWWe92p+yQnhsJAp5h5Du6CPZvAwfE9fWFQ2x7mTu9Np8zc9TQW993VrMFlI4qbyPTCjk2kfq8RV1122TunjVwsmjtIP+rCdt4QNL+RwAyvNDLji7QvRlktiK5nofiYwYK+vK98xfqAcUSSKaTWoBJszQo8+rf8+yNg8uOZ7Kv+zGYWoAcPthPKCQoZJtEotUnTmFrMk5OIu9leQxAeCyOb+ickSIOTYP6uiU5SX8viyY3ZXKRw5n7ywASBPJW1P9fPETPDrSJF8kw5JyOcdm6PNsDPEA6Orek6ns8nR5Ydgzals8ftTwm3TsR7S9qYbfn/ClHqRXPcQeGF+9y4Pwcb15gg0AKBEJ0LM4miG2RodYetvxeXYO4OuT8dUaVSfalveRk9jqJP1u+oSnl7eKy1L2BgD8K1mSorozt9WXV6TqQErdOCTZVMLzeBJtAGL5QjpGJruTCdKhZeik/B0ccjMIifbKMbBr8C9/T0x8hB1yctVCokYmBZQSBABQ3Vw8T2Ks4XFNFcS2SIqQnHNEy/nFs1LWnsdB3rA+j5SeUCH7XfR184pHRUrWlLbTbctcxdc26hcST2m6TqBcSuGI/tCRB8wj2uaKYvOLIZY0yEhpAADwiMdJ9ddHOhLvfcbGiKI+fJBggb62kTQhZyQuSzRFj6M91bzTsQM4cuzL77SxxVfO72F1krg/yfo8h3Xn70rQx/sUVWnLVvNEnjsUVPEzmR7UFrROKTye7ZvMxqNPd+jf0yOVQx7Dos8/IZ2NZQCQKfSMXikYTuWHBmi9Y8ms9Z2ovDcvx4NJLs6ZEFZqzNfDgC9xnSdQzC9sRUt+pr5+R0tJnPvtpVTeeB8nMYwk63F+oNQx4N6DZjfkqm3bHu7CxxBzjoQ8PUcsb8MGr7Sl/GxLKVEAiGQKKdptvHBQ0UFHZMt5V+IWPY+sasV9184u3L+5JMzSl/P8e2dvPndarmNeLPCV8jte0VbPJ6QnefYS8eF2TNk73b2Myutv6EHlTVfoMUzmmw4tsT3oeMVKte21I5+kcv8JbOj1OSS0K4XNMn0d92UuKRzpwb6zh/gGp+n5d3Ian1xqzFe2cMhxtuD7kbSUn7fIQD0/iq0UUfQikNglBec/jPvEwa25//jus76qTtoglkQpn6knvaF0/k2xNnwN1pynFwpcXu57Etyux64rbpELEnzfQzn6fsTjz8d8oLYNSmLp5mllHCntMrRfNe9cKqeKlajTMllPHgCWVPE8QEZ2Lyhj2xoA9E/huY+U4Hl/jZbMC4pB2EmdeTxStFmfp7YyNpIDLmsD1M5L3jg4cOrHi8GN9Bio7MkJHgCtnScT7LRZr8Pqqrqz0clbxR/8UKpjIrWCX3TfVp5gSwkbQOuoBjeJjtE1ORaTeU+K1hfzi3qRXP6Q+dvo3xwVBnuP0Ff3eB0ronFW7pRUDqCNBMLwgDI9QPIIqRupbe/pyDJEgJ68B7aIiaBDPz5xidDlFAsHcsFl14HFNRBjtYjDG6OyGd/35I3iuA4d3NbT+TzJG7hOYp6+F5XN+TcWd+B9slfq72U4RXgRtOCyQ/pMDVBL2vI9zdZzPOwYzO9URRs9GUhfJTw2hOGhvLV+DzPWcFsqm/FxpVYuoOVx/EV8/f2O2y4HVv45PBArGaAn0FMLedW9fDsPem8/TRvNpYyNDF5zGdp//vX/UXmlkHRx6dRPns7n6T9kNZWrqvUzOSKb5XK8Q4XRPIsnAgDQM8i6Q7lhHkiuD+mBZW4FfzuPzuRQw1VV/L0GgLXlPNC4bsHZVJ7UboaqYxiGYRiGURdcGu0SOV/9OPehvey59zpf1KKOnOO62HIHSxvGknksPfA67Sgy928DazxmyU06KeaMadc69qyZMcfdR+VIMx5bS8M1AFQ2E/NTD88zgw7pwUgGz8OqWuq5WkwsbrqM8ZKokLTNWCwkIlvo81Rl8Ph6xn85D9CwX2tP4IRCkYOrDZ/XtZgy7wU2DKZl8Dws/V09L877ORtyuzzK5x2ayVreAHD1fJZRKWvLciCr/sTSJQAw6DJ+br99mffpcbd+rsvaclvSV/Ic1xt2zItFTgC5Zp+Qr+eVF439isodh7NB/M5nzlN17rrkRSrf9gRLZ7t06vvcxL9xzjC1S1xc8qj1oTb68JKed3L7V9xas7Ee0IlmJbcvmq62DRUGb+0pryVqJg2M7xkveX3BWVRuKzwR2zsS6kljvOTnXbQMq8tgvyevlXRR235fYw23LKvLA7827JNx/rbbbtuX6oZhGIZhGIcsU0Y7Ju6ja67z8dK/qG3j+ghPmy0ir4ljwVSSMT2XypX9Oqh9pGdzJDVOom8AoTa8YJ26kD3ZfI4Iy1grXgCS3vbOpOPC0zxa5lrFY48Yr8zdIiPWAHhEItaYyN0i/+46D2QCPOklD2gveJ9YIHUkwYVfTHZDIk9OkvZq9MroMa+IBHAk65NyAtUiia+3wvF7xIK8T/yeaseidzTI+yQW8HGjMmkgtFdpVQaXU7Y5cqw0qznHSrLI2wIAFTl83GCx9Nh31BHnkd7q6Wsd0XLi91Q4HKhE8BL8YpHbtWgvHLFR1pmflYSF2ps1LPxrEnbwQWSUHgBUiizwcrLf9UFt2DrhWDY+ymisk46cr+p8OnMAlYcNZo9Rv0xWA+Dbb3hBfsBwXtDukFqk6hSH+VmXnvTFYW1AW1bMC9Q7qvgb0TddJ4RdV8FeCTKvzDc+9qoFgFTh8loW0W2Jh0wAO9Sxz6Wzf42KQod77UFMbYzxyjNeOJxJY73ruK1fWsx13tN1vhR1ZETm44NYbxoAhoOlboo7e0VZ92XjurP0yscrWad+1Ok6miAln5/30i7cZ3py9DP3zRvszCflc1JK9AcqYSm/E8n/1f1dwe0sWj7z/fgGyxOOupvKsQT+hhX20H1ki9nsed33Rr4/Lbbo/i4gflN5m/hRX6lbhMb8Nn7HNo/QCwfVYb7PO7ty+595Zayqk8TDQTQTjlUuI+3PLvuOyn1uFs/oBZ+oOtJDesgl/K2vzNad5LLxLP9zczfWL5fOQADw5HxOah0t5mvwq/PYeA8A47tyH3N9C/499yw+RdWJJB/HGxZzHxnPkF1faqMFX6s6t9Zcpz7tdzmgKW37q+R59eKPREZwuZKzBzy8ILkllEnl3km6X5VILXuXV7802EtP+d/3rLuXvCs/Wn0x47yxmy+P2/cQQEAPdrKu516jcrn2tpdhgr6NvEqamaEND36xT5UYVCUs4TBTAPA2z6RyLJEnqa4kNt5KEbK/02EQEAlh/c24s4lsFlkzAfjbCa8HGTovw+YBwCVbswexCj24lhJBsdIS8Xc9cJFGBG9WJv/dZXiQEgMieW11V50Q0lcqrqUwRMiEvbvOI2R6xGTe79AXTC3k84Sb8cw3mqBX+6XRoLw9Pxsp63XEga+Sn6esVSK0zTG5L+nAGyvb8O/Lnq/blt9XGDh2qF0ULWcKA422gSDmFZqQQivQ53j0S9qJ48oQd0cvo8Lve/C19Pj1fa/YxvcsfTlfl6SVegLR/DAegNfHM+GpIS9Q+YwZl6t9TmnBk7P7P2av+NAwfRGa9+SbtmAWS9ScO0Z7Lzw+WXgniLlArzFaU3VBKRtg15Tyt0mG/QPAz3J44HJmai6V/7pDT+9T/Gzck0aFP27QE4pOO3iQXg39UPpkaIxhGIZhGEYNSFlWl8xNfaRwRp3GhqqvHbr08VjyF9b3xpt6n2//zV7wR/2SjfVFPfR4qaQfR21Kg2vHOSzbAQDbxrFBfO4/2aDX8607deMEKWt4XlkwQC8EzprFNqPjjtVOCIkbajGZEUyZcUud60iN/2SxwFvaTi9gJ2+VkcUigtlRJymfx9dl7digf+UpLM8IAM8++TMqlwtpNJfmfFI+t+XCu9+j8n2z9Pj7/SnCu/4eacjVht0B/8fP0wXXsuHzlUn6PBKpXy6fUQBIFHMbuTh912Vvqzoymauvkp/BV14ShngA/uFsUF1yGh/Dtaix7LdPUPk/pVlqn1u+5zlgwjK+77l31n0u6pq/xpPCcdXpIrzeZULY2hzn5oU8d6tNst3aJI2dL6LMpVf8A0vGqTrfretM5e2hIXHPI5GSNfWRtanNNagtDZMp4BDjo48+wvfff485c+Zgzpw52LJll2F1w4YNaNeuZu+0UCiEhx56CK+88gpWrVqFYDCI/v3744orrsCZZ55ZY93XX38djz32GBYsWIBQKIRu3brh/PPPx9VXX42AQ1e0KRD4XIfibX2LvT8WCqP/8XfoZDNS87uqHxuukxdoQ3t5f94nsJON29E2Wq5B6qj6drCHX7itFvL0ibYFy7VHQCyfew5PM/5Y+7MzVR1U1ZwgKLZFu3bJ40IYt2MOnX1ksFHTI3VuXbkfpNSN0Hx16e6jozC+Z4jQyEKHZVd6VMrFhWS9cBBuKXTlCvjaS41kAIik1ext5C/THhzhVP48Bkr4OpV01t6USTv42ZCau5VZjsGb8HhI3s7tL9NrGkhfK5IXidtelenwVBXlkp76vud8J95D8bhJrVzXgYNi8Tjs0MaV+1Qt52e02rGIkSY8+MKOtSvJB1+wETkrwAMml4eA3CZ18xJ9+r53T2Cj+MBh7K0X9OkLl5PMCwc5g7i8olRLx0iuG/c+ld/crMOgpRdgl1TWE91YkanqzC3lydq2MA9yWweLVB1pWB+dvJzKHXXOpH3S8JsEh5izYRiGYRiGYRiGYRxkmHHewXnnnYedO+senlBeXo4TTjgBM2bMQGZmJsaOHYvS0lJ8/vnnmDZtGq699lo8+KB7VX7ChAmYNGkS/H4/xowZg9TUVHz++ee44YYb8P7772Py5MlIStIhbIZhGIZhHNp8vOReKkuZm41jtTZG2iZetcuYL5LDbeLFaQDYPooXtbOX8uJnVbZeMA3u5CijUCcRnbFVZOaCXiiPZLE7WMCR2DvmFwvNMgkrAE9zsQokIric0WcpImG4iAzzOGR5FDLfi6uOTKwXJxKuNvtEMrQbnV8shHsiYvXWJZ8j8tn4PELmxpHU11cinBKEFFHAIZMRFvdZythEA/q6eapF4tkk3kcmRAd0AlgZbl/WTksQZIk81zIBrDwmAIQyxD7ilZJt3VWHy8nb9XFl1JpcKJfJ7gAta5O4RSRzdlynaJDPnZgn3kuHl6b8jV0eZi/UaDO98P/JQvYUzr2Y5Tc6P8LHAIBgET8b38/prvaRHDaU9ZjLI+wQ0S5J6/R89X0fKo8cyg9CskNqqTLC73t5Nb/bi4u1V0WbpCIqJ4isxavL9De8dSLPRXOCfOOfXsHyDwBwSY+vqby5MlPtI3lqyAvIy8vDy/hv3H0PFmrjBV+fpLGuhK/xkLr0C97UOd7iMeO/wpP+bP3OTH+Lj9vnFj7vziO1R6j0lJcsF7IkgJaSKXJ4ykukpE7+CP1xWXI3ewKPOYH18Df/QTvHtX2Y38WpX/LY6MQj71J1Qoc5pOr2YM6/9DU5/Gq+lgGRk9RV55ifC89m0R3ML9H3o834XCq3SuIP7tx/a73sb16XuQa4/Nd3tQe4dJKScmQJhbrv8gn/sqfeYk/5JEcf0/OumpPTRoRjEgCsOGOiPtAedHxae4yvu+R2Kvf7is9bpdVzsEJ4yksN+kt/paV9vK04B5dWvwfO4xQTcT3c68tFR3GEtcvhTBLPU17nXdPcc3j880hqk5g8nn789X0+Vts+Xcv99wP9X4/blseXH0vly3t+QeXaOI5J7/r6Opu5MOO8g/Hjx6N79+4YNGgQBg0apLLs7o2bbroJM2bMQL9+/fD555+jefNdk9w5c+Zg9OjR+Nvf/obRo0fjlFNY9+qdd97BpEmTkJqaimnTpmHQoEEAgB07dmDMmDGYPn06Jk6cuFfD/v5EhQUK3TyXHl+zR3miO+4qPkbkX/o8he+yF3zLWfyxLh2kE98kFAgpnHJhIMh2aMuKSZ5HCHu6ktj4CrktUgoHADxCxza6kWVsvJ11BxxLYZkUjzQiSH1aALEi7qSjpdw2b6oecHgKxExKetc7zoOgMCKU8Hk8mQ536HzR08toj3LtOR9ty5MRb6GQN3EYaDxiEiS9011GkUA+H7fSESGh6hTz8xQTERS+kGPCls2/ubQNT44z1+rfEwqJaA7xCGawEzYAoCpL6NyKw8rBDwCUykcwoq9TSUfeJhKlI32NNiJERQInKVnjddiBpKd/cW/eyZfi0HtcyO9YRSs+0dgjFqg6U6axJ7kcuPS+VQ9YK9pxW44fxKNNr4pBAD7aOYDKc37gZDLnH6mToa6oZs94qZ87OIOTSgPAHLBxYsoOHpRIL3lA6/oVhPm7k5OgB8YV1TVHam0MaTf4ghB/S0tF7O3hSetVnR4b2IDRs318PUHDMAzDMIz9jdKkh05GK+fJpYfrqMcF9TDonzTkdip/OpvLLa9cE/cYS+6Orzk94ky2LUg9+aEX6xwSs4SUjJSJmfmKTkwrjfOuth17Il/vL6bc6GgxM+YJNuDLYyBNOxRIQ7q81i6CJTz2z7mQx+jHjWYHCgCIpfNYuvuNLIG5sSxT1Vm5gZ+f3BWdqJyRpyPkR5zF118a61dd3zDa6VLmJdyJJ5v+cr3gctRYlsnsncKRxk99eIKqIxdCFj7E7U9u5ojEF1QIBeX6XINXc7VEyjVZrA4hjfUA0PXv/M74wLYAqYsOaG30Z1eMpPJ9r5+h6oRyeJ/bD1O71JnaGPjrQ21kbf4pZG0WlLHhwpWb46TOS6hcm0WA89IchpU60pDGeEmtjPNjxoxp8BN7PB5MnTq1wY/bEDz77LN1rlNYWIgnntilQ/XEE0/sNswDwODBg3HDDTdg4sSJuOeee5Rx/t57d33Qb7zxxt2GeQBo3rw5Hn/8cYwaNQqPPvooJk6ciIyM+KvT9WX0VL2S7+nuyFS1B5U9tX584nL+8MYyWX/Cf4djaXUAFyta8gc+da6Wtaluwwai8nZsHPKGtBEN0pAovLi8VQ6JF2Hs9ewo0vtEuJ43XRjJY7otnnzhwSO137Mcuh0iCaAvm92pYi6POClbI5PfyXZALzaoZHc+LR2jJGkkMjEfoBLVSarTdEcvF2E8lfybqzP1ooxPGvnF/ZBJ6gDAVyYWe7L4/riS/0jpm3AKH3dHH/3JzVrFdXYcztfWoSCi9PekEd1f6XjehFZMsFD/ZimXs304DwJjuY77LhAS586EclFxGDnQGtZWG3JnruFRR9pqPsg3qwdB8uuLeTX82RWsCecZdLyqc1E3luqSXmcvHaH1RaWngbeSr+2aci2xVRrh52n5XJaS8R6p72HfQewVWBzib2lqQHsVZSfwwlREXPwqR1KADkkFVG7uZ2+9ZaX6u98rlb/7JcI4/3kxLyQAwIdiEaBZ4Xi1j6Qhdf0MwzAMw/hpIo3v0vAuyy6k973UpHehPOkf1oZDaYyXbP9HF71xhCjGMbwDQMomnlDIOo6sZIqMJeyc5TTov83ndiWnjTSv2Sx14nCtfx8Qecg+nXMHlYf8VrflyHPFYkKcaw3oaL+yB1nm+Ksv9QKMNJo/N/Q5Kg8/X0c/tBB2ihIxp5K5CFx0+yv/5khzbRuQ0UsSV2Jvn3D9T1oi5uhDteqE/M2DLuNnv7qvXmxY+BB7d0td+qX3xM95WRtjvFxskE/fnHFahhlwbWNWXxNPxz2+zvtverBX/J058ZPISj35aJK2adUn99qBYlASL3hJT/raaMEXVcdXGZF1ljcxR7FaGee//PLL2oX11pJYLNagx2sKfPTRRwiFQujQoQNGjBih/n7eeedh4sSJ+Pbbb7F582a0abPrQdi0aRNmzZq1ex/JyJEj0b59e2zYsAEfffQRzj33XLWPYRiGYRgHB4M/vrnGv7smBJfPvYDKsY1CrkFH36qoolgw/uJa2npelIwkcR0ZsQYA1Ym8j8zhEU3SkRjefI7oCggpmViSNgl4ikSUh1xEBpRkS6wFxzJ7Io4F+GJefPLmiPhnVy4XKTMoosuQ6HBCkAvYrrZI4oyVA7l5alukHS8GeitEJJKU14GOUpML495KHc0UTeV9Yj5elAxlORbXhQNETDwaMroRACLi+SrhdUxkL9Z1ZN6VnYM5JC1lqb4/MvGejGILOmRtIjv5PDJSzCXTI/cpb6X3kXIyqcJJy5UUsHggNzhpFf9Gn351ERTtl5FvrnmuVzwK/hIhTVSpF/6loUR6Fq69RhucpNTNUUOXUXlzmXb4yAyyoXFHFTvt9EvRCTGbjeYF7G/y2eiZ6MgZ0z6FvQ7kIrc0SAH6G94viduS7LhBI1LYK/P1fE7ieFrmXFVH0iaxiMou2YL95S3Z1JHGd5XstR4e77Wp4zLG1xUtZeLYx2GMl1Qn1mwKqs0x8gdmUnnWc/GNj5WZ+jsRTq25v4v59Rhm8yh2ZJNJS31efUy5IKEM+I5mHP77H6i88CktLyOR90guWhw2YZGqM/MjPm7mCsf4QyCN8av+FP/6xyNQoi9CVHSbS1QSWU0vkVB42ZMsk+RKCCupzXnqw4qb635c6fUuPd5ru09dqY1RvTbJXeuTEFYiE8LmhbQz6VNDXqCy9Ip3SdjE865/rUQvSA4QCWFP6LxW7SP5PLcnlcd0alpR23WStYk5vH/ryqFmlP+RefN2eVsOGeLOEtylSxdkZ2ejoKAA8+fP322c/7FednY2Onfu7Kw7ZMgQbNiwAfPmzavROJ+Xpydpkh079p4J/cvj9Co2RHLrcW3/j8pfbHok7jlr40UgByrj2l9F5co+Wr8xsJMnIqkiC30sWw/cd/bNpHLiSu6gvYVa4iHUnj30KxwyRxkzeeYU28mGB4+Qo9l1MjEwCQuP8O3svQpAS8WIcqxYt98jPfLle+x6rwvF6rdMaFvkyMkgPOOr2rNXv69ST3D8eWwUiUnBOkfTvEU8kYolC9mRKn2eiPCml/JFLqNVdYq41mKAF3N8ymLC4yFpB7cldaMeZOUN4PanrRPJdx3BBTHZFtH8SkdC2OpkPm7qOkfSWLEpfXl8zVqlcys+Qzv7agNU4mZx3OX87Hy7SMfmhTryPYsGuDHJ7Li9ax8xwl4fYqNbbK4jEkloBSaJCbMc2ADAheI7OWYEh3FWOx6W2ztOofKd+DmV/VL7B0Cyn78RXVL5e/7+NE6ACwDHjOAJRYqfr2NE3kAAq4T27UYRPXBqc50IfEYJS+7sqOIInVvafKTqPLSdL9zmKn0/XEaOA8m+9quGYRiGYfyPptqvSsO6lKwB6qdT35SZ+sWfqezyaJdIj/DsNTzHdR3ja+E57zLgjxzP9aTRfPZ07dggDd7yuJ1eYtkbAJjzr5odJGqFHm4rBv+ODc9zRNsunnWxqrPstrobjDOX17mKQhn479D3R8uxcFtduUNOG8WyI51f/guVLzjne0drGt4Y/8qqI9S2u589h8oRXsuFv6+2dSw5jQ3tfd65Pe4+tWF/GPRdxDPGSyM6oA3p9YlgjqcnDwCTlnE0+1W9PqvzMWpDbqhmVRDpSQ8cWG/6OhnnD1XDekOwdu2ulZoOHTrsdZ927dqhoKBg9761rde+fXvad2/UVhu/LkipmySR9MylOS9JEYbesmN7q33GZvyGylXDeVXLX6q9tiJCR65iCIe7uIyayVvY0JZ3Bx+3xTl6MCh9zIKLdCauSAF70XgP78U7rNMvtUd654WE14zH8QOEZ1qssIjP69CCj0mjv5C5Ue0A1EKBSiDn0qkXRv6EzaJTq9L3UB0ihd3BfGU6B0A0UyQFLOfrFkvWXoH+Il6EqU5lw251kjZQlrbh46RtEEbNFH0NqhNqlukJp+nzhMUtC5SJRHAO+3GA1ydQLiQuY13FDgBy3uUFCo9jUaYqg9tf1p73SdriMPoLz7oEsaaUPdfxm8Uiu/QCdC0CZDbj37TTx20Ll2pXwudnsB7fraPZO0zqywPAS5N5YHLc0axlLw3vAJAfYkN0SZjbUlmtn5UX8jnCqmMqX7h8YdwGgJCQpFlYyAOIMSN121on8Hs4ZTN/m3KS9YLeFe1Ycu6VvCOpfELSdlXnu1Je1bi4JSelm1ImvokAnhz8ktoWj5sXjkeZIzfI/mJ/9KuGYRiG8VPlYOlXXYb4eFI4BzvSiO5Czq+llEx9SSjieeL0t/68lz3/Rzwv/bbvOuarv6r5mNL7HgDmP8L2jpFn8LMRSXJEArTgOdOwX7MBPFjSV5+8HsqNv/uTjHypuzd0bbztX3yKE8A+H+DrtPYBHc1x9Xw2gCel8vj9rn5v17aJ+8Ttr52jtvmH8fwoNchzwrknc+JjABj6MSccXnKazjVQHxrCGC8Tz9ZHwqahDODxcC0CXNWr7ueOZ9B3kearqPHvB4WsDRDfa/5Hw/3e9ov394OdkpJdBtuUlJS97pP6/5N1Fhf/b4W5vvUMwzAMw2jauCRspGzNuA4TeAedcgFrfs1aHsXjOKIr44d8Vae8SyaVZR4WmRMDALwROUbjyWU4TQ8bAyU8oSlvxatr6Uv0YmG0Ga9KytwhOw/jyCsAyJwj9UD0ALuqR2sqq0ViR9RXrBXLwHi28iJ9tI02JHnLhERNBq84VmfrMF/fjjhjOJcDTLwxc5JD30QeVsjyxBy5XiLNOFG0v1hEKgX1fZdyOdViYTyUrhdmk7aJeyh+cmFPLYGUsYbrNFvElVz5q1M3iYitmJB4cfgKyMTqEbHwXNpGXzcZeBQWQ3nXQnOieFWTt+p7nD+At0Xy+dwVDttm6iI+WZXI2x3QfiWoaMnnSdkobkgtpmzR7vx+JydpeZZO/2KjgT/Cz1PnR7XH5eED2SHpmyUcneV6NdJ78HPbI40XkmeXdFJ1Pp05gMojhy6lcpLjYSmL8LWWeVounf1rVaddIr//RdX8zi3YyRrWAJDq4++MlKhZUKk1eD8UsjU/Vcma/cWhZoyvDzNeq1lSp88t2rhdm+S0Uz9nY3w8r/jakLS97s4cAy/Uji6S6W/GX8Q4UBwog6pMzNrtgfiSNO9PYSkuf1d2CHJ5nkej3N8tG3+r2qeuuCRspKROabLY4WR9nKu7N818mUDD6MkfKNmzhnpma2OMl5zVdU6DnHt/USvjfE0e28XFxTjvvPOwePFipKSk4PLLL8fYsWPRrt2uQcbGjRvxySef4IknnkBZWRk6dOiAN954Azk5NYcU1Ifrr78e7733Xp3rPf300xg5cmT8HX+CKKmb3H0/5vFHaz3dqNBilUllUak71ylbH6/xPMcd+xe1zRviCVsLkQi+5ES9ip3+9Woqx9roZ9fbiQ0CUnrFqY0rdWzFb4xV6QmORySajZXK88ieBYiVc7JNT1Ym7+AwcCjJnagj0axE6ulKbcAExyxVRAIor/5yh+d8Mht1vDK5a8DhvZ4ghW15AuqKzPCFRB0xEfRVarmWipya61Q5NBalnqCUrJHJXwGgoC/vk7WMT1RepBf7CmQ+TsfENnsptyV9NbdXGisAIGUzH6gyW3j+CwMBoL3rpYHD301bEcJf84FSxS0rb6t/kPSU/+vLnO0+ZbA21J11FEu2vDiVV/ePOYplYgCgIMzv3ZhsntxvCWeqOrMK2Njq98bXlZTat62S+TqFZaZdAF9sY4NGx3SO8imPaMvWU1tGU7lNIl+nG8XfAeCwFE7a/dHOAVROd3gqSM+J7glam2hqMX+T7zn8LeTl5WESDg7PO8MwDMMwjEOVk4bcTuUltUiwetwYPUcv7sjzxNRN8SOu4/HZV3WXsHHJKR55nkgi+0p8zf94SE96APj+hX3Xiz9Q1CbpqvTIH3g5G8TnPR7faN7HezuVl5zGZRcy2avLOF8fLfvzun1X5zoNgfSKB/ZPctef4mKuTDQrE8a6kLr79ZH62Ru1Ms537NjRuT0Wi+HYY4/F4sWLkZiYiK+++goDBw6kfbp3745jjz0W5557Lo488khs2LABv//97/Hddw3/cG/evBnLl9ddeKu0VIf115W0tF1eUmVl2kNMnic9/X/GxfrWayxqE86nvACFsdHh5ITo4T2o/LHo2MccpzXjJDLreYrDrSaUwZ5dJf3YiBl1NC49nT3gPMX6XoW6CUNROg8wgrM5qRMAeNKEATWNDe+eiEPXXRjAva1ZzyS2Uxs1vUILXhneHQl2FNJuGHB8OqTUjTC0u3TdPaVssPPIYzjO4y2uVNv2xFfhWEgQCyERkWzQE9FG8+RtvDhS2JM9FDNX6oUDfwU/c56okPopdOjhJ/N1yRvIbcleoo22CQUi2V038Y45Hh2vWOtJKNT7hJP53Gkbub3bhji8Zkv53PIdSt6izyON/MKui0qh+w4AUaFWVNZJLI549fsuNeaX3skDsZ53aa+PF9eywXjEkayX6Bq0nz3zMip/VcTfs5kztZTXwGGrqBwRniLd07Qm69oy/j1dk9kF84edWievbYrw1guJRI8efd1aB7lO+0ReTVlcqs/zRQHL1hyRyYv60gMQAIYnraFyosxGCOBPzWepbYZhGIZhGI2N1KU/1DTpa8OntTDGS6SXPAAc9icek896rulEKTSEMV4a+L9vgGPWl/2RRLb321reaOnpt1FZGuNlwlgA+M35M6l8fZ+P69yW+iR7lbr0jWWId+EyxHf5h0juOuHgWdhpStTGGC9pSGO8pE6a85JnnnkGX331FTweD04++WRlmN+TAQMG4Gc/+xneeustzJ8/H4899hiuuuqqve5fH15++WW8/PLLDXrM2tKpUycAwPr1jnj0/8/GjRtp3z3/v2HD3h+MH/+2Zz0X27drHWDJjh070KePdKE1DMMwDENS3371zG9uQTAzGdmOaBOFWEg++hfaQyalmvdRMjaOxeiUOTyu2P4vXmgOfcZyLgCQso2PUy0WxRIL9AJKVRYPJaMiMbbKWQKoaCaZKyTjB0dC9GJefK7u2FLtkrCe60VactIOT5q+Ib5NYiFMSMV4dzqcJ0qEU0cWn8fnSC4vHRXkArYzl4tcTBcJ3iMttNOGp5oXdD0VvDIbzdaRVd4w1wln8jXwl+jF6EiGuE4iGXvKBofsUE7NSd+bL9DnyT9MJE3fyNetpJde+K/K4G2JhXyiUIaWEIqKyyLWKFWEF6DzvSSKtEXJ2/V7GU7hc5e2121JyK856XvA8XiFRH4aKdMjywAQKOHzFPfmnZI2uXLrcNm7ii9ccbaWWooF+fmSHpednntA1fl5C873snBeZyoPHcwL3ADQMYXf/wQPe96uL3eE8gm2VvB3sk2ylqOKuJJa7UHY8fcfittSuW8669r2z9io6qwoa1XjcV1ejjLJpJTYeWrIC6rO7Yt+cUBzuTTV+Wp99OT3lzG+Pp7a8epID3egfob1kwazwbXgcP741EZ+xqXrvuiRmg2qMkEsAGSu5H5GRshHHY5h9fGml8j3zOW4I2kIA399kJ7oABDTyoH7zG97zYi7j14U2HfJmoaiKRnja0M0WY/Hf2rUx+u9qbNPxvnnn39+9/9bttSTJMmeCWBeeeWVBjfONyaDBg0CAMyePdv59zVr1qCgYNegcc9FjB//n5+fj7Vr16Jz586q7o/H/PEce2N/SAVJ5EBFDmQAINCWvTu9S9iD0pPqmBjucLj67kF+X4ckiuDbf3OnN+YE7W3vr+APWfmJQs/xCZ1MNJbM5155k87Q2WOC+BgkivY2c0wIxARaycIIT3oAiEm9XGEg8Pj0ICQm5HI8ZeViBz15jGWLCb9oqiuZKCLCUz5fuGa7pH2kXq44RjRF3/dYQPxG0RZvpZ6BxoSMTaBIJHdN1fddIj3lXddAespXZnJbE4r1JLwyiydb0vM8lKYneSLHJzzi/iQUqSqICMWjmCunr9hW0JM3SO97QBvvpEd+OSs+AQAShS2sSuQkrl7p0GsWvzFtBV/biH5d8PJHo6l8+2H890iKvodJnWvWhXaFFvbrzTetZRK/y/2HsjQWoD3lpWTNtkp9DYJe3mdlKUfshKodiY1FSmu/eFjSg9qjvSrK971aCEOPyWLZHgAoEVl955RwxF23ZB0J0L8DfzdlmCCwf70TasOB6FcNwzAM46dCU+1Xa2OMP1Ce8vUx5MarUx9DvPM4DZAAViZYrQ2znzHP4NqgJF3qId9SH2qT1DTYnedYDy49Ke5xpHd9fTTo5TUB6udd35TYH7I2TRlpiAeA5WGerx6h9jj48MT2IUNrs2bNUFRUhFgshv79+2PevHk17j9w4EAsXLgQsVgMGRkZKCx06Co0QX5MZrthw4bdWvqSwsJCtGrVCqFQCNOnT8eIESPo73fffTcmTpyI4cOHY+ZMDtcZNmwYZs2ahbvvvhs338yrudOnT8eoUaOQkJCAbdu2ISNDG4brQl5eHi2SALs8GOo7UBqb8Ru1rfItNkQn/ZYNrh/n6g/kiUfeVeN5uj2m5YoW3jOAylUZbOxK3qqNtD3vXEzlH/52OJX9FVpCJHW2MLw7ErAVDeXFqcw5bIiK5WsvQKn9Hk1l47U3z/F+SCmcQrbSOnXqgy4hoT1wGc0FsQy2fOYN1UvuLaYKbZKYuJauxHXy81MmPO0cnoTRZmy0jKTw7wvkObwcfSKpYTZbqsPp+hrJJIfViWz4jDly98nFn1CGaL8j4V9VOj+35S15n8R8/Yku7sz7eIUsY2UrvZoe2Ck8CXeoXeCX6zbC1utKvFctHh/ZFpdmfqn4jMq2yGMCQEV3Xhzxb2Wj82knao+HZiID3j+njeEdfPraeiv4R6+5iicDNy48U9VZXcrfzzmzWOe932CWbwGA0jC3P+jje+Z1JAUYlMXfomnbWf8nJaDf/1S/Y0VlDyqr9Ts2IJM9+BbuZI+/S9p8peqsC7EX9pZQJpWTfbodN/f9oMa2AW5dv4bux/aVmtrjSnZVG73MeIzrcxOVCx/Sz0vZp9ymVqdyZJ//Ur0oufHn7KnZYg6/wGXt9Hc8ZTO/m8WdeFE1fIbuy1rdzN+wosMyqZy6QS8aBdaJBR7ZXwBAqliFlIvg8u+ufWQeFlcduZguowMcTggIiXdA9n9BxyKxyMsSFREGMikrAMRk8lZxHunxDugEsDHRZ3qq9fMVTay5f5P5UwAgnMadiCt3iySSwueRiWZ9Vbptldl83ULp3JaEIl0nkih+s9gl7HgMZP8m2yK95AEgLBaSHYpfEOuwqo7Lc17uU3W4aNxGfd+lLJ1POk87UqHExDigsgXvlLBDOxTIRLmRFvzcJq3Vgwt53FNHsPNTqmossL6C5x/ZQR4Ptghq6cenvziWymeN+pbKeSG98l8pBkOJrgzDgr6pwlM+kb/Hr+dz4kRAJ4CV8nDSsx5we8bvyd4S/h1M/arRtJGJXF3UJ7lrfXDluWsIz/na0Hsi2zuW3rXvxmB5zIY6rkR6uLsYNZpzcNUmekAa42tj0N9fyPF5Q4zNjYbju3XssHxEx73nQG2q1KcfqzkuLw5VVf8bGC1cuBBXXXUVbdtzv6uvvhoLFvwvRDESqUWCyYOIrKws/OEPfwAAXH755cjP/1/I+dy5c3H//bs8zKXxHQBuumnXJPu+++7D3Llzd2/Pz8/H5ZdfDgC44oor9tkwbxiGYRiGYRiGYRiGYRiGYTQN9knWpnv37li4cCE8Hg9isRgeffRRvPzyyxg1atRuD/ONGzfi66+/RlFREYBdSWQBoGvXrvvWFDMD4wAAgnVJREFU8v3IXXfdhQ8//FBtP/XUUxH8/55NgwYNwuOPP05/v/fee/H9999j5syZ6N69O8aMGYOysjJMnToV4XAY11xzDU455RR13NNOOw1XXnklHn74YQwfPhzHHXccUlJSMHXqVBQVFWHEiBG4666aPcsPFOM68eps1fCejr20fEE8Js+cWOc6o6pZXiJYwh5LVVla4mH5rX2pnCy1WAMOj58u7BUfWLFJ7ZO+XLj6ikUqj0vWpqCIit5S4fEttWYB5SkflXWkByAAj9CoVd7oHsd5KmpO1Jrztpa1iHZk/RKPkJeJJWnPKG+x8OxKEdcxqr3bPCE+rlfI3LikcLxV7NUkPeIS87TrWmUL9jLzyagKx2Ura8PXOimP2+ov14uSUR+31xMVz63DQz9FJFmV3urBEv3sp2zl9m8/VS+kpk3n6y81bF1JZKWXu1BEQWF//ZvTl/JOVUeyG6D3B+2p5t/C1ymSycd996Phqk64nfiNwlPeV6qvk6/CccH34L9fHKW29R3Eq/kDh7IWbmXEEQEiQi+kVu7k6TqHy9JYpxrb5qL7QPbOSw/wNRnVTOv2bg+zrFV6gN+Pb0t1xt6j05ZReXUlewq0DhapOrVJvtTYsjaGYRiGYRiHIiPOZFmeb964bi971p76esVLj/uG8K5vKC/5wb9jj/U5/7q6xr8DwFKxT0N40u8PL3kXDZEgFojvKe/Sw1+yH2R43LI2t9dYZ39Fvh7syOgrV+6ThuBg9JRvCPZJ1uYvf/kLbr755t2yLz8eyiNDW/fYHovF4PF4cM899+DGG2+s76n3KxdddBFeeKHmsMBjjjkGX375pdoeCoXw97//Hf/+97+xevVqBINB9O/fH1dccQXOOuusGo/53//+F4899hjmz5+PcDiMrl274oILLsDVV1+9e1FgX2noMEFprAfcsjXxkGFnsjMd12GCqlMylLUx2v9pBZV3XNtB1dn+ZzZMpbyUSWVXwi9fJb8iad9o/WhJrDVfT88WvWAR7cDhqN4yYUh0GNpjeZwE0COlYhya8zKkPZYlZGGydKy2fwcb/T0yzL9SG3ajbVjWwlsoFg4S9TMsQ/Q9IkRfJgkEtHFelqva6QiTQKEwvotvVChLh3tHkmsOLPI6ovGlPrxL+kYdR9iu8w/jY6Q6cpvIhGzSIC514AFtwC9v60gguVGE9YtHsKifNrQHCvjkHnFdkrfptlQJVSRZR+ruu9pSlc0bkrY57tcQXswq3+6QmhD8+RiWWrn/Ex6E+Ev1TZW6hWfMuJzKLRO1jn1ZhG9iQRW/h36vfv8XzBaL2uIWdh2gHxapZV9Qyefp30wvNsq2SWmACoe+UX4VL6iExCLT8Gwt7TM+bb7aJunZfrPa1tTC3Wtqzwlfxp9k+P6P78knP+gw7Hgcdfbf1Laqi3jBJ+d6/vumE3RC2GZLeMG6rA3f62Cxfi6rE4WESCq/I83naykJ33Z+J6Ru74nDWGN0VyUhwbFN56qJtM6ksn+H0P+QSVgBICS1uMQH1SHPoiRckuKP0TwlQjcsIN4jKZUD6P47Q+SikDlYAJR35H385fybg3miHQAQ5ftancp9oifqGI/46h58W9GSjxsoE3lmfPpaS0cLf4VIWpzgqCNkDr0RrlPWWtdJ28D7yH6pypFENlHI44SEjI0vrPvZvCP4Wqau0vdQjguq5RDFITcTlY+gaG5VliO/UIC3JW8U99Tx6Mu2VLbhxgby9WL0yhv5O9j5Uf5e3XziO6rOXdN/TuV1v+EPmEx0CgCfLmQHnEE911E52SHz9t00Tjraf+RKKqcHtHzWjkru71om8Teul/SgAFAuBm63HvYelWWCSQAIiIGP7HtbJ+pv4LpyTuLz2pFPUtkla7O5MhMVhZV4+cT/0vam2q8abvaHcdsw9oZLL17SmLI1hlEfXNr29U00W59+bJ8856+++mq8+OKLWLFil1FUGul/RBrre/TogauvbrpJGJ5//nlKdlsXgsEgbrzxxnotPPzyl7/EL3/5y3qd1zAMwzAMwzAMwzCMnxb7wxg/4iy98P/N63VPVmscepjh3TgUqa8hvqHYJ+N8YmIiPvvsM5x00klYsmTJbiO8NMb/SCwWQ+/evfHpp58iIUFLTxgHHy4v+WNPup/KiUvZg+Tj9f9QdaqT+FHsfyUft43Dcy1Qwm5Nax8REjudVBUc0Yo9YualsAuvv1J7FinPp0ztmV3elWVrEvOELEx2pqqjPOWFzA0S9TsiPeVjUj5HeuIBSh7Hk8+eNn7H++rZKTwdZYBNmpYd8W4S0QEZLI0hE8wBDi/4CN9TT6Ej61kcj0VP2OFSJuv4+ZpUNtefwtT17MVYmcP3wxvSHpgJBXzuymZ8XJlwDgCigZrd6z0OaR+ZDE7K9FQ018eU+TgTdzi8DYX6Uto6PnDmIn2dpBd8gsh9HImfb1h5gLvwyWS1Xdjbtdyn2/abbnOpfOtp7KnW6SmWxgKAv0xj6bGLjptG5ednjFR1zv32UirPWcQJYY/op6NtikL8LnvFTVw8ixPhAMCFx3NbZubzPkFHOEdhFd+Ac9vP4raWdFR1JAWh+BEHAzJ4MBMWYUhHJOtrUCn2yY/qKB6XcJphGIZhGIaxfzmQhni5EGCLAAcXLk96M+AbRt3YJ+M8ALRt23Z3wtMnnngCW7dude7XsmVLXH755bj++uvNMH8QI2VsaiNhI43xJx6p9fO/iKc5/3D8tlTksMyNNEYCwJK/9KNygogNLuilw4vb/2MBb2jTSu2zsysbxf0VIoy81BGuLige2YXKacu1wLdnq5C1keH3EUfIvtR6F6HonrCuE2vGCxDSiO6StZFSANFUYczO0+G3Si5A/R5H4mhpaA+w8dFfqm+8/I3RBDaMJm/WvyeSLH6Pn89b2kYvhCTvqBb78LVuvkjIJwCozBbP3Gau4wrzrxa2UilrIw3mABAQyipBrbSCymZsII4k8bmrjtbyFGkf8EKNDP0P63UcJPJjjLJ2Qgu+Uv9mZXcu4x/tDWmJhWfnsT78rYfx3/1FDi34ILflxanH8HlUDeC7b3tReeBQNkQ3S9CLTFL2pXUSvx+Zw3Uo/Tc7+BtxQgvWeZ+ap03ZfhEWPzW/d41/BwC/uNiufSRzd7KMWKiaf1/vRIc8DXgBb2G5DiUcE/fMTZMzv7kFwcxkTBmt+0gpdVMfGRtJyh82qm3eCH+jKtqzjE2zpfp7VNyJFzvDYr3EG9ZvQNIO/k5XB/i9CmfoMd+Wo9pSeeR4lrXxtdSreklriqgc6tRM7VPckc+VJeXhHI+yr0hIsMkF65BjMCH6KtnHxIKO4bXsn+UCvGNxPSbkZaIOeThJ4hbhHCCkfKodcnH+Il799MqFc9c4QfzGcDr/Hil3BGgZG4nPsbgeFFJisi92OVXkiZQd3jDXSV/rkHgRtz0iJGoqOP0QAMAXEn1kZs3nBYDMRfxtlHUAICAWuWWfHnM8Xgk7uBwR44TLx2ojydOvjaVyRRu+/inr9T2saM37SBmbcEv9Xen+F/4OeoUU0d3fsIQNoF/DTs89QOVYjCVsAODovixvOf177u/OOPp7VWf0GB7jT/2W5wmDBsWXsuyavJ3Ky8paq328wgthylpuW99ULcW5poJD36NCs/CB/q/Hbdsvpl9B5YGZep+nhryAvLw8vIz/6j8axgHiQBnjpZTujv480Jn/SMOoO4z76ioqf3z0pAY5rmEYhy77bJwHdkm5TJw4ETfddBPmzZuH+fPnIz9/l/WlWbNmGDBgAAYOHAifSw/bMAzDMAzDMAzDMAyjiTKuCydMlflSjMYlXg67vW3bH0hjvMwr8dzQ5w5IOw4UtfGS7/wIR0es/T+LjjCMPWkQ4/yP+Hw+DBkyBEOGDGnIwxpNCOkp70oIK/NWjU3nzsjnkHiRUjiBYvZU2zZUu9/2+Q97u5X8lb1Spr+pM86PHseeNzLpZ/NF2lPb24E9/FBSpvZp9RW7OYVaSNdmh26HcEhK/0G4PbmS0PnFApeQrFHyM67jeOLX8ewUnr7So911HiG5481n1+yygeI6AvCIJG3JS9n7SB6zNniqtNeWcsGSeTEc3pT+cn4WpCxPoERfA+kpmLKV96nK1AuUMnGd9IJ3RYBExGVJ2sHnKW/jqCNeoXBb/RynTeOd5HXxzBPJCAFUZnJZ5jF1Jc6NCG9cXwVf26PHimgVAN9sEDIvW/gdi2bq+37RwJn65HsQ88fX04km8Q/wVuh7eMRw9mD/7jv2pMcQ7XlXGmYPuA1Rdo3MDGrP+es7fkLlF7ePoPLKedrz7hej2VNwYzmfR3rwA0BlNT+E7VM4ikcmfwWANiIx3WEp7Mk9p6yTqjMijWXGeiVp73rDMAzDMIymgBnjmza1MbzHM+AP/p2OeJzzr333pj/UjPH1wYzxhlEzDWqcN3561EbWRjKu/VVx95ksZG5ciwAb17Ouc1W2S3CCCaeyISrx8k1U3vKZllVI+Z6NzLGWOpS+rDPLM6SsYGNWNE0bmZVUjGTjNl0nlQ2SsRI2onscOvUylD7SiaUN/OuEQRxALJt/D6JscfWUONoupW6EfE7KQs494ERE10RTHcZ52RYZfl+hrdmxlJqN/FKDHgDCKfx5DObz76tsqY8pw+29YvEhMV9ft8psNtIGpdHfsUaTWCgkdtpzOUHIxgBAogiTLyvWBtby0fw8JSfytUx6T4jSAwiLdaiQeHSkVAAAVLTie+gr5+v/9cf9VZ1IkrguohxM1ff9v6+OpvLzHYXGfJJunJTHkcb4NVfphFtSu/7EEby4MDgtV9VZX8XfkTXl/F5+M7OPqpM0khcg+qXx96vDGHGTAXyb34nKrZJZmijocyxIivB7nyhnBPTCQUWUJTm6J7DE3epKzlYPAMcIfaO5Ia05f+PCM6l83+FvqH2aMlLCBoCSupH7uKRw4h3XVafPO7dT2dfbkZMkDokFfO/DKfqd8VfyO9LlUpaWWPy2lltq9yk/q1EhtZJ/mP4++UsdGlkCr3icY2IB218skle4CIuF2XRHzoUIf8OiKdz3+kr0O4I0cZxSbkssQ58nFhCLZ2KROObIGVPRmvumtHn8LkZbZao6keyaHQqiaXps4asU10n0fwl5Ws6vSsgVyQV6X6VezfUJBwO5nFjaVj/Xaeu47JVrt4512XzR7SR24gVH3yydb0jmVAkJ+ZlUV14xcW75zAKAUC9BQCjKhUU/C+iF8bBYS3/+WZawAYCAagu/L7IdAOAr431itQiKXvln/l71vIu/V4Fih6STGJZViyFXdXJ8STY5flperPuhRQs6UfmUozhXTYHU9oKWbdtaxc9GdkA7P0g+2skPXNsELWUZ8PDvSRHeGk+vGKXqXNLjayoPzGzc5HaG0dSIZ8BvCEM8AAz79d+p/P0LDZ+w1zCMQ4sGNc5Pnz4db7zxBmbOnImtW7eitLQUl112Ge6++258/fX/Bgtt2rRBt27dGvLUhmEYhmEYhmEYhmEYhtFomDH+4KbHPdrpZcXNDbNwYxh7o0GM89u2bcOFF16Izz77bPe2WCwGj8eDiooKeDweXHPNNZg3bx4A4PDDD9/9f+PgxuXRLqmNd/0Xn95Q4983n6rlGvqct5TKReew59fIM3ToofQxC03ipE2ZCQ59k0x2USrqq72n0tewB1x1FnvahFP1q5a0imVsIi35uP6W7EkLALFN7AHnaS68+F3J4oR3XmUOe8Clbnd49Zezl7j0PHd5Enoq2TUtksNuW74i7UlYnSGSuW5mT1rvFu0CXt2eE2TJRLPVbbR3t7eC2+aRMkMO2SGPSEy3swff0/S1Dq9A4QUvZWEqWmjvMOkpH07mp1RKwADaW096BZZ30N6HZV1FxIF0mQOAMm5fbAV7qiboRx9R8cgFRd7fcp0XTSWZq2glvCdLtDdoYr5MNMvl8jT97HsHs7thsnAtdDidomwbP9u5l/5J7yS46KjpVH5+xkgqtzmqKO4xQkLP6PiRWtpnQ3kmlT+bzp53Y49mjz8ACPr4WSiP8HWKRHXUSNvkIionCO/6YqmrBCAi3Byf2XY0lfun6YSl20SiymZe7dV8esYctc0wDMMwDMMwjKbLg0tPonJtdOl7vXUnlZeNv3Wf21EfQ7sZ4o3GYJ+N85s2bcKRRx6JTZs2Ifb/dZw9DovHb37zG1xxxa6M8QsXLsTixYvRt2/ffT290cjUxvAu9eTRxyGIHYfWL/ygtr368LO8ITf+cY48jxOR+IW9uKi7NlSlrWFDVNEZOlw1/a8i1NwnDaw67re0X0sqBws5XDWWpw3TngxeKIiliRDxApbgAQAE2OCasrqI/x5yiJoLjXlPmTBEV2jDtAzZ9293tEWepoiNstLo76nS8d6+ImHAkyHvm/R1izVjq3J1At8PZawH4AuxITdYzOVwuja0V6Xz85NYxMbHYLE2mofSuE5lNv8eGcq9q71cTuY1GwR36uetvDVvCzhuT/J2vg4lP2fjtv8LrTlfLW6RlLU55nhtZP5qMhuVqxP5vKE03YdU9eP7nvwdr1okrdLG+YrWUhKCz+Mt19dJfgGkZM0vj/gekuYBfofOH85a99O260ixVFFHGtHXlupFptXzWXZr6BEsH7K2VEtu9UpneayCEL9jXkfChdOz2SA+tZj76pYJ+uHplMiLjVVC5mZ5OX/vACA3KZPKJ3VeovYp2txelXfmOxIZNDHeGHE3cnJyMPjj+PqntZGxkcjn56iz/6b28bXl796oC/i+fv3yYFUnexmv9BX0Et85x4JWWORuyX28B5XbzRf5VADEgtzHyAVUf6X+JvtL+Te7pOGC6Xzc/H78vLf8QuiDAIg05++afwfv48kXK46A6u+8ZbygHXUslHsiQoItGF9myCPlcxJl/hRdJ3UZy2OEOvC3xFel35+YzC8i5OP8RTqnR3U6L/RHkmQ+Gy2Fk7CDxw6RZL4GUYfEnDxuWSu+x8nb9e/xiEXHCtWv6gc5Z64Yj8znzizkUFWS0it+MTys1J9xSMUTeQwA6j2rbCHy82zR7S8TQ+toIt/D486brep88dIwPq24zS7JncqW3JZAsRjvRnTb+n/AUpXVCXxhXPlfVl/DXqedH+Vv3AnDF+rGxSHq0tkTKGkcB1IKp8sI/satK9d9cftkfi+z/DymyfTpxenFEb6puSV83X7XYpqqc/uiX3D5sHfVPoZhGAeC2hjjJQ1hjJeYod04WIgv0h2Hs846Cxs37vKI83g8TsM8APziF7/YvQ8AfPpp3V9WwzAMwzAMwzAMwzAMwzAMwzgU2CfP+XfffRfffvvtboN7TZ7zbdu2RdeuXbF69Wp4PB588803uOYa0+L6KRJPwsbFJzufVdv6X8nehmmb2Ntl+pvXqTozX+Es4aOnin0+b6vqlLVnD7nONzuybYpkqFWHsZZHcKd2P/JUs1dTLMBrZZ4WDlmb7cIDMSJcuRK0t151NnsFqvM4PPx8Qk4mls7n8QT0p0MmrpO/r7yb9iRKXsou37Hm7OnpCTs8/OR5wK7lkWbavc0rksRKD8xIuvbwq2zG18Vfzm2R0REAEChn76/yHG5rUr72Uo4G+DhV2XwMf4U+j5S1KW3H5fRc7YUmvduqHXI5eUOEd95s8ew4Er/JpHMycd13r+rkrh4hj+PJFFEjlfp+RIX8UrW4BhXt4iRYBuBNlfo/+getmcD90j+XH0Pl3/fUnmrSu156zrdL0Z63Xy/gJJnSi/+YETpa6KST2LP8mwL2yF8+r6Oq4x8kPGCFtM/ADJ0s7tmtLEnTMZm/BwUyCzCALZV8U70efpYSHC6Y0lNeJn/dxRFUuu/wNxAO5AHQif2aInPG3bNfjvv2iMeofHnSBWqflcU5NZbTNunvUfbNnEmz4C1+xmSCWEBH+3S6nCM6ii7XURPSIzx/EGfSrD5LJzfe9hH3IS2+117wQeHhnVDI5bJeul9N3F5R4z4pK3VbZAJYicurXyY4l5FvPuF9v+tAfG39hfET2oZacB/oFVFgnkrHeER4rEdSRf9Xre+7t4KPkyi9/APa/ycmIt2iQZFc1OEy5Kvk46av43ta1M2RTFR0myKPprMvK2nHlVI38292RbFVDeck6pGN/G1MW+twWJJJWB3Biz4RnOgv4+OEHBJzo8dwlNqXU7nv/fRd9pIHgEhrbkxarhgnOJQSg0W8z7Lb2COx2/06Eqis0BFCsAfSSx7QSWMhku22SSxSddZV8HmOGrqMyrMn60TrI09cTOV3pg+toaW7OHUERyFsFf3f0My1qs6qcu6zTkpnz/8pxYepOsVh/kZ8MYajB55eoSP52gX192pPpGc9YN71hmEYhtEU2Cfj/GuvvUblsWPHYuLEiRgxYoTTQN+3b1+sXr0asVgMy5YtU383Dk1qY4yX0jeyjkvbfkEcSZ3L52pjxeODXqZy+IlWVA5c5JiEr8qk8vr79KQ88yU2GiQIY3xgp5aBWX4lD7p73y3O7ZCb8aTyxC+2LY93SBIWS+jwdE8Vl735Dn2TGE/YSnvyrChtqUMLPpWvi1cY0ZM26vPk/oolK9p9xvHe3h0cBgwAaCGM/FVCT75aG5ykIaiiHVuUg0X6WvvLag5t9oa1sUJKcUs9+cosh7FCfCoTCnhD2kaH5E4Vb9vRj49b2EtVQRKrm6CyjTbQZM/lLqFEpHqQ2vaANpIHxW2u1LYwZZzwb+ALF26rjVS+bWwlKG/H9yd1le7OpMSOusvJ+h5Lw0I0gSeyD73i+O6INb1/f3sklf98zAeqSssj2LBYXs0Gpk++HqTPcxQXS8N8TU4cqXO5/FDAYfHtUnmhYEGxWNkB0C99E5VbB4qovK68t6qT7Od71iaBz5MsrWMO7jv8jbj7GIZhGIZhGIZhGMahxD4Z53/0mo/FYmjXrh3efvttJCTs3ZuoZcv/eU9t3rx5X05tGIZhGIZhGIZhGIZhGIZhGAct+2Sc3759O4BdMjajR4+u0TAPAF7v/7w7y8p0Uk3j0CSeV/zetu2JK/Hsud9eSuUlr7A354KH2Use0FI4C95gWZtxnR1SS5Xs0V7UTSd3BETiz20c6hxupmUg/InCDVlI40Taa5dj/wYha9NGSDuUag996RlfMpA9adMcofSxVHaHTtzB+8QSdBi5r0wk6ysXCfIytI5KpxfXUzncgX9z5cDOqk7iWvbar27B7tHecu2hG/OyZ3nSBr4mVa11olN1DCE/U5mu4+LzD+N9Ws4W0kWOkP2YiDKSSVnLWuooJCkNIBREkFDoSBbXgduStlR//gv68XOckM+/sXyQyKAMIPEHkZRYBC74HSoMPnGYsFAiCizTfYkM8w+L6++SHAg149/jreA60STtOX/Bz76k8qtvjabysjt0FM8DS8ZR+em3T6TyfzYNUXXWruKond69NlJ54NBVqs60Gf2o3HMgS5AsKeJjAsCFHb6l8gfbD6dyyyQtDSKlAfJFJsTOKTrBZ7EIGykW2kuFEf3+P7tiJJV/02O62ufmheOpfM/hb6l9DnZO+JKfKVeCWLmP/3K+viUP60TraVfyOy6/NSUn6Q9SiZCxkckrK7P0tyVtI7/0rx35JJWHDvi7qhMs5Y+W/G6kPyLCXgAESvhjUtZR96vVCdy+9FXcF6cs1xFcURH1lbiVP1AyeS0AhLOERI34Jgd36A+fr0BczCrRr6bpdyQmZOdiQn6msrW+BhAJzoMiCs9VJ3FLnDF51BGRJsrhTBE9F9F1ytryc5u0Q7QtW48tZCRiOJW/45krdZ+/sytft5Do4lO26oi0qgz+RaVtau6bASD4KX8bi3rzPoedp5NcL/8Xj1XlMwvo6Dh/Oe9T3ka35euPWcYmliIS3Fbp86SvjiNjM0ZHL1Yv5kjK3rfy9yqobzsqWjo27oGSsAEQyqq5jkuK5eJZF1N5xiwRRug45sxpnPAcyTWf18UpzedT+fMiHV3WMYnnElsjLIUTdmgtyYizp1eMovIPZY7ItxQeS9QmQezti36BsgKHrJZhGIZhGAeMfTLO70kgoAfUkj295ZOTHYLHxiGBNMbvL14d/hRvGC7acaJux4LJvAgw4swHeYfB2sCRfx5Psjtfr6M+Qu14slLSI5PK6Qu2qzrtmvEEINyJ9YADeWxUAIBIB97HV8IWy1iSNmpKWZukbVynrIfWAg0WCo12IcvjKdOLAKgSE+RknoSHHbru1S1Ymz9pPUthBEq1MRiJfBypS+/Zqa+bJ8gzzmqhS1/QWwurZi0TOugxOVHXGi/Bb3lyVdyByxlrtZTMzk7yM8zniTm+0mXt+J5mLmWDjc8xxwpl8nHL2uvJfdoqbm9ioZA3CmvZpCRhp5VSMmWdHFrwXj5uymruP1yGdmnQj/bl+3z7AC0dc/ciNppf1+czfWBZ52M2BiOD2yr15QEg99KPqfxd0eVU/uGL7qpO71G5VB6Uydrvr37OhmsAOH4kawqXCUtKZlC/L+9sG0DlqHiOC0O6L26XxAaZgNCpL4vodzlVPHRSg/7ill+rOmM6LVfbJIeiMd4wDMMwDMMwDMMwfsThx1l7mjXbpf0ci8Uwe/bsGvctLy/HV199tVuLvnlzlxCxYRiGYRiGYRiGYRiGYRiGYRz67JPn/IABA7Bhwy5vv0WLFuGJJ57AH/7wB+e+V199NXbu3AmPxwOPx4PBgwfvy6mNJkxtEsDGQ8rPuFjwsJaXoHZMrns7pDwIADR7hT1LE1/YpvaJ/Im9RKNBESrcXMumhJ/k4yZUCI/vEh1m7heyBJFMPoY/X3uNy9D5sna8MJa2Qof5V7Zjz/LABpaScYXfe0plyD6v/bmS4gYKxAUX8jNI0i7U1RnCe7tahG67pAH8/KnzieuUtl57hG8cw17JrWeyh35Vhv58eoScgEeoplQnOBLCisP4hfPzzp46ZD9lKbettCOfN2OlDl+PpIhQbUcyVG93vi7FczmqwunFz8EPSp4idaWjkrgMZR25LcmtHFEjc/gd8yzlZ/SOJeeoOred9x8q3/T5mVQO5um2BcXlDmXxtU3Yquv8c/kxVJ6z6BQqnzxujqrz0WyWIFhe3lHtI/lsOtfpPpBloVo5JGqaJ/B7WVAVP2qtlUjmuracI3Z2OiIogl6OkDg2q+5J319frccFZ3XV1+5g4MxvbkEw032tpWyN/wLxLrIqgbMOtFqGJs4+rqTpkq//zfek23gtt9Q6iZ+XoRezjE35abqP8b7BITaBcpnkWkdjJo8ponLGXbrDDqfzt9Ej+4eglo6IZIh+RnzHfUW6Lw5uFYnWQ+IexhyDCdF/y/5NHQNAqAVHqQQKuIMIFOsILr+Qz5HXIJyur21VS35WfZXcFpnwHQCiQf6Qe0X7o45rnVDE34loQBzDkYfdE+Zr7S8X0XJRfa19lbwtSUST+csdz04K359EoegSSXRIzImf6KvgfZY+20fV8YqM6FI6CtBSN4n5XCeSrNsiE7Z7orxPVbaWa6lqLqLYNvAP8k/hqFAAqO7KdVbeyHKQff+sx++xVL5nuRdfT+XOj/5N10kR97mM23bVvHNVnY5JHOk6+ohFVP7yu8NUnVfPmUTlc/9zFZWHHr1U1dkqIsNS0mtOiA5oubh2QZa5cUWkpQV43DytsCeVs4P64bmkB0epXTr711SWMjfALqmbvLw8PIgW6m+GYRiGYRwY9sk4f+KJJ+L999/fnRT2iiuuwIsvvghglze9x+PBlClT0Lt3b6xYsWL3fh6PByeddFKD/ADj4MMleyMN+tLw7jLWK/14UWf4+XqwP+jaeWLLAColb9ayELksS4/8bS3VPp13sFHM24Yn3aEMLZuSmC802qt4ZhVt3UzVgdBw9Yo68Domj8JYnbpOTNwdWrIJeXwdSvuzBTZ1kZbpgU/oeTcXeppZ2tCesIqPE83kRQxPWOuzeCv4N0ujQShDL4T4d/K1lvr3oXRtNG/5fc0GgECZvm6lbdjoERZNKQ7q80SE3nq5eLyCm/SzU9mS25K5TGhJd1BVEEvg9qYucxw3hSePHY5m42/+q/rAhaN48pg6Tzz7mbot4QzxHGfw/Yks5mcHAPyDebLrncv7TLyQDfEAcOe/2WCfext/I7o8pLWw19zMhoY+t/B3pryDlum5/xOe7Mq7LA3xLo48kg0A2QGtWb21kg2ac75nuRzHmgyGDltR43mlUR0AtgttoqiQWvpNq69UnWe3Hk3l2aWdqFyerJ+3QZvbU3l+2VC1z1lqi2EYhmEYhmEYhmEcOuyTrM1FF12ErKxdXhU/Gt6///773X+PxWJYsmQJli9fjtgeXkTNmjXDeeedty+nNgzDMAzDMAzDMAzDMAzDMIyDln3ynE9JScFjjz2G8847b7dcTUyE8v7oKb/n/x977DEkJjoy/hmHJNJTviFkbwDtKT/yDE7u+u2bwuXdxRtcPP2bP6pdkgrZm3jBKXepfXrhTiq3f1BIuDg8Wqd8cwuVxw64lcquBKrBfPamjYkDR1N0HSn74hHe9yXdtZdy2iqWIUgoFF79mSmqjleG7ItvQaBQy9qEOrLETml7/i5kzddevTGfp8ayv0TLwMgIg2gSe7inbNHSAMUd2dM3bb1IEBvQa5tB4U0vw8qjAf0gRMUtkyHuUiYGANJy+Tg7juT2Z811yBboXMeKWB+Wk9n8MXvKj/m9zi3y1QtDqFzSie97NEH/gKQtHGVRXcwyKf7DdEi45zvxnIrLf8sHZ6s60db8/PS8k73gLxw/TdXpMklsYEUX5F76J1VHHlcmtF1zla4jE8t2SmLpqFe/0AlhTxwpI3/i0y2Fo1MGpKyj8vTiHqpORTU/P1KG4eXtR6k6XvGgpvv5fQ9IjScHh1Ly1zdG3I2cnJz4OwL4eOPDcfcZ/PHNVD6iJd/HtRfoqJaPl9xb4zGlZA0AjDq/ZhkhKWEDALMeGURlGYzRKl3L2mxrze9zzthNVE56qa2qU/45X8+0BN2n+Kr4OYuk8nd80ykiYzWA1t/wtz0o+6qw7h88fv6GhVtymFTM5+gfNvO1iyaKaBK/rhMo4ii2ku7cfpfUWFoV34DythwplpKr5a8gPtMREenmc8jSeRJFPyOUYlyyNh4xLggn8z4JBa7+m39PdRL/aCmvAwDBEj5PtZCkCafqvlj2tYFSPkbeUC2Fk7mYzx3qwNF+nY/l6DMAmD+jG5VTHTJWYaGIVd6Zn+vgNn3jpQRbsIh/Y8IOfZ1kXyVyjCOqhxJI3MbH7XU793+VPfT7IpEyNqm5um0i+ArBwvj+ZFIqRuIr18d4Jm8UlY84hvXAWiQ43hd5jE18jKHZ69Q+zw19jspT1vamcsdmO1SddeGa87N9X9xFbZMyNm0Si6h8+2Hv1nhMwzAMwzAah30yzgPAOeecg61bt+K6665DNBrdbYiXxGIxeL1ePPjggzjrLAtU/ynREMb4ePryADBdGOOlsd61z4gzeZ/AH7SWsuTEI7VxPjyBJ5jlbdji2v+m+aqOXAioTmHpGGlkAABPOU/8uvyHDRqrf9dV1xGT4ZJObERI3qwn3crgXciLAhtO1pI77aZyHW8hG3qrc7RRJFDAx82o5El4ZTu9cOCr4H2kkTywXUsT7TycJzjFHblO9jK9CJBQJGbqe/m27UkopebJo2uiKyfDCULntsIhAVrSicutP+dP+Y5+uo6vlJ/RsvYOOaMlrLEjJWm+eJUN8QAg546BUrF4UuYw0AiJmtBWPq93nr7vle35ffCL3+Nvr7VXQ9v5fa5qxff51bdHqzoBYX+RNmWXXms4nTXnvSG+Bl3+oeVzjh3BBgBpmL7ncFVFadtvG8rv1ILZ+v0/Ln0xlf+bP4zK0Zh+ZgeksUFph9BnSpTixgBSffwdKYzwAl6aT39n3iplnf3fqD00Ny8cj7ICLXdlGIZhGIZhGIZhGAcj+yRr8yMTJkzAjBkzMHbsWPh8PsRiMfrn9Xpx4okn4ptvvsGECRMa4pSGYRiGYRiGYRiGYRiGYRiGcdDiiUkdmn2kpKQEc+bMQV5eHgCgRYsWGDhwINLTtdesceDJy8tDixbsirt9+/Zah98fKOIlewWAcZ1428e5XOfyuReoOo8PernG857wpT5PuJo9dDfsyFL7tH2F3Z+9V26jsu9u7WlekaMTJO6Jv0p7NgdK2PO3KotdsVNXCLdrAJ/8cA+VjzyXw4lTNmmP1tIO7HGc+YM4rsOL3FPB4eilfdilOmmr9mj37eRtkWz2tpUe/Ls28ierMoejFFJXadkFWUfK/7gS9lY2Y290fwUfI5Sm1zaT8vj+FHXj+1PpeM38HGCAqmzxd50XVEkZJG/lcsShblTSnV3AU9dqj3afUBSoEO11ef77hBOzXzqwO3qYahGgUtk1vie0bxvfI38FPxsn/kxL7jwy6N81HlNKywBatqbXbfxdkdIBAOCt4rZEsvg5OHHQIlVn8tzD+BgVfD+OOeoHVWfaDA6J+O3xn1N5bYUOgfcL1/8tFRyV0CVVh9JvLOdvnN/LxygK6QijXun8zUv28sP0p+azVJ3MNhvUttrQ1PqxxmiP7KumjNZJ0486m7/1M167lspj+7FUDqD7i+Gf/pnKg3L0PZP96rGf83laJOmolrU7+UOXEoz/DfDeJZ5vR/fgreRndcoMlo87YcTdqk40QX8L92T1RfpEHV/nOokb+UMeTdYfS9mf+crjy39U5bC+SSSJ+52wI1ordQP36f6dfG1jiTpoVsrdectEnaCuU9lKy9vxQeP33z5xvyqb677YFxISeWIcFHVIzFVlcXurg9yWgj66bUExdIjV/FgAAFJG5lE59DG/84Ey3V9ISZ1gsd4nX0ROZawSSd856AgAIIOTwpl8TwM79XWS/XW1GDtUdtLPaEYOy7xUzuN3OZISf1rpq+Tfs+ImPfZ+egVLxdwz+TQqB4r075G/WXLzie+obX99bTyVQ1l8DJcUzrnjOCn6liruV3ulbFF1ZJ8Y9PBzvDEkBn8ANldmUnlY+hq1j+SSHl9TWUb77U3WxvpVwzAMw2g46tOP7bOsjSQtLQ2jR49u6MMaPzFqI2MjjfGSb57XerpgaVz0/2AilVOf1zq3ksB52lqavI4nKzufYYmaZGgd1ZTLWWi06IX2VFayKg6kRqprAn3csX+hcnopt0XqtwJA1jfctmhznni4jObeap5ku4zxkup0oWtbohcKFGLCn1oc34gQE1q+4XQ2AOzopw0CCWKiLnX3fQn6GlQLw4k0tGcv1fdUGg3KOvI+/vL4FoLyVlyOJDkmx6lCDsirj3vYuSy1Mv+dPnHPHRF2Wmmsr9TrUvCI5iWuYYtA2DG5Tyjg6yTlZt7/dqCq8+knwrDenK9B0gb9rEiDvTc7/vUPiAWWVTewgd8la4Nk/gE3jOUJ8/oqfeHGjFhI5QQhL/P0kOdVHXnuc8dMp3JVTBsRcxL5e3Zxc67zeuFQVeesLDa+v1IwnMqvlWht3O65Pan8yU6t5fNA/9fVNsMwDMMwDMMwDMM4VGgQWRvDMAzDMAzDMAzDMAzDMAzDMGpPg3rO79y5E7m5uSgpKUE0Gt/r9+ijj27I0xs/Mc799lIqvzr8KSq7vO9HT71ObGG33/TF+apO539zGP+aizurfT5ZwElipUf+zFN0ElnJiEc5OW2wQHuel7fnxJlfv82/58Thd+o6rdgrPGk7eyCv+51+V7s8yl673kr20C1rp8PZU9jZHp4wewbHAtoDuaI1h+wnbxDSAAn6E+Uv4Dhs6Sm/7hQtodV+Ckc7hNK4LaWHa0mF5M/4uoUyuE4oVa9teqvZ4ztRPk4Oh3YZXp+9kM+TUKzvz333/pPKN9xyGZV3dtZe/RUt47dl0avsKR/jxw3Zo3Wo9vTjH6Byj3vZW92jc+2iqgU/G8EcftaDC8SJoT3lF9/P73efd25XdcohjlPN16Wqefzw+wuPm0blF6ceo/Zx5EclThw1T21L93OUyF+mncLHdERM3DCOves/2M6e5j98/1tHnVU1tm108kq1bUpZLyo/t2MklVNleASAoR1yqbysij3n2wa05NaYTsu5XGNLjT2RMjYuSTagXY37lPXhvwNaDu7bk16u8e8AcPRUjhSRgVXbK3R/8f3Ye6k84Ar+Pa53KiQCNhY9oH+zlK05aegdfNyI/p5KWZTqRH73uj+pG1OVw/tEMjj6x5XQvTqZ+6qYj8/rkmcJFvG7Fijmi5vkkI6paiZk9sL8myMpOlom6hdSK46+V7VtJ0fhxbzi+9pM66sFimtO6J5Q6OgwxGUJZXDbfJUuCUC+/hWd+DdnrtDffpkbW6h5odjRr4Y+FaHJYpfy1rpOhAMGEQ3ofQIcvIRwstjB1XWJw3grRSRfO/0c+1fwdZFRYL5l+lkp38ohgbFEbkx1lr6HuRdfr7bFI56MzYpb9Pt/1bxzqSz7Kin5AgD3ZLH813lHf0Pl1z5heR0AiMb4YqeI83QJbld15pV3orJPhL62CxaoOuXV/C7L9svf60JK47iS2u9N6sYwDMMwjANHgxjnn376aTz66KP44Qetkbs3PB4PIhHHINwwUDvNeWmMrw1fHscGcGms/3gp/x0Aur/Ok/3ke7RhSu7T4XGeSZ1wr9a57f7oMip/8wYbQVzGlq15/MoeN5oNHC4BjkC50B0tYkPosd3WqTprktg45y3jSXigVBseSrqwASZ9Jc/yql06t1Ge1PV5mq/JsvO0FEY4hw2u0sAhDfGA1rGVOr0tPnPo/4uJrtS9dekdS4maxAK+9oU9HcFKQuOlqDf/OSFf17n4bTbGB8bztY7kauO2t5An2dHhxWqfndv5HvbtvZ7KK6frhak+X/C7KuWlQ2mqChLyhGGrjM8b1c2Htz//xldWHUHlJad9p+r0uIfbdvvZ/6Hyed10nS6TWAZGGuOTtugbHxa/UUrjHDtQP/tSruWB/vx3lxH09z15oeD+T7itRw5fqupsC7Mk1dLSVjX+HQDWV7LxpXmQr/19h7+h6kgyffweSkM8ABRtZimv+mrQG4ZhGIZhGIZhGMbByj4Z56PRKH75y1/i7bffBgA0cG5ZwzAMwzCMQ5pxfW6i8sdL7t3Lnv9DLt52T89T+zz+Ws15WTA67mkUMqEwALROLnHs+T9cnvPDPuHfHEmOn+QvKS/+GHPKN7fU+PfjxvxFbZPJUHcczou1zTnVAwAgsJO9kKNBXnBc/WtHPovXRGLTCuHd3UIvEssIuuo09kaXkXGATghb2pEjBNPWOrKMi6gvj4x+rdbXvqolOyFIz3mfI6l9UQ9uS8o2dtKReXQAwCuOI89TnagXsEvbiITuldz+SJJjdV1QJvIPV3XVOXFO6Tefyl88xhFD0hsfAJI4dzbKdACLSswqo/AGjlqh6syd0Z3KvhD/Rn+e9oKXOWNi4lV13Q91DJHLJWGjPk/nR9g7fe3/cdLonnc5vlWcl1wle+32gK6z6vpXa2qq8zw3n/0OlaXH/t/OeFHVmVPGjgoFIb5wBdXaw2BbFUd1ntXs+5qaCgDoGOCE7dcvOIvKkwbGz8ny1JAX4u5jGIZhGEbjs0/G+aeeegpvvfXW7rLHEV7rwoz4RjxqkxD2QNEph2dFUk7ARU8fy8u0ztBeypvKM6l81C958lJ1sYxj1m2paMYJbH0V+pVO2swT8U/ncJj/SYNvU3U+n3MjlX8x/Qoqe3+rowcS8nmW9+ksPu6Y4+5Tdcqbs0FjySXssb/1RG0IypnLv6cqiyeCSdv0BFpOMBOL2Chy+n1TVJ2re0+m8rEn3k/l8hwdp+CvEAaARGFE6CvcygFkTOZJXUkn/nu18BgHgKxPeOK3U7inex2f2Nb9WZJm/ZoWeidRsW0yZ8Vd6Thu1eF8P7yz+bmVRgYAiIq5eySTJ/fTx+p37LgXOCz+rvnnUPn2BF1Hhr13eorPc1433TYlFyC6NdfviaRypdxLWeZDetIDwD/T2SP//k9kqLnIXg3gkuhFVL5h7Fo+xsc6XD00jL8JHVM4dP7IFC1rk+zrQOXtITYqLN/QRtVZEWZL1s+7OCyaAukp/906HZlxRMe1apthGIZhGIZhGIZhHCrsk3H++eefB8BGeTO8GweKeJrzDcXGwkwqjxyvpW8SCtmLLvFaLvfJ2qrqrCxmT0G/8A7zP8nnBYCibNaCn/XmNVQefKk2UEYT2HVrwP/xPs3StLXxmJ+xjjhibKxLyNIGcKkPf/wx7P0Z3KEN05lCSDWUzQb+1E3abauiJQu2Sj1d6SUIANVC01Ua0V+aNE7VeWsb3+edfdlDsfcvtUzH2id7cFva83nTpmoP0pj4Cv/r/CeofOlLf1B1pH58dVu+H4FcIWoLoEcGe9Zuzdba/IHZbPSfuWwAlcddoD29prw5jMpS4sWpHd2OZZI8lbzQMfJjfq4BIFWsbyUfw78nf7lwc4SWvknYxgZ9l9EcYk0scZPQN+amAwDWXMXt7Xknv2O5t7Kxfhe8bUuYDesuDVgpdbO+ir8HLqklr5BNOiuT72GiKymAYFQaP+uflPVR+1zV67Maj/H66sFq21ld51DZDPGGYRiGYRiGYRjGT419Ms4vWbJkt2E+FoshEAhg2LBhaN26NRITE+HzuRSwDcMwDMMwDKB2MjaS2kRw1YfBH99M5Tnj7qHyqrd0uEn6WF58rniT8xrMfTJ+JNxhn/Pv8TuUVypyePVp5Bl6oXz6m5xHZmx/Ts5eMkBoZQBI2cIriK1niOisbC0dIxOZ+so5Gqv7v1xJZHkhPFopEqimaw2UWHde7QyU8WK0r0o7xFS05PNUZvJxI730IrFcSO7wEUdNRZO1VIlMVhsWSXFlThkASN3I18Ub4X3CaY6INJHcVeavCZTp8yQWiiS4QsZGRm8BQFScWi4sp87Xi96fzmcZmzOu/JLKy0tlJnagbRJf2ynPDlf7pIjnX8rjrHiNHQEA4JSLeOH1nbkDqewr1lM+XxVfl0i6yFG0Uz+TYSFj4xXHXT5Rv+9d/875UaS8TChLO2KsvYKlbzo/ytGlq67X53l6BSdv/b6Y8xZVJwxQdTaGstW2Pbn2Y53/5dejv6JyhySOSFtbqWW6xmZxNNmSKo587ZOwSdU5oTPnkVknfl9DJXe9fdEvUFagI2INwzAMwzhwNEhC2FgshoyMDHz++ecYOHBg/AqG0QA0hKe8TBDrYunpLM8y4t+6zo5reSa14JS7qCwTzwJA9GGetH31rsu7lunxBh9X6ufO+fzPqs6Jw1lip6QdT/anfsnav4D2rk/ZwpNjT0xPUiub8eckcQfPbGMttAbnKY9/QeVJs8dQ+aohn6o671x3PJWzb+KEtkV3sJc/4NB9FRJc24dql+O5T/I96z9BJCneoqU9lr3AHtSdHudnZdnt+jkY/LuajWwxhzd0RHh3x8JsVTj7FzxxBIDXlrNMSqhCWydCvXly9quBnDD1neePVnU84jDy0XAZQRDiG/K7UV9S+amZLPkCAJUt2ABTtoGNbAkl+kLd9PmZVM51GA0kMiFsKFvoRO/U5+l1m7iHwsjzz+X69/xl2ilU9lbwPoXhc1WdLD/fn/wwG9luGKsn5dK7fn4lvx8uw0Sp0O75eSone98c1gbOWes7UfmLUs5sPCRZyzMZhmEYhmEYhmEYxk+dfTLOd+nSBQsXLoTH48H48ePNMG/8JPjmDW1gjYdrEeDyLPbGkZrm1UnaY2nFu+wFePRLDlkOiTBEJxTFl56a/wgbMS+ZfRGVnx7yfNxjSI/F8k5aRkWSMYeNguv7acNhKIMtn5uf7ErlWGt9XF+Yf7M3JAyuxdrgOuzXbKQt68v7JE0X+i0Ahr3HdZr7+B4e8Sv+OwCU9uDjHtOJE72lrdPG+5KOXPYEefHk35+zdxUAJG3l8/T+2Wq1z/LtrEP/2go26K/4mzZuXzzrYirPfu1wKkcdvUx1R164+dfXo6kc2Km9Jy/9OecAePa1E6ksFywA4N4xb4gtvADW52Z9bdfcwwssMunc8lv1NehxD+/jdUjfxENK48hFAtc+0uj/rfASBIDh6WuoPK+UjfNtEtiLEwCiYkWoZ/vNXFY1gEnLeNEsHON7OKaTloGSGvMma2MYhmEYhmEYhmH81Ngn4/z48eOxcOGuML2qKguHMwzDMAzDaIr0u5YXkdI2aimJOa+xjI3MczDqfH3c1SWc76FYqKYM+JAXagGgZzbnjOh7Ov99e4WWXmmRpPOWxCPcjFftpIQNAHiqxYK1yJ20/uf6uO0/4gUsT5AXYv1l+tpG/aKOkH3JWlGh6lQ2Z0kdmYg8a5nW/6loxeFLzRfwdYuk6HCmlK2OEK09z9tG53LxV/Jv9Ia4HEqLP8UIbue5g7xGu87Ni/aJ+SyrEnE4MlQn8HFCafGdFPL7iQ3isCkbdNuKu/PC+DtPjhZtU1WwWKT5iOigQhz969lU3lrJzg1zZ3RXdTZXZFI5uJ3vs8fhl1HZlt8HKX1T1VLnJMn9HS9yd36E5WY6PSdyFgHIveZ6tS0e8jgeEZLmknRZXcZLx9nB+N+MF77UEYHxkNIx1y84i8onpC9SdTJ9/H6P7zqPyg8uPUnVmSKO+0D/r+O2TUr7XNIjfp3bD3sXeXl5eBAt4u5rGIZhGMb+YZ+M89dccw2efvppbNy4ER988AE2bNiA9u3bN1TbDGM3/a/UHq4LHo4vUdFYnDDibipP+eYWtc/jg17mDewYrIwiAHDMyTxZ+eqj+BOeyTO1YWRPpIQNAGSuZNff0rbsDX30Du2xL2V5Noxjr/eAY4709o0nUDkxg2ePiy/ViSere/MEuVCUV96on4tO/+TIhdzf1z36QT6DrsSgxaeydEdkNc+6f36CTqj62YuctLTbX9ljOnByiaoT3sjHveBwPq7Lcz6UweWft1ig9ln14XgqDz5tCZXldQSAYD4/G8gU523OxgsA8G9ki0VQ2Je8A7Q393XZ7On/skgQe+uv/qPq3PLB2VQ+bwL/vbyjNjz0ffd2KkcT2CgiveQBLd2z4mZ+Bnvfqqog907eRyanzb0qvszV73tOo/KXIkm2ax/pbS//7kLW6RTMU/tc1YuflU/X8rv7ea72tx/TyTzlDcMwDMMwDMMwjJ82+2ScT01NxQcffIDjjjsOBQUFOOqoo3DTTTfh3HPPRWZmZgM10TCatiHeRUVLrckuOXEYa8F3e5LlTJTxHsDQlmy4HfhHNhTOe6zu10lK2NQGlzyLNPK3XsheQqXt9TXZcBYbR5tPZc+ocS9MV3WeeGsclQPCdj1yvDYgtxUecKM+4X1CqY6kZyls9F8gkhr2fvsOVWecSN7VuhcbmZ/6kBcjAGDV32u+/tIrDQDW/h8nSuv0GP/9V2O0p1RxhK+/y5uq4Fd8bV94iaVjcv+i26qM2bN5FSAlV0vUlHbj+x7swSs3leU6AWOvZ/5A5VBvPobUlweA3AnXqG174q3QbVv8i9upLL3zXMnWpASNNOBHsrXL4lXzWFM+99JXqXzzQl4oAYAOCflUvv8T6TnYS9X5ZxYb1heUxV9AL9rM+wQ8rKN0Umc2xLvI9PL7b5I1hmEYhmEYhmEYhqGplXG+SxetY7sn4XAYsVgMmzZtwhVXXIErrrgCqampaNas2V7reDwerF6tNY8NwzAMwzB+qoxrd6Xa9vHGh/f5uD+InBH9rtFRIDJiy7VILDnhSz5u859tpPIXY/QC47Gf8wKjlKzJ+6SdqtPidM5bsOPmjmoffM7FqY4k6ZJRp/NibUkHXhxMW67lTLwRXhzc/FuWZ0mcoXOSpK3nKKJwKofc+Ct0lNHG47jcejov9JV20Lopvirep6o5y8Ik5GkZyqKeLP/jL+O2JW/WkjtSlqc6USSFr9S/J5TBx5WyPTJHDgAkFPC1lknSA2X6POU5NU9vXInKEwr5wCIvNrqftVLVWTyF5WWO/923VH7v/eGqzkkns2TN5A+GqH2+e3gwlasyhCRSW1UFrx/1BJU7LedIy8R1+kcnZ/F9jW3gSLGQVzsuSKSzQM+7ak5yD+hcLquu1wv//jxub3Uyyya5FsrlYno4ygvwrvNI5MJ450QdKfb0ineoPDyVoyaXVOkbtKmKE6kvq+JnI9mr3+UH+r9O5do4C9RGxsYwDMMwjKZHrYzzubm58Hg8iMUcgoXYZWj3/P8B9Y/7lJSUoKREyzHsWccwDgZGT2UJFFdy1/4fsHTMgrfuqvEYAPDl9/o4e3LS4NvUtllz2Fv7uDF/qfEYLmqT3FV6xgeEfq4nWU/YEgtrTjQbKNUT6Pav8yfoq3fZ0/mhpZ+oOm2ms0bqlx+ztM+JwzkiAQCKejpEXfcgfa3D8CB0iK+efw6Vkz9mORoAeOgpllaRciCr/qQ9ueU+D71yGpUT+ms9oE6PsbEr9488OZ74g444KBOWhv+bq8WjP5nMnvIrhae8fHYAoDSvL7dXGDSqHUEkfpHwtTKZDTRJKVozaPHNN1H52RUjqfybHvo3d7tfJGoVj+Cam2r2rAf05NclaxOo5v5MJo3teaeu8+4sTrbbJ5mfg3sOjy83A9RGoqbm3/ir7y5R20Zm8oK8PO77a4SUEYAWPu7vpae8TP7q2scwDMMwDMMwDMMwfmrUSdZmbwb1Hw3yexrpa2JvRn7DaIq4jPGSBafUbIzvk7W1zuf9dI6WTZHUxiuwPnz3UnyjpaTvjWyADJbET0Ymdeqlpn51EhuLAaDtrauo3Os2YYA9XnssVvSqpHK3x9lK226SjuJ5buhzusF78pTeJA34Dw2YVuPfXfv8Xtx2l6xN9mJeHJn4A2dTvKvf26pOx6dZ0/yyo75Q+0i9fplYbOabWmrF04e9MKta8d8TN+tuZvW1/Hx1ev5+Ki8+73ZVR+IyxkuiCfzQrYojc+NCStZA56lEUHhcSv34oE9fg9xLpaY8l9V5AdwwVnvJ7Ylc6AHia86/dET8RQBpWP95l7ob1c0QbxiGYRiGYRiGYRiafdKc/xHzgjcMwzAMw9h3GkLCpjb84Mh3IWVtaiNzk53AkUdLXhfJf8foc0sZm8Vvc51FD9QiF8rnetNJQ3l1M5LGUTkxx3jVk8KRPBXNeZ8201myAgDK27AERWAOR2flzNXRWKt+xUPuHs9whFA4XcuOtP6a25J/GC/MNlvEUW0AUJnN+2Su5MVpT1TXSV/Hi6zFnfn3ZazWvyfmkzIwfN5Iis7pUZnJ+6RsZcmaqkxX/he+LjGxi5R8AQB/OS/M+ip5n6p0Xae8J18DbyE/O3NWd1B1ZGBY22AhlZN2qCroksQyKZed9bHa57mnxqlte1IbeZb7R7Ekyg04S+9UJKRUWrDjQu4fdNSnSl4uFpqXT6x7HqPOj2onBB/4Rq+94lq1j0RGusnj3qODvhznHhH3vLPWd+JyBS9gp3i1dJSUqHl8+bFUvryndpiQDhK3H8aSNVLmZtc+NS/iG4ZhGIbRNKm1cf6n5O3+0Ucf4fvvv8ecOXMwZ84cbNmyBQCwYcMGtGundVB/pFOnTli3bt1e/37EEUfg22+/3evfX3/9dTz22GNYsGABQqEQunXrhvPPPx9XX301AgGHQKbRZJHe9iccdbfeaUbNx5BGEUAbRmRC2CN/OyduncV/78c7vFJzO2rL4vt4Qtb5ZZbcWXuB9vK/eNbFVC7qwTOnQecvVHWkR/tDmexdf3XvyaqObEtxN9bXjeslD5dX/H/UPp+s7S32gSjrOvGQeq4AMOgyvu+vrxxI5bvELQaAlOZsDNtalaH26X4fH9dTzZ7yZ5/3larj8tLfE5kwFgD6vMPbci/S+0i6/p09yVdfw17wsu0A4I/WfeFYGh6SdnA3Wa1lYRFyJHzdE5e+cbzz5l4lPeuBLpO4vOYqvgauJLIS6Ukvk78CwGslUtZm373eTdbGMAzDMAzDMAzDMDS1Ms5HHV42hzLnnXcedu7cWe/6Z5xxBlJTtcZ1165d91pnwoQJmDRpEvx+P8aMGYPU1FR8/vnnuOGGG/D+++9j8uTJSEpyWIWMg4IpM25R2+J5JNYmEd+8x9gg7jLoy20zX4l/3Hgcd6zWus8/jH3I1j4SX3JHGsWHPMkG2BUPHKYrsfMR/vlf9jB7dY2WA+m6lr9hn33FRs1hv9Z1vn9B6N/XwrCe/paQ1GG1mb3I2tTdYD/3Sb7vvd+OL4F0RFteODwmfZnaZ9KNr1JZyuW89t7Rqs6bq2/nDd+z0X/JveLvAHq8yTJQb63mxYXxXeepOoldi9W2PQlnR9S2e8e8IbbwdXNJx0ijuJKoydPdpjSSS136FTdrT8Iu/+Bz506IL2tzzFE/qG17cs/hb9X4dxeZbTaobSsXnF3n48TDDPEHJ7XphyR9zuLErWfPvEzt89qRT/I+4H0Ou14vtuWMjZ9o9tNZnKvlmJ+xVJovpMezX73H797I8by4vuI3OnFGl/+IJKVe9hIv7aDrdH+RPdhX/x97Bmd9LpKjQiddrWrFOVf8sx0JO8Wa5PbBPHZM3aivQeqGci5v5oOEU/V3r6KFTGjLbc0boNvWfAGfuyqLjyuT2QJA1M/bIgnctmCJriP3KRVrkKFmOgdOYipHMniXcwKVJVfdqOpIHlrKXvB9zlmq9tkU4sSgD/Z/Te3zHPj5L2/Nf393zQBV5+WtR1J59hweb+Q6FvolXR7md6rrg44+8jq9cFxXauP5L73GZf9dmzprr4ifHDWeR77Lq3/tFblUXiDO2z9R96uSoEePWSTxkrual7xhGIZhHDo0iKzNocb48ePRvXt3DBo0CIMGDUKLFi3qVP/BBx9Ep06dar3/O++8g0mTJiE1NRXTpk3DoEG7EgXu2LEDY8aMwfTp0zFx4kQ8+GB87XPDMAzDMAzDMAzDMAzDMAyj6WPGeQfPPvvsAT3fvffeCwC48cYbdxvmAaB58+Z4/PHHMWrUKDz66KOYOHEiMjK0FIVxcFIfj8SGOOaxJ3HyzS8+vaHO55n6hfaKP26M9qaPR/8J7B224BmRKPSl++IeY9ltNcvpAMD3F9xc4zEiSVr+REoR7ezOUjgjrv5e1fnupZq94OvjJe9CJold+3+37WXP//H95o5Udkn5SK+zu/pJry0RCgDgjf+yN/3Se+N7t604Y6LYIsua8A/87Xu290gqe8u1pMt53b6r8Zj+Mn3fe9zLz2TuTTV70gPay33NzeI5dtT587gPxBauI73xAR0FI2VsOiTkqzoSKWvjonti3RNYv7+GJamWVral8vV9tK6yYRiGYRiGYRiGYfzUMeN8I7Np0ybMmjULwC45HcnIkSPRvn17bNiwAR999BHOPffcA91E4xCjPsb42jD185plbIZfoMOjF7zMBkhpWK9Nrmlp4O861yHDpdV+CCkT09SROvQ937qTyr/srmVhjnfILEjihVBHY/qGXPsrllJ5egWXH1p6nKpzde+pVL7vXTb6r/qTNkyvuEXeIy7f94aWwZBGcW85S0/4pf4DgBU31fwsBHfobjNeHXleoHZGckn/FA6Vr88xaoM8rlwEcMnn/LwL54f4ecM3yzgAyAXe2iSEVRI1QsZG/t1FbRLCSqmbwz7R73wkhcvNE1lapTpRS61IGZuNpwvJmir9/q45i78DSZv571uP0ZIVgY9Ytqbroyxzs36sqoLqoJBwyWMpmajPIc+yg88dSuHzJhayNA4AFPbiCzfrOf4GjzlBL5TLxKzhZG5r1nItN+ML87ay1nyQ5O26TlUG7+MRPzkhX1/rwuEiV0giHzdYoO8ptrMsXf+fa0kayUNLT6zx70UhLUc5cxlLXD7YX9fredYKKr9+1BNiD/1+vLz1D1QeMnhVjW1zkdCekx9HF6XX+RgyPwygc8RIXNIxwGlUuqRH/HNvDGVTuedd/I2oT7La2iBlbIZ2yI1bR463tIwP0DHAGYVP6Bz/mTQMwzAM4+CkVsb5r776XxLAdu3aoUuXLmp7fTj6aK1ffCjw3HPPoaCgAJFIBG3atMExxxyz1986b94uI1p2djY6d9YJ8wBgyJAh2LBhA+bNm1ejcT4vLy9u23bs2BF3H8MwDMMwrF81DMMwjIbE+lXDMAzD0NTKOD969Gh4/r8L61VXXYW//3+viD231xWPx4NIJH4ynIORO++8U20bOnQoXnnlFXTr1o22r127K0lehw4d9nq89u3b0757o67a+IYBaJkbYP9413/7cs2eUwCw9oL4SWRl8taLbvyEylf3nhz3GBfPupjKLokXeR6ZILY2PLCEk9XuL2mP5eNv3S/HldQn4SigvcGkx9gl+55fLq73en2pTXLX+iC9+nMvjX8RGsJT/rt1vAhcm0Stp2boSIyfCtavGoZhGEbDYf2qYRiGYWhqLWsTi8X2aoiPxXQY6k+Rn/3sZxg5ciSGDRuGtm3bYuvWrfj6669xyy23YNasWRg9ejTmzp1Lg5KSkhIAQEpKyt4Oi9TUVABAcXHx/v0Bxk+S/SVzM/h3bNSc86+GMWpKI/mwX/Pf/9lFSx1IXfr1N4j46M/jn6c+SGP8oMt02w6UpM7EH1g65q5+b8etc9U8jtSZNPDVOp/XJZXT8Wk2TK+rh3VeasO7jPP1MYBLpDFehsm7kKHzayboZ8mlQ7+vSPkZF/ccHt8YL5lfyYvHR9T5CMbBQm1kbOJRGxkbSd/Tl8fdR0rdSJkbF4ES1kD5YrLu70aewbI2wSSWfYltTIh7noquISon5Qb1Pqy4gQ0n8z45M/VYOibG3YEK3idQpmXcNpzA0jctv+d9on4t7ZO+rorKQ3/Di9Ms+PL/z13Kxw2lieM6pgbbhrCcTLJIb+Gr0pVkHykXzqsT9O/JWMnH2TGU25qwUcvaXH3pm1S+8/PTeIfhqkpcTszRMiQfHz0pbj0tYxOf+tSJl7+mN+5QdXq/zduWns51qrPq7njlK9f3sDrZIVG4By4ZmBe+PI3Ka+shY6OPe5prN6I2MjbxiCcraBiGYRjGoU2tjfM1ecjX1Xt+fxnzr7/+erz33nt1rvf0009j5MiR8XeMw2OPPUblTp06oVOnTvjZz36GwYMHIzc3F/feey/+8Y9/7PO5DMMwDMMwDMMwDMMwDMMwjIOXffacb0pe85s3b8by5fG9rySlpaXxd9oHsrOzMWHCBEyYMAHvv/8+GefT0nb5I5WVlcVtX3p63RMzGUZjUdnswJzHU7NzFQCdtG3q5/Glb/YHjZl4tjae8pL6eMrXBukpXx9Peukp70pCl3vNvuvldJnEx10zUXvB954Y34NXUh8v/njUT3YoPvsr8axhGIZhGIZhGIZh/NTxxGphXb/44v/pM5900kk455xz1Pb68NxzWue5KfLjosSGDRvQrl27eh1j8uTJOOmkkxAMBlFV9b/w4ffffx+nnnoqmjVrttfkN+PHj8fbb7+N6667Dn/9696lEGqbYKdPnz60bfv27cjJyanlLzGM/Ufnl/9C5dpo0BsaKWED1M84/9qqoVQ+u9userepoamNrE19+OfyY6gsDdPSWA8Aa66quwRSQ0ju/FTJy8tTmrX7qx+zfnXfOXvmZWpbfaRv5HHqc4z60Ot2h1Ta7fy96fHGXVSObNRShQkdS6hcUZxI5eQVWgonJHwyMlZx2SUXN+j33N6CI1lyJ7sFtwMA5p58N5WHXcTfufS1larOGnFbU+YkUfmSSz5Uda7q9RmVZU6PhEJVRVHWjqcttZINC7NsSu4fr9V1nmB5o9w/XEflXnfEl8w7UJw14w9qW31kbSRSsib6g3YKWn5r4zkZNBWk9M3+kqSZsrY3lU/orGWSGgrrVw3DMAyj4ahPv1orz/m9GdEPFuN6UyA/Px/A/zzlf2TgwIG7/7527Vp07txZ1Z09ezYAYNCgQTWewwYshmEYhtFwWL9qGIZhGA2H9auGYRiGoam1rI2xb/znP/8BAAwbNoy2t2vXDkOHDsWsWbPwyiuv4Oabb6a/T58+HRs2bEBCQgJOPvnkA9Zew2gMzFO+YaiPl7yLVVUtqSy9HAGdMLU29HiTvUxXnDGxzsdoKE95STwJl9p4ydfGK74hPOXjefnXdh/DMAzDMAzDMAzDMBoHM843EO+++y7atWuHwYMH0/aSkhJMnDhxd6Laa67Rhp2bbroJp59+Ou677z6MGzdut4d8fn4+Lr/8cgDAFVdcgYyMjP38KwyjcRlx1t+o/M3rOvT8QCF16q/u3Tg69Y3JzX0/EGW9jzTYS2O926Bfd2N8U6axJGpqY2g3Y7zR2DSU/MyBkrGRpK3T6o9S6qaqQwKVE9rpPEJLT7+txvN0/ZuWzMpawuXZz/AYssur9+o6UZaX8RYFqDz3IpawAYBBH91CZZ8nm8prTmcJHgAIrOI8VD88KBdM4y+gRlL42q64WY+RuzzE1yWaXB33uFkLeHoz7zFuS7/rHHlCutZ8TJeETUOME25f9Au97bB3a6zTEBI2tcElYdNYcncHSkqmNhyoc+9PGRvDMAzDMJoWDWKcX7duHb7//nvk5eWhuLgYGRkZyMnJwbBhw9ChQ4eGOMUB5a677sKHH2qtzFNPPRXB4C5N0EGDBuHxxx/f/bcvvvgCkyZNQocOHdCvXz9kZmZi8+bNmD9/PgoLC+H3+/Hggw/i+OOPV8c97bTTcOWVV+Lhhx/G8OHDcdxxxyElJQVTp05FUVERRowYgbvuukvVMwzDMAzDMAzDMAzDMAzDMA5O6m2cD4fD+Ne//oV//OMfWL169V7369atGyZMmIBLLrkEgUBgr/s1JVavXo3vvvtObZ83b97u/ycmshfRaaedhtLSUsydOxezZ89GQUEBgsEgOnTogLPPPhuXX345+vXrt9dzTpo0CSNGjMBjjz2GGTNmIBwOo2vXrrjxxhtx9dVX714UMIxDmf3lKV+fRLM/RU/5+hBP1qY+sjcHCpU0EPXzem+sZK4yOW19EtMahmEYhmEYhmEYhtF4eGKxmI7XjcPy5ctx2mmnYcWKFahNdY/Hg549e+Kdd95Bjx496tVQo2GoT9ZgwzjU6T9Bh7gv+EfTNSobmh73OuRz9oMuvTSIA9oo7jL6Sw6U5vyhSFPrx5paexqbs2deRuXGkqOpL73fvoPK1dVetc+KM2uW5uryD/2dCO5kGZhQBo+f/WX8d0Avbg7+HX/ngqVRVWfmqzUvcktZEgD486zTqdxsMjugzHquYRb+5HVZM0HI9Dzk+L5e3fCLjv2vcvT5k5pOn3/WjD9QuSFkbLo9oH9zoHsxleNJLzUUnR9lCcO1VzSehGFTZsra3lTenzI3Ta0fa2rtMQzDMIy6UJ9+TM844jB//nwcccQRuw3zHo8n7r9YLIZly5Zh2LBhWLhwYd1/mWEYhmEYhmEYhmEYhmEYhmEcQtTJc76goABDhgxBbm4uPB7t4ROPWCyGrl27Yvbs2ZbctJEwTwTDaBiunn+O2vbQgP80QksM46dFU+vHmlp7mhrSkx44uLzpe7yhc/7E85x34fKm35OsxXpcXdFClHtXUrk2Em293rqTysvG3xq3Tn0YejH/vvzD9T718YKP521vGMa+09T6sabWHsMwDMOoC/Xpx+qkOT9x4kRlmN/Ttp+eno60tDSUlJSguPh/oZJ77r9mzRrccccd+Pvfa56kGIZhNGXMEP/TpDayNoZhGIZhGIZhGIZhGLWh1rI2RUVFePHFF5VhfvTo0XjrrbeQn5+PoqIibNiwAUVFRcjLy8N///tfjBo1arcB/0eJm2effRalpaUN/2sMwzAMwzAMwzAMwzAMwzAM4yCg1rI2zzzzDH73u9/tNrB7PB48+OCDuPrq+AmU/vrXv+KGG26gus8++yx+/etf7/MPMOqGhQkahmEYBzNNrR9rau0x9j9S6sY/L5XKS+6JPzaOJ3MDxJdwkZI1wP6TrTEM49ClqfVjTa09hmEYhlEX9mtC2JkzZwLAbuP65ZdfXivDPAD86U9/wmWXXba7LgDMmDGjtqc2DMMwDMMwDMMwDMMwDMMwjEOKWhvnV65cufv/fr8ft912W51OdPvtt8Pv/5/E/YoVK+pU3zAMwzAMwzAMwzAMwzAMwzAOFWqdEHbz5s27vd6HDh2K5s2b1+lELVq0wNChQ3d74G/atKlO9Q3DMAyjKdLpqb9SOffSPx2Q8/5z+TFU/n3PaQfkvIbxU2LkGQ+qbSvenMgbzqz7caVkjUvmpuvfeVtGrwIqLxt/d91PbBiGYRiGYRhGk6LWxvmCgv9NCLp3716vk/Xo0WO3cX7P4xmGYRjGwcqBMsZLzBhvGIZhGIZhGIZhGAc3tZa1qaio2P3/zMzMep0sIyNj9//Ly8vrdQzDMAzDMAzDMAzDMAzDMAzDONipted8OBze/f8f5W3qyp719jyeYRiGcXDS456HqLzi5tolCjcMwzgYmP7mdfvluFLGRsrcuPYprwzul7YYhmEYhmEYhtF41No4X11dvdu4/sYbb2D+/Pl1PtmqVat2/z8ajda5vmEYhtG0MGO8YRiGYRiGYRiGYRhG/ai1cf5HYrEYNm3aVO+Erh6PB7FYrF51DcMwDMMwDMMwDMMwDMMwDONQoM7GeQD7ZFyvrySOYRiGYRiGYRxIerxxl9q24syJDX4eKWHjYtn4Wxv8vIZhGIZhGIZhNC51Ns6bcd0wDMMwDMMwDMMwDMMwDMMw9o06GedNjubgx6X1v2PHjkZoiWEYhmHUHVef1Zh5bKxfPbT55pjL1La8vLx9Pm51aWncfWb//g8Nft5DjaNve1Jt++oOfc8Mw9g71q8ahmEYRsNRn3611sb52267re4tMpocBQUFalufPn0aoSWGYRiG0TAUFBSgZcuWjXZuifWrRkPQYqKNvetDiydM/scw9hXrVw3DMAyj4YjXr5px3jAMwzAMwzAMwzAMwzAMwzAOMN7GboBhGIZhGIZhGIZhGIZhGIZh/NQw47xhGIZhGIZhGIZhGIZhGIZhHGA8Mcvy+pMiEolg5cqVtC07Oxteb93WaXbs2KG0/5YsWYLmzZvvcxt/itj1bDjsWjYcdi0bFrueDUM0GlV6tN27d4ffX6cc9w2G9atNE7ueDYddy4bDrmXDYtezYbB+1agNdj0bDruWDYddy4bDrmXDUZ9+tXF6XKPR8Pv96N279345dvPmzZGTk7Nfjv1TxK5nw2HXsuGwa9mw2PWsH42VpM6F9asHD3Y9Gw67lg2HXcuGxa5n/bB+1agPdj0bDruWDYddy4bDrmX9qWu/arI2hmEYhmEYhmEYhmEYhmEYhnGAMeO8YRiGYRiGYRiGYRiGYRiGYRxgzDhvGIZhGIZhGIZhGIZhGIZhGAcYM84bhmEYhmEYhmEYhmEYhmEYxgHGjPOGYRiGYRiGYRiGYRiGYRiGcYAx47xhGIZhGIZhGIZhGIZhGIZhHGDMOG8YhmEYhmEYhmEYhmEYhmEYBxgzzhuGYRiGYRiGYRiGYRiGYRjGAcYTi8Vijd0IwzAMwzAMwzAMwzAMwzAMw/gpYZ7zhmEYhmEYhmEYhmEYhmEYhnGAMeO8YRiGYRiGYRiGYRiGYRiGYRxgzDhvGIZhGIZhGIZhGIZhGIZhGAcYM84bhmEYhmEYhmEYhmEYhmEYxgHGjPNGnVm+fDkeeeQRXHTRRejXrx/8fj88Hg/uvvvuxm7aQUU4HMbUqVPxpz/9CUOHDkVmZiYCgQBatWqFU089FR9++GFjN/Gg49///jcuvPBC9O/fHy1atEAgEEBGRgaGDRuGv/zlLygtLW3sJh60XH/99fB4PPau14OLLrpo97Xb27/KysrGbqbRiFi/2jBYv9rwWL+6/7B+tf5Yv2rEw/rVhsH61YbH+tX9h/Wr9cf61cbH39gNMA4+nnjiCUyaNKmxm3HQM23aNJxwwgkAgFatWmHkyJFISUnBkiVL8P777+P999/HpZdeiieffBIej6eRW3tw8MQTT2DGjBno3bs3Bg0ahOzsbGzbtg0zZ87ErFmz8Oyzz2LatGlo06ZNYzf1oGLGjBn429/+Bo/Hg1gs1tjNOWgZMWIEunXr5vybz+c7wK0xmhLWrzYM1q82PNav7h+sX20YrF819ob1qw2D9asNj/Wr+wfrVxsG61cbDzPOG3XmsMMOw3XXXYeBAwdi0KBBuPfee/HSSy81drMOOrxeL8444wxcddVVGDVqFP3ttddew/nnn4+nnnoKI0aMwIUXXthIrTy4+Nvf/obu3bsjOzubtufn5+O0007D9OnTce211+LVV19tpBYefJSXl+Oiiy5C69atMXToULzzzjuN3aSDlksuuQQXXXRRYzfDaIJYv9owWL/a8Fi/2vBYv9pwWL9q7A3rVxsG61cbHutXGx7rVxsO61cbDzPOG3XmkksuobLXa+pI9WHMmDEYM2aM829nn302pkyZgmeeeQYvvviiDXZqyRFHHOHc3qxZM9x77704+uijMXny5APcqoObP//5z1i5ciU+/PBD/Pe//23s5hjGIYn1qw2D9asNj/WrDY/1q4ax/7F+tWGwfrXhsX614bF+1TgUsF7KMJooAwcOBABs2LChkVtyaOD371qLTEhIaOSWHDx8+eWXeOSRR3DhhRfi5JNPbuzmGIZh7BPWrzYs1q/WHetXDcM4lLB+tWGxfrXuWL9qHCqY57xhNFFWrlwJAGjdunUjt+Tgp6SkBLfffjsA4NRTT23cxhwklJaW4je/+Q1atmyJf/zjH43dnEOCL774Aj/88ANKSkrQrFkzDBs2DCeffLINwA3jAGH9asNh/WrdsX614bF+1TAaF+tXGw7rV+uO9asNj/WrjYcZ5w2jCbJ161Y8//zzAIAzzjijcRtzEDJ58mS88soriEajuxPslJSUYOzYsbj//vsbu3kHBddddx3Wrl2Lt99+G1lZWY3dnEOCF198UW1r3bo1nn32WYwdO7YRWmQYPx2sX903rF/dd6xfbXisXzWMxsP61X3D+tV9x/rVhsf61cbDZG0Mo4kRiURwwQUXYOfOnejXrx9+//vfN3aTDjqWLFmCF154AS+99BImT56MkpISnHfeeXj++eeRkZHR2M1r8kyePBn//Oc/cc455+C0005r7OYc9PTv3x+TJk3CokWLUFxcjG3btmHy5Mk46qijsGXLFpx66qn48ssvG7uZhnHIYv3qvmP96r5h/WrDYv2qYTQu1q/uO9av7hvWrzYs1q82PmacN4wmxmWXXYapU6eiWbNmeOONNxAMBhu7SQcdEyZMQCwWQygUwqpVq/C3v/0NH3/8Mfr06YOvvvqqsZvXpNm5cyd++9vfIicnB4888khjN+eQ4Oqrr8aVV16Jvn37Ii0tDS1atMAJJ5yA6dOn4xe/+AXC4TAmTJjQ2M00jEMW61f3HetX64/1qw2P9auG0bhYv7rvWL9af6xfbXisX218zDhvGE2Iq666Cs888wyysrIwZcoU9OjRo7GbdFATCATQtWtXXHPNNfj4449RWFiICy64ABUVFY3dtCbLhAkTsHHjRjz66KNo3rx5YzfnkMbj8eCOO+4AACxYsMCSaRnGfsD61YbF+tW6Y/3qgcP6VcPY/1i/2rBYv1p3rF89cFi/euAwzXnDaCJce+21ePjhh5GZmYnJkydj4MCBjd2kQ4ojjjgCffr0weLFizF79myMGjWqsZvUJHn77bfh9/vx+OOP4/HHH6e/LVu2DADwzDPP4LPPPkOrVq3wn//8pzGaecjQu3fv3f/fuHEj2rdv34itMYxDC+tX9y/Wr9YO61cPLNavGsb+w/rV/Yv1q7XD+tUDi/WrBwYzzhtGE+D666/H3//+d2RkZGDy5MkYMmRIYzfpkCQlJQUAsH379kZuSdMmEolg2rRpe/17bm4ucnNz0bFjxwPYqkOT/Pz83f9PS0trxJYYxqGF9asHButXa4f1qwcO61cNY/9g/eqBwfrV2mH96oHD+tUDg8naGEYjc+ONN+Kvf/0rMjIyMGXKFAwdOrSxm3RIsmPHDixYsAAALPyyBoqKihCLxZz/fv3rXwMA7rrrLsRiMeTm5jZuYw8BfvTkSE9PR8+ePRu5NYZxaGD96oHB+tXaYf3qgcX6VcNoeKxfPTBYv1o7rF89sFi/emAw47xhNCK33HIL7r//fmRmZtpAZx9ZsmQJ/v3vf6OyslL9bcWKFTjrrLNQVVWF4cOHo1+/fo3QQuOnyPz58/Hee+8hEonQ9mg0imeeeQY33XQTAODKK69EIBBojCYaxiGF9asNh/WrRlPE+lXDOLBYv9pwWL9qNEWsX20amKyNUWfmzp2Lyy+/fHd59erVAIB//vOf+OCDD3Zvf/vtt9G6desD3r6Dhffeew/33HMPAKBbt2547LHHnPs1b94cDz744IFs2kHJ9u3bccEFF+D3v/89Bg4ciHbt2iEUCmH9+vWYO3cuotEoevfujddee62xm2r8hMjNzcXpp5+OrKwsDBo0CC1btkRRUREWLVqE9evXAwDOPfdc3HbbbY3cUqMxsX61YbB+tWGxftVoili/atQG61cbButXGxbrV42miPWrTQMzzht1pri4GN99953avnHjRmzcuHF3uaqq6kA266CjoKBg9/9nz56N2bNnO/fr2LGjDXZqQd++fXHPPffg66+/xrJlyzBv3jyEw2FkZ2fjuOOOw/jx43HxxRcjISGhsZtq/ITo378/JkyYgNmzZ2PZsmX45ptvEIvF0LJlS5x55pm4+OKLcfLJJzd2M41GxvrVhsH61YbF+lWjKWL9qlEbrF9tGKxfbVisXzWaItavNg08sVgs1tiNMAzDMAzDMAzDMAzDMAzDMIyfEqY5bxiGYRiGYRiGYRiGYRiGYRgHGDPOG4ZhGIZhGIZhGIZhGIZhGMYBxozzhmEYhmEYhmEYhmEYhmEYhnGAMeO8YRiGYRiGYRiGYRiGYRiGYRxgzDhvGIZhGIZhGIZhGIZhGIZhGAcYM84bhmEYhmEYhmEYhmEYhmEYxgHGjPPG/2vv3sNqyvc/gL/3btdWKkRIklwy4WjcGmG6OEYuw6HyyIzLJCG3OOS4T+akGZeO47jfL8dxG3eDwUG55H7LiZFQCIOESqH2+v3h1z6tvVa19kYO3q/n2c9jfdb3+13ftfdunmc+67s/XyIiIiIiIiIiIiIqZUzOExERERERERERERGVMibniYiIiIiIiIiIiIhKGZPzRERERERERERERESljMl5IiIiIiIiIiIiIqJSxuQ8EREREREREREREVEpY3KeiIiIiIiIiIiIiKiUMTlPRERERERERERERFTKmJwnIiIiIiIiIiIiIiplTM4TEREREREREREREZUyJueJiIiIiIjok3X27Fn4+vrC0tIS1apVw7hx4/Dq1av3PS0iIiL6BKgEQRDe9ySIiIiIiIiIStulS5fg6emJ7OxsUbx79+7YuHHje5oVERERfSq4cp6IiIiIiIg+SZMmTUJ2djb69OmDY8eOYe3atXBwcMDPP/+M48ePv+/pERER0UdO874nQERERERERPQ+xMfHo27dulixYgXUajVatmwJCwsLBAYG4vjx4/D09HzfUyQiIqKPGFfOExERERER0SdJq9XC2toaavV//9e4fPnyAAArK6v3NCsiIiL6VDA5T0RERERERB+kvLw8NGjQACqVSv86duyY4v7t2rXD+fPnMWPGDGRmZiIxMRGjR4+GmZkZ/Pz8ZPtERUWJrjdgwIC3dTtERET0iWFynoiIiIgQGRkpSjapVCr4+PgU2+e7776T9Pnuu+9KZb70X3/+858ln4NKpYKlpSWePXv2vqf3QZP7uyj8UqvVsLGxgbOzM9q1a4fo6Gikpqa+0bhLly4tsX+rVq2K7F+c2NhYhIaGolGjRrCzs4O5uTkqVKiAWrVqoVmzZujevTuio6OxZ88ePHz40Ki5azQaWFpaws7ODnXq1IGXlxdCQkKwdOlSZGRklHhPppo/fz4uX76sP/by8kKrVq0U94+KioKLiwvGjBkDW1tbNGzYEAkJCYiJiYGLi4tsnyFDhsDGxkZ/vGzZMly4cMHkeyAiIqJPF5PzREREREQfKJ1Oh/Xr18uey83NxZYtWxSNExsbywctJhAEAVlZWbh16xb279+PCRMmoF69epgxY4bJYy5YsKDY8xcvXkR8fLxRYz5+/BidOnWCr68vli5dikuXLiEjIwN5eXl48uQJbt68ibNnz2LTpk2YMGECOnbsiLCwMKOukZ+fj9zcXGRkZOD69es4cuQIli9fjtDQUDg5OWHw4MFIT083asySZGdnY+rUqaLYuHHjjBrDwcEBrq6uolhQUBDCw8OL7FOhQgUMGjRIf6zT6TBx4kSjrktEREQEMDlPRERERPTBOnjwIO7du1fk+TVr1pTibAgAXrx4gTFjxmD16tUm9T937hxOnTpV5Pn58+cbNV5eXh46dOiA3bt3mzSftyE7OxsLFixAs2bNcP78+bc27sKFC/HgwQP9saurK9q3b2/UGPv27cPevXsBAGXLlgUAXLt2rcR+w4YNE/1SYdeuXTh37pxR1yYiIiLSvO8JEBERERGRaf71r38Ve/7QoUO4e/cuqlWrVkoz+vg5OjoiMDAQAJCRkYEzZ86IyqoUmDJlCvr06WPSNRYsWAAPDw9J/NmzZyV+5oaWLFkim+xv0qQJ6tevD1tbWzx79gzXrl1DQkICcnJyjJ5vwXsiCAKePHmCa9eu4fTp08jLyxO1S0lJgbe3N06ePAk3Nzejr1NYfn4+5syZI4r17NnTqDF0Oh0iIiIAAG3btkWlSpWwfv16JCYmQqfTiTaJNeTk5ISWLVuK6tvPmjUL//znP42aAxEREX3amJwnIiIiIvoA5eTklFi2RqfTYd26dRg1alQpzerjV6dOHfz973/XHwuCgCFDhkjK0dy4cQOpqalwdnY2+hobNmzA3/72N1SoUEEUX716NbKzs40ay7DskZmZGXbt2iW72emLFy8QGxuLdevWIT8/X/E1DN8TAHjw4AGmTJkiWemfmZmJrl27IiEhAVqtVvmNGNi3b5+kvr+xyflVq1YhISEBKpUKM2bMwC+//AIAeP78Oa5fv466desW2z8oKEiUnN+0aRPmzJmD8uXLGzUPIiIi+nSxrA0RERERlZrLly8jIiICX3zxBapUqQILCwvY2dmhcePGGD16dInlJNLT07Fp0yaMHTsWX331FerXrw8HBweUKVMGVlZWcHBwgI+PD8aPH4+kpCRJ/6VLl0pqq8+ePbvI661Zs0bSPjIyEtHR0ZL4unXrihxn+vTpkvYrV65U/L7J2blzp2TD18DAQMlq3+JWWhds6uvr6ys5t2rVKsV16C9evIiRI0eiWbNmsLe3h4WFBSpUqID69esjJCREXzakKD4+PpJrpaSk4NmzZ5g8eTLq168PKysrODo6okePHpLSKGfOnEGPHj3g6OiIMmXKoFatWhg6dGixJX/eFpVKhdGjR8ueM+b6FhYW+n/n5OTIfj8MHwAU7lOUS5cuiY4bNGggm5gHAK1WCz8/P6xcufKNv5+VK1fGvHnzEBMTIzmXlJSEJUuWvNH4hg8d3NzcUK9ePcX9c3JyMGnSJADAt99+i88//xwNGzbUn09ISChxDH9/f9Fxbm4utm3bpngORERERBCIiIiI6JP3/fffCwBEL29v72L79O3bV9Knb9++sm2zs7OF4OBgQaVSSfoUfmk0GmH8+PFCfn6+7Dhz5swptn/hl1qtFsaPHy/q//TpU8HS0lLUrkWLFkXe49dffy1qq1KphBs3bgi///67YGFhITrXtm3bIsdp1qyZqG3ZsmWFzMzMYt/fknTp0kVyz4cOHRK8vLwk8cuXL8uOIfcZFvcy/HyfPXsm9OzZU1HfFi1aCCkpKbLz8Pb2lrTfv3+/4OzsLDuWVqsVtmzZIgiCIMydO1fQaDSy7apWrSokJSWZ/B4r/bvIycmRvf6VK1cUjxsUFCT6+3B1dRV0Op2+z6FDh0TtW7ZsKfv+GDI3Nxedt7OzE9LT09/5e1KYj4+PpE/t2rVNnoMgCEL16tVF4wUHBxvVPyoqSgAglClTRkhNTRUEQRCSkpL0433//feKxnFychLNo3fv3sbeChEREX3CuHKeiIiIiN6p3Nxc/PGPf8SKFSsgCEKxbfPy8hAdHY3Q0NA3vq5Op0N0dDRmzpypj9na2qJbt26ididOnJCUxwCAJ0+eYN++faKYl5cXXFxcULlyZXTv3l107sCBA0hJSZGMk5qaijNnzohi/v7+sLa2NvaW9B4/fow9e/aIYlWqVIGXlxcCAgIk7d/FxrDPnz+Hr69vsb8YKOzEiRPw8PCQfa/lBAUFFdn2xYsXCA4OxqJFizBs2DBJbfMC9+/fR3BwsKLrvYk7d+5IYubm5qhZs6biMerVq4c2bdroj5OSknDw4EH9seGq+cGDBysa197eXnT8+PFjNGrUCJGRkTh69KhJNeaNNXz4cEns+vXruHnzpknj3bhxQ/KeN2/eXHH/Bw8eYNq0aQBeb+xao0YNAECtWrVQpkwZANJfHBTliy++EB3HxcUpngcRERERk/NEREREJCs5ORkjRowo8iW3yaSciIgInDhxQhTTaDRo3749Bg4ciE6dOkGjEW+FtHz58mLLsdjZ2cHb2xv+/v4IDQ3FkCFD0LNnT9ka0VFRUaLyL3379pW02bBhgyS2detWvHz5UhQrXNZlyJAhonOCIGDFihWScTZt2iSJmbpRaIGNGzfi1atXoli3bt2gVqsREBAAlUolOrd27VrZByPt2rVDeHi4bELfzc0N4eHhole7du3050eOHImzZ89K+nl5eSEsLAydO3eGubm56NyDBw/Qo0cPRfeYnp4Oa2trfPPNN+jRo4ekhMvTp08xaNAgCIIAZ2dnhIaG4ssvv5SMc+zYMUkZnLdJp9Nh+vTpknivXr30iV6lwsLCRMcFCfn79+9j69at+nilSpX0m9KWpHDCv0BaWhqmTJmCL7/8EjY2NnB3d8eQIUOwY8cOyXf+bfD29paNK/1viKHjx49LYo0bN1bcPzIyEpmZmbCzs8P48eP1cTMzM3z22WcAlJW1kbvurVu3cPfuXcVzISIiok/c+124T0RERET/C+RKVZjyMix7cvv2bUlZjWrVqglXr14Vtbtw4YJgY2MjalenTh1JeZvExETh1KlTRZa90el0Qnh4uGRe27Zt07fJz88XHB0dReebNGkiGcvPz6/EUjSNGzcWtalRo4Zkbi1atBC1qV69epHzV6p169aSe/z3v/+tP+/p6Sk5f+TIkSLHMyyZIvdZFpaSkiJbSmbFihWidvHx8UKZMmUk7Xbt2iVqJ1fWxsbGRkhMTNS3WbBggex3rkmTJkJWVpa+XefOnSVtZs2apeyNNSD3d+Ho6CiEh4cL4eHhQp8+fQQ3NzdJm1q1agm3b982atzvv/9eePXqlVCtWjV9TKPRCGlpacIPP/wgajtmzBhBEARFZW0SEhIkJZiKe1WqVEmIiYkp8jtqSlkbQRAEW1tbSb85c+Yo+yAMTJ8+XTJWcnKyor6//fab/rsbExMjOd+rVy8BeF0WKzs7u8TxFi9eLJnL6dOnjb4nIiIi+jRx5TwRERERvTM7duyQrPCeOHEiXF1dRTF3d3cEBQWJYsnJybhw4YIoVr9+fTRv3hyCICA+Ph5LlixBZGQkIiIiMGLECIwcORK3b9+WzOPcuXP6f6vVavTu3VtyvvBmtOnp6Thw4ICoTUBAgKQUzdChQ0XHt27dwv79+/XHd+7cwcmTJ0VtevfuLdm01Ripqak4duyYKFapUiX4+Pjoj+VWVRf3SwRj7dy5U1JKxtfXV7JhrKenJwYNGiTpr2TTzIEDB6J+/fr646I2MY2KikLZsmX1x3L3bmr5FDlpaWmYPXs2Zs+ejdWrV+PKlSv6c2q1GoGBgThy5AiqV69u9NgajQb9+/fXH+fl5WHhwoVYvHixPqZSqTBw4EDFY/7hD3/AunXrYGVlpaj9o0ePMGrUKAQGBkKn0ymffAlsbGwkMcMNjZV68OCBJGZnZ6eo71/+8hfk5eWhZs2akr9f4PWGucDrX0T85z//KXG8ihUrKpofERERkRwm54mIiIjonTFMTAOva2WrVCrJa8mSJZK2huUr8vLyMHXqVFSpUgWtWrXCgAEDMGXKFMycOVOfMN2yZYtknEePHomODZPIgLi0zebNmyXJZ7k+PXv2RIUKFUSxZcuWicYRDMrJvGlJG7kSNV27doWZmZn+WK5Mzc8//yx5UGKq06dPS2KdOnWSbSsXl+tvqHAJHQCoWrWqpI1arYavr2+J7TIzM0u83tvQsGFDDB8+HNWqVTN5jAEDBog+y59++klUX93Pzw+1atUyakx/f39cuXIFAwYMkE2Sy9m6datsmSZTyX0G5cqVM2msJ0+eSGJK7uvw4cPYvn07AGDq1KmSUknAf5PzgLK687a2tormR0RERCSHyXkiIiIikuXt7Q1BEIp8ydVuN/Tw4cM3msP9+/dFx0FBQZg4cSLS09ONGuf58+ei43r16kk2cly/fr3svwHA2dlZtDK9gKWlJfr16yeKbd++XT8/w3rzHh4e+prWppJbAW+4Oa2zszOaNWsmiqWnp0s2kTWV3Ofq5OQk21YurmRlsWE/ufrt9vb2krhcwvVtrgAvTkJCAtq0aSO7h4FSjo6O6NKli/7Y8IGK0o1gDdWoUQOLFi3Cw4cPcejQIUyZMgXt27cvNkG+cuVKk65l6NGjR7Kr5A03q1WqfPnyklhJq/AFQcDo0aMBAE2bNkXPnj1l2xVOziupO//06VNF8yMiIiKSw+Q8EREREf3PysrK0v97165d2Lx5s0njGK40B6Qr4RMTE5GYmIj79+8jLi5OdK5Pnz6STVYLhIWFic69fPkSa9aswb179xAfHy9qq+SBRnEuXLiAxMRESXzHjh2SDXvz8/Ml7dasWfNG1y9Nhkl3ufff2A1X34aCh1bPnz/H0aNH4enpKTqfl5eHkJAQJCcnm3wNw41hC9SoUaPIXygopdVq4ePjg8mTJ2PPnj1IT0/H7t27JaWmAGUrx5WIjY2VjXt4eJg0XqVKlSSxx48fF9tnw4YN+l9snD17Fmq1WvYXPLVr19b3UXL/ctc19aEDERERfXo073sCRERERPTxqly5siQWGBgIR0dHRf29vLz0/y4oR1FYixYtMG3aNLi7u+tXAO/duxft27cvceygoCCMGDECL1680MfWr1+PKlWqiFZaq1SqYpPqtWvXRvv27UWr0pctWwaNRiMax8LCQlJX31hF1Y2fN2+eov47d+7Es2fPZEtxGEMu+ShX67+ouNz34kNjaWmJVq1a4ddff0WjRo2QmpqqP5ednY2xY8dKfjmhVNu2bVGnTh1Jgn/AgAFvtF+BHDMzM3To0AEVK1aU/JokJyfnrVzjH//4hyRWp04d1KxZ06Tx5MoGPXz4EHXq1JFt/+LFC4wfP97o6yhJzsv9CuRNyhoRERHRp4XJeSIiIiJ6Z5o3b45Vq1aJYp9//jkmTJhQYt/8/HxR7e1bt25J2sydOxdNmzYVxeTq3MspX748/vSnP2Hjxo362IYNG1ClShVRu9atW4tW08oZOnSoKDl/6dIl/PTTT6I2X3/9teJNK+XodDqsW7fO5P4AkJubiy1btkh+NVD4fS4gt/K+QPPmzbF69WpRbPfu3Rg1apSk7e7du2X7fyxsbW3x448/4ptvvhHFN2/ejPPnz6Nx48ZGj6lSqTBo0CB9GRYAMDc3F20Wq9T8+fMREBAg+V4bkntg8ibf1wIzZszAkSNHJPHw8HCTx2zRooUkduHCBcmvGArMnTsXN2/ehEqlwrx58yT7RBhauXIl9u7di0ePHuHevXtwcHAosu358+dFx05OToofPhIRERGxrA0RERERvTOdO3eGRiNeDxIVFYWdO3fKttfpdDhx4gRGjRolWcUrV0v84sWLouO4uDhMmzZN8fwMV8Rfu3YNR48eFcXkNoI11L59e8kmnYU38ZS7lrFiY2ORlpb2RmMA8qVtrK2tJbErV64UOYbc53rw4EFJjfITJ05g4cKFkv5du3ZVNtkPRI8ePWRXbUdHR5s8ZnBwMMqVKwetVgutVovu3buXmGCXM3/+fLi4uCAkJARxcXGyD11evXqFH374QRI3fPBljN9//x2DBw/GmDFjJOdcXV0RGhpq8th169aVJMyL2mQ4IyMDU6dOBfD6excWFoagoKBiX23bttX3L6nuvOHDQG9vb1NuiYiIiD5RXDlPRERERO9MjRo1EBoaigULFuhjubm56NKlC9zc3ODu7o6KFSsiKysLKSkpSEhIQEZGBoDXm5oW1rRpU0lSf8CAAdi8eTOcnJyQlJSE2NhY2fryRfHz80PVqlUlG88WsLKykmy2KketViMsLAwRERGy5+3t7dGhQwfF85IjV9Jm0qRJsknVAllZWbC3t0dubq4+dujQIdy9e1dUeqN27dpQqVSi9+7s2bNo1aoV3N3d9Q9GRo0aBScnJzg7O6Nfv35YvHix6HrBwcFYsWIFGjRogLS0NOzZs0eyoamHhwc6duxo3M3/j1Or1YiIiMDAgQNF8S1btuC3334zaRNgOzs7PHny5K3MLycnB8uXL8fy5cthbW2NZs2awcnJCTY2Nnj48CHi4uJky7MUtWmqoeTkZIwYMQKCIODp06dISkrC6dOnkZeXJ2lrY2ODbdu2QavVvtE9+fj4iH5JcuLECdl2f/3rX5GRkQGVSoXIyEhFYxeuv3/p0iX4+fnJtrt7967kIVybNm0UXYOIiIgIYHKeiIiIiN6xmJgYnDt3TrLC9MqVK8WuzjYUEhKCadOmiepg5+fnS8qm+Pn5Ye/evYrGNDMzQ69evTBz5kzZ8/7+/rCxsVE0Vr9+/TB58mTZOt09e/aEubm5onHkvHjxQnYz3ICAgGL7WVtb46uvvhI91Cgoj1O4BI2trS1at24tKT8SHx8v2tS2V69ecHJyAgDMmjULZ86cwblz50R9Dh8+jMOHD8vOp3LlytiwYUOxc/5Q9e3bF5GRkbh3754+ptPp8OOPP0pKO71PWVlZRW7QWpiPj4/i5HxaWhpmz55dYjsXFxds3rwZbm5uisYtTlBQkCg5f+XKFVy9ehX16tXTx27evKnfjyEgIACNGjVSNHbh5HxxK+e3bNkiOtZqtejWrZuiaxAREREBLGtDRERERO+YpaUlDhw4gP79+yvezNLc3FyyArV69epYs2ZNsStuw8LCMHbsWKPmV1zZGiUlbQrY2dkVueHrm5a0+eWXX/D06VNRrHbt2nB3dy+xr1yyUG4V/rRp01CmTBnFc7KyskJsbKziBG6LFi1w8uRJkzcB/V+n1WoxcuRISXzt2rVISUkp/Qn9vyZNmkhKEJWke/fu2L59+1vbfNbGxgbDhw/H2bNnTarBL6djx46oXr26KLZ+/XrR8bhx4/Dy5Uuo1WrFq+aB139bBfswFLcprOH1AgICUL58ecXXISIiImJynoiIiIjeubJly2LJkiW4evUqJkyYAC8vL1StWhVarRYWFhawt7eHh4cHQkJCsGbNGty7dw/Lly+XjOPv748zZ87g22+/hYODA8zNzVGlShV06NAB27dvx/z5842eW4MGDWRra9eoUcPoEhVDhw6VHb9JkyZGz6swuWR6SavmC3Tu3Fmy4ev58+clv1rw9PTEqVOn0Lt3b9SsWVNR2REbGxusXbsW58+fR3h4OJo0aYKKFStCo9GgXLly+OyzzxAcHIw9e/bg+PHjH21ivsCgQYMkydm8vDxMnz79/UwIwOrVq/Hw4UNs3boVY8aMQYcOHeDq6opy5cpBo9Ho//48PT0xYsQInDp1Chs3boStra1R11Gr1dBqtahQoQJq164NLy8v9O/fH8uXL8edO3cwe/bsEjdiNYZGo8GwYcNEscLJ8oL7AF4/bGjQoIHisc3NzeHi4gLg9Yp8ufI8t2/fFv2qBIDswxkiIiKi4qgEY4pyEhERERFRkTIyMlC5cmVRMm/69OlF1qInItNlZWXBxcUFjx490sd+/fXXImvEv01jxozBjBkz9McdO3bErl273vl1iYiI6OPClfNERERERG9JTEyMKDGv0WjQq1ev9zgjoo+XtbU1Jk6cKIpFR0e/8+s+efIECxcu1B+r1WpERUW98+sSERHRx4cbwhIRERERmSg5ORlz587Fy5cvcfnyZcTFxYnOBwYGwsHB4T3NjujjN2TIECxatEhfpunw4cOIj49Hy5Yt39k1586di8zMTP1xSEjIW6ulT0RERJ8WlrUhIiIiIjJRbGwsfH19Zc9ptVokJCTA1dW1lGdFREREREQfApa1ISIiIiJ6y1QqFRYuXMjEPBERERERFYllbYiIiIiI3gKVSgU7Ozt4enoiIiICXl5e73tKRERERET0P4xlbYiIiIiIiIiIiIiIShnL2hARERERERERERERlTIm54mIiIiIiIiIiIiIShmT80REREREREREREREpYzJeSIiIiIiIiIiIiKiUsbkPBERERERERERERFRKWNynoiIiIiIiIiIiIiolDE5T0RERERERERERERUypicJyIiIiIiIiIiIiIqZUzOExERERERERERERGVMibniYiIiIiIiIiIiIhKGZPzRERERERERERERESl7P8AziX3VXzXfTUAAAAASUVORK5CYII=", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, axs = plt.subplots(ncols=3, nrows=1, sharex=True, sharey=True, figsize=(15,4))\n", "\n", "for i, ax in enumerate(axs):\n", " wedap.H5_Plot(h5=\"p53.h5\", data_type=\"instant\", ax=ax,\n", " Xname=\"pcoord\", Yname=f\"dihedral_{i+10}\").plot(cbar=False)\n", " ax.set_title(f\"Dihedral {i+10}\")\n", "\n", "axs[1].set_xlabel(\"Heavy Atom RMSD ($\\AA$)\")\n", "axs[0].set_ylabel(\"Dihedral Angle (°)\")\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 23, "id": "02c3194c", "metadata": {}, "outputs": [], "source": [ "# save the resulting figure\n", "fig.tight_layout()\n", "fig.savefig(\"multi-panel-aux.pdf\")" ] }, { "attachments": {}, "cell_type": "markdown", "id": "bbcd0e95", "metadata": {}, "source": [ "Since dihedral 11 looks interesting, we can make another multi-panel plot to showcase the time evolution." ] }, { "cell_type": "code", "execution_count": 24, "id": "32d09c4f", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "5d6b4bdead324992882f9629d941918a", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Average 2D: 0%| | 0/7 [00:00" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, axs = plt.subplots(ncols=3, nrows=1, sharex=True, sharey=True, figsize=(15,4))\n", "\n", "i = 1\n", "for ax in axs:\n", " wedap.H5_Plot(h5=\"p53.h5\", data_type=\"average\", ax=ax, first_iter=i, last_iter=i+6,\n", " Xname=\"pcoord\", Yname=\"dihedral_11\").plot(cbar=False)\n", " ax.set_title(f\"Iteration {i}-{i+5}\")\n", " i += 6\n", " \n", "axs[1].set_xlabel(\"Heavy Atom RMSD ($\\AA$)\")\n", "axs[0].set_ylabel(\"Dihedral Angle 11 (°)\")\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 25, "id": "3839d187", "metadata": {}, "outputs": [], "source": [ "# save the resulting figure\n", "fig.tight_layout()\n", "fig.savefig(\"multi-panel-iters.pdf\")" ] }, { "attachments": {}, "cell_type": "markdown", "id": "90a2c53f", "metadata": {}, "source": [ "### Example 2: Multiple Datasets on One Plot" ] }, { "attachments": {}, "cell_type": "markdown", "id": "8afb7c22", "metadata": {}, "source": [ "We can also directly compare multiple aux or pcoord datasets on a single axis." ] }, { "cell_type": "code", "execution_count": 26, "id": "cbd88c4c", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "f135c78cd0ab411190fbb9f83e94f92f", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Average 1D: 0%| | 0/19 [00:00" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots()\n", "\n", "for i in range(8, 13):\n", " wedap.H5_Plot(h5=\"p53.h5\", data_type=\"average\", ax=ax, plot_mode=\"line\",\n", " Xname=f\"dihedral_{i}\", data_label=f\"Dihedral {i}\").plot()\n", "\n", "ax.set_xlabel(\"Dihedral Angle (°)\")\n", "plt.legend()\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 27, "id": "c8e193da", "metadata": {}, "outputs": [], "source": [ "# save the resulting figure\n", "fig.tight_layout()\n", "fig.savefig(\"multi-aux-1d.pdf\")" ] }, { "attachments": {}, "cell_type": "markdown", "id": "7d434fd7-8a64-48f4-924d-bf76a7618065", "metadata": {}, "source": [ "If we wanted to, mdap could then be used to compare standard MD data to WE data." ] }, { "cell_type": "code", "execution_count": 28, "id": "4e5f14c0-394a-42e6-b6ba-6514e3942f2e", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "8257b39c654146e69b1f3aafecc3d903", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Average 1D: 0%| | 0/19 [00:00" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import mdap\n", "\n", "fig, ax = plt.subplots()\n", "\n", "for i in range(8, 13):\n", " wedap.H5_Plot(h5=\"p53.h5\", data_type=\"average\", ax=ax, plot_mode=\"line\",\n", " Xname=f\"dihedral_{i}\", data_label=f\"Dihedral {i}\").plot()\n", "\n", "# extra line needed to also plot the standard MD distribution data\n", "mdap.MD_Plot(Xname=\"c_angle.dat\", data_type=\"pdist\", plot_mode=\"line\", \n", " data_label=\"From MD\", ax=ax).plot()\n", "\n", "ax.set_xlabel(\"Dihedral Angle (°)\")\n", "plt.legend()\n", "plt.show()" ] }, { "attachments": {}, "cell_type": "markdown", "id": "16eb6bc8-ea87-433b-b5a9-4cb6b5ab5cb8", "metadata": {}, "source": [ "But keep in mind that this example doesn't make too much sense because the datasets between standard MD and WE are for different systems and metrics. Ideally, you could use this framework to compare the same calculation for the same system to see how (hopefully) the WE simulation was able to explore the landscape better than standard MD." ] }, { "cell_type": "code", "execution_count": 29, "id": "bf8cd4a0-8bcb-4162-95ee-0e63f7084bf8", "metadata": {}, "outputs": [], "source": [ "# save the resulting figure\n", "fig.tight_layout()\n", "fig.savefig(\"multi-aux-1d-w-md.pdf\")" ] }, { "attachments": {}, "cell_type": "markdown", "id": "f8fc5e44", "metadata": {}, "source": [ "### Example 3: Tracing Trajectories" ] }, { "attachments": {}, "cell_type": "markdown", "id": "795f6de5", "metadata": {}, "source": [ "We often want to see how a single continuous trajectory evolves as the WE simulation progresses. \n", "\n", "If we want to trace the path to get to iteration 18 and segment 1:" ] }, { "attachments": {}, "cell_type": "markdown", "id": "34850206", "metadata": {}, "source": [ "```\n", "$ wedap -W p53.h5 --xlabel \"Heavy Atom RMSD ($\\AA$)\" -dt average \\\n", " -y dihedral_11 --ylabel \"Dihedral 11 ($\\degree$)\" --trace-seg 18 1\n", "```" ] }, { "cell_type": "code", "execution_count": 30, "id": "36b9b30d", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "34f7ea7e1b164bccb98989204542a528", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Average 2D: 0%| | 0/19 [00:00" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "wedap_obj = wedap.H5_Plot(h5=\"p53.h5\", data_type=\"average\", Xindex=0, Yname=\"dihedral_11\")\n", "wedap_obj.plot()\n", "wedap_obj.plot_trace((18,1), ax=wedap_obj.ax)\n", "plt.xlabel(\"Heavy Atom RMSD ($\\AA$)\")\n", "plt.ylabel(\"Dihedral 11 ($\\degree$)\")\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 53, "id": "bd0e9dfb", "metadata": {}, "outputs": [], "source": [ "# save the resulting figure\n", "wedap_obj.fig.tight_layout()\n", "wedap_obj.fig.savefig(\"trace-seg.pdf\")" ] }, { "attachments": {}, "cell_type": "markdown", "id": "fe60555b", "metadata": {}, "source": [ "Or we can trace by values, let's say we want to find a walker that goes to a pcoord value of 5.8 and an aux value of 50:" ] }, { "attachments": {}, "cell_type": "markdown", "id": "89e08e65", "metadata": {}, "source": [ "```\n", "$ wedap -W p53.h5 --xlabel \"Heavy Atom RMSD ($\\AA$)\" -dt average \\\n", " -y dihedral_11 --ylabel \"Dihedral 11 ($\\degree$)\" --trace-val 5.8 50\n", "```" ] }, { "cell_type": "code", "execution_count": 33, "id": "7b78a771", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "1a0975ac02444ee7964e7c2919222fb3", "version_major": 2, "version_minor": 0 }, "text/plain": [ "Average 2D: 0%| | 0/19 [00:00" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "wedap_obj = wedap.H5_Plot(h5=\"p53.h5\", data_type=\"average\", Xindex=0, Yname=\"dihedral_11\")\n", "wedap_obj.plot()\n", "wedap_obj.plot_trace((5.8, 50), ax=wedap_obj.ax, find_iter_seg=True)\n", "plt.xlabel(\"Heavy Atom RMSD ($\\AA$)\")\n", "plt.ylabel(\"Dihedral 11 ($\\degree$)\")\n", "plt.show()" ] }, { "attachments": {}, "cell_type": "markdown", "id": "0a18f7fa", "metadata": {}, "source": [ "We also get an output line of which iteration and segment the trace corresponds to." ] }, { "cell_type": "code", "execution_count": 34, "id": "2fbb0d9f", "metadata": {}, "outputs": [], "source": [ "# save the resulting figure\n", "wedap_obj.fig.tight_layout()\n", "wedap_obj.fig.savefig(\"trace-val.pdf\")" ] }, { "attachments": {}, "cell_type": "markdown", "id": "e32124be", "metadata": {}, "source": [ "### Example 4: Making a GIF" ] }, { "attachments": {}, "cell_type": "markdown", "id": "a868866a", "metadata": {}, "source": [ "Let's now make a GIF of our data, here I am using the dihedral 11 aux dataset and looping through the averages of small sets of iteration ranges, but anything could be looped to make the GIF using this example as a template." ] }, { "attachments": {}, "cell_type": "markdown", "id": "d2f5f14f-d2aa-41e0-8449-c58aa51c6130", "metadata": {}, "source": [ "```\n", "$ wedap -h5 p53.h5 -y dihedral_11 -dt average --pmax 12 -pu kcal -li 19 --avg-plus 2 --gif-out example.gif --xlim 0 6 --ylim -180 180 --grid --cmap gnuplot_r --ylabel \"Dihedral Angle 11 (°)\" --xlabel \"Heavy Atom RMSD ($\\AA$)\"\n", "```" ] }, { "cell_type": "code", "execution_count": 2, "id": "18d8154b-e9b8-43bc-af71-98662569b96e", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "6ee2df33dc074b01a0ba2c883d09c7d4", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0/18 [00:00\n", " \"example\n", "

" ] }, { "cell_type": "markdown", "id": "74f65e65-e98f-469c-ae1f-61336be50caf", "metadata": {}, "source": [ "---\n", "Here is an accessible version of the backend code for doing this, I provide it here since you can easily customize it with finer control to make more advanced gifs. " ] }, { "cell_type": "code", "execution_count": 67, "id": "c90a5dc5", "metadata": { "scrolled": true }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "0adaaf35f28c4c919ff4e57a4142fd10", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0/18 [00:00" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# load h5 file into pdist class\n", "data = wedap.H5_Pdist(\"p53.h5\", data_type=\"average\")\n", "\n", "# extract weights\n", "weights = data.get_all_weights()\n", "\n", "# extract data arrays (can be pcoord or any aux data name)\n", "X = data.get_total_data_array(\"pcoord\", 0)\n", "Y = data.get_total_data_array(\"pcoord\", 1)\n", "\n", "# put X and Y together column wise\n", "XY = np.hstack((X,Y))\n", "\n", "# scale data\n", "scaler = StandardScaler()\n", "XY = scaler.fit_transform(XY)\n", "\n", "# use 10x less data for easier plotting\n", "XY = XY[::10,:]\n", "\n", "# -ln(W/W(max)) weights\n", "weights_expanded = -np.log(weights/np.max(weights))[::10]\n", "\n", "# cluster pdist using weighted k-means\n", "clust = KMeans(n_clusters=5).fit(XY, sample_weight=weights_expanded)\n", "\n", "# create plot base\n", "fig, ax = plt.subplots()\n", "\n", "# get color labels\n", "cmap = np.array([\"#377eb8\", \"#ff7f00\", \"#4daf4a\", \"#f781bf\", \"#a65628\"])\n", "colors = [cmap[label] for label in clust.labels_.astype(int)]\n", "\n", "# plot on PCs\n", "pca = PCA(n_components=2)\n", "PCs = pca.fit_transform(XY)\n", "ax.scatter(PCs[:,0], PCs[:,1], c=colors, s=1)\n", "\n", "# labels\n", "ax.set_xlabel(\"PC1\")\n", "ax.set_ylabel(\"PC2\")\n", "\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 65, "id": "a412d8e7", "metadata": {}, "outputs": [], "source": [ "# save the resulting figure\n", "fig.tight_layout()\n", "fig.savefig(\"km_pca.pdf\")" ] }, { "attachments": {}, "cell_type": "markdown", "id": "bc0e9d84", "metadata": {}, "source": [ "Now we have a plot along the first two principal components with cluster labels as the colors. Note that this isn't necessarily the most rigorous example, but more of a demonstration of how to use `wedap` with a library like `sklearn`." ] } ], "metadata": { "kernelspec": { "display_name": "wedap", "language": "python", "name": "wedap" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.16" } }, "nbformat": 4, "nbformat_minor": 5 }