{ "cells": [ { "cell_type": "markdown", "id": "69df5e77-4fff-45e1-ab28-0b39116a3454", "metadata": {}, "source": [ "To start, we import the `matplotlib` library, which is essential for visualizing different aspects of our calculations, such as molecular geometry, as well as the resulting phonon properties. By setting `plt.rcParams['figure.dpi'] = 120`, we adjust the resolution of the figures to ensure they are displayed with sufficient clarity and detail." ] }, { "cell_type": "code", "execution_count": 1, "id": "63c23cca-ad08-4546-8a83-c4b0465077c7", "metadata": {}, "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "\n", "plt.rcParams[\"figure.dpi\"] = 120" ] }, { "cell_type": "markdown", "id": "2612fbb1-fcec-4472-9091-6661673f832c", "metadata": {}, "source": [ "As previously mentioned, we use the PLAMS Python library to interact with AMS. The code below constructs the beryllium oxide (BeO) crystal structure by defining a `Molecule` object. Individual atoms, beryllium (Be) and oxygen (O), are then added to the molecule using their respective symbols and Cartesian coordinates, which are specified in Angstroms. Next, the crystal lattice is defined as a 3x3 matrix, with dimensions also in Angstroms." ] }, { "cell_type": "code", "execution_count": 2, "id": "4da77384-f36b-445a-9785-a863e2ff292c", "metadata": {}, "outputs": [], "source": [ "from scm.plams import Molecule, Atom, view, plot_image_grid\n", "\n", "mol = Molecule()\n", "mol.add_atom(Atom(symbol=\"Be\", coords=(0.00000000, 1.55554138, 0.00070090)))\n", "mol.add_atom(Atom(symbol=\"Be\", coords=(1.34713836, 0.77777069, 2.18871035)))\n", "mol.add_atom(Atom(symbol=\"O\", coords=(0.00000000, 1.55554138, 1.65124622)))\n", "mol.add_atom(Atom(symbol=\"O\", coords=(1.34713836, 0.77777069, 3.83925567)))\n", "mol.lattice = [\n", " [2.69427671, 0.00000000, 0.00000000],\n", " [-1.34713836, 2.33331208, 0.00000000],\n", " [0.00000000, 0.00000000, 4.37601889],\n", "]" ] }, { "cell_type": "markdown", "id": "5385e97a-a4e1-480c-a6b3-d6dd1593c53d", "metadata": {}, "source": [ "To visualize the BeO crystal structure we've defined, we employ the `plot_molecule` function. This function serves as an interface to the `plot_atoms` function from the Atomic Simulation Environment (ASE), enabling us to generate graphical representations of the atomic arrangement. For a more detailed control over the generated figures, you can consult the original ASE documentation. In this particular instance, we generate three distinct views of the BeO structure by applying different rotation angles. Specifically, we create a figure with three subplots, each displaying the molecule rotated along different axes: `('15x,15y,0z')`, `('0x,90y,0z')`, and `('0x,0y,0z')`." ] }, { "cell_type": "code", "execution_count": 3, "id": "c7244566-2f7d-4b23-b30e-1fd22e318e1d", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[10.04|12:27:34] Starting Xvfb...\n", "[10.04|12:27:34] Xvfb started\n" ] }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plot_image_grid(\n", " {\n", " d: view(mol, direction=d, fixed_atom_size=False, padding=-1)\n", " for d in [\"tilt_x\", \"tilt_z\", \"along_z\"]\n", " },\n", " show_labels=False,\n", " rows=1,\n", ");" ] }, { "cell_type": "markdown", "id": "1a4ecb8d-9fb8-4fbc-9efb-08bb5f000fc3", "metadata": {}, "source": [ "To set up the Quantum Espresso phonon calculation, we first create a Settings object in PLAMS to store all the calculation parameters. We begin by specifying a `GeometryOptimization` task to ensure our BeO structure is at a local energy minimum, preventing any spurious imaginary frequencies in the phonon spectrum. Next, we activate the calculation of phonons (`Properties%Phonons = Yes`), which will provide us with the phonon band structure and density of states (DOS).\n", "\n", "For the electronic structure part, we set the plane-wave energy cutoff (`ecutwfc`) to `25 Ry`. While this value is lower than typically recommended for production calculations (`40 Ry`), we use it here for demonstration purposes to reduce computational cost. The Brillouin zone sampling is done using a Monkhorst-Pack k-point grid of size `4 × 4 × 3`, ensuring a balanced sampling in all directions. Additionally, we also use a `4 × 4 × 3` q-point grid for our phonons calculation. A coarser q-point grid is normally preferred to the k-point grid (electronic part), as phonon calculations are more computationally intensive. However, the right choice should be obtained by a convergence test.\n", "\n", "AMS uses the specified q-grid for the initial analytical calculation of phonon frequencies within Quantum Espresso. However, the band structure plot is generated by interpolating those frequencies onto a denser set of q-points along the high-symmetry path proposed by Setyawan and Curtarolo (convention `Phonons%BandStructure%KPathFinderConvention = 'Setyawan-Curtarolo'`). This interpolation scheme, using a Fourier interpolation, allows for the construction of continuous phonon dispersion curves, providing a clearer visualization of the phonon band structure and facilitating the analysis of vibrational modes across different regions of the reciprocal space.\n", "\n", "The pseudopotentials used in this calculation are based on the SSSP-Efficiency family with the PBE functional and no relativistic corrections, as this is the default choice in AMS. Finally, we create an `AMSJob` object named `\"BeO\"` that combines the settings and the previously defined BeO molecule, encapsulating all the information needed to run the Quantum Espresso calculation." ] }, { "cell_type": "code", "execution_count": 4, "id": "baadeccd-d3ff-49d8-b609-620bf904bf39", "metadata": {}, "outputs": [], "source": [ "from scm.plams import Settings, AMSJob\n", "\n", "s = Settings()\n", "s.input.ams.Task = \"GeometryOptimization\"\n", "s.input.ams.Properties.Phonons = \"Yes\"\n", "s.input.QuantumEspresso.System.ecutwfc = 25.0\n", "s.input.QuantumEspresso.K_Points._h = \"automatic\"\n", "s.input.QuantumEspresso.K_Points._1 = \"4 4 3 0 0 0\"\n", "s.input.QuantumEspresso.Phonons.Q_Points._h = \"automatic\"\n", "s.input.QuantumEspresso.Phonons.Q_Points._1 = \"4 4 3 0 0 0\"\n", "\n", "job = AMSJob(settings=s, molecule=mol, name=\"BeO\")" ] }, { "cell_type": "markdown", "id": "4e399e78-01da-4b9e-b5a3-638735ca6b78", "metadata": {}, "source": [ "The `job.get_input()` function retrieves the content of the AMS input file generated during the previous setup. This enables users to inspect the input parameters before running the Quantum Espresso calculation. Reviewing the input file can be beneficial for advanced users who seek greater control over the calculation settings." ] }, { "cell_type": "code", "execution_count": 5, "id": "18c1aee9-a430-493c-961e-19ec2df63c47", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Properties\n", " Phonons Yes\n", "End\n", "\n", "Task GeometryOptimization\n", "\n", "System\n", " Atoms\n", " Be 0.0000000000 1.5555413800 0.0007009000\n", " Be 1.3471383600 0.7777706900 2.1887103500\n", " O 0.0000000000 1.5555413800 1.6512462200\n", " O 1.3471383600 0.7777706900 3.8392556700\n", " End\n", " Lattice\n", " 2.6942767100 0.0000000000 0.0000000000\n", " -1.3471383600 2.3333120800 0.0000000000\n", " 0.0000000000 0.0000000000 4.3760188900\n", " End\n", "End\n", "\n", "Engine QuantumEspresso\n", " K_Points automatic\n", " 4 4 3 0 0 0\n", " End\n", " Phonons\n", " Q_Points automatic\n", " 4 4 3 0 0 0\n", " End\n", " End\n", " System\n", " ecutwfc 25.0\n", " End\n", "EndEngine\n", "\n", "\n" ] } ], "source": [ "print(job.get_input())" ] }, { "cell_type": "markdown", "id": "fa271990-59f5-4ed3-94b3-ab8c1a512024", "metadata": {}, "source": [ "We call the `run()` method on the previously defined `AMSJob` object to start the Quantum Espresso calculation. This starts the execution of the job, and once it is completed, the results are stored in the results object. The output displays various stages of the job's progress, including `STARTED`, `RUNNING`, `FINISHED`, and finally, `SUCCESSFUL`, which indicates that the calculation has been completed without any errors." ] }, { "cell_type": "code", "execution_count": 6, "id": "737dfde8-47a6-419a-bf19-cd5ed6e81fe8", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[10.04|12:27:38] JOB BeO STARTED\n", "[10.04|12:27:38] JOB BeO RUNNING\n", "[10.04|12:36:52] JOB BeO FINISHED\n", "[10.04|12:36:52] JOB BeO SUCCESSFUL\n" ] } ], "source": [ "results = job.run()" ] }, { "cell_type": "markdown", "id": "f1e1fb29-d1b9-41db-9d93-124c4d06ddfe", "metadata": {}, "source": [ "The phonon band structure is widely used because it provides a clear understanding of how vibrational modes (phonons) propagate and interact within a crystalline material. \n", "\n", "To visualize the phonon band structure, we can use the `plot_phonons_band_structure` function provided by PLAMS. This function takes the phonon band structure data, which we can obtain from the results object using the `get_phonons_band_structure` method, and generates a plot of the phonon frequencies along the specified high-symmetry path in the Brillouin zone. The `unit=\"cm^-1\"` argument ensures that the frequencies are displayed in units of wavenumbers.\n", "\n", "The `plot_phonons_band_structure` function uses matplotlib for plotting, so we can further customize the plot using matplotlib's functionalities. In this case, we set the y-axis and x-axis labels, and the title of the plot. This plot provides a visual representation of the phonon band structure, allowing us to analyze the dispersion of phonon frequencies across the Brillouin zone and identify key features such as acoustic and optical modes, band gaps, and degeneracies." ] }, { "cell_type": "code", "execution_count": 7, "id": "08e3dc48-c9c2-4e50-a803-0745d0644fee", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from scm.plams import plot_phonons_band_structure\n", "\n", "phonons_data = results.get_phonons_band_structure(unit=\"cm^-1\")\n", "ax = plot_phonons_band_structure(*phonons_data)\n", "\n", "ax.set_ylabel(\"Frequency (cm$^{-1}$)\")\n", "ax.set_xlabel(\"Wave Vector\")\n", "ax.set_title(\"BeO Phonons\")\n", "\n", "ax;" ] }, { "cell_type": "markdown", "id": "697d9e6a-7a00-4eb8-bd4c-7ca6a17e7284", "metadata": {}, "source": [ "The image displays a comprehensive view of the vibrational properties of BeO. The color lines indicate the dispersion of phonon frequencies across different high-symmetry directions in the Brillouin zone. Distinct branches correspond to acoustic and optical phonon modes: acoustic modes approach zero frequency at the center ($\\Gamma$ point), while optical modes exhibit non-zero frequencies.\n", "\n", "Theoretical results for comparison can be found in [The Computational Raman Database](https://ramandb.oulu.fi/) (mpid: mp-2542)." ] }, { "cell_type": "markdown", "id": "540219bc-7899-4508-b444-d79febc8afd2", "metadata": {}, "source": [ "We can also visualize the phonon density of states (DOS). The following code displays the DOS with a breakdown by atomic species. The function `get_phonons_dos` retrieves the DOS data from the `results` object, with frequencies measured in cm$^{-1}$. Then, the `plot_phonons_dos` function generates the plot, using the parameter `dos_type=\"species\"` to specify that the contributions from different atomic species (in this case, Be and O) should be shown separately. This breakdown allows for an analysis of how each species contributes to the overall property." ] }, { "cell_type": "code", "execution_count": 8, "id": "e41e91be-c2d2-4dff-83c4-0df51d13ac57", "metadata": {}, "outputs": [ { "data": { "image/png": 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NomXLljz77LMALFiwgE2bNvH5558zYMAAj/ukpqaSlpaWr3m2b9+ePn36uL5++OGHqV27NnPmzCmRAW6JKVFo0aIFu3fv5sKFCx7HnSn+Fi1aeOUeABs3bvQ4fuzYMY4cOeKVe4iISNniHtQWNCOrDO6VZ9y4cRgMBnbu3Em/fv2IiIggJiaGJ554wvWpcl6Cg4OZPXs25cqV4/XXX3f9Pf/222/8+OOPDB482CO4dXrjjTeoV68eb775pqtsct++fQDccMMNWcYHBQVlWZyfXwEBAURHR3t0lXL67LPPaNWqFcHBwZQrV47+/fvn2s3qcigxAW6fPn2wWq18/PHHrmNms5np06fTtm1bV8b10KFD7Ny5s1D3aNKkCQ0bNuTjjz/2+In7v//9LwaDweMnGxERkfxwz8iqi0Lp0a9fP1JTU3njjTfo3r077733nkcr07yEhYXRu3dvjh49yvbt2wFYuHAh4Ojznx0/Pz8GDBhAfHw8v/76KwA1atQAyLE+N78SExM5c+YMZ86cYffu3YwbN46tW7cyaNAgj3Gvv/46AwcOpF69ekyePJmRI0fy888/06FDB86fP1/o+3tbiSlRaNu2LX379uX555/n1KlT1K1bl5kzZ3LgwAGmTZvmGjdw4EBWrVrl8ZeckJDA+++/D+D6hvjggw+IiooiKiqKRx991DV24sSJ9OzZk1tuuYX+/fuzdetWPvjgA4YOHZrnLmgiIiK5UYBbetSqVYtvv/0WgEceeYSIiAimTp3q2jAqP5o2bQo4srBNmjRxBbpXXXVVjuc4n9uxYwc33XQTvXr1okGDBowZM4Zp06bRuXNn2rdvT48ePQq0LmjIkCEeXxuNRl5//XWP4wcPHmTs2LG89tprvPDCC67jd955Jy1btmTq1Kkexy+nEhPgguOnk5dffpnZs2cTHx9P8+bNWbRoER06dMj1vPj4eF5++WWPY2+//Tbg+MnHPcDt0aMHX3/9NePHj+exxx6jQoUKvPDCC4wZM8b7L0hERMqUgnZRKI0lCvM2Hmb+H0dyfH7u8OtyHNenVVX6XpNzz/u7P1qX47jM18vrWnnJXJf62GOPMXXqVBYvXpzvADcsLAxwZE/df89tcyrnc86SzeDgYNavX8/rr7/Ol19+yYwZM5gxYwZGo5ERI0YwadKkbLtDZTZmzBjat28PwLlz5/juu+948cUXCQ0N5YknngDg66+/xmaz0a9fP86cOeM6t2LFitSrV48VK1YowC2MoKAgJk6cyMSJE3Mcs3LlyizHatasWaD/JHr16kWvXr0KMUMRERFPBS1RKO2LzI7Ep7B+/7lCjbu2dkyu5zjHZzcu8/XyulZe6tWr5/F1nTp1MBqNHDhwIN/XSEpKAjKCVufviYmJREVFZXtOdkFwZGQkb731Fm+99RYHDx7k559/ZtKkSXzwwQdERkby2muv5TmXZs2acdNNN7m+7tevHwkJCTz33HMMGDCAChUqsGfPHux2e5bX7uTv75/3iy4mJSrAFRERKcnUJgyqRgfTtla5Qo2rGp17u07n+OzGZb5eXtcqqML8YLJ161YA6tatC0CjRo1YsGABW7ZsyfHT6S1btgDQuHHjbJ+vUaMGQ4YMoXfv3tSuXZvPP/88XwFudrp06cKiRYvYsGEDt912GzabDYPBwJIlS1xtytw5M9JXAgW4IiIixUQbPUDfa6rlqzQgv+PcOcsbvHW93OzZs4datWq5vt67dy82m42aNWvm6/ykpCS++eYbqlWr5lrj06NHD9544w1mzZqVbYBrtVqZM2cO0dHR2XZNcBcdHU2dOnVcQXRhWCwW11zBkaW22+3UqlWL+vXrF/q6xaHEdFEQEREpiYrSRaE0ZnBLi//85z8eXzsXs3fr1i3Pc1NSUrj//vs5d+4cL774out75Prrr+emm25i+vTpLFq0KMt5L774Irt372b06NGuzaf++usvj3pYp4MHD7J9+3YaNGhQ4Nfm5JyDc2HbnXfeiclkYvz48Vm+N+12O2fPni30vbxNGVwREZFioi4Kpcf+/fvp2bMnt956K+vWreOzzz5jwIABWTogHD16lM8++wxwZEK3b9/OvHnzOHHiBKNGjWL48OEe42fNmkWXLl244447GDBgAO3bt8dsNvP111+zcuVK7r77bp555hnX+KVLlzJ27Fh69uzJtddeS1hYGP/88w//93//h9lsZty4cfl6PatXr3b18XUuMlu1ahX9+/enYcOGgCOD+9prr/H8889z4MABevXqRXh4OPv37+ebb75h2LBhPP3004X9I/UqBbgiIiLFRBnZ0mPu3LmMGTOG5557Dj8/Px599NFsF8Fv3ryZ+++/H4PBQHh4ONWqVeP2229n6NCh2e6QWqlSJTZs2MDbb7/NvHnz+Oqrr/Dz86N58+bMmDGDgQMHenwqcNddd5GYmMhPP/3E8uXLOXfuHNHR0bRp04ZRo0bRuXPnfL2e9957z/U4ICCA2rVr8/rrr3sE0wDPPfcc9evXZ8qUKYwfPx6AatWqccstt2S7OcXlogBXRESkmKiLQulRoUIF5s2bl+uYgnRUcBcWFsbYsWMZO3ZsnmNr1arF+PHjXcFmQXXq1KnAP3jdeeed3HnnnYW6X3FRDa6IiIgPuQcPqsEVKR4KcEVERHzIPUhVFwWR4qEAV0RExIeUwRUpfgpwRUREfMg9qFUXhZJv3Lhx2O12ypcvf7mnIrlQgCsiIuJDBS1REJGiU4ArIiLiQwUtUXCvwVVALFI4CnBFRER8qKAlClpkJlJ0CnBFRER8qCglCsrgihSOAlwREREfKkqJgogUjgJcERERHypKFwVlcEUKRwGuiIiIDxW0REFBrUjRKcAVERHxoYKWKKhXrkjRKcAVERHxoYKWKCiDK1J0CnBFRER8qCglCgp2S7aaNWtiMBgwGAwYjUaioqJo1qwZw4YNY/369Tmed/HiRV599VWaN29OSEgIkZGRtG/fnlmzZmX7PZGUlMTYsWNp2rQpoaGhxMTE0KJFC5544gmOHTuWr7keOnSIhx56iJo1axIYGEhsbCy9evXi119/LfTrv5z8LvcERERESrOCligoqC1dWrRowahRowBITExkx44dzJs3j08++YQnn3ySyZMne4w/efIkXbp0YceOHfTv359HH32U1NRUvvrqKwYNGsTixYv5/PPPMZlMAKSnp9OhQwd27tzJoEGDeOyxx0hKSmLbtm3MmTOH3r17U7ly5Vzn+Ouvv9K9e3cAhg4dSuPGjTlx4gQzZsygffv2vPvuuzz22GM++NPxHQW4IiIiPlSUEgUFuyVflSpVuO+++zyOvfnmmwwYMIApU6ZQr149Hn74YddzgwYNYseOHXzzzTf07NnTdfzxxx/nmWeeYdKkSbRs2ZJnn30WgAULFrBp0yY+//xzBgwY4HGf1NRU0tLScp1ffHw8ffr0ITg4mF9//ZU6deq4nnvqqafo2rUrI0eOpFWrVlx//fWF/nMobipREBER8SGVKJQu48aNw2AwsHPnTvr160dERAQxMTE88cQTpKam5usawcHBzJ49m3LlyvH666+7/p5/++03fvzxRwYPHuwR3Dq98cYb1KtXjzfffJOUlBQA9u3bB8ANN9yQZXxQUBARERG5zuWjjz7ixIkTTJw40SO4dc5z5syZGAwGXnnllXy9tiuFAlwREREfUolC6dSvXz9SU1N544036N69O++99x7Dhg3L9/lhYWH07t2bo0ePsn37dgAWLlwIwMCBA7M9x8/PjwEDBhAfH++qja1RowZAjvW5eVm4cCFBQUH069cv2+dr1apFu3btWL58uSuoLglUoiAiIuJDBS1RKPVtwjZ9Dpvn5Pz8A99nPTb9tvyNy+0eLQZAy3vzN8d8qFWrFt9++y0AjzzyCBEREUydOpWnn36a5s2b5+saTZs2BRxZ2CZNmrgC3auuuirHc5zP7dixg5tuuolevXrRoEEDxowZw7Rp0+jcuTPt27enR48exMbG5jmH7du306BBAwIDA3O956pVq9i7dy/NmjXL12u73BTgioiI+FBRShRKZbB7/hAcXFOwcwo6Prt71GxXsGvk4ZFHHvH4+rHHHmPq1KksXrw43wFuWFgY4Fh85v57eHh4juc4n7tw4QLgKCNYv349r7/+Ol9++SUzZsxgxowZGI1GRowYwaRJk3INXhMTE3O9X3b3LAkU4IqIiPhQUUoUSmW5QlR1qFHAYLOg47O7R1T1gl0jD/Xq1fP4uk6dOhiNRg4cOJDvayQlJQEZAaTz98TERKKiorI9J7sgODIykrfeeou33nqLgwcP8vPPPzNp0iQ++OADIiMjee2113KcQ3h4uOuaOclP4H2lUYArIiLiQ0XpolAqM7gt7y14qUBu5QjeukcRGQyGAp+zdetWAOrWrQtAo0aNWLBgAVu2bKFDhw7ZnrNlyxYAGjdunO3zNWrUYMiQIfTu3ZvatWvz+eef5xrgNmrUiE2bNmE2m3PM9G7ZsgV/f/8sQf2VTIvMREREfEhdFEqnPXv2eHy9d+9ebDYbNWvWzNf5SUlJfPPNN1SrVo1GjRoB0KNHD8CxYCw7VquVOXPmEB0dnW3XBHfR0dHUqVOH48eP5zquR48epKamMm/evGyfP3DgAKtXr+bGG28kODg4r5d1xVCAKyIi4kNFKVEolRncUuI///mPx9fvv/8+AN26dcvz3JSUFO6//37OnTvHiy++6Mr+Xn/99dx0001Mnz6dRYsWZTnvxRdfZPfu3YwePdoVbP7111+cOXMmy9iDBw+6FpDlZvjw4cTGxvLMM8/wzz//eDyXmprKAw88gN1uZ8yYMXm+riuJShRERER8qChdFJTBvXLt37+fnj17cuutt7Ju3To+++wzBgwYkKUDwtGjR/nss88AR9Z2+/btzJs3jxMnTjBq1CiGDx/uMX7WrFl06dKFO+64gwEDBtC+fXvMZjNff/01K1eu5O677+aZZ55xjV+6dCljx46lZ8+eXHvttYSFhfHPP//wf//3f5jNZsaNG5fr64iJiWH+/PncdtttXH311Vl2Mtu7dy/vvvtuidrkARTgioiI+JS6KJROc+fOZcyYMTz33HP4+fnx6KOPMnHixCzjNm/ezP3334/BYCA8PJxq1apx++23M3ToUNq0aZNlfKVKldiwYQNvv/028+bN46uvvsLPz4/mzZszY8YMBg4c6FHve9ddd5GYmMhPP/3E8uXLOXfuHNHR0bRp04ZRo0bRuXPnPF9L+/bt2bJlCxMmTGDevHkcP36cyMhIrr/+ev7v//6Pdu2824GiOCjAFRER8SF1USidKlSokGPdqlNBOiq4CwsLY+zYsYwdOzbPsbVq1WL8+PGMHz++UPdyqlmzJh9//HGRrnElUQ2uiIiID6mLgkjxU4ArIiLiQypRECl+CnBFRER8SCUKIsVPAa6IiIgPqUShdBk3bhx2u53y5ctf7qlILhTgioiI+FBBM7KlpU1YSZ67FC9ffK8owBUREfGhsrjRg9FoxGq1KsiVPNntdqxWK0ajd0NSBbgiIiI+VNCMbGmowQ0MDMRqtXLq1KkS+xrE9+x2O6dOncJqtRIYGOjVa6sProiIiA+5B3hWq7VA40tqBjcuLg6z2cy5c+dISEjAZDJ5bE4g4szcWq1WgoODiYuL8+r1FeCKiIj4UFnsomA0GqlevTonT57EbDaX2EBdfMdgMBAQEEBgYCBxcXFeL1FQgCsiIuJDZbWLgtFopFKlSpd7GlJGqQZXRETEh4pSolBSM7gil5sCXBERER8qaEa2oBlfEclKAa6IiIgPuQepyuCKFA8FuCIiIj5UFvvgilxuCnBFRER8qCy2CRO53BTgioiI+FBZbBMmcrkpwBUREfGhotTgKoMrUjgKcEVERHyoKF0UlMEVKRwFuCIiIj6kGlyR4qcAV0RExIeKspOZMrgihaMAV0REpJgogytSPBTgioiI+EjmDKwyuCLFQwGuiIiIj2QOaLXRg0jxUIArIiLiI5kzsNqqV6R4KMAVERHxkcKUKBR0UZqIZKUAV0RExEcyB6jK4IoUDwW4IiIiPlLURWbK4IoUjgJcERERHylqDa4CXJHCUYArIiLiI0XtoqASBZHCKVEBrtls5tlnn6Vy5coEBwfTtm1bli5dmq9zjx49Sr9+/YiKiiIiIoI77riDf/75J8u4hIQERo8eTb169QgODqZGjRo8+OCDHDp0yNsvR0RESjllcEUuD7/LPYGCGDx4MPPnz2fkyJHUq1ePGTNm0L17d1asWEG7du1yPC8pKYnOnTuTkJDACy+8gL+/P1OmTKFjx45s3ryZmJgYwPEfyc0338z27dsZMWIE9evXZ+/evUydOpUff/yRHTt2EB4eXlwvV0RESjht9CByeZSYAHfDhg188cUXTJw4kaeffhqAgQMH0rRpU0aPHs3atWtzPHfq1Kns2bOHDRs20Lp1awC6detG06ZNefvtt5kwYQIAv/32G7///jsffPABjzzyiOv8Bg0aMGTIEJYtW0bv3r19+CpFRKQ0KUwXBbUJEym6ElOiMH/+fEwmE8OGDXMdCwoK4sEHH2TdunUcPnw413Nbt27tCm4BGjZsSJcuXfjyyy9dxy5cuABAXFycx/mVKlUCIDg42CuvRUREygZlcEUujxKTwd20aRP169cnIiLC43ibNm0A2Lx5M9WqVctyns1mY8uWLQwZMiTLc23atOGnn34iMTGR8PBwrrnmGkJDQ3n55ZcpV64cDRo0YO/evYwePZrWrVtz00035TrHU6dOcfr0aY9je/fuLehLFRGRUkI1uCKXR4kJcI8fP+7KpLpzHjt27Fi25507dw6z2ZznuQ0aNKB8+fLMnTuXf/3rX3Tp0sU1rmvXrsyfPx8/v9z/uKZOncr48ePz/ZpERKR0UxcFkcujxAS4KSkpBAYGZjkeFBTkej6n84B8n1uhQgVatmzJo48+SpMmTdi8eTNvvfUWDzzwAPPmzct1jiNGjKBv374ex/bu3UuvXr1yPU9EREqn7EoU7HY7BoMhX+cogytSOCUmwA0ODsZsNmc5npqa6no+p/OAfJ37zz//0LlzZ2bNmsVdd90FwB133EHNmjUZPHgwS5YsoVu3bjnOMTY2ltjY2AK8KhERKc2yy8AWJMBVBlekcErMIrNKlSpx/PjxLMedxypXrpzteeXKlSMwMDBf586YMYPU1FR69OjhMa5nz54A/Prrr4V/ASIiUuZkl4HNqw5XXRREiq7EBLgtWrRg9+7drk4HTuvXr3c9nx2j0UizZs3YuHFjlufWr19P7dq1Xb1tT548id1uz/KfT3p6OgAWi6WoL0NERMqQ7DKweQWtKlEQKboSE+D26dMHq9XKxx9/7DpmNpuZPn06bdu2dXVQOHToEDt37sxy7u+//+4R5O7atYvly5d71MzWr18fu93u0ToM4H//+x8ALVu29PrrEhGR0quoAa5KFEQKp8TU4LZt25a+ffvy/PPPc+rUKerWrcvMmTM5cOAA06ZNc40bOHAgq1at8vhPYcSIEXzyySfcdtttPP300/j7+zN58mTi4uIYNWqUa9zgwYOZNGkSw4cPZ9OmTTRp0oQ///yTTz/9lCZNmmiTBxERKZDClCgogytSdCUmwAWYNWsWL7/8MrNnzyY+Pp7mzZuzaNEiOnTokOt54eHhrFy5kieffJLXXnsNm81Gp06dmDJlChUqVHCNi4mJYePGjYwZM4aFCxfy4YcfEhMTw5AhQ5gwYQIBAQG+fokiIlKKFD6DawDsyuCKFJLBrn89PrVt2zaaNm3K1q1badKkyeWejoiIFKPDhw9TvXp1j2Pnzp0jOjo6x3M639yV3TV7Y7fZCPrlXf7Zs8vX0xS54hU0nipRGVwREZGSJLtsbV4Z3PMVWuAf41hXYq91nU/mJVLalZhFZiIiIiVNdh+S5lWDazX6Z5zvl3WTIhHJmwJcERERHyl6FwWvT0mkTFCAKyIi4iOF6aJgvHjG9dieHO/1OYmUBarBFRER8ZHCZHD9z+7l7I//AbuNyOQjvpqaSKmmAFdERMRHClODS0oCSZv/ACC8UiVfTEuk1FOAKyIi4iOF6aJgtYMxNAqDwYjdYPLV1ERKNdXgioiI+EhOGdy9e/fywAMPsGzZsizPp4XEUu3Rz6j6yCyo2Kg4pilS6iiDKyIi4iM51eB27dqVgwcPMmPGjCxjrKExGV8ER/p6iiKlkjK4IiIiPpJTF4WDBw/meI4lWAGuSFEpwBUREfGRwtTg2m0Zi9CyywCLSN4U4IqIiPhIYfrgGg7/iSXpHJbEs1hP/+OrqYmUaqrBFRER8ZHsAlyLxZL7OeePc/Q/AwGIiIjwybxESjtlcEVERHwkuwA3LS0t3+eoREGkcBTgioiI+EhhAlz3Eobszj979iwpKSlFn5xIKaYAV0RExEe8ncHdu3cvVapUoVGjRnleR6QsU4ArIiLiI97O4D711FOYzWYOHjzI8uXLvTNJkVJIAa6IiIiPeDuD636u6nNFcqYuCiIiIj5SmADXHlWVqEbdwG4nefOiHMcZDIYiz0+ktFKAKyIi4iOFCXCNFRsQeV0/AKznj/tkXiKlnUoUREREfKRQGVxTgOuxKbqS1+ckUhYowBUREfGRQgW4blv12tJSvT4nkbJAAa6IiIiPFKqLwsUE1+OLW5drMZlIIagGV0RExEcKE+CaT+whftVMDAYjtrRk7Ha7FpSJFJACXBERER8pXIC7l+Sju1xfu2dwlc0VyR+VKIiIiPhIQQPc1atXY7XZwegHRlOO1xCR3CmDKyIi4iMZwakBDAaw23INcDt06ED41T0od/NDABz9aKiytiKFoABXRETER2w2Gwa/ACoNfg+MJo7PeDzPEgWDf5DrcdhVXZXBFSkEBbgiIiI+YrPZCKrRAv+YqgAE12mTZ4DryZBjBleBr0jOVIMrIiLiIzabDVvqhYyvUxPzEeB6BrQ5BbJWqzXb4yKiDK6IiIjP2Gw20s8e5fSCN7DbbaSd/Ie0tOYFukZOGVwFuCI5U4ArIiLiI44MbiLJu351HUtNLcDuZAaDMrgihaASBRERER9xD079/Bw5peTk5NxPypSwdb+GezZXAa5IzhTgioiI+Ih7cBoU5OiOkDnAzVyCkHpkq9sFrCpRECkElSiIiIj4SOYANykpiYsXL3qMybwVb9qxXZz98T+Onrkn9qpEQaQQFOCKiIj4iM1mwxRegeguQwkJCSVw1Zw8M7gASZuX5Po8KMAVyY0CXBERER+x2WxEtbuH0AY3AOAf8wvJyfs9xmQXwBpDozAYjNjSUpXBFSkEBbgiIiI+YrPZwGByfW23WbNkcJ0BrHvAWvWh/8PgF0DCb/OUwRUpBC0yExER8RGbzYbBlBHgYrfnWKJgNpsBCKreHINfgONJo0kZXJFCUIArIiLiIzabDYxuAa7BkGOA6+yPG1i1sdtwozK4IoXgkwA3NTXV9ZOoiIhIWeUoUXB7qzUYs7w/OjO0OW0AoT64IgXnlQB35cqVPPnkk7Rp04awsDBCQ0MJCQkhPDycNm3aMHLkSFauXOmNW4mIiJQYNpuN+J8/dn1tMGZ923UGrRaLBYCEtV+Qfu4olsSz2NKSPYJaBbgi+VPoRWbp6el89NFHTJ48mQMHDlCuXDmuvvpq7rvvPqKjo7Hb7cTHx7N//34+++wz3nvvPWrUqMGoUaMYPnw4/v7+3nwdIiIiVxybzYbdaiHt9EEiI8KxpSZlGZM5wAU49slwt2tMyPbaCnBFclboALdu3bqkpaUxaNAg+vXrx9VXX53r+D/++IN58+YxYcIEJk2axIEDBwp7axERkRLBZrMRVL0ZybvW0LhJfXbu+jXbMeAZ4Gb3fGYKcEVyVugA94UXXmDw4MEEBgbma3yrVq1o1aoVr7zyCtOnTy/sbUVEREoMm81GSMP2hDa4geOWC9mOcWZwcwpYtchMpOAKXYM7fPjwfAe37gICAhg+fHjeA0VEREo4m82GMTAMgIt+EQTXaZNlTHYlCpmvkR0FuCI5U5swERERH3H0wc34sNSvXOVsx4BngNuyZUvXY2VwRQrOqwGuzWZj1qxZ3rykiIhIiZU5+2owGLKMya5EoVGjRtlew/2xAlyRnHk1wE1PT+eBBx7w5iVFRERKLEdA6p6BzbtNWFDtazgc3ZLIG+5xu4aDe1CbU+mCiBRikdkrr7yS43Pp6elFmoyIiEhp4ghC3YLabPrgZi5RCK5xFYfCGhHVrhGWC2e4cCFjcZp7GYMyuCI5K3CA+9prr9GnTx8iIyOzPKd/bCIiIhlsNhvYMt4bk3evzTImyyIztzKGoOrNOHPmjOtr9/dZveeK5KzAAW6zZs0YMGAAPXr0yPJcamoqn376qVcmJiIiUtLZbDZOfjEGgE+n/R9Dzx3NMiZLDa7b1r4280VOnz7t+loBrkj+FLgG91//+leOdT/+/v6MHTu2yJMSEREpDdzfL0OCg3Idk7lNmDUlkfhlHynAFSmEAge4Dz30ED179sz2OZPJpABXRETkEmfwajQaCQrKPsDNXKKQsu93+jcO4eKGrwA8AtyLFy+6HivAFcmZ+uCKiIj4SH4CXOcYZ8CaemATdzeLIviQo17XWYN76tQpdu/e7TpPAa5IzrwS4I4ZM8YblxERESlV3APcnHb/zLLIzGjChpHysXFARgb3q6++8jgvp53PRMRLAe7rr7/ujcuIiIiUKjabjYr3v02lJ7/m3c3Zt9LMHOCWu+kh7pp7hISur2IMCuf06dPEx8czYsQIj/OSk5N9O3mREswrAW5O2wiKiIiUZTabzdX263CiDVNYTPZjcO+ikPFcTLfHOX36NBs2bMhyXkJCgvcnLFJKeCXAzW7rQRERkbLOZrOR9NePAJxLsRHRpneWMVn74Lq9NRuMnDlzhn379rkOhYWFAXhsACEinrTITERExEecAa7NfKn7gSHvrXo9GAxcuHCBHTt2ABAYGEinTp0ABbgiuVGAKyIi4iPO8oOUFR/xereaJG1ZmuMYZ4mCwS0Idj7+9ddfAahVqxZRUVGAAlyR3KgGV0RExEecwavt8GZubVqR9NP7s4zJbate5+NNmzYBUKdOHSIiIgAFuCK58UqAe8MNN3jjMnkym808++yzVK5cmeDgYNq2bcvSpVl/Gs7O0aNH6devH1FRUURERHDHHXfwzz//ZDv25MmTDB8+nCpVqhAUFETNmjV58MEHvflSRESkDChUmzCyBrhOmQNcJZhEsufnjYusXr3aG5fJ0+DBg5k/fz4jR46kXr16zJgxg+7du7NixQratWuX43lJSUl07tyZhIQEXnjhBfz9/ZkyZQodO3Zk8+bNxMRkrGo9fPiwK2B/6KGHqFKlCseOHct2BauIiEhuCrPRQ/KuXwlr1sXxZKaa3Tp16rh2M0tPT8dsNud4XZGyzCsBbnHYsGEDX3zxBRMnTuTpp58GYODAgTRt2pTRo0ezdu3aHM+dOnUqe/bsYcOGDbRu3RqAbt260bRpU95++20mTJjgGjt8+HD8/Pz4/fffPQJfERGRgnIPcP38/DCZTFl2IMu6Ve8G3unTmGSriScfmuwxtk6dOhw4cMD19YULFxTgimTDq4vM1qxZw5AhQ+jUqRNXXXUVzZs39/h11VVXFfra8+fPx2QyMWzYMNexoKAgHnzwQdatW8fhw4dzPbd169au4BagYcOGdOnShS+//NJ1bOfOnSxZsoRnnnmGmJgYUlNTSU/PvjG3iIhIXpwBrt+19zF89kai2vTKMia7Lgpdm1RkQNvqdKznmWhxL1EA9cIVyYnXAtzJkyfTsWNH5s6dy4ULFyhXrhwxMTEev8qVK1fo62/atIn69et7/MMGaNOmDQCbN2/O9jybzcaWLVu45pprsjzXpk0b9u3bR2JiIgDLli0DIC4uji5duhAcHExwcDDdunXz+Ik5J6dOnWLbtm0ev/bu3VuAVykiIqWJzWaj8rBPMDXoxI/bThJYqX62Y8AzwE1Ks3PyQiq33Xm3x9hatWoRGRnp+loLzUSy57UShYkTJ3LDDTewcOFCj3983nL8+HEqVaqU5bjz2LFjx7I979y5c5jN5jzPbdCgAXv27AFg2LBhtG7dmrlz53Lo0CHGjx/PTTfdxJYtWwgJCclxjlOnTmX8+PEFfm0iIlI6Wa1WDP4ZC8VMflnfdp0ZXPfShSe+3MLafWe5pkYlevbsyXfffUfbtm0JDAz0SPQowBXJntcC3OTkZO69916fBLcAKSkp2a5AddYepaSk5HgekK9zk5KSAKhYsSLff/89RqMjwV21alXuuece5syZw9ChQ3Oc44gRI+jbt6/Hsb1799KrV6/cXpqIiJRSFovFY6GYyZRzgOvM4IY27sTafWcBsNntfPXVV6xYsYIWLVoAKMAVyQevBbidO3fm77//9tblsggODsZsNmc5npqa6no+p/OAfJ3r/L1fv36u4Bagb9++3H///axduzbXADc2NpbY2Nj8vBwRESkDHAFuRgbXmE2Am7lEIbTB9RnP2cHPz4+bb77ZdUwBrkjevFaD+/777/Pzzz8zadIkzp07563LulSqVInjx49nOe48Vrly5WzPK1euHIGBgfk61/l7XFycxziTyURMTAzx8fGFfwEiIlLmZM7gGvNRomBw622bXZ9bBbgiefNagFutWjWGDx/Oc889R4UKFQgNDSUiIsLjV1HKF1q0aMHu3buz/GNev3696/nsGI1GmjVrxsaNG7M8t379emrXrk14eDgArVq1AhybQrhLS0vjzJkzVKhQodDzFxGRssdisXB06iCMiSeA/JUoXFz2Pr1aVCY2PJCokIAs4xXgiuTNayUKY8aM4fXXX6dKlSpcc801Xq/F7dOnD5MmTeLjjz929cE1m81Mnz6dtm3bUq1aNQAOHTpEcnIyDRs29Dj3ueeeY+PGja5uCrt27WL58uWuawF06tSJ2NhYPv/8c1544QVXje6MGTOwWq0eHxGJiIjkxRm0+iWfpVbdehw/kZRlTOYSBT8/P97p3zLHawYGBuLv7096errahInkwGsB7ocffshtt93GggULPOpXvaVt27b07duX559/nlOnTlG3bl1mzpzJgQMHmDZtmmvcwIEDWbVqlcfHOiNGjOCTTz7htttu4+mnn8bf35/JkycTFxfHqFGjXOMCAwOZOHEigwYNokOHDtx///0cOnSId999l/bt23PnnXd6/XWJiEjpZbFYiGhzFwHJZ3iue0Pe+ukNMq9WyVyiYDKZcr2mwWAgMjKSM2fOKIMrkgOvBbhpaWncdtttPglunWbNmsXLL7/M7NmziY+Pp3nz5ixatIgOHTrkel54eDgrV67kySef5LXXXsNms9GpUyemTJmSpexg4MCBBAQE8O9//5tnnnmGqKgohg8fzoQJE/L8T0dERMSdxWIh4tq7SAqOYMXOU9nuOpa5RMEvmzrdzCIiIhTgiuTCawFujx49WL16NcOHD/fWJbMICgpi4sSJTJw4MccxK1euzPZ41apVmTdvXr7u079/f/r371+YKYqIiLikp6e7FpnNWneQKnGtgQUeY7IrUciLsw5XAa5I9ryWbh07dizbt29nxIgR/PHHH5w+fZpz585l+SUiIlJWWCwWDG5twi4GV8wypqAlCqAAVyQvXsvgNmjQAHBsmfvRRx/lOM59pxYREZHSzJGVzQhwDfnooqAMrkjRebWLgvtPqSIiImVd5j64BmPW7GzmEgVDnet564edVI4K5r5ra2R7XQW4IrnzWoA7btw4b11KRESkVMi8k5l7sOuUuUTBVu1qpq7cB8Cx8ymMvrVhlnOcAa7ahIlkz2s1uBaLJdefJC9cuOD66VRERKQscNTgOt5qa5UPpXXA0SxjMpcoGAwZWd6FW45le11nr3llcEWy57UA9/HHH+f666/P8fkbbrjBo+esiIhIaWexWDj0dm+uPfgZPz/VkZoh6VnGZClRcGu3GRMamO11nRnctLQ0zGazt6ctUuJ5LcD94Ycf6NOnT47P9+nTh8WLF3vrdiIiIlc8Z9Dq7+eH0WggLCwsy5jMGVwu1eleXyeGBY/ckO11tV2vSO68VoN77NgxqlSpkuPzlStX5ujRrB/NiIiIlFaZOyOEh4dnGZO5Bjf0+CaG3X0zVaKCc7xu5gA386ZFImWd1wLcmJgYdu3alePzO3bs8PgHKSIiUtqlpztKEnILcDOXKESc28Ejnevmel1lcEVy57UShVtvvZWPPvqITZs2ZXnuzz//5OOPP6Zbt27eup2IiMgVryAZXOdYo18AaRYbVps9x+sqwBXJndcyuK+++io//PADbdq0oWfPnjRp0gSArVu3snDhQmJjY3n11Ve9dTsREZErnsVqp8azi1hit/PB8j1ck80nmZlLFI43u5/6Ly3hqqqRfDzwGuIigrKc4x7gqlWYSFZeC3ArV67Mxo0bee655/j222/55ptvAMc/wnvvvZcJEyZQuXJlb91ORETkimdx7t5pMLDzRCK1qmftipC5RMHZK/evIwnc+s4vbBpzS5ZznG3CQBlckex4LcAFqFSpEjNnzsRut3P69GkAKlSooB3ORESkTLKkp3F+zRyi2g1g0ZbjrNmTdSezLF0U3DaDyKlKQSUKIrkrUg3upEmT2LlzZ5bjBoOB2NhYYmNjFdyKiEiZZUlPI+HXOdTHsWGDzZ71PTFziYL7zmc2e/YRblRUlOuxM6EkIhmKFOC+9dZbNGnShNq1a/PYY4/xww8/qOG0iIjIJc6sbD2/s/z33quZ1KdZljE5lSgA5BDfEhgYSGxsLACHDx/24oxFSociBbgnT57k119/5f7772fdunXcdtttxMTEcPvtt/PRRx9x6NAhb81TRESkRLHZbK7sbFxAGt2aVeKWppWZOXMmzZplBLq5lyjk3EmhevXqAHqvFclGkQJcg8HAtddey/jx49m4cSPHjh3jvffeIygoiGeffZZatWrRrFkznnvuOdasWeP6KVVERKS0c/bAhYw2YQADBw5k5syZrq8LU6IAUK1aNUAZXJHseK0PLkBcXBxDhgxh3rx5nDlzhmXLlnHrrbeycOFCOnToQPny5enfvz/r16/35m1FRESuOK6MLJ4BLuCxPiVziUL1pIy1Lbm0wvUIcO25BMIiZZFXuyh4XNjPj86dO9O5c2cmTpzIgQMH+P7771m8eDGrV6+mbdu2vrq1iIjIZece4Pr7+3s85x7gZi5RqGbez8QRj7HjeCJ+xpwXajsD3IsXLxIfH8+FCxeoWbOmt6YvUqL5LMDNzFmb+8gjjxTXLUVERC4b9wB3f3oED83+A4vNzn/vuxqj0a3O9lIG11mi4OfnR8vq0bSsHp3r9Z01uADdu3dn/fr1vP322zz11FPefBkiJZJXSxRy895771GrVq3iup2IiMhlZbFYMIVGU+PZRXx3riI/bDvBsh0nsdrs2Qa47tv6JpktnLyQyvGElByv78zgAq7Sv1GjRvnipYiUOMWWwRURESlLLBaLR0cE1/E8AlyTycQnv/zDuz/vAWD/G92z7SlfpUoVX0xbpFQoUoA7a9asfI/dtGlTUW4lIiJSojgC3KyBqdVq91h05ixNcAa4u4MasOhScAuOXrjOy6RbbSSbrVhsNqLKxfhw9iIlW5EC3MGDB2MwGPK9elO7momISFmRY4Brt/PnsRQi2tyJLS3FFdg6A929phoe4212O0Yc11mx8xTDZv8BwKLH2hEaGsrFixd9+TJESqQiBbjR0dG0aNGCt956K8+x06ZN46OPPirK7UREREoMi8WCIdsSBRur9icS3XkIlguns2Rwjdhx7xrv3irMz2Rwu46d8uXLK8AVyUaRAtw2bdqwc+dOWrVqlefYH374oSi3EhERKVHS09OxJJzk4Js9ePI/X/P1oQAArDY7K/ddAMAvogJW6zEgI8C9228D9boP5T8r92E0eG72EOzvx40NYwn0M1IxIogKFSpw8ODBYn5lIle+Ige4P/74I6dOnXLtiZ2TqKgoj5YmIiIipZl7m7DIQAMN4sIxGQ0YDQaS0zNytFarFbvd7tEmbPANtRh8Q9bOQ38dOc/ynacAmNyvBeXLl/fxqxApmYrUJmz06NHs37+f6Ojce/UBPPLII+zfv78otxMRESkxLBYLxuAIIm8YwCmzH+/d05LFT7QnLiIoyzj3rezPG8JIs2S/tb3FmnHcZDRQtWpV30xepIQrUoAbGhpKjRo1suzQIiIiUtZZLBZMIZFEtRvA94cM7D6Z6HquVzPHp552SzpWq5X09HQAItrcybepjRk5N/vOQ+nWjHIFP6OBunXrejzv3n5MpCzTvwQREREfyNwH97H/bWLozI0ciU8mKMAEgC09BavVSlJSEgDRnYcAsPjvE9le03ppxZnRAMZsAtyAgACvvw6RkkgBroiIiA9YLBbIlFFdtuMkCSnpGZlWgxGr1UpioiO7e2r+eLqUT+LfdzbL9pqBfo7zbHbYdiyBmjVrejyvT1RFHAod4DZu3JhZs2aRlpaW73PMZjPTp0+ncePGhb2tiIhIiZBTmzCzxcazt9Tj0OS7OPqfgVgsFleAm7Lvd7rVNNG/TfaLsm9uEud6fOhsMlFRUR7PK4Mr4lDoLgqDBw/mqaee4oknnqBnz57cdNNNXH311dSqVYuQkBAALl68yP79+9m4cSPLli1j4cKFBAQE8Mwzz3jtBYiIiFyJHBlcU5bjqWlWQoICsKebATwyuAb/QJaeCuWfH3ZyU+M4rq7uuYjbz5jRBzfdZicyMtKHr0Ck5Cp0gDt69Ggefvhhpk2bxowZM5g9e7ZrpzLnFoTOFil2u52mTZsyfvx4hgwZQkREhBemLiIicuVKT0/3qMF1SrVY2XjwPBFt7sRut2UKcIP58ZANDu1j6sp99G9djRdua0REkKP0YNqajG5EVpstS4DrXKwmUtYVqQ9ueHg4I0eOZOTIkRw4cIC1a9eyc+dOzp49C0BMTAwNGzbkuuuuo1atrP38RERESitHiUJGxvXua6pxc+M4mlWJ4tPV/xDdeQi29FSs1r+4cMGx8YMhU83uF78f5smb67sC3MPnUjKub7VnqblVgCviUKQA113NmjWzFLuLiIiUVRaLBfPRHRx8swd/bfmbpk2aYLxUYuDMxBr9gzxqcAMq1fe4RlxEIAayZ3Xfw/cSBbgiDl4LcEVERCSD+05mgQH+ruAWwOIWnLqXKARUqOk6/tiNdRl1SwOPa9rJOC89mwDXYrFgt9s9MsciZZHahImIiPiAe4DrXJsCjnUp7lwBrtGPyBvucR2vGxuW5ZoGt3xugCn7IFZZXBEFuCIiIj6RU4DrvhsZOALchIQEjAHBGNy6LtSMCc1yzbBAx3UaxIVzd2tHK7HRo0d7jFGAK6IAV0RExCdyDnBtrsfxK6ZhsVhISEjA4B/ocX5ymjXrNW2Oc/3csrf//ve/efjhhzOurwBXRAGuiIiIL1gsFoLrtqHGs4to9/5m/j6SAIDJaOChjnVI3/oj5hN7XRlcQ6aeuR//so8TCakeAXH9uHAAth27wMpdpwAwGAweGygpwBVRgCsiIuITFosFDI6g1Q4cjk9m69EETiSk8ly3hlg3fon50N+uABeT57rvFbtOc+0bP7P/zEXXsafdFp39dTjB9di9XZgCXBEfBrg7d+7k1VdfZcSIEbz33nuuHn8iIiJlQXp6OunnDnN+zRz+dX01npy7mR7vr+G9n/cAYDI5gl9ngGtLTqDC4ZXERQQSGpCRzT2daHY9NhoNOBskWG0ZmV0FuCKeihTgfvDBB9SvX58zZ854HF+4cCEtWrRg7NixfPjhh4wcOZKrr746yzgREZHSymKxYDl7hIRf5zCySx2ql3NsY7/zRCL1X1qCX/93CWlwg6sG15aaRK30g6x/4SYWPtbOdZ1j51M8ruvcrte91ZgCXBFPRQpwv/vuO+rUqUP58uVdxywWC0OHDsVkMjF9+nT+/vtv/v3vf3Pw4EFef/31Ik9YRESkJHBfZObv789LPRrzycBr+FeHWqRZbBj8g4GMDC5GE8FR5UlMTScuIsh17vGEVI/rmvIIcNPS0nzyekRKkiJt9LB9+3b+9a9/eRxbsWIFp0+f5oUXXmDQoEEANGnShL/++ovFixczZcqUotxSRESkRMjcRaFj/QoAbD2aUTtrt1qwWq2cP3+ewEoNWFXuNpqN+4nZD7ahXGgA5y6mcTwhI4O78cA5OtSrQExYILc0jnMdDwgIcD1WBlekiBncs2fPUq1aNY9jP//8MwaDgd69e3scv+GGGzh06FBRbiciIlJiOANcg8GA0ZjxduveFSH2rpe5mGYlJSUFTBl1t35GI5UiHVncY+cdGdyElHTum7aen7afJDXdyjU1y7nGq0RBxFORAty4uDhOnDjhcWz16tWEhIRw1VVXeRwPCAjw+AlTRESkNHMGuO49cCHrRg/x8fEAGIwZ4/xNBipFOkoYnBncbccSMF1aYdarZRWPayjAFfFUpBKFa665hpkzZ/LYY48RHh7Otm3b2LBhA3fccUeWf9A7d+6katWqRZqsiIhISeEMcE0mz/627hlc89GdxJ89C+DRB9fPZOS+a6vTtUmca3Ha9XXKs+6FLizecpwO9cp7XFMBroinIgW4Y8eOpXXr1tSrV48mTZrwxx9/YDAYeP7557OM/eabb7jxxhuLcjsREZESwxHgGlwJn/9tOMTynaf47Z+zrjHnfv4Yk/FSn1uTZwa3U4PYLNeMCPKnf5vqWY4rwBXxVKQShWbNmrF8+XJatWrFsWPHuPbaa1m8eDGtWrXyGLdy5UpCQkLo27dvkSYrIiJSUlitVsKvvo2YR76g1vPfs3bfWZZuP0liqoXhHWsTfGgd1qR4zmaTwfU3GbHb7ZxONLNu31lOJabmdBvHeAW4Ih6KlMEFuP766/n+++9zHdOpUyf+/vvvot5KRESkxLBarWBw5JHsdlybNwT4GXm+WyO+Hb8Ma+JprM4T3Gpw/YwG9p2+yE2TVwEwsU9z+l7juajbnQJcEU9FDnAzu3jxIhcuXCA8PJywsDBvX15ERKREsFgs4NY9ITTQ8ZabZrFhtdmzrFVJO7mXR66LJTK6HDFhgYQEmPAzGrDY7Gw5kuAKcK02OxdS0klISadm+VBAfXBFMvPKVr0HDhxgxIgR1KhRg4iICKpWrUpkZCTVq1fnkUceYf/+/d64jYiISIlhtVoxGLIGuACbD58nqeq1RLS5C0OAo1uC5dxRHmxfh2Ed6hAZ7I+/ych1dWIAWLD5KEfikwGYsnQ3LV9dyo1vr8R2abMH9cEV8VTkAPfbb7+lefPmfPjhh5hMJm6//XYGDBjA7bffjp+fH//9739p3rw53377rTfmKyIiUiJYrVbA4PraWaIAsH7/Wc7X7Ex05wcwBjqysCaTiaioKI9rDL6+JgAhASY2HToPQFSII1trs0NiqqNTg0oURDwVeSezu+++m9q1a/PRRx/Rvn37LGNWr17NQw89RP/+/fnjjz9o3LhxUW4pIiJSIlgsFi5s+IroU3+wb98/fPXnEddz7yzdkzHwUm/b8uXLe2wIAdClURwP3FCT6b8eYPZvB7n9qspcVyeGMT0aEx3qT4CfY7wCXBFPRQpwJ0yYQPny5VmzZg3lypXLdkz79u1ZvXo1zZs354033mD27NlFuaWIiEiJ4Mjggp/JhMloIDY8kIYVw9l5IpE0t164zjKG8uXLZ3udMT0ac9fVVakR4+iH26RyJE0qR3qMUYAr4qlIJQorVqzgwQcfzDG4dSpXrhxDhgxh+fLlRbmdiIhIiWG1Wgmq3hx7k+689/MeOjWI5YeRHXimawPPgZcyuKF1WzP22628umg7Fo8A2EDTKpGEB/mTEwW4Ip6KFOCePXuWmjVr5mtsrVq1XL3+RERESjur1UpQjeZYG3XlnWW7Xccf6liHf9/ZLGPgpQyuX2xdZq47yLQ1+zEYDJkvlysFuCKeilSiUL58+Xx3SNi/f3+OH7+IiIiUNhaLBQyOhWUmo4Gj51N4deF2LqZZqBodkjHwUjAbGR5KUrA/Npsdk1EBrkhRFCmD26lTJ6ZNm8a5c+dyHXfu3DmmTZtGp06dinI7ERGREsNqtbr64BoNBtItNn7YdoLVe85wIiElY+ClAPemKjb+GnsLf4/vmue131i8g6e+3MzXlxauqQ+uiKciBbgvvPACZ8+epUOHDqxduzbbMWvXrqVjx46cPXuW559/vii3ExERKTHc++CajAaPPrjt61XgqepHOPT2XVjOHgWgevXq+b72/D+O8PWfR9l4MB5QBlcksyKVKDRu3Jg5c+YwcOBA2rdvT82aNbnqqqsIDw8nMTGRLVu2sH//foKCgvjss89o0qSJt+YtIiJyRXPfycxkMBAamNEHN81qIy4mCrvF7DpWrVrOW/FmFhXiz9mLaZxPdmRrDQYDfn5+WCwWBbgieGGjhzvvvJMtW7bwr3/9C7PZzIIFC5g9ezYLFiwgJSWFoUOH8tdff9GnT58iT9ZsNvPss89SuXJlgoODadu2LUuXLs3XuUePHqVfv35ERUURERHBHXfcwT///JPrOWvWrMFgMGAwGDhz5kyR5y8iImWH1Wp1LSAzGg0E+5uc1QhsO3aB3xMjiWhzF8YQR8uvgvSJjw5x7FwWfzEjmHVmcRXgihQxg+tUu3ZtPvzwQwAuXLhAYmIi4eHhREREeOPyLoMHD2b+/PmMHDmSevXqMWPGDLp3786KFSto165djuclJSXRuXNnEhISeOGFF/D392fKlCl07NiRzZs3ExMTk+Ucm83GY489RmhoKBcvXvTq6xARkdLParWCnyOiNRkdyZL/3tuKIH8je08l8dr3x4ju/AApB/4kwGYmPDw839eOcga4yRn1tv7+/qSkpCjAFcFLAa7ZbOazzz7jp59+Yt++fa4At169enTt2pUBAwZ47JNdGBs2bOCLL75g4sSJPP300wAMHDiQpk2bMnr06BxrgAGmTp3Knj172LBhA61btwagW7duNG3alLfffpsJEyZkOefjjz/m8OHDDB06lHfffbdIcxcRkbLHarUSv/JDrrLuYunSZQDc2rQiS/4+zg9bT7jGRURE8t6U1wp07XKhjmxt5gAXlMEVAS+UKPz99980atSIYcOGMW/ePPbt20dycjL79u1j7ty5PPjggzRp0oQdO3YU6T7z58/HZDIxbNgw17GgoCAefPBB1q1bx+HDh3M9t3Xr1q7gFqBhw4Z06dKFL7/8Msv4c+fO8dJLL/HKK69k2RdcREQkPywWC+DYyczPlPF2+5Xb4jCA5StWMGDAgAJd21WikJyO3W4HcCWS1EVBpIgBblJSEj179uTkyZO8/vrrHD58mPj4eI/fX3vtNY4dO8btt99epI/6N23aRP369bOUPbRp0waAzZs3Z3uezWZjy5YtXHPNNVmea9OmjSvj7O7ll1+mYsWKDB8+vEBzPHXqFNu2bfP4tXfv3gJdQ0RESgfnVr0mk8njeLrbLmUANkd8ypz1hxj33TY+/mVfnteuEB5IXEQgtcuHYrY4rhcYGAg4PlUVKeuKVKIwffp0Dh06xM8//5xtj9sqVarw/PPP07ZtW26++WZmzJjBI488Uqh7HT9+nEqVKmU57jx27NixbM87d+4cZrM5z3MbNHBsnbhlyxY++ugjFi9enOU/pbxMnTqV8ePHF+gcEREpnfIT4A7vUJsK4Y7AdPnOkyzbcYrGlSIY1qFOrtce2r42Q9vX9jimAFckQ5EyuN9//z233HJLnhs43Hjjjdx8880sXLiw0PdKSUlx/eN1FxQU5Ho+p/OAfJ/7+OOP061bN2655ZYCz3HEiBFs3brV49eCBQsKfB0RESn5HDuZGTH5eeaSnAHuDXVjeL57I6pEBV867kjl+psKtouZkwJckQxFyuD+/fffPP744/kae+ONNxZpsVZwcHC2/2hTU1Ndz+d0HmT/Dz7zuXPnzmXt2rVs3bq1UHOMjY0lNja2UOeKiEjpYrVaqdD7RbbUa0vPD9bw3aOObj93tKjC1dWjqR4T4jHeYnMEvu71ujk5fC6ZqSv3En8xnRGd69C8apSrBlcBrkgRA9xz585RsWLFfI2Ni4vLc0vf3FSqVImjR49mOX78+HEAKleunO155cqVIzAw0DUut3OfeeYZ+vbtS0BAAAcOHADg/PnzABw+fJi0tLQc7yMiIuLOarViMDneZg2XGuCevJBK0yqRNKgYTuua5TzGOzO4fsa8M7ip6Vb+t8GxuLp780o0rxqlDK6ImyIFuGaz2WN7wFxv5OdXpJWdLVq0YMWKFVy4cMFjodn69etdz2fHaDTSrFkzNm7cmOW59evXU7t2bVfvwcOHDzNnzhzmzJmTZezVV1/NVVddleNiNhEREXdWq5WL21ZQr5w//Xo7uiR8uGof0389QHigH3+P7+oxfsgNNenapCJxEVlL6jJz9sEFOJfkCGidAa66KIh4oQ/ugQMH+PPPP/Mct3///iLdp0+fPkyaNImPP/7Y1QfXbDYzffp02rZt69ri8NChQyQnJ9OwYUOPc5977jk2btzo6qawa9culi9f7roWwDfffJPlvl988QVz585l1qxZVK1atUivQUREyg6LxcLF3Sup2bIK97atAUBogONtN9Fs4bmvtvDvu5q7xt/aNOti6JyUCw0gwM9ImsXGkXjPtSbK4Ip4IcB9+eWXefnll/McZ7fbXR/RFEbbtm3p27cvzz//PKdOnaJu3brMnDmTAwcOMG3aNNe4gQMHsmrVKldfQHAs/vrkk0+47bbbePrpp/H392fy5MnExcUxatQo17hevXplua8zY9utWzfKly9f6PmLiEjZkl0XhV4tK/PBCkf7SGdJgtP5S5s2BPmbCPLPvYuPyWigZkwIu08msf+MowWnAlyRDEVuE1acZs2axcsvv8zs2bOJj4+nefPmLFq0iA4dOuR6Xnh4OCtXruTJJ5/ktddew2az0alTJ6ZMmUKFChWKafYiIlKWZBfg1o0Np3xYAGeS0gj091xM1ufDdew9lUT3ZhWZem+rPK//eJd62O3QsKKjzE4BrkiGIgW4gwYN8tY88iUoKIiJEycyceLEHMesXLky2+NVq1Zl3rx5Bb7nuHHjGDduXIHPExGRss21k1mmNmFplzZmmLP+EF//eYSP77+GDvUrYLnUPszPmL8Onj2aey56VoArkqHIW/WKiIhIVjlv9JBRmpCabsN6aSszVxeFQvTBPXcxjfNhNTH4BSrAFUEBroiIiE/kdyezauWCPY4H5KMPbmaD/m8Df4W3IarTAwpwRVCAKyIi4hMWiwWMfh47mZktViyXMrZXVYvi+e6NqBvrqKF1Hi9MBvfvowkARLTqoTZhIijAFRER8Qmr1Uq1xz7j26CbeXXRdsCRnW1XtzwBfkZeuq2Rx/j0Atbguu5js2O6tDlEwtq5yuCK4IU2YSIiIpKV1WqFSzuZOXcnMxgMzH6wDUlmC+FBnhslWS7V4PoXMIN77mKaq47XejEei8WCzWbDWMBAWaQ0UYArIiLiA46teh1BrL9bXa3BYMgS3AK8eFsjzBYbTStHZHkuJycvpLJy16mMe16MBxydFIKDgws7dZESTwGuiIiID1isNgxGxwIz/0wLxxKS0/ly42HSbTZuahRH/bhw7ru2RoHv8fr3O/jur2NUigzivqg9PLrHsX39qVOnqFGj4NcTKS0U4IqIiHiZ3W7HbjBit1owmPzw9/MsOzifksbri3cAUCkyiPpx4YW6T/24MACOJ6RSo1V9sDl67+7YsUMBrpRpKtARERHxMqvVCtZ0Dk3qxZCQPxneoY7H885FYZB1y96C6NasEg+2q8XNjePYdDEKg79js4cdO3YU+poipYEyuCIiIl7m3MUMwN/fzyOgBc+SBUsRAtw6FcKIDQ9k2pr9AAQEBGJON3Py5MlCX1OkNFAGV0RExMusViuGgBCi2t9PmvkCidN6w7wHINERePq5BbxWm42DZy/yzLy/eP377fxzOqlA90pMzQimK/R7FYDk5GQvvAqRkksBroiIiJdZrVZMweFEXn835nQz4YeXw7avwe7Y3cy912261c7hcynM++MIn6zez+nEgvWxTUxNdz02RlUGFOCKKMAVERHxMvceuKGkZDwR6FhM5r5bmcVmw2q3ExcRSJC/kciQrC3EcuOewTUd3woowBVRDa6IiIiXWSwWVw/cMINbgOsfCmQOcO10rF+B9S/cBDg6MBTE15uOuh5H7FgAKMAVUYArIiLiZY5NHhxvsXUNGQEoW+ZCi3sIMBn5e9wt+BmNBPh5fphqMBRsJzN3ISEhgAJcEZUoiIiIeJl7gPuZ9eaMJyyObK5zN7PgAFOWDgsFNWdoW26oG8OcoW0V4IpcogyuiIiIl1ksFjA6ShR22aplPGHNqJed/ut+UtNtXFUtkuvrlC/0va6vW57r6zrOV4Ar4qAAV0RExMusVisGo2MnM4vJlPGELaPjwVs/7CIl3cq/2tcqUoALcPR8Cn8dPk9yhSYY/JcqwJUyTyUKIiIiXma1Wkk9+BeHJvXiuUaJbk9kBLjOXrgWW+E3enBa/89ZRnz+J3srtMMUGq0AV8o8ZXBFRES8zGq1uh4bA0Jg9H4wmsAv2HXc2UmhKDuZObkvVDP4+ZOcfLHI1xQpyRTgioiIeJn7Vr0tzi6ABd9CxaZw40uu436Xtuu12Gw8NXczwQEmujSK5caGcQW+X4Db1r8Gkz8XExTgStmmAFdERMTL3DO45ZP3wZk9kO4ZdN7XtgbJaRaaVInk8f9tAiA2PKhwAa57qzGTv0eALVIWKcAVERHxMqvVCgZH0GnE5jho9HzLfeKmegCcSkx1HSsXWrBdzJwC/TIWshkuBbh2u71IPXVFSjItMhMREfEyi8VCeMvu1Bj9HYeTLtXYGrPPKcVfzFh4Fh0aUKj7Za7BBbDZbIW6lkhpoABXRETEy6xWK1za6MGPS+UKe36CH17IMvbcxTTX43IhhQtwA/08a3BdcxApoxTgioiIeJnVasV8ZDvnf5lNdIBbJjU96+KvurFhvNu/BeNub0zd2LBC3a9ubBhLnmjPPZF7SD24GUB1uFKmqQZXRETEyywWC2nHd5N2fDeRvRqDM9a0Zg06K4QHckeLKkW6X5C/iUaVIigfYMWebnbcShlcKcOUwRUREfEy9+AyJdR9q960LGMPnU1m3+kkLpoLn3FNTbey5O/j7E2Pwi+6MqAMrpRtCnBFRES8zD3A3dXiZYip6/jCbatep3d/3kOXt1fRedLKQt8vyWzh4c//ZMn5igTVbJllDiJljUoUREREvMw9uPTz8wPjpfZfblv1Dp35O6v3nMFscdToVooMKvT9suuioAyulGXK4IqIiHiZe3BpMpngUmcDbBnH06x2V3ALEBdRhADXpC4KIu6UwRUREfEy9+DSZDJBsz5Qsx3ENnId79ygAvViw5i2Zj8AVaNDCn0/jwBXGVwRBbgiInL5/Pe//8VkMjFs2LDLPRWvslqtYDSB3U7ohT1QryOExUJEZdeYB26oxZH4ZFeAW6tCaKHvZzQa6N6sIocPHmT56YMZcxApoxTgiojIZbFq1SpGjBgBQP369enUqdPlnZAXWSwWYrqPJKxJZ6qseBBWpMC1j8CtEzzG/XM6oy9u7fKFD3ABpt7bijlzdrFo16+uOYiUVarBFRGRy2LlypWux4sXL758E/EBq9WKwWgCwOTcyezS1+7+PBTvelw/LrzI9/Xzy8hbKYMrZZkyuCIiclmEhWXs2jVx4kTsdju33347HTp0uIyz8g5HgOt4izVxaSGZMetb7kMd69CmVjm2H7tAhfDAIt/XZMoIopXBlbJMGVwREbksUlJSPL6eNGkSHTt2ZOzYsZdpRt5jtVrB5AxwL2VSN3wMG//PY1yQv4nr65RnaPvaXrmvMrgiDgpwRUTksjhz5ky2x1955RUmT55czLPxLovFAnY72NLZa6zjOJiWBKvz+brO/QPxBwp8X2VwRRwU4IqIyGVx9uxZ1+MNGzawa9cuKld2dBkYPXo027Ztu1xTKzKr1crpr1/l4MTehDz4HVw9yPGExZz3yecPw3st4d2r4MKxAt3XPYOrAFfKMgW4IiJyWTgzuNdccw2tW7emfv36LFy4EIPBgNVq5b///e9lnmHhuZcH+Pv5gd+l+lprPgLcjdMyHm/+vED3dc/gqkRByjIFuCIiclk4A9yYmBjXsauvvprrrrsOgI0bN16WeXmDxWIhrEU3Itvfx0+74sEUcOmJtLxPNri9Ndvt+b7n+IXbePm3dGL7jHPNQaSsUhcFERG5LM6ePYu/EWLLl/M4XrFiRQCSkpIux7S8wmq1Etb8ZgIr1eeHnee4v8MNYLOCfz62423aB7Z/Cxig+nX5vuepRDMnLtrxi4pzzUGkrFKAKyJXNIvFwvr162nYsKFHpk9KvvTEM/zzRBihYSshNQGCIoGM9mElPcA1GB1lCf4mIzTs7viVH3GN4bE/CnzPVtWjOXvmDD9tcGS+lcGVskwlCiJyxTp8+DDXXnst7dq1o02bNly8eDHvk6RESEtLo3dtM1UjjEQbL3q0z6oY7si9lOQANz09HS7Vwwb4Fc9b7ZB2tXiybSTxKxw1vMrgSlmmAFdErkgWi4WePXvyxx+OTNY///zD558XbMGNXLnOnj1LgPvGXucPO35PvcBLMd/zac8gLpbgADctLc210UOAf/F9WKouCiIOCnBF5Ir0n//8h82bN3sc++233y7PZMTrzpw5w5lktwVUbR9y/L72PcINKTzYMoB+DW2OTGgJZDabMRhNVOA8I44+D/+7B/b/4vP7qouCiIMCXBG54pw9e9a1m1XdunW54YYbgJK9ql48nTlzhpl/pWMYf4Hl7b+G8vUcT1wzhGRDCAD3N/cvsWUpaWlpYPIj1JBC44u/wa7FkHgifydv/D94NRYmVIGk0wW6rzK4Ig4KcEXkivP666+TkJAAwOTJk+nYsSMAW7duzXH3KylZ3Dd5KF+hAhgMji8iKnM6sKbjeIiBxMTEyzC7ojObzWC34Wd3CzKNppxPcGdJc/TLTUvK/znA+eQ0fj+WSkSb3hiDI5TBlTJNAa6IXFEOHTrEBx98AEDHjh3p0aMHN998MwB2u52ff/75ck5PvMT9B5XM3THsAY4uCuEBhhK70CwtLY2j/x0Ci8ZmHDQFXtq+15b7yTa3sgxj/ut3tx+7wPjlJ4nu/CABcbWVwZUyTQGuiFxRpkyZ4qq7fOuttzAYDFx33XWEhDg+tv7pp58u5/TES9wzuJkDXEPgpQA3kJKdwQVCAt0C1Ln3wisxcDiPWnKrW4D797x837N2hTDXY/+YasrgSpmmAFdErhiJiYl88sknAHTp0oU2bdoAEBgYSIcOHQBYt27dZZufeI8zgxsWFkZQkOfmB6bgKMCRwT1//nwxz8w70tIcO5YdSw2GAV9C+1GOJ+xWSDmf+8k2t8zruX/yfc+4iED8jY5SD1NYjDK4UqYpwBWRK8bSpUtdi4oef/xxj+caNWoEwP79+7Hl9RGvXPGy26bXpfq1TP09jfc3pHH61Klinpl3ODO4qYYgqN8VWtyb8WTq+dxPds/g2vIfpBoMBkIDHG/rxoBgBbhSpinAFZErxpIlSwAICgpy1d061a5dG4DU1FROnMjnanS5YjlLFMqXL5/lueCWfXhkcSrPLjNzuoQuKjRf6qLgH+DYzYzg6Iwn88zgugW41rQC3TfkUnNhQ0CwShSkTFOAKyJXBLvd7gpwb7zxRoKDgz2er1Wrluvx/v37i3Vu4n3WCyeY3zeY8a0vwFHPbWmjo6MxGh1vTyW1a4Y5LZ0aTy8g/pZX+M+Kva5tiB1P5lFXXKNdxmNLwQLcsEs1v8bAEGVwpUwrvu1VRERysX//fo4ePQrALbfckuV5ZwYXHLuaOXvjSsnkn3qGuxr7Aych4ShUaeV6zmg0EhMTw+nTpzl9umB9YK8U5vSM7KnJaHC0+3p6DwRGgH8Q7FwMicchogo0uNXz5Ho3wb3zHeUJUdULdN9QZ4CrDK6UcQpwReSK4NySF6Bt27ZZnq9Zs6brsTK4JZ+/OSHji9CsZQoVKlTg9OnTnCqhNbhpqSnEr5pJ/2Yh3LPnPBwPhe6THMEtwO+fwr6fHYF95gAXoN7NWY/lw5u9GtK4cSNs5mQsrV4p/AsQKeFUoiAiVwRngGs0GmnevHmW54ODg6lUqRLgyOBKyZWWlkYwyRkHQjItNEs5z4Mt/Xi+XQCBCSXz7zrdnMKF3+bRwLyNyCMrYOcix+YNTmmX+vsGhGV/gUKqFhOGNfEs9rQUZXClTFMGV0SuCH/++ScAjRs3dvW8zax27docP35cAW4Jd/bsWSqEuuVXQjJlcFMTeKruAagbxJMrjxXr3LzF2UUh2N9tJzJTgNuAS3W4geFeve+OkxcJa34LGIyqwZUyTRlcEbns7Ha7K8Bt1apVjuOcC81UolCynT17lu93p3PPV8lsiusPl/reuriVLARZE109ZUsS55wD/d3eZp0BriUNTm13PN65KOvJOxbBminw5+wC3/f7rSeJ6fY40Tc+qAyulGnK4IrIZXf69GlX26jsyhOcnAvNjh49itlsJjAwsFjmJ9515swZ9sXb2RdvYWj9fo4FWO4CQkk3BOBvTyM2FI4dO+ZRg10SODO4Qe4B7s/jYcuXEBSV+8l/z4PtCxyPT26Dbv/O932D/R1v6wa/AGVwpUxTBldELrtdu3a5Hjdo0CDHcc4A1263c+DAAV9PS3zEvfVXdn1wAdIDogCICzVy+PDh4piWV7kyuH6GjIN+QWBJhZT43E9239zhUMF27vMzOe5nMJqwWJTBlbJLAa6IXHbuAW79+vVzHFevXj3X4507d/p0TuI7zmw95BzgXqzdnYlrzczbnl4iA1xnBjfQz+1tNjTW8bv7YjMAu93za/edzNwfOx3eAGf2Zntff1PG/dJUoiBlWIkKcM1mM88++yyVK1cmODiYtm3bsnTp0nyde/ToUfr160dUVBQRERHccccdWRaqHD58mPHjx9OmTRuio6MpX748nTp1YtmyZb54OSJyiTPA9ff399jQIbPGjRu7Hm/dutXn8xLfcM/gZrtVLxDY7VVGLzWzYKelRAa4qeY0MPmTYgqHyi0hrhmEuO1m1vzujMe2TIGox05mmYLhg2th2s3wQatsM8GNK0eQum05iZsWqwZXyrQSFeAOHjyYyZMnc++99/Luu+9iMpno3r07a9asyfW8pKQkOnfuzKpVq3jhhRcYP348mzZtomPHjh6ZhG+//ZY333yTunXr8tprr/Hyyy+TmJjIzTffzPTp03398kTKrN27dwNQp04d/PxyXhoQFRVFlSpVANi2bVuxzE2878yZM3zZJ5j/9Q0jaN8P2Y6JiIggPNzRYaCkBbh2ux17dHVqPP0Nz9gfZkWHL+HhNZ61ty3vh0c2wGN/Zq1BbtYv43HmrXpXT854fPj3LPfu3CCW1NXTOPfTVOyWbLK/ImVEiVlktmHDBr744gsmTpzI008/DcDAgQNp2rQpo0ePZu3atTmeO3XqVPbs2cOGDRto3bo1AN26daNp06a8/fbbTJgwAYDOnTtz6NAhj4/MHnroIVq0aMGYMWN44IEHfPgKRcouZwY3t/pbp6ZNm3L06FEFuCVYwvl47mrsh9FgcCyiatIr23FVqlRh586dnDhxongnWEQWiwW7ISN/5KyL9egWYfSDCjl8v7e4Bw6thT9nFXirXgCTyREwK4MrZVmJyeDOnz8fk8nEsGHDXMeCgoJ48MEHWbduXa4/4c+fP5/WrVu7gluAhg0b0qVLF7788kvXsSZNmmSpBwsMDKR79+4cOXKExMQ89g8XkQKz2Wyutl9169bNc3yTJk0ARw2uVomXTPakM47gFrLdxcypYsWKACUuwE1NTcXglpX1M156qw1yK1FIPZ/zBWw2sFwqTcicwfVgz/ao81MQ/fuQsqzEZHA3bdpE/fr1iYiI8Djepk0bADZv3ky1atWynGez2diyZQtDhgzJ8lybNm346aefSExMdH0Ulp0TJ04QEhKSY/N5p1OnTmXZN33v3uwXAoiIw8mTJ10rzvPTCqpp06aAY5X6zp07XV9nx2q18u2333L+/Hn69++f579hKR6GlIzSsCy7mLkpqQGu2WwGU8bbq78zgxtZFa59xJHJLVcn+5NXTYSVb4DdChWbQXC05/NxjWHvpbUn1bJuaQ0ZGVwFuFKWlZgA9/jx465tOt05jx07lv1uN+fOncNsNud5bk4fje7du5evv/6avn37uv7TyMnUqVMZP358rmNExJN7u6/8BLjuG0H88ccfuQa4Q4cOZcaMGQDMnj2b5cuXYzAYchwvxcNkPp/xRSnN4GIwYLemU8/vJBHntkB4NYipA7dOgL/nw6ddHNv0DlkC0TUzTvYPcgS3AIMWZd0E4+ZXHL+sFo8g2p0zg6sSBSnLSkyJQkpKSrZN3YOCglzP53QeUKhzk5OT6du3L8HBwfz733k32h4xYgRbt271+LVgwYI8zxMpyw4ePOh6XKNGjTzHN27cmODgYAB+/z3rIhuntWvXuoJbgJUrV7Jv377CT1S8JsDiVu6VRwY3wAQB1oskJSUVw8y8w2w2k/rPHxya1Jtp0Z9R/7s7YO59GQNSE8B8ARKPgcntvSnlvGMHM9fX53K+SQ7BLSiDKwIlKIMbHBzs6ivoLjU11fV8TucBBT7XarXSv39/tm/fzpIlS6hcuXKec4yNjSU2NjbPcSKSwT2Dm58A18/Pj5YtW7J27Vo2btyY47hPP/00y7Fdu3blq85XfCvYdjHji5CcM7gD7V/y7EsRfL87nRMnTpSYvzvnewtAoOFSJ4OAsIwBaW7BeqBbedzFM5DsVr6RHA/lCn5/ZXBztnv3buLj42nbNvvyDik9SkwGt1KlShw/fjzLceexnALQcuXKERgYWOBz//Wvf7Fo0SJmzJjBjTfeWJSpi0gunBnc6OjoLDX2OXEuGN28eXO2P7wmJSW5FpC2a9fOddx9Qwm5POx2O6cSkvnzuJXz9rBcM7imIMf3Q+VwY4kqU0hNTcU/tjZRHQaRbHYGuKEZA8xuGeyd3zsyugBpmRYyp1+koNbuPUN69/FUffQzEoz5+/dUVpw+fZoGDRpw7bXX5vrpj5QOJSbAbdGiBbt37+bChQsex9evX+96PjtGo5FmzZplm+lZv349tWvXzrLA7JlnnmH69OlMmTKFe+65xzsvQESy5czg5qf+1um6664DHJ/MOP8PcPfLL79w8aIjOBg1apQrcM68uYsUv4sXLzL7rzRafXyRj0OfAL+AHMeaIh3rJCqFGzh58mRxTbHIzGYzAbE1ibyuL2lpl34Acwa4OxbBLxMzBn8zDC5cWkNidsvs9pnuyO4e3uDZKsycCP/XDT69Cf6YmeXe6TY7BEdiCo3CYle9ubuFCxe6Hr///vuXcSZSHEpMgNunTx+sVisff/yx65jZbGb69Om0bdvW1UHh0KFDWbbw7NOnD7///rtHkLtr1y6WL19O3759PcZOnDiRSZMm8cILL/DEE0/48BWJiN1u5++//wbIdQezzDp16uR6vHz58izPr1q1CnD8gHvjjTe6PqXJ7pMcKV7nz593PY6Kisp1bGD5mgDEhho4dfyo7yblZY42YY4ygT32KqTFNncsMAPYMjfrCbZLtbLupQv7lsPHnRy7liVn7PzG3PscPXKP/A7nD5JZlagg/A//TuKmxRjMJaduuTi4txN1bhgjpVeJqcFt27Ytffv25fnnn+fUqVPUrVuXmTNncuDAAaZNm+YaN3DgQFatWoXdbW/vESNG8Mknn3Dbbbfx9NNP4+/vz+TJk4mLi2PUqFGucd988w2jR4+mXr16NGrUiM8++8xjDjfffDNxcXG+f7EiZcTff//N0aOOwKVjx47ZD7KkwcFfIa4phFUAIC4ujqZNm7J161aWL1/OuHHjPE5ZuXIlAFdffTURERFUqlSJnTt3KsC9AiQkJLgeR0ZG5jo2JK42Nrudk0l2EmxZg7krldlsdu1O9lj642y4vwux4Y5FzYRls07DGeC6B6TupRsWtzKcdLdF0ekZtb5OdWPDidi5kL1//olfjx6FfQmlknuAm11nJSldSkyACzBr1ixefvllZs+eTXx8PM2bN2fRokV06NAh1/PCw8NZuXIlTz75JK+99ho2m41OnToxZcoUKlSo4Br3119/AbBnzx7uv//+LNdZsWKFAlwRL3JfCNYjuzfjQ7/BV/+ChEMQGgvDf4EIxxtTly5d2Lp1K2vXruXMmTOuTVoSExP5448/gIyg2flmpgD38itIBtd49f1UueNFjp04xdChF3IdeyVJTU3F4N4H1+j2YWloNgGu1ZnBdavBDc14byIlHqjlCG7PunUCMWf/Z6IuCtlzX9AqpV+JKVEAR1uviRMncvz4cVJTU9mwYQNdu3b1GLNy5UqP7K1T1apVmTdvHgkJCSQmJrJw4cIsK3LHjRvn2EM8h1/uH4uKSNEkJia62nh17dqV2rVrew5IvQBz7nYEtwAXT8HG/3M93bt3b8CxUvyrr75yHV+2bJlr9bhzgah7iYJWll9e58+fp3VlI83jjJTPvvlNBr9AKsQ5fjgpaYvMMGYEuK6tegGiqmc8jm0CzfpmbObgnpGtmbE4kv2/gM0K77fyLFc47VmO57qfuihky71NYHp6+mWciRSHEhXgikjpMWvWLNf2148++mjWAUERcM//IKxixrFdS1wP27dv7wpcZ8+e7Tr+/fffA472f507dwagUaNGgOOj4z///NOrr8NXdu3axauvvppld8Tisn//fpYuXYrNZvPqdRMSEvi2fwh/PRRGnQOf5zne+alZSQpwzWazZwbX5PZWW+VquP4xuG0yDPoO7voUyl9Ktlw3Al4+C88ehEpXOQLgujc56neNJnh4Ldx0aTOhQYvg/m+yvb8yuBn2799PvXr16Nixo0cG17l7opReCnBFpNjZ7XY++OADwLG4rFu3btkPrHE9PL4JOr3g+Prk33DcUUpkNBq59957Afj1119Zvnw5VquVxYsXA47srbPH9S233OK65OjRo0vEm9s999zDmDFjGDZsWLHf22Kx0LJlS2655Rbmzs1mUVQRnD9/nuhgR0bTLzznHrhOJXE3s9TUVAwGI3ZLOkYDBPq5vdVWaAC3vAatH8x+FzeTn2P3MoMBHloD930FjW53PBccBVVawdN7oFZ7zx66l1xITSelUkvCWnQj1T/3GueyYPz48ezdu5dffvkFgICK9QiufQ1pacrglnYKcEWk2C1fvtzV7WTEiBG5b4MdEAItBoDh0n9Xf8xwPTVq1ChCQkIAx7a8b7/9tqvOtmfPnq5xVatW5b77HDtJrVy5kqeeesqLr8b7jhw5wqZNmwBYsGCBR91qcTh9+rRrMdjDDz/s1WsnxZ8myM8R4AZG5b2moWLFOMoFGzBePJlt+dmVyGw2k7BuLofe7s1vo64t/PbQxmzeomu1z36h2iXxF9M4U7srMV0fISVEGw/99NNPrsemsBgqDZpCbN9xHEkLuoyzkuKgAFdEit2bb74JOOrqhwwZkvcJUdUcWdybxjlqFi+Ji4vjpZdeAhwfRT777LOO4VFRDBgwwOMSH3/8sWuDiP/85z8sXbrUC6/EN9zflAG+/fbbYr2/s3QEct7KvLDSLmSUXPiH5Z3BfSJ0EWdHh/Pfbn5Z+qBfqdx3MgsLyavQ2Lv83MohrGW8D25SUpLHwtLAak1cj3db8v7ek5JNAa6IFKtff/3VFVwOHTqUcuXc9iL9/VP4cpBjUU3mbF3HZ6Ddk46yBTfPPfcczzzzjMexKVOmEBYW5nEsODiYL7/80nX8wQcf9AjkriQ//vijx9fOXdmKi3vG2NvlHEkXzrPmkIWd5wwQkfcW6NZAx8fslcONnDlzJo/RVwZngHtNZSPBX/aDOf3hdKZd9FITYOtXsOVLOH9pIaU1Pev3fQH5GzOCWmvJSHj7zJ49ezy+Nh/Z5nocaYkv7ulIMVOAKyLFytmzNjAwkOeffz7jCbsd1n8M2xfAd4/n+43eYDDw1ltvsXr1ap5//nl+/PFHBg8enO3YmjVrMnGiYxepw4cP8+9//7sIr8Q3UlJSXHXETj/99BPx8cX3huzeq9bbDsRbaD89mTt+jIMGOdReu7GFOsoYKocbOHv2rM/m5U3O7aOrRfljOLAadi/x7F8LkHgS5g+Br/8Fhy7txjezJ7wSA5/3pbDcM7i2Mh7gum/N/c033/DBe++6vrapw0SppwBXRIrNmjVrWLZsGQDDhw93dUEA4NQOOHPpDanV4OzrD3PRrl07JkyY4LGgLDvDhg2jbdu2ALz99tuF6o156tQpZs+e7ZO+uj/++CNJSY6G/87uEhaLhW++yX7FvC/4MsB1Zofz2uTByRTp+B6JDTVy9lTJWGiWmpqKwT+Q6LDAjIMBnp8o4O9WumC5FPymJYLdChS+tMC9JZmtCNcpDdwD3Jtvvpn42KsBSD9/gqA0ZXBLOwW4IlJsnNnboKAgV72sy163mljnqnEfMBqNvPPOO4Aj0/byyy8X6Pxt27bRpEkTBg4cSJMmTTz2t/eGOXPmABAaGsobb7xBbKxjoVBxlilkXtSWnJzs9WvntcmDU2C5jC1VE08d8to8fCk1NZXYu8ZQ8Sa3+vKAUM9B7l+nXfrzde5kFpgpGM6O3Q67f4SlYx2lPcc2wQ8vEJiYsVtXWa/BdQa41apVIzQ0lEVbHD+Qph3fTXhKyfhhSQpPAa6IFIvVq1fz888/A9lkbwH2rXD8Hl0TymXa9MFpxyL4ehh8cW+R5nLttdfSt6/jY+A5c+awd+/efJ23ZMkSOnTo4KoFjY+Pp2fPnowcOdKVdXVKS0tj27ZtzJ07l5kzZ7J79+48r3/s2DFXpvbOO+8kLCyMPn36AI4NLI4dO5bv11gUmTO4//zzj9evnd8AN6R8xsYIqWcP5zLyymE2mzH4BxKC28YNmYNW9wxu+qUAN+3ipbFZ239lYTDALxPh13dg2SvwcSf47T/4/zjaNcSuDC4A9evXJyElnaPnHZny9NMHS0SrQCkaBbgiUixyzd4C9P8cBnwJXcY63ryzc3QjbJkLuxZnZL0KyZm5tdlsTJgwIdsxaWlpvPnmm3Tv3p0GDRrQvXt3zp07B0CrVq0ID3cEIu+++y4NGzbk4YcfZsCAATRt2pTQ0FCaNm1K//79GTx4MA0aNKBDhw7873//y/HN9f3333c153/kkUcAGDRoEODYlcq585uvZQ5w3XeAKqqCliiEVMgIcNPOl4ytllNTU0n8YxGLt1/k1+s+hbs/B/9MGVy/IFylCM4A13rp+yJzOUNO2l1qd2fO+Psy7l1KmxPfcfiD+7DtXFb4F1HC2e121w+V9Rs0oN+H61zPpZ05qJ3MygAFuCLicytXrmT58uUAPPTQQ1SqVCnroIBQqN8Vmt6Z84UqNnf8brfBiS1FmlOzZs24807HvWbNmpUlS3ngwAHat2/Pc889x5IlS1xvluHh4cycOZONGzeyadMmrrvuOgCOHj3Khx9+yP/+9z+2bduW7S5Sq1evZsCAAVSrVo0XX3yRQ4cOedzPWTpx7bXX0qZNGwBat25N8+aO1/3pp596fWex7GQuUfjjjz+8fu38ZnANFRowfp0fgxaksOtsyVg1ZTabubh9Jed3/8ENXftCox5Za8oNBvB39HB2LUB77iC8dBpufCl/N6p/q+dOf5eEGtKwXTyPLS01m5PKhr1797o+VUmp2ppdJzM6pqSfPqAMbhmgAFdEfMput7sytsHBwYwePTqPM3JR/dqMxwfWFHFmGVlcq9XKa6+9BjgWdM2cOZOWLVuyYcMGwNF94fbbb+fVV19l165dDBw4EIA6deqwZs0apk2bRtu2bYmMjKRq1arceuutPP3008yYMYPff/+dP//8k9GjRxMTEwM4FqlNmDCBWrVqceedd/LVV1/Rq1cvV3upSZMmuTYHMBgMDB06FHD0+nX+oOBLmTO4P/74o1c2WTCbza7XmN8Al/CKfHmkIrP+SmffqYtFnkNxcL7GoKA8NhMIcAa4bp9G+AV4li/kxmiEpnd5HouszsmQWoS16IYlukY+Z1z6OH9YBOh5dQ1Ml9qnGdKSsZw/qQxuGeCX9xARkcL7+uuvXYHiU089lX32Nr8iKjvqc8/9A4fW5T0+Dy1atKBXr14sWLCA6dOns3HjRo4fP+7Rb/Xxxx/nrbfeIjAwMNtrGI1GhgwZkueGFS1btmT8+PHMnz+fqVOnsm7dOmw2G998841Hh4RHHnmEG264wePc++67j9GjR5Oamsonn3zCTTfdVIRXnbfMGdwNGzbw/fff06NHjyJdNyEhgYk3B9Is1kR5v9/yfV758o6m/CWtD26eAe7g78HoB8HRhb9Zh6ehwa2OfrqbZkNKPLvDmhPTtRXp267czUx8yW63u/5NXXvttfS6pRPBVU6wdPspVk7/NwewK4NbBiiDKyI+k56ezgsvvABATExMlg0ZCuXmV+D+BdBvVt5jLWbY+H+w8k2IP5jtkFdffRXjpY+P//77b1cQFRcXxzfffMO7776bY3BbUEFBQdx3332sXbuWP//8kwcffNAjCBo0aBDvvvtulvOio6Nd5RQLFy70aleD7DgzuI0aNXLVyj799NNFznqdP3+ea6ua6FrXjyrkfxV7SQtwnX1w8/y+qdAAYupASLncx+UmpBzU6gCR1RxfpycTgOPvqay2Cdu0aRPHjx8nrPkthN76FJOX7ubmxhV5u99VhCU7Fmoqg1v6KcAVEZ/59NNPXbWrL730Ur4XFuWq0e1Qp3PWtkuZWdPhs7tg0ZOwcgLMvD1rs32gadOmLFy4kIEDB9K1a1cGDBjAJ598wt69e+nVq1fR55uDli1b8umnn3LkyBG+++47tm7dyowZMzCZTNmOd3ZTSElJ8fk2w84At06dOq4yjl27dvHhhx8W+brRQY6gyx6Y/++FkhbgOjO4I+qdgFl3wA8v+P6m142A5w7By2ew4fgeKqtdFJzZ26DqzdmbEsLc3w+7ShRONB9I1cf/x6kavv0URC4/lSiIiE+cOnWKF198EYAaNWrw8MMPF+8E/pwJB1Y7HperDQ1vcwS42dQ3du/ene7duxfv/C6JiYnh9tvz7vvbtWtXgoODSUlJYcGCBdxxxx0+m5N7p4NHH32U//73v+zbt49x48Zx3333ER1duI/Uz58/T5XgS7WQIfm/RrcKJ2jTM4jTyYnYbDZXxv1K5czg1g9Lhn9WOj5J8DW31mJGHPXSdsOV/efkKwsWLACgfJg/cTEh1IjJ+GHY7heIKTAca4LCn9KubH73i4jPjR492rW9bK4f8+9bDqsnO5rW27y0fWZ6Cqx6y/E4qgY89Cvc8lrRPgq+zEJCQly1tz/99JNXFn3lJDD9PO/cGsjT1TYT+PtU3nrL8Wd57tw5XnnllUJf1z2DawqNyfd5TYJO8mDLAHrWN/l0lzVvSU5JxRAYSpDfpb+jvBaNFbHlXWa1jGdJ3LSE5AN/efW6JcHevXvZunUrAPc2CWHlM535v8GtXc9XSD7IhY3fkXrgz8s1RSkmCnBFxOuWLVvGzJkzAbj99ttzzzZu/w5+Hg/zHwRvZZx2fg9JJx2PO7+QsVq9hHMGuMeOHfPYhtSbbDYbDcMv8kTbQFoEHoZl4+jduzcdO3YE4IMPPsjXphXZiT93ji6zkrltTjKWpn3zP6dgxw8mFUIMJaJMIdU/guoj52INjHAc8MshwN22AD5oAxMqOTZq2Pw/r9y/TdBxzv30H5L+XlYsbeWuJF9//bXrce/evQFc5QkAPWv7Ef/zxxxaNc8nW23LlUMBroh41fHjx7n3XsdOY8HBwbz33nu5n3DsUiYlrnHOGzwU1N/zHL8HRUKT3t655uWSch4uON6Iu3Tp4jrsq3Zh8fHxRGda/G+wpjF58mQMBgMWi6XQrd5OnjrFuiNWFu+xEN3ghrxPuMQY7tiuOCbEwJnTJwt17+KUanVkboO4VJqQUwbXYIQzl35QObYJ9nphYwablUC/jLf2srSYym63u36wbtiwIY0bN84yxtm3GuC33/LfyUNKHgW4IuI1FouFe+65h1OnTgEwdepUatasmfMJR/6A45c+Rq3ZrnA3TU/N2OLUqXYnqNgMGvcCP+90QCh2djssfx3eaQZLxwDQuHFj4uLiAFzbHnvb6dOniQnO9IPGmT1cffXVrv6/3377LStWrCjwtZ1bDUdHR+fdQstNQJSjtZzRYODCiey7YVxJ0i5V2gQbLrWiyinArd0JQhwL6DD6QbsnC3/T1AT4dw14JYY2hozShLIU4P7+++9s374dgMGDB7t6Sbtr1aqVayHnunVFbzUoVy4FuCLiNWPHjmXVqlUAPPDAAwwePDj3EzZOc/xu9IerBxXsZjYr/P4pvNfSUcPr7tqH4aE10H3SpbE22Psz/O8eR7/QK5ndDscv7dJ2di+YL8DW+XB2HwaDgRtvvBGAFStWYLV6qWbZzZkzZ4gJyRQYXNo1bsKECYSEOMo9Ro0aVeCPv50fCRe0F7KxTmceWpTCXV8mczI+qUDnFjer1YrF7nhrDcIZ4OZQIhMUAfd/Da2HOlrfVWxa+BsHhDmCXOyEGDJ6vJalAHf69OmAozf1/fffn+2Y0NBQrrrqKgDX/1VSOinAFRGvWLJkCRMmTAAcrbc++OCDvE+6/T249U3o9BwUdNclgxE2z4HEY/DrO47V6pn5BTh+TzkHXwyAXYvh62Hwa9Zes1eM/avgo/bwQWuo4whmsdtgjSOIdwa48fHx/P333wW+/O7duxk1apRrIU5mZ86cYdcZGz/sddtqeNs3YLdTuXJlV3nCpk2bmD17doHu7czgVq5cuUDnhddpw0d/pPP1Dgunz1/ZAW5KSgoYjdjMyWy21SEl7mooVyvnEypdBbe9DbXaF+3GRpOjJAcIMWRs0VtWAtyEhAQ+//xzAG699dYcv8dW7DxFjZsHEdqkM7///rvr0yYpfRTgikiRHT58mPvuuw+AsLAw5s+f78r05crkB9c+5NiNqaAMBug20ZH9tVlgdm9HIJad0PJw16fgHwrYHR/5/zKx4PcsDs7gO+EINOgODS/tHvbXFxB/kA4dOriGrllTsO2K9+zZQ4cOHZg8eTK33XYbFy9m3fr2zJkzzPwrnW6fJ5NU79LiwD0/OX6YwLHhgzN4eOGFF7K9Rk4amQ6y+oEQ3mp5EJLyH1hERES4WoOdO3cu3+ddDsnJyaTs3cDhd/qxNa4/QQ8td3yiUBzCHLXKYWT8nVgslpxGlyofffQRiYmJBNVuRYs7R5Cclv3rXrD5KH9Sh+hOQ7Db7SxZsqSYZyrFRQGuiBSJ1Wrl/vvvdwUeH3/8MQ0aNCiem1dtBT3fdwS5dptjC9+cNLodhi6DUEcQwB+zHAu4CuPAGvjmIfhzFli8uOXn/l8cbdMArr4fQmMygn+bBX55i3r16hEb63gNBQlw9+/fz4033sjJk45FWocOHeL111/PMu7o0aOux35dX4PwylC/GzTuCTg+4nWed+zYMd5+++183d9sNlOeeNpV96NlyEkw+ed77kajkXLlHJ0UnK3nrlQpKRmbiYSGhmRbB+ozYY767AAygruykMGNj49n4kTHD6yVujzA53ugx/trsm2l16JaFACmsGj8oirxv/95p3OFXHkU4IpIkUyePNlVy/avf/2Le+65J/cTCpC5y5cW98BDq+Gqexy1trmJawyDv3cEbP/6GYKjCnYvux0Wj4YZt8Ff/4PvHoP3WsCaKXD+cPbjZ/SAd1s4fl82Hnb9AKkXsh+7bLzjsX8I3PCE43HllhlZ3M1zMJzZTbt2jgV5q1evzlc/3IMHD9KlSxeOHDnicXzSpEns3Lkzy1iAihUrElS+Ojz4E/Sf47GRwMCBA2nZsiUAb775pqv0IK85VIlwBHsWgz8EReV5jjtngFsSMrhBta4m+sahrD4fidXmu37FWfSbBS+d5nGepeojs4nr//plCXDj4+NZvnx5sf1dPfvss5w5c4bAqk2wlasJwK1NKmb7w0Xrmhm9sAOrNubHH39kx44dxTJPKV4KcEWk0P766y/XbmV169Zl8uTJuZ9wZo8j2PvxRe/u7hTbCHp/CB2fyXtshfow4AvXx7kFYjBk9Nd1unAUlo2Dd5o6evpmHp+WBPH7HbuqrZkM/7s7ozVa5rF3fACR1aHDMxBZNeO5G19y1BxH14Tks64A99ixYxw4cCDXKW/evJnrrruO/fv3A/DMM8/w+++/YzAYSE9PZ8CAAR5ZR2eAW716dceBqGqQaecwo9HoytwmJye7tvPNzT///EOVcMd10oIqFLglXIkKcKs2JqJ1L1acDMBYjAlcQsqBXwBmuxFTWDTGkMhiD3D3799Pw4YN6dKlC40bN87z+7Mozpw5wzPPPMMnn3wCQK3bHgIgwM/I4BtqZntOw4rhhAU6djELqtYEgEcffbTMlHKUJQpwRaRQrFYrDzzwAOnp6ZhMJj777DPCwsJyOSEdvv4XpF+Edf9x9P28kp3eDcc2Zz3e+UWo2R5GrIeeH0B5t3KM7DaUaNIbmtwJcc0cQarBCFVaZX/P2EYwbGVG9tb9+P0L4JENUON62rfPWJD0yy+/5PgSfvzxRzp06ODqXjBq1CjefPNNrrnmGp566inAsVjszjvvdNXSOgPhGjVyWfSXfI7OnTvTs6ejbGH69On88MMPOY8HtmzZQtVLGVxTdLVcx2bHGeCePXu2wOcWp+TkZAwBwYSSQke/7RiO/A4pxVtW0TAKEjcvIXnnmmIPcB9//HFOnTqNMTSKk6dO88QTT+R9kpv9+/fz6aef8vrrr/Ppp5/y559/YrfbsdvtHDx4kDlz5vDII4/QvHlzYmNjmTTJ0SmlYu1GpF1azHdP62rEhmffhs7PZKRVDcc20TFNHD8oLl++nEcffdSnuwPKZWAXn9q6dasdsG/duvVyT0XEqz799FM7YAfsL730Ut4nLBtvt4+NcPz68UXfT7Aw0lLs9qOb7PbFz9rt42Ps9neusttTE3M/x2az24/9ZbevfNNuP7c/97EpCXb7wd+KPM309HR7ZGSkHbDXrVvXvm/fPo/nLRaLfcyYMXaDweD6O5o8ebLHmLS0NPuNN97oer5evXr2V155xfX1+PHjs7/5tgV2+4Rqdvvf8+27d++2h4aG2gF7dHS0fffu3TnOuXfv3vZDI8Mcf/9fDSvwax4xZIC9fozR3rFJxQKfW5x++OEHe7lbH7Pf9tx7Gd/vO74v1jksWLDA9fe4cePGYrvvhg0b7MbgCHulwe/Zazy7yF5x4BS7ITDU/vXXX+d57pIlS+wtWrRwzdv9V+XKle2VK1fO9jnAfvXVV9u3b99u333igv3+aevtR+KTc73XzLX77TWeXWSv8ewie5P23VzXGTNmjLf+KMQHChpPKYMrIgV24cIFV2lC1apVef7553M/Ye/PGb1q45rCjXl/pH1ZfDMcPu4I6/8LtnSIPwD78thQwWCASs2h42hHCUFugiKgetsiT9PPz4+HH3aszN+7dy+NGzdm0KBBzJo1i7lz53LrrbfyyiuvYLfbCQkJYe7cuTz5pOcmAv7+/nz33Xeu7X/37NnDmDFjXM936tQp641TE2DhSDAnwHdPUK+ckWnTHL2M4+Pj6dChA0uXLs2SCfv222/5YeE3VIu89JaTW9usHDxZ5S92PRrGm9clXtEfJycnJ2P0DyQYt8WHOW304CP+/hkL+Irzz+qVV16hXJdhBMTVdswjpipBVZtw55138uSTT2I2Zy1LOnbsGP369aNbt25s3rw52+seO3bMo847KCiIjh078tJLL7Fy5Uo+/WYpjRo1ol5cOLOGtKFKVO5/3l0axWEwOBacvfn2O67NaF555RX+85//FO7FyxXH73JPQERKnueff961Gv/f//537i3BLhxzlCZgdyyeumvalbu7mNlt8VfN9nDLq45FXlegcePGkZCQwH//+1/MZjOzZs1i1qxZHmMaNWrEvHnzaNKkSbbXCA0N5YcffuCdd97hrbfe4tSpU3SoYeKL/uWouPsVaPi+ozzCKSjSUes8px+kJcK8Qdz94DJ2jhvHuHHjOHHiBLfccgvNmzenY8eOxMTEcOTIET777DNC/Q38b7udXu2bERybdQvVvNhCykPqYSqGGjhx4gRVq1bN+6TLICUlBYN/MMEGt2Aup40efMQ9wC2uEoU//viDHzdso/IDGXWwL7Yw8Ognjp3F3nnnHRYuXMjLL79Mly5duHjxIvPmzeOtt94iMTERgMhKNen0wHMEVarLtfUrc1stPxYuXMjixYuJiIjg+utvoHGr64iuWpcTSWkcOZfCf3aeYcOSdTzcqQ7P3NIAYz6KnqtEBfPHSzdTLtTRJ7vejz/Srl07Tp8+zWOPPUb58uW5++67ffQnJcVFAa6IFMivv/7K1KlTAejcuTMDBgzI/YQloyH5Ut1kj3cgtqFvJ1gUze92dGOoeg2Uq325Z5O941tg29cEBkUxdepU7rvvPqZMmcJ3331HWpoja2g0Ghk0aBDvvfde9nXRNqtjYwDAZDIxatQonnjiCXbt2kXYP99T6Y/X4cjvju1jM6vfFa5/DNa+Dyf+hl8mMnbsWCpVqsSTTz5JcnIyW7ZsYcuWLR6npQJB98wkuHfvQr1sY1RVOLGJKhEGNh4+eMUGuMnJyRj8gy5fBteSRoj9IjWjDBw8by+2APfVV18lqr1j9zCTEX4a2YGa5UO5rlVzer72JYfWLGDfvo057m5499138+Krb9Jr+jasR1K5qjbUq1ePp556ylUv3v/jdXzw4zng9yznf7f5GA9cX5PYiPxtAe0MblPSrBBZiSVLltCpUyeSkpK4//77CQgIoHchv1flyqASBRHJt4sXLzJ06FDA8THhRx99lHefz64T/r+9+w6PqmgbOPzbkt57AiRACBBIgNCrNEFDR+lFQJoiRX1FeVFQPxDsorwKgiioICiggEiXIiq9SIfQQ2ghIVlI2WR3z/fHJgvrpgEpJDz3de2V5Jw5Z2cn2ZNn58w8A/41od4gqPOQ94rU6Qu1ez+8wS3A+tfNacl2zQGTiWbNmrF06VJ0Oh3Hjx/nyJEjxMfH880339gGtyYTbJgM7wabM1ncNZRAq9USERFBRc+7gtqsvKo2Hn8LKjQypy9rNgaAkSNHcvr0aaZNm0aDBg1wdDQHGq6urrRu3ZqVK1c+UMDgGFjVXE+1iiun/rnv8xS11NRUMGVyM9OOo/a1zBMKs1YYKxZ7v6H534M596IbwY2eKJYA9+jRo6zbewrnsEYA9GkYQiVfFwA2XlKRHhSFf6+3Kf/UBDSuPlbH1qlTh3Xr1rFkyRJqVa3I4+H+BHs7UauCbZsFedh+UAjycGRgkxBWj21R4OA227ztZ2n23u/0mPU33hXDWblyJfb29mRmZtK7d2+WLVt2T+cTDxfpwRVCFNiYMWMseVPffvttqlatmv9BniEwdP09JfYXeYh4ypxy7NZliNsHwQ0BcHBwIDw8n97x9CQ4tjIrk8XnYO8Kbf41fjp7sQxnX/OY4Zxo7GDgMnBwt0r3FRQUxOuvv87rr7+OKSsnsVpdOP0o/lUbcHGbiYvJJs5lHi2UcxaF1NRUri99m6XAgpQUKMiKfoXJ3sXybfnWfYolwP3kk09wrFjH/PQaFePa3rkuVPRxxsVeQ0qGEW21xwiu9hidfG5Q19tA/fr1qVOnjtWH5C8H1s91mEG3qHLUqeBBsLczwd7OVPBywtn+/sOYij4u3Ew1t8+Q+btZPqo5q1atolu3buj1evr27cvChQvp27fvfT+HKDnSgyuEKJD58+ezYMECwDwBafz4e1he19G92CfalFnhne58f+oelxl19oae39z5edt7sPsr6zKJ5jRh+fZiO3rkmctWrVabg1v9bfMyvw+Ygsk+ohPt15Tjsfmp/HE0Lv8DSkhqaqrleyenEvibvytVnbM6k/SMog1wr169ysKFC0n+ewnhF1bwTvdaBHrc6UntXLsc615qSZvqfoA5XcHz/bszbNgwoqKibO4A5TWGtnV1f4Y0r8zjNQKoFuD2QMEtQPuaAYxrGwbAhYRUhi3Yw2NtHmf16tU4OTlhNBoZMGAAc+bMeaDnESVDAlwhRL42b97M88+bJ48EBATwww8/oNFobAuaTLBlOiScKeYaPkLcAu9MfDuZd+7ZHFVoAGP2gXPWreI1482ZEVKzFlB45mcYvQc6FWwJ3hxdPQxLnzWv3vZRVVgxyjwWO7+V5vKRPVnuyJEjD3SeopQd4Do7F/Myvdns7wxLcUZPur5oA9zPP//cMvZ78pgh9G5om+M42NuZ+c82YsXo5oxqXYUaQbncGSgBL7evRo965vHciakZJNzOoF27dqxZswZnZ2dMJhPPP/88EydOtNyVEKWDBLhCiDz98ccfdO/enYyMDOzs7Fi8eDFBQUG2BY0GWDUGtr0P33c3Z08oBCaTQu85O3hn9TEyDPIPBjBP8uo8wzxMIC9HV0Cs7YQcfMOg/9I7y+Xumw9nNpu/1zqYV3sLqn3/9UuOg6M/m4dSZGb1aMbtB0Na3sflIzvAPXv2rFVP6cMke1W4PDOLFCUHN1I17lxSfFGjkJZRdGnCUlJSLBNOmzRpQrNmzfIsHxXsyYTocDTFurxb3lQqFe/1qMXwFpX5eVRzgr3Nv7fWrVuzefNm/PzMPc/vvfce/fv3f2j/7oQtCXCFELn66aefaN++vSWNz3fffUebNm1sCxr0sHQwHFxk/lnjAMr9B6NbTlzn5/2XAPMty/RMI/P+PMcH607c9znLlMge0GAouJfLeX/aTVg+wvw7+WUkZKTYlqlQH57/Eyo2N6+uVqVt4dVP6wDeVaB8A4gaCL2/h2fXWo0PvR/ZAa6iKBw/frwwalroUlJTUbt44uzmUTIrY1Vsxlf1VtJCP5ODShip+oz8j7lPq1at4uZN8yptr7zySsn0WBcCO42aSZ1r4udmnb6wcePG7NixwzLX4Mcff6RJkybExMSURDXFPZIAVwhhw2g0MmnSJPr06UNGRgZarZZvv/0298kWvzwHJ1abvw+sbQ5mPO49jZPeYGTc4gM8u2AP09ccN6fwAfxczf945v15jlX/FE7PcJm1aw78rwEc/sn8c9pNiM/lg4FnMAz5DYZvMo/PLSxV2sC4/TDid+j+BdTsClr7Bz5tVK0I6gSoeaa2HYd3575EcUlK0kPwmIWoen/Gkj2xJVIHF6c7gdrt1PQie55Ne47g1/MtXCrVpkuXLkX2PCWpSpUq7Nixw/LB/vDhwzRo0IDly5eXcM1EfiTAFUJYuXnzJl26dGHatGkAuLm5sWbNGgYNGpT7QY+NB9dACGkGQ1aDq989P6+iKLy05KAlgNVnmjh1zdxz/HqnGrg7mieUvLP6GJlGGaqQqxsxkHrD/H3VJ+CFneZUVblRqfLe/xCp5nCDg8+78t1TTuiObizp6uQoJetDGYCrQ8kkKnJ1ujPJKyXNdvWwwrLvsh7nKg3x7TOd6ynG/A8opXx8fNiwYQMTJkwAzCs59uzZk0GDBll6sMXDRwJcIYTFzp07adiwIWvXmmfnh4eHs2fPHtq3b5/3gYGR5l7AgcvvO+fn0r2XWHvkKgD1K3rx+yutqBPsCUAVP1cmdTKvfqVWqbiQkMMtd2HmHw7BTaDnfOj/k3lSWhmhrlAfU9Zdf6eEh3OiWeatBBI2zOJbwwTa7RoKO4p/6deOdcpz6YtBxH7WD/uM5CJ7nuR0I4oxE3tDqmXsalm0ePdFUjIV3nvvPX755Re8vLwA+P7776lRowaffvqpZRiXeHhIgCuEQK/X8/rrr9O8eXPOnDFnQHjqqafYtWsX1atXL9hJPIOtUhTdi1vpmUxfax5T6e/mwDeDG9okbe8aVY4vB9bjzwltCPN3u6/neSQ0HA7D1kPk03mm8SqVHN25ppiHUlR1SCQl5eH7oJOenMDtA2uo53gZp8s77uQVLi6KgjuphNjfwkt1m/S0opsUlbjlGy7O6E2LzH1F9hwlbf5f55j482F6ffk3sYmpdO/enSNHjtCxY0cArl27xssvv0xQUBAjRoxgz549JTP2WtiQAFeIR9zGjRupX78+7777LiaTCXt7ez744AOWLVuGu3vxpPP5bscFkrISrr/VJQIPZ9tFIRztNERHBqHVyGXrUZbuWwuAhuXU7Pz7zxKujS2dToedGty0WbfsXe59uM6DUj4M4+xYJyY8FUFiWtEM58nMzESn04Exk4reZTPHtaIo7L1gHoKQnJaJo505NWK5cuVYvXo1ixYtskxAS0lJYd68eTRq1Ih69eoxa9YskpOLrvdc5E/+UwjxiDpx4gSdOnXiiSee4OhR88pQdevWZd++fbz66quFtgJVQcQmpqJRqwgPdKNDZNm5pS4Kn1+9zgC42Ks4uWVJCdfGlk6nw9/lrp7z4g5wVSqMWvOdFN/KNUjILJpxwImJiZbvfXx88ihZeqlUKmb2rcuo1lWYNaCeVZYFlUpF//79OX78OKtXr6Zr166Wa+bBgwcZPXo0QUFBDB8+/KHO21yWSYArxCMmISGBsWPHEhkZyZo1awBwdXVl+vTp7Ny5k8jIyNwP3vctHCn82cPv9ajN3/9ty4w+UXmuZHQvDEYT3/x5jme+3sWz83fzZ8yNQjmvKFmute/M1re7sK0Ea5IznU5HgOtdf8Ou/sVeB5OdOcB1Qk9aES30kJCQYPm+rAa4ABq1ignR4dSvaJtlJEVvQKPR0KlTJ1auXMnFixeZOnUqFStWBMw5kb/++mtq1apF+/btWbt2rSwWUYwkwBXiEZGRkcGnn35KWFgYn3/+OUajEZVKxfDhw4mJiWHixInY2+eSyslkgt+nwq/jYPlw+OfHQq9fgLtjoa1wlJZhpP+8XUxZfYztMTfYcjKeIfN3c/7GwzdmU9wj9yAum3wwKQqa21dJSkoq6RpZmEwmbt26xbF4E7MZCAN/Nk/4K2ZKVg+uiyqd9MyiWejh7gDX19e3SJ7jYRaXlMZjH2zh/XUn0KWbP0SUL1+eSZMmcebMGdauXUu3bt0suYE3bdpEx44diYiIYM6cObJgRDGQAFeIMk5RFFatWkVkZCQvv/yyJSBo27YtBw4c4KuvviIwMI9hAclxsPBp2P6R+WdHT/Cq9MD1un6rcPJzxiWlkXDbOhXS7yeusfuc+RZqdqomg0lh4c4LhfKcomSdj5pAwEe3GbYqja1bt5Z0dSyyZ9KnGyDNvQqEPX5fKfMelJK1oIYTetKLaCWzR6UHNzev/3yYxJQMZm89Q7N3NzNpxWGOXdYBoNFoiI6OZsWKFZw6dYpx48bh6mpeQvnEiRM8//zzVKhQgddee40DBw5Ir24RkQBXiDLsn3/+oV27dnTr1s2y+k7VqlVZuXIlmzZtok6dOvmfJGY9nN1i/t67ijkdWEjj+67TpZupjPhuL+0/+YMryQ+2dOupa7d4etZfdJr5J4cv3ZnQ0bl2Of7Xry7tavizd1I7GlU231789dBl0jPLbr7OR0VU9DPoDOaJiOvWrSvh2tyh0+lQO7mjdnLHxa14JmjmRONgDnAdbsWh6K4XyXPcuHFnyM+jGOC+8kQ1orLSGN7WG1i48yIdZ26n2xd/sXzfJUu5sLAwPvvsM2JjY/noo48ICQkBzPnGP/zwQ+rVq4e/vz89evTg888/58IF+RBeWCTAFaIMiomJoX///tStW5fNmzcD4OnpyYwZMzhy5Ahdu3Yt+LKa9QZDQCTU6Q/PbQOfKg9UtwsJqWw8do3ktEzeXHn0gc71w66LXNPpuapLx15rfTnrUqccXw1qgKOdhs61g1CpYMRjoTho1RhNCmfibz/Qc4uS4+zsTOvWrQH47bffHpq0TDqdDp/osQSP+4H5cQElVg87R3NvoUPKFUwJ54vkOQ5fTcOrzTDcm/TCyc2zSJ7jYVa7gie/vNCMeYMa0Lq6nyUj3z+xSaw5fMVSLvvukqenJ6+88gpnzpxh2bJltGzZ8k6ZhAR+/vlnxo4dS2hoKE899RS7d+8u1tdTFpXMMitCiCIRGxvLlClTmD9/PkajuadSo9Hwwgsv8NZbb+Xd02IywrEVULEFuN31z1mtgaHrwKFwcs82D/Ola51yaNUqJnas8UDneqtLTWoGufPD7otUC3C12Z8dxPdvFEJ4oLulJ3fZ3otM/PkwfRoG88oT1fF1dbA5VjzcOnfuzIYNG7h06RIHDx6kbt26JV0lcw+uQ9b4V/sS7D9qNJIvtsbx2x/7SXEsmnHn53Tg3ugpwPyB41GkUqloVzOAdjUDuHQzlSW7Y/lxbywDmph7aXXpmTz2wRZqlfdgQJOKPBkRgINWS48ePejRowfnzp1jw4YNbNmyhS1btnD9+nVMJhMrVqxgxYoVDBgwgHfffZfg4OASfqWlk/TgClEGnD59mhdffJGwsDDmzZtnCW779u3LsWPHmDlzZu7BbfIl2PoefFYHlg2Fvz61LVNIwW22T3rX4ZM+UVZpd+6HSqWid8NgVoxunmePtFajtgS3BqOJzzbFYFJg8e5Y2n2yjaV7Y/PsBdSlZ5JwW2+ZTHK3ouw9fFh6Jh9GXbp0wUkLT9fQsufXb0q6OkBWgOvoxqd2nzPX8Aasf6NkKlI9ml2Z1Vl72lBkK2wlpZvH9irGTFxKaEnih0kFL2fGP1mdv//bllbVzJkzVh6IIzXDyK5ziYxbfIBm727m880xlmMqV67Mc889x5IlS7h69Sr79u1j2LBhlsm+ixYtonr16rz55pvcvi13nO6VBLhClFKZmZmsWLGCJ598kqpVqzJz5kwyMjIA6Nq1K//88w+LFy+mWrVqtgcbM+H4aljUCz6tBVvfheRY875jq8CQcd/1yjCY+PWfyySn5p6eqCQXa9Bq1Mx/thGtq5sn/ySlZvLqskPsv5iU6zE9Zv1N/Xc2MWHZIZt9O84m0Oajrfznp4N8uukUs7eeYd72s3y34zyLd1/EmLW2bGqGocDjf9MzjYxf+g/1pm7kiy2nJdDNQaXygVx51ZPlvZ3xPb+ypKsDZAW4zh5UV8VSxXSu+Fcxu0v2Ii06na5Izn87w/w3qc5ILfhwp0eAnUaNJivVYctqfoxsGYpX1sI1CSkZXL+lz/E4lUpFvXr1mDdvHsePH6dnz56AOdXY1KlTqV69Ot9++61MSLsH8rFLiFLm4MGDfPvtt/zwww9cv249geTxxx/nnXfeoUmTfFITrXgBDv9kvS2ojnm8be0+oM0lXVgeriSn8cOuiyzeHcuN23omdarB8MdC7/k8xaF6oBsLnm3EuiNXmLzyKM2q+FC/oleu5dVZ/8BNOQSaf52+wbkbKZzLJQVZ7wbm24vL98fx1sojVPZ1oUaQOzWC3GlZ1Y9aFTxsjrHXqLmmS+dmaibztp+lV/0KNksXP/LsHLmiDcaDC7TwucmVuFiCypfsrVydTocpXU85sjIMuJcrsbrcHeAqilLoQWiq0fwh1c6Uc8AmoKKPC693rMF/2ldj3ZGrLNx5gQGNK+ZaPtNoIj3TSGhoKEuXLuWPP/7g5ZdfZv/+/Vy+fJkhQ4Ywc+ZMpk6dSocOHeSDRT6kB1eIUuDatWt88skn1KlTh7p16/Lpp59aglt3d3fGjBnDkSNH2LRpU/7BLUDNbuav9m7QYCiM3AbP/QENh4GD7VjW/Py0J5YW72/hf5tPcyNrUsVvd020eFhFRwax6T+t+L+uEXmWe6FNFf6vawR9G4XY7Avzd+Wxqr74utp+KNCoVZbenONXdJgUOBOfwupDV/hw/Uk2n8h5hrtarWJy55oAzHmmgQS3udDW7gGAv4uaPctmlnBtzMHk7YWj8VBn5Tj1qFBidckOcI1GI2lpD5atJCemmO3c3DqfoJTThX7ussbRTkP3uuVZNqoZ1QNzH+61+1wiDadt4sUlBzh9/TYtW7Zkz549LFiwgKCgIAD2799Pp06daNy4MWvWrJG7O3mQHlwhHlLx8fH8/PPPLF26lK1bt1rG1WZr06YNgwcPpkePHpYcixYmE8TuMvfSZqTA03Ot91d7Erp/CTW7QlbOzHu182wCoX4u+Ls50qCSl+VWfFSwJ880qUin2kH3dd7i5uFkl2+ZblHlc933VN0KPFXXHMgYjCYyjQoZBhOZJhOZxju3EzvVCsLTyY7jV3Qcv3KLq7p0agTl/s+uWoAbp6d1KLHhHCaTQlqm8aEeXxnaYQyZhz7BTg3Gw8uBD0u0PjqdjmCPu35fHiXUoxy3jy5sIrSnEy+uS0en0xX6RLCkY9vRxccTXmdkoZ73UbY95gbpmeYhXv9pbx5aplarLdf5jz76iBkzZqDT6dizZw+dOnWiYcOGTJo0ic6dOxfr8uqlwcN75RLiEXR3ULtlyxab8VZVq1Zl8ODBDBw40LIcpJXMdNj2PhxeBskXzdtUanj8TeveJI0dRPW75/opisLOs4l8viWGv04n8GzzSrzVJYJQP1fe6FiDxqHe1K7gec/nLSu0GjVaDTjZa2z2NQ/zpXnYnRWfbqZk4GhnW+7f5/u3K8lpLPj7POOfqI5dEQW/RpNCry//5tgVHd8MbkizsIdzpSq1iw9HTJXZ989Jvtx3kXoXLuT8vigml3QGItv1ANabN5RUD25yHBHpe4iIsGOuxxh0Ol3ei7ncI0VRSNIDGrtHchWzotI23J+4pDTsNCoq+lh3PDg7u/DfNyYzbtw4Pv30Uz777DNLoNutWzeqVatGnz59uHXrFqGhoQwePNjSi/+okgBXiBKkKApHjhzht99+Y/Xq1ezYscMmqA0KCqJnz57069ePJk2a5D3uSusAR3+5K7jVQJW2kJ78QP9sz99IYeOxayzZc5Ez8XfGmv68P47XngzHyV7DiJYP53jbh5WXy72PczaaFF5ccpDd5xI5fCmZ2QPq4+Gcfw/0vToYm2SZdNd/3i5ipnUosmD6QZl6zGfotHoALFmyhAkTJpRYXeLToGblu95nJRXgOt4Z1+3loi30TAoJN5MoN2o+AGcc4wv13I+yRpW9aVTZO8dhB1tOXue1ZYfo1SCYoeMm8PLLL1sC3eTkZE6dOsXUqVMt5SdNmsSIESMYN26cZXGJR83DecUSogy7ceMGq1evZvTo0VSqVInatWszceJE/vrrL0twGxQUxNixY/njjz+4dOkSM2fOpGnTpqhMRkg4k/vJVSqo3RsqNIQOH8IrJ2HgMgjIe4xpXj7ecJLWH21l2prjluDWXqvm2eaV2Phyyxx7K0XRSE7LtGRi+PtMAk/N/ot9FxLJMOQ9s1pRFMsQkoKoFuBK7bsmvw34ahf7L968v0rnI+baLU5fv/8USHWioqhRw5xPedGiRYVVrfui0xu5qPiz3NiC9PLNwLXwek3viZOn5Vu783+TnJyce9n7cP7ynbHj3q5OhXpuQY6dGHO2nSUhJYMvt52h9UdbGbP8JA17PMeZcxeYMWOGzZ0LnU7Hxx9/TGhoKP3792fXrl2P3Hhd6cEVogglJSWxb98+9u7dy969e9mzZ0+uSzFWr16dzp07061bN5o3b24eT2UympfJvbgTYnfCpb2g1sJr50CTy9u31X+hzev3VM/1R6+y93wiAe6ONpkP6oZ4Wr6v5ONMv0Yh9KxfAR9ZHKHYebvY8+PIpvznp4OsPXKVs/Ep9Ji9A3utmjA/V1aNaY5Wo+bn/ZfYfOI613TpXNWlc02n53/96vJkRMECLjdHO5Y+35SnZ/3N0cs6dp9P5OlZf9OuRgDTn4ostElv7687weytZ1CrYGzbqgxtUblAY6LvplKpGDBgAJMmTeLw4cMcPHiQqKioQqnfvUrWmzhrqsWfplo8OejJ3N+jRc3J2/KtW9zfNtlWHtTpi3cmkAZ63fukVHFvFEVhQJMQFBT2nDd/0PzrdAJ/nU7A3VHLoKYdOH16DOvXr8fHx4fr16/zySefsG3bNoxGI4sXL2bx4sXUrl2bESNGMHDgQDw9PW2e5+zZs7z77rvs3LkTV1dXnnvuOYYMGVK8L7YQSYArRCHR6/Xs3r2b3bt3WwLa06dzn2FsZ2dHq1at6Ny5M506dSIstDKgAquJAirz4gvpSdYHXzkIFRrkfOL7mGjwzZ/n2HUukYhy7jYBbtNQXyZEh9M23J9qAa6SmqaEOdlr+KJ/PT7acJJZW829+RkGE9d06ZYxu3sv3GT1IessFtd06bme80z8bWZtOUO1AFcGN6uEo50GB62GH0Y04dNNp1i08yIZRhOHLiXhnhWAJqdm4u6kfaC/h4hy5jGCJgU++z2Gr/88x/DHKjP8sVBc72Fy28CBA5k8eTKKojB79mzmzJlz33V6ELeycsOqTAZcSvLOhlsQKc0nMuSlyey6ZCT8SuFmNNlz8iJgXjimTtVSdPs7/pR5IRs7J4h+zzwXoRRQqVR0iypPt6jyxFy7xeLdsSzff4nktEx06QYyjSa0Wi2t2z1Jp5nbMSqudHhtNs+9nsSv337O0p9+wmAwcOjQIcaOHctrr71Gr169GDZsGC1atECtVrN27Vp69uxJamqq5Xl3797NE088QblyJZfu7kFIgCvEAzhz5gzr1q1j3bp1bNmyhZSU3JfFDA4OpkGDBuZH/bo0q+aHa3KMOVjdNhp+PGxeEjeo9p2D1GoIbgwx68GvBoQ0huAm4J33eFddeiYx125x4uotTl69xW29gU96R+VavnYFD/ZduIlWo8ZkUlCr7wQtTvYaRrWuUtAmEcVArVbxWnQ4/RqFsO/CTQ7GJlndfvRwsiPE25kAdwcC3B0JdHekRlDuE07WH73K8v2XABjcrJLVed7qEsHwx0L53+8x1K7giaOdxtyj9PVO7DRqRj4WSruaAfc1Rrdz7XIs33eJPedvcltv4LbewKebYvh+xwUmdAi35BDOT8WKFenUqROrV69m4cKFfPDBB3h42OYXLmppJg0awF7JKNkPghotzu0msOr0W2RkGLh8+XKhnv5IXBJozQFu67o5LCTzsMq4BQezhrGUqwt1B5Zsfe5D1QA33uxSk9eiq7P+6FV+/ecKXaPMAejlpDTOJ5gD1Ll/mBcZqd9iNBc+/JD58+czb948zp8/T1paGt999x3fffcdISEhVKpUiT/++MPyHP7+/pZlg3/66SdeeumlYn+dhUECXCHuQUpKClu2bGHdunWsX78+1x7agIAAGjdsQL0GDS1BbUBAACSeg8V9Yc9nsCOHHrUrB60DXIAO78NTX4Kzt9Xm1AwDFxNTuZiQysXEVGqWc6dZFV+SUzOpM2WDVVmtWsW7T9fCQZtzr9KYNlV55Ynq+c7qFw+XYG9ngr2d6V7XOo3ZhOhwJkSHF/g8Cbcz8HK2I0VvzPFvoLynE+/1uPN3ueNMAkfizCtkjVq0Hw8nO6IjAnmvR617DuzmP9sIRVHYejKeTzae4nBcMgkpGdzOWgq2oEaPHs3q1atJTU3l22+/Zdy4cfd0/IMymUxkapzQAM6akl9tSqVSERQUxIULF7hSyD24F3Um8AZ1SgIezqVoqFJQ1J3vV401L24TWMu6zMl1kHAaFKN5iJhiMs9t0NiDix/U6WtdXn8bLu4w9wZr7M0Pe1fwL/j773442mksvbqWql+7xePh/iSlZbL/4k0UBepU8KRcuXK88cYbTJw4kd9//525c+eycuVKMjMzuXjxIhcvmicl29nZ8dNPP9GtWzeq1KhNvEMQ3333HePGjSuVKcgkwBUiHxcvXuTXX39l1apVbN261bIc7t1CKwTwZvfqNK3iSUWnVOxTLqNSzsArq60LOntD/AnrbRp7CIiEclHga+4NMZkUVKqsyQbelS1FJyw7xOn421xMTCX+X0s+Dm5akWZVfPFwtsPfzcGyJKSTnYZqAa7cTMkk0CPnALYoZuKL0mNy55pM6lQDXVrBgspqgW6MaRPG9zsvkJyWSXJaJpeS8l6ydfWhy1xISOW5lqE26c9UKhVtwv1pVc2PNUeusHj3RQY0Md/6Pn39Nl7OdvmO+X7iiSdoHFGZDn6XiTryDoppDKpi/KeclJREdeUcHY0nSHEOhozO951jujAYTQqeUe1JCk7l1O3Ce38bDAZuaz3RAP72D9EqZpnpcHoT7P8OHnvFfLfr39QaCGtnLqeY4Ppx2wD34EI4/mvOz+EXbhvgJl+CRT2tt/lWhzG7c6/r0iHmpdI19ncC4y6fQXhH63L/LIHrx8C9AniUN6+M514BXHzNQfe/dK5djs61zb2513XprD96lQaV7nSMqNVq2rdvT/v27YmPj2fJT0v5cuc1zu/5nbRz+/nfzBl0794dgLa9nmVjRlWOfDOWL774grFjx+b+eh5SpSrA1ev1vPnmm3z//ffcvHmT2rVr884779C+fft8j42Li+Pll19mw4YNmEwm2rRpw4wZMwgNtb3V+/XXX/PRRx9x7tw5goODGTduXKn85Yr7YzKZ2Lt3L6tXr+bXX3/l4MGDNmXs7Oxo0aIF0dHRREdHUyu8Cqrp5SFJgaS7Cmakgv2dBOupahccI3qgdvUH/xrm22T+NSxjwdYfvcqU9zZzTZfOH6+1oZyn9QzlXecSLLeg/u3qXWMsJ3YMx9leS3igG8FezlZDDoTIiUqlKvAHHV9XB8Y/WZ1Rrauw4dhV1h6+SrsaAXkeM3nFEW6mZnIzJYNJWau0/ZtarbL6J61Lz2T4t3tIzzTxxYC61K/oneNx5mPVfNw/kuYZCYCefSs+p/7TxdeLe+3aNerFLmJCzawJePqXSjTAVavgVrVOeKrtuHJyS6Gd98iRI8Sv+gA7/1AGDO1faOctEJPJdo7BlUOw/nW4tAcMWddA/S14dk2OQSBtJ5v3X9oDzj62+1V5fCjKacyu0bbDA00+KQANGWDKND8ys7YpRttyx3+FE6ttt2scILgRDPnXPv1tOLYCVBr83cvxTLUK4J7ze9rPz48WXfrxcezftK3fmmmP+1G7ViRgztZCaHNUJ2/g1XYYr4x/lVq1atG6deu8X9dDplQFuEOGDGHZsmW89NJLVK1alQULFtCxY0e2bNlCixYtcj3u9u3btGnThuTkZF5//XXs7OyYMWMGrVq14uDBg/j43PkjnzNnDs8//zw9evTgP//5D9u3b2fcuHGkpqaWaH5FUXRMJhPHjh1j+/bt/Pnnn2zevJnE+KvU8FUTFajh2WgH6gVp+Ou6M+eDe9KxY0fatGmDq6sriqJwS2/gbLKecm4h2KXGk+oRhnv56uBVmbdWHGTfNSOJtzNITM0gPdPEb+NmEFEu5/GBdhoVcUnmZTWvJKfbBLh1gj3xd3MkxMeZit7OhPg4E+LtTEUfF7zuCk6yV9YSoii5OGitVnLLjaIo3MoacnD8qo7UDAPO9vn/+/l53yXLB7o+c3by3w7hDGtROdee4pqDPiL9ywY4alWkb/kYijHAPXfuHJH+5uAoU+uKnWveAX9RU6lUeGkzuWGyI9PJl1u3buHmlvvKeQW1c+dO9HHH0ccdZ1D7jwt+YGoi6HVgzDQHhcYM8AgBl38FmUeWQ9x+cxCamgApNyAlHlJvgFdleG7bv06swPntd360dwO/apCZZtW5YFEuCoZtMNeDHP6Ous2Crv8z5xBXa8xfFZO5vkoOQ098qsCwTXdekzHTPIktLxHdwa/6nfJGPXhVsi2nmEBtZw6E72bUm4dP/Fv8CVg52npbhUYwfGOO1TifkEKA5jYnrhrYf95I7Rur4NZVPLrOxMfN/BqcKtdD6TSep/v0Z8Nvq2jQIJfJzQ+hUhPg7t69myVLlvDhhx8yfvx4AAYNGkRkZCSvvfYaf//9d67Hzpo1i5iYGHbv3k3Dhg0B6NChA5GRkXz88cdMnz4dgLS0NN544w06derEsmXLABgxYgQmk4mpU6cycuRIvLy8iviVisKmKAq3bt3i8uXLxMXFWb6eOnWSy6f+4dK5kxy9bN0rOjjKngXdrFMhNW/bEtXA2QC8tuwfdpxNIP6WnvRM80XPm4ncxJWmgX780KMJAMfn7LCMVcx2M+VfF6u7hPq60i2qHEEeTvjksBDAZ33r3nsDCPEQ2DK+NY52GvzcCj5mc3CzSmg0aqb+eowMo4l3fjuOm6OWPg1znrnvVaEaO43VaKKNoblPEvuWf0b9Hi8W1kvI09mzZ2kXbB4CZPKPyLn3sJiFedtx4wbYB1Xln8NHaNGs6QOfc/PmzQB4eXlRtXIInFpv7kVVq81DA3Kz/g345wfrbd1mQd0B1ttObYBDS3I+R0oOi0p4hkBgbXPu78otoWr7gvWc55ZBwSGXtGd2uaTGs3eB4Ib5P9/davcuWLl+i8291inXQRcHyXFZXy+ZX/e/JV+y3eaR9zLj3XbNQn31IOzL2qjWQsePeL1jDY5cTuboZR1u1RqR4RvME8+M5bsP36Bz584Fq38JKzUB7rJly9BoNIwceWfda0dHR4YNG8brr79ObGwswcE5z7hdtmwZDRs2tAS3AOHh4Tz++OP89NNPlgB3y5YtJCQk8MILL1gdP3r0aBYtWsRvv/3GwIGlb9ZlcVEUBZPJhNFozPlhMGA0ZGDIzMRoNGBEY70/U48q7SYmYyYmQyYmowGD0USy2otMoxGVyYghMwO9Xk96ejrp6emobl1BnZGMkpGKIf0WxjQdexNciEk0oktORnfpFAkJCYxp4UWLYBU+jiYa2Jt4wsGAV/kM7EPgjwvQaoH5Nfj4+NCiRQsaPlYfbn0EgFHjgCawFqqgOpbXeuN2BrGJaVavPxHzLPW7x8Y2rOSFs70Gbxd7vJ3t8Xa1J9g790/3lXxdJIgVZY5KpSLYO4fetAIc90yTitQu78ELi/ZzJTmNVtX8cy2fnmkk+JlZpCxsh0mBSW++zYA0H7p161YovZd5STizn3Bfc4BrV61dkT5XQbWrXQnjlt/p4fQHK7a2e+AANykpiTVr1uCohff6RKL+sjkkZi084xqYd4Bb0Nv7Dq6gdQJHd/MQAmcf85hTZ19wD7It7+QFz2+33V5WqNXgFmh+lK+fd9mQJvDCTnOQmh0Qu+ed4kt9K856g09VSL2Bh3s5fhjehJd+PIBLzCreDPqe33o0ZtEXU1i3dAEjXp5E7Tp1Huq0kaUmwD1w4ADVqlWzWVu5UaNGABw8eDDHANdkMnHo0CGGDh1qs69Ro0Zs2LDBcuvmwIEDADZd8PXr10etVnPgwIE8A9zr168TH2/9CTOvPKiFrXXr1gyIMPK41xVUZOVjVIEKBRUQl+lG38VZ6YTq9kQVXIcK6gSWenxmvlGTmYrKmEHsLRUdl9uhKIrlgasvrt3eBOD/dG/TLfC6pYNCBYyPbcl6n/539Vqo+Nj5W7rZ70aDCTVG1He9Ec4aA3g8xfzBImHd/0g9/gdVvdWcGmv96TkmSUV/R3Nal/hVH5J63Pr21LKxdenhfcZcCSfzY6zrGC4HNyMzIZbLO0YB0DS8Ol28cl4BrFYFd+bO/ZQWLVpQvXp11Go1568l8uJnqRxXKvLc09H0aFjJ6pimoT64OWrxc3XAz8388HdztHyf7dUni3YmrRCPgjrBnqx96TF+/ecygR65LzIxdfUxFu2KZ7j9UFZ/8zm74oyse+YZ1Go15cIieLNbKI/bHyGn9ZwuJxt4dq0Wxdkb42Pm60YFdQLfeXwJihFVWhIoEJeiZuCGO8Gy+XraA01YR45s3Mz4uhk0/vdkoRLSx/cMwx2mANBRv5vzr05h31U1r52pj7Feb7Jv0TfUnuEj5/mo9HeW9FVx5wb+kHVaTtZ7FbxDyHDyQaNPYWjQCUi8a5JZdtYBdS6ZWKL6mwOwuydW5bTCYsePoNM9DH0Qd2QHwgC+VQt2zONvmgNhjRZqdDMP78ji4WzH14MbcnHWdPxvJPGsdj3PNgY4Sery37m03JO5F0K47hReYrmn81JqAtwrV64QFGT76S17W255/hITE9Hr9fkeW716da5cuYJGo8Hf37qHwN7eHh8fn3xzCc6aNYv/+7//K9DrKQqnT5/Gs1YAodqc1wY3KVjSgfjUUePq6otWZaCcJslcIOu6lKI3cuOG9dKOWsURdxfz8Ayn20a8naw/tdlpNWicrceVarVqHFTZs7Kty2tUCmp7c0+mKuuCaMxhGUGrJQ9ymBFtVGw/PTqqzL0Czm6eDBo0CG9vb9Lc4zhuyiRJcSUJF24qrtStHkqNqlXx8g5lRLUnrc4R6O1B426j6OzmQK3ytuNlR7TMOw+tEKJwuTvaMaBxxTzLJKWZh/9sdu/O0DdrcuaNN7hx4wYmk4mr8Qn4OZQnVJPz9VGxd+DMmXi0XmmUdzP/D9CqjHeup1kdkAZDJhcuJFod61tbg4vWiT2PfcEc1ys0Dox8gFdaeNzqdCVmZQWqqi7hrkrF3QVOYeDK9Rv4u/pZyjmp46hor4Nc5kal6pIwqB1wcHLHv/dUKpxaiqaGL5z7A5qPg/pDwDGfvMMhTcyP/DzEPYJlUr1Bee5Wq1VUatEb/b5M7GJ3oMY89tdZY8KZREx6by7fLNw8y4Wl1AS4aWlpODjYjt1ydHS07M/tOKBAx6alpWFvn/M73NHRMdfnyPbCCy/Qq1cvq22nT5+2pN0oal27diVOE8c6vflWoIIKVdZXBUg2OTJ4cEtUKhWXnTxITr+AiyqFX2kAKnA2puCgZHDbwYFRo+qiUqksjwyVPScMsahQofNvwPaMrLE+KjVqlQrvCtWprlxDrTaXV6tUxKjDWI4TapWKCo4ZoNZwPdORWyY7UlSuNHdLR61WEfXKC1RyH40DGRxK3oVKrUGl1qLSaEhXu9ArzR6tRkO9x6dS1c8FR0dHy+PsyUNsTI5H7eCCYueConWktZM/rRzccHXQ0rq6OaVLXFIaqXoDFew0hNlpcLRT42SngVyS0zvaaejfuBSt0COEoEvtclTxc8XVQcPIlq0ZNGgQW7Zs4c8//+TM5RucTE9hndacz/ffYVS6YmDAgCfIUDtyLvU8AI4qHeuojVox4WYwL5Gq0zoyaJB1vt/Lzu4kp13A10XLjJceomFsGjsCx6zn5/+NxjnzJs4ZiSS6O9GueUMup5zPusMHBk0am0w1cTbcygows3Zk9eO26xbBLq2RtIwLBPg58NGkb1B5aMxBbW49tqLsiOqPQ1R/c5aGuH3cOLaNfw7uRZ+qA29/Hqv/cE48KzUBrpOTE3q9bc699PR0y/7cjgMKdKyTk1OOOU6zy+b2HNn8/f1ten+L06xZs/It0y/Hra/abInO8yzP2WxpnmO5wXmeZViOW21rmNeoo8DAwDyfI1t5z3xmtQohSr3oyECiI+9cExwdHenQoQMdOnQo0PHdctw60WbLkzmUeli5+VXg6Skrrbb1zbHk1FzP0axQayRKLQdXCG2Fb2grHs+aZ/ZwDMbJWalZmiIoKCjH1Viyt+W2VrK3tzcODg4FOjYoKAij0cj169etymVkZJCQkFBq12MWQgghhHiUlJoANyoqilOnTqHTWadc2rVrl2V/TtRqNbVq1WLv3r02+3bt2kVoaKhldm32Of5ddu/evZhMplyfQwghhBBCPDxKTYDbs2dPjEYjc+fOtWzT6/XMnz+fxo0bWzIoXLx4kRMnTtgcu2fPHqvA9eTJk2zevNlqzGzbtm3x9vZm9uzZVsfPnj0bZ2dnOnXqVBQvTQghhBBCFKJSMwa3cePG9OrVi4kTJ3L9+nXCwsL49ttvOX/+PF9//bWl3KBBg9i2bZs5dUuWF154ga+++opOnToxfvx47Ozs+OSTTwgICOCVV+7k7XNycmLq1KmMHj2aXr168eSTT7J9+3YWLlzItGnT8PbOfZlIIYQQQgjxcCg1AS7Ad999x+TJk/n++++5efMmtWvXZvXq1bRs2TLP49zc3Ni6dSsvv/wy77zzDiaTidatWzNjxgz8/Pysyr7wwgvY2dnx8ccfs2rVKoKDg5kxYwYvvlg8q+EIIYQQQogHo1KUHJKPikJz9OhRIiMjOXLkCBEROSS1FkIIIYQQebrXeKrUjMEVQgghhBCiICTAFUIIIYQQZYoEuEIIIYQQokyRAFcIIYQQQpQpEuAKIYQQQogyRQJcIYQQQghRpkiAK4QQQgghyhQJcIUQQgghRJkiAa4QQgghhChTJMAVQgghhBBligS4QgghhBCiTNGWdAXKOr1eD8Dp06dLuCZCCCGEEKVTdhyVHVflRwLcIhYbGwtA9+7dS7YiQgghhBClXGxsLPXq1cu3nEpRFKUY6vPISkpKYtu2bQQHB+Pg4FDS1Xkgp0+fpnv37qxYsYKwsLCSrs4jQdq8eEl7Fy9p7+Il7V28pL0Ll16vJzY2llatWuHp6ZlveenBLWKenp5069atpKtRqMLCwoiIiCjpajxSpM2Ll7R38ZL2Ll7S3sVL2rvwFKTnNptMMhNCCCGEEGWKBLhCCCGEEKJMkQBXCCGEEEKUKRLgigLz8/Pjrbfews/Pr6Sr8siQNi9e0t7FS9q7eEl7Fy9p75IlWRSEEEIIIUSZIj24QgghhBCiTJEAVwghhBBClCkS4AohhBBCiDJFAlwhhBBCCFGmSIArhBBCCCHKFAlwRb70ej0TJkygXLlyODk50bhxYzZu3FjS1SpV9uzZw5gxY4iIiMDFxYWQkBB69+7NqVOnbMoeP36c6OhoXF1d8fb25plnniE+Pt6mnMlk4oMPPqBy5co4OjpSu3ZtFi9eXBwvp1SaNm0aKpWKyMhIm31///03LVq0wNnZmcDAQMaNG8ft27dtysl7IW/79++na9eueHt74+zsTGRkJDNnzrQqI21dOGJiYujbty8VKlTA2dmZ8PBwpkyZQmpqqlU5ae97d/v2bd566y2io6Px9vZGpVKxYMGCHMsWxfW6oOcU+VCEyEffvn0VrVarjB8/XpkzZ47StGlTRavVKtu3by/pqpUaPXr0UAIDA5WxY8cqX331lTJ16lQlICBAcXFxUQ4fPmwpFxsbq/j6+ipVqlRRPvvsM2XatGmKl5eXUqdOHUWv11ud87///a8CKCNGjFDmzp2rdOrUSQGUxYsXF/fLe+jFxsYqzs7OiouLixIREWG178CBA4qjo6NSt25dZfbs2cobb7yhODg4KNHR0TbnkfdC7tavX6/Y29srjRs3Vj755BNl7ty5yoQJE5RXX33VUkbaunBcvHhR8fT0VCpWrKi8++67ypw5c5QhQ4YogNK1a1dLOWnv+3Pu3DkFUEJCQpTWrVsrgDJ//nybckVxvb6Xc4q8SYAr8rRr1y4FUD788EPLtrS0NKVKlSpK06ZNS7Bmpctff/1lc3E6deqU4uDgoAwYMMCybdSoUYqTk5Ny4cIFy7aNGzcqgDJnzhzLtkuXLil2dnbK6NGjLdtMJpPy2GOPKRUqVFAMBkMRvprSp0+fPkrbtm2VVq1a2QS4HTp0UIKCgpTk5GTLtq+++koBlPXr11u2yXshd8nJyUpAQIDy1FNPKUajMddy0taFY9q0aQqgHDlyxGr7oEGDFEBJTExUFEXa+36lp6crV65cURRFUfbs2ZNrgFsU1+uCnlPkTwJckadXX31V0Wg0VhdIRVGU6dOnK4By8eLFEqpZ2VCvXj2lXr16lp/9/f2VXr162ZSrVq2a8vjjj1t+/uKLLxRAOXr0qFW5H374QQEeyV6X3Gzbtk3RaDTKoUOHbALc5ORkRavVWvUyKoqi6PV6xdXVVRk2bJhlm7wXcjd79mwFUI4dO6YoiqLcvn3bJtCVti48EyZMUAAlPj7eZrtarVZu374t7V1I8gpwi+J6XdBzivzJGFyRpwMHDlCtWjXc3d2ttjdq1AiAgwcPlkCtygZFUbh27Rq+vr4AxMXFcf36dRo0aGBTtlGjRhw4cMDy84EDB3BxcaFGjRo25bL3CzAajYwdO5bhw4dTq1Ytm/2HDx/GYDDYtLm9vT1RUVE2bS7vhZxt2rQJd3d34uLiqF69Oq6urri7uzNq1CjS09MBaevC1Lp1awCGDRvGwYMHiY2N5ccff2T27NmMGzcOFxcXae8iVhTX63s5p8ifBLgiT1euXCEoKMhme/a2y5cvF3eVyoxFixYRFxdHnz59AHNbA7m2d2JiInq93lI2ICAAlUplUw7k95Ltyy+/5MKFC0ydOjXH/fm1+d3tKO+F3MXExGAwGOjWrRtPPvkky5cvZ+jQoXz55Zc8++yzgLR1YYqOjmbq1Kls3LiRunXrEhISQt++fRk7diwzZswApL2LWlFcr+/lnCJ/2pKugHi4paWl4eDgYLPd0dHRsl/cuxMnTjB69GiaNm3K4MGDgTttmV97Ozg4yO+lABISEnjzzTeZPHkyfn5+OZbJr83vbkdp89zdvn2b1NRUnn/+eUvWhKeffpqMjAzmzJnDlClTpK0LWaVKlWjZsiU9evTAx8eH3377jenTpxMYGMiYMWOkvYtYUVyv7+WcIn8S4Io8OTk55fiJMfu2o5OTU3FXqdS7evUqnTp1wsPDg2XLlqHRaIA7bVmQ9pbfS/4mTZqEt7c3Y8eOzbVMfm1+dztKm+cu+7X369fPanv//v2ZM2cOO3bswNnZGZC2LgxLlixh5MiRnDp1igoVKgDmDxQmk4kJEybQr18/+dsuYkVxvb6Xc4r8yRAFkaegoCDLbZO7ZW8rV65ccVepVEtOTqZDhw4kJSWxbt06q/bLvi2VW3t7e3tbPrkHBQVx9epVFEWxKQfye4mJiWHu3LmMGzeOy5cvc/78ec6fP096ejqZmZmcP3+exMTEfNv8378feS/kLPu1BwQEWG339/cH4ObNm9LWhWjWrFnUrVvXEtxm69q1K6mpqRw4cEDau4gVxfX6Xs4p8icBrshTVFQUp06dQqfTWW3ftWuXZb8omPT0dLp06cKpU6dYvXo1NWvWtNpfvnx5/Pz82Lt3r82xu3fvtmrrqKgoUlNTOX78uFU5+b2YxcXFYTKZGDduHJUrV7Y8du3axalTp6hcuTJTpkwhMjISrVZr0+YZGRkcPHjQps3lvZCz+vXrA+Z2v1v22EI/Pz9p60J07do1jEajzfbMzEwADAaDtHcRK4rr9b2cUxRACWdxEA+5nTt32uRHTE9PV8LCwpTGjRuXYM1KF4PBoHTt2lXRarXKb7/9lmu5559/XnFycrJKy7Np0yYFUGbPnm3ZFhsbm2texfLlyz/yeXDj4+OVX375xeYRERGhhISEKL/88oty6NAhRVEUJTo6WgkKClJ0Op3l+Hnz5imAsnbtWss2eS/kbv/+/Qqg9O/f32p7v379FK1Wq8TFxSmKIm1dWDp37qzY29srJ0+etNrevXt3Ra1WS3sXorzShBXF9bqg5xT5kwBX5KtXr16WfIpz5sxRmjVrpmi1WmXbtm0lXbVS48UXX1QApUuXLsr3339v88h28eJFxcfHR6lSpYoyc+ZMZfr06YqXl5dSq1YtJT093eqcr776qgIoI0eOVL766ivLyjiLFi0q7pdXauS00MO+ffsUBwcHq9WeHB0dlSeeeMLmeHkv5G7o0KEKoPTu3Vv54osvlF69eimAMnHiREsZaevCkZ3b2d/fX5kyZYryxRdfKB06dFAAZfjw4ZZy0t7373//+58ydepUZdSoUQqgPP3008rUqVOVqVOnKklJSYqiFM31+l7OKfImAa7IV1pamjJ+/HglMDBQcXBwUBo2bKisW7eupKtVqrRq1UoBcn3c7ciRI8oTTzyhODs7K56ensqAAQOUq1ev2pzTaDQq06dPVypWrKjY29srERERysKFC4vrJZVKOQW4iqIo27dvV5o1a6Y4Ojoqfn5+yujRo616vbLJeyF3GRkZyttvv61UrFhRsbOzU8LCwpQZM2bYlJO2Lhy7du1SOnTooAQGBip2dnZKtWrVlGnTpimZmZlW5aS970/FihVzvV6fO3fOUq4ortcFPafIm0pR/jXqWQghhBBCiFJMJpkJIYQQQogyRQJcIYQQQghRpkiAK4QQQgghyhQJcIUQQgghRJkiAa4QQgghhChTJMAVQgghhBBligS4QgghhBCiTJEAVwghhBBClCkS4AohhBBCiDJFAlwhhBBCCFGmSIArhBBCCCHKFAlwhRBClGqzZ8+mXr162NnZ8fbbb5d0dYQQDwEJcIUQQpRqQUFBvP322/To0aOkqyKEeEhIgCuEECJPH3zwAeHh4ZhMppKuSo66d+9O165d8fT0zHH/l19+SUhICHq9vngrJoQoMRLgCiFEHhYsWIBKpcr1sXPnzpKuYpHS6XS8//77TJgwAbW6dP7LGDJkCBkZGcyZM6ekqyKEKCbakq6AEEKUBlOmTKFy5co228PCwkqgNsXnm2++wWAw0K9fv5Kuyn1zdHRk8ODBfPLJJ4wdOxaVSlXSVRJCFDEJcIUQogA6dOhAgwYNSroapKSk4OLiUmzPN3/+fLp27Yqjo2OxPWe2Fi1a8Ndff+W474033uCdd94p8Ll69+7NBx98wJYtW2jbtm1hVVEI8ZAqnfebhBDiIfP222+jUqk4ffo0Q4YMwdPTEw8PD5599llSU1NtysfFxTF06FACAgJwcHAgIiKCb775JsdzHjt2jP79++Pl5UWLFi0s+7du3UqDBg1wdHSkSpUqzJkzx3IMwJYtW1CpVPzyyy82z//DDz+gUqnYsWNHrq/p3LlzHDp0iHbt2uW4Py4ujmHDhlGuXDkcHByoXLkyo0aNIiMjw6r+p06dYuDAgXh4eODn58fkyZNRFIXY2Fi6deuGu7s7gYGBfPzxx1bn//PPP1EUJcfHvQS3APXr18fb25uVK1fe03FCiNJJenCFEKIAkpOTuXHjhtU2lUqFj4+P1bbevXtTuXJl3n33Xfbv38+8efPw9/fn/ffft5S5du0aTZo0QaVSMWbMGPz8/Fi7di3Dhg1Dp9Px0ksvWZ2zV69eVK1alenTp6MoCgAHDhwgOjqaoKAg/u///g+j0ciUKVPw8/OzHNe6dWuCg4NZtGgRTz31lNU5Fy1aRJUqVWjatGmur/nvv/8GoF69ejb7Ll++TKNGjUhKSmLkyJGEh4cTFxfHsmXLSE1Nxd7e3lK2T58+1KhRg/fee4/ffvuNd955B29vb+bMmUPbtm15//33WbRoEePHj6dhw4a0bNky1zrlxGAwYDAYMBqNGAwG0tPTsbOzQ6PRWJWrV69erj3CQogyRhFCCJGr+fPnK0CODwcHB0u5t956SwGUoUOHWh3/1FNPKT4+Plbbhg0bpgQFBSk3btyw2t63b1/Fw8NDSU1NtTpnv379bOrVpUsXxdnZWYmLi7Nsi4mJUbRarXL3pX3ixImKg4ODkpSUZNl2/fp1RavVKm+99Vaer33SpEkKoNy6dctm36BBgxS1Wq3s2bPHZp/JZLKq/8iRIy37DAaDUqFCBUWlUinvvfeeZfvNmzcVJycnZfDgwXnWKSfZz3P3Y/78+TblRo4cqTg5Od3z+YUQpY8MURBCiAL44osv2Lhxo9Vj7dq1NuWef/55q58fe+wxEhIS0Ol0ACiKwvLly+nSpQuKonDjxg3L48knnyQ5OZn9+/fneU6j0cimTZvo3r075cqVs2wPCwujQ4cOVmUHDRqEXq9n2bJllm0//vgjBoOBgQMH5vmaExIS0Gq1uLq6Wm03mUysWLGCLl265Dgu+d+TuIYPH275XqPR0KBBAxRFYdiwYZbtnp6eVK9enbNnz+ZZp5y8/fbbNkMYhgwZYlPOy8uLtLS0HIeMCCHKFhmiIIQQBdCoUaMCTTILCQmx+tnLywuAmzdv4u7uTnx8PElJScydO5e5c+fmeI7r169b/fzv7A3Xr18nLS0txwwO/94WHh5Ow4YNWbRokSWgXLRoEU2aNLnvDBDx8fHodDoiIyMLVP7fbeLh4YGjoyO+vr422xMSEu6rTgWhZA3vkCwKQpR9EuAKIUQh+ve4z2zZwVX2YgkDBw5k8ODBOZatXbu21c9OTk4PVKdBgwbx4osvcunSJfR6PTt37uTzzz/P9zgfHx8MBgO3bt3Czc3tvp8/pzbJr52Kws2bN3F2dn7g9hRCPPwkwBVCiGLk5+eHm5sbRqMx1+wE+fH398fR0ZHTp0/b7MtpW9++ffnPf/7D4sWLSUtLw87Ojj59+uT7POHh4YA5m8LdQbefnx/u7u4cOXLkvupfUs6dO0eNGjVKuhpCiGIgY3CFEKIYaTQaevTowfLly3MMEOPj4wt0jnbt2rFixQouX75s2X769OkcxwX7+vrSoUMHFi5cyKJFi4iOjrYZHpCT7AwLe/futdquVqvp3r07v/76q80+KNpe2Aexf/9+mjVrVtLVEEIUA+nBFUKIAli7di0nTpyw2d6sWTNCQ0Pv6VzvvfceW7ZsoXHjxowYMYKaNWuSmJjI/v372bRpE4mJifme4+2332bDhg00b96cUaNGYTQa+fzzz4mMjOTgwYM25QcNGkTPnj0BmDp1aoHqGRoaSmRkJJs2bWLo0KFW+6ZPn86GDRto1aoVI0eOpEaNGly5coWlS5fy559/4unpWaDnKC779u0jMTGRbt26lXRVhBDFQAJcIYQogDfffDPH7fPnz7/nADcgIIDdu3czZcoUfv75Z2bNmoWPjw8RERFW+XLzUr9+fdauXcv48eOZPHkywcHBTJkyhePHj+cYiHfp0gUvLy9MJhNdu3YtcF2HDh3Km2++SVpamtXY1fLly7Nr1y4mT57MokWL0Ol0lC9fng4dOuDs7Fzg8xeXpUuXEhISIquYCfGIUCkP670kIYQQ96x79+4cPXqUmJgYq+0Gg4Fy5crRpUsXvv766wKfLzk5mdDQUD744AOrtF6liV6vp1KlSvz3v//lxRdfLOnqCCGKgYzBFUKIUiotLc3q55iYGNasWUPr1q1tyq5YsYL4+HgGDRp0T8/h4eHBa6+9xocffmjJAFHazJ8/Hzs7O5t8wkKIskt6cIUQopQKCgpiyJAhhIaGcuHCBWbPno1er+fAgQNUrVoVgF27dnHo0CGmTp2Kr6+vzSISQghRFskYXCGEKKWio6NZvHgxV69excHBgaZNmzJ9+nRLcAswe/ZsFi5cSFRUFAsWLCi5ygohRDGSHlwhhBBCCFGmyBhcIYQQQghRpkiAK4QQQgghyhQJcIUQQgghRJkiAa4QQgghhChTJMAVQgghhBBligS4QgghhBCiTJEAVwghhBBClCkS4AohhBBCiDJFAlwhhBBCCFGmSIArhBBCCCHKFAlwhRBCCCFEmSIBrhBCCCGEKFMkwBVCCCGEEGXK/wPeGzHDN2t/dgAAAABJRU5ErkJggg==\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from scm.plams import plot_phonons_dos\n", "\n", "phonons_dos_data = results.get_phonons_dos(unit=\"cm-1\")\n", "ax = plot_phonons_dos(*phonons_dos_data, dos_type=\"species\")\n", "ax.set_ylabel(\"DOS (1/cm$^{-1}$)\")\n", "ax.set_xlabel(\"Energy (cm$^{-1}$)\")\n", "\n", "ax;" ] }, { "cell_type": "markdown", "id": "bcc4fd7d-dc9f-45cc-a597-8dc08d27589f", "metadata": {}, "source": [ "This figure shows three distinct regions separated by two gaps (no vibrational modes). At lower frequencies, the first region typically has contributions from acoustic and optical modes (confirmed with the phonon band structure above). Optical modes primarily dominate the second and third regions. In particular, we can see the intense characteristic peak associated with wurtzite structures around 650 cm$^{-1}$. This peak is mainly attributed to the E$^2_h$ optical phonon mode, which is quite flat in the band structure. This mode involves vibrations perpendicular to the c-axis and is exclusively Raman-active. Additionally, looking at the partial DOS components, we can see that the Be atoms dominate the highest frequency region." ] }, { "cell_type": "markdown", "id": "e62a7b90-e27a-4449-89e0-a000566b0f26", "metadata": {}, "source": [ "After examining the phonon band structure and the DOS, we will now focus on the thermodynamic properties derived from the latter, as described at the beginning of this tutorial. The following code retrieves the calculated thermodynamic properties from the results object and visualizes them. The `get_phonons_thermodynamic_properties` function extracts the relevant data, specifying energy in units of kJ/mol and entropy and heat capacity in J/K/mol. Next, the `plot_phonons_thermodynamic_properties` function generates a comprehensive plot of these properties as a function of temperature." ] }, { "cell_type": "code", "execution_count": 9, "id": "9d7b745a-908e-475a-b5d6-7f0c5b068f8a", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from scm.plams import plot_phonons_thermodynamic_properties\n", "\n", "properties_data = results.get_phonons_thermodynamic_properties(\n", " properties_unit=[\"kJ/mol\", \"J/K/mol\"]\n", ")\n", "ax = plot_phonons_thermodynamic_properties(*properties_data)\n", "ax.set_ylabel(\"Thermodynamic Properties\")\n", "ax.set_xlabel(\"Temperature (K)\")\n", "\n", "ax;" ] }, { "cell_type": "markdown", "id": "ab3214c9-5844-4530-b96e-5325bcc29b19", "metadata": {}, "source": [ "These properties offer valuable insights into the thermal behavior of the material. From the previous figure, we can see a couple of interesting features:\n", "\n", "Firstly, the internal energy ($U$) increases steadily with temperature, starting from the Zero Point Energy (ZPE) at 0 K (44.70 kJ/mol). This trend aligns with the increase in vibrational energy of the atoms as the temperature rises.\n", "\n", "Secondly, the specific heat ($C_v$) exhibits a characteristic behavior commonly observed in many solids. It increases rapidly at low temperatures due to the gradual excitation of vibrational modes. As the temperature continues to rise, the specific heat approaches a plateau known as the Dulong-Petit limit. This limit represents the classical regime in which all vibrational modes are fully excited. For BeO, our calculations indicate that the Dulong-Petit limit is approximately 99.77 J/K/mol of unit cells, which corresponds to 3n*R, where n is the number of atoms per unit cell and R is the ideal gas constant. To express this limit per mole of atoms, as is traditionally done, we divide by n to arrive at the well-known value of 3R." ] }, { "cell_type": "markdown", "id": "53dc31b0-c1bd-4933-924a-05cc1a6e0a49", "metadata": {}, "source": [ "The analytical approach to phonon calculations using DFPT is efficient, but AMS also offers the option to perform numerical phonon calculations. While this numerical method is more computationally intensive (taking roughly twice longer than the analytical version) it can be valuable for specific scenarios or for validating the results obtained from analytical calculations. For those interested in exploring this alternative method, the following code demonstrates how to set up and execute a numerical phonon calculation, along with the corresponding results." ] }, { "cell_type": "code", "execution_count": 10, "id": "a33d28b9-6829-4e76-bd79-04fc0ab6bc40", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[10.04|12:36:52] JOB BeO_num STARTED\n", "[10.04|12:36:52] JOB BeO_num RUNNING\n", "[10.04|12:44:42] JOB BeO_num FINISHED\n", "[10.04|12:44:42] JOB BeO_num SUCCESSFUL\n" ] }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from scm.plams import Settings, AMSJob\n", "from scm.plams import plot_phonons_band_structure\n", "\n", "s = Settings()\n", "s.input.ams.Task = \"GeometryOptimization\"\n", "s.input.ams.Properties.Phonons = \"Yes\"\n", "s.input.ams.Phonons.Method = \"Numerical\"\n", "s.input.ams.NumericalPhonons.SuperCell._1 = \"2 0 0\"\n", "s.input.ams.NumericalPhonons.SuperCell._2 = \"0 2 0\"\n", "s.input.ams.NumericalPhonons.SuperCell._3 = \"0 0 2\"\n", "s.input.QuantumEspresso.System.ecutwfc = 25.0\n", "s.input.QuantumEspresso.K_Points._h = \"automatic\"\n", "s.input.QuantumEspresso.K_Points._1 = \"4 4 3 0 0 0\"\n", "\n", "job_num = AMSJob(settings=s, molecule=mol, name=\"BeO_num\")\n", "results_num = job_num.run()\n", "\n", "phonons_data = results_num.get_phonons_band_structure(unit=\"cm^-1\")\n", "ax = plot_phonons_band_structure(*phonons_data)\n", "\n", "ax.set_ylabel(\"Frequency (cm$^{-1}$)\")\n", "ax.set_xlabel(\"Wave Vector\")\n", "ax.set_title(\"BeO Numerical Phonons\")\n", "\n", "ax;" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.16" } }, "nbformat": 4, "nbformat_minor": 5 }