{ "cells": [ { "cell_type": "markdown", "id": "435b56de-89bb-479c-8029-7082d9fee37b", "metadata": {}, "source": [ "## Initial imports" ] }, { "cell_type": "code", "execution_count": 1, "id": "7b75681e-979f-4ae7-b917-6accd7e98ea7", "metadata": {}, "outputs": [], "source": [ "from scm.plams import plot_molecule, from_smiles, Molecule\n", "from scm.plams.interfaces.molecule.packmol import packmol\n", "from ase.visualize.plot import plot_atoms\n", "from ase.build import fcc111, bulk\n", "import matplotlib.pyplot as plt\n", "import importlib.metadata\n", "\n", "AMS2025 = importlib.metadata.version(\"scm\") >= \"2024.201\"\n", "if AMS2025:\n", " from scm.plams import packmol_around" ] }, { "cell_type": "markdown", "id": "e9ffb3c2-240d-4d4b-a00f-f0d385c6310c", "metadata": {}, "source": [ "## Helper functions" ] }, { "cell_type": "code", "execution_count": 2, "id": "f2ba9b31-52fd-49b6-bff4-2b9816efe251", "metadata": {}, "outputs": [], "source": [ "def printsummary(mol, details=None):\n", " if details:\n", " density = details[\"density\"]\n", " else:\n", " density = mol.get_density() * 1e-3\n", " s = f\"{len(mol)} atoms, density = {density:.3f} g/cm^3\"\n", " if mol.lattice:\n", " s += f\", box = {mol.lattice[0][0]:.3f}, {mol.lattice[1][1]:.3f}, {mol.lattice[2][2]:.3f}\"\n", " s += f\", formula = {mol.get_formula()}\"\n", " if details:\n", " s += f'\\n#added molecules per species: {details[\"n_molecules\"]}, mole fractions: {details[\"mole_fractions\"]}'\n", " print(s)" ] }, { "cell_type": "markdown", "id": "6207cd26-d83c-4eeb-bf4f-5af1a0e5e345", "metadata": {}, "source": [ "## Liquid water (fluid with 1 component)\n", "First, create the gasphase molecule:" ] }, { "cell_type": "code", "execution_count": 3, "id": "df858704-395a-4945-9443-c4013e92c784", "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "water = from_smiles(\"O\")\n", "plot_molecule(water);" ] }, { "cell_type": "code", "execution_count": 4, "id": "f7dcbf2a-eca7-4b87-93f9-91d639831c55", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "pure liquid from approximate number of atoms and exact density (in g/cm^3), cubic box with auto-determined size\n", "195 atoms, density = 1.000 g/cm^3, box = 12.482, 12.482, 12.482, formula = H130O65\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "print(\"pure liquid from approximate number of atoms and exact density (in g/cm^3), cubic box with auto-determined size\")\n", "out = packmol(water, n_atoms=194, density=1.0)\n", "printsummary(out)\n", "out.write(\"water-1.xyz\")\n", "plot_molecule(out);" ] }, { "cell_type": "code", "execution_count": 5, "id": "a926336c-5ba5-4352-b4d0-b115ecc73d67", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "pure liquid from approximate density (in g/cm^3) and an orthorhombic box\n", "135 atoms, density = 1.002 g/cm^3, box = 8.000, 12.000, 14.000, formula = H90O45\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "print(\"pure liquid from approximate density (in g/cm^3) and an orthorhombic box\")\n", "out = packmol(water, density=1.0, box_bounds=[0.0, 0.0, 0.0, 8.0, 12.0, 14.0])\n", "printsummary(out)\n", "out.write(\"water-2.xyz\")\n", "plot_molecule(out);" ] }, { "cell_type": "code", "execution_count": 6, "id": "57b65578-b0cb-4a05-9eea-9b8888538d59", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "pure liquid with explicit number of molecules and exact density\n", "192 atoms, density = 1.000 g/cm^3, box = 12.417, 12.417, 12.417, formula = H128O64\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "print(\"pure liquid with explicit number of molecules and exact density\")\n", "out = packmol(water, n_molecules=64, density=1.0)\n", "printsummary(out)\n", "out.write(\"water-3.xyz\")\n", "plot_molecule(out);" ] }, { "cell_type": "code", "execution_count": 7, "id": "50d3c68c-3b54-44ab-b898-7f6979de037c", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "pure liquid with explicit number of molecules and box\n", "192 atoms, density = 0.877 g/cm^3, box = 12.000, 13.000, 14.000, formula = H128O64\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "print(\"pure liquid with explicit number of molecules and box\")\n", "out = packmol(water, n_molecules=64, box_bounds=[0.0, 0.0, 0.0, 12.0, 13.0, 14.0])\n", "printsummary(out)\n", "out.write(\"water-4.xyz\")\n", "plot_molecule(out);" ] }, { "cell_type": "code", "execution_count": 8, "id": "dad9b2b5-20f5-4271-9be6-a5cb4175a119", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "water-5.xyz: pure liquid in non-orthorhombic box (requires AMS2025 or later)\n", "NOTE: Non-orthorhombic boxes may yield inaccurate results, always carefully check the output\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "if AMS2025:\n", " print(\"water-5.xyz: pure liquid in non-orthorhombic box (requires AMS2025 or later)\")\n", " print(\"NOTE: Non-orthorhombic boxes may yield inaccurate results, always carefully check the output\")\n", " # You can pack inside any lattice using the packmol_around function\n", " box = Molecule()\n", " box.lattice = [[10.0, 2.0, -1.0], [-5.0, 8.0, 0.0], [0.0, -2.0, 11.0]]\n", " out = packmol_around(box, molecules=[water], n_molecules=[32])\n", " out.write(\"water-5.xyz\")\n", " plot_molecule(out);" ] }, { "cell_type": "code", "execution_count": 9, "id": "de56451a-b304-4003-ad75-1df927d2795b", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Experimental feature (AMS2025): guess density for pure liquid\n", "Note: This density is meant to be equilibrated with NPT MD. It can be very inaccurate!\n", "Guessed density: 1139.23 kg/m^3\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "if AMS2025:\n", " print(\"Experimental feature (AMS2025): guess density for pure liquid\")\n", " print(\"Note: This density is meant to be equilibrated with NPT MD. It can be very inaccurate!\")\n", " out = packmol(water, n_atoms=100)\n", " print(f\"Guessed density: {out.get_density():.2f} kg/m^3\")\n", " plot_molecule(out);" ] }, { "cell_type": "markdown", "id": "45e367b7-f3b6-4d4d-87a7-bc8351c473d4", "metadata": {}, "source": [ "## Water-acetonitrile mixture (fluid with 2 or more components)\n", "Let's also create a single acetonitrile molecule:" ] }, { "cell_type": "code", "execution_count": 10, "id": "592366e9-f7ec-495e-94e4-9bb595d56f40", "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "acetonitrile = from_smiles(\"CC#N\")\n", "plot_molecule(acetonitrile);" ] }, { "cell_type": "markdown", "id": "7b97ea1f-f558-416d-bc9b-11016fb55a34", "metadata": {}, "source": [ "Set the desired mole fractions and density. Here, the density is calculated as the weighted average of water (1.0 g/cm^3) and acetonitrile (0.76 g/cm^3) densities, but you could use any other density." ] }, { "cell_type": "code", "execution_count": 11, "id": "07ab40ca-f03e-476d-9c12-dd199dedc73a", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "MIXTURES\n", "x_water = 0.666\n", "x_acetonitrile = 0.334\n", "target density = 0.920 g/cm^3\n" ] } ], "source": [ "# MIXTURES\n", "x_water = 0.666 # mole fraction\n", "x_acetonitrile = 1 - x_water # mole fraction\n", "# weighted average of pure component densities\n", "density = (x_water * 1.0 + x_acetonitrile * 0.76) / (x_water + x_acetonitrile)\n", "\n", "print(\"MIXTURES\")\n", "print(f\"x_water = {x_water:.3f}\")\n", "print(f\"x_acetonitrile = {x_acetonitrile:.3f}\")\n", "print(f\"target density = {density:.3f} g/cm^3\")" ] }, { "cell_type": "markdown", "id": "a7322033-ab57-44a2-9b30-5837fb0a3f9f", "metadata": {}, "source": [ "By setting ``return_details=True``, you can get information about the mole fractions of the returned system. They may not exactly match the mole fractions you put in." ] }, { "cell_type": "code", "execution_count": 12, "id": "43a6adc2-aa9e-424a-bb76-745253e2dca8", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2-1 water-acetonitrile from approximate number of atoms and exact density (in g/cm^3), cubic box with auto-determined size\n", "201 atoms, density = 0.920 g/cm^3, box = 13.263, 13.263, 13.263, formula = C34H117N17O33\n", "#added molecules per species: [33, 17], mole fractions: [0.66, 0.34]\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "print(\n", " \"2-1 water-acetonitrile from approximate number of atoms and exact density (in g/cm^3), \"\n", " \"cubic box with auto-determined size\"\n", ")\n", "out, details = packmol(\n", " molecules=[water, acetonitrile],\n", " mole_fractions=[x_water, x_acetonitrile],\n", " n_atoms=200,\n", " density=density,\n", " return_details=True,\n", ")\n", "printsummary(out, details)\n", "out.write(\"water-acetonitrile-1.xyz\")\n", "plot_molecule(out);" ] }, { "cell_type": "markdown", "id": "f97bb9a4-6205-4eeb-9b7c-4e3581f0d209", "metadata": {}, "source": [ "The ``details`` is a dictionary as follows:" ] }, { "cell_type": "code", "execution_count": 13, "id": "92c7e4ae-8b41-4f1f-8310-d87e3731829b", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "n_molecules: [33, 17]\n", "mole_fractions: [0.66, 0.34]\n", "n_atoms: 201\n", "molecule_type_indices: [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]\n", "molecule_indices: [0, 0, 0, 1, 1, 1, 2, 2, 2, 3, 3, 3, 4, 4, 4, 5, 5, 5, 6, 6, 6, 7, 7, 7, 8, 8, 8, 9, 9, 9, 10, 10, 10, 11, 11, 11, 12, 12, 12, 13, 13, 13, 14, 14, 14, 15, 15, 15, 16, 16, 16, 17, 17, 17, 18, 18, 18, 19, 19, 19, 20, 20, 20, 21, 21, 21, 22, 22, 22, 23, 23, 23, 24, 24, 24, 25, 25, 25, 26, 26, 26, 27, 27, 27, 28, 28, 28, 29, 29, 29, 30, 30, 30, 31, 31, 31, 32, 32, 32, 33, 33, 33, 33, 33, 33, 34, 34, 34, 34, 34, 34, 35, 35, 35, 35, 35, 35, 36, 36, 36, 36, 36, 36, 37, 37, 37, 37, 37, 37, 38, 38, 38, 38, 38, 38, 39, 39, 39, 39, 39, 39, 40, 40, 40, 40, 40, 40, 41, 41, 41, 41, 41, 41, 42, 42, 42, 42, 42, 42, 43, 43, 43, 43, 43, 43, 44, 44, 44, 44, 44, 44, 45, 45, 45, 45, 45, 45, 46, 46, 46, 46, 46, 46, 47, 47, 47, 47, 47, 47, 48, 48, 48, 48, 48, 48, 49, 49, 49, 49, 49, 49]\n", "atom_indices_in_molecule: [0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 0, 1, 2, 3, 4, 5, 0, 1, 2, 3, 4, 5, 0, 1, 2, 3, 4, 5, 0, 1, 2, 3, 4, 5, 0, 1, 2, 3, 4, 5, 0, 1, 2, 3, 4, 5, 0, 1, 2, 3, 4, 5, 0, 1, 2, 3, 4, 5, 0, 1, 2, 3, 4, 5, 0, 1, 2, 3, 4, 5, 0, 1, 2, 3, 4, 5, 0, 1, 2, 3, 4, 5, 0, 1, 2, 3, 4, 5, 0, 1, 2, 3, 4, 5, 0, 1, 2, 3, 4, 5, 0, 1, 2, 3, 4, 5, 0, 1, 2, 3, 4, 5]\n", "volume: 2333.0853879652004\n", "density: 0.9198400000000004\n" ] } ], "source": [ "for k, v in details.items():\n", " print(f\"{k}: {v}\")" ] }, { "cell_type": "code", "execution_count": 14, "id": "0e4c7bdb-6854-48c4-8f85-23547f228afe", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2-1 water-acetonitrile from approximate density (in g/cm^3) and box bounds\n", "201 atoms, density = 0.933 g/cm^3, box = 13.200, 13.200, 13.200, formula = C34H117N17O33\n", "#added molecules per species: [33, 17], mole fractions: [0.66, 0.34]\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "print(\"2-1 water-acetonitrile from approximate density (in g/cm^3) and box bounds\")\n", "out, details = packmol(\n", " molecules=[water, acetonitrile],\n", " mole_fractions=[x_water, x_acetonitrile],\n", " box_bounds=[0, 0, 0, 13.2, 13.2, 13.2],\n", " density=density,\n", " return_details=True,\n", ")\n", "printsummary(out, details)\n", "out.write(\"water-acetonitrile-2.xyz\")\n", "plot_molecule(out);" ] }, { "cell_type": "code", "execution_count": 15, "id": "04967986-f2e9-4aa5-aa78-cf008dd6b9be", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2-1 water-acetonitrile from explicit number of molecules and density, cubic box with auto-determined size\n", "192 atoms, density = 0.920 g/cm^3, box = 13.058, 13.058, 13.058, formula = C32H112N16O32\n", "#added molecules per species: [32, 16], mole fractions: [0.6666666666666666, 0.3333333333333333]\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "print(\"2-1 water-acetonitrile from explicit number of molecules and density, cubic box with auto-determined size\")\n", "out, details = packmol(\n", " molecules=[water, acetonitrile],\n", " n_molecules=[32, 16],\n", " density=density,\n", " return_details=True,\n", ")\n", "printsummary(out, details)\n", "out.write(\"water-acetonitrile-3.xyz\")\n", "plot_molecule(out);" ] }, { "cell_type": "code", "execution_count": 16, "id": "f9288c94-14fb-4b32-a351-9441bece54f9", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2-1 water-acetonitrile from explicit number of molecules and box\n", "192 atoms, density = 0.890 g/cm^3, box = 13.200, 13.200, 13.200, formula = C32H112N16O32\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "print(\"2-1 water-acetonitrile from explicit number of molecules and box\")\n", "out = packmol(\n", " molecules=[water, acetonitrile],\n", " n_molecules=[32, 16],\n", " box_bounds=[0, 0, 0, 13.2, 13.2, 13.2],\n", ")\n", "printsummary(out)\n", "out.write(\"water-acetonitrile-4.xyz\")\n", "plot_molecule(out);" ] }, { "cell_type": "code", "execution_count": 17, "id": "7db994f2-b5b1-4d96-bcec-db01c9798d3e", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Experimental feature (AMS2025): guess density for mixture\n", "Note: This density is meant to be equilibrated with NPT MD. It can be very inaccurate!\n", "Guessed density: 853.04 kg/m^3\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "if AMS2025:\n", " print(\"Experimental feature (AMS2025): guess density for mixture\")\n", " print(\"Note: This density is meant to be equilibrated with NPT MD. It can be very inaccurate!\")\n", " out = packmol([water, acetonitrile], mole_fractions=[x_water, x_acetonitrile], n_atoms=100)\n", " print(f\"Guessed density: {out.get_density():.2f} kg/m^3\")\n", " plot_molecule(out);" ] }, { "cell_type": "markdown", "id": "4eb0b3e9-cb5a-42e2-9974-5ee09b0300b1", "metadata": {}, "source": [ "## Pack inside sphere\n", "\n", "Set ``sphere=True`` to pack in a sphere (non-periodic) instead of in a periodic box. The sphere will be centered near the origin." ] }, { "cell_type": "code", "execution_count": 18, "id": "bf26c1e9-173b-49fc-aad0-26061d95437f", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "water in a sphere from exact density and number of molecules\n", "300 atoms, density = 1.000 g/cm^3, formula = H200O100\n", "#added molecules per species: [100], mole fractions: [1.0]\n", "Radius of sphere: 8.939 ang.\n", "Center of mass xyz (ang): (0.3501425085592405, 0.29762514209081564, -0.5227405711205764)\n" ] }, { "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAAHoAAAB7CAYAAAC7BZRBAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjUuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/YYfK9AAAACXBIWXMAAAsTAAALEwEAmpwYAABDEUlEQVR4nO19d5RURfr2UzfXrbq3u6cZcpQMY0BJihkQwYBpRTFnwUXdFbOrq7IoZjEja1hzxLy6ijnnsCqwBsxKECZ0T/d0932+P7qHXzv0KLgi7KfvOXU49Nxb9616qt6qelMJkvid/v8nY20z8Dv9OvQ70L8R+h3o3wj9DvRvhH4H+jdCvwP9G6Hfgf6N0O9A/0ZonQdaCLFRTIhbE0J8WiXEu6YQU4QQqpVnq4UQGwghvF+bz3WdxLqsGXOE2E8CV5/oOO72lmUuInFpU1P6+ULh6wbgNAAJAJ8BeNwwjPGu696UTCbzy5YtW55KpYaS/HYtN2HdIZLrZAHQTgLpD3yfDIIVJdKah1gWOwBNB1pWqsYw6nxgkZSy/pVXXiFJ/vGPf8z5vj9zbbdhXSrrrOi2gIP+YFnob5o/+F0IgWmuixRgN/m+L4IgGKVUdT6X0x06dAAAdOrUyTRNM1gbfK+rtM4CLYG+Q01TVvpbe8OA5ftwd9oJNz71FKLhw9HFcTh8+PDcXnvtlTrrrLPS9fX1l64p3oQQAwIhbowL8WVciIVSiHOEEO3X1Pd+EVrbIqW1YgN/OcK2M+Viu7ks0ZphEPDf//43SfLRRx/lpokEfeA7AIcC6AVgJIAxAJxfki8A2ysgdYbj5N71fb7s+zzMtjM+sBRA77Xdb63yvbYZ+JEO7eIDjQuVWgnok3yf/Xr35k477cQnn3ySmw4fzg6OQwUsA9AhDMPHe/XqVT9gwIC6IAhe+6XABuBJoPZ5KX/AT1Zrnu44hQB4A8D2iUTibt/3LwAQru1+XOeBllKeJh0n1UaI6BrXjRYqxdd8n/s6Dtdr357HH388teexVzzOg5XiM1LyEMvK20B9Igia9tllFx47eTJ79uzZAGDcLwT0hM1Ns64Z4Cat+RfHYVsh2FkIegDjllU47bTTuNdee2XCMHxlbffjOg00gLGdO3du+OCDD3j22WczNIy8Ar4PgW+kZRVMIaiF4MMtZtYcz2MAcF/b5vWex9OlZNIw6AMP4/+Oko7W+vxkMvmm1nomAG81+DrhT7bd1Lz7392yOM40Ob8kddJa8wrXZbXWfPvtt2maZh6AXNv9uS4D/edJkyZlWaJkMtkAYL3S3zbygC9rDGMFwO/7Pi93XcYBvtHiOLZcaw4QokEAhwMQWuuLtthii/Tjjz/OMWPGpMMwnL0afO21uWE0MAj4jJTsIwQzWq+0tFziutxsww0ppVzaPMDWdlnrDLTSoYO01qnZs2dz6tSpOaXU5wDssr9PPsiyMgwC3u15bBsE3GHUKIa+z6dazHIGAR+XkgFABXyXiMe/ffrpp0mSb7zxBuPx+EIAuwMY1RooAFwAnQEoD0i96PucbNuc4TgrfYtBwHqtaQMEsMXa7st1GuhS546sqqp6OAiCmwBMlMBlPnAFgLEAxm9sGLUMAg6Kxfj444+TJG+++WZuH4+v1PF5rSkAviwlu0qZ22mnnQrvvvsuJ06cmAmCIL3FFlvU9ejRoz4Mw1sr8DFYSrksDMN0acAdpIQoDDYMXu95K33rA9/n+FiM8TCMAOy7tvtxnQe61MnJAHi3lxD15zgOz3Uc9hWiXgPv+8Cyp6Tk0FiM9913H0ny6quu4k6x2Eqd/6VSDAEyCLhUKVZLmQvDcLHW+s0dd9wxTZKpVIpa60YAncp5iMViH9x8880kyZNPPjkfhuFdAAY7wMKdTfMH30lpzU6+z4svuohz5sxhGIYpAIPXdj+u80DHgLlTbDsbla2Dkdb8s203+cC7PpA60LIKVVJyk4EDqaTkKxVE94mOwyNtmwwCvuf73NU0Iwd4F8DpI0eOTEVRxCVLllBKmQHQrpyHIAi+efvtt0mSt912G5PJ5DOlQZjwgMZ/ln3vA99nrw4d2EwHHXRQGsBRABwA3X7pM/3/LNAALN/3z04mky95nne9BtLLfZ/3eB5nui4/Ku1us1ozBqQB7BQAN/vAEg9YroSIdlCK75c2ZEu05l9sm9VC8A0puZtlsYMQnGzbPNy2oziQDk2zrmvXrpl4LBZJx2mKAQtN4M+ldTl0bftfnTt1io455hjGwrAA4JyyHfyWEsiNNk1e5rr8k2UVpOfxhhtu4NNPP82qqqoUgH1831+SSCRSvu8vAjAAwI4x4M4q4BET+BOAxG8KaK31jE022SQ1duut6QnBGEANsGMsxgMmTGC1lPx3CcRdLau+fA0EYCql/tO/d+8o7rr0AToAu7dpw22GDWN7pbinaTJbJh2yWnMPyyq0AwqzXZeLleJzUnJb00wp4FUNfLSrZTVe4Lo82bZ5luOwmxANCrio9E2htb7Tdd0mbVl5aVlvA5gQj8ffjMfjH5mmeWA8Hn/+sssui0jywgsvLMS0ru1vGPVXuC5v8TzublkNEqgFMOQ3A3Q8Hn+/R9u2/JPv89vS7P1cKR7s+9ykf3+edMIJnFoSlZsaRi2AXZpBDoC72wENY0wz2tGy2AXI9enVi1EUMYoirl9TwzkVNk8NWrMK4GdlGriC1uwM5PaxbUYtjk9LtWYSSAHYBMBWXbt2rU+lUqyrq2N1dXUDgI3L25RIJObNnTuXZFFV2yUWi/It6rzP8yiLKlR3TfXtOmXUyKZS2WG1tbjINNHOKLLWxTAw2zDQ/ssvMfdf/0JIYkEU4a0osgD8CwAc4MT1DWPsp1qrR31fPCgl7pTSqq+vRyqVQmNjI2qXLUNSiJW+qYTANpaFFwqFFb8JAN8LYZ3pOBAt3qkSAsc6jquBSQB0mzZtKKWE1hqJRCIC8AOrWX19/XkTJkxIH3PMMbmJEyfihExGmC3qHG/bGGQYNoDd/vterEzrFNB2Llf9pxZmSaBomjwqn8cX776LQQC2TqcjS8qlQogdhBCGBRx3hef5sqwDh5kmutTXo0uXLujSpQus+npsXqFuAEiTSJFoLEoHvFYoIEOip1G5ewYYhukC6wF4asGCBUu22267pq233jr/9VdfpVF0hFhBuVzuuiVLluw4c+bMy53vv0/90XEq1jnWsgIL2HAVuuln0ToFdAFQ7SvMOgBoLwQyUcSJ2Wy09YQJ4pbbb+8Si8VuALAdALVRBbt1byFg2za6deuGr+rq8DVX9qb5MorwdKGAEywLnXI5PJLP4y+2DW3beK9slpfTq4VClAE+soA98w0N7VNPPim6vviitVs2G5PAh44QR5Q/T/IpAJekADNXgQcAWEhm88CSn+ykn0u/1vqLokTcDMAOAHSlZwLgxZ1MkzuZJve3LD4m5Yo18lzHKWhgbjKZbGCJjjzySJqmmZWuW/i+hZVrmdbUrsvly5eTJAcNHFjoK0TT/LLn5ivFvkJwo379WCgU+Pzzz7Pa87hpLMaJe+7JHT2PLdfTz5RiHKAH1HpAtsp1qSyLfyrtHT5SioniGj6iZftiwFs3VtgnfKcUfaARQJc11v+/FtBBEFzZoUOHhiFDhtQqpT4DUNVis7C7D2Qm2zbneB4vc10ONAzuYVl8QUqGUuarqqre9zwvNWvWrOjZZ59l586deeedd3LggAH5CZYVtdRxK8fhokWLuHz5cg4bNixrAm+6QH0fIWr7CFErgTppmt9MmzaNJFlbW0vLMNgGaAyCIN8lmYw2MQze7Xl8zfd5oeuykxC81HV5metGyrLYo0cPHnLIIVRKcWZJJTrTdaMY8FCFwb6ZDxQuchw+4Hm8yXV5ueuyB5Dygb+t0Yn2K8xkG8BA13WzzbNrjz32aARwdNkznSSQfquFQSKjNbcwDAZKRYcddlj+wQcfZJcuXdK+7y+MxWKcNWsWP/nkE9bU1DAWi0W72na0vDQDX/d9drXtpsB1C1IIbmaahXGmWa+ATAA8h6JjggdgsO/7jcccfXS0fk1NFEr5VUnqbALgvDiQHW2a3NgwuJ9l8eUSj3mt6UvJBQsWkCSvuOIKDlGKz0rJx4q69TopZa3jOCnbth8TQvwZwOSePXtmE47DvobBsabJdkJEAfAVgD7rJNAoant2Q/HAvwdaHA0AOBL4mwRqQ6DRAbjzyJGcN28ex48fnwbwx+ZnXeDsw1rxJnldSgohmMlkSJKXXXYZgyC4PgiCd/bff/9s586dedZZZ/HJJ59kx44d8yaQk0BWAYtd4MGeQqTLnRdSWnOiZTWGwJNlvK4P4GQA+wIwyn7ff3fLqq/EF4OAVUrx8ccf57fffssB3btTA9zMMNi+pAM4//zzWVVVxVNOOYVjxozJKKW+Ck2Tc8u0aYWiabPgF9fnqp+LxxoBGsBICSwbYhh1R9l2dlPDqCsd+seW/m6EwL9Gm2Z6XqmT67TmDNelMgz6vv8ZgFhzfVXAI7dWWLuaS6A1zz777Oidd97hBhtskDIMYxKAhJTySsdxIpborLPOomma5wOoAuD4wLL3WkgJBgFzWrONECmUzrwobkpXUk8CGLN+yXhSqXQC6LouQ9PkcbbN+pI0yWnNf3geY47DAw88kCSZy+UopYzOLqliW5Y/WFbKAo4vfbcvgO0BtFlrQAPo4wOpJ1volJ+Xkqq4CakBMHo9IeqbKthqz3ScQgjcW15nAFx3juMUKnXAd0rRMQzGYrFFsVjsS631+c2zDoBQSn0+bdq0/FNPPcVOnTo1KeCrBLDABf7RGahrDaTJlpVTSi30hSjYAA2gEAKfGcCR+D8Vp+UDS5+toD9/QkpWAbzAcTiuhXFjRVtdl13atGE6neZrr71Gx3H4eYWBxyDgQ8X6XrUs6+AgCNJDhw5dLqVc9kuJ9NV+QQHXnuw4uUrMnu04+QC4OQbcdqnrRpWeWaI1LaAJgFk2eDZtCzQ8LiVf8n0WygbICY5DbZoZAD1bGXjrxWKxl+OxWGEL2849JyVf8H1Osu0mVcERobls4DiFmOPwdCm5SClGWvMZKVljGA0auLas/nEaSM90nGiRUvxOKV7iOJEC+JDncaxp8u+uy8ekXKGLby5fKUUXiEzTLDiOk7aA7KIKPnAMAj4sJZPAa1LK5e+88w5J8swzzywEQXDDLwH0ap+jLWC7P1iW1fz/70lc3NSEi5uaMMo0TQCjLSDZvqVKqURVAFgUlXbZz682KlV/aJs22DeRwAQh8GWhgOMzmfzlTU3LGwqFjUh+DABSyqm+79dqrRcJIXYG8GlUW5u8OJsVz3qetbllYTPTxJWeZ1/nedi5sbEZsBWUJ/F5FInjDQNnWhaqDQNCCGxpWXjB95UNHGQK8aopxDkAvJzr5s8Aos6pFLqkUtnTmpreHW6ajTvYNr4ncYJh4Nz+/bGpELgzl1vxHSUEIiBXKBR0U1NToIAnbs/nKx6kb8zl0rXA3QCEUVLUlP6trFhYXVpNsd0hDnz5YmmW1GvNfkpx3z/8gfvsvjvXU4oB8LUD/OUAy0pXGrnPFHekX7Rc83v16lWfy+WYzWbZuXNnWkA2AK5HmX0YwOZt27ZtmDdvHp977jlKKdMAxnQSor5QYZmItGZ3w+ARZetiSmtOMM2MA3BZhXcYBDzVddm7a1d2VSqKaR1dd911JMkZM2YU4vH4owD2HVdyEtxEa15w/vkkyeeff569yuq50fMYB54v43+wBlJPt9iMXVPcjC0FkLRt+2jPdbMdlMrHDaPgAlejhY18jc5oy7L28jzv45zrtj+8sRGnZrO4PZdDde/euOnOO3Hz3Xcjsd56yAAvNQGz7szno+fy+R/UsTiKsF8mk6kHHmkRCGfmcjmjpqYGiUQCmUwmnwfG1JEHAfhOCLF7lRCP+8DNm48Y4fTt2xebb7452rdvnwMwaEPDoFFBgAghsKnv42bLwta5HMam02zb0JB5pFB4xgEy8Va0cOsJgRHDhkEnk6INKXr37g0A6Nu3ryGE6AbggycLBb04itDNMGCWBJxlWYhK0mNBFOHPmUx6OfDXskn1egOwx7jGxqUDGhrq1s9kstWFQv6YbPbbNDACgO/kciePyeej2VFk3uO6xkG2faAE5gkhhq8qVhVpVUeEbdvpuOdxnyDgVa7L42ybbQAmpeSSJUu4dOlStmnThvi/nfdoD2jY3bJS17guT7TtfOj7hUEbbdQ0dOjQ+iAI3kHpSAbA9n0/d9ttt3Hp0qXcbLPN6HneFwA2DIBnawyj/kbP442uy1BKXnzxxTzhhBMKSqlvAYzsIURdSytTc6lxXW6zzTa855572KN7dzrAQgDtfGB5eVzXIqX4gu9zqdbcPwh4+mmnsW0Q8G+uyy7V1Tz88MNZXV1N13UbwzB8f5sRI6JhSvFBz2OVlByx2WaMac0dTJPjTDPrAWkLOLQVyWhprZ/dZpttsldccQXbtGmTMgxj1xjw/NmOk2/ZhgekpA8sBmCt0c0YgG4SWKEsaD5CvOT77A7QMk06jhMppW5o8V7CBI6NAbfYwB09e/ZMFQoFRlHEnj17NgTAszHgyzgw3xAiWrx4MUny/PPP57bbbktpWfVjTDOdKwPxNd/nbkFA5Xk5AMMA9NPAkvsqHM8elZJKCL7++uv8+uuv2SmR4ETLyoXAKw7w0LammctqzWelZBspObRfPyalpANQ2Tanl777lJQMHYdz5szhtttuWyulbPziiy847fTTGXNdridErh2QsoC0UXQtPgRAvHyzGQK3JIV4JQRuBjDUcZxMc3tnzZrFIAgeCYF0Ja9SBgE3NIw6ADutUaA9YMYk214x0mq15tAgYLfqaoaeR98wFpc3rJXBMqxjx44N6XSa182ezZgQPM9xCu+VPDd3tqxCUkrOmDGDHTp04D//+U9KYIWjQctypG1nbCHuC4IgVVNT0+AD/Itt5+crxQVK8a+OwyTAwzyPrmnSNU2eoxRzJfvzZkKka4RgbyHYNwx5xx13rOj0wWHIb5TiuVJyktZ80POobZv33nsvtdapIAgeGzt2bPqWW25hly5dGgzDOAfAcLQ4iwMQGri4WojU+a5beFRKnus4haQQqUDrZbNmzYrq6uq4ww47NFqWdctQw1je2nHwKNvOAvjTGgU6KcSLD5VtIM5xXe61666MoogffvghbdvmT4kVACIMwzuqqqpSnhD8sAKAR9t2IWbb0amnnspJkybl3JJDX6Vys+dRK5VtDpU94YQTosCyFmpgsQJqOwvR1Cyam7Rm+Zn+YNPkEK1pGwa1bbNdGPKxxx4jSd55550clUhwQhhyh2235cUXX8zqWIzKMJpisdjHhmHsDkD6vn9OVVXVI5ZlHYLW3YR37CJEw9IWs3SxUmwDpLXW35qmmYvFYg8D2KRaiIZKm0oGATcvSs1nUaa5+8WBTgCP/L1MNJ7qeTxx6lSSZF1dHU3TJFYh4gGAMIAL9rasisqRJVrTA6JYLPZxEAT3OEDmmwrnzm+V4rG2Ta1U5uWXXyZJzpgxIwrDMB2LxT4FcP6AH9FobWwY3HqzzZjJZPjiiy/StyxWac1x48ZFge/zOtelbRhsaCgayi699FIqpVYyUlRoXwxAR5R0BAnguZta0fhdWww4eOIHEwGYd0uF59/yfVb5Pvv27dsAYI81BjSA3WoMo77ZZDdfKbaVkgdOmMCBvXsz8P0Fq/pBBdx9ieu2OlO7CMGtDKNBAt8r4IFjy5aMR6TkEMNgAmAI0BMi0lo3DRs2rF5KyZtuuokPP/wwfd+nC0TPSsl0ixnynVKUQvDkk04iSTY1NdF3HN7neXSAlAdcK4F67fvR7bffzlQqxdGjR2ds2z6lQr/EDeCYBPBaAvjeAnIBkFbAEgc4QwO1LZUozeV932cM+LJFfYMlUH+G4+QXKsVvleLlrst2vs87br+dBx54YCOAKWsSaCsAXtzFsho/LjH+ru9zp6LbbD2Arqv6QQO4ZN8W+t5GrXm+63JyUY3K5VrzFs+LvKIYLhxp25zpuuwgBO+XknmtGWnN56VkJyEiyzCaRo8eXbR6kNxggw2oLYuyaDfmbqbJ931/RVRHpzBk4Lo84IAD2C2RKAbHAQyKNuF+AP7ged6jruvWCiEKYRg+3FJiARjoA0vHm2b6Ls/jzZ7H7UyTA0pmzZjvR+2kjB6voD5lEPBBKZkA3q7Q130C4B8SqHOBptCy8ptvvnn+xBNPjKSU9SiFJq0RoEsMSAVc4gFNVaZJ37LYMRbLSylnrcK7JopKMQGggwcUFpSN9J2CgDuOGsVp06Yx9H2+4vuMtGZnIRq1lIVtTZMKYMtwVQZF53xt2/R9n9dddx0vvOACBr6/wkJUpzUvcBz6AKWUnDVrFp9//nl2qq5mCHCW63KJ1vxCKZ7lOJErRLZ9+/aN559/PgcOHJjyfX9GhfYYCvj8es9boeb9XmtOdxxuaVnsLQS7du7MRCLB7mHIhhazOq81NzWMFIDDKtTtAzhYm+Z7XTt2bDrvvPPYtWvXJtd1XwXQ7+eAvLpACwB7xMMwc//997Ouro7PP/88E4nE/J94b4iU8nvP87JBEHwAoNoGjogDmUscJ3rH9+laFpuamkiSp59+Ok/yPM6Skt06deKVV17JTTfemB1+xLq1RyzGgQMHNoVh+H1cKb5aYUD8xXGYrKpqnvScNGkS/1zBkjQ4HuecOXNIku+++y7DMPymQptG9S47uzdqzfW15n4TJnDK5Mn0peRhhx3GL7/8kmPHjmUfx+Gbvs8mrfm673M700wHwEtY2bQ7VALLRplm/SWuyxM9jx19n7uOG8d4PD7v54K8WkBr4OIeQjSM1JqHHnAAP/30U+63zz70XTcdi8XeicfjH1mWdVDL98Iw/M+tt97KKIp45JFHNgVBcG2pUZuFwJMaiKTr8sknn2RjYyNHjRjBmY7DXokE7733XpLkhx9+yEQru1EGAY+Qko7jZF3gH6fZdsWN3vdK0ZeS55xzTuH+++9nVTxeUUIcrDUPPOAAplIpXnDBBYzFYl9XAProw227sfmdl32f63fvzigqWky3GzmSkyZNIlmM7oiFYZ0CFgkg0sB3djGjUsulIJDA8vtb8FSnNQc7DqVtv7nGgQawcRJILdWa32vN3cKQnZXiLkHAUEpef/31fOaZZ5hMJlMAtgQwHsBJAA72fX/5Rx99RJK84YYbWFVV9Uh53THgw7/YNqs9j7ZpckJQ1Ie3rariwQcfzFQqxenTpzOmNWsrgF3Qmh2FyAP4Ywy46aof2ehpoDEWiz0Vj8c/3840f2CBy5VEbych6AO0AVZrzUQikQawZYv+mLhtWUD8J0qxjdZcuHAhly1bxi6dOnH9fv14yy23sFu3brQs66Sf6mMBTNrBNBsq8f2G71MVHRN+1tFqlYHWwKwzK6jm5inF9dq1WyEODznkkIwN1A8yjLrjbDu3g2mmPKAQd938FptuSq11GsCOLTptcx9IXeM4XFYyF17gOOzZowe32247WpZF3/cjF8jta5psec48t2ga/aB0dPvjTqaZam2X6wPLAVgAdtrAMFYAFWnNPS2Lo0yTb5fO3t9rzb95HoOijuDYFjz3dYFMuQp1pu9TWhZdy2J71+UerstYENCyrGtbO2e3GPC3XfMTgxQt4sJ+caCTwL/uqLBGprVmZ9/nBRdc0Bw9yPNaxAwvUIodhOB40ywoIOMBx1WQGENiwLMWQM8w2F5rKqUK/fr1SyuluPfee0fdu3dvUI6zuIcQ6emOE13suhxkGDlVPGLNB9BPAdd7AP8lJW+QkknPY8x1eb7vc+vioDur9D3LBxY1q02fkpJ9DYONFSTGGY7DEHiwmVfTNPfyfT/dsX37dJUQvM3zmNGadVrzUsdhDOBgw0jLYj6VVY6k9IGrprXifJHSmk7Rhh+sUaAlcNHUUkqHluUBz2OodS4ej3+1pWFkK4nWq12XIw2DnyvV7MKzdUVmgE5CiGmGYZwNoJeU8rGzzz47IsnvvvuOlmXlAeyogCuVYbxRU1OTXbhwIS+66KIo1HrZCNNMPVjy/AiV4nvvvcePP/6YyaoqSuBZ/DCYfqgL1G9vmtnRpsnTbJuzXZePlLkYMygqcexiJ1sAhO/79a+++ipJcs8994xCw2gQQGQABQ18FWq9JAzD77XWV6LMueIngQBGdBCioZKu+/LiYHt+VSTDfwU0gN4aSH+iFFNarwhUy2vN7Ytn6YcTQNMDLTYS/1GKvZRiXEr6vs//KMWriq6wj63Kdx3HufvAAw9kFEV8/fXX6bsuXSBlAHskEol7Zs+eTZJcunQpHcfhR0rxYSn5V8fhoAED2ExbbbUVUWZJQjFs5lQpZXajjTbKaMOIqqTkPrvswgHdunGc63Jb02Q3ITjcMGgAeQAJpdR5UkrOmzePJHnuOeewj5R5uyhWjw7D8I2TTjop/9Zbb3HIkCEp13WPXw2gRQA8uK1pppp9zxu15tGWRdd16bpuLgzDZ/Ezc6Ks8oMOcFToeTnHsujbNie5LgeZZkED364HNGxlmry9hXjfKRbjjOnTSZLTp0/nTrEY3/d9esW1clz5DCtrsARwYAg85wOF3lqzZ7t2THge7/Y8vuX7DIq+aTdrrQunnHIKx44dW0haViEOcJRpcoRhUEnJ4487jn894wxqKYmSL5gPnOUB6eowLDzwwAMkyX59+vD4qVMZRREP3Gsv9hKCd3oeP1aK/5SSwwwjCoBnTdPMtvE8dqqq4i4jRzJmWawC2K+krQuEiO666y6S5PXXX894PH5vqx1fPC93xg+9Tm0fOEcCdW2EaPCAjOs4hRdeeIG5XI5jx45tNAzjhDUKNIBd+vTpk66vr+eCBQsoPY+O47zfrI/+u+dxe9P8gdgbnkiwOZJw7ty5HJZIcLDWHDhgQDRw4MC6IAhebCFOO2hg4ZamWT/aNHm647BJa37g+1xSVu941406dewYHXfccUwmkwwdJ9rcMFZEYDII+IKU7OQ43ExKjjCMBgB7K+DMgYaR+lwpbhyLrTBk7LDDDpwwYQIfeugh9lVqhTdn+Y58C9NMSSEKN3geX/F9bm0YHG2abNYUFrTmQ1IyYVmcNm0a+/Tp02Db9pGV+tIwjB1d100HQdAYBMHbaJGPDCVX6jAMFyqleMYZZzCKIp5xxhmR67oXrWmgj5gwYUKaJKMoYteuXbnzzjvnemmdb96Y1RgGT3CcFR11lZTs2r49Tz31VHZv357HOg779erFQqHAQqHA3r171wHYpvkbMeC5U0uOh+sbBt9sxUTZOwzZvE5ee+21VIbB5RXWtoXF8Bh6RdHbwwPSzeGxczyP1Vpz5NZbMxaLsVu3bky6Lq92HKYq1PW0lAyB6Bul+K7vs4MQK557yfe5RzzOvWMxXu66jBlGxnXd40tKps4SmCmBpbqoS3/f87zGF198kYVCgXvuuWfGtu2zWvS1J6Wsveuuu/jhhx+ye/fu3HXXXQu+76cAbPJzgF4d58BHHnjggdyxxx6LPffcEx06dMBf//pXK2UYJgBIITBXSnwUReja0ICNUimckcnA/O47fDtjBs5ctgwfFQq5xlyOhUIB+XweTU1NAkUQIIToRWCTvziOBRTTDdSzoh8dQgDvvPMOAODBBx/ESNNErIJbUDfDwHrFvKGG67rTBwC5eVGEy5qakAXweBTh21dfxZlnnokFCxbAdBxMBVCVyWB/AIWy7w80DDQBYhGJe/N57GNZ8IXAwijCTiRGz5iBTU49FdMMA4yiQjabfdr3/Vt81/3EBaYMN82qs1zXP9o0BzRls96nn36KxYsXY8MNN3Rt265uwXob27bt3XffHf369cP48eML991330e2bT9nWdYg0Yrj5Y/Sak1/oKdt28937dq16b777uO4ceOy1b7f1NKN5yuleJvn0QPyLtCogMbSv7ODIHiiU6dO9R07dmwoGQuafbR33to0Vxje/+Y4PNCyKs7oPSyrSUqZDcOQjuNw91aeYxBwU9vmKaecwn79+uUCIbixYXCybXN702RSCP7VthkvqUddx+Fbb73FdDrNERttxPKAuCeKM3rZobadPdFxOK10jLzd87jb6NFspuH9+7MNkJJSfnnYYYdF7YKA17kuI615oesyKQSHmSa3sm1q06QumnhPR9Eztr0PXKiA75TvR8cee2x0ww03MAiCXJ8+fRpnzZrF3r17N3ieN3WNie7yDYNS6txkMvmG1voKBXw603V/cP7La80JlpWJAbeguN60Rcn7otSgoQCG4Icbkc2afb/+oxTHxGJMhiHH2/YKU2NGa17kOJEPLFVK/WfGjBnRBx98wNAwVjJHMiiaJGOuywULFrCN1rzZ836wh3i7JIJjjsMrr7yS8Xic+XyeJDnlyCNX5BFr0prDDSMlgNOVEJndLYvDSwnt3vZ9to/F+PLLL/Pxxx9nVXGzmaqurk7dcccdXC8ImHBddlCK3YX4ge/3cq25o20z4XkF3/fv8oFFR9p29j3f51tSclulWBUEede269544w2S5GOPPcZkMrna6tDVBrrSLFfA18MMIz3TdXmO67KvlNSGkcdqxBIBMCSweAelWK0Uz50+nU899RQ7d+hAXdrZJl2XoWHkAPSWUtYuXLiQJDm0poa7mOYPwF6uNbcyTW7crx/3njCBe7USCvN3z2OV4zCKIo4cOZLbjxnDE088kXEp+aDn8V7P44aGwQD4NAzDf06YMCE7csQIKiHYbFe/0fPYOwjYPwzZV4iMD5zneV5ms003ZU3fvvziiy/40EMPMel5P8ih0jx429g2NRCdVUH7+KlSlEBhypQp+draWh522GG5IAju+9WBLoHkALh1UP/+haOPOIJPPvkkwzBMYzXifQF0lFKmTjvtNCqlVojC008/ndIweNopp/Cuu+6i1vo7kgiC4OrBgwenLrjgAiaTyVRYzBXKAyyLEy2LCYD7WxbbSRklDIMPVTBgMCj6v1kAp02bxhtvvJFKKW688cZsa5rsbxjc1jR5pesyBDJSyqULFizgPvvswx133JHd27ZljWXxTMfhFNvOxYB0ANyEoln2CNMweNxxx5EsbmCrSs4ELXk4qLjMsa4Vw80BlpVxHafRsiwmtc4roDFetH71/1WBLgE1LAzD1E033cQTTjghV4qBXmX3VAB/GDVqVG2hUGCfPn04bdo0zp07lx3aty9YltXQt2/f5b7vpwzD2KX0vCmEmOT7/lUohrkqVTx757Y2zcKBlpWLSZlr17ZtoXMY8p5WzJyLlKIDZMMwfLOqqorjRo9mx3h8JZ3ASbZNCUQb9OuX69KlC99++22+8cYbnDx5MqXrfimAU9HCXiyBhVopXnHFFTzogAM4uHQMa8nDXpbF9kJUDHNiEPAC1+XGQhRqy5awy1w3kkV9RPdfFehS5+9QVVX1RBiGtwLovIrvSM/zzo7FYo97npcdMGAAO3XqRKVUlEgkFti2PRlFTdZwAB1+rK4wDO/u2bNnaoMNNmgyTTMtpcy9//77VEpxx1Zces4rqhfnAKh2gOhS1+VLFY51N3kedzFN9gFy2rYL2rLYX2smTZOhEMsAjKnQtv4e0NTJ9xnaNl9tJbKzCki5QHZxKzyOtyzahsEDWwyU4x0np4BrfnWgf06JxWIPjB07Nj1z5kxKKXnvvffy7bffZvv27TMARq3CQNEA9gdwlm3budraWpLk/vvv3+Q4TuGbb77hnDlzqE2TZzjOimy8kdac43n0gQjABgD2V6bJBa109lG2zXGmyZhpcj3P49h4nDdIuUJREha1ddu15E8IcaDjOAXHMFhjGPyurP6M1jzAsjIh8EwI3H5UiyyJDAK+6fuMex6//PJLDhkwgHeWSZr/FFNiLPtVgEZRKdCvtJNOoBgcvz9ayYYHYKAHnBcDbjKBP1mWlV22bBnnz5/Pzp07s5kOPfTQrAO8XgW8GwceBbCL4zinxePxuYZh3ATgYAM40gNSo02z/s+2nR9sGGwXi/Gpp54qBgDYdl5rzc6dO+d8358fA14KgcZNTTPXQQgGRTv2ISW+pmzQv3/uD0qtJF4XKEUN0AeYCAJO3G033nbbbezVsSNvK3X8/VIyBsxr0VbXcZz0a6+9xlQqxa7t2uU8IDfWNOv3tKyGEEjHiim0QgBJDXw02jRTD5WiSk+x7bwWgs1q1YP33puXl5kyvytGa6bWONAARoXAR0khUr2B5dr3CzU1NU3bbbddg1Lqy/JdNwChgJkxIH2C4+Sucl3uYVkpD4imTJkSff3114zH49Gpp54a3XDDDdRK8WjLKjwtJf/ueexpGLlOVVW87rrr2KNHD3YtRlzw3Rbi8F9S0heCmyjFtNZ8SUruYppNCvhPafb3RFHPvgnKrEEAOnme930bz+Nww+Ctrss5nsezbJvthOC1rst2AB3LYrPUuOaaa3hQGK44UsaKaSu7ldXZxvO8bC6XI0ked9xxBQDTUcyscDBaxD4DUAKYVAW8UQXMV8BsKeWSHceO5TFTpjAmJR8tm9Gziy7DT61RoAFsFQCpB0ria75S7JhIrPD92mGHHRqaZwtJCOCgvobR8H2L2fKC71MCkW3bGaXUP4MgeCIRBPmWGRAateYIpXjF5Zdzzpw5TMZivLIVQ/0xts0Tyo5TUdHKljLK8qa00qZOEkhNtixqz2M8DNlOKT5W4mUH02Q3rXnheefx008/5cjNNuN5Zbv5DkLUl0Ds3Ty4wzB8dsyYMY2nnHJK5Pt+A4CBq9nPA1zHifr17s3JkyaxjZT8wPe5QClWFZeLbVapnp8LdBx467YyMD5XilVKcfHixczn8xw8eHAawN7Nz4fAx625vh5q240ucHbpuZv+VuE8ySDgk1JyQNeu3Hfffem7Lr9uZT19RkpuWpahn0HAx4rute/9VLtsILtBGPLOO+9kFEU8/thjeWipjjMdh/2E4IgwZEeleGQQrIgA+bCoKInatWuXdl23ybbtmaVlTQoh/mzb9rkANvgZE6qDUirbrMj54+TJHGAYTS7Q2FoQX6WyyrpuIYQVhuEliUTi4zAMH8kA6+/+f/Hw6GIY+KMQ6N+jB7p37Ij5H364HMA9ze/WAz22bSVz30ZCeAawlxBiqgUMGW5WfnCoaWLB55/jheeeg5XNIt0Kr2kATgt1cFshwBbpGyuRAhYsKhRQU1MDIQRqBg3C9yV2UlGEL8jCXplM9JVh4CoAthCojyJs39hYEEKIrTIZeahl2W3z+SklF6e2JO/L5XLLAAwTQlROHdg61ebz+ejtt99GOp3G8y++mPsgim7NAp1y5OxVrmVVR4SU8vThw4enXn31Ve6zzz5NoRArJURlUHSUO7mo6bmnbFQKC8g27ziXas2bSlqnfU2TVQAPsqzCUbadTQD51nyn3vJ9JoXgmb7Pw22bp7Vy1cEEy+LFpTqikrP/jGLulDtXYQbtXW3b2X5du3LqMcewXRjy4ZK4LPltba+AzwcaRt1fHYdH2XaTBLLdhSh8WSZhIq15ruPkFfCV53m1Rx55ZNOIESNSYRjOxWp6iliWtZvjOI2maebDMLwDq+G5stqiO5lMPnHnnXeSJBcuXEgtBF9pxYy4hWEQwE3l74fAbafZdmGRUlxPKY4fOZJtfJ+q5P25RxgyqzUf8jz2EmIl3XWkNfe2LJ5RAvdjpdhWCM52XTaH1aa15umOw+5CcLnWPE0pOrZNx3HoSxlhFa5FAiB8IZ5WALcxTf7VcTipeIFZ2gb2Kz1jAtjJBP4G4FQNfPdcK8vSIMPIjBo1KkcWw3+UUhkA7X+GCDewGjf6/GygpZQnb7zxxqlnnnmG+++/f1PoOIWNDeMHDgEMisFjyeLFISe3YLSHBBp2Nk3uveuuXLRoET3X5dy5c5nJZDhmyy15ScnKs69lcUPD4GNSslZrvun73MWyqIVgD6VWRGHc53msAgoJoKlbMRQ1CrTO2UDTeNPMtquu5gMPPMB99tiDccuitO3P8RNKFxR3ypmHH36YU444gp1isbxdVKhUVOcC6BQAja0F4l9SDKTPZbNZzps3j47jZNBKisw1WVZnRJlKqelVVVX/DsPwDgdIH2pZlEJwkG3zSNvmUMNgbyFYXdwNDq9QR29PiCWbb74558yZQ9M0mc0Wbz0666yzeHwJwILWHGYY7CQENcDOQrB9LMZ3332X//znP+l7HgcIUesB9V4xod1IpVTmmWee4XPPPdd8N8ajPTp0YPeS2+5Nnsf9i/FYKQPY+UfauV48Hk83b34mTpzYCOCoH3l+UwnkWuYMbS7nOE6kLOsL3/czjuNkHMdZKchhnQK6ZVHAxW2UivbeYw+efNJJjEnJWY7DKZbFEHi90jqEYmD4B+spFVUnk2yrFMdtsw3PPvtstlHqBxkVdrcszi6tsxe4LqccfjjJonEgkUgUAExsFmUAth8+fPhylmjzzTdfLoAbNzCMldyCXise51JoRUULwAjD8Lktt9wyddBBB2VLub5WShYDwAmBOwOgsZMQUaWMCwWt2aN45NoWQLu1MZP/a6AB9G/Tpk2uOQxlv733ZtJxGBhGAUB1K+9s1U2I+ialOLak/z3RcTi1dJlncwct1ZohsOL49Lbvs7pkHDh68mQq3y+gzGACoJ2Usu7SSy+NLrvsskhKWa+Ar1pbNw+37UYHmAGgPwC/Ap8ugMMAHNeayA6Aa0abZnq5Umzr+0xaFp8rcxVerjX3t6xMALyyupuvdQ3opOd5jf/+979ZW1vLfv36sUuXLlmt9fU/8s4pU0vxzm/7PmO2zR6myfI0jguV4iaGwT1bZON7RkruF4vxwKJ9djmKidHLwd4okUg8lEgkHgYw1AAKra2b5xc3Z7mOHTvW+b7/PYD1f4RnpbW+LJlMviClfKyqquopx3FmSSA3wjC4qWFQK8WpU6cyFoY0hGA7pegB2Vgxb1iwtkH+r4AmCdu297Ftu9E0zYLWep5hGMfgR0yTAP50cCm56xzPY98gYFvXZQJgXyHYt3SRZ7WU3KKV49v+llXwPC9fVVWV0lp/hOI5teV3DBvINtt+P1OKf7RttheCIcC2pskpU6aQJC+//PIokUg81xrPsVjs3vHjxzfef//97NevH0eNGkVtGJxq25wrJW/1PA4yTcbDkFdeeSUbGxu5+2670fO8539On66TQDd3KlbxPicAPRTQ+I7vs41SnDt3Lu+55x4qgLuYJm92XX6lFO/1PHYCOFAI9vU8Bo7DHcOQd3gele9HTzzxxIroTN/3L6/0rQC46WTHyTeHBJ1YcvBfWnIp6ux5vPTCC/nwww+zqqrq3dZ49n1/+WeffUaymN+kKh5fEZ9VvhZrKfnFF1+QJG+88UbGYrFW6/yfBHp1SwDM7itEZutNNiFJ7rfHHhygNROex63CkJ+U7n2MAxxnmtzF85hwXfbv1o3KddOu62Y+//xzksXcIrFY7LZWBlVXH1gywDCiCyooVhYqRWWaDMMwLYTYs+y97QAcD2AzkojFYi+ccMIJuQULFnDkyJHcRCnmteYFvs8J8TgvLuUunag1hw8fzpkzZ7JNmzYUQhyxtsH9VYBGUc+7TQy4Kwm8qIErS5sf0wMukp7Hiy++mFpK7vOHP3DRokU87aST2Nu2uZ1p/iB9Y53W3M6yqA0j0lq/1b1794YjjjgiU/Jz3qzsm/0dYHoAzC7dLjvCBwqV/LQZBNzXspoAXNL8vuM4R7dv377h6KOPborH4ykUTa4d4vH4M0EQLA59P32F4/AEpThso4148803c+j66/NMrZnTmqFhsIPn5Vzgn2sb2DUGNIoZebYC0AOAEQC3dhai4VLXjR6Skic7Tk4DaReYVHp+eBAELydiMTaHxrz44ouUwEpKmGawE67Lvn37pgBchOL5uaZ5UGngqhiQPt62c5e6LseZZoML1HcWoqKBhEHAcx2HbumystLs/aw5ndXdd9/NZDL5YnkbHeC8rQ0jHw9DvvTSSyTJZ599lp1iMY6JxRgU7cM3/BwV5f8E0AC6+76/eP3111+ulEobQvx9Q8NoaDmTPi4mhU2XAWR5ptlY07Mn//GPf3D9vn05spXc1wwC7hmLceedd46EED+IbLCAyTWG0dAyWuPektNday4640yzAcDhzfXE4/F3brjhBi5dupQnnnhiPhaLPVj+HRc4p6cQHB+GPPrII/ndd9/xyEMOYS+lOGz99XnZZZdRSlmLXzCh+joFtFJq1sknn5wnybfeeouhEIXWTJKn2XbOB15AMSNCNwlcsJFlNU2Ixbiv43D7HwF6J6XoeV7Wdd17giD4LhaLvQJgvQD4qlKaCgYBOwpROKzCjXQvFM2KDeXHHwDHhIZR8ErZjGLAJ/i/2/IcH1j+b9/nIqW4fRiyyvM4Lgz5tVLs6Pv897//zY022mg5VtFG/D8HdBAE1zfHMc+fP58mUNGhnkHRA6RzGBaOOOKIppLWqWcAvLyJYdTPKrrVslISue+1pgQiIcS9Q4YMSX344YecPn16IQiC+Q6wUrRIc7nKdamBaAvT5D2exyc8j8OkzGulGIbhpyg5ApjAfsmSI0Veaxa05sNSslqIlFXM7Tm0pxCtJqk7SkoecsghLO0bVskx8n8OaAADpJS1o0aNqk0kEiklROGDVixbs1yXfxg3jiQ5YcKENIr5qA8CMDUBPB0DFg0yjFw52IuU4ramyc0MI5JA7qRSMriGhgaapkkLqJjfhEHACx2HI0eM4PTp01nteQUJLKmpqcnNnz+fV155ZaSU+hqAK4Halrf0MAiaw3wbAGzZ+8eAtm26rrsUpezG61r5OaBWua47veRPvVHptwDF+ONrAExLhmH24AqzMqM11zMMzp49m+l0mgMGDGAfIVK7WlZ9WMy495UElnlA3gM40jQ51jQZB/hn22audAZO2HY0Z84c7rvvvtxmm204tKaG02x7pdQUTVqzmxB84oknSJJTp07NO47z0owZM0iShUKBRlFlu9OgH0kpOax44ekeEqibX6FdZZexbLS2Af1FgEYxz/SH++23X/bss8+OpJQNJnCGB6S2Mc26Aywr3VGIdGAYUa+OHXloKdNuXmu+4PscVsxjstCyrJznuhxfEpHfKMWeQvBw2+Y8pTjbdbmtYfB+KXmf57E8aWq+2KnZIAgWb7nllrzm6qvZp2NHmgAtgNsYBl/xfX6kFMeYZlqbZuqoo45quu6665pvaP9rdXV15vZiysWslPJjAOeMLUte07LsVrzCeH8JnDrAMLLl0qZRa+5XjDN7am2D+UsC3SuZTDY0GzIOOuigJg1ky32hC1rzfNeNfCDSrtvkATkBsH0QcL9992UQBCkf+K7c2nO4bfO4Mme+C1yXx7YSK8Ug4BDDWA7g5MDzmtpZFmNls18XUz3SBtI+cD6ALkEQ/L2qquphIcRffd9PderUKRWLxXJa69rBgwfX9+3bNxX6fqGxwmxtKjnYo+j7LbRlvRPYNsfH45wYi1EX85I+vK7otH8poOOe56VfffVVLlmyhD179iyc2oo7z+bFLAMnAlivqqpqxX2SkyZNyrpA7jbX5e6JBI/WmrrFBux+KTmild13o9bNR7QhHpAfZBg/uPt5qdYcZ5oMizlKBYCkBC6UwHKtNZ955hmS5F577VUYOnRoLooiNjU1sX379oX9LStXvqmLtOZpjpMLgVfL+mB8IpFID1p/fSrbpg/kYsD9AIaubTB/MaBJwjCMXV3XrTdNMyddt5Br5Yx6bdFYcTcAKaWsve222/jmm2+yQ4cOaQdg1zZtePPNN/PAiRMZtqgjpzW7CMEHKxyZznacXKx45eCxGljpCiIGxXRNGqDneU8rgPtaFj/0fXbTmm+++SZJ8rDDDmNNTU0un88zlUoxmUymJfDphoZRN7N49yQ3Now6DXwMoAOKpsv+KGbgTU2x7eg93+enSvES141KkRr7AtgUrVzd9D8FdGlUCwCBDeQqXWLGIOCVrssYcHvp+WGxWGxeEATfOI4zQ7suL7zwQpLFG96EEHyvBaiPSUktBA+1bf7L83im43CIYWR84BsAXQD8fVALl97ysrdlMa51oXxTeK2U7BiPc9fRoyk9j1rrj7t06VJfXV3dEIbhzSimmNolBP4RFqMid0fx2qbOSqkv27dvX+95XmFyhTSUz0pJ5ftRz54964IgSPu+v1I+tf85oJtLHHj9tgqeFZHW3Mgw6gHsVmGQSNuyMptsvDE/+eQTXn3llWyvFHcxTZbfnXFUEHCv3XfniccdxzaJBPv27cuNN944o7X+0PO8M7TW321YAehIa75fTDHNwDRXyvT/pu/zNs/jtGLyt/tRvJdjEH7EOUAp9fhxxx0XkeSjjz7KDlqvlDPlHMfh3nvtxSiK+Pnnn9Mq6tHd/6Z/1xmgAWwbAunyK/3SWvNY224KgHmokF6q9N76Sqllvu+zjdbRpkI0BEChxjDy//A8zpWSA+Px6O677+brr7/O9dZbj7lcjlEUcfDgwZmOHTs2PvLII9SWxc9bbAQnBgG7JJOsSiQoPY+VNljNEiMpxKs/1UYfOCOpdf6qq64iSc6bN48x3+dAw+AkpbhdIsFzleIZjsNJRx5Jkvz+++9pWVYOPzMn2DoHdAm08RpY1EuIuq1Mc7kGGmPA46ui70XxWt9xAPZE8eLNPRLAE0ngLc8wnu7YsWP6pJNOYtu2bZlKpZjP5zlw4MDc5MmTSZLH/fGPHFTmifpUKZIjk8kwlUqxQ4cOvKIVH/G/FHOIzv4J/vqHQHqO57GNUjx8v/3Yq0MHzvB9HmLb7Ne1Kx966CEOranhqVIykDIaOXJkY6dOnRq01peubXB/UaBLHWIC2BzATljFwOxVKUKIP2itr1dKvV1dXZ3t3LlzRmv92YABAxruueceJpNJJpWKPIBjTDO/qWHka2pqGEURmwPq+7RIecGgGGRQblxprfjAxSeW0mH92/d5ueuyWYf/uVKMeR5zuRznzJnDzeNxusWd/r4oWvHWup/YLw70GmMOMDRwhQdktjXN9DjTzMSAtHacz8IwbDjllFNIkrfeeis9z1sG4DCt9fzNNtusfsiQIQ1a6y984PVuQjRc7rrRP6XkaY6TC4C08yMuvM2lCnigtctPGARUpsmXX36Z248aReU4TagQH72ulLXOwI8VBfxtsGGkyjVjTVrzCNvOxmOx7KxZs0gWM+VrrfOlweEDmFBaDrzSCWG7ODCnjRAv66Ka9kdncqke4QLXHd1KstuPik6KDJTKB74/H6sZJflrl+Z7ktc5EkL4HrDoA6VUD+OHsYAFElVRVDBd19x1110xd+5cLFq0KJ1Op9Uv9G0RBMG1pmlOzNXWyvd8H+U8kMTemUz2wXz+qhT5p1/im2uaVvta4V+RNuxuGIXuQvwggx8AmEJg82yWhUIht2jRIkRR1GgYxhW/4Lf7mqY58YsvvpDnXnwxBjc24oJslm8VCngon8fWjY2pR/L5+WngL7/gN9csrW2R8iOic2g7INV8BcPBQdGgUaYfzwC4yjTN6QD2wX+5+QHQywcuSQIvKuCJtm3bNjY1NTGKIm644YYpDbwSBz5NAG+V/NHWmaPTKrVvbTPwIx3vu67LZ555hvX19RwxaBCvK22M0sVIjjRapIZo8b6JonPfAfiJxHY2sJ8C0lNtO/uQlLzMcaKk7+f79e2bHz58eJ3WegHWYjjN/+9At/E8L98c7Hbi1Kk803G4uGR+DIG7S89tHgeesoCcBTTFioltBodh+EhNTU39mDFjGn3frwcwvvR8Fwc4KwHc4wEzARzrAY0tHSVSSrGfEBkB3AhAteAtCeBQAFMBjMJ/canJ70AX83+8svPOO+emT59O7fscKES9BzSGwCwAjgHsFgKp2a7LWl28wecy140UkPZ9P9McqbnrrrvS9/2sCVzpA+kjbTtzieuyre+zX79+TAQBL6/gXfJKMfj923K+JHCSB2TGm2Z6im039RKiTgOf/ph0WRfKWmfgJ8DWtm2fLqW8GkUPljHNYhgl959KSdr+Vbo3+ptvvmE+n+c222zDCRMmMBSiMK+kEj3N8zj5sMNIkp988gmlZbFl6GukNQ2ggFIkigAmdhYiW652jbTm1a5b8IFv1+V1+/+SkKyDRLIBwFmt/HlMjWFgSIV0J6NME+2Aph49etjV1dWiX79+WPDuu5xq26Jv6ZiUFwK+1gAAKSUirnzM/KrYQU1NQE8hRH8NnHu95zldyo5aQggc4TjGHfm8eqpQ2AvA9f9tu9cErdNA/wS17V1KCt+ShBDoZRiZTzKZGYsXL56yZMkS6WWzxmjPs5ufOcIwMOLqq/He66/jrQ8/xAmeB7NFgpvzmppyFvCCGwSvDx06tPDiiy8GfivMTLQs/XahMA7rKNDr8jn6p+jD5wsFssJMzJN4vVCwANyRyWSqGxsbuyKK3vomivBxFGF3w8ABjoNTogiHvvYa+n3/PR5obOTT+TwKJD6NIhyVyeSuy+WWmEHQ96GHHvKfeOKJYObMmZjhuhWZSQMoAJk12+SfT//LQL+4jPzu77ncSkhflMsV8sV0je+TzJNctAy45vxsNjUGwOCpU3HSLbdghtZICIGuQmTfj6LHxjc2fmY1NLB/KpW6MZebnQIGGYaRy2SK+GUyGSyOopUYiUhcncs11AF3rPFW/1xa25uE/3Kz1t8Hlow2zXRNGLKtUuwlZVPJC6V7i2c9BbwX05rNdOLxx3O4YeQV8CWAZOk50eK9HXzfTw0aNGi5lDLlA42PtshscIhtZwLgbayDMVcr2rG2GfgFwE5orZdecskl/PjjjzlkyJCsaZoV74YCEPOlTF966aV87rnn2L5dO3rAE/iJOx9RdF3aFkA1gDEB8EVHIeo3NozlEsjEgHsBxNZ2X/z/DrQwDKPQ2NhIkrzssssYBMH1P/L8gHg8/lI8Hv/UcZxjfu43UXQ/2gY/I2fY70D/zBKG4bP77LNP5rbbbmP79u1ThmHsvrZ5WtfKOmumXB0SQsS01tMdx+lTW1v7j3w+f9Pa5mldo/8vgP6dfpr+l49Xv9Nq0O9A/0bod6B/I/Q70L8R+h3o3wj9DvRvhH4H+jdCvwP9G6H/B+1fsIjcPoLIAAAAAElFTkSuQmCC\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "print(\"water in a sphere from exact density and number of molecules\")\n", "out, details = packmol(molecules=[water], n_molecules=[100], density=1.0, return_details=True, sphere=True)\n", "printsummary(out, details)\n", "print(f\"Radius of sphere: {details['radius']:.3f} ang.\")\n", "print(f\"Center of mass xyz (ang): {out.get_center_of_mass()}\")\n", "out.write(\"water-sphere.xyz\")\n", "plot_molecule(out);" ] }, { "cell_type": "code", "execution_count": 19, "id": "8107e15c-c644-4a3b-81c5-343d8d144ca0", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2-1 water-acetonitrile in a sphere from exact density (in g/cm^3) and approximate number of atoms and mole fractions\n", "501 atoms, density = 0.920 g/cm^3, formula = C84H292N42O83\n", "#added molecules per species: [83, 42], mole fractions: [0.664, 0.336]\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "print(\n", " \"2-1 water-acetonitrile in a sphere from exact density (in g/cm^3) and \"\n", " \"approximate number of atoms and mole fractions\"\n", ")\n", "out, details = packmol(\n", " molecules=[water, acetonitrile],\n", " mole_fractions=[x_water, x_acetonitrile],\n", " n_atoms=500,\n", " density=density,\n", " return_details=True,\n", " sphere=True,\n", ")\n", "printsummary(out, details)\n", "out.write(\"water-acetonitrile-sphere.xyz\")\n", "plot_molecule(out);" ] }, { "cell_type": "markdown", "id": "709d4c2c-2223-4484-bca5-221d1822c589", "metadata": {}, "source": [ "## Packing ions, total system charge\n", "\n", "The total system charge will be sum of the charges of the constituent molecules.\n", "\n", "In PLAMS, ``molecule.properties.charge`` specifies the charge:" ] }, { "cell_type": "code", "execution_count": 20, "id": "2e1118ff-eb3d-4d5e-a667-532e65715c4c", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "3 water molecules, 3 ammonium, 1 chloride (non-periodic)\n", "Initial charges:\n", "Water: 0\n", "Ammonium: 1\n", "Chloride: -1\n", "Total charge of packmol-generated system: 2\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "ammonium = from_smiles(\"[NH4+]\") # ammonia.properties.charge == +1\n", "chloride = from_smiles(\"[Cl-]\") # chloride.properties.charge == -1\n", "print(\"3 water molecules, 3 ammonium, 1 chloride (non-periodic)\")\n", "print(\"Initial charges:\")\n", "print(f\"Water: {water.properties.get('charge', 0)}\")\n", "print(f\"Ammonium: {ammonium.properties.get('charge', 0)}\")\n", "print(f\"Chloride: {chloride.properties.get('charge', 0)}\")\n", "out = packmol(molecules=[water, ammonium, chloride], n_molecules=[3, 3, 1], density=0.4, sphere=True)\n", "tot_charge = out.properties.get(\"charge\", 0)\n", "print(f\"Total charge of packmol-generated system: {tot_charge}\")\n", "out.write(\"water-ammonium-chloride.xyz\")\n", "plot_molecule(out);" ] }, { "cell_type": "markdown", "id": "5eae6787-a3e4-4400-a955-f4bd8ca1369b", "metadata": {}, "source": [ "## Microsolvation\n", "``packmol_microsolvation`` can create a microsolvation sphere around a solute." ] }, { "cell_type": "code", "execution_count": 21, "id": "e025d5a2-1b53-41f5-a1c8-37a12af7b904", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Microsolvated structure: 72 atoms.\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "from scm.plams import packmol_microsolvation\n", "\n", "out = packmol_microsolvation(solute=acetonitrile, solvent=water, density=1.5, threshold=4.0)\n", "# for microsolvation it's a good idea to have a higher density than normal to get enough solvent molecules\n", "print(f\"Microsolvated structure: {len(out)} atoms.\")\n", "out.write(\"acetonitrile-microsolvated.xyz\")\n", "\n", "figsize = (3, 3)\n", "plot_molecule(out, figsize=figsize);" ] }, { "cell_type": "markdown", "id": "bce1046e-5915-4635-a806-e50d8c30ceaf", "metadata": {}, "source": [ "## Solid-liquid or solid-gas interfaces\n", "First, create a slab using the ASE ``fcc111`` function" ] }, { "cell_type": "code", "execution_count": 22, "id": "3796ad06-8d5b-43e1-83a9-9a6fe896b366", "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "from scm.plams import plot_molecule, fromASE\n", "from ase.build import fcc111\n", "\n", "rotation = \"90x,0y,0z\" # sideview of slab\n", "slab = fromASE(fcc111(\"Al\", size=(4, 6, 3), vacuum=15.0, orthogonal=True, periodic=True))\n", "plot_molecule(slab, figsize=figsize, rotation=rotation);" ] }, { "cell_type": "code", "execution_count": 23, "id": "a4496b10-e9fb-41d1-83f7-9ba94a26bb96", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "water surrounding an Al slab, from an approximate density\n", "546 atoms, density = 1.345 g/cm^3, box = 11.455, 14.881, 34.677, formula = Al72H316O158\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "print(\"water surrounding an Al slab, from an approximate density\")\n", "if AMS2025:\n", " out = packmol_around(slab, water, density=1.0)\n", " printsummary(out)\n", " out.write(\"al-water-pure.xyz\")\n", " plot_molecule(out, figsize=figsize, rotation=rotation);" ] }, { "cell_type": "code", "execution_count": 24, "id": "2a6a9aa9-0f04-4be0-b46a-9204580d6cd5", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "2-1 water-acetonitrile mixture surrounding an Al slab, from mole fractions and an approximate density\n", "480 atoms, density = 1.282 g/cm^3, box = 11.455, 14.881, 34.677, formula = C68H238Al72N34O68\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "print(\"2-1 water-acetonitrile mixture surrounding an Al slab, from mole fractions and an approximate density\")\n", "if AMS2025:\n", " out = packmol_around(slab, [water, acetonitrile], mole_fractions=[x_water, x_acetonitrile], density=density)\n", " printsummary(out)\n", " out.write(\"al-water-acetonitrile.xyz\")\n", " plot_molecule(out, figsize=figsize, rotation=rotation);" ] }, { "cell_type": "code", "execution_count": 25, "id": "ca6746f7-47c9-4ec8-bfea-e4f8dfee49b4", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "water surrounding non-orthorhombic Au(211) slab, from an approximate number of molecules\n", "NOTE: non-orthorhombic cell, results are approximate, requires AMS2025\n", "out.lattice=[(9.1231573482, 0.0, 0.0), (3.6492629392999993, 4.4694160692, 0.0), (0.0, 0.0, 31.161091638)]\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "from ase.build import surface\n", "\n", "if AMS2025:\n", " print(\"water surrounding non-orthorhombic Au(211) slab, from an approximate number of molecules\")\n", " print(\"NOTE: non-orthorhombic cell, results are approximate, requires AMS2025\")\n", " slab = surface(\"Au\", (2, 1, 1), 6)\n", " slab.center(vacuum=11.0, axis=2)\n", " slab.set_pbc(True)\n", " out = packmol_around(fromASE(slab), [water], n_molecules=[32], tolerance=1.8)\n", " out.write(\"Au211-water.xyz\")\n", " plot_molecule(out, figsize=figsize, rotation=rotation)\n", " print(f\"{out.lattice=}\")" ] }, { "cell_type": "markdown", "id": "30173d88-fd56-4d26-a37f-ae9da9233f26", "metadata": {}, "source": [ "## Pack inside voids in crystals\n", "\n", "Use the ``packmol_around`` function. You can decrease ``tolerance`` if you need to pack very tightly. The default value for ``tolerance`` is 2.0." ] }, { "cell_type": "code", "execution_count": 26, "id": "0d030185-5a7a-4d5f-b348-9553a35e435e", "metadata": {}, "outputs": [ { "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAAHoAAAB7CAYAAAC7BZRBAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjUuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/YYfK9AAAACXBIWXMAAAsTAAALEwEAmpwYAABOVUlEQVR4nO29d3wUVfs2fp2dnbopJBB67yBNAelIE1BAihQRRLoNlSaCdIEA0rsCIk2KCCK9E3oJCTX0khAIEEpI2Wm7O+f9Y3bjkuyGhK/P931/v4fr88kfmTP3KXPPnD3nLtchlFK8xv//Yfm/3YHX+N/Ba0X/l+C1ov9L8FrR/yV4rej/ErxW9H8JXiv6vwSvFf1fghwrmhDyKSGkyn+iM6+RGYSQIYSQsP9xPTm1jBFCdgBgAcQAeO5VNBbAeH9ylNJxhJBx/6+XuZHVWP5vlP0NoA+l9Kmfe16KV1E0A6AQgGYADlJK77xq46/xcrifdwUANQFseVVlv8pv9EUAgQD2AWhMCCnxKg2/RrbhhDl7RgJoQwgJfZVKXkXRrQHcpJTeBbAfQKPXyv6PogI1cQlAFIC2r6LsV1H0YAB5AIBSGgfgIF5/2f8RuKftiZ7/KaUXAZzBKyj7VRQdA0D1ajwWwAEA7xBCir9Cfa/hHxRA9AsXTGXn+Mt+FUU/AKBnaDwWQASAJoSQYq9Q52v4BgGQabFLKb0A8wXItrJfRdF9AAT7aDwW5m92L0JIpvLXeCVYAXzrq4BSeh6msr9xT/EvrSin6ARA89N4HCGkBoBwQsjjDMWv99mvVraPEEJfIscAGO2nHMCr7aPjAdSllMbnSPA1cgxCSCCABEpp4P+0rleZuuvB/J32CULIWULIG6/epdfwgh1A5axuIISohJCX6vFVFB0OICiL8o8B3H6Fel8jM2wApr7knjowV+dZIkeKJoSU5Fi2mE2SLgTabLc5lv2REJI7w219AYTkpN5stEsIIR8EBgQctUlSQmBAwAlCSEdCCPk32/HTdi6WZccE2mw3A2y2eEkUlxFCyv6n23XDCeBoFn2zABhKs/H7m+3FGCGkJs9xBzq0aCE2qVOH0XQdW/bt++5wZGRfQkgNSmmC+9Z4AI4s6pEAfAigjPve9ZTSlKzaFgVhZlBAQL8+nTvbypYogVt37xb49Y8/liclJzcnhHyWnYG62y7lbluE+QAPZCVLCAkTeD6qzptvhrVv3lyQJAmHTp365I/t2zsTQlpSSv0qIUM9FgAtANQCkAJgQzbXOBTAs5fck63ZM1uKJoQQSRTXDOnbN6BJnTrp14sXLixYGCYs4uTJ+QA6uC9fBaD4qac+x3Hb3ihThqlSrlzA9Tt37FGXLs0mhHShlG7zI/NWUEBA/yXh4VJgQAAAoFihQihRuLBt4IQJ3RRgDcw9fJb9F3h+tigI/ZvVq2cJCghgD5w4YU9OSblDCGlCKX3iS04UhMktGjTI/22vXqznWpECBawhwcHWX9as+YMQUuhlLxkhpLAoCBFhoaF536lVK/DJs2fawRMnJgk8/5OqaWOzkgUgAegO4Hd/1cM0nrwU2Vp1E0Iq5QoKOrlx4UKbxWKBrChYuHo1Ik6dQmhwMB49eQKWZffYZbkXgOUA+rpt4d51hHAsGzdh8ODAt6tWTb9+5eZNDJ40SVY1rZIvT5goCAu7tG7dv+eHHzIAEHP9OhauXo2ExETwHIfnKSkOAOM0XZ/s76EzFku/IgULzpo3dqzN87JQSrFw9WrHzoiIE2my/I6PMVusVqt9zezZQlhoKAzDwLpt2/Dnjh2wSRKePn8OQsgtWVG6UUpP+XluRBLF811atarQo0OH9I/qWXIyvhg1yp749GkPSummLJ67BUCAvxmPEMIDOE0preqr3BvZnbrz5AkJcVosFhiGgR+mT0eBsDCsmjEDIcHBkBUFa7ZsabJx165IVdMq+OqYxWLpWeettxiPklVNw46ICBw4cQIBkiQRQrYTQjq7jffpYK3WAvnDwhgAuBkXh5EzZuDrTz9Fo1q1wDAM4u7fZ3+cO/eHB48f5wIwzFfnBUH44duePdOVfDchARt37cLFa9dYQkgDxmKZYlA6kVKa5t20y+Xi8oSYy42l69fj/JUrmD16NIoWKgSXy4UDJ06UmrF06X5CSB23aTIjaoo8X7J7u3ZWwHy5Dp8+je0HD4JhGFuAJC0nhKRSSvf6ee4FYHqtCvoqpJRqAF6qZCD7i7HLdxMS+DRZRtSlS0iTZXzXvz9Cgk0DmKKqCM2Vy5onJCQMwH1fNm9JEGpWr1RJ8tw/ZNIkRF64gJ4ffojJ332HLq1alRd4/hQh5D1vOVlVT5w+f14GgNWbN6N7u3ZoWrcuGIYBpRQpqamo9eabNl3XBxFCqmVslxBCZEUpVqVCBQDA2ZgYfDN+PEKCgjDiiy8wbuBAUrNq1UGiIEQRQnJ55CilmigICRevXcPzlBRs2b8fk4YORdFChQAAusMBl2GgcrlyEseyvxFCBB/PrXLVChVgsVhAKcXMX3/Fqs2b0bJhQ0wYPBifd+sWGBocvFng+XF+nvtDANX9KYUQEkAISfNX7o1sKZpSmsharX/P+vVX9eTZs2hapw4sFlN0/bZt6DVsGG7ExqJBzZpsvty5RYHn9xBCCnvXoTsc9+8/fOgAgD927EDePHkQPnQoalSujNLFi6N7+/bku379JI5l1xJCOI+cy+X69VhUlOvUuXM4ff483q1XDwCQmpaGgRMmYNqSJaCUonmDBlaB509LgjDbezVOKaUcy6Y9ePQILsPA1F9+wQ9ffomeHTuiTPHiqF6pEkZ+9RVXrWLF4hzLTvLus6qqE2csXWo/duYMqlWogFxB5q4y8sIFdP32WxyJjES5kiVJ2RIlqnMs+5AQUj/Do0u89/ChCwCiLl3C+StXMG/sWDSpWxelihZFq8aNMfm77yRCyPeEkAo+Hn0eADOyUI0CoEZWuvMg26tuu6L0PXnuXF5Q2vDjtm0ZADgRHY0t+/fj16lTERZq2taTU1OZXEFBJTbv3buTEFLF87upOxzLth448FXnVq3YPYcPY9zAgSCEgFKK7QcPYvXmzWaHrNZgq9V6kxDSg1IaQSl9SghpOXb27O2GYeTy/Aj/tHgxShUtigE9eqS/dJ9368Z+M3583/iEhMsAFnv6TghZtmLTps/fb9SIDwoIgOfnIzUtDQtWr8bRM2cQFBDAUeBLmyTllhXlC0ppkkHp4sSnT8vNWb58QNUKFVgASHz6FJMWLMCEwYNRuVy59Odz+vz54NGzZu0ghBSnlHpWyrvj7t+nF69exZ4jR9ChZUuIgvnhn42JwS9r1+LRkyeQBEEAEMVarQMdTmd6v2Eq0t+0DgACgB8A9HiZ/rK9j6aUptlluYmsquu2HzyouwwDG3ftQp9OndKVDJgr4q5t2lhFQSgBczvhkb/icrmm9h0xwv4sORn58+QBAGzctQt/7tyJ8QMHYt3cudiyZAm+/+yzIiLPbyeE1HXLHtd0PT9rtUbvOXKEPkhMxMVr1/DZxx+nKxkAggICMLB3b5sgCCO9+67p+thjUVGxC1av1vO4++pwOjEkPBwiz+P3WbOwZvZsbJg/H03q1GkvCsJRQghHKaWKqg52OJ01L1y96nyWnIxtBw6gad26LygZAN6uWhV133yTYRimt9eYdU3XPxo2dap8/c4d6hnzxatX8eO8eejWti3+XLgQGxctwqxRo8TcISEzOY4b6FUtgR+/ghsGgEtZlKfjVSxj+ZNTUs5Nmj9fvRkXh2oVK75YGBYGjmVRvVIlAuCFaFFV08YnJSe3tTJM6rkrV6DpOlZv3oyJgwejXMmSAADGYkHDt9/GNz17SgGSNM0jSynVZFXtuWzDBnnjrl0oX6oUeI5DRlQtXx6KohQhhFi9ZJMVVa1xKy5u+oUrV6jD6cTh06chiSK+6dkTwYGmKTk4MBCD+/ThihQoUBRAOy/58wzDzBoaHm6PuXEj05g9qFm1qiTyfC3va5TSXaqm1Xz05MnlMxfN9dryjRvxRbduaFCzJhj3i1q+VCn8NHy4jRDyo9fvfQCANv5VAQPArSzK0/Eqiv5YVtUmp86dW+NwOunDxy86qTbt3g1V13HvwQMngEz7U0rp/jRZ7jV/5Ur7qXPnUChfPhQuUCBTI03q1IGsKLXdWwiP7EVN15tsP3jw+p34ePjaTT168gRWq1UB4MrQbhqldCSAo4vXrnWcPHsW79avj4zGNUIIWjdpEhAgSV28ryuq+v39R48mXrlxQ3+QmOjzwTxITHQ5nM77PsZ8WdW0D7YfPCifv3IFF69fR6PatTPJFy1YEAXCwgz8MxM+AvCVz8ZM2AB8nUV5Ol5F0Y8AKHZF6aPp+vgVmzaphmGkF/40fDjuP3yIm3FxBMAOXxVQSjcmp6b+NHH+fF1z+DGiEQKY7rmMsqdVTauQarc/PBEdnbEMqzdv1hmGWelvT21XlA47Dh68HHnhgtPfAH1ZVimlVNO0KYqmtVy/bZtil+UXypNTUrB5zx5N0/VffdVJKb2talrn7yZPthuG4bMNH22XAXDcXz8BJAFonkV5Ol5F0XnhNqK7XK5pF69duzwkPFw+ff48bsbGok3fvhg8aZKsOxyfUEpVf5Womvajw+msGJ+QoN9/+DBTecTJk5AEIdK9V3wBlFJDUdVOP86bZ1+6fr3z2u3bOBsTgzGzZikHTpy4p2rayEwV/iP7RFbVN5NTU6duO3BAz/g+UEqx/cCBtDRZ3uCnighF01b1++EH+75jx3Dr7l3sjIhA3xEj7E6Xa66f/bSn7u0Op7OAwHGxESdPZiq/9+ABEh49YgCcdl+6AaCuv/pg7rPjsih/cWDZ/YP5YhzKcE0gwJeBNtuFAEmKEzjubwDVslsnz3HDCuTNa18SHk4PrllD969eTScOGUJFQZAB1H9Jf8oIPL84QJJiA2y2KwzDDAMQlM2x8KIgXGvXvLm2ZfFienDNGrpl8WLatlkzTRSEqwC4LGQJgPaBNtuRAEm6G2Cz7QfwXg6eY0NREOwThwyh+1evpgfXrKGLw8Np/rCwNI5lh3jdVxLAiizqsQIoka02X0HRn73knj8ASDmok3As+7XA809Dg4NTbZIk20TxBoCmOenbq/wByG0TxU0cy6phoaEpHMuqNlHcCCD0f6Htd22ieDNAkuwhwcGpAs8/Ya3WL+E2S3v6B6BzFnWEAViWnfZyGkpEAGRe6r6IkzDda5mFCalmsVg6EEJ4l8u1F6b3yAAwjxCySNW00jC3E7HUPZJ/A+4FXXvWaq3hdLmeUkp/p5TepWbWQwdCSMjjZ88KAkjQdD3p32rX3XZhAB9brdZ8TqczGsBGSqlKKd1LCCkDoDgAHmasfMbnxiBrW4cO00T6cuTwLeRgLrAIzDSRagD4DPd8AsCacYqRRPGPoIAA+0etWzt7fvihUTBv3lRJEM4BCMlhHwIAvAWgVDbvLy9w3MOKpUun9O3ShbZu0kQVeF7hWHbEK3yFRWGaJHNl536OZQfxHKe837ix2u+jj2jlcuVSeI57DKBSNtsrDWBRFuWBAD7MTl05ihlze1O6SoIwmWPZUJ7njecpKaBAuK7rUymllBByFEATSml6SDDHsqPKliw5YvqIEZLAm7slwzAw+7ff9APHj+9Nk+XW2WibFQVhusvl6pcnJMSRnJbGArhll+VelNIzfmQYgedjB/ToUahV48bpy9nHz57h81Gj7M+eP/+QUro7G22Xt0nSSsMwKoUEBzuePHvGWa3W9bKifEkplf3INAoODNz+y6RJUj63oQQA9h49SmcuXZqo6noRSqlfv727Dg7mS+VzP+eeLeZRStu/bAw5nbqbi4Kweuy336JmlSoghOBuQgJGz5w56tGTJwKAcQDeg1fgASHEIvD84EG9e6cr+drt29iwYweu3LrFgZD3GYaZaBjGZEqp3V/DkiiuLFey5AcjvvhCDAsNFV2GgQPHj1easXTpQUJIdUrpdV/9zR8WFuxRssvlwq7Dh7Hz0CEQQmwBkrTO7THza2YkhBTgOe5E386dg1o1aWJhrVbxeUoKZi1b1uXMxYtFATTxJRcgScP7dO4sepT86MkT/LlzJ06fP09Yls3ronQTIeQLSum9LJ53NQALYCbY+UICTH/1S5Gj7VWAJP04qHdvvF21KgghcBkG7j98iLcqVbI5nc4fCCGVYKbSetcb5DIMW6miRQEAh06fxohp01C+VClM/u47TBwyhNSsUmWoKAin3FGPmUAIKUUpbTdpyBDJY25NS0tDmt2OsiVKSFar9VdCiOhDtOKbFSvyAOAyDIyfOxd7jhxB97ZtMXvUKHzZvXuukKCgzQLPf+9vzBzLftu8QQOxXfPmFtZqfhePnjxB8UKFBGoY9QkhvXyFNFFKK1UqV44AQOy9e/hyzBgwFgtGDxiAGSNHklaNG7/Hc9xFQki5jLJeiALQOIvyMsiQyeEP2VY0IYS1K0p1j0Xn8bNn6D9iBFZs2oRcgYF4v1EjVuD5KI5ll8A0zXmQBkqNJ0lJ0HQds379FZO/+w4d33sPRQsWRLUKFfBd//58uZIlSzMWi7/9b7N61asbHofA/uPH0X3wYFy+eRM1q1SxVCxduh7PcQmEkFoZ5B7G3b+vAcChkyfx+NkzTP/hB9R+800ULlAALRo2xJhvvpEMwxhP/GSY8BzX/t369XnAdE2OmTULY2fPhsPpRLvmzdmQ4OBfJFHcl/FFs1gsD+8/MINl561YgU/at8fn3bqhdPHiKFO8OPp16cK0bdYsSBKEFVk89jcAzMqi/DaARlmUpyMnUzclMKc/1mrFj3PnolHt2vik/T8/D707deK6fPNNXwCHYYb4gFLqlERx3cpNmz6uXrkyV7pYsXS79uNnzzDnt99w4epVhObKxTMM832AJBW3K8pnlNJkr7YNp8tFAeBOfDzmr1yJuWPHokSRIgCAT9q3J8ejonKNnzdvNyGkMP0ngGDzpevXf7l2+zb2HD2KTu+9B89Xefj0aSxdvx66w4FcQUF8qt0ew7LsQIfDsTTDuA2X2/K37I8/YBgGVs2cmV5P706d2PFz59aNjomZC6CfRyjVbp+zfOPGRaWKFbPdjIvD5GFmTISu6/h57VrsPXIEeUJDLQaltQIk6bRdUbr7+Pl5BGBzFjopBNN71T+LewDkQNGUUmegzXZs79GjDcqVLIknSUn4uG1bTxkiTp3Ctv37wXEcw7HsEkJICnXHgSmqOnTfsWMNLl67VqRsiRIcANhlGYMmTECzevUw8quvIAoCklNT8fOaNe0OnzpVzh1w6LFX7zwRHT03NS0Nm/fuRbvmzdOV/Nw0PeJoVBQkQQgCpdsIIb0opXcopXZCSLeBEyasCQ0OlsJymwGrx6KiMG/FCoz86itUrVABhBBcu33bNmrGjDksyxKHw7HEM25F09ZuP3BgRIVSpYSdhw5hcXh4upIvXb+OTbt24c69ewIhpA8h5AKAX9wL0TUPEhM7DQkPbxZgs4kca4adTZg/H4zFghXTpyM0Vy7oDgf+3ru3+q9//HGSEPIGpdQ7Zp5D1qHVacgiStQbOfqNTpPl0QtWrXJt278flcqWBeOOnJi9bBl+//tvtG7aFPPHjcPXn34qhYWGrhMF4ScAoJQ+VVS1Wty9e3NOnz9vuAwDu48cQalixdCzY8d0H21wYCC+69ePzx0SUgpm1CTc8vcsFsuywZMmydfv3EEVt4vw8dOn+HL0aDxJSsLg3r3x0/DhpH3z5g14jjtPCHnTLfu3qmk1klJSrp+5cIFSSvHbn39iaL9+qFaxYrptuVzJkpg0dKhkZZgp3p4vp9O54OiZM8mLfv/dJYkiPIurnRERGD9nDiqXK4eJgwdj9IABpGLp0lPd0zhHKXXJqtr+QWJi3yfPnhmPnjzBtdu3cSM2FqMGDEBorlwAAI5l0en99y3N6tWTOJb9JsMjD4a5IMsKPlf9GZFTW/cxTdc77T169OaN2FgAwLnLlxEdE4N5Y8eice3aKFaoEJo3aIAl4eE2K8N8RQipDJjeI4PSYbrDce7X9esdp8+fR9O6mc24FosFrRo3DhR4vq33dUVVv76bkDDxbkKCI8HtPVq8bh2a1auHof36oWKZMihTvDg+79bNMrhPnwCbKK72yFJKryiq2mHDjh1K5IULePz0KWpWycy3U7ZECQTabCzM30aP7FNV02ruOXp039PnzyErClLS0rBw9WrMHDUK7Vu0QPHChVGrWjXMHTdOLFG4cHUC9HTLuiilaxiGmTv1l1/k41FRaFSrFqzWzBNpi4YNeY7jPsxw+TaAOVnoIwRAqyzK05FTRecFsFDV9QoPHz9Oirp4EXuOHEHbd99N/yo9CA4KQrvmzXme4/p4X5cV5f2/9+27evXWLZe/PbzLMCheXNCBUmpouj5ZVpQOqzdvlp+npOBYVBQ6vf9+Jvmm9eoRi8VS3HtFSymNUXW926gZM2SHw+E3tcGglCBD5gOlNF6W5Zac1bp/w44drkOnTqFmlSooksG9ylgs+KR9e8lmsw3wvq6o6rBrt29vX7t1q8PpesF76t0GSIYxw3RorPLTVcBMqR2YRXk6cqroBzCN6E5N1zuOnDFDvnr7dnrkREbkDwtjWKs1v/c1SukjWVGqJqemzt6yb5+eUcZlGNh+4IBd1TR/YbDbk1NT//xs1CiZsVjgiez0BmOxIHdIiANuZgYPDMPY7HA68xGL5UFGFycAXL5xA7IsKzCT/TPBrii9123b9nTz3r3OvH7GnDdPHlDDeCFnmVLqsMtyZ4fT2XHPkSMOXc80bGw/eFBVNW19hssHYNol/OFNmKnKL0VOFZ0P7lUgpfSApuvVEh49Onf6wgWfH8ipc+dkWVUz+eOo+SmPvXLzZsKCVascKWnmIvnxs2eYMG+e+jw19aK/AVBKqaKqPROfPPnE6XI5b929m+me5NRUJDx6xMNMJsgonyYrSs/JixYpJ6KjYRgGKKU4GxODkdOny5rDMdhrEZhR9q6qaRVj4+PXnIiOzvj1AQDOxsRQEHLWj/wWl2FsHzFtmpzw6BEAQFYUrPzrL9ehU6dSHU7n/AwidQDM9lWXG+fgtZbJCjk1gdoAvEsp3ex1rQjPcVd/Gj5cqlK+fPq9J6KjMW7u3BRd14tTSn06CggheW2iuEh3OFrZJMkhKwpjZZjVsqoOyspK5gHPccNLFC48esbIkZJNkgAATqcTE+bPV89cvPinXZY/yWIsLW2SNNcwjCIWQigFniiqOtQwjD+y8RwYkedv9f3ooyIdWrRI/1jiHzzAl2PGyGl2ezNK6Qk/spzA8+GGYXwuCgIUVbVyLBuRJsufUZMTxvveggDKU0oP+KnrDQBfUkqzikIxkUOjfgiAr3xcf5dj2dRqFSumfNS6tbNimTIpPMc9A1Arm/UGwfS9Ztu96ZaziIKwVBQE5f1GjdT2zZvrwYGBdkkU92anLpjOmUIwnRUkh22XEnk+tljBgildWrVy1KtePY1jWZlhmN7ZlBfcY/br1IFp+eqSRXl+AB2y015Ov+j8ACYDWArgCaX0mleZBKALzGC2dQD+pj6iQ14VbjNjBZgv2xX6T0itJ3nuA5iMhnsppT6nzv9B2yLMjAgdwHnP1E5MSonmMLdATwD86W/2esV2awBoQSmd5Ke8IIA6lNKNL60sB2+wTRLFdRzLasULF34eaLPZbaIYA+BNr3uCAfyVky8jm22/bRPFa0GBgfbihQs/51hWkURxOQDh324r4xfPc9wYjmXTihQo8Dxv7typIs8nEkI6/ifb9Wo/EEDhLMqrAJj9r37RNkk6ULNKlbqD+/ThgwIC4DIM7Dt6lM5atixN0/XK1OQvYQDkoZQ+8vMGigzDDBB4/guXyxViZZgLabI8kWbtPSrDc1z0sP79AxrVrg2LxYLklBT8tHixcv7KlQPZcXG666kgCcIoai5eXJTSP1RNm0IpzRS16YEoCOPy5ckzdNLQobZC+fIBAC5eu4aR06fLqXZ7R0rpzmy0SwB8FGCzDXM6ncWtDPMgTZZnAPiNmkEXWcm2B9CD+nFDugMqAmg2aCOzm01ZM1dQUMSfCxZIDGMS4Dx68gT7jh3DkchI42Zs7AGXYbSF+UWfpZTm91GHIAnC0Yply1bs0a6dmC8sDNExMfj5999lWVGG6w7HPF9tS6K4vON773Xv3akTA5gzUHRMDE6dO4ct+/Y5NV3vAWAdzWIghJA6PMft7da2rdCkTh1Gdzqxbf9+x/aDB1M1Xa9JKc2UY0wIsXEsm7hi+nQpf5hJrpsmy9h/7BgiL1xA5IULD3WHo5q/l9qr/4tCc+X65POuXW3lSpbE7fh4LFm/3v4gMXGXrCidsuq3ux/E3z2EkKYARlJKfbpKvZHd7VXTpnXrch4lb9q9G/1/+AGPnz1D49q1LVXKl2/Kc9w9mFl/5X1VYCGkX7mSJStMHTZMrFy+PPLmzo1mdevi+88+kygwzf3772swLZrUqcMAbvv4xIlYsGoVAm02dGnVypo7V67lkiju8o7/ziBPJFFcOfzzz22ftG/PFMqfHyUKF8Yn7duz79avn0sUhIxODA9qFMqXz+lR8tmYGHQfNAhnL19G5XLl0KBmzfwcy8YyDNPN30MjhFRnrdYeP0+caKtfsybCcufG21WrYlj//jaB599D1sH5IIS0BDAzi1sOA2ibRXk6suvUcOoOhwEAF65exbqtW7E4PDzd7tuldWty6PTpkPAFC/boDsdx+BiAJEmff9y2reRJodl+8CCW//knAmw25AkJ4Z+npNy0Wq0DnE7ncm85ArgcTjOUav7KlSiULx9mjhyZnorTvX17btSMGQ0uXL06GSZ9ZUZUYK3WAg3ffhsAkGa3Y+6KFTgRHY1C+fNbADR2e4+6Ukq9sx6cnnZT09Iwfu5cjP3mG7z5xj88PHfu3RO+GjNmCSEkmlJ6JWPDAsf1at+8OR/g3vqdu3IF81asgF2WERwQIKXZ7ZskQZitaNpwmjleDDANN8k+rnvwFoCuyIZ1LLuK3rL/2LEJn3/8MTbv2YOuH3wA78iJDTt24OTZs+BYNsTlchVzJ5rFeldADSM4tzvXeEdEBNZu2YLJw4ahdDHTDXzt9m3biGnTFjAMo7tcrjUeOYfLtX7r/v0D+nTuzB09cwZrZs9OV/Kpc+fw1+7duBMfLzIWy7eEkNswvUfeITohIUFB6bndI6ZNQ8kiRbB27lwESBJ0hwN/7d5d/bc//zxJCCnv9Xt3+vGzZ8aN2Ficv3IFNatUSVeyrCjYvHcv9h8/Dp7jRELILnekygsJ8VarNU+e0FAGAK7fuYPxc+ZgSN++qFe9OgghSHz6lPlx3rwvbt+9GwwvF6d33wEU9nHdg/sAXhoKBWQ/bfY6gHWDJ01Sbt29i8plTa6WuPv38eWYMbBarfhx0CBMGTaMVHvjjUpu71GlDNWcirxwwXAZBlZu2oTRX3+drmRN1xF3/z7eeuMNyWKxLCSEFPII6bo+bc+RIylL1q1zFcibN93kuXbLFsxdvhxN6tbFnDFjMPbbby0VSpf+SRLFnd7eJwCXExIT+aTkZJy5eBGKpuHbXr3g+cqeJiXB6XJZ8oeF5SLAXE/KLqXU4XS5Bg2bMkWOvnQJb7jHbJdlDJwwAdfv3MHAXr0wf/x49OnUqagkigcsFktn7wHLinLkeFSUHQDWbNmC7u3aoX6NGiCEwDAMxN67hwqlSkm6w9GLEOIrkiQI5l7ZHziYfCwvRbZNoLKq9r199+7Up8+fu+66IycWrFqFbm3b4vOPP0bJokVRIG9e5AkJIV927x5ok6QXUlPsijJ5xcaN6vGoKDAWS3rwwc3YWHQfPBj7jx9HyaJF0bh27WCOZW9xLPslAFBKH2q6XuPA8eP74x88gO5w4OHjx1i3bRvmjB2L5g0aoEDevKhZpQrmjhkjFsybtxaA9AdOKU2yWq2rp/z8s3L6/Hk0dq/cAWDVX3/h81Gj8OTZMzSrV89apkSJjwSev0MIKQ0ATqdzeXJqao+omJik225T65+7dqFIwYIY+803qFyuHArly4cOLVtizujREmu1LvOONDEoXRUdE+M4cPw4PXPxIjz8L8kpKfhq7FgsWbcOATYbOrRowQTYbLtsoriKvMgZdhkm+74/5MHL3ZgAcm4CrQFgbdGCBQv8NHy4re/w4di4cCE4d1aj0+lEUkoKggMD0bZ/f1XVtFL0H7YiWCyWzlaG+c0mSdKmRYvgcDrRfdAgfNG9Oxp7JZ0lPHqEz0eNklMzmBIDJOnEJ+3bv20YhuXR06cY2KtXpj4eOHECs5ctO5qSltbAq9+8TRTXOpzONl3btLH27NgRx6Ki8PPvv2PO2LEIDf6HuvSv3buNJevXxymqWsqz2iWEFOc57sryadOE7yZPxuivv0bZEplZq78eNy7l0vXrvamXAYMQUk3g+Z2U0vyrZsxAWO7cGDl9Ogrlz48vunVL94crqopBEyfKN+Pixjidzhlu2U9gRtRmHijSjVQB1E+UqDdy5NSgZlhtuSfPnm3/Zvx4uySK6UoGgAePH2PwxIngWBYBNpsDQC5vecMw/nA4nXk1XX8aHRODo5GRKFqw4AtKBoCC+fKhR4cOok2SXuAksStK99/+/PPZniNHnB5ukYwICw0FMnCfUUq1NFnuoDsc3bcdOKA7nE5s2rULvTp2fEHJANCueXNLrqCgMHjFYlFKYyml3/f74Qf5WXLyC/ng3siXJw+DDBxrlNJzqqYVJoQc2h4RYTxITETMjRvo07nzCwl1oiDg2549JY5lh3mCDSmlq/wp2Y3m8Er4zwo5JZR7E8B6WVW7Jj592iM5NdXlnSBXKF8+LJ0yBQ8fP0ZKaqoFvimI7aqm9R43e7Z89MwZVCrrm5utcrlyhGQ4jYdSekvT9fJxCQkbjp4549PYEHnhgtPpdPrLQPxD0bSIkdOnK3fu3cuUzO4eI9584w0GXsEHAKDp+tw0u70RIeSpJ8/ZGy7DwJmLFwl8RGVSSl2qpvVbt3Vr2tqtW2mZ4sV95naXL1UKmq7nhpm5AUJIZ0LIZD9jAYCtMM3OL0VO3ZRxAOZSSg1qxiX/NPnnn2VZMWnFHj5+jInz52PKzz/LjMWyiFLqk2/MMIwtabLc6WhU1KPb8b551e4/fAjig3OUUvqUUtoz7v79xK379xvePz1Xbt7Ehh07dEVVffJ+UEqprCgfXLh6dYGu6/SejyxOAIi7d88Jkygmo3ykXZa7L1y9Ot3N6B4PFq9d63A4nTGUUp/ht5TSG5qu19139GjUrbt34Z1q7MGjJ0/AWCw6/mE5OAUgo4/aG40BTMiiPB05/Y0uAdPI/rP7f0YSxWWGYXRuULMmdbpcOHbmDGO1WjfKitLDz97Qu77cHMve+2XSJKF44X92EZquo/8PP9jvJiT0ppT6dBsSQsqKPL83T2hoyFuVKnGx9+7pV27etOgOR1dK6daXjcVisQyqVLbspFmjRokeQxBgBvwNmTQpVXc48lI/ab8cyw4ghEyrXrmyM09ICHs8OtqpqOoNWVGaU0oz0ldn7DeRBOHmwN69S7xbv743qQ6m/vyzduj06WWKqn7pvrcWgELUDxeZO0S5OKX00MvGm1NFlwPQkWbwphBCSsKMhAh015nVdPMCGIbpLvD8Lx+1bs1Xq1iReZCYiFWbN6c9S0raLatq56zswe4VajOY0+xDmB6zbAXLEUI4SRD2FMyfv8bHH3xgy5MrF06dP+/cuGuXrmraS+3YxGS+95h9TwE4+TJzppfsmzzHRbRo2JBvXLs2LysKNu3eLV++eTNeUdXalNLn7vsaAyhGKV3up56KAMpSr/gAv8ihNyUIpiPcX3kJAHNyUqdbrpokiqsDAwIuB9psB2DSTVpyWs8rtMsC6B5osx0JDAiIEXh+MYBy/+l23W0X4lh2amBAwKXAgIBIAnwJwJbhnnxuRfuroyFM0teXt5fDzjUCsD2LcsFfxwC8bZOknRzLpgo8/1Tg+QUACv4vPFDGQsiXNkm6ybKs3SZJ1wghff6XXqSioiAsEXg+iee4FJso5ogkAMDnAGZkUR4MoEB26noVBn4rgA9EQXjPMAxF0/X1AI5TSql7n/0LpbR6BplWoiD80f+jj8QGNWsSu6Lg7717HdsPHnyu6Xp1mk02f0JIPsZi6cXzfHlN0665DOM3SqnvFRXSfw//KlKw4Lv9u3aVShUpguuxsfh5zRr7g8TEzYqqfkKz8QDc2506PMd9ZLFYREVVd8H8mciKB6UUz3GR7Zs3D2zdpImV4zhEnDxpLNuwQVU1rTWl9GB2xvySfvWAGdrlN2Qq/d6cKJoQ0k7g+ZWF8+dH8wYNAhVVNbbs368oqhohK0p7mAnwjPcDIGbq6oPJw4aFVavwDznew8ePsXT9euNYVNRWRVXbvaxti8XyIWu1rmpcuzYpV6qUcO3WLfXgyZPU4XT2MAzjTz/9bZ4/LGzjimnTAjz7fZdh4NK1axg9c6aSare3oZRmGUVJCGElUdwoCkKTNk2bipIgWPYcPZp6/8GDREXT6vt70QJstm1d27R5r1vbtuk7m5S0NGw9cACrNm16oOl6dpiB+8IMPBjnp9wCU4e+Y4i9782JogMk6Wibpk1r9e/a1erZ7OsOB76fMkW5fPPmT7rDsQnAcErpx16dqV8of/4dq2fODARM2/K0JUtw9dYtFClYELfv3gUBTtsVpQvN4AjxqqMYz3FX5o8bJ5YuXjz9+s24OAwYO1bRdL2iL9kASfqjT+fOHdu3aEEA4GhkJBasXg2e48BarbibkOBiGGamoqoj/D0sjmXHVCxTZvhPw4enp9VQSrFk3TrHln37/DEDC1aGSdn8yy+sze04WbR6NfYeO4YShQsjITERiqo+UFT1Y0pphL/nTUxOVZH68Iy5y9sDeItSmuXBKUDOiNlLiIJQo1fHjlbipnbcf/w4/t67F/EPHois1TpadzjsMGmcvREUEhxsAOZLMSQ8HA1r1sT4gQPBcxwcTic2bN9efdXmzScJIWUopakZ2+ZY9rOW77zDeJT8PCUFG3bsQMTJk7BarSLDMPsJIR/TDN4jhmFCQ4KDCQBEx8Rg1m+/YczXX6Oqe2Z5/PQpM3rWrK/uJiSwAAb5GDMReH7g159+mq7ki1evYv327bh88yZLKW3AsexCh9M5kr4YKyZaLBYqiabZe/qSJZAVBb/PnIngoCBQSnEiOrrAhPnztxOTGfiCn8deEibDg09FAzgP04P1UuTEYFKqaMGCumcKXLh6NdZt24aP2rTBr1OmYPygQZZSRYuOZ63WaRkM82dv3Lkj2GUZh0+fRmiuXOjduXO6ZSg+IQGKpjGhuXKFAphFvAhfPeA5rmqlsmU5wOS6HjB2LFLS0vDj4MH4bepU9O3cuaQkCAcIIS844WVF2X8sKkoBgNV//YUvunVLV7LD6cSlGzdQulgxyel0DiCZCVsBQHI4nYGe3O4Dx49j/Ny5qFWtGn6ZNAlzxowhDWvV6ivyfDR58aCx51aGeRJz4wbuP3qE0+fPY9SAAQh2k8Y+ff4ccffvo2yJEiJrta4kXqzCGcAia86YEJgr85ciJ4q+n/DokdXlcuFmXBwiTp3C7FGjUK96deQOCcFbb7yBHh06iCzLVoB5NhYAgFL6wMowmyYvWqREXriARrVqea5j7vLl+H7qVBiGgbbNmrHlSpbsKfD8bZKBBtrhdN6KNa1VWP3XX6hVrRqG9O2LUkWLIix3brR85x183q2b5H5o6Q/G6XItPRIZ6Th48iTOX72Kd9xtP3ryBH2+/x5/792LogUL4sP33rMG2mz7JFFc6rEzu6EwFov2IDERmq5j7ooVmDJsGNo0bYqw0FCULl4cfTt3ZiuXK1eQtVrTbQuUUqrp+rgpixbZj0ZGola1avCwPew6dAi9hw3Dg8eP0aBmTVKzSpWqHMvGE0J8hQNdhnkWpT+EwOQaeyly9BttE8U7/T76qNijp08JyzDo3dn0Bp67cgVzly+HqqqwSRLuJiQYDMMsUsxAfAchRLSJ4lqD0la9Ona0dnr/feyIiMCWffsw44cf4Am+B4D127a5Vv7111VZUSp7FiuEkDckUYxc/tNPYt8RI/DLpEnIHxYGl2FgxcaN2LxnDwrmy4cnSUmQFeWpoqo9KKU73LI1eI7b5nA6821ZvBg2ScKAsWNRr0YNdG3zTyCMrCj4etw4+534+EEGpelps6IgzKv71lv9GtWuzW/eswczRpq5+g8fP8aMpUtxMy4OBcLCcOfePTAMs8cuy90ppY8JIYTnuHFOl2tEzSpVrJO/+47cvnsXQ8PDMXvMGBQt+A/X+rkrV/D9lClpusNR1PsngBAyCEAgpfRHn8oznTc89fIQ+kOObN2yqrb8ec2apONRUc5Qt/foZlwcxs2ejT6dO+P32bOxZPJkrJ0zx1KuZMlekiguAwBKqZImy+0UVe2/ec8ezeVyYfOePejbpcsLSgaATu+/zwgcVxxehOSU0hiXyzW29/Dhcprdnp5yumTdOpy7fBlLJk/GzxMnYsP8+ZgwaFBuSRA2EEIauGXPaLpeSOC409sPHqQ3YmPx9PlzdG71YhKiJIr4qkcPmySKI7yvq5r2w4mzZ6/9/Pvvqocc1i7LGDxxIt6qVAnr583DwgkTsGnRIrzfqFFjNzMwSymlqqaNdblclaIvXXI+S07G1v370bZ58xeUDADVKlRA7TfftLi3S+mglM7yp2Q3ugAYkUV5OnLq1Cir6fqO+ISEv4+cPu0CgLVbt6Jb27bp4TEAEJorF8KHDpUMw+hICCnqJb/ieWrqqdEzZypx9+/jjTJlMnfIYkHFMmUMAC+4llRNm5Zmt78jiuLzyAsXkJyaim0HDmD8wIHpYU2EEFSvXBlff/qpFCBJ4R5ZauYq9162YYN9486dtHypUumsut54o0wZKJpWxPsapTRVUdW3ExITx0deuGA4nU7sPnIEZUuWRNc2beBZpImCgC+6dWML589fAGYygUf+OiFk2rfjx9uv3bnjc8wAULVCBUnk+RcOMyOEDCGE+Dw+wl33Qkrpf4T09RSAqRToEXPjxvOdhw7R6EuXfDLVioKAGpUrO+FFtkIpNWRFaREdE7OAYRh6NyHzjEMpRey9e4DJuJOx7IxdlvvMWrZMPhIZiYqlS6cf9+CNRrVrw64odb1/bymlMZqu1zt06tS5a7dvw9dP1t2EBLhTiTK2q1FKp1BKj8xdsUI7c/FiJh86YL5oLd95J1ASxQ+8r2u6PupBYuKQuPv31dj7vhfJsffuaZrDkZHXcyMAf5ykIIR8Sgjxy3vqjZwquiiAtymlsqbrDecuX35P1TQ4/DD0arpOkYFFkFKqqpr2ncPhGLt0/XrFlcFddywqCk+SkuwAfHpkKKWbUlJTR8/57Tc9NS3N5wLD4XDAQkgmZwil9IKq6zWSkpMfHD3z4hrHZRj49Y8/FIfTudDf4O2K0v7A8eORl65dc+l+xuxwOKhhGBmPXaZOl+sXWVHeW/v333Jq2ovHYNx/9Ah7jhwxXC7X8gzVVYKZhuQPR2H6pF+KVzltlgImB7U7xGbHtgMH3u3ftesLL82z589x/soVFsAuX5U4Xa5pl2/ebPnFqFFVO7dqZQsODMTRM2e03YcPOzRdb0+z8FrpDsdMQsj62/Hxt+8/fMgVyv9i/NyOiAgqCMKONLs904tAKTUIIe0nLViwt3mDBlyDmjX5lLQ0bNixwx6fkHDR6XT6PSLQvVBqQAj54a89e8Y0q1eP916ku1wu/L1vn91HnrMHhxRNW9xr2LB+3dq1k4oWLEgu37jhWr9tm+ZyuQb7MQVntVouCNNj6G8fno6cmkALwCREjfG6VpznuLM9O3YM+qBpU4soCLhy8yYmL1pkf5KUNEtRVb9WG0IIC6BjoM3WjxASpGraPt3hmE+zJllLB8dxA3MFBk764csvpaoVKkDTdew6dIj+vGaNXdP1WpTSy1m0XYhj2QECz79LKU1NtduXAviDvoTNzy3Li4IQ1bBmzdJ9unThw0JDkfDoEeavXKmcv3o1UlaURlmZNwkhjW2S9DVjsRR3OJ0XFVWdRSk95+O+UjDTh2L91NMKQDCldI2v8heQXU+Ku9+dAMz3cb1sgCTtsjKMznOcJgrCAyvDfIEcpqK+yp/FYukhieJdnuNUK8PoAZIUAaDKf7pdAMGiICxlWVZ2c4umCjw/E/9i4h+AkQC+yaK8ALJIwvP+y+kXXYpj2b4cy5ZUdf2S0+lcSr3okgghHwL4FEC7rKbenMJtaWshCUIXEGKVFWUzTO+Rw11OYFIeq/TFQ8r+jbZDLRZLT0kQajmczgRN13+lXoewETMVKBhAUnZmg3+5b0NhftEvtXVnW9Ecy37BMMyc9955hylVrJgl5sYNdf/x44bD4ehqGMaWHHSOh0nZYIV53F6WB5ASQiRJFPeFBgdXbvvuuwEMw2BnRETavYcP7yuqWp/6OVfST12FYS5wngI4k9X06r6/HseyO+u+9RZTo0oVKeHRI+ff+/Y5XC7XLEVVs7XadddDYJ5PlRvARZpFBmcGuQkAEimlPhMQc4LsZlNWkUTxxJLwcKlgvn9Mq9du38Y348fLusNRklL6iJin0LWllH7uqx6WZfsxFst090k6NO7+fY6xWOYomjbS3wwgieLCmlWq9BrzzTeCZ+9LKcWCVav0XYcP70uz219Kv0QICbKJ4kqXYbQoVbSolvj0KZMmy0lu75FPQjZCiMix7IMJgwcHe5+lmZScjH4jRtifZp8ZuL4oCGsCJCkkLHdu1624ON7KMLvtivIJ9eHAySBbAoDu78UghHwDgKWUZnUIGoBsrrpFQfim8/vvcx4lP3ryBGu2bMGRyEjzixOEw8QMNj8Lk9YwEywWS6dcQUGzp48YIZV0OwkeP3uGEdOmfX3/4UMngEzTDyGE51j2068++SRdySfOnsWG7dtx7c4dzjCM9zmWnedwOkfRFyklX4Akitvq1ajx9sBevXhREARKKY5HRwdMmDdvFzGZga/5EOtQoXRpi0fJiqrijx07sOfwYdgVxRYgSX8SQnrSLNgGCCHleI7bNfKrr2x133oLhBAoqorZv/3W8uiZM9thhgJlhdowmRT8zQA7kM0tcrZuYq3WN8qVLGkFzCyKAWPHIkCSsGD8eKydMwf9PvqorCgIB2HGer2RUd4d6THlhy+/TFeyoqo4de4cihcqZDMM43tCSGYLBJCHY1nkdVM7btq9G/OWL0ebZs2wbs4cLBg/Hg3ffru/KAiRhBCfVIqEkBocy7417LPPeA8X2r2HD3H11i2UKFLE4wjxlQ1QunK5cgGAeWDq0PBwxN67h3EDB2LD/Pn4/rPPAvLmzr0ii3MlIQrCiC6tW/Meq6HLMBAdEwOe43hCSB1CyNcZPH0ZoSLrA85KwWTwfymypWiny3Xzdny8AQC/btiAtu++i34ffYQCefMiJDgYjevUQY/27SWr1RoO8yymjMilO52F33JnI965dw+fDh2Kk2fPonK5cuj0/vtsoM0WIYniwgzeo2earluePX+O5NRULNuwATNHjULj2rURGBCAkkWL4uMPPuBKFy1ajLFYRvnpfqNGtWuznhlh3dat+Gb8eDicTrzXqBGp9eabNTmOi/PYxr1w9+rt23bApIMMCgzEmK+/RpnixRFgs+HtqlUxoEcPm2EYI9xRsJkfLiHvvvP221bATNf9Ztw4rP7rLxQpUAA92re3FsqXb7okCMeJyfbkC9eQ9Sk4Isw4vZciW1O3rCjz1m3d2qFp3brSsTNnMLBnTwBmIMHC1aux/9gxlCpWDLkCA4NT09LCCSG3KaV7vKpwUMMgDqcTrNWKsbNmoXfnzmjZ8J+Z66PWrfkvRo/uce/hw6P4hxlYkUTxj6V//PFRpbJluZpVqsCTmH4nPh4//fILklJSkC9PHo5l2aEBNltVuyx/TF+ketBkWXYBwPkrV7B5714smTwZnpSeD5o2JWcuXgwcOX36NkJIQfoP7dWGC1euzIu5fh37T5zApx06pNvyN+7ahdWbN6NA3rwoUqAAd+/hw8s8x43QdP0FymVCiKaoZmj4vJUrUbpYMQzs3Tu9ng/fe4+bOH9+1VPnzs2G77TZrgBuAvBH9RyNzGyDPpEtRVNKT4uCMKXv8OHDDcOQAmzmCzjr11+RYrdj9axZCA4MxIHjx7Hn6NGQC1eu/EUIeYe6j0CglKYF2myn9hw5Ur9g3rwQeB4tGpgfkMPpxN9792JHRASSkpNtAZL0q/urXkMppYqqfhtx8mSN6EuXSr1dtSoPmFa3oZMno0/nzmjRsCEYiwWqppFf1q5ttOfw4QhCSFWvxd3fhyMjf/oqLQ1b9u1Dl9at05V8/+FDrN26FSfPngXDMEGCxXKAmMzAlymlaYSQjkPCw/8MtNmkXEFBBAC27t+PLfv2YY6Xq/FuQgI/bMqUiRzLqrrDscjz3DRdX7l5797vixQsKByLisLa2bPTlXzo9GmTGTg+XiBAH6vVGu9yuaZRr+yWbGybesFk+H3pYiyn++gpkiAM/nHwYLZQvnz4bORIrJs7NxMP6KZdu+iyDRt2pslyKy/Zt3iOO1znrbekAEkiQ/r2hcvlwuiZM6E7HOjRoQOKFSyImBs3sPD33+3Pnj//TVaUr92yPIDhocHBozcsWMCs3LQJScnJGNTnBZpRUErRY8iQ1HsPH3amlKabXkVBmJkvT57+BLAN++wzVChdGnfi4zFk0iR80KwZWjRsCIvFgr1Hj9LVmzfbNV1vSik97W67qMDz2z9q3fqN7u3bk24DB2L8wIHpab8eXLt9GwMnTHiialp++g89VajA8xfqvvVWvtvx8dbffvoJALBy0ybsO3YMfbp0QdXy5ZHw6BF++/NP9fKNGxdkVW1I3bRdhJB5AM5RSn2ejpcT5NSpMUtR1WHTFi+2Hz59GjWqVHlByQeOH8f8lSvxTq1axOF0vhA0RymN1nS9/ono6POXb94EAByJjERSSgqmDBuGKuXLIzgoCHWrV8eiH3+0MRZLb2Iy48E98B9VXT+7YNUqPTomBg1rZSTbN71HzRs0CGCt1mbe11VNG3LvwYOhj5OStDi392jR77/j0w8/RM+OHVEgb17ky5MH3du1I0P79Qvwzu2mJi3kR+u2bVMOnjAzeDMq2XNN4HkR5gLJI/tM1bTqx6KiNj0wAwLx8PFjbNy1C7PHjME7b7+NXEFBqFimDKZ+/71QsmjRN/DiGRnTAfi1URBCRhNCvvRX7o2cKro6BR4lpaRMXLxunSM55UVbR5UKFdC6SROoug5CSCYrEaX0nKbrb99/+PDZqXPnsP/4cbRv3jwTrXFgQABaNWnCWa3W7l6yVFaUlrsPH46MvXfP0DTfi1FZVQ0jQ84UpZQ6Xa6f7bLccfnGjfaExERcvnkT772TKYATjevUASgt5R3ORCmNUTWt47TFi1PssuwzQc4wDDgcDgsyrJIppY9UTetiZZi9a7ZscUacPIlGtWtnSte1WCz4qE0bW6DN5m2DaI6svVfr4Of8z4zIqaLTACRrmjbF5XKVuXDtmiPx6T/rngeJibgZF4et+/c7LRaLz1hrSqlD0/W2Y2fPTrt99y715U8GgDwhIVaWYTKy5D5Nk+X6qXb75I27dmU6V1LVNOyMiNBcLpe/ve32lLS01V+NHi1zLPtCbrcHjMXiye1+oWOU0p26w5HHoDThuA9m4OPR0QAh9wBkZqEFYFeUnn/u3Plo6/79joxK9sD9LHJ5XXqOrInXq8BMg3opcqroh3Av9ymlcRZCxn/744/y2ZgYUEohm5GexuY9e1IVVfWbzkkpParpevknSUmnjkVF+VwkHDp1KlXRtMN+qph85datuOlLluiP3S/azdhYDJ08WXY4ndupH4pI9+Lui+epqR8oiuK44yNl9+Hjx0hKTmYAZDpeiVLqkBWlR/jChcreo0fhcDrhcDqx9+hRhC9cqNhl+Ut/ZlVKaYKqaeUTEhOXRpw65TOG/GR0tNPpckV4XboNPwYoNyzIpg5zuhj7DGaw2nTPNYZhPhV4fryu64UMSinHsodUTfuM+iBp81FfUZ7jLv84aJDNY4GilOLvffuMX9asSVQ1rTj1wydKCAkRBWGq0+nsDsDKMEyqy+Wa4XA6f6IvSdcFAJ7jvi9coMDomSNH2jyxYGmyjOFTp8q37t6dp6jq8Cz63SBAkqYrqlodAERBiE6T5SGU0iPZGDMj8vyNbu3aFe3apg3j4VO5cPUqvp86VVY1rTql9Kr73mkw053+8lNXGQAKzY5b919ypxGYgeZ9AfyUQ9kGPMc9KVm0aHKzevXS8uXJkyoKwk0AZbIpz+CfdN2ctGsRBWEWx7JKnTffTK1Xo0Yqz3GKZBLMMdmsQ4SZSZHT51VUEsVLuUNC0prWrZtWtkSJZJ7jnsPMPc9JPZMB9MnOvTn9okfBNKKPzbbQi/LlAFSE+ROQnk9MzMS95jAjJq4BOOpvCnzFdq0AGsBM+42mXpEchJB8MPlBLQD2ZevryFnb+WCe8K4AOEz/2ToR9/VKABIB7KJexzy67/kdwFZK6br/cUdy+AblA5A/i/L+ACb7uJ7XJopHbKIov1Wp0nP3VxsPoPa/MaO8pM9teI57WrRgweQ3K1Z8znOcahPFv5AhF/k/0C4rieKvHMuqVcqXTy5VrFgyz3EpDMP0zMmXjywOPIVpKMlWfTn9ojsBaGCTpBaKopTiOC7FMIwlusMxiVKaQkwiOIF6US0SQiyiIFz6oFmz0n06d2ZZqxWUUhyJjET4woVpmq5XohmY5/20nUfg+bGU0h4Op9MmCcKVNFkeR7P2Hr0tCsLBqcOGSZXdpwMoqoppixerp8+fj0iT5azOq/Cup2GAJE1UVLWOxWJxsCz7t6woI2kW6xCbJC0tV7Jk1/Hffit5SPBu3b2LIZMmycmpqZ0ppduz0e4gACcopZmPj0f6b3QaffGsLJ/IUXAgx7Jd84SGtvq2Z0+uWoUKePD4cciKTZu+PXn2bGtCyNswp+VcALw5NZvnCQkp/FnXrqzH/Hf9zh1cuHoVhfLnl+7ev7+SENKeehGt+xhQiMDzUU3r1s3ftU0bLk9oKCIvXKg057ffVvIcV1LT9Wm+5GySNK5P586iR8m6ruNIZCSsVqtAKX2XENIfwFKaNX1GW0kU13z1ySdSw7ffhqKq1i3793dev23be4SQmpTSGz5k8nIs233ct9/yHiU/fPwYh0+fRsmiRaUrN28uI2Zy3csWrE4ApQkhp/z8lNWBuTL/9xRNCCku8Px7C8eP5zzJYkUKFMCHLVrw8QkJZW/GxW0HEAtA8LJojSOEjGxSp04gcWdg/rxmDSJOnkTrJk3Q6f33LSeioxucPHs2gRCyCm6/q1tunKdthmGa1KteveDQfv3S+1utYkX07dJFmrZkyWRiMgOnZpTjOa5J/Ro1CAA8SUrC0PBwhIWG4p1atVCuZEnmr927Fzx7/nyku+2RAMZnHLbA80OnfPdd+owgiSKa1KljeZCYGHT49Ok9bsNKRrmyZYoXR5BbyQeOH8ec5cvxbv36aNGgAYoXKpR3Z0TELYZhthqG4YvFaKy7TiuAdwDEEUJ8rVsc8HMoe0bk5Iv+sEndusSj5IvXrmHa4sWwWCzIExJiFXi+IQGIomlD6IvnOe9JleXaAKxHIiNx+vx5/DplCjyOkZYNG5IT0dH8+LlzO2i6XsCzIKFeyd82SerT6f33rYBpgVq+cSP+2r0bZUqUQInChZm7CQlfAfguo5wkil+myXJYWGgopi9Zgndq1UKvjh3TO9bu3Xeto2fNCou+dElQNS3TibGEkLqhwcGDPEpOfPoUkxctQnxCAkoVLUpEQSjOMMxVWVHWU68cZkJIE7uitALAP3z8GHOWL8fs0aPTj1ls0bAhOrRogf4jRzZTVPU7mjnwYZxXXRJMUpx6yHw84SWYYVEvRU4UbQsJCuIA4N6DBxg9cya+698fnsgJTdfJkPDwutdu3/6LEFLU8/ZRSjfsPnRoRK+OHa1b9+/HJ+3bpyv5Zmwsft+yBZHnz4NSGioKQgQhpDd17yM9oIYhBbpl1mzZgjMXL+K3adPSvVB3ExL4IZMmTWEY5rnL5Uo/EMwwjN//2r37y48/+IC7eusWfhw4EO4+YUdEBDbv2YO7CQkiwzCDrVbrc7f3yHvfbgsMCEjP7R4aHo7mDRpg2vDhsFqtMAwD2w8eLLdg1apjhJDSXj8/Rx8kJuL6nTs4FhWFZvXqpSv5aVIS1mzZgoMnT8Llcok2SYoghHSnfpgXKKUyIeRvAG0JIQ0ppd5GpD4AjiGLbA4PcmIZO3bwxAk7pRQbd+3CB82apedbuVwuRJ4/j+KFCllFns8PYBgxj10ApfSqQenKb8ePt99NSEBZdzL7xatXMXTyZLxRpgxWz5qFNbNno1vbtrV5joskhFR7oZMWy5Hj0dFU1TRs2LEDowcMSFdyUnIyjkVFoVSxYhJrtS4gXqfXabo+Ze/Ro0mLfv/dVaRAgXST55zly7Ft/358/vHH2PzLL5g5ciSpVqHCSEkQ9hEz1tyD6Dvx8XxySgoOnTqFsNBQdG/XDlb3gvLqrVuIu3+f5M2dO4gQspgQEuAes+5wOr8cGh4uX7h6NZ039GlSEgaMGweLxYJ548Zh46JF+LZnz/yBNtsWhmH88pBQk1LrbwAFvAMkKKUDKaUvVTKQM0UfeJ6SEvfL2rWOc1euoEFN85DyNFnG1+PHY82WLShRpAg+/fBDa7FChX4UBeGMJ7xHUdUvYu/d+05WFP1WfDwopZi3ciUG9e6Nju+9h1xBQcgdEoJubduSAT162AIk6YW0GLuiTFi2YYOy79gx5MuTBwXy5gUAnLl4ET2/+w53ExLQoGZNtGnaNFAUhHMCz3um8Ueqpr156ty5v27Hx8PhdOJmbCyORUVhxsiRqF65MkRBQPlSpTD1+++FAvnyVYMZDuV5kE+tDLNy3Ny5cvSlS6jvHrNhGJixdCkmzJ+PXEFB6PT++8xbb7zRjue4O4SQ8gDgcrl+T7XbO1y9devhtdvmmuv3v/9G/Ro18NUnn6BQvnwIkCS8W78+Zo0eLVnNl9RvtIhb2VsBFCbupH1CyDJCSGd/Mt7ItqIppVRW1Sbb9u+PfJKURO1uWsgFq1ahZJEiWPDjj/iwZUt82LIllk2dyjWsWbOCJIoLPbIuw1iUJsuf/rp+vf323btISk5Of1m80bxBA6I7HNWJF3ErpTRKUdWP5i5fnvLs+XNQSpFmt2PCvHmYOHgwvv/sM7Rq3BhfffIJVkybJnAsO44QUsct+0DVtE6EkJN/bN/uOnjyJFo2bAgP7YQHDMOgS6tWAYE22wuRHrKqDrh+584fB0+edNll07+wIyICt+PjsWzqVHRv1w5tmjbF9B9+YAb06JFbFISdnnAoSuluVdPq7Tx0SLn34AEOnjyJD1u2zDTmUkWLokThwhRA05fowPNlFyGE1AMQDvNYw5cip+y+iWmyXE9RlNmbdu3S02QZRyIj0a9Ll/TICcB0uX328ce8w+n8MEPQ3vonSUl/DgkPV3ieT+fN9obbq+REhtgzSulWh9MZJqvq0+iYGOw7fhzVK1VCZa/T8wAgLHdudG/XTrCJ4gucJHZZ/mj15s2PI06edHhs2xkRHBiIjEGG1DxXspem6x3/3rtX0x0ObNm3D707dcoUcNGqcWMSFBCQB0B9L/nbTpfrm/4jRyp2WU5fiWdEiBnB4rtjL/bHo+xiAL6AyXPyUuTUewUAcBnG+DMXL96fsXixIzQ4OJ2bwxshwcEINN196dQLlFKqqGqv5NTUDx4/fer0Jk714EZsLJxOpwIfIa6UUl1R1R5jZs2ST0ZH+wwAAIByJUtaLAxTIYNsnKppZRISE1ceOH7cp/foSGSkpmqav6OZ/pZVdc/Q8HD53sOHKOeDr5sQggqlSwNewQcA4HA4liqq+ibHcY9OnM3sWFM1DefMhMRTmQp9wEvZAPBS6ing1bIpQSlNJoTUPHHu3AxK6adpspx+dIEHqWlpSLPbOQCPvPe2HjhdrhM/zp1bvdobb0iCe5Ekqyrc2ZRnKKUuX3KAeTRx5IULmx8+eZKrS+vMx17diY+n1DBuZ5R377MfXI+Nlb+bPDmgYunShBACCjM3OuLkSR6mHcBXu2NlRZlw6fp1G8MwjW/Hx5OqFV6MCaCU4mZsLAXQ2CtwwbMnhl2W9/70yy9dLly9yoYEBWHFpk3o1rYtjpw543Q6nXEAPvWaGdPlfPXFXZYK86CaKD/3pSPHzIEZESBJW95v3Ljll927p69WKaVYsGqVY9ehQ9vTZNnf4VyMKAizXS5X3yrlyzsMw6CXrl/nLBbLTFXTRvmxBHnLh3EsG7fgxx9Fz9kcgHnSbO/vv7c/e/68DfXDzkcIKSGJ4jaB54tVLF3aiL13D0+SktJUTWtPM1BY+QLDMAPLlyo1abZ5vEL69UOnTmHKzz8/UDWtsD9rm9Vq7cVYLPNKFSvmyhUURM5dvsxaLJY97ujVlx68+qr4HyuaEJJXFIST5UqWDGvVuHEApRTbDx5Mu37nTqKbqfZltMZ5YbIiGAD2Z2UKzQiLxdKR57gVbZo2ZauUL8/GJyQY67dvVzVdX6Coql9KCHe7nnyosjDZFQ5lZQrNIGuVRHFrSFBQ/c6tWgXkCgrC0TNnlMOnTzvcgYVZMQl5jCDvwlyHnMyGKfR/jP+xooH0jncNDAjoAkqRarevhXm6nE9i9n8ThJBSAs8P4Fj2TafLFScryiJ/ToB/uV0LgPcCJKmvxWLJJavqfqfTuZhm43yL/xv4VxT9Gv/v45VW3a/x/z28VvR/CV4r+r8ErxX9X4LXiv4vwWtF/5fgtaL/S/Ba0f8l+D9v7EWRkvblrQAAAABJRU5ErkJggg==\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "from scm.plams import fromASE\n", "from ase.build import bulk\n", "\n", "bulk_Al = fromASE(bulk(\"Al\", cubic=True).repeat((3, 3, 3)))\n", "rotation = \"-85x,5y,0z\"\n", "plot_molecule(bulk_Al, rotation=rotation, radii=0.4);" ] }, { "cell_type": "code", "execution_count": 27, "id": "9bf8f26d-faf7-4283-8e5d-aa89725e3831", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "178 atoms, density = 2.819 g/cm^3, box = 12.150, 12.150, 12.150, formula = Al108H50He20\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "if AMS2025:\n", " out = packmol_around(\n", " current=bulk_Al,\n", " molecules=[from_smiles(\"[H]\"), from_smiles(\"[He]\")],\n", " n_molecules=[50, 20],\n", " tolerance=1.5,\n", " )\n", " plot_molecule(out, rotation=rotation, radii=0.4)\n", " printsummary(out)\n", " out.write(\"al-bulk-with-h-he.xyz\")" ] }, { "cell_type": "markdown", "id": "0ec598de-9156-4152-ac38-b061434af433", "metadata": {}, "source": [ "## Bonds, atom properties (force field types, regions, ...)\n", "\n", "The ``packmol()`` function accepts the arguments ``keep_bonds`` and ``keep_atom_properties``. These options will keep the bonds defined for the constitutent molecules, as well as any atomic properties.\n", "\n", "The bonds and atom properties are easiest to see by printing the System block for an AMS job:" ] }, { "cell_type": "code", "execution_count": 28, "id": "22c8adb7-1512-4cef-8190-8eff2cb018c2", "metadata": {}, "outputs": [], "source": [ "from scm.plams import Settings\n", "\n", "water = from_smiles(\"O\")\n", "n2 = from_smiles(\"N#N\")\n", "\n", "# delete properties coming from from_smiles\n", "for at in water:\n", " at.properties = Settings()\n", "for at in n2:\n", " at.properties = Settings()\n", "\n", "water[1].properties.region = \"oxygen_atom\"\n", "water[2].properties.mass = 2.014 # deuterium\n", "water.delete_bond(water[1, 2]) # delete bond between atoms 1 and 2 (O and H)" ] }, { "cell_type": "code", "execution_count": 29, "id": "8bf26a15-e2ea-4b2a-add1-cb439c3652dc", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "System\n", " Atoms\n", " O 4.4683970000 4.0274410000 4.8301830000 region=mol0,oxygen_atom\n", " H 4.1911940000 3.4970360000 4.0538400000 mass=2.014 region=mol0\n", " H 4.0904700000 4.9334700000 4.8078930000 region=mol0\n", " O 2.4022380000 2.5119780000 4.9388470000 region=mol0,oxygen_atom\n", " H 2.1168150000 1.5763270000 4.8758370000 mass=2.014 region=mol0\n", " H 1.7828170000 3.1154120000 4.4736580000 region=mol0\n", " N 3.8850350000 1.5479000000 0.9974040000 region=mol1\n", " N 4.9682670000 1.4976690000 1.2344790000 region=mol1\n", " End\n", " BondOrders\n", " 1 3 1.0\n", " 4 6 1.0\n", " 7 8 3.0\n", " End\n", " Lattice\n", " 5.9692549746 0.0000000000 0.0000000000\n", " 0.0000000000 5.9692549746 0.0000000000\n", " 0.0000000000 0.0000000000 5.9692549746\n", " End\n", "End\n", "\n" ] } ], "source": [ "from scm.plams import AMSJob\n", "\n", "out = packmol([water, n2], n_molecules=[2, 1], density=0.5)\n", "print(AMSJob(molecule=out).get_input())" ] }, { "cell_type": "markdown", "id": "437a1f66-220c-4b99-a803-27406517f315", "metadata": {}, "source": [ "By default, the ``packmol()`` function assigns regions called ``mol0``, ``mol1``, etc. to the different added molecules. The ``region_names`` option lets you set custom names. " ] }, { "cell_type": "code", "execution_count": 30, "id": "c174a783-7b5c-4cc0-b494-d56c9f9c6cf8", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "System\n", " Atoms\n", " O 1.8954680000 3.1933380000 0.9222520000 region=oxygen_atom,water\n", " H 1.9676630000 4.1631210000 1.0454880000 mass=2.014 region=water\n", " H 0.9891960000 2.8669170000 1.1128710000 region=water\n", " O 4.1055510000 2.5003860000 3.7622970000 region=oxygen_atom,water\n", " H 4.8926280000 3.0404560000 3.5393350000 mass=2.014 region=water\n", " H 4.2556640000 1.5457960000 3.5878300000 region=water\n", " N 1.6662680000 1.6519680000 4.9161680000 region=nitrogen_molecule\n", " N 1.0030750000 1.0752030000 4.2382030000 region=nitrogen_molecule\n", " End\n", " BondOrders\n", " 1 3 1.0\n", " 4 6 1.0\n", " 7 8 3.0\n", " End\n", " Lattice\n", " 5.9692549746 0.0000000000 0.0000000000\n", " 0.0000000000 5.9692549746 0.0000000000\n", " 0.0000000000 0.0000000000 5.9692549746\n", " End\n", "End\n", "\n" ] } ], "source": [ "out = packmol(\n", " [water, n2],\n", " n_molecules=[2, 1],\n", " density=0.5,\n", " region_names=[\"water\", \"nitrogen_molecule\"],\n", ")\n", "print(AMSJob(molecule=out).get_input())" ] }, { "cell_type": "markdown", "id": "8609efd3-2bf8-4cea-b7ae-23d3d4a83165", "metadata": {}, "source": [ "Below, we also set ``keep_atom_properties=False``, this will remove the previous regions (in this example \"oxygen_atom\") and mass. " ] }, { "cell_type": "code", "execution_count": 31, "id": "0ff63cd1-66fc-4205-9792-2eee2dbdb0c4", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "System\n", " Atoms\n", " O 4.0652730000 3.9544190000 4.3862680000 region=mol0\n", " H 3.2286770000 3.6326620000 4.7830780000 region=mol0\n", " H 4.1543770000 4.9294310000 4.4612820000 region=mol0\n", " O 2.0684390000 4.1227080000 1.7583370000 region=mol0\n", " H 2.6733500000 3.4138690000 1.4541850000 region=mol0\n", " H 1.5374060000 4.4922430000 1.0196470000 region=mol0\n", " N 5.0006200000 1.0167660000 1.2504450000 region=mol1\n", " N 4.9354770000 2.0781350000 0.9320530000 region=mol1\n", " End\n", " BondOrders\n", " 1 3 1.0\n", " 4 6 1.0\n", " 7 8 3.0\n", " End\n", " Lattice\n", " 5.9692549746 0.0000000000 0.0000000000\n", " 0.0000000000 5.9692549746 0.0000000000\n", " 0.0000000000 0.0000000000 5.9692549746\n", " End\n", "End\n", "\n" ] } ], "source": [ "out = packmol([water, n2], n_molecules=[2, 1], density=0.5, keep_atom_properties=False)\n", "print(AMSJob(molecule=out).get_input())" ] }, { "cell_type": "markdown", "id": "8feb2f97-2a07-4206-bcb5-a520a74d7d0f", "metadata": {}, "source": [ "``keep_bonds=False`` will additionally ignore any defined bonds:" ] }, { "cell_type": "code", "execution_count": 32, "id": "6938fd3c-a30b-4036-8cee-ec10eef28cde", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "System\n", " Atoms\n", " O 1.5148360000 1.2112720000 3.1575050000 region=water\n", " H 1.2508580000 1.6795210000 2.3377870000 region=water\n", " H 2.4909520000 1.1559460000 3.2488970000 region=water\n", " O 3.7560190000 3.1343020000 2.3314320000 region=water\n", " H 3.1742240000 2.7225030000 1.6585170000 region=water\n", " H 4.1497860000 2.4655170000 2.9330050000 region=water\n", " N 1.1894490000 4.9504330000 4.6443000000 region=nitrogen_molecule\n", " N 1.8753900000 4.1414680000 4.9716820000 region=nitrogen_molecule\n", " End\n", " Lattice\n", " 5.9692549746 0.0000000000 0.0000000000\n", " 0.0000000000 5.9692549746 0.0000000000\n", " 0.0000000000 0.0000000000 5.9692549746\n", " End\n", "End\n", "\n" ] } ], "source": [ "out = packmol(\n", " [water, n2],\n", " n_molecules=[2, 1],\n", " density=0.5,\n", " region_names=[\"water\", \"nitrogen_molecule\"],\n", " keep_bonds=False,\n", " keep_atom_properties=False,\n", ")\n", "print(AMSJob(molecule=out).get_input())" ] } ], "metadata": { "kernelspec": { "display_name": "amspython", "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": "3.8.12" } }, "nbformat": 4, "nbformat_minor": 5 }