{ "cells": [ { "attachments": {}, "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# Stuck particles\n" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "In some Parcels simulations, particles end up moving onto parts of the grid where the velocity field is not defined, such as for example onto land. In this tutorial we look at how this depends on the grid structure.\n", "\n", "**Short conclusion: Particles can get stuck on Arakawa A grids and B grids but should not get stuck on C grids.**\n", "\n", "This tutorial first looks at how velocity fields are structured and what that means for where the ocean-land boundaries are located. Then we look at how particles may end up getting 'stuck' on these boundaries. How to make these particles become 'unstuck' again in Parcels will be discussed in another notebook.\n", "\n", "- [Introduction](#Introduction)\n", "- [A grid interpolated velocity fields - SMOC](#1.-A-grids)\n", "- [C grid numerical model - NEMO](#2.-C-grids)\n", "- [B grids](#3.-B-grids)\n", "- [Diffusion](#4.-Diffusion)\n" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## Introduction\n", "\n", "Parcels can handle several different types of velocity fields, which makes it widely applicable. This also means that the underlying code and therefore the accuracy of the calculated trajectories can differ, depending on the velocity data input. Even when Parcels runs smoothly with the velocity fields you use, it is good to realize how your velocity fields are structured and how those velocities are generated in the first place.\n", "\n", "Horizontal velocity data may be structured on a staggered (Arakawa-C) or unstaggered grid (Arakawa-A). The implementation of these grids is covered in [this tutorial](documentation_indexing.ipynb).\n", "\n", "The source of your velocity data will influence how accurate and physically consistent parcels can calculate trajectories. Common sources are **numerical models and data assimilation products**, **interpolations** of those products or **discrete observations**. The staggering of variables determines how the ocean-land boundaries are defined in models and how their boundary conditions can be satisfied. The Parcels interpolation scheme differs per grid configuration and makes some underlying assumptions that determine the trajectory within a grid cell. Whether the source of your velocity data has physically consistent boundary conditions and how well these align with the assumptions made in Parcels determines how accurately the trajectories move within grid cells. This is especially important near ocean-land boundaries, where particles may end up 'stuck' on land.\n", "\n", "Here we will look at two examples of velocity fields in parcels. We visualize the structure of the velocity field, briefly discuss the Parcels implementation and look at how particles get stuck. Then we shortly discuss Arakawa B grids and additional sources of movement that may not respect the ocean-land boundary, such as particle diffusion using a random walk.\n" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "hide_input": true, "slideshow": { "slide_type": "skip" } }, "outputs": [], "source": [ "import math\n", "from copy import copy\n", "from datetime import timedelta as delta\n", "from glob import glob\n", "\n", "import cmocean\n", "import matplotlib.gridspec as gridspec\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import xarray as xr\n", "from IPython.display import Image\n", "from matplotlib.colors import ListedColormap\n", "from matplotlib.lines import Line2D\n", "from scipy import interpolate\n", "\n", "from parcels import (\n", " AdvectionRK4,\n", " Field,\n", " FieldSet,\n", " JITParticle,\n", " ParticleSet,\n", " download_example_dataset,\n", ")" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## 1. A grids\n", "\n", "Arakawa A grids are unstaggered grids where the velocities $u$, $v$ (and $w$), pressure and other tracers are defined at the same position (on so-called nodes). In numerical models, these nodes can be located **at the corner _or_ at the center of the grid cells**. This means that the cell boundaries, and therefore the solid-fluid boundaries can either be located at the nodes (**figure 1A**) or at 0.5 dx distance from the nodes (**figure 1B**) respectively.\n", "\n", "Many ocean models natively run on a C grid, because boundary conditions are easier to implement there (see [C grid](#2.-C-grids)). Sometimes, the C-grid output of these models is interpolated onto an A grid. This is the case for all(?) the data available from [CMEMS](https://resources.marine.copernicus.eu/?option=com_csw&view=details&product_id=GLOBAL_ANALYSIS_FORECAST_PHY_001_024), which provide the data on a rectilinear A grid velocity field.\n", "\n", "To visualize this, in **figure 1** we show the nodes and cells of a coastal region. The ocean cells and nodes are in red and the land cells and nodes are in white.\n" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "hide_input": true }, "outputs": [], "source": [ "# Open dataset\n", "SMOCfile = \"SMOC_20190704_R20190705.nc\"\n", "flowdata_SMOC = xr.open_dataset(SMOCfile)\n", "\n", "# Define meshgrid coordinates to plot velocity field with matplotlib pcolormesh\n", "dlon = flowdata_SMOC[\"longitude\"][1] - flowdata_SMOC[\"longitude\"][0]\n", "dlat = flowdata_SMOC[\"latitude\"][1] - flowdata_SMOC[\"latitude\"][0]\n", "\n", "# Outside corner coordinates - coordinates + 0.5 dx\n", "x_outcorners, y_outcorners = np.meshgrid(\n", " np.append(\n", " (flowdata_SMOC[\"longitude\"] - 0.5 * dlon),\n", " (flowdata_SMOC[\"longitude\"][-1] + 0.5 * dlon),\n", " ),\n", " np.append(\n", " (flowdata_SMOC[\"latitude\"] - 0.5 * dlat),\n", " (flowdata_SMOC[\"latitude\"][-1] + 0.5 * dlat),\n", " ),\n", ")\n", "\n", "# Inside corner coordinates - coordinates + 0.5 dx\n", "# needed to plot cells between velocity field nodes\n", "x_incorners, y_incorners = np.meshgrid(\n", " (flowdata_SMOC[\"longitude\"] + 0.5 * dlon)[:-1],\n", " (flowdata_SMOC[\"latitude\"] + 0.5 * dlat)[:-1],\n", ")\n", "\n", "# Center coordinates\n", "x_centers, y_centers = np.meshgrid(\n", " flowdata_SMOC[\"longitude\"], flowdata_SMOC[\"latitude\"]\n", ")\n", "\n", "# --------- Velocity fields ---------\n", "\n", "# Empty cells between coordinate nodes - essentially on inside corners\n", "cells = np.zeros((len(flowdata_SMOC[\"latitude\"]), len(flowdata_SMOC[\"longitude\"])))\n", "\n", "# Masking the flowfield where U = NaN\n", "umask = np.ma.masked_invalid(flowdata_SMOC[\"uo\"][0, 0])\n", "\n", "# Velocity field with NaN -> zero to be able to use in RectBivariateSpline\n", "u_zeros = np.nan_to_num(flowdata_SMOC[\"uo\"][0, 0])\n", "# Interpolate U\n", "fu = interpolate.RectBivariateSpline(\n", " flowdata_SMOC[\"latitude\"],\n", " flowdata_SMOC[\"longitude\"],\n", " u_zeros,\n", " kx=1,\n", " ky=1,\n", ")\n", "\n", "# Velocity field interpolated on the inside corners\n", "u_corners = fu(y_incorners[:, 0], x_incorners[0, :])\n", "\n", "# Masking the interpolated flowfield where U = 0\n", "udmask = np.ma.masked_values(u_corners, 0)\n", "\n", "# Velocity field with NaN -> zero to be able to use in RectBivariateSpline\n", "v_zeros = np.nan_to_num(flowdata_SMOC[\"vo\"][0, 0])\n", "\n", "# Interpolate V\n", "fv = interpolate.RectBivariateSpline(\n", " flowdata_SMOC[\"latitude\"], flowdata_SMOC[\"longitude\"], v_zeros\n", ")\n", "\n", "# --------- Plotting domain ---------\n", "lonminx = 2100\n", "lonmaxx = 2500\n", "latminx = 1300\n", "latmaxx = 1750\n", "\n", "# Select velocity domain to plot\n", "SMOC_U = flowdata_SMOC[\"uo\"][0, 0, latminx:latmaxx, lonminx:lonmaxx].fillna(0)\n", "SMOC_V = flowdata_SMOC[\"vo\"][0, 0, latminx:latmaxx, lonminx:lonmaxx].fillna(0)\n", "\n", "### Create seethrough colormap to show different grid interpretations\n", "cmap = plt.get_cmap(\"Blues\")\n", "my_cmap = cmap(np.arange(cmap.N))\n", "my_cmap[:, -1] = 0 # set alpha to zero\n", "my_cmap = ListedColormap(my_cmap)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "hide_input": true }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, (ax1, ax2, ax3) = plt.subplots(3, 1, figsize=(10, 15), constrained_layout=True)\n", "fig.suptitle(\"Figure 1\", fontsize=16)\n", "\n", "ax1.set_xlim(4.6, 5.4)\n", "ax1.set_ylim(52.7, 53.3)\n", "ax1.set_xlabel(\"Longitude\")\n", "ax1.set_ylabel(\"Latitude\")\n", "ax1.set_title(\n", " \"A) Node at corner cell - agreement with Parcels interpolation\",\n", " fontsize=14,\n", " fontweight=\"bold\",\n", ")\n", "ax1.pcolormesh(\n", " x_centers[latminx : latmaxx + 1, lonminx : lonmaxx + 1],\n", " y_centers[latminx : latmaxx + 1, lonminx : lonmaxx + 1],\n", " udmask.mask[latminx:latmaxx, lonminx:lonmaxx],\n", " cmap=\"Reds_r\",\n", " edgecolors=\"orange\",\n", ")\n", "ax1.scatter(\n", " x_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " y_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " s=100,\n", " c=SMOC_U,\n", " cmap=\"cmo.balance_r\",\n", " vmin=-0.05,\n", " vmax=0.05,\n", " edgecolors=\"k\",\n", ")\n", "ax1.quiver(\n", " x_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " y_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " SMOC_U,\n", " SMOC_V,\n", " angles=\"xy\",\n", " scale_units=\"xy\",\n", " scale=8,\n", " color=\"w\",\n", " edgecolor=\"k\",\n", ")\n", "\n", "ax2.set_xlim(4.6, 5.4)\n", "ax2.set_ylim(52.7, 53.3)\n", "ax2.set_xlabel(\"Longitude\")\n", "ax2.set_ylabel(\"Latitude\")\n", "ax2.set_title(\n", " \"B) Node at center cell - not according to Parcels interpolation\",\n", " fontsize=14,\n", " fontweight=\"bold\",\n", ")\n", "ax2.pcolormesh(\n", " x_outcorners[latminx : latmaxx + 1, lonminx : lonmaxx + 1],\n", " y_outcorners[latminx : latmaxx + 1, lonminx : lonmaxx + 1],\n", " umask.mask[latminx:latmaxx, lonminx:lonmaxx],\n", " cmap=\"Reds_r\",\n", " edgecolors=\"k\",\n", " linewidth=1,\n", ")\n", "ax2.scatter(\n", " x_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " y_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " s=100,\n", " c=SMOC_U,\n", " cmap=\"cmo.balance_r\",\n", " vmin=-0.05,\n", " vmax=0.05,\n", " edgecolors=\"k\",\n", ")\n", "ax2.quiver(\n", " x_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " y_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " SMOC_U,\n", " SMOC_V,\n", " angles=\"xy\",\n", " scale_units=\"xy\",\n", " scale=8,\n", " color=\"w\",\n", " edgecolor=\"k\",\n", ")\n", "\n", "ax3.set_xlim(4.6, 5.4)\n", "ax3.set_ylim(52.7, 53.3)\n", "ax3.set_xlabel(\"Longitude\")\n", "ax3.set_ylabel(\"Latitude\")\n", "ax3.set_title(\n", " \"C) Different boundaries - Parcels interpolates according to orange grid\",\n", " fontsize=14,\n", " fontweight=\"bold\",\n", ")\n", "ax3.pcolormesh(\n", " x_centers[latminx : latmaxx + 1, lonminx : lonmaxx + 1],\n", " y_centers[latminx : latmaxx + 1, lonminx : lonmaxx + 1],\n", " udmask.mask[latminx:latmaxx, lonminx:lonmaxx],\n", " cmap=\"Reds_r\",\n", " edgecolors=\"orange\",\n", ")\n", "ax3.pcolormesh(\n", " x_outcorners[latminx : latmaxx + 1, lonminx : lonmaxx + 1],\n", " y_outcorners[latminx : latmaxx + 1, lonminx : lonmaxx + 1],\n", " cells[latminx:latmaxx, lonminx:lonmaxx],\n", " cmap=my_cmap,\n", " edgecolors=\"black\",\n", ")\n", "ax3.scatter(\n", " x_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " y_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " s=100,\n", " c=SMOC_U,\n", " cmap=\"cmo.balance_r\",\n", " vmin=-0.05,\n", " vmax=0.05,\n", " edgecolors=\"k\",\n", ")\n", "ax3.quiver(\n", " x_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " y_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " SMOC_U,\n", " SMOC_V,\n", " angles=\"xy\",\n", " scale_units=\"xy\",\n", " scale=8,\n", " color=\"w\",\n", " edgecolor=\"k\",\n", ");" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "**Figure 1** shows how _land_ grid points and boundaries can be interpreted, depending on whether you assume a grid node is at the center or corner of a cell. When they are at the corner of a cell, boundaries are interpreted as the edges between two nodes. This is especially visible in the upper center of the figures, where the white nodes with surrounding ocean can be assumed to only have a line of _land_ between them (**figure 1A**), or as entire _land_ cells (**figure 1B**).\n" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "### 1.1 Parcels bilinear interpolation\n", "\n", "On Arakawa A grids, Parcels uses a simple bilinear interpolation to find the particle velocity at a specific location in a cell. It finds the four nearest velocity components in a 2D field and interpolates between those. This means that the velocity field is essentially divided into cells by parcels as in **figure 1A**. The boundaries of cells in this case are located between the nodes of the velocity field and therefore the ocean-land boundary lies in between the nodes of the land. Since both velocity components are defined at all four corner nodes, they equally persist in the limit toward the boundary as they go to zero.\n", "\n", "In **figure 2**, we zoom on a cell with the velocities at the nodes and an interpolation point shown in cyan. You can see how boundaries are 'interpreted' by Parcels' bilinear interpolation. Given a small enough `dt`, particle trajectories will not cross any lines between two white (land) nodes. This means that particle trajectories will not move onto land. They can however keep moving toward the boundary and essentially get stuck once they come really close, as we will see in the following section.\n" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "hide_input": true }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(8, 6))\n", "fig.suptitle(\"Figure 2\", fontsize=16)\n", "ax = plt.axes()\n", "\n", "ax.set_xlim(5.0, 5.18)\n", "ax.set_ylim(52.9, 53.02)\n", "ax.set_xlabel(\"Longitude\")\n", "ax.set_ylabel(\"Latitude\")\n", "ax.set_title(\"Bilinear interpolation\", fontsize=14, fontweight=\"bold\")\n", "ax.pcolormesh(\n", " x_centers[latminx : latmaxx + 1, lonminx : lonmaxx + 1],\n", " y_centers[latminx : latmaxx + 1, lonminx : lonmaxx + 1],\n", " udmask.mask[latminx:latmaxx, lonminx:lonmaxx],\n", " cmap=\"Reds_r\",\n", " edgecolors=\"orange\",\n", ")\n", "ax.scatter(\n", " x_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " y_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " s=100,\n", " c=SMOC_U,\n", " cmap=\"cmo.balance_r\",\n", " vmin=-0.05,\n", " vmax=0.05,\n", " edgecolors=\"k\",\n", ")\n", "ax.quiver(\n", " x_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " y_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " SMOC_U,\n", " SMOC_V,\n", " angles=\"xy\",\n", " scale_units=\"xy\",\n", " scale=3,\n", " color=\"w\",\n", " width=0.01,\n", ")\n", "\n", "plon = 5.12\n", "plat = 52.93\n", "pU = fu(plon, plat)\n", "pV = fv(plon, plat)\n", "ax.scatter(plon, plat, s=50, color=\"cyan\", marker=\"h\")\n", "ax.quiver(plon, plat, pU, pV, angles=\"xy\", scale_units=\"xy\", scale=3, color=\"w\")\n", "\n", "color_land = copy(plt.get_cmap(\"Reds\"))(0)\n", "color_ocean = copy(plt.get_cmap(\"Reds\"))(256)\n", "\n", "custom_lines = [\n", " Line2D([0], [0], c=\"cyan\", marker=\"h\", markersize=10, lw=0),\n", " Line2D(\n", " [0], [0], c=color_ocean, marker=\"o\", markersize=10, markeredgecolor=\"k\", lw=0\n", " ),\n", " Line2D(\n", " [0], [0], c=color_land, marker=\"o\", markersize=10, markeredgecolor=\"k\", lw=0\n", " ),\n", "]\n", "ax.legend(\n", " custom_lines,\n", " [\"Particle\", \"Ocean nodes\", \"Land nodes\"],\n", " bbox_to_anchor=(1.05, 1),\n", " loc=\"upper left\",\n", " borderaxespad=0.0,\n", " framealpha=1,\n", ");" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "### 1.2 How do particles get stuck?\n", "\n", "Here we create a parcels simulation of trajectories of particles released near and on the _land_ cells in the velocity field and see how the bilinear interpolation causes particles to get stuck.\n" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "hide_input": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "INFO: Output files are stored in SMOC.zarr.\n", "100%|██████████| 428400.0/428400.0 [00:41<00:00, 10383.94it/s]\n" ] } ], "source": [ "SMOCfile = \"SMOC_201907*.nc\"\n", "filenames = {\"U\": SMOCfile, \"V\": SMOCfile}\n", "\n", "variables = {\"U\": \"uo\", \"V\": \"vo\"}\n", "\n", "dims = {\"lon\": \"longitude\", \"lat\": \"latitude\", \"depth\": \"depth\", \"time\": \"time\"}\n", "dimensions = {\"U\": dims, \"V\": dims}\n", "\n", "fieldset = FieldSet.from_netcdf(filenames, variables, dimensions)\n", "\n", "npart = 3 # number of particles to be released\n", "lon = np.linspace(7, 7.2, npart, dtype=np.float32)\n", "lat = np.linspace(53.45, 53.6, npart, dtype=np.float32)\n", "lons, lats = np.meshgrid(lon, lat)\n", "time = np.zeros(lons.size)\n", "\n", "pset = ParticleSet(fieldset=fieldset, pclass=JITParticle, lon=lons, lat=lats, time=time)\n", "\n", "kernels = pset.Kernel(AdvectionRK4)\n", "\n", "output_file = pset.ParticleFile(name=\"SMOC.zarr\", outputdt=delta(hours=1))\n", "\n", "pset.execute(\n", " kernels, runtime=delta(hours=119), dt=delta(minutes=12), output_file=output_file\n", ")" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "Particles moving toward the boundary will keep slowing down as long as the cross-boundary component of one of the 4 nearest velocity vectors is directed toward the boundary. The distance travelled each `dt` will decrease to unrealistic values in the absence of local forces directing the flow along the boundary. If we define a particle to be stuck when it moves less than approximately 1 meter every hour, we can see how particles get stuck on the model boundary.\n" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "hide_input": true }, "outputs": [], "source": [ "ds_SMOC = xr.open_zarr(\"SMOC.zarr\")" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "hide_input": true }, "outputs": [], "source": [ "# Calculating when a particle is stuck\n", "pdx = np.diff(ds_SMOC[\"lon\"], axis=1, prepend=0)\n", "pdy = np.diff(ds_SMOC[\"lat\"], axis=1, prepend=0)\n", "\n", "# approximation of the distance travelled\n", "distance = np.sqrt(np.square(pdx) + np.square(pdy))\n", "stuck = distance < 1e-5 # [degrees] 1e-5 degrees ~~ 1 m in dt = 1 hour." ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "hide_input": true }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(18, 7))\n", "fig.suptitle(\"Figure 3. SMOC A-grid\", fontsize=16)\n", "gs = gridspec.GridSpec(ncols=2, nrows=1, figure=fig)\n", "\n", "ax1 = fig.add_subplot(gs[0, 0])\n", "ax1.set_ylabel(\"Latitude [degrees]\")\n", "ax1.set_xlabel(\"Longitude [degrees]\")\n", "ax1.set_title(\"A) Parcels bilinear interpolation\", fontsize=14, fontweight=\"bold\")\n", "ax1.set_xlim(6.9, 7.5)\n", "ax1.set_ylim(53.4, 53.8)\n", "\n", "ax1.pcolormesh(\n", " x_centers[latminx : latmaxx + 1, lonminx : lonmaxx + 1],\n", " y_centers[latminx : latmaxx + 1, lonminx : lonmaxx + 1],\n", " udmask.mask[latminx:latmaxx, lonminx:lonmaxx],\n", " cmap=\"Reds_r\",\n", " edgecolors=\"orange\",\n", ")\n", "ax1.scatter(\n", " x_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " y_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " s=100,\n", " c=SMOC_U,\n", " cmap=\"cmo.balance_r\",\n", " vmin=-0.05,\n", " vmax=0.05,\n", " edgecolors=\"k\",\n", ")\n", "ax1.plot(ds_SMOC[\"lon\"].T, ds_SMOC[\"lat\"].T, linewidth=3, zorder=1)\n", "ax1.scatter(ds_SMOC[\"lon\"], ds_SMOC[\"lat\"], c=stuck, cmap=\"viridis_r\", zorder=2)\n", "\n", "ax2 = fig.add_subplot(gs[0, 1])\n", "ax2.set_ylabel(\"Latitude [degrees]\")\n", "ax2.set_xlabel(\"Longitude [degrees]\")\n", "ax2.set_title(\"B) Incompatible A grid interpretation\", fontsize=14, fontweight=\"bold\")\n", "ax2.set_xlim(6.9, 7.5)\n", "ax2.set_ylim(53.4, 53.8)\n", "\n", "ax2.pcolormesh(\n", " x_outcorners[latminx : latmaxx + 1, lonminx : lonmaxx + 1],\n", " y_outcorners[latminx : latmaxx + 1, lonminx : lonmaxx + 1],\n", " umask.mask[latminx:latmaxx, lonminx:lonmaxx],\n", " cmap=\"Reds_r\",\n", " edgecolors=\"k\",\n", " linewidth=1,\n", ")\n", "ax2.scatter(\n", " x_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " y_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " s=100,\n", " c=SMOC_U,\n", " cmap=\"cmo.balance_r\",\n", " vmin=-0.05,\n", " vmax=0.05,\n", " edgecolors=\"k\",\n", ")\n", "ax2.plot(ds_SMOC[\"lon\"].T, ds_SMOC[\"lat\"].T, linewidth=3, zorder=1)\n", "ax2.scatter(ds_SMOC[\"lon\"], ds_SMOC[\"lat\"], c=stuck, cmap=\"viridis_r\", zorder=2)\n", "\n", "color_stuck = copy(plt.get_cmap(\"viridis\"))(0)\n", "color_moving = copy(plt.get_cmap(\"viridis\"))(256)\n", "custom_lines = [\n", " Line2D([0], [0], c=color_stuck, marker=\"o\", markersize=10),\n", " Line2D([0], [0], c=color_moving, marker=\"o\", markersize=10),\n", "]\n", "ax2.legend(\n", " custom_lines,\n", " [\"Stuck\", \"Moving\"],\n", " bbox_to_anchor=(1.05, 1),\n", " loc=\"upper left\",\n", " borderaxespad=0.0,\n", " framealpha=1,\n", ")\n", "plt.show()" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "In **figure 3A** you can see how particles released in a 3x3 grid keep moving toward the boundary between two _land_ nodes. The ratio of the $u$ and $v$ components stays at a similar value due to both being linearly interpolated to zero at the boundary. Note that the interpretation of nodes at the center of grid cells (**figure 3B**) is clearly incompatible with Parcels interpolation.\n", "\n", "If we look at the distance travelled each timestep (**figure 4**), we can see that the particles take smaller and smaller steps as they approach the ocean-land boundary. At this scale, a bilinear interpolation of the model results in unrealistic behaviour.\n" ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "hide_input": true }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(8, 6))\n", "fig.suptitle(\"Figure 4. Tolerance for getting stuck = red line\", fontsize=16)\n", "ax = plt.axes()\n", "\n", "ax.plot(distance.T, color=\"b\")\n", "ax.hlines(1e-5, 0, 130, color=\"r\")\n", "ax.set_ylabel(\"Approximate distance travelled [degrees]\")\n", "ax.set_xlabel(\"Timestep\")\n", "ax.set_ylim(-0.00002, 0.0008)\n", "ax.set_xlim(-10, 130)\n", "custom_lines = [Line2D([0], [0], c=\"b\"), Line2D([0], [0], c=\"r\")]\n", "plt.show()" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## 2. C grids\n" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "On staggered grids, different types of boundary conditions can be satisfied simultaneously. On a C-grid, the velocities are defined on the cell-edges normal to the velocity-component and pressure, temperature and tracers are defined at the cell centers. This way, a [Dirichlet boundary condition](https://en.wikipedia.org/wiki/Dirichlet_boundary_condition) can be used for the velocities, while a [Neumann boundary condition](https://en.wikipedia.org/wiki/Neumann_boundary_condition) can be satisfied for the gradient of pressure.\n", "\n", "Here we investigate how Parcels interprets the the boundaries on a C grid. For background information, see [Delanmeter & Van Sebille (2019)](https://gmd.copernicus.org/articles/12/3571/2019/). First we show how the velocities are staggered and how the velocity input necessary to create a `FieldSet` results in the definition of boundaries in Parcels. This example uses a NEMO dataset but many of the relevant C grid assumptions are similar in other models, such as MITgcm.\n" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "hide_input": true, "slideshow": { "slide_type": "skip" } }, "outputs": [], "source": [ "example_dataset_folder = download_example_dataset(\"NemoNorthSeaORCA025-N006_data\")\n", "cufields = xr.open_dataset(f\"{example_dataset_folder}/ORCA025-N06_20000104d05U.nc\")\n", "cvfields = xr.open_dataset(f\"{example_dataset_folder}/ORCA025-N06_20000104d05V.nc\")\n", "\n", "xu_corners, yu_corners = np.meshgrid(\n", " np.arange(cufields[\"x\"].values[0], cufields[\"x\"].values[-1] + 1, 1),\n", " np.arange(cufields[\"y\"].values[0] - 0.5, cufields[\"y\"].values[-1] + 0.5, 1),\n", ")\n", "xv_corners, yv_corners = np.meshgrid(\n", " np.arange(cvfields[\"x\"].values[0] - 0.5, cvfields[\"x\"].values[-1] + 0.5, 1),\n", " np.arange(cvfields[\"y\"].values[0], cvfields[\"y\"].values[-1] + 1, 1),\n", ")\n", "cx_centers, cy_centers = np.meshgrid(\n", " np.arange(cvfields[\"x\"].values[0] - 0.5, cvfields[\"x\"].values[-1] + 1.5, 1),\n", " np.arange(cvfields[\"y\"].values[0] - 0.5, cvfields[\"y\"].values[-1] + 1.5, 1),\n", ")\n", "fx_corners, fy_corners = np.meshgrid(\n", " np.arange(cufields[\"x\"].values[0] - 1, cufields[\"x\"].values[-1] + 1, 1),\n", " np.arange(cufields[\"y\"].values[0] - 1, cufields[\"y\"].values[-1] + 1, 1),\n", ")\n", "c_cells = np.zeros((len(cufields[\"y\"]), len(cufields[\"x\"])))" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "hide_input": true }, "outputs": [], "source": [ "# Velocity field with NaN -> zero to be able to use in RectBivariateSpline\n", "cu_zeros = np.nan_to_num(cufields[\"uos\"][0])\n", "f = interpolate.RectBivariateSpline(\n", " yu_corners[:, 0], xu_corners[0, :], cu_zeros, kx=1, ky=1\n", ")\n", "\n", "# Velocity field interpolated on the T-points - center\n", "cu_centers = f(cy_centers[:-1, 0], cx_centers[0, :-1])\n", "\n", "# Masking the interpolated flowfield where U = 0\n", "cudmask = np.ma.masked_values(cu_centers, 0)" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "hide_input": true, "slideshow": { "slide_type": "subslide" } }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(8, 6))\n", "fig.suptitle(\"Figure 5 - C grid structure\", fontsize=16)\n", "ax1 = plt.axes()\n", "\n", "ax1.set_xlim(105, 112)\n", "ax1.set_ylim(50, 54)\n", "ax1.pcolormesh(\n", " fx_corners, fy_corners, cudmask, cmap=\"Blues\", edgecolors=\"k\", linewidth=1\n", ")\n", "ax1.scatter(\n", " xu_corners,\n", " yu_corners,\n", " s=80,\n", " c=cufields[\"uos\"][0],\n", " cmap=\"seismic\",\n", " vmin=-0.1,\n", " vmax=0.1,\n", " edgecolor=\"k\",\n", " label=\"U\",\n", ")\n", "ax1.scatter(\n", " xv_corners,\n", " yv_corners,\n", " s=80,\n", " c=cvfields[\"vos\"][0],\n", " cmap=\"PRGn\",\n", " vmin=-0.1,\n", " vmax=0.1,\n", " edgecolor=\"k\",\n", " label=\"V\",\n", ")\n", "ax1.scatter(cx_centers, cy_centers, s=80, c=\"orange\", edgecolor=\"k\", label=\"T\")\n", "ax1.quiver(\n", " xu_corners,\n", " yu_corners,\n", " cufields[\"uos\"][0],\n", " np.zeros(xu_corners.shape),\n", " angles=\"xy\",\n", " scale_units=\"xy\",\n", " scale=0.1,\n", " width=0.007,\n", ")\n", "ax1.quiver(\n", " xv_corners,\n", " yv_corners,\n", " np.zeros(xv_corners.shape),\n", " cvfields[\"vos\"][0],\n", " angles=\"xy\",\n", " scale_units=\"xy\",\n", " scale=0.3,\n", " width=0.007,\n", ")\n", "\n", "custom_lines = [\n", " Line2D([0], [0], marker=\"o\", color=\"r\", lw=0),\n", " Line2D([0], [0], marker=\"o\", color=\"g\", lw=0),\n", " Line2D([0], [0], marker=\"o\", color=\"orange\", lw=0),\n", "]\n", "\n", "ax1.legend(\n", " custom_lines,\n", " [\"U\", \"V\", \"T\"],\n", " bbox_to_anchor=(1.05, 1),\n", " loc=\"upper left\",\n", " borderaxespad=0.0,\n", ");" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "In **figure 5** you can see how a boundary can be traced along the cell edges, where the velocity is zero, because the _normal_ velocities are defined at the edges in a C-grid. This ensures that the most important boundary condition in many models is satisfied: the normal-component of velocity is zero at the boundary. Within a cell, Parcels interpolates the velocities on a C-grid linearly in the direction of that component and constant throughout a cell in the other directions. This means that the cross-boundary component is linearly interpolated to zero at the boundary and the along-boundary component is constant towards the boundary. Note that this is the same interpolation as used in the 'Analytical Advection' Scheme of e.g. TRACMASS and Ariane, see also [this tutorial](https://docs.oceanparcels.org/en/latest/examples/tutorial_analyticaladvection.html).\n" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "### 2.1 Consistency with NEMO configuration\n", "\n", "Here we look at how the lateral boundary conditions are implemented in NEMO. This is documented [here](https://www.nemo-ocean.eu/doc/node58.html).\n", "\n", "The cross-boundary component of velocity, defined at the cell faces where the boundary is defined, is set to zero at all boundaries. See the figure below. This corresponds exactly with the velocity field in a Parcels `FieldSet` shown in **figure 5**.\n", "\n", "\n" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "There are different options for the along-boundary velocity in NEMO: a free-slip condition, a partial-slip condition and a no-slip condition. Since the tangential velocity is not defined at the boundary, this boundary condition is defined by a Neumann boundary condition: the normal derivative of the along-boundary velocity is specified. This derivative is schematically represented by a \"ghost\" velocity on the adjacent land node. The specified derivative is equivalent to what would result from the central difference between the along-boundary velocity at the nearest ocean cell and this \"ghost\" velocity. The type of boundary condition defines the direction and magnitude of this \"ghost\" velocity relative to the along-boundary velocity in the fluid domain. In Parcels, these \"ghost\" velocities may be used to determine how the velocity should be interpolated near the coast. By default, parcels interpolates piecewise-constant in the direction normal to the velocity component. This means that the along-boundary velocity is the same for any distance away from the boundary and therefore equivalent to the free-slip boundary condition shown in subfigure **(a)** below.\n", "\n", "\n" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "### 2.2 Particle trajectories near the boundary in a C grid\n", "\n", "Now let's see how particles move near the boundary in a `FieldSet` derived from the mass-conserving NEMO C grid.\n" ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "hide_input": true }, "outputs": [], "source": [ "example_dataset_folder = download_example_dataset(\"NemoNorthSeaORCA025-N006_data\")\n", "ufiles = sorted(glob(f\"{example_dataset_folder}/ORCA*U.nc\"))\n", "vfiles = sorted(glob(f\"{example_dataset_folder}/ORCA*V.nc\"))\n", "wfiles = sorted(glob(f\"{example_dataset_folder}/ORCA*W.nc\"))\n", "mesh_mask = f\"{example_dataset_folder}/coordinates.nc\"\n", "\n", "coords = xr.open_dataset(mesh_mask, decode_times=False)" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "hide_input": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "WARNING: File /Users/erik/Library/Caches/parcels/NemoNorthSeaORCA025-N006_data/coordinates.nc could not be decoded properly by xarray (version 2023.9.0). It will be opened with no decoding. Filling values might be wrongly parsed.\n", "INFO: Output files are stored in Cgrid-stuck.zarr.\n", "100%|██████████| 864000.0/864000.0 [00:05<00:00, 172187.26it/s]\n" ] } ], "source": [ "filenames = {\n", " \"U\": {\"lon\": mesh_mask, \"lat\": mesh_mask, \"depth\": wfiles[0], \"data\": ufiles},\n", " \"V\": {\"lon\": mesh_mask, \"lat\": mesh_mask, \"depth\": wfiles[0], \"data\": vfiles},\n", " \"W\": {\"lon\": mesh_mask, \"lat\": mesh_mask, \"depth\": wfiles[0], \"data\": wfiles},\n", "}\n", "\n", "variables = {\"U\": \"uo\", \"V\": \"vo\", \"W\": \"wo\"}\n", "dimensions = {\n", " \"U\": {\"lon\": \"glamf\", \"lat\": \"gphif\", \"depth\": \"depthw\", \"time\": \"time_counter\"},\n", " \"V\": {\"lon\": \"glamf\", \"lat\": \"gphif\", \"depth\": \"depthw\", \"time\": \"time_counter\"},\n", " \"W\": {\"lon\": \"glamf\", \"lat\": \"gphif\", \"depth\": \"depthw\", \"time\": \"time_counter\"},\n", "}\n", "\n", "fieldset = FieldSet.from_nemo(filenames, variables, dimensions)\n", "\n", "npart = 10 # number of particles to be released\n", "lon = np.linspace(3, 4, npart, dtype=np.float32)\n", "lat = 51.5 * np.ones(npart)\n", "time = np.zeros(npart)\n", "\n", "pset = ParticleSet(fieldset=fieldset, pclass=JITParticle, lon=lon, lat=lat, time=time)\n", "\n", "output_file = pset.ParticleFile(name=\"Cgrid-stuck.zarr\", outputdt=delta(hours=1))\n", "\n", "pset.execute(\n", " AdvectionRK4, runtime=delta(days=10), dt=delta(minutes=5), output_file=output_file\n", ")" ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "hide_input": true }, "outputs": [], "source": [ "data_NEMO = xr.open_zarr(\"Cgrid-stuck.zarr\")" ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "hide_input": true }, "outputs": [], "source": [ "pdx = np.diff(data_NEMO[\"lon\"], axis=1, prepend=0)\n", "pdy = np.diff(data_NEMO[\"lat\"], axis=1, prepend=0)\n", "distance = np.sqrt(np.square(pdx) + np.square(pdy))\n", "stuck = distance < (1e-5)" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "hide_input": true }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(14, 6), constrained_layout=True)\n", "fig.suptitle(\n", " \"Figure 6. - NEMO model movement along solid cells in a C grid\", fontsize=16\n", ")\n", "\n", "ax1.set_ylabel(\"Latitude [degrees]\")\n", "ax1.set_xlabel(\"Longitude [degrees]\")\n", "ax1.set_title(\"North Sea Domain\")\n", "ax1.set_xlim(-5, 5)\n", "ax1.set_ylim(48, 58)\n", "\n", "ax1.pcolormesh(\n", " coords[\"glamf\"][0],\n", " coords[\"gphif\"][0],\n", " cvfields[\"vo\"][0, 0, 1:, 1:],\n", " cmap=\"RdBu\",\n", " vmin=-0.1,\n", " vmax=0.1,\n", ")\n", "ax1.plot(data_NEMO[\"lon\"].T, data_NEMO[\"lat\"].T, linewidth=3, zorder=1)\n", "ax1.scatter(data_NEMO[\"lon\"], data_NEMO[\"lat\"], c=stuck, cmap=\"viridis_r\", zorder=2)\n", "\n", "ax2.set_ylabel(\"Latitude [degrees]\")\n", "ax2.set_xlabel(\"Longitude [degrees]\")\n", "ax2.set_title(\"Particle getting stuck\")\n", "ax2.set_xlim(2.9, 4.1)\n", "ax2.set_ylim(51.4, 52.2)\n", "\n", "ax2.pcolormesh(\n", " coords[\"glamf\"][0],\n", " coords[\"gphif\"][0],\n", " cvfields[\"vo\"][0, 0, 1:, 1:],\n", " cmap=\"RdBu\",\n", " vmin=-0.1,\n", " vmax=0.1,\n", " edgecolors=\"k\",\n", " linewidth=1,\n", ")\n", "ax2.plot(data_NEMO[\"lon\"].T, data_NEMO[\"lat\"].T, linewidth=3, zorder=1)\n", "ax2.scatter(\n", " data_NEMO[\"lon\"],\n", " data_NEMO[\"lat\"],\n", " c=stuck,\n", " s=30,\n", " cmap=\"viridis_r\",\n", " alpha=0.3,\n", " zorder=2,\n", ")\n", "\n", "color_stuck = copy(plt.get_cmap(\"viridis\"))(0)\n", "color_moving = copy(plt.get_cmap(\"viridis\"))(256)\n", "custom_lines = [\n", " Line2D([0], [0], c=color_stuck, marker=\"o\", markersize=10),\n", " Line2D([0], [0], c=color_moving, marker=\"o\", markersize=10),\n", "]\n", "ax2.legend(\n", " custom_lines,\n", " [\"Stuck\", \"Moving\"],\n", " bbox_to_anchor=(1.05, 1),\n", " loc=\"upper left\",\n", " borderaxespad=0.0,\n", " framealpha=1,\n", ")\n", "plt.show()" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "As we can see in **figure 6**, the particles that start in the ocean move along the boundary, since the cross-boundary component goes to zero, but the along-boundary component is equal to the value away from the coast.\n", "\n", "**Figure 8** shows how the distance travelled does not go to zero as the particles move close to the model boundary, as the along-boundary component does not go to zero.\n" ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "hide_input": true }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(8, 6))\n", "fig.suptitle(\"Figure 8. Tolerance for getting stuck = red line\", fontsize=16)\n", "ax = plt.axes()\n", "\n", "ax.plot(distance.T, color=\"b\", zorder=1)\n", "ax.hlines(1e-5, 0, 250, color=\"r\", zorder=2)\n", "ax.set_ylabel(\"Approximate distance travelled [degrees]\")\n", "ax.set_xlabel(\"Timestep\")\n", "ax.set_ylim(-0.00002, 0.003)\n", "ax.set_xlim(-10, 250)\n", "plt.show()" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## 3. B grids\n", "\n", "On Arakawa B grids, $u$ and $v$ are at the same location, while $w$ and scalar variables like pressure are staggered. In 2 dimensional flow, Parcels therefore uses the same bilinear interpolation as for [A grids](#1.-A-grids) to find the horizontal velocity, since the $u$ and $v$ components are similarly collocated. This can cause particles to get stuck in the same way as on A grids.\n" ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "hide_input": true }, "outputs": [ { "data": { "image/png": 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cmqdKpuf777/Xjh07LNpOnTqlLl26aM+ePapZs6Zeeuklq/3ef/99BQYGZuq2BPnlxx9/VEhIiCSpV69emQ6ovXr1kq+vrw4ePKghQ4YoNjZWUsrs4EcffaQvv/wyT+odM2aMJOmDDz7QypUrze2XL19Wnz59snx7j6ioKPXs2VObNm2y2DcpKUkzZ87U1atX5eHhoWrVqpm3pQajrVu3Zvt7U/rv+37u3LnauXOnuT08PFz9+/dP9zYUqadDhoSEaObMmRYz6TExMfr0008tZjhTF7M5ePBgujN32a3lTvz8/DRy5EglJCSoXbt2Vn90MQxDO3fu1HPPPadjx45l6zUAADZkm9v7Aciq3LipekJCgtG2bVvzTbOrV69uNGjQwHBycjICAwON4cOHG5KMqVOnWh1z0KBB5v2CgoKM+vXrG05OTkb16tWNF154IcObqmd0c2vD+O+mzvr3hu+NGzc2GjZsaJQqVcrc/sMPP9zxfadKradkyZJGgwYNjBo1ahgmk8mQZNSsWdM4ffp0mvul1pvRza1zW+pN1V1dXY17773X/GjcuLFRrlw58/tv1KiRcfXq1SwdOywszHBxcTEkGd7e3kbjxo0NPz8/8w3lJRkODg5W+6W+ZkbSu4m3YRjGM888Y/G9cvfddxtubm5GiRIljJdffjlLN1W/evWq+VgeHh5GvXr1jEaNGhllypQxJBkmk8mYO3euxT6RkZFGyZIlDUlG+fLljXvvvddo1aqVERoaau6T+vN0/PjxdF87OTnZfFN7BwcHo1q1akbt2rUNBwcHo2XLlkbv3r3T/QxCQ0PN33Pe3t5Go0aNjCpVqphvKn/7z+YDDzxgSDK8vLyMpk2bGq1atTJ69OiR41oy+jqlSkhIMJ588knz5+zr62s0adLEqFevnuHl5WVuP3ToULrHAAAUTMzsAUWIk5OTvv32W02bNk1VqlTRsWPHdP78efXv3187duww30w6rZUaP/74Y02dOlXBwcE6c+aMLl26pGeffVbbtm3L8cqDoaGh+vXXX9W7d295eHho//79OnHihO666y499dRT+u677/Tggw9m+nhdunRR9+7d5e3trUOHDuns2bNq3Lixpk+frj179sjf3z9H9eaFuLg4/frrr+bH7t27FR8frxYtWmjmzJn69ddfs/w5t2nTRtu2bdMjjzwiKWXmyN/fX4sXL9azzz4rKW9WYP3444/1ySefqG7dujp79qwiIiLUqVMn7dq1S1WqVMnSsby8vLRw4UL17dtXFSpU0IkTJ/Tnn3+qVKlSevLJJ7V37149/fTTFvsUL15cP/74o9q3b6+4uDht27ZNmzdv1uHDh7P02iaTSStWrNDo0aPl5+en48eP68aNG5owYYJ+/PFHi5ul3278+PHaunWrunfvrmLFimn//v2KiopS48aN9c4771hdL/rll19qwIABKl68uHbv3q3NmzdbzL7npJY7cXJy0sKFC/Xdd9+pS5cukqS9e/fq3Llzqlq1qoYNG6ZNmzaZrwMFABQeJsNIZ2kvAEVOx44dtWbNGq1YscL8Sx/s0+7du9WoUSPVq1dP+/bts3U5AAAgDzCzB0BSynV7YWFhcnR01D333GPrcpDH5s2bJ0m69957bVwJAADIK4Q9oIiZNm2a1ap7f/31lzp37qy4uDh17tw5V242DtvbuHGjlixZori4OHNbQkKCZsyYoY8++kgODg4aPHiwDSsEAAB5idM4gSImMDBQJ0+eVJkyZRQYGKjIyEhz+KtUqZJ+/vnnAnlNG7Ju/vz5GjhwoJydnRUUFKTixYvryJEjioqKkpRyreT48eNtXCUAAMgrhD2giPnss8/09ddf648//tCVK1fk4OCgoKAgdenSRS+++KJKlixp6xKRS44ePar3339fGzdu1NmzZ3X9+nWVKlVKTZs21bBhw9S2bVtblwgAAPIQYQ8AAAAA7BDX7AEAAACAHSLsAQAAAIAdIuwBAAAAgB0i7AEAAACAHSLsAQAAAIAdIuwBAAAAgB0i7AEAAACAHSLsAQAAAIAdIuwBAAAAgB0i7AEAAACAHSLsAQAAAIAdIuwBAAAAgB0i7AEAAACAHSLsAQAAAIAdIuwBAAAAgB0i7AEAAACAHSLsAQAAAIAdIuwBAAAAgB0i7AEAAACAHSLsAQAAAIAdIuwBAAAAgB0i7AEAAACAHSLsAQAAAIAdIuwBAAAAgB0i7AEAAACAHSLsAQAAAIAdIuwBAAAAgB0i7AEAAACAHSLsAQAAAIAdIuwBAAAAgB0i7AEAAACAHbJp2AsJCZHJZLJ4+Pr6WmyvXr26PDw8VLJkSbVp00Y7duy443GXLVummjVrytXVVTVr1tSKFSsstoeGhqpx48by8vJS2bJl1aVLF/3111+5/v4AAAAAwFZsPrNXq1YtnTt3zvw4cOCAeVvVqlX14Ycf6sCBA9qyZYsCAwPVtm1bXbp0Kd3jbdu2TT169FDfvn21f/9+9e3bV927d7cIiZs3b9bQoUO1fft2hYWFKTExUW3bttWNGzfy9L0CAAAAQH4xGYZh2OrFQ0JCtHLlSu3bty9T/aOiouTt7a3169frwQcfTLNPjx49FBUVpR9++MHc9vDDD6tkyZJavHhxmvtcunRJZcuW1ebNm9WyZcssvw8AAAAAKGhsPrMXHh4uPz8/BQUFqWfPnjp27Fia/eLj4zVnzhx5e3urXr166R5v27Ztatu2rUVbu3bttHXr1nT3iYyMlCSVKlUqG+8AAAAAAAoeJ1u+eNOmTfX555+ratWqunDhgqZNm6bmzZvrzz//VOnSpSVJa9asUc+ePRUTE6Py5csrLCxMZcqUSfeY58+fV7ly5SzaypUrp/Pnz6fZ3zAMjR49Wvfdd59q166d7nHj4uIUFxdnfp6cnKx//vlHpUuXlslkysrbBgAAQD4wDEPXr1+Xn5+fHBxsN8eRmJio+Ph4m70+7IuLi4ucnDIX42wa9tq3b2/+d506ddSsWTMFBwdrwYIFGj16tCTp/vvv1759+3T58mXNnTvXfP1d2bJl0z3u7eHLMIx0A9mwYcP0+++/a8uWLRnWGhoaqilTpmT2rQEAAKCAOHXqlO666658f13DMBQREaHLly/n+2vDvpUpU0YBAQF3nHSyadi7nYeHh+rUqaPw8HCLtsqVK6ty5cq65557VKVKFX322WeaMGFCmsfw9fW1msW7ePGi1WyfJA0fPlyrV6/Wzz//fMcBYMKECeYAKqWc+hkQEKBTM6VXR3hm5W0CQLa9Pzfa/O+Rgxl7AOSPwjr2xMvQF7ohLy8vm7x+atDz9/eXp6enTWcXYR+Sk5MVHR2tM2fOSJIqVqyYYf8CFfbi4uJ06NAhtWjRIt0+hmFYnE55u2bNmiksLEyjRo0yt/34449q3ry5xTGGDx+uFStWaNOmTQoKCrpjba6urnJ1dbVqL+4uuYjTOAHkj+LF/vs3Yw+A/FLYxx5bXHKTmJhoDnq33loMyClPz5Q/uJw5c0b+/v4ZntJp07A3ZswYdezYUQEBAbp48aKmTZumqKgo9e/fXzdu3NDrr7+uTp06qXz58rpy5Ypmz56t06dP64knnjAfo1+/fvL391doaKgk6YUXXlDLli311ltvqXPnzlq1apXWr19vcZrm0KFD9eWXX2rVqlXy8vIyzwR6e3vL3d09fz8EAAAA2J3Ua/RSfzHPCcMwdOXmFUXHR8vTxVOl3VkzoqhL/b6Kj48vuGHv9OnT6tWrly5fviwfHx/dc8892r59uypWrKjY2FgdPnxYCxYs0OXLl1W6dGk1btxYv/zyi2rVqmU+RkREhMWUePPmzbVkyRJNnDhRkyZNUnBwsJYuXaqmTZua+3z00UeSpNatW1vUM2/ePA0YMCBP3zMAAACKjpycunkt9poW7FugWTtn6ejVo+b24JLBGt5kuPrX768SbiVyoUoUNpn9vrJp2FuyZEm629zc3LR8+fI7HmPTpk1WbY8//rgef/zxdPex4a0FAQAAgDta9/c6dfuqm2ISYqy2Hbt6TKPWjdIrP72iZd2XqV3ldjaoEIUBV4kCAAAABci6v9fpkS8f0c2EmzL+/d+tUttuJtzUI18+onV/r7NRpekLDAzU+++/X2CPl5tCQkJUv359W5eRJsIeAAAAUEBci72mbl91k2EYSlZyhn2TlSzDMNTtq266FnstV16/Y8eOatOmTZrbtm3bJpPJpD179uTKa2XFrl279Mwzz5ifm0wmrVy5Mt/rSMuYMWO0YcOGLO2TX+GVsAcAAAAUEAv2LVBMQswdg16qZCUrJiFGn+//PFdef9CgQfrpp5908uRJq23/93//p/r166thw4a58lpZ4ePjo2LFit25ow14enqqdOnSti4jTYQ9AAAAoAAwDEOzds7K1r4zd8zMlXUpHn30UZUtW1bz58+3aI+JidHSpUs1aNAgSdLWrVvVsmVLubu7q0KFChoxYoRu3LiR7nEjIiLUuXNneXp6qnjx4urevbsuXLhg0Wf16tVq1KiR3NzcVKZMGT322GPmbbfOhAUGBkqSunbtKpPJpMDAQJ04cUIODg767bffLI45a9YsVaxYMd3PJjAwUK+99pp69+4tT09P+fn5adYsy6/BnWq//TTOAQMGqEuXLnr33XdVvnx5lS5dWkOHDlVCQoKklEUiT548qVGjRslkMplXVj158qQ6duyokiVLysPDQ7Vq1dL333+f7meaGYQ9AAAAoAC4cvOKjl49anWN3p0YMnT06lH9c/OfHNfg5OSkfv36af78+RYB6euvv1Z8fLz69OmjAwcOqF27dnrsscf0+++/a+nSpdqyZYuGDRuWdn2GoS5duuiff/7R5s2bFRYWpqNHj6pHjx7mPt99950ee+wxPfLII9q7d682bNigRo0apXm8Xbt2SUpZSf/cuXPatWuXAgMD1aZNG82bN8+ib+pq+xndquKdd95R3bp1tWfPHk2YMEGjRo1SWFhYpmtPy8aNG3X06FFt3LhRCxYs0Pz5880Bevny5brrrrs0depUnTt3TufOnZOUcnu4uLg4/fzzzzpw4IDeeuutHN+6o0DdVB0AAAAoqqLjo3O0//X46ypdLOenEz711FN65513tGnTJt1///2SUk7hfOyxx1SyZEm98MIL6t27t0aOHClJqlKlimbOnKlWrVrpo48+kpubm8Xx1q9fr99//13Hjx9XhQoVJEkLFy5UrVq1tGvXLjVu3Fivv/66evbsqSlTppj3q1evXpr1+fj4SJJKlChhccP6p59+WkOGDNGMGTPk6uqq/fv3a9++fXdc4f/ee+/V+PHjJUlVq1bVr7/+qvfee08PPfRQpmpPS8mSJfXhhx/K0dFR1atX1yOPPKINGzZo8ODBKlWqlBwdHeXl5WVRf0REhLp166Y6depIkipVqpRh3ZnBzB4AAABQAHi65GwWx8vFK1fqqF69upo3b67/+7//kyQdPXpUv/zyi5566ilJ0u7duzV//nx5enqaH+3atVNycrKOHz9udbxDhw6pQoUK5rAkSTVr1lSJEiV06NAhSdK+ffv04IMP5qjuLl26yMnJSStWrJCUElDvv/9+82mf6WnWrJnV89S6MlN7WmrVqiVHR0fz8/Lly+vixYsZ1jFixAhNmzZN9957ryZPnqzff/89w/6ZQdgDAAAACoDS7qUVXDJYJqV/ymFaTDIpuGSwSrmXyrVaBg0apGXLlikqKkrz5s1TxYoVzWEsOTlZzz77rPbt22d+7N+/X+Hh4QoODrY6lmEYaZ5GeWu7u7t7jmt2cXFR3759NW/ePMXHx+vLL780B9SsSq0rM7WnxdnZ2ep4yckZL7rz9NNP69ixY+rbt68OHDigRo0aWV0/mFWEPQAAAKAAMJlMGt5keLb2HdF0RIbhI6u6d+8uR0dHffnll1qwYIEGDhxoPn7Dhg31559/qnLlylYPFxcXq2PVrFlTEREROnXqlLnt4MGDioyMVI0aNSRJdevWzdLtC5ydnZWUlGTV/vTTT2v9+vWaPXu2EhISLBZ5Sc/27dutnlevXj3TtWeHi4tLmvVXqFBBQ4YM0fLly/Xiiy9q7ty52X4NibAHAAAAFBj96/dXMedicsjkr+kOJgcVcy6mfvX65Wodnp6e6tGjh15++WWdPXtWAwYMMG8bN26ctm3bpqFDh2rfvn0KDw/X6tWrNXx42kG1TZs2qlu3rvr06aM9e/Zo586d6tevn1q1amVehGXy5MlavHixJk+erEOHDunAgQN6++23060vMDBQGzZs0Pnz53X16lVze40aNXTPPfdo3Lhx6tWrV6ZmDH/99Ve9/fbbOnLkiP73v//p66+/1gsvvJDp2rMjMDBQP//8s86cOaPLly9LkkaOHKl169bp+PHj2rNnj3766accBUqJsAcAAAAUGCXcSmhZ92UymUx3DHwOcpBJJi3vsVwl3Erkei2DBg3S1atX1aZNGwUEBJjb69atq82bNys8PFwtWrRQgwYNNGnSJJUvXz7N46TeAL1kyZJq2bKl2rRpo0qVKmnp0qXmPq1bt9bXX3+t1atXq379+nrggQe0Y8eOdGubPn26wsLCVKFCBTVo0MCq7vj4+Eyfwvniiy9q9+7datCggV577TVNnz5d7dq1y3Tt2TF16lSdOHFCwcHB5gVnkpKSNHToUNWoUUMPP/ywqlWrptmzZ+fodUxGbtyQowiKioqSt7e3IudKYwfnzsWwAHAnH39x3fzvIX0YewDkj8I69sTL0DxFKzIyUsWLF8/X146JidGhQ4dUo0aNbN0MfN3f69Ttq26KSYiRJIvbMaRe01fMuZiW91iutsFtc6doO/H6669ryZIlOnDgwB37BgYGauTIkeaVRQuLzH5/MbMHAAAAFDDtKrfT6dGn9f7D76tSScsl+CuVrKT3H35fZ0afIejdIjo6Wrt27dKsWbM0YsQIW5dTIHCfPQAAAKAAKuFWQiOajtDwJsP1z81/dD3+urxcvFTKvVSuLsZiL4YNG6bFixerS5cu2V6F094Q9gAAAIACzGQyqXSx0rlyw3R7Nn/+fM2fPz9L+5w4cSJPaikoOI0TAAAAAOwQYQ8AAAAA7BBhDwAAAADsENfsAQAAAAWZYUhxV6TEaMnJU3ItLbFACzKBsAcAAAAURPHXpGMLpCOzpOij/7V7BktVh0uV+ksuJWxVHQoBTuMEAAAACpqz66SVd0l7RknRxyy3RR9LaV95V0q/Qqh169YF+kbmBb2+zCLsAQAAAAXJ2XXS5kekxJuSjH8ft/q3LfFmSr9cDnwXL17Us88+q4CAALm6usrX11ft2rXTtm3bcvV1CrLly5frtddey3T/EydOyGQyad++fXlXVDZwGicAAABQUMRfk7Z0S7lOT8l36JwsGQ4p/buczrVTOrt166aEhAQtWLBAlSpV0oULF7Rhwwb9888/uXL83GAYhpKSkuTklDdxplSpUnly3PzGzB4AAABQUBxbICXG6M5BL1VySv/jn+fKy1+7dk1btmzRW2+9pfvvv18VK1ZUkyZNNGHCBD3yyCMW/Z555hmVK1dObm5uql27ttasWSNJunLlinr16qW77rpLxYoVU506dbR48eIMX3fRokVq1KiRvLy85Ovrq969e+vixYvm7Zs2bZLJZNK6devUqFEjubq66pdffrE6TuoM25IlS9S8eXO5ubmpVq1a2rRpk0W/zZs3q0mTJnJ1dVX58uU1fvx4JSYmmrfffhpnYGCg3njjDT311FPy8vJSQECA5syZY94eFBQkSWrQoIFMJpNat25trrtJkyby8PBQiRIldO+99+rkyZMZfxFyEWEPAAAAKAgMI2Uxluz4a+a/s4E54+npKU9PT61cuVJxcXFp9klOTlb79u21detWLVq0SAcPHtSbb74pR0dHSVJsbKzuvvturVmzRn/88YeeeeYZ9e3bVzt27Ej3dePj4/Xaa69p//79WrlypY4fP64BAwZY9Rs7dqxCQ0N16NAh1a1bN93jvfTSS3rxxRe1d+9eNW/eXJ06ddKVK1ckSWfOnFGHDh3UuHFj7d+/Xx999JE+++wzTZs2LcPPZvr06WrUqJH27t2r559/Xs8995wOHz4sSdq5c6ckaf369Tp37pyWL1+uxMREdenSRa1atdLvv/+ubdu26ZlnnpEpH1dS5TROAAAAoCCIu2K56mamGSn7xf+TcluGHHByctL8+fM1ePBgffzxx2rYsKFatWqlnj17msPV+vXrtXPnTh06dEhVq1aVJFWqVMl8DH9/f40ZM8b8fPjw4Vq7dq2+/vprNW3aNM3Xfeqpp8z/rlSpkmbOnKkmTZooOjpanp6e5m1Tp07VQw89dMf3MWzYMHXr1k2S9NFHH2nt2rX67LPPNHbsWM2ePVsVKlTQhx9+KJPJpOrVq+vs2bMaN26cXn31VTk4pD0f1qFDBz3//POSpHHjxum9997Tpk2bVL16dfn4+EiSSpcuLV9fX0nSP//8o8jISD366KMKDg6WJNWoUeOOtecmZvYAAACAgiAxOmf7J1zPlTK6deums2fPavXq1WrXrp02bdqkhg0bav78+ZKkffv26a677jIHvdslJSXp9ddfV926dVW6dGl5enrqxx9/VERERLqvuXfvXnXu3FkVK1aUl5eX+TTI2/dp1KhRpt5Ds2bNzP92cnJSo0aNdOjQIUnSoUOH1KxZM4sZtnvvvVfR0dE6ffp0use8dSbRZDLJ19fX4lTT25UqVUoDBgxQu3bt1LFjR33wwQc6d+5cpurPLYQ9AAAAoCBw8rxzn4w4e+VOHZLc3Nz00EMP6dVXX9XWrVs1YMAATZ48WZLk7u6e4b7Tp0/Xe++9p7Fjx+qnn37Svn371K5dO8XHx6fZ/8aNG2rbtq08PT21aNEi7dq1SytWrJAkq308PDyy/Z5Sw51hGFanUhr/ngKb0SmWzs7OVsdLTs742sp58+Zp27Ztat68uZYuXaqqVatq+/bt2Sk/Wwh7AAAAQEHgWjrlhunK6jVdppT9XPJuBcmaNWvqxo0bklJmuE6fPq0jR46k2feXX35R586d9eSTT6pevXqqVKmSwsPD0z324cOHdfnyZb355ptq0aKFqlevnuGMWWbcGqgSExO1e/duVa9e3fxetm7dag54krR161Z5eXnJ398/W6/n4uIiKWVW83YNGjTQhAkTtHXrVtWuXVtffvlltl4jOwh7AAAAQEFgMklVh2dv32ojUvbPoStXruiBBx7QokWL9Pvvv+v48eP6+uuv9fbbb6tz586SpFatWqlly5bq1q2bwsLCdPz4cf3www9au3atJKly5coKCwvT1q1bdejQIT377LM6f/58uq8ZEBAgFxcXzZo1S8eOHdPq1auzdI+7tPzvf//TihUrdPjwYQ0dOlRXr141Xxf4/PPP69SpUxo+fLgOHz6sVatWafLkyRo9enS61+vdSdmyZeXu7q61a9fqwoULioyM1PHjxzVhwgRt27ZNJ0+e1I8//qgjR47k63V7hD0AAACgoKjUX3Iqpsz/mu6Q0j+oX668vKenp5o2bar33ntPLVu2VO3atTVp0iQNHjxYH374obnfsmXL1LhxY/Xq1Us1a9bU2LFjzbNakyZNUsOGDdWuXTu1bt1avr6+6tKlS7qv6ePjo/nz5+vrr79WzZo19eabb+rdd9/N0ft488039dZbb6levXr65ZdftGrVKpUpU0ZSygIy33//vXbu3Kl69eppyJAhGjRokCZOnJjt13NyctLMmTP1ySefyM/PT507d1axYsV0+PBhdevWTVWrVtUzzzyjYcOG6dlnn83Re8sKk2HkwhqtRVBUVJS8vb0VOVcaOzj3zo8GgIx8/MV/F98P6cPYAyB/FNaxJ16G5ilakZGRKl68eL6+dkxMjA4dOqQaNWqoWLFiWdv57Dpp8yOZuLG6Q8psXuvvpfJtc1Ku3Thx4oSCgoK0d+9e1a9f39bl5JnMfn8xswcAAAAUJH7tpFbfSU7uSrl+7/bTM/9tc3In6CFDhD0AAACgoPFrJ3U5Ld39vuRZyXKbZ6WU9i5nCHrIEDdVBwAAAAoilxIpC69UHZ5yw/SE6ym3V3AplSuLsdijwMBAcZXafwh7AAAAQEFmMqXclsG1tK0rQSHDaZwAAAAAYIcIewAAAABghwh7AAAAAGCHCHsAAABAIXDG1gWg0CHsAQAAAAXYcUmPSbrr3/8et205KEQIewAAAEABFC3pFUnVJK3+t+3bf59P/Hd7YWcymbRy5cpM9Q0JCVH9+vXztB57Q9gDAAAACpBkSQslVZL0pqQESUn/bkv893mopGBJi/7tn5sGDBggk8kkk8kkZ2dnVapUSWPGjNGNGzeyfcz0gtq5c+fUvn37HFSLjHCfPQAAAKCAOC+po6TfJJkkpXd78GRJlyT1lfSBUmb8fHOxjocffljz5s1TQkKCfvnlFz399NO6ceOGPvrooywdxzAMJSUlpbvd1zc3q8btmNkDAAAACohTSgl6UvpBT7dt/+3f/XKTq6urfH19VaFCBfXu3Vt9+vTRypUrtWjRIjVq1EheXl7y9fVV7969dfHiRfN+mzZtkslk0rp169SoUSO5urpq4cKFmjJlivbv32+eMZw/f74k69M4T58+rZ49e6pUqVLy8PBQo0aNtGPHjnTrnDdvnmrUqCE3NzdVr15ds2fPzuVPonBjZg8AAABAhtzd3ZWQkKD4+Hi99tprqlatmi5evKhRo0ZpwIAB+v777y36jx07Vu+++64qVaokNzc3vfjii1q7dq3Wr18vSfL29rZ6jejoaLVq1Ur+/v5avXq1fH19tWfPHiUnp32i6ty5czV58mR9+OGHatCggfbu3avBgwfLw8ND/fv3z/0PoRAi7AEAAABI186dO/Xll1/qwQcf1FNPPWVur1SpkmbOnKkmTZooOjpanp6e5m1Tp07VQw89ZH7u6ekpJyenDE/b/PLLL3Xp0iXt2rVLpUqVkiRVrlw53f6vvfaapk+frscee0ySFBQUpIMHD+qTTz4h7P2LsAcAAADAwpo1a+Tp6anExEQlJCSoc+fOmjVrlvbu3auQkBDt27dP//zzj3nWLSIiQjVr1jTv36hRoyy/5r59+9SgQQNz0MvIpUuXdOrUKQ0aNEiDBw82tycmJqY5a1hUEfYAAAAAWLj//vv10UcfydnZWX5+fnJ2dtaNGzfUtm1btW3bVosWLZKPj48iIiLUrl07xcfHW+zv4eGR5dd0d3fPdN/UkDl37lw1bdrUYpujo2OWX9teEfYAAAAAWPDw8LA6hfLw4cO6fPmy3nzzTVWoUEGS9Ntvv6W1uxUXF5cMV+WUpLp16+rTTz/VP//8c8fZvXLlysnf31/Hjh1Tnz59MlVDUcRqnAAAAADuKCAgQC4uLpo1a5aOHTum1atX67XXXsvUvoGBgTp+/Lj27duny5cvKy4uzqpPr1695Ovrqy5duujXX3/VsWPHtGzZMm3bti3NY4aEhCg0NFQffPCBjhw5ogMHDmjevHmaMWNGjt6nPSHsAQAAAAVEgKTUq91Md+ibur3xv/vlNR8fH82fP19ff/21atasqTfffFPvvvtupvbt1q2bHn74Yd1///3y8fHR4sWLrfq4uLjoxx9/VNmyZdWhQwfVqVNHb775ZrqnZT799NP69NNPNX/+fNWpU0etWrXS/PnzFRQUlKP3aU9MhmHc6RYeSENUVJS8vb0VOVcaO9jL1uUAKCI+/uK6+d9D+jD2AMgfhXXsiZeheYpWZGSkihcvnq+vHRMTo0OHDqlGjRoqVqxYlvZNlvSlpBclXf73+e0cJJWRNENSLzGDU9Rk9vuL7wsAAACgAHGQ9KSko5ImSHLWfwttOP37/OV/t/cRv9AjfXxvAAAAAAWQp6Rpkv6S1Onftk6Sjkh67d/tQEZYjRMAAAAowIIkLZN0RpK/jWtB4cLMHgAAAFAIEPSQVYQ9AAAAALBDhD0AAAAgjyQnp7WWJpAzmf2+IuwBAAAAuczFxUWSFB0dbeNKYI9Sv69Sv8/SwwItAAAAQC5zcnJSmTJldObMGUmSp6enHByYZ0HOJCcnKzo6WmfOnFGZMmXk5JRxnCPsAQAAAHkgICBAksyBD8gtZcqUMX9/ZYSwBwAAAOQBk8mkihUryt/fX/Hx8bYuB3bCxcXljjN6qQh7OXQlWjJkyCSTrUsBYOcMGbp8XYqOlTzdGHsA5A/GnpxzcnLK9C/nQG4yGYZh2LqIwigqKkre3t6SpOIOJtVOdlFVOcuVwQ9ALouToSNK0B8O8YpK/m/IZuwBkJfsYeyJl6F5ilZkZKSKFy9u63KAfEfYyyZz2Osi6YikQynTpG0Nd1VgwhRALjmlRP1ouqlESaohqZYkN0mxkv4UYw+APGEvYw9hD0WdTZcECgkJkclksnj4+vpabK9evbo8PDxUsmRJtWnTRjt27LjjcZctW6aaNWvK1dVVNWvW1IoVK6z6zJ49W0FBQXJzc9Pdd9+tX375JXtvorqk7pJGS4nB0g+6qVMpQyMA5MgpJeoH3VRisKTRShlrakkK/ve/jD0A8gBjD2A/bL7+a61atXTu3Dnz48CBA+ZtVatW1YcffqgDBw5oy5YtCgwMVNu2bXXp0qV0j7dt2zb16NFDffv21f79+9W3b191797dIiQuXbpUI0eO1CuvvKK9e/eqRYsWat++vSIiIrL/Rrwk9ZKMytKPppuKExOmALIvToZ+NN2UUVlSL6WMMWlh7AGQixh7APti09M4Q0JCtHLlSu3bty9T/VNPnVy/fr0efPDBNPv06NFDUVFR+uGHH8xtDz/8sEqWLKnFixdLkpo2baqGDRvqo48+MvepUaOGunTpotDQ0CzVovFKOa0h1XVJM6TmhqvqKOObHAJAeg4oXltNcSl/VfeSnByclJicwV/PGXsA5ILbx56yHmUVnxSva7HX0t6hgI89nMaJos7mM3vh4eHy8/NTUFCQevbsqWPHjqXZLz4+XnPmzJG3t7fq1auX7vG2bdumtm3bWrS1a9dOW7duNR9n9+7dVn3atm1r7pMjXpJqSH84xMvgr1wAssGQoT8c4qWakrwkR5OjwvqG6a02b8nJIZ1rYxh7AOTQ7WOPt6u3fnzyR20esFm+nr5p78TYAxRoNr2itmnTpvr8889VtWpVXbhwQdOmTVPz5s31559/qnTp0pKkNWvWqGfPnoqJiVH58uUVFhamMmXKpHvM8+fPq1y5chZt5cqV0/nz5yVJly9fVlJSUoZ90hIXF6e4uDjz86ioqPTfWE0p6qChNz6OVun0Tn8AgHRcvi7NGaKUX7gkhbQOUevA1mod2Fr3Bdynnt/01KmoU9Y7MvYAyIFbx55izsX0Xe/vVM835Q/svwz8RQ8tfEgnrp2w3rEAjz1RMdK8wbauArAdm87stW/fXt26dVOdOnXUpk0bfffdd5KkBQsWmPvcf//92rdvn7Zu3aqHH35Y3bt318WLFzM8rslkuQywYRhWbZnpc6vQ0FB5e3ubHxUqVJAkVfCuYN3ZPeU/12MzLBMA0hSdOna4SW0qtdHLLV42b2teobn2DdmnjlU7Wu/I2AMgB1LHHmcPZy3rvkz3Btxr3la5VGX9+tSvqulT03pHxh6gwLL5aZy38vDwUJ06dRQeHm7RVrlyZd1zzz367LPP5OTkpM8++yzdY/j6+lrN0F28eNE8k1emTBk5Ojpm2CctEyZMUGRkpPlx6lTKX9XXPblOlUpWsux8M+U/Xm4CgCzz/Hfs8HXz1aKui+RgshyqS7mX0upeqzWowSDLHRl7AOSAp5vk4OCgRc8s0sOVH7ba7uflp58H/Kx65W67nIaxByiwCtSNUeLi4nTo0CG1aNEi3T6GYVicTnm7Zs2aKSwsTKNGjTK3/fjjj2revLkkycXFRXfffbfCwsLUtWtXc5+wsDB17tw53eO6urrK1dXVqv3ktZM6d/2cZePBlBuOvjzEQ6YCfrNRAAWPIUMlnG7qi0FfqJxn2n+EOnv9rFb/tdqykbEHQA4YMvTZnBnq3qx7un1ORZ2yPpWzAI898TIkRdu6DMBmbBr2xowZo44dOyogIEAXL17UtGnTFBUVpf79++vGjRt6/fXX1alTJ5UvX15XrlzR7Nmzdfr0aT3xxBPmY/Tr10/+/v7mVTRfeOEFtWzZUm+99ZY6d+6sVatWaf369dqyZYt5n9GjR6tv375q1KiRmjVrpjlz5igiIkJDhgzJ8nvo/k133TTd/K/huqRDUm3DpcANeAAKB5NMeuflyXqg6QNpbk9KTlLvZb11KeaW29Aw9gDIocfenKp2g9O/wC38SrjaLWqnyLjI/xoZe4ACzaZh7/Tp0+rVq5cuX74sHx8f3XPPPdq+fbsqVqyo2NhYHT58WAsWLNDly5dVunRpNW7cWL/88otq1aplPkZERIQcHP47xal58+ZasmSJJk6cqEmTJik4OFhLly5V06ZNzX169OihK1euaOrUqTp37pxq166t77//XhUrVszye7ged/2/Wy8kSVqV8qFWlXM2PxUARV3V1i301ORX0t0+9eep2nxy838NjD0Acqjt2JFqN25UuttPR53WQwsf0sUbt6ybwNgDFHg2vc9eYWZ1n73rklZJpr+l9nJXhYJ1hiyAQsKrrI8m7vtV3uXTXuZ8w7ENaruorZKN5JQGxh4AOdTimYHq88kH6W6/HHNZLea10OHLh/9rLCRjD/fZQ1FXMH8yC5NDksJT/uskqW0BHvAAFGwmk0kDF85NN+hduHxBfUL7KDkuOWVBhINi7AGQI3d3f0y9Pnov3e3Xr1/Xw4Me1mHjcMqqm4w9QKHCT2dOrUq5KLm24aKqcpYr56sDyKaHJ7yomm3Tvk4vOTlZz/R+UhfCLpjbGHsA5ESthx/SU4vmWlwOc6uE2FhN6NhN4b/skZL/a2fsAQoPwl4OHX9PCh1V8FafAlC4VL6vmTpOTf86vR9ef1e+Ydt1+eOUe1l5ualArnwHoHAIvvcePbtsoRyd077WLikxUXO791fi5u3qKQ+98XE0Yw9QCBH2cqiUpxjwAOSIR+lSGrT4/+Tg6Jjm9iObt+i7KaEyyaTSXlJpr5R2xh4A2XFXvToauuYruRQrlm6fBQOe0+/f/iBJjD1AIVagbqoOAEWNyWTSwM/nqORd/mluv37psv6v9yAlJyXlc2UA7FHZKpU14seVKlaiRLp9lgx/STu/WJp/RQHIM4Q9ALChh8aMUO0ObdPdPq/vM7p29lw+VgTAXpW8y18vhK1U8bI+6fZZ/err2vThJ/lYFYC8RNgDABup1KyJOr8xOd3ta9+coYPr1udjRQDslWeZ0hrx40qVrhiQbp8N7/1P37/2Vj5WBSCvEfYAwAY8SpXS00vmydEp7Uunj/66XasnTcvnqgDYIzcvLw3/YZnK16iWbp+t8xbpmxdfzseqAOQHwh4A2EC/ebNVKqBCmtuir/yjT3sOVHJiYj5XBcDeOLu56fnVS1SxUcN0++xdvlqLBg+XYRj5WBmA/EDYA4B89uDIoarXqUO62xf0H6Krp8/kY0UA7JGDk5MGf7VAVVu3SLfPofUb9RmLQAF2i7AHAPkosPHd6vrWlHS3h707Uwe+W5uPFQEojNy8vBTcvGm6200mk/rP+0h1O7ZPt8/xHb/p4659lBgXlxclAigAuM8eAOQTd29vPb10npxcXNLcfmz7Lq18Of0gCACpWg97Rv51a+vo1h1pbu8x8x01fbJHuvuf+eOgPuzwuOKio/OqRAAFAGEPAPJJv//7n8oEBaa57cbVq/qs50AlJSTkb1EACh1XT0+1eXG4XD2KqViJEoq5ds1ie8cpr6j1sGfS3f/SseOa2baLbvzzTx5XCsDWOI0TAPJB62HPqsFjndLd/vnA53XlZEQ+VgSgsGr13CB5li4lZzc33d29q8W2B0cO1SOvjkt338hz5/XBQ10Uee58XpcJoAAg7AFAHgtoWF/d3k3/Ngo/ffCR9q/6Lh8rAlBYuRQrpjZjRpifNxvQx+LfT7wXmu6+N/65qg/adtHlY8fztEYABQencQJAHnIrXlyDv1ogZ1fXNLef/G2Plo+dlM9VASisWg55SsXL+pifV2rWROWqVlb5WjXU99MP090v7sYNfdjhcZ3942B+lAmggCDsAUAeenLOB/IJDkpz283ISM3tPkCJ8fH5XBWAwsjZ3V1tx460au8+8x1VbX2fHBwd09wvIS5OH3fpreM7duVxhQAKGsIeAOSRFs8+pUY9uqW7feGgYbp8/ET+FQSgUGvxzEAVL1fWqr1WuwfT3Sc5KUmf9XpKh9ZvzMvSABRQXLMHAHngrnp11P39N9Pdvul/c7Vn2ap8rAhAYebs5qZ240Zmeb9Fg4dr34pvc78gAIUCYQ8AssHZ3T3dba6eninX6bm5pbk9Yu9+ffPiy3lVGgA7dO/T/eVd3jdL+3w9eoK2zluURxUBKAwIewCQRV5lfTKctevz8fsqV7Vymttir1/Xp90HKDEuLq/KA2BnnFxd9fD4UVnaZ+2bM7Thvf/lUUUACgvCHgBkUeNeT6j5U33lE1zJalvzp/qqSZ/u6e676JkXdPHvo3lZHgA7c+9TfVXC3y9L+7Qe9oyGLP9C9w7ql+UZQQD2gwVaACCLmvbtIUcnJ3WY+JIWDHzO3O5Xq4Z6znon3f1+mTNPvy35Jj9KBGAnnFxc1G7C6Czv5+bpqfpdO6p+146SpJO79+qP737U7q9XcPsFoAhhZg8AsqB8zeqqeHcDSVLTvj1VtnKwpJQbHQ/+aoFcihVLc7/Tv/+hr14Yl291ArAP9/TvrVIV7srxcSre3UAl7vJT9KXLuVAVgMKCsAcAWdC0b0/zvx0cHdVh0lhJUq//TVf5mtXT3Cc2Olpzu/dXQmxsvtQIwD44Ojur/csv5vg4x7bv0ptN7tfCQUMVdeFiLlQGoLDgNE4AyCSTyWR1PV6TPt115eQpNRvQJ939Fj83Whf+Cs/r8gDYmaZ9e6p0YMVs7x95/oJWjJusHQsXyzCMXKwMQGFB2AOATKrauoXV6VQOjo565N/ZvbRsnbdIOxYtyevSANgZBycntX9lTLb2TYyP10/vz9b3095R7PXruVwZgMKEsAcAmXTrKZyZcfbPQ1oyLHu/rAEo2pr26S6fSkFZ3u+PH8L09chxunDk7zyoCkBhQ9gDgExwdndXw8c7Z7p/fEyM5nbvr/iYmDysCoA9cnB0VPtXXsrSPhf/PqavR47Xge/W5lFVAAojwh4AZEL9Lo/Kzcsr0/3/+CFMDk5OcnJxUWJ8fB5WBsDeNO71hMpWCc5U39joaP0w7R1teO9/jDUArBD2ACATsnoKZ8NundWwW2clJSTo/OEjOnPgoM78/odO7/9DB9etZ7EEAGkyOTio/cTMzeptX7hEK8a9qshz5/O4KgCFFWEPAO6geLmyqtn2gWzt6+jsLP86teRfp5ai2z2oBf2HEPQApKtRj27yrVYlwz4nd+/VVyPG6ujWHflUFYDCirAHAHfQuPcTcnB0zNExwn/Zqs96PaVrZ87mUlUA7I3JwUEdMpjVu37pslZOCNHWeYtkJCfnY2UACivCHgDcQVZP4bxVcnKy1r4xXWtC3lByUlIuVgXA3jTs1lnla1a3ak9KTNSmD+fouylvKubatfwvDEChRdgDgAz41aqhgAb1srVv1IWLmvfkYB1avzGXqwJgb0wmkzq8Os6q/dD6jfrqhXE6d/CwDaoCUNgR9gAgA9md1Tu8YZP+r8/TirpwMZcrAmCP6nftKP/aNc3PLx8/oW9efEX7Vnxrw6oAFHaEPQBIh8nBQU36dM/SPslJSfp28htaGzqda2oAZIrJZNIj/87qxcfEaG3oDIW9O1MJsbE2rgxAYUfYA4B0VLu/pUre5Z/p/tfOnNWnvZ7S379szcOqANibup066K56dfTb0mVa9tIkXT112tYlAbAThD0ASEdWTuH84/sfNb//s4q+fCUPKwJgj+p1fkTTW7VX+M+/2roUAHaGsAcAaXApVkwNunW6Y7+khAStfHmK1k+fxf3zAGSZg6OjFg0ezmq9APIEYQ8A0lC/y6Ny8/TMsM+VkxH6tOdTOr59Zz5VBcDeEPIA5CXCHgCkoWm/Xhlu37fiW33+1FDueQUAAAoswh4A3Ka4bznVaNM6zW0JcXFaNmaiNn34Sf4WBQAAkEWEPQC4TZPeT8jB0dGq/eLfx/RpjwGK2LMv/4sCAADIIsIeANwmrVU4dy1Zpi+eGaHY69dtUBEAAEDWEfYA4Bb+dWqpQv265ufxN2/qqxFjteXTBTasCgAAIOsIewBwi1tn9c4d+ktzu/fX2T8O2rAiAACA7CHsAcC/TA4OatL7CUnS1nmLtGTYGMXHxNi4KgAAgOwh7AHAv6o/0EruJbw1r9+z2rFwsa3LAQAAyBHCHgD86656tfXG3S114a9wW5cCAACQY4Q9APjX+hkfyjAMW5cBAACQKxxsXQAAFBQEPQAAYE8IewAAAABghwh7AAAAAGCHCHsAAAAAYIcIewAAAABghwh7AAAAAGCHCHsAAAAAYIcIewAAAABghwh7AAAAAGCHCHsAAAAAYIcIewAAAABghwh7AAAAAGCHCHsAAAAAYIcIewAAAABghwh7AAAAAGCHbBr2QkJCZDKZLB6+vr6SpISEBI0bN0516tSRh4eH/Pz81K9fP509ezbDYyYkJGjq1KkKDg6Wm5ub6tWrp7Vr11r0SUxM1MSJExUUFCR3d3dVqlRJU6dOVXJycp69VwAAAADIT062LqBWrVpav369+bmjo6MkKSYmRnv27NGkSZNUr149Xb16VSNHjlSnTp3022+/pXu8iRMnatGiRZo7d66qV6+udevWqWvXrtq6dasaNGggSXrrrbf08ccfa8GCBapVq5Z+++03DRw4UN7e3nrhhRfy9g0DAAAAQD6wedhzcnIyz+bdytvbW2FhYRZts2bNUpMmTRQREaGAgIA0j7dw4UK98sor6tChgyTpueee07p16zR9+nQtWrRIkrRt2zZ17txZjzzyiCQpMDBQixcvzjBEAgAAAEBhYvNr9sLDw+Xn56egoCD17NlTx44dS7dvZGSkTCaTSpQokW6fuLg4ubm5WbS5u7try5Yt5uf33XefNmzYoCNHjkiS9u/fry1btpgDIgAAAAAUdjad2WvatKk+//xzVa1aVRcuXNC0adPUvHlz/fnnnypdurRF39jYWI0fP169e/dW8eLF0z1mu3btNGPGDLVs2VLBwcHasGGDVq1apaSkJHOfcePGKTIyUtWrV5ejo6OSkpL0+uuvq1evXukeNy4uTnFxcebnUVFROXjnAAAAAJC3bDqz1759e3Xr1k116tRRmzZt9N1330mSFixYYNEvISFBPXv2VHJysmbPnp3hMT/44ANVqVJF1atXl4uLi4YNG6aBAwearwWUpKVLl2rRokX68ssvtWfPHi1YsEDvvvuu1eveKjQ0VN7e3uZHhQoVcvDOAQAAACBv2fw0zlt5eHioTp06Cg8PN7clJCSoe/fuOn78uMLCwjKc1ZMkHx8frVy5Ujdu3NDJkyd1+PBheXp6KigoyNznpZde0vjx49WzZ0/VqVNHffv21ahRoxQaGprucSdMmKDIyEjz49SpUzl/wwAAAACQR2y+QMut4uLidOjQIbVo0ULSf0EvPDxcGzdutDq1MyNubm7y9/dXQkKCli1bpu7du5u3xcTEyMHBMuc6OjpmeOsFV1dXubq6ZvEdAQAAAIBt2DTsjRkzRh07dlRAQIAuXryoadOmKSoqSv3791diYqIef/xx7dmzR2vWrFFSUpLOnz8vSSpVqpRcXFwkSf369ZO/v795Vm7Hjh06c+aM6tevrzNnzigkJETJyckaO3as+XU7duyo119/XQEBAapVq5b27t2rGTNm6Kmnnsr/DwEAAAAA8oBNw97p06fVq1cvXb58WT4+Prrnnnu0fft2VaxYUSdOnNDq1aslSfXr17fYb+PGjWrdurUkKSIiwmKWLjY2VhMnTtSxY8fk6empDh06aOHChRYreM6aNUuTJk3S888/r4sXL8rPz0/PPvusXn311bx+ywAAAACQL0yGYRi2LqIwioqKkre3tyLnSmMHe9m6HABFxMdfXDf/e0gfxh4A+aOwjj3xMjRP0YqMjLzjug+APSpQC7QAAAAAAHIHYQ8AAAAA7BBhDwAAAADsEGEPAAAAAOwQYQ8AAAAA7BBhDwAAAADsEGEPAAAAAOwQYQ8AAAAA7BBhDwAAAADsEGEPAAAAAOwQYQ8AAAAA7BBhDwAAAADsEGEPAAAAAOwQYQ8AAAAA7BBhDwAAAADsEGEPAAAAAOwQYQ8AAAAA7BBhDwAAAADsEGEPAAAAAOwQYQ8AAAAA7BBhDwAAAADsEGEPAAAAAOwQYQ8AAAAA7BBhDwAAAADsEGEPAAAAAOwQYQ8AAAAA7BBhDwAAAADsEGEPAAAAAOwQYQ8AAAAA7BBhDwAAAADsEGEPAAAAAOwQYQ8AAAAA7BBhDwAAAADsEGEPAAAAAOwQYQ8AAAAA7BBhDwAAAADsEGEPAAAAAOwQYQ8AAAAA7BBhDwAAAADsEGEPAAAAAOwQYQ8AAAAA7BBhDwAAAADsEGEPAAAAAOwQYQ8AAAAA7BBhDwAAAADsEGEPAAAAAOxQtsPe0aNHNXHiRPXq1UsXL16UJK1du1Z//vlnrhUHAAAAAMiebIW9zZs3q06dOtqxY4eWL1+u6OhoSdLvv/+uyZMn52qBAAAAAICsy1bYGz9+vKZNm6awsDC5uLiY2++//35t27Yt14oDAAAAAGRPtsLegQMH1LVrV6t2Hx8fXblyJcdFAQAAAAByJlthr0SJEjp37pxV+969e+Xv75/jogAAAAAAOZOtsNe7d2+NGzdO58+fl8lkUnJysn799VeNGTNG/fr1y+0aAQAAAABZlK2w9/rrrysgIED+/v6Kjo5WzZo11bJlSzVv3lwTJ07M7RoBAAAAAFnklJ2dnJ2d9cUXX2jq1Knau3evkpOT1aBBA1WpUiW36wMAAAAAZEO2wl6q4OBgBQcH51YtAAAAAIBckumwN3r06EwfdMaMGdkqBgAAAACQOzId9vbu3WvxfPfu3UpKSlK1atUkSUeOHJGjo6Puvvvu3K0QAAAAAJBlmQ57GzduNP97xowZ8vLy0oIFC1SyZElJ0tWrVzVw4EC1aNEi96sEAAAAAGRJtlbjnD59ukJDQ81BT5JKliypadOmafr06blWHAAAAAAge7IV9qKionThwgWr9osXL+r69es5LgoAAAAAkDPZCntdu3bVwIED9c033+j06dM6ffq0vvnmGw0aNEiPPfZYbtcIAAAAAMiibN164eOPP9aYMWP05JNPKiEhIeVATk4aNGiQ3nnnnVwtEAAAAACQddkKe8WKFdPs2bP1zjvv6OjRozIMQ5UrV5aHh0du1wcAAAAAyIYc3VTdw8NDdevWza1aAAAAAAC5JFth7/7775fJZEp3+08//ZTtggAAAAAAOZetsFe/fn2L5wkJCdq3b5/++OMP9e/fPzfqAgAAAADkQLZW43zvvfcsHh9++KG2bNmikSNHytnZOdPHCQkJkclksnj4+vpKSgmQ48aNU506deTh4SE/Pz/169dPZ8+ezfCYCQkJmjp1qoKDg+Xm5qZ69epp7dq1Vv3OnDmjJ598UqVLl1axYsVUv3597d69O2sfBAAAAAAUUNkKe+l58skn9X//939Z2qdWrVo6d+6c+XHgwAFJUkxMjPbs2aNJkyZpz549Wr58uY4cOaJOnTpleLyJEyfqk08+0axZs3Tw4EENGTJEXbt21d69e819rl69qnvvvVfOzs764YcfdPDgQU2fPl0lSpTI8nsGAAAAgIIoRwu03G7btm1yc3PLWgFOTubZvFt5e3srLCzMom3WrFlq0qSJIiIiFBAQkObxFi5cqFdeeUUdOnSQJD333HNat26dpk+frkWLFkmS3nrrLVWoUEHz5s0z7xcYGJilugEAAACgIMtW2Lv9xumGYejcuXP67bffNGnSpCwdKzw8XH5+fnJ1dVXTpk31xhtvqFKlSmn2jYyMlMlkynAGLi4uzipwuru7a8uWLebnq1evVrt27fTEE09o8+bN8vf31/PPP6/BgwdnqXYgOwwZipWhRKX8ALrJJJPSX/AIAHIDYw8AFD3ZCnvFixe3WI3TwcFB1apV09SpU9W2bdtMH6dp06b6/PPPVbVqVV24cEHTpk1T8+bN9eeff6p06dIWfWNjYzV+/Hj17t1bxYsXT/eY7dq104wZM9SyZUsFBwdrw4YNWrVqlZKSksx9jh07po8++kijR4/Wyy+/rJ07d2rEiBFydXVVv3790jxuXFyc4uLizM+joqIy/T4BSYqToSNK0GGHeP2TbJjbSzmYVD3ZRVXlLFd+8QKQyxh7AKDoMhmGYdy5W/64ceOGgoODNXbsWI0ePdrcnpCQoCeeeEIRERHatGlThmHv0qVLGjx4sL799luZTCYFBwerTZs2mjdvnmJiYiRJLi4uatSokbZu3Wreb8SIEdq1a5e2bduW5nFDQkI0ZcoUq/bIudLYwV7ZfcsoIk4pURtMN5Vkkh5rLD3eVCrpIV29IX2zQ1q+S3I0pAcNd1XI3bOrYWc+/uK6+d9D+jD2IGOMPcgthXXsiZeheYpWZGRkhr8/AvYqWwu0VKpUSVeuXLFqv3btWrqnYGaGh4eH6tSpo/DwcHNbQkKCunfvruPHjyssLOyOP6g+Pj5auXKlbty4oZMnT+rw4cPy9PRUUFCQuU/58uVVs2ZNi/1q1KihiIiIdI87YcIERUZGmh+nTp3K5rtEUXNKiVpruqkH60qnZklLR0hPNJXa1E7579IRKe0P1pXW6qZOKdHWJQOwA4w9AIBshb0TJ05YnBaZKi4uTmfOnMl2MXFxcTp06JDKly8v6b+gFx4ervXr11ud2pkRNzc3+fv7KzExUcuWLVPnzp3N2+6991799ddfFv2PHDmiihUrpns8V1dXFS9e3OIB3EmcDG0w3dTDdaVVL0q+JdLu51siZfvD9aQNppuKU4GZcAdQCDH2AACkLF6zt3r1avO/161bJ29vb/PzpKQkbdiwIUurWo4ZM0YdO3ZUQECALl68qGnTpikqKkr9+/dXYmKiHn/8ce3Zs0dr1qxRUlKSzp8/L0kqVaqUXFxcJEn9+vWTv7+/QkNDJUk7duzQmTNnVL9+fZ05c0YhISFKTk7W2LFjza87atQoNW/eXG+88Ya6d++unTt3as6cOZozZ05WPg7gjo4oQUkm6bNnJCfHjPs6OUqfDpYqjJCOGAmqI5f8KRKA3WHsAQBIWQx7Xbp0kSSZTCb179/fYpuzs7MCAwM1ffr0TB/v9OnT6tWrly5fviwfHx/dc8892r59uypWrKgTJ06Yw2X9+vUt9tu4caNat24tSYqIiJCDw38TlLGxsZo4caKOHTsmT09PdejQQQsXLrRYwbNx48ZasWKFJkyYoKlTpyooKEjvv/+++vTpk/kPA7gDQ4YOO8Trscbp/1X9duVLSo81kjb8Fq/ayc6slAcgyxh7AACpshT2kpOTJUlBQUHatWuXypQpk6MXX7JkSbrbAgMDlZm1YzZt2mTxvFWrVjp48OAd93v00Uf16KOP3rEfkF2xMvRPsqHHm2Ztv8ebSl/vNBQnKWt3rQQAxh4AwH+ytfTW8ePHc7sOwO6kLnVQ0iNr+6X2T5AhN/66DiCLGHsAAKkyHfZmzpypZ555Rm5ubpo5c2aGfUeMGJHjwoDCLvWH6+qNrO2X2t+ZX7YAZANjDwAgVabD3nvvvac+ffrIzc1N7733Xrr9TCYTYQ+Q5CaTSjmY9M0OQ09k4XSqb3ak3OzYNTnvagNgvxh7AACpMh32bj11k9M4gTszyaTqyS5avitO569lbqGEc1el5b9JTZNdWCABQLYw9gAAUmXrPntTp05VTEyMVfvNmzc1derUHBcF2IuqcpajIQ2aIyVa35rSQmKSNGiu5GSk7AcA2cXYAwCQshn2pkyZoujoaKv2mJgYTZkyJcdFAfbCVSY9aLhr7X6p8/SUv56n5dzVlO3r9ksPGu5y5S/rAHKAsQcAIGVzNU7DMGQyWf8fwv79+1WqVKkcFwXYkwpy0sNy14bfb6rCiJR7WT3eNGXlu6s3Uq6TWf5byl/VH5a7KmTvxxIALDD2AACyNLKXLFlSJpNJJpNJVatWtQh8SUlJio6O1pAhQ3K9SKCwqyAn9TI8dcRI0Ibf4vX1zv/uIVnKwaSmyS6qKmf+qg4gVzH2AEDRlqWw9/7778swDD311FOaMmWKvL29zdtcXFwUGBioZs2a5XqRgD1wlUl15KLayc6KU8q9rJyVsvIdCyIAyCuMPQBQdGUp7PXv31+SFBQUpObNm8vZmQu5gawyySQ3iZsWA8hXjD0AUPRk6wT9Vq1amf998+ZNJSQkWGwvXrx4zqoCAAAAAORItlbjjImJ0bBhw1S2bFl5enqqZMmSFg8AAAAAgG1lK+y99NJL+umnnzR79my5urrq008/1ZQpU+Tn56fPP/88t2sEAAAAAGRRtk7j/Pbbb/X555+rdevWeuqpp9SiRQtVrlxZFStW1BdffKE+ffrkdp0AAAAAgCzI1szeP//8o6CgIEkp1+f9888/kqT77rtPP//8c+5VBwAAAADIlmyFvUqVKunEiROSpJo1a+qrr76SlDLjd+vtGAAAAAAAtpGtsDdw4EDt379fkjRhwgTztXujRo3S2LFjc7VAAAAAAEDWZeuavVGjRpn/ff/99+vw4cP67bff5OPjo3nz5uVacQAAAACA7MnWzN7tAgIC9Nhjj6l48eJasGBBbhwSAAAAAJADuRL2AAAAAAAFC2EPAAAAAOwQYQ8AAAAA7FCWFmh57LHHMtx+7dq1nNQCAAAAAMglWQp7d7qHnre3t/r165ejggAAAAAAOZelsMdtFQAAAACgcOCaPQAAAACwQ4Q9AECBlOzA/0UBAJAT/D8pAKBAueFXXhsWztXchH+0YeFc3fArb+uSAAAolAh7AIACIdHNTXteeUmL/96voz26SQ4OOtqjmxb/vV97Xh6jRDc3W5cIAEChQtgDANjctSqVtSR8r3ZNfUVJ7m4ynFPWDzOcnZTk7qZdr03UkiN7dK1KZRtXCgBA4UHYAwDYXMSj7VJO10zvOj0HB93w91PEo+3ytzAAAAoxwh4AoEAwJSdrvqSRkhzT2Q4AADKPsAcAKBDam0zqL+k9SXsk3WfjegAAKOwIewAAm3NxctIHt5zCWVfSL5J62qwiAAAKP8IeAMDmet/fUpVNJou205LW3PLc4L57AABkCf/PCQCwqdKBFTXg/hZW7aMlRac+SU6Wx5mzClizLj9LAwCgUCPsAQBsqvsHb8nltnvorU9O1teSTAmJcrx5U40nvqaeVRqoRPjftikSAIBCiLAHALCZOo8+rHqdOli0JcbH651vf5CSkxW85Bv1qlxfDUOnyykuzkZVAgBQODnZugAAQNHk7Oam7h+8ZdW+fsaHCpoQosEODnLgdgsAAGQbM3sAAJtoN26UfCoFWbT9c+q0fpj2jiQR9AAAyCHCHgAg35WpFKR240dZtX8zaoLibtywQUUAANgfwh4AIN/1mPm2nG9blOXgjz9pz7JVNqoIAAD7Q9gDAOSruh3bq84j7SzaEuPjtXT4GBtVBACAfSLsAQDyjbO7u3rMfNuqPeydD3ThCLdVAAAgNxH2AAD55uHxo1U6sKJF25WTEfrhjek2qggAAPtF2AMA5Auf4EpqO26kVfvXI8crPiYm/wsCAMDOEfYAAPmix6x35OzqatH2xw9h2rdyjY0qAgDAvhH2AAB5rn6XR1W7/UMWbQlxcfpqxFgbVQQAgP0j7AEA8pRLsWJ64v03rdp/fPsDXfz7qA0qAgCgaCDsAQDyVPuXX1TpigEWbVdOnNTaUBZlAQAgLxH2AAB5pmyVynropRes2r96YZwSbt60QUUAABQdhD0AQJ7pMesdObm4WLQd+G6d9q/+3kYVAQBQdBD2AAB5osFjnVSr3YMWbQmxsVrKoiwAAOQLwh4AINeltyjLujff0+Vjx21QEQAARQ9hDwCQ6zpMfEmlKtxl0Xbp2HGte+s9G1UEAEDRQ9gDAOSqctWqqM2Lw63avxoxTgmxsTaoCACAoomwBwDIVT0/fNdqUZb9q7/Xge/W2qgiAACKJsIeACDX3P1EV9Voc79FW/zNm/rqhXE2qggAgKKLsAcAyBWunp564r1Qq/a1oTN05cRJG1QEAEDRRtgDAOSKRyaNVQl/P4u2S0eP68e337dNQQAAFHGEPQBAjpWvUU0Pjhpq1b50xFglxsXZoCIAAEDYAwDkWI8P35Wjs7NF276Va/TH9+tsVBEAACDsAQBypFGPbqr+QCuLtviYGH09cryNKgIAABJhDwCQA66ennp8xhtW7T+8/q6unIywQUUAACAVYQ8AkG2PTh6vEn7lLdouhh9V2LszbVQRAABIRdgDAGSLX60aemDk81btS4a/pMT4eBtUBAAAbmXTsBcSEiKTyWTx8PX1lSQlJCRo3LhxqlOnjjw8POTn56d+/frp7NmzGR4zISFBU6dOVXBwsNzc3FSvXj2tXbs23f6hoaEymUwaOXJkbr41ALB7Pf83XY5OThZte5at0sF1621UEQAAuJXNZ/Zq1aqlc+fOmR8HDhyQJMXExGjPnj2aNGmS9uzZo+XLl+vIkSPq1KlThsebOHGiPvnkE82aNUsHDx7UkCFD1LVrV+3du9eq765duzRnzhzVrVs3T94bANirJr27q2qr+yza4mNi9PWoCTaqCAAA3M7pzl3yuAAnJ/Ns3q28vb0VFhZm0TZr1iw1adJEERERCggISPN4Cxcu1CuvvKIOHTpIkp577jmtW7dO06dP16JFi8z9oqOj1adPH82dO1fTpk3LxXcEAPbNrXhxdXvXetz87rW3dfXUaRtUBAAA0mLzmb3w8HD5+fkpKChIPXv21LFjx9LtGxkZKZPJpBIlSqTbJy4uTm5ubhZt7u7u2rJli0Xb0KFD9cgjj6hNmzY5qh8AipqOIRPkXd7yj3Tn/wrXhhkf2qgiAACQFpvO7DVt2lSff/65qlatqgsXLmjatGlq3ry5/vzzT5UuXdqib2xsrMaPH6/evXurePHi6R6zXbt2mjFjhlq2bKng4GBt2LBBq1atUlJSkrnPkiVLtGfPHu3atSvTtcbFxSkuLs78PCoqKgvvFADsg3+dWmo9/Fmr9qUsygIAQIFj05m99u3bq1u3bqpTp47atGmj7777TpK0YMECi34JCQnq2bOnkpOTNXv27AyP+cEHH6hKlSqqXr26XFxcNGzYMA0cOFCOjo6SpFOnTumFF17QokWLrGYAMxIaGipvb2/zo0KFCll8twBQ+KW1KMvur1foUNhPNqoIAACkx+ancd7Kw8NDderUUXh4uLktISFB3bt31/HjxxUWFpbhrJ4k+fj4aOXKlbpx44ZOnjypw4cPy9PTU0FBQZKk3bt36+LFi7r77rvl5OQkJycnbd68WTNnzpSTk5PFDOCtJkyYoMjISPPj1KlTuffGAaAQaPpkT1Vp0dyiLTY6mkVZAAAooGy+QMut4uLidOjQIbVo0ULSf0EvPDxcGzdutDq1MyNubm7y9/dXQkKCli1bpu7du0uSHnzwQfOKn6kGDhyo6tWra9y4ceYZwNu5urrK1dU1m+8MAAo3d2/vNBdl+X7qW7p2JuNb4gAAANuwadgbM2aMOnbsqICAAF28eFHTpk1TVFSU+vfvr8TERD3++OPas2eP1qxZo6SkJJ0/f16SVKpUKbm4uEiS+vXrJ39/f4WGhkqSduzYoTNnzqh+/fo6c+aMQkJClJycrLFjx0qSvLy8VLt2bYs6PDw8VLp0aat2AECKjlNeVvFyZS3azh36Sxvez/jUegAAYDs2DXunT59Wr169dPnyZfn4+Oiee+7R9u3bVbFiRZ04cUKrV6+WJNWvX99iv40bN6p169aSpIiICDk4/Hc2amxsrCZOnKhjx47J09NTHTp00MKFCzNcwRMAkL676tVR62HPWLUvGTZGSQkJNqgIAABkhk3D3pIlS9LdFhgYKMMw7niMTZs2WTxv1aqVDh48mKU6bj8GACCFyWRSr/9Nl8Ntp7jvWrJMf/202UZVAQCAzChQC7QAAAqWe/r1UvC991i0xUZHa9mLL9uoIgAAkFmEPQBAmoqVKKGub79m1f5dSKiunT1ng4oAAEBWEPYAAGnq9NpEFS/rY9F29s9D2vDBRzaqCAAAZAVhDwBgpUKDemr53CCr9iXDxig5MdEGFQEAgKwi7AEALKS3KMvOL7/WkU2/2KgqAACQVYQ9AICFZgP6qFKzJhZtN6OitGzMKzaqCAAAZAdhDwBgVqxkSXV9a6pV+5rJoYo8d94GFQEAgOwi7AEAzDpPmyQvnzIWbWcO/KmNH35io4oAAEB2EfYAAJKkgLsbqMWQp6zaFw99kUVZAAAohAh7AACZTCb1nj1DDg6W/7ewfeES/f3LVhtVBQAAcoKwBwDQvYP6KbDJ3RZtNyMjtfyliTaqCAAA5BRhDwCKOI9SpdTlzSlW7d+++oaiLly0QUUAACA3EPYAoIjr/Mar8ixdyqLt9O9/aNP/5tioIgAAkBsIewBQhAU2vlv3DR5g1b5k6ItKTkrK/4IAAECuIewBQBFlcnBQz/9Nt1qUZduCL/X3lm02qgoAAOQWwh4AFFH3Pd1fgY0bWrTFXLum5WMn2agiAACQmwh7AFAEeZQupS6hIVbtqydO0/WLl/K/IAAAkOsIewBQBHUNDZFHqZIWbRF79+vnjz+zUUUAACC3EfYAoIgJatqYRVkAACgCCHsAUISYHBzUa/Z0q/Zf/2+hjm3baYOKAABAXiHsAUAR0vLZpxTQsL5F242rV7Vy/GTbFAQAAPIMYQ8AiggvnzLq9Lr1SpurX3lN1y9dtkFFAAAgLxH2AKCI6PLmFHmUvG1Rlj379PMn/2ejigAAQF4i7AFAEVCpWRPd+1Rfq/bFz78oIznZBhUBAIC8RtgDADvn4Oionv+zXpRly6cLdHzHLhtUBAAA8gNhDwDsXMshgxTQoJ5F241/rmoFi7IAAGDXCHsAYMe8yvqo07SJVu0rJ4ToxpV/bFARAADIL4Q9ALBjj739moqVKGHRdmLXHm35dIFtCgIAAPmGsAcAdqryfc3UrH9vi7bk5GQtfn40i7IAAFAEEPYAwA6luyjL3Pk6+dseG1QEAADyG2EPAOxQ66HP6K66tS3aoq/8o1UvT7VRRQAAIL8R9gDAzhT3LaeOU1+2al85frJu/MOiLAAAFBWEPQCwM4+9/Zrcvb0t2o7v+E2/fva5jSoCAAC2QNgDADtSuUVz3dO3p0VbcnKyFg99UYZh2KgqAABgC4Q9ALATDk5O6pXGoiy/fPx/iti91wYVAQAAWyLsAYCduH/Ys/KvU8ui7fqly1o18TUbVQQAAGyJsAcAdsC7vK8enTLBqn3FuFcVc/WqDSoCAAC2RtgDADvQ7d3X5V68uEXbsW07tW3+FzaqCAAA2BphDwAKuaqtW6hJ7ycs2pKTkliUBQCAIo6wBwCFWHqLsvz80Wc6tXe/DSoCAAAFBWEPAAqxB194TuVrVrdoi7p4SasnTbNRRQAAoKAg7AFAIVXC30+PhKSxKMvYSYq5di3/CwIAAAUKYQ8ACqlu774uN09Pi7ajv27X9s8X26giAABQkDjZugAAQDaUe0CNH+xm0cSiLAAA4FbM7AFAYePgLDX60Kp504dzdHr/ARsUBAAACiLCHgAUNtVGSt41LJoiz1/Qt5PfsE09AACgQCLsAUBhUuwuqfarVs3LX5qkm5GRNigIAAAUVIQ9AChMGs6QnC0XZQn/Zat2LFpio4IAAEBBRdgDgEKixkMPSAFPWLQlJSZqydAXbVQRAAAoyAh7AFAIOLm4qMesd6zaN836RGcO/GmDigAAQEFH2AOAQuDB0cPkW62KRVvkufP6NiTURhUBAICCjrAHAAVcyQp36ZFJY63al42ZqNioKBtUBAAACgPCHgAUcE+8FyqXYsUsGy9s1s4vv7JNQQAAoFAg7AFAAVazXRs17NbZsjE5UfptqG0KAgAAhQZhDwAKKCcXF/VMY1EW/fW+FMmiLAAAIGOEPQAooB4aM0JlqwRbNsackQ5MsU1BAACgUCHsAUABVLpigNq/MsZ6w94XpcTo/C8IAAAUOoQ9ACiAnnj/TatFWQ7/tFk6udRGFQEAgMKGsAcABUztDu1Uv8ujFm1JCQlaOiyNmT4AAIB0EPYAoABxcnVVj5lvW7VveO9/OnfoLxtUBAAACivCHgAUIG3HjpRPcJBF29XTZ/Tda9YBEAAAICOEPQAoIMoEBerhCaOt2r8Z/bLiolmUBQAAZA1hDwAKiCfef1Mu7u4WbYfCftLur1fYqCIAAFCYEfYAoACo8+jDqtepg0VbYny8lgx/yUYVAQCAwo6wBwA25uzmpu4fvGXVvn76LF34K9wGFQEAAHtA2AMAG2s3bpR8KlkuyvJPxCl9P+0dG1UEAADsgU3DXkhIiEwmk8XD19dXkpSQkKBx48apTp068vDwkJ+fn/r166ezZ89meMyEhARNnTpVwcHBcnNzU7169bR27VqLPqGhoWrcuLG8vLxUtmxZdenSRX/9xZLmAPJfmUpBajd+lFX716MmKD4mxgYVAQAAe2Hzmb1atWrp3Llz5seBAwckSTExMdqzZ48mTZqkPXv2aPny5Tpy5Ig6deqU4fEmTpyoTz75RLNmzdLBgwc1ZMgQde3aVXv37jX32bx5s4YOHart27crLCxMiYmJatu2rW7cuJGn7xUAbtdz1jtydnOzaPtz3QbtXb7aRhUBAAB74WTzApyczLN5t/L29lZYWJhF26xZs9SkSRNFREQoICAgzeMtXLhQr7zyijp0SFno4LnnntO6des0ffp0LVq0SJKsZvrmzZunsmXLavfu3WrZsmVuvC0AuKN6nTqodoe2Fm2J8fFayqIsAAAgF9h8Zi88PFx+fn4KCgpSz549dezYsXT7RkZGymQyqUSJEun2iYuLk9ttfyV3d3fXli1bMjyuJJUqVSprxQNANjm7u6e5KEvYOx/oYvjfNqgIAADYG5uGvaZNm+rzzz/XunXrNHfuXJ0/f17NmzfXlStXrPrGxsZq/Pjx6t27t4oXL57uMdu1a6cZM2YoPDxcycnJCgsL06pVq3Tu3Lk0+xuGodGjR+u+++5T7dq10z1uXFycoqKiLB4AkF0PT3hRpQMrWrRdORmhH96YbqOKAACAvbFp2Gvfvr26deumOnXqqE2bNvruu+8kSQsWLLDol5CQoJ49eyo5OVmzZ8/O8JgffPCBqlSpourVq8vFxUXDhg3TwIED5ejomGb/YcOG6ffff9fixYszPG5oaKi8vb3NjwoVKmThnQLAf8pWDlbbsS9YtX89cjyLsgAAgFxj89M4b+Xh4aE6deooPPy/+0olJCSoe/fuOn78uMLCwjKc1ZMkHx8frVy5Ujdu3NDJkyd1+PBheXp6KigoyKrv8OHDtXr1am3cuFF33XVXhsedMGGCIiMjzY9Tp05l700CKPJ6zHpHzq6uFm1//BCmfSvX2KgiAABgj2y+QMut4uLidOjQIbVo0ULSf0EvPDxcGzduVOnSpTN9LDc3N/n7+yshIUHLli1T9+7dzdsMw9Dw4cO1YsUKbdq0Kc0geDtXV1e53vbLGQBkVf0uj6rWw20s2hLi4liUBQAA5Dqbhr0xY8aoY8eOCggI0MWLFzVt2jRFRUWpf//+SkxM1OOPP649e/ZozZo1SkpK0vnz5yWlLKTi4uIiSerXr5/8/f0VGhoqSdqxY4fOnDmj+vXr68yZMwoJCVFycrLGjh1rft2hQ4fqyy+/1KpVq+Tl5WU+rre3t9zd3fP5UwBQVLgUK6Yn3n/Tqv3Ht97XpaPpL04FAACQHTYNe6dPn1avXr10+fJl+fj46J577tH27dtVsWJFnThxQqtXp9xnqn79+hb7bdy4Ua1bt5YkRUREyMHhv7NRY2NjNXHiRB07dkyenp7q0KGDFi5caLGC50cffSRJ5mOkmjdvngYMGJDbbxMAJEntX35RpSta3jbm8vETWvvmDBtVBAAA7JlNw96SJUvS3RYYGCjDMO54jE2bNlk8b9WqlQ4ePJjhPpk5bmZdiZYMGTLJlGvHBGB/ylWtrIdesl6U5asXxinh5s1MHcOQocvXpehYydONsQdA/mDsAQovk5GbyacIiYqKkre3tySpuINJtZNdVFXOcmXwA5CGEetWqmbbByzafl+zVrM7dk9nj//EydARJegPh3hFJf83ZDP2AMhL9jD2xMvQPEUrMjLyjov8AfaIsJdN5rDXRdIRSYdSpknbGu6qULDWvQFgYw27ddYz3yy0aEuIjdWUWk11+djxDPc9pUT9aLqpREmqIamWJDdJsZL+FGMPgDxhL2MPYQ9FXcH96SwsqkuqL+m6lLhK+uHvm2qvgj3wAcg/rh4eevy9UKv2dW++l6mg94NuygiW1FmS120daomxB0CuY+wB7EeBus9eoeYlqZdkVJZ+NN1UnJgwBSC1n/iSSlWwvI/npWPHte6t9zLcL06GfjTdlFFZUi9JXpKni6eCSgQpqESQynuWT+nI2AMgF6U19ng4e5jHHj8vv5SOjD1AoUDYy02OkjpLiZKOKMHW1QCwMd/qVfXQi8Ot2r8aMU4JsbEZ7ntECSmnT3VWytgi6ZsnvtGxF46ZH0El/r1HKGMPgFyS1tjzxWNfmMedEy+cUPUy1VM2MPYABR5hL7d5Saoh/eEQL4O/cgFFWo9Z78jR2dmibf/q73Xgu7UZ7mfI0B8O8VJNmU+f6li1o9pVbmfu4+bkpnfbvvvfTow9AHIorbGnTaU26ly9s7mPs6Oz3mt3y5kJjD1AgcYCLdlkXqBlvFIuWL7VH5K+kS5/LJW+/Tx3AEVDwBPSfV9ZtiXelL6rKd04keGul69LPkMkPaGUa2Mk/TzgZ7Wo2MKqb+WZlXX06tGUJ4w9AHIgrbFn3ZPr1Da4rVXfuh/V1YGLB1KeFOCxJypG8h4sFmhBkcXMXl5wT/nP9YzP0gJgr5w8pYZpXJN38I07Bj0p5V5Wkiz+kDRnzxyrfhuObfgv6EmMPQByJM2xZ7f12PNrxK//BT2JsQcowAh7eeHf+yN73T7jB6BoqD1JKuZv2Xb9b+ngO5na3TN17LjlF6dFvy/StlPbzM8TkxM1ct1Iyx0ZewDkQFpjz7JDy7Tx+Ebz82QjWS+sfcFyR8YeoMDiNM5syvA0zq+k4odN6pnsIVMBv9kogNxVvmZ1Tdz3q9W1erPad9Ofa8MydQxDhpY43FBUdUO65Z7rvp6+Ci4ZLEmKjo/W/gv7LfYzfWNSpdhAhe/bI5OJsQdA1hiGoSr1G+qY2wkZj//362FZj7KqUqqKJCkmIUZ7z++12K8gjz1RUVHyLh/AaZwosrgpSm67LumQVNtwIegBRVDPD9+1Cnr7Vnyb6aAnSSaZVDvZRVsPxaWMKf9eA3M++rzOR59Pe6d/x54Rbz5b4H7ZAlA4mEwmDX/mGY2a8LLF2HPxxkVdvHEx7Z0Ye4ACjdM4c1OSpFUpCbqqnO/UG4CdadTzcVW7v6VFW3xMjL4eNSHLx6oq55S/xq1SytiSkSTJYY2DirkXU7/ePbP8WgCQqn+fXirmXkwO3zow9gB2gLCXW65LWiyZ/pbaGu5yZVYPKFLcvLz0+PTXrdp/eP1dXTkZkeXjucqktoa7TH9LWqyUMSYt1yWHpQ4yHTVp+RcLVaJEiSy/FgCkKlGihJYt+lymYyY5LHVg7AEKOa7ZyybzNXudJYVLOpQyo9fWcFcFzo4Fipxu775udQP1i+FHNbV2UyXGx2f7uKeUqB9NN1NuclxDKfe/cpd0UzIdNkmHpGLuxbT8i4Vq2+aBHLwDAPjPurAN6vZkP8XcjJFqSEZ1o1COPVyzh6KOsJdN5rAnqbhDyvU1VeXMjB5QBPnVqqFX9v0qRyfLP/TMfPgxHVy3PsfHj5OhI0rQHw7xikr+b8gOrhykEc8+q/59epnHIwDILdeuXdPnXy7RzE8+0dG/j5vbC9PYQ9hDUUfYy6bUsHf8PSl0lCeLsQBF2OhN36tqq/ss2vYsW6U5j/fN1dcxZOiNj6N1PTZlifNST15lQQQAec4wDP2zqGShHHsIeyjqON8wh0p5iqAHFGFNene3CnpxN25ka1GWOzHJpNJeUmmv1AbGHgB5z2Ri7AEKKxZoAYBsciteXN3enWbV/v1rb+vqqdM2qAgAAOA/hD0AyKaOU16Wd3lfi7bzh49o/YwPbVQRAADAfwh7AJAN/nVr6/7hz1q1Lx3+kpISEmxQEQAAgCXCHgBkQ6//TZeDo6NF2+6vluvQ+o02qggAAMASYQ8Asqhp316qfF8zi7bY6Gh9PfplG1UEAABgjbAHAFng7u2tbu+8ZtX+/dS3dO3MWRtUBAAAkDbCHgBkQcepr6h4ubIWbecO/aUN78+2UUUAAABpI+wBQCbdVa+OWg8dbNW+ZOiLLMoCAAAKHMIeAGSCyWRKc1GWXYu/0V8bf7ZRVQAAAOkj7AFAJtzTr5eC773Hoi32+nUtG/OKjSoCAADIGGEPAO6gWIkS6vq29aIsa0JCde3sORtUBAAAcGeEPQC4g07TJql4WR+LtrN/HtJPMz+2UUUAAAB3RtgDgAwENKyvls8NsmpfMvRFJScm2qAiAACAzCHsAUA6TCaTev5vuhwcLIfKnV98pSObt9ioKgAAgMwh7AFAOpoNfFKV7mls0XYzKkrLXppoo4oAAAAyj7AHAGkoVrKkHntrqlX7msmhijx33gYVAQAAZA1hDwDS0Pn1SfIsU9qi7cyBP7Xxw09sVBEAAEDWEPYA4DYBdzdQi2efsmpfzKIsAACgECHsAcAtTCaTes+eYbUoy/bPF+vvX7baqCoAAICsI+wBwC3uHdRPgU3utmi7GRmp5WMn2agiAACA7CHsAcC/PEqVUpc3p1i1r570uqIuXLRBRQAAANlH2AOAf3UJnSzP0qUs2k7vP6DNs+faqCIAAIDsI+wBgKTAJo1079P9rdoXD31RyUlJNqgIAAAgZwh7AIo8k4ODev3vXatFWbbN/0JHf91uo6oAAAByhrAHoMi7b/AAVWzU0KIt5to1LR/3qo0qAgAAyDnCHoAizbNMaXV5Y7JV++qJ03T94iUbVAQAAJA7CHsAirQuoSHyKFXSoi1i7379/PFnNqoIAAAgdxD2ABRZQU0b6760FmV5nkVZAABA4UfYA1AkmRwc1Gv2dKv2Xz/7XMe377RBRQAAALmLsAegSGr57FMKaFjfou3G1ataMd76+j0AAIDCiLAHoMjx8imjTq9Psmpf9fJURV++YoOKAAAAch9hD0CR0/WtqfIoabkoy8nde/XLnHk2qggAACD3EfYA2C0vnzJWbcHNm6r5wCet2hc//6KM5OT8KAsAACBfEPYA2CWTyaSha76Ws7u7uc3B0VE9/2e9KMuWufN1Yudv+VkeAABAniPsAbBLfnVqKbDJ3eoYMsHc1vK5p1Whfl2Lfjf+uaoVE0LyuToAAIC8R9gDYJeqP9BKkvTg6GGqUL+uvMr6qPO0iVb9Vk4I0Y0r/+R3eQAAAHnOydYFAEBeqHp/C0mSo5OTnpw7U+cPh8vd29uiz4lde7Tl0wW2KA8AACDPEfYA2B0HR0dVbXWv+XnFRg1VsVFDiz7Jycla/PxoFmUBAAB2i9M4AdidCg3qWc3i3W7LnHk6+duefKoIAAAg/zGzB8DuVHug5R37eJX1Udc3pyj68hXz4/D6TUqIjc2HCgEAAPIeYQ+A3al2/53DXoPHOlk8XzbmFR1YszavSgIAAMh3hD0AdsXR2VmVWzTLdP+kxER9/tRQ7Vi4OA+rAgAAyH+EPQB2JbBxQ7l6eGSqb3xMjOY80V9/fL8uj6sCAADIf4Q9AHalaiZO4ZRSbqb+4SNP6Pj2nXlcEQAAgG0Q9gDYlcwszvLPqdOa1a6rzh36Kx8qAgAAsA3CHgC74eTqquDmTTPsc+7gYc1s11VXT5/Jp6oAAABsg7AHwG5UatZEzm5u6W4/unWH/vdod8VcvZqPVQEAANgGN1UHYDcyuuXCge/W6f02nQh6AACgyCDsAbAb6V2vt23Bl/qoSy8l3LyZzxUBAADYjk3DXkhIiEwmk8XD19dXkpSQkKBx48apTp068vDwkJ+fn/r166ezZ89meMyEhARNnTpVwcHBcnNzU7169bR2rfWNkmfPnq2goCC5ubnp7rvv1i+//JIn7xFA/nApVkxBTRtZtf/49vtaMGCIkhMTbVAVAACA7dh8Zq9WrVo6d+6c+XHgwAFJUkxMjPbs2aNJkyZpz549Wr58uY4cOaJOnTpleLyJEyfqk08+0axZs3Tw4EENGTJEXbt21d69e819li5dqpEjR+qVV17R3r171aJFC7Vv314RERF5+l4B5J3K9zWTo7OzRds3L76s5eNetVFFAAAAtmXzBVqcnJzMs3m38vb2VlhYmEXbrFmz1KRJE0VERCggICDN4y1cuFCvvPKKOnToIEl67rnntG7dOk2fPl2LFi2SJM2YMUODBg3S008/LUl6//33tW7dOn300UcKDQ3NzbcHIJ9Uvb+F+d9JCQlaMPB57fxiqQ0rAgAAsC2bz+yFh4fLz89PQUFB6tmzp44dO5Zu38jISJlMJpUoUSLdPnFxcXK7bTU+d3d3bdmyRZIUHx+v3bt3q23bthZ92rZtq61bt2b/jQCwqeoPtJIkxd24odmdehL0AABAkWfTmb2mTZvq888/V9WqVXXhwgVNmzZNzZs3159//qnSpUtb9I2NjdX48ePVu3dvFS9ePN1jtmvXTjNmzFDLli0VHBysDRs2aNWqVUpKSpIkXb58WUlJSSpXrpzFfuXKldP58+fTPW5cXJzi4uLMzyMjIyVJUTeleBlZfu8Aco+rl5dKVKmksydOaM7j/RSxe++ddyqkomJufRJlszoAFDGFdOyJun5dkmQY/K6GIsooQKKjo41y5coZ06dPt2iPj483OnfubDRo0MCIjIzM8BgXL140OnfubDg4OBiOjo5G1apVjeeff95wd3c3DMMwzpw5Y0gytm7darHftGnTjGrVqqV73MmTJxuSePDgwYMHDx48eBSyx9GjR7P52ylQuNn8mr1beXh4qE6dOgoPDze3JSQkqHv37jp+/Lh++umnDGf1JMnHx0crV65UbGysrly5Ij8/P40fP15BQUGSpDJlysjR0dFqFu/ixYtWs323mjBhgkaPHm1+fu3aNVWsWFERERHy9vbOztu1O1FRUapQoYJOnTp1x69TUcFnYo3PxBqfiTU+E0t8Htb4TKzxmViLjIxUQECASpUqZetSAJsoUGEvLi5Ohw4dUosWKQstpAa98PBwbdy40erUzoy4ubnJ399fCQkJWrZsmbp37y5JcnFx0d13362wsDB17drV3D8sLEydO3dO93iurq5ydXW1avf29mZAvU3x4sX5TG7DZ2KNz8Qan4k1PhNLfB7W+Eys8ZlYc3Cw+TIVgE3YNOyNGTNGHTt2VEBAgC5evKhp06YpKipK/fv3V2Jioh5//HHt2bNHa9asUVJSknk2rlSpUnJxcZEk9evXT/7+/uZVNHfs2KEzZ86ofv36OnPmjEJCQpScnKyxY8eaX3f06NHq27evGjVqpGbNmmnOnDmKiIjQkCFD8v9DAAAAAIA8YNOwd/r0afXq1UuXL1+Wj4+P7rnnHm3fvl0VK1bUiRMntHr1aklS/fr1LfbbuHGjWrduLUmKiIiw+GtNbGysJk6cqGPHjsnT01MdOnTQwoULLVbw7NGjh65cuaKpU6fq3Llzql27tr7//ntVrFgxr98yAAAAAOQLm4a9JUuWpLstMDAwUysnbdq0yeJ5q1atdPDgwTvu9/zzz+v555+/Y7/0uLq6avLkyWme2llU8ZlY4zOxxmdijc/EGp+JJT4Pa3wm1vhMrPGZoKgzGZlJVAAAAACAQoWrVQEAAADADhH2AAAAAMAOEfYAAAAAwA4R9gAAAADADhH2JIWEhMhkMlk8fH19M9xn8+bNuvvuu+Xm5qZKlSrp448/tuqzbNky1axZU66urqpZs6ZWrFiRV28h1+XFZzJ37ly1aNFCJUuWVMmSJdWmTRvt3LkzL99Grsmr75FUS5YskclkUpcuXXK58ryTV5/JtWvXNHToUJUvX15ubm6qUaOGvv/++7x6G7kqrz6T999/X9WqVZO7u7sqVKigUaNGKTY2Nq/eRq7K6mdy7tw59e7dW9WqVZODg4NGjhyZZr+iNL5m5jMpzOOrlHffJ6mKwhib2c+kKI2xmf1MCvMYC9wJYe9ftWrV0rlz58yPAwcOpNv3+PHj6tChg1q0aKG9e/fq5Zdf1ogRI7Rs2TJzn23btqlHjx7q27ev9u/fr759+6p79+7asWNHfrydXJHbn8mmTZvUq1cvbdy4Udu2bVNAQIDatm2rM2fO5MfbybHc/jxSnTx5UmPGjFGLFi3ysvw8kdufSXx8vB566CGdOHFC33zzjf766y/NnTtX/v7++fF2ckVufyZffPGFxo8fr8mTJ+vQoUP67LPPtHTp0v9v5/5joq7/OIA/j+OAITRB4TjowLwx0alkKoYwDQdqZsH4Q1nNcMmspcWyDXFYZyhMK7baXLSQNfvdgrTmWCGtU36IlQMsQwLOG/6ArFYpUfx8ff/o243jhxxwH+Duno/t/uBz7/vc6/3c7bV7cZ877Nu3byq24xDjyaS7uxtBQUHIyclBdHT0iGvcrb/ak4mz91fA8Zn8x116rD2ZuFuPtScTV+ixRHckJEajUaKjo+1en5WVJVFRUTbHnnzySbn//vutf2/ZskU2btxos2bDhg2SlpY2qVqnihKZDNXX1yf+/v5y/PjxiZY5ZZTKo6+vT+Li4uTYsWOSnp4uycnJDqh2aiiRSWFhocyfP196enocVeaUUiKTXbt2ybp162zW7NmzR+Lj4ydV61QZbyaDrV27VjIzM4cdd7f+OthomQzlTP1VRLlM3KnHDjZaJu7WYwcbLRNn77FEY+Ene//X3NyM0NBQ3HPPPUhLS4PZbB517blz57B+/XqbYxs2bMB3332H3t7eO66pqalxfPEKcXQmQ3V1daG3txeBgYEOrVspSuSRm5uLoKAg7NixQ7G6leToTD7//HPExsZi165d0Gq1WLx4MfLz89Hf36/oPhzJ0ZnEx8fjwoUL1kvyzGYzysrK8NBDDym3CQcbTyb2cLf+OhHO1l8BZTJxpx5rD3frsfZwhR5LdCcc9gCsWrUK77zzDr788ksUFRWho6MDq1evxm+//Tbi+o6ODmi1WptjWq0WfX19+PXXX++4pqOjQ5lNOJgSmQyVnZ2NsLAwJCYmOrx+R1Mij+rqahQXF6OoqEjx+pWgRCZmsxklJSXo7+9HWVkZ9u/fj4KCAuTl5Sm+H0dQIpO0tDQcPHgQ8fHx0Gg0MBgMSEhIQHZ2tuL7cYTxZmIPd+uvE+FM/RVQJhN367H2cLceaw9n77FEY5rujxZnos7OTtFqtVJQUDDi/ZGRkZKfn29zrKqqSgBIe3u7iIhoNBr54IMPbNa899574u3trUzRCnNEJoMdOXJEAgICpKGhQZF6lTbZPG7duiXz5s2TsrIy6/3OdonRUI54jURGRoper5e+vj7rmoKCAgkJCVGucAU5IpOvv/5atFqtFBUVycWLF+XTTz8VvV4vubm5itevhLEyGWy0y67crb8OZs9lnM7eX0Umn4k79tjBRnuduFuPHWy0TFytxxIN5Tmtk+YMNWvWLCxZsgTNzc0j3h8SEjLsP8g3b96Ep6cn5syZc8c1Q/8b7Swckcl/Xn31VeTn56OiogJLly5VrGYlTTaPS5cuwWKx4OGHH7bePzAwAADw9PREU1MTDAaDchtQgCNeIzqdDhqNBmq12rpm4cKF6OjoQE9PD7y8vJTbgAIckckLL7yAbdu2ISMjAwCwZMkS/PXXX9i5cydycnLg4eFcF2iMlYk93K2/jocr9Fdg8pm0tra6XY+1h7v1WHu4Wo8lGoqv4BF0d3ejsbEROp1uxPtjY2Nx+vRpm2Pl5eVYsWIFNBrNHdesXr1amaIV5ohMAOCVV17BwYMH8cUXX2DFihWK1qykyeYRFRWF77//HvX19dbbI488goSEBNTX10Ov10/FNhzKEa+RuLg4tLS0WN+UAcBPP/0EnU7ndG9CAMdk0tXVNezNhlqthohARJQpXEFjZWIPd+uv9nKV/gpMPhN37LH2cLceaw9X67FEw0zvB4szw/PPPy8mk0nMZrPU1tbK5s2bxd/fXywWi4iIZGdny7Zt26zrzWaz+Pr6ynPPPSc//vijFBcXi0ajkZKSEuua6upqUavVcvjwYWlsbJTDhw+Lp6en1NbWTvn+JkKJTI4cOSJeXl5SUlIi7e3t1tvt27enfH/jpUQeQznbJUZKZNLW1iZ+fn6ye/duaWpqklOnTklwcLAcOnRoyvc3EUpkYjQaxd/fXz788EMxm81SXl4uBoNBtmzZMuX7m4jxZiIiUldXJ3V1dbJ8+XJ59NFHpa6uTi5dumS93936q8jYmThzfxVRJpOhXL3Hioydibv1WJGxM3H2Hks0Fg57IrJ161bR6XSi0WgkNDRUUlNTbRpBenq6rF271uYxJpNJli1bJl5eXjJv3jwpLCwcdt5PPvlEFixYIBqNRqKioqS0tFTprTiMEplEREQIgGE3o9E4BTuaHKVeI4M52xsRpTKpqamRVatWibe3t8yfP1/y8vJsvl8ykymRSW9vrxw4cEAMBoP4+PiIXq+Xp59+Wn7//fcp2NHkTSSTkfpERESEzRp3669jZeLM/VVEudfJYO7QY+3JxN167FiZOHuPJRqLSoSfURMREREREbkafmePiIiIiIjIBXHYIyIiIiIickEc9oiIiIiIiFwQhz0iIiIiIiIXxGGPiIiIiIjIBXHYIyIiIiIickEc9oiIiIiIiFwQhz0iIgIAWCwWqFQq1NfXK3J+lUqFkydPKnJuIiIiGo7DHhHRDLF9+3akpKRM2/Pr9Xq0t7dj8eLFAACTyQSVSoU//vhj2moiIiKiifOc7gKIiGhmUKvVCAkJme4yiIiIyEH4yR4RkRM4c+YMYmJi4O3tDZ1Oh+zsbPT19Vnvf+CBB/Dss88iKysLgYGBCAkJwYEDB2zOcfnyZcTHx8PHxweLFi1CRUWFzaWVgy/jtFgsSEhIAAAEBARApVJh+/btAIB58+bhtddeszn3vffea/N8zc3NWLNmjfW5Tp8+PWxP169fx9atWxEQEIA5c+YgOTkZFotlslERERHR/3HYIyKa4a5fv45NmzZh5cqVaGhoQGFhIYqLi3Ho0CGbdcePH8esWbNw/vx5vPzyy8jNzbUOWQMDA0hJSYGvry/Onz+Pt956Czk5OaM+p16vR2lpKQCgqakJ7e3teP311+2qd2BgAKmpqVCr1aitrcWbb76JvXv32qzp6upCQkIC/Pz8cPbsWVRVVcHPzw8bN25ET0/PeOIhIiKiUfAyTiKiGe6NN96AXq/H0aNHoVKpEBUVhRs3bmDv3r148cUX4eHx7//tli5dCqPRCACIjIzE0aNH8dVXXyEpKQnl5eVobW2FyWSyXqqZl5eHpKSkEZ9TrVYjMDAQABAcHIzZs2fbXW9FRQUaGxthsVhw9913AwDy8/Px4IMPWtd89NFH8PDwwLFjx6BSqQAAb7/9NmbPng2TyYT169ePLyQiIiIahsMeEdEM19jYiNjYWOtQBABxcXHo7OzEtWvXEB4eDuDfYW8wnU6HmzdvAvj30zm9Xm/znbyYmBjF6g0PD7cOegAQGxtrs+bChQtoaWmBv7+/zfF//vkHra2titRFRETkbjjsERHNcCJiM+j9dwyAzXGNRmOzRqVSYWBgYNRzTJSHh4f1+f/T29s7rLahtQw2MDCA5cuX4/333x+2NigoyCF1EhERuTsOe0REM9yiRYtQWlpqM7DV1NTA398fYWFhdp0jKioKbW1t+Pnnn6HVagEA33777R0f4+XlBQDo7++3OR4UFIT29nbr37du3cKVK1ds6m1ra8ONGzcQGhoKADh37pzNOe677z58/PHHCA4Oxl133WXXHoiIiGh8+AMtREQzyJ9//on6+nqb286dO3H16lU888wzuHz5Mj777DMYjUbs2bPH+n29sSQlJcFgMCA9PR0XL15EdXW19QdaRvvELyIiAiqVCqdOncIvv/yCzs5OAMC6devw7rvvorKyEj/88APS09OhVqutj0tMTMSCBQvw+OOPo6GhAZWVlcN+DOaxxx7D3LlzkZycjMrKSly5cgVnzpxBZmYmrl27NpHoiIiIaAgOe0REM4jJZMKyZctsbkajEWVlZfjmm28QHR2Np556Cjt27MD+/fvtPq9arcbJkyfR2dmJlStXIiMjw/p4Hx+fER8TFhaGl156CdnZ2dBqtdi9ezcAYN++fVizZg02b96MTZs2ISUlBQaDwfo4Dw8PnDhxAt3d3YiJiUFGRgby8vJszu3r64uzZ88iPDwcqampWLhwIZ544gn8/fff/KSPiIjIQVQy0pcriIjI5VVXVyM+Ph4tLS02wxoRERG5Bg57RERu4sSJE/Dz80NkZCRaWlqQmZmJgIAAVFVVTXdpREREpAD+QAsRkZu4ffs2srKycPXqVcydOxeJiYkoKCiY7rKIiIhIIfxkj4iIiIiIyAXxB1qIiIiIiIhcEIc9IiIiIiIiF8Rhj4iIiIiIyAVx2CMiIiIiInJBHPaIiIiIiIhcEIc9IiIiIiIiF8Rhj4iIiIiIyAVx2CMiIiIiInJBHPaIiIiIiIhc0P8AcN/foQ+SdbwAAAAASUVORK5CYII=", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(8, 6))\n", "fig.suptitle(\"Figure 9. - B grid structure\", fontsize=16)\n", "ax = plt.axes()\n", "\n", "ax.set_xlim(5.0, 5.18)\n", "ax.set_ylim(52.9, 53.02)\n", "ax.set_xlabel(\"Longitude\")\n", "ax.set_ylabel(\"Latitude\")\n", "ax.pcolormesh(\n", " x_centers[latminx : latmaxx + 1, lonminx : lonmaxx + 1],\n", " y_centers[latminx : latmaxx + 1, lonminx : lonmaxx + 1],\n", " udmask.mask[latminx:latmaxx, lonminx:lonmaxx],\n", " cmap=\"Reds_r\",\n", " edgecolors=\"orange\",\n", ")\n", "ax.scatter(\n", " x_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " y_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " s=100,\n", " color=\"green\",\n", " edgecolors=\"k\",\n", ")\n", "ax.scatter(\n", " x_outcorners[latminx:latmaxx, lonminx:lonmaxx],\n", " y_outcorners[latminx:latmaxx, lonminx:lonmaxx],\n", " s=100,\n", " color=\"orange\",\n", " edgecolors=\"k\",\n", ")\n", "ax.quiver(\n", " x_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " y_centers[latminx:latmaxx, lonminx:lonmaxx],\n", " SMOC_U,\n", " SMOC_V,\n", " angles=\"xy\",\n", " scale_units=\"xy\",\n", " scale=10,\n", " color=\"w\",\n", " width=0.01,\n", ")\n", "\n", "plon = 5.1\n", "plat = 52.95\n", "pU = fu(plon, plat)\n", "pV = fv(plon, plat)\n", "ax.scatter(plon, plat, s=50, color=\"cyan\", marker=\"h\")\n", "ax.quiver(plon, plat, pU, pV, angles=\"xy\", scale_units=\"xy\", scale=10, color=\"w\")\n", "\n", "custom_lines = [\n", " Line2D([0], [0], c=\"green\", marker=\"o\", markersize=10, lw=0),\n", " Line2D([0], [0], c=\"orange\", marker=\"o\", markersize=10, lw=0),\n", " Line2D([0], [0], c=\"cyan\", marker=\"h\", markersize=10, lw=0),\n", "]\n", "ax.legend(\n", " custom_lines,\n", " [\"Velocity points\", \"Scalar points\", \"Particle\"],\n", " bbox_to_anchor=(1.05, 1),\n", " loc=\"upper left\",\n", " borderaxespad=0.0,\n", " framealpha=1,\n", ");" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## 4. Diffusion\n", "\n", "In many parcels simulations other motions are added. Examples are Brownian motion from a diffusivity field and Stokes drift based on a wind field. These sources of motion will not necessarily consider the same boundaries and, unless they are also based on a C grid, they may also result in particles getting stuck on land. To show how this happens, let us add a random walk to the advection in a C grid velocity field.\n", "\n", "This random walk can be added using a diffusion kernel, as documented in [this notebook](tutorial_diffusion.ipynb). Since the particles will move randomly through the domain, without awareness of the solid-fluid boundaries in the velocity field, we cannot define stuck particles as having moved less than a tolerance value and we will instead check whether particles find themselves on land or not. To do this, we sample a `landmask` field which denotes the f-nodes that are part of the solid.\n" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "hide_input": true }, "outputs": [], "source": [ "from parcels import DiffusionUniformKh, Kernel" ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "hide_input": true }, "outputs": [], "source": [ "LandParticle = JITParticle.add_variable(\"on_land\")\n", "\n", "\n", "def Sample_land(particle, fieldset, time):\n", " particle.on_land = fieldset.landmask[\n", " time, particle.depth, particle.lat, particle.lon\n", " ]" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "hide_input": true }, "outputs": [], "source": [ "landmask = np.logical_or(\n", " np.ma.masked_equal(cufields[\"uo\"][0, 0], 0.0).mask,\n", " np.ma.masked_equal(cvfields[\"vo\"][0, 0], 0.0).mask,\n", ")" ] }, { "cell_type": "code", "execution_count": 23, "metadata": { "hide_input": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "INFO: Output files are stored in Cgrid-diffusion.zarr.\n", "100%|██████████| 864000.0/864000.0 [00:06<00:00, 143406.54it/s]\n" ] } ], "source": [ "filenames = {\n", " \"U\": {\"lon\": mesh_mask, \"lat\": mesh_mask, \"depth\": wfiles[0], \"data\": ufiles},\n", " \"V\": {\"lon\": mesh_mask, \"lat\": mesh_mask, \"depth\": wfiles[0], \"data\": vfiles},\n", " \"W\": {\"lon\": mesh_mask, \"lat\": mesh_mask, \"depth\": wfiles[0], \"data\": wfiles},\n", "}\n", "\n", "variables = {\"U\": \"uo\", \"V\": \"vo\", \"W\": \"wo\"}\n", "dimensions = {\n", " \"U\": {\"lon\": \"glamf\", \"lat\": \"gphif\", \"depth\": \"depthw\", \"time\": \"time_counter\"},\n", " \"V\": {\"lon\": \"glamf\", \"lat\": \"gphif\", \"depth\": \"depthw\", \"time\": \"time_counter\"},\n", " \"W\": {\"lon\": \"glamf\", \"lat\": \"gphif\", \"depth\": \"depthw\", \"time\": \"time_counter\"},\n", "}\n", "\n", "fieldset = FieldSet.from_nemo(filenames, variables, dimensions)\n", "\n", "fieldset.add_constant_field(\"Kh_zonal\", 5, mesh=\"spherical\")\n", "fieldset.add_constant_field(\"Kh_meridional\", 5, mesh=\"spherical\")\n", "# fieldset.add_constant('dres', 0.00005)\n", "fieldset.add_field(\n", " Field(\n", " \"landmask\",\n", " data=landmask,\n", " lon=coords[\"glamf\"],\n", " lat=coords[\"gphif\"],\n", " mesh=\"spherical\",\n", " )\n", ")\n", "\n", "npart = 10 # number of particles to be released\n", "lon = np.linspace(3, 4, npart, dtype=np.float32)\n", "lat = 51.5 * np.ones(npart)\n", "time = np.zeros(npart)\n", "\n", "pset = ParticleSet(fieldset=fieldset, pclass=LandParticle, lon=lon, lat=lat, time=time)\n", "\n", "output_file = pset.ParticleFile(name=\"Cgrid-diffusion.zarr\", outputdt=delta(hours=1))\n", "pset.execute(\n", " pset.Kernel(AdvectionRK4)\n", " + pset.Kernel(DiffusionUniformKh)\n", " + pset.Kernel(Sample_land),\n", " runtime=delta(days=10),\n", " dt=delta(minutes=5),\n", " output_file=output_file,\n", ")" ] }, { "cell_type": "code", "execution_count": 24, "metadata": { "hide_input": true }, "outputs": [], "source": [ "data_diff = xr.open_zarr(\"Cgrid-diffusion.zarr\")" ] }, { "cell_type": "code", "execution_count": 25, "metadata": { "hide_input": true }, "outputs": [], "source": [ "stuck = data_diff[\"on_land\"] == 1" ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "hide_input": true }, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(14, 8))\n", "fig.suptitle(\"Figure 10. Diffusion added to C grid advection\", fontsize=16)\n", "ax = plt.axes()\n", "\n", "ax.set_ylabel(\"Latitude [degrees]\")\n", "ax.set_xlabel(\"Longitude [degrees]\")\n", "ax.set_title(\"Particle getting stuck\")\n", "ax.set_xlim(2.9, 4.1)\n", "ax.set_ylim(51.4, 52.2)\n", "\n", "ax.pcolormesh(\n", " coords[\"glamf\"][0],\n", " coords[\"gphif\"][0],\n", " cvfields[\"vo\"][0, 0, 1:, 1:],\n", " cmap=\"RdBu\",\n", " vmin=-0.1,\n", " vmax=0.1,\n", " edgecolors=\"k\",\n", " linewidth=1,\n", ")\n", "ax.plot(data_diff[\"lon\"].T, data_diff[\"lat\"].T, linewidth=3, zorder=1)\n", "ax.scatter(\n", " data_diff[\"lon\"],\n", " data_diff[\"lat\"],\n", " c=stuck,\n", " s=30,\n", " cmap=\"viridis_r\",\n", " alpha=0.3,\n", " zorder=2,\n", ")\n", "ax.scatter(\n", " coords[\"glamf\"][0],\n", " coords[\"gphif\"][0],\n", " c=landmask,\n", " cmap=\"Reds_r\",\n", " s=100,\n", " edgecolors=\"k\",\n", " vmin=-1,\n", " linewidth=0.5,\n", ")\n", "\n", "color_stuck = copy(plt.get_cmap(\"viridis\"))(0)\n", "color_moving = copy(plt.get_cmap(\"viridis\"))(256)\n", "color_land = copy(plt.get_cmap(\"Reds\"))(0)\n", "color_ocean = copy(plt.get_cmap(\"Reds\"))(128)\n", "\n", "custom_lines = [\n", " Line2D([0], [0], c=color_stuck, marker=\"o\", markersize=10, lw=0),\n", " Line2D([0], [0], c=color_moving, marker=\"o\", markersize=10, lw=0),\n", " Line2D(\n", " [0], [0], c=color_ocean, marker=\"o\", markersize=10, markeredgecolor=\"k\", lw=0\n", " ),\n", " Line2D(\n", " [0], [0], c=color_land, marker=\"o\", markersize=10, markeredgecolor=\"k\", lw=0\n", " ),\n", "]\n", "ax.legend(\n", " custom_lines,\n", " [\"On land\", \"In ocean\", \"Landmask ocean\", \"Landmask land\"],\n", " bbox_to_anchor=(1.05, 1),\n", " loc=\"upper left\",\n", " borderaxespad=0.0,\n", " framealpha=1,\n", ")\n", "plt.show()" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "**Figure 10** shows why you should consider additional boundary conditions for each component of the motion added to the particle.\n" ] } ], "metadata": { "celltoolbar": "Metagegevens bewerken", "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.11.6" } }, "nbformat": 4, "nbformat_minor": 4 }