{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "Looking at density at various cross sections in a particular model run." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": true }, "outputs": [], "source": [ "import numpy as np\n", "import netCDF4 as nc\n", "import matplotlib.pyplot as plt\n", "from salishsea_tools import (nc_tools, viz_tools, gsw_calls)\n", "import numpy.ma as ma\n", "from matplotlib import animation, rc\n", "%matplotlib inline" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": true }, "outputs": [], "source": [ "mesh_mask = nc.Dataset('/home/vdo/MEOPAR/NEMO-forcing/grid/mesh_mask_downbyone2.nc')\n", "new_domain = mesh_mask.variables['tmask'][0,:,334:898,114:398] " ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": true }, "outputs": [], "source": [ "rc('animation', html='html5')" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": true }, "outputs": [], "source": [ "def calc_rho(Sal, TempC, P):\n", " \"\"\" Calculate rho: Based on SOG code\n", " \"\"\"\n", " \n", " # Calculate the square root of the salinities\n", " sqrSal = np.sqrt(Sal)\n", "\n", " # Calculate the density profile at the grid point depths\n", " # Pure water density at atmospheric pressure\n", " # (Bigg P.H., (1967) Br. J. Applied Physics 8 pp 521-537)\n", " R1 = ((((6.536332e-9 * TempC - 1.120083e-6) * TempC + 1.001685e-4)\n", " * TempC - 9.095290e-3) * TempC + 6.793952e-2) * TempC - 28.263737\n", " R2 = (((5.3875e-9 * TempC - 8.2467e-7) * TempC + 7.6438e-5)\n", " * TempC - 4.0899e-3) * TempC + 8.24493e-1\n", " R3 = (-1.6546e-6 * TempC + 1.0227e-4) * TempC - 5.72466e-3\n", "\n", " # International one-atmosphere equation of state of seawater\n", " SIG = (4.8314e-4 * Sal + R3 * sqrSal + R2) * Sal + R1\n", "\n", " # Specific volume at atmospheric pressure\n", " V350P = 1.0 / 1028.1063\n", " SVA = -SIG * V350P / (1028.1063 + SIG)\n", "\n", " # Density anomoly at atmospheric pressure\n", " rho = 28.106331 - SVA / (V350P * (V350P + SVA)) + 1000\n", " \n", " return rho" ] }, { "cell_type": "code", "execution_count": 114, "metadata": { "collapsed": true }, "outputs": [], "source": [ "def animatedensity(file, yslice, xlims, ylims, mesh_mask):\n", " pressure1 = gsw_calls.generic_gsw_caller('gsw_p_from_z.m',\n", " [-np.expand_dims(file.variables['deptht'][:], 1) * np.ones(284),\n", " (np.ones([284,40]) *np.expand_dims(file.variables['nav_lat'][yslice,:][:],1)).T])\n", " fig,ax = plt.subplots(figsize=(8,8))\n", " deptht = file.variables['deptht'][:]\n", " yslicemask = 1 - mesh_mask[:,yslice,:]\n", " def animate30(i):\n", " ax.clear()\n", " density1 = calc_rho(file.variables['vosaline'][i,:,yslice,:],\n", " file.variables['votemper'][i,:,yslice,:],\n", " pressure1)\n", " masked_density1 = ma.masked_array(density1, mask = yslicemask)\n", " den = ax.pcolormesh(np.arange(0,284), deptht, masked_density1, \n", " vmin = 1021.8,vmax = 1024.5, cmap = 'bwr' #, colors='black'\n", " )\n", " ax.contour(np.arange(0,284), deptht, masked_density1,levels=[1023.3], colors='black')\n", " ax.set_ylim(ylims)\n", " ax.set_xlim(xlims)\n", " ax.set_title('Y = ' + str(yslice) + ', hour = %03d'%(i)) \n", " return ax\n", "\n", " interval = 0.25#in seconds\n", " ani40 = animation.FuncAnimation(fig,animate30,frames=155,interval=interval*1e+3, repeat=False)\n", " return ani40" ] }, { "cell_type": "code", "execution_count": 108, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 108, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAAXMAAAD8CAYAAACFK0QrAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.pcolormesh(np.ones((40,20)), \n", " vmin = 1021.8, vmax =1024.5, cmap = 'bwr')\n", "plt.colorbar()" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": true }, "outputs": [], "source": [ "NU0 = nc.Dataset('/ocean/vdo/MEOPAR/completed-runs/SalishSeaLake/NU0/SalishSea_1h_20170101_20170107_grid_T.nc')" ] }, { "cell_type": "code", "execution_count": 96, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/plain": [ "[]" ] }, "execution_count": 96, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAAOwAAAHVCAYAAADy0RfFAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\nI71KtgIAAAAASUVORK5CYII=\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(figsize=(10,8))\n", "plt.contourf(new_domain[0,:,:])\n", "viz_tools.set_aspect(ax)\n", "ax.plot((0,250), (200,200), 'r-')\n", "ax.plot((0,250), (240,240), 'r-')\n", "ax.plot((20,20), (0,520), 'r-')\n", "ax.plot((40,40), (0,520), 'r-')\n", "ax.plot((60,60), (0,520), 'r-')" ] }, { "cell_type": "code", "execution_count": 115, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 115, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAAfAAAAHiCAYAAAAXsp52AAAABHNCSVQICAgIfAhkiAAAAAlwSFlz\nAAALEgAACxIB0t1+/AAAIABJREFUeJzt3Xt8ZHd93//3R9LotldpJe+ud9faNTFO7A0BunFJ+iiX\nmiTQH8WEJNSUpCbx70fyKAWS0IKN0ziXh/Mj16b9/RJSNxCbhBpcILGbAoG6AdI+wmUxGNY2NsZe\n7cV70a6kXWm1uszMp3/MGe1ImpFGM6M53+/M6/l4aGfmnKOZ73dmdd7z/Z5zvl9zdwEAgLh0pF0A\nAACwfgQ4AAARIsABAIgQAQ4AQIQIcAAAIkSAAwAQIQIcaBNm9kozO5F2OQA0BgEOJMzsL8zsz5Yt\ne4WZnTez3Q18nd8zs++Y2ZSZfdvM/uWy9S82s6+Z2Uxy++Jl63/JzE6b2UUz+5CZ9TSqbCEys/1m\n9rfJ+/FtM3v1svX/wsxGzeySmf2VmQ2WrOtJ3qOLyXv2y82vAbAxCHDgindJeq2Z/YgkmVmvpP8s\n6d3ufqqBr3NJ0j+TtE3SbZL+g5n9cPKa3ZIekvQXkgYk3S/poWS5zOzHJN0h6WZJI5KulfTrDSxb\n3aygkfuWByR9XdIOSXdJ+riZDSevdaOk/yTpZyTtlDQj6Y9LfvfXJF2nwnv1KknvMbPXNLBsQGoI\ncCDh7uclvUPSvWa2SdLdkr7r7vc1+HXudvdvu3ve3b8s6e8k/VCy+pWSuiT9obvPuft/lGSS/kmy\n/jZJH3T3x919QtJvSHrrel7fzN5tZmfN7JSZ/WzJ8m1m9mEzG0tatL9SDGIz+zUz+4uSbfebmZtZ\nV/L482Z2j5n9bxVC9Np1vzHly/pCSS+VdLe7X3b3T0j6pqSfSDZ5i6T/5u5fdPdpSf9O0hvNbEuy\n/jZJv+nuE+7+pKR7tc73CwgVAQ6UcPf/KulRFVp9b0t+yjKzO8xsstJPNa9nZn2SflDS48miGyV9\n05eOcfxYsry4/rFl63aa2Y5qXk/SLhVa/nsk3S7pj8xsIFn3/yXrrpX0Ckn/UtLPlnuSCn5Ghfdr\ni6TR5SvN7K9Xeb/+usJz3ijpWXefKllW8f1w9+9KmpP0wqReu7Xy/bpRQAvoSrsAQID+laTvSrrL\n3Y9X2sjd3y/p/XW+1p+oECp/kzzeLOnCsm0uqhCK5dZfTG63SDpfxestSPoNd89K+pSZTUu63sy+\nKulWSS9OwnLKzH5fhVD+YJV1uc/dH6+00t1fV+XzlKr0fuxZY/2WZJ208v3aIqAFEODAMu5+xszO\n6UqreEOY2e9KOijpVSUt7mlJW5dtuk3SVIX125LbKVXnfBLeRTMqBN2QpIyWtpxHdSUoq1Hxy04d\n1vt+lK6fTh5vlTRb5neBqNGFDtTIzN5nZtOVftb43V+X9FpJP+ruF0tWPS7pRWZmJctepCtfJh6X\n9AMl635A0pnk+H09zqnQOh8pWXaNpJPJ/UuS+kvW7SrzHKtObWhmn17l/fp0hV97XNK1Jce0pUKd\ny74fZvYCSd2Snk7OETille/Xhn4xA5qFAAdq5O6/5e6bK/1U+j0zu1PSv5D06jLB+3lJOUnvTC6B\neqcKwfg/k/UflnS7md2QHOP9d5LuK3nu+8zsPq2Tu+ckPSjpHjPbYmYjkn5ZhbPhJekbkl5uZteY\n2TZJd9bwGq9d5f16bYXfeTp57bvNrNfM3ijp+yV9ItnkI5L+mZn94+TEw9+U9MmSY+YflvQrZjZg\nZt8n6f9RyfsFxIwAB5rvt1Ro3T5T0gJ9nyS5+7ykN6hwAtmkCmdMvyFZLnf/jKTfkfS3KnRxP6fC\n2fJF+yT97xrL9Q4VWtrPSvpfkv6LpA8lr/s5SR9T4Qzwr0mqdNLZRrhV0iFJE5L+X0k/6e5jSbke\nl/QLKgT5WUmbVDiHoehuFc5nGFXhy9HvJO8hED1berIrgFgl14o/JulF7r6QdnkAbCwCHACACG1Y\nF7qZvcbMnjKzZ8zsjo16HQAA2tGGtMDNrFPS05J+RNIJSV+V9GZ3f6LhLwYAQBvaqBb4TZKecfdn\nk5NvPirplg16LQAA2s5GBfgeLR3U4YTWNyAEAABYRWojsZnZ4jjTmzZt+gff+73fm1ZRAABouq99\n7Wvn3H241t/fqAA/qcL1qEV7dWVEJ0mSu9+rwsxAOnTokB8+fHiDilKwZFyrxNDQymVdVbwjHVw9\nDwAoI5stv/zMmZXLzGzFpD/rsVFR9FVJ15nZgeTa1FslPbxBrwUAQNvZkBa4u2fN7F+rMMNSp6QP\nrTZLEQAAWJ8NOwbu7p+S9KmNev5GKNcVTvc4AKBWzcwQ4goAgAgR4AAARCi1y8hCUGsXOt3sAIBy\nKp2FvhGIIgAAIkSAAwAQobbuQi83aEu5ZXSZAwCqwVnoAABgVW3dAu/tXbmsu7v55QAAtIZ8vnmv\nRQscAIAIEeAAAESorbvQN29euaya2cjQ2qo5CaWZ3WShKvc+8b6g3dGFDgAAVkWAAwAQobbuMN66\ndeWyarrQuS4cAFAOQ6kCAIBVEeAAAESorbvQh4ZWLmM2MgBArehC3wDuK38AAIhV2wQ4AACtpK27\n0Hftqm675V3mdKEDAMqZn2/eaxFFAABEiAAHACBCdKEvU657fPmyasdLb3RXe7Vj7MbYxV+ubrHV\nI63Pp9FjL8f2vgNpKfe3NzvbvNfnTxUAgAgR4AAARKitu9B/9VdXLvvwh1cu6+5e/fF6pDUFYz3d\noo3u3g79UMDy1y1X3nabNrPaz4IpRldqxiGOVjgEFSO60AEAwLoR4AAARKitu9DLufrqlcuqGciF\n7ioAAGOhAwCAVRHgAABEiC70ZTZvXrmMsdABANVo5lUXRBEAABEiwAEAiBBd6Mv096+9DV3oAIC0\ntXUUua/8AQAgBm0d4AAAxIou9GW2bm3cczGdaPVaYSxnphMF2ku5v71qp5tuBP5UAQCIEAEOAECE\n6EJfprd37W3oYgQAlNPMfCCKAACIEAEOAECE6EJfptxALsvPNKQLHQBQDtOJAgCAVRHgAABEiAAH\nACBCHANfprt77W04Bg4ASBtRBABAhGoOcDPbZ2Z/a2ZPmNnjZvauZPmgmX3OzL6T3A40rrgAAECq\nrwWelfRud79B0sskvd3MbpB0h6RH3P06SY8kjwEAQAPVfAzc3U9JOpXcnzKzJyXtkXSLpFcmm90v\n6fOS3ltXKZuo3FCqns0tXdDo6Z8AAC0u0/BnbMgxcDPbL+klkr4saWcS7pJ0WtLORrwGAAC4ou4A\nN7PNkj4h6Rfd/WLpOnd3SV7h995mZofN7PDY2Fi9xQAAoK3UFeBmllEhvD/i7p9MFp8xs93J+t2S\nzpb7XXe/190Pufuh4eHheooBAEDbqecsdJP0QUlPuvsflKx6WNJtyf3bJD1Ue/EAAEA59Qzk8o8k\n/Yykb5nZN5Jl75P0fkkPmtntkkYlvam+IgZgenrlMk5kAwBUa6DxV1TXcxb6/5JkFVbfXOvzRoHw\nBgCkjJHYAACIEAEOAECECHAAACLEbGRAiVwup1zuysh7hYstpK6ursX7ABACAnxNT+ve+z6ty5cv\n6/LsbOH28mXNz89rIZtVNvkp3i8GQC6fVzabVT6fl7srn88v3i8qBoKZqbOzU52dnerq6lJX6f3k\ncVdXlzo7Oxd/190Xf3K53JIyZLNZzc3Pa35+XnPz85qbm9P8wsKSWhVfu7OjQx0dHers7Fy87ezs\nVGfp/c7OxToUXzOfzy++3sLCghaSuhefu/T5u7u71d3drZ7ubvX09Kg7k1Fvb696urvV29Oj3mT8\n2vPj4zo/MaHz4+M6d/68ppKz/4vPV3yfujOZxefMJO9R6WsWb0vf83w+r1wup4WS8i4sLGh+fl6z\nc3OFn9lZZbPZsv8LOjo6tGXzZm3ZvFlbt2zRls2btXnzZvX19qq/r0/9fX3q6+tbfK9Kf0o/m4WF\nhcL/k5JyFbcr/WyKPx3Fzye57Sj5vEo/u9IvF8X7pdt3JM+1/EuIu2shmy38f15Y0PzCghYWFjQ3\nP6/Z2dnF/z+zc3OauXxZly5d0szly5q5fFmzs7OLr1d87s7OTvX29Kivr099vb3q6+1Vb2/v4v/p\n4k9x+8XPrMzfxPL6LC93udsl25T5P1D8yZXcL/7uivc9qU/p30VHyWfSkcwrXPpZl74fpT9L6lNS\nr9L3oaOjY8W+Il/m766ccvVfbbvS8pZ971ZZV41Kn2O55dUqLUut5Sr+bj6fly97HjOTaennUrpu\nye+WfDbLf174Pd+j+/7oj2ou33oQ4Gt6h37+Fz+7ZEkxfIoBWwyRYsh2dnQs3i/dgZbuIJb/IeWT\nHX3xS0A2+SJQXJZN7ktL/zjMbEnIF+8Xg7Knp0dbNm9WJpNZssMp3haDrbhDy+Vymp+fX1xW/EKy\nfEdjZsp0dSmTyaivr09bS75glD5/MTQvX76syQsXFgNzbm5uSUjk83ntGBzUjoEBDe3YoRuuv15b\nt2y58h6VPl8SNPPJl5RsLrfi/XT3pWEhqbOzU5lMRt2ZjDLJT/HLRPGLRPFzXV6Pubk5XZya0tT0\ntC5OTeni1JQuzcxofGJCM8mXukszM8rn80s+5+LnU/w/kslkFsOs9D0t/X+x/CeXy60InuKy4udU\ntOL/1bLQKifT1bX4Zai7u1uZTGbxy1VPT4829fdrcGBAm/r7tam/X/3JbW9PjyQt7gyL5ZmdndXl\n2dnF92V2bm7JF9viZ1gphNfaUbt72TAoFwrFLzdLvqQu+9K61vueK/m7WP5+LvlbTG6X79xLe3TK\n/T/Nl3xWpfuKYtmW31YKv2pDsfRL02rvXa1hW+lzXFxesqya5y7drnTrenrElv/tLf/sS78olZa3\n9LMp/dLa1dW1+Nn19/XVXK71IsDXdK1+9qd+Sr93113qS3bwxSCMSrWXvtVTt0a/RkhlbuRrxqjR\nl06G9P5VU7eQyovwXby4cllI14G3qpVf+D8gjY6mURQAACriayUAABEiwAEAiBABDgBAhAhwAAAi\nRIADABAhAhwAgAgR4AAARIgABwAgQgQ4AAARIsABAIgQQ6lW4+zZtEuAZmJs7Oo0Y6x6IEZXXdWU\nlyHAAQBopJGRprwMX40BAIgQAQ4AQIQIcAAAIkSAAwAQIQIcAIAIEeAAAESIAAcAIEIEOAAAESLA\nAQCIEAEOAECECHAAACJEgAMAECECHACACBHgAABEiAAHACBCBDgAABEiwAEAiFBX2gWIwokTSx/n\n8zU/1Y/+1m/ptYcO6Zfe+MYrC6ena34+AEBgfvAHm/IytMCb6OLMjD736KP671/5StpFAQBEjgBv\noieSlvyR0dGUSwIAiB0B3kRHjh2TJJ2ZmNDY5GTKpQEAxIwAb6Ijx48v3n+cVjgAoA4EeBMdOXZM\n+4aHC/cJcABAHQjwJjpy/Lhe/ZKXaGDzZh05ejTt4gAAIsZlZE0yduGCzkxO6vv379czzz9PgAMA\n6kILvEmKx78P7t+vg/v368joqNw95VIBAGJFgDdJ8Qz0gyMjOjgyoguXLunEuXMplwoAECsCvEmO\nHD+uwc2btWtwUAf37y8soxsdAFAjArxJjhw7poPXXCMzI8ABAHWrO8DNrNPMvm5mf508HjSzz5nZ\nd5LbgfqLGTd315Hjx3Vw3z5J0uCWLbp6xw4uJQMA1KwRLfB3SXqy5PEdkh5x9+skPZI8bmsnzp/X\nxZkZHbzmmsVlB0dGaIEDAGpWV4Cb2V5J/5ekPy1ZfIuk+5P790t6Qz2v0QoWT2BLWuBS4Wz0J44d\nUy6XS6tYAICI1dsC/0NJ75FUOr/mTnc/ldw/LWlnna8RvcVLyEpb4Pv3a3Z+Xs+ePp1WsQAAEas5\nwM3sdZLOuvvXKm3jhQudy17sbGZvM7PDZnZ4bGys1mJE4cixY9ozOKiBzZsXlx0cGSmsoxsdAFCD\nelrg/0jS683sqKSPSvonZvYXks6Y2W5JSm7Plvtld7/X3Q+5+6HhZHzwVnXk+PElrW9JuoEABwDU\noeYAd/c73X2vu++XdKuk/+nuPy3pYUm3JZvdJumhuksZsVwupydOnFhy/FuSNvX26trduzkTHQBQ\nk424Dvz9kn7EzL4j6dXJ47b17Nmzmp2fX9EClzgTHQBQu4ZMZuLun5f0+eT+eUk3N+J5W0G5M9CL\nDu7fr0999auaW1hQTybT7KIBACLGSGwb7FvHjsnM9H17965Yd3BkRNlcTk8//3wKJQMAxIwA32BH\njh3TtTt3alNv74p133/gQGGb5DIzAACqRYBvsNIhVJd74Z496ursXOxmBwCgWgT4BppbWNDTzz9f\n9gQ2SerOZHT93r0EOABg3QjwDfTUyZPK5fMVW+BS4US2bxHgAIB1IsA3ULkhVJc7ODKi586e1fTl\ny80qFgCgBRDgG+jIsWPq6uzUC3fvrrhNcW7wJ06caFKpAACtoCHXgbelZ55Zc5Mj3/62rh8aUvey\n0dbsjveWPHqBpN/QkcOHdZNZY8vYbF1l/jtls7U/Xz6/cllHE75zlnvdcppRlpDxPqFVbN26ctnF\ni80vxzoR4NX48R9f+vi3f7uqX3vm/Hl977Jx3peGtyTtkiSNR96F/tXjx/XPH3hAX33Xu7Rj06a0\ni7PxCCWgJfzkxz6mwf5+3fuWt1xZGEF4S3Shbxh319GJCe0fGEi7KE3xd0eP6rnxcX3r1Km1NwaA\nQPz9s8/qS889l3YxakILfIOcu3RJlxcWNLJ9e9pFaYrRiYkltwAQurlsVqcuXtTU3JzcXRbZYUxa\n4BtkdHJSkjTSJi3wYn0JcACxOD45KXfX1OysJiM8jEmAb5BikK3dAveNL0wTLLbAkyAHgNCV7q9G\nz59PsSS1IcA3SPE/RrXHwOPquFmJFjiA2JTur0bHx1MsSW0I8A0yOjGhLT092t7Xl3ZRNtzU3Jwm\nku6noxH+EQBoT0ta4BHuuwjwDTI6OamR7dujOymiFouHCwYGdHxyUvlqrw8GgBSNTkzo6m3b1JfJ\nEOC4YnRiom1OYDuaBPgrrr1W87mcTk9NpVwiAFjb6OSk9u/YoWsGBwlwXHF0YqLKS8gKJ7HF3FIv\ndkO94gUvKDzmODiACIxOTmpkcFAjg4OcxIaCi7OzmpydbZsW+OjEhLo7O3VTMusaAQ4gdLl8XsdL\nAzzCFjgDuWyAxWvA22UQl8lJXbN9u/YPDhYeE+AAAndqakrZfF4jg4Pa3NOjselpzczPq7+7O+2i\nVY0W+AYoBli7DKNaPN6/uadHg/39BDiA4C2efLtjh0aKjY/IutEJ8A2wvlHY4h/IpXjGvVSoMwEO\nIHSL++nBQe3fsaOwLLJudLrQN8DoxIR6urp01Tpm5Yr1FLbZhQWdnppaEuDfGRtLuVQAsLrFFvjg\noLb09BSWRRbgtMA3QPGYcEcbTDl5/MIFSVd6G0YGBnR0YkLu8fcsAGhdo5OT2tHfr009Pbp6+3Z1\ndXQQ4EiOCbfLCWzLjvePDAzo0vy8xmdm0iwWAKyqdKyOzo4O7R0YIMCxnmvA47f8jPviHwTHwQGE\nrPTcHUlRXkpGgDfY7MKCzkxPr+Ma8LgHchmdmFCHmfZs2yaJAAcQPndf0VMa42AuBHiDHWuza8CP\nTkxoz9atynR2SiLAAYTv/MyMZhYWljS0RgYH9fyFC1rI5VIs2foQ4A223mlEYzc6Obnkj2BHf782\ndXcT4ACCtXgGeklDa/+OHcq760RE+y4CvMFKZ+ZqB8u7ocyMa8EBBK3cWB2Lg7lEdBycAG+w0clJ\ndXZ0aM/WrVX+RryXW2VzOZ24eHHFlxUCHEDIyrXACXBoNDkm3JUcE65WjKewPT81pVw+v+J4PwEO\nIGSjk5Pa1N2twf7+xWX7kobI0YhOZCPAG2z5pQmtrNLhgpGBAZ2fmdH03FwaxQKAVRUP/ZVe/dOT\nyWj3tm20wNvZ0ZLBAVpdpRP2OBMdQMiWn3xbFNu14AR4A2VzOZ28eLHtWuDXlOlCL10PACGp1FNK\ngLexkxcvKpfPr/MSsngHchmdnNRVmzerL5NZspwABxCq6bk5jc/MVGyBH5+YUD6fT6Fk60eAN1C7\nX0JWtHvLFmU6OwlwAMFZPvxzqf07dmg+m9Xp6elmF6smBHgDrfYfoxVVOo7U0dGhfdu3E+AAgrNa\nQ2vxUrJI9l0EeANVOibcisqNJVxqhAAHEKDVGlqLAZ5sEzoCvIFGJye1c/Nm9S47Jry6OAdyOTs9\nrdlstmKA7x8cJMABBGd0YkKZzk7t3rJlxTpa4G2sUpdyNWI7ha3cUISlRgYG9PzFi5rLZptZLABY\n1ejkpPZt26aOjpXxt7m3V4ObNtECb0dtNQ948g210hn3xWA/HskfAoD2sNqhPym5lIwWeHvJ5/M6\nNjnZVrOQSau3wEu3A4AQrNVTOjI4qKMEeHs5e+mS5rLZGrrQ4zwGPjoxoW29vdrW21t2PdeCAwjN\nfDarU1NTq7bA9+/YodHJSbmHv28mwBuk3Ow26xHbQC5rjfm+d9s2mRktcADBOH7hgtx9zRb4pfl5\njc/MNLFktSHAG2StLuVWM7rGmO/dXV26eutWWuAAglFNQyumS8kI8AaptwUem2pmXRsZGIjijwBA\ne6imoRXTpWQEeIOMTk5qe2+vtlY4JtxKLszO6sLs7Jq9DQQ4gJCMTkzIzLRv27aK28TUAu9KuwBR\nevbZFYueP3VKe/r6lqyze/9TFU9W+A6VPXdOOnr0yuKAB9N/Pvlmumd2do36nlFP5x+Ufb9WKHNN\nZsjvAYD4PH/ypIZ7e9V97NjispX7LdemzF069vzz0tmzVxZX2h/t2tX4glaprgA3s+2S/lTSQRVO\np/45SU9J+pik/ZKOSnqTu4ffF1GnnLsy5UJoTdvV1dGhs5cvN7xMGyWXnJ25dn27lI/gTE4A7SFf\n1X7adPWmTfrDRx/VHz32mExSh5n2bdmip267beXm733vRhS1KvW2wP+DpM+4+0+aWbekfknvk/SI\nu7/fzO6QdIek9GoYvA7t7OvTmYgCHABa2X981av0xZMn5e7Ku8slbV3XENnNUXOAm9k2SS+X9FZJ\ncvd5SfNmdoukVyab3S/p8yLAV7Wrv1+nI7hkAQDawWsOHNBrDhxYujDAQ3r1nMR2QNKYpD8zs6+b\n2Z+a2SZJO939VLLNaUk76y1kq9vV10eAAwDWpZ4A75L0UkkfcPeXSLqkQnf5Ii8MZVP2IKiZvc3M\nDpvZ4bGxsTqKET9a4ACA9aonwE9IOuHuX04ef1yFQD9jZrslKbk9W+6X3f1edz/k7oeGh4frKEb8\ndvX368zly5zwBQCoWs0B7u6nJR03s+uTRTdLekLSw5KKp+rdJumhukrYBnb19yvnrvOzs2kXpcH4\nQgIAG6Xes9DfIekjyRnoz0r6WRW+FDxoZrdLGpX0pjpfIxq1xtWuvj5J0qmZGQ0n91tFXCO8A0A8\n6gpwd/+GpENlVt1cz/PGqJ6g2tXfL0k6PTOjF+3Y0ZgCAQBaGkOpBqA0wGNCBzmA2MQwTWi1CPAA\nxBbgdIsDiFFs0zavhQAPwOZMRpu6unSa0dgAAFUiwAPBteAAgPUgwANBgAMA1oMAD8Su/v4W7EL3\nljvmBAChIMADsZsWOABgHQjwBqrn8oRdfX2amJvTXC7XwBIBAFoVAd4g9XYVFy8lO0MrHABQBQI8\nELFdCw4ASBcBHohigJ+KKMBbaUQjAO2hlfZaBHggihOaxHAmOmeWA4hRq+25CPBAXFUM8Iha4Gtr\npe+6ABAWAjwQmc5ODfX2tliAt943XgAIBQEeEEZjAwBUiwBvoHo7jHf19UVxDBwAkD4CvEEa0VVM\nCxwAUC0CPCDFAOfyLADAWgjwgOzq79dsLqeL8/NpFwUAEDgCPCAxXQteHXoSAGCjEOABacXhVLmM\nDEBIWukQJQEekN2RBXjr/BkAaAet1qAgwAMSy3jorfZHAAAxIsADMtDTo0xHRzQtcABAegjwBqr3\n2IqZcS04AKAqBHiDNKpbmdHYAADVIMAD01otcE5zA4CNQoAHprUCnLnDAWCjEOCB2dXfr7HZWeXy\n+bSLAgAIGAEemF19fcq7a2x2Nu2iAAACRoAHphVHYwMANB4BHpjFAI/gTPRWGpIQQHtopb0WAd5A\njfiPEUMLnBPTAMSo1fZdBHiDNOo/xs6Wm5EMALARCPDAbMpktCWTCboFXr1W6qwCgLAQ4AHa1d8f\n/IQm1WqtDisACAcBHqBd/f10oQMAVkWAB2h3i43GBgBoPAI8QLv6+ghwAMCqCPAA7erv18WFBc1k\ns2kXBQAQKAI8QMVrwc/QCgcAVNCVdgFaxZ0vfrGmFhYa8lylo7Ed2Lq1Ic/ZSLv7+/Xnr3qVXrZz\n5xpb/oI+9dqnm1ImAFjL22+8UT9x4EDaxWgYC2E4zEOHDvnhw4fTLkb1fv7npbNnVy7vWNmhYZ/8\nRA0v8HVJL9UnbrpJb7z66iuLQ5qhrLe37GJ78GNLHvvrb2lGaTZeufe+zOfdVnhPEKOule3W5ftp\n/+V3y/7g96t6unoi1My+5u6Hav19WuC1qDK8peo+3JWDuF0lSRqbm1tfuQKwor6tkN8EFdDSlu+3\nzKoL77SxFwrSkCRpbH4+5XKUN7mwoGemprQQUo8AALQZAjxIPdrS1aXzgQb4X58+res+/WkdvXQp\n7aIAQNsiwAM11N0dbBf6ueSLxVBPT8olAYD2RYAHaqi7ezEoQ3Nufl6dZtqeyaRdFABoWwR4oIZ6\neoIN8LH5eQ319LTc3LoAEJO6AtzMfsnMHjezI2b2gJn1mtmgmX3OzL6T3A40qrDtZLi7W+cC7kIf\n6u5OuxgA0NZqDnAz2yPpnZIOuftBSZ2SbpV0h6RH3P06SY8kj7FOQ93dwZ6Ffm5+XsMc/waAVNXb\nhd4lqc/MuiT1S3pehSt/70/W3y/pDXW+Rlsa6unRTC4X5Hjo55IudABAemoOcHc/Ken3JB2TdErS\nBXf/rKSd7n4q2ey0pLXG20QZw0kXdYiXko3NzRHgAJCyerrQB1RobR+QdLWkTWb206XbeGGc1rJj\nkZnZ28wN1vs8AAAUyUlEQVTssJkdHhsbq7UYLat4jDm0bvS8u85zDBwAUldPF/qrJT3n7mPuviDp\nk5J+WNIZM9stScltmXFHJXe/190Pufuh4eHhOorRmoot3NDORJ9cWFBe4hg4AKSsngA/JullZtZv\nheuJbpb0pKSHJd2WbHObpIfqK2J7Knahh3Ym+hiDuABAEGqezMTdv2xmH5f0qKSsClNo3Stps6QH\nzex2SaOS3tSIgrabYkCG1oVe/EJBgANAuuqajczd75Z097LFcyq0xlGH7ZmMOhReC5xhVAEgDIzE\nFqhOMw0GOJxqsTwcAweAdBHgARsOcDjVYpf+Ds5CB4BUEeABC3FGsnPz8+rv7FR/V11HXwAAdSLA\nAxbijGSMgw4AYSDAAxZiF/q5+fnFS9wAAOkhwANWbIHnvexgdqkYm5ujBQ4AASDAAzbU3a2cuy4s\nLKRdlEV0oQNAGAjwgA0HOJwqM5EBQBgI8IAVW7qhBPh8Pq+L2SzHwAEgAAR4wBZnJAvkUrLFUdgI\ncABIHQEesNBa4IvjoBPgAJA6AjxgoR0DpwUOAOEgwAPW39mp3o6OYLrQxxgHHQCCQYAHzMw0FNBg\nLrTAASAcBHjghru7g5lStBjgg5lMyiUBABDggQtpPPRz8/MayGTU1cF/GwBIG3viwA319Cwee07b\n2Nwc14ADQCAI8MANBdaFzvFvAAgDAR644e5uXchmtZDPp10UhlEFgIAQ4IEbCuhacFrgABAOAjxw\ni6OxpdyN7u4aYy5wAAgGAR644UCGU53O5TSfz9MCB4BAEOCBK3ahp30mOuOgA0BYCPDAhdKFzihs\nABAWAjxwOwLpQmccdAAICwEeuExHh7ZnMqkHOC1wAAgLAR6Boe7u1GckI8ABICwEeARCGA/93Py8\nMmba2tWVajkAAAUEeASGA5hSdGxuTkPd3TKzVMsBACggwCMQShc63ecAEA4CPALFLnR3T60MjIMO\nAGEhwCMw3NOjuXxel3K51MowRgscAIJCgEdgKIBrwc8xDjoABIUAj0AxwNM6Dp5z1zgtcAAICgEe\ngbSnFJ2Yn5eLa8ABICQEeATSnpFsjEFcACA4BHgEFrvQUwrwc4yDDgDBIcAjsC2TUZdZai1whlEF\ngPAQ4BEws1SHUyXAASA8BHgkhnp6UpsTvHj2OwEOAOEgwCMx1N2d6jHwzZ2d6u3sTOX1AQArEeCR\nGE65C51hVAEgLAR4JIZSnJGMiUwAIDwEeCSGurt1fn5euRQmNGEcdAAIDwEeiaHubrkKo6I1G+Og\nA0B4CPBIDKc4nOq5uTla4AAQGAI8EmmNxjaby2k6lyPAASAwXWkXAOXZX/3lsiVflvQyXTx3Tmri\nvOBTCwuSpK2zs9LZs1fK96W/L7u9f6yKJy15HgBoiI4y7dGuMhE3NLTxZWkSArwWf7k8XOtT7rw0\nsxVLSv5tvppf96GHVi77oR+qpygAsELOXdmSH5e0vVyAnzsnfeELqz5Xdfvk9K0Z4Gb2IUmvk3TW\n3Q8mywYlfUzSfklHJb3J3SeSdXdKul1STtI73f1vNqTkAABI+pXjx3XPyZNLlh3o6dGz//AfplSi\n5qimBX6fpP9f0odLlt0h6RF3f7+Z3ZE8fq+Z3SDpVkk3Srpa0v8wsxe6e/P6fAEAbeWr09O6prtb\nv7Brl7rM1GmmgTYYOXLNAHf3L5rZ/mWLb5H0yuT+/ZI+L+m9yfKPuvucpOfM7BlJN0kqf8AUAIA6\nnc9mdWN/v+7cuzftojRVrWeh73T3U8n905J2Jvf3SDpest2JZBkAABtiPJvVYLnj3S2u7svI3N0l\nrXt4MDN7m5kdNrPDY2Nj9RYDANCmxrNZ7chk0i5G09Ua4GfMbLckJbfF64JOStpXst3eZNkK7n6v\nux9y90PDw8M1FgMA0M6y7rqQy9ECX4eHJd2W3L9N0kMly281sx4zOyDpOklfqa+IAACUN5HNSlJb\nBng1l5E9oMIJa0NmdkLS3ZLeL+lBM7td0qikN0mSuz9uZg9KekJSVtLbOQMdALBRxpMA30GAr+Tu\nb66w6uYK298j6Z56CgUAQDXOt3ELnLHQAQDRGifAAQCIz2IXOmehAwAQD7rQEYF1X2oPAC1vPJtV\nh6RtbTB06nIEeGQCnBAHAFIzns1qoKtLHSFOF7bBCHAAQLTOt+kwqhIBDgCIWLuOgy4R4ACAiI1n\ns205iItEgAMAIkYXOgAAEaILHQCAyCzk87qYy9GFDqyGq9ABhGYiV5grixY4UEb7XVkJIBbtPA66\nRIADACLVzlOJSgQ4ACBS7TwOukSAAwAiRRc6IsFpZABQii50RMXacMB+ACjnfDIT2dY2nIlMIsAB\nAJFq55nIJAIcABCpdh4HXSLAAQCRaudx0CUCHAAQqXYeB10iwAEAkaILHQCACNGFDgBAZBbyeU3l\ncgQ4AAAxKc5ERhc6AAARafdx0CUCHAAQoXYfB10iwAEAEWr3cdAlAhwAEKHzCwuSaIEjCsxGBgBF\n48lJbAQ4otGeQ/YDwFLj2aw6JW1r05nIJAIcABCh8wsLGujqausplglwVIUOfAAhafdx0CUCHGto\n3++2AEI2nsu19RnoEgEOAIjQ+YUFWuBpFwAAgPWiC50ABwBEiC50AhwAEJl5ZiKTRIADACIzwTjo\nkghwAEBkxplKVBIBDgCIDDORFRDgAICoMJFJAQEOAIgKU4kWEODRYDBTAJCYiayIAI8MQ5sCaHfn\nFxbUKWlrG89EJhHgAIDIFEdha+eZyCQCHAAQGYZRLSDAAQBROU+AS6oiwM3sQ2Z21syOlCz7XTP7\ntpl908z+0sy2l6y708yeMbOnzOzHNqrgAID2NJ7Ntv0Z6FJ1LfD7JL1m2bLPSTro7i+S9LSkOyXJ\nzG6QdKukG5Pf+WMza++zDAAADUUXesGaAe7uX5Q0vmzZZ909mzz8kqS9yf1bJH3U3efc/TlJz0i6\nqYHlBQC0ObrQCxpxDPznJH06ub9H0vGSdSeSZQAA1G0+n9d0Pk8XuuoMcDO7S1JW0kdq+N23mdlh\nMzs8NjZWTzEAAG2CmciuqDnAzeytkl4n6S3uXhwm7KSkfSWb7U2WreDu97r7IXc/NDw8XGsxAABt\n5DwBvqimADez10h6j6TXu/tMyaqHJd1qZj1mdkDSdZK+Un8xkZa+jg7929279ZL+/rSLAgCMg15i\nzXfAzB6Q9EpJQ2Z2QtLdKpx13iPpc8lIOF9y919w98fN7EFJT6jQtf52d89tVOGx8fo7O/U7IyNp\nFwMAJDGVaKk13wF3f3OZxR9cZft7JN1TT6EAACiHLvQreAeikZxmcOlS81+6u3vFIn/RD8i++Vht\nzzc5Wd12+Xxtz5+WjhYe2DC2z6IZWvnzDtj09LQkacv0tDQ7u7jcvv1k2e395a9YuuALX9iwsjUb\nAR6ZkIbud2Y4BZCSqicyaVBgh7i/4yskAAARIsCxqs9MT2vnE0/om5cvp10UAEAJAhyrGsvldDab\nVT/H+wAgKOyVsaqJXOEqwIFO5qQBgJAQ4FjVeBLg2wlwAAgKAY5VTeTz2trRoc5qz/gEADQFAY5V\nTeRyGqT1DQDBIcCxqvFcjuPfABAgAhyrmsjnNcCQhQAQHAIcq6ILHQDCRIBjVRN0oQNAkAhwVOTu\nGs/nCXAACBABjoouu2venS50AAgQAY6KGIUNAMJFgKOicQIcAIJFgKOiiXxeEgEOACEiwFFRsQud\nY+AAEB4CHBUtdqEzkAsABIcAR0V0oQNAuAhwVDSRy6lD0tYO/psAQGjYM6OiiVxO2zs61MFUogAQ\nHAIcFTEKG4BQuXvaRUgdAY6KmMgEQGiMHsFFBDgqYiITAAgXAY6KxnM5DXACGwAEib0zKprgGDgA\nBIsAR1nuzjFwAAgYAY6ypvJ55SS60AEgUOydURajsAFA2AhwlMVEJgAQNgIcZRUDnC50AAgTe2eU\ntTgTGS1wAAgSAY6yisfA6UIHgDAR4ChrghY4AASNAI9GcwfuH8/l1CVpE+MOA0CQCPDINCtOi6Ow\nMXEAAISJAEdZjMIGAGEjwFEWE5kAQNjYQ6MsJjIBgLAR4CiLLnQACBsBjrIm6EIHgKCxh8YKeXdN\n0oUOAEEjwLHChXxeLgZxAYCQEeBYgZnIACB8BDhWGGcmMgCBa+7YlGFiD40VihOZ0IUOIDSMDXkF\nAY4V6EIHgPCtGeBm9iEzO2tmR8qse7eZuZkNlSy708yeMbOnzOzHGl1gbDy60AEgfNXsoe+T9Jrl\nC81sn6QflXSsZNkNkm6VdGPyO39sZjTjIkMXOgCEb80Ad/cvShovs+rfS3qPlp5LcIukj7r7nLs/\nJ+kZSTc1oqBonolcTr1m6qMFDgDBqmkPbWa3SDrp7o8tW7VH0vGSxyeSZYjIRC5H6xsAAte13l8w\ns35J71Oh+7xmZvY2SW+TpGuuuaaep0KDMRMZAISvlr30CyQdkPSYmR2VtFfSo2a2S9JJSftKtt2b\nLFvB3e9190Pufmh4eLiGYmCjMBMZAIRv3QHu7t9y96vcfb+771ehm/yl7n5a0sOSbjWzHjM7IOk6\nSV9paImx4ZiJDADCV81lZA9I+ntJ15vZCTO7vdK27v64pAclPSHpM5Le7u65RhUWzUEXOgCEb81j\n4O7+5jXW71/2+B5J99RXLKSJLnQACB/NLCyx4K6pfJ4udAAIHAGOJSYZhQ0AosBeGkswChsAxIEA\nxxJMZAIAcSDAsUQxwGmBA0DYCHAswUxkABAH9tJYgmPgABAHAhxL0IUOAHEgwLHEeC6nTWbqNku7\nKACAVRDgWIJR2AAgDgQ4lmAiEwCIAwGOJSaYyAQAorDmZCZoL+P5vL4nk0m7GABQ1hu3bNGLe3q0\nnZ5CAhxLTeRyGuztTbsYAFDW7q4u7e4iuiS60LHMRC7HSWwAEAG+xkSjEKrZuTmpNGCz2Ya9Qs5d\nM+7aks1K09OLy+3E8bLbe8NeWUteb1HIx+KTAW/aRsifRVra7f9A4Hzvvor7qlZFgEdjmyRpsgk7\njQ3fVT/55Mpl+/Zt9KsCaHHe0FZF+PhaHY0BSVeGOgUAtDcCPBoEOAB8ZnZWD87MpF2MINCFHo1e\n9Zo1pQsdAEL1gelpHc3l9Kb+/rSLkjpa4BHZ3tFBCxxAW5vM57WduRokEeBRGSDAAbS5CXdGi0zw\nLkSEAAfQ7ibyeQI8wbsQEQIcQLubJMAXmQdw4ZyZTUl6Ku1yNMCQpHNpF6IBWqEerVAHqTXq0Qp1\nkKhHSFqhDpJ0vbtvqfWXQzkL/Sl3P5R2IeplZoepRxhaoQ5Sa9SjFeogUY+QtEIdpEI96vl9+iEA\nAIgQAQ4AQIRCCfB70y5Ag1CPcLRCHaTWqEcr1EGiHiFphTpIddYjiJPYAADA+oTSAgcAAOuQSoCb\n2XYz+7iZfdvMnjSzHzKzQTP7nJl9J7kdSKNs1TCz683sGyU/F83sF2OqQ5GZ/ZKZPW5mR8zsATPr\nja0eZvaupPyPm9kvJsuCr4OZfcjMzprZkZJlFcttZnea2TNm9pSZ/Vg6pV6pQj1+Kvk88mZ2aNn2\nwdWjQh1+N9lHfdPM/tLMtpesC64OUsV6/GZSh2+Y2WfN7OqSddHUo2Tdu83MzWyoZFlw9ajwWfya\nmZ0syY5/WrJu/XVw96b/SLpf0v+d3O+WtF3S70i6I1l2h6TfTqNsNdSlU9JpSSOx1UHSHknPSepL\nHj8o6a0x1UPSQUlHJPWrcFnk/5D0PTHUQdLLJb1U0pGSZWXLLekGSY9J6pF0QNJ3JXWmXYdV6vF9\nkq6X9HlJh0qWB1mPCnX4UUldyf3fjviz2Fpy/52S/iTGeiTL90n6G0mjkoZCrkeFz+LXJP2bMtvW\nVIemt8DNbFtSsQ9KkrvPu/ukpFtUCHYlt29odtlqdLOk77r7qOKsQ5ekPjPrUiEEn1dc9fg+SV92\n9xl3z0r6gqQ3KoI6uPsXJY0vW1yp3LdI+qi7z7n7c5KekXRTUwq6hnL1cPcn3b3c4ExB1qNCHT6b\n/J+SpC9J2pvcD7IOUsV6XCx5uElS8cSnqOqR+PeS3qMrdZACrccqdSinpjqk0YV+QNKYpD8zs6+b\n2Z+a2SZJO939VLLNaUk7UyhbLW6V9EByP6o6uPtJSb8n6ZikU5IuuPtnFVc9jkj6x2a2w8z6Jf1T\nFb6lx1SHUpXKvUfS8ZLtTiTLYhNrPX5O0qeT+9HVwczuMbPjkt4i6VeTxVHVw8xukXTS3R9btiqq\nekh6R3JI40Mlh8hqqkMaAd6lQrfCB9z9JZIuqdBVuMgLfQrBnx5vZt2SXi/pvy5fF0Mdkv88t6jw\npepqSZvM7KdLtwm9Hu7+pArdm5+V9BlJ35CUW7ZN0HWoJNZytxozu0tSVtJH0i5Lrdz9Lnffp0Id\n/nXa5Vmv5Mv5+3Tly0esPiDpWkkvVqHR9Pv1PFkaAX5C0gl3/3Ly+OMqBPoZM9stScnt2RTKtl6v\nlfSou59JHsdWh1dLes7dx9x9QdInJf2wIquHu3/Q3f+Bu79c0oSkpxVZHUpUKvdJFXoWivYmy2IT\nVT3M7K2SXifpLckXKimyOizzEUk/kdyPqR4vUKGh8ZiZHVWhrI+a2S5FVA93P+PuOXfPS/rPutJN\nXlMdmh7g7n5a0nEzuz5ZdLOkJyQ9LOm2ZNltkh5qdtlq8GZd6T6X4qvDMUkvM7N+MzMVPosnFVk9\nzOyq5PYaFY5//xdFVocSlcr9sKRbzazHzA5Iuk7SV1IoX72iqYeZvUaF462vd/eZklXR1EGSzOy6\nkoe3SPp2cj+aerj7t9z9Knff7+77VWgIvjTJk2jqUfxynvhxFQ4BSrXWIaWz814s6bCkb0r6K0kD\nknZIekTSd1Q4k3gwjbKtow6bJJ2XtK1kWVR1SMr86yr8QR+R9OcqnAUZVT0k/Z0KXwIfk3RzLJ+F\nCl/+TklaUGGHdPtq5ZZ0lwpnpz4l6bVpl3+Nevx4cn9O0hlJfxNyPSrU4RkVjkt+I/n5k5DrsEo9\nPpH8fX9T0n+TtCfGeixbf1TJWeih1qPCZ/Hnkr6VfBYPS9pdTx0YiQ0AgAgxEhsAABEiwAEAiBAB\nDgBAhAhwAAAiRIADABAhAhwAgAgR4AAARIgABwAgQv8HIefn5QSDoMMAAAAASUVORK5CYII=\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "animatedensity(NU0, 200, [60,150], [150,0], new_domain)" ] }, { "cell_type": "code", "execution_count": 116, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 116, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAAfAAAAHiCAYAAAAXsp52AAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\nW/XRHQAAAABJRU5ErkJggg==\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "animatedensity(NU0,240,[20,140], [150,0], new_domain)" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "collapsed": true }, "outputs": [], "source": [ "SS0 = nc.Dataset('/ocean/vdo/MEOPAR/completed-runs/SalishSeaLake/SS0/SalishSea_1h_20160601_20160607_grid_T.nc')" ] }, { "cell_type": "code", "execution_count": 118, "metadata": { "collapsed": true }, "outputs": [], "source": [ "def animatedensity2(file, xslice, xlims, ylims, mesh_mask):\n", " pressure1 = gsw_calls.generic_gsw_caller('gsw_p_from_z.m',\n", " [-np.expand_dims(file.variables['deptht'][:], 1) * np.ones(564),\n", " (np.ones([564,40]) *np.expand_dims(file.variables['nav_lat_grid_T'][:, xslice][:],1)).T])\n", " fig,ax = plt.subplots(figsize=(8,8))\n", " deptht = file.variables['deptht'][:]\n", " xslicemask = 1 - mesh_mask[:,:, xslice]\n", " def animate30(i):\n", " ax.clear()\n", " density1 = calc_rho(file.variables['vosaline'][i,:,:, xslice],\n", " file.variables['votemper'][i,:,:, xslice],\n", " pressure1)\n", " masked_density1 = ma.masked_array(density1, mask = xslicemask)\n", " den = ax.pcolormesh(np.arange(0,564), deptht, masked_density1, \n", " vmin = 1021.8,vmax = 1024.5, cmap = 'bwr' #, colors='black'\n", " )\n", " ax.contour(np.arange(0,564), deptht, masked_density1,levels=[1023.3], colors='black')\n", " ax.set_ylim(ylims)\n", " ax.set_xlim(xlims)\n", " ax.set_title('X = ' + str(xslice) + ', hour = %03d'%(i)) \n", " return ax\n", "\n", " interval = 0.25#in seconds\n", " ani40 = animation.FuncAnimation(fig,animate30,frames=155,interval=interval*1e+3, repeat=False)\n", " return ani40" ] }, { "cell_type": "code", "execution_count": 119, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 119, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAAeoAAAHiCAYAAAAnPo9XAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\n/wODQh58a0Fr3gAAAABJRU5ErkJggg==\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "animatedensity2(SS0, 20, (250,490), (150,0), new_domain)" ] }, { "cell_type": "code", "execution_count": 120, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 120, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAAeoAAAHiCAYAAAAnPo9XAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\nIGD/FyzQ9z8/KYy7AAAAAElFTkSuQmCC\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "animatedensity2(SS0, 40, (220,510), (150,0), new_domain)" ] }, { "cell_type": "code", "execution_count": 121, "metadata": { "collapsed": false }, "outputs": [ { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "execution_count": 121, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": "iVBORw0KGgoAAAANSUhEUgAAAeoAAAHiCAYAAAAnPo9XAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "animatedensity2(SS0, 60, (200,510), (150,0), new_domain)" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "collapsed": true }, "outputs": [], "source": [] } ], "metadata": { "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": "3.6.0" } }, "nbformat": 4, "nbformat_minor": 2 }